commit 203ae2def93b5bd0f52424c7049f9ca37db408d0 Author: yutsuo Date: Tue May 28 10:59:45 2019 -0300 first commit diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..791db8d --- /dev/null +++ b/.gitignore @@ -0,0 +1,6 @@ +# Ignore everything +* + +# But not jupyter notebooks and .gitignore itself... +!.gitignore +!*.ipynb \ No newline at end of file diff --git a/Arrays.ipynb b/Arrays.ipynb new file mode 100644 index 0000000..7b24da4 --- /dev/null +++ b/Arrays.ipynb @@ -0,0 +1,222 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The original array is:\n", + "[[ 0 1 2 3 4 5 6 7]\n", + " [ 8 9 10 11 12 13 14 15]\n", + " [16 17 18 19 20 21 22 23]\n", + " [24 25 26 27 28 29 30 31]\n", + " [32 33 34 35 36 37 38 39]\n", + " [40 41 42 43 44 45 46 47]\n", + " [48 49 50 51 52 53 54 55]]\n", + "\n", + "\n", + "The transposed array is:\n", + "[[ 0 8 16 24 32 40 48]\n", + " [ 1 9 17 25 33 41 49]\n", + " [ 2 10 18 26 34 42 50]\n", + " [ 3 11 19 27 35 43 51]\n", + " [ 4 12 20 28 36 44 52]\n", + " [ 5 13 21 29 37 45 53]\n", + " [ 6 14 22 30 38 46 54]\n", + " [ 7 15 23 31 39 47 55]]\n" + ] + } + ], + "source": [ + "import numpy as np \n", + "a = np.arange(56).reshape(7,8) \n", + "\n", + "print('The original array is:')\n", + "print(a)\n", + "print('\\n') \n", + "\n", + "print('The transposed array is:')\n", + "print(np.transpose(a))" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0, 1, 2, 3, 4, 5, 6, 7],\n", + " [ 8, 9, 10, 11, 12, 13, 14, 15],\n", + " [16, 17, 18, 19, 20, 21, 22, 23],\n", + " [24, 25, 26, 27, 28, 29, 30, 31],\n", + " [32, 33, 34, 35, 36, 37, 38, 39],\n", + " [40, 41, 42, 43, 44, 45, 46, 47],\n", + " [48, 49, 50, 51, 52, 53, 54, 55]])" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "27" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 2D Arrays indexing\n", + "# array[line, column]\n", + "a[3,3]" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0, 1, 2, 3, 4, 5, 6, 7],\n", + " [ 8, 9, 10, 11, 12, 13, 14, 15],\n", + " [16, 17, 18, 19, 20, 21, 22, 23],\n", + " [24, 25, 26, 27, 28, 29, 30, 31],\n", + " [32, 33, 34, 35, 36, 37, 38, 39],\n", + " [40, 41, 42, 43, 44, 45, 46, 47],\n", + " [48, 49, 50, 51, 52, 53, 54, 55]])" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 2D Arrays slicing\n", + "# array[start:stop:step]\n", + "a[::3] # each 3 lines from the first" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0, 1, 2, 3, 4, 5, 6, 7],\n", + " [ 8, 9, 10, 11, 12, 13, 14, 15],\n", + " [16, 17, 18, 19, 20, 21, 22, 23],\n", + " [24, 25, 26, 27, 28, 29, 30, 31],\n", + " [32, 33, 34, 35, 36, 37, 38, 39],\n", + " [40, 41, 42, 43, 44, 45, 46, 47],\n", + " [48, 49, 50, 51, 52, 53, 54, 55]])" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a[0:7:1]" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[24, 25, 26, 27, 28, 29, 30, 31],\n", + " [32, 33, 34, 35, 36, 37, 38, 39],\n", + " [40, 41, 42, 43, 44, 45, 46, 47],\n", + " [48, 49, 50, 51, 52, 53, 54, 55]])" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a[3::]" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0. , 0.125, 0.25 , 0.375, 0.5 , 0.625, 0.75 , 0.875, 1. ,\n", + " 1.125, 1.25 ])" + ] + }, + "execution_count": 54, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "clevs = np.arange(0,1.26,0.125)\n", + "clevs" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Cartopy.ipynb b/Cartopy.ipynb new file mode 100644 index 0000000..7c724c8 --- /dev/null +++ b/Cartopy.ipynb @@ -0,0 +1,145 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "import cartopy.crs as ccrs\n", + "import cartopy.feature as cf\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "# proj = ccrs.LambertConformal(central_latitude = 25, \n", + "# central_longitude = 265, \n", + "# standard_parallels = (25, 25))\n", + "\n", + "# proj = ccrs.PlateCarree()\n", + "proj = ccrs.PlateCarree()\n", + "\n", + "# Data and coordinates (from download link above)\n", + "# with np.load('nam_218_20120414_1200_006.npz') as nam:\n", + "# dat = nam['dpc']\n", + "# lat = nam['lat']\n", + "# lon = nam['lon']\n", + "\n", + "ax = plt.axes(projection = proj)\n", + "# ax.pcolormesh(lon, lat, dat, transform = ccrs.PlateCarree())\n", + "# ax.add_feature(cf.NaturalEarthFeature(\n", + "# category='cultural',\n", + "# name='admin_1_states_provinces_lines',\n", + "# scale='10m',\n", + "# facecolor='none'))\n", + "\n", + "\n", + "ax.coastlines('10m')\n", + "# ax.add_feature(cf.BORDERS)\n", + "ax.add_feature(cf.STATES.with_scale('10m'))\n", + "\n", + "# The extent bounds are specified as an array [[x0, y0], [x1, y1]], \n", + "# where x0 is the left side of the extent, y0 is the top, x1 is the right and y1 is the bottom.\n", + "# extent (x0, x1, y0, y1)\n", + "# extent = [-180,180, -90,90] # world\n", + "# extent = [-90, -30, 20, -60] # south america\n", + "# extent = [-74, -31, 5.5, -33] # brazil\n", + "# extent = [-53.5, -45, -11, -20] # brazil\n", + "extent = [-48, -47, -16, -17] # brazil\n", + "# extent = [-90, -30, 20, -60]\n", + "# extent = [-100, 30, 0, 80]\n", + "# extent = [-87.35, -79.5, 24.1, 30.8]\n", + "\n", + "\n", + "ax.set_extent(extent, crs=ccrs.PlateCarree())\n", + "\n", + "ax.gridlines()\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# plt.figure(figsize=(5.12985642927, 3)) \n", + "# ax = plt.axes(projection=ccrs.PlateCarree(central_longitude=-35)) \n", + "# ax.set_extent([-100, 30, 0, 80]) \n", + "# ax.set_ylim([0, 80]) \n", + "# ax.coastlines(resolution='110m') \n", + "# gl = ax.gridlines(crs=ccrs.PlateCarree(), draw_labels=True, linewidth=2, color='gray', alpha=0.5, linestyle='--') " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import os\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from cartopy import config\n", + "import cartopy.crs as ccrs\n", + "from matplotlib.image import imread\n", + "\n", + "ax = plt.axes(projection=ccrs.Robinson())\n", + "\n", + "ax.set_global()\n", + "# get the path to an image (in this case, a stock image which ships with cartopy)\n", + "fname = os.path.join(config[\"repo_data_dir\"],\n", + " 'raster', 'natural_earth', '50-natural-earth-1-downsampled.png')\n", + "img = imread(fname)\n", + "ax.imshow(img, origin='upper', transform=ccrs.PlateCarree(), extent=[-180, 180, -90, 90])\n", + "\n", + "ax.coastlines()\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Folium_1.ipynb b/Folium_1.ipynb new file mode 100644 index 0000000..5968af4 --- /dev/null +++ b/Folium_1.ipynb @@ -0,0 +1,386 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import folium\n", + "folium_map = folium.Map(location=[40.738, -73.98],\n", + " zoom_start=13,\n", + " tiles=\"CartoDB dark_matter\")\n", + "\n", + "marker = folium.CircleMarker(location=[40.738, -73.98])\n", + "marker.add_to(folium_map)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "folium_map" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "\n", + "bike_data = pd.read_csv(\"201610-citibike-tripdata.csv\")\n", + "\n", + "bike_data[\"Start Time\"] = pd.to_datetime(bike_data[\"Start Time\"])\n", + "bike_data[\"Stop Time\"] = pd.to_datetime(bike_data[\"Stop Time\"])\n", + "bike_data[\"hour\"] = bike_data[\"Start Time\"].map(lambda x: x.hour)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Trip DurationStart TimeStop TimeStart Station IDStart Station NameStart Station LatitudeStart Station LongitudeEnd Station IDEnd Station NameEnd Station LatitudeEnd Station LongitudeBike IDUser TypeBirth YearGenderhour
03282016-10-01 00:00:072016-10-01 00:05:35471Grand St & Havemeyer St40.712868-73.9569813077Stagg St & Union Ave40.708771-73.95095325254Subscriber1992.010
13982016-10-01 00:00:112016-10-01 00:06:493147E 85 St & 3 Ave40.778012-73.95407131401 Ave & E 78 St40.771404-73.95351717810Subscriber1988.020
24302016-10-01 00:00:142016-10-01 00:07:25345W 13 St & 6 Ave40.736494-73.997044470W 20 St & 8 Ave40.743453-74.00004020940Subscriber1965.010
33512016-10-01 00:00:212016-10-01 00:06:123307West End Ave & W 94 St40.794165-73.9741243357W 106 St & Amsterdam Ave40.800836-73.96644919086Subscriber1993.010
426932016-10-01 00:00:212016-10-01 00:45:1534288 Ave & W 16 St40.740983-74.0017023323W 106 St & Central Park West40.798186-73.96059126502Subscriber1991.010
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" + ], + "text/plain": [ + " Trip Duration Start Time Stop Time Start Station ID \\\n", + "0 328 2016-10-01 00:00:07 2016-10-01 00:05:35 471 \n", + "1 398 2016-10-01 00:00:11 2016-10-01 00:06:49 3147 \n", + "2 430 2016-10-01 00:00:14 2016-10-01 00:07:25 345 \n", + "3 351 2016-10-01 00:00:21 2016-10-01 00:06:12 3307 \n", + "4 2693 2016-10-01 00:00:21 2016-10-01 00:45:15 3428 \n", + "\n", + " Start Station Name Start Station Latitude Start Station Longitude \\\n", + "0 Grand St & Havemeyer St 40.712868 -73.956981 \n", + "1 E 85 St & 3 Ave 40.778012 -73.954071 \n", + "2 W 13 St & 6 Ave 40.736494 -73.997044 \n", + "3 West End Ave & W 94 St 40.794165 -73.974124 \n", + "4 8 Ave & W 16 St 40.740983 -74.001702 \n", + "\n", + " End Station ID End Station Name End Station Latitude \\\n", + "0 3077 Stagg St & Union Ave 40.708771 \n", + "1 3140 1 Ave & E 78 St 40.771404 \n", + "2 470 W 20 St & 8 Ave 40.743453 \n", + "3 3357 W 106 St & Amsterdam Ave 40.800836 \n", + "4 3323 W 106 St & Central Park West 40.798186 \n", + "\n", + " End Station Longitude Bike ID User Type Birth Year Gender hour \n", + "0 -73.950953 25254 Subscriber 1992.0 1 0 \n", + "1 -73.953517 17810 Subscriber 1988.0 2 0 \n", + "2 -74.000040 20940 Subscriber 1965.0 1 0 \n", + "3 -73.966449 19086 Subscriber 1993.0 1 0 \n", + "4 -73.960591 26502 Subscriber 1991.0 1 0 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bike_data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# select the first occurrence of each station id\n", + "locations = bike_data.groupby(\"Start Station ID\").first()\n", + "\n", + "# and select only the tree columns we are interested in\n", + "locations = locations.loc[:, [\"Start Station Latitude\",\n", + " \"Start Station Longitude\",\n", + " \"Start Station Name\"]]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "subset = bike_data[bike_data[\"hour\"]==18]" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "departure_counts = subset.groupby(\"Start Station ID\").count()\n", + "\n", + "# select one column\n", + "departure_counts = departure_counts.iloc[:,[0]]\n", + "\n", + "# and rename that column\n", + "departure_counts.columns= [\"Departure Count\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "arrival_counts = subset.groupby(\"End Station ID\").count()\n", + "\n", + "# select one column\n", + "arrival_counts = arrival_counts.iloc[:,[0]]\n", + "\n", + "# and rename that column\n", + "arrival_counts.columns= [\"Arrival Count\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "trip_counts = departure_counts.join(locations).join(arrival_counts)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "for index, row in trip_counts.iterrows():\n", + " net_departures = (row[\"Departure Count\"]-row[\"Arrival Count\"])\n", + " radius = net_departures/20\n", + " if net_departures>0:\n", + " color=\"#E37222\" # tangerine\n", + " else:\n", + " color=\"#0A8A9F\" # teal\n", + " \n", + " folium.CircleMarker(location=(row[\"Start Station Latitude\"],\n", + " row[\"Start Station Longitude\"]),\n", + " radius=radius,\n", + " color=color,\n", + " fill=True).add_to(folium_map)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "folium_map" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Folium_2.ipynb b/Folium_2.ipynb new file mode 100644 index 0000000..b5c17ea --- /dev/null +++ b/Folium_2.ipynb @@ -0,0 +1,155 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import folium\n", + "import matplotlib\n", + "from matplotlib.pyplot import imread\n", + "from folium import raster_layers\n", + "from scipy.ndimage import imread" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# m = folium.Map([-17.1725, -47.3288], zoom_start=13)\n", + "m = folium.Map([-16.47, -47.43], zoom_start=12, control_scale=True)\n", + "# boundsdata = r'map.geojson'\n", + "# folium.GeoJson(boundsdata).add_to(m)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# read in png file to numpy array\n", + "# image = '/notebooks/resources/T22KHG_20190425T132241_TCI.tif'\n", + "# image = '/notebooks/resources/T22KHG_20190425T132241_TCI_quarter.tif'\n", + "image = '/notebooks/resources/T22KHG_20190425T132241_TCI_smaller.tif'\n", + "data = matplotlib.pyplot.imread(image)\n", + "\n", + "# boundary of the image on the map\n", + "# -47.72086687985285,-47.18137037025522,-16.627150415017045,-16.329425174039407 [EPSG:4326]\n", + "# -47.72,-47.18,-16.62,-16.32\n", + "# min_lon = -47.3566\n", + "# max_lon = -47.1719\n", + "# min_lat = -16.4769\n", + "# max_lat = -16.6105\n", + "min_lon = -47.72086687985285\n", + "max_lon = -47.18137037025522\n", + "min_lat = -16.627150415017045\n", + "max_lat = -16.329425174039407\n", + "\n", + "# Overlay the image\n", + "m.add_child(raster_layers.ImageOverlay(data,\n", + "# opacity = 0.8,\n", + " bounds = [[min_lat, min_lon], [max_lat, max_lon]]))\n", + "\n", + "m" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import h5py\n", + "hdf5 = '/notebooks/resources/3B-MO.MS.MRG.3IMERG.20190101-S000000-E235959.01.V06A.HDF5'\n", + "dataset = h5py.File(hdf5,'r')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "precip = dataset['Grid/precipitation'][:]\n", + "precip = np.transpose(precip[0])\n", + "\n", + "theLats = dataset['Grid/lat'][:]\n", + "theLons = dataset['Grid/lon'][:]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "precip[728,1326]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "theLats[728]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "theLons[1326]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/IMERG-Cartopy-Localized.ipynb b/IMERG-Cartopy-Localized.ipynb new file mode 100644 index 0000000..8deb09e --- /dev/null +++ b/IMERG-Cartopy-Localized.ipynb @@ -0,0 +1,1067 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# import matplotlib\n", + "%matplotlib notebook\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import cm\n", + "import numpy as np\n", + "import h5py as h5py\n", + "import cartopy.crs as ccrs\n", + "import cartopy.feature as cfeature\n", + "from cartopy.io.shapereader import Reader\n", + "from cartopy.feature import ShapelyFeature\n", + "# matplotlib.rcParams['backend'] = \"TkAgg\"\n", + "# plt.get_backend()\n", + "# plt.get_backend()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "hdf5 = '/notebooks/3B-MO.MS.MRG.3IMERG.20190101-S000000-E235959.01.V06A.HDF5'\n", + "dataset = h5py.File(hdf5,'r')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "precip = dataset['Grid/precipitation'][:]\n", + "\n", + "precip = np.transpose(precip[0])\n", + "\n", + "theLats = dataset['Grid/lat'][:]\n", + "theLons = dataset['Grid/lon'][:]" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "application/javascript": [ + "/* Put everything inside the global mpl namespace */\n", + "window.mpl = {};\n", + "\n", + "\n", + "mpl.get_websocket_type = function() {\n", + " if (typeof(WebSocket) !== 'undefined') {\n", + " return WebSocket;\n", + " } else if (typeof(MozWebSocket) !== 'undefined') {\n", + " return MozWebSocket;\n", + " } else {\n", + " alert('Your browser does not have WebSocket support.' +\n", + " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", + " 'Firefox 4 and 5 are also supported but you ' +\n", + " 'have to enable WebSockets in about:config.');\n", + " };\n", + "}\n", + "\n", + "mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n", + " this.id = figure_id;\n", + "\n", + " this.ws = websocket;\n", + "\n", + " this.supports_binary = (this.ws.binaryType != undefined);\n", + "\n", + " if (!this.supports_binary) {\n", + " var warnings = document.getElementById(\"mpl-warnings\");\n", + " if (warnings) {\n", + " warnings.style.display = 'block';\n", + " warnings.textContent = (\n", + " \"This browser does not support binary websocket messages. \" +\n", + " \"Performance may be slow.\");\n", + " }\n", + " }\n", + "\n", + " this.imageObj = new Image();\n", + "\n", + " this.context = undefined;\n", + " this.message = undefined;\n", + " this.canvas = undefined;\n", + " this.rubberband_canvas = undefined;\n", + " this.rubberband_context = undefined;\n", + " this.format_dropdown = undefined;\n", + "\n", + " this.image_mode = 'full';\n", + "\n", + " this.root = $('
