{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/pyinat/pyinaturalist/main?filepath=examples%2FData%2520Visualizations%2520-%2520Seaborn.ipynb)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Seaborn examples\n", "Here are some examples of visualizations that can be created using [Seaborn](https://seaborn.pydata.org/)." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import json\n", "from datetime import datetime\n", "from pprint import pprint\n", "\n", "import matplotlib as mpl\n", "import numpy as np\n", "import pandas as pd\n", "import seaborn as sns\n", "from dateutil import tz\n", "from matplotlib import dates\n", "from matplotlib import pyplot as plt\n", "\n", "from pyinaturalist import iNatClient\n", "from pyinaturalist import pprint as inat_pprint\n", "\n", "BASIC_OBS_COLUMNS = [\n", " 'id',\n", " 'observed_on',\n", " 'location',\n", " 'uri',\n", " 'taxon.id',\n", " 'taxon.name',\n", " 'taxon.rank',\n", " 'taxon.preferred_common_name',\n", " 'user.login',\n", "]\n", "DATASET_FILENAME = 'midwest_monarchs.json'\n", "PLOT_COLOR = '#fa7b23'\n", "MIDWEST_STATE_IDS = [3, 20, 24, 25, 28, 32, 35, 38] # place_ids of 8 states in the Midwest US\n", "\n", "sns.set_theme(style='darkgrid')\n", "\n", "# Create a client for API requests\n", "client = iNatClient()" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "def date_to_mpl_day_of_year(dt):\n", " \"\"\"Get a matplotlib-compatible date number, ignoring the year (to represent day of year)\"\"\"\n", " try:\n", " return dates.date2num(dt.replace(year=datetime.now().year))\n", " except ValueError:\n", " return None\n", "\n", "\n", "def date_to_mpl_time(dt):\n", " \"\"\"Get a matplotlib-compatible date number, ignoring the date (to represent time of day)\"\"\"\n", " try:\n", " return dates.date2num(dt) % 1\n", " except ValueError:\n", " return None\n", "\n", "\n", "def to_local_tz(dt):\n", " \"\"\"Convert a datetime object to the local time zone\"\"\"\n", " try:\n", " return dt.astimezone(tz.tzlocal())\n", " except (TypeError, ValueError):\n", " return None\n", "\n", "\n", "def get_xlim():\n", " \"\"\"Get limits of x axis for first and last days of the year\"\"\"\n", " now = datetime.now()\n", " xmin = dates.date2num(datetime(now.year, 1, 1))\n", " xmax = dates.date2num(datetime(now.year, 12, 31))\n", " return xmin, xmax\n", "\n", "\n", "def get_colormap(color):\n", " \"\"\"Make a colormap (gradient) based on the given color; copied from seaborn.axisgrid\"\"\"\n", " color_rgb = mpl.colors.colorConverter.to_rgb(color)\n", " colors = [sns.set_hls_values(color_rgb, l=l) for l in np.linspace(1, 0, 12)]\n", " return sns.blend_palette(colors, as_cmap=True)\n", "\n", "\n", "def pdir(obj, sort_types=False, non_callables=False):\n", " attrs = {attr: type(getattr(obj, attr)).__name__ for attr in dir(obj)}\n", " if sort_types:\n", " attrs = dict(sorted(attrs.items(), key=lambda x: x[1]))\n", " if non_callables:\n", " attrs = {\n", " k: v\n", " for k, v in attrs.items()\n", " if v not in ['function', 'method', 'method-wrapper', 'builtin_function_or_method']\n", " }\n", " pprint(attrs, sort_dicts=not sort_types)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Get all observations for a given place and species" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
{\n",
       "    24: 'Iowa',\n",
       "    1911: 'Iowa',\n",
       "    2840: 'Iowa',\n",
       "    8680: 'Iowa City',\n",
       "    136739: 'Eastern Iowa and Minnesota Drift Plains (US EPA Level IV Ecoregion)',\n",
       "    119385: 'Iowa Wetland Management District',\n",
       "    208908: 'Big Sioux River Corridor South Dakota and Iowa',\n",
       "    161392: 'Upper Iowa River Wildlife Management Areas',\n",
       "    221041: 'Iowa KS-NE Reservation',\n",
       "    207525: 'University of Northern Iowa',\n",
       "    137891: 'Pammel State Park, Winterset, Iowa',\n",
       "    125537: 'Terry Trueblood Wetland Exploration Trail',\n",
       "    172799: 'Ashton Prairie',\n",
       "    174271: 'Des Moines Iowa Park',\n",
       "    151098: 'Mount Vernon, Iowa walking path'\n",
       "}\n",
       "
\n" ], "text/plain": [ "\u001b[1m{\u001b[0m\n", " \u001b[1;36m24\u001b[0m: \u001b[32m'Iowa'\u001b[0m,\n", " \u001b[1;36m1911\u001b[0m: \u001b[32m'Iowa'\u001b[0m,\n", " \u001b[1;36m2840\u001b[0m: \u001b[32m'Iowa'\u001b[0m,\n", " \u001b[1;36m8680\u001b[0m: \u001b[32m'Iowa City'\u001b[0m,\n", " \u001b[1;36m136739\u001b[0m: \u001b[32m'Eastern Iowa and Minnesota Drift Plains \u001b[0m\u001b[32m(\u001b[0m\u001b[32mUS EPA Level IV Ecoregion\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m,\n", " \u001b[1;36m119385\u001b[0m: \u001b[32m'Iowa Wetland Management District'\u001b[0m,\n", " \u001b[1;36m208908\u001b[0m: \u001b[32m'Big Sioux River Corridor South Dakota and Iowa'\u001b[0m,\n", " \u001b[1;36m161392\u001b[0m: \u001b[32m'Upper Iowa River Wildlife Management Areas'\u001b[0m,\n", " \u001b[1;36m221041\u001b[0m: \u001b[32m'Iowa KS-NE Reservation'\u001b[0m,\n", " \u001b[1;36m207525\u001b[0m: \u001b[32m'University of Northern Iowa'\u001b[0m,\n", " \u001b[1;36m137891\u001b[0m: \u001b[32m'Pammel State Park, Winterset, Iowa'\u001b[0m,\n", " \u001b[1;36m125537\u001b[0m: \u001b[32m'Terry Trueblood Wetland Exploration Trail'\u001b[0m,\n", " \u001b[1;36m172799\u001b[0m: \u001b[32m'Ashton Prairie'\u001b[0m,\n", " \u001b[1;36m174271\u001b[0m: \u001b[32m'Des Moines Iowa Park'\u001b[0m,\n", " \u001b[1;36m151098\u001b[0m: \u001b[32m'Mount Vernon, Iowa walking path'\u001b[0m\n", "\u001b[1m}\u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Optional: search for a place ID by name\n", "places = client.places.autocomplete(q='iowa').all()\n", "inat_pprint({p.id: p.name for p in places})" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total observations: 2195\n" ] } ], "source": [ "# Optional: reload from previously loaded results, if available\n", "# if exists(DATASET_FILENAME):\n", "# with open(DATASET_FILENAME) as f:\n", "# observations = Observation.from_json_file(f)\n", "# else:\n", "\n", "observations = client.observations.search(\n", " taxon_name='Danaus plexippus',\n", " photos=True,\n", " geo=True,\n", " geoprivacy='open',\n", " place_id=24, # Iowa\n", ").all()\n", "\n", "# Save results for future usage (convert to JSON format for compatibility)\n", "observations_json = [obs.to_dict() for obs in observations]\n", "with open(DATASET_FILENAME, 'w') as f:\n", " json.dump(observations_json, f, indent=4, sort_keys=True, default=str)\n", "\n", "print(f'Total observations: {len(observations)}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Data cleanup" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# Convert observations to DataFrame\n", "df = pd.DataFrame(\n", " [\n", " {\n", " 'id': obs.id,\n", " 'observed_on': obs.observed_on,\n", " 'quality_grade': obs.quality_grade,\n", " 'taxon.id': obs.taxon.id if obs.taxon else None,\n", " 'taxon.name': obs.taxon.name if obs.taxon else None,\n", " 'taxon.rank': obs.taxon.rank if obs.taxon else None,\n", " 'taxon.preferred_common_name': obs.taxon.preferred_common_name if obs.taxon else None,\n", " 'user.login': obs.user.login if obs.user else None,\n", " }\n", " for obs in observations\n", " ]\n", ")\n", "\n", "# Normalize timezones\n", "df['observed_on'] = df['observed_on'].dropna().apply(to_local_tz)\n", "\n", "# Add some extra date/time columns that matplotlib can more easily handle\n", "df['observed_time_mp'] = df['observed_on'].apply(date_to_mpl_time)\n", "df['observed_on_mp'] = df['observed_on'].apply(date_to_mpl_day_of_year)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# Optional: narrow down to just a few columns of interest\n", "# pprint(list(sorted(df.columns)))\n", "# df = df[OBS_COLUMNS]\n", "\n", "# Optional: Hacky way of setting limits by adding outliers\n", "# JointGrid + hexbin doesn't make it easy to do this the 'right' way without distorting the plot\n", "# df2 = pd.DataFrame([\n", "# {'observed_on': datetime(2020, 1, 1, 0, 0, 0, tzinfo=tz.tzlocal()), 'quality_grade': 'research'},\n", "# {'observed_on': datetime(2020, 12, 31, 23, 59, 59, tzinfo=tz.tzlocal()), 'quality_grade': 'research'},\n", "# ])\n", "# df = df.append(df2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Basic seasonality plot: observation counts by month & quality grade" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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observed_monthquality_gradecounts
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" ], "text/plain": [ "\n", " observed_month quality_grade counts\n", "\u001b[1;36m0\u001b[0m \u001b[1;36m3.0\u001b[0m research \u001b[1;36m1\u001b[0m\n", "\u001b[1;36m1\u001b[0m \u001b[1;36m4.0\u001b[0m research \u001b[1;36m4\u001b[0m\n", "\u001b[1;36m2\u001b[0m \u001b[1;36m5.0\u001b[0m research \u001b[1;36m67\u001b[0m\n", "\u001b[1;36m3\u001b[0m \u001b[1;36m6.0\u001b[0m casual \u001b[1;36m2\u001b[0m\n", "\u001b[1;36m4\u001b[0m \u001b[1;36m6.0\u001b[0m needs_id \u001b[1;36m1\u001b[0m\n", "\u001b[1;36m5\u001b[0m \u001b[1;36m6.0\u001b[0m research \u001b[1;36m214\u001b[0m\n", "\u001b[1;36m6\u001b[0m \u001b[1;36m7.0\u001b[0m casual \u001b[1;36m8\u001b[0m\n", "\u001b[1;36m7\u001b[0m \u001b[1;36m7.0\u001b[0m research \u001b[1;36m487\u001b[0m\n", "\u001b[1;36m8\u001b[0m \u001b[1;36m8.0\u001b[0m casual \u001b[1;36m6\u001b[0m\n", "\u001b[1;36m9\u001b[0m \u001b[1;36m8.0\u001b[0m research \u001b[1;36m658\u001b[0m\n", "\u001b[1;36m10\u001b[0m \u001b[1;36m9.0\u001b[0m casual \u001b[1;36m8\u001b[0m\n", "\u001b[1;36m11\u001b[0m \u001b[1;36m9.0\u001b[0m research \u001b[1;36m623\u001b[0m\n", "\u001b[1;36m12\u001b[0m \u001b[1;36m10.0\u001b[0m research \u001b[1;36m109\u001b[0m\n", "\u001b[1;36m13\u001b[0m \u001b[1;36m11.0\u001b[0m casual \u001b[1;36m2\u001b[0m\n", "\u001b[1;36m14\u001b[0m \u001b[1;36m12.0\u001b[0m research \u001b[1;36m1\u001b[0m" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Preview: Show counts by month observed X quality grade\n", "df['observed_month'] = df['observed_on'].apply(lambda x: x.month)\n", "df[['observed_month', 'quality_grade']].groupby(\n", " ['observed_month', 'quality_grade']\n", ").size().reset_index(name='counts')" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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       "\u001b[1m<\u001b[0m\u001b[1;95mAxes:\u001b[0m\u001b[39m \u001b[0m\u001b[33mxlabel\u001b[0m\u001b[39m=\u001b[0m\u001b[32m'observed_month'\u001b[0m\u001b[39m, \u001b[0m\u001b[33mylabel\u001b[0m\u001b[39m=\u001b[0m\u001b[32m'Count'\u001b[0m\u001b[1m>\u001b[0m"
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",
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 64\u001b[0m\u001b[1;36m0x480\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m1\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot the same data on a simple histogram\n",
    "sns.histplot(data=df, x='observed_month', hue='quality_grade', bins=12, discrete=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## More detailed seasonality plot: observation counts by month observed & time of day\n",
    "\n",
    "This plot uses a joint hexbin plot with marginal distributions.\n",
    "\n",
    "It attempts to answer the question \"When is the best time to see monarch butterflies in the Midwest US?\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "tags": [
     "nbsphinx-thumbnail"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mseaborn.axisgrid.JointGrid\u001b[0m\u001b[39m object at \u001b[0m\u001b[1;36m0x7f6380653cb0\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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fGflz7bXXmjG3enwRQojFQKHvQngMBS7DM2s90qcSThL5OQqyStwwv/JNGolgYGDACD439JLhkgwfZBgqhcmWLVtMKDX3cxOKYz7WhuH3tWAY4nw2K/cqMiycYc6cpDFcmmGSlWGyDFtlKCsncn/7t39rQm05gfzhD39oJj0Ujs3Cc6eAq3Vebli6Wx8urKNK3LD6VuwvRPU1Y3nne52TVC448LqwXO7kthpeR8JwXIZ9sv4YPs8FEtYFE78xXNQ9bjVundSrN3fi3Sq1ysc2zEl99euVk2+eFwVBrXOqPO+FriXr0YVh/RQGDKfmxJ/1SwHCkObKz7lU14m7L7re9pT5zsc9p1p2alEp0qtfY9kbOYd2oLgj3GrAn3b6hFZptE9qpH9rlkbakxfHdY9deVyWmwslbuj8QvU+H7yHuOjD8HeOH9z2wftvob37lXbqtcXKRQvezxTr7C+4zYILsdw2wT6ei7bMHeLm/3D7MrZjinL2W/yZ7xy4taGrqwvf+ta3TO4GLqIwBJ5h6LyXW4HH4MJbPXhu1fli3MVGd6GVfTP3yXMLCbdH8EcIIRYTCXUhPIYTBu7fpKeA3rJak3C+zn3h9DRUenoIvVvr1q2bNcHgJKhyUshJDX84Mbn33nvLj4LjhIuTNy4W8POc7NaiOoFOvT2S9PpQTHFvI4U6f3OPa+VeQe4H5gSIe6MrBRuFeqvQ88Y9k6yLaugVIizjUoPnzLrmntla+/MrX6NnjiKdk0cma2Ld0wNEb1V1oicXt43Uq7fFqjOel5fXkntZub+Ue14r64KLSFzUqEV1G3f3sPNeZMRBEEK51mvuNXPvHZahsh00I+Tq4dYvBRI9nrWojqjxOplWM33SQv3bUoLl5rXl+dd7vxm4eMo96hTM1bkdFjqPhdpiJVwQYFQUF2J5j1CQMycBhTQFPO9d5rtw7x322RzLGG1VKwkpcR9xx/GC+/r5w8UbHo99HRcDeF+3koeAbYMLJNVjpXsP8b5avXr1vMdgm2dkGPtZ96kYQgixmCj0XQgfoHigwOJEqnqVn3/zdb5fS3AxpLGS66+/3oj1Wo9D4sSIwtlNKkXx74Z6csLCyRwnVtU/TKzUCO7Ei6KbXhROmjlRrJ7c8HOVyYjoxaa3pBoKkEY83PS2sFxMzlT5eZaHx+XiR7WwaBU/Pe/V8LrwutMbVeu61Mr6zfplqC4TYXEy7F7jWjCElUK+uu450ab3meHviwEn/Qzfrz53Zpxm+biw1Qz8DuuxerGD2drn86pV8rSnPc20W24t8Bt6JCvFkPtMbHqP3YU8N+KAIcGVMHS60fuoXlvm/U5RxWPXanf88fuZ0a30SfX6t6Dwom9guRm+T/FYq9zNPp+dCy38YT/czOPX2F8ySoJRUZVP46AnneHste5Zjjv0KrONul5nvk5hzf6kMjKI4pr3MZNosh+rVdZaixLs0xi+T3HP9uF69puNeuB5keqnGLhjKKk8X3eRsBr2zYwGWiihqBBCBIE86kL4APdqU1jRi8IJCPfBMiM69y4y4zP3X/N9hhdWQ3HKCSqFBFf1OVGiUOO+OUJhwUkSJ4D0ZnAiw1DIyokIvU4U/FwIYMgo91EyHJmCjXvdmfW3nmetGk4I+bgthhpTBFZnW+ez4vnoI77P7LmcbPFxSLU8xszgTg88J1OcoNLTVEucEmZcZtZ3PhqJv3n+rDvWCTMxe+Xx4zkRlpERDlxw4DnNl5G+nXbBOuK156IHMzZzgktvM7Nh81zYXijOWNZnPetZJuyXE2s+ConeJ7aLenDSy1Bw1s873/lO0w54PeghYl1XPlIvSOiloiinR5ehtLwX6DljGV/xilc0vehCUcm6Yzvj5J8il3t9mQWbddAIbH88H2Z9pxDj3l1uOeCCAj1wPE+v4DkybJvXxs36zj2w9CJW3kcUc+9+97tNZnz2Adyjzb3Ajd5HFP68R3nvU1hxwYuCgxE6f/M3f4PXv/71ZpsKcxjwNUYfcD8/BTC9p37SaJ/USP8WFNxbTvjEDXr8Wc+s72a84LzuvHeZ+Z33Aa8TFyt4XZkRnX0bFyMahefQyrViv8Z2xSdQ8HGN3EbD/oRZ1WuFw3OLAre68BwrtzrxGvCecf9dCduuO97xvuZ9yVwSfLIDn3zgPoGD2e9Zt7TByBaKc4ac8/NuBnu3X+brbK/0wrOfqLegxEVI5inhmMvjcWGb/eavf/1rcwy+V7kgyEz+LD9zMdAW64f3pPt8dd4rQgix2EioC+ETnIzSi8BnRXNfKAUTJz4Ua5yoVyfwceHjivjDCSvFKCcYFHaucGRSIu4Z52co8DgZ50SDj9piqDrhJJ9/c2LER37x2b58jZ4RChx3EtQInBzxXOl1YTKq6scZ0ZPByRGFLidgFACcBHICxolbJXwWMs+Zk0VO4Dgx4wSuFpxoca8qy8lkP5zccsGC5apO5tYOFGi33367uSYUtJzcMWFes56uRuG+W07M+Tg4XmOWi2KKizZuYipOVik4GSZMzw8FDa/Dhz70oTmJ4qqh+GTdM1yYQo7CjXXJhY/Kx+wFCc+He1H56Cr+8Nqzft1HW7UCj8PHdzGhHD1/rD8uGLH8jULhwrrmo6i4P5b3COtovueDtwLvYW4X+ad/+icj0Lj4wkSBlYteFCC8h3gvsV54n/ExVdxyUvl4v/nuIy4C8PsUXxTkfLwWF2f4eQoZRhww7wE/Q5HChQEKencR0E8a7ZMa6d+CgteJfS/PmQuGjITg/uVazy2vB8+fW11YXt7zzF3Ce5KLEO4j14KC7YmwX2G7oG3eLxSz1UntKFbZb3DhuFKQ04vPMnFxqzoShm2cW3Qo5NnWmQeC7Zj3GBeiXPg95j5he6T3mp5+2uBClpt/g5/huXGxip9jP8nrMF/0DRcwON5yQchdFKBttn8uiFTChRP2jzw2vejc588FGI51HK+biVYQQgi/sJj63bejCyGEEEIIIYQQoim0R10IIYQQQgghhOggJNSFEEIIIYQQQogOQkJdCCGEEEIIIYToICTUhRBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1IUQQgghhBBCiA5CQl0IIYQQQgghhOggIot9Asudo0cnA7ETCllYtaobIyPTKBbtQGwuFVQ3qhu1Hd1X6nM6A/XHqh+1Hd1XndrvDA31BnpeQiyEPOrLqBOyLMv8FqobtRvdV+pzFg/1x6obtR3dV+pzOgf1yWKpIqEuhBBCCCGEEEJ0EBLqQgghhBBCCCFEByGhLoQQQgghhBBCdBBKJieEEEKIZbEP1Ys8LUw2paSsQgghFhsJdSGEEEIs/azOg0lYoXDbx7KLBYyMpiTWhRBCLCoS6kIIIYRY+lmdQ2Fkbvw4iqP7Wz/O4CbEL73SHE9edSGEEIuJhLoQQgghlgUU6fbw7ta/7+nZCCGEEK2jZHJCCCGEEEIIIUQHIaEuhBBCCCGEEEJ0EBLqQgghhBBCCCFEByGhLoQQQgghhBBCdBAS6kIIIYQQQgghRAchoS6EEEIIIYQQQnQQEupCCCGEEEIIIUQHIaEuhBBCCCGEEEJ0EBLqQgghhBBCCCFEByGhLoQQQgghhBBCdBAS6kIIIYQQQgghRAchoS6EEEIIIYQQQnQQEupCCCGEEEIIIUQHIaEuhBBCCCGEEEJ0EBLqQgghhBBCCCFEByGhLoQQQgghhBBCdBAS6kIIIYQQQgghRAchoS6EEEIIIYQQQnQQkcU+ASGEEEKITiIc9saPUSza5kcIIYRoFgl1IYQQQggAVrIfdrGIvr6kJ/VhFwsYGU1JrAshhGgaCXUhhBBihRAKWeZnsT3VlR7rjvI6x7thhULI3vhxFEb3t3Wo0OAmxC+90tR3x5RPCCHEkkFCXQghhFgBUDCuGkzCCoXbPha9zhS0rVLpse5Er3NxbD/s4d3tHcOzsxFCCLESkVAXQgghVohQp0jP3PhxFNvwFoe3nofYBVe05HW2LCASDiNfKMC2j3udo9EwCoXiou8pF0IIIToFCXUhhBBiBUGR3o63uDiwsXWvM6PuI2HYeUeo2x7vCefhO8cvL4QQQrSOhLoQQgghlvSecNfLb5S6EEIIsQyQUBdCCCHEkt4T7nr5hRBCiOWCNnUJIYQQQgghhBAdhIS6EEIIIYQQQgjRQUioCyGEEEIIIYQQHYSEuhBCCCGEEEII0UEomZwQQghR8axx/rSD+0zvUCiEiAejbLFomx8hhBBCrBwk1IUQQoiSSF81mIQVCntSH329cfPosXaxiwWMjKYk1oUQQogVhIS6EEIIURLqFOmZGz+OYhvP9LYsILrtfISf9PttPx88NLgJ8UuvNOcmr7oQQgixcpBQF0IIISqgSG/nmd6wAHvVFm+eD64rI4QQQqxIJNSFEEKIDsfd977YxxBCCCFEMEioCyGEEB2KleyHXSyiry/p3TG5792zowkhhBDCDyTUhRBCiE4l3m0S0rW7152Et56H2AVXOEpdCCGEEB2NhLoQQgjR4bS7190cY2CjZ+cjhBBCCH/RhjUhhBBCCCGEEKKDkFAXQgghhBBCCCE6CAl1IYQQQgghhBCig5BQF0IIIYQQQgghOggJdSGEEEIIIYQQooOQUBdCCCGEEEIIIToICXUhhBBCCCGEEKKDkFAXQgghhBBCCCE6CAl1IYQQQgghhBCig5BQF0IIIYQQQgghOojIYp+AEEII0S6hkGV+2iEc1tq1EEIIIToDCXUhhBBLGgr0VYNJWKGwJ8ej3Lc9OZIQQgghRGtIqAshhFjyQp0iPXPjx1Ec3d/yccJbz0PsgiscpS6EEEIIsYhIqAshhFgWUKTbw7tb//7ARk/PRwghhBCiVbQhTwghhBBCCCGE6CAk1IUQQgghhBBCiA5CQl0IIYQQQgghhOggJNSFEEIIIYQQQogOQkJdCCGEEEIIIYToIJT1XQghxKI+Wo0/7RAOa81ZCCGEEMsLCXUhhBCLAgX6qsGkeQa6F1Du254cSQghhBBicZFQF0IIsWhCnSI9c+PHzTPQWyW89TzELrjCUepCCCGEEMsACXUhhBCLCkW6Pby79e8PbPT0fITwkma2Zrifrf5OsWibHyGEECsHCXUhhBBCCI+xkv2wi0X09SWb/m71d+xiASOjKYl1IYRYQUioCyGEEEJ4TbwbViiE7I0fR6HBrR2WBUTCYeQLBdglB3pocBPil15ptorIqy6EECsHCXUhhBBCCJ8ojjWxtYN5FiJh2PnjQr2oKyOEECsSPdNGCCGEEEIIIYToICTUhRBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1IUQQgghhBBCiA5CQl0IIYQQQgghhOggJNSFEEIIIYQQQogOQkJdCCGEEEIIIYToICTUhRBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1IUQQgghhBBCiA5CQl0IIYQQQgghhOggJNSFEEIIIYQQQogOQkJdCCGEEEIIIYToICTUhRBCCCGEEEKIDiKy2CcghBAiGEIhy/y0S7Foe3I+QgghhBCiNhLqQgixAqBAXzWYhBUKt30su1jA+ETGk/MSQgghhBBzkVAXQogVItQp0jM3fhzF0f2tH2dwE+KXXumJZ14IIYQQQtRGQl0IIVYQFOn28O7Wv+/p2QghhBBCiFpIqAshhGga16MeDreek7Sd7wohhBBCLGck1IUQQjSMleyHXSyipydh/u7rS7Zde5T8Sk8nhBBCCHEcCXUhhBCNE++GFQohe+M/IzR5EPlCAXaLKju89TzELrjCUepCCCGEEKKMhLoQQoimscf2A2N7YOdbF+rFgY2qeSEC3irCxyvqEYtCCNH5SKgLIYQQQnT4dhMvtpm4j1ccGU1JrAshRIcjoS6EEEII0fHbTT6OQhuPVqx+vKK86kII0dlIqAshhBBCdDjFsfYerWiO4dnZCCGE8Bs9G0cIIYQQQgghhOggJNSFEEIIIYQQQogOQkJdCCGEEEIIIYToILRHXQghfIDJmvjTLnqUkhBCCCHEykNCXQghPIYCfdVgElYo7MmjlMYnMrBbfVi5x89gFkIIIYQQ/iOhLoQQPgh1ivTMjR9HsY3HKYXWn4rYRa/GwECXZ+dGH397kl8IIYQQQviNhLoQQvgERXo7j1OyBzZ69vzk8NbzELvgCkepCyGEEEKIjkZCXQghVsLzkwc2enY+QgghhBDCX7RpUQghhBBCCCGE6CDkURdCCCGEWEF4kVxST6QQQgh/kVAXQgghhFgBWMl+2MUi+vqSnjyRYmQ0ZQS7EEII75FQF0IIIYRYCcS7PUlQGRrchPilV5onXEioCyGEP0ioCyFEBZx48qcyPLTZMFE9s1wIsZwTVBY9PRshhBC1kFAXQiwrcd0OlmWhvy9unoFeSathonpmuRBCCCGEaAUJdSHEkoYCfdVgco64bgc3LNSygEg4jHyhALuJbZh6ZrkQQgghhGgHCXUhxJIX6hTpmRs/jmIbey4rBXY5LJQu8UgYdr45oa5nlgshhBBCiHaQUBdCLAso0tvZc2mOMbDRs/MRQgghhBCiVdp/kKYQQgghhBBCCCE8Q0JdCCGEEEIIIYToICTUhRBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1IUQQgghhBBCiA5CWd+FEEIIIUTThMPt+3uKRdv8CCGEmI2EuhBCCCGEaBgr2Q+7WERfX7LtWrOLBYyMpiTWhRCiCgl1IYQQQgjROPFuWKEQsjd+HIXR/S3XXGhwE+KXXolQyJJQF0KIKiTUhRCLBidn/Fns0EshhBDNUxzbD3t4d8tVV1SlCyFEXSTUhRCLAgX6qsEkrFDYk+NR7muXoxBCCCGEWA5IqAshFk2oU6Rnbvw4im2EToa3nofYBVc4Sl0IIYQQQohlgIS6EGJRoUhvK3RyYKOn5yOEEEIIIcRiI6EuxAreD+7u716Mfd7aWy6EEKLR8aCR8UqPehNCLCck1IVYASy0H7yZR+zwkTzM9usV2lsuhBArk1Ye8zbfZ/WoNyHEckJCfYXgRXZtotXqYOvbK+iBqLUf3LKASDiMfKEA2258P3i7j+SpPJb2lgshxAqlice8LTReuY96i0bDKBQ6J5/8cp43aW4phL9Ytt3I9Fy0SpCDBcVYPXsmcRdHuTZhc1lqAw6LHQqFUCwWGxKjXuBlfXtxnPLxUuOwC/njL1j8z4LNfOkN1I0VicNK9Mw9Tgt4dSxfz6nJ+vH6nDq9vlEsNF03fp9TJxzHtBseK95B59Qp9VR1T3XEOflwnJaPVaPPWfRz6pTjLNAfW5EYEO/puLE3iHnTYsxzltrccr45cuVnhOgkJNSFEEIIIYQQQogOQktHQgghhBBCCCFEByGhLoQQQgghhBBCdBAS6kIIIYQQQgghRAchoS6EEEIIIYQQQnQQEupCCCGEEEIIIUQHIaEuhBBCCCGEEEJ0EBLqQgghhBBCCCFEByGhLoQQQgghhBBCdBAS6kIIIYQQQgghRAchoS6EEEIIIYQQQnQQEupCCCGEEEIIIUQHIaEuhBBCCCGEEEJ0EBLqQgghhBBCCCFEByGhLoQQQgghhBBCdBAS6kIIIYQQQgghRAchoS6EEEIIIYQQQnQQEupCCCGEEEIIIUQHIaEuhBBCCCGEEEJ0EBLqQgghhBBCCCFEByGhLoQQQgghhBBCdBAS6kIIIYQQQgghRAchoS6EEEIIIYQQQnQQEupCCCGEEEIIIUQHIaEuhBBCCCGEEEJ0EBLqQgghhBBCCCFEBxFZ7BNY7hQKRYyMTPtuJxSysGpVt7FVLNq+21tKqG5UN2o7uq/U53QG6o9VP2o7uq86td8ZGupdVtpAdDaNtDd51JdRJ2RZlvktVDdqN7qv1OcsHuqPVTdqO7qv1Od0DuqTxVJFQl0IIYQQQgghhOggJNSFEEIIIYQQQogOQkJdCCGEEEIIIYToICTUhRBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1IUQQgghhBBCiA5CQl0IIYQQQgghhOggJNSFEEIIIYQQQogOQkJdCCGEEEIIIYToICTUhRBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1IUQQgghhBBCiA5CQl0IIYQQQgghhOggJNSFEEIIIYQQQogOIrLYJyD8JRoGehKAbQNTaSBf9NeeZVno6YkjFgtjZiaLVCrnr0EAiUQUXV0x5PMFTE1lUCzavtoLh0OmjPw9NZVGNluA37B8yWQM6XQO09MZ3+1Fo2FTRtu2MTmZQaFQDKzdTE9nTTmDaDfd3TFz/VinvrebENCbYFmdezHnf7NBdxxIRAFWZwDNBlErj55IBkXbwlQhjoId9tVeCEV0RzKIWkVMF2LIFDmkWf4ZtItIjDyI5JG7kevZgOkNT4YdSfrbbqaPoPvxHwPFHGa2XoJ832Zf7aGQRdf+XyF2bCcya89BasMTgZCPUwXbRvTYQ+h67IcoJgYwfeJlKHat9rfdpMfQtfObiEzux8yJz0V2wxOcG9PPdjO1F8mpx5FNrMFM38mww1F/J3dWAT1h3vQ2pgoJ5H2+F1l73QkgHgFSWWAmC9+JxyPo7o6b8WlyMu17Hx4KcZxKIBIJmTEjk8nDbzjud3VFjS3a5FzOTyKRMHp7OfbDzG/yPk8aedvxGvJazszkkGLjEUKUsWzOxIVvcAAZGZn2vYY5cAwOdmN0dNp0rOz8ejhJj1lGbLmYATTDodsv4ROfNd/hufjV2VMoc0CJRiOzysjBrHKBoLpu2hXM/KkUmJlMzrcFAgrm3t6EmSDQFstJO14tEMxtN45g5rWc1W5S/i0QVLcbnkMuVzATLz8WCJx2kzB165aRv1i+6gUCr9oOBXPyeLMxZUznbEynAT/mlrGIs0AXsnC83djAZMq7BYLKuinm80Ywx0OFWRPJVDGKmQIL7rUIspEI5dAdPj6pY/vJFUO+LRCEU8fQs//nCKdHXYuwQxHMrH8SMoMnzxJ6nrSbkmCOH7mrXH8WbGRWnYKZLRfDjnbBc8E8tsssClj5tLHFS1mM9WF6+zM9WyCY1W6mRtH16PcQG320NCaZBov05ouQ2nKR9wsExQISe3+O5KM/MOKZP6zZ3MB2TJ/+eyh2r/XWHsubHUf36AMI56eNLZbTtiKY6T8Fma71cxYI2m07vG5d4QwSoeMikibShQimC3HYPixkxUv9jVXR37Dr9npB0q2b8fEZI2BjsdljP50D/PED2uPCrgvLmc3mfVsgcAUzxyu3Tl3xXGuBoO12UxLMLKdbp7RL4ezXAgHFORc+ZrWb0qKL13PGRutnaKgXy0kbiM6mkfYmob7shPoUIpZtVrY5HLPzq8Tt7CfTQDbvj2CutOl2+BR6MzPedfaVgrmWvcrO3otJc7VgrsS1Wb1A0A60w0HTFczVZfRqgaCybjgxcAVzrTJ6uUBQSzDXazdeLhA4ExHHk1WrTqsXCNptO9WCuRK3jJzMehVAQDu0F486k55aZfRqgYB1MzDQhZmxUSQt5xpVOyVZREqhqXwcOdsb0RW2CugNZxC2inNsuv2LpwsEhRy6jtyBxLEHzPEohMr2ShZyySFMb3oqConB9ttNDcE86+3SAkFqy8XIrDnDE09wKDOBrj0/QWz88XKZKu15uUBg2k1/AjP3/hjxXTeVxHJ1GYFivB/TJz8P+YEd8ILw+B503/81hKcPz2kVtuXsAkxvfwZS238b8MDbbRXz6Bp/BPGZ/c7flfbcdhMbwNTAaShGu8vvtd52bMRCeeNFd8b+qndtxy7FuleRJ+xvepPs5+r3N6msbaJ5vBj73bqpFJKVOELPGafYl/shmKvteb1AUC2Ya9VprQWCdvqcasFcyUILBK0QDjuRCe5CS8124/ECgYS66EQk1FeaUO9PIJdOmXD36s6vkrLQy9lGJLQzYecKMwcUUs+ea9MNo+Yg0yrzCeZqe67Qo6BtdQCbTzDXsufFanClh7mRMrazQOAOXtw2wAlJQ+3GgwWCeoK5lk0vFggYUs+JQTPthvXa6uRnPsFcbc8sEORts3jWTgABb0N67kkjZWx3gSAesdEbycAuOPdzPZM0x/cyhbDxdtstpkZxPIVZ40mfz55nCwS2jdjEHnQfvAVWnuKnfnt3vZTpNWdiZu25iMRirbWbeQQzagm97nWY2f5MFJKrW/cwH7kLyf2/qimY/VggiM8cRPfD34U9OVcwo9YCwdCZmNnxLNix42K2GbjYkXz4e4jvv2XOQstcm0AxMYjpM16C/KqTWm83qSPoHn8QVjG3YBlJqnc7Ur3bACvcUp/DLSDcchIrRbQsdC9miyFM5xMotJGmqJn+xi71N5k2+huOT319CSOY5+O40GMfnm5Z6M0nmGvZ9GKBYD7BXG2veoGglXYzn2CutudVBEE9J0stm14uEEioi05EQn0FCfWepAXqnvkG6bpCL+OExPshmGsLvbzpfJvp7BsVzLVs8icUCjU9aW5UMFfbazWCYD4P80L2Wl0goL1W6rTVBYJGBbNXCwTOnkLuf2u+jLTDVX2ebzNtp9EJbLU9wvuw2QCCSIj3v/O7UZvlBYKCbcLhm1kgqBTMzWg1916gRy/dlEfPRoz7bSOOWG68f2t9gSCUnUL3gVsQm9o/r2Cee6ZAMdqF9JanoXfbqY23myYEc80FgvXnI7XhyU15gsNTh9C9+0cIp0eaKl+rCwRGMO++CfFDdzhttMHO0SwQhKNI7bgUmXXnNTPAIXb4bnQ9+E1YuVRTdWoWCNafh5lTXgA71tN4u8mn0D22E7HMSPPtJpzA1MDpQM+aJgSXjWQoZ+5H0sy90WrkSSTs5NqgXm62D8/mHedAU/1NE4LZK6HXqGCuv0DAsb/xcapRwTzfAgH/3YxQb1QwV9trNYKgnTmjFwsEEuqiE5FQXwFCnd5zhp6FLHZ+rR3D3U9Gj16+4I9grrbXjNCjLYot0qq9Zjr7VgRzuxEEjXqY57PXzAJBK4K5nQWCVgVzO+2G9cl6bbfdkLGxmQU9JRTKvBddh0+rNtk8OZldqNnw6F0Ve9/bajcNLRC0Jphn22tuL3mjnsKFbDa8QMCkX8fuR9fhO8wXGxV3sw7hem2HTsTE2ichZyU8F8y1Fwh6MLP9Gcj1b5v3s4wOSO7/JeJH713Qw+zJAgEF8/AD6Hr0+zVD+ZtaIOjdiJmTnofCAnvJQzPH0LXzOsRGHmlKMM8Jhw9FMXPK85HZ+CSgFB5f+8NFJKf2IDmxy/zZThmzXesR33E+xqby8/arTrK4NMJWa/dis5EnbrK4ZCnvTTv9zUwpV44fgrne2M9F3oVynrQqmNtZIGhFMNdbyOb4upBQb0UwtxNBUJ33pq1208YWAwl10YlIqC9joc7QWg6aiQVCa5vtCE126HTtZHPtCuZaNucTel4I5mp7Cwm9dgVzsxEE7QrmZhcIvBDM1fYWWiBoVzDXsjdfu+GAzHbjhkh6Va/12o0XgrnZrSnc++5mkPeqfPMtEHghmGfbc36ni1GTrX2ulGrNU9jOAkFk5ii6mSwuM+5Rui2Giocxve6JZn93tdAzgnnfLxAfvq9lwVzTEzx4Ima2PH1uqDgF8+jD6Nrz0wVD+b1aIAilR9H18PWIje9uWTDXXCDYfKEJwZ+zQFDMI/H4z5Dc9UPn00wY15a90gJB3xbMnPESFHrWz/lMJDOG7jEmi5vxpN2Y6xgKY2bgZKQSG+Y0fl63biaLC+c9uxedZHPhUrK5uQsS8aiTnNbr/qZecksvBHO1vYWEXruCudkFAi8Ecy2bHKdqldELwVzLHhOwsoy1IghaiUpcyGarWwwk1EUnIqG+TIU6H7fE/a/Ei86v5mow95Pl/RHM1faI+9gxt6/3UjDXslkt9LwWzNX2SKXQ81owN7JA4KVgbmSBwA/BXGmveoGAh+/q8qfd1Fsg8FowL7Q1pdG9794tEHgrmOt59KbzcWRLHj33sVJMFueHveqQX4vZ1Q/dhvjoQ54I5lpCL59YjalNF6GQXOWLYJ5t0wIo9DZfhMzQWWaBIJQeR/fjNyE6uc8TwVx/geC3nFBxhvLvvwXJPTc3FcrfjM1irBczJ12O3KoTzWuRsd3ovv9/EJoZ9v4ZA1xksW2kt1+C1I5nAuGY2X/eNf4wEjMHPa9Tl1y0D9ODp6MQZfi9jXgob0Q6bflxb1Qnm2PXzf6mVrK49u2VhF7WxlRFsjkvBXMtmxwP2Ye7Qs9rwVxtr3qBwGvBXIvqBQKvBfNCEQTzJRj2wt5CCwS1kFAXnYiE+jIT6uY5zEmGu3s/aNbbT1aw4kj4JJirbfKHnS/Fqx+DZrU9Qnu05YdgrmWT7YGDaCMJ+LywR7jPmp4JPwRzvQWCYrFoJgd+2nNt8oeCnQKdtgJpN6kswnbWlwlsLXucb3H9wyuvfSM2U5kCokV/BHPNveTFEGzbMo94I37bpHzMDB9E/MBvjFj3WkzOsld6MFem/wQjJKOTze19b3mBILkG+Z4Njte+xVD+ZhcI0qtPQ+zoToTaCOVvboHgJLMwED981/FtBz7aLMb7kDvluYgXJmHZed/L6Lab8MA6xEJFT7zojUSe5MMJJGP+jhmVyebS+TDiSX8Ecz2hR/wUzNULBAxPTyRivgjmanuE42I0GvJFMNeLIOAcJ7ixv/EtBhLqohORUF9mQn1VT+3HPPmFHYoCkVhw9kqdvd+DZrVNspzLWGk3KFvLvU7t7AxQ9FfAzrIXdHspcmVg2ldRMMdmSV8FZi81ATxwg6+CeY7NDOu0GJy9AMtWbqeZSd8F8yybOWYn40JLMNjxPoROeEqwdbvxLCDWFejYb0Xjwfbh8R6nTjVOeVqvWAF12kgCPQl1sVSFeuvP5hCBE6RIJ0HaqrS3WHaDtLVcRfrKaTetJ3BqBXchIkCDlb+CNBkchdJj3gI2G6Q9xx8brD3nd3BW292H3rS9cDj4dhOOLP8+3OdoqJo2A2QlzW+Cthe0XSGCREJdCCGEEEIIIYToIDpCqD/22GN43eteh/POOw9PfepT8b73vQ/pdHrO537yk5/gRS96Ec4++2w8+9nPxpe//OWGbVx33XW47LLLzHdf8IIX4Prrr5/zmVwuh4985CO4+OKLce655+JVr3oVdu7c2Xb5hBBCCCGEEEKIJSPUJyYm8OpXvxrT09O45ppr8K53vQvf/va38Z73vGfW5+644w688Y1vxBlnnIHPfOYzePGLX2wE/Ve/+tUFbXzve9/D1VdfbcQ9v3vhhRfiqquuws033zzrcx/84AeN+H/LW96CT37yk4hEInjNa16Do0ePel5uIYQQQgghhBCiFs7zcBaRr3zlK0asf+Mb38CqVavMa+FwGG9/+9vxhje8ASee6Dx65ROf+IQR6R/4wAfM3xTbBw8exMc+9jG85CUvQShUf82Bn6E3/W1ve1v5u/Tic2GA3nNy+PBhcy7vfve78fKXv9y8Rq/6pZdeis9//vPmfIQQQgghhBBCiGXvUf/pT39qwt1dkU6e+9znIhaLmVB3ks1mccstt+D5z3/+rO++8IUvNN7u+++/v+7x9+7di127dplw90r49913342RkRHzN73rhUJhlo2enh4885nPLJ+HEEIIIYQQQgix7IX6o48+Wvaau1Ckb9261bxH9uzZY/aPn3DCCbM+d9JJJ5WP4cJ95RTXLhTppPq7tMksyu77PMaaNWswMDAw53P0vvO50EIIIYQQQgghxLIPfWfYe19f35zX+dr4+Lj5t/u7+nPu3+77taj33f7+/lnv8zx6e+c+z46f4yLBzMyM8bC3Ap/f6A1BPmhHCNFZ6BE0QgghRCXhcGjBx5fyM5W/O4F4fNElWEdTLNrBPpa2Q+nYVlLr2c/1npVY+foXv/jFBT/jHr/69VrHb7eRhEIWBge74QmZKQTNcpcGK+H5m4tRxuVer1bgT6hehOeMLwIroYxBsxKqdCWUUXjPsh+nVsjY39ubaPizfX1JdALUBp1yLp2KXSzCmif/2Eph0YU6Pd30ZlczOTlZDomv9n67uN+r5ZF3qfwuQ9vrfbfeefC1aDSKrq6ulleEJiZm4AUDyeAnspQiy3koq7UgtNxYjDIu93q1YQd+X3DNcBlX6YopY9As9z58pZRReM+yH6dWyNg/OZlGPl+Y9zP0pFMYT0ykUCjU38rqmWNtAVhH2Rs/juLY/kDsLTVCA5sQu/TKBa/XUqeR9rboQp1ivHKPuZs8jvvSmc2dcL86xTL3kz/96U8vf+6RRx4pH6Me7t50frfyc7TJG8V9n+8dO3YMY2Njs/ap83M7duyYN6v8QuTzXjay5TuoCCHmQ3JECCGEqIRCrtF5djOf9ZvC6H7Yw7sX+zQ6EjeYudBB12uxWPSYAgpvZnQfHR0tv3bDDTcYsX7JJZeUk8vxkWrXX3/9rO9+5zvfwdDQkHlsWz22bNlixPh3v/vdOd8955xzytnm+Zg2ivFKG3y2+49+9KPyeQghhBBCCCGEEH6z6B71K664Al/60pfwxje+0fzQq/2hD33IPHqt0gP+pje9Ca985Svxnve8x7x3++2346tf/Sre+973zvJ2v/rVr8aBAweM2Hd5y1vegquuusp45i+66CLceOON+PnPf47Pfvaz5c+sW7fOnMuHP/xhRCIRbNy4EZ/73OfKxxRCCCGEEEIIIVaEUOfe8M9//vN43/vehyuvvBKJRMI84/ztb3/7rM+df/75+OQnP4mPfvSj+MY3voH169cb0f6yl71s1uf4GDU+D72Syy+/HOl0Gtdeey3+9V//Fdu2bcM//uM/Gi96JVdffbXZi/5P//RPZo/8ueeea86NXnshhBBCCCGEECIILFu5732F+ytGRqY9Odaa3oAzaoZjsMNRJVtZ4qyUhDJBYmen2Xku2zo1w8IiPGUiyGRy9tQx4KEfB2PMtZmZZirbYG0GmdnEtJtJBEp2BnYxH1wZuwZhbXsSAmXLebAi8eDshWNAJBZsHx5v7fG37bDsx6kVMvaPjc0glyss+JhkJu4aHZ2ed8/z0NDcxzT7Rep/rtYe9TpYa7Yj+dIPLXi9ljqNtLdF36MuhBBCCCGEEEKI40ioi/os45Vm4R92LgNkU45XNgDsQg72zKj5HYg9liufg13IB2LP2CwWAJYzsDrNw544DDvrzaMlGyKXMt7RcrpXn7HTk7CnRwK7jrZdhH3scdiTRxEU+dEDyOy+I7B7I5tJ46F778DYyHAg9ng/DO/fjSN7Hg3u3simUNz9a9iZmeDazZ7bYR/dhcDQ2C+EEB3Bou9RF42TywPRiDMZ8Te0yILNsDeGvQcYyuTaCdpe9b+DsLkc7RkxmRoH8hnnhew07K4B0458sceJeWoMMMLHNr/t3iEgOeBbWY3gmRkDio64s/NhIJaAZYV8XBTIGJFuyGdhRxOwwhH/7LE+D+0EClnntf4NwMAmWKGwLzZZl/b0GKx82ulvMlFYXYMm9NYP7GIR2H2rE/bO6zh1BHbvOn/bzeRRFHfd4rRX/s363HQ2rGjCH3u5NGYe+Amyu283f6cf/gW6z70c0bUn+GPPtrHnofvwm5v+F5nUtKnH08+7AGc98UJEov7c/6nJMTx0yw8xesB5vNH+h+7FqU/+LXT3O09y8UMwY/ww7PEDZjHJfvinsE67FNbmc/1rN1PHYO+5zWxDMSP/5vMQOueFsBI+holH4rBK914g41QoAps2F2EcXq5jcaW96n/7bS/oMnLIWs7P2RZCe9SX0B51kowB3aWtar50hKVBs/L4lZ4KP2zWGsBcm75NgKqOvxj2/BzQgqxTc1x6QtMTs/bDlv8d6wISvZ6KWQoRTBwyIta1U7bH9tu33lMRZCbp6Sln8aFWGWnTw3wOpk4pIhmd4EzRZ9uzvF8gYJ3aBx8Apo/N3dfMxZY1OxwB7ZlBZx+8zcWdqjo1f3PParIP8LKMY/th3/0dYOq4V/v4NUwA/Ru8bTf5LIp77gCOPAQbFpdAS+9YQCgEa+NZwOrtnrab3IGdmLnn+7Cz6eO1yePbNqIbT0PXWc9GyEOhNzU2gltv/DYO7Xm04k506OrpxQWXPAcbt+7wzF6xWMDe+36D3Xf+wrlP3D3/pTrcetq52HbGExCORLyNvjj2OMB+p7rdDGxC6KzLYXGR0Ct7XJA7cC9wbPfsdsMyhmOwzn4BrO1P8naBMBQBSm0/kHGKxw3HzaKjxv7lN58KYn6TTucwNZVpKJpGe9SXFtqjfhwJ9SUm1EnIAnoSQDzqYUdohZxV7VC47jH96OznO6YfCwQLlcHrMi40YC1GnXo5gFZ6mOdNWsUJJUVXJNGWXeMNnR4GGOpex175dYrK7jWwKh7f2LJHm2KyThKw4+I5ZCa67XqezaIARZZdWLiMHiwQGHsje2EffbQUdm7PX6ert7Wf2IoLLNOjpt3UO3NzFlbIWRyIJdtfhHjwJmDPbVWCuVYZVwE9Q223GxPmTs99npEJ89ijJ3/r+bCS/WiHwvQoZu7+PvJHH5sjmMuwnYQi6DrjmYhtP7+tdlMo5LHztl/gnl/eVPJs1bg/SgsEW048FU962jOQ7G5vgWD8yH7s/Pn3kZoYmfdz8a4enPKk38LqDVva3wIyug+YGq7bbsx9z/70hAthnfS0tiKITH8zuhf2vrsAsyVjnnazaitCT3gJrL71Ldtzzt9y+uUqwezrOBWOwmbCuoDGKfeY9ew18v5SGPsr7TZ7PktpflMs2picTC+YQK4SCfWlhYT6cSTUl6BQd4lFHMFO4d5WR1jK7k4WOo5XnX0zHbiXnX0j5+3VAkHQZWzmvNu153iYJ52Myw1klS5/hpOzrn5Y9N60koV84rARsA1Dz3PfOpNRuNmyMpM0ZsZNCHhzZYw64aPN2jMxfLlZUQIN2WtjgYDebPvA/SZSoKHPmzYTAga3mHptuv1wvy3rtGSv0TLaFBLdA47Xr9k6PXg/7Pu+7+yBryW0akE7jMpI9LbkfS0+9itg/GCD17EkAIdOgrX+tKa3NXDLSfrRXyG982anfA1mlQ/3r0fXec9DpH8dmuXI/sfxqxu+icnRxvais52EwxGc99Sn46QzzkWoyUWQXCaFR3/zUxx65J6y+F/AoPnM0JYTcNL5FyGe7Gq+3TB/wcgegFt6GsIykUOhsy6DNXRiU/bKXvu9d5hFgcbMsQ5tWCdf4oTgt7JVpJTdPbCx3wo7EXulEOmgxsVGz3upzm+aOV+v5lONHsfrOp2ZyZqfZpFQX1pIqB9HQn0JC3UXhsInYxz4mvwivefGM9bYoOlFZ99qp91OZ9/qANFOGV2aLWMr36v8rt9143iY00BqoqXHTJWFCwVQrLuxiQzFK8PcG1wUqGmP4fcUXg14u5xQ/mmzENH6o60sIBo3gq+hMlIMMKy2nTptYoHAJOA78gjAUPBW6zTaBQydACve3cCXbCOUbUZf2MWm67TUumExKoMh8Y2UkVEX91wPHNvVehlpq9F2UyzA5qLAvrvrRiYsCBcktpwLi3kBGiB/bC+m7/wuitPze5hrUvIEx098MpKn/lZDQi+TnsEdP/sBdt17u1mwqelFX4DBNetw4TOei8E1axu6Fw/vegCP3Poj5LkNpNmEcZaFUCiME899CjaeeHpDURIm+mL4cfOYuebbTWnRZf1pCJ3+7Ib2kpt7//BDsA/vdB5P2HS7sUy0Uuj8l8Baf2pjX+GiHrd6NCiYPRlr2DfRkx7w2N/SuS6x+U2r57pUvsfvZLN5E+be6n50CfWlhYT6cSTUl4FQJwyD7+vixKvYQGd/PFncUlw5btZeOzabHUAXq4xBrI4362FuyGuZ7K8rEMw5zYyWwk45BW4d53y5Z2SN8xzkeuGPDFNmmHspWVx79hbeS27KSIG+0NYBjxYIjL3Jw7APPXg8QV2LlM+XEQuDm+tHSTB8eGYUVoORAvPZM4SisLrrJ5szwmfXL2E//DOn3bTx3PJyu+ldO3+7mTiC4q5fmjwN3tTpeidJWZ2Q/2I2hZn7b0Juz12NeZjnxYKV6EbXOZchtv7k2udl29j9wF247cfXI5dNN7QntK41CnzYOO2cJ+LsJ1+EaLT2dZwZH8GDt9yA8UN764fyN0HP4Bqc+uSno3dwzTzJ4g7BHnMjIdqwV9piYJ36DGdbQ737nwkw99zecETLggsEG89G6NzfcRa0ap9YKVlcgGN/jbw3vtrzyIu7Esb+pRBtwI9PTaWRybQ3JkuoLy0k1I8job5MhLrphAa6MD01jWTUETU1O8IF9ob5uU/Ja5tB7zcL2t5CdRrUHj5vPMzzeWaTxiNUOZnlI5CMF72UedxT2P4phCpEkJmkM0qAXl8/yli1l/x4srjjyak8tccFAhMOX1mnM06yuHn297cMRfqaHbPFLMvINlMSr17Wab1kcwxVtu/5jglbhh/X0CSbq2g3+QyKj98GHH20/h7mluB+phCsDac7UQulMrLdZPfdi9S9PzS2vXuUnSOEI+tPRvfZz0GoQuhNjA7j1h9+C0f27fZEMB83aSGR7MIFT382Nu84qfxysZDHnntuxeN33+JYamOhpdoeD7j5lLOw/awnzcpGb6cmnGRx7hMrPKBy0SV09vNgcUHLfS+Xgb3/bmc/upfthu2ECwRMbsc985ULBKWIm8DGKb5u8t7U3/vert167znmNfY3U5+dOL9JpbKYnmayuPZtSqgvLSTUK+rCbmdpXHSWUB/sxujotLHJveuJymRzpWRx7qTWy0Fzvs7cr4Qp9Tp7P+3VOr4fgnk+e/Ve89JeZXm88jAvCMuS6Hcmk9yjmR73XkzOCb/vdzzs9CynmSzO9r+MRuRZpTD3+snivBSXdigMiwL2qBsC7n05jydG6wdW73A00QLJ4ryw6SSbGzCXzn7wRmDfXR4L5tn2TFm6BmF3rwFYp7t/XYpM8NFeos94ZYvFIqbv+h4Kx/Z4K5gr4fhghZA8/RJEtpyHB277Oe699SfO1nevBPMse040wKbtJ+JJv3UpspNjePAX30d6ynkSgD9YiCWSOOVJF2P1+k2wR/Y6+9H9uhfZRtmf7ngycOLFsCYOOtsjzN53H9sNs9E/4aWwBjc7XvR5ksW1bbN6TGoi702r9jT2B1OnizG/KRRs40VvJlncQkioLy0k1I8job4MhXo+70yoomGgN8kFdu9X0utR2bEHYc+16drya0DplDIGao/J20rP7/XborHBiSsf8+aHAKkHhTOjTIIqY41/+2qTdXrgvlIitQDsGU93rwm9DapOTYTAfd+rm13dc5sMx2SG/JmxgMpoIT8zjpljBxxrfgjmKnIFG784kMdM1ucFuoo+rTcK9ERsD0L5G7KI7q4EzjvzNISZjTUQLGD1VvP4v0DajRVCaOsTEbro1c72hqDGReauaGHve6s2V8rYH2QZKwm6TltNFrcQEupLCwn143j3oFHRcXAxcmQKGByMIBLAgFLZqQcxgFXaDHLgrLQRVDmDrE/XnnlWeUCC0tjwycM0L6V91YGVMUCRbqBAD0ikwy1XaUtBUHVqjx/yNGR5YZg7Yaxs328YHZCbmWo9QV0LTGaLgYl0wv474UZpBxLkZ2Owr9c8MSUwKF7d55QHYY5JG7ecG4hIN/ZM5F64rccatmJzJY39QZcx6DnjyMiU8aYLIY4TXI8qFg0+eloIMZdFmRJoHiJaItgJdOAs8+ItHupwxNJAc1Uh5iKhLoQQQgghhBBCdBAS6kIIIYQQQgghRAchoS6EEEIIIYQQQnQQEupCCCGEEEIIIUQHIaEuhBBCCCGEEEJ0EHo8mxBCCCGEEEIERHhwE4p62kVNQgObnDoKe+dPLhZt87PUkFAXQgghhBBCiACwbRuxS69UXc9XR8Ui+vqS3tV5sYCR0dSSE+sS6kIIIYQQQggRAJZlIXvrV1CcOKL6rkdmGnZq3JP6CQ1uQvzSKxEKWRLqQgghhBBCCCFqU9hzJ+zh3aqeACgu4VpWMjkhhBBCCCGEEKKDkFAXQgghhBBCCCE6CAl1IYQQQgghhBCig5BQF0IIIYQQQgghOggJdSGEEEIIIYQQooOQUBdCCCGEEEIIIToICfVlTiwWRjQahm3bgdkM0tZi2V0JZYRlIchS2rAQNNaitJsgr+EidPG2HWydhsIInmDvDd6LQbabkLEXLEF3qfli0A/sce6LQItZyAXa3ayEcXGllHEx7CWT0cBsCrFUkFBfpoRCFvr6Eujv75r1ut+db+Xxg+jsq48fxOAStM3qegysTmM9sEpCz+9aNSZDESAcM7b8t1eaNE+PAMVCcNeQE+d8tvya3zYRiQPJwWDq1P2dngTsYnD3Yv8G2Im+Wefgqz0u7yR7A1mQcI8eTnSjWPrD7zIWbCARATIFy9gMar4eiYQRiwQzJWG57t93DN+6d9j8XXAr189FSHMT2oEsnrmlKd77Pdgje4Lrb+wC7My0xv6lPvYv8JofNi3LQldXDKtWdRvnkhDCIVL6LZYRXJXs7o6X/2YHWN0xVr/WLpXHrPztdsJ+2XSpPHZlx++HvVrHXV51agO5NCxOumJdRlxa+YyZ/HntZ3MvoSkG/xdKwApHYedSsG3H42X50WYKeWBm1BHOU8NA7xDsrsHSufhTp1ZqAshMOS9Gk0DXAGyE/Gs3tDV+yEyerXiPqVOzKOHHdTT/t4Coc/2QnQF4HblQ4Eudsm1YwJGHgUMPOOVhW82lzXt+lM8cMzMF++AD5rfxcUcSsFley/Lh3uAkvYip4QNIjR8zr4VCIUQiESP8vHZ6U6uGLOCeo3l885EsJrI2kmHg9FUhrEpU1IHHJCIhnL8hiXW9URRtG4fGM9g/lvZlQYKLEOx0/vsRG196qIhM4TE87ZdH8enfOwEnrY57Hkng1pnVNQBry/mwkn2wiwVg8jCQGvftXjStMdkPhMKwb/0yihvPgnXmc8z96C6+et7fsE/NZ5wzyE4DiX4gGtfYv8TnU0GXMRQCBga6kE7nMDWVWbQIBiE6BcvWXeArhUIRIyPTAXgjQhgc7EY+X0A47AzE9TpWt4P0qvNtRBh7KZ4btedVGRs91mKU0XN7FK6FbI33i0A27XhMPJhcVo69NU/feJ+zsM3Ez5vJbHkRwgjmGvdkJAEMbHC80B7Ua7ndZFOwZsZM3c2Gk+k+2PEeT+y5NlHMOwLdXRQ4/qZ5z86lPd1oYNpDOObU25wyuOI94jgT2zRartOZUdh7bjdiJ5B2wwiBI48AY/vnfsAKw44mjKfUm2vo1FN6cgxTR/ehSAFUBcU6RbtXCwQUyOMZ4KsPZfDgSHU7BdYlgVMHQ4g6JtvGPQTF8alDCUS4QlBBOlfA7mMpTKTnlr0V3D7rgVEbH7mjgN2Ts9+Phi1cdfF6/L9LNyEcsuacT2tw4TEMa9NZwKptc8UPF7PGD9bsb1uh3C9zETDZD6t6Swjvw1OfidDW82EXi7DYfjy5N2wgnzaLgHPguTDahe3Uo/5toeNo7G+tTuer28WaM/Jj09MZI9q9miOPjk4jn6+/7WVoqBdBkfqfq2EP7w7M3krGWrMdyZd+aMHrHzSNtDcJ9WUg1NnX9fQkkEhEm+pI2xV6zX6/3c6+le8vxTI2Y6/V71R+19mnXTRecwqSeT9P0VASep540Rf8cBF2lt79fMsLBJWCGUYwL9BJ07Peu7atyaUr7ix67U19zQM9z7RJz2wb19HAUP6po/PHK5uJdQZ2SSC0VKfu9+id42R8oX3i3NYQ5QJIO3VaBIpF2AfuBYZ3LfDhookgsNqIIHDbTXHiCHD4oYUFFbdtlBYrWp3K0mYxn8Pkkb3IzlSpySp4bpFo1PHYtlin9DBzt/1Ne3K44fEccvPcGhELOHHAwuZu5+ZtZ7o+mAzj/A1d6EuE562LkZkcHj+WQr6N0PRCkWH8Nq69r4jrH59/j/gJq+L45xdtx7NO6i9HGDSLiXaglcHNsDaeDcu0+zqfNUrkmInq4Zm1JYF4DyYHYHHRaD4GNyN09guA7lVtj4vmniht5akLbcT7YMW7NPYvg/lN0Pb42Vwuj8nJjJlPt4qE+srGklAXiyXUY7EIensZztamqFjuYnSJDICLUkZOtuhJb8KWCXEs5JoSQa6nsCXPKm214Al2BbMR6AsJ5mph2bfOCVVtpU7pzabnvpkFDYanJ7nXuvF7edYiBL1zJU9yQ1DEMhy+yS0GboksRiCUwr4bhkK2yQWJsmAe3Qfsu9vx3jX2xZYjCNw2bh/a6Sx+NIwFO5o0EQTN4LabmdEjmB7hdoXG2004HDY/zYhn977dPVHEVx9M49B04/b6YsAZq0LojjTX//OT9FaftS6BbQOxhr+bLxSxdzSNo1PNeZ5dof3DvUVce28RY018/WVnr8I//c42rEpGzDk3RawL1pbzYHGxr0Fsit2JQyZkvKk+1f1svBdI9DZ+PRj9ccKFsE7+LZOqqFHverm/ccPcF1r0rIT3fXLAiTLo8LFf8xtvr4lXdZpKZTE93VoEioT6ysaSUBdBC3Umi6MXPR5nSKnCu70OJ1/oc0s9ZN6ZbHHvOQe91rxVZq8lRRC9lwtMLpvyonvgCS5fRyOY6Zls0SPHsPT+9Ua4N1Sn+azjRW9i4WNOGHVXP6zYwt6nctjp5BFnv30rNBEq7l5jm3VRCvVuCeOFd78//15rU0bmK9hzh7OvN6h2c+xx2Md2NydE5kQQJEp7yee5hqXzyaWmMXFkLwrcXtIi9K6HQ6EF70UK2GzBxrcezeLWg06kSrPw+Ft6gRP7QyYjbSP39ea+KM5en0S8xYRxU5k8dg2nTFh8I6H8h2eAf7yriNuPtnbv9yfCeO9zNuNPn7LW1Nl84fCOF517BE6BxZ8WnkRg2h4TMVKwz9kmU22vdI255YT730uLX01DD/xZlyM0dELD45Tp87m9plXi3c7CQsDb1xay18znOnXsXwnbAopFG5OTaeQa6AcqkVBf2VgS6iJIoV6ZLM6vhCK1kon4Za9WZ++lYK5lM+gy1rPn5b6vRo7r7tM2Ye619hS2YMvJZF472ZwnAr2OJ9iqsUBQKZidZHF5j/aWDJlQUefPOnXK/dK19r63AkVe14AR7nXbDe0xLLudSfOsUPE0LHqga11H838LFsPcm/QW14Xiok4+ADeRIA4/7Hi1FxAu7UYQlKM9mODr4E4nGZYXROKwKaZqeLvNHswik8XtR3qiGa99fdxkc7UWQFwP822H8/jWIxlMtb/tE4xc5971oWT9ZHNd0RDO25DE2p72H73EOjs0kcE+Jpuza4fy8zP/8ZCN/3y4OG8of6M8eXM3/uUlJ+D0tYk5yebKZe5e7XjRE+3vb3WSzR0BUmPzLLpYQBeTtXV5MnZY60+HdeZzgVhyTrK5WX1qMxE78xpkmH6fWfCrP05p7G+VTqlTP+c33LfO/esU7o0gob6ysSTURRBCnR1Nb2/CJIvzurOt18FW4rdN14ZfA0q1vWpbXg8otWxW2nL/Hai9Osni2rdVLHlanD3BaCfMvTGDTjh8KQzaqkwWNzPhndCqhKKyfwOsWHJ23WZnSsnivE5QMjfZnLFLYT520J8yVm0xKIe5100W1y5MNhd3Mv1X1unUMdh7b3c8jEG0G7ZbZpDn9gGvsUImHN5EEJibwvmVmhgxGd1NGLHHVIfD08M8mrbx1QczeHjM+0Q6FOqnDYYQKxXRbSWnrInjlDWJ5sPHFyCTL2L3sRmMp/KzFiHuPmbjo3cWsK8qj2K7MD/rlRetx3ufvRmRsJtszjKLVtams4HBLd4LIG5nmTi+neV4srguR+S24LWfF2aEP/W3YW19onP/s926UTsmcsqDxbJqGFljks05cxqN/d5Qa17j5/ym2kaQ8xtmhm8k2ZyE+srGklAXQQj11au729qL3ixBdLbV9oIQzNU2F6OMgVJ6zFMjyeLaNmWSzaV8e5TTXINF2JkZWGDSuRlgZtz3MjLUlPvXTbK46VHvvEz1oIjlo5YolJl4apLPfvbxkTXlHARZ2PToczLttSiohsdnuDjvf+5DH3nc/3aTnjKiskhxzozurW5XaOY6huMoFnKYOLwXuZTHarIK9jNZRJCMWPjhnhx+tCcHP5Pdhi3g5H4Lm3strOqKmEeu9cbDvvalozM53HNwxiSb++S9Rdyw199HOW3pj+EL/+c0PG1LAli1FRYfexaJ+Ts+zYw4HnbeI12DsEpRKL7RvxGhJ7zE7Hk3ieJ8WNidjeXY4uMVAx6Lg7a3EuY3QdujrUYyeUuor2ysJSzU9Rz1JUSQIt21V+1V99te5e+g7S43Wy52djoY0Ww8rxHYhYg34dgNGQwZr5bziJOA2iq959yL7rd4daGAHDtQyq4cQBnZRinO6WFz//YberT33Q174pDZ0hBIuynmUXzkZv8XdlwKOYzsewyFhbJkewT77lsPZvCDPd6EgC8Ew853Tdr4sycPGNHud1/H46/qjuGLD6fxjUeyyAZQxr3jWbz3F1P4wftfCosLSz5j6rB7NewQtw0EJPDGD6C46xewdjzVk0e4LYwNZCZhce96gGh+ozoVYikgoS6E8JZFWIwITKQvKvbyv44BLgw69orLvp0G7Tzw5hnkjVOEhXzQt0YAIn22wfYehyeEEGJpEsRyqRBCCCGEEEIIIRpEQl0IIYQQQgghhOggJNSFEEIIIYQQQogOQnvUhRBCCCGEECIgwoObUFTyiUAIDWxatITOS16oX3/99fj2t7+N++67D+Pj49iyZQte8YpX4IorrkAoFEKhUMDnPvc5/OQnP8Ejjzxi/j7llFPw5je/GU996lMbsnHdddfh05/+NPbv349t27bhTW96Ey6//PJZn8nlcrjmmmvMZycnJ3HOOefg3e9+N0477TSfSi6EEEIIIYRYSfCpHLFLr1zs01hR2MUi+vviGBlNoVhcOgmIF12o/9u//Rs2btyId77znVi9ejV+9atf4f3vfz/27t2Ld73rXUin00Zkv+hFL8LrXvc6RCIRI6b/6I/+CJ/61KfwjGc8Y97jf+9738PVV1+NP/mTP8HTnvY0/PCHP8RVV12F3t5eXHzxxeXPffCDH8Q3vvEN89lNmzbhs5/9LF7zmteYRYShoaEAakIIIYQQQgixnKFnN3vrV1CcOLLYp7JisBK9iF/8RwiFLAn1Zrj22muxatWq8t8XXnghZmZm8OUvf9kI6kQigRtvvBH9/f3lz1Bg796923jaFxLqH/vYx3DZZZfhbW97W/n4jz32mPGeu0L98OHD+MpXvmI86C9/+cvNa+eeey4uvfRSfP7zn8fb3/72psokhBBCCCGEELUo7LkT9vBuVU5AWGu2L8m6XvRkcpUi3eX0009HJpPB2NgYwuHwLJHurkQxJP3IkflXouiV37VrF17wghfMep1/33333RgZGTF/33zzzSak/vnPf375Mz09PXjmM59pQu6FEEIIIYQQQogVI9Rrcdttt2FgYMCEwteiWCzijjvuwIknnjjr9Ve96lVGXLtQpJMTTjhh1uf4Pe4Pcd9/9NFHsWbNGmOz+nP0vtOeEEIIIYQQQgixIvaoV3PPPffg61//ukn4Rm96Lb74xS8aAf3e97533mMxOR3p6+ub9brroXffn5iYMHvWq+HnmGSOofj0sLdKJNKR6yFCCCGEEEIsWcLhkHG+LfSZyt+dgElAvvSSkC9ZrFJdd1IbWHJC/ejRo3jLW96Cs88+G69//etrfubWW2/FP/zDP+C1r30tnvzkJ88R8LWoTsfv3tCVr9dK2b/Qjd8ITFowONiNpcpSfJRBMyz38pHFKOHyr1XhB2o3Qui+CIrlPv4vRvkWw2Zvb6Lhz/b1JdEpROiMjNR2SAofCIc7rg0sKaHOR6JRnDN5HLO5R6PROZ/ZuXMn3vjGN+JZz3oW3vGOdyx4zErPOUPbXehBr/S087f7WiV8jefR1dXVcrn4CICJiRl4wcBAV+CdIBcrlvNgttzLR7jcZK0Am2Lpo3YjhO6LwPqbZT7+L0b5FsPm5GQa+Xxh3s/Qi0qBNjGRQqFQfztrkI61fKEAe4HzFt5hFQpG9C7UBoKkkfbWEUKdiePe8IY3YHh4GP/1X/+FwcHBOZ/Zs2cP/viP/xhnnHEG/v7v/76hjsDdm8696JX72bknnd933+d7x44dM8nrKvep83M7duwwz3Nvh3y+MxqEEEIIIYQQywWKrkbn2c181m8YtOtB4K5oFLvz2kAjLHqgfj6fx1vf+lbjLeezy/kM81oh8Qx1p1f8k5/8JGKxWEPH3rJlixHj3/3ud2e9/p3vfAfnnHNOOeM8H9NGMX799deXPzM9PY0f/ehHuOSSS9ouoxBCCCGEEEII0SiL7lFnQribbrrJhLKn02nceeed5fdOOukkRCIR40mnx/vqq6/GI488Muv75513Xvnfr371q3HgwAHccMMN5de4553PY9+6dSsuuugi80z2n//852ZRwGXdunW44oor8OEPf9jY27hxo3lGu3tMITyjWHB+wtHjmS38hrZo0w5oBTEcA0IRIJcKxh6D7LtXA+kJoJALxmScySVtIJcOxl6sC+gaBCaPAvYyDJWjWyEcAZL9QGosIJtFoH8DMHUMKGQDCgll3pJQYE8SWbNxG561dT1+9qvbkM74X0bmTX14OI2h7ggGkpFA6nQ6W8DqOHA0oFsxVMjiuh/8BE+/4HysHpidqNYPbLbTzBTsUBhWtPG9uO1hAZOHYfeuhRUKYA+tbcPOTAGROCyOV76bK/XdtBtLLuvwdyHE0sayvciY1gZ8nNr+/ftrvveFL3zBeNgvvfTSut9/8MEHZz2ejceiJ7yS6667Dtdee615b9u2bXjzm9+Myy+/fNZnstksrrnmGvNZ7pc/99xz8e53v9s8r70dGGIxMjINL+jrSyAejwayB8i1USvxnp82XYKy59rxvU5ZtnwWdvG4kLQicUfQ+mi38vrZ+SwsXwWJBdtMtCKOXS4OUHT5LJ6PtxsbmBwGpo/5ZyyadMRdJObUaS4Na2bUKasfWCGAk+XuwVKd5mEfexyYHoGfVA8Kvt6NhTzs1AisvNM27VwGGD/g2yKIqcfMJOz05PHYw7F9wMRh+EU+m8HM5BjsQr4i9M6/+8KKdaH3nGeja8f5przjk1P40te+hdvvecA3mxu6gFMGQ4iW4vROWBXD6UNJRMP+tJ49EwV89NZp3HPUqceZPPDYhG1++0HIAk4ZsHDqgGW67Hgsiv/zO8/BZU9/CsJtbo+rh52ZBiYOHu9DIwmga8A/8czxaPU2WD2lnD4UzWt2wOIioY/wFiwPg7FuINEDi32fH7ZYl6nx43XKMrNOfV4gWIz5jWtrOc8ZaW50dNrkg1ro6UvcD8zPzhf2PDQ09wlQfpH6n6thD+8OzN5Kx1qzHcmXfmjBNhAkjbS3RRfqyx0vhTpJJKLo7o6bQc2vjrC6o63sgP2wWatj97OzrzVg+mbPFVf5jHP8ipdpyrZCsDj58niiV+ualcvIcyl6PJsNR2HTk16r3WRmgMyE55ux3MNVXjJTRi5GjB301qPPSWPfWjNhrVmn9OZT+HlJog/oXwdY4bl1OjPmCPZSu/I6mVtlUjf3qnl+J5YF80TVvVGyyAUQE0Hg3YBq7sMaCytlD9vwY0DWu/66WCwgNTmOfGZ2WzQltG0UCgXz4yXJ7eeh99zLYHExqdSvFG0bIcvCXfc/iC997ds4Nupd1EJXBDhjVQgD8bnJAOMRC+euT2JDb9SzvjVbsPHl+1L4z/udOi3YlXUKHE7Z2D/NMsMzhpLA+WtCYJBAdTG2bVqPN/7Bi3Hi1rnb9lrFLOhMHjZRQtX3osW/kn1G0Ho6XvUOAau2mb6u3N+4tinUV283bcpLyuNgpVB3+9tkv6cRBO4CHTLTNerUvwWCxZhP1R37l9GckcdNpbKYns40NLWQUBeWhLoIQqgTdlA9PXEj2r3sCBfqzL3u7BdaYfajsw+0jHbR8bjydx2hUxZBFLkehcPPV4ZynRbysAqZ9sWzFTJe9MrJXc3z4Q8FmQfiue7krsKeI2ZHgYkj7Qs9I5jXL1zGYh7W9Gj7YdRsB/0bYMW767Z95xrbsEf3A+OHavjAm2c+QV5LwLdFPgN7ZsQI5nrHK0dlTBxqexHENtEd46b91b0X3Xth8gjAem1jiwGPlUvPIDU1Pu89ZjxCrI5cru3HgYZ716D/iS9EbGhb3XbD8ahQLOC67/4QN/zsl22F4NPDvL3XwvY+RzzO13Wt64ng3PVd6Iq1J4JuO5TFR26dxpFpp0+tG7xkA49P2hhtcx0rHgbOWm1hS49Vt91wKwPD0593yVNxxQuehWQi3rI90wYYhTRZv98qn0co6niC2xXPjBJacwKsRE/9/saMJyFgcAvQt86T8bHWQusse/wHxxYK9jYjCDgOm/t/obHAwwWCheYvfonn+ez5MZ8Kuow8JvuxycnMgpneK5FQF5aEughKqLtEo2Hz/Eg+q72djrCZkCyvOvtmOnAvO/tGzrvtMhqvbg52SbA1coRSCWFFS+HwQdUpz7HF0HR60DlJbKpOGdacHm85VHy+yV0tm2ZiRqGXmvv4RS8Ec7U9J4JgCpaZFDYrvCygZzVQCjtt+Drm0rDpCeYezxZoxmPetne9WICdGoeVm2lI9JfrND3lXMcm26qpn+yMM0lvcDHDXXTBsT0AFxOapJDPITU5hkKusQUb17tO0czkqk0TiqDn9N9C92kXO31IA9E5LOOBQ0fwb/91HXbt2de0yVVx4PRVISTCjd2L/Ag/d/pQAieujhvvfjOMpIr45O3TuGlP1iwQNOotH8s4gj3bwnrEtl6K9BAYuU+bC8F22tfTjdf//gvxlHPPaHrsMGKSYe4NbvmY5QlO9jXvCebnBzY5W3kaGftde9EuYOgE0y/63oe7NrlYGmv+8bTlBTouDDbS33i0QBD0/KaZuYpX86lGj+P1nHF6Oms86c0ioS4sCXURtFB36eqKmZ9WOsFWO+12vtdKp91OZ9/qANFSGSlEzETLblrMlL2WDHXmin4TA29bdWNcUPSuNyieQxHHi95GuzGisglhuZAXfWHxPO14nhvydjcvmKtt8kQtesYoEhtNFscJc7j5EGG3jEV64Ub2NrwI0o6XvGnBXhLMtkkU18K9UYogaCYHgdmLOsMcCdmmy1iuG07yG9xiwHPMTE8iM9Oa99+5NWwj1hv1dMfWnoC+J/0Owl39Tbcb2uB3bvrFrfja/96AVHphgUiH+MmDFjZ01fcwL0RvPIzzNySxijHzC52jbeO7j2Zw7R0zyBTspsPZza0IYP+UjcOpxpZq+qLAeUMhrGrBqer2w0848xQj2IdWDTaWLG7KadctR6wYT/AAEE001g6YtHHNDpP4s+n+xj3HvvXA4OaGxWzLfXg5gqDxveTlBbr0JOOOWh6Lm10gWKz5DVnO3+N3Mpk8pqbSC+5Fr4eEurAk1MViCXUSi4XR398VnNe44jhBrxwHba+hemIIqwlzL7QdHmw3kWzOk9Xx0syJwsbsX68HPxM+niyu7evoejsWEM/NeGDmtUc4IWaW73pT9jYEc+0IAiabG6ufE8AKl/a+D3hWp/bI46UyzvNZ13zL1poQ+owumRk10Rtt3xsN5CAwn2GoPPe/e2GPRxk7MO8Wg1w2jdTEmOPBa8de6XwponO5+tEDoXi32Yee3HZ22+2GtqZnUvjS17+NX995b93PbeoGTh5wPMxeRLJuH4jhjHUJxMK1PcG7xvImzH3nsfbzaZgmUXCSzU3XORzLdeqghZP6Fw7lXwiGwzPBHEPhn/+MpyISri1mTabz8YNt5wyZ5Qk2yebqLIJQ5HKvefcqb0KgGX6/ZrvZwz7fsTzpw8sRBF1AorduBEF5gY65Ydq4/5tdIFjW85tFnDPyh2Hu2Wx794iEurAk1MViCnW3E2JijWSSq+TB7jVfjH1KHbG3vU6yuPbtzZ9sztcy1ko2VyNZnBf2TBlKno/q/YNeTO5q2TTh05wcV3q7PRTMc+zVSzZHr1bfunn3vrdcp6kJJ5tsPu3vXvP5RH8pL4HNBE6e3hvHE+qZTO0V7cZEs/B1jx9hZ64j74uqLQbFQsHsQ69OFte2vbrJ5iwkT3gCes95jhEOjYS5N1On9z34CL7w1W/i6Mho+b3uqJMsrj/mbbshsbCFc9Ynsanv+MJYKm/ji/fO4Ks7nbbrVVI4t06PpoB908eT0JF1SceL3mgofzNsXr/WJJs7ZceW4+fCPoht14PFpLqe4DgTo1UcuXcdsGqLt/2Na4992eodztYtD7zojUUQ9Jks+G5ZTGQCt8hkZyeLa5eFFgj8mE+5LPr8psH3/ZozptO5hpPFLYSEurAk1EUnCHU+doA2mRmegr2yI/QreYlL9fH9GFCq7VUfP9AyFouw86VkcV5PRFx7pd9mNZ9C2efHn5TrlInRzOKDmyyuvTwIC9k0JeU+cib78mtyV0voMVycz0T3WDDXsmkSpzHBHcvKve+xLl/vDZNsjp5g/njkRa9rr3oBgPvmWVa7frK4tm1W5CCwmcRvgWRxnrWbyaOwR/YgOzOJ9ALJ4ryw6SabC/cOmTD32OrNvrUbjh0UPN/8/k34wU9+hm3dttmrbXzMfl1IZlXvjuC8DUncO+w8cu1Yqn6yuHYxa3WlZHN8lNs5ayxs7G49lL8R7zqjFp5z8QX4gxc+C11Im36nlZDs5gzTEzxoFh9NsrgGc220glN3lgmFZ+JNilk/Flpn2+MCcgzo6jePeGwoWZyHCwTmTz0Npy1qzWWOJ4tLe/oILQl1YS1Rod5a1irR0bDvm5rKmD09PT0JMOrO7Qj9EiLusd2Od6FVYa/suVROQAIpI5/9XOGt9MukVemBYZhhAOVz/hGGHS3tzfP5GaxOnTLFcvescGbf6tQ9ML1ATBgUwHNmjQ3u5WRYfUVGYX/vDQs295FSWHJbgy+WSvYq/m2SxXnsRa9bpwg73sNDDxqB6ZTaP3vE7l6N6X07UZj07hFnC9ns3nEeus9/4ZzXvSZswtBDeP4zLwL23YH09JSvAt1leDqPv/rpGO44Wlqk89EWjx+xgNMGLaxJmlec132y5+YbuPHnv8YlJw/ilE1rfFsUqMQsttILvPEs//sbx6ITqdQ7BLvNBLeNj4tZWHyEo8dRQvUwfQzznZSEehDzmyDmUtX2grRZbY8e9FSqtQS3QixHvH1gpOgocrlC2cPud4frUimWg7BXabP6377aK4XWBlNC59E4DHNd1nVayugdUBFntdHAylhKvBTYdeRiks8ifZY9/q+02BKETVONJtTdEelBwOWBwmRjCe28sQdE155g/uFVqPtCTBw7isxMMCKdcJr+6PjsLS9+w0ev0QvcSEZ3T+zFIkakB3Zv8IeRQgH2N1xsNVsygurffI4UqmXP5AEIsg8vjVOLYS+ocdH94XxVIl2I2UiorwBazZIpxHInKFEghBDCB9SHLxsafNiFECsKCXUhhBBCCCGEEKKDkFAXQgghhBBCCCE6CAl1IYQQQgghhBCig1DWdyGEEEIIIYQIiPDgJhSDyoK6krGdVBahwU1YikioCyGEEEIIIUQA8JF0sUuvVF0HjF0sLLkE2xLqQgghhBBCCBEAfBxd9tavoDhxRPXtI6G+tYhdcAUmJlLmUdUU6RLqQgghhBBCCCFqUthzJ+zh3aodH7HXbAcuuMKI9Hx+aT7/T8nkhBBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1IUQQgghhBBCiA5CQl0IIYQQQgghhOggJNSFEEIIIYQQQogOQkJdCCGEEEIIIYToICTUhRBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1Jc5sVgE0WgYtm0HZjNIW4tlN+giumULum4X61oGhWUFXcaAr1+piw/WqhWoPdsKehizgKBtFnKBmgtHowiaaMi5H4Mi6J4tXyiiUCgGO04VC4GW1C7Q3iL04QHaWxnzG3tR7HXFlvd8Q4hWkFBfpoRCFvr6kujvT8563e/Ot/L4QXT2rg2rNMMLrHzhKGCFndd8tege3waK+dnn4Jc99/i0ZxeDsxlJAPFu529frR1vN3Zq3JQzqDq1sykgl571mp82rVgSGNhk7o8g6rR8bxiBEMx1RKIPCDmLkYHYs4Doqk3GVlDTyuy+e2HPjJfOwV9btl3E4KrVOP+0ExHmmoS/5srq/NVPHMKONc7977tJAN0R4IxVzt8hnwvJ4xcKBfz8ll/Bzmf9v/fdfxzaCUwdc14Loo9LT8A++IBZIGA78tWe+49wHFbIGYuDwMpngGJw42L1nMpve4285r1NG1Y+jWQMWNUDxCK+mhRiSaHbYRmSTMbQ3R0r/+2KWJdKYesVbmdeeVwjDio8wV7arDxe9e9a5+KVTRcrFAIogihmcxlQIng916M1c0wrDCsaN148/u1XnbrHNJZzaVglsYVQBIjE/W83/En0wY4mYVGUFHPH68BDe8YWxfL4QYCTLlroXQO7e/Xxc/HYpiGXgkXPaHYadjYOdA3ARtgXe+aYhbwpn5Xsgx1Lwho/DGQmPa9T16bx+o4fhJWdPi7YownHnudlLImAww85P3YRlhWCHYk7ot3zduM0z/zUCFKP3YFieqp8fLdX8F7rWUA4guTWsxBbsxXW5CHY2SmgbwPskH/txj70IOxdv8ApyTQ2n7EGt+2dxIEJ3if+0JNM4IKzTsG61QN40dOK+Npt+3HtTx5FvmijULQ9F8ystd89IYTnb7cQDVnYN2Xja48WcWgGnmP6awCnrIrited0YX3PGDI7f4ro+pMRXrPN+YwPYQSWWU3imGEB++6E3bsWWH867HDUv/4mOw2LC5/jB4Bju4Et5wP9630ZN4gR58kBWJGY0/+w30n71L+5x4z3msXkyvL4NS7Wmt/4P/YHP2fkuGEVsmW7Idjo77KQydmYSgMedwFCLDkse7nHti4yDHUbGSlNXH0kEglhcLDb2KM3fb5OtTwh86DzbfRYXornRo4VaBmNSMnCLoWnejGclUoIi8IjHAmuTlmG0qA5Gwt2JAYrHA2kTs355FJAasKzRRBzTAq8iSNAamzuB1jX/ethxbq8LWMhCytHoVPd1XJhghO/Hm+vI3/ynOHMDUO101POAkUpOsMDg84kdmoY4E+NMtrRBKxI1JMJdLlOp47B3nsHkJma+6FQxBHsntVp0YT0pvfcg+zwntqfqRBl7Vt0jhRdswXJLWchRME1620L6BkCulZ5227SEyg++CNg7MCc9/ePp/GbvZNI57zxkrrnfNZJ23D6ji0Ih2cH9x2ZSOMjNzyEnz08XNqe0qa90rU5fdDCH50ewvru2XVWsG3ccsjG9/fYKDB4yfZmUSAZsfCqs7rw1E2xOdeJC2ixLefASvSYa9r2veG2PS6s8p6rbhcUtkMnAYNbvG03xTys6dHa48bARkewR+Le2HPLyH4zNlswm/fZr3GRl+OxF/2Ne4xwDOjqh8W67ZD5jdf25jteI59p2iYXV7lQXifywrU5nQFStaYkLc6RR0enkc/X78eGhnoRFKn/uRr28O7A7K1ErDXbkXzphxa87otFI+1NQn0ZCHX2m729CcTjzYmodjv7Zr/frnhu5fuBlrFYhJ1Pw+LEvuSBa9pe6TcFsZkcNHCQdspYrtNiYd5Bs4wVdkQQJ5YB1KnZY5maMMKz1YlXuYz09kwcrilgZ5EcAPrWOhEM7ZSRdvOphe1x8tdFz1DrUQvHvRNZIJ9d2Bs9OQxMH2u7TpGdcTxoC9g0Xu5oss12UzR1ae+/BxipLZhnLyzFYYUjbZcxc/RxpPfeZ0KWF/xO2XrrhOLd6NpxPiJ9a+b/oFlY2gArmmyjjEVnseXx38Dec/u893+uUMR9h6bx4JGZtsXz2lUDuOCsk9Hb3TXv525+eBh///2dGJnOtiyeuQSQjAKvOjWEp66fv/2NZ2x887EiHhg9Lu6btmc5Qv+3t8bw+6d3oTs23w5DC+E1WxHdcGpb/Y1zqJDxotcTk2W4VWTDGW0tEJb7cPbNmcn5P8zz2XgmMHSiE+LcQn6HRgVz+dy4UMlzazf83kR59dde+PBhfnPcbAfOb7y0x3Gqgbwb7uepr6ZSzu9WkVBfmVgS6mKxhXo8HkFPDweRpSW4m7HX6ncWReCXPAy2CalufPLsCnsmxjJe9Cb33LVVRrPnrkkPazhmwiiDajemPukpsQsth2QbUdkorP/edbC6+lurUyOYmwwXjnUByX4nkqLZOi2FuTczMbXd8P9cc4sgZW/IxCGAix/NwMWIiLMtp9kyFo89Dhy4r07ExzwLS8Yj3dwCAW0WM9OYeewOFCadPb4Nf7cl0ezEZCc2nob4hpOa23ObHAQY2tzEIki5Tkf3wX7ox01dx9GZHH69d9L8bgaeWTQawRNPPwnbNq5t+Fxnsnl87ubd+M9f70HIshoOhy8L5k0Wfv/kELqjjV+VB0ZsXPdYEVPZ5sX6hp4wXndulwl3b5hoAtFNZyDSv665/sZta7ynwnO99vWxgMHNwNqTm1ogKI9T3MYzM7bwImQlXQPA1ieW+rgmx1aK+2SfyWPS+LkWTSg8+/2m+jf3s1xYTPY1vbCwrOc3LX7/+DiVg2UWPO2W7NGzPsNhroVzllBfmVgS6mKxhHo4bBmBzqzuyz2EfUmGzNNLxX3edmHBSULZC2cEeqSt1MdNlbHFQbOMVfJaMtQ4gHZjjsFQ58zUwnXqeidMSPax1stI8dy/wey3bqhOGQZKAdyqJ8dMSPsbCr8vl5HeIwr1FjDH4DaAiSNmYrtQnZoyzozC4vaBJhdNynAvOT1UDXi73b2n9p47TARAy7gLSwuEGDseZiB9YCcyBx9p3yPX6On1rkHXjvMQZhh0K7Df6F0LK7nwwpIpIxOaPfxT2Ecebslc0bbx6HAKdx2YQrE4fxI/tz89YfN6nH/aCYi1mFH+4cOT+OD1O7Hz0AIe3BIbui287owQThlorc/JFGzcuNfGzQdZn/OHw3NRgD+/d2oSl52QQKTF7HShvrWIbj7TjAXzXsNymHvYEa/MmdIKHHPWnQarb21j/Q37CAp0bktqCcvxrG86s7RAEPJNMJePw4Vas6iQb0yw815iH1xaUFxK8xu/vf6tHMspo11yCLT3VAAei4ebTAPZJoc8CfWViSWhLhZDqHd1xcyPaYR+Jvdq4HUv7NXq7L0cUGrZDKyMDNU1Wb7n7rMu72utSBbnBfPV3fGQbC5Le/QonXn2BPtRp8Z7THFZmJtsrlx2es/HDjbnfa0L9wSvBnrWzF9GI5g9eowW65Mh+DWShpXLmM+VvPa2N3XKbQHM2lxjMutGJlgMc28mMmE+mO8gmjD/nFtGRzDbh3cCRzwSzKVkc/RW12s3uYmjSD12p/Gme0X9cHjmoGCyuHMQXb3Zm3sk1u0sLIUiNeuUYqd44D7Yu37ZfMRHDVK5Am7fN4l9Y/WP1dfdhQvOPgVDg44ntR3oTf/mnfvxiZseRSZfNAsGcwQzgN87MYTLtlktC+ZKDk4z2ZyN/dNz7zM3PP7soShec04Xhro8yD4eCiOy7iREhnY4Nmq2i1KyuBrXuSXYt60/veZe8vKCYKaULM6LZx1QfG8+F9bgpvpjvEeC+fiC30z9/m2Bve9t2S2xLOc3jdirm/emdXtmS1KTyeYk1FcmloS6CFKoRyJh9PUlFkwW1y6Vgwjxa0Cptllpy/33sihjSeQwqZixVZ7qWI5AX2hPoZd16vGgOcseQy/dDLw+12mtZHOux8cIzmZDshuB+yOZbC7ePbuM+ayz8OHHw7pMsrne2dfRlJ1ee++fWWxToDIcvrTgUC7n1NH2IhPqwmRz8bntZvIo7L13OpmcvaZqYcl4aQo5pHbfhdzIfu/tzQmHd3qA6NB2JLecgZAHQmTuwtIaoOIpBqZuZ8acZHHcsuAxBycy+M2eCcyUks3RJm/7s0/ajtN2bEaoVY9vHY5NZfCPP3wYP9p5xITDm2tIwbzawmtOD2Eo6W2fwwWBWw/buP5xG/lSsjla6IlZePXZ3XjyBu+zqVuJXkS3nI0wt9+4r/F/jAzxKDnbbIMhx9u96ng2emeBLg9rZsS7RchK+tYDW59Q3gPul2CenfNk3CxSzapTszDa79tj3hZjflONn/aqbTaV96ZNe40mm5NQX5lYEuoiSKG+erUzcPnd4boEMaBU2wtiUaDaJgnEHpPMmXD4ojPZajBZXPt2bWfQLHDQ9EFM1ghrbnZPcKvYTOA3zUlk1pmAtROS3SjcY9m/3olM8Ekwz002N+i0GW5V8GmhZU6yualh2HzkUoVw9w16uUvbPux9dwFj/gjm41goMvQ2mkD26G6k995ffmqDr4TCCMWSTrK4XkdI+wYXALpWA4ke2I/d6tSrj6H8fJza/YemsfPINNatHsSTzzwZPV1J+Mktu47hA9+5F5lcAa8+PYQnr/W335nM2vjfx23cPWzj0u1xvPS0JLqi3i5CVBNevQXRTWc6IpKC1u9nhjPJ3KZzzONHnWRxNZ6s4CUsz8azYK09yXfB7GKi3NzFXNorRfb4ajPAeU2lTRLcfIr9i+VsqSsG0J+WGJ22kV9gGJZQX5lYy0Co6znqS4ggRbprr9bKrJ/2Kn8Hbdd/QxQGpYlrgGU0YiswY0VY3AsYam0farOYvZnROOz9dyMwOMGjRysSTBlNor/UGOwmEim1g3keee8Q8MjPgms3Jpv7vbAnDtHHHoBBG8WpY5h65DcIkp4zn4FwwntPYU24D333rS3vQ28Whpmfs6kX557/RPN3EGW88ITV+PTzhzA16jzGzW96Yxb+8IwIVvd1G09+EBSO7UV0M4VzVzDthsL88IPOIwCDsEcvN+2ddHFgYzGFuYmqoXj2ONqjrs2A5zWLYZcRe4EseFbbDdyiEMEhoS5EkCzSYC2EWHmLrYvBYiy0OjaDW1QOSqSXUbvxoUqDWRIUQoh2CGYpUQghhBBCCCGEEA0hj7oQQgghhBBCBER4cBOKyzvAatEJDWwyv8Nhxy/Nx4nyZykhoS6EEEIIIYQQAcD8T7FLr1RdB1HXxSL6+pz8UEysPDKaWlJiXUJdCCGEEEIIIQLKkZC99Sso8kk1wl8y07BT4wgNbkL80ivNI64l1IUQQgghhBBCzKGw507Yw7tVMwFRXKI1rWRyQgghhBBCCCFEByGhLoQQQgghhBBCdBAS6kIIIYQQQgghRAchoS6EEEIIIYQQQnQQiy7Ur7/+erzxjW/EJZdcgvPOOw8vfOEL8R//8R8oFmdv+//JT36CF73oRTj77LPx7Gc/G1/+8pcbtnHdddfhsssuM999wQteYGxWk8vl8JGPfAQXX3wxzj33XLzqVa/Czp07PSmjEEIIIYQQQgixZIT6v/3bvyEWi+Gd73wnrr32WjzrWc/C+9//fvzDP/xD+TN33HGHEfNnnHEGPvOZz+DFL34x3ve+9+GrX/3qgsf/3ve+h6uvvtqIe373wgsvxFVXXYWbb7551uc++MEPGvH/lre8BZ/85CcRiUTwmte8BkePHvWl3EIIIYQQQgghREc+R53ifNWqVeW/KaRnZmaMaKagpoj/xCc+YUT6Bz7wgfJnDh48iI997GN4yUteglCo/noDP0Nv+tve9rbydx977DFcc801xntODh8+jK985St497vfjZe//OXmNXrVL730Unz+85/H29/+dp9rQQghhBBCCCGE6BCPeqVIdzn99NORyWQwNjaGbDaLW265Bc9//vNnfYYh8vR233///XWPvXfvXuzatcuEu1fCv++++26MjIyYv+ldLxQKs2z09PTgmc98pgm5F0IIIYQQQgghVoxQr8Vtt92GgYEBrF69Gnv27DH7x0844YRZnznppJPM70cffbT8GveVU1y7UKST6u+eeOKJsG27/D6PsWbNGmOz+nP0vlfvlxdCCCGEEEIIIZZt6Hs199xzD77+9a/jTW96E8LhMMbHx83rfX19sz7n/u2+X4t63+3v75/1/sTEBHp7e+d8n5/jIgFD8elhb5VIpCPXQ8RKIRwFuNhkF4KxVywAdsmuZQVi0hrYBHv6GJBLB2IvqHK52DNjQDYFe3AzrEjMf3uZaWDqKBDrhhXr8t+ebQPZGf4LgZHPIB6Pm6gtY99vQmFY4WCH3JmJUaQnp9HXnUR4ni1iXpHLFzCy93H0Dgygp9cZZ/2E1214MoVUpoiBGG9L/+/LTN7GvtEUhnpiiEfDgbQbBNxuwHue/UwhF5w9sfSxQs64H1S7KREOW7AXuPfD4dCs352AOeVgpxIrGqtU153UBpacUGcoO5O5MTv761//+lnv1RuAK1//4he/uOBniDspq3y91vG9mLyFQhYGB7uxVAli4rOYLPfyESscAyKWM3jms/6LoWIBFgqOvWgcCPnUzfD+LGSd3ndgI6yBDcDYQdjjB5z3/ICT165BZ/IcADbr8NjjABchyMjjsNedCvRv8KXtmj5v353AAzeU2sow7EQ/0LcWlk/X0c5MwT60E0hPBDJnsYsF2GMHEBo/aHKg8IdbrSjY/SLSvxZd288LZJGF5DMpDD90O6aO7DV/j0/NYE1/L7qTcd/azbHJFA6MTKNoD+Pgvsexeu16bNq2A5FIFH4wPjmFu+5/COOTk+bvkQywoctGF/s6HyjaNiazwFSOC54FHBzPYNNgAuv74gj5NI6EBzYguuNJsCh+goBjxeptsLpXOX0B++9sGijmfTJoAZvPhnXCU2vOy/xmuY//gZcvHIXF68j2ms84i/a+Y6G3L+ksEjRAHz/bIUTCYf5vsU9j5RAOd1wbWFJCfXJy0ojzRCKBT33qU4hGozW93y70gtfylldS+V2Gttf7Ln+7r1Xb4Hl0dbW+2lss2piYoKfIG2KxMJJmsuVfJ1w9YPJv/tv97be9eq95aa+6PH5PEhajTueUkUIrFoFlBlDvJ16uNnaLY8OGlUvDtsKwOOFrcCBtiGIedi5jrFgVS9M2BXvPatjDu43w8wyee7IfVrxrdp26b3tnyTkuK5Me7WN7ZkVC2MU8rIP3AWP7YW84A1bcu0VAe/Io7Lu/A4zvN+Uqlyk9DmQmYfetAxL9nrVXI5iP7XYWH2CV7bm2Z52Dh5EJpm1wgafifqRnPRqLIZ1KmXwlXsF2n9x6DmKrNwXWbib2P4LhR+4y9Vs5Dh0ZnUBiOoahwR5EI94N/alMDnuGp5DKzvaiHTtyCGMjw9iy/SQMrhnyrN3k8wU8uGs3du3ZN+uY2QLw+CQwELOxNgmEQ97VbipvY4zdZsX6H/+5bzSN4aksdqzuQm/Cuzq1YklEt52PyKrNgbQbA+/vwS3lftqMH7wv2ecVcqYv93QBtGcI1mmXAj2ry/YWaywO0t6yn98Y2+z7krALeWe+4bFzwG2GmTyQytnATGrB79CLSoE2McE+vv521iAda/lCAXY+oEhHAatQMKJ3oTYQJI20t44Q6vRmvOENb8Dw8DD+67/+C4ODg+X3tm7dasQy95M//elPL7/+yCOPlPeR18Pdm87vVn6Oe9LZobjv871jx46Z5HWV+9T5uR07dsybVb4R8nnvGgSPlUrl0N0dRzIZ81To1evMqwcYL+25x6pl0z0fP8pYbdOvAa1eGf2qU/d4teyU6zSacAQfPaZ20b92U/5AAXZ2Blak5F1vp6x20Qh0qyReq49kyhiJI7ThNBSnhh2h2+6iBMMyu7joV+M6uqdV9Xc7sK4wvAvITM8Rq2V7qXFYu34Je812YPUOWG14+DkJtx/+GcDjWY5gri6HbRdhjR8EKHTpzee1bANuUzBedDOJM0ss5fcqbXsl1u18FjbbwszIrEWBsk3LMl7R7u5u41nnmNRuRFVs7Q4kt5zJsKqyjbI997yq/m6HzOQoDj/wa2QnnSSptUhns9h7eASDvd0Y6O1qq98pFIs4NDqNoxP1J8mFfB67H9mJ4SOHsPWEk5FItufJOHR0GHfvfBiZjLPQUusajWWBiRywPmmjr81w+ELREejpeebS6VwRDxyawpqeGLYOJhBpK6zSQmTdSYhuOTuwdsPtLVizoxR+bs3qnsv/DEVgx3sc0WUibdr0uu64ENh8jrPQGvDYX29+E9TY7/7N9/1aqK+26WcZax2v/HcoDDvWBYsLox6Ew7v2OKWeSjm/S+80fAwKNC/n5O3A4gSx60qUsDuvDTTCogv1fD6Pt771rdi5cye+9KUvYdOmTbPeZ1giH6l2/fXXm+eau3znO9/B0NCQeWxbPbZs2WLE+He/+13zHPXK755zzjnljPN8TBvFOG284hWvMK9NT0/jRz/6EV72speh0zDOtqkM0uk8envjZqWwnY53vgHFrwG0npistlfrHNulE8voxQDayDHK71lh2NEkLA6eJe+ib+3GXQHPZ2BbuZJgb1JY8gD0opeEnXvcmvbcc+pebcLU7ZE9wORRNA0XFboHzPku1BZcD7A51RYn0MYDOrYfGD9YPkbdMrrWhh9zPk/vOsvbrM2jj8K+53+BNMOHbSdssaa90udzKVjDu2B3rzGeMKvJKAleP/vwQyZaYKF68qROWZ7JI7BH9pYXpSoXBartES4MR6JRZNJpk6OkWcJd/UjuOB+R7gHHs2T5W8ZiPoeRx+7F2J4HG14EG52cxuRMGkODvUjGmw/HH5/OYO+xSeQb9EpMTY7jgbt+g/Wbt2Ldxi1NL36n0hnc8+DDOHy0tAVkAej5PjDjiHaGw8fCVtPtZjoHTHAts8Hv0LM+OpPDtlVJrO6ONt2Xh7oHET3hyQgl+8119Pve4BiAwc2OJ73BcYOLoEZo07veSljz0ImwTrnELBY7x/R/7O/0+Y3XY38jZWzXZiPlq3zP5paKUCmar0XngGtzOgOk/NulJETHsehC/b3vfS9uuukmvOMd70A6ncadd945K7M7k7gxsdwrX/lKvOc97zGPZbv99tvx1a9+1Xy3csB/9atfjQMHDuCGG24ov8Y973weOz3zF110EW688Ub8/Oc/x2c/+9nyZ9atW4crrrgCH/7whxGJRLBx40Z87nOfKx+zU2EI4OjojPGsd3fHWup0G+1wa32mlcGs0UHTywG0WZtelLFRW16UsdU6Nd/lpIuJiprcT9Z8u6n0iKecPZccvBs5X4ZI5+lFZ0K8xh3yTuhmCKE1O2D3DMGmqM0tHCJnJo+JXiDR01wZK/7d7OTZJIvj+bkh2c18N5eGted22L3rgfWnNOTtttOTsO//AXDogZKHuTE5Uj6v6WETEm/3bWgo/N60F4brH320QjDD3zplRALD3LNzIxPmtVm61slkEtFoDOl0qrEnf4TCSGw6HfH1x6O3Gmmr7ZRx+uh+HNn5axS4j9gcwG4q7PLg8Bh6knGs7u9tKMFONl/AvmOTmJhpcqZMcQDg4N7HcezoYWw74RT09s9+ykotGLK/e99+PPDIYy1FOMzkgUcngDUJG6sTaGgvebZgY5SO42JrHvhdwzM4OhXBjtVJJBpJNheOILr5bONJb6oPr/h302K9axXAaByKp2bHKYSBeLeJUjGCvRESvUagW6u3NzW+tStmF2N+E/TYX3mcRu253w20jAgZ5wA968bD3oQ9fj+bB6a4PiQPtFhhWHYg6W7rw8ep7d+/v+Z7X/jCF/CUpzzF/JvPM//oRz9qwtHXr1+PP/qjP8If/MEfzPo8H8/GY9ETXsl1112Ha6+91ry3bds2vPnNb8bll18+6zMMd7zmmmvMZ7lf/txzz8W73/1unHbaaW2VjyEWIyPT8BvuXe/vd/bSN9L5erVHuplOOyivsdf2Gq2npVqnrtvP7ENcINmcZ2U0/7ccUVkvo3EpWZxJqNZmmGe5m6P3eYzJ5urMwnk+3QPG29Ru+Vyv13xH4WTXJIszIdltlpH1yYXLtacAA5tqnj9D2PH47bAfvNHZEtBG918+30Qf0LuubkZzsyjAMHfuc2+7jA7z1ikXdkb3AxOHmlqEqGvPtsvh8PWIDKx3ksVF44G0m1x6GkcfvB0zw/ur/KutQQG7ur8HPV2up7PqvGzbhLgfHJ3yIFTTOd/BNWuxZfuJJnqhFmPjE7jzgYcwOeXN+BkN0bsOdEetusni6EGnJ90LaGXjQAIb+usnmwuv2ozo9ieYfjCIdmOSYXKrTNeAd+MUxXq9sGZG3Gw5F9b2p5h/m/6pDXuNnq9XId6NHqcVwdyOvWY/23nzG9uZayywLY2fpTCnQKdQbwc+fYn7gUdHp+cNex4amvsEKL9I/c/VzmKyCARrzXYkX/qhBdtAkDTS3hZdqC93ghLqbic0NZVGV5fjXa/Xmfq1F6teB+5HIpP5junVgNKovUbe96NOfSujGUBz/pfRnVzWSjZXcMPcS8niPMJ2xT8Hx1RFgkra7uo3jyLztE7dw9c6j8nDwMheZ/+3J9aqxDPD4RkZ4L43fgj2Pd8pCVjvElKZY7H+etcCyYHjHhtuVWCUwOjetgVzo6LEnh51EtR5/Hgg1/uUqko2x6RfyW3nIDa4IZh2UyxifN/DOPbo3c6ii8fDdzwWxdBAL2LR44suMyZZ3CTS7c6UaxAKh7F5+4lYPbSuXHe5fB47H3kMu/cdcEISPC5jXxRYx6ePlZLN8bpxD3p1sjiviEdCxrvelzy+IMF+JrrjiYgMBNNuzCv9651Qd7MP3eM+nEnDTLK5islv33pYpz3TbD/ycuw3dheYaxDNb5qrz0WZ39RJNufaY4g7Q929QEJdWEtUqC966LvwllyuYBYGmGwukYh6vheqmXCxVkKy2w0X82Ognq8O/SrjfCF4fpbRHDsah108vp/Mt3YzJ9kcQ+HDTkhlnWRxnpQxHENo/amwp0dg05tNu0k+AcKH61hjAm2eUc5kcdkZzzObl+2lJ2E9dgtshpoObAYeuRnY/au6yeLatWkWGyYOlZPNcc+7ffjBilB+7xRQrZBfs/d9+HEgNeZLtnjTJtxkc7kcMumMSRaX2HLGrCzZntmr0W7SE8dwhMnipsbgF5lsDvuOjJhEc73dSRwem8HwPMni2qVYKGDPow+ZDPFbdpyMsakZsxc962aQ98GPwERzUxPAuqSN7ggwngUyPiZezuSL2Hl42uxb37q6C8lNpyG6+azyvgi/2w3iPcCaEyr2hXtH+WhMGhbvLokuCzjhqQhtOsvpFzy2WUmtsV/zG2/nN77WaVWyOfd6MhH6JAM1OkNLCbGoSKgvQ44nm8uhtzcxK9mcn4NmLbHsp816YtbvMlYuENQ6F6/tBWVr1rGtEGyGKrr7if206c7HmZm76nVf7LlloaeH+/LpYfcx+66xWZo821PHgKOPLJgsrn17pTZ65BHgjuvKHuZ6yeLat+dg59PAvrua3hfeVp1yL/rB+8vqxL86dYhGooif+RTncX0+thnXJos1cfAxHLn/V40naGiTkYkZ7D3mLCQFwfTUJG759W8w7dfjuqug5/xICujiQyiCMYljM3lsv+gZiA5696i6epQ3Q/SuhcUcHX73b+44lRxA6NzfcRY/3UgbH+2thLG/0p7v7aaijLXOww97lcnmuGA/lbKR9jYgSogljT+9qOgIGNrBZHPu8wL97uRd3LD7IO3V+vdysbdodRqASD9ur/TbZ3E326Y153navtrj/5iALcAygsLZlDEYyWXKVX7kWkD2MlOllZ6AyhiyzB7fwO5FhoCOHHb+FdBONQrZQPfElcLPg8Qkgg+wkOFIBL2r1gbabhgp5LdIn2WzexCW8dwHM7XU2L/069S1w0eMjk5bEulCVCGhvgJg5lwhRKcQmEwXywk1G9WpEMsYZcwSYi4S6kIIIYQQQgghRAehPepCCCGEEEIIERDhwU0oKlIqMEIDm5x6D4fmRB13cuSxhLoQQgghhBBCBABzR8QuvVJ1HTB2sYi+vmTVawWMjKY6VqxLqAshhBBCCCFEQAn0srd+BcWJI6rvIMlMw06Nl/8MDW5C/NIrEQpZEupCCCGEEEIIsdIp7LkT9vDuxT6NFU0RnY+SyQkhhBBCCCGEEB2EhLoQQgghhBBCCNFBSKgLIYQQQgghhBAdhIS6EEIIIYQQQgjRQUioCyGEEEIIIYQQHYSEuhBCCCGEEEII0UFIqAshhBBCCCGEEB2EhLoQQgghhBBCCNFBSKgLIYQQQgghhBAdhIS6EEIIIYQQQgjRQUioL3Pi8Qii0TBs2w7MZpC2XCzLWtZldO0FbneZ2jpOsO0GVpgWA7UXeN3yXgzQnF0qY3AGAbtYCLTdWOEIb/7g7AVmqcJmwEZNdQbYUO1iEcVCsO0GxUJwtljGQm5Rx8flZqvSXtBlXAx73d2xwPsBITodCfVlSjhsob8/ib6+5KzX/e58K48fRGdfbSOw8tkFoJgP1madv32zF4kDltNF+D1mlw8fiph/+z1FcNpN0fxwMut7nbr/GNgEdK+Z/ZqfNmNJYM0JsKxwMPZI9xpYEaffCcRm7xpg1VZn0cV3iVk6/vgBYz2oezE2sBYFBLfoEg4BiYDXP7b0hNATC2ZKwmpNF4HpvPNv/+vUMkL96IO/AQq54PqbqRGgkJ39mo9Y6UnYE0ccewGN/VaBF7Hou83KuYbrGFi2Y/8i2GSdJhJRrFrVjVgs4qtNIZYSuhuWIV1dMfPjwg6wEjO4ebxsWdnZVtqtXA320mbl8ap/1zoXr2wacmlYJZHOSRcFrY2QL/ZqldGvOnWP6WKFwkA06SxI5DNmoue1DHKtWeEYEI4at5pVLMLOp83ki6fjZRHLdcYJ5fBugHZIohd2otc5F6/rtNozuvZE2KkhWMO7TL16TeV1Mr97h2B3DcA6tgeYHvbvOnJRJ5qAxcUW1mV6AtbkEbMY4me7sdhu1p4Eu38DcGgnkBr3vIzl4yV6Ya3ZDiuaALIzQDgG2223HtozNu0i8rks9t13G0YP7TWvhS0gWRq1/fY8xcJAJASkefv7OFePhi0MdUeRiIawybZxaLqAx0ZzKPhg0xzSBrJFIFcEUgBm8sBAHPBzjWBwoBcnb9+CRDwMe/+9sAY2wO5b70t/U+67efx4L6xcBigUzL1ps5163r+x7dvA0ImwNpzh3I/ZGdgRp0/3fJyiQDa/i7DYf/I3AwdCUSAS0/zGi7F/EeeMhE6mTCaPqak0isXFibUTolOQUF9m0IMeCtUfjKtXgtvtfGuJyWp7tT7brs1ax698zUsxWz5GMe9MDGa9WYSVSzkTEopNjyZe85XRzzqdcyz+HY464itH8VzwRASVBbgVghVJAKGKWXIoBMuHBQJTxmIBxWOPA9PHZr+ZnnSEV9cgEI17026qBXMFVrIP9uZzgLGDwNh++ma9KWOljcp/GzHrzwKBKSejL9j+K/uCZD/seDesyaNGtHvSbtxjcAtB9HjEh3kp3g1sfQIwfhA48kg54sUL2P6t1duA7lWz20UhC6uYg23acNije8O5isN7HsWBh+5GIZ87bs4GpnJAPFwSlpa/YeohC+iKAnmK2oK3kTU878GuCPoT4VljyIaeCFYnw3h0NIfhGW9DtwtFIMNyVLzGRYjhNNBFbVtqwl7VaTQawcnbt2L1YP/xdsMFyNH9xtttrdkGxHu8vTfYh/UMOWLdhWNXZspZVKaA9mLsL9mzEn2wtj0BFu1WvGvGSt6DtGn6e2/GKWOTUQKlMPsyxRysbN7TBYKVMr+pZ6vy9aDnjLFY2HjXp6ezSKWcqBAhViIS6ssAdmxdXXHz7/lEeuXnZ4WOtdjxLjSgeL1AsFAHX22v1vdasWlmGfSiM9y9HoWcCcGzjWCJtGyzmfrxYgBtuE7piWEYNfc85tJtCUvH++qE1lMA1XQNerhA4JbRnjoKjOytv2+Tr08Nw2Y5KTLbiJKoJ5grsSgyBzfB7lntiGd6+Vst4wK26i8QOAHj7Qnm5OyFlkp7vL79G2An+2FNHJo7uW7SprEaidVtN+Z6DWwEetbAplifOHTc49e0vdL3etfCGtzsREPU/KDtLNbxnEx0TeuTWbbV9NQEHr/nV5gZH6n7OYrNXAFI0GRo9qKQH9BGj+XYpTe6XbqiIazujhpvei1iYQunr4lhNFXAw6M5ZNpw6ZutNLZz7vN56bkmkE45Yr0r0kad8trbNjatH8K2zRsRCdfZQ5BLwT64E3bPGlirtsDmomUrfbgrmDn29G9w7sd65DOwGHrPz4TbWVjiPCMEa+OZjie93nkXC7AqI0/aHafYR5tFxnoX0rsFglbmN7PONYCxv117jc6nvC5jIzbd97lvPZGIYHIyg3w+2JwLQnQCEupLHO7p6e6Ol+eszXSerQq9Zjv4Wvaa7eib6eC9GFzKdVJr5b7+t2AxlLoYKYXg+V+nXpSxKZuhMKxYl7PPsrT30WpJ3CUai91tc4HAlDGXRnH4MYAepUbIpsx3KNYR726uTt3TbuIcWRf2+tONl9+it78JT/B8Xnv4tEBQFsy8hvUWWqptxrpgr94OTI+YcjZvz8lfYMRII/Yo5jeeAXtgA3BwpxFFzcLrYq3ZASvR09gX6LXMuot1jihpFO5fZjujB/3I4w815LoulsK2o6X95LbP3nVWOxcGotzfnZ9f9NaDunxNdxRdscZE6WAyjCclQtgznsfeibwpXzNmze1fbHxxgR8bywKpPNBPxyzrtMlK7U4mcMoJ29Db3dXYF7g4ODMGrNoCq2d10/2N2XTRu9Z40hv6HqPAstNOG2Xf08zY7963/ethbT7P6ZsbwUSelO4N5stoepwqLZY3mhyvjQWCVhe+WxXPS2bsX8QyhsMhDA52Gc/69HQmyLyaQiw6EupLFHZcvb2Jckb3dsKRmunsW+3gq+1VHqsRe+2Wr/J4C9lzV+6tAve/tTAiuBP2BicJXtZpU2Vs1R6/QyEUdr3dxQWFV6W4mxWS2ShNLhC4kzsTYjp+qMnpfWmGPzMGOzMDdA/Apkicr05bEMyVmGPTC5wcAEb2AFNHG6zTNmw2uUBwXDBHG19oqV4gYBkZKjtxGMjNNFZGsz0ibtpAs5hw3B1PAUYed3ISzC5JrW84/w1uNnt8W7k/jEePi3tGBFkN3Yvjwwex977bkEvPNG2PQpSh6SYcPuy/d53ilR5n2k034eDqS4SxqiuCUJN1ys9vH4hibXcYD4/kMJFZWHWbXS6MPMg7v5uFJo6kgd4o0MNZUgOLIKFQCDu2bMTGdUPNtxvee8OPoTg1DGv1dhO+3Uh/Y8V7gb51ztaWZnGjwLiFhAvLjUTksP/ecj4s5oNoFnebmBt50uBcgxEAbkK8pmligaDtcbGN+U07Npt1eHhVxsWYM9IxFY9Hzd517mEXYiUgob4EYShQMlk/WZwfQs+PBG3zdfZeDSjV9txj1zpuzWRx7djj5KI0SagVRr2oZfTCpuXuJWc4YrrmRK9WsrjW7S28QFCuUyYUO8ZkcW3ubeM1ZBZj7iNN9tWu08pTbM+aE149dALs3tJecpazCk/tNbhAUBbMJsy9vXTg9HbbFMLpSViTh8sZm/1qNxbD8tfsMILGPvQgMDM6t924fzNEf802Z2GgHVim7IwRUCZ3RY1kc2yr+Wwae+79DcaP7G/PHNMsMOik6Hi9zfZ1H9U6j91osrlYOIShngji/HCb4fLnrI3hyHTB7F+v5dGvThbXLpO54951LoTUE7OrBwdw0vbNiMeOj8stweiWA/caIWySI9bpp83WDy4klRJgtg63baRLC0vJmsnmyltA1p4Ca/1p9beANLWQXai7l7z8d0WyuLZoYIHA03Gx0+c3S3zOyBbJXEzZrJNsruBH1kkhOggJ9SUEvef0ojeyD92rzr7yNT9s1urs/Rg05xtAy3aMh8HjpCV1ks0FVcbqOvXcFo8XjsAKdRtRbBePbxOwyuKO3lcPUyrXWSBwksXlUaTndGYUnsKweV7HrgHHU1qVjt7rK8gJuL3pbCcaYHRfOeTf9stenQWCsr2qZHFt2+NxuF+eCeBMsjknU7t5r06yuLZtMiJjy3kAFwcOPWyST5XfYz6E1dthdVcmxPKAstfyeLI5N0rnyO4HcfDhe1Hk46W8MmcD0zkn0RyF5WImm6NdetDpSfdSjKzriWBVMoxdYzkj2hdKFtcuXIQ4lgGSYUewO+fh/I5Fozh5h5MszjPYb48dMNtETAJD9gWlt4zZ7tXOIxDr5IVoCUaQzUo2V4os4b+4eLXtiea3d5T2krPtV+R18HqxfKEFgpUyv/HL1mLOGTkfHhzsxsxM1vwIsVyRUF9C9PUlTCflV4dbSRADSrW9+f72z56bLC4Dq92V+0Yn7BQhAV3D+f722JjJlm4VI7CNF8QuJYsL++Paq1ggsLPTzh5fCr7Rfc4z7v3AJJs75lzD7lVOEjEf69SEig9shM1M44cfMgsFfrea2QsEe5194V4vtFTaY/voX+8kmxvfb66jaTfteu3q2eP14mOrulfDPvwIMHnoeLK4NiMF6nM82VzBtpBJTWPPvb9GasLjxaQKXI8yQ9Sp5/xuN26yOdrNFoBkNGT2okfqJItrFyahO3V1DOu7C7j3aNYsFCyULK5dUqVkcwzBj6KIjevXYtum9QjXSxbXLszJcehB2N2rEVp7orNQZpLFJeAbpWRzpn9ju2WyuNU7/Ovn7AKsnLOX3ETOmCerUHT5dSErFggq6jGI+YZvi+V17M3393KaMzJHUy5XMD9CLEck1JcQQYn0eh1vkHYDw2Rz91Ggz8J2JkG+CYI6Vn0WlLX2kld7nH3DhEjasB//DQLDhIrmYUVa2Bfa6l7yvnUAQ/mDsGeFnLDb1LjvAq9sM5Y0gsQ8Ii8Ie/Sgrz8FWL0FgVHM48Ff3mSEehCw56ZYjxu3aDC3Ir34mwZ8FJJV8NFu3bEwDk4FM0k3mS+iSVx8/ikIDD5KcuAS5/GDQcDxkAsC3Ivupdd+PkzS1mxg/Y1ZICgWYAc4Fgc6r1kku4s1ZxRiOSOhLoQQQgghhBABER7chOLirN+IEqGBTeh0JNSFEEIIIYQQIgAYeRC79ErVdQdgc8tdByOhLoQQQgghhBABbRPI3voVFPlUGbFohPrWInbBFR19BSTUhRBCCCGEECIgCnvuhM2n1IhFw16zHehwoR5QphAhhBBCCCGEEEI0goS6EEIIIYQQQgjRQUioCyGEEEIIIYQQHYSEuhBCCCGEEEII0UFIqAshhBBCCCGEEB2EhLoQQgghhBBCCNFBSKgLIYQQQgghhBAdhIS6EEIIIYQQQgjRQUioCyGEEEIIIYQQHYSEuhBCCCGEEEII0UEsulB//PHH8Zd/+Zf43d/9XZxxxhl4wQteMOcz+Xwe//Iv/4LLLrsM5557Lp75zGfife97HyYmJhqycd1115nvnn322eb4119//ZzP5HI5fOQjH8HFF19sbLzqVa/Czp07PSmjEEIIIYQQQgixZIT6ww8/jJ/85CfYtm0bTjzxxJqf+cQnPoGPfexjeNGLXoRPf/rTeN3rXodvfOMbeOc737ng8b/3ve/h6quvxrOf/Wx85jOfwYUXXoirrroKN99886zPffCDH8SXv/xlvOUtb8EnP/lJRCIRvOY1r8HRo0c9K6voQEIR5ycorEW/5ZYddmocSI0BhWxwRjPTsPlj28HYi8SAwc1AOBqMPbsIJPqASDwYc6xHXsf0pGM7CKIJYGCL8zsAuOA8OpPFdM4OpN3QBm0dTdnIF4Npp+GQhXA4DMuyArFXtG0cmSliMhtMnZJCoYD7H9uHqZl0IPZghc29wX4usP6mawAI6BoSu5B3ypfPBGYzyPIJIUSrWHZgPX9tisUiQiFHvFBQ33vvvfjOd74z6zMU2U94whPwd3/3d+XXKLo/+tGP4rbbbkNXV1fd419++eU45ZRTjNB3odCfnJzEf//3f5u/Dx8+jGc84xl497vfjT/4gz8wr01NTeHSSy/Fy172Mrz97W9vuXyFQhEjI9Pwgp6eOJLJmBms/Z4IuTbc5hHExKuyKQZtj+LA4iTBN5FgwY7EYIWji1Kn7rVcTu3GLuRg77sLOHg/3CtpxXscgenjgkjZFv9H4dw1CCsS9dUebZk6Zfsc2QNMHvHJmG0WPOwc74XStczOOCLap3uDCx4Y3g3kZpy6tcKwuvr9E9BsGz1D5rqVmTgIjB/0pYy8bocOHcLd99yDbMYRItEQMBjnb3/uDwrzsSyQKTh/08zaJDAQ8++e7EnG0NflXDPaoKDl4oRfHJku4Gf7chhNO9csbDl1Go/41+fEQs61YxXy56TN63HSlvUIl+YwnsO+ZfVWIBR1dGW0C+hfD8uvBbR4D6wTngprcFMwfThtZKaAdEV0ZDQJJPthhcL+GLVCsFl/FWPEchoXK20u17G/0maxaGN0dGbBRaxIJITBwW6Mjk4jn6/fzw8N9SIoUv9zNWyOfWLRsNZsR/KlH1qwXfhFI+1t0d17rkifDw72vb2zC9PX12duzPluzr1792LXrl1zwun59913342RkRHzN73rnFQ8//nPL3+mp6fHhNjT298pTE1lMD6eWrDcfglmv2y65aEt98fPMlaXz5SRgzcnCOGY9wZDEdixrrLn3q3TIMtY6/WlbNMe3Qv7zm8YkW7suWI2MwV74hCQS3lvs+LfVsViAUWzPUNvV9Ffm6V2aq3ZAWw8E2Cb8pJiwYkSoEivvIa8L/rWAbFuT83ZtHdsj7PQUrpexqJdAKZHYE+PmHPylHgvsOZERwBV9Dfo2wBsPNtZ5PGQmZkZ/OrWW/Gb3/ymLNJJrggcSQHjWdt4hb2C99pkzsbh1HGRTuhQPzQD7J7k697ej9FIGGsHeoxIL9cnu71wGLFYrKExvhmyBRs378vgW49kMFYS6YTFGk4DIykbBY8jCKj9uyNANHzcEcvL9vDeQ/jxbfdjeKyxbXiNG4zBWncyQmtPPC7SaTM3Awzvgj151Nv+hqJ109mwzn8xMLAhmD6cC+OTh2eLdFPGFDBxGHbW+4glm+M7+032oxVt1bwX4HxDY3/7dcqfVCprHGGL7G8UwlcCjPltnd///d/Hv/7rvxrhzP3jFN+f+9zn8OIXvxjd3ccnj9xXvn//fvzoRz8yf/Nz5IQTTph1PIbY88bm+6tWrcKjjz6KNWvWYGBgYM7nvv3tb8/y+i822WweIyN5dHXRux71dOWy3kpo9WDmpT33WLVsuufjtc1KG9X/tukhDUcc73q7IqG0cm88A1VlqBbrXq4+z1fGygnCUmw3RkjuvhWgUK8QzGWbxlYRmD4GO5KAxRBOD7Y21BLps/5Nr1B2BnbXAKxY0j97bh1SNG88C+CixOi+9jzBvH65DOzS1oE5dcp2A8vUpVlwMtsMcm2Ys4GZUeDY40DR8bjSQtme+49c2iwaWMm+0uS6jfbDNtC3AVaixxS3+lCmjOEorHWnOgsEo3vaKiPHjMcee8zkOZlvEjmVA1J5erptJNr0BFPAjmbpTa//mXQB2DUBrE7YWJOgp711m2Z9oyuB7oRx09e+Fy0L0WjUeL3y+VxbE2ozZo8V8Iv9WWRLXXOto6UKQHoG6I/b6Iq018/xm/EwEJln+E9lsrjl3kewcWgQZ+7YjHisnegaC+hfB2tgY/lOqDz98j+nh4H0OGy26XibC2i9a2Gd+DQg2RdMH14sOn1ILlW/D2ePMzMGhEt9artbfrhYXhGFUGssXg7zm2ob1f9eymN/5bHy+QImJzMmYlWI5c6SEOp/9md/Zrzqr33ta8sdw3Oe8xy8973vnfd74+PjZe97Jf39/bPeZ1K6ao+9+zkmmaNXhB72VmHIjddkMjnTWXV1xRAOO8dvtTOcb0CpxMvOvpEwd786+4XKaE4tmjT75oxgrzkdXIBwzBH9C9j0o04bvYbt1mkz7abdBQIjvg89CHvv7VRBznHq2XP/kU/DnjgMi15ShsS3YrfieFYD52jRE5xNmD2erYZuzgqtX+g69q0HulcDxx4DOLFtypBthLKd5V5be3577j/Yphk2bsJVJ5u+N4wXjQKd+1EXKmNpwm4+m52BlRwAWtli0LUK6B2qKXxm2XPfYEh8st9ZAJlqfovB6Ogo7rzzLkxNsX4Whp7gYxkgkbdNaDr3eTcDPfLjWWCmiSjzY2l684ENXTZ6os3fF8lYFP09CSP057333d8hR7Azco0/zTKRKeLmfTkcmGrsu2xbYxlgOg8MxmxEGRffJAxxZ6j7gjd+iYPDozgyMo7Td2zG1nWrm+/nGHa+ZrvJC9HIdxnNY43ugc3+rXcdrHCk+bwX256E0LpTnL6roXHD/bs5U853uSCYckS6OxbUs+d+p5CFxYglRsIkepuvU7MAF3fqZoHxzkvxHPT8pnJsDaKMizlnnJ7OGIcVD9XM3NqdJ7u/OwFTHf7vEBDz4DbJTmoXS1Kof+lLX8K///u/mz3sZ555pvFUcM/5e97znln71r/4xS/W/H5151Cr06jVgXgRThMKWWZfTCfTSIdb6/Ne2AzKXjPHKtcHhRY9efQ0Nupd43fMyv38A2Yr5+XlMby010ydtoI9NQx71y8dL2wz5+d823iekJ12BBsnp00fo7GxtNITjPHDsOkJjnc3XfZmPj3HE0wR3EhSPS52cNJcLDRtj9hc+OC9wcWBfLqxhZaJw8Do/rK4b6ZOLd5/U0dNfXLC3lAOAu5x79vohBE3e28wgdfqbbB71jiLIA1speCi7gMPPGCeZNJKe6e3myHrfTHbhFkvdAwT+lkAxhn807Q1x/O+dwrojdpY19XYfnnuxR7oSSIRiyy40FKJ+ZzlJJrjDxfeGXWwEAxhv+doHrcfpjceTZMrOFsMeqI2emONRRCwGhIMcW9SkPL88oUi7nlkD/YePoZzTtqKvu4GomtCYViDm2H1DjUlnsqfYug4t/z0rgWSA419f+hEWDsuKCentBrM6dFqN262CM00n/CzbC4z6eSwYPkazV1houNix/uQZsb+NsfHpTD2txVpsohzxu7uuPlplb6+9iPevCIS5nzRp1wMojF4DTqsXSw5oU7vBMX4O97xDvzhH/6hee3JT36yCVl/05veZF6jeK9Fpeecoe0u7mPdXE87f9d61BtfoxdgvmR1C8GQv4mJGfgNVxZ7e52G1shgX5n4w28vbiufXegYjRynbXvlcHjO8KKwKEjqhhgzWZyzcr/U6rTyWI3Wabs2GzlvO5+Fve9O4NBOJ/S6ZWu8bHnjHbViPSbEcz6h14hHe0F7PGMmYGOofjeTzcUWThbXos2anmCGxNdVE9lyduVWy2j6DiZ961kNO5sqJZur7e2001MlsZv2JvFcNlVKNldnYOW1LYkW91xbhosRG8509tKO7a95/7MtHzhwAPfce68R6+5rrcBvud5xhsPH6niCq5PFtcMk10DGmWzONsnY6tVXTzKOvi5nERJttFUTsFTyrs+XbO7QFJPFZTGeaX/BvLzFID7/FgOGudOT3i7jUzP46R0P4MTN63DKlg31vTXdq2Gt2uIs8LYVFVeExXs+NeaEw9cTs4k+WCdeBKt/vQfjlPN7vkOY+4CRN5nJlvu38rG4qMgtTQslm7PCpWRxzS2WtzO+LuX5VKPnvVhl5Bx6ZibTdqIv3oMUYxMTqXlD5oN0rOULBdh5j/OwiKawCgUjhBdqF37RSHvreKHOhHDZbBann376rNfdv/fs2VNXqLt707kXvfLRb9yTzk7CfZ/vHTt2DGNjY7P2qfNzO3bsaHt/epCZBCcn0yYcnqdcryP0Mrt6I6FUXorJRkK3Gw3LasYmS2AmCAw3rPYKMJN7RRI6r1bj56s3L69h9XEXajee1WmddmNeH9kD+7FfAWVB2d5kvRxKmZ0ynhkTRs3rWWm3SQ96Q/aKeVhM/ERPsNkDGmpoL3rr7TQErNrqhKcP73IiCVz4CCSKZU7q27Rl7Ln/oCiIxkueveP2uHXECR8/2vZCy9wcBKOwIyXBXjlhZxgwE99xEcHL/qZ3nRORMcKw/eNbDKanp01i0uHhYXgJk80dTQM9kdmeYN4bFJ0TrW+frwnbIb35FP8bu2aL2VgkjIHeLkRC7Qsf4h7BJJsLheZ419N5G786kMXDo81FezS0xSBNb7mNgfjsLQYsLkW6Vwbdvu3RfYex/8gIzj5pK9atchwHjsG4CXO3Er1tC9hZ/U0uDevYY7C5HaZnzfH+hvfD5rOBTeeUP9z+OOWWs7Z4M0kpGQVVWsDzqowmuoX5K7goGeuaPXaYxfLogmHufsxv3M+3a6/ymH7PbxoNv1+sOePMTNb8eAnF2GJk966FeZCL8uAt8kVAx7WLajo3KL/Exo1MqgLcd999s17nY9zIpk2b6n53y5YtRox/97vfnfU6H/92zjnnGK88ufjii40Yv/7662dNwJiU7pJLLsFSgvvWmQWT2TCrM4tWilu/wsmr7dX6zFK0Wa4zinIm8mJyqlKmeFekB11GP66jO4guVruh99XeeSPsh38C24RUezuKGYsUejPMKj5sxKt5qfozXtojFLAMh8+WntpQsTDgqT33GjGhHTPDr9rmTKRpl49Z80ikz7UZAhL9xpNtM3HT1DFg/z1OuLoHCy2z7FXlIAA99rwfB7fCGthk/u3LvcgtBmtPBoZORtGK4KGHHsJNN91kFnn9YirvCOhU3jbZ2vlvr0V6JfTQPzYJHJ5xrhfD3IcGehAJO1myvcQcrZRsLhp1+tCHR/L4750pPDLqiDs/5rBmi8EMMJV1ZskMc0+YrQb+bBdNZ/P49f2P4jcP7EI6mzOJ4qxNZzl5M/zqb6aPAUcfNU/BQN96WOe/CNh8LqwQr2PI3z6cT3PgNpzpYdh1omzaxcldMeYsAjKs3jxZpTQu+zD2r5T5TafMGXO5gnlcltciXYilyKJ71FOpVPkRaMzYzueXf+973zN/X3DBBSZk/bnPfa7Zk86V97POOst4yD/+8Y/j/PPPN3+7vPrVrzYhiDfccEP5tbe85S246qqrsHXrVlx00UW48cYb8fOf/xyf/exny59Zt24drrjiCnz4wx9GJBIxiwPMKu8ecykyPZ1FOs3H2iUQ5TNlfBpQ6q0GV9rxy+acFfwAnt9ZXg2mFzEge5X4lSG22mZ16G4QZSxS3N13vVNGjyews+y5/6C33i7Atr3xvjYUnkpvUCks1U+L5Xuxe5XZOmAiQXy059qkSMf4IRPq7oWncF57pd/GztCJbYVkN1WniV7c/MtbMH70IIKATxobOf5kt0CYzFs4e7DXeNERwL3IZHM3789h57CPqxAVsM1ki0A3t2j7fus7fenhkXGc9tRnAf3OowF9t1rMI7RqC0JnXbZgsjjP7g0ufDL5Wyk5pd/txiTUYz6J0ngcyNhf43W/7K2Usf94WD2jQlPIZJrIjCnEMmfRhTq9EW9961tnveb+/YUvfAFPecpT8IEPfACf+tSn8N///d+45pprjHhn1nd+rjIsneFz1RllL7/8cqTTaVx77bXmEW/btm3DP/7jPxoveiVMVMe96P/0T/+EyclJ8xi4z3/+8xgaYrbgpQlDOcbGZjA42IVIJBgxQrwMO2/UXhCDWKW9skBYAXUamE16uX3w+Na1x/8x2VBQ5eP/So8ICqqMJkw0AJE+q91MOWHggdk0zz4Prp3yvghKpC8W3dEQogFmweWV