');\n", + " this._root_extra_style(this.root)\n", + " this.root.attr('style', 'display: inline-block');\n", + "\n", + " $(parent_element).append(this.root);\n", + "\n", + " this._init_header(this);\n", + " this._init_canvas(this);\n", + " this._init_toolbar(this);\n", + "\n", + " var fig = this;\n", + "\n", + " this.waiting = false;\n", + "\n", + " this.ws.onopen = function () {\n", + " fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n", + " fig.send_message(\"send_image_mode\", {});\n", + " if (mpl.ratio != 1) {\n", + " fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n", + " }\n", + " fig.send_message(\"refresh\", {});\n", + " }\n", + "\n", + " this.imageObj.onload = function() {\n", + " if (fig.image_mode == 'full') {\n", + " // Full images could contain transparency (where diff images\n", + " // almost always do), so we need to clear the canvas so that\n", + " // there is no ghosting.\n", + " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", + " }\n", + " fig.context.drawImage(fig.imageObj, 0, 0);\n", + " };\n", + "\n", + " this.imageObj.onunload = function() {\n", + " fig.ws.close();\n", + " }\n", + "\n", + " this.ws.onmessage = this._make_on_message_function(this);\n", + "\n", + " this.ondownload = ondownload;\n", + "}\n", + "\n", + "mpl.figure.prototype._init_header = function() {\n", + " var titlebar = $(\n", + " '
');\n", + " var titletext = $(\n", + " '
');\n", + " titlebar.append(titletext)\n", + " this.root.append(titlebar);\n", + " this.header = titletext[0];\n", + "}\n", + "\n", + "\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n", + "\n", + "}\n", + "\n", + "\n", + "mpl.figure.prototype._root_extra_style = function(canvas_div) {\n", + "\n", + "}\n", + "\n", + "mpl.figure.prototype._init_canvas = function() {\n", + " var fig = this;\n", + "\n", + " var canvas_div = $('
');\n", + "\n", + " canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n", + "\n", + " function canvas_keyboard_event(event) {\n", + " return fig.key_event(event, event['data']);\n", + " }\n", + "\n", + " canvas_div.keydown('key_press', canvas_keyboard_event);\n", + " canvas_div.keyup('key_release', canvas_keyboard_event);\n", + " this.canvas_div = canvas_div\n", + " this._canvas_extra_style(canvas_div)\n", + " this.root.append(canvas_div);\n", + "\n", + " var canvas = $('');\n", + " canvas.addClass('mpl-canvas');\n", + " canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n", + "\n", + " this.canvas = canvas[0];\n", + " this.context = canvas[0].getContext(\"2d\");\n", + "\n", + " var backingStore = this.context.backingStorePixelRatio ||\n", + "\tthis.context.webkitBackingStorePixelRatio ||\n", + "\tthis.context.mozBackingStorePixelRatio ||\n", + "\tthis.context.msBackingStorePixelRatio ||\n", + "\tthis.context.oBackingStorePixelRatio ||\n", + "\tthis.context.backingStorePixelRatio || 1;\n", + "\n", + " mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n", + "\n", + " var rubberband = $('');\n", + " rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n", + "\n", + " var pass_mouse_events = true;\n", + "\n", + " canvas_div.resizable({\n", + " start: function(event, ui) {\n", + " pass_mouse_events = false;\n", + " },\n", + " resize: function(event, ui) {\n", + " fig.request_resize(ui.size.width, ui.size.height);\n", + " },\n", + " stop: function(event, ui) {\n", + " pass_mouse_events = true;\n", + " fig.request_resize(ui.size.width, ui.size.height);\n", + " },\n", + " });\n", + "\n", + " function mouse_event_fn(event) {\n", + " if (pass_mouse_events)\n", + " return fig.mouse_event(event, event['data']);\n", + " }\n", + "\n", + " rubberband.mousedown('button_press', mouse_event_fn);\n", + " rubberband.mouseup('button_release', mouse_event_fn);\n", + " // Throttle sequential mouse events to 1 every 20ms.\n", + " rubberband.mousemove('motion_notify', mouse_event_fn);\n", + "\n", + " rubberband.mouseenter('figure_enter', mouse_event_fn);\n", + " rubberband.mouseleave('figure_leave', mouse_event_fn);\n", + "\n", + " canvas_div.on(\"wheel\", function (event) {\n", + " event = event.originalEvent;\n", + " event['data'] = 'scroll'\n", + " if (event.deltaY < 0) {\n", + " event.step = 1;\n", + " } else {\n", + " event.step = -1;\n", + " }\n", + " mouse_event_fn(event);\n", + " });\n", + "\n", + " canvas_div.append(canvas);\n", + " canvas_div.append(rubberband);\n", + "\n", + " this.rubberband = rubberband;\n", + " this.rubberband_canvas = rubberband[0];\n", + " this.rubberband_context = rubberband[0].getContext(\"2d\");\n", + " this.rubberband_context.strokeStyle = \"#000000\";\n", + "\n", + " this._resize_canvas = function(width, height) {\n", + " // Keep the size of the canvas, canvas container, and rubber band\n", + " // canvas in synch.\n", + " canvas_div.css('width', width)\n", + " canvas_div.css('height', height)\n", + "\n", + " canvas.attr('width', width * mpl.ratio);\n", + " canvas.attr('height', height * mpl.ratio);\n", + " canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n", + "\n", + " rubberband.attr('width', width);\n", + " rubberband.attr('height', height);\n", + " }\n", + "\n", + " // Set the figure to an initial 600x600px, this will subsequently be updated\n", + " // upon first draw.\n", + " this._resize_canvas(600, 600);\n", + "\n", + " // Disable right mouse context menu.\n", + " $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n", + " return false;\n", + " });\n", + "\n", + " function set_focus () {\n", + " canvas.focus();\n", + " canvas_div.focus();\n", + " }\n", + "\n", + " window.setTimeout(set_focus, 100);\n", + "}\n", + "\n", + "mpl.figure.prototype._init_toolbar = function() {\n", + " var fig = this;\n", + "\n", + " var nav_element = $('
')\n", + " nav_element.attr('style', 'width: 100%');\n", + " this.root.append(nav_element);\n", + "\n", + " // Define a callback function for later on.\n", + " function toolbar_event(event) {\n", + " return fig.toolbar_button_onclick(event['data']);\n", + " }\n", + " function toolbar_mouse_event(event) {\n", + " return fig.toolbar_button_onmouseover(event['data']);\n", + " }\n", + "\n", + " for(var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " // put a spacer in here.\n", + " continue;\n", + " }\n", + " var button = $('');\n", + " button.click(method_name, toolbar_event);\n", + " button.mouseover(tooltip, toolbar_mouse_event);\n", + " nav_element.append(button);\n", + " }\n", + "\n", + " // Add the status bar.\n", + " var status_bar = $('');\n", + " nav_element.append(status_bar);\n", + " this.message = status_bar[0];\n", + "\n", + " // Add the close button to the window.\n", + " var buttongrp = $('
');\n", + " var button = $('');\n", + " button.click(function (evt) { fig.handle_close(fig, {}); } );\n", + " button.mouseover('Stop Interaction', toolbar_mouse_event);\n", + " buttongrp.append(button);\n", + " var titlebar = this.root.find($('.ui-dialog-titlebar'));\n", + " titlebar.prepend(buttongrp);\n", + "}\n", + "\n", + "mpl.figure.prototype._root_extra_style = function(el){\n", + " var fig = this\n", + " el.on(\"remove\", function(){\n", + "\tfig.close_ws(fig, {});\n", + " });\n", + "}\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function(el){\n", + " // this is important to make the div 'focusable\n", + " el.attr('tabindex', 0)\n", + " // reach out to IPython and tell the keyboard manager to turn it's self\n", + " // off when our div gets focus\n", + "\n", + " // location in version 3\n", + " if (IPython.notebook.keyboard_manager) {\n", + " IPython.notebook.keyboard_manager.register_events(el);\n", + " }\n", + " else {\n", + " // location in version 2\n", + " IPython.keyboard_manager.register_events(el);\n", + " }\n", + "\n", + "}\n", + "\n", + "mpl.figure.prototype._key_event_extra = function(event, name) {\n", + " var manager = IPython.notebook.keyboard_manager;\n", + " if (!manager)\n", + " manager = IPython.keyboard_manager;\n", + "\n", + " // Check for shift+enter\n", + " if (event.shiftKey && event.which == 13) {\n", + " this.canvas_div.blur();\n", + " event.shiftKey = false;\n", + " // Send a \"J\" for go to next cell\n", + " event.which = 74;\n", + " event.keyCode = 74;\n", + " manager.command_mode();\n", + " manager.handle_keydown(event);\n", + " }\n", + "}\n", + "\n", + "mpl.figure.prototype.handle_save = function(fig, msg) {\n", + " fig.ondownload(fig, null);\n", + "}\n", + "\n", + "\n", + "mpl.find_output_cell = function(html_output) {\n", + " // Return the cell and output element which can be found *uniquely* in the notebook.\n", + " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", + " // IPython event is triggered only after the cells have been serialised, which for\n", + " // our purposes (turning an active figure into a static one), is too late.\n", + " var cells = IPython.notebook.get_cells();\n", + " var ncells = cells.length;\n", + " for (var i=0; i= 3 moved mimebundle to data attribute of output\n", + " data = data.data;\n", + " }\n", + " if (data['text/html'] == html_output) {\n", + " return [cell, data, j];\n", + " }\n", + " }\n", + " }\n", + " }\n", + "}\n", + "\n", + "// Register the function which deals with the matplotlib target/channel.\n", + "// The kernel may be null if the page has been refreshed.\n", + "if (IPython.notebook.kernel != null) {\n", + " IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n", + "}\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the figure, define the geographic bounds\n", + "\n", + "# fig = plt.figure(dpi=300)\n", + "fig = plt.figure(figsize=(5,3))\n", + "\n", + "latcorners = ([-60,60])\n", + "\n", + "loncorners = ([-180,180])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "ax = plt.axes(projection=ccrs.PlateCarree())\n", + "ax.coastlines()\n", + "ax.add_feature(cfeature.BORDERS)\n", + "# ax.add_feature(cfeature.STATES.with_scale('10m'))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Draw filled contours.\n", + "\n", + "clevs = np.arange(0,1.26,0.125)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define the latitude and longitude data\n", + "\n", + "x, y = np.float32(np.meshgrid(theLons, theLats))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Mask the values less than 0 because there is no data to plot.\n", + "\n", + "masked_array = np.ma.masked_where(precip < 0,precip)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "cmap = 'nipy_spectral'" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "# Plot the data\n", + "\n", + "cs = ax.contourf(x,y,precip,clevs,transform=ccrs.PlateCarree(),cmap=cmap)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Set the title and fonts\n", + "\n", + "plt.title('August 2015 Monthly Average Rain Rate')\n", + "\n", + "font = {'weight' : 'bold', 'size' : 3}\n", + "\n", + "plt.rc('font', **font)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "sm = plt.cm.ScalarMappable(cmap=cmap,norm=plt.Normalize(0,1))\n", + "sm._A = []\n", + "plt.colorbar(sm, ax=ax, label='mm/h', shrink=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# ax.set_extent([-180, 180, -90, 90])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "fname = r'./layers/POLYGON.shp'\n", + "\n", + "# ax = plt.axes(projection=ccrs.Robinson())\n", + "shape_feature = ShapelyFeature(Reader(fname).geometries(),\n", + " ccrs.PlateCarree(), edgecolor='black')\n", + "ax.add_feature(shape_feature)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "precip[:1]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "precip[732:736,3368:3373]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/IMERG.ipynb b/IMERG.ipynb new file mode 100644 index 0000000..bbf7139 --- /dev/null +++ b/IMERG.ipynb @@ -0,0 +1,233 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "ename": "ImportError", + "evalue": "No module named 'mpl_toolkits.basemap'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mImportError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mnumpy\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mh5py\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mh5py\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 5\u001b[0;31m \u001b[0;32mfrom\u001b[0m \u001b[0mmpl_toolkits\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbasemap\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mBasemap\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcm\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;31mImportError\u001b[0m: No module named 'mpl_toolkits.basemap'" + ] + } + ], + "source": [ + "%matplotlib inline\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import h5py as h5py\n", + "from mpl_toolkits.basemap import Basemap, cm" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# hdf5 = '/notebooks/3B-MO.MS.MRG.3IMERG.20150801-S000000-E235959.08.V03D.HDF5'\n", + "# hdf5 = '/notebooks/3B-MO.MS.MRG.3IMERG.20150801-S000000-E235959.08.V06A.HDF5'\n", + "hdf5 = '/notebooks/3B-MO.MS.MRG.3IMERG.20190101-S000000-E235959.08.V06A.HDF5'\n", + "dataset = h5py.File(hdf5,'r') # Change this to the proper path" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "precip = dataset['Grid/precipitation'][:]\n", + "\n", + "precip = np.transpose(precip[0])\n", + "\n", + " \n", + "\n", + "theLats= dataset['Grid/lat'][:]\n", + "\n", + "theLons = dataset['Grid/lon'][:]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Plot the figure, define the geographic bounds\n", + "\n", + "fig = plt.figure(dpi=300)\n", + "\n", + "latcorners = ([-60,60])\n", + "\n", + "loncorners = ([-180,180])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "m = Basemap(\n", + " projection='cyl',\n", + " llcrnrlat=latcorners[0],\n", + " urcrnrlat=latcorners[1],\n", + " llcrnrlon=loncorners[0],\n", + " urcrnrlon=loncorners[1])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "# Draw coastlines, state and country boundaries, edge of map.\n", + "\n", + "m.drawcoastlines()\n", + "\n", + "m.drawstates()\n", + "\n", + "m.drawcountries()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Draw filled contours.\n", + "\n", + "clevs = np.arange(0,1.26,0.125)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define the latitude and longitude data\n", + "\n", + "x, y = np.float32(np.meshgrid(theLons, theLats))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Mask the values less than 0 because there is no data to plot.\n", + "\n", + "masked_array = np.ma.masked_where(precip < 0,precip)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Plot every masked value as white\n", + "\n", + "cmap = cm.GMT_drywet\n", + "\n", + "cmap.set_bad('w',1.)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "# Plot the data\n", + "\n", + "cs = m.contourf(x,y,precip,clevs,cmap=cmap,latlon=True)\n", + "\n", + "\n", + "\n", + "parallels = np.arange(-60.,61,20.)\n", + "\n", + "m.drawparallels(parallels,labels=[True,False,True,False])\n", + "\n", + "meridians = np.arange(-180.,180.,60.)\n", + "\n", + "m.drawmeridians(meridians,labels=[False,False,False,True])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Set the title and fonts\n", + "\n", + "plt.title('August 2015 Monthly Average Rain Rate')\n", + "\n", + "font = {'weight' : 'bold', 'size' : 6}\n", + "\n", + "plt.rc('font', **font)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Add colorbar\n", + "\n", + "cbar = m.colorbar(cs,location='right',pad=\"5%\")\n", + "\n", + "cbar.set_label('mm/h')\n", + "\n", + "# plt.show()\n", + "\n", + "plt.savefig('testIMERGmap.png',dpi=200)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Task 9.ipynb b/Task 9.ipynb new file mode 100644 index 0000000..b5474ae --- /dev/null +++ b/Task 9.ipynb @@ -0,0 +1,82 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import folium\n", + "folium_map = folium.Map(location=[-17.1342713, -47.4230982],\n", + " zoom_start=13,\n", + " tiles=\"Stamen Watercolor\",\n", + " attr=\"http://tile.stamen.com/toner-background/{z}/{x}/{y}\")\n", + "\n", + "marker = folium.CircleMarker(location=[-17.1342713, -47.4230982])\n", + "marker.add_to(folium_map)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "folium_map" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Untitled.ipynb b/Untitled.ipynb new file mode 100644 index 0000000..9d2bf74 --- /dev/null +++ b/Untitled.ipynb @@ -0,0 +1,2469 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import h5py as h5py\n", + "from mpl_toolkits.basemap import Basemap, cm" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "hdf5 = '/notebooks/3B-MO.MS.MRG.3IMERG.20150801-S000000-E235959.08.V06A.HDF5'\n", + "f = h5py.File(hdf5,'r') # Change this to the proper path" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['Grid']" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "list(f.keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "dataset = f['Grid']" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['nv',\n", + " 'lonv',\n", + " 'latv',\n", + " 'time',\n", + " 'lon',\n", + " 'lat',\n", + " 'time_bnds',\n", + " 'lon_bnds',\n", + " 'lat_bnds',\n", + " 'precipitation',\n", + " 'randomError',\n", + " 'gaugeRelativeWeighting',\n", + " 'probabilityLiquidPrecipitation',\n", + " 'precipitationQualityIndex']" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "list(dataset)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[array([-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " dtype=float32),\n", + " array([-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " dtype=float32),\n", + " array([-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " dtype=float32),\n", + " array([-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " dtype=float32),\n", + " array([-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " dtype=float32),\n", + " array([-9999.9, -9999.9, -9999.9, ..., -9999.9, 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-9999.9],\n", + " dtype=float32),\n", + " array([-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " dtype=float32),\n", + " array([-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " dtype=float32),\n", + " array([-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " dtype=float32),\n", + " array([-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " dtype=float32),\n", + " ...]" + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "list(dataset['precipitation'][0])" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(3600, 1800)" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dataset['precipitation'][0].shape" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "precip = np.transpose(dataset['precipitation'][0])" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1800, 3600)" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "precip.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "theLats= dataset['lat'][:]\n", + "\n", + "theLons = dataset['lon'][:]" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[array([[-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " [-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " [-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " ...,\n", + " [-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " [-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9],\n", + " [-9999.9, -9999.9, -9999.9, ..., -9999.9, -9999.9, -9999.9]],\n", + " dtype=float32)]" + ] + }, + "execution_count": 69, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "list(dataset['precipitation'])" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['nv',\n", + " 'lonv',\n", + " 'latv',\n", + " 'time',\n", + " 'lon',\n", + " 'lat',\n", + " 'time_bnds',\n", + " 'lon_bnds',\n", + " 'lat_bnds',\n", + " 'precipitation',\n", + " 'randomError',\n", + " 'gaugeRelativeWeighting',\n", + " 'probabilityLiquidPrecipitation',\n", + " 'precipitationQualityIndex']" + ] + }, + "execution_count": 72, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "list(dataset)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Yes, I found in the List\n" + ] + } + ], + "source": [ + "if -17.25 in theLats :\n", + " print(\"Yes, I found in the List\")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "dtype('\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0maxes\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mprojection\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mccrs\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mPlateCarree\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 5\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcoastlines\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 6\u001b[0;31m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdrawstates\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 7\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 8\u001b[0m \u001b[0;31m# Save the plot by calling plt.savefig() BEFORE plt.show()\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mAttributeError\u001b[0m: 'GeoAxesSubplot' object has no attribute 'drawstates'" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import cartopy.crs as ccrs\n", + "import matplotlib.pyplot as plt\n", + "\n", + "ax = plt.axes(projection=ccrs.PlateCarree())\n", + "ax.coastlines()\n", + "ax.drawstates()\n", + "\n", + "# Save the plot by calling plt.savefig() BEFORE plt.show()\n", + "plt.savefig('coastlines.pdf')\n", + "plt.savefig('coastlines.png')\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import cartopy.crs as ccrs\n", + "import matplotlib.pyplot as plt\n", + "\n", + "ax = plt.axes(projection=ccrs.Mollweide())\n", + "ax.stock_img()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import cartopy.crs as ccrs\n", + "import matplotlib.pyplot as plt\n", + "\n", + "ax = plt.axes(projection=ccrs.PlateCarree())\n", + "ax.stock_img()\n", + "\n", + "ny_lon, ny_lat = -75, 43\n", + "delhi_lon, delhi_lat = 77.23, 28.61\n", + "\n", + "plt.plot([ny_lon, delhi_lon], [ny_lat, delhi_lat],\n", + " color='blue', linewidth=2, marker='o',\n", + " transform=ccrs.Geodetic(),\n", + " )\n", + "\n", + "plt.plot([ny_lon, delhi_lon], [ny_lat, delhi_lat],\n", + " color='gray', linestyle='--',\n", + " transform=ccrs.PlateCarree(),\n", + " )\n", + "\n", + "plt.text(ny_lon - 3, ny_lat - 12, 'New York',\n", + " horizontalalignment='right',\n", + " transform=ccrs.Geodetic())\n", + "\n", + "plt.text(delhi_lon + 3, delhi_lat - 12, 'Delhi',\n", + " horizontalalignment='left',\n", + " transform=ccrs.Geodetic())\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Untitled1.ipynb b/Untitled1.ipynb new file mode 100644 index 0000000..95f129d --- /dev/null +++ b/Untitled1.ipynb @@ -0,0 +1,205 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PROJCS[\"WGS 84 / UTM zone 22S\",\n", + " GEOGCS[\"WGS 84\",\n", + " DATUM[\"WGS_1984\",\n", + " SPHEROID[\"WGS 84\",6378137,298.257223563,\n", + " AUTHORITY[\"EPSG\",\"7030\"]],\n", + " AUTHORITY[\"EPSG\",\"6326\"]],\n", + " PRIMEM[\"Greenwich\",0,\n", + " AUTHORITY[\"EPSG\",\"8901\"]],\n", + " UNIT[\"degree\",0.0174532925199433,\n", + " AUTHORITY[\"EPSG\",\"9122\"]],\n", + " AUTHORITY[\"EPSG\",\"4326\"]],\n", + " PROJECTION[\"Transverse_Mercator\"],\n", + " PARAMETER[\"latitude_of_origin\",0],\n", + " PARAMETER[\"central_meridian\",-51],\n", + " PARAMETER[\"scale_factor\",0.9996],\n", + " PARAMETER[\"false_easting\",500000],\n", + " PARAMETER[\"false_northing\",10000000],\n", + " UNIT[\"metre\",1,\n", + " AUTHORITY[\"EPSG\",\"9001\"]],\n", + " AXIS[\"Easting\",EAST],\n", + " AXIS[\"Northing\",NORTH],\n", + " AUTHORITY[\"EPSG\",\"32722\"]]\n" + ] + } + ], + "source": [ + "# First: read the geotiff image with GDAL.\n", + "from osgeo import gdal, osr\n", + "\n", + "gdal.UseExceptions()\n", + "\n", + "\n", + "fname = '/notebooks/resources/T22KHG_20190425T132241_TCI_smaller.tif'\n", + "\n", + "ds = gdal.Open(fname)\n", + "data = ds.ReadAsArray()\n", + "gt = ds.GetGeoTransform()\n", + "proj = ds.GetProjection()\n", + "\n", + "inproj = osr.SpatialReference()\n", + "inproj.ImportFromWkt(proj)\n", + "\n", + "print(inproj)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "32722\n", + "_EPSGProjection(32722)\n" + ] + } + ], + "source": [ + "# Second: convert the WKT projection information to a cartopy projection.\n", + "import cartopy.crs as ccrs\n", + "\n", + "\n", + "\n", + "projcs = inproj.GetAuthorityCode('PROJCS')\n", + "print(projcs)\n", + "# projection = ccrs.epsg('3857')\n", + "projection = ccrs.epsg(projcs)\n", + "print(projection)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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WlEOgdvTAYi77TfMntd1FY/tjC5eA2MCcJMVXAdga6jq8Sg6n3sGjVOYHsNaSp1ZaWv7qR7cTILxzOlABzx2KIylj7QybwNx2ci7egnKAOHEO+z9PThYYi6EpflcV+hzPXKsdWJX1pqdWp84WdWmXKMGtMg/XCSSA3sH+pCUN3sCVN1C50B8t0Puyl9KcX2rgdAngKvzy/Q3eOS9XlZtcueoq113lSmau6wTzTKrOufbU4pR95Xkq7GqhInz3Jzf85dMrEhPr5AxqrDvjXue892LLn3265fltZSjCVI1dreyBqsKMsdvPnHcdJ33HvlSwSMJsrqgFoCgWvkREuJ6gn+EkZxZH2UvspSTFCqzXidQpqVeyJs66DCYMkuiGTBoSw2lHP2TWJwPnm57VpiNlRfpEGSuPuh4DhtXPDvufCwgcYz8V3hg7th9s2f9kxyc/ueH2vVu+95efsclhlGat5qWt1i+RBY5VQkcgQa0utUEz5yx3fHN1CgibrieLkHWhLBdHFXex0GcLYg/E1BzU8jtBLQDw2r1VO4TOboriXKeKonzw4obrOuMKMxUH5tlIGmgRd3oN5Kwihwwxp1fuX6C6kcR5slrRI3zri6+x6jqqG32fGG1mLDVq61lJjY6rxRk6ZRwL4xSBd9UJqyFDrcwldACOwJAPz+kLSGoHd7mOWM8PzE1xYz9HfRsNo8WcoRP+8MfPeDEVxJzkxnmXeW2zZqzhHUqjNA3whkafe5RfrrfjgZ3RV4DTwtFAAJYEsFS1TXhjtWK1UrQTVqtMznC+6ZBOeN9mZnduSpQIRBXDsVqpEvft7iSDXoVv3XvE1y4u+MH1S15MIzk533v6nB8/fcH17URGKTVq5qucMDGSwc2+QBaurDK50XcZUSUPOUpcQDYlOYw5qMyEUP3gj6hLvdtCm/B8V3jjwQoBvvR4hSYhJY0MqgXBtCSBbY+Wfx+WKC2NCfNWumogoTrMxfnsdk8pxn/w1UeNsl3QFAcvKIeTLEtcYCp+KMcoS+mCQynEJcDvAlp0cUDt3Fn7jNEMQ6htH14F9N6y7ozw0c10sEbzyNRa8oYVPzIHr7ASUf9+JbM+wntMhXev93xUC6dJOV139FkYVuH0b2tlk5WxGuYjL66uqQYfPX2OlxlPPV/++i9wcnav0b6CSmgJJCXmWrmdZ6bG7lUz3Gq7l0a9tlp7RkiuWFK224ntdmKaghkNzYY3kHNkUhA7MiRUqjlLnd+bb13We/FhqtoAhlIHbcfJDmdu2duDa3y1lBCZw9E/tqB6vSv0SVFRkiaSFUwEsRoJAgGaxeSoS3HYW9OmmNFJ7OmQI0PvUsI1dBzVQ8fRp2DAikbdvNaK5oQbzOLknFkNmfubHu1zA6rNRhetBd7AwBEIHcClEJvSfvPgAg9SjSg7/OqTU/5iHrl1p3JcjwXwVnc+I0BCSsLmrGc3Tux3lXIa9lRVmHC+/3TPn354zZ9+eMWffHDN//XxtpXsnNmM+5sudHM0JiJForbRhLpzW0r4SQv2WwE1Zz/XSARwisKz7Z6chLnEfXYIczWuyhilWw3tQBJBLD7jtrEJlVgvX4CUxs+phI7qoovE8I1Vx2dzAXdWOfGzrs8FBNVgLJX3nl+FQ6whDqutBvZ4tWmoLOh/9UZDeTg5lQgwqaFfN2drBQF+6WLDD57d0Lmwt6D+clIuco4s5YDqJULdwfYjQ17KsrIgS46OrbfEbp4YUhSvZzO2c2GuhUTi5fWeq7myr61OqMLQAmmREChJQ86pUZiqjU5zowMmN6gR4Pd14rzvI8gkjfpSzninSA9DVgqOmLK7mUkKNQndKjPuK9e7md1uxlXpc+LvPDpllRMOrHo9siRBk7Q/LtqCZU2gyxpUocOulKCjk3A+dMxZ2DVG4n/5i59EWadlrqrKkBJTNbrkbEToLQQp117pgdc2rSZa7RAYpGUw1R23EJhJUmqjKx2YvXLjwrffeEDqlJKAPiEqrCRxph0uQr/kOeatBqzYHBmm1XAcb643PL254c8/esbzZ3suL3fcfjZS5xo1YFUqHvYnUAyyKF2XGM4HqODV2e4nzIxqxoAiSVmvOx6cDwxdwms4Dm/VKWvG5mZUq9QaWf1UKu89veFClZdjYugS6z6TkgQtuJQKGkugGvvjLkxpCQ2RYbeE+eCQW70Ad6eY83t/8xkpJdZdx5A1wLNwCPpLmrSIBTdN3HvUI0hjAPz42mY5x8w/eFfVWMs4duHoU4rzrAuQUKXLEcCqOn+9myPA+ZLLhv5hcdgLaxIBbjHhsJ/wDct59wML4ghehVszrqfKzpznu8rokIfEvldWg3J+2vFn3/0TvvvXf81aK69//df5x3//32V9uuZf/+3fImWhk1ZvVmGtgmRl3XVUM8ocGptSYbevdJroNGHQ1BnC7TgjBut1R85K18kRSDXUd2RbpMGwoJ4Xqlu8JUYHRHd85gArfjjLKo4Ngg+K66tZc7ymxf/2FrJ8OrzqK0Xoug7cmUU5PT1HU2JYr+mHNcUhubTKQBMwN6DZC0wWZY5KlE/n5t9rAzHukWhVd6apgAu1a3qW2Vty5yQSjx7cZ7U6oU/Ki32NUpYvH9ju2xdQYBzEu69gnrBv+elnbAAaUR6d9/zZ9S1V4uwKxwDnNJ/UXlfEeSEzZZrp+8xsle1tZewdrZXeldmdrVdu3Cg4V7UwS+zsP/rmY37pjVP+s//kP+bj6zF8aRb2FnHkepyZa6USrFSnKbQCHiLX21rZY9QKJ5KYp8r1PKEm3JTC6MbcznRKwiZnTtY5AHZLJLwdYpcAUtIA9gGIClwXI6M83QcYcGDTdfys6/NLBiVKBaZRQzV1KNacbeV//cFHrLOyGU5IqUeTHrLMqDpZc6iQ3TGBIQnZjO98+JJNlyk4vSpZwkKyCvfXXQhpln2XFl5aTZHm2Ja60ivnijcv1lSrpOawB1VUhblWrsaZsUx0wOX1NZ+Oe6rUcPIOfdJQcwqHZ1Rx0JEklccn4QBnrXQCL8YtHROPB8fZc3/TIyuhZsfWIBVqFkYgK8xzBRVEE6k6074gkoJ2Tso8Bvr808+2vLVKdArDed80BIsHX1CQt4yShhCd0mrcjkcmvhL6TeYmO1Q7rMWQE//kuz9mmib2U8WsAha1M8Jxl0YJP8wZ1VB3q0qIcwiXZx5gMEkLAR5sUTMD3CtZFKkVMeVfe/KA0z5o9k4VTXBV54PRC1AlDLias0qBZDULJsIPbq745PKGOht9Y9dySmSBrIleE0mFk76L9WgH2UplvBrxrDw5XXP64ARrVDYSQff0pGNyI/faVPnGPFuwFeaYBTCIn6EOrtUZZ+fTeWY/z5z0HZpSq7kuYrBA+Eu5S1utk9maWK/lxL4ElENoOTj4vk8HQZRhwdwkZZNz6Fw0RKqHQOywzsJahJOkrDXRJ2WjyiolLnJmSBqdKF3ipM9cDIlVr5ytMqdd5v4q8aBPvLZJ3O8zFzlz0Sfu9/H/pylxMWTO+8zvPD6NzhQWFiC6V5batlskA0vOh3qjupsBe9gchySgvUYIByetRupOagCthkmzdefFVLlVeDnvef/qGtm+z9+8+z6rOnP56YckSdQGyqpHyVCb7zhNA3ONjO2kUzZdCnFhC/aTGaaGJGE7TqQucXHRM/SJToVCaCAOEWopWh95gAP4svacyzE+VtAbKHRYyoIaNZ7Q3QxEva8BPpd/kSEUl4OIV3zxi84XVspmteHswQXD2QMePn6Cz4WhC5twQo8h0urmvjBWod8xj4SqAidDorowdMJYCIawlbze+dI9APY304F9Eo0Opb04Upyvvv0mqctM11MTxcqRE4riP+IBmgP8LOxw3KAswe8AgCNZfGPV88WzzGUprSwTgXFpRjsQDq+kVkis+VbCl682HZNX5n3hahVopxfhTBIXIqwRBlPm/czvfO0LvG8dv/tv/Sv8V//Nf8+37g+8PgSb3GWhTylsurHMkyg1QVEYRdgDU4MrH13f8ny/wzKcDD2OsEpB8c9zARG++YULrufKy31Z8OYrOpNjbFiAADS2b4kbGramApI0fO7PuD637bDrlXGuQQuKIkmwPoXBNZDwpUdv8nIaeX61Z1dDxJdoCk0gS4hyzKADzIRff3zG//Q3n7GfDUvOe9cTjflAgdPVQNIQLSLaaMUIhLWGitTswB0ElnTh4iTzy4/OmYvRaYjm+rwodcMozCCJ8iefPOetwdlV50SFyQpJwpkPvXE9FYw4AMiKqRpPb6OFSz0i59kqhFv7YtFCojDMSs5hHHVbOTntSCLsa2FXCr0mbq+mKBvsC5LkwON6gmkWhj7xwmHbOdPlxOmQuB1r2/9XVO6vZCVCE6hJUEJvnfa8+2JPnUeqRYASheRKba0z//T7H/P3vvUWl+PIRe5RDbpfzdjORqmFFYpkQQ2QqG97BqstaVl0H4BqBM9KAxDooQ6YCMCi5nRJGGuhehyeThI389ROr2IqZBf2FircTpT9bqbMTm6ZlKGs+8SwIOGxIESL4stxJudw1lSYUpyLlQjbUjEzVkMOsForXXMsWo39LJyv+xBMNrupzREtFLL7Qq/D1++t+dHNHnNnVyLQfPHemo+u5wYoNcSQTQhVawSI+6c9n43TIVuWJVPmaOtLjXRqNCVEyWxx/JMHSBtSYjctWVs4hx9ejkxO26j4+0XMdW7OWOzQ6uc0TYAveZkB2oJExdr6SHuGEP0JlBDgTZ1GsKPZZ0sIRKGW6IqIAnZrcTxoYFrmyxHnLlkMEiUbf2UpokwVbJFGLfLQabOwIQi898lnzPs9ogMPHtwDTXRmjNXp1DBTenW2ZabzAETXc+HpTUG7KHNO1RlWiYSz96D9kwrUuKFSK2NjNRehsSxgQIItXcBmxPlWHvE4u/HQx24PRUGs6eQ0ShEHbCFYMsgZGe2oqUMCHCwirroEh0jaMHjj8Rk/fP851y+Ux2+esPJKWp0y719Sq4WGwKDDGT0StsmdE4GtR9DMDcS8HCsrDSEhidDgNBvsEocMfq9Gnh2bHc2J05MTfnz1jOtph5QZcedhn3k21mABliTPtSV/8tPL1LRgB1Hh8hpX3jkfuHLjA5+PXrH5yQNAIhJI8/CDC0OzgKnrVDmfgxkrBeym8EkSLvqO9RS+RtbCdSmcnKz49re+wP/4R3/Of/pf/xPeXq35P56PnLjy2r2ebYVdmZgJUFebn5gX8CShWzvrOy5v9/gcgc8tfOGeiBGboWNfCzj89ae3Tax6BJOL1xWP8q4Ihw4jkQUBRRnKPJBe8ohfP027/PT1uQxBryl645OGmrFGC02SVs9AuFKn7G7BYNBMpwkk0Lt6uBZqU2kCr3eJ3/v+x3y8nXi2n3l+W5qjbZSsw8vtnmLO6UqRiPwsXuOgkGahzIXzlfL3vvqIbz+5h1uwDEttS+xIHalzUM3/yusXfPFs4I0VvPGwY2cTe6uUWvn0prCbBDVhqgWzSm2CLyey2X1pQiQ8FMwmvDasuHx+y812REfj/HyIgOLO9U2IFqs4NTmuEvMLuhCEHahice6tM89SxVT46hsbZm394W0hDpBg8S9LLdHhLCv7ufLBy5FeFFzJ7aVWA+1bdTZ9ogJ/8KOPOUmZfZ3x5giLx/M97qMP9yhZUDwR5QGCAYhooq28p6FQB7CWGaeES9Sgkwq/9voF4nDRrQNoqrKvlaxxgIdosObnz895c72iE2W8nsk1yhrVowc8gvvM5TzxYp6oKfqcJ4+9mkoLXikORNcl5mrhBD3KQvNUsRqtV7f7CdfEplMuTjeIQ9e3A2jHtT5gU6J09sPrbZTTWt+6Ax/fTKhUnpyv0Nw05o09WQ7pad9x3udD7D9cIkdX1c71wfwlSj5mCzjwQ7eM5KAsT7roE196oSPzDtp/cbBLnzMtS6Zlz/GfRc7YygOlteUG6yOtFg2pvX9y4TuXt4fszZd+uAYOFaGV5gNQaHPIxySXw1ewL+CIdl/WDq7HT2/3GXG3MQkNFCyiMjOjlJkfP73kg48+5up25MHZKmYgEH6pmLObQ+RQJAK9JiEPiT4nUo6yTzVnlmBb1IPF07beI875MJAIpmvhdZYM1Bf9RgNpqTlza/qcBaDTsmC5aLCgAAAgAElEQVRZNDdtnUVbyFp8e+uu0pXgOVbIGnw7oCIFxPCInkhS/vDdyyY8Np7/5GMub7c8vnfK1PznYgh7InlbSrzXDirBX5XF77UkxAgfOzsMnWLAbg6tiYnTo6SkrE57UhIuX7zkdizc3t4wV+f+xYo0LHXsI3NkspjAUSO2BPcFJ3srcSjCk5x5sTNeUo9iW466jDCrhb2MNVuSzjChYK1R2GajW/WkPrF3Y5AoE+3W8I23VnQ41zcToxX+89/7Dn/wo0t++dGGJ2eJ8yHh7vzV0y2v9WG2uYkdZw+bozp7M5IkHp9v+HQeuZln0ipsr5pxNU8xq6cYxT18k0cJ1X2xMaCxgYEVj3EwwLM224nuLTM7+AEX4eGq49iz+i9e/y8agujnJacDFY3JIdirKN/5oz/nT6+f8eb50FB6RODuUHPkoGb96unAQOLFVEKPQBjqklm84grBo/0rqXBv1bVWJ200bGvbyMo/+PnX+btPHh36M73VuZIKXety0BZMZUlImmO5misvbgvl+Y5H/Qp3YStRL+uStI0IxyEJaimRLSKRGWCtfiMRfMX5jW+9Rc6ZgpCyMtYa9ccszG6M+0KXEpKV7JGxpxSBtM/K/Xs9n2oNhXMWPpgK/ew8OE0s7YdLcIpNX55NGTpY9YlVkmgvccCcWuGsi3s56TIucLOfoRrbq4l3n13RmzBPM2LONFfUjJdNmLbMRHCvgTLdKcQZq7UgZW7tZyEYxY2KBfVe7VBuqO4xnMnavnvMZkCcr2zO+aV7D/jK2SnfOLvgr16+5OnllvF6ivpcK2H0bUCM5mgnLcUCcNRKl5VpLCHESbBOORin1HGWMpuUwaMlM7uw3iQuNjkCggm3N3tscm7HCQf206HZ+4DMl2PpGF8879tha8HAQ49iBqKJl/uZ+33Q8n2Xg7bTcKnff3rDQAqN4PLGLdCZLA4scun40JZLLe2GLSNdYqM2bcLejG88OjnQ9GahGKe12tkigoIm/mzOpYEZJbF0i/TStBALfmi32fxbG7oU8yNiNoE0/BgAecn2j0wey+E7tuc5hzazdjvh8BdM1M7z0k7m7cMXQaKo483FW6NQqzteI478+P33eXp5xZBztCwSPepdUrokrDXAz3nXseoT82xUsXa2IFcok3M6JKQ41/uR2SunuWPrldms3esC1g8beWifXlpz8dAkIC0hOHLZgLYhUjShWKCchRVWpNmZQFZ8pa0sd2ToXrUTxFmphEC6aVEmr5R55sWLS042p0335WQxOhRrZVgFVqpkDX/biTDkKC2kLKgpU5s3s61Gn4RpX2M/XJhLjfkX+0op4QdqrTFzwKK893zXprQtnmzZ86ZjOQADkeiAkjBYEediUF6TjuxwfgK7plg/xJGWQbfMpGHH5R0bZFDnlb+m4tTdTMEYcoqSIM72xcx3P97z4cs977x+yi5HyaSmxHef3vC951s+3o483vR0g/KjFxNf7WMAktew22LOKnX4eeLTacd7n75gdzlSpsq0N+ocbd1do4RezhPTVDCJUob7UqZdoqU0MHh0GxCYUSFsv/mrJabG8DB4ORmb9P+1yyAJXoEahjyXirU2k2KVySpJEl9bn/CHHz7lB7c3fOV0zb3cxA1WSW68tVnx7rxldOP33/80Dj12yFBc2jQ12lMs6McDne5L5cl64O2TgdfWHW9ueh6d9PwbX3zI7RxtXEFLK11a6upBZ+WFGpDmTNqEsFJqCOSAp2Nh3o8MKvQ4pHSYLDU7jF6ZLfQAyZ2f7HeICqNXEsrlPGLibEtBq2Fl5uZmRsfCukbtEYnpWfcuVpyve/b7iZSV+6c952cDF5sVdqpctSxKRNv9KqsvnHDrxro7ZiBCy0KaUvc//PpDfv3tB9QS7rFv3RpmTk7xy4pwvZ/oU2pZQ5y/7773nN1c8CkmwjlOb4aXuvilxszoAZQlDyej2KHHXLCm5l6W2WKfl14EB6/R9teReJg7Hg0956kjS5QDznPHX91cU25rTAMTGsCDvqWL530+UHEi8Z5igay1teX0kugkhkoBbEuUbGrTWvzO66dIgd1cA8x4TGLc3c7MnbOJ6UxtSE08SyQqkZV1fcdPrmM0XWrtqkKUVFSjI8KAmxKn8yvnA30f0yOXXvvtXFhJ+imAd1gnYm+XOvxClS56kUWcdqD9Xwmg3//kNoJIA1KLeA8JBbu1QFJsyUJbC5v7EZzgDHoMbzExMVi8hdVw4OfP14fa+CEImuBqUSb4KZcV78uhnz7eSBSGvmcRqS5TLZc8eNln9eju0ZzCv6gQJLAdE2QBX2h1b2BE2m+0TGpoLX2pKe+VYJ5KrZS5RivaXCglsrPdPPNimtlbiQNT4Ho/cppTAPdVYllib57Y/ZWwJhHMDW/tfXoQvlrb3KW7RA/gKWhkOexr8wntzCZVGFJTti/2Inz9l3+Tr/3cz5NT5rdf3/DkzS8hvKKJGEfmaeL6+iVTqYh4zItp/e+KM0MbnBaDdXBhKs6ENWAZrYQ11LfMxXj3xZ5DuauxHkWdoU9463LyBnasOLtne/LQbGNRx3PUDCyzLsL4mh2q8JXTFacWZdhJ4IOWgMYatnj1SmppyEHfIgeg5tH6vIjyPNa7V0dKu5VByBO83Bfef7HlZnb+4uMb7ncdz0rlFx6f8fb5KQyJ+6dr3t2PvNkNPO4HPporX11npnHGzTk9H9hK5cVHt+QRGGkdVKC5AcQ2XXUcLTQtBMvgNdZn8aJ6gAShHRLlyKI5bfDVQsAd/UIkYLFUD/Vnh/3P1RDoUm7QcPiqUc/fTlGjTSJsfea7P3zG6o0VtRh/8PRTSEotBYnma34w7ziZlY9f7I+BCDmg32XghrRa+gG2tSfdzcaD9bGnGoHffHKfuQT6W2gzlXCUmkBNWgZrkQE6zAaaEkmcsYlwouZk7N258IlCx+yVLmXmWkJU6TGsI7KQynnOTNXY5I5drXxxs45BEPsYJ/n2m/f4/nvP+WwXnQ1ZWpYoIRzMK+V8PXBe4XY21qc9L6RwNmVuh6AZl1ZOatSmT+537C4LMtZD5hCGLvybX7/PX13veHZb2WGsU5RtMjGKeDbjxVjoNJiPfa1Iaqvswab8/l9+zL/95QcNiAipCfLUhZI4tHx6+INQVxcnWl+ga6IgWFoyGwm6qKrF4nXAm6s1swnXFU67jmudqDO8tJEf3t4wX8/kFsi6lLAKc3V6JZiYLMEybIEkWHGywqrv2M2Fs82AGsw2U11DH9LcQVDfyv/26U10kUiKkJKs1cGF7WcjJ2c9XvbBkvlCvy1ZiFPnwtI5sARrkXj/AKOxj2GawrvXI11SXh8S71+NLAJCFZAa4M7TEgTj5yrlg4bnUPd0pxVUDwA66tORQT9YZz69nlnazuyQWdJeE10LTmg+gkmIUci6RHkiSHeacOorddvjyYys3XlwmpH9eMj+xR3JjanTKFOpRubocJguuqTg65zYTdHWWub5UBYQ86Z70BbMG/OQ5OAnxPwwkGYJongkLItgzzymykFoGQaJgVC1MTrizt5nxGEzrBj3t2DOauiQrKwkWvZuS6F0EhM1RTnNK3bNcadeKXP4x1fp2NBSHDsMwNEGMA/+r61sTL08CnarR8ntABPbLy9iSJeWPfetKj46w2pD2l7yhS+8xc1nH/HH8ynf+PKbnPWZ9z/8EW+drGI6Xo09XaXMVKNkMruzEhhdQwDt3kaZh4ZgNOO8S9yWAF++lDpFyAd1c+yxdgmfifHZJPoutCRbM05FKVROL3peX614b9zRMF2jvX1ZPA76ghbgv7jqudrVmFwp0RI8thkJziIyb8FwAdkNCFV/9RwEQ7AAt9Q+d5/ai12Ryek2GZ/KsXVRYLqeebtf85PtSBXnG+cPudzvqNn4Udnx6+v7/PDlLe9f7WCl7L3wyY93WAkx8Ggz5sJKMjufsablUVXGGvNUBFitcpRqlpL5ITE5xsdFL+ANkNvSHdfQ8SKcPpzNZpd/83LiZ12fyxAooR+otQadFCXpmLDlIUbRRpXHdxSAqfArD85AowaHgiblm6sN3/v0Zhmw1ZCxH2hIIYRJUaNdHNOSHTnPbkdqCeP9wsk6Wr+IjVRxkisu8R6J43yEpb5iQG6ZYGk0aiAub33VcD0XpIaSu3g9ACAlslcRIUsou29tZluDDpstsq1elVMT3ug3fP0LZ6z7xMPVQJ+VeTLGEvOoKUaXEtfq9Gc9z3NhxtifQj/kmGCFo1nQVfTKTwidGG88WrWdCSP41bfO+f7Vjvd2e27mGbNgNWqN+QPFQg0/aByvoJqcXmIcZ20KYgR+/71LtrvCbpyi73yuMW55rk2x6OAVccOnGa812o2qMc8TYq0vW5aMJPbQzKGxCNX8ABLu5Z7LaaIa3NjMu7fXTC+nGF7zitNc9YleQ2wIoW+Yx8rF6YpOlYernk3X0aly1vfMc2HyymIJ2hxXlxOlthqkhlAyMiHDVagWavMKvNxO0T1hQeMaLWtx4eH5hq6P78U4ij/CA1WL7K1Y1P8wOYwfTgJjCe3C0s2Bwy/eOwlHaBxq8IIzVjvUopdE6tDathwR2r4YPNn0MchJFpGaLNqiYDCWLLuVDSLL4FiDpI01xmO87NLJ0/z9Qt9Hb3V0k/zJ5Y6FvAxn5MeJhb6k+XF2BF5xrvFz6GNE63a/a5+xiKUaW9Cefbydo0bd9EgxgbD9vi/70FKIlk4tLZernNr3R3TkFAGql/i7ThoVrikACY50giYNYbA5k1VWqvSirD0xmXE7Tw20daR58WntedOSocaUSvXl5BHJ1fJs4gHcpJWZJDQGsJQCiaC17H+zjEOJJYrp0fa9SvTJmXYvuHe64du/++/w3/6X/wX//r/6Wzy7/ISxRIdGdBAtyYTTCa0FOTEhZIl17TUGzIVcwVh3ObLWJejWuCHF+eBq/8o9CjaHD53NmUqhToYXY6xBg2dXToeej6/ju1IWX++vnLHF7pZk77WTjnGGWWPQW4j2/JAUHUtsbWnaecGh1pjE6EsGegBo0tY8XlPF6RykZa11WJxYnO3iwmUpDCp85fEJ50PHJ7c33EwT01xJVXjrzHmxLewErm9npm1tQvho1dUOTlaZoQ+l8zBk1qvUxklHSXWdutDkpURo6zwCrx27MlpmsvzhMP/Hl7hKMErLWHJBsMZaHkjAv+X6XECwDGzpJfFwtYIa9cZQgyWyKlggucerNQ6UUvnjT1/w5tkqNsucv3t+wfeubmPTD9lMqw1K3PhhA1vAOnKg4cCndjBFhEenq/jCidQGBjXasdqimvU2mnNZrkWBH+BismAWFqGP14XuFcZpT+9txjcty3VntEoGzKODoZfErs6c9V2jZqEjxHUrSQyaqbVwuZsiSxJlnAs324nHfc/NbuKdsxM+YwKNEZ+piy8lspWSzjLdSpFOqKWGUOTBwOV2QtQYsvDWww1/cXXL89tClzvAqW0oSIyyPaLHhYGLQK3s59BHuEfW5h7r9s+evWTnzlSNseqhHDCXgpWYoFjnmTqHAHRy5WosMBfKXJHqaCEYJV8+L2pp1UPQOE17OklsreAewenDFzeM1yVaduDYWUK0D6YU2g5Tp0/CnsrtNLPqc/SBt3r1WMrB7koL8KtBG2NQo3VvCYpJERJDTngNxbj2yhcvVnTm/Ee//KUQjDX0rRIB89nVLdNUD5kaHLN1iAmfS2XXW7bXt/kUP77aRw1+yWgE3r3a8/XTDa9QZgyaOKgZOZCdy+kIVq3RzG7O+abHJufl7XyYfHj0jEcn4Ah7jkFmwRdLW2DxpW4dY31pTnnRkUCjtiXm1I8NxUsTaC3xnqUcwfK5dgT5zdurKC9u9kdFPa1GumR3jR6ddlG62l1PEWyqUQutbLKc8njdPBdSG5KzBNWphq5kyAGSygy3tcT3LUwjc425HbNFOcLrsfNCCKFdBWqJeRedC/Mce1SJIVVytIIWUCK7O2xhy+zEhCwNPDiIHZXvy5PYK/8fC3qsAx86GRb9wfLvAjc2sT99wFjhH/7Df8wvfO1tkhvD5gQQbua69I9E0we0Xvew405D2DeoUtr7d13L3ImZBMUDBJgZyaK19YXFeN2+S/QiDAR4ShKzKrxYjCPP0RXU9zHl7SxnNic5HuPIcx8zYQmR9OvaQxGkOCtPmAm34swir4aJg7kfLW9hYcLnH7n1xWSWQxE/BxdIgsdoReZtBPKVKqtVYhBlHCsfXe9ZpxP248zz2x3dMJBV2STln773nC6H6HYtCebmhxHqbMwubGtlWwp9VtaWKLOTcpS8vYYObyZmYyz3Kq3EfmjDdA6AeSHclufWRpuJcGANaL5CXlmzv+36XEAgGgZ8fzPgODnHRCrcWaVojelUSQgX9zeHGoUm5ZPd1L5oJ/G9j15yNUULRVCejb5pQ0o80vn25MJh6tLhMeOAnJ/2fPvJPWwukdnwCipsXLa3IDTXqHkira6SNAQvbfScS9BGdXH0DQlXcy63W4oVbstEIWps6+bpVJWpGitNPMhdqLCJXNQ00LYKvN6v+dU3H/PlB5uGzCKoaVLe3e+Ys/NhrWxunbf7CzSB18rtbgrnpR0qirqjnTCsIkN+/X7PxcnAwzdW3BDDUuYaI48XZ1412vogmIGswkpTqP69Ud8ti5GwoMjsJMa3/t8vb/i0GFfV2Dvh8GoE83FfmYsxecyllxpfTDShlKkwlxJ2k1KALon6/6tJzapfM3klifBsv+f7Hz5jnmu7n2ClVJe56ZFtJ41vpBxL5eV25qzrWOcUAhmLeQQLBUjLevsWJMQU1whwOcXoWvFYl02vh15+HPou8e6zHV97+z7/3V99QD4Z4v2IWeZP7p8gpPYFQUcbPFiqN3q8racAqxT5+H43N1AWjr02zCPAh7cjp2TOU0x3m+Z6IB8W4diijsYdbRmwVOE3Lu7xa6dnDClFFwAhRlQgaWhhWixEUwiStK1nzISINY/fCyGhIgw5xK45xfomtTZPPRiqL2xWDQQojrbeQAVdqEtrCQR4G06xAIbQQRhZ455KbaUwAanL8Y+nqKVSK6BKHhIpK7mH8WaitkaXxZNliaFNh4x1ERlLMGYzzrXNdA10zDUYBumlie4CSnXedNwOVpx9KQwpcV3imzhyn6Ct25COczhiy8IatAXaZXCMS2qyiqU1O5x6tYXWjiRkYY+WOnCnrfSjBNBv8WCZdOi0WQduTLfOlO/z6OSU28tnfOMX3+G3vvUOr52t+cluakLrGEEMbYJrA7qi0Ek6dlMp7ItQNL5DYjSjeiQCWYDk/MWn15ySyH3PfF3o2kGfipE8avWV8KtW48uQssUbaKecmHJvM7SI86pGyvj6+YqBGDOdWy09NVZvVWNg0qMuHwNke2V0GSxgfelKaYyVN3aklQYWUIZAqinYiWZ/qRgP7zt5HZl2t0mcpMTL3cT3f/wxOsImZW5ubjCr/MqjDbc1RMzZY67N+dBzMmROOqXXGJk+T8G8zhVGq5z0HRt6BiTKbTS/0MD4oq15FQwEu2iH+sjCxgZWbCA9jtARPx6SiZ8d8z8fEKTExTro2JyVoc/82pd/jpSVaTY6hC/dO4UkXNnIwtyVOQQSj0T5+2ePD50Jy2FZMp1mA231DzCHhaqM7T0KI2qN/unlKc2jpz03sU1umoXq7QuWRJc27KCriXasA41Sm1o60Qw2juBJUt6/vOKkqdK99XF4jfnvQ07s5rmhZWMs8HSeKCWoYHdjlZSTLvPgYs1rr68RETZDx711z+rRwL/3ldf41uMVv/nFB7ye4XeG+/xGPuc1TVgx5lIon42kIZMUpgzaCc+TcfEgc+XCvAE0Wkts9kOmF44o5kaIxNfQ7g/fMxFru9JETkKvAZSWb6jEnO3NzPNxbi2TwuTKvhrjbAfGBmmtNU1EaLVSidZCUownVlVo0/mWemgVICt7K/zlsxdcP9/T55gMJ6l9wx8aJYBWL17lmPC1LaU9TyKJkpHDcKaou4bhl3ZIRovAtytzDDtq5Z9dex8rzn6KOvCb5yuqO7vdhP4/nL3Zs21ZVt73G3POtdbe+zS3zZuZlV0VVVAEjUSBsCCEkAQUNgr5xcJ22CFH2E9+84PDrw7/AX71q18cjsAKOxyyCBthLNpACDBQUFBdZmXf3Lr9aXaz1myGH8ZYa98SkA77RGQV1M27z95rzzmab3zfN84T33q8dahc6U56UhJWMXD/2c67YYd+F1TLz2qTBZ2JDsXfW3c8uz5QjzSLZbYZxYrE4IVrKfDi0HOzS94R2i0wC+ewQF1BA5/dbPjySy9wc9UTg/CF8xPnZx1JZLMmufq5AH9eMkOKeKfBIuedjWo0+GpwR8DMzts5uiJ8/0v9Uqwz77fwIqY5wuZQAcdINM807azW5micWocYPCjMQbyJMgymi7BO0gix+6tMLcr+cnSFgyXeMBe8wTYkIjbTXq86KnC1H6lVudZC9lFojrNJmBWiKUT2JRMkUMXGfD2RJM9tnqyNcSaaZo9h4Uhs9Dpo+Wee/Zpz4XFBVcALhgXBOfJPnDNsdRbzWQtLXESM8a/F1EtooOfAP/yJ7+X++3/Bt779Jl/4/Bf5uX/wszYOQ/jG0z2zm2n0xkwwr4wUXULp1WMFX9OMFXMENsE8VrQZ0jJuK+OukvaVIUVGd/EUEWpQcq5UCcQo5H1mU5XcKgOBiPEkhircWfeW9PyzfWbo2e8bg0RSFwiYjj4gDERqgNSUcJjPlT+/5zpnh5l8dHVsi6tX2uL3VOZV8sUa3YApcNYKn80DUo2k3Urj5CRx42xgVyrP9uY30A6NcV/4nU8uGTHu1WroDA0JgbOQSAinm0TqI5K8A03Kbio8245c1AMl2iZdVOg23aKOUDzeuEfDTCye0Q90Vtg8d+DEmtCluvC8iurzj+Iv/Yh+Srnw+S//tOpF5tZqQ1DYt8ouTwx9YrefGBBqiFbpv9A5n8YOQ1Thb90+4ZNHEzEm3r68XPTIM9wxz0Lnn1l2s5DmghstYNXNT794g9XQLV1ViPhcBZ+9mqaTalVSC7ZdcNbb7nP1rtUfkbNeVaw7nyuwosKDqwMT8P0v3TFoUpTYAi0Y7yEEYdeKVdhB2JfKGpPqtNbou8DjceKqZnoJhFaRUrlx2lOa7zXAGN9ZXbOPODGyUaaJrzIR+kCloBU0W2JotVGz42sPR8bmiEe1qr4bErfTwL5WmjS6WSo4cyo80AZMEoMTwHJ1b4XWYBD+7r07zK5yaF34HyFG5gVHpVr1H7ARzuZkQGIEjYgjD1RzgtSqnMTIVy8OvH/xDJmcLe2kT/w5BLFquqEUrZRmlbSquVo2hU2KbLqOQzWJk8RoI43WFkOjGcjt/XLk6rCZO/uh8MXbJ7x9sWesymdur7ifTUo6Q7PqBzYgfOF0xTc+eoZ6d60y68D9DgZXQ0iy5AScD4mPL3bMtX7g6FcwryOeibBzDJsToSqsBW6drix4EniwPfA952vurQa6FJFmZEvUFBFvX+85ZLNlPg3QCHQiFKxjv9FFaoM+Gr9iUmXVR5eX2cigqLDpk42qxExn+hBsvwLGHt+Xwp9fTVyOdbnTxzGFdYMhWvASR990SWaeJP/NwOT3MjgHwe6/vbhGL1iB7cVkz9wrm9PbK+sRmsDY6H3HimBFXMNRiNaopXKVbe01zfbcZw9Js9VybqYUOekSfZNFlVGjUEdTpYQUGJKZdgnKVhrTTOJSELU17yhLYS2e3VM0AuEMhAbx0Y8ED/9zMXWMkct4db7DwQpIfLGWBtBJOes3/PyXf4Ef+75X+Q9+8Rf55te/wYNH3+HXf+tX+ee/+Ydc7vag8LkbG4s16vtjsN/fR2HCTJxW0UZlQzQpah+S2fGOBUH42oMrUx6hBnurKQ42J73FVLUku9uPqFux9wHurHquWuNklehSYF9t/HXWR55sRwYinUN98bmzIRKMqyaw14qKeaxcdpUpHBUK6gXU7NMw32QjFVpxYXnUn7IoGwInU+L7bvU8GCsFc2JczUUpcD1V7rfKed8hAlfbCUU4bEe+cPuMj6fJeC6tcasfKK2QFTo/7FmUq/1IN3Rc70ZbsVycO9EasUucpI5Dzaz7jl0pgHMfnP8237WlkNdjDJqLAwm4QsUfiJMpVY/l+Lt/+Ht/ZVnwqQXBz//7/55+4cVzfvur78KoHFq22X0w1unL6w0f7Xbc/MyK/WQjAHHrzXUIvBo6fuTuOb/30TPub0dyc/as3WZmMwl7XjOn9PlLYKiIiCGR/+hz99hlg6jnriNGr24BIsv+9yY27jDJpRE2qlfmM8/A1mrb5y8zo7EpXYpkKu88PvDarQ3r1Zo+BEIwWFpclRCASQAafZthZ7X3ITBI4jKP1FpYx4qQXN1gh9X3JpGbonEeW9jlT9EQkT/NV4yq3NXA41qp0bkNe99F32xmv7uYrJMDTmLP2cqwpxADV+4C2NSeSfB5b/NnVfyzZG3WFdVGKYU4JP7+63cs8c9GP61SmzjTv7lpib3vVYr0nRCHwTtQJzIqjJMFkTcvrvnw4c7nubg0NPqWyUpoQkpx6Wius62gOukSl9uRF87WmDwKUhJSjIy5cMgVkUBM5kkgapBra9W3irEkrSEmkyomW97zuVsb3huNTTwntbmpXW6NV9Z3Xbe+Enj3YmcBSwxenlGQV84HdmPl0dW0FBQyF8ABN+zyQquaj8IM+Vky8UyB+zqIqRdudJEX7gy8V6qT1XBiJIyhcUbip7qOy5bMq0HNGS2KFR0xBqZoHVIUYeWzkE7CQm5Tm38ZWZg5qBg3JrfGwQvqgxZ+78Mnvs/ek9M806x4LJAlcM3NiniGfL7Q1yWgecKbg/VzcaBF8/UAmK4z08GCZeyE1WlvTou10DXjNqkouTY2KZG6eAym/r/vayNU5TBLFqPQ3Heiqm0LPe0SrcEqBval0rS5VAzsczAAACAASURBVBNihBAT68Feu3Zw4coT/0WIrXrFp+7LffTa72jchC7FgT8q4JgDRI7Paz6dcf41HnIUhaq88fIb/MBn73LvhZfI8Tb/yd/7Qf7gG9/m/fff5be+8lXe/OC+F57CD9xZM3lDFQCCLXbb1kqKgbFVTpPtdEgSORTlTh/5V+8+NtLmXMQWpfN9LSn456mNUpRVl9hvbbGYhWJxWbQQNh0dhqh1IXBznbjaFrrs3hg+Fl4Wc4mCRGpr7II9zypwMiQe6PhcKWXIlOIut4FjseANkTBzZYzk+LN3zvlgar6vhIVrhJjUfMJ8HSTAoPCgQtKKjspPvn7OL7/1mHWKtgxM1SXP5oa6r8VXHStVDNG5mCZiH8ljNcK1zDFKODnpWIfIxZg566MV3fP9mIvuhQ4hSyF9zP+6/FFzQF2eK5BuJeErv/e7f2VB8Kkjg3UUvvKt73CzP+X1V859/iVMThh6vNvTxcB2mgd5AEqKkX/4wm0eTZl3rg62yrcL31X56rxdCydA6SwBYcbYLKvOg9Mg1GoZpDar9GK0blzmT9LsN6x8QBbE3BER62yev1zzXxFkMT1Ztu1pAw2kKHzwZMv3nM7wZrXxB7BJyTpCgU/yjn5IhKRoCCYXmxpTLpwMgY00xpKYNCymI6oW/EKzHevJuypp9kRoEELkb/bnfH/teCgVViaBIkLoo3VgAlIqIYUFpg2RhThpJio965ToYiT1gb5LDCkwdDY2GHxJjXixF4MY+7vBVx5e+feihFk3SCU2I3ep2jiIIExqRQx1Zspbh6oqtiQK+PDRzhwkg9CLEXWad/8Bc8ErtbLNlVGrmaNUSzgnQ8/lmBHM3nkqSinNdy2YpXGeqs3g1ayX/eo70Q6o8PlbPTvsd3SnA+9M2T11jt4G8/tf/i+H1R9UI/x88GxPUmPcJ7HZtValTJX3n+x4eD1invPfbYxC9bENQDM0Ij5/Nefz7zclJevWv/TSKfubifer/Z3m81CCBeszsZ0Xj72zshFMcj5GonbCVVCyNlaS6DTQtNIHIQZd+ArJoBVzOAvzbLuxbY3Ny6+zOVujMm+BfJ426MFqJjHOUWqOC3PBsdw3OT5oVSdIejnmxVNwUmNz/sNMke5PEmd31pzeWQE2otQAWoQ+zNJPI8dZ8W8Ereo8mKrCEAJJjOeSki20iikSV2YAlkKg2uoR9q26rscHGo7ISTDfjlqV3TYzezHM4495hj13aooTx/S4bGo+cOIEyerd62LCBEu8smvmnBxH05bnq8aTupgy95/tuXPrJYJu+e/+6f/MH3/zLX79T/6C9z55MFcPgPL1xzvevrh24qx9JwVjt49V6YuQspIm5aQp0zbze+8/djWM2jSoWUydxgxNyWOluNlO7MylNAZF6vws7HMOUfjiWcfdlfDa6UABnlyO1KaMQbmmOcFOFx+NgpOBRdg0f44aOIyZG7HjuG1SwTkgMwowm0QJzNSBBZX90TvnfKxC7AKhi0gUksiSXIvziw7NvpMLEV7rIzUIP/HGTX7/42s2MbKrNgrRDNux8HB34FEZmVS5boWdq9uMd6bkqVBzo0WQ3scAKPuDNXfDqmObbRHUkYcyd8r2tS8eC891LzbK9Bw7hx712lSV6VOy/qf6EDS1VZ8/+Ll79CHx0o+/zL/+ytfdj92Mcz732Zu8u72m5roECHEDohqEbz3d8o+/+CK/8s2HBKmm1+fIfBTfC6A+427zXFZw0qE9gFdPVjR1uK1acqr+YHvXKjcnio3VZIgSKqLGqA8uo4nemc/dWHtuzFG1LbPcKFCqsUX/+z/5kC9//g5j6+l9P3prSie2pvKFtFkCbQ6Fy2yrNWue2Ks6xO6XaD7geAeAvfeImf00R07saJgX/ul6QxhHyj4T+87g6N6SUGmNcJJYBWFf9sQUSThhrTRShEallMq2FO5tNhzUNMYdYhpsgdgJOtqsv5fAbqpEgScXB8qdE5JimlgPSqXUBXpXsfl8F5QUE0epp7PZCWxi5Je/dZ/O1xsnMVJqVnuepSpdBPUuv5fIPtu65fNNT4c5Q4pvsDxMlXn0GnAFg8/cq5jESuc9AsGCgzRFE3zt0Z4v3t3wracHDtuJsO6tfhZ32X+uuLWD6G24n+9nufHKzRM+vtjaDNw9FmQJePamtNpzOLLIhRZsF8bscCn+XQVHVJIXZJ4X+N6bK74mma+2yWRgQNSIirHck6MLEed7VPOrKf7eKzBJpTVl7byLEJrtW8dg8+Ly31l+ldxuujXhShRJwumtl3jx1Vdhf4t3vv0WsTXgiZm7fBdUrosiY0EGHAmbIf+lo2n2HRknoznyI/TDCWXaefA3f6MwyxBmPXmwv7867QnRpaQiHGpjYCb6zisUjBDdqiFhKUIpMHSGLlW1P9eqaLFE24VAKcYyB3HrdjtLxcdnpZqN+dga6yGx10ZhVky1hasxR+ogPg/G7tIsyxTsOwielPGzop48532nVieZsVZMYQn0tZpEGZTrywdcDo0nzx4xlGd8470P+ODhBY3G4VAMuUxiZEyxMxu3hXCjI2QrLos2XoiRrJUPr/Y8vBpNsk0kEdi3YqS94iTuKEiK1NKYR0QhRdYp2AbXGyvyLjNlixWtKYckfPXhln7dEUtDJmtla1MKyjqY8ZBWg+ubGCEawb97YdMiOVjX3fbKuo/sfC69cB/m4rRhMLMT2QVIKvyNOzc5IFS1cXIBNl1g35RQbZNnqcWdeYWMqdMe10Y4VH71vUcMMTLEyCqYucvJJnJozSzFVbjKGSK0sRA2A7tiiO166GixsT9kokaGoaOMFodGzORtnMMQLERTmQ8D85jOu7klbh3PkAOMVkx4UBlnCOqv+PnUgmDVrfj8GydMrZBrY31Vuf3aOfnBxK5MvHBzw9vXVz6XFUsQTfnh7px3xmuyNqIo9y8mGo3XT9a8t93bxRPvMMJMCpvJavPkF5eWij2YPAtlBEIjRJNl9UR/LZvV5GrJ2A5BNDJLMKeBKLIYI6mwIAqibmcbzNCkeFUfaHzu9gnvbSd+7dtP+OE7J3zm7i1PYNVc+UJgaMoHu2tePzlFFLatcBj33FqtDZr39b2qcxdgX+4Mt6vaitMWFK3zTBE0BFo0JcePDjf54/LMFhMlCwzSRyRXpgkUb2ew33OohajCWewNRlcrnCYqQ4wcSmFsZlFKs/nz0Bscrg1OxURfIVZ+98Mn/NQrNy0ZV1MDxBAXiG6WszQsMIQgiBjSIoAE4Z9//QOSzwSDCFMubFIyToQIMVoFvlqd8Lf+5g/w+OKKqY68/9Zb9CEYazmYl0Bt1YlorhKJieTzzeBzz+bjkyHac6Yqk3iHkQLfeLw7LqHaj8R1vwBTM/PPTpsXA/NN9Iv4UZ64e2PDw2e7RXo7F+lWHDga9l2v5xsJg6E/ASVGXzaFI1buA/D6rTXvtYmviZkqJQKdB3AV5cTXqc7ft722skU5x4rb6vNzUeFUxElv9lmaB4huWZp0JCEqyqEZB8eOVGC8eoqUN7i4vkBWG8LgRUCbwTyvaipLMHouehkHpjXT+CPHjm2GJvAuWZTS8mI7XsXfMxxhc/FigiPPYAiy+FQQAh1GWOwVZt+LgCU8bcqj3ZbNuqfD0AAJ9uzHZvyLUixBhBYomETVRlDGVWrV40lSWrPGY9NF9mMlB1inyK64IuC5sWxrVkjPscd7EyvI/D0qfNcab3XinwocLkZDOhTObq04XE/ksbG+2dF1iaqN9x4+IvzFN/ns3TUfPrykqd2XWzdvsL3eMo7ZmjGxs/eWwnixA44LomYDKQvBgdYgJfNdmHxkZSt2dTkDZjNsEuqumiKk6zsuLw+EVcfZKWwvM+uTwJSV837gepfpNx06RJgaRBtlHWoj+v3YqdJ51ZzUyLxVhNALsQmxmZX5VpVbEnjWMh5kPVHKc2vC7Q4NIvzsay/wzvXkqgszcRu6ZJ+vC6g0YjN0YR5wBVWyVtYxcrJZsS97uiJstdAU1kHMiC4GWoSaGydDsl0ZfWDfKn2XEMwuPQbhZNNxWdzDMpmZkWoiFnyUqo44fTcSAPOoaVb1MIOZzAMmM/aa3Q09fNXjefw3fz51ZLBvBVpFJKKhsS+FV/tTLjeFl+/c4MNyQIsSxTYgSlHuho63Li8pncmXegn8/kdP+KG7Z0xaOe+SzXS8NNYlIMDzK1DnnQSCcjemZf4/m2g0n/G0uaPHH0awTmCeTW4Pkx1+wkLiChwf4OzoZsZIQm5WxJRmgf0bl9fevcFXH19zGjLXNVPECHUdwo7KaRhoxebwh2nPuzIxFltQoViyLHMR1+w7ScENW/TYOYhbhRrx0Wb+tTWSJN6IPdoglchwDdTGOiZib89Qms31FVswsk6dvWqzYmedrHsvpbGJHTdi4rpMbLXQSSQSGMQui2Utlw1W4ffvX5JapeHM9DDnOl32GIQg5GLqglkPfCjK//G1D20JTJCFLCciTK0SOtMqB7GO7bXPvsLDj97hlbMEZaJLkVY8Moo5T47ZvNEVc17Mpdg4JxhqJNhWzKrK7VUw9UgUtCmbVaSqTdNKnZO20Hy7oUdCDxscb9/S6fmzEeFxKZz0iWXjwOzrIEcmvWDwcJcCfbJxTe9yvuAW3yk4Ju4Ixb2TgW+2iSkERwA8IWIEydMQF3KojV1MLrYKkVHsTGsX6QRbgeyFRC9mjmKrw428WZp1X9GL4aawa2b+gvj3D5Q28fjxJ+yvrwkx8c7HTzndDASx9dMzR2ImOamP+5o/A0Mxgz8pOWr1g/3z/DOWls1gaX720eOBRzRtM9tIl3rLtqv6Zj61ImjV+YZWMWi19+CYfbA61sKhKFS42k3s6xF1Ks61yBiCVX3tu4ipXhpwyJXDWKDAeWfSyddurLnd2T2L2NhiRp5g9jU58gTmZ2bP2oOymPqE+RTOLHJViIGYnMh8lckH3wmgwZsOu1/DasW7Hz+2YkCAqFw9uaTmyqpLVpBFqAEOU7HE7jFZ/PvswnyulVUXFoXEuou2C0DUGpm5IgjGU4kxcuO0o2/m7Hh6mmjV1onfubexXR1BuSqTFbHTRCfCSUisQyCJnY2GMLkWf++kweyyvBZBi48U5rtdoOXGWU2cd52R+TjG+Ki22OtLL5zxk3fv8PHO6KQCTOqIb7GV9wUneitucQ0J445txPwWNAmfX69sTBwsdtZmTWkJSq9WNLVoY6+KsgrRbIrV9tUMjsh0wVDOLgo04fJqXJR8hsLMsQnmFcfP3ZDlfsyrq+fTozQXF9i9fOGkh0+xLv7UgkBrswDuBhuNxlQyqsrb+4ulM5S5Q0+BOAkaoY2V6MkipGCyEoWzLvHiZvAvYk7GOLQzY4u+MlWE1zcrq86LXxr/4NUhHGN74xd9vhvWIWWtVLHup6pBdPNiHqoFmVrttdK8xEVkcXuTKNy/MKOX4OXJ//rN73AWzagoYwY5ospVm3iaD3z1+ilf2+75kf58mR02VWcVO0QsJleszedGLumZoZ8g7ThnFmNBj61yY9hAbRzyxPZyIjxshGs40xXnqx5Vs8GMKYIEdm0iSDTSond/uSmjNAo2o2/FDvizceTZeCCLcpknLyqsqOq6SM3Kbz++JuTisiJLYuK69yEGupAYhggBTlLHv3zrI37jzY8ZUuDG0HPadwwpsUqG6uTW2JbMKgV2tXJ9GNk9vs/Hj57w9Y+f8vThdywYY6TRFObFSuYDYWQjTzxittVNq9vVNmKEB1vbkf6f/9zPIF1gN+mCjVsnZpetqZK3k++3MPRhLk6PhDirumfoWwX2XeBs03ljatyIGIW+S3SdkJzrEUWOowu/quJOPqqNJMpL5yvkRuSjZCSrqAbhdd7RnIR4NHwhWHJXQ0NmiVFVJUehVyHhLnyIL9Aym+YgkasZ7vUOvKqyQ9kHoURxn/fgdwdaLTz6+D12u2uIhfcfPuZkvaZfJVqIXsRaBTBv6wOMRe2cgZggxJ7PvHyP9cq05xasXH1g7bS5ETaHOMNx5DA32kH8y5v7aVHGfaMLz9mMe4ILzbrI3MyMSJzHc2voGaoFzOvDhDSh5MYmdAi2dbM209vX1hYlQhetEh66SBcsWfztV8/5cJ/5Yuz4kbu2Ev3uyUCI2HIo1eW9Rx+tzEdLPAMf1187QZMjWrNMxlWRGBxFhHE70QrOaZi7X1Mwfevbb3F1ecHtWzdoucHUvMBp7CcbKJXcPKlCy8Z/UW9gNDoc3VlMGn27q+1kEFq2cxeaNWih81jczExo35S+N5v4LiX6znwgHj3esT7r2Zz2Jv9LgdvdmvHQKJ2dgSDm7aAipCRMau/9Gjc2a0qYml1jPwtVTW48hMAQAhRllYXzKXIzd9zOkfMxcjsnHnwy8tP/7i+wLZVttWImYa9b1C3usd/fUvDcIBwEbrr6qQKhKROREhq9hGV3SpDAdS7snIcjKuBmr5M2+j7RpUinwiSGPp3EjptxYIjG64oxMAThznpjSi/F3EPBCwovKeX5EeecR+d4dTx38wKwh/vn+X5/+edTVQb/+D/6RUWs24oeNMdWuGojn1zskTivVRX+mx98nV966wH3L0cKRrQZojF+c62sVPi5z5/zm+9c00VbF3ndCg+vJ1j4j/NnUn7w3k0eXx84SYl9LoQg/PCdc/MLCJCwRJ88wR9Jl0oniX0pHEolhnBUGmg1b4Jmcxrr1NuMKhksFqGp0AXlzcd77u8PiFpnEYLNv6LAT33+FQ7aeJJH7g49GxF+Z/uEcaykFPjS+ny5/GGBc2SBB2fHRmOeukzG/bXxDYHWZVlgrg6B/vn0jCzNCDZvHwgnkdubDeddx3mMfP3+U3aHiRdOT5Bg3c2hmM3yWZdoCqVVmpr3/6EUzrue0pQuWcLd5somRkQCuWb2BxsZAYRO+LE7Z0bCjGJyIm+dBHj/cs8nl3vWKS1yrZubwWaDpTBVQ0Kuc4Zg8ODoe9k3nXXb6wgHIqsFErMke7JKHKZCQNiXiYp5Cczb9bbFiF2fv73mnad7a6hS4Id/6Hv5wz/7hiWYRU7okURBgpA6m4EKShgSyHGNqKd/nsPq/KAa+VRQTnLlUHTZSR69im/uxGiCDpsHW6Nr88AocPd0YOqUh60w4xP93KqhrEN0+VWgA+94ZYECU7CRwqkKEeWVmChqHd5c9Bi8rwt8beM6K2AyViQqJtXsg+nRW7OEObuTNqD1PS+cnvKr33qX60mgjSQRhs2aqMqTi6uj14LiMt2Z2GWc+tWwYXMy8PIr38O3vvGn5JqheGfjrpNLrxLV1D2oJ05P9MryrAQIk3WCUXybYYhmXhbENvl5s9H8z3Kt7Gslt4LqjBYp9IHYLIlNtZFQM1UqSg3NdzMY6hQMQmM4NSKaNggdvJo6HpdGC8oZkW4IbLeVR1MmqrHNjSw3n6j5PxszeTXwHDKkRw5BPlSmsVK22cefRiaMSdjcWZmcUpVeg6GlMZBLJl/bnogQDHGkeNRVbHSgxleawcGWvUdPs5w5WOz05NRE0cm4C7Uo4vtOBOucxe9+DMKN9cDjx1uki/z4Czf4MIxIEy5qY/t0JAZhTWS1To4gKq0LdFk5jJWpNkJw+LsZotY3i6FJDf1pcZZtYiO8gKk8gBJsGNOLFdei8OJnTrjOzXnr7tyohh5nBVvAZec1OwByOwVyXsS1htip8tH1tIwvtlO271BmQq41VoIhc2OurriQJQ9kGrH4SFfh6jARkqGKmy5xOdo4Yd7j5INmB009TtgM3BFKO1I65xo/YWdDYF/tD976g79aZfDpy41EyFoZRaFa5xVEeGFY84kciL7g4r947R7/7R++x/kwQBTWmjiUTM4VkvqDgSdbh4mDdaqrkPjMRijaLMB1wsfPdgB85ZOncz/GqzcGOjWdexOXWjmCMKkarBKEhFV4O1+/mZzZ3nAfb5XFtx9HPFCDzrQaqadWi2QfXB/4zm5ECJRqBA+cCdya8utvfsjPfvF1PhMDMPHrT55Sm5JWyTbKAVqaEZ68+IDGVGAzzMz8uRsI7lkPQT1ZFRtdqESKJ54uwl0SH00jIUD38oBeKXUsPAnKOgxsc6YbIvtaSEVYDYEokWnKPGpWporAnc2KqRZHFqxIGEc7ZFGFQy1G0GsGU86bIctkPuVD6qiYkc6DMvLusx1SWVzuggh9NHLifircO1uRS2I3Fi60oPvGeuggCCcx0YeeqUw2Qw4RzZkS4hIAWm1cHZo5UFbbb9AhbMkcPJG/dr7io+uJbz/bEUT4/rvnfPPZjj/66psoNntcwu9SfVrRVpzNKwhtLMiQoIolqO8qBuYbZ91YwJwsr2Pk9qbj8mpvAWqG6cLsOMdSYLQZIg7CD9xc8ZU6UTy4R2wum1E6wjJGC94tVub/1oVTgJq96uxeJjEaXIn/ua+h9jBiqIDj0+OcnBR3qjNnubHY+2/BZYmtEUJk1SqfXF/yA1/4Ah9+/B6yeZX94SkPv/PQ6iMPxsvzMr8cO1chcPf2be7de5nLRw948caGV3/6Z/j13/6/yL5q22TGVt43/ztzUQiGtB0l2TMXyVQwqGnHO29UokP1EozHk9TmwodmybG2ZuZiqkhUKILuG6UL1KlANBKZTgUJQh1tVq3NCg3N9jtfjmu+/fAZKSVOzhLfmTKSjDT7uGRiDewnL19S43TT8bIk3t8fTK4tzb7f6vwSmRfV6FJoN7FiktZgKiavXs6vWnxIYTF8PQ/CFOHZOJkE1xFSSPY5aQtCodrMydVfsylImhExJwg3ZcTGI+bhIITOn2vy1ckNNBqyo/491da43E+cdYn/9Kc+zy/90Xs8mSZu3uxpB6hjRU4Dl4fGjkKoluCr2Cjg5mqgjkcidnPOzU6gcwGnJCvGorq3iiOHUeyuDWoeGpObGnZq3KHZxa96Xptv9RChuqbyUJWzIaHN15IjJDVJZVIrHm50gafZCsDQoMa58BBWKdk59O9girYGuom6KZkgBdbJvA2ebPdGLK8B1epoF6xDtDXPBtgszaVdA8v8As+RmS3BzP8qKIcGSZTzsLg7/KWfT1cZYNC1iccMHgN4diikPiAV/u2zE/6ntx7TSeSjZ9cslq0CN9cDd4cVz8Y9IUT+9OEFP/7iKd96Oln3ipCTvc5713vY6hLEFkWpKh9eHIjBktMP3r0BDtmos4YLzbp4UatWgUmrJd8uElTdncoCVgymmZ0ZsVjOs0Drew0eFdtKpaq27lmtuyBYMA3A77z5AT/6hdv88bNr6ALRO/xYGhqqSxjtcAaXjESxxBQC7kNwlDKF5wiWFuwsOZg/bKO1wAv9mvvTRJ4a9EK4GYz56gSUDrMfHlbRuwHlokxWcBQ4X/esUqS0xmnq2I/ZuuHmzo4u/WpO/DT5la9B9i7gyVR47WRgapWslXcf7Zgt7GprrPpkQaxB7xv8vvNsT4iBVRcYMoy9Hb1BjWE9lclkkes1UkZGsf+9lsYqRQ65LZa5XbTvOSQcKrWz9PDgPv4KP/TKKV/95MoIWWrW0pV5tZOXmspyzlT9u5dGioE2ZaRP1GojryMO52HDwYYqdkYlwOMp88JmxcX2sCT/ufCbdw7MaoLPng28HQpfaZkWhI55dhxQdZ22q2aih6qISRyz2qy8ATdCZMAQrE6CWfK6ssJ4EkaoVecIBD/wRYQa5pLbzZsEJjXiXB+gBZMYzxCmiCEd3/jkIWk18vKLb3BzE/izb7wHzQxZ5o2JEgR122RHwBGxAvLhw0/4z/7jf8Jut6XWA39x8zYfPXjC3PUs3Y8HP0MX1MO1vZgZa9lrt9ocZbN/fypG5IoYJ0grDClRvOuLPnaak7yEsIASIpA6QTWQFIo2CJEUhCkBwQywYhDunK/YjoW3PnpCSIGTkw7phDYaRH9wPX8nBklnoDbhYlu41GInLxqx93ZvfI5NCpymxMPriQclm8XxczP1Vio5zw/FkoE249bsriurtY0LX1x1fO0wMsusmydyW0Vs8T2IEvqA+FxbOh9p1rZIsWcUxgipgVKqnT0/z6ddx+npwIVkOhGufWFRcITg7796l816Ra7CH7z/jJ/47EtktcaovyP88fCQx88O9JvEtDMeTz9ETogkEpNWXrvZ8eC6EtRMk8Q1/UUbkyirYlG0egwPaihPESA4ybgPrLxjLr0hYQapG4qKozAIy1iilcbNzWB3WY3c16dAqZCiNbFaKiuB2AvkRjyN9AdhK43zEAlNlnM1V90ilUE6Q94tZXBdJjOwC2KJPGF/1//+rtZlDBfC0eZ6mT8p3ng6ZCKyxLfZKXbdRdbF1BV/3c+ncgh2dTJ5kc7EJzskH1xeIg1+Zn3K//7OUz643PFotzd7Yp1hLni6HfnWk0sebCdurzv2vq3wchopRRlL5TAV3r/aWxfDnAztm5lhNXs94f3dZHPIYDsJmkNgEiBnNThHnK0bgs37mO1tdamkcmuAbWjUgFfPNjtqKBuEp88yAZMrNoxwsnJjlFyVVQjk1vijtx9TolffzQ7feUjGiJ3xN507O9w4Z76QdinnOXBVSxbzCGX+3HNVGLWyDnZFgwQkKySTPqZt4a2nl3zxpRvEgM0KW2VqvpEQ4aRPxApTtqR9aKYY0OYku9ZozRYkgRly1FZ994GhMhH49rMDB7Ui4U8+uSAGiE2hmqNdJ1ZdZy2U1phKZejEXNBq43qqrMQ2zWX1RT7BtpeVw46ijT5EYlNChF/4G5/hxrqj1ca672xRShT2U+HVczNBympzzp/8ntcJSfjz71wzi3TVk3CMYYFhZ1XA/HD9aYMYWTRIpB1sLq917q7831eWrXTL/+b/+ahWhs1AVl8zvBQCltjvna04PY98OxSXZeLFtjjiIKyjSUI7AkmDkweD2wcLSYUzCdwMtiym89dGjRfTiyXCqcxLluLiVZ9VyXOx5US8uZMaq5nvbEIw7EPt+4zB/QNQolYe7yauDWxGjwAAIABJREFUdlfE6SmPLnbsixcWUVzbrUsH2xypsC4+cLm9YHNyk1/77d/ilbt3uHV6SlyfcevODRAh9evF59/4IQ4D6zEuzGoNUyFZh1/rPKaxK1cLpGR+DDFa4sUTQBUlOuMxGRHgOOpJAfXubx0jmxTpo7BJgRt9D7Uhwe5x3yqHUkirDjrhajeRrzLX28wuF3IupjUX25ERvfDUNv9jd/nQlPtj5fFUeHwofHt7YIxwazVwb9XzctfxypD4/s1gexNmiEuOp09VmbYT02iR5s5JWtjkKsL5nZXNncWakdhFpLN5uDGoQQpQg/GCQjBLbeYxk0KELhkpPHaBLkViCFww0SFMpXrcFb78PS/yU59/CVYrKpEqtgZ+bDa2jQk0wZdeusfPf/E17qSezWm3EFvFd5PEUXiwb5QIMG/p9DFW80VTUdhHP2ciVPE9NtXm/FWFUDzJA+ddv5AvO8+yAiTUkrzCSgJ3Nr3ZeLtKwWpd41SFLiBu8ZybGuSfEmcS4MRGWlWNC1fb0f20lkpTW4olKCVXnPpNI9CyuTbWQ2M46RZ5bbC0YFw+1YWIbsEDmz0GXe6EtrnZsRtz56xjVU2qPqvR/qqfT0UISlVStNWRs1tUxsgir8vAr7z/+Mj+1YAEfwvfFTwtzX/twQUi8PsfXfJjr5zyFw8O9F3PR1cX30Wimf/uUVZpIVO92vn19x/xM6/dI2CV2djMMpTW6KJrXNUkQZ1fcpvfmluY9+MIBm/bLwlkbfRByBX+z4+emNxDzWozhchYK7la59YEDsWWfEgVTp/C1bnaLKMKtWvEOh9iQb0Dsc7EAmatFmRTtA8asGKlmZQCxQ6lkVfaIn1RVeImIvtCyZZNhlVilyvrvkckklY9ORsMmIs92yRK6uwCryUy1cos4woeUHrX2mesm5uXrqQkdM3msAUrEP/Vh89sZhv9s/ncTESMo9CWWgjRwHWuHKrNPWs1je7d840l32TsW8Q09n1TWzQjwqbv+Gdf+cD8BESRQ+Xl856LQ6EA7z8bKVV55c6a//If/Yf81//L/8jppuN6l72hdxLXrCaRo7TLjsIxaKJHEk6pjb6PTIfiZjVeprmkckEX5jmvGNqj2rgulVurjst9Xp7JnU3HK13gK6H4lCos57CXYBs0nUE365kVJwTOt0kCA+acF10KOXf2nUZT4jRhVwohJrtT3krmajBs88CydJgBtg23jPZABu7I5lsD1UdyKux1BGC3H/lk23j1pTNO12taE5pG8njN7AY3w/r23mGcMhKF9997mycPB/7w1dep44F/60tf4snDj3nnw/vcvH3Gm998i+vDwbT1Tsx67iEjbvs7P6PWGglTXjTxpBEaOUOIplKp1TZdJhIipiZIUSgtWIIbzfVQg7HRUwhcTxkJgVUKTAVaaCaBVWsK7mshBSPVKmb0FURInW2zS02QLrC/zJyeDnTJu2+s0Df/BFdmRCMpNgnc9JFHA05CIg7CoVS2QRhC4rwP5FZs7KlK9THDerBNqVXhmdg6eDtjjTEb0hX86++Dzdwp0K8NRW2TcjIkams8PkysTnsOu9FGoGIrjCVGogpDMMOsW2crvvn4At0kYhLKtvH3vvAKJSgnMnBddwQVqkbWnVCZmFTMA6I1yCCD8KU37nJxfeD/nh6Rc+PpfkdcRV7u12wPjX4d0Gjuki2Y4iF690uCUBpZ5jhrjXXEUI0WzaNkdoh8th15+XTjCJJ9F0mUqSqZwib0qFQC5oug7oCbRJb7LiERsPH3s2boi+1CKdw5S2ylsWsWz4fZ40KUdUocqORmBfJJjFzlYjwC8Qa0KUOfSGKIaEPtS5sJihbQltb5u9wu53stjiCIxWb29v6NX/H/syDogrG2TZCsJAJ/+9Y5l0/3fPPyirlKneGXmdiwsGWWrH4UCT0YM4nGdipsp0JW80un6YJ+HGFDYRZfKqZT3uZGFyE34w9MxRJUHwPVK6NezDUvAaptmTMub0fE9io4rDV34GNRTpPDrqImxYuBqVrik6CU6hrcNicb5WrM3N71PEyVECKPJfO52CPLDNjVDW7CZBAUiDRaM0UEbZYgGooytkaRmXhoSAdReTQVaq7EVYcMBar7xmeFTeD91cQbZc37T67pJRI6mFrmfLUiO0uX7ghFWUEnSHVb6WDM4VKtk1rMfhxlMR98K65WMZmjWbKqvsO7/qasY2CfjXuRW6FmG+OICOerjsvrA2Op9JtAHIRRYdwq2my18lkwoHwqjT4meqp1tyiPttUuuCrPDoWf/9w5v3tZ+a/+6f/AyZBQVTarwO7g2KjOZ9NVMdj3W2c8yosA8aQz16XjVEldMMXMyu3cGmiww/P8+RTvhBHQCE+BF096Hu8yP3przZ8eCo+lGotaBcQ6pUBgHa0ASC6La80Xd2EQqaKciJDUdjwcqKRq44SDd+JZm4+1GreqMrolcmvKFO1uHRQ6lNELn5XflyqNCWG7z2zHxq3zjqaGJhgz3UZfCtw9G+w8Izx8/JCLi6dEAtNhx+17b3DxeAcixlh3VG4ZAYqVn8PmlKns+NXf/A3unJ9w74UXePvtt7m42nNxcc756Qm7XBGqz+JNczN/V3MXhAqrCNPQoah9X2Junk2daKTNN2FaXKg0hhjZSmWIPYwTYy3cvrHh4WEkNkyOVxqrLjLmRq6VFKIhsREoakuFxDgWQ4wUragoMUE/dAwhMW4bkWAE53GCIXhROnf39mRCsOeTMBRIg3EhhnlnSA2sYiSrcqsP7EPkaud3I8HLNze0k0AYoq1LB95+dH0kIxreT7fuafviDodC6oSuN8kvNSBJ2edCrkofI+P1BCq06CMHMa3VWWfF1zWV7X7HamMWvSEIX/7Ca0wKUgM1NHJRYlKqq2BOZCDHypiL2WHHynpaQaycrdf8wIs3+bOPnhBX0bvcwLoTLnYjN057Jmlots2xUzMeTckNcQt7EaUGWbgso1Y6idZMwMJX63C+STAkb1I4tMZ535lbp8RFJj03CkZoNRJvdB5C5wWWTo0wRE77ngeXE3FITIfMwdmvfbARVgpAqWiwonPXGqsh0dfA5cH8IfoUSCGy3R5giVfi4wCWWMbM1fHAY1blOKnXVW2qvLHq2Nc55+ixGfr/WhD4eg4j7BiWyreeXHP/am/NhRz1wHPiP7on+JuaX8xRpxaEf/nBNS+tei6m4jCnX3AnvNl89rnZ4/wCXv58crXn7mZgOzZ/PjPhw3bemxVppcVIw+bovTgsT6MjUMRVA9X3GPgb+NUPHnGaOkNiYmBshRQj+1xdfuJohTpEKcZteHI98dL5wAMsWUkQCpUgTmxU6BK06u5pPm8NAboQzS3O1/WpGuN01m8Lzu5twnt5MlZ0KXZQqhCfVqooeZsJq8RJisTOdhJoTHSSuNqP9L1tCRtbZvIxUBMI1fkKPo8sfvCKe9LHYMnH4DyDZ2cJYB99k54aLNsA0UauBmHtSzPdsiixCjeGnlIbt+9saGMjNEOdur2w833z6gfa1AO2LyFaDkUC7HKhNKuy/50fvMtvfHRhiEQXOZTKKroEaBC2B5u9LceTmZtifI42Jxies4VRYV5cVEsjpUA9NOIqHDtrYHEJ8dcwueLRWe5RbfyTN27yL57suNlHXj5dsekHuhjogzB40dMDQ5foY7Bu3M/7KiZqs6Q8ooby+J0MuImMQ+ml2e6CqSm/9tYHXNR2NDRZbuORTHbsMOwOl1wZdwVC4IFzRrp+tj46wqaDm36JKmPO5Fz8uSaePXgflURKQr9K5DFTpVokcfY4rbLbXtCq0teOH/v5v8NX/+h3maZMpfH04oKQIudnp+SSSd2Gq6vHnthmEJSlwh/bc1PPEH1Bk/FOanMoPBhxuY+JrNaIjK3RnSZKUKQELqeMlEbFFAcn646gsGrOOsfPeIJYTLEkVSAKYzakYNJG2ERGLcQmDKf23lYnkT5FrrYV9VGbCSdmvpX6GTKUpiMw0eiwLlLmpkuUV+/d4Jvf2SKhmNvoOnHz3glXhwnpIvt9pl+FZSw5wyjqTMy4Tua5IUrIiX0rnGw6GwcAVQKBxj5XgprapGJNU3MlxlaVzRCZpkpscNhWNjcTf+fsJo/yyGlMrKIZl62kY6+Zzjk8rWus6LhkJDSzeYfGmJUQlLunGyQ+Re0tcr/sOA0dm9TxbDty2g1otCK29oEeSDnQxciuFe6enPD0sENLpAQIjkZGhVWwlegahO88OnDjzoqMLXUrqtzoO4pgnbSjpyY/jqRgiHDn3voRa5aqBTwbw1SlRDjtE0MHHx0ghug8PMtfs8w3iJEMA8aBETXb+CkEU6I0X0UdgAB1bP4dWu6xPOkNeTjecztKdlacesLWJaNGTH0uJ/8VP/8v1sUeFFX5Yt/xu/ef8uiQmevO9lwhsMxkF8jiOC6wasa6UlW4ngpf+uxNfueDy2OQntEBv/brrmOf8yLN86MNCO9uD4goKzECzQzhWiJzqUdwklOwwFcQxCVgRQ1qyq05Ucpsc+8/OyDN9n4nX95DEfbYvoHm3tphDv4OEc+LKz55uufzL5/wnmZmwZYtYbQOeqo+95lZyt5xRz8sKoaC+F+xOZlX89WGqgZ5u/lHU2h9o65tspZbQQ6Vd0sl9olyNZGa0pJyFlakaMk0Y9a24l9LwHYeBAkG/XvCVIf8o+93SCHSosGlnUIInujVEA1zFosG1wnkYrOxq6mYDt4LyG4TmKbK6lZEJ/PrfzqVZb4K9pzXQdi3RkzJiH7NVk6PpXFn6HhUK7/1waURJl32VcWsrVswxGKzilYUyPOEVTwIGxN5JpvNaJH1Jfb5ccKW+PIb6Q3JMbIn4CtUUV06P3VIatxlfumDS1Ttd/zEZ14iYc6Tq+QQa7Mu8lCsM0sibHMmiLDLVgFthkRojanBSCOGQFb7DrKZLzDV6s8XVkm4KLoEh7knEN8Iulxbfw6t2vrfplgBlm2kFX0BFZ6GgwqPxtly15Ej9yiJoVEJ9H3k1Rdf4OnThzwdHe53js4cFJtzMkrd8y9++Z+x88VScwdTa+Ewbo8JDfd+cG7Kc59oeW/azCXOliMJOVeSJDRZqdeFwK5VKo3qhObdfmLK1fYbZGjFzM5ihP2hcL7uGTobYTVVQlN2zfxWejXUwdxYjfkeV5Gdu4+ZV0fzQgiu1QojgnVyvrnHx3WNQCTS0GaIWSumJIlO0rRlcIby/NC9Ex5tO+5fTJy+2DNR2axNnh3XwtACe1E32ZBlXIZYvAqbRNs1YjK/hTY11l1iwpfohMDpEGys2CAHXJZss29NRlROCK00UgKKIMOG89a4qpN5CIgRS9d0ZCmEpKSWGKWwJlBjo9bIulOqNIIvWvoH3/cqv/HmR0SF6VC5jnk5h4e6R9SKZY3wtFZON73xlFLgyX5Hl5LFZfdD0GYIwi7Yd9hrZF8qd4MwlsZJn+YvgoHZgGmOufbMmlpMk9LQ5EvHauPD/ciPqPJElXfHTN/30BqXKTpHTAjVOF2qsKNSxWCo2JSUojclNk7YTwdaMgSDZLLs3BQ9gbJ1SrQ4aKzNpLxqN+KY6P2eB+WGGDMpzMdoLqj/mp9PJRXW2hhK49mTHf/6/gUv3Fg5fA+zB7DK8Z+Zvnqc78nSmR1/m3n1/29vPWaVuufepDttYYF1N+YjVLK8qP3cGXo+2laeTNlX75rqYPSucS4MEF/5ixMLsUrbNMn20Jovy3gWKm9eHkghkpK9j0NtTp5TLyLsszdcDuVzviK2A1sk8M79HW90PW+Oo3Wa/qysoTHm+MwMxg+Z7VlQGs094G0mJVg1GIK61rxSVaiTS3vE7U0VyEaEw8cNnb+ffcmsY6KWwmFf6RGuDyPjZAZDGZsepJCckDkTNY2ctooGc4knn2pbbchqz7BWC/opGYQeMWb9oRZKbM4nUEqrCDDVRhGTspYq5NPAyV6PWyqxIBYH4aD2GUqu7HO2tcYivPb6hgfFCohx8rXMVRcUah/EZUJWvJ1tjjIbkXnU450ZTpj1onUeJ9jczv5cHRWpltlZjg/i363fhflwKHRVOR0GghN5+hD5lW++R26FURsjjatpQltlrMVJQ+aQlpIRkvo+0XWwmzJjqeymzNWYySUz5sLFlG1pj8C6N9+HkCKvDB1djEsQnVnlzf//5p9R8c8ZoVv5Vrs+UQ42BKyzxXjzDxeaSWDF0IJl/TNG81NVvu+1e3zwwYc8vh5daetnVed/V5AYkGQJ9Xo0ZrmhjLoUKzkbGXY/HpgLCdt3YsX8HA2i13BalJyrOZeidDEiyb6X3KohcNicfBMMzcpTsRGaE4fpzUhq3nrZp47YB2IfkF4pyTpGaUcPic7v7moVKGkuVWSJZepFvUSrLk2RIksR05rvLvERQpLAIRcCgdmLNrv/fsBGnZJ69ruRvgvst43tZMz/KUGUxNXFZNyeMOMp3pzN4xsFWQd2PlZRhWe7iZ1pTVn3kS6Z+ZV0gZwt1mzOelqF2Aw2r+IIZhT+7kt3jfPQd9xIA1fjAaWxrZMpNRps6GhBbb06kZM0MKTGWP3thQLYAq4YbZmRkbhsiVRrjpA1YcLGNmuNlIOhLjWZH8eYGodkjpQnfeBslYjJ+ABVfBwb4P53ttwaOoYYls9E81HpfJXn78uLtyaKVKjZd3bEwLMucqbwwyGSa2MUI7nf6gb7+ypIFQ7NDMeKf46YovnqYOhT7ANDMj7YoVYGjSSJPtqF81u9IeYy+5oEJ4T7vWlzjDuOM8WD95E27ffsr/n51ILgvAXefnzNiO0///rDK4NmVZYzZjF17jp8RuY4v+DzWIer9LmOJTf40r3VrOLyPxcHRF2e5U5sLNffAsezqdLFyKMKH+0naqtMLgVStdeyjYh28apaGeCK3uMrNeV8FRhz488+uLKgGQwim9z6tnlSEITgUPTsrNZ8kUZUMfcwX3v85gfXDMk6DVs3bBKmXisxZ1at0XvzHzHTjSR2+IrMjHN7Bl20zizUzO8/ueT/IezNnm27rvO+35jNavY++zS3QccLggBE0FRDUabMKJYcuSpyRZVOVukpD3n1n5S3VJKHVOLYVSpXZCdKFLUly6KoziRFEmxAArhobnfa3ay15pwjD2OudS4tET5PF8DFOWfvPdeYY3zja8qkuFDllQJtdwfnoknIvH2P3jmurifGklm1jcGXTUNorNs8bhsa8VzcHBhHmwynXLkczFIxk2dSC5cTqe9pQbXQxVsp5kJOdLBPE84JYzZNrpkrqTmsqbLdDlydT+gwUbYZGZX39pkfPaLC+T5x96QxW+rgGHLmzeOeqVN+8HBvn58awzwNJkmSGUkqyraeTy9Co46jxv8IO3sm36hY4fVS4XExdGQ510hFoewiyKkgVRus9e/PHBHmh3PKRDWGdggeKAQxSeEkwuU48mw7cDUmbkbjdQxFUWfrhrWP3OlaU3lMZXnIXzrqeGXVsvKBdfTc61pOu5bee8ZKqvW5cNx3ZrUqZuhEPVsVTGDujuc/gqE963UAlNB6ms5RUrF4ZsTOsTrurSNv3u85C37Z70mdBp2Dr33nXba7ZNK7GXaFRSI4X0zzZ/B8rVCkeg/Y1My8N2Xe+Sx4AIoRLl1F7lx0S3pdGzzmd28KolhhW3GWaHc1JQ7JInmxx8bAh2wXftt6WucZh4k0wegSh8GWsLOePIg9fykrpRT23l6QGU49Z2E9v96FzGXNKGI/Uyo51NcmW5wZfvVOTOnCXNyt9qXKTr9/54gXjzrurXzl9BjheS3KrvKKrCbr8jlUetryXkt0lGjGYE2wdehhLKy6CApDfc9XMaAZys72/iVb/VHBwocKiC+M5cDNtKNQOOkaM92KK0QKhzxwk0cEWyNEpybfk4aM+b14CezUTNl++bVPLdUgZ8U3jnUMrJrIqjXkdZtGtjlx0EJKhbTLDLmQrwtxCuik7FEOyT6nV9YNRBg8TE64yYWLy8HyKcTUX96J+dxgf/a+ppnW5qrBVkpK5v3tiEvKO1n5TlHWAiFnshZLeAR6cfTRE4KwDhGSo63NeilWq0StCclTwQXBBZZ7KqfCpMp6cux3I6s+2lOgc6WU+Q/mAbPMz4pT5TNna+5t1hx1Zpn+/F36d319YkPwg+s9TTAJXVdpr3MPvOzy6oGz4qhV6jX/c/mRX1owSFCqlOjceTZNVVmLTfpUyZFimtul6NbOYRUsWaoPkU4tmvSbFzuGkumdECtMJ7X4aLklknnH4gXQB+GQEo+vJ766vYBSjFySM/tUKqGuTo81L3PMWmG1GQK1B7zMSEixot9Fzzvv3vD29hpLYQTnlDwlNClpSLgxEVJGsqLJooRdVov8dM6MY0KdLoLylQv7Xjll8mgwtRahjDe0ruYJZIOy+mKa01A7SMHRx8AqRkYtnI8D2zzRtZGcCrucKE4Z1choU70lxmLIR3GFsUIaqyYSoidVDa1UdnrBDq46k0GqVpKiKFKsaUoJjk87XHSETcOwUh74ZsayFlJpqd/3nSdbuhZwyt37Pd+43rHdZVQqbO1m+N/2cDMiI/Wzu8b+fXSmlNm0ZoQ+2xLP0y31OXFiO3zmMzef6fkXq83qNGV8rjD2XGJLfSL2iVgRC7sUDOWY45e/8fiCQyrs1eDZvWaTcDlHUyWkl1NiW905TQlTyClzPRXz3i/KykfWMXKvjWyC56RraZ2g3nF33eAL/Levv8Q/e+Oevc7lXrrdIc4XtNY719dgKq2rvdnLIlSS1jTB+W7iohT8JvK5+xtevN/zuRdW+Lkx8J7QOpxXxiGRUr2cpL6X2DN4q/SYp3+t0i5FzXVsqQvz6vG2+NmZG4eJPBZ8KrhkdaVQrcIpeK1wqSqSDDoehskmXrXLbHaRZLTVXx8DK/F00eG9EhtF6z5+ykYwjE4QNbKxquI30YYe6mc+/67Kc7XQ1f8uy5SuGXSydZSXObXSGtIRe3YC1PwJGKp6qmSliYF7Rw0EMf5HUXtuixFTz7z9ZFnO+a3iBBSPfV6jZiavi+17cDAmpWsCL27MXtp55biJzIaRd7qOWfEkQfjiy8fsR4uIFqB1Su9MHVV0YuUDp23HcduBM79+wXEoAyUrXjpCzEylEIL9LhowsyhMeqxqTV8TPE0TaDvH6XHHnbYlqg2OQykMU2aaMkOamEqhyebNMubEo5Q4DoFNH/DRoUH5YHfgnUc3eDVpuRYzWgrOeDquGLne1oumwEol8/2LHSnbPRAADZ6PfCAUMz5aEmfrajqIYyRxKImUClPJUJQilpsz8+eOQuRus7KylBV1SueELkRChQq0Tv9unsJ47kwZxIoU4V4byCJMTSGuPKvjhs2dhvVJy4/7+kQOwZQMauuLp/UB1dEmqrnjFBa2+ryvtObgFjG49WnTZeKaSRHff3LDb3z2Dv/L1x8vyAHcFmqphBrV6uQFfPq4543jhm9c7zk/TLxx1uNK4Ok48vRwIGZl3XgenDh2oxiup9YBe1HevRptesURnOPB/Q59cmlQubcPMGUzcslitsKiWi8Ku/xN1lLDLwRz+JKqyMA+rIDj2aOBt16rk09x1cHOClWesq0UYzBoMRfTy86cBzWyIcA7+2t05XGjMRI1CTlnvPekkkiZZbpXLXjx7Kqb2TjCjSSejQfbI1WIUpwy5EQnAU2F3VRJlpj1axBh00a2Q6ILtgucUuFmTDhspVEq1DlgjPZc/fFXx55ptl5MMA2ZVQO6WdFqonhP1wYO+8Lb2109yKbVt4++tpzBcTFk+nXg4vKw/D10/mtVi1OLu3NmlWp3ul0iN85ibNfe47Rw3DsuD1X8KfPn6p7bcZtUKVefUCm3TcftobdVRYxi1s21PU43E+s4G7JX1z+tGQzY7vjxxZ6fvHtmsHblDlznCSa4PJi50ISSvTBVqZQTC7SZcqY4IePYjmMlJ9lzZ+xpZSywHZTfeHDK/3d9w/vDwBvrwHdvJpyrSAZaJ08771ov3ILBv+TCsJsYEfpNSyjZLvrOk72ZCx1Fkz6uSkCd8OZLGy5Tomgm54bHj3eUMdvF3HhijzXWcypnkerBb/azKlXy6BarrgUVmJuzGZFUlHTI1QHOLsc5MdKj+ErWLA7ylIniCMESSvvoKUMypMcHck51vQirEHDh1jdhUmUcrV5Qz7dzwmHKiLPnyB9HM6eqzcCtwmruf6xYl6LVKrrWONH6+h1ku1hDdbMasvF1fLyVDSqG+Exa6gTqUK9EAs6ZOZvDcVm7l58+3fD7jy/tZM4DUkW/7B2039cJEL2tRA+FPggXNwdyqf4UIqy9Y2qUm93EnVWDCHStMBgJnhdjZPKOp5MRsLdTspTRopx1gd0w0MeOfc60Eti7EaeeThoOZcJLIJcAMdHnlilONgzOAbf1fb0eRg4xm6slsJ8Kd9qGNE14gT4EjtuGi3FgHaINKKqEIGy04fHFntXZiugszKiLgexgHDLf+eial+50HMUIxZCn4MxW2HwRrM58+8Mrwrwr9pYbItmasXXveMsFPnXU8G8uRnpvqKWKedZMk4IHydbQithznlTx2QL6BFvjCo7zw8TZkRnA7dxIUiUPdge4SuqW+mBIJQksqJSDp7nQpcxZiFbvp2TJr5/w9YkNQXZKUCFJIRqOYUS7eUdR6+NcJ53ai2+dMFbzn+XHayVj3WJ/fHwz8vU28uCo5f3tYG+8UCFodwvLYoS7nz094mJM/JtvPTENK/Do6Z6f++xdRJVVDIySyanw/We2w7SO277HqIVWqgNcMHeu3/r2x5RUP/AIkqFpjJioszQvK0ks4tQKTU0vq8qmqdg6wlcv7VyKqRFSoc2egyb6FlQtJzvPDUaFnoooE9awEAN48woxWd3AhxjlVqJd5FqUsremxkaIW8MTUUeZLLVLKsnKWRCF5bsHIwIR5y7dDEO8g5DtktwVYzBnsbStKdfks+DMvERMLVGcyYndHTPKAAAgAElEQVRyeh4lEpLUxmbM5CJsNg05KdunW1YvrnnQdLzzdFtDnSp2VvW3cz8wzzMFuLmy3eLMTZHZTKReDiq19Zwyvg3MqSdz0Ts4ZaPGM4kKR8FzM5Xl3Np9qLUBsH8XxS1Iif0d++EzOQexPaFLGdd60s5c6caSK6NacMEj1eypfltEhI92ez61XqFaOGkb8x8I9lAUlLttU6etghbL6pgREI+wTxMRT5C5uRN7C70joBy1Db/18BH/xadO+KMPB4ZQuamzpBIjp84hT64SSAVDCbwTsi+UJOwvB5rOs1qZEZSMwv3epistxi/p5sY9FR5vB24uRnx0uLWnjEpYRV44DVxtM8OoS9GagT+bNo1FPZsLadXmitrKBTVfkWFIJi329g7ZcJ8rOlTtXrQCriN2ZmvDiFr6pjoMjk/ZwqeCSfzmuuRF2GezP++Co3fGUB9ax3Qo5GAeuIeUq4S0Ihgyn5VijWSdLO39tj/fEk8dS4hbWX40Ip5CMsIopnvxVe5XSrY1STXheacMHEsgVuTEC4QCW3H0Mt02In4BK+wdm9Ux85moCibXmlR3E8yzZDdM5ubYRfJkBkuXlbsy+1nEILBuOOwr2bUmq6rABFxPmRgi+zLS+8AmCtdTg/qEFGXjOw464AlE17AtmZwst8Rc/Opz5yEXxzjae1nqoFaiMfxHVTqBicxx23DIBWrY2/UhUaRw1DVsD4W9yxTNOBdovSN0gVEL7+0PcD0w5cwLfUsM5gNzUf0zDtuBEBuyKFJMNTHtRlPlj8qf7Sd+/d6a/+OjG+703VLnD2WqJGIH2ZxQD6VQHMgkqFgqSSlK5z05j/QxsJOJp4eDGcqp0GWYOs+ws2huslrtr8Vw2cYJ3I+eZ7nw+GrP6d3AzGVpxdKAf9zXJzcESi22MPmlXTeIr9TbkOcnNis2Y9alaJq8abnprcxXudem8bx7ueOXP7Xh330kDFl5dHO4bTZqnX5x3XAvNGxVubdu+O7j7fJ9wPGt71/wn7x+n932wArhRpUeMYKWUJMD7c8JrT4ChdPe486tqc9akAzFC75AHyPDkEjYReubQDoks/8sShHTM2uN0BWqw11wtjoIltAYveBLIBRhdJYUiXe0bWRKZvZhD6uR4EJWfCM0Af50e2G/++xCpeCcMwmKCNM2oStP3mZiF0hD5u81a75+9QwRoa9hQakkpknNblqF7AonbcfukNhNGW0yWRyjN4JeaGx/PCYBb4dpzIXOOwaMV2GEIkFrCmWaEut7HeOQkASZCd9EGAqHfUanwoM7HR9dDpxzoCB1MlJy1ayH1tcCVaujLfXRnO3Mga1SCguRbz5XMykrDQnf+tp8WjEpRXjkFDcmjppIE5WNF26GcnvIlopc/6g2keXaBFCnWBVqNbLimouiW1t3tTimXHfV4qzRwSBQr0quUtK/+eicz7y1xpdI5zyipU4gFn5yvTfnt/kxyMV4FI2z79mJueepBNa1sZs0ojnzwflTfn97zbiG//3ygtCYi+SnN5HNZMjPX+7G5TVWQKu+BVZRnBcaHJe7qSY2usoxMfLVlQCl4MoEQHLwZLB9bqmXXzrYaxcnFJd4tlPCcSSqcDIFnlTEx9WLKTiLB/dOljCwGcVBBe8NNQvetPZdsUsgYIiWweuBJsKQK3fBWZBPcc52/VoolSugyV6nOKH3ga73Vi9G46uA0gVrEqZiGRpziELKEKLxYnI2dY5SbqezWnyl1PXqMr3N4Fed2GtwkJFxbZjwXlkVb3bhBQspqlHMe00cOW98JecIOJIYVJ8ECqVmoAjf2VYcqJIG7TcsUM1u5h5YsZXevDZTp+xyMetflJILXRvp+parJxkL/RFi52lGk/95v6KNA5oTDY2tPVGOG8ez4cDdtmEdGg7TxNOdQfKaHIVcY8s9bVvYDo7OBbJAGo2MrBmrEUkXJAfEUFtxxALTVDhqAn0TyKqMKbEdEqddA0WJnTCO9t7flJEy2GefcqL0YuqpVJhqPdBc+HC07B7vbUVj7PGCRl1MsGaio2pGnedz9xv+z6sdg2aUKs3OhUasrgUcLgrXk134DZ5RbeJPakONU6WXhuiFy8MBrY0nwfgL0wixj0yHaRminIO6gazvDTxLNixM6EKONsJ3sQHxx3x9YkMw7xfb0DDMMiYBZsJPbUfmlK5Z4lyrrBFpxOAPnfe2t3+Bl0Lgo2QPVHSBRiBsXHXmM7vPqWS0SCVVrbnY3rAoEmrHm1XZbfe2t0HpxMw5TOFq+2ML67PLO2F7oT94eG72nLVbK3UizM5MdPrWsxuz5VlPNgGaLtQagDFb5xqCw00FvDOTjGCiw8+drBgOYw1o8XSyZudviA5C53GDRbWORch5xAXPdJh4No286ycjPVTA8DY0xiacGWKfm5Q0GEtsHVorAB6OuxYUxtFzlQ/cX615fHnDad8ZD2Pj2aTIo5utQXROlvSyORI3TxOtC3RRGO0jXpqBUsM22hjoj00GFKMnk3E+UA66TJ5d53hUvcqLQE4WtDQN1ZhFhHywpEgNNeypXlISBE317GRlXkDPaNLtLQ7UHasL4Iojz77euVCawEjhVB1BoGkc58Mi2H6OfHv7PX19H5Z/DcwPQlGIK0fYGaIzqZG+emeOdTPkNe8gjXwIOpi75joIkyZDsbJZCQexS8o5T9GEK2L+6VIvuRo0NI4FEXg82oN/3Ef+4Hs/4ANnyhOvSglVyleUF5IhN1nhC13D1w4TReaGyC3EUMHMpXYpI96iwBclhRS6YDv5NGX2wXGTE2MxdECiM8//bUGKTfIUSysUL6xGYXtV2K8yp/c7dlrIpXDmPYfLxDblOunIgg5KsfORUmHlLEJ6O2aGqoRJxULMplRQX5DsliYDNX+G3X7ENZ7oxMIaRHCtBXW1sSYn1km9tIpLwMGOQFKzr5oh40mEvjWzIc0F58ItYqq1QFYJ2zIUFauZt00q9lzUVZ9gu+TeGTencZ5V45kwOaNmkyQGPJoUbQApHDnHZSnkksleCUUYdpmsytN9fQH1HlWoCZnz2Z7xFam8r9pw92YmMo6WArnaNOSs7KaJk7OWq6uBphc+EyNvHwYccHE4EGptnaVwrdiLPG1brseRvVfu9g05J3bZanoThH3JlsVRV0hmIz0RiaYQc3bdkE3JlGc+CnD/fseTRwfOusZ+f1W2NweympHcmJJx4NQMigq2ap0jolUUBsdwMJkv2dxdcRYxfdo0iAo32TwymlCHRJn1I3b3OXH8/Esr/uzZzoiBXniyO9AETxdMYeRUOT/scSGQp8JBMk8Pe1NKtAHU+Gq7nJAiHHKhdZFBjWvgJsfBQ9MGQoRxrz967irxVGX2SLA6pfVOFMSMmMQ/j9v/ra9PbAhab17pF0zEsUJPplm6ZWnPi6ilms5koFpBa7FRmf/a7S+zw/Kg/+iDK75wf8Xbz0ZeOOo55IQXYZgyr68b/vDDS954ecWj82v8TKDT233om68e40Zj72qFRGe2ZFGYpF6e9dh3LrBeQ3vtGKdMnh+PmRhWp/VDZdI6J5RQH17VxSM8l0Ip1r2L1p10lTAdhsx46miimRzlbBK8tW8p3vPHF09QVXoJHLQgAcZprJa/9SJZ2Z4IZ9MO2VYyPqqhBMU6Xa1kRLRw6bcUVV7o1wZXTQlR4YXNipQzpycdTpRDnpBi0/jpuqWPnqvdxH7KNN7VUBfAG/HosLeHIDTOyIt2+lhvItJYLGsZFN8G3KjoZJMPRfgv37zPX7z7BFaRj69HVIqNe17wFe6mFDOOEttdolRCaL0Y6s4M5kZwhhNriVOD3kAsZdLFxSOh1CYKhQPCjVTnvyDc8Y4nu6kS5utK67keQzCkINVV2Ux+Qw1J0RvlrA08rj4KnQ8cxsy68WhFMyxStUKdXtDG88fvP+LLr9ythiSetbcd80ihqRNknMmlCJGahGgMVSveQfAU2i7ym9/9HkOs5DmpiZOJBQYYavFSHDjlC6uGb+yGmjr8nBrAK9dbi2g1EyosrKtaoB2SVed0IjzL0+2F51mg+fY0kK6AQw2kuslkL7h7DUmKWYCrENVx6j2TQtkEojriCIdRl6FDxQzCmMyvIfpICrU3K8XkuN6soFbBfOOmYnByRuldQLytXYaSyVRka7RnJ0ZPWM1KE+yzDUK7cYy5IDuZh2cUWyGkVKqqyBG6FZonSpmY+RhOXeW3zPWwfmaVQjGvTmcEa8lgwM7rVKyxVLHP3GHmYA6YxFZdSW2dF1QZRQ1NcHBpACRjuTW/WThd9bkyO4dyixDNsPyMujoh9o25jKZCrCTTlJQXT1pWA3z7fI8ghOD48/ee8qUHd+25zAXVZBwsbx4N664lomzHROMcjVOC84aIBK2haZ6SE8mZ8iCKqZlkztAR6E8ju6sJzcr9eyvGq0R00MQatV6vOicOH4M5IZZiLokFTprARGBHYu08uymhXnHZVqreVU+ArEboBjQoboIywuQrglBm/pjixbM5CfzZ052hOoDHVC1jdbZdqXBx2FtgWUqown6bKqJkSaSHrGh1dGxjRJOAKwQ11YyF9tmKQtvAnAg6o6MLVViVkyZwPuWabwK7MXG3b0mYfPO5yedvfX2iyuBiN/LxduTERRLwqaN+2YFZ9bBCLcv3r3v/GTqbx3ie078qy+F8chgpCAcnfP2ZHbCbw8ghFX7m3imvnbT8wQeXSFb+5INnTM669S+9vOal4zVnbc8vvH6Xk8l+h+LqkShWDDLWQc2XgqjSiOflU88fv3eBJCOQ/deff5m761gnMOxDAnLUultUNk1rk+ctMIMPt/u8gppEy1mxwDu+++SK33n/A86HA855KyAh0HrPL7R3+cnmmHEthNZxmHIlrwizS+Nwk2y9UiqD3hnZxXkIrf1epdgUJaXwYmh57/pgu7VSGHJmz4Q0yqiJoSTGKbMbCochk3NhP2RyVq52ieCEu0ddDeCw76uTaShWazMH8mKsc5IVlVyUfDAyXwju9r1ArKYX+Lgc8+W///Psdsn2lSq43tYtWhsg02krOS1H5vYCBnC3nJTZZ+V2dytLeZ275TSmJc7V8dxlj3IjpqjwKgTgXu8rX8Q6jVkeNq8pzHjHLQmGM0qhB5von03msJjN35kQPaPZPC6plk0w9UyPoIdEOiSCBPZj5macuEyJXU7cTJmrIbEvRi7aTZlDKhxGk1Tts+m0Dy5zSJlUlN/87vdJldlc1HYAsz/FDLtbk+4q6mps/J86ag2qnlE7EabJHAolgGuE2BoXYE6yfOVszZfuH/MZf2RN3a3BhyFUTcNbq2Pe/NQJn3nzlO4oII3DnQRuXOH4TstLxz1lO5FL5nwauZ4SYzEnuCHA8XGszXddEY2FTTA1ynUa6KKFPxWrh8xx0uqrPwbz+YARU3GsfFgu4zJmW3mIEKIln06V9Kdiz9eU1VxMOyOVuQofT2Js9jYEnDi+8NZP8IU33+Sl0/WPoJ/LGQJw7vbcyO2EOzehM0pgvZ/Hi8W19xjaUUXPNGKIiIrQOMsWQXRplOtsSPDB6liVRjJztyqRbQ5VmtGKZgZURJkhPRVDTDvneHMdDaUpyvlQ+FCVn7q/MQQlFy72Bzpn/JZUlFCn0FgvpIgn10bnOiX6xlYkCATfELzxlWgze53Y58R3zq/wTTBGfbFn8erxnjxZk6EXii9w0rcWvFaHNe+NgOvqa0gepA3068Y+u3HgtAk1wlmtacV4I9nZ8Be9ZxWDNRKAaxzxKFiYXFFrxB184X6P62AcDd3pYuT+Uc+msyjjmIU0FS7HgSiWQ1Gc8dfOVi1dG+n7CEE4XkWaGGl9JKlSvDkViljmxrqLBMTIp9HfHvC6Vp2/vAjrPvL5Fzb8xJ0Nb93dcObsZMwoRPA/Hgf4xIaACr09ut4zTYVVvDU+XB7GeU9WIXldGpC5X+O2m8GaBUT4wktHSCPsJZNQxgSfu98xqfL6ZsOXfvGL/N53nyGqbDYneBwPLwfevtxy1vfcb+C1M/PmZtYc119KnFRduh37Urvf6D3Bw2997ymeKqsrhW8+u+YyF/p1w+Zug08GgZYpV6gJrveDHbJ6GYi3fScYwakJrsKKs47UXmsaC3/y3hN+5/2HlFIoqnZZIBxp5NWtpVC5KLhG8DWedG5O0t5czLRkg0BHS6jLWvCtI092sRcsAOX6aqApnlBsr70K5u2/H20nWVUqxJrc6MyWyzwXgCFl1l3k3rq1AursYh8rIXEaMlPKxLWjP25wkyLbzHSV2V8lOmxKOO4db71wjHj4yx98l9/6yp9xVTKf7gJSSYDN2h6GmYPhasNTz+5y6M35zy38AW5r6nNFuFaAxae4qh6Y29GqXVEgm7NY9rbX8wgv9H7R5FsvMncdM9hlBCGnRq7UQ7EUMqppSm1ckmTWwRODnwEW5v5JomOQQrtuUC/80Xsf4r3JVGOwuOKCvc9JC9vBwqB2eSIL7FNiVGsMUipc58Tl5TkJY9cL0ESBebUlJjNcZ5ugVVkmKXFCFsff37QWnjRPk2IqFY8l3sXGw6gohXXf8KnW86fvnnOdvfleFKF3jrtt5G5s6IPjMSOPxgMfPLpiDMKnX9zwYNPTescIPMkjqRLQ0mSqg8a7OqErNylx76RBgeM2snLemn1viXpTRY7OusYuAExaNgyZiKEDXmb7byHil6bOYyl+4oww5gu06one4TK4LHWQcMtEPRO2kpqDoK+omYvCd995h4ePPmA7SH2e6mT5HMo0T0KGasznqyoIHIs02eOqTbewEnMfdWKkyRk98DhKKdxowqmnVVP7BBxXJSGCOQyK8stnx6i6um6UuvqxRkDrQyTF6qCRooXeCz971rOKdkHupfCtmwNDdWlVNU7Wd28OrLuGUBHgv/zwfAkAKqoVOS10LlDtLDhqGkZVLvcJxTgCYy4cJkWzJ5pmAifwNx9dIK42897Op1Tp+3oV0WCcjjFlU32gXN4M5tvhhbLynNxd8eXXXuHzL59x0vUcSsZvGnKBax1NuVYJQgmtpGaBADclM6DcHCYjaIvS9I5uE2lbz/1NyzvbQucifRPpmkCD4Iv5DbxyvObOqsE7WNWLPwdDFE76holMHwLrGFk7IxHPORbGEfL4ppKID5mSCysXOZJo98xsOqV2x2lVQ31+0yPevBLsPlauCzw9JGsonKXm/riv/0hDsIxifO74iHcud/zDl04WboddWrXTnLFdd3vqZ6nLPNXNHaqo8uH5SMIeQFeMKPTvH93QOMf//C//J/7H/+3/se5XhH/23/863/rzf2UEL4Q/+MFj+q7ntWNLdJs13nPBN9dA67wdFrE7KtbdRSsUM4smiBBjzYl3MN0Y+Wm9iWgCX4TOeTrv2fiWLgSiGGGoFGxqLrAJgaMmGpGkNkdeBKlOW+Og/MFHjxirDWYqZkLxStfy2eaYn+9OiRnSTCCs8jpbIRULY1Jdpl0RQxNCb6/lbgy2AkjGBr/MxhCesmlzBZMQzeFxKZcaDGUfZhSWlYkZDsHddUPIdQJTpUxlKSRpn9ldmXvgNmcmLYiHi/MRHwLDCN9+dGU2wlS7KYXv30zL4dVS8FGIKVNQfDQUpR6V2+lGakEtxg14Xp5alqGrQsFz40nde89rIGyisAbC/s2H2Zq9RixH4G5XO7lluLNzZJerne8iFiQVnV0waVmZUScm4dl+tGkPI8oJJlUNym137xyhCF95+KgSoWYHN4OGXXCc9A19FzlpGrPLDcHQGYFdyfQx8CfbrTWI9TlzQCe3z18A7mchO8fkHJOzPXg9TnVVbi/Y4podQkaTGlJQisntgufF456vjju0h2F7RcRx1hri5fFsc+JiGtmVROcDd+8esVoHHqeBh+PALuV6/pXQWmPla4M4lIpK1ef2Wcp86ZUTDlNmSJnLw8iz3YFUlENOjDkz5mxOpU7wzorolO2Mjpj+uxHjAQQxJUHWqpdXZSWWhNgni+ZOqaAU4iR0pWaJ1BFIBUiZ1rvK0SqsT+7Sti0vfuotTk6OiCEyrwHmd3XhWs1r1op62Zhi3ztiPvOWL2Kx7NErY4X17b9bZHVwFuN9rpmByeSJIkChwRoDu7gdX3l2XV2X7Pm1Y1cbl4osrtvA509XtNEuox3KX10c2Ob/AFlWrZJJXUa9hOJbzz94cMKHVzc01d481oarqCMV83c4aXv2yWrvPishlOrYWGiJRg7N9jO+9+h8eb9KntVTRkAVEdwEV4eR3ZQtkRdhmow8GmuyYPZKl+Gj60t6bbizafjy6w/4pTdeoes90Qe6VcNm1VTZvP2clBNTKrTREbyj7xu6JuAbT3fasTlu+OzdNaUzs7OTlaeJSvDCyXEkdMZXuBkTu6nQtS1psFWbKhRXOJRkMvfK3XDeHDcVc4d13oK4Zi5NcoWrcTLie4Htsx3O11Wo1gTTSkps+oaIDaZZ7ZNKxVbKwyFZOuonXPuiP/Kp/+jX61/+RRUnvHm85nuXN3aQnHDiAufT9CPw7dwP1Nprb3Jlr86ch/khefWo5XFJECEmT3YFSdAK/KMHG1bF87/+zUeoFx7cOeHXP/sS/8NfvM2rq1MeXl6ilQT4pdNj0tIAwFhJWaHCoK6+tqSm+e4a4SuPr8y9zjl2U8YBr7/U8+7FQHmOpGEove2e01XCRyN6hbn2myqqwnUOkUK/ijgvPH6yq3pu0Hm36gx1AMG3jr93dsoLsWVEESmsGnPli87xu1ePrGhUiZ8o+CN3y9/AfrcyFEpS7hDYpsz+6WjeAJp48f4xu8n0vOJsarZsbnukUzJ97kwUdaUiv6WY85mzy7b3gnpHEMcwZoZiwTBOK3oAdC5yM1Z1yDyd50K3iZiRA7W3nPXQ9eBguux5u72gSzOPYi7GWk2AZhywNgeLGmU5X/wHZ7IW3MYtEjBRyznQWf3ihdd9ZF8KUWBMmY+HfMt1mZsNbEWUD3bJlIqcWDNqv7v3s5zO0XoHYheNBGcGVMFVhMaZ2+HMgs/KyUnHz71wl1SskSxqHX0Xg0259bWLM9bxUDJnbeRfv/8eNT7ImOQiNPU92k9QvPLaXsgiRJkDvm6blE2Aj4fED4bEOBaTp1KI0RucUJPumrYh7Qc480hrOv87PnCVbcLPdadtH4PBw0uxqheK7cEr1F2nTa0HImiFm50soWm5KPl8YhUjToXLaTTpLCYxXvlgbG81a2wvvmYIGDKTa+Hx9e90wXN+GEi5cNJFiI4uC82RoQWpFHIy4tVORyOWayHs6jMXlZgd+2Ro3YNP38XfeYP/7Gfe4Hf/9N9yffWM891oUlO14ccUWZUxUF+rFiv65rFvgUzROTbOQpBUC8fBcVVXlAJ0PrAtE2sfuNs0PJKRTmzYuSjmq+Emi98FO1e5DkJJb9cEXRA+f7LiW5dbhhrUdnvzWzG43UlXRt/c1NTPceaFsZw7wbvCtE38kzc+xT6bp0n0ptxYdy1DLnY+HVyPI0cBRD3qFM3CrmReaHtcM/IvvvpDcELwMI1zY29cEhWWULmA0AWz+x3HzOVw4LRtmRzktePTbY9T5bRbMUkhBpO++6rsiS6ynRLfevaMF07POH96jouOcUxE57hJRjY8ahrurTpSSpRUKls/kapfQZTbWOlQ37/Z1bKJZk88lcKxc6wkUkS5LolvX26Jzi8claxYmi5mO02xe2N7MDK2w9RvN2WiO27YX061FtrP2/jAq3fWILBNidY5PJVHRyGq8N7Njs/fPeE3f+v/ut0zPPf1ySoDB5856fnexXbpfAtwetpyZ+r43sW1XVh15y0zomA3FlSddAXHcAKfOWq5zplTIl6r3jeb9CQj/MVHO959tgOg6yP/3T/+Rzx5+DYPTk54/+oSp6Yq+LmTU3uAq4uaSG2GgazZzH+ooRzerGf/3cdXrINnn8qyRjD3P5uQgvPozHSuO8yiEI+NxbQW4WZvrXMI9mF3TcNOE8Mk3BwSAKtNw/ZqNDVCnbalwrSqRmj65gcXfDMo6y7whXv32Y4TfQh48fzq6cu8v73i62xJ+4w0Dt0VXABxVjBKAU1w5iJZCzdPRivApXC6bmkEdplaEHlukrZ9WwwW7OEqWWlRMlQYTbMV5AOOVpQYBd96QhLSOBF9NVKpP7Of9blqJikFm7hCsN3nisB5marZSOWUzNN8MS107x27qRhCMp/BWuBtJXDbeNa18dJY3Hrlz+jBfJlDHqs/AbbGcaVC52JT0g+YeDU2aC6EJnAP4fHBJHUINjWLUsZsU2hRJKtlumdLbMTd2nCpFg7ZEvcSnjQleh8g1ewAKdYo4pnNhS5vJn77+iGfPlvTqbA/TJz1DeuuYT9mm8SbSB8bdjkTHPzw40eASZWMc2pGRgXF+4hOhyrRtDRNr2JNTyu8Z7Q1VIVXN568nerZoCpIsBKXhc3Kc7UdCK3gGjtvOHiaEq/2De8fBjyOXIwkVVwt4jiiKEnnxk7sp9Ya4YCOwKEkvLfd+YzvrL1nrxkXgsm/nHkeqBfAkadC8oa6OFGmrPho/29wbvl/ql0JKSWepAkn3uzAo8c5yyjYkmmzx4kj+UxG6Als84RHqIF85GR+9KU2Mh/tPL/yM3d594MPeXD/Dt/Z72hcYix19hdYArP09hyJr124mFmW1D2Z1uYh1QOutdl01axAs1Salu2EdxkmMdSlE89+Z787as94Rvmlu2t+/9EVzgln0XOeC399tbPV7fyUiS1W54ZzkaBWku68drU67+pjMTfstu4I6vBd5IePL/j0/ROSmvFZHwPDlPChfm4lcaeLDGPCOeXqkDhuIz3WjP/rb75X34/CuDfJtQ/WuJRcmJn1xyEgzhnxcSr1Z0Wm2rwjwivHHa4I4gLB2ftYtBBDIIii4jnqIw9OX2MsiZuuYSoT37+64tn13hDWUrjXd6C2XvIVdY6+oUjhmMKNKuo8XsuCbBYR1jHw8qrHuZaphm2oSLUAACAASURBVFspxldclcz91YacM391fWGW9KlmHagpRrJanXpx09HFjrcfPWXSQuM9u5vhuZpoC9GTszmaHFY+sJsmNk2gpEKDGfFNKnztydWPvfI/ESH4r371V/Vvzq9ZpDT1whfgXht546TnTz++Xg6/wVKuHqDbfYQT4Rc/fZ9vn5/z+Hqa63wdJgVXHefeeumIw27kfhf56sMrVIUvvnmXj26Ef/zzP8m//O0/BODXPnOf7z/b1zesgDhSycTqnlcqHDfkwsqbfvtvzq/JCbrGMU5K8babz1r44hsvs3MNP3j40DgC2AeqmBxoXndQi9Ws310aHyrkpLLAQCq2p9dU2FVGqQvOLss0+xUobe8RFU67yElseHm9ZhgzZ33Dzc2Ovx533EgynakIvhGiwjgYwzqqcPHh3uwvRaAU7py2BumVGnvpTDtrSY1WCFS1eipACJ5cbE81TYXYBAqOlMZqqWqQZnTCqje744vDQHbAZKhGFI86IxkW72hQrg8TIRiEmMbCS8c9lyGxv6mQ9jxBzYcR6IOwHXNl8s+s//rez9DePKzMKMEtkcD++/J3l48MHwyiXv6ecMvArqusF3C00ZLQtChPDmaIJGJ+C42zBsCLmUJ5EYY0Ic7XE8eivhCx9L1JjRg3psKqiTbp1xdr8K2DUuouuco6o/L5u3d4+4dPWfLLa1NpFAr7fd98qeGdnGnqhdt2HeN4YG6QsipHo3IkwsNwS74rYioac0+EM3F88OF+eV/EWcBOqAmSs7qobRxyEg3JWm0oeUea8vL7zWigq7WgPIcMzt97ZkU3eJu+naEqUUyJH8UzauFe13JI5lPvr8xOfJgyR21jTUXObKdM46M1EkUIYu+PISwQfY3czcqgxlco3uy87216ayBEKJPiA9WPxApTqbHIkpTdmOokbIiBqnE8fuk//Xmux0zTeC4ePeTpbs9uSByGA0slrHVkZqaX5xpXwaZgp67a05q3QHGFT4XA47nBwqTTwTk67+m95yDJArLIqApr8Xxwvic4iGqGY642GL/2yhn//INLUz54FlXBjHyJ3n52LHXZlFPLwJfNOEoW5U9tKG7FFAbrq/DZVctrpxsmMc9+5+OivkoojbOT7sRWbIdkYU6/970PmDM3TvvA5W6qg5lNM6o2iXsn9I1n5SOCcn51YPCFTj1ZoVs39L3w4HhNdND6BgukLbRNRBI00dWaHBE106eWgT97suXZNNB4x7EL5FxY+WCKnWLSxVhrliGeysYVLqZK+BbzIFkF4eXjY4qGGuPtScmagpmAjnc48QzjyFQSf315hQyFQlnklQstqhhKcz4MtN5zOGTO7vZc78YFgT89abgj0X4P7KwZOi6WcyLKN8+3qML3/vSP/06E4BM5BN88v76Fd28RVBQ46iLfvtjyYhf46ftHtV+QJa3PixXFz945Aaf80Q8/5uOroeYUcMseL6UWwsLbH13z3vXAQQpnbQCvfOPjZ3zxUyf88//7DylZCQo/PD8YZ2AhoJlJhYVqFVqMRLVuG0SErvFG6gqmFS9ScGqMXCPZRK4uLglzARMLeUEqHa3i0PMu21FNJvSWrIZzRiasyIIrFqiREdpNtIKQCr7K8Sz4p7A/ZHa7iceXB/oQeLrbs68EwuNVzxe6DXduvNkqi5JHUwgUgVXxMNkkb29E4e79voo77PIXhEYC9erBi8lJvXNQneb200SuZzQEx5QyvmkJ/pZoJ2o77t3OTHPu9C2bEOldsDTDUBizsm4a8pjYl1KnKuWF1Zo7mxYE1mNkfVTDPeYpv6JLqso+FbrGLZ9rpWIvDWepjY8glcldp1G93W3aN2dGQO0f8zy12pcVZrdMcVrgY2ca8M4HgrP9uFJZ6Wqku3VFPOYi1cRI0WKEQ7GfW5VSTPWcjzWNrmj1XPCVYe2qPM0JOVWCblH8Af79+08YfP1slcoTMEJXrjyUBoevZ7MAw3AwAYQqr6oZc1228F6Y3xXjQ1ijW5vaOv3N750gpGyeGxbUAyXZ/z8lI16VrPQRIwQqvODjc2qj+bvKc2vCYh3F/HkUu1gBvDpa5+m8M/TGCy92HakU9sXyMca1o6wFaXx9DuE4dgQfyFrYpcRBJ3YlLwiEVNMWs1a3NYBEb0idmPtqTlYLcjQTmqzzGRFuLiYijn0y18FStOZ5zIkr8PEH73H+5DGHm2d8cH5O023IaaSp5GIrmLrA7fP7i1JlwrpA9IaY2PfWMq+IqglQnYq1GEyuYnVFVWsdMndRE8mYdNX2x0Iq8JWrrS2pHYuBjauIhPXdc5Mt9QL3dp6DJ/hgEdBdX63Fb7GB53kRC9lc4Dv7gW9eXLDdj/XHzkxgueVvif3eXuHffu9jfve7D5eVihN4djnYd1TjLjnv8QE+fbLhn/7sq/ziG/foTwKHXGj6SItn9Mp63eAaI9VZixs561qit5wKBbYlc5USz8bExXDgYnvF/vqat5/uaER40K+5J5EOM0qiGhBJJY/76JBqauW94yYLc0ZDcPZ3Xj07ZazqiL6NldBtA6gNk86aLFXaGGlC5CeO1hSUNgRDtYORex3mtlmwx+iQMus+mEOiwFH0jLuJy4uRx9kszXealub4ukyUonzrcmfvb/g7ewHgP7IyKPXoL6rZ+QA7jHTijHjxcDfRN55GHD/16TPefu+cVODlFzZ8492nsyeLPQwyn41Zmlj/m8zadvj6ox2twG988QH/4qvv8tt/+R3mI/czdzZVenN7iF2FBkVqRryDGCJMGSfwJw/PaYOvqzDr3XMl7DTe8eTqEedXicaZa1eWZA/mbJ/q7B3osk1PSe3vWZCckmR5gUQ1auxY4SNzKFX6VUSMX0gUaLxweVPpHTVi9GsfnXPcB376zh0K8EfPPuZFF/nCC2e0TeDxYc9f7S8pAg9Cy9U48fTxLS1sfRRIk72urhpyiMwR0NghVnMdnD0cXAWuW4HRUXe4oOOe6IzRPGWzJfX1ZZ4fBrrG04ojtp4Oe29Llf+sukh0nm0eOKTM4+2Ol1cb9jqRNRF3wsoZm3hqzcOgepHa75eUlfdsc02oFJuUjGlcn4rquFaKLI2hOEwZsVBMraiCEcHKmAmxZp9XVGE2a1FAMnyPgTebnm3JjKXw4rrh44uB1sMcnKPOGfmriJkwVYi6ZEtG07qm0mIaaa3w9XY0pGhdXSrbGhIlxVY3So2PRlmHyJgmSuvNXWycX5EVYYfwg6cj5cRe2xvqeKKZaxH2FN7BLkJXZJ5J7HwWMWMVNWROEV7H8fH8fs0TYbBpMIqtuZy3Al7ELtub6x21/+FRHnm1a3lvGKk9s72fUucIlZqgaReWq1Oyr1ruDJzEwHVKbEsmZmGnhpqc+obzaSB7MXlchtYJ2SnrMGsrPMOUDQXICq2ZM7laE3KuMPzcCGVDFFwzo3tVUprsGdGiNNGbrTdq2njEDMbU8iKGpEzXV1yVllhadJ84hCtT48xHD1fVKrrwa2afEVctlYuab0BCiWIBRoYSKHtVfDHCmlNzukSUS830zlQI2/pcHDQvQG4p0Di/1NVHN1Pl28jMXqPMSaaCIQG1dzFZs6eI4l3DZ1464eOnl8TuiIvzGmld653O4NzCmYCZvPj+buLh7pw8mJz5jRdPefXkFOeV7ZTYpZE//8ET437UJqkku3NeaQMPkw0UTXSEk5bDTeKtB2e8sFqZnl7h5b7l7OWW986viX3HOGbwcO+oZ+1gHTzX48guGwqrTjgKkSCF1gUuh4E0TPjDwF6VrJ5Va/Lz2MwGXKnGFFdkZZHwGi/FnhVfA7wc0TtePzmhqKdtBLJJg13lF4Vi0mAnkCr3IKvSxsBRaSz6WYUYPJILqarAvBc0w6rzHKbCJEoejDuymxIuWshV71d8dBh4adVBzmZ/7RwXLvPqi0f4BIfFI+Nvf33iyuC1L/+iPqcYnJs8e1NE+IVX7vOdpxcE78232QnXh8m8zVvh6eWtHcrSTaJzB1AL/Qwo6sLWFoW+EfaTFcuAJ5XCf/PWC7z3eA9qRbMgZp0p5g3dOpAiJITWm4vay6vAH39wQSNh2ZuVOp2br7GZbVwcjIzjlKVg5mBWwgXo1BQJaW6U6tSGgwkjdAlVjjmTy557PSFbJ56l3n0VIh631nzMBD1NBR8cv/LaK7x9fs5hylwOI7/y2oOleHzr8pIbCh99eMMwlmXCXh0ZqbGpuueZkKRSyW/KUphzVYJ01cZyX0qdeu1giUBsVwzDzgxxqBaZau9xERAPp11kd7CAGCcmDUwp45tgRWxQDih9jPS1Q95Og5Gnssn0Ip4bSeRcjXPqoVgHx/VkTVPtF5ajOHMLVOvU8zzWpfPdVsfRuj+YJzvfxgVLmKuiujmC2R7WF53nyZiInWeVlSeXE6vg2c/uZxgC41WNRCVuIcWZj469hqMY6s4ZUqp2rI2jEcfZZsXNzd4KhLMI6t55S7pznowVhGYyOagTkMrx6oNnlwvxjieLzmZzKLLA9l5N7uiLXWqlXval2F8wtzYhPhq5ymUpOinYWXZOKAnynMjnIJ5F23LUG//52TcyN8K3oLgXYzvH+mFJJUdWdSRTbRoi9p5klDshMlQp3FgylxiRsNmCT0qe6o7eWx4JKiSMJ3KztQQ9QpVx2X1l70Wxs9R6i4JVxbgcAk1n51GdpYMyzRO08TkKRrhsmsD1zUB2wv3jhsux8OJJw+OrCTAvgbFx9h7P/JaiiyXLbCZGlQI2DrIXehwrF8iYxewLwfE0l7ozDngcE4VNE7jxmbtEVIRrTexzJgrst9lcRp2tNHKtdQHhtXXkW/uxDjpimTTAbCo3SxN9jGa7LYVf+yf/lOHpd7nM8NWvfZuSBrM6z3b2Z2Owucbb1WDQPlJq8wevrVrefnqzNJBgF7010dSQpxk+gpKsyfbREWpU8BsvHXOnX+F84aWuIY8T+8nWDjelcD2O/PDZgVUTOG2NbHrWN5Adx52rTrXQBM9VGtiNhSMfGfNAk5XrDAnjkY3AYRw4qisPX6fzmcRcMJ5U5JZMWEqhkLnbR+51pwtBXbXYGixXorJCydkcQLM1j74GQYnY5f61p8+QbG65pf4/htzaXfhou7X3pxfutC1fevmYf/XnDy0b4rghblqyQtxP/IPXX+Ebl+eUUYmjrYyGFv7i//39vxMm+ESEYL6/l4m+wnWiBm198/E5kwg+J5P/1ALQ9YGH54fKrtfFFMZgRKmdrDx3lOynzZBjETjY84VzjiOEf/jWa3zw+LyuF25lhgZXFTrBAidEca2njIWN93zt6Q1NCJRs5KP8nDlILoWAsHGeJ5KI1azEAYM3RKQo4IWovsotLa5yEnMRSyhhgWAdRQohwT4XXtyseTocajdol22oaoVxynivdJ1ne8jE6CiTkbXSVPiddx7yn7/+gN/74f/P2Zs9WZYcZ34/j4iz3Htzq6yqrqpe0QABYiGGAMgBCRIzI42kgZZXPUumV/0zMpPpf9CDHmQmMz5oNOJQJMUhCZIzJEHsQHejt+qqyqpc7nLOicX14HFOFmggxsSEobqRlbh5lggP98+/7/OP+a/ffh3vA3NJ8bnTM/722QVxyvWEdNy/23Gzn5OL+VyUhWw5SzZn519R68WlYgG8qRVvEwJTqtPUymTPLmVzf8uwbmxWhKKELNwMicY7gghjKfhsfTFyQdXhW+i9oy+2EZ5NA0M0Hok4q7qOGjhxDTuNaCvGdldhlwonbeA6TggeFVsxcyvB0F1zOiu5OljOVcv8BBZG9HxIKaVknKvwc80XnBoJi9rTfozy5qYnlkIJQrdRtrtkRMq6mrXAWAMCAsFTHfKgcXaYTFltczqrUp0zXknyyn4Y7R3Vnl9wwlg5K16shdCII+dkXgFqqNxnNoGfXE+oKMfquUFRcZUoW/coFYrWimBhskt1unzfqSWp19nmcpi0rdg0NqfoZJtfKjRUsqMItOLq1D1DyrRaoyehuvS99A4U2mpaI9jkvIuUrMUgjg2OgUInhkA5FS5TssPbOWJJix4dMTWDGdEYA77Uv3NY++ykXdEfr/nw2VOb/RLMArp1gbBpyNtkw5Cy3YeLZlWetolUCw0nxTocTmoiYb3jII7DmHDBBsTcTOYa+PhyMtRGzMJaBuU4wI23w47lWdxqx5kTXBVCtk0aKYTKpg81meiqC6MTYVPnY/hQE68af4oqZVSbeFmLkdkxRjD3u/e3EzRYYaaGdGpt68ncS1QrbFQLWjLf++F36WXkR++9T9f0ZOfZTzeVHD1zCeocB7W1Xxa4DigWF392mDg/7rncDRXVtWmhD0/WPNkOdr0OfOdIh6qBCUKZCo/O13zhjTu8vzvw0f4GAYsfpXDiA8SMNg03WYhSaFtLwK+maNNqgZ/cTNzre3YpmZ9M4wnOE+TAva4hO0fKFotAcKWwdp6RgneemymxqYWcU092yrYkGhxrZ3MNxAmvNYFN2Nja9cHaBOIZ6shsELQUgmsoaWLmE5RsiGIRGx8ei8kOWzyRYveRa9tLLTh4DwzCNmTW3vOt/+yf8f2//Q9MR8r/8J9+hf/lf/s29zc9f/TuR0ipbsH1zNy4f/jY/6UcgmUh11VcEZO6tqtjVKk2lDWTOVs3fPTiwEIV0+UPZiah1H6sqhrUNO8Obgljs9FLEccQwE3XTLnUSq8adMyJhVY5kyjqhCbZvO/vPr9hO1ZDGafEnC07rvwGwWAfBVw1pchFaxZrUkV1jk2p7GCMrDRQSE4YMEjYN56jpmUtjo0LppxAebrd03cej/C5R6dor+x9Zu8iqStMTmlXHqZCGlMlfQlNazMR/viDx/yrt19lmxIxJ3bDRHHCug2892RLyRDMHYb9lM0wR+0gsYmtNtBlGZzhLDg7b/4J1oapdbSaQc6d42M2q9aGxVQFAs58x72HbamVsXdkVYZYOMTELhYOMROaSuQqkEoiZ0WnwiEniivcXbU8WK95uN5wHBrurzZMY+bZ9kBOiu5KNbmy8m4bE0dNO6eTSzC1w77Wp0vlW5b1OrduZ9jU1o39fJnKAjfYX1nw9eLqMlQohZ+NE11FW877hod3NtTHsWwOLWoGPmLdiVzbakkLUUFKwVPAedpgXv/iHLtDplG/zGCfE2ZX31/Mxq3RIZHrfTrgtcbz023ki/c3iMKLi2R/o8aCliJLcFa1XrFUAmFxkESqwsJaf28cDHafcqmtOPjtk45crAUkwTFrl6RKqURsHzgxNGzevwV4pbVpna2zBHodLGAOWpikcK1lmVRozBZDLPYlc5UToxoRqvfmT4B3tpZUwVX3wFK4GiemJa7IcrC1TWDYXXO0ajg+as0ZU2woV9wXBgoEv7Dw1ZtKJt5CTyBGKnRFub4ZOOwTccgEL0sYQ2ajxsqZKFphZUMvDknxI5z5uVVZD14BnZux9X9Xd2raWjDNe06p2nwVkma6YMl2VzwHLVzliYiheUNURB2pziGZWxRJLbmeVOmKcV+WA71ewLJtpEo0U8L7wDsfvsd7F9fmAbG95nJ7U9sF9YJRlvacWLJqLdYa48USzoKyy5XIKbfS1Mc3B46OG7oTU3zkoSxE1DurjpP1irsP1rSivHbUc7fvOOo79hhZeiyFQaGv5PHQCE8PB54PGXWFmIwofb7uWbfCw1XH3U1P35hs5PVuxX3vcFMCzUw5cjUOHGK0Fk4RNGVaIBWbkRJLxmXlzAVTOrx0xD2dMtEFUimMMTKlxJiNkJqLze2YW1dBhZQt1sXaciEXNl3gdJEn28/aGWcxa59smurKBVSU3XbiLz6+5uP3vsuX7t9lM7b8X//mu7x6f82uER4e98vxKzUg7iqx/xd9/fKEgArj1Dg84z2KQeoGj5pfPga08f7z/Vw/MYdgW/y1QtMFcsBVKNCY5Bag+yB1Rn1lQ6v5PP9gF8lHczVWiYG1v1JFOYxzrxzl7CQwQUU1LOA3nR108xCjmfA9NnafiqLBkWsQQ42h6WQuzgtTSpAVlxQtmcubkZubiWc3A5fDxM0+QlGa4Gk7zxvHK/ZN4juX1xbAdDlvDM50Qnu/4fik4V4TKNlMiFzw7KfI964v+aMPn+BDoG8anAgXhwMpVVmVZvrGM+RCwgyCblLiMKXKGq6pmZi+3WYFuNoGsHeorgYi33Hn1Te5f3pmls0K4iygJVXurVvqmAVynj3VzfZ1zAb5X+2NVCX1IC4UnBhZa8j59iARq2ZGEneO+sUcygfHmQ+UmJcluIuJVU12qG/YkKbbfrrzNvhmJmqJk2paqMuGXRa7E8qwjAeb04Sfq0TnbOLdYeSkCdXSVHnlTk8jlThoWaWxz0u1Nxahd64y0TODKkls2BBQR6caTPhktyOqkQt91d9nLTStNz5GNsh/jpKhCB9Fm5nwnYst4h1HjePVsWb/Yj15V6vxZt7iM3KiRjicoc9Pq+fZbrJKu5qXCMLdNkAxBCxPNZo0plKZyAylLM/U2+AAa2Wo8jhG7jSBiUx2sNdE1sJZsJbRkQSTQNVDal+sIkxqBLlcfRjGkhlzpuT6voszhIV6uGa43A8cpkySUitSx+m9O7z15hscn6xNEiqOTR/oWs+qN5wip8iBxK4ktimbjS0GA6NmQe2rBO/suCd4z9G6q+Yytu+kPtZcK2rrLVuboegcJWE7ZMKgnNVnLgvUbrGgYNp8p8KgSsSmKQ61n57q7AIbsmXr0vjFtv5dJY/O3g6+Ip+CtQcbcYZ6CjwMRty0dlvNahyIWD9JS2FINtUSVfq+59nFs5pgzwWb2r3O6peaG8xKsxkBWdjxGN8jo1ymxOvna0IXcJj3QspC3hamIZNS4bRvOV139GvP137lLg/6lkNSnsWJKxcpIdI6x8m643y94ri3kcmdg9dOj3EFXICTtqP1woN1TyvG+bhOkeBtBLBTiCUyROWOc9z1DQ+6njeONzzqezp1qGaYMhozkjJjdSSNqhxiYT8lDikzpcKYC1POHKbRbK9LHXue7cwYRkO9RJVDSvjG+AYChjjV55lT4TN3TpdzExMjIKJM1czuqGm4HiNd5Xu99/SGd59t+euPn3JxM/D2p855vBu5mEY+uBzq3IUZOp3X3y/++qUcgk/91u9qBR+55SBbwOy9M2MbZOlVPjpf8cOPrm4ruZeCscicUc49zPnv7TNF4RuvHPEnT7bzCb8wWB31EFkJd5uGVzRUGZZU/bVlqSI2HpUM37m8XjJ5L55Pn7U8jYFf+fJvElT48z//A3K2wReffXDM+xd7cIY6dKuecRwpXgnRnLA6zPN8yiZq1FplpZhrL5YKEQl3Nx03JeN6ZcSqh8JtkEENttlqpHeBWIwIeCSOtRfePr/PH//wA0oxb+5vvv4KqLBqG05XLb//3kdcXOwr415p1oFxstGkrnE453DOCG6N2qx6L2LkJHHWNqjXi4M33niLw6C8/cYD/pv//FtcXl3we//n7/Hjn75nZhlqU+6mlKnOyqS5gq3vJufaOy6ANwb/7EvRVJta70ze6L3juA/kIkSykaiicq2RBuEkdBxKJjfKFM2oY4amrFdZ1QGz3vulr1IPtYqL1kJmhjdnIEpqq8F8wStAwG2EK7VHfosifGFzxEVKNuJaIIyRJ4eCd9B5YZ8s0XI1YLzMIWkbI4z0wdogpfbZc90X68ZDtnZSLsrklSZrNeGxOwxaeR91/ySqm5nAaee508D7nVUe6kzFMjkq87y2DWoVryo88IGPnh3YD3lpH2kN7Ed9YBgKI/W55bI8m/CgIagzPowx5JbgP58Es4mU6bVtlghqpkiziRMC6zrdz+zzbf9Oxf5341zlTRgamEpho4Lc2HOYqu1xE4w5vq7Q+qOH98jNCXF6ynaKXN7s0FrdhSBMQ6YXByI2EyIm8yMQ8OJoxFkVLXZAllxH2DaeIWV8EFQKqe6nWsfcBtSaS85IlgrVt99akHdXDY+zFVC992hF4sD2ay9mVLMR5UVdjRvfoBRW3kYhO+c4lMwVaUlyD9eZoDZSOOCMTMZcZ1mi4QpMoRZ4tdKXusDFOZwEmm7F6emGp48/XBxX7bVKTRxtf8xVvmUBZWmNzOu1hvvl9KgbFkEMCUmKemE3REoueHUcr1qSg1852/CrrxxzLYn70qICH+aB61zY4Fj7hqle+1nlr9kLDHxyeeCsExKJkuFmPDBFz2nnOWo9qdj15CGSp8KdIHwUJ/bqjD8gykYCEaVTKx5TLJWHZbQzmRPsyoeZRJk0c9977q7PrGCqSLOrnB1bEgWndXgRws0wMMZE670ZFFWS/hgnvv34gs47xrr3xJvZWy6FF8NkyHzwOGzyqRZLXveaTBGhoBmOuoY3z3p+cnGAGruFwo//6k9+YVbwH0UIZkhkrr3BssVXztZ4Z/CwAo0q73xybZnrkgXMVYuFcvuzVBe6uoFqtvJw3fCnT7cVwr2Vs8xZqQK/fX6H5ynxfhpm5Ypl2GKfaxdXeHfYLvINEPr1imfuDm8+Ome8eYFPzzjq2yp7c5TRbDQr75ZhPIAqIcFGvI3/LJlDzkxzNl4f57oNzANK2uBpvMk8zo/bighYNj1resFg5UTBqSOq9Y98JRkOSfnw6gX3+9bIQTnzV0+fk5yxjbfjxLOLnQVSlGYVyFlp+0DTBzuGkxLHREzKoeQ6rY8FGpxlcaD49pTgA7/xtd/gm7/xVZp1w7R9zHizgxDwzuHEMdWDtnGO49a+H8RY8ZRqyQtooA41MsmcKrWyEvM6UCOzxWREOS1CTEpoBZ8BFa7zSMmZJgq+sSFOS4xVsRupAWjeqMyByM1qfalLsK47rZCZsLjjaa5JkV/i9/xbcPOHV/b/97db7npPUx/epRe6tmp9M7QVLrWebuWiiNB2HSnbwdoenRi3wBsZySmQlX1MDJotsVVoMhyyIkctzVFDd9KQGgvDUYTBK4MUtq6wk8LHU+QH+8Tdgx0qRdRGVGMBSUwvwgAAIABJREFUbRlhXIdJ3TsoHz21ceF+ThREqxTOsR8KU60EnaiRu8SGxrRUD4MKOc98FNvyMqP3fGrTG4JUrMUWsc8SEXNQE6ts1YmpA9QIdLOKYdRiCZJWC1+UYV+4yZEkalPz2oA4WDlXEY7C5c1IB3zjN7/Jo7t3GPeZzgsnq5b9LtE7W7uts/7v3b7lOASaup6308iuer2PSZimyM3hFv6NxVQGIjZ8xlW1yxxdl3VaoXEpNX6ptW2eHhJ9FF7vQvU00EVVW4qhDQ4IVXkwj52eQ+ZzzCk0iCFjCLhoPgVJDW2JWguvOQmu/ykCXz/patytcL/A6eaIvlvz+S9+hbfu3+HzD+6C8/R1fPripSDYZMKaiIKaA6uIBZUa+0VtX9lasKJvJrCq2mCx7GCz7uiC5/5qw9HdnoTyhZMN9/qW7S6y3yUbUoayLoEuCj2BD663vPP0BT/46Dl//ckVP3h+wyEVbnYj711f8RePn/P8JlJK4ZX1ik+f9Wxax9VUKCUTJxv13ji4jJFV03JTCte1ZbUXQw8ngeuSSb7y2lwhOkyhIuYZ0XnHMY77TcenjhtSzsRiI6jnAzxjfhtSBB9acI4YE50ETrueo7ajCw0erYoLOxOohZwBn5Y4NuI4acwT1LgXhpacrDvGmOglmCsvgfOuI+bCOy92tlbcnML5X3jaw3/MqVCNSDhrTqmHrxMou5FVCMRcaEQ42jRcPJsMmnVuYaMzQ1Nzlkn1n5+/L4XTzvPxLtYLnpEEFl7CHPT/8vElpVF2CO+UiU87j6qvB4HpmcUp10NlAXjH57/wZU5O7/L63RXXL17w4bs/5jvvvGB3mOplVXijJjHFz4RH2Nh5Tucch1yliN5MepzaATBUeZSq9RNXbeDtV8/4u4sLZmmld2Y2UjAjIefrKOb6ohscGZukFlEO48iXHpzz9N0neHHc7CbWPpAV/t3Hj60vr0ZIbL0QxSrIoWb0rrUAXorBh0lgHVw1W7IgZXwIwcUtfbjD/vIZfP6L/JPPfooHbeSHP/gJT66u2KfCUeu5HlINCoor9oRyrYIFzNKzVkchOJN/FSP1eO/qyQtelFig92KHXil4EaJzrM9aLp8eaFY2jGY7DLjW0XXBkoslueQlGFOWlsSSRIpVizPpafaTmIOVq+9FEFJMNHX6l9YPnqFfV9+pVX3C9/YH3uw7gm/onCN1ik/Kh1cm0Txxnhsy4rwRNlXJKXLUwKQOl6MRFxW6vmEaErneSyqZmyHTt4GVBHNnO2S2OTO2io+2VrVW2zUeLweQoryzj7gDfO24JQo8EWWsa+OOCs+GwnXMPFYj2Da1Cp5bLbOks4jDVfRPMdMW70w3naUiNEo95Oozr+WTVDLeOzd7zpuGq1Lo1ayBC5YEeXGMmhZkDWBCb8mICuedZ0iK83W9XhnzHG/7Z3tIrEJAUKJkM8ZSR9N4nn3yAd/7QebjyxuOTnqa4thuJ867nkkTTetxnZllEaHxatwLHClA0kRsYdhNpNESk6TQdYExGsKVY2E3TZwed5RkUs5UMqpVTigvraYZhVUjzyV1fHwTaZzQrmq7RMx7YBaJehGbfSHmnbI2IxJGCidi17MSYZtBoqFT6rh1aFTFFVnY8V4LGfjrF4NlG7U+UYQxZx7du89XPvs6/88f/4y/evYJrz98yJMnn2CGQHbt4j0l53pftscW0tcczpcUhEU7L8x/gLqqxyrKdhzZnDTkfaYdYLVpyU54th84agLvDwfeRbjTBo7XHU93A7rJrIJnfaehk8DH0563+w37nLmcJoqYwuedqxvuxR7vBVeUm2jE93VrnK61d7iY2TjhkzERiiWiU8pkhWPgkDOtN57WmAutWkswBZOGJjXeBqrEmEhxRcqWCfWNTZzMWBunIDRNY8mdwHrVEado7QUy3gXj+QikdPvQnCoTRuMxtbVjStOSHJQMeGEg0naeFDOd82SgX7UEOq52O3rvGOu7szHxv/jrlyMEzmCuOaiCGUn03lHWgVTMQjWpMiZd+q/zBlB5aYe7OZDNCca8loSbWqHLywFO5n/eHgJTtsMXZ3DfT0qkYMNKvJr15befXZs/PEKMiTKMpBdP6KXgO8+Tqy3DYbLgMsOcNZOd/X2kHgJSiYszocMOv1oCoWRnLPZ1azIXBeKY+f6zC6tSpR5SzlzunAdtBe+tr+ZFKLUaqvW1SQMRfnx9SYl2v41zfPfqiu+9eM7li4F5Ytl6FTikxJ11hxNhFdyyQHOZUXBhKBkzurT3Esvt/IcYI+99+CHvPbvg7Cixv3nOH//Zn/PTT645Pr2DOOEw5Rl7NDgyZVSNwEWGVQjMjlROajXphL5t6IP53tv0OKGIeZwPyaJFioUYM58+PeK37r7Cw0drVhIYS8b1BgcOU6LxMyegTjBcQJpbAeHcIpqhvOWrSsDmdaSURTUjKqQpLy2o+fPmnugCu9Z1/N7hwIs00XlPKEJ08OBsDShXOdV7VaZiraRVgEMRTtctCKzbDa/fPzFVhFhYzbFUoq1y1DWs155DHs2kZ9Pgx1uezcIBkNv7exn7y8Bfbid+NmT220zaFq6uMz+5ilxNcyBQEMezYap3alVqHZBG1kLKlqxkS2Gs1SC3tXDB1kKofhJBjRy5vAgnPM8ZX/vi5v9uyMWhEuEKdnBWKgZBDGnrvCNFUyFpLpTnVZVSlQFxtF6sE4cPQiliyJQI26tLhmniez99l9a1SIGnVzuGZAmtFFPWpMEaMK4xlYoKNK1x5n0wldI0RnxNcmaiZ+s9a+8J4mid53I7sI+Z3tnwJLsXW0lzcJ1DoGWxzlDSev+7feE8eFy2ysdXACzXAiVjbbBOzK54XQxZOGAa8wbY1WFPqLkz+srOEqkKozJPtzOHzeWArrH1S1/4Cv/lN3+bDs9nXjsF31JKwyv37rOYDVSJpJHd6pqRZefVuM5CVp2R22VH1dpQaj8lOuVR35GiWX9/43zNg9AQ1KTQqdjKjKWw08J711t6hE8uRx5fHfjg2Z4fPbkiDpkhqRm6DdFIr1pQLzwZIo8PI58MkUELh1y4HBJPbiY+vBr4aEz8YDsxFWUVTF0QHBiFuRhpUN1SBHvnmLw1LUt9logRdaMWrqdEcFbVx2QKGBXMcrkURDLBmeWy+adUt0T15FzMhEiF5OdIBFMtdnIxrknWQsRGIveN56hvGTSzCQ05mmIhpUTfd4TjY14MIyrKG3c72+tzMfsPfP3ShEDqB8zp39mqsfGk24kPH9sLctWH/mwVmJEA4OfUCEu1byvm9vOlap1/7u912VBzjYLO5jFWneRsI5PHovxEzcO/cY63zjskK955Oqx38/7P3sF3jpgzH/7079geTOqVS1kGxlzFEXVis7OxGQhttqw9a2YQUOeZdf2uVOOvipoMM5KBycmMaV5hTAyutxaBjcpNlXCSpLByLykqgFz7rIdcOOu8odYqPP54yzsfXGHtR6WpjOM7fU/Mai5ZCK8cdWg07kHBCCmlKIc4MaZsrQbNxFRwqkZIHJTrF8/4/T/9Ln/wb/8N33/vE77+lS/zrX/xu3z+rTcsWAZnZKP6Cn31L/DOKu91F+p9WyBona+/35z9nMxkK2NVJ1FyyXZ4O+G4CNMw8KX1Gd946yHnZyt8LOZhjzAcEtMu0rVhccE0/oosi0kXogA4X2WsVd+7EB4EKG5JI3SWHiq3iSzLMkbh1u4Z+6znY+TdtOeosd7fxjvOTnvePumJWDvD+sLKIUPOym6YGKYJH+CT51tbO/W/3hvM23eBJ9d7PrzaMSTl+TjxwY05tt2iH/Ue061cV+v+MWqEPecXMXNTCg9WftHEa5U0OudwUg8H7xYkxEidswzSNP6aTapb1CxVS6mmP/M71KoUqhK9OWWYIeUJ5X7rGcX6sKkmHJMqeFng12MXQOC8a4w0V4BthhdGRC15XmtWLfchcBgnximTgevdxKRmdbwvhcMhcvHiOVfXQ41HZmXuPDTe4xWarIzRYPZ+5dkOCQnCSRNo1Hq0ORekcdBUVNPDUGzqoRNDD70qL24mdqN597ua7M+J1BzrKm0MX2V6qqYC+WQ7cRgzDYVDNrfFm2owZn4FSufMX6UVazma0sPGPufKXcoyj/CdV6tJDl9WBmQK96tBg6qS9okvPDzjqFG2Nzu+9Ovf5J//xtf4+le+hsYdofFIsYsdU+1nCwsquiBVMieM1LHgs4y8RvLq2jcTmI9Cw+Nx5I7AiPJ/P7kBN5Nijfz6aL2yg/YQyQmuSLX4zIxTIpfCsMt87/klj3cjlzlSnOIbawF1jWMVPCsvdHiOG1P1eFdonXCswgHl+TBxmAovmozLZt51KImplKqQSBy8Upzg1fgnk8JEYRcTsWQ+vRJG39E2Jg0sJTPGtKyBApUgW4x/pXlJ5LOb2922T9/b7paBdDEWUDtHUBijtRajKjc5mYGUGgpUvFKSOdlevrjh8fMnnB+3tE3DO88PKNB44Xj1j0wILI7YZTfesSMTD8lIZKnwwc2h+iY7ntwMLHbEWtGBuhG1/tPVfuXcX3vYV4enl4KvOL2FqeaKboEOzPRGkWXSXFT4MSNtU/g/3r0gF/vsjMGhGcfjDz/kX//BH/Lddy+qpAT6dU8IgS++suFSbSjfHDAtsxYOORFFll75TANwwdCF+eE5geMjz8Z7HvY9SNVxlxpE9LYHPhO7HBWSzgYDT1T2ef3ZLPOQFvsdMRer/sVc1R7c29QNbxW0YPfw/DCxagM+VuviWn6peqY872BHToVJi+lcc2K8ec73/ubP+ejJc97+9FtcXLzAtcc0wePFYLhJE2Mui9FK4+xA6RpbvF3w+FA93ytUFnO2VoVYT20dPKddR6tWbRRVvn7vDt63dgipMk2Rr5zf4eufecTd046TtuF81fHoZEMcElOM+FwdKkVovfEMBKoD4+16UrV+65KGWob1UsVmSWeqm/clGKH+6/wzFSatvhplhO+Pe86DBYgW2Dm4c9QyUhiTreGcjE+ACn2/Zn8YKKUw5GSOdd4Ic6F3DEC3bky+NidQNR8vSp0GWdk8/lZeOAfeuVcttZGfVfjxdqKg3O2bhVSkKOvOiLlKrm1BMZ6BWl84JkOnfGckNxU7+FVsNkYj1qcE47bY03NzBlWNkkz58eEUSaVw3BtkmrNxB1pMyuo9+CAcIYwxsy+F4TrCLrMJvjpm2j4RdUTNCMJR17BqA51TVp0RxoZYmKq6YD9G8NCtgh3eQeh8YIXxfvYxc1R5MtNYKrveKvSuaTjqG1ZNw3G/ovOe8ZAZpoi0wuSUEIJNc3RC8I62OK6vD0gxJ9K+ciy0Ho7GMa1qARGclJ/jXD3fZXb7yJfWLVNJxqmoBdJezdtiXd3tJkxavRPjHHhksTVO3KoMjOCttcKtBNUhkadKbC2O3/vDP+J//7f/nsvdM37t01/gW7/9VR6ervjUvdNbcmxFRXUJZPX7IovviVQUa95b6iqhUCrpmlm6au2VUoRnWXl91fKrZxtW3kiduSKYJSqvr9dELNHxkw2uQxy9d6xUOG4Dq9Zz1IWFu0QpBsWngmS7niDQAaLmuXEaHJcoLUaQvciZz+YWXwTNypEGQir4ovQqbKJANRdyqjMIBsCbjfBR6XAYuViXjWuHqKuFp9a28ezKuzzLLDWxhps8cZEHQ+alsGk8KRWbtFoyrTOFRqn3dzWNleOWyMniwbptCEFgUmJ05rTolNDCm+ctr3T/SA6BA2sbFJBWiAcjYzhxeA95Kjx444gXVwcud+MyPGU5/Wognslc5rpkAfhRH3hcpwPCDPPO/6fbnvMSoOX28xaoX8VuQQp/sd/zxnHLR1eTwapOaJtASgMfP90RsxAqMyfmQtzucUeeH19mApA8uCJkX1hFQb0lG0UtWw2tcLrpee1khZOGovDe5RUX+xHJyhiVEhztqYMB+uLYuzry05rQNaO2G2kcBnVyy4BHTP8csz3E6MGrMKZk1rbVSOTR/Y3JH0VtxLIUkga6IMbKF+Gt8xWPdxO51FkFGMkyZaX1juRsbKcU6BxsD5F9vuYvfvSE/+K3XuGf/tbXCYcP+ZOwNlVByYi62hsvkBTvDeIck40WVTWCnXM2xClqWbwRqCiCBONjdN4TUuH1s55m1SG5GGsbIadEzkY++/XTU95rBp7vR7Iv3F91XA6RphGGqaA5kQh0LjDmCkWXCkM7QbOQSq2ZZrRrqWz0ZVCLMiVcG+xgcGXhHCxJrNbx0dXJTRL8zXDgUdNy3NgI5SNxyKlwnOGdmwHqvIIxw3B1bSYyBbrGnA1TSZTGU+ohNuWM2MjCmsjdVmGL78KyaVjabLPMcw688w9aX1L5ZIj0zobpTBmu95PtYW5bdd5bRexQmtbIqaIWTbVCuKEoxZlMyomyoWGf01zuGomOW0no0tNO8HwY0aJsBiHfRKRxvN11PAuFg7dx6DmC2xWmMSPZ1lbnPfhqMFX3dsAbcFsMzRDUoDtxbCupqwyFftXQZYG2wTnPNkae70f61qE1gUl11DQCBWetARHzxV/D1T7z8Kg3vwDv2B0mslMGyWg2D/uihXXXQhYOU2QUx9funfCDF3sj9M4HABW1q8VMI3NbyjgEuQh/+myPKnz+NPC4FMasiC8kTHs/YUlAUgvgE45Rc5VsmmeKDbeaE+Qq/8URgefOHDZvPt6iKjwpDuc+ouyP6LvEn/z5X/NsX/jp02tLSh1mBDUnkFCHrQEUe9dzrFa1pLmuyeXUnAkFCg/WLddDom1MAvfONCIRfjNsGIu1NGJRei+sVfjC8RH7XNhOkWPfWBwUc/dLMXMSWrMPl2IuqWBogLM95tVg+4zSZlg5+HDKBJTgA+eh5WKa+PEw8Kv9hp/FgVY9rd0erirMGrX3NJBx4nieIl9fr3ieG9bOWau6mO0xyVrpRbXaeGRyNvzZ1bidVZfiRFTYTwPv5dGenQOXbD/3bUCKtaTGWJZCT72REIs3RVKjDteaP4EPNo/lJu4I3rgJXef54DDRDbdF09//+uWyw9/+XUXglU3HRxc7vKuOY0ptJpnpzYPjHueFj6+GlyosXRaIUFd9URDHaycNH9+M5FIV084OOkuca/CuJ+QMf1kbS5DeKqe5fbDuV0xpMKOjCJ9drfnp8y2tq0Smen+pmPtezIXP3V3x3hBx0bgLGevpt7EmBtTAViHUz75+ynceXyJimnLJs+2qbbavvXLGd967BoGTY8/TGGmlVv01iblluZt2eCViY1IrmpfrwpktmRsgJJuxdvVsWJCUN189Zj9GHKZAmNn/JqUWppwJwePF4MUR5aAJTUonAaHQhWBSMpE6VlbYxcLdO3f59Nuf5vriMSd3zjg/OiKr8Gf//q+42h2Y5XyzZt56nXXMb4UVU7G+X1ZdfOGbysRugqMTx+SUlI3V/pWH9wxezwXxmc73RkZMqSafCt6RnPBizLz/4ooxJjahIYny7GZP0waazrMWz9UUlwNyjkc5Fas86mE6H6xz7jqv2RkQ8J1fWjjuVrAw18Assw8U1Al4ay99eXXEVYz1XWZ+vJ3QXcaFOjO9VoyTYbwEX+dKBFkS6LurjoutPesZxq/n4Euwc91X8+KqFRtzj19vNeLLDnopr/7acc+3L/Y19zbS1Wxkow40QfZalQBmAmPTW5X+brvYbHfOGzM/RbJAo9YeE8Esgb1DnA1+mq2zN4PAUJiSJZhfvtOTgbdWjm9fjFxqqT3Ows2YaKtee57RsQrmCREwpCzmRMpCcZngHFcHY6U7hNabBn+q5AjvjewqdY85gcbVytk7yIX5zUcsYT9bW+U3RZtDsUuRqY62VjVewSFn7nYdvQ882x9sImbn+NUHZza982bi8X4wH4dqpqDMXhoGkVt7FhuHXKXBrbe18tnTnr04blplrYbY7cTapn5QDpMlbmPJtN5Ve3Kr6pNab1qqF0DJZmN9Cjy5GQndMa7NiBTadsO3vvFPePJiS5xe8HfvfMJhSotluc4oXDGMU6WuT+EWDWWu5WakgNuFVw++dee5mz0340DuPPtYqlYeHnWBJzFbG9QJXpQT70kZM1eqrYCT1vPauiE3ntY5NJmd9+5gRZA4h/PK/hApQzYVSxGSM3OwWFVavjpkZrVWM6poStxUcm1xtlZ6xUYrV/4EpXDS9aQMvQ9GlC3R1nhoOWosabWJsop4w3FCsBwgzxJmoIjwfBoQ8fyH6+f4AidiQ+NKKaRsQ+hyhkOJXI8R791CuA3YvBNVRVpHFzwNjhLgps47mCPH3aOOyRf+9l//gfALvn5pQvD2b/2uroNju4v4xh6iE0cnngkbu4pzJMmc9B2Xh8mWjOqyeOa+s1DhTqdocQs8b2dMvbYZg5+j33KS2oZpWk+U8nMIQfBSD3qMAavKCYFhjGgxGDXXIA7C6VnDdkisYjXCccJNo/ipkIKY21s9GV47Pead4cp6pm7+LOuhZlf9u9Wg803rYRDurVt+uN9x3gQuc7q99wI4az3YQCF7HmbIcjtwBmoPPkPrA+Pzid2Y8eI43rT4xhKhoqVayOpyKLetZyqFOGa63nPaN3x0sWeqZC5VjJHcCkchsJ8yfbA59Ieo9VkKr77yCkUzjx4+4DBEvvejH9eAbtDjl++fc9QFk9KgRBW2Y+IHz16wT8YNMERoDr3mPNeFwDZOnHYt12PkUydrPt4OPLhzxG6Y2I4Tb52sude1ZJyNVfYeRVEXaJpQe4oHfvjiEq/Ck+2eTWi4mSaO1h0heHZD/DnVgaolH21jLaqyRCpZ1powt4wE13pLZv5+UsttIjF7USxAlbPD9XPtil1KnAfhby4P1jvcJ7qmHjWFW4i9QOncwiHpvaeVzLVXdARJdZ3P8KNY5F22rMiCvi33I3rb25p7j86CUB0VhQvC4XogNI55gh2YfG9v4xJtEJdWZrJYC+Csa9ieyVLBbKQhlcykptfPUvuitbXggv2cd46SlF4c+SbjUh3yUqyl5BtTBzXemW2rg2EqjCmZlXMuiHP0PpDHshgNGdEvcyh2qG5jRIDzdV+5D5k2dIzRSMSHlKyiEpjbPy12wIRQ2B6s2vUCqaj1n5s6zbMY98d7x5gS6h292jjiInA1TuynibPNhpvhwGvHa87OW4p4GoTLOOGHxNOtHVjxJRh1NjgK2IjaMreLagGVUVrg+GEDxdVBR3Wuyo0hA0EMJbDxu9a2Cwp7zQTxFIqNSFdDen7tuOXfPd3SH3W1urbrETHHztcf3OPjiyvGcVgS09lX31UeFzOPwM3JtFRUqsZwO2GolrJQTac677iD8I2HR/xX/+1/z//4P/3Phlx2QkrwoAs8nSIbHM9itLgocyClru86c6Io684xLdk+L7X7qKqcssD0ojYm+yxYmyWqKW4CdpYdi7BNyto53jhpuNwm1CsHJ3RFWYWWa4GLMXM9RfoQ6IOj9Z6T0NY4aQZPq+B5vW2R6jHgQ2MmWKWQU0ZLYXvYExF+Ou65yUZ09ZNy3AZytHeSHZCVIIGn2x2Tz6ylAYHGefbRFCtRoW+N2DpoqVNwX3puNd6t2sD3/vgP//8nBG9+7RtqI36LjR7NxUw+qn61k4AqxJL5lUfH/OjZ9laislzIrUpAHKZ1rt9QnfkE85u0haNFFyKXQVBWRn/jtSP+7GJbB0fYZzsxQlNOs7OdvfTXVy2PL4YlGXjrrOP9mMzDPEIfar9QC1tv19LWhacI5yc9T6e92caqkbBQc5IrlTdhyUF1WKuw8ldPTvjL6ytclWy+XK3iMOfD5ZEb1BjUMVbduNTndyQNaSpcv5goQNcJp6vWZGo107YDzwKprCGNgt/YaNeS4bht2D2fuN5FtN6jlsLaBTpvUHKsXZtSbOhK6wPH68BURyyPk7GZ197zpft3CM7TBbW+vMyYBqQM25gZc+F7Ty8tgGLv0ovBZ3c3K7YxchgSD446drGwaT3XYyaIkYUUoXVCBM6PG75wescOsmqF6739Mzvlepj4zifPaFW4HiNRMxtpGHLi6LRju4/Wv6tJnvXlqCoNlghyuzN0gT9DFxYejD2gZcfMUBa6fLMuVVE0wBfbY5JO/PBmRKsLj8tak02DOgG0NXKj1oQzx4wcmTnRjEbIJAYd3gq4uG2tVTkl9d5evhePBWJu0YL5663jwDsXIzS2Fj12AFmV5Cg50/WBaVKKMxZ4zsrZw46DWkUNSu8C25SWPmms+9nXfe4Eihd8azLV5sL6oOOYcThWwZwJm8ZTqvthxsiKawzl2pfEfkzLGlqFYBJahFaEWAo32Srjw5hZdYHDkFi1nikVXn3tjO3zPXG0tVkwy/WYC9Xyj1Y8rbf9LGrtkc4LVAlyKsWqTjEHRde4Ku+y2n7K1rV3K8/XHt7hpOl5Ufb8bHfgYdNTirLuG2KBm/2AHiJPDnHpG6uoKQNU8b5W46oIvq4faoJthNzm9RY3Cp3A4SovazJiUlKhvsdSB7mJ8QnyUhbB233g7/YT4m0crhZldiikEtqczgTGWxAKagJcAC0VrbUN5ma/3Uokr3Tyuu/sBsKh0B+3MBVeXze8c4ikkpfE1AjiwnYqL/HQbpPiW6OjGWWxfw8qC4VFlp+df9Ku4yg4NsEzxGjJQLE4VrIR45f5D+IIqjydibv1+c73JDXZFrEk983eG+GzIk09Nrnyx7vIZTIF2VxUmv20/b4xYa0evUWIiiqNCqe+wVQn1eisGIF1NyWeDQebZokaRwLBtY512zCkSHJSzb9qTKiF0UxI64Pn+//vPyIh+MzXfkdTPZwLhaYxyK3MWsvOmZMXxsZ8+/4pP312c/vhUOUZ9rJPe+HykJdxxe7lrG9edaJLosDygkx20a1Mr49TVKt8BmXlbSSkZa2yDD55tAp8dDHRbxribGZTrC/VVHb8jVQJkAghg3fmFKfBKr48z2yoEFjGDqN5zpVZOFtFsfaeotVymaY9AAAgAElEQVRtDdu8GXMonINyV5OOrCYjSlhcGi1/RTCWa4vn+ZP98r2H99aUpIvMa5ySacW9g0bQUEdsFpBgSYFDOHKei6cjhyGRYiJO0HeO1842HFLiekz2O9RkXE2wBTRMmb56F7x9vObBZsXMcm8ohOAWJqyKY8rFZkWoSekuhpEfXFzjUGJW7h2tmJJVFVeHkU3wHFIhezgLLTfjRHHOWNQo01R4dG/Fl8/vVWRK8KEx6KwUpjSZnasX/vr9Zwwpcz3adM1N1zBh5kyr1vOZe0f86JOtIUluPjy5TcDqBlrc9uZKujft95wD3MIBM+lV0NpMndspucroHrrAx/s4Awy34Wk06VpuLNg6BK1Epwdrz3txMoKrUqOuBWk3gY+y9BwNvJgTG5a983KCM6cI8z60a4Q0FYJXshpsPdu9orXvWerMguAqdyJDcPhzb4qCYq0FUSGUKo2qiGC1DrVwHSxoOQf9dU30YiHWyn4tjqEo/eL3b2qhi2Hk3qpnKtb3ncTsnKdd4rC3Ub7nRx1N8IzFzIyGQ2Sz6ohkNGfadQPe+roiQr5OFSWx9ZOtyKyohM1XKFhrqcAyb0FQRrV2Q9RiUxK945+/9oqxu4OwHyLqhf0Uia1QUuJ6ipy2HdtoSemD9YZYEldjZDdl7vvAxy+2vBjtmM6GufPF057vXQ0sWoElNuoSK0uNedMDD8+SjSZXRxRLUjz+dvhU5XBUXJGbbSTGzHoTKH1Tc8aZc+OWQ6OGt9tEYM6DtUZ0d0ti1XKLubm5/WWZ90JK1IoOpKvI6VlvUHxUIyljL8PVI3nMt5oyZgBsgZN56aLk5/4Ek64up0+9Nwe8umlt7ani1ZRhQc3DpdHb1D5g6J2hwHAdDYkdq2lYZYbigLc6z+RdfTiGOjXOJnk6MZQtq/Dj63FJxeolsRDn56SJ26S/dcJ526LZttJujKgWjvqOi91ALA2bPtOq4zBFpPN0ztH2jov9uCB0y4kvc1Fq56qq8u6f/SOcClWMgGbDKurDViEEh6s9klJhVrLwk8fXS2x6OUapKG8ct1wdym0Qm4PeIkPU25eO/Z6ZOyAqfPn+EVnqFetttiMKQy50qxXeBfJemG4yzgvHTcN/92v3qXXY8vBLDXxRdVELNMUyvijwtVfvWb+5lvWxhlMclPr+Z9c1HEuGd8imD7brslaFTdGz192omB2sSuXYGLw31krPpGjQ4cljXl7PSd8wxmSPpWbBUc3bQIIdEr5yJrROTctqh9M2Ju7f6+mCSUSLZkpSLoeBsRSOgufBqqXx3jJe562idlY1rr3n1c3K9LmOOr+iDqcR022LFmPCYi0H54RXVh2nbUPB3BzHmNFg0Op51zFVGZRmuIoTq86g1YjSIRyvAiVZIjjrdXfDWNtCmd5ZLzWNEe+g7Rzn656TrmE/JVJOHHUNIsIPn2xZBU/wDqa4JJLMmbPe5qO3WxQWYwp0+cuZ0W8dLUXU3+64orgsNW7YOy3LQV2Bsc6RxHqDgiyM5JvdxAc300Kcmxttc8JeWkU3cw9zzqTnRXpbB8lLCb7UgHobLo30ZIVgNW9SI4F5NXvftTjurVr8yg7GUjLFCZ85W5GLGL+gaD0YCr0zspkrFXkptqfUCSUqLsNJsrJ3P1Zzq4XXY+0T5wwVOWi2gO08sSiHGeqNyv56ImWTBaaU2U4Ts759d4icnvT03rGWwLHvaCqpzHszkHl475h59LPCMk8i1QIk5oRXs/xuG09Tk+GMcEiJr752zr/69Kt88/WHfOv1h7ikHKbE1Tiy1cJhirSt4GMm2clJcI7OOY6aHgT6xrwovMCzMrG50/PFO0d0TuiDIyCctX45HJRZSloloZiawYmRC/k4cep9Ne2aCZYQKqnPVROcnMwP4sWLkZSKjY8WYdpHtHq7zC6Cc3xZkoE5dXbzwesWAyuRyusSbzHN2RpayLpSK9+avG4mO0OurwZcsZHXy6AYsYRsFw02t4/QZZ/qstRnQeXt0te6/xS42/nqVUNFBoXXT5papJnUOqk5O4LSMnu/uGVfUxNlLXDeOuLi47AcCrzRefZOapy1WJ4oqJorZ1YYsknjP3fS0eGWGKNLYQFSTYJsHka9nwKarcWxG0amFAnBk0ohlkzjJ5Iq13lCGyNft63j2W6yPVjXjD3XJfy8HCX4h75+aUJAsVfSeKF4Yx2HOVktsE8Ge82SFlR5/e76tkVQ4fy7bcP71wNzlU09EJdkTu0B/Vy74aXqBif8YH9A1abszRArNTNtuxW97/jca5/ipAFXlPYA7zwZ+V+/+5RzVf7lo7vQmJFHcdbDG50lHLkextVCh28/fWqWrTXoz37wWQyteKmbsVyvgEkmFc4q6W7ObAWdedAGQWIPMFOsBTEn5aqsizHOr68m68MCXR8qSmEkPueETRegcYzBTIhmIw8jRN4yl8ch8dHjLZeXhhKQ7ZD9lfMTnAqHlHmRIiqF7shzyBaUQ7Us/vX7p+Aq9Lj0pZSczMtA1XwbROydtJWk5T188d4ZjdiGEjEFBBm++sYD/tnbj/iXn3md/+RTryEqbAezhk25cJML+6xcj4k/ff9jWnEcJtN4DzERZ9Y2woexTr3L1ot1ved81dHh2cXEaddxvlqRixJTZtUGQ31crUeWgmLGYuZD2AyDqBJAmYObs3dn79Z+dt5EUx0y5JLQFG5lrDMYWds8GrgdxCQQxHH/dF0dmWWR+Qm3Ul2wJDCtIK0UDXILJ9dqSGtwtCmifz9w2r09PDYTrVnvPQeoiLXm9pjHRVKqT4CSU+GnGmtCapVPURvgdF0SrbilfSWlBrRiSVHxcEPGdZ62DcQpc6gyxKyFTqxdEMSq3O2Q6MT8P6YxIQonXYP3As7jKoKx32WuU+QwRs76trrBGeR+aK3annImZ7ONfTIdaO+0dK0F/oKhILmiVqWS5FrvyLmwHRNeTMKYnXCnbRGFXoxUl1Jm1Tc2KdHblM8xFkojuE45FEucPI7TzlVNeuaQEhvxtCEwZbjphDcfnvKZuxuCK3xwmJY4sbgeYrlpoiIJlQtQtHB5SIY6iRU0pgiq+EJtf+A845gZh0jOyun5ijRmXBdwfjml0LrecbetznmdL+Z2YoFvTiCoRZtrBCmlehbAwnWpwbGocn2IJoVUg/iLt4IChSDK22t7j8xk6/n3V+7C8r25opTbf9g5rXwyJCvYFJpGeOu8tUFRxQ7+qFoltNZeGdUKHXGwahxRgCBkqXMLsuNRFxYVDwqfWwV22D3leoCbM6SZH8XZsrgigBPCp++0FZmsx7Kbjz730kO6HXVd6wsrqLqO4B3PhsGsxh0c+QaNykSBAM8OU30Yy+HLnEnZr9CFxPrLvn5pQnDSOrIam1XrA7WqBsQboSaIHdDBeZrg+eCTLcd9JU+o4h1cxHRb1dRgdKuP1/q9uihrhoNb6jReOW7NLljM2W7OK0oRxl3i+skllx8/4W/+7vsghTZYP2vu4T8dlN//6VOanRJ6g4JyAK2yl67MTmqF105WdviqYxltivkCUECXvmxNXPTl92DB/EYLr1a4lJpozIRBY5XW64eKItiSOJEGBzx/NphUkcKn3jyFmoxoVRKMFHa5MMXMOnskmkb5yLe4YnpkEQc5EsfCbpvMFc9JhdSU959d2qS9asMqKrx9dMxXH93nn772kOCUX390ZpRAi1BMOuuK6/vyvvIQlMbXMa5Ygugk0LaO33ztLrmYX786+Mbr983sRaUmCsp5G1i3JiQLNTHMqRCnwpgKf/TuB+zTCFqMZFhgezBp2W44oMVgtqLwO/fu8DtvPOA4eO6sWj652TEQOVl39G1TjZI8p0d1FmC9txnyn5Uuc3qQp1sTmdvepVsIhd6yRuLOBiOUrOSkbIJJOq3SWISAdQ1RzYJqi8gph8EMs0Rmea5FOUs4nP2sszWBCLkv6LFjtiWfA+JtHbCUaBYwaz/x8ibVQO8JVFIhdXR0Rcscyuf7hrUzm2BfJ3JJJU5WKMJa8F7oau9vRgMXLkMQG8oiNuL1cOQYA9WpTRmwcbIFGxomAid9qAZENhseZ5rrrjGb4lSLB+8cMZqiZf//cfZmv7ZkyXnfL9aQufc+0z13qLpDDV3VA7vJBgeRzVnQQNKCBRmCLdiwHww9+s3wH2PAf4LfDMOAH0gLkiyRsgaKoqgme2CzWd013fneM+whM9eK8EOszHObYPeDdqEKhXPP3Xtn5lqxIr744vumwjhUpuoOi6TWBkhhOdiiwHh54FArx50rLI7q/Jc6NWgb4WqoTfPBGCd/Fl27taFFy9Sq2t04ISlypNE960VcMnwUpmqt2lWGAlaN5698emSgkEzosxMbL8eRA8JXHt7hg/XK12WLd/ZGVTl7X8hccDSTKRO42isMBuo9aWvJQQjC5cs9r17uwQQtntCORTk833lFL611lMO8WJhXk5Mb1Ymm1tCp1jZaPA0acVBSIrS2qc78rqaXca84Gqrm7p4XVwNqzUujrd/vXB4WNMGrdYe+dUl4bUEL5sArLQmeD1UzL+QIcK8LXGyLO8GaOezfri8De1NWLQZL8Bibmx9Nij4hUAMM1Xin96mSXoRXDcl+878BmNr3MuCg7pTrrRtlUvjwpEeWa5kDgt1kXnOVrIoFL2BOu44uR8rkcahmX6e7Q1kk7K8Gb5XLjAgsm54b1GFeSOrTXz/u9RMTgqvim3QqxqoLbdG3h6LKvlSmUt0OVFwoIQTvqcV2k0tLb+cltlQtDZOaE4NFw2BuQZiz7tfHkedlxErjSDFnin6k1kOlDJX9VHlwsuKw90Oj1kowh7wBbq0SFdhfGb/xyOFD1/Q3JnExj9pGUvSNhec2n6FNQvjDsxlSmnOc+aCcMzIR7vbH3GpGEx24eUy4eVBGU2hs2c2ZBkZTXj4bHCI3RxVeXxxaBn0TJATfVBI8kId1oLPIdFAuXwxO3FSfRZ2miiQagcl9BJDA08uJOjk6EUPgZNWxDj2pKTL+3P175LRiK5Vt9YrHmkvcYMJe3FthMtebtxh8Pj24HHMRbQqKgSQOGZei9NkrrRyduLVOwtcf3ONn797m9lnPyUnmzmnP/bOV6+fj0Ns3H7/iPzx9thwcXRcYp0I9QDEfK4ohsDMnav76hw84SZm7Jxu21yPbacJUl/HI1xdTO9zCsjvnVs58iMzPvw7lZs/Oe6ytVf9dN5kSgdq4HdfWFuob68LXT/tx47AgnvyMOof9VuUvgW9OEFop0haQiFfEdQ0c49KZDZa8SaZbj7