2z8R7F5NetJNuwnIXjgSQd+AE8UXBEYor95R6scDupbmcYvzP0HCSyw3j0RAY2M9Z0QQNoO2txg26UXnnnQhRAcJ9c2bN+PBBx+c9zN8NBqTyfFnPuplfefz1vkzH7FYDG9/+9vNz3JDHZ8QtfHb6yuEaBDdiEKsaFbafu3w4CYU1e8tKiFul+twFl2oCyGEEEIIIcRKgFEZsUuvXOzTEHDyanSyQ1NCXQghhBBCCCECCvfP3voVFCeOqL4XiVDfWsQuuALjExkJdSGEEEIIIYQQQGHPnbCHd6sqFgl7zXbggitqJonsJDr+8WxCCCGEEEIIIcRKQkJdCCGEEEIIIYToICTUhRBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1IUQQgghhBBCiA5CQl0IIYQQQgghhOggJNSFEEIIIYQQQogOQkJdCCGEEEIIIYToICTUhRBCCCGEEEKIDkJCXQghhBBCCCGE6CAk1IUQQgghhBBCiA5CQl0IIYQQQgghhOggJNSXOYlEFNFoGLZtB2bTtRWkTcuyFqWMQdtbLLuB2ApHETQWbARao8VikNaAUMT8CrSM5jpagZmzCzlz/wdJOBJ8Ww2SXLHU3wRoMx62Amw1gFPE4EpYLBZRKOSD7VNzaXbigdlz7/tA+xu7oLHf6yq17UWp0+7uGALuyoXoeCTUlynhcAgDA13o7U3Met3vzrf6+EHYq7Th9wBTeWx3cWC512lQNjG4BdbWJwIWuyV/R2ubx6edaBJWOOarLWOvVH32zAgwMxZMu+H/4t3AprNhBbAIYpd+rJOfDgxuOn4OftqzbRSGdyP90M9hF/OwfV4IMce3bWw54RSEApxQdkeA3gDXBqazRdx7aBr5QnAT9uedtR6bVvUgKHJFIBzQNaQZyy7i8L2/AHLpYO59Lg48cAPsA/c6r9k+3xssE/uZ5AC45OJ3qykfPzP9/7P3JuCyVOW5/1s99+49T2eeGQ7jQQKHQQQFHBC9cZYMBq8ak4jig2IuuXjv/8Z4lSRO4HW6ggkOCUZyMUqARMFgwCAGGUQGmc4873nouev/fKu6etfu3UNVd1V1797vTw977+7q+mqtXrXWetf3ra8WX4NX9lbI2G/nNa9simNpcLAb0aixwEwIAXg3dCCJRBTx+MKsrtzbJB2j2x4os7O1ntfq5XbbpvV85T/NAdSrMpbbtA7Ybpexkj3re358j9b3vLSnaUFg7SnA0CboLz4ETB0whJ+b9sxJc2IQWHMStHDcuIa5cWDmqPKvuz13N8qoA5kUtEIOyMwDyUmgby30UMT9Oi3+LJ21bzX07iHg8PPA5D5P6lQRCBn1GooYQv3I88Bz9wPZtOuSXdWpXkDy2D5kJg+r19J7nkD89NchMrrFs/7m2J5n8fwD/4z03DQSQSBTANIe6p+QBqzuAnoiRlnmczoOzhl2vebQTBbH5qZx/HAM6/qiarHJC2+XFooi3DuMkXAU7xhdhaf3jeO+X+9FJpv3ROzJAsuGBDASN/qdvA6k8lA/vWLVQDdO3TCMWCQH/aWHgMFNwPBmdSd6c/9rxiKk/P3ED5Hf9wQCp10Ovavf2zFD/kUT0MMxaMkpIJt0vb8x0UIx1bdJ+ym/Hj/H/lbMb6x/u2mzHeaM0oJ7e+PIZHKYnU0h7+WNScgyQNP9jqVdYeTzBYyPL6z4ekUoFMDAQEKF1xmip3an6lZnb3bg9TpyNwcXO+eye11O7NmxWe8Ypzbt2HPDpt1r96vdKDsTe6C/9HPlgXIN8Z6v3g70jC6djOSywNRBIDPnyuSyVFf5DJATsVoBEbY9I65M2K0debUz6fOTwIGnVBndQpY2tHgvEO1eouT0bBr6i/8BHHjSOK5J6WWKxczMBJJHdxnfWRnhtSeh67TXQIvEoKnojOYQT2Rmfha/+fcfYmz3sxVDqJMeCL3BqCEmAxUmzWMp4JhENcMf+mJBnLyqC13hgHsTdk1DqHsQwXjvknMmMzn89Kl9eHLvmKvbmgaiwMZuIFLmSpfTZ4uC3U1ikRBO3zSC0b7E0jdFSK/ZDq1rwJVFkNICnfRxIl7LTxgIQtt6HrTjLjD6m0Bz94adMVbuf8xPqPB0N1D9stzT3SNAvK/mgrJbY/9Kmd+0y9hfbm9+PqP+uTVHnpiYQy5XfaVzZKQHfpG8/Trox3b5Zo8sRhvejPjbbqjbJrzETnujUO8AoR4IaCrEPRIJOeq4m+3sG+m4m+nsGxGmzQ4uTj+/HOvU6fU2u0Dg5Hpl/7G+9zHg0NMNC72S6B7YAIwcBy0Yqn1t6Rlg6hBQaGxyaWx9NTy+WjapftZErqd3NbRYT+PtpvjTzidVCOzYHuDoC4a9Zuo0HAO6+kt74aseP3UI+rP3GZELDaIiV/JZzB/ehdzcZM1jxcsWO+mViG5+mbGU0IBgV4ueAPb96j+w6z9/gnyu+mRRvu5cUeg1KyljQWBNFxATd3oNMnkdh+aBuRx8Qa5m00AUW4dkO5XWVOh/IJpAuGeo5r0o7Bubxb8+vhsTc80t1kUCwOYeoC9aT4wY36GI9kYxfILAcasHcPyaAbUNrSa9q6CtOsGISGnw3lc2tSA0uR8DwdofSAxCO/X1CEjkkg/jVKlPTc00vABa+ly0B+gdhVanv3F6jW58fqWM/a0oY6GgY2YmhWy28QUfCnVSDoU68UWoS4i7hLr7PSCZ+C0Om1nN9dNeKwZ5v+u00XbTUPlmx6C/+DPlnbE72VuY3HUDa04xvL527YlInzlqeIOcXKdZRvGgiyfdCTIJ7VtteL7s1qlFGDitVT2TBA49A8wec/R5VUIRBSLQI3Fn+7v3PW6E/spigU0vqVmn6YlDSI3tr7/wYSHYvxZdZ7wewZ5hx/fi9NH9ePbfvo+5cSO03t5nGxd6cnWruoD+iLN7aiYLJdj9ihCNhwLYvqoLQ10h5+0uEFJh7sFol+2P5AsF/OcLh/GzZw+W8hI4QRY91iRkP7r9KxXnSqpgJpxzRn8ihh2bR9ATXxySXRMRnqPbEOhf56wPt4aBy/5wB2XU1p4K7eTXAOGo7YWsZsYpWWST/BzSLzbSbtRipuTcaONxqlF7K2Hsd6OMqVQWs7PphiJsKNRJORTqxFOhLp2OeNHN1fpODvFy017dUD0XQ8rM8wkrvU5NmltoKQCHnoW+95fF7OnVB2vlfRdbo8cDA+sbDoHWxSM+eVCFrteaXJqhqyoDuQrVb1A1yXVKKHzXQP3v0fxIY5aMc8iFy4LEwafrLiyU7MnChyx6NFqnqWnov7kfGNtdu06L7+VSc5g/9CIKsrDQCJqG6NazEd9+kbrmWiG/4kUv5LN48aF/xYGn/9P2YkKzQk8SxYlIDzfops4XdByRptp8hKhtRrvD2D4aV9ds574OdvUj1C17pBtrN5Nzafz4V3uw++i07QR8W3plYaFRMWI/B4FYCAYCOHnDEDYMLw3lt42Ec68+SS2A1bv31QKdeOHFi97oFg/ZS37ixQhsfJlaSKt1b7i1WC771lWOjjr3VqlvSAwZUQBNbGNZKWO/nfD15b4tQKWUmUsr0e4ECnVSDoU68USoS1/X1bWQLM61/YJ1OlU3O1s7nb3bg2a5zXYpoxf2qp3bLcFs116t15uylZk39q5P7F0i9Ep/yx7G1duNSWyz9qQM4lmfPlIx2ZxRRt0Q6JIszg3EQ9a/xthrWv49Fn+6+Q3q+ZwKhcf4niVbDEqiIBhW+2lVsrhm7UmdHXsR+rOSbE4EuF45WdzRvchMHYEbSERF1+mvRWTVcRXuRcntEcCR53+F5392NzLJ2abt2RF6oYDh8e0Ou/NtJnM6DsxLWDx8QdaJjxuKY32ftAkR7EuPkXtQvOgBl9rNbw5O4N5f7UUqk6u4HCZrHbIPfTjmTr9jJwfBusEeJdKjYTfy82rA4EZow1vUgL+kT1WHaNBCcWPbjBsMrFfJ5kQU+9KHy0KriPUKyeYWttXEDS+6C+2mHcf+Tprf+G1PzpnN5jAzk1ZzbDtQqJNyKNSJ60I9EgkqL7p0Ul6IOyvlos6LAaWSPdOW+buX9qy2vLZn2iynk8vodbvRJ/YZicqU0Csiwnb1SdBUgjaX7Uno5tRhtd+ytA+9XrK4ZhFh3DNaDGk1hFCj+zztoCengQO/BtKzFhGkQevqAyIJ19N+67mMsegiIfFSKiWYNWSmx5A8useoc5cJrz5BCXYt2qXEuYj09Ow0nv3pDzCx73nX7VUTerLVW8RkebK4ZpF7bjwNHJX0CPCH3qiRbC4RsSSbk2RxPUMIxnpc7wPS2Tz+/en9eHz3UeOeKBZ0KAps6Gk8MsFpDoJ4JKzC3Id77YfyO/J2r9oOrXvQKJ9WJ1lcs0i0yZZzjMcrive6OM/wtA+XflMWQYv5QFQxVVTRKBBrIjLBwbjI+Y179WriZ50mkxnMzdUPJaJQJ+VQqBPXhfrQULcam70WWyZ+COZW43cZvR682sGun3VqJJt71HgUWP86YGQbtHrJlJq1mZoBxvdC1/OGF93j5xOr/ZkSvu9gP3jT39/4HlWneihq7EX3uk5njiD/n7eraInkkd3IzU95ak+y/4dPuADRjafjwK8fxu5f3o+CRBV4hCn05NndYfGiJ4Coxw/xzhZ07J3x9vFxVqQ0GweiOH4kgUAkrrzoXt+LByfmcOd/Pqce5bZJ8owVH2Pn5fdY0AKqTreM9uE4SRbXZPb0usgTKtadauSFsJMsrlnifQicfUVF77pn/U161vgn22qkvF6XcYWM/a0oo5/2TCYn5+smmmtHoZ6594soTO73zR6BWg00l5QCA+sQveRDbZ/1nc9RX0b4KdINe+49Fqed8btO/cbvCYKf7UaTBEobXmZkdPcJlZ29kDMyuvuBhNMnJ41nE/vwParvb3Cjet67X61G6xlFSgsjs/tJ7xc+hHwGk4//CM/f98++9d0S3b6+W1Ph7n4gXuX+qI7DPjVTueP3TWVx2inyfHB/WDOQwAVb+nB0TJ4CoPvyPQ51R3H6tnXwjZkjQCDs20IdklPQ9z0B7QTJ6eC9YFZ9WkwSaa7x3FYr5zetcnh06ti/3JF6ilzyoVZfxopHL+TVUwXaGQp1QgghhBBCCPEBtcXr4dtQmHYnBwupT6B3FJGdV2B6OlnKbSAinUKdEEIIIYQQQogiv+cx6Md2sTZ8Qh/eDOy8Qon0VoW6N4JPQXiEEEIIIYQQQgixA4U6IYQQQgghhBDSRlCoE0IIIYQQQgghbQSFOiGEEEIIIYQQ0kZQqBNCCCGEEEIIIW0EhTohhBBCCCGEENJGUKgTQgghhBBCCCFtBIU6IYQQQgghhBDSRlCoE0IIIYQQQgghbQSFOiGEEEIIIYQQ0kZQqBNCCCGEEEIIIW0EhTohhBBCCCGEENJGUKgTQgghhBBCCCFtBIU6IZ2MXgByaSCfA3QdHVvGUBTQfOzOelcZ/3xA13XoE/ugP/fv0FMz/thMTkE/9Az06SPKvuf28jnkx/cb36VPhCMRHLduBN3xqC/2QsEAhoYG0dvb64s9+d4mUjqm0zryBX/u/VgQSI4fQjbpTzvN5gt4cE8SvzhcQNanMu6byeM7jxzG3sm0L/agBYH5Sejyz68+PBAy+pxcBr6RTQOFnH/2CCFkGRBq9QUQ+6RSWcTjETVYa5rmadVZbfhhz7QjiC2/ylhu12t7Ztk8tyc28lno+eJEq5CDrgWghWOeClrrRNLz71AEbK44uQuGjX/5rLEw4SGqiD2jxh/y89iLQHrOG1uZJHDoaWBuTFoM9AO/AraeB6w/A1rA/e9RL+SBPY8CL/1c1DMwsRdIDENfsx1aOA4vyB76Deb+7RYUpg4a16BK6h3SJqPdfeiLJ1QbXTPUi/3HprD70Jhngna0vxvb1o0osS6IWD9y5AgyGW+E0HxWxzOTOkwtOZ8DeiI6ukLe9DtyxvW9IWzsCyE9O4HM7ARC8R7EB1YhEArDC546OIOv/vsuHJpOK/tPjgOvXAds6fWm9aRyOh45quOF6RQ0pPBvL0zhNScO4L+cMoRoyKM+Nd6nFgT19DS09DQgC2i9q4x+3AsiXcCakwE5//Rh6DNHgcENqp/zsi9X40YhC62Qha4FoYWjnTNO+T32W2yW2+/EOWOhoCOXy3tui5BWoem+LdGuTPL5AsbH3ZvEh8NB9PTEEAhonnWE5YOJdZDxwmalwcvLAa1SeTqqjIU89GxKSR7rmc0bXQtGDFHrol1rN+J5napJXc4Q6WWizrgO3RPvjJxaimH+XLAHYOaIIWpF6LpiqwCM7QaOvWDYK317RRKD0LZfCq1vtSv2lM3JA9CfuReYn1j8Oop9zcg2YHAjNJcm0IXULOZ//l1knrnfmJQXvemmUPdCsIejccR6+lV5yu/FbC6P5/Ydxdi0e/11LBLGCRtG0d8dX1Qeo9nomJqawvj4uGue0oKuY/cMsGu6uAhZ9r7oyf4IEA66V7N90QCOH4wgVmkRQNMQ6x9FpHvAtT5gOpXFt36+D/c/N4aApqkyK1PF8m7pBS5aq6E77I49+W5emAZ+cURHrrC4TsVCXzyEd/3WKHas7YZrSB/dvwZapGtxuzF/7xoAuodduxfV/Te0BRjebPxZPG/JXqQL2shWdT2ej4vmJUmUVEA1KlftdfTYX6OMXtmrdH6/6nR+PqP+2SEUCmBgIIGJiTnk5EauwshID/wieft10I/t8s3eSkcb3oz4226o2wb8xE57o1BfZkLdJJGIKO+64FZHWK8zd7uzr9eZe9HZt6KM9ey5Vkarh7mGyDGntcorEwgurzrVC2oRQpOfVcpYqlMJ98+lXAn5N09RrQiGRygHjO0C5sabszU/CRz8NZCZr36MfH9SA+tOg7btfGNS26i9bAr68w8qm6XzViOSANaeAk08fY3a03VknvsZ5n/2bSNioEq4e2nCjuYJBIOI9QwgHInWaDfG9ytC/fl9R5HONr7QI+fZMDqAjaODypgIymp1kc/ncezYMczNNTdOSJi7eNGTNi5bPOs9kerXZQcR/Vv6w1jdHaq7qBIIR9E1tAbBSONRGVJX//bcGG59aC9S2TyqBT/Idcg6xHmrNZw21FwZJ9M6/uOwjqPJ6seYi3dnrOvG775sBINdzUQQaEqAo3uoeO4a1y4iVrzr0SYXCLoGS170qn24+f32rYbWvw5ak+NG/bG/WK8SBaYE+zIbp1o0v7Get9p7wnKeT8m5MpkcZmdTyOftj+0U6kSjUG+M3bt345ZbbsHjjz+O5557Dlu3bsWdd9655LhUKoUvf/nL+OEPf4ijR49idHQUb3nLW/DBD36wro077rgDX/va17B//35s2rQJV111FS677LJFx2SzWdx0003q2JmZGZx++um4/vrrsX379rYU6kIwGEBPTxThcKipzt7pgOFG5+vkHG519k7K1+wAWsnDbOf4huzV8DBX/YjpgVJhhhIOr7V3uykL5decfAeyz9LcAtCAWbuXW6qP5CQgq+QOQ/B1Cds//Bwwtb++YC6hiZsY2gmvBEaPd1S3qn4OPwv9N/cbdWTDXum6+tcDo8dBk8gMB+SnDmHu/r9B7uDTFh9oPZsGjd790a4eRBPGqrXddqo804fGsf/opK1vwUpfIq686LFIyJ69YtlEqItgz+WcLRBk8jqen9JxqPq6TkUCGtAbMfaVO70nVyWC2DoQRlBFJtj5hPFdi2c91j/iWOjtm0jiaw/sxrOHZx19bjgGXLxew2jcWflyBR2/GtfxpOw4sdVKjfoMBjS89bRhXHxcv4p6c4R4q/vWAkFn7QYi1CU03eG9qLz2q06A1rfG2VgXDKsJryZefa/H/uJPVTa5Xo/HKbfEs9/zG6f23JjftGLOKKcRgZ5OO19EpVAn2jIV6i3foy7i/P7778eOHTtQKBQqhgCKx+GP/uiPcOjQIVx99dVYt24dDhw4gIMHjT2Ntbjnnntw3XXX4f3vfz9e/vKX48c//jGuueYa9PT04IILLigd9+lPfxrf//731bFy/ptvvhnvfve71cLAyMgI2hFZBJicTCIWC6O7O+qLoDSPs+7vdiwOHHbYzYRvWT/jpHzWzzsdXBotY0N1avEwq/PYtVf6fB7IzBnJ2ByEGfrabqqE8tuxp2yFJNQ/ZITDS3ldFujl9hDrA9afDkzsB9S+69rTfFUn04eAQ89YoiHsykPdqJtf3wMc+DWw/WJb3m59fgL6M/cBk7Io4KTdFK9rch8wcxj66u1Az6r6E+B8FqnH/hnJX/6TJcLBXhlNOe9UsAfDEcR7BxAIBB3fiyJAt6wZwqrBXvxm72HMzNdfdJH951vXDmP1YK+j9mMe1tXVhQ0bNqhQeAmJr4e0m4PzwPOTOnINBI2IR1r2sEeDIth1hGwIy3hIw/FDERXu7mxrgnGBsnc9Oz+N+OBqtYe93veSyRXw/x47iO8/LveR80n+WBr4h+d1nD6k49xVGiI2Qv4PzBle9Lms8/os5HXc9thRPLhrGleetQqbB23sJZdFC/GMx/sc3osGenoWWnoOes8IEDe2ddSlfx0wekLJU+1oTC0uKOpiSwS79K92Pmfp822PGVab+ZzhXZe+3O61OhynltXY32idulRGpzabLaPkaJqbS3dsTlxC2jb0XcR5oJgUSUTyk08+ucSj/t3vfhef+cxncPfdd2N4eNjR+cVzfsIJJ+DGG28svfbe975Xec3/4R/+Qf19+PBhvOpVr1Ie9N/7vd9Tr83OzuKSSy7B29/+dlx77bVt6VG3Eg4H0N+fUL/bXTl2y0tt5zyNdO5urI43a8/JeXxdjW/Aw1zXrgozlHD4QHvUqaygq0WIfNP7lUvfjXiO63i664W5O7EJEdEq2VxlT6AuSegkWZwI52bLWNxLrm05B9h4ZkWvpS4LAbsfgb7rFyLxZQBowp65X1ZCZ0+qun81e+BpzN1/CwrTR22L81o2UaeeZH9trLsXEUkW13S7MaweHJvGSwcl2VzlVfhVgz3YtnZEeVTduDcy2SyOHjmCdLpyW52TZHETOqZczEXXEwYSKnXF0usXDb+hN6T+STtz6iyuRDCWQNfgmqrJ5p7YN4WvPrAbY7OZJluN0QZkD/0r12rY2lu5jMmcrvah75qxG+tRHQm3l+/x4uP78aZThxAPV4kg6Oo3ElJK39vMmGG2cxGyvaurJ5sT7/uak41FATdCruW6B9YbCw01zuWKR9Uso2TBr5NsrqPH/gaOXc7RBjKHnplJNe0BpUedaMvUo97yx7OZIr0Wt99+uxLcTkX63r178eKLL+INb3jDotfl7yeeeEJ5LoQHHnhAee0vv/zy0jHd3d24+OKLlbd/OVDKaTWTVFkwq62/GOFD7u0bKl+drWbTPLZZm07slR+/XGya9WT9rpZ4mDPzSqRrLon0Be/8vBEGXWbX1zo1FyHE01/0gGtu2ZMQSpmsSvRAGdbLcGNLnbIp+z7XngIMb1m0z1KX6KGjLwAv/oexJ92NMspUVr5DOefPv6OSw1lRj1uS11VG90JTIt16veKdx4s/g37sJSMJXpFCcgYzP/kaZn74aRRmjjUt0q02ld0K74djXegZWqV+lh/fkD3N+B4lM/zZJ23CSP/i/cDxaBg7jluHEzesUluR3Lo3IuGIiuySMc86RuYlsdlUAQ8f1jHtcsL4mSxwLGWE0lvpjwXwW2tiSqTLtbkh0oV8ag4zB15AenpsUR8wOZ/FF+57EZ+85zmMzWVdaDVGW5G9+3fv0XHnbqm7hbOK7d9M6rjjJSMRn3l8M8jWCTnHfc9P4r/ftQuP7JtZ3M+JoB7arMLOpV9oeswo/lTbn8Z3Q5eM7dbEliJqR44DtpwLxIzHA7rRVuV+18f3QN//pPLsL33fGMNcGftLJzXGv5aPU60Y+z2wV+m8rbZpln9uLoOJifm2EVWEtIKWh77XQx5f89RTTymP98c+9jH867/+K4LBoPr74x//OAYGFvZJvetd71L70O+77z71t4h0Qfa9W9m2bZvqBOT9wcFBvPDCC2pC1N/fv+Q4CX23ev0bXcnzGpkkCiqKdtoIh5d/zYaONxNK1UhYlhOblUKp3B6oK52rkj23y1exjPKz6GFW77ttr/hTeenzWeMROfI8XT/rVARsznkovxObylYkbiSbyyY9EelWe4ruEcPzLJPow78BDj5Vsq159Bx0/PJ26JIkauOZwO7/VKH1xh5zdzEWCAAcfR6YOoDC6pOQ3fsrzP3H3xnbDdQFuTfRMq/fWo5AMIR4zwBCkYgn2eLlewyHgjhp02qsHpzH8/uPYtVAD9aPLow/bto0mo2mHuMmi8ayd33PsRnlRU95+CQimQ+PpSTEXcdQDDhuMIrRRNDDR+bpSE0eQWZuCtGB1bj/pTl86+d7kckXnwDgQcDfnhngO7/Rcc4qYGOPjp8fNsrsBWpPbTqPr/zsIE5dncC7zlqFoVVrgISRLM71dmP+InkyUjPqUW5qQUD6gVDU/XG4+FOXvuzAU8aj48TDLrlPim3Yg6GxbJwykqK2YuzvtPlN+XymVXNGedyaZHMXp5Nb82dzjmz+bAdUsT26P8hSSv6aNmoDHSHUJycnVXKdr3/96zjnnHPwpS99SSWT+6u/+it85CMfwd/8zd9U/ay5z08mO1b6+voWvT89Pa32rJcjx0mSufn5eTVZagRJKCOPhPCL3t7qWXW9EJO1zu/VIFbr/K0qo9f21H8zcxVFius21X9lw2VBxdz4VqfiAcomPS9jyZ54uIuPBfO4iMbES+ylpoE9j3hrzBTPgiwIyL9ibdrf+94gmSTmf/x/kDn0PPxC9qIn+iXaynKveIB5XnnU2lknbjRe8+HekIz1x3JRPHZsGn4h8/Oz18ZL+9a9nksWshnc9ONn8fAh75+HLHeABA38/LCunr3uddnMO+6ZI/PIDW6RR7Z43m4Mw3kVkh7YeKY7Ye41KJ15bgIQoV5c2vHKpEXmGYuAujvRLDVtcn7jW51KguS+vpDvc2S/CQ9tgB5s/okGxB5a/9q2awMdIdTNFT0R25KVPRIxEpckEgl86EMfUiHskqFd+Na3vmWrM6i0Slipk3djNV9WBKenHabjbQBZIZLGJ9502dNjRZ67Hgp1dmfg9USk5TZd9EjaNikhmb4a9LeMhtei4Ku9gjyrXMIbfU8N4pc9HTm1F90/gsU9zn7din73M2LtyEyq6X3TTuiOBFx91np9jJB+P5Hi+XkXSkTG6gEXn7VuA61nlb/jVCTW9KPbGhqnOnnsX0FMTs55liyu1hzZil+ONWlDwVde5YstgkXbDrUmIqQbQbYhTU1LIkS9ofbW9kLd9IafeeaZJZEunHvuuaWs8aZQL8fqObfubxcPuvXc8tN8zYq8Fg6HVTbeZvBzf410QOX2ZLGAENIu+Cm5SMcgwoApjwkhHUouV31vvpdz5FYgCz2Zh29DYfpIqy9lZZGeM7YG+kRgYB2il3xItetG213bC/V4PK6S6lSj1t5xc2+67EWX/eYmsiddbhLzfXlvbGxMhdlb96nLcVu2bGlqfzohhBBCCCGEmOT3PAb92C5WSAdTcOEcy0KBvvKVr8QjjzyiEsuZ/OxnP1M/t2/fXvVz8kxaEeN33XXXotfl8W/ihZdEcoI8T13EuDz+zWRubk4lpbvooos8KBEhhBBCCCGEENKmHvVkMll6BJpkbJfnl99zzz3q7507dyoxLc89/8EPfoCrrroKv//7v48jR47gs5/9LC699FKcdNJJpXNdeeWVOHDgAH70ox+VXrv66qtxzTXXYOPGjTj//PNx77334sEHH8TNN99cOmbVqlW44oor1LPaQ6EQ1q5di2984xulcxJCCCGEEEIIIStGqEvI+Yc//OFFr5l/f/Ob31SZ3iX0/W//9m9xww03qARyEg7/2te+Fn/6p3+66HPyGDV5HroVef56KpXCV7/6Vdxyyy3YtGkTPv/5zysvupXrrrtO7UX/whe+gJmZGezYsQO33norRkZGPCs7IYQQQgghhBDSdkJ9/fr1ePbZZ+sed+qpp+Lb3/52zWOqZX1/85vfrP7VQhLVXXvtteofIYQQQgghhBDSKpbFHnVCCCGEEEIIIWSlQKFOCCGEEEIIIYS0ERTqhBBCCCGEEEJIG0GhTgghhBBCCCGEtBEU6oQQQgghhBBCSBtBoU4IIYQQQgghhLQRFOqEEEIIIYQQQkgbQaFOCCGEEEIIIYS0ERTqhBBCCCGEEEJIG0GhvgLQtFZfASGEkObQWYGEEELICoJCvcOJx8MIhYLQdf8meaYtP21qmtaSMvpmr+ynP0Z1f+u0ZFbv2HaKcBxaK+rUN4uAFo76ujqYLxSM+7+D6zQWCvpqMJMv3hv+mUR3WEPA50VlP81l8wVksnl/+/Bcyk9r0PM5//tUv8cpv8f+FoxTeovqtLs7qvpyQsgCFOodSigUwMBAFxKJxR2fl51vpc7d687eb5vWc5uLA36UEVoACMfU1NLr4VMv/tP0/OJr8Mqeee58DnpqVln3pU71AvT5SSCb8q+Ma04GhjYbr/kgE7RoN7B5J7RIl+eyxGw33ae/DqHR48wr8NSecGRyDr/cdRT5fAEFr9uNuu8DQN9qaOH4ouvwyp5w5uYhnLyuX/3uxzw2ldfx0kQa+YLci/C+3eg6/vCUELYPGIXzY6q+ugvYOaohqHlvLxAIIByJ4pn5RPFe9Bazb9FnjgEFY3HAD9ml5bMoSJ/qRx9u3o8Fn8epQl6V07exv8bfXtvz22Y0GsLgYAKxWNhTm4QsJ0KtvgDiPrIqaXZ0pkgvF+tur1qana31vFYvt9s2refzu4zlNr0so9UWtBC0SBDIZ6Dns8ZL7jomDBGgBaCFokAguOj8ntWpTHhmjgBJmeABSM8A8T4g0uVZu9HnxoHxPUCxHvWuAaBntCjEPCijfGfHXoKWnAJGj4PeuwrawV8DqRnDppv2oBnn23QmNBHpwTD0jWdCf+nnwN7HoIswcXHyVbr+YARa14Cy13PO25A59Bzmn7gHemrOdZlQkCot6Hj8SAYvTspEPYVnDs7i/ONHsHm4e6Etu1xGLTEIDG406rR/PTBzGNrEfuh6wXWxZ62xaCiA848bwfGrevDTZ49gfC4Nr1jTBaxJaNALOvZOpjEYD6E3FlQV6m47NepULxSQy+XQH9HxJ6cG8NgxHf/wXAGzWffFpdiLBoE3bNZw5oim7vWzRnXcs0fHi9PuCxItEFDlO/fss3DFW38bPd3SNgvAxD7ox140Ol0PJLQW64F24sXQBtYvFbYu2yqds3sY6B4yFrLSc0AoCj24eB7iKmqciskqiD/jlJBNQSsYUQNKrMs4GQz5Or+pNNdyy6ZJ+bn9nDNKi+rpiak57MxMSi3AErKS0XS/43hWGNLJjI/LRNUPD3oChWIYaL1O1a3OviR86nTkbg4uds5l97rcsufkODv26l67eElyaWjiFXZBlJidgCHQQ1VP6HoZU9OAiHSLV6SEXEtXP6AF3Ws3SjDvAkQwlyPl7h2FFu9ztd1g6iAwuV958Je8P7EPOPJcUejp7kyYZRFg+6XQuoeWHjNzFPoz96o6d2vSrhYG1MJKYkm70XMZJJ/9d6Rf+IXxXlkdOLZVbOu7p3J47HAG6QrNZuNQAhccP4quiDvtRhGKqEgIVc7ya8plgLHdaqHJjTot3YtV3peogaf2T+Lhl8bU726N4N1hYFOPhnhoqeVIUMNIdwSyTuiGYFeXrOtKoMuYVU4yp+OfdxVw/365D42FmWZQTU8HzhwBXr8pgER4qRB5dhL4lz0FJHPuSGexMDIyjP/6e7+D7SeYESYWm9kk9MO/AebG3Gk36nvRoG06G9h4JrRAsPJxlutryp55DokQ6FsDTe6RcsxIMBHVbvThps0a41QtwdnwOJXLQMtnKh8UCEFXZa8/77JrEyt9fmOxl0xmMefCwqQ5R56YmEMuV30cGhnpgV8kb7/OmI+QjkUb3oz4226o2u7stDcK9Q4Q6oGAht7eGMJhZyu7zXb2jXTczXT2rbDntH58rVM5tpBTgl19phmvlohhtbc44E8ZxSsxfRjI1Ls3NCDWA0gId5PtRgSzPnmgvliMJtTEUyZgTbUbCeMXr1k2Wfv4bBo4/EyT4llTnh3tuFcAa0+pMwEqAPufhP78A7KptOjVc0bpOiX8O96voi9qkZs6jPnH7kJ+6pBjWwvXrWM+q+MXBzM4Ml/7OwwFNPzW5iGcul7CxRvb+2xEJuhA31pDiARq3xtqG8XYrlKURsP3os02MJvO4mfPHcXusebGFwn93tCtYUj0VJ32Lp71wa6QIQgbqlOjbPl8Xon0euye0fF3zxawf6456Sxle8vWALb21b7odF7HTw/o+M8jxgJBI4sgEuYu9fhfXv9aXHbpJWpcrtk3zR41BHs1IViHUnvpXwfthFdBk8VNm59paoGguAUEsd76/aR41kVcN9qHm9crfbKcx8Y5mhWW5vYoTcZXGwuMejBilJPzG1e/E/lMoaBjdjaFTKbCyqxNKNRJK6BQXwZ4LdTj8QgSiUjzA5KDz7sxADoRem6tHjsV3H7XacNlFK96Vrzrxl5Eu58uXqEh0MU74VO7wfw4MDvmLORTrq+rX03SHLcbCS+XVes6gnkxGtAzDCSGnJdRJnXju4GZow7sAfrsMeDg044SQJXE5KoToR3/Ckf7X/X0HPTf/BQ4+tzCeWzZlO8jCC0+UMybYNOeXkBm12OYf+o+Y6HGpgoyvKk6nj6Ww9NjWUfe1cFEBBeeuBojPVHb90bpOFkcEi96xNiLbgddIkNkMWj6kEUK2bMpNNLb7D42iweeO4r5TH3hW0nAru/WEHawkhEMAMNdYSSiQWf9jXj/ZdEma+zvtUte1/HT/Tp+8FIBkuPO7vdvFumS9RouXKupxRu7HJzTcdfuAo446TKKbD/heLz7d9+JVaMjtj+jy4KrLOpJSLyDe1HVfigC7fgLgdETHI8dTttd6fuWxTmJPqqzQLfkWsMxaA5DxRfGKQlzd2KvyfmNLJw4XXTTAkY4vIMIArcW95X5Np7fNGtPPptOZzE7m1bC3SkU6qQVUKivYKEumdx7eqIIBl0KKbMxWLgZbmWeT/AzZL6jyyiTPfHO1klTVpqcyeq/eAFcWPywVaeZpCFgGvQcKUSIqvDj2mGGhmDOQx/f61gwL0JCGsWbWme/fKmMIrYlDLq4j9EpSujJhH1sl70Ju3iztl8MbXBjQ/aUTbH1zH1Aerb2ccWfWrRH2W203RRSs5h/8kfIHnhmISa5ij2xcHS+gP88mMZMpjGvqpxj+5o+nLNtGMGAeNfrXLeIAanPxFDjE8vMPCCLQ5m5mmLWFc9mMaP4L3eN4Vf7JlWd1hPCsk97c4+GnkjjVrvCAQx3h41kbLXuRfUfXXnR5V+jTKR1fO+5Ap4YM/q3eq1hW6+GN23VMBxvsJ3qOh45ouPf9utqgaCWPSl/V1ccv/eOt+Lcs36r8XaTmoZ+6Bl1L9ZuN8W+Yc3J0Laeb4jYJrAt2GW86Df6w4aRRVdZHK7Xh5vXZHqq/Rqn8jnDi97MBgjJYSHX3YL5Tb1j3LRn4ve2RwmFl5B4J1Cok1ZAob4Chbr0dZLJXTzpfiX4qPW6G/YqDaBuC+Zym+1SRtftmfuwKySbM/f36pZkcb7UqXiYZ49W3hfeaMhlvK+ieDb/LijBvKdhwbwEWRzoXVXRU6LKKBO7Yy8BsufeBXQRzQefUnVWPmFXk3S5hk1nQZN/weZzgkp70Xf9Atj9yJJkcyUxWUwWZ4Z3Nkv2yIuYe/xu6MmldSYOk1xBx6OHM9g91bi4sxIPB3HecSPYNtqjzm91sJbqODEMDG5wp06lDmWRaGJvxWRzbu0VtjI2m8ZPf3MYx2Yq7+kUW5IoTjKe112wsIGcYaArhL4KyebMOpU96NlsY9sBKvGrsQJu+00B05mlUkrsxULAf9miYceQO3uGpzM6frS3gN/IGkiZfJMwdynfRRecj7e/6Y1IdHW5024m90E/+kL1ZHOStFGSxckWHZewWln6PUqE0QiQGHQx70O0Yqj4wnasgLEAYWM7ljtjv24I9Er5UhpCU971ShEEXs01WjW/aYU9mVtLsrla+83bXahn7v0iCpK/hjhH9/lxxQ0SGFiH6CUf4h71lSLUI5GQyoYp/Z4XHXyt1VIvBHMle6Yt83cv7VlteW3PtOlbnRYK0HMpI9mc5eV6yeJcL6OIcxErlke9uYZ4uyX8WsKwze8ylzbC3F0SzIuQhY2eUbUHdKGcMqk+AEzJ3nd3hw1lQ857+FmVOboUKdG31vCiSwZyl9Fnx4xkc9OHLO1GM/a9hrtcbzeyQJD6zc+Qev4/jL8Lxt7gFydzeOJIBk1sSazK+oEuvOKEUSSilhwEkj16eLPKlu02ei5rPGFgfryqGHLVnq7j6YNT+PmLx5DPG+HmQk8xWVysQrK4ZpFkc+Jdj4UCRQ+68Z9qyeKaRfaS37WrgPv2FfeSFxcid44Cr9sUqJgQr1mem5Ts8AXMWbLRr1m9SiWLO37bFtftSXSUfuRZYPaY5WkUAWhbzgHW73AYdu7AruV3VYuSJFIeR1gpWVyzWJLNGX8b35uRzd1Y/PGC8ogTrZAFJCmkFwSCRjh8cYGV8xt3cJpsrt2EutdzatI+SKTk+ESy4pYNJpPrMKE+NNTti0g38WNAaTV+l9HXztlM2pbLFL0T9pLFNW22mNxOZXOXEGCvkYmkhGJKRnMPBPNSe12Gd0miFiR5WPE57F5hZBV/CZibgLb1XGD1ds8XsfQDvwZ+c7/hEZJoAo9EgUl++igO3P93yCVn8ctDGRxLevtIHgmBf/mJa3Himj61+KKEiMf3hlq0Oiz5AGpvTXEL2bP+b08dwNGZNNZ1axhUObi8tdwTDWI4EUK+UEDeRrK4Ztk3q+Pvf5NXCzq/vTWgFiK8JJPX8dB0L548VsBrLn4lXnPJKxEKentvyHYaXbbTSI6O4y+CFu/11J6yGQwbbVTuDXnUm9djlkTrqD3oIWMB1ocxUm0zkrHfZrK4ppHFBxciddp9fuOnPZPJyXlks/llJdSFzMO3oTB9xDd7nUKgdxSRnVdgejq5LB7fJwK9Wl4FO+2Nz1FfRvgp0g179fc6dgJ+16mPxoy9cg1mL2+Y+UnoyUlfxIigz08AkjXZLzLzSshKtIIfKE+WeNF6RUx6X6vKxtpTVCZqv77DYO8IXghuxG92P1aMHvAWeQb7M8fS2L7zDPiFeuyfLHw4SBbYDF2REM7a2Iv9hyVxoz/MpvPoDfs3cZJEeB88PQib0a+uRA689uRVeN/rP+Bfu5Hnk289z8gp4pdNyUHRM+LfuCEe7ejSx0l6iSSLM8W6b2X0WagLnDO2L/k9j/HxbA2gD28Gdl6hRLrdrQ/LGe/da4QQQgghhBBCCLENhTohhBBCCCGEENJGUKgTQgghhBBCCCFtBIU6IYQQQgghhBDSRlCoE0IIIYQQQgghbQSFOiGEEEIIIYQQ0kZQqBNCCCGEEEIIIW0EhTohhBBCCCGEENJGUKgTQgghhBBCCCFtBIU6IYQQQgghhBDSRlCoE0IIIYQQQgghbQSFOiGEEEIIIYQQ0kZQqBNCCCGEEEIIIW0EhTohhBBCCCGEENJGUKgTQgghhBBCCCFtBIU6IcRdIl3QukcALehPzYZi0Ia3ALEef+xpQWgDG4C+NfKHPzZjvUA4Bmg+ddmZJNDVD0Ti/tjTgth00dtx7h/8GaLd/b6YHO6JQZ88CF3K6gOpVAq/fOEAnjkwgUJB98VmfP0p2HjeGxDxqU5jw+vRd8kfIXb8ub7Yg6ahb3g1BkfXIBDw596IBnQUnrkX+vRhX+whGIYW6VI/fSMxBC3e519/Ewj5Y6fcZjDinz2/6pIQ0lG0oHckjZJMZtHVFYGu69A0bwWC2LD+7oc9sVH+02ub1p9+ltEPe6bNcvue24t2G3/IRG/mCJCa9m7iE+tFIJpQdgM9IyjMHAXG9wKFnDc2pUy9qxYmXT2jwLEXgdSMN/ZEnA9tgRbvVWXUgxFouTSQz3hiTi8UgKkDwOR+IJqAJnUbSQPzE0Ah74lNWfDQtp2PrdFuZX/7pVfgga//Tzx3/x2emItFQjjvxA04bu0g9NQ0tNQ0dPlee0agBdxfXJLv7YUXXsCjjz6KfC4HuSNfODyNndtGMdLr0UJIvB/a1vPQ1zOi6nTo+JfhwKM/weEnfyZfsuvmAqEI1lzwVqw+97+oxauuUy5G6uTHMf2Tm5GfPgIviHT1oGd0AwIhQ8D2DAzj2MG9mJue9MReMBjE8PAwumNA4dAz0A49A6w9FYGt50ILRT2xiZ5VwOCGhf5GxHo25cl3qIh2Q1u9vdTfyKKr6tsyc97Yk4XOWDcQSfg/9hcXB/RgyOhTverfoEEPRaAFw50/9vtoz7STzxeQy3n13RHSejTdencR15FOZHzcvUEuHA6iuzuGYFDzpCOsNFh6PYBWGry8HNBWShnbpk4z84B4n9wUlzKBjInHR1taxkIe+vgeYPaYe/bE89K/Rnm2KpZRLRDscW+BQM7ftxboX1f8s6yMegFaLuXq5FJPThmLDrnF31NpiJAJu5sLErIIsflsBEa2La7TQgFaIID9T/wM93/5v2Hq4C7XTG5fP4xzTlyPUDCAQPl9IGKod1Qt/rh1j0xOTuLhhx/G2NjYYlPFe2XraA92bBxGNOzSAkEgCG3d6cDaU4p2Frx4Yi81PYbdD3wfc0f2umMPQO/WM7Dp9e9HpHtQfW8le9I29QJmHvoe5h6907W2GgiG0D2yHrGefkjTNL8qaaXy6/zsNI4e2Itc1r3+pre3F0NDQ+p7W9w2NCAchXb8hdBGjnOvb5X+bXirsVBW1t8o8llAxKWbUUIjWwCJFIK+pN2ofk36B7HrFrK4UfTat8U4lc8Zgl21JJcQcV702vs99lvP7/UCQfn5/ZpPzc2llQPLDqFQAAMDCUxMzCGXq77QNTLS45/z7fbroB9zb3xbKWjDmxF/2w11v8vlgJ32RqG+zIS6iXjW5Z/gVkdYrzN3u7Ov15l70dm3ooz17LlZRjvna0UZFXNjwNx4cxMh8YJ09SsPVt12k5qBfuwlwwPVMBrQPQR0D9cvowiR8d3NLxBImPvwVkC8MPXaTT4DLdvc5FKXyffYbvX9mGKnZhnFu14m5h2z6gRom84CxJtVJSS0kM8pm4/8w4149B+/gkITNge6Y3jFKZuxqj+xSNxZKZVdRFLvKmihxsNic7kcnnzySTzzzDPGuaush4u9cCiAMzePYNNwd3P3ZP9aaFvOM7aeVGs3xUWQo8/+J/b/54+RbyLsP9w9gA2v/q8YPOnc0nmrer0mD2Dyx19D9uCzaIZ43zASw2tUm6l5L+o6xo8ewuSx5sLTI5EIRkZHEYtGq94bpdcHNiBwwkVGyHijyL0wsB7oXW2jT9UBufebXRzsHoa26sS6/Y1CFl3VYp3eZCRUH7RIrC3HKU0WlJtdkNAC0GUhoti3+TW/sZ632nvVrqdRW62YM6bTWczOph1tIaJQ7xw0CnWyHIS6EAho6OmJIRIJNdXZOx0w3Oh8nZzDrc7eSfmaHUCXQ522pIwyqZw+ZEz4nCJ70KPG6qOTOsXkAegSzu00eEgEm+xDlz2iTupUQv0bWSCQRYihTdC6h523G/GuO5xcqs+qSIDd0MVDb/MzqozpOSA57TwEVxZZtr0cmoRk2y1joYDpw3vwb//nYzjw5EOOzAUDGs7cthanb1ml/g7YsWcKL1mgSQxWXUioxoEDB/DwL36B5LyzNi5h8GdvHUFv3OECQTgObN6JwNAmR3Waz6ax96G7MP7iE87saRpGznwN1r/q91TYuZ3tAqaQn3/yXkw/+B2j/TggFImjZ9UGhGNdNReTFtnUdWQzaRzdvweppDN7UoeDg4Po6xPRLV50Wx8yjt28E9qGM5xvo+gaAIY2O+hvDJPiCYbc/077t1AUmiyYObkXi9E8ajtTIwugkUQpl4ijPryJsdHpORYiltKNbTEIRqAX8wlw7Hd3fiP/ZmbSyGScL05RqHcOGoU6WS5C3SQaDalweBHuTmm0A21U6DXTYTfy2WaFqFN7rarTRkV3o/XTdBlF5M0esRcOq0Ik+42w3kavNZcxvOt29svLBFs8qvG+hutUYe71tjOB7hkBBjctCQN1VKeFHDSb+1fVdgQJc0/P2RY+5TZVuSQc1s6ii3x3688A1i0NybZDIZ9HIBjEM/d9D//xjb9Aamai7mc2DPfiglM2IRG1J3wqIhPu3tXQol11D52fn8cjv/wl9u3dW1RQzoSTeYmnrBvESesG1CJDnU8YkQkbzyzeG4GG2s30wZew52c/RHp6cXh+JeKrNmPz5X+CxOotjd0bsi0lk8T0/X+D5LMP1D1eypQYWo14/0jx78bujemJYxg7fEC1o3p0dXVhZGRE7UlvuN3E+xE48VXQ+tfWP1ZCo2WBLjHYXH8jESe2thdpymuvjWwtbh1qrN3o0teoxbq8vftIIg2K+8L9HFOb+ZwsfioPux0CQcOLrhZ2/J3fNNNulsP8RpAQ9/n5tOP1KBMK9c5Bo1Any02oC+FwAP39CfW7nY7QTS+1nfO4Febl5DzLuYx27Dk91s65fK1T+SdiXcReJWQCGe9bsi+8UXvy+cLsmLGXvJr3WRYEZJ9yA4K5kk01eVbJ5qare0NlL2qs2712IxPLKvtX1b5hWTyYOtiQQF90ruLndQm/nZ+sHoLbv04li6sVkm0XCYfPpubxs1s+gWfu/W7FY7qiYZx30gZsXTUAiYxsYP2yRKmOZDtCrySbW5p/tVAo4Pnnn8djjz2OgghRF9K+yOLCzm0jWNVXZYGgaxDatvOgJYaabzeFgjrHocfvx6FfPWC0kTIC4SjWXvhOrNr5enXfNpN0rxS+uu/XmLrv68hPHqx4XCTRaySLU9sjmr8X5bs5dnAfZqcqL/KIMBeBnkgkXLg3NEkhBqw+CYFt50OTfAyVkBB3CXV3q7+RRTq5H6uJ51iPShZnJvx0o79BekYt+FVPFtdjRCe5YM/u590d+3Vo0o9X3WIgyeKi0ILNRTYu2CuetQ3nN62wJ3uQZ2dTTe9FplDvHDQKdbIchbrZCU1PJ9Xe9WAw4Nu+qHrndHufUr1zrpQydkydZpNGOLx1D7JM7NReT3eTJpqTWZVsTsK+TcQTItnHI3Fvyij71q0LBLIIIYni1CPePPgexW4uuShiQRcxLVEFLmeMr5psThYhtpyDwPBml+u0oLyAB5/6Bf7tS3+KyX3Pq9fl7CdtHMHOE9YhGKiQLK5Z5DuTLP/xhWRz4+PjKlncxER9D38jbB7uwcs2W5LNBUIqrFoEYHnSr2aR7yg9M4HdD/4TZg8tJDjqP/4sbLzsDxHu6qu6D70heyrZnI7ZX9yB2Ue+D0gItypiGD0j6xHt7mtaMC+yVzxXcm5GJZuTsHgTCXGXUHf5Xt28F5VF2ft93CuMMHPz3BICLnkoInHX733V3+TKFusk4kI86P3rvelv5LtMTi5eAA3F1L3ixiJEJZu+j1OVks1VSRbnhs1WjP2VzutFndoto+xDT6XcSWDYjkI9c+8XUZCF85WATEtcOlVgYB2il3yIyeT8Yvfu3bjlllvw+OOP47nnnsPWrVtx5513Vj1eEvS8/e1vRywWU4+7scMdd9yBr33ta9i/fz82bdqEq666CpdddtmiY7LZLG666SZ17MzMDE4//XRcf/312L59+7IS6mYnFI+HkUhEF3WEXnTwVsrP71UHb7VXfv5WlNFre9Yyel2npk3B7zpVScpETKpkcd49hrBUh6lZI+NqLKGeG+x5GcXbJWJdJnvy3Hd51JrX7UYmzhKeOvaSql83hU/1ZHNTwPBmaJt+q6GQbCfedeHRf/wyXrr767jgxDUY7u2qmiyuWUp1F44hmxjGk089i2effbZ0P3qB2JMM9SLWt5xwsnoUmCyAeNdujEWQsecfw+Gnf4F1r/xd9J9wVul1r2zmp45g6r7/i+DsEXQPrVnyNAd37Rnf1cTRQ5ifmcTI8AgikbB39sx2078Oge2XQpOM/PKIRz/6VAlPTwwYyeJs7n1v1J66D9LzxqPcxHMfrp0szg2bgu9jvyx0SuRMMVkcx/7m61TVq2VeI+JcMro7SRa33IS6l/fGSkAv5DE+kXS1jbQCO+2t5c9RF3F+//33Y8eOHSqEsNaER977i7/4C7XyLfsB7XDPPffguuuuw/vf/368/OUvx49//GNcc8016OnpwQUXXFA67tOf/jS+//3vq2PXrVuHm2++Ge9+97vxwx/+UIXDLTdkP086nVN712UPu4mXHUO5QPfaZrWVXy+pNCn3o07tvr6cy6hLeLFk2vZ4wlU6rzwnfGSzkejKj3aDADQR6D601dK55bno+x9Xg5q8onldRhHmJ14IrW+t52WUkGjhZee/Cqcf+4kSfMZ1eGPPPG0hk8S//vu/YCZpeCy9Eunq3KK18gVM9x2H4PaLfWg3hhgfPO5MDL38HUte98pmsHcU/ZtPhX74WU/bqGHPsDAwNIyBHmO7mJe3f+nU04ehrT/dyLLuyzgF5UXXBtb7199E4sa/8tc9smnee36N/cqWLLCGjBwUHPtdqtPi9yiia3Y2iUym85+LLmXPPHwbCtNH0OkEekcR2XmFivgV56UbFAr6shfpdmm5UL/44otx6aWXqt9FJIvHvBr/+I//qEIM3/rWt+Jb3/qWrfPfeOONeN3rXoePfvSj6u9zzz0XL730kvKem0L98OHDuO2225QH/R3vMCYnsnBwySWX4NZbb8W1116L5Yg0Yrkx+vu71PPX/Vq9M+34ac/P1clqCxKdWqe+2TQDo9hu3KP4rHW/1u1VW5EFFx/bKib2GIsQPtmT+8IU6X4xMLJaLWQHXAw9r4UmzwZvYh+6Y3tSrulDvrVTZVO2wGjeLl4tQjzakjTSJ9Tt4EJ+D2c2/fUQ+j32t8JmK8b+Sr/7YXNiYt7Thc92I7/nsRXxHHV9eDOw8wol0pf7c89bQaDlF2Bz4jE9PY3Pfvaz+LM/+zOEw8ajL+qxd+9evPjii3jDG96w6HX5+4knnlD7C4UHHngA+Xwel19+eemY7u5utYgg3v7lzkrq+AhpfxjuRgghhBBC2lyo2+ULX/gCTjnlFLzqVa+qesy73vUuJa5NRKQLsu/dyrZt25R4Nd9/4YUXMDw8jP7+/iXHifddPBmEEEIIIYQQQsiKCH23w9NPP43bb79dJXpzwtSU8din3l4jFNOa4dX6vnjrZc96OXKcJJmT/fDiYW8miYXXSJZ3608rTFhBCCGEEELalVBIthVovs+RW4WK+F8BAXbmDop2qvvlRNsLdfF8f+ITn8Dv/u7vKg93LartW6+UdKz89VqPiGiGQEBTmSb9ord3IZHLSqIVixGdvgDS6eVrFaxWQtoD9nDLH479nUN/f2JFzZFDwaD8Bx2PlLPN6n450fZC/a677lKh6Z/5zGeU51tIp41EPvJ3NBpV/yph9ZxLaLuJeR7T0y4/zdesyGuyH76rq6vJhG72MtQ3g6xUyU1QKauiZH6XZHKdTCseddHpj9fo9PK1Cq8eH0YIcYaXjysk/sCxv3OYnJwzH/ri6xzZip+OtVw+Dz23AjLc5/NKbLqZ9b1TsNPe2l6oyz5yEdrWvecmZ599Nv7wD/+walZ2c2+6nMPqjRfhLwLEfF/eGxsbw+Tk5KJ96nLcli1bms6062eWw0pZFZlMjhBCCCGEtCu5nO75fLWdMo9LUVdErme9/ep+OdH2Qv3Nb34zdu7cueg12asunvavf/3rWLt2bdXPbtiwQYlxOfbVr3516fU777wTp59+unoeuyCPaRMxfvfdd+N3fud31Gtzc3O477778Pa3v92zshFCCCGEEEIIIW0n1JPJZOkRaPv378fs7Czuuece9bcI9PXr16t/Vh5++GEEg0Gcc845i16/8sorceDAAfzoRz8qvXb11VfjmmuuwcaNG3H++efj3nvvxYMPPoibb765dMyqVatwxRVXqPD6UCikxP83vvGN0jkJIYQQQgghhJAVI9Ql5PzDH/7wotfMv7/5zW8uEeO1kMeoyfPQrVx22WVIpVL46le/iltuuQWbNm3C5z//eeVFt3LdddepvejyGLiZmRns2LEDt956K0ZGRpoqHyGEEEIIIYQQsqyEunjLn332WUef+dCHPqT+2c36LuHz8q8WkUhE7XWvtt+dEEIIIYQQQgjxAz7UjhBCCCGEEEIIaSMo1AkhhBBCCCGEkOUs1N/4xjfitttuU0ngCCGEEEIIIYQQ0mKhPjAwgP/1v/4XLrzwQnzqU5/Crl27XL4kQgghhBBCCCFk5eJYqEsmdnkO+eWXX47bb78dr3/96/He974XP/nJT7y5QkIIIYQQQgghZAXR0B714447TnnVf/rTn6rHmsmzyz/wgQ/gkksuUY9Am5qacv9KScNoGiuPEEIIIYQQQlZEMrnu7m78wR/8gfKy79y5E/v378df//Vf45WvfCVuuOEG7mNvA7q6IgiFgtB13Tebpi2/bIodTdNaUka/7bXKri+2fLZZqlNfrFlt+mgxYDyB09dWk8v4225ifaqE/lnUEA4GoGn+5WJNJedUH+cXeiFv/PTNojwjNeHvqrIWhOZjGaVO9WzK3z48n/XP1koZp1bA2C+2WlGnPT1RBAL0LBFipamZxqOPPqqeO37xxRfjiSeewO/8zu+oZ5m/853vxN///d/jv//3/97M6UkThMNBDAwklFC3TvC87Hwrndvrzt5vm9Zzm4sDfpfRD3vm4ocfNkvnLhSg5zKe21t0/kCwNFP30mTJ3uwxYOqgf+0mHAPWnAwtFPHUlrKn/qsBs0dLAsGPdqNt2YnAy98LTcrquXjWEIzEcOnbrsTg2k0e25I+xijP7MwMCkpW+iMstWAICEV9WYwwl64CZ74VWHVi8TXvJuulc689BdrL3gotFPW+3WiasqMfec5yHd5ROncmpTo2jlOdM/Z73aeaY78fZSw/fyQSwuBgAvF42DObhCw3DHeLA9LpNH74wx/i7/7u7/D0009j7dq1uOaaa/D2t78dPT096pizzz4b27dvx5//+Z97cc2kBqKturtjqqOziq1y0eW2d6Z8EDN/WleD3bRZqWydWEarLevvld5btnUqg3VyCsgWnyQhYl0mz6HFbdgte+p8+RyQSxvTdsvp5XLcduqpMubS0I+9CKRmjBdFzA5vAWK93rUbKV8+A8R6oK/bAUwdACb3q0m8m0U0z6fFeoDhrYZgzqWAQhYIxY33PbkXdSCTRKCQA068CNrGM5D/+d8BL/6HEmOai1KodL41JyGw7TwMhmN47Unn44Vf/jseuecfkM9KFEEBbtMzOIxzXv9OjK7falxHIQ8tK+Kr4MH3KJNzQBveBgxtVCJdlUnabHrWs3YD82esG8GXvRn60RdQePJuIDXrvpwVARJJIHDWO6BteJnRf59wIfI//zaw6xfQ5X03hYksAEgdnngxgr/1dmiRrkVvu12nJbNyDw5vgRbtXrDVIeOUlZU69ntlr5JNq5j2q4yJRBSxWBgzMynkcu73q4R0tFCXbO/T09M466yz8MUvflHtS690827ZsoWh7y2gt7erJDQqfS9uD6DVFgPK7ZUf26zNSue3vubmAFqvrtwuY7069bKMvrebTBJIT5e5s0XYpqCLVzYcc03olRYFZEGgGNprRUyYl+GGYC+Jycn9wOTBxaJDxNbBp6F3DwODm6AHgu7VqYg5EcoW4agFAsDAeuiJIWiyYOCi8NIkvH5oEyDntpZBriMzqxZd9KDh0XetjPmsUUbrdcT7EHrln6Bw/CtQePAbwOyYa0JP6+pD4MSLofWvWXgtEMBxZ12EddvPwCN3fxe7f/XzxY2oUVtaQJ379Fe8DiftfCUCwaDFZhC6iD1V/rQr32FpoSUxAG31SdAi8UXXgnifsqnNTyi7bovL8nNpI9sQuPCPoD//IPQXHyrWacEdwbztAgR3/JfFZewaQOhVH0Jh3xMo/OwbwNyEewsEfWsQvOB9qkxLLsm63ce171FT9zl6Vy251zplnLIz33BznKp1Hi/qtNK522F+49YCgd12EwwG0N/fhVQqi7m5tKcRb4S0M5ruMK7l+uuvV/vSTzzRCFEjtcnnCxgfn/O0mqRD6+mJqXB3Jx2pdW93I51vI4NhMwNoK+w5rZ/lWKctKaMIZfGii8e3HiLyiqHbzdSp8tTbsWcJg29kTlKqHynfsZeKnvsaiNAd3ACtZ7TJdqMb3lbxMNc7VkLwx3cbHlrH1izConsEGNxohErXQryz4ZgS9U2VUS8UPcr52sfmMig88UPoj/+w+EIDQk9dYwDalrOhbThDieRaHHzhKfz8n27F3GSjCwSGdFuz5UTsfN3b0d0/VPNo5e3OptX33ZTQC4ahrd4O9IzW/F5U/Wfm1X0rGQEabTeC3c/qM0dR+NVdKhqkqTKKYN75e9CGN9e2l0uj8Ng/QX/yribaTUBtqQmc+TZoJ7+mbrtRZsyPOre2UC/xPrVgpkL5O3CcasReo2W0I5jdus4VN/Y3UEb5NzubRjpde2yrRSgUUNtBJybmanrpR0aMyGA/SN5+HfRjnf+Ia+l342+7oW7dr0RGbLQ3x0KdtJdQlz3o8k9odKXTaefZ7Gq1086+2cGh/Dx2j/W7TpsdABsZdJ1cY7OfL3U16VnjnxPERiimBKHjdqPC3I29mk5x6lk3FiFywNhuYE4EmwOKoePG3mCH7SaXWeJhrvtZiVgY36NEu2MRpEJrtxrh7k4IhJVgFxy3UzOU3wH65AHkxbt++De2y1g6bmADAie+Elq817a9fDaLX//7P+PJn/6zca6CvUmJ1EUk1oWzX/s2bNy+w9lEtoH2XSpj/3poo8fVX2ixftZcZMsmHbWbRsWomqjvexz60/ca2ynsltMUzKe/AdoJr7QlmEs2J/Yh/+AtwNEXHLSb4vaI9WcgeN4fQJNoGYc0VEcqomWziojoxLHfhPMb976XVo39zbabTCanwuELBb0jhHrm3i+iIBF3foAbRjwAAPG8SURBVCFr3fCfwMA6RC/5EIV6K4T6+Pg4Uqmlk0PZt068FeriPRcvumTIdGvfUL3O1C3BbNee3WOc2Kt3/Z1QxratU/H+paYqhp07mpTaEHqlbs2Gh9kN0V4q4/RhYGJvE2XUAAmv7l9nBLLWK6NND3Mt9OQ0IOHwdTz/i0Jr+1Y3kWhMgy6LEaGIvXZjhrk3OFQpoff8Ayj8/DtGe6jpJdVU+wqccCEwsq3he2Tq6EHlXT+6ZyF5WEVrxX3gx5/5cpxx0eWIxBZCsp2g2kIxYsSWsIwmoEmSQfHCNohkMEdysm5bb8ZbvOg86TkUnrkXOPDrmjkISu+tPRVB2YueGGzMnuQB+M39KPzi7426rdVupJ3EehE4790IbPqthuyV7FrC4qvVWem93lWqr3CyCNHo2G/S8ePUMh777ZTRLXt2zudVnc7NZZBMZpa1UHerTpYLssA7PpFsaJGlk/FMqH/5y19W2d0nJycrvi9J5og3Ql1u7O5uI9GGFzd6tY7X7Q6+3rnd7uDr2av1uhv2KpVlxdSp/BOBLhN7t6gi9Kwe5roh5w6pFg6vyihlK+79dgUJX5VkULI/uFq7acDDXDOMWvbRq2Rzi8OaF4fWbjYSVbmBFjS867Inu+K9aC+U3y56agb5X9wGPPfv0MWmRXiVxN260xDYeo6t8OG69nQdLz32M/zn3X+PXFr2WC6dHPaNrMG5r38nhl3KIK+83bIgpucrCD3JFKcZ+6Vlq4ULmc7V96SSzc0ssWdHcDZk89guFCQ0Xbz6SxDB3IPA2e9EYP0Od+wlp5F/+DtGksLyZHNq77sO7ZTXIPCyt0ALN7bQUtGuaaLsNfW32FHJ4hLu2Vvp4xTH/mXVbmRuPTOTRi6XX5ZCXcg8fBsK00d8sRXoHUVk5xWYnk6quvMbEegU6T4J9dtvvx3/+3//b/zhH/4hbrrpJvzxH/+xuml+8IMfIBqNqtff+ta3OjllR+OmUI9GQyqju/R7Xq/Ela+ge736V6kZ+llGv+35VaemHatdX8uYnitmOvdgFVUmyRahZ3qY63tNm/eqL5RTByb2AVOHvCljYshI1FZ8HrobHua6XlLZV5+aXhAFYlv29nYNetN+ghHlYbeiSVi+w1B+u+iHnkH+gVuA6cMLZUwMIrD9YmjioXSZ9Pwsfvkv/4AXH32wJI4lQdyOi16PE896BQJNekOrbr8oLowt5BMYVnvRXVtosdqU72t+suTRN/Gqt5Fwf12E8ws/s7yoQzvxlQicdrknZSwc+HUxSeGxhcWswU0IyqMB6+x9bxTrYoeg2o9EtNTJJ9CUzRU2TvltbyXUqZ9lFM+67F9fjkLdzz3q3Ce+goT6W97yFrzmNa9RgvyUU07BP/7jP6qfEgL/e7/3e7jsssvwvve9r5nr7ijcFOpDQ92+iHQ/VkTbBZYR3kzaladtuvQ8bU+RZHPBsGHLJQ9zPXRJqiUebdmL7rLnfgki5CQMO9Zr2HLJw1zznpD99bJ3TrzoA+uNzO5eIhO7kCy6aKXHj3mJCL3CY3dAf/Z+aOtPg7budCMzvocc3vUsHrnr75DoHcBZl74ZiT7ne4qd921GxnRtdJtKVui5PZVsrnKknSc2Z8dQePYnKvxePf5scIO39iRJ4a/uVAsEgZNfC237JZ63G4UsPIgXXRI3FhNregnHxc7A7++xVe1mcnIe2WxtzzqFOhO6LVeh7nj2tXv3buzYsQOB4uCUzRoT8Vgshve85z248cYbKdQ9wk+RbthbvCLbqXTyQkRLypiZV0LWN4sizn0S6CWOPL/w3HevkXDmmSNGuLYP36OyIYmwGkiG1TDiHSkmJ/MDSZ4WOOV1Svj4xarNJ+Ky93xsUci9599j72pD3PnUbnR57JmPQl3rHkLwFX+oRKwvZQxFEHzZWwD55yerTnBlO4ZdVsLYvxLKKHDOSMjyxvFScCi0EILZ3d2NQ4ck5NNgYGAAhw8fdvcKCSGEEEIIIYSQFYRjob5p06aSOD/ttNPwve99T3nV8/k8vvvd72LdOslWTAghhBBCCCGEEF+E+oUXXohf/OIX6vf3v//9eOihh3D22Wdj586d+Nd//Ve1d50QQgghhBBCCCGN4XiP+gc/+MHS7+eddx7+/u//HnfddZcKhb/oootw7rnnNngphBBCCCGEEEIIaTqV7+mnn67+EUIIIYQQQgghpAVCPZPJ4Mknn8SRI0fU36Ojozj11FMRiXj/yBBCCCGEEEIIIaTTsS3UJVncF77wBXz7299Wz0y3Eo/HceWVV+JDH/pQ6bFthBBCCCGEEEII8VCof+QjH8G//Mu/4Pjjj8erXvUqrF27Vj2D8sCBA7jvvvvw1a9+FXv27MFnP/vZBi6DEEIIIYQQQgghtoX6gw8+qES6JJKzJpMz+ehHP4ovfvGL+PKXv4y3ve1tKskcIYQQQgghhBBCnGMrTv0HP/gBzjrrrIoi3UTC3n/rt34L//RP/9TAZRBCCCGEEEIIIcS2UP/Vr36F17/+9XWPk2OeeOIJ1iwhhBBCCCGEEOKlUJcM71u2bKl7nBxz+PDhRq+FEEIIIYQQQghZ8dgS6nNzc0gkEnWP6+rqQjKZXPGVSgghhBBCCCGEeCrUJbu7XZwcSwghhBBCCCGEkAYfz/aXf/mX6OnpqXnMzMyM3dMRQgghhBBCCCGkUaEuz0w/ePCg+lePNWvW2DklIaRTCUWhBUJAehbQC77YQzgOZJNALg1f6F8LZFPA1EF/yij1mUkC4SgQCHpvTwsY9VrIAfksOhJVn3EgnwEKeX/uiw3HAZl54PBv/Gk33UNAJA7kMv7YE7oGjPtQyuk5GhAM+2DHQqwHiPUC8xP+lDEYMe5/4iqM/iSELAds9f733Xef91dC6jI/n0FXV0T9rmmab4OY/O6HPbFR/tNrm9affpbRD3umzXL7ntsTgSeIQEjNeDeZFTEZ64UWiRtlk58ivlLTnooSVaWJIeOPnhHg2EtAcsobYzJB7xqAFopAL+Sgp3Pqd1XHXn2XoSh0EQdSxcEw9GAYmixKeFmnZb972Up1WXiYOqQWkvRA2ChjPgMtK4s8Xmzd0oCBDcDoccXvTAOGNgN7fgnMHPFITPYCa08Got3qT/Udilj3eiFL7slwHFqkC3qkC5ifNBZ7vCAcA+L9hk3pVz1uNwiGgN410GLdRn8T74Uu5Zs+Io3KA4Ma0LsK6F9nlM/Hccr6u5/2/B77zd85v1m+dZrN5pHL+bDQSkiL4DLtMhPqmUwOPT0xBIMBTzpCawdr/pTXvJwklA/Ula7FjzJ6bdOk3KaX9srP7W+dAlq8D7p4LUXIujlhFxEgnq3i1LxUJpm8i9fZgwUCVZ6imVIZgxFoq7dDnx0Dxne76H3WjPIVhVbxFcOmElxZaJGYu97EQAi61B+0xW1EC0KPJKDl3Rd6VnFVKl+F91yxJV+geEGnj0CHrs5dKmYgDD0qYjblbgSBCOY1C4K51G4iXdCOfwX08T3Avifcq1eJthg5DhjcsMiesikLPGrRJel6BIH5nSlrpk1Z7OkZBdIzxv3oFloQ6OqDFi4u0Jl1arkW13u4xKCxKFfe38T7jPt0+rC7i3XRBDC0RfVn5WOiV/14rXG4/LXOGqf8H/v9sOdnuymv02rX4aZNOf3sbAqpVIdGfBFShEJ9mZHLFTAxMY94PIxEIupqR1htQCkX7G7aq9TBm397sUBQr4zl1+WWvUrns3rX3bJZr07rXVOjNsttLPpdxGT3MJCZA1KzzXktxcMc7zM8zBXqzKhT9xcIrDkyF2lY8w+ZyHf1A+N7gZkmH1EZihnn0iovxskrIjQldFsPFAW7eBUbRlMCXTzLUtCq7UaEl+ldd6NOF11B5d/dEl0q0kK2KeTSFc+p2o38IuLPjQgCUzCLJ73GvYiB9UDfGmDfr4Cxl9AUIorXbFcCuWp/I79EE2qxx40IgkoLLVZ76phoDxDuApKTzS9IyIKHLH6U2Si375pYl4WrvrVAqFadBqD1r4Uu9+zkQWMrRTPtpn99cVGgRrvhOOUYjv3etZtaczg3bZrnSadzmJ1Nc/sCWRFQqC9Tksms6qy6u6OIRsNNdYS1xJ1XQq9WB1/JnhsdvZ1zuLVA4LRO7V5fPZuVzlvJphsDqON2E0kYe4JFPDuesIuHuRuQc5Sdt5o9NxYITC96vSoqTdiHN0NX4fAvOvfoi9iO9y+E8teqU/MXCYdPzUITQSHldfpdBiPQza0KttqNEc0g4eNKzDZSp9Zz1jiu3MPeSCvVxXM8c1R50k3xVu08mlsRBCKYV1cXzItsagHoAQ3apjOhq3D4R4ytG06Q7371dmg9I/XbjeXeKC1INBhBYPt7lHYTCELrHoYu94Tc/04XQaRty973QKh+nZZdX0O9m9yL8j2K+Lbbh0vfNrIVkOia2WPO7w1Z7BvcaK+MLerDm7Vnfr7Seb0sYz1b1vc59rdvuykUdMzMJFW4OyErBQr1ZYx0WtPTKUQiEg4fbagTtDtoujWANjIINjOA2h1QqtlrZHBppk79LmOjNFxGEbOJQegiEOxO2EVISohpFQ9zLXuNLhBYw9yd2lNh+WtPBaYPARP77JVRQl2Vp9Dh92jKgWzK8JJKXgA7yeZEIEqdFD3xjtuNhMlHux2HijcinkpldOApVe1Twq3lOyiGedu12XAEgSmYu+sL5kr2kOgHTroEOPwccPBpG/ueZa/7RmBkW6mxOutvjDwSet5ZBEFD36FVzEo9yb1oZyFLPif3RXGBztH932g4vNjrW6UWbBrqbySBX7zXiOCwU0bp34Y2GVFAjbSbBkXQchr7G7XndFx0q4xObLZqflP+eSc2K53L6zqVrZ/yr5MIDqxDwY3gBr3+smBgYJ0Lhkgr0HTrXUdcJ58vYHx8zvOaDYUCGBhI2O7s3Qp/dmLP7KybXVW1e57lXEY79pwe68Z53LZn7CWfq5Esrk+FdrvWbmwsEJiX1mykniqjiNixXcbe6DqeQmNveBP2ij81EZiyT7/ayazJ4tyo00Le2Pdcq07Na2vYmv3zqD38ItDTc02HQJufrx1BoBme0KJgFi950+1G6nPPo0Y5KiELV5IsTjz/bt37dZLN2fWg2243Yk/ui2qLICLqG1igq2iz+LPmWeRe7FsNLVpMFufGvSF9jexfr5gTQFP21BMkyvNCNGhTnbWDx0W7n1/uZWzX+Y3f9uSYbDaHmZm0mku7MUeemJhTW0irMTJS+zHUbuHmFgTbNgt5jE8klZOPtAd22pstof7pT38a7373u9Wj1w4cOICRkRGEwz4/EmWZ4rdQn55OIh6PqL+F8o7ArQHFSefr9p5oO/bcLmO9c7aijH7b86zdyERdJrRWz6x40FSyOG/KWGmBoNo+9GbtqXqbmzAEe2n/qmZ43RrwFNa1WTz/kmRz1ZLFudVuKoSKl4SuCyK93jnVdcyNq1B3M1mcWyyI2bIIAhGSa9wRzBXbjURk7HvceBSgIAs6o8cDRe+I69+j2K0QQeDWQssSe4I8xlElmyv+LREhsgUk3PwCne22KF5w2Sbjxb0hC1iS3V8yxFv32g9vMR7Z50W7qVBvnTL2m+fl2N/Z7UZ153OSLM6dJLTtJtSFzMO3oSBPjWiCQO8oIjuvUHP/eosZItAp0tsLO+3NVuj7rbfeissvv1wJ9UsuuQTf/e53cfrpp7txjcRl5EadnJxHLBZW+9etnWsjIUt2qRTa1GjomV17pq1Kf7tts1q4mFcTkZVQp+b5dBEf8rgzCRMVT6KIn+Jzgz0roywCSJh48fFRbnnRq9lTe13jO4CJvUZSreJjpTxpN0uSzcmjsuJVk8U1ba88VFwSt+l51zywS+xVEl/SdiyJvNyuVdVOS8nmItBErI9sgzaw3hPPSOl84m3tXQ0ceFJFCGD1iUYde9XfyC/RYg4CaT+WuvSiTgXZQqG2i4h3XdpolWRxTduz/F4ql/QBkszPRj6Bhmya23361kCXe14Ee8+orXwCjdoz6dSxv9wmx3536rOd2s1KSRaX3/MY9GO7mjqHPrwZ2HmFmvvXWoAgyxdbQr2vrw/Hjh1bcuOS9kUeWSGPcpPM8CLaTbwMtal2bq9tNrr3qVF75bY6vU79sKdsyWRd/nlsb9ECgSFpPXskudWeehZy1yC0QNDztlo6s3jzJAmfw73vDdk09z2bmfc9s1S0V/ypi4Ad3+P5c7RL55bQ9i3nGHuLPa/TYrK5NScZGeu9bjfmucvC9z2tV1PMSrI5P/rw4k9ZIAgMbvCvTiWaRb5H3+7FxXO1Th+nOPa7W6fW17yi/NxMFkdIg0J9x44duP7660te9L/8y79ET09P1RvvK1/5ip3TEo8xOr2UeuZ6OOwsMU4z+CFgy+35vd/Hb5srpU79pLS/2k+b4r3383uUMGLx3PtizWw3BV/r1Ay396+MASPLvm/2NOnM/W035gKdL9YWvPm+9jdVHvHo7WJdc/kLHNvzeS/sShmnOr1OK/3uh0159DCdgYQ0INT/v//v/8OnPvUpPP/88+qG2r17NyIRIxlRqyfbpD7s+AghhBBCCCGkw4T6unXr8KUvfUn9vn37dnz5y192bY+6iP5bbrkFjz/+OJ577jls3boVd955Z+n9fD6Pb3zjG7j//vvVQoH8fcIJJ+CDH/wgzjvvPFs27rjjDnzta1/D/v37sWnTJlx11VW47LLLFh2TzWZx0003qWNnZmZU+SSKQMpLCCGEEEIIIYT4heM4rG9+85vYtm2baxcg4lxEuAjoSudNpVJKZItgluzzn/vc57Bq1Sr81//6X/GTn/yk7vnvueceXHfddXj1q1+Nr3/96zj33HNxzTXX4IEHHlh0nJz7O9/5Dq6++mq1EBEKhVSm+6NHj7pWVkIIIYQQQgghxBWPupWdO3eWPOEPPfQQJicnMTAwgHPOOUeJbadcfPHFuPTSS9XvIqiffPLJRe/HYjHce++9KqGdyQUXXIBdu3YpT/urXvWqmue/8cYb8brXvQ4f/ehH1d8i1F966SXlPZfzCIcPH8Ztt92mPOjveMc7SvvyJcO9ZLy/9tprHZeLEEIIIYQQQgjxRajLfue/+Iu/UMK2UFh4FEAgEMDv/u7v4uMf/7ij88nnahEMBheJdHMfvHjYH3nkkZqf3bt3L1588UV85CMfWfT6G97wBvzZn/0ZxsfHMTg4qLzrElIvj6Az6e7uVosI4u2nUCeEEEIIIYQQ0rah73/7t3+Lv/u7v8M73/lO/MM//IMSsvLziiuuUK/L+14jCwSPPvroklD5d73rXUpcm4hIF2TfuxX5nCw4mO+/8MILGB4eRn9//5LjxPtuXZAghBBCCCGEEELayqP+ve99D7//+7+/yHMue8Yl+Zp4x0W0y95uL/nWt76lBPQnPvGJmsdNTU2pn729vYteNz305vvT09MVHzcnx0mSufn5eeVhb5RQyPtHssgj2Kw/rTATPyGEEEIIaVdCIXn0neb7HLlVqIdkNVlc80Fb7VQu0mKhLuHk1faFy+vf/e534SUPP/ww/vqv/xrvec97cPbZZy8R8JUoF6rm48rqPS/SjceaBQIaBgYS8Ive3jhWIq1YjOj0BZBOL1+r6PRa7fTytYpOr9dOL1+r6PR+nGN/59Dfn1hRc+RQMCj/ae4kco42KxdpsVAXz/OBAwcqvievN+N5rsczzzyDD3zgAyr53Mc+9rG6x1s95xLabiIedKunXX6ar1mR18LhMLq6uhq+5kJBx/T0PLxGVtPkRp2eTiKfXxyq390dQzjcZGfQ5siiit8Ddits+kmnl69VyPJfJ9dqp5evVXR6vXZ6+VpFp/fjHPs7h8nJObjgH3M8R7bip2Mtl89Dz+WbOoeWzyshV69cpD2x094cC/Xzzz8fX/jCF3DSSSfh1FNPLb3+9NNPL8qk7jZ79uzB+973Ppx88sn4q7/6K1sDj7k3XfaiW/ezy550+bz5vrw3NjamMthb96nLcVu2bKmb8K4euZx/N4/cqOX23IgMIIQQQgghxAtyOd3z+WqlOXKrkKI2XVy9/cpF3MWxApXHnEkm9re//e144xvfqELQ5edb3vIWJWjNx6C5iTzLXOyIV1yecR6JRGx9bsOGDUqM33XXXYtev/POO9Weesn4Lsjiglz73XffXTpmbm4O9913Hy666CKXS0MIIYQQQgghhLjoUV+zZg2+//3v42/+5m/w85//HPv27VNe6Pe///248sorS+LXLslkUmWOF/bv34/Z2Vncc889pWe2S9i5eNLF4y3PWX/++ecXff6MM84o/S72Jfz+Rz/6Uem1q6++Gtdccw02btyoogHkmewPPvggbr755kXJ8CRr/Wc+8xmEQiGsXbtWPaPdPCchhBBCCCGEENK2Ql0QMe6W51wE+Ic//OFFr5l/f/Ob38S6devU3nThqquuWvL5Z599tvS7PEZNnodu5bLLLkMqlcJXv/pV3HLLLdi0aRM+//nPLwnRl0UAWRSQsP6ZmRns2LEDt956K0ZGRlwpJyGEEEIIIYQQYgdN5wZmT5F9I+Pjc94aKT4CTpISTEzMLdmn0tcXRyTS0JrMsoEJZTqjTv1Gnzror8G5CeiZOf+SZgXDQO8q+ImenoWm+7dXTp8bB6YP+2ZPUp5pW3b6aA9AJgm9kPWv3eRzQMb7JKgtTSaXGAR6Rv3t46LeJdtdqf04x/7O4dixWc/2qNeaI1sZGVn6qGavSN5+HfRju5o6hza8GfG33VC3XKQ9sdPe+OA9QgghhBBCCCGkjaBQXwF08GI6IYQQQgghhHQcFOodTldXBKFQ0NdHtJm2/LJphr61oox+22uV3U5tN9AC5tNN/LGp+dvl6hKCrnv/yBsrGjRf6xQBY1uPXzZ1+V8+5++9IautftorBqHrPoe9+3ov5nO+jhvKjs/3YqePU60a+31vNy0Yi1vRTnt7YwgE6FkixAqFeocSDgcxOJhQQl0GFXNg8bLzrXRurzt7v21az+1HnZbbrPS3F/as+/58azeFPJBNGVLIlzrV1Z5RTQsar3lsT9kMx6CFosqW19Mg3azTmaNAwXthWTp7Vz+0cHzxa17ai/UAfWuh+bQIogXCQHp24Tp0H9qN7BdPzfpwL5oLWPKXP2LdEOka0D0CLdbruc3SuTPzRn4Dv/pwuQePvVhqO173qer88xPA/Lh/fbgsDEof3oJxsdpry9VeK2xax/5WzBmt81ZCiEFTGcYkm/rU1BSGhobUY81I65HOtacnhlgsvCTJSnnH62aCmXIBa/3plb1yO9bze5FgploZrSveXtRp+XdY7T0v67RcvLtpU02ds2lohZxhM5ODHoxAl0RoXrXTfBZaPmO8FomrSbSmFgm88qQVjPPreSAchRYMQ88mlZB2O4mW2UpL58xnoEmytWgP9Hiv+3VatKUWPCIxQzCHY9BzaWjzk6pu3cY6vVNl6eqDHus2ksolpzypU3W+3tXAwHpogeDi90Xbumiw1E5zaWDyIJArts3MHNA1oNqQZ/1NNq3ajPrdfK/404s61STBWt9qdU+o19P90CTJYz7rorUFm8qqtFOxJ/eg1LEsEEQTntUpZEFg9qjRUObGoXcPAQMboQeC3vTh0l7kXpCyCclpI6lkpMu7MmZTC324/PSoD7eyEsd+r+xVqks/ymi1af4UoR6NhjE7m0I2u/hJToSsNBpS1w899JB6xNmvfvUr9ff3vvc9nHLKKfjzP/9znHfeeXjNa17j9nUSm0iGd5NKnarbwqtaB19u080FgkodfLk963Fu2atVPuuxftapmzat565kz3qca/YsgnmRPXlNPFDK+xxwZYJQEswyebVkJVfnFuEsIdQipsWuC6KkVFdir7yMgQC0SJeRXTubUuHUTduzXHPFc6VnoGXnoSuhF3Nt4qW8oeGoCkFfNMmT765n1PAgpqbdqdOSzQrXIeK5fy108eiLuK3QrhoWk+EuYGQrtGhiqV1LVLobgt0MkcbMEcMjakUiJGaPGYtL8T5X7o1SO5DFqowR0VKONSzdrUUQTe43EegSEWF9XQTzyFZgdswoq5vtJhQBQtHFX5L0BclJ6Nl5ID7gingu1an0J7LoYApmEynb/JRa9EHPiHt9uIyzM8Zi1SLkXpjYC10WJHpG3W83uczSdiMLhIWs6sOhhXwZGzn2N1an5fVXqU7L69/r+U1QuvP+LiSTWczNpX3fxuEHwYF1KDTZuQX61xnnChoRZYWCrv6RFSzU/+M//gPve9/7cPzxx+M973kPbr755tJ7AwMD+H//7/9RqPuM3KDiRTex05G6IfTqdfDl9szPNGvP7metCwSN2qs3oJTba+Q6y22Wn6+evfJr9bqMrrSbCoJ56YHihU4aIjpohMI11W5kslrDS6fOHYlDL+SL3u9C8xPYYih/FYNAKAwtGIIuYr14bVqzHuZaB0rZZo8BEpre1d/whL0knsRjForWXsSK9UAPx6ElJ5VgaUR42S6fvC9eQxF6c2PAzLGGF0HUdUp0wMAG5Y2sVU+LdF+DYr3UblIzhje0ViRCJmmIwHhfU57gUkRLOlnyhlbDevZGxXPpc/JoNAl1D1TerqDqXQRsvM/wrkuYeoPtRn1Gk4WxOFAWCbEIEZszxciT4uJBM/2bPi0LLZPVD5T6HtsFXUT78GYlaJvqw9MzxuKOLOZUIzUNpOdU3aqFnqb6cImESkGTKKHqBxp9oCzKyMKdz2O/+VmnNjn2u1+n5ues56uF+X4sFkI0GlLe9XTa/eisViF1EbnkQ+6cq1BAb29xu1khj/GJJMX6ShbqN910Ey688EJ85StfQS6XWyTUt2/froQ68Y9EIop43AgvE5x0no0KvWaEaCOdvdNBs9xepfPYsVnpHHZtOo0gaNae9Rxel7HpdlNHMC9Bed3Fux4xRLvTdlPN41MF8czqytudXeoJs2FT2cnUFz4LBjVDRBQi0OV52bJAYdeeeQpHVylhqkloUyklhPSil9hWnZbC3I3w9vIQ8GqoxYjEkDGxF8HuYBGkkTKqsnQPKw+iNnVIhYzbFXqlMkrkwdBmwwtr225jYl21G4nkkGu17H+v8yElBPX0PJDoVxEhju9FuS8ctvFGvOulOg3FgP410MIxe7ZCEeiDG5XAVN9jA+1GtVNZULL7hYjgLXrXnWwxWFhomS4utOTt29v/pIou0PvXGjEqTr5HaTfTh+w/916E9fQh6OJ1712twtOd9+FZZxErKlpDtjRF1eJkp4/9Tmy6UcZlM/Y3OGeUu1mEaCaTw+xsGvn88n9euJQr8/BtKMiCXrOk59T9HBhYh+glH1IJ+ehVX8FC/emnn8aNN95Y8aYbHBzE2NiYe1dHqhKJBNHdbWTIbDYUyW5n38yAUsle+Tmr2az0uWaoZdMte04iCNwKJ7e7QOCmPTvna1Qwl53F8MCL+FWemdrXXxLMat+k8z1u6twiEoJmOHztveSLFiEcCp8SEnIrojmXUfu7Ucue9Vobs2bUqYhmEbFdg6qsNevUtCWhrA4m90siFiRMXsJ+JQy/Thm1JstoCL0NykutiZix0RaUqBveYgj1Ru3a9LAv7GE2wrwbykwnbU4me9HuujkIStei540w9wajRpx4143IBA3oWWUkGmyk3agFJXs5CErvycJFJKa86Y6RdjJ3TEWC2NlioL7HfNZYaJE8Ao7RjRB52cs+tBmI99obp+R4aTuN9KkSrTS2C0gMQE8M2+vDpd2oSKjGQmu1vPThWSAUW2gXVXBzLLYjnpfz/MZJGZu11co5oySbGxjowvx8Rv1b7uT3PAb92C7Xzrf8ly+IK0I9GAwim63sDRORnkgs3cNH3EOEeXd3VCXacGuPqZ3O3gvBXKuz99Keef7y87o1iDmtU7ftmeeuZM+NQdPJAkGzgrli6LZ4jqokKmrY41MF5TmWUGrx6kuSrbIJcamdmmH6DQofi0FLsrnK++VdT+wlZVMhvyL0+pbWaaVkcU2gPi/iIJeAJnuwK0QeuLMQYRV6vUbkgNr3PVmxTtXffWuA/nW2IwXsUi7W6+5hbgTxxEsb7OqvmIOg1FYzKeP+cAGtRpsstRsJI++VZHHNJZy1k4OgePerBaFm7SlUsrkUEKu8xaBUp8X99E3nq5d2cPhZ6LI1YHDTkv3yC+0maSxaNN3HGcnt1HYLWUipVUZLsrjmTEpfOV91S5MX45Tdsd9tm60Y+6vZ83Lsr2az0rU1a89MNicJk2dmmGyOdD6OR7LTTjsNP/jBD3DppZcuee9f/uVfcMYZZ7h1baQM2asjXnQTNzvcSue0drRe2avU2fthr9yWH/asNr0YNO3UqVc2yxcISq+7JJiXoBIVGcnmoAUXC+Z6e98bQAln2WepEsNljel4KXw45X6Gakk2Fy2G32eMZHPKlnk98ID0LDQJvRehJ55v8zE9KlmchA+7+2QP5e1WyebmgJThJS2956oli9DrWwM9Xswqbtkvr0USRrI42fLgtt1isjmjuSy007p7mBtBJZsbgy6h5cUcBMY1aCpxYc2cCU1gBKcalOpU7hcJcxdPuJu2SjkIxtWjB817o2qyuGaRL06SzckCodSplMusUxHMqi253MdJ2ZJmsrnRRf2bajcSXu8m0s9M7jP25vesWtxuVCSUCwtJVbc0SYSOkWzOz3HKa1srbez3u4yS3kKSzaVSWSXYCelUHM+83v/+9+O9730vrrrqKrzpTW9SN8zjjz+Of/zHf1RC/dZbb/XmSgkSiZinnV+1zt4ve37ZanUZq/3tpT2/6lXVqfKcS6h6xnXBvAjTix0wErKpDOoSVukRqg7FUylh36kZYy+5R8KnhNiKhYz9p8WIBE+/SQltlVDaTAyaiGiVBCri7UQ21g1dPPWS+E3se2LJYlMWIYa3qIzqmvnYqp5RT+8R89S6hJuL6KmX9KtZlKf+sOFdF/Eqj8rz0p51EUmEl4jznmHPnm2vvqvuISUstYl90EVMyuKEy5EQi5AFR/ne5AkA0oZMMe0V8n2N7TaSzQ1tAnLZ4iPePPwexbMuC2cSWSL1mc3WThbXNDJOSORQyHbeAjdYSWO/H/ZMG344WsrPL551Eet8jBvpVBwL9fPPPx833HADPvWpT+Hee+9Vr33iE59Ab28vPv3pT+Oss87y4jpJcbLXKiHbyfhZpysB5SXxUDAvQWz5aE8lm1PCx6cMtNI+xaMvYf/+WDTCXCs8iswrxPuq9q7bTYjlitAbMfYD+8nkfk+eD14ZyeY+C+Rd9jDXQiIwxNvtEyoqQxYjZMHOL1SyuEP+2UvPQh/bXTVDvuuox9VNNf74gkbwqy+1wPkN65SQ5UBDsYy//du/jde+9rV49NFHcezYMfVYtjPPPBNdXe6HDRJCCCGEEEIIISuJhjcdxmIxnHfeee5eDSGEEEIIIYQQssJpWKg/99xzOHDgANLppUlGXvOa1zR7XYQQQgghhBBCyIrEsVDfs2cPrr76ajz77LNVs0rKs9YJIYQQQgghhBDig1D/H//jf6h96X/2Z3+Gbdu2IRw2nmVMCCGEEEIIIYSQFgj1J554Ap/85Cdx+eWXu2CeEEIIIYQQQgghVhw/72NwcBDd3d1OP0YIIYQQQgghhBAvhPrv/M7v4Hvf+57TjxFCCCGEEEIIIcSL0Pf3ve99uOGGG/CWt7wFr3jFK9Df378kmdy73/1up6clhBBCCCGEEEJII0L98ccfxx133IGpqSk89dRTS96nUCeEEEIIIYQQQnwU6p/4xCcwMDCAT33qU8z6TgghhBBCCCGEtFqoP//88/jc5z6HSy65xO1rIYQQQgghhBBCVjyOk8mtWbMGuq6v+IojhBBCCCGEEELaQqi///3vxze+8Q2k02lPLogQQgghhBBCCFnJOA59lwRyhw8fxqWXXopzzjlnSdZ34eMf/7hb10cIIYQQQgghhKwoHAv1b3/726Xf77zzzopZ3ynUyXJCtnJIuyUuEQgCgQCQy0jtdly16noBCEaMcuZ8iizSAkAkDmTTgNj3GL2Qh374N9BivUDvKn/uj3gftFgPMDsGFHKemlLbt1JTwMReo3xdA57aUzblfsh7W64ldPUD4S4gPQPks97b03Xo43uBaLey7Uu76RqAVugF5o4Bhbz39uTeT8SB9Kw/938wDC0xCOh5IDXrQ5+qGd9fOGa0GR/6G2hB+A23cBJCOlKoP/PMM95cCanL3FwGiURE/e71BMg6iPkhZE0b5T+9tllu3y97Jn7ZNH/6Yk8ErPweCUHLZzwVCH62G1U2KUsuDT0YAvSgMYnOpjwVluqbM+s0WqxTEexelVHOXchCz8wD85PAzFFgZCu0aMITmwiEoIekXyt+b7I4IDaTk94J5qlDQGZO1a2WnIIuQn1oE7RQ1Js6nRsDZo5Bt4gsT+/EcBzoX2OISnUvxqGJsExOeyb0VF3Kz/SsYWt+Enr/Gmgi+DxrN5bvS9rNrHftRhbL9FAMWjBk9DORuLpHNLlHPBGzGtA9BHQPL7wU6TLuSa8WCKTd9K5W/ZqgB6S/yQLS53iEfIdaMNzxY3+r5je+jv0tqNNMJods1ocFOkKWi1AnrSOZzKhOqacnhnA46ElnaD2n9dxedvbWDr7cpl/2rIOalzbLy9cKe+Wve9pulOc5BE0mli5PZv1sN+JhhgjyYhnU2dWEy5g86/msIdhdFEHWMy2pU1kgyLi3QKDqUs6lylC0ab6XTQIHfg1dPM8D66EVFw2aRytO0mXRY+E7U3XaM6o87Jg+5JooKRfMmrWM8xOGYB/Y4GoEgVrsmDxYEjole5afmtuRF72jKkKg/D7QxUsqgl2EnuV7dr2tmq/lUtCOvQRdvMHdI9AkysYN5L4LVmg38lbvKujxXmD6sLtiNhhZtChQqtdwHHpfDNr8lFr4cQ0R5H2y0BJe/B0iCK172GhXySn3+lTxaPeMQIv3LW03ItpLfXjes4UWv8b+8nHKr7HfatMPe5Xmb500Z5TTz8wkkU77HKVEiM9QqC8z8vkCJifnEYuFkUjIIOdex1ttQDH/druzr2fPeozbZaxmzzzGa3te1mmlQdP6t9sLBHXbDQLQxVMjYtYFz0y9Oq13TMMe5gqiqnR+mXRGu43JrBtlNM9f4T2j3QCIWhYImngSh14oFBch8pXLaP4yfRi6hKUPbzbCjZupW/GgFb29yoblXKXvUCbxg5sMD+nssaZESTXBXLJZ3NKgje9W3nx9ZAs0EbbNLOyIWBTxX6tO3RTrIlDFGypiveq9GFQeWj2TLHqCmxNe1muvWsa5ceXJ1/tWG1sbmsFGu0EoZrSb+QkjHL6Zp9QEgsqLLnVavQ8HkBiAHk1AE5vNRBCJYFYLLf0V+2jrAoEKTZcIiWYXCCQSQRbGarYbWTyIG/1Ns1uatOICXWDxQovVnpdjf/k5V9LY76Y981yVbHhdxlQqh7m59LLfvhAcWIdCo9WiL70LAwPrXLgq0m5ouo2WLs9M/9KXvoTt27fj4osvrnnDyXs//vGP3b7OZS2sx8ddXGkvq+vu7qgS7c10hLU621rHN9PxOjmHW+FiTj7fbBmdXvNyrFOn12wcrxsTvQY8wY22UyfXWMvDbPtzIviKwrfh8GGb4q30HcgCgZpAO7xWEa65jH175nGyn3xoM7RwtIHw4WhV4VP1OkX4zhw29gW7KJgrfsY8rncVoCII7K9nq2sV8SSRADYXFip5ox0hwlVEcDThsL/Rocm1OqzT0jmKPx3VqSx+yLUWQ6ttowWL7UZz3m7ku3AsZjXoYfHaR5z34Y1uMZAIEmlzNu+NUh8u970sZjldIJB2I9EjEhHktIzS3zQSzSP1Wfzu23uc4tjv5vfi1vwmn9cxO5tqKNQ9FApgYCCBiYk55HLV++aRkSYXE23iWURFIY/xiSQKheW9iLFSGLHR3mzNQHbu3IlEIlH63eu9J8T+jT4zk0IqlVXh8MGg8++lkQ60mZXSRu1ZP+/UXrVVZq/L6MRmM16EZuvUKY0K4JL3KRyDns8Zkz2bk9lmyug0gqCeh7meTRVBIKGryvtkX+g3ItgWeZ/NcHgbCwS6uQhh1qtde+YvInz3PaGELPokVLx+WLN4QjXZi+7wflJ1GghC61+n9j8r4V1HJFQSzI7LKHZmx6APb7EVQaBLe548BGTnHbUb8zhDOjtpb0v3MDvpb9SakojDSJcjT7ATgW65UuOzsn/9yAvQe0dtR2WYe5gbbjcD66GnZoCZI/bEpXjtxYtuOY9dewtbDIp1amehT+6JvjWOBPOi65K66R4xFlyknHX7VA1IDAGyJaH8XDZsqntL+vBC3v6WpgYWWsqvi2O/O/ObZr3rjc5vmp1Pzc9n1L9OQeog8/BtKEwfcfzZQO8oIjuvwPR0UjkDrYhAp0hfgR71X/ziFzj55JNLYp20h0e90mqhXUHjamiwTXtuesXtnKcVZXTLnp0yNuMxrnYu3+u0TrI5P9tNIx5mW17LOsnmGhE+1e1Jp2Pul69yTPF6XAu5DsegDW+pHtZs2YvqTrvRjczw8+OVjxHxoJLFORPM9SIIMLSlYgSBegqAXM+s7H134Xss/tQa2MPckD2bnmCn0R5V7ZmflzahBGrcx3ZzzAiJrxbtIW1Z7LrV39TcYqABPcOGaHarjNIWVbK5VPV2I9sjZM+5a314rWRzEuYeWZQsrhl7fnnFnZ6H8xvv6lTyMolDqlnx2W4edSF5+3XQj+1y/DlteDPib7uhbllI+2OnvdnK7vIHf/AHeOGFF9y4JuIxssKWyxmTgkprMG6KO/McpgCqtubjps3y1eBq9sxO3q0y1rJpLbsf9qyv+1nGSsc23W4kFFIeH1XBI+tnu1EeZgmPLYaPuyFgDZuakWxOlVFzN+S5gj1lUybFsW5Akm1Z26hMqEWMFRcN3IqL0rMp6AefRuHoSypSwnJBhmeymPXbvXYTMLzIQ5tL51bXoRegS7b4oy8ae9JdKGPJEyyJu/Y9Dn3ygCHMzdfTc8qeEoBufY+W35e0VEnkJ+J2aJMrIn3RvRjtVvvI1f7nMtxsq5p1QWVsF/SpQ8YWhYULUoLZ7XZjRCCMGPvXLR5zRSgKPZIoPSbMtf5GPM99q4yQfytia2SrEumu9uESNi9RFl2Dix95ZrYbSZbogkhf3IeHjQii8iSTsuChXg/5OvZXOn652GzX+U2lY72eM8o/mc9OTTGMm6xsbIW+23C6kzZBVh0nJ5OIxUJIJGQyYs2m7G6HWy+0yU3xWsmeaavcvhc2q4WLeV3GSnXqNNTNib1aZfTKppGoqAt6TpLNpX1tNwq3PcwV7KmkVJHuonfdSExXOsYDmwvZ6HOGOC+GxHtSRvOX2aMqe7o85kz2IZuPBjOvyVWbxUUeDGw0wvDHXgImD5SiM7wpo248d13KKWJPRHpq2ts6LffqF/cwe3cvyiLIkMr0r81NGAn2KlyTK/bMX6TNSD2Kp1dEpkftZnGSQmk3k4CUsYGQbCc2F20xSE2rkPNK2dXdsqdQCx1RVa8IFEPjPRw3jC1NxWRz+WwxWVzQ8XYFZzYXjxNejVMc+92v03pzRtnOaSSLc9UkIcsSZn3vUCQrZjo950qyObtUOr8fNr0UkpXsCV4K5kr27L7uls1G95M1aq/4y9LXvC6jPEtbyuiBECm3J+ji8TJf88GeIl18XrjHNs3IBBXKLPvRfWo3BVn8GNvtiWCuFkGgTe4vfZeefo+mze5hBHpGPL8fF+5Fyci9EDngfbvJqz3afrYbFe0hbdWnOlVJ1GQRq1ib3tvUoMtj8SRawK92I95zS/LFThynVtLY74e98q2iEubOcG5CFqBQ72Cko5VOLxgMqOeu+4Ufg1i5PT8G6lbaXBF1WvQz+15GX6wVbaLgm6BUOEyk1izKTiThb7txYS+6I3vqPwsLLr7YdGGPryN7rWg34biv7cbcN+5nf2Mn6aK7NoOtGad8scax36s6tf70A9OWRIMygpeQBoX6lVdeaevGlWMeeeQRu6clPsCOjxBCCCGEEEI6UKjLY9kGBxce50EIIYQQQgghhJAWCvWrrroKp59+Or8DQgghhBBCCCHEQ/zdMEUIIYQQQgghhJCaUKgTQgghhBBCCCFtBIU6IYQQQgghhBCy3IT6M88849n+9N27d+N//s//id/+7d/GySefjDe84Q0Vj7v//vvxpje9Caeddhpe/epX4zvf+Y5tG3fccQde97rXqc/K+e++++4lx2SzWXz2s5/FBRdcgB07duBd73qXKjchhBBCCCGEELKiPOrPPfecEuGbNm3Ctm3bKh7z6KOP4gMf+IAS8l//+tfx5je/GZ/85Cfxve99r+7577nnHlx33XVK3Mtnzz33XFxzzTV44IEHFh336U9/Won/q6++Gl/+8pcRCoXw7ne/G0ePHnWtrIQQQgghhBBCiGtZ373i4osvxqWXXqp+F0H95JNPLjnmS1/6khLpn/rUp9TfIrYPHjyIG2+8EW9961sRCFRfb5BjxJv+0Y9+tPTZl156CTfddJPynguHDx/Gbbfdhuuvvx7veMc71GviVb/kkktw66234tprr/Wk7IQQQgghhBBCSNt51GuJbCGTyeChhx7C5Zdfvuj1N77xjcrb/dRTT1X97N69e/Hiiy8uCaeXv5944gmMj4+rv8W7ns/nF9no7u5Wiwji7SeEEEIIIYQQQlaMUK/Hnj171P7xrVu3Lnr9uOOOUz9feOGF0muyr1zEtYmIdKH8sxJir+t66X05x/DwMPr7+5ccJ973QqHgQckIIYQQQgghhJA2DH2vx9TUlPrZ29u76HXzb/N9J5/t6+tb9P709DR6enqWfF6Ok0WC+fl55WFvlFDI+/WQYDCw6KcVTdM8t08IIYQQQkgjhEIadF3zfY7cKtTUvIHimlP6dioLWcFCvZ7YtL7+rW99y9ZnxZte/nql85vHNUMgoGFgIAG/6O2NYyXSisWITl8A6fTytQrWKiGE/Y1L/SnH/o6hvz+xoubIoWBQ/uP8g/K5NisLWcFCvdz7bSJe8Ere8mqfldD2ap+Vn+Zr5TbC4TC6uroavv5CQcf09Dy8RlbW5Kadnk4in18cqt/dHUM43EBnsIyQRRW/B+xW2PSTTi9fq5DlP9YqIYT9jQv9Kcf+jmFycg4u+Mccz5Gt+OlYy+Xz0HN5x5/T8nkl3uqVhbQ/dtpb2wv1jRs3KrEs+8kvvPDC0uvPP/+8+lntkW7WvenyWetxsiddBIj5vrw3NjaGycnJRfvU5bgtW7bUTXhXj1zOvxtJbtpye25EBhBCCCGEEOIFuZzu+Xy10hy5VUhRGyqu3n5lId7R9hscIpGIeqTa3Xffvej1O++8EyMjI+qxbdXYsGGDEuN33XXXks+efvrpGBwcVH/LY9pEjFttzM3N4b777sNFF12E5Q6dooQQQgghhBCyfGi5Rz2ZTJYegbZ//37Mzs7innvuUX/v3LlTiemrrroKv//7v4+Pf/zj6rFsv/zlL/G9730Pn/jEJxZ5u6+88kocOHAAP/rRj0qvXX311bjmmmuUZ/7888/HvffeiwcffBA333xz6ZhVq1bhiiuuwGc+8xmEQiGsXbsW3/jGN0rnXM4CvasrilAo6Gt4mGnLL5t+22uFzVbYs9r1MyTcr9Bwo4wadOi+haLrxbVR38Lfi/2jb3UqdrJJ6JEu/9pNOLZg2w97YkcvAJqP69yFnH+2pIxm2fzqb6ROc2nooYh/222KZfStTzWMqYHZt/5G2in82/bW6ePiSiqj4Hed9vXFMDOTZjg3Ie0k1CXk/MMf/vCi18y/v/nNb+Kcc87By172Mnz5y1/G5z73OXz/+9/H6tWrlWh/+9vfvuhz8hg1eR66lcsuuwypVApf/epXccstt2DTpk34/Oc/r7zoVq677jq1F/0LX/gCZmZmsGPHDtx6663Ka78ciURC6O6OqmR2ZmfrdedbaSDxenCpFCblpc1KdeiHvVaW0bd2EwgBIQ2QCbvH4rlUr9EuaJkUoOc9FXqmOS0UUUZ0VUYP7RXPrYXi0FedAG18LyAC2mMxq4n4SU0DsV7owbA/7aZ3NbTNZwP7HgdyGXiNJgsDq04E5saAuXFfvkeoR4RKWKhhyasutVSnsjCQy6qFHllc8rQPN9tNehoIx/xrN1K+XAoIRor62VtRomlBQMom4lkveNzfFPvsvNwPOvRgpHgNHPubqdOVNr/xe84oTqWBgS4kkxnMzXnfl7ea4MA6FOxWrYTJF38NDKzz8KpIu6Hp3MDsKbKHZHx8zlsjxUfASVKCqal5xGIRRKOhmgOL2519rQ7di86+VfYqnbeT6rRaOXwto7yWz0DPZ433XLNWvd70fA7IphY2f7lmzxBV5s+FNwrQMyloes71CbtxPg2I9wKRROl7w/Rh6BP7DKHguj0AXQPQhjYZixGCFoAeipY8l163G2kv+sGngWMvqmUeiZVwzZ5Ro8DocdBWnwgtYPSvmD0K/dCzQLGtul6nsijQt8ZYHKjXppq1qTZMFoDpI0BycuENEZfyPbr9HZpljPUYiy3B0JJ247ZAUGWU72rmMJBZSPKqh2JGOb0qY7Rb/VPnlmso5NRinbLnmrVa/bSm6lTqeLmPU9Zz23mij1u2Kp2XY7/7dWq+J4mYZ2ZSyGadJ1urNUeemJirua97ZGTpo5q9oNn7UC/kMT6RVPVEli922huFeocJdbsDlVsDmhN7bgi9WoK50Wuza9NPe3bqys1JQlu2m4JkRE2rMONmRYmdulLXJJNnEXwuTKBLXvRaJxJbxQWCpu2Z1yyio6sfWmBpyKuey0Af2wXMT7q3QBCMQBveDK2rv8r7Ydc8enbajS5l2/NL5dlvtoyLFiE2vAyaLH6UH5PPQT/2IjCxz512Y3qYe0eBeH+N9mr8bFaTlO6N+SlDwBYqTYw1tWhgCD2XFghEGMsiRDThW7sxoyAqLshpQWMbhQsLBKV2IGWU79BchFh8UYZYL25raL6/sdGnygKTWkhbiLRbbuOUnXNw7HdWp+08v0mlspibSzctSNtNqAuZh29DQRZG6xDoHUVk5xWLsrxLfVCkL3/stLeWh76T5pEOqLc35qgTLXnZGlzZcyKYy49pdMB2OlBYy9gI1ut0UsZmBjQn9epWncrn/Gw3tus0EIQWjhfDcBsPFbdbp+q9YuitJuK5wfBUq5CpWz1iS0L+pXwqTLXxCbsSdyIoLd7XJcfIHuBVJ0CfnwCO7WrYE1yqFxFa/WsrLgqUyGehiZgVgSDiy+N2oxYMTnyV8qzjwFPFCIJG+gFNlUtbdyowuKmqXRFhqk77VgMHnwHSs421G3O7QqwX6F1VWdxZ7WrNC3bTw6xPHVzkYa54dbJ1Ih8CwlEVgt9Qf2PWS/cw0D1ktNm67SYKNOgJLn0mm1QRJRKpU/3gPLTMnBEK30QEwaKIlnC8+jmk35V7VRYks6mGt/s46lMLOWiZnFoAaWaLQSvGKTu2WjJOLfOx3449N+rU/Jz1fPXsCRIdKv9mZ9NKtHcS+T2PQZdxuA768GZg5xXM8r5CoVBfxkg/lkhEEYuFG/x8Y519M4NRI5290wGl3F6l89ixWekcXpaxEVvWzzg5RzPeDV/rVI5TYjYIPZt2tJe80XajbEW6DKFQDE+1i3VdyLbJ4gKBJiJWBIWDBYJFobWxntrCx2qyawBY3wt9cj8wdcixPfGCasNboEk92UI36lIWXUIi9OBpu1HHjWwD+tZC3/8EMHXQeZ32r4O27jRo4ag9myKwZa+8bC84+kKxMdhfINDqeZirfa4YTe1EsJfqdPYYMDtm/zrl+0sXv0MHQq/UbmThrX8NtKIQtnGl0GQfeSHYWLuRe0k8VpI3wS75DDRZvBAR7WBhaaGMMSDWB83uY11lMajY3zhdrGt0nFJ71yX8XurUQQ4CN8b+RsepTh77my2j0++l4XbTwjljT09MzXUlHJ7PDicrCQr1ZYqsMEqyOCfe0GY7+2YGlEr2ys9ZzWalzzVD3fBnF2zZLaNbdepkkuBWnfrabiQcNVL0rmfrJ5trtozqMyHxOoWUPTWprTGBdiUMWU3YE4aXO5eqbc8UBSKWxIteFE1OUN7iwY3QE8OG9zkzX1fMykKA7EMXj2hD32VBvJbzhteyjtBzo91Im9G2nAN96hCw9zEjeVjdz3QZYe49zhOJqusc3AD0jEI//KwSwna+R1se5pp2i+crCvZq1VWqU/kOpE5qeZhrUdwioiJQ1JMMtOo2zWiP3lVAvM+/dpOSUP6jDeZk0NXTC0pltLFAoJLFdfU5WIRY9GHV36itBTYWJF0Zp/SCUUYbWwzcHvtNwe7H2G93gWA5z2+cjv3Ldc5ohK9LsjkjHJ6QlQCF+jJDsrjLyqJkdXdjz5fdzt4LwVyrs3drQKlkzzx/tb87oU47toyBELRIsGqyObfbjRIYkbjah6zC4cs8j47C3B1P2FMVFwgWQmv7ABceg6ZFu4C1pxiiZnzPEmFTsp8Ygja0saFFgYpey6JHT+0N9rjdaBKW3n0p9MPPAEeeX5JsrpQsTjLky79aofx27IWj0NafDl081oeeWZKNfsH72gX0r25M3NXwrisbZYK95GGeOgwkp5o3Ju1EiWcj2Vy5mF0I5e8D+kaNLR4uthvzUYdL2o14pqcPGeHuzSKh4unZYgTBUjG7ENHSA0iUSbNt1VyQlOSWFZ5+4UkfXmdrSivGfrfLWG+BwKsyVlsg4Pym8ToV4vFwKRw+k/H30ZWE+A2F+jJCwn7Ei27iptiqdE4vBi8nQs8rm+WThErveWHPatOPMlrrtNr1uGnPt3ajxGwUWiAMXTykZcnmPCmfCOdAwhBcskggLzYS5u5owi7hsLniY9WK7UaJu7jhmWxSTC4yJwWQ5GVd/dDH9gDzC48dExGpwtwrJFJrCtOjpx7LF/W83ai95GtPhT6wAdjzqMpsXipjYhDahjOgSQZyN22Kp3zredCPvaQWQUr2lId5tdrH7HZZl4hzsz5FnEsYuO5OFuUSsmAm7VS2CIjQs0Z7SP4C29sjnLabsBKXC+1GsvCPqbbrOpLUUoXDx40FguKz0DUR73Iv1skn4Bhpq4HFC5KL+xu374+lW1OsdNo45Yetcnt+j/2tnN94Zct6btlZ0tcXRzqdxfR0/UgpQpYrFOrLCNmP7mXnV20A9cNm+eDll81WlLHa317a68h2EwgYorW4p9Rrm+rckkhLJtESJq55+0zyhQl7tzGBlmzcsV7be6YbwUg2d5yRAXxyPzTx2su+abv7bRtBJbjKu5Zxux6qTCdcBEj2+/E9ahECAxu8mzjLFoPR46CLMD/4lLEw0Tvijoe5nnc9U1zIkmgJNzzMNZPNpdQjg1T+A8mZoEL5PfwuC1kjMZoyX1CPynP7MXlLFggk2ZxsT5EnK8hPyS3hVRlLC5ISXZP0p081txhIuL8WbMnY7wcrZex3O+qynWyaNqLRMMLhrGuPcSOk3aBQX0b4OI65kjV9ueDnBGEl4Gu7ke9OBI+XE/RKyeZEULr8PPLqBjUV4q4m7X5NumSvbVcf/EM3HsPX4B5tp6h6lCgBEek+ocW6AcneW/HxZx5hZjv3CxF6Ukbf0NXj1kTI+taLixCRSAm/UJEzkgPAx7FY2mjQvYiddmSlzG8IIcsbf2ZFhBBCCCGEEEIIsQWFOiGEEEIIIYQQ0kZQqBNCCCGEEEIIIW0EhTohhBBCCCGEENJGUKgTQgghhBBCCCFtBIU6IYQQQgghhBDSRlCoE0IIIYQQQgghbQSFOiGEEEIIIYQQ0kZQqBNCCCGEEEIIIW0EhTohhBBCCCGEENJGUKgTQgghhBBCCCFtBIU6IYQQQgghhBDSRlCoE0IIIYQQQgghbQSFOiGEEEIIIYQQ0kZQqBNCCCGEEEIIIW0EhTpZ8ei6vuLrYHnXpwaEY0Ag5J/JUNT45xfhOLRwHND86bL1Qg56eh56Lu3L96nrBeipGWB+Qtn2wSCQzwKZeeOnH222UABCEd/bDQY2GPeHH3QNGLaCYfhGpAua2NWC/tjTAH12DHo25V9fJ20mGPHFlJRJl/tibhy63BsdCsd9QshywMeZLWmWubk0Egljkqdpmm+DmPzuhz2xUf7Ta5vl9v2y50cZrec3bXdinWqBAHRdgxYOQc/noOXTngovVcaAiIKgIUiyKcArcSmT83ifsicl0oJd0HMZaPmMZ4IZ2bQqj7KXyyshq4dj0DxYCFF1mc8BuZSyJ2gzR6FHe4Bowpv2UyhAz6WgyeKAKmMaupaFJgLTi4UQVcaMIXq0EBDUgWCoVM9eoW4BU6BHE2oRBDNHZRXGfWNyH4wej0DfauM7DQbVwpnUrSf2iihb5sKHLEqkpoH0rDfGtEDpPtDzGWjzGXV/6l390FR/4G1/o6v+plinhbw3tuRelP4MunFvzB6DHkkAsW5oHi0SWsd8k44cp1o0v+nosV/TkMnkkM16cz94TXBgHQq1qklX/0dgYJ2PV0XaDU3nsqKn5PMFjI/PuXa+YDCA7u4oIpGQJ51htYHEy86+0rlbYc+rAbSd6nQllFG9JkLWZW9QzTotik3XFgjERrQXWrSrep3m3BN65YLZ+m2V/hahLkLFpe9SF7EhosAUzOUHiPiJ90MTL7TbgrlCGdVrsjAiotOt9ioLHiLIoS+251W7KRZTLt/8abWpBN70IUCiF9yiby200eOAQGCRmCtNLfJZ1xeWavY3ck/IooSb938oCr3o0V5kz2xHsR4g4u7CUr3+Rt3/pZbrxgKdLDjmK9+L8r3KgmEo6ksZy1/zst14vUDA+Y03dSr/ZmfTSKftjYGhUAADAwlMTMwhl6u+eDgy0gM/cDoPk/FyfCKJQoERoJ2EnfZGob7MhLpJNBpCd7dMmt0bXOoNkG4LPTsDspuDtp3rd3uS0Io6XQllrGWvdIzYUx49d1bb7dQpcrJA0KQoEc9grFeprLp16kIEQV3BvOT6jG0GjX6Xqq6K9VTLXum9Yn1I5ITbgrmSTbGqvOvNeElF+BQ9nzXL6Ga7Mb3oxXWemu0mNWsI9mbErEQ8rN4OLd5n496QezHjysKSnf5GkZkDktPNiVnxnquohOr3ovVYEbPNLiw56sObXJA0Fuiyqq3auhdlsaKrr+nomnYdp1phzy2bK2nsT6WyKsLUybDXbkJdyDx8GwrTRyq+F+gdRWTnFZieTiodIQKdIr3zsNPeGPq+TJFVxExmVoXCx+ORpjpCu513pZX9Ru2Zn7Vj0xrC5UZnX+scboWK2y2jW3Vqfr7Seb2q07ZvN/JLJK48qIb3qRGbC6LHVrsJFT2y4iV1Gp5qmejXq6fSexISG+hqaMJeSTDX+2bUcSLqVRhw3LF4tobWqnLUOLb0XjapPqPHe429+k7ajyw+ZNPQios19T6pmUG/2SR0LVgMh3diz/Doyt5+81M1y7io3RTD4RtYWFrcTuvbU6HwI1uBmWPA3JgzY1oA2vAWYHDjwvdYt78xFnia8QQ77W9UyLYs8iSnjDbkCM0Ic5d72WafJbkVtLkxdV8g3ttQqLiTPlwdL8K5wS0GThbozPdUyL9sTWkigqDdxym/x37TO+zn2O9GGe3as36m2TKKYJ2ZSdUU2suJ/J7HoB/bVfE9fXgzsPMKVeZOKS9pDAr1ZYz0lWboT09PDMGg5pnwcWsAbWQVuZnOfrmVsZEBtJHPNDtgLqc6VV6xiLm3055Hr9FJhblAoEVkL7nhqbIlSqLdxr/ya7dhb2HCHrYdQeBEMC+yZ35eL0DLzBUFZqTu9dYNra13veKRFcGVSUKXxQwRtTYFc/m116N0nJ6HnpmDJnugZRGl3nciZROB3sCebKPdBIytDrJ44mBhyepVsttkje9Lg94zojykmDxoT8wmhqCtPtESAu30XgxCjzhbWGqqv5E6TQyqxG9ITtpbPAuGoYdizu9F8xepR9lCEuuzvVWk2TKqxQGbWwyMBbq0kXvC5gJdyZ75i2ydMO9FmxEEzY5THPur16mTem12gaDR77HRBQLzM+JBTyY7N7khIdWgUO8AJJGGhMdIWI/djrDZsCunA2ijE5FmhJ61jI3as57Lrr1mRLCTMrpVp+a5Or7diEdPvF5KzOo2y9iYPYWISfkn3nURxpWQSa5M6APB5tuNjQiCZgVzyZ75ixKVxWRzFcRzpdDaRmwu8ujNSrI5Y2GjYp1ZBXPZPm2nNlVTMJPNiXirFEFQtvfder2NtZuwrSSF9cLc7dqURR5teDN02dctYZiVFhpCEWijJ0DrHW3KM7ZQxgh0tbBkeHQ9729ksaVnVe1kc6UokaBtL3qt69ZkYSAjyeZqh4q7VUZdFhhUsrnqWwxUGy1uAVGfdWzNeQSB2+OU3YWP8s82Yq9dx343bDY69rthz8nYL8nixCHFsG+yUqFQ7zBEsEsofLVkc24Mmk47ezf3YtkZQN3eh1VvAPWqTqvZM1+vdPxyK6Pv7UYLQg+LRy+7ZE+wV+1GHqumByRpmCU8VSa1su9ahLXbWzoqRBC4JZirerslVDwvyeaipQm7473vNiidQ8SWePREBJlZvysJ5iaNlj6vQujnlyaby5te+9p73xtqN2rRZWmyObth7k7sKeL9Rm4E2buu9nYX6V9nJItz8f4vXXik8lMMPOtvpHyRLmB+cvH9b0kW54bNRQtLVZ5i4E1/U3mLgVqgy0g7am6BbpE9GxEEXoxT1vNWGqfcsmXHnts2V9L8pl6dijCfnU0poU7ISoZCvcOQzm1qKllMNrf4UW5uD5r1Onu3B5Rye6Ytq303B5RK9kybrazTlVBGL2yVe5/U3k71LOS893UqXjoRCCIOxLsmezyLU13P6rQYQaCeFZ5JuiqYF9mzetjSuaLgMRYG3F4UsKK+N3nWs3i6Zc+1EujuCeZqwkuFGEseARFDNve+N9duEsVHuWUbCnN3HCrevw66iPbUjBLoWqzHtcWkcnsK5QkOG7kPREh63d/Ifd8zAj09pxLO6Wqhx0ayuEbsmb+kZ4DsvFGvUlYf+hvZYqAWB+X+92CBrmoEQfFxkouux2XMPq7SOOXVuFEeus35jTt1WmnslxB3CXUnhFCod3iyuZxKNheLhT0dNE0qnd8Pm+Uh7l7arBSC54c9u6+7ZbPRveSN2rPzmts2iyV011NYw56yFumGFo56Xq+lc0sh03OeTtJLNovmrN5Rr+0JeiGLQJ0M8m7aVMnmGtj73lS7sRjx8tYotZtYD7SRbQsh0n71N36OU7KgFJbtEd73cWaEiTUE3pf+xpLvwJd7UXJXeCzSWz1OebmQ1E7zG69tVTq/JE2TZHGSQI0QYkCP+gpINhcKBREON/GoIYf4IWDL7fkxULfS5kqpU+tPf+x544GtajMQ8Ldei6H2fpVR1WgT+8Ibsil7i/28F8t++oJ48zwW6VZEbBn16Wd/U/C3Tn1YhLCiyf+aecRgIzSZi8IpUr5OHodbYdPvcdFvW1Z7Eg3abG4hQjoNn0cN0grY8RFS5d5gxRBCCCGEkDaEQp0QQgghhBBCCGkjKNQJIYQQQgghhJA2gkKdEEIIIYQQQghpIyjUCSGEEEIIIYSQNoJCnRBCCCGEEEIIaSMo1AkhhBBCCCGEkDaCQp0QQgghhBBCCGkjKNQJIYQQQgghhJA2gkKdEEIIIYQQQghpI9pCqL/00kt473vfizPOOAPnnXcePvnJTyKVSi06JpfL4f/+3/+L173uddixYwcuvvhiddz09LQtG3fccYf67GmnnYY3vOENuPvuu5cck81m8dnPfhYXXHCBsvGud70LzzzzjGvlJIQQQgghhBBC2l6oi9C+8sorMTc3h5tuugn/7b/9N/zwhz/Exz/+8UXHfelLX8KNN96IN73pTfja176mhP33v/99/Omf/mldG/fccw+uu+46vPrVr8bXv/51nHvuubjmmmvwwAMPLDru05/+NL7zne/g6quvxpe//GWEQiG8+93vxtGjR10vNyGEEEIIIYQQUokQWsxtt92mxLqI7sHBQfVaMBjEtddeiz/5kz/Btm3b1Gt33nmn8oT/8R//sfpbxPb8/Dw+97nPqZ9dXV1VbYjAF2/6Rz/60dJnxYsvCwPiPRcOHz6sruX666/HO97xDvWaeNUvueQS3Hrrrep6CCGEEEIIIYSQjveo//SnP1Xh7qZIF1772tciEong/vvvXxT63tPTs+izvb290HVd/avG3r178eKLLyqRb0X+fuKJJzA+Pq7+Fu96Pp/H5ZdfXjqmu7tbhdhbr4MQQgghhBBCCOloof7CCy+UvOYmItI3btyo3jN55zvfiX/6p3/Cz372MxUm/6tf/Qrf+MY38OY3vxmJRKJ0nOwrF3FtIiJd2Lp16yIbYlMEvvm+2BoeHkZ/f/+S48T7XigUXC45IYQQQgghhBDShqHvEvYunvFy5LWpqanS3xLyLl7197znPSUP+mte8xp84hOfqHl+8xzlNvr6+ha9L9dR7rE3j5MkcxJeLx72RgiFvF8PCQYDi35aCQQ0z+0TshzhncFKJYQQ0npCIQ26rvk+R24VwYH10LWF8upYiA4O9K9ru+slK1SoV0PEuGZpwN/+9rfxt3/7tyop3CmnnKK83LL3XJLO/eVf/mXpuG9961sVz2c9l3n+8tfLj7Ee1ygikgcGFjz+XtPbG8dKpNJ314k2/aTTy2cgZWzuHneEXjDqVfoVP+pX83+Q973VmHXq89hUPkZ5ihbwt14LhYpjpJdo0lb1vC+2igbhLzp0iczTNP/aTSDoc7vJt6DdcOzvFPr7Eytmjiz3SeSSD9Y+plBom+slK1ioi6e70iPWZmZmSiHxExMTSox/7GMfwx/8wR+o184++2y1r/2qq65Sr4l4r4TVcy6h7SamTdPTXu065LVwOFwzWV0tCgUd09Pz8BpZdZMbeno6iXy+gHA4iK6uqJqLmAOZ1wNo+QTWjwHbasOPCXR5mVpRpyuhjF7aM20qG5E49Gwamp5Xct0ri+Z6n5bPqj/0UFT99LpORcRCC0Iv5OHP+oAGxHrUhB2ZOW/r1Dx3IAw9GAXyGfWql8VT7SafhT59BIj3qn/e3ovFX0IR44vLpX2q06DxHcrPCgvnntyL4Zj6DnW5Rzy+F1VRAmEgrAHZlD+LdapOc0Aw7FudqntR7Kam/Wk3WtBYbJE+x4dxw3p+v+yZNji/8W7sT6dzSCalP/dujlwNvxxrUt7sw7ehMHMEgZ5RhHdegdnZlNIMJvJ7s85C0t7YaW8tF+oixq170YVMJoM9e/bgrW99aykhnLx20kknLTrO/FuOrSbUzb3pshfduhdebMqNYr4v742NjWFycnLRPnU5bsuWLQgEGvdM5XL+7W+XmzqRiCISCS2ZCFg7QrcnCeWDmPWnFwNavYgIL8pXXq5W1ulKKKM/7UZTYl1NoLMigtwVegv1Zam3Qg5aJg9dxFcw7E2dymJAcgrIJtVr1tO7LdZLk/RQDIj3QSv2lXokDk2uQYStByJBE1HQ1QdNFj2EYMgzoVdqp7PHgNkxo9TpGejJSaBvDfRAyKN70fypKbGuB0PQRFiK59KLOpUzxvuAcKxiFJrn/U0oCi0Qgp5Lq0Um19tqqb8Rr7bRZvRAQi2AeNFOS+cTwRxJtKZOowno8n3KvejRQo+yFVvabsxkv26L52rjvzW5sF/zDc5vmqtTa12aP6PRkHI2zc6mkcnk4CYi0v2ck9cit+cx6Md2oTC8WQn1bDbfNtdG2oeWb3648MIL8dBDDymvucmPfvQjJcwvuugi9ffatWvVz1//+teLPvvkk0+qn+vWGXs5KrFhwwYlxu+6665Fr8vj3k4//fRStnl5TJuI8bvvvrt0jCStu++++0rXsRyQFUPp4KoNVOWDaLNYB+JqA6ObNit17pXslQ/aXtr0ok5r2WuFzY5vNyK0Il3QRDi75F+rbVOHJuIgkzREtZvfoZxz9khJpFspF+yuCebEILTEQEmkq9fFc5gYMsQ7NHfq1Pwl2g30jCyIdONCDKEXjpdC/pst40KdzgNHXzCEurUk6TngyAvA3Jgv/Y2Eh0s7RThuiGoXKFmTeusdVQtXS+26e/9XO3cpXFuuRb5biQJxwUat/ka9Jt58uf/NdtOsPfPcwYjRTqPdle36NE5pUqeJQaBroFTGpu2Zv8h31eNPu7GK4mrjVLmA9muccuN7XCnzGzt1KttG+/riak7LPEtkJdNyj/oVV1yh9p9/4AMfUP/Eq33DDTfgjW98Y8kDLiHr8sg22ZMuCeVOPfVU5SH/4he/iJe97GXqb5Mrr7wSBw4cUGLf5Oqrr8Y111yjMsmff/75uPfee/Hggw/i5ptvLh2zatUqdS2f+cxnEAqF1OKAZJU3z9nOiDDv6Yk5WkVu1ktazftay16lzzq1Wel8tWw2M7A0WsZmVtidlNGtOq01YK6odmMKPQmlzqUMj14D3idHZdTz0LLzQFC8pUZIbMNlFC+r8mDXDhl0w7teqhcRzBVEyIItTQkgCfXXktNALtVYnRY/o4SPCH/xnlfDFHoSJdGEB9GITMhDnzysQodrXt3MUUDK17faKK/H94ZW8gRnjCiCJrykIuIQ74cmER4+3Yt1+xx5LxhW1yZbU9T34PG9qGzJIkg+qxbRmqpTrRiZEFoameBFn7rIbi1b4ZgRyZOabXprikQ+qHvR53bTzuNUMxEEjc5vGp1vNFKnjXyu2TqNRIIYHExgbi6NZNKIliJkJaHpbbABQhLDffKTn8QjjzyCWCymnnF+7bXXqt9NZmdn8ZWvfEUJ8EOHDinx/opXvAIf/vCHFz2DXR7Ptn//fuUJt3LHHXfgq1/9qnpv06ZN+OAHP4jLLrts0THixb/pppvUsbJHfseOHbj++uuxffv2psJsxsfn4AXSkXV3RxGLNRc+67TjbTbUy7ofyc45nB5f7zx2j/W7jM3Yc3oON+q0o9uNEr45FYLr5JNNlVGuNRg1RJjDdoP0rPGvmf3zNi65NLG3I5grfV6iCOanGkgaVj0ku7bBguMcBKV2MzcBzBwx9vk7Id6vPNMqAZwP94bkH1D7rB0sLNULyW67/kbuRRHsDramNLdgWjDq1MEWg9JxskgU723Ic+1nn6q2iMxPGnXbqe1mmYxTzdhrZZ06sWn32FrnkPn0zEyqofBwefqS7AeemJir+fmRkaVPf/KK5O3XqdB3bXgz4m+7oe61kc7DTntrC6HeyXgl1GUPT3e3TFrd24tVrzN1SzDbtWf3GCf26l2/m/ZaVacroYy17Nk9xqYxY/9qncmsq3Uqe3SLId1161TES2rKSPzVBKZnvb6HvUHBvMiWXlpYqFmnLggfp0JPXZt4qacOVtw6YBvxUvesgtbV58u9qM4jwquOJ3jRQovs7xevaJN2fetvVBnr5yBwdczI5+wnm7PpYW6nOlXnkW0dqZma+TlK7Ub6JZWHItiR45Tf9jj2N1anqVRWedidqBcKdbJchXrLQ9+J88yV4kWvlCyuWWqFizldQbVrz3ruSvbcLp/1/NX+7oQ6XQll9KXdyHlk/2rRa1k+mfWkTlWyuRx0EVOSQKxSnapkcZNFEdE81ksvF+uuCmaznmI90GWftZShShIvuyHZtlA5CIJVhZ7RbiSE/Zjab9400l6mDiwkm5Mwbg/vRXWOUrK56gtL6ruTbPU2QrJt2y1S7d539V6sk2zObZv1thi44WFuZR+uzmEj2ZzRbvqMvfwu4Gu7qTNOeTkumucvPzfH/ubqVKJIxVklyeYkQzwhnQyF+jIiHg+rjO4mbg9kfgwmTgZQr2yWD6CV3vPCntWmH2W01mm163HTXke3G9n3XNy/qpt7wHWP61TsyD7rUGwhOZXYKXrAvHiklOlVX7Qv3E3BXC6CJNlcNqn2r8siiHrdZeFTMweB2W4kKdz0IcMr7SYqCd2LQPcQ9O7hCpfkthgJAPLIwXzOyA5frFVlRdpvrMe1ZGJ2+hvP7sWyHATmfzzr28LRhYz7li0Gmkse5laPU+r6E4PGNhFZXLJuo4gkgFi3L+3Gr7HftFftPbdtrrT5jVe2ys8tieYkK/zUVBPRT4S0ORTqywgR6V52flYqrTb7Yc/rQazcpler99Xs1frbS3t+tptW1Kkv7abotVQCUwSYH2XUCyrZnC6TZC0AXULG3RaTZZhFUsJchIjbgrlisrkYNEnYJm0n3tN0SHZNAgEl9HQR55l56PMTxYUPr9CNbPGSbG54syeirqonuJCHJt59EeguL7Qsselj372QbE7uxTmlKN3Kgl832ZxZp9GEax7mmnZd3DZU15YsSIRG1bYUTfoZaTfFJJee2VxBY38rytjpc0aJLpWEyvJoM0I6EQp1suLxayBbKVgnQR2JEs1uPXDMJuLJk3BfH9HE2+2XLXmsW1e/fxNL08b4HviGGSHhg1BfWASJqy0UHdvHyX0oYl3q1RdzRlSG1GunUtqa4qPIawUdP04RQjqClj9HnRBCCCGEEEIIIQtQqBNCCCGEEEIIIW0EhTohhBBCCCGEENJGUKgTQgghhBBCCCFtBIU6IYQQQgghhBDSRlCoE0IIIYQQQgghbQSFOiGEEEIIIYQQ0kZQqBNCCCGEEEIIIW0EhTohhBBCCCGEENJGUKgTQgghhBBCCCFtBIU6IYQQQgghhBDSRlCoE0IIIYQQQgghbQSFOiGEEEIIIYQQ0kZQqBNCCCGEEEIIIW1EqNUXQAghhBBCCCErheDAOhQ0INC/zvg7uNh3Wijo6h9Z2VCoLyN0HdA0P+2tjA5Cyqn5WbEdjq/tRmwVckA+CwTDQCDkz00SikEvFKDlM3IR3tdnPuepjYp2Z48BoSgQ7fb+/tAL0LNp43exGQh4X6fz4/AVVa6Qv/1NIIhORw+GjPs+nzb6A8/vxTSQmQMiCSAc8/67LOSBXBq6FoAmbcjze1HKmDHsqjbbmW1opcxv/IR16qyuIpd8aOHvQgG9vfHFxxTyGJ9IUqyvcCjUlxFzc2l0d0fV715PDqwdrh8TS9NG+U+vbZbb98ueH2W0nt+03VF1WshDz6WhiciTsqnJbNaYzHo4uVRl1AJAMKBEgthViwVe2BKBnk2pxQBVRh8W7Mzz6/ksNFkAySShd/UZ9eqFsUJOfY+ll7Lz0GTRJRjxpKB6eh4YewnIzC/UafGnJ0gZukeAxKB/90YgCF19Xws2/Opvyvs5LzHuxaAqph7oMhbOpM16YUuEq9yLZn+TnAQyEejxPmiyWOCRYJb7sHgB0DO5Yv/mwYKkuhelT5X+pkg2CV0LQgvHPOt0WtZuyux32thf/rvfdeq1TbMO0+ksstk8lhty7ZmHb0Nh+ojxQnoOenKq9H5gYB2il3wIgYBGob7CoVBfRqRSWWQyOXR3xxCNeuOZsZ7Tem4vO95qA7RXg1mlspiv+VmnXtkzz2tSLtaXfbspn8Ba5YjyzCY9EXpV201YvOt5Q7DrBZdsFQxRIBPnYvmsJfFKrFudTObpdT0PbW4ceigGxHuhubUIYlloQVl51Hebz0ELF0WJW0Jrcj8wfbhynXoh1qPdQN9qVQZ/+hsNeihitP8K5+6k/qbcnnpd7vlAGJqITdfuRV15tGUBoLzd6PkMtNmj0OV7divypEwwl9/3KC1IxtyLPFH9Zsq4F8vvAz0PPTPnyQJBq9pNpfui0utu2atms5PnN/K6l2WUkPDZ2SQymeUn0k3yex6DfmxXxffc6b1IJ0ChvsyQzml6OolIJISeHne967UGFeuKt1udb63B0QtPcC3B7NUCQSvqtKPLmDe9r3pFUaWVCz2ZXLro7apap1oAejhueKBVOHwzobVZYzJeQUwaNhcEtVuC3Xqe8vOV6jSXgjaThh7vBaSsjRqutNBSwaaKIcimih49CfltXJTo8xPA2O6St3VJnZrHlf3dMCJo+lZDi/VUbPee3IvBsCFUK9jwug+vZs/L/qbauKHejXRBz0lESLo5OxIpo7ZkFG2W2zN/Sc+6E3lSSzBb7xN1nESeRIwtP03di1m14FCyUW7TgwUCO2O/X+3UfI3zG3fr1cs6TSazKsKUkJUAhfoyRTzr4+M5JBJRxGJh9VqjHaFdMezWAFpLTFay6XZnX+scbi0Q2C2jm5MSu6GDbtWpr+2muIdZ043V83pnKAm9XAp6vnGh5/R71JUn3wyHzzcXWlvj2EXe5ybF+iIvula/TjUJz0vPG6JEyuviQku5vQWP3nxDHj1lSwR6csqWx9woY/GzjQr2rgGgd7T0ac/7G1kkCi20b7/7G7/6cMf9TTDU8NYU2S9q3IsLES31r88aedIHzYmYtSGYrVg9+vK5hiJPxGtf3FZT975waYHASXj7shynWjS/cTL2W49fbnWayxUwM5NCPk9/M1k5UKgvY6SvnJ1Nq5D4np4YQqGgZwNKpcGlkc6+kX1ozXT2zZaxUZvW89i1Z/1sI/aclq9RfK1T5dXKQs/Zm8AusrdE6BlhsXYml41OKowyQnmc1R5vdd16w6G19e2Z51j8tx0a+czCfD0LbfYY9GgCiPbUryuHCy21PXr1cxCoOp0+DEzuM77LRtqNU7Eu+3j71hgJuPzqb4IRY3Gowfu/Ff2N73242pqSK25NsXEvivjNZZzfi41GnjgQzJVsLo48sbGXXMZuy+KF03ux0QWCZddufB77m7HndKxqtIzN1Gmj12vMNWWum1JzXUJWGhTqHYC5yjgwkLDdETYyoFTreO109I128NVsOi1jM/bMc9m114wIdjKAtrpOm2k35rlqnqPGHmY0JPQy0LVcXaHnWhklw3dEPHqSQbnyBEOFf9cIrbVv0344fK0wd9v2zF/Sc0bIr3gQRSQ06Sm059GrnYNAlzBk2fcnibCaqVO73nXxZPeMGJ50F+5FW/eGJVnccuxv7Ngzj6n0Wcf2tCD0cFfNrSlGREuydCM1126KkSeSsDBeJfKkKJi1BgRzuT1be8nLEjc23mqcLRC4PU7ZOYev49QyH/vt2DOPqfRZr8uYTueUQ6rZ+RwhyxUK9Q5jaiqJeDyMaDRcsSN0o4N3KvTc6ODLbdZaIHBj0Cy3V+u8XtVp+bnLbVY6vhmbtQZQX9uNjT3Mzu3VF3petBvDoxeFXiiG4Bb3nqpkcRlnobX17S38Xk2s2w1zd4KURZufMISjCvkNLvEUNrPQYjcHgXhNMbEfmDni2Btaz546f6XzxXqAXkkWF3S/3VS8FyVZXNTIMu7BViC/+pvyc1fqb9y0Vepvio9wNO7F/IItlbgx5969WPypompU5Ikl2VyZYIaLNqvuJa+z971Re/UWCLwYp1rSbjj2u1avdvsbycc0M5NclhndCXETCvUOQzq46ekUIhHJDh9V43T5YOPFZKvS5NLtQbPcnmnLat9NMWlngcDrOvWzjNUGUF/bTdGL3kgYqC17FYSebhFZntVpMdmcePXVM5hrJItr3uZS77oXAr10vuJP5R0UkSziVSbsVk+hBzZLOQhyAcMTOr6noXBeu/YWJZsTwdcryeK6m9p76eherJMsbrn24eX2PO/D5ZdI3NhOk5k32o75vtv2FiWbm4ce61P5nN0UzNUXJOehFYVzxSdkuGWzwgKB7uF3aMXXdlPl3vDC5ooc+y1/z89n1D9CCIX6ikg2Jx52PwbNSuf3w2Z5SJSXNiuF4HVyGb22tej8IrJcCMt0JPQsCZ98qVO1/9X7MlYqisdf48LzyOXZ7z48m7h09tQUMLHP22ehW2yqu2Joc2n7hC/tphgBwj7cvTo1Mro3tz3CceSJbIExxw0PbS3odW8WrpbYsxqQPtWP+79F46Jf9lbU2F9EvOcS5s5kcYQs4NJDOEm7Io+wyOXynne4VvwSsFZ7Xni12smm33VabtcXW2U//bHX3B5fxxSfi+4XJYe+T0U0vOc+12mVR655hSb/k2zivvY3/g7VK6EPN7eh+NnfSPn87MGVLR87HLN0ndxuVsLYr9ppC+aMEg1KkU7IYijUVwDMwUFIlXuDFUMI6WjYyxFCyHKFQp0QQgghhBBCCGkjKNQJIYQQQgghhJA2gkKdEEIIIYQQQghpIyjUCSGEEEIIIYSQNoJCnRBCCCGEEEIIaSMo1AkhhBBCCCGEkDaCQp0QQgghhBBCCGkjKNQJIYQQQgghhJA2gkKdEEIIIYQQQghpIyjUCSGEEEIIIYSQNoJCnRBCCCGEEEIIaSMo1AkhhBBCCCGEkDYi1OoLIIQQQgghhJCVQnBgHQqa5QVd/V8RGFjXoqsi7QaFOiGEEEIIIYT4gK7riFzyodrHFPIoFEzpTlYqbRH6/tJLL+G9730vzjjjDJx33nn45Cc/iVQqteQ4ee1zn/scXvWqV+HUU0/FxRdfjP/zf/6PLRt33HEHXve61+G0007DG97wBtx9991Ljslms/jsZz+LCy64ADt27MC73vUuPPPMM1juaJp1yY4QUro3WBWEkI6GvRwh7Tgvzzx8G1I/vkn9k9+F6ekkJibm1L/xiSSFOmm9R316ehpXXnkl1q5di5tuugnj4+P49Kc/jcnJSXzmM58pHZfP5/FHf/RHOHToEK6++mqsW7cOBw4cwMGDB+vauOeee3Ddddfh/e9/P17+8pfjxz/+Ma655hr09PQoUW4idr///e+rY+X8N998M9797nfjhz/8IUZGRrAcO4Lu7ijC4aBavfNLsJu2/LLpt71W2Ox0e8omNDWl9K2Mco/ouvHTr8WsQMgoo0/TZ9OOr/b0AnQ94F+dhiILtn0wp1pMPmt8l771NwX/73+zTju0v4EWNGz7eG9ALyhr/tSpUTAxJb/7Ua06Cr72qRz7vavT8t+9xLTT3x/HzEwKuZzcJ51Pfs9j0I/tUr/rw5uBnVcgny+smPKTZSLUb7vtNiXWRSAPDg6q14LBIK699lr8yZ/8CbZt26Zeu/322/HUU08pT/jw8LAjGzfeeKPypn/0ox9Vf5977rnKiy8LA6ZQP3z4sLqW66+/Hu94xzvUa+JVv+SSS3Drrbeq61lOxGJhJBLR0uBsToLM372gUqfudUdvlqn8by/LWH5+L8tY7dxe2zTxtd2oSWzZax5RLNGiabovdRpNAIEgtORU6So8sVcslRaMALEEtNQckM94LkoWbbfzut2Yv8T7gVVxaGO7gVwaXqOFY0AwbAg9Pe9pnZplVEtYxfr0pb8p5FV7UYsgWqjj+ht1/kgcuhYw7kU974mtRfeiFlikmD2tUxRFekDaqeb5vb9w7oD/farf7WaFjP1+2bOeOxgMYGAggWQyg7m5tNnlEbKiaXno+09/+lMV7m6KdOG1r30tIpEI7r///tJrItQvu+wyxyJ97969ePHFF1W4uxX5+4knnlAefOGBBx5QXvvLL7+8dEx3d7cKr7deR7sTCBirkj09MTU+WzvB8gHGy0HT/GkOoF7YMzv5cnvl1+OWPZNKdepVGcvt+P0d+mJTBHpmHpoIA6/bjTmNDEagRboM0exjnap/kTjQMwqE46VrchtVJhGwiUFooZj6KX8bMQvuUrr+QAiIdkMLhhfdi+oYD75HJV/DcSWctXgfsO5UoF8S8Giu12lpYWdgA7D2VGhSTvkeRbR7Zs/w+qp2qgSzx3WqzqcD2SS0XErdl1o2Bcg/j+yV9+GCV2W09iel/jQcBXpGVLtVx7hmrWjTlKyhKBDpguZ1f1PebqR8oWJfZ4kgcN+mBoRixj0hix8eltE8p5/tppINr+c3K2LsL7Nj/hRH0+BgN6LRlvsSCWk5LRfqL7zwQslrbiIifePGjeo9IZPJKG/66tWr8bGPfUx5us8880zlIZ+YmFj0WdlXLuLaRES6sHXr1kXHiU3pKMz3xZYsAvT39y85TrzvhcLyCEXp7Y0jFDIG5EqroG53vNUmW17ZrDaglNtzcwCtZ9PtBQK7ZTSP9auMlY5tut3kM9CyyUXedC9sLkxgA4uET6vajRYIQOsSIT2kJu9uULImCwA9o2rSvGgRSybRve4vEChPoYgQiz3P2k2FhRbrdWj9a5VgFyFtHt+sPXVuWQhYfxq0vtWLyyjh71L2YKR0bc1SOocIH1kIkPr15V7MQsvMG950K4UctIxEZORcsemkf3PDnvUclcYp9VqsB+geVotM6vhm7ZXOHVRRNJqIZa/7mwqCGYv6PXcXlhbuxbBxLwZDbTH2u2WvFTbbdX5T6Viv54zylsxn+/riCAaZZ4GsXFq+XCVh7729vUtel9empiQ8FGq/ei6Xw9e//nWcc845+NKXvoSjR4/ir/7qr/CRj3wEf/M3f1P1/OY5ym309fUtel+uQ/aslyPHSZK5+fl55WFvhFDI2/UQEeaJhLFP026IUrmwdBraZA1ZsvNZN8LF7Axi5TabGVgaLWMzIXhOylgu1hu1V2vArGSzkmfKqT0RA/9/e+cCJ0lVnv23+jY9172zsNwRUUAuJqKCBAQkQJBEghiM4Brx8gGB7yOSsAnk8hESiYIgJogRMARIiKLwBQJEAioRRaJI8MIaue6yuyx7mdmZ6Zm+1/d7TnX1VNdUd1dVV1VXdz9/fsPOdFfXW+f0qXPO877vOaWpNOXW38/C+TXf6ywXhM+QaIj6uqhXs3x+6tXTd5jKiD62SgRCKD/TUXqqKtvwEnXOpsdg8j6yVPTyiGjzU4tFmZ9IYS2C3r5Oa5/18T3W7SFSiCihTbw22EpnRd/9zSK5naLtfMV3Get1umI/VWdNy4jXIcQSKdFrkWg/32Nd3EEsYsmCh/vf+rdre/UvpGrciw7OsgZ7lYJItaSEoCpfxH2433vRbR+OetdHVxgZBfPTHcl1lbmCTA8H8RrGveG63SjHUtJIhcc+Cz7bqXEvJkTD/d/G0Rj02O+GKNtNHOY3nYxTcZ8zYo8lpMPn8yX14xek1Vv/jQOqiLWqMKskTtdH4kHXhbqbm9rsGCC2sa4cEXcwOjoqF198sUphP/zww9Vrd9xxh+P57B2DU2fj1Hl06kFEKjo6mbjiZ0Cxfs7r5/3a8/vZIOwNQhkjsac2qEJqbUG0atmjTX8m62ILE0oPJ/H73fv5jDp+aEx0TOwhEPyss0ZEMDPqftJlcxB4RWUB4HpbCOZFn7FNSDzZU5HCIVfCx7ChiYytEB2R8MmNIrPbvRudWK1S6V1nPCBLAtkKiED7+A5VXboQPos/58d7ZWwWJ+WiIb5dfw7p8HPGGn2IQuMCQr3WIO5FT2IkMyI6lovkp5Vo9wzqxSGC3tpu47+hthvlWILTMi1Scyx5sufB6RmHcSrKz/ZiGaP+nN86HR7OqJ9OQZQ+LqSSSfzP+AO/x+z6SDzoulCH+EY0287MzEw9Jd6MhiPd3RTp5qZw4Je//GVdqNuxRs6t69tNm+a5m10HXkun0zIyMuKrfHgG4vT0nAQN1u6YnVYng4OVdp5S03kS1OYibs7XSXTaz/m6YW9Q6hQ7ZZvr0DuzZ/zb6vIX1jBnPQufbrUbFZEdWWZMniHYW0ygGyLaiKL7KKPVQSBzu1xuOIVI4VA9RTjM79FrhNkJJexX7i/62EoR7K6Lum12PWbZIbZX7i8aNv7zbFAzRCxEDMR6tdyyTutlRBaEufFXFP2Ny4yWpiAaWymLXnOexLG/6exeNDNPho17o8Vmc9YIs3JeddjfmFH1VtH1hXYDge5NMNdBGWuOJb3mWGrVTvGe7iKjpdfHKY798Z/fFAolteGclzgaItUQwXj8GXZWb0aUgbVypSJ62ehbtEpFCbJ210f6CzftretCHWLcXItugjXpGzZskLPOOkv9PTw8rB6X1owEBpwmmGvTsRbduhYeNnHDm+/jvR07dqg0e+s6dRy3//77t7TRjiAftYA0+rGxbCiPXGuVSuU1LcutPev5newFWb5WZfSaluXFnnl++7m7VadB2nPVblym1rq3Zzm3vczmMRB2amfu4OrVaYlB0O1GnSM9rASQinQX5xyFnoqiQaCrNacd2oSDAJvNlfNGRN/2PdXtoz4hzAKrU/M7bJzI1QWKy9RaV7ay46LveajI9FaRyU3qEWvWUhip3AmRZXsZ6/s7LaP6HrNG2n0p72xPHReM8HHfhyOjJS9aB8sBFtCNTeeqRsZKP/bhaH86NpsrzKof+73odQmIK5uWUyyq06DbTc2xpPoAbBro8BQD3eqgg1MgADj2Rz/2hzW/6cacMZNJSTqdklwuL/m8t+y8OD3+TE2PzGrS43d9JB50fTHEcccdJ08++WTDpnCPPPKIEuvHH398/bV3v/vd8qMf/Ui9bvK9731P/fvmN7+56fn33ntvJcYffPDBhtcfeOABFYU3d5vHY9ogxvH4N5NcLiePPfZYw3V0k5GRjCxdOlJf8x70BMh+TlOYeF3H3KlNp9fDtNdNm2Has4pLq71I202LzeICtdlkl+wo6tR+LcHYShgbmKnN5ozJcd1aZlTtVB2ESF+wZ+ygrnbARv1ZnR7mZnEq1T34OjWpb8aGl5A6jOsJaKM9w1ZCtCV7iOx5mGjZicYyYod8vD6xOtgyYpdv22ZzLTf9CvVebLJZXKfUN5sr9WUfvrDZ3CrDAWhtN4nmm8V1btfiIGwQzCG0G3OzSbXRpLHZ3KLN4gIS6YM+9kdhL6pxqptzRpx6fNzYbI6QfqbrEfVzzjlH7rzzTrnwwgvVD6La11xzjZxxxhkNEfDzzz9f/vVf/1UuuugiOffcc+X111+X6667Tt7znvfIwQcfXD9u7dq1snnzZiX2TS655BK59NJL1U7yxxxzjDz66KPyxBNPyC233FI/ZvXq1eparr32WkmlUrJmzRq57bbb6ueMi1APq+Oz4xSliMJeGF7fVjajKp9pz/pvVDYjLyNSYlW0DU41PXx7SHHHpBUTSpdrmDu1Gdl9odaSrzQeX4eshOx4IGnnTe3VIvU6HnuGzeYwOQ8oUtjaLlRJ0hAGAUaYHW2lh0RffZDI3KRoWLuOCDp24A/NYG2zOaSIY38GZGf5TOX3fS9CRIfgLGuwh2UtEO01R0+UfXgU9tT3h8yTYs5weODJA1H1N3BARtFuao4lOF3U8giV0ZLo27E/SntO//bj/CbqOaMRXU9KqRSwA5KQmNB1oY614bfffrtcffXVamO4bDarnnF+2WWXNRyH1Pd/+Id/UCIexyEdHs9b/6M/+qOG4/AYNTwP3Qqev57P5+Xmm2+WW2+9Vfbdd1+5/vrrVRTdyrp169Ra9BtuuEGtkcdj4HBtq1atCrEGCOkzELHzskFVp2DARjSoT1ETkqFR0RGZjWrSBWdATXBFBkSP3/W2HlH1CNGFn6iorWGOonx1IM4D2BfCk72IsYquKGwZjziLmJCdV06OJd+P2egRomw3hBDiF01nTxUqWG+yc2cukHOtXDkWaTQWROmR7Qb9Xr6ulLFUEL1a8v2YMc/UUrP7vd1EahMTWKQzRwnWA+PxUX18P0bebsp4DFcxunsR1J5h37f1iidWYD13hBhOumhXKnJs7H36fpyqMTU11zaijiWj2LhrcjLXcg34qlWLH9McFvP3rBMdm5xiGrNyPxl+/zVtr4/0F27aW9fXqBNCCCGEEEIIIWQBCnVCCCGEEEIIISRGUKgTQgghhBBCCCExgkKdEEIIIYQQQgiJERTqhBBCCCGEEEJIjKBQJ4QQQgghhBBCYgSFOiGEEEIIIYQQEiMo1AkhhBBCCCGEkBhBoU4IIYQQQgghhMQICnVCCCGEEEIIISRGUKgTQgghhBBCCCExItXtCyCEEEIIIYSQQSG5bE+paiKii2jL9uz25ZCYQqFOCCGEEEIIIRGg67pkTrq48bVqRapVnfVPGqBQJ4QQQgghhJAI0DRNik/drX7PvP0cmZ6el1KJQp0shmvUewhdN7xw0dkbDM/eoJQzKvRkSiSdFdEi6l4SqYFoNxjYIyU9LJLMRGZOLxdFSvMi1UoExnQR2CvmRCol4+9+aze6LnqlLJGDOi0XoqlTvSp6cT7adtOVOs0b5dSrkZgbhDFxEMoIOGeML5UNz6gf9Xulymg6cYRCvYeYnc1H1vFabeD3sG2a5zdtdaOMUdizli2qOrXaDhtlAwJdS4oettDTEsqGnkyz3QT+HWqio35Rt5kRkUQyfJvqpyo6RFeYQq9aEb04J3qlaNgtFwybIQo9+/0X6r2oxGRJdAhmqar1j6HbtPfhyv5ceKK25mhRNvRKtO2mWq6biKwPh0DXDfthO5bsZeLY39tjfxT2umHTPH8+X1KRaEL6Faa+9xCFQllKpZyMjQ3J0JAhToKOslnPaT23OciEEdWzdujm+a2DWhhldDpvmPac6tT+XtA2neo0LJtO9tTrybRIMiUaJtBBCqFkxjh3F9qpkz376/3VbozoOsSXhii0qfwCtLeofBAjlbJoqSHVfgIyJrpqh4Z4bLBYE3qaaq8Z5agIu92E8j2qcuRFq0Ve1Zm1iNuN+RraSTkveiUpWnoouAwbCOYSnNZ643cYZrtRdVqJuE4XfjdPr16DY0krGWUM0IE2SOMUx37p+XaDtdwzM0a6OCH9DIV6j4HOaXo6L5lMScbGspJA8DKgjrCZ2DL/DnoAbSVw7II9KHvNBhTztaCFV7s6tR4TlT3zuKDbTfM6NYVe2RDsnQi9RFJ0TFBFa9tuml1TJ7T6DsOo02Y2w2qnreoUSwz0TEq0StGI6gVgr6nNIIUebCEKqtqeTaBb7IUm9KK4F80oOr4b04bDNUTah9cPMiLBWiojkkj7d4I4CeYI242TzXD68IUqWtxuwnEsxXHsD9qem7E/aJvW89vtWY8Ju4xhj/3NbIZVp3NzRfVDyCDA1PcepVisyM6dOZmfL3Wc1mwVGa06U6eIkF97TucM02azczq9Zx9E/eBFSDllEfi1aZ7PTRkjbzcQ2UijrkXCvaGJnsoa66abiPRuttVu1GnX2imyGfA9+BRArttp/QO1lF9E872W1ZoS3UTcLbZZE3odrAmOtN1YUvm1NmXsSh+uPoBIcNHfEgNrKn8Lkd5gT33OTBX30W6q1lR6F+0mlHptYc90SnS4xGAQxn4v92KU9rphs2tjf0DlQ/R8cjJHkU4GCkbUe5xcrqDW6ExMZCWVSnryXLbzMjejE2+wl0HM6Tivnlm3osDJpl9vsJ966SQy69cr77eMHbcbRIAStXR4N0II66Qta92jbjdR1an1HF7s+b3ejtqpGPsDaCoCXQy33dS0mooWI/0eGxW2S/l1EWFuZa8hEoy2B+eSi2uOtN24iDC3shdtH+4zEgzBXK6l8lsiza5s1lPFi6JrtSwJV+2maGRW2K89jv2NzwyCQRn7/Zax07G/n8epbrQbfAxp7lj+ScigwYh6H4DdImdmjI3m3Hou/QoDv97SIFJ1vXqDg7BnP1cQXuagbEb9HQZqE5PJzEiDAG++WVym4zp1226CaqfW84XlTPJrM6jvUH3W5WZzndpUTcY4kxHpLLXYNMxDhLmlTcOcsekcopYtIsGR3oseI8yB2AyqjOa1tosE1zf5w2ZxtfX2PkzaHQQtN5tDmrtqN6XO2k0X6tRLBkE3xv4g7FnFZTs672849gddp17r1XwfgaidO2cp0snAwoh6n7Fr15xksxnJZp03mwuis/XqDe5U+Hj1Bodhr9V5/XqZ29mzn9tu0+n4XqtTI1qerm02tzBpVwLeYbO4Tm2y3QTbbpQSarEHQeDtxjxvtSRSxIZatei6ug7/Eeam9monQdRSRYKxxhprrZtMOIO8/x3rroMIczt7UfY3tbM6R4IhmOGIcdgsruN247QHQSjtpgt9eJsMgn4Zp1rZ5NgfzrjYjXaDANTsbIGbxZGBh0K9zzBShPLKCzk+3rjZXNCDWLvOPmx7JlZ7QQ4oXsoYhk2n760bder0fpA2lY101hB6mKRDCLlYh+7XngnbTcB1WtuDAGJdRSXDvBdNdwCEHtoKHD4+0ty92LM7CPREMpL+RrVTvOAzJduPPevf5u9BY48Ewwmi69VABXPLVPFyQrRkKtx206QPD6vdNFtiYI1dhjFORTn2Wxm0Pjy8duMsnsMuY7M65WZxhCxAod6nYNMNbDY3MpJRP1EMmk7nj8KmPYUqTJtuvMFh2AxbMNvtgagmW1ahp6JcEdQr2004dQogtkzFEOq9WP/NWFccVIS5nU11V1gilVH0NyrCXDVSssMkign6IptWJ4jttTDtqWfMR9Vuoh6nav+aOQkc+wOo0wGa30Q+9lvmrQg04elGhBADrlHvc+CZLJcrkQhKkzA9283sRSWarTajJOo6tduN0hbbTe/WqcKMAEeEmfIbVRGVmQ72E/BnUx+AdhOuQO96u+lCnWpBPbvetb3B6MOjtNmddhNx/1azhUcPU6QT0giF+gDQwVMxCCGkB2An1/t04ztkuyGEEBJfKNQJIYQQQgghhJAYQaFOCCGEEEIIIYTECAp1QgghhBBCCCEkRlCoE0IIIYQQQgghMYJCnRBCCCGEEEIIiREU6oQQQgghhBBCSIygUCeEEEIIIYQQQmIEhTohhBBCCCGEEBIjKNQJIYQQQgghhJAYQaFOCCGEEEIIIYTEiFS3L4AQQgghhBBCBoXksj27fQmkB6BQJ4QQQgghhJAI0HVdMiddbPxerbLOSVMo1AkhhBBCCCEkAjRNk+JTd6vfM28/h3VOmsI16oQQQgghhBASEZUNz6gfQlpBoT4gnjtCCO8NQuJLN8Ypjo2EEELiC4V6H5NIaDIxkZV0OllfExMFpp0o7cEZEZW9btjsZp32cxmjtjcQ7SaRkOjuxC7ci/hftRrtd6gllKSMtIyWf6OwB39ypO0mYpuR1ykM6ZX+72849gdep06/h4lpZ9mykfp8lRBiQKHepwwPp2X58lHJZBq3IQiz420m6sK2aRKFsLSKLadrCMOel9eDtmmWsxt1GpZN+7mjajemLftrYdpz+3pwNnWlEExR2V/3Yu0XDcPmgiCJ5HusVha/FoY98xctKZLO1soarris3RkiqSHRkhn1d9j2lEhPpkVSWWU7VHvWdgN7qNso6lSr2YxAPMdhnOq//qa7ddoNewguLV06IuPjWWaCElKDm8n1GclkQnVy+BdYBxWr59k+4IQhROwDWtj2wiyj9VxOZWx2PZ3atNvptzq12rD/7jQxCruMQX+PA9VuKiWRSrE/70V1QoyYQ6IlUioUa549rHaqzlcti1ZGneqhtlNl0zijSLpWRvyF6Fa1LFIuGOI2MGsLQlUJ5mTGCG+rv1Oil/LYCjlQmyoxoSZetdSQSMIQzBr+rZREr7XdwMtobzfJlOF4KeVFFz1we+p8WlK09FDd0WLNxgjr/o+qv2l2zr7qb7rQhzcrYzfazdBQSgWZcrmC5POlwGwS0ovEIqL+0ksvyfnnny9HHnmkHH300XL11VdLPp9vevxPf/pTOfjgg+Wtb32raxv33nuvnHrqqXLYYYfJe9/7XnnooYcWHVMqleS6666TY489Vo444gg577zzZP369dJLmCIdHZ5Tpxq0N9g6SW3WiQdps5m4C8teN2y6rdMgowjtJhth1Wnc2k2QGQRe2k0Q32PU7ab+eb0qWmm+QaRb7S06vpfuxfpJk6JlRkQgKh0EQuD3In6K86KVC4tir4G3U0uEWZWxJtJrxlSZtcyoej2IaPdCnSZESw8rEdtQp9bXA4o8NwhmnLsm0g17iOZnjLIHlEHQtt0kjNeDzCBYcLRkRcsM18tSvxSO/T0x9ruxF8bY38xmt9oN3sJ8dunS4XrgiZBBpOutf3p6WtauXSu5XE5uvPFGufzyy+X++++XK6+80vF43OB/+Zd/KcuXL3dt4+GHH5Z169bJySefLF/+8pflne98p1x66aXy3e9+t+G4T3/603LXXXfJJZdcIjfddJOkUin5yEc+Itu2bZM4A8/jkiXD6vdWnV+Qnb2bAcVuz+mzUdkMa0BpZs9vnXr1zgdh0zwP201wdeq13XQivLzeF9bjOr7/S3lDpOvV/utv2gif0NpNpSRaaU6tLw63TtsI5kZjoqEecFwHqeL1zzkJZpu9IBwEbhwtQTsIXLebgBwELR0t/XIvevxcUOOi/Vxh2eulcSrqdpNKJdXa9dHRjGebhPQDXU99v/vuu5VYv+++++riO5lMymWXXSYXXHCBvOENb2g4/utf/7pMTk7KWWedJXfccYcrG5///OdVNP1Tn/qU+htCHVF8OAYQPQdbt25V13LFFVfIBz7wAfUaouonnXSS3H777ep64gbW84yNZVWakN/BwU9qkx9hYD/eiyDtJLXMT7pYJ+XrtE6jLGMnjoxBajedpg/2Qp16bje2lGwvNr06pCJvN01Ssr3Y80K9TrHxFyLoPkSJ53bjkJLtilok2GuqeLOU7LbUHARIFdc9poo7pfK7saccBHAOIN0faf8eyqiORZtp5RBo5iBAOnwZZXRpryGVP4sJgTt7PdaH++1T/YyL1uvza7OXxv5eGqeGhzMyNJSW2dm8FIutnZiE9BNdj6g//vjjKt3dGiE/5ZRTJJPJyHe+852GYyHokZr+x3/8x5JOp12df+PGjfLiiy+qdHcr+PvZZ5+VnTt3qr8RXa9UKnL66afXjxkbG5MTTzxx0XXEa7O42jq7DkWXSSvB79UD26lNPxHmdjbbeYO9Rphb2bKfs5U9+2d6wWac243T8Z3Yc9tuOrUZ+3bTIiXbiz03GQRhtJtW32NjhHmkdYQ5AHvm+wuZCViX7b9OF53TyZ6XCHNzY5ZIcPuN0bxmJjjiIVV8IcJcu0a3It1nBsHiduPNuWPak2SqnkFglqOpTfUZa2ZCoj/7mwBsuo0EB9XfDEqdRmnP/DyCU0uWGJvN4XdCBoGuC/UXXnhhUdQcIn2fffZR71m54YYb5NBDD5UTTjih6fmwrhzi2gQiHRxwwAENx8EmOhHzfdhauXKlLF26dNFxiL5Xq61TO6MilUrU0oCGApnAuul8gxbM7exZ/46yjE7HBGGv2SQhDJvt6jQo4dPtOnWy0Q2bA9VuXKZkx71O7TbU3wEJHyebpj3HMiIzoZgzNmwLu90EIZgbjCWM8zTZOT0QwezBQRCIYPboIAi83ZgZBE0cBI2OllF/jhaPjiWOU/3Thwdpz41Np+OCsIcsUgSqsll3ATtCepmup74jSj4xMbHodby2a9eu+t/PPfec3HPPPWpTOC+Y57DbWLJkScP7uI7x8fFFn8dx2GRubm5ORdj9iusgQKdkdkxBdrZuOt6w7LVKpYq6jGHbtJYxTFvWc9tt9XOdDkIZw7RlPXeDLWwWV/Yf7XVjT4mSBRViey94m6atxpRsPDoreJuOIgj/IooekNOjXRl9pWS7BZFgtXN6UXTs/F+vU38p2a4dBBVzN/paCf2k8ntxEKjd6LE0oRJ+u3FYYiBWR0uztf0hiPUoxv5BGqeisGe3FYU9u80o2g0i68gunZlpvvm0ibkhXZw2prNWUZyui8SLrgv1Zlgn3vj9qquukt/93d9dFH2302zdur3TcJr0OnUsrdJ63ID0nGXLRqXXCLOTbWUv7IHayWZURFk2u81BqdNBKGMkNvE/RHmrFdECiva2tBdxFqNhTxMNIrK2Jjl8m5oSXmrjvZqgDddeTdTWnlEeuGC2GzNFMoRlIhW8YG7hIFBeiQ6WKnh1EGjVktq/IAzB7OQgEOwHgQyIMBwtMenforQ/EH14l7/HqOwZm825n2NPTBgbL8eBVDIZy+si8aLrQh2RbkSz7czMzNRF+YMPPqhS06+99tr6sYVCoR4JHxoaUj9OWCPnSG03Mc9jRtqbXQdew3r4kZERX+WrVnWZnp6TIFi6dCTyztDtZiG9Sr+Xr1tl7Pd6HYg6VevQo6W+QVYUwJBKMY4OvVzsYM90HySSokNQRlWpEK6JCOu05iCI9N6AcMZPVGgJ0eEE6ff+pgv0exkHYpxSeiEv5XLr7CRErCGGp6fnpVJpvpQ1ysBauWJcM3qTdtdF+hM37a3rQh1i3L4WvVgsyoYNG9TO7gDryCG0rWvPTY466ij5+Mc/3nRXdnNtOs5hjcbDJjoT8328t2PHDpmammpYp47j9t9/f0l0EI0ol3nzEUJIe+pJxYQQQkhbIHDdzrO9HBs21oTdOF0XiRddF+rHHXecfPGLX1SPXFu2bJl67ZFHHlFi/fjjj1d/n3nmmfL2t7+94XNYq45IO56LvmbNmqbn33vvvZUYx7F4jrrJAw88IIcffnh9t3k8pg1i/KGHHpIPfvCD6jU82/2xxx6Ts88+O5SyE0IIIYQQQgghsRPq55xzjtx5551y4YUXqh9Eta+55ho544wz6hHwvfbaS/1Yeeqpp9Tz1t/xjnc0vL527VrZvHmzEvsml1xyiVx66aVqJ/ljjjlGHn30UXniiSfklltuqR+zevVqdS1Ir0+lUkr833bbbfVzEkIIIYQQQgghAyHUsTb89ttvl6uvvlouvvhiyWaz6hnnzVLZ24HHqOF56FZOO+00yefzcvPNN8utt94q++67r1x//fUqim5l3bp1ai06HgOHNfJHHHGEurZVq1Z1VEZCCCGEEEIIIcQtmt7ptuakJVh3snNnLpBaWrlybCA2BomSfi/fIG0oEyV9X6cYFvB874iJtIzYRRuPwIoQvZCLdjO5ZDrazeS6BPsb1inbTTzui27YnJqak1Kp0vYxydi4a3Iy13It+KpVix/THBbz96xT/w6//5q210X6EzftjQ/uI4QQQgghhBBCYgSFOiGEEEIIIYQQEiMo1AkhhBBCCCGEkBhBoU4IIYQQQgghhMQICnVCCCGEEEIIISRGdP3xbIQQQgghhBAyKCSX7RnlM0BIj0KhTgghhBBCCCERPcYuc9LFxu/VilSrlOzEGQp1QgghhBBCCIkA81nz09Pz6hnwFOqkGVyjTgghhBBCCCERUqlUKdJJSyjUCSGEEEIIIYSQGEGh3kPourGuJTp7g7FmZhDqdBDK2O91aqbKRUZ6RPTkUDS2NE30VFYkMyKiRTQsJbqw8iudNcop0XyXeiIZiR3DmC5SKYkUciLlgvF32FSrohfnRErzItWK9DPsw3u3PrsJ2w0hvQ2Feg8xO5uPTKzbbYRtE+c3bVh/j8Ke+XfYWMsXhc2ov8NBaTet/u6bdgPhDMdAMiU6xHOYojaZFj0NG0kl0vX0sOjJTHj2tKSypyfT0bcbOCESSaNOa/ZDIYHvbVSVddE1hCWYIZbLBdHxX6UkejEnUimHI9hxTtgqzWEnJvVj2g/TQWC2FetPmAxKH27+G0WdWm3afw/Tnn2sCtteq7/7waZ5/vn5olrjTUi/ws3keohCoSzFYk7GxoYkm02HEmUzOz+n84Zpz2oT/1oHtKjK2Krsndqzlq3Ze0HbNDHP3406DdOevU6jajdWm4PRbmqR4EpZNAihoB4oA8GcGlJOgUXlg3hPpkQrF0Wq5WDs4bypIdEgkG11a51ER9Zu4IxIoIwQl9UAMxOGRINjxaGNBN5uVBS9qIR5/RLMt/C/cl50LSFaOhtcpkS1LHrJaIf2kqjrqJREQ9aCcvxood6LZruJsg/v//6GY3+v1Wk32g3Wds/M5KVcDqjvJCSmUKj3GOig0Dnl8yUZH89KIhHMgN1sMml9LejOvtWEwz4ZCspeswEl7DI62bQPoqzT4Oo0rEnCQLebWiRYqxSNFOeABbPdZqAOAkSY4RSwnN9uL0zh1bSMYmQQKHGJeu2EZKaeJRBJu2khmNX5zV8Q7S7OiQbHBK7Pr10VNS+IphvRs2Y2g3YQdONebDZOhdVO25UxaAcBx/7utBv7cUHYdLIR9riYyxVVJJ2QQYCp7z0KUn127szJ3Fyx43Qx62DRqjN1iiJ2Ys9+zjBtNjtnWPasE6koyui1Tu2TrzBt9nK76UYZY99uIAghLv0IIDMlu5ZK76pOO0kVx/VCrOEnpu1GvY8MAr9LDCyp/F7aje/7XwnveZFSvqlIb7BnCmhE3rGe3Ota8trad/XZFiLdam/hOudEkJXho5xx72+C6sPd9DfW96PuwzlO9Xa7cbpGP/ZAsWjMeynSySBBod7jQKhPTubq6T9eOkMvg2ZQnb0fm5109n4jAX5tdlKnfux1w+YgtRuvUYCBaTcQ6RCWlih1kII5EAeBOn6kvk47/u1G87jZnJHmLhnUSXuB3rHw8iiYF1+tOomxlhwi343dasWy9ty7Pb8Ogm72N+zDg3EQdNqn9to41c/tBj+7ds2rZ47zeeNk0KBQ7wMqFV1tNAfQB7rpCP12uH47e78Dit/OPurydcPmoJSR7Sb4OnX6nBcWot2NEfIgBXMrB0HLzeY8Rphj19+4ySBQ9b4QgQ/9XuxAMDfYMwU70ubVZnMlZ8Fe3yxuvr5+32/mrNVBoLdxELC/iW9/Y96LbujUplcHQVDtxnqudvbsn/Nrz36+uNg062F+vqSi6MVicHuVENJLUKj3GdPTc2r9erOOMIgBxUvHG0Tn3m2b7SbsYdhzOnc3bbLd+KvTfm83dfVkRoKt5wxIMDeaq51DpYrbHQT+I8yx7G/qDg7LMF3bFd9PZkIre03LF6BgdsR2bkUFIn5ObQxXF/Yd0s5BEOY4FeX93+/9TTfGqajrtJ2DIKw6bVXGqOeM5mZxU1NzkssVInnSIyFxhZvJ9Rno0GZnC2qHeOwOn0wm6gON2UEGNRGxYvV2m7bCmPw4nc9qrx/LaNqw2gurfINSp4NQxsjbDSLBCWw2V1KPdmu1WVwQNlWZzM3m9EpDlL1v2g1+QQZBuWikcbfYLC4Ie6DeVhBFr23iF3zpHDabS+BJJhXRTIdASDZ100GgldRmc9bShVmnUdz75jmtoqvf+hsr7MP7s51CnCOSTgihUO/rzeYmJ+dkeDgjo6PhTWCtOJ077IHaKR0uqjJaJ+phEsWgabcHorLJdtNn7SZEMelkz3gMl/PjyPqmv0EGQQTfoWlTx3rusrGcKmyL5vn16uJHvIVpT2Uq4KcL7SbKPpzjVLB1Okhjf9T2kN6OQBPXoROyAFPf+xzsjlkuVyIZVEzCjDI1sxfVwGm1GSVR16ndbpS22G56t07tdvvx/u9GnUb+/dn+jYQO1r77ge0mnDq1/hsVfX0vdqm/6UadzsxQpBNih0J9AOD6HkIIIfGGC1EJIYQQKxTqhBBCCCGEEEJIjKBQJ4QQQgghhBBCYgSFOiGEEEIIIYQQEiMo1AkhhBBCCCGEkBhBoU4IIYQQQgghhMQICnVCCCGEEEIIISRGUKgTQgghhBBCCCExgkKdEEIIIYQQQgiJERTqhBBCCCGEEBIhyWRCEgmNdU6aQqFOCCGEEEIIIRGg67ro1apMTAzL8mXDFOukKRTqhBBCCCGEEBIBmqZJ8Xu3S+HRL4iWSFKok6akmr9FCCGEEEIIISRIqq/9ghVK2sKIOiGEEEIIIYQQEiMo1AkhhBBCCCGEkBhBoT4ga2EIIbw3CIkvHKcIIYQQKxTqfQwe+YAdJdPpZH2XySgw7URpD86IqMvXDZtR12nUNgfBXtTtxvyJyt4gtJuo6zTydmOzHYU9NBv8G5FJteOy1uftdFDGqajsdcNmt9pNN2wuWzYimYwxXyWEGFCo9ynDwxlZvnx0UacXZsdrTl7tEfywbNrPaw6eYZfRzWth2uuGTbab3qtTRX5GZOfLIoWZ6Gy2eS1Ie+r8uzaLbPm5SHEuVJv185bmRXa8IjI3GV1/U8obdiUie9Wq8+th2FT/10RSQ6IlM+rXMOWBcgbAYmJhbAzze+zqOBV1u3H5etA2o6pT+/ymG/1pX/bhluDSkiUjMjGR5S7ohNTgru99RjKZkPHxrPrXLpitXmAnQe0X67ms57QPaEGm4NsH6W6X0Rq9CLOMUdQp200ftJtKSfSZrXXxKru2iD6/S2Rid9ETqf5oN4VZkR0vG2IEbPm56OOrRJbtLbos7v86tSl6VfTp10Xy08aLs9uM3yd2F0lnwyljpSxapVB/XcP3mcyInkwbfwdeRl0JO02vht/f1P5V4hzlMe+TZEr0UkFErxiCOih7es2ElhAtlYUqMOy1cTSHOU4Fff8vtJuSaJVidO0mwnGq2TkHZezvh3ZqtelUp5lMSpYvT0kuV5D5+VJgNgnpRSjU+wSzr0Oqe6tOPOgBtFkHH9YA2mzQtNtzOr4Tm07nDrOMrWxZ3wt6AO3nOh2UdiO5HSK5nRYpVAOT9e0viYytEH1kecvrinWdViuiT24Qmd2x+ICZbSJzUyLL9xYZXRFcu4Egx7n1SuMB5YLIzldEH14qMraqlsKtBS6YG6gURauWRU8NQdUG199A2FVKofc3dfFtE8wLxhKiZYaVkwL1q4vesVhXV42TIGqfSC0MmDHob4ISXqYzSUqFtu0GjqxW1xbHcWqg+nCX7abVcV5tRtpOXbQbHDc6OiRDQ2mZnc1LuezQpgkZACjU+4ChoZSMjWXrf7vpSDvt7N0Mmk727J/1atPpfK1sdpK25bVuOi2j1zoNYpLg93sclHbjt07d2rIf19F3iBTX6a1qQt7iaJHZ7SLziASvFsmMdFRG+/WH3m5w7ZOvilTLzQ+G2Nz2oug4dsV+oicz/tsNMhOmX6ulD7dgfspYXjC+m0h2orN200IwLxxcFQ3XBNEJ4dVJu6lWRIPDwUXCecf3hvlLC8FcJ5ky0tMrRdFr9aH5dQogi0Q5NrT+7W+8tJtkWt0XUY9Tndz/Xgiiv/HyuSDbTZRjv1d7fj7X6difSiVk6dIRFVmfmytEtocFIXGBQr2HSSY1JdCRJuRXkPrp7L1OROz2rOfwYs/P4OdnAPUzEYlDnXq114lnfJDajVu61m7sKdluwKR+cqPo2SUi46tcp4p3rYyIrCIbAOnuboEzYtNPRZbsIfqSPVxf80JmwnaR3KQrAauoVnwtMfAjmBdslkUrVkRPGenjnu/FUl5FWUPvbzwKZouxuqjXUTdo62YKuwubymo627Aeve/GKT/tRqXGl/23mw77cK/2/I5VfhwEQXyPPdFuemx+Mzyclmw2JTMzBSkWvfVZhPQyFOo9yshIRv2YdCq6TFp1vEGlWrnt7DsdUFrZbFfGKOs0qDK6HUC7UcZObXWr3bideHWt3eR31VKyfaYF4vMQv1jbPbwkhu1GF5naLLLrNW9CpH6SqsjUJmM5wIr9RLLj7dsNlghgfX+76GQzzCUGSL0fbb3EoF5GpCt7FMyWsxhCDaniKq25tT2nNcyh9jcdCOY6iaRo6WEjk0KlwzePrjdb+95L/U0re43tBo4W23IMr+0GdaqyMiQ2fXiQNt06CMIoY6tzdq/dLP5M2PaCqlOwZMmwFApllQ5frTK8TvofCvUeA49aw2Zx2B0ziM7PzeAStGC22mvW2Qc1oLidJIRdRqcBK4wyuqnTsNqN3SbbTWd1atah9W/PKdluwLrr6ddEr6XDY8OpWLQbZAhgd3UVLewQbDj32nrRx1aq9eu6JBeXEZuXqcwEY4f8ztCNiHzeeYlBkIJ5wWRFtFLzTcParmEOur8JUDDXjKnzQOw7bTbXsPY9nVX/9uo4ZcXebpStakmkHFC7QUS+xWZzYdz/gzROOTkIwm43TnO4MGw1O3/YdYqnGeGpRrlcUebnA7oPCIkpsXg820svvSTnn3++HHnkkXL00UfL1VdfLfl8fiFLq1KRL3/5y3LuuefKO9/5TjnqqKPkQx/6kHz/+993bePee++VU089VQ477DB573vfKw899NCiY0qlklx33XVy7LHHyhFHHCHnnXeerF+/XuICNtbAWp0wRLoJzmsfYKzvhWWzG/a6bdNa12HYszte7NcRtD2TbtmM2l53bFaNddo7XgpGpFuByMMu6rkd3W032PBq2wsiW/8nGJFuBXX36k+MCLvVJtLVEQUPRKQ7LDFARoBK267Zw/dYnAtOpNtsKsFe2/iu3t+o1+f9Z1+47W8aNoUbEUF6dZDtx9xsDmJctPrj1hSprBF5D0ikd7sPt9urrzEPSqRbsbUPjlO9Pfab9pyuIwybpr2oxg38jI5m1LPXQywaIV2n60J9enpa1q5dK7lcTm688Ua5/PLL5f7775crr7yyfgxE+5e+9CV585vfLJ/+9Kflc5/7nKxevVp+7/d+T771rW+1tfHwww/LunXr5OSTT1aCH2L/0ksvle9+97sNx+Hcd911l1xyySVy0003SSqVko985COybds2iQNYoxN2h+vU2UdpL2qbVtv9Zs9q0/57mPa69R12w2ZU9vRCzhCTENJz2NE9LBAJ3qEcAZHX6dykiuzLJgjpEMuIVN/tL4kORwBS/7GDPFLdQxCwdfI1R0C5EKpgrgMxoJ6hnTei9oiY+k3l94C6J9QGd+EJ5jpY754ZMSL2ibRomVG1AV2Ys/au9eF4TF85inZTcwSYm/dFWMZuzDeitGe3G5VN++/9UqemnVQqqX4I6Ve6nvp+9913K7F+3333yfLlxnq+ZDIpl112mVxwwQXyhje8QbLZrDz66KOyZMmS+ucQ9X755ZfltttukxNOOKGljc9//vMqmv6pT31K/Q2hjig+HAM4D9i6dau6liuuuEI+8IEPqNcQVT/ppJPk9ttvV9dDCCFdARNniMko7UXN/C61U3tkwRGszZ+OcI0jIty1HbcjA04Jt7uvBYWKdEcEyoWIfdRljBqVeRFlW+WjsAghJA50PaL++OOPq3R3U6SDU045RTKZjHznO9+pC3erSDc9aYiwv/766y3Pv3HjRnnxxRdVursV/P3ss8/Kzp1G5AbRdaTYn3766fVjxsbG5MQTT6xfByGEEEIIIYQQ0vcR9RdeeEHOOuushtcg0vfZZx/1XjOq1ar8+Mc/VhF3K1hXvmnTJnnsscfU3xDp4IADDmg4Dp/DWhq8DycBbK1cuVKWLl266Dik4sNeIuHPr4HnQBJCCCHR08eRZkLIwJNMJhrWxjc7xvpvHLAmAcXpuki86LpQR9r7xMTEotfx2q5du5p+7o477lDp61dddVXL85vnsNswI/Tm+7iO8fHxRZ/Hcdhkbm5uTkXYvYKN35YtG5VeJaq1Rt2i38vXrTL2e732e/m6BWs1hDodgErt9/uxG6Xr7xodkHYzIGM/noTklomJYYkLqWQyltdF4kXXhXozWj2b8amnnpLPfvaz8tGPflTtAG8X8E7Yz+X0uAone+28dO3Acx6np+ckCLDje9SdYKvvoR/o9/J1q4z9Xq/9Xr5u0er52MRnnfb58u1BuB+7cV8Mwr3Y9+1mQMb+mZm8lMvGUy6agYg1xPD09LxUKs33YIgysFauVOpCrN11kf7ETXvrulBHpBvRbDszMzOL0toBHpd24YUXynve8x75wz/8w7bnt0bOkdpuYto0I+3NrgOvpdNpGRkZEb+Uy7z5CCGEdINBkFyEkEEFAtftPNvLsWFjjQPG6bpIvOj6ogiIcfta9GKxKBs2bFgk1PHaxz72MTnkkEPkM5/5jCuvnbk23VyrbgKb+Lz5Pmzt2LFDpqamFh23//77+16fTgghhBBCCCGEeKHr6vO4446TJ598UiYnJ+uvPfLII0qsH3/88fXX8CxzpLojKo5nnGPDOTfsvffeSow/+OCDDa8/8MADcvjhh9d3m8dj2iDGH3roofoxeLY7NqWzXgchhBBCCCGEEBImXU99P+ecc+TOO+9U6ez4QVT7mmuukTPOOKMeUc/n8yqSjvfWrVsnzz//fMM5jjzyyPrva9eulc2bNyuxb3LJJZfIpZdeqnaSP+aYY9Qz2Z944gm55ZZb6sesXr1aXcu1114rqVRK1qxZo57Rbp6TEEIIIYQQQggZCKGOteG33367XH311XLxxRdLNptVzzi/7LLL6sds375drU0HF1100aJz/OIXv6j/jseo4XnoVk477TQl9m+++Wa59dZbZd9995Xrr79eRdGtwAmAteg33HCDWiN/xBFHqGtbtWpVCCUnhBBCCCGEDBrJZXv6fjwbNqrGD+l/NL3Tbc1JS7BBxM6duUBqaeXKsYHYwTNK+r18g7Tzaz+XT5+bEpnZKlGirX5TpPb07S+JPrs9um3PEkmRoYgfnTm+m2jJdH/fi0PeH2PaKX3f3xRyoqlNASMimRY9menrOh2IdjMgY//U1JyUSq13fU+lEmqH7cnJXMtN21atWvyY5rDrSa9WRfO4D5ZercjOyXmK9R7HTXvrekSdEEIIIYQQQgYBiPTiU3dLdfp1kUJO9Pldrj+bWLanDJ10sSQSGoX6AEChTgghhBBCCCERUdnwjOjbX/b8OT7EbbDo+q7vhBBCCCGEEEIIWYBCnRBCCCGEEEIIiREU6oQQQgghhBBCSIzgGvUewtifP7odNQflgQBR7lLajR1RYS/qMkYGbFWKIpWySDIlksygwOGaLBdE5neJriVEhpeKBrth2quURHa9JlKYFUkPqR2Zwyyj+v6Kc6I//4TIyDLRdjtQtFQmNHv1OkU5sQt7KS9SrYRrD+ef3Cgys11k+d4iK/bzvOuuZ5so1+afi54aEm3lfqKlsyHbmxf91WdFcpMiaw4RWbZ3qH2AajdzkyKvPy+SXaLqNfR7ozAnsvNlPKtI9BX7ipYNd8dm7M4sue0i+Wl1b8jI8mj61fSw6HpVNNwnoe/+rome6M7UsG/HqS7COiWkt6FQ7yFmZvIyPo7JXfiDmX0QC7uzN+2ZotL8PUx71vNHMZiZ5TJtRVGn1vqMsoz2awiFaln0kjFx1UxBWymLBjEbwkRTibv5aZFyvjZVrog2u010PI5qKPhHJ6q6nN0msnOjmqQDrZQXvVwSLZM1Hi8WMKoOIewqJVVGbfo19cg02e1AkSV7hFDGqsjsDpG5nUadwvkxNCp6uSha7bsN5VF3218yHDxg2wsiU5tFX3OIaKPLw2k3sInvDi9AbL36E5Gla0SWok4Twbeb7S+KvvmnhoCF1Vd+KLLjZZG9f0W07Fg4Toipzapsqt1AzM5Pir58H5HRFcG3G9Tp1CaR6a31FqK9tl700ZWhOQj0/KzIzGsLTiTcF3DYTewuWmYkcHsN/af6SYqeGRFNOSZLoT6WzfEa+mSuYbcZ1XxjUOY3Udk07c3Pl9o+mo2QXoZCvYcoFsuyc+esjI4OyfBwJpSOsNUgEpY985zWf8MUl9YBxT6Y2V8Lq4xO7wVt06T+rM4I6jSSdqNXlUDXdGNwNs+sxDqm7RBEWtIQ7AGIIFW20rwS6Tg/7DSUBpFuRKARXYfNANCLcyLYDbaYM4RPw5sV47nKiHKnUEYtGME8P6PKYtozz6pXyyKvrRfZtVlk94NFC+jZ4zrqbXqrcriIac8sixIMaeWYCEqUQPzLjlfqTgHNFn3WXvmR6Ev2EFl9UCAZBKrdFHJN2o0uOoQmxN7K/UUbnujYnjrr3JToG54WmZ9a/D3CIbL+EZHVbzbKGICjR0WY4UzK7XRoNxXR4BCZ2SY6yhhQBoGOqD2+x1q7aGj9ITgIlPMK7dThXsR72uRG0bMTIuO7BVKnbccpCOlEyoiu1xx4HaMlVKaH2V9GPU45jcNRjlN4Per5TZjzjajnN83OG+Z3iGehz87mWz4TnZB+gEK9x1BBttmC5PMlFV1PJhPBTEZaiEnztaAH0GYDiv3vIO3FsYxBDqCtztXzdYrzIIqu0j9r57fbqx9bUWJXS9Wi6z7tqkk6nm9qRpibXlpVNAjAVFZkeML3hN2IFG4WQSTbJnxMNKvwVNH1YSPtv5NoKKLoZtS+mT0I+ZeeMlKM8eO3jFimMLO1wSng3G5EJDMseqUm2H2KEtX+YK+WmdCyTndtEQ3CcveDRJas8d1e1XeDKHq7doO2rCLBK0RbsY9oWNbgx16lLPqWn4tse165BJzLqKsEBf2150R2bhDZ51dEG1/ly56ymZ8R2bWlHmFuWqeFWdE2/VT0pXvUsjL8Oc9UXUGgI4rdqk4DchDUU/lntzs76Kx/IxUe7Xl8N5HsREf9nKs+FdsLZUaMzBMzM8QvyYxyirWyZ15Xs2O80tfjlMWm9fx2e+YxQZex2bmCdhC0Kl/Y7cacAxMyCFCo9yjwIk5OzqnI+uioEf3xPals0+E6vdfJ4NJu0Ax7AI2qjO1sBVlGr3Xq9Rqb2bSfs5U9+3V6olpRE3UNYk1vr7tVdB2Xh1RcrVQT7EmP0VBEmHMN52xlT32unBdtpiA61soiTdVDWVVKNtKTnSKFTWyqDAJE8xFhQzq8BxFkT8lub6/2fe94WQla2eNgT6niqk7npwwB1UT4NNgz30wkRR8aFU05JhacNK5s4vvb/qJRR27rtFoWbfPPRSY3GenwWNrgKTNh2nO7kdwO4/tfsY/I2Epv7QZp+xufUUsyjHO2Xy6gF3Miz/+n6Fi3vufhnjJBrHsmuK1TddPCATW7Q3TsB+Ahg0C1G0S0p141+g+392IHDgJkWKgyVoquymhcZ1UtFamnw/vIyvDcp5qZJ7gvapkprsF9hX4Rjh2OU30x9ruxZ34m6jJ2Mt8wrxVZpRDp1epg7C9ACKBQ73Hm54tSKJRkYiIr6XTKU+frRdwFJfTcTkSc7Nmv2Yu9Vp7mIAfQTuvUqz3zeKfzxLWMntpNbbM4JQ7q53Frz5oqP29EK11sNqcizIii+4jgmuJZQ4QN4nBkadsoaT0l25Ku7MWeApkG+Vkjethms7nWKdkeopsbn1ERRG31Gw1HSLs6hYgx1zB7sFVvNxA+Kh1+vu1mc8Zmca+2zExoas88x/y0aC88KfrK/Yz09DaOHr04bzg+fEf+K8ba+Zlthj1kSrS0N2cIdEsZ3VI/dvJVw+my1+Eiy/dteU+qdpPb6drR4ngOONu2/kJlEBhrydPtl0dgCQi+c19l9OYgUO1GrT1fvHTAnb3aMoodLxllHF3uykHgV8TU+/B0VmVVaBWkw7cTMZqxoSGycDyONb02Tnm1ZT3e6+c59rurUz/tBsJ8dnZeikWuRSeDB4V6H2B0YgVZtswQ6qBdR+h30PQ7gAaR/uRlAPU7aDrZs5+vlU2nz4ZZp31dRqTz1nY57iSPoj6BNjebg6h0SBU3Novb5UtMOtpDZBZps5lRkezYogm7kZL9uiGWmqRke7GpalRtNlc0RJ6DsHSbku3GnmLmdWPtMzabW7o4Vby+S/bcpGfh45zyK7XN5kpGOrxD9FiHmPSQmdDUnnluiOddW0Tf4xDRxlYstodIZg7txl1mQnN7FnG66SeiI/UedWrbjV5F7be9IPrmn9VFmf/7QzeuH+vaIYiRDu8gZpUTAnsUoP0E0W5y2EBwSnTsuO+QQaCuaXKT0b46Kp/dQbBcZPniJQaG86q2Z4Jt74uOyghn2JLmm80F2ocjQp5os9mcbbO4Xhv73RBEnfotYyc2Ob9xrlMEo3K5Dpd3ENLDUKj3Gbt2zcvQUFqGh53XnAW9oUg7oRfUoOllAA1i0LTbs5437DK6Ec9hlNFNnUbSbppsFtexTTNVHIKqsrDZnCobNm/LT3csJu32FEgzxqOyhpfU18saKdkvGa8HbQ/1Z9tszpqSHWQZlTl8T1t/sbDZXG1XcbWGGWvDm6xh9sNCym9K9ORYw2ZzyqkDsekjM6EdyAjQNjwt+sRqkd3fpJw9dXE3H1K72bXZ2HEf0fWRJcZ1YNM2iGpkbARE3UGA9djrHxUdG83t/maVQaCcV4jwWxwtEmC70eBQwZMTVhgZBPV14cgwsW4yGFQZcztFm9vV4CDQIWzVZnHulkd4Qa/WNpsbGheZwGZzqfDHKbXZXC0dvtaHWjeL6/Wxv51Np2PDtDcI85ugbHmpUyzvxJOOKhVuFkcGGwr1PiSXK6h0eHOzOZOgB5R2nX3QA4qTPdOmaS/sMtoH0CjK6FSnYX6H3ahTVS7Y0hFFX/CeB23RvtmcYFMmCGmkjodgr3GzuUlj0yaIdEukMKwympvNqTR4iOYmm8UFZg82Xn5KrXtGKq5WCl74OG82lxLZ9pLI5AZXa5h92av9q0+/LtrMdtFXv9FYRhGgmHRCiUhEgvFc8lLO2B+gtllc0NQzCGAPm82teYuRch6go6XRnoFyKm3+qejY2A6Ol/xMeO3G6iBACj8yJNTmdCG3m8KMaNtzKroumbHQ+lPzvOqbVPdGydjTI5X2nObuxV6UY7+Vfh/7neyF2m4sZbTairLdGBsm57lZHCE1KNT7frO5tHqcWxSDZtSDdLPzh2nTa6p4L9dpVDbr9iB6IC5dbBbXsc3a8ncpLOwgHabJ+oR9Zrto2KQuZHvm+VVE1OkRbyHZU6j1xOE4BRrsmSef2S6y85XQ7Rnnx0SyIppeW9oQur0aKF9xtn4NYaPK6HKzuE6pn1+tfY/wXqwURcPmhlHdixgvsAwmynHREsHv17E/6nFqEMb+dq+FVcZCwdgszlpmQgadzh8yTGLN/HxJyuVKJIOKSZhe2GZENXCaRGnLaq9bdiOxVbcZkb2anShrFLvWRzsF6XQNsw8SiWjtVaN9TI+KZ0ddxojbjaYZ+xtEWcYonAKtRFAU9rBPBcepcOo2KgZh7DfaavR1SpFOyGIo1AcAOicJIYQQQgghpHegUCeEEEIIIYQQQmIEhTohhBBCCCGEEBIjKNQJIYQQQgghhJAYQaFOCCGEEEIIIYTECAp1QgghhBBCCCEkRlCoE0IIIYQQQgghMSLV7QsghBBCCCGEkEEhuWxPqfp4XH1i6Z7G55PxjLVWq7r6IcFAoU4IIYQQQgghEaDrumROutj/56tVmZgYljiiVyuyc3KeYj0gKNQJIYQQQgghJAI0TZPiU3dLdfp1fyco5ESf3yVxI7FsTxk66WJJJDQK9YCgUCeEEEIIIYSQiKhseEb07S/3VX1Xu30BfUg8FzgQQgghhBBCCCEDCoU6IYQQQgghhBASIyjUCSGEEEIIIYSQGEGhTgghhBBCCCGExAgK9QEAuy8SQgghhBASRzROVQlZBIV6H5NMJmTJkmFJpZL15zZGgWknSnt41EXU5euGzajrNFKbUrMXibVaubToukBVjamMKmVUZTTLF1md4n/lYqQ2ZWg8Unu6XhW9lI/23jfbTVQ2ywX1LFyUNRJ7KFe9j4vEpOiV8oLtqNoN6rXfxyld79txCja6Nd+I2l43bC5bNiJDQ3wYFSFWKNT7lJGRjOr00mlDpEfR8VoHsShs2s9rDp5hl9HNa2Ha64bNSNpNMiWSHlkQlyGZbChLZkSJIPV6OOZqNmu/DI2KjK0SSSTDtWf+grJNrBYtM9z4ekhoqaxoE7uLDC8VTbSQ67QqerUqMru98fWw7Jm/lAsiLz0psv0l4xpCFLPq3OWCVF/5oVRfeVokZAdBvf+cnxb9+e+JPr21/nqYNgXlLM4pBwhqOvQyot1sf0nkxe+rstavIwx75i9aUmR2h/H84yjGKbTN3E71o36Pog+vlNT3KNVwnSDN6i+KcZHzm/DmjPh3YmJYBZiYCUqIAV1XfUYqlVAdHTo5+4BiF7L29/1i72it9pyOCcqmkx2rpztIm+3KGHSdWs9pPW8Uddqs3URSp4mEaOlhY6KH6BPeC8Tagk2Tus3UkOiJtGileWNCG6BNFbSvnaxebekhQ8zmZ0TPGyIh0DKqEyZE0lnD+QFGl4ueKYg2NylSrUjwaKIt21Nkye6imY4W2J/fJVKaD7hOa+0GAmTLenV+4wosx4TRbtA2auVRbH9BZPo1kT0OFhlZFvC9AfGvib71FyIbnhaBAMLrL35ftBX7ib5yP6POg77/cd/lJuv2ZPPPpDq1RbQ9Dja+zzD6Nzg+THuVqggi3ekhkWQ6nP5mbkpkx8siFSPzQ15+SvSle4qsPkh09D8BZtnUelTjXkykjE6gMGO0oeElypEWdBkVEMv5mQU3wczrKvNEh6Mw4LHf+KUqGr7HmtNK/Y62hL5V9YHB5zR3dZzqw/mN3Zb176jnjAgwLV8+KrlcUebna/cpIQMKhXqfYPZ14+PDLTtwa8cbREffbEBpZrPVcZ108E727Md3YtPp3HabQQ2gbuoprAE0FnWKv5NpNbHVaxO+ToVXu3ajJRKiI7peLYumonqdYw3uLDKJF4YnRMuMiD63U6WLd1xG89SpISOSbp90pYdEn1htTODhJAjAnvp8dkK0lfur8zfYSyQNB0E5OAeBajeVkuivrRepRXvtWJcWBNFuFMVcLfJqi9jh9Vd+KPqSPURWv0n0RCqYe2N+l+gvPLEoW0A5C7a/qBwE2h6HiIwsDay/UeUrzC4+YG5noA6CuvMKQq5UcMiB0I3MAYj3VNb4DoOoU7QbCHS0RTtTmwwxu/ogkaVrOq/T2r9aMqPE6qIOQDlEdogOp+TwRMditv4dwskxP1WPaDcQsIOgPvZgqUu15mixUq2IBodBMiN6Mm0cy7E/sLHfPD7sOg1rftPKpvn66GhGstmUzMwUpFwOw8FMSPyhUO8Dstm0jI0tTJLddKKdCj23HbzdZicOAjcdvN2e/Vr92PNSPutno6zTqGxG2m40TbR01hB4mLjXV7GH027Ue4jiIfIFse7TQWCac1U1yZRoSIXHBHpuSkVSPdszrzGRNLIREonWZYQwyIyIhshiB1kLcKRoEG4jy1rXK6Jq46sNoeDTQVD/Dic3irz+grMQsdq0ftZn+eoRZgg7M+LbjF1bDFG92xtFlu7p816silSrom98WmTLc62T+JEmXnMQaCoS7N1BUBfMaOtzu7Bou8XBwTgIjO9RF71Yi7i2Avc9HCEQlRC8PvsbBTIfJl+tR3wdwXe8+Wei47tUGQTD3u2Zv2i1zCA4q1qB+x7OyOy4WobTSZ0qBxyEcSsCcBDUrxFOTbUfRZt080pRNPSlynmY6qCM7glinBqEsd96Ljf2nK437DJiryUs40RkPZfDHg+ezBLS81Co9zDowMbHsypNyO/aLD+dvdcO3m7Peg4v9vx6cb0Kdj8DSjN7bs8RRJ36LWPs2w0EKKLdiIjV0lXdfNpvu1HHZ4bVZlpGOrzuP83dnUE1Scf6bh3RMIgwt2U0TiCSsaTWujGZTIk+tkIJBSXY3ZbRvK7x3URbvpdh0409XFd2QvQ0HAQQvu4zCNT3iEjv5p+L1JYKuEWzRzjd2gP5JhHmVkJvy89Fn9ossschhjPEy704uUl0rH2HOHXLri2iKwfBgaJ5cBDUU/lzU4ZQd4tPB8FCxLdkCFMvQAwiUozINNqt5T5rZU9dF4QrHAztBKwVLKl44fsiK5FBsL/rDIKFjJascvi57gTgPEAGRdGIduvo77y0G3x/aKte9krw6SCoOwVKedG8ZMjAAYnrRH+h0uH1yMZ+L+PUoI39fsvYjTkjAlJDQ2mZnc1LodDGyUdIH0Gh3qMgJWh42IgygE5Fl0mrjjfINGs3nX2nA0orm+3KGIRNNxkEQZbR7SQhqDJG2m7wWex8jYk6Jnwt1pIHVadI3dYzo3Vx0UpYtkxzdwvWx44uNzacy02KjohVM3umLQgCZB34nVRikg5hgbXXLhwEiBJqq/YXbWjMs70FB8FKw0Ew39pBoCLMeP/150V2bmwfuWtl10U6fP31sosIcytQLmxSplLFDzAyQ1rdG6V5qeJ4ZAv4QTkInqutJYeDYLj9vV9oksofsIOgLqrxXdbuW1+oz8+LXsGGk9mWkeC6E2LHRpGZrf7tbXtRZBf2IDhEZLT5HgQLGS0pIwPI7xp3OCFnt4kMjYleu7/alhHt1Kvjw4eDoN6Ho62Za/v9gD6tWDGi6y32IAhjXLSf18mm02d6YX4TdRm7NWfE3YY9mIrFshLslQrD66T/oVDvMTKZpIyNZR03i+uUZkIvaMFst2e3Yb2GMGw6DaBhl9FpwAq7jE7fY9C2Wp0/lDo1U0oRzSkjHd6W5hxwnapzIPUWk3AlNCoNNj2lubslhc3mkCo+a2xe5pDKreoh4yK11gVYn6+EyNCIaIiwOqUkQ2wu29vYQT6ISaXVQVBqdBDU283MdhGsRfcrROx2Lb87thslfLAcIIg9CnSRHS8ZKde7HywytsLW3xibxcmWn4m+8Zn2aeBumJ9Sa8llxb4iNgdBvbwQWihju1T+ABwE9X4W69CDsAdQT8hyqO3D4NiHIyK+85VgbCISb+5BsPviPQjqGS1q40ZjHXbHoHyIeGeXqE317GU0jskZS0mCoIWDoG7btllcZ+jGuWpZEvY9CPpt7LfbMP92Oi5InNpNT4/9lnMhi3TZslGZmyuqH0L6GQr1HgLr0BFF7zRt2euAZn09LHtWW2F08E72rDad3gu7TsP+Dk1bYQ2a7RwE9msJ0JCxtjuBaHfR2HQKhHhfGJvNGbvRa7UNsEIR6XWDSBUfV04JHanitYi+ekvtiL14s7iOTWLSPLGbIRRqj6xS4FFrK/c1NqkL0p7pICgb6+Xr3yM21sMabYiHEDCj6w3tFGW27pIdFBBcG58WHbv8Y7M5bJKoxOSksVkcNhIMFDgIXlaPVdOUg2B5PV1ZV5vFeUir79RB0HSzuADA/aB2hzc2m1OgL8Aj12rOrUCx7kGwbM/2m8V1ChyR2MQPTkksGTH7UdwjKF8Qjh0XDgKFSnMPwZ6OpUXOm81x7A/eQdCPc0Y8hhgp8ZOTeORhKKYI6ToU6j0EOqSwO1wTq40o7HXDpjm4RF2+qOyZtqJwDFjtgUjqVUW7h0SThEilEJJibrLZXGE2bHOWzeZWGiKynDeEQYvN4gIpY3bcEAj4Gzu6jy4Lzd7CZnO7iWz6iYpoazte8Z927tam0gm1NF5ETYOK+DYDkXUIvbGVUsV3+fovwxGwJkgTh4Ng5QHGZoUQYSE+773uIJjZJtq+v6qWbYTzGECrydpmc1iyUS6KhjoOs4zmHgTFOdHWHGI4ywLIaGm/ljwvkhkz6tR8NGBYmA4CRNax1AjOkDDbaX2zuZIIlhn14zg1YGN/VPZMO8mkJqlUUkol7gpP+hMKdUJIbwPhGuEYrSZAWIcaqvBpMFhbhx6NOWUSDgI8WzrKOsWGWIiIhi0M6hiPQYsM7Hz96n+HEw1txtyk2jE9MoFgblIWJUh197jJYEcgK6HmyIoEZCnlZ6JxDJqo3dzDShdygOFQQghxJLzQDCGEEEIIIYQQQnpTqL/00kty/vnny5FHHilHH320XH311ZLPL97Q5zvf+Y68733vk8MOO0xOPvlkueuuu1zbuPfee+XUU09Vn33ve98rDz300KJjSqWSXHfddXLsscfKEUccIeedd56sX7++4/IRQgghhBBCCCE9I9Snp6dl7dq1ksvl5MYbb5TLL79c7r//frnyyisbjvvxj38sF154oRxyyCHy5S9/Wc4880wl6L/2ta+1tfHwww/LunXrlLjHZ9/5znfKpZdeKt/97ncbjvv0pz+txP8ll1wiN910k6RSKfnIRz4i27aFs6kRIYQQQgghhBASuzXqd999txLr9913nyxfvly9lkwm5bLLLpMLLrhA3vCGN6jX/u7v/k6J9L/+679Wf0Nsb9myRT7/+c/LWWedJYkWGyzhGETTP/WpT9U/iyg+HAOInoOtW7eqa7niiivkAx/4gHoNUfWTTjpJbr/9dnU9hBBCCCGEEEJI30fUH3/8cZXubop0cMopp0gmk1Gp7qBYLMqTTz4pp59+esNnzzjjDBXt/vnPf970/Bs3bpQXX3xRpbtbwd/PPvus7NxpPB4H0fVKpdJgY2xsTE488cT6dRBCCCGEEEIIIX0v1F944YV61NwEIn2fffZR74ENGzao9eMHHHBAw3EHHnhg/RwmWFcOcW0CkQ7sn4VNPLrCfB/nWLlypSxdunTRcYi+V6sR7fBMCCGEEEIIIWSg6XrqO9LeJyYmFr2O13btMh6dY/5rP87823zfiWafXbJkScP7uI7x8fFFn8dxcBLMzc2pCLsfUqmu+0MIIYQQQgjpK5LJRP2Z8a2Osf4bB5LL9pRqlI9djIBE7bGucarnXqfrQr0ZuOnsz35t9ixY6+t33HFH22PM89tfdzp/u5u/HYmEJsuWjUqvEtnzd7tEv5evW2UchHqNmkGo0UEoIwmefm837E7Dqtf+bjmDMvaPj2ddHzsxMSxxANoic9LF0o/o1Wps6rkf6LpQR6Qb0Ww7MzMz9ZR4e/TbxPycU0TexPpZpLY3+2yz68Br6XRaRkZGfJWvWtVlenpOgmDp0pHIO0Enh0k/0e/l61YZB6FeowYuw36v0UEoIwmefm83iBewOw2jXvt7nBqUsX9mJi/lcqXlMYjwQjxOT89LpdJ8KWtUgTVog1xu8WOo+wGUrdMg56CwzEV767pQhxi3rjE3N4/DunTs5g6wXh1iGevJjzvuuPpxzz//fP0czTDXpuOz1uNgE52J+T7e27Fjh0xNTTWsU8dx+++/f8td5dtRLnN9OyGEEEIIIUEC4e12nu3l2LApFMrdvgTSA3R9EQGEN3Z0n5ycrL/2yCOPKLF+/PHH1zeXwyPVHnrooYbPPvDAA7Jq1Sr12LZm7L333kqMP/jgg4s+e/jhh9d3m8dj2iDGrTbwbPfHHnusfh2EEEIIIYQQQkjYdD2ifs4558idd94pF154ofpBVPuaa65Rj16zRsAvuugiOffcc+XKK69U7z399NPyta99Ta666qqGaPfatWtl8+bNSuybXHLJJXLppZeqyPwxxxwjjz76qDzxxBNyyy231I9ZvXq1upZrr71WUqmUrFmzRm677bb6OQkhhBBCCCGEkIEQ6lgbfvvtt8vVV18tF198sWSzWfWM88suu6zhuLe+9a1y0003yec+9zm57777ZPfdd1ei/eyzz244Do9Rw/PQrZx22mmSz+fl5ptvlltvvVX23Xdfuf7661UU3cq6devUWvQbbrhBrZE/4ogj1LUhak8IIYQQQgghhESBpnPFf6hgPczOnblAzrVy5dhAbAwSJf1evoHYUKZaESnNS5TohRy2No3OYLkoejkf6YZZWu0xK1FRff67or/+gmhqa7Dw0csFkdntkdiq25zeKlKNcF3iyDKR8dXR3YtaQrT9jpJImXxV9Px0dPfG2CrRDlrYK6cvN5NLZkRSmWjHjSF/j7/thH4f//t+7K8xNTUnpVKl7WOSsXHX5GSu5Rr1VasWP6Y57tqA9C5u2lvX16gTQgghhBBCCCFkAQr1HgJe9SgTIAYl2aLf6xTe7f4uY3ciInqfP34K32Ok36WWjM6WYVD6vt1Efi8abSbSMmrRTmN0vXXkLjy70t9jf8T9TdRl7NZ8qp/rlJBBgEK9h5iZmY9s8gwbeBaimU4Utk2zXHhcRRRlNM+PZ28iBSmqOoWZqMtYKJQibTfG408ibDeaJoVKItI6LSWGpKrDARKquZpNET2RlqJkjb/Dtlf7Kc7lInMOqv5mj8OkPLq6fg2h2oNITw1JceXBSuipv0O1Z1Be/RapDq+IRMiiTHqlKqXR3et/h25P16WE/kZLRtZOK0v2ksrwivpr4drUROZ2SWFmunZvhGyvdv6SnpCqqt9w7Zk2q5WylMp6tGN/Ph9Jf7Mw9i88piuaMkY/9mP+FtUzrbs1Z5ybK7RNeyekl+n6ZnLEPcViRa1pGRkZkuHhtHot6LVAZuc6N1dUPyCTScn4+FBo9nBOdLSzs3mpVHRJJDQZGxuSoaF0KOudzEETjg/zOZaoz9HRcMuYz5cklyso21gvNT6elWQyEcp6LlMwz8wUlGiGCZQvmw233eRyRZmfN9rN0FBKfY9ht5uZmbyaICQ0kfFhkUxKwm0387oUyoj+jshwoiQjSaO8QX+N5jwnX03JXGVI9IQmKb0gY/ouSUo5FNmlhI+kZFZbKuVKRrRZkdGsyHAmvDoFuYLIfHlUZL9fl8yul2R0yw9EKqXA16ubmQmlsTWSW/NOqWbGJDG/U0aff1DSuzaEkrmgBGx6RGbfcKqUVhyk1qhnX/gPyf4SjwLVRQt4rwMVYYbw2f/dMv+m94qkspKaflVGX3lMEoXg13Kb3xDEcm6/E6Uyupto1ZKM5DZKtrgjpDoFCZkb2Uvy2d1EVogMTb0gI1ueUvUbVrspju8tc2veLtX0qCRLVRlL5SWtwdEbzv0PcT5bGpKSjqmarvoa9Dlh9jfz1bTMVTIiJU3SRV31qcqVFVIfDp/uTF6kgu8tl1NjBsapMPtwzDUwHgPYMsb+8MqIecbsLMZ+XY35GPvT6WRoZcR4iPmNKWBHRzMyjE48xLEf4z7Gf5DJJGVsLCt4IFNo7aaMsb+g5jmE9DPcTK5HN4yA0ENHiH9Bp52h2fkVi+W6YLaC0wftILAOmqZgtgIHAQZtCPeg7OE8xoBiCGYrYTgI7ILZTtAOAifBbCVoB4G13ZiC2UoYDgLTk46Jj1O7GUqJjGUN20FNElCt+ZIuufziqB1iXWOpgmQSlcAm7DhPRU/IbGVIyrotJVzXZVhmZUSfUX8GUUKzTHPahMzL6KJCpJIi41mRZEATr/oEtqTLbF7E1mxEqxRk5LUfSXbyl0roBiG8lGBODSmBXhzfp7GMui6ZbT+TkRe/KVq5EIzQqy05Kaw5Sub2OU5F8K0kZl+XkZ/8k6R3oIydf491wTyxp8wdfq5Ulu7TeEC1ItnXnpbhLf+lyhtUnUoiKXN7Hi2F3Q5Tm8lZSZWmZWz2ZUlUUaedY9ZTIb1U5kb3lSo2PbOglfMy8toPJTv1QoDtRqSaGpbcmqOlNLH3oneHEmUZTRrlC+rex3nyekZmS+g3G0+aVP1NXtKJYBwE5jlKVaO/qdj7G7gkh0RGalUdWB+OcSqPfnXx+xCxGKeCHvshzk3BbAXvBe0gWBDMeceIr+kgCGqcss5vUEY7QTsIFpzl5aaCOWgHgTlnxPzNdLS4hZvJkV7dTI5Cvcd3dkRn32nUsp1gdnIQdNLZtxPMYTkI8F1MT+cdBXPQDoJ2gjloB0E7wRyGg6CdYA7aQWDWqTUzoRmwgEhwzT/QgU1oj4RMz1elUGxVp7pktIqaQHcyYTfLlKtkJF9dPEm3ktDLKrqekYJvoVcXPjIkOW2JVLXWSVaYc9WaTcf9DaJoxTYboKdyr8vo5u9JsrDLt9AzUr51ya84WOZ2e6tIstYoHNDK8zL80rcku/UZ30LP/IS2ZA+ZPfA3pDi8usXBumQ2/ZcM/+we0UpzvoWliqInUjL/5t+Swn7HLRLMVhL5KRl95VuSntnUQbsx6qa49ADJ7XOc6JkWO3brVRmef02G5zd3lICvBLOWltzYflLKLG15bCr3moxt+p4kijOdt5uVh8rcbkeIJFq0G9GVWM8mkdrs7/43P1fWE5IaXy5T08UWu1MH4yBY6G+GVOZOq9YAJx0coJmU1vE4la856NplR4+MZNRPp/1NK8EctIPAKSuxGUE4CKzZZbj+druaB+Eg8CKYg3AQtHO0uIFCncQRCvUYEMUjGDCooCOEwPTSEXoRzEE5CNpFmIN2EJgdOo5vN4AF4SBoTHVrL5iDcBB4EcxBtRu3gjkoB8FCu4GjxX2qGxJOkLrpNRJcT+craTIyNiqTU3Ou7GLCPoIJe8L4HtyaNCfphWpScuUhqbrdPgRCT/JKsGsqUdbrGt+EzGpLjPXvLi8WSwwwYR9Ke5tw1eu0KDJX8LCeWK9KdvvPZOT1ZzxFgusR5uxymd3zmPo6ZjekpjfK6C8flMT8Do91ighzSvIHnCijbzlOpqbm3bWb4pwMr79PhjY8oUS323T4umDe/UiZO/Rs0YdbC9iFD+qS2fk/MrLhcdEqRU8OAjOVP7fvCVJaup/rzyUqeRmdfVkyZSMTxL09g3x2d5kbWeN+08FqRYa3/1SGX3/WvGrX9vCdl4dXyOwatJvlrq81pVVkPJWvpYr7E8zlREaWLRtzNV75dRDUo/aVpLKJfsAtQ+laxpKPPhzD4cy8iJclxRB6GBf9jlNuBHMQDgI3EeagHQRWwYz5lJvHj3XiIOhEMPt1EHhxtLSCQp3EEQr1GBDVsxLNTqharapOsF1H6Fcw+40Ee4kwB+EgsArmfL4oS5aMeBLqfhwEpmBGnSKy7QcvDoJOBHPn7cabYO683RRkft5bqpufSLA9JTuRdPfsVacJ+1iyIEkN9epuLSoEelGtRfUOhN2IPi1ZmTP+bmWv9m9eRmVOG/e9a/bwkCZjQ2Z0zcXmTVWR2XnjXz8gOjq6+UnJzG5uGwlWgllLyNzuvyr55W9qGWFuClLFNz8lw688rpwFrYReXTCveJPkDvh1SY4u8dVukjtflNFn75TE7Na2DgIlPbNLJHfYB9UmdX5Aqvjwq9+T7Paft80gMGPh+d3fKvN7HNUyM6H5SXQZLk/KyOwroqu15C4Ec3JEZsf2l0pqxF+7KUzL6ObvSyb3mrt2k0hKbve3SWHZQT5D1brrvSucBLNbQbGov0nlBVv4ue1vZsvm2nfvqCVNQ+hX20fX64K55qDzi7HniSFmwxLMfh0EC4IZa9/9jf1eHAROgtlPu/HiIAhCMHtxEHTiaHGCQp3EEQr1ARTq6KQxoDVbFxSUYLaysHHI4s6+kwhzM2DHXPfs1NnbBbOfAcyLgyAIwezVQRCEYF7cbtJNHQRBCWa3GQQL7caYiATSbiyR4GZ1CjMQ6KafpbO2o0s2UZLRJhP2hc3ijM2bgtiVO6UXZUyfctxsri58JCUz2lKpaJnObKFulo5IPpeTodRC5kqDzVohUacelxQ2jwRPvyKjm3+g1rHbhWU9lX9iH5nbw9j0q1OQKj7y/MOSmXrRUegpwZwZk9yBp0lp+YGdt5tqRYZefFSG/+ffDAeBLbpe3yzuDe+R+Teetmjtux9Ss1tk9OXHJJGfbN5uRnYzNosbWdmZrVRClk5kJL9xvQzltzWpU5CQ3OjeUhhaFchCbHOTQs1hk0LTSVFYsp/kdn+76OnhzuzV967IS6bJWvJmgtl/22ntIFi0WVwA/U06afSpThlLdcFc1mubxXVsTtLphCxdatzTzcf+zgWzk4PAKRIcREq2VwdBM8HcSZ/TykEQtGBu5yBot1+SXyjUSRyhUB9QoY5O2r4uCAQtmNttHBJEhNmLg6CZYA5CqDdzEAQlmN06CIIWzPa6sTsITLtBCuZ2GQTmRAT2Qmk3tc3mINytdeqUkh1E28GEfTRVkKHaZnNArUWtJmSmyeZNHaHrkpWcjOrThq268NEkp42rSHoQu15Z60aq1YYlBu02i+sUpGsPb/2xZHeuV+WCyDI2/RqR3J5HS2l8r2AN6rqkd6yX0Rf+XbTSfM1eLcK85ztkfp9jRSwbmwXSbua2y8hP/kXS24xotxnTLi/dV3KHf0iqE3tKoCCDYOszMrz5qXoGgZnKP7f3u6Sw8tDg2838LpUOn6waezvUHS2Z5ZIb3Uc9ljBIjE0Kn5bs5P/UxblqN+lRY7O48YDrFHtXJMoqu8ZcS95OMHfaduwOAlDfLK6clUoIT+WFxsOGcw1jf4vN4vxi1g12NB8eHpJkcmHsD1owW8G5MfZjnLKO/UGkZLt1ELQTzJ22G7uDAIQhmFs5CLzsl+QVCnUSRyjUB1iom1gfPRKWYLZiOghwPUFGmN04CJoJ5qCEupODIMgIsxsHQdCCuVW7waAdpmBu9hQD1CeejRp6u1Gpm61TsoNsOxmtrAQ71q+62SyuUxJ6RUb1KRmSghQg3dVmccE5BZzqxlxiYM9MCIvk3HYZ2/SE2mzO2PTr8JabfnWKShV/5TsytOVHUhnbQ3JvPF09jiy0dgMHwZYfy8hPv6qcE3OH/LYU9znGXyq/h1TxkVe+LZnpDVJY/kaZ2/vX1Jr0oFhUN9iDIL9VRuY2STWRltwoNotbEpg9x2uYe11GN2GTwmmZX/UWmV+FdhPe02rNvSuGk+W2gjmYtrPgIABIqy+02SyuUxYej6lJvqgLNh4Pug+3140p9MIUzFbgwMY4BQdBkBHmZphPTcH8pp1gDqrPMR0EIAzBbAd1CXtwEPjZL8ktFOokjlCox4BuC/VuYY0cdNte3OomTnWaGvR2Y1mzHU391PcEl6hA6rTfdeg90XaQGl6t+Fsz7ZdywYigN4kwB143FTgD9YaofaggalgpqsfZBU3TutEhsoy9Bfq13ZgR/Fb3f7Btpwv9TZs+tS/6nBiOi71eN2GP/RTqpFeFenguZDLQRCm2umGvG7CMIdSpRE10E2aTMER6rED5kHMfJSEI2JZE6YQASEONuowBZnvEtd0EsQ9F7PubyC32Pxz7CRlc+nwGRwghhBBCCCGE9BYU6oQQQgghhBBCSIygUCeEEEIIIYQQQmIEhTohhBBCCCGEEBIjKNQJIYQQQgghhJAYQaFOCCGEEEIIIYTECAp1QgghhBBCCCEkRlCoE0IIIYQQQgghMYJCnRBCCCGEEEIIiREU6oQQQgghhBBCSIygUCeEEEIIIYQQQmIEhTohhBBCCCGEEBIjKNQJIYQQQgghhJAYoem6rnf7IvoZVG+1Gk0VJ5MJqVSqkdjqNVg3rBu2Hd5X7HPiAftj1g/bDu+rOPY7OCYKcB07d+YisUXiy6pV422PoVAnhBBCCCGEEEJiBFPfCSGEEEIIIYSQGEGhTgghhBBCCCGExAgKdUIIIYQQQgghJEZQqBNCCCGEEEIIITGCQp0QQgghhBBCCIkRFOqEEEIIIYQQQkiMoFAnhBBCCCGEEEJiBIU6IYQQQgghhBASIyjUCSGEEEIIIYSQGEGhTgghhBBCCCGExAgKdUIIIYQQQgghJEZQqBNCCCGEEEIIITGCQp0QQgghhBBCCIkRFOoR8IUvfEHe9KY3ya/92q9JtVpd9P7HP/5x9f4nP/nJ0K/l2WeflXPOOUcOP/xwOe644+Rv//ZvF13Tgw8+KBdffLG6XlzXrbfe2vd18//+3/+TD3zgA/L2t79dDjvsMDnllFPk7/7u76RYLHatbpw488wzld0f/OAHkdm8/PLL5dd//dflyCOPlKOOOko+9KEPyXe/+91Fx83Ozsqf/dmfyTve8Q5561vfKv/rf/0v2bRpU1+3m7jXk1lXsBMFKBvsnX322fK2t71N3vnOd8r5558vP/vZzxYdu3XrVvk//+f/yK/+6q/W62Hjxo3SLfzU0ze+8Q3Vznbu3Nn0mJdeekn+8i//Un7jN35DtY0TTjhB/uRP/kS2bdu26Ngf//jH8ru/+7uqfz7mmGPU5+bn56UbdKOvMalUKvLlL39Zzj33XNWGzPvp+9///qJjUfe4n1CvRxxxhKrn22+/XXRdD+Xa/vVf/1Xe//73q3b7K7/yK3LaaafJFVdcITt27JCouPvuu9V9deyxx6prOOuss9TYZOXVV19V35/Tz1ve8pbQrxHXg+8M14d2/9u//dvyz//8z479tZt78+mnn2573Ouvvy6f+cxn5Ld+67fUvYz6ueSSS+SVV15ZdL5mdYO2FDSmPdRHN/tnL/cV2LJli3zqU59SYxXurfe+973yH//xH4Fek/W7ePOb36zuqzPOOEOuuuoqeeGFFyQqvIxd4Je//KUas8zxC+3bTRslxCspz58gvkin0zI5OakmPUcffXTDJON73/uejIyMhF6zmAR/5CMfUWL0S1/6kuoEP/vZz0qpVJJLL720ftzDDz+sjsXE51/+5V8Gom527dqlHBfoeGEPDg04MV577TU1We5W3VjB9/Xzn/9c/X7//ferwTMKyuWyGrD22Wcfyefzcs8998gnPvEJ+cd//Ec1oJlgQMeg9qd/+qcyNjYmN954o/ze7/2emthms9m+bDe9UE9RsnnzZnVfQDhggow6QfnhHIS4OPTQQ+sTxo997GNKhGJCNjQ0pO63tWvXqrY9Ojoq/cITTzwhTz31lHIEHnzwwapPQVl/53d+p6GscNagf0ZbwYQRouPaa69Vgh5tZBD6GhPcPxij3ve+96l7KpVKyb333qvuky9+8Yuq/zWB4xRCDGPYmjVr1L3/13/910oQ4vgg+fu//3v53Oc+p74ntG84AzBhRx3h+1qxYoVEAergXe96l7qv0H4ee+wxVX70h6YY3G233RaNUbheODHD/j4//elPyz/8wz/Ib/7mb6o+EH01rhFjKfrr66+/XjRNc30+3C/ozyH6W4F+9Zvf/Kbqf+AcmJ6eVu0I4gv96+67766Ow99w8lr5r//6L3W/YR4QFj/84Q+VKLaOV3G9r+BIRR/1xje+Uf7qr/5KtbPnn39eCoVC4NeFcQ/ONZDL5eR//ud/VNv96le/qmzD8RKXsQusX79e3Wfvfve7VX+AekTbQ/0SEjg6CZ0bb7xRP/LII/ULLrhA/5M/+ZOG9+6880793e9+t/6hD31I/8QnPtGxrfn5+abv/dmf/Zl+/PHH64VCof7aF7/4Rf2www7Td+3aVX+tUqnUfz/ooIP0W265Re/3unHic5/7nH744Yfr5XK5K3Vj5/rrr9cPPvhgfe3atfrb3va2hu8xyrpBfaAdXXnllfXXnnnmGVUf3/72t+uvbdq0ST/kkEP0f/qnf9J7ud34JQ71ZK2rKMjlcvrc3FzDa/l8Xn/Xu96lr1u3rv7aAw88oOph/fr19ddee+01/S1veYv+la98Re8Gfurp61//uirHjh07mh6D96rVasNrzz33nPrcN77xjfprf/qnf6ofe+yxDff1Qw89pI772c9+pkdJmH2N23tnamqq4TXU4Zlnnqmfe+659de2bNmi6ueee+5pOPZjH/uY/v73vz/w68L3Y23HVqxjQ9g4tbeLLrpIP+GEE1p+7sknn1T19eCDD4Z2bY899piy8dnPfnbRe3fddZd6z2tf53asxTymVCotqqtDDz1U/8IXvtDys5dffrl+1FFHhdLWzb7l7LPPVuOS03txuq/AH/zBH+gf/OAHQ2/XzcqPcePDH/6w+u42bNigx2XsAr/zO7+j6oeQKGDqe4QgbQjeXms69QMPPKBS9ezeZXjn//iP/1hOOukklQaJlFp47uyp2EgXgpcfkXF42Ft5ah9//HF5z3veI5lMpv4aUozgIbWmPiUSiYGrGyeWLl2qvKrWVL1u1I21PpCOBe83IgX4Pp1SHeEhR2otUrKQPYHoBsphT9dFmi3OhcjD3/zN37i+jmQyKePj4w3n/M53viMTExMN0QhEtxABwXu90m5+//d/Xz74wQ8usgNPO9JFW6U4x7meTBDNwnf/k5/8pOF1LBE477zzFqVjInKA+jDTHv/zP/+z5fkR9RoeHm54DdHyN7zhDar+TRCtXbVqlboWk9WrV6voDSJv3cZtPblh+fLli9oizo32Ya2T5557Tt2v1v7ZbCdR10m7vsZL/TzyyCNqKRGWFCFlHJ9B20IbawbqZsmSJQ2voQ6RGmutM2SDAdxnVnCPhZH6PjMzoyLVTtjHBvSzGF9RbkRvEUV26oefeeYZ+fCHP6zusRNPPFFl4rhpU3aQrWGtm2bfK7J4YCcsEEnH94HsNDuI0CLj6Ctf+cqiDA70vWj/qAdE4nGtwOwjkNJupkg3W46B7x3RTXtdIZLeqm4wBzLbqfX+C5qLLrpIRe7bLSeZmppSyylwD2Kswn1jXUaFewdZEWb7N0EkGvXTbCxxe1+hnf/7v/+7WobTrTkPxg1knaGMX/va1zzdW2ZGwB/90R+pJUSow1NPPbUete9k7EJbxdwJywcIiQIK9QjB4IiUT3PSg1RH3PDocOwghQ1CEcLilltuUWmiEGB//ud/vuhYpOds2LBBpftBlDoxNzenUnvQ6VjZc889VecU5VqguNWNFXT2SMdFiho6dYgUpO11G0zmkHJ/+umnK6fDsmXLVCqfExCfmKTecMMNKr3tzjvvVL/bueyyy5Tz4uabb26bWobzoW5Q91iXj1RTpPKaoP3sv//+iwTJgQceGGrbCrrdoExYZ/biiy82fPbrX/+6suU0Qe6FevIDJkh/+Id/qNbeIfUUbQ4pgSibF9D3QIQecMABDRNjpwkxXrPXfT+CNop2a+2PUSf2vgaiA20lyjrx0te0Aw6Z//2//7dq32hDaEt/8Ad/sEhguAEOU9Sbtc723ntvdY3owyBSsM4Uggs/YUykkf6KNFgIB6c9BkwgRK+88kq1RhrXhnRzjEVO/TDqA2VA/UB8QaDZHSNu+NGPfrRofLeCOodT8+STT1YCJAzQ96H/hMCEQ8BJKCK9Gv0ihBR4+eWXlYDHayg7UrDRTjBfAWb6PhxA+B0/1jTkdmCdNc5l7X/sfOtb31JtB87IMDn++OOVuMR33Qz0C2gvWAuO5QwQ5StXrlRLCJ588kl1DK4TYt6+B8q//du/qTEO4rST+wpp3GgvEOkQ66hvtOXPf/7z6vqiAv0GHLi4Pi/3FsYotCksOUIdIt0fy1XMNtfJ2IX+0XRmYN50yCGHqLnBHXfcEUiZCbHDNeoRgnU4iGjDU2z+i84R3kw78IpicyoTRNwgqNetW6c2O7F6/tAxYw1jqzVf6FRMj7MdvIY12oNaN9ZJhnUCgM2UEJmOA1gDCRGDKDAm79jACOIRkwv7hAgRC0TRAbzNcDwgyoEBzepNhxMCYtUNiPJgcDQ9z/BgWzfAQdTNHtWKom0F3W4w+CPCjbqFSAUQ0P/93/+tIj69Wk9+wEQNzhxMLs12hfYHEeFlzSAmUGiDVuEEZwXWamPihImYuTYRayD7fZ0f6hWOQ9QB1jia7LfffiraDGeP2V9hrwz8HWXb8NLXtAMT5L322kuJDTMyh3sWzjKvYCKMjfmwp4EViB5Mxk3nHOoO9y7W4QYNnHroB8x7HGWD8IQIwO8A9YQxB30rRDiAEIdIRVQYzlM4P0xwL5mbXqK/hmP5pptu8rRWGqIOeyHg/M3AfQtxF6YYhUBChhL60GaY7+H+x72PtgEHFTaaM9uXVWgi4wvsscce9d+9cPXVV6v+FeN5MzBu4FqwuVrYIKqObAOISGQQ2Pn2t7+t7ntkA5p9L9oFvjdscAsnCPoOzFVw3dZ15RDqyArwElxwuq+2b9+u/kVEG4IXDlo4YGAffcMFF1wgUYHv3bwet/cW5jvY3PGhhx6q35d+9gVwGrvMa0Ef89GPflRlgCDjCe0M8ytkgxASJIyoRwwmE/DeYlKKTtYp8gcwOUNngxRepO2gU8akGWLSvjMyOnG3G7M4HWedGA5y3WBSCqF11113qYkkrsXPhDJo4MHGgINJvSnyzCULiJDYQcTECibcGGwQcbJiTgLcgHRx1A12jEUKGXbrtqfXNavnsNtWkO0GYgKbyeApAGYqHcqNyQJEfC/Xk1dQF9bJzb777qsmgF6iEhB9yEyBMwSfN8GkE20Z9xeECc6JSSEiGN1cXhIF2FALG5Ahw8eapovNieCowIZWmGRi2cH//b//V01Co2obXvuadsDxgHNZv1PcI16BqEF9YWJsFVO4p9GGEJVFvUF0QEjDQWZPlw2Cgw46SPUxEFFIV0cdwSYm54i8AUT/0I5x/6MPMX8gsOCEwnffqr/G3z/96U9dRy7RZlAHsNfKgYZ7EZHZbm1kZsds04gSQ1x6dQK5dRRBRMExZk/5tgYx0EcjgySKvgfCGmNPs6g6svmwcZt1fMZ1wWFmZuIAXC/KZjo2Ie4xjjUb/7zcV+ZyP4x5SB9H273wwguVcx9t38/O/X6xzk/d3ltYyonXTJHuh2Zjl1l2zBPgYIMdBHTwvSLCT0jQMKIeMfAUoxOGxxzCCf86gQ4C64bhOUQ6HDzCmPTA62nfddPNTrNmJN0pMoOByinSPih1YwVpaQA7L0OcwZMMb6r5ejdApAQTdwwEiMiaKWFYd4fBBGmCVuzp2WYd2FM1vdQNzmmeF5EeRE4wwJuTCXwHSDG0g+sNu20F3W6wHhDnwOQNZYVoR1TBzSQuzvXkFUQ+7enpEOpud/1Fu4WAQJTD/lgiTJqxRAPvm0IFE0VEQc30zn4Ek3M4chBFtPcpaJOYFCNihKUZaG/YcRh1jvX8cexr2oE+x94f4bv3EvGDwwIiARkzZpaLNfqIJ3HgHjWzaBClxLUjwobJdNDiC/cE7mfznsa+DZiwI9qI79dcGtIsgmu//+39MOoLWRc4D4R1KxCVRn8GB0KraDqcmKgr9G1w/IQFopmoHzNt3QnzPTOTBlH+Zuv+OwHLmuCwgQOw1Zp8tB9kAXgRuJ2C9ozIOkS5HbRdp+8dr6FdQKjCQQShjrEFYh3OZziQcJ9anzDi974ynRoQoVbwNxxTWGKGZSdRgDaObCPg9t5Cm8J+J35pN3Y1qxtkreA7isNySdI/UKhHDAZJeEZvu+02lRLbrLPD4IHBBY9yMmm2htVNtAVpvUg5s58DHS6ira3WtvV73TTDTINHxK+bQh0TZICBwx7hxyYnmAxbJ/L2Dc/M5/sGOdlH3WAwM0H7wWOR7NkZiPaE3baCbjeY7CATA+m+8J6jPr0KlDjWEzDXptrXCMOBF+TkAtEdRDYR+bBPAk2QsohMCERDMbnH94Z1mH7SW3uhnpCpA4EOx1CzqDImhlgTij4H9yucN5gAWvc5iENf47Z+cKy9P8Ixbteoox4gRLEOFELU3p/jvsH9b92U0NxYDY45TNjb7SvRKegr4CQw+xJzIg/Rbj4OzIo9yof+2RStAPWFOrSmxzsB0YJIKCLRcCy2WneONfsY58MWo8gQwZIiRGqdlkqgP4UDFBFKs8xYntZuEzyvPProo2p5AhwoTs8utwKBizXIaGNRAXGMNoo2gk1fraD9mOnVVvAa2oX52FFTlON59ehnMb5BvLuZ87S7r5qNReYGjVFlPSFCjmwrU5i7vbc6aVPtxq5W4zTqJW6ZcaT36e8cw5gCr7a5rq0ZSOOxTwjNSZRfEOHDAGbd5RprmjDAxyUdrlt102xzHhCV59gJTK6w/hADOzZMsf5g/RQmPvgO7ZMyK0hZhaMGUZegwHo1a70guoRIgHVXcHi3cZyXFPu4tBs8ZxcTSmwIB6Hktw3ErZ7MyY3VQQGh8Itf/CIwGzg39kPAhB17JbSauEBkYeKDOsLn4MRA3XeboOsJ9yjWMCJDB9kZrcC9CuEJgXnfffepyTEcUXHqa9zWDxyciORaU2Vhww1wCkCIIpIIIeq0+SA2Q0UqsJl2boLUcQiadmLXK04CCv0K7mEzCmrufYFIIMpv/7Ffk72/xt9w8LWKfCNCjnsM0VVkXzRL67aKUewxgfW0YYM+GM4YpEjbwXIEOOasz7fH3AM7jEPYN8NLJo+5gRiWAeDfVkDM4fiwN5FzAhF1pGib8wwTCHd8v9YNBXH/QIjDEW1tFxDmGKfg8ISgdVMON/cVBC8i0tanAQH8jbbWag+CoMD3jWVCuD5zTHB7b6FNITOrVWaH37EL3wHqwKluMJbZnzpASKewRXUBeFKbpeda03kxQcKO3Uj7gaDArqidAA8qzoN1s9hBFTsJ4zowaFrTbhGlwI8J0okxSKCDDFtMdKtu4HVHCi486/CKYmdPRGgRLcF65m7VDdLaMBnD94XUWDsQkii/VaDCW45oGNLhsOsyJnJYT9luMucEJtkQC1hniqUAmIBhB2gIKqQum2ACiGOway/WdCGSgh1iMZFutYlPXNsNyoJBH2virrvuur6pJwgsXAPSdJE+iUkfJtRBrQ+FWENUGBNr9DfYPdgEEy5r1Appm4iewzYEHnZ7Rup7HJyGQdYThAA2MUT0C1kE5q7BAGIcAgpgfSnakNnfYKKJ9vpXf/VXvu7dMPsat/WDiCacaBdffLHKCkAGF3ZtRvto5cCB+EX7QXvCfWLtc4GZdYE+F/cOdpaH8EGUFvWGjckgRoKObiEiDYcg1u4iXRtCD6nAiG6vXbtWHYP6gEMG7RuCAnWJMQXfLxzlyKqwbniKtH0sM8G9gego0qGdRK4VnB/OCQgZ2MCPCc5jFV+I0ENEQIBEgekwxfpw1A+cTPi+0UciqwR/Y0mHCaKXeA+ZJPjOkYUBwQTHkXnNGJdRd7iHUHfYTM3pXsTnkM4NoYllD9Z7DcdjGYcV1DdEcJRp7yZwiMEhh+/GjJIDjA/oA7AMBhumoU3jSQPY8A2bnlpB1Bf9w1/8xV+oMa3dbvhu7yuAewr3LQQr7jM4FHAd6MuCvq/wHZjfFfogzKuwuz/umWuuuaYeKXd7b6H94b7CskVsfAdHMI6Bk6hZhpfbsQu/o41hTwxcD/pBOErQhtEfEhI0FOoxBZMODP5Yrwiw2QpSuZyeTeoWdFaYJKHjRYop0oPQMaHTsYLNhKwbnWDyiB9MiOLwjOMw6gbPyP7qV7+qPLDwiGJgwICAyUM36wYTY3ivnSbOAOIOqbQYxM1oMaIIEAcYaDGBxgYw7SILrdoMMjAgVlHnEK+YXGByat+xFsdgDTg2wEJqK64ZAycmoXHAS7tBG0CaPJww9s2eeq2eMDmzTtwxwUC54czBpBiOO0xqMEHqFEz8zHWC9uwG+z2CiRYmmHBq4D2IOlPsdIOw6gnPTMb3jHvSHk3H/YuJKMD9i2OQso3jkU6Nvsa6q3OYeOlrIJTc1A8mt4jGo81DkCFKh/HH3IitVeQaa2jN+9aOGbnH3hSoL6xFhkMMbQl9NwROGG0JZcCkHN8ZBLB5n2OTSuuaVTgJILAw3sIxiP4EDhmIMHtWD+oG145JPtarQ3y3c/qaj+Vy2uwUgsWaXo8xCxtuRSlGcV0QMCg72gWEGKKNaC+4B6xCDwITAhD1gD4RGRJ4DXMUEwhUbAgH4Y77FA4sp3aKp3Ngzx382Mdu9MP2R2ihzUMUm86yKEEdoG1jnmEFYzY2I0VKOuoE9xPaGBwf9jKj/cEBjai6m6eSuL2vAMY9CGJskAYHCxxTWDaGezdo8J2a7QJOC4wHcNii/7Onmru5t1AvcNah/tBPwemDc9rbhN+xC+/jWtEOESDA+I8xHc4XQoJG081FJ4SQnubVV19Va18RoYWnnfgHE0sMuhBJ2Iyol8EEDg6ob3zjG92+lFjDeooGZJkgi8vJiTVI4H6EoEVENex19IQQQnoTRtQJIaQGouKIOGDNJCK+7TYiijNIjUWEFil5SGEkrKdugKwJRMeQwYWoFSJQiLS73Z2aEEIIGVQo1AkhpAbWVGLjGkS4EEnH2sheBc92RSowopdY4kJYT90AachI58YO7FgnjH0/sM41qp2jCSGEkF6Fqe+EEEIIIYQQQkiMoEubEEIIIYQQQgiJERTqhBBCCCGEEEJIjKBQJ4QQQgghhBBCYgSFOiGEEEIIIYQQEiMo1AkhhPTdM6rf9KY3qZ8f/OAHi97XdV1OPvlk9f55550X2nU8/fTT8oUvfEGmp6cXvXfiiSfKJz/5ydBsE0IIIaS3oVAnhBDSl4yOjso999yz6HU8X37Dhg3q/TD58Y9/LH/7t3/rKNQJIYQQQlpBoU4IIaQv+Y3f+A355je/KbOzsw2vQ7y/9a1vlTVr1nTt2gghhBBCWkGhTgghpC85/fTT1b8PPPBA/bWZmRkl3s8666xFx09NTclf/MVfyK/92q/JW97yFjnppJPk+uuvl2Kx2HAcUuavuuoque++++S0006TI444Qn7zN39TvvWtb9WPQcr7Zz7zGfU7ztMsFf/xxx+XM888Uw4//HA59dRTHTMACCGEEDJ4pLp9AYQQQkgYjI2NySmnnCJf//rX5ZxzzqmL9kQioQT27bffXj+2UCjIhz/8Ydm4caNcfPHFSlT/8Ic/lL//+7+X5557Tv1r5dvf/rb85Cc/kUsuuURGRkbklltukd///d+Xhx9+WPbee285++yzZdeuXXLHHXeo9PdVq1apzx144IH1c6xfv17+5m/+Rj7+8Y/LypUr5Wtf+5pcccUVsu+++8pRRx3FRkEIIYQMMBTqhBBC+hZEziHAf/nLX8ob3/hGJdoRuYaIt3LvvffKL37xC7nhhhuUiAfvete7lAi/9tpr5YknnlB/W4X9V77ylfp5Dj30UBWJf+ihh+QTn/iE7L777rLHHnuo9w4++GDZa6+9Fl3b5OSk/PM//3M9BR/i/Mknn5T777+fQp0QQggZcJj6TgghpG95+9vfLvvss48S6BDiiII7pb1DIEOUQ8Rb+e3f/m317/e///2G19/xjnc0iH1ExFesWCGbNm1yfW0Q8NZ18kNDQ7LffvvJ5s2bPZWREEIIIf0HI+qEEEL6Fk3TlNhGCjqi4BDCb3vb2xzXp0Ns43grEN+pVEq9b2Xp0qWLzpHJZJQNtwRxDkIIIYT0J4yoE0II6Wsg1JFmfvfddztG003RvH37dvWMdSs7duyQcrksy5Yti+hqCSGEEEIo1AkhhPQ5q1evlvPPP19OOOEEed/73ud4zNFHHy1zc3PyH//xHw2vY2d3832vIDoOGCEnhBBCiFeY+k4IIaTvueyyy1q+DwF/1113yeWXX67WmR900EHyox/9SL70pS/J8ccfL8ccc4xnmzgHwO7yeAQbUuj333//RRvZEUIIIYTYoVAnhBAy8GAjt3/8x39Uz03Ho9aQKo9I/Ec/+lH12DU/YMO5T37yk2pHeTx6rVqtKht4nRBCCCGkFZpuX5BHCCGEEEIIIYSQrsHN5AghhBBCCCGEkBhBoU4IIYQQQgghhMQICnVCCCGEEEIIISRGUKgTQgghhBBCCCExgkKdEEIIIYQQQgiJERTqhBBCCCGEEEJIjKBQJ4QQQgghhBBCYgSFOiGEEEIIIYQQEiMo1AkhhBBCCCGEkBhBoU4IIYQQQgghhMQICnVCCCGEEEIIISRGUKgTQgghhBBCCCESH/4/wVDVk1cJGKYAAAAASUVORK5CYII=",
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 100\u001b[0m\u001b[1;36m0x1000\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "grid = sns.JointGrid(data=df, x='observed_on_mp', y='observed_time_mp', height=10, dropna=True)\n",
    "grid.ax_marg_x.set_title('Observation times of monarch butterflies in the Midwest US')\n",
    "\n",
    "# Format X axis labels & ticks\n",
    "xaxis = grid.ax_joint.get_xaxis()\n",
    "xaxis.label.set_text('Month')\n",
    "xaxis.set_major_locator(dates.DayLocator(interval=30))\n",
    "xaxis.set_major_formatter(dates.DateFormatter('%b %d'))\n",
    "# xaxis.set_minor_locator(dates.DayLocator(interval=7))\n",
    "# xaxis.set_minor_formatter(dates.DateFormatter('%d'))\n",
    "\n",
    "# Format Y axis labels & ticks\n",
    "yaxis = grid.ax_joint.get_yaxis()\n",
    "yaxis.label.set_text('Time of Day')\n",
    "yaxis.set_major_locator(dates.HourLocator(interval=2))\n",
    "yaxis.set_major_formatter(dates.DateFormatter('%H:%M'))\n",
    "# yaxis.set_minor_locator(dates.HourLocator())\n",
    "# yaxis.set_minor_formatter(dates.DateFormatter('%H:%M'))\n",
    "\n",
    "# Generate a joint plot with marginal plots\n",
    "# Using the hexbin plotting function, because hexagons are the bestagons.\n",
    "# Also because it looks just a little like butterfly scales.\n",
    "grid.plot_joint(plt.hexbin, gridsize=24, cmap=get_colormap(PLOT_COLOR))\n",
    "grid.plot_marginals(sns.histplot, color=PLOT_COLOR, kde=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Alternate version with shorter syntax but messier labels"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "\u001b[1m<\u001b[0m\u001b[1;95mseaborn.axisgrid.JointGrid\u001b[0m\u001b[39m object at \u001b[0m\u001b[1;36m0x7f63784f6e90\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
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      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
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    {
     "data": {
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",
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 60\u001b[0m\u001b[1;36m0x600\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.jointplot(data=df, x='observed_on_mp', y='observed_time_mp', bins=24, kind='hist')"
   ]
  }
 ],
 "metadata": {
  "celltoolbar": "Tags",
  "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": "3.13.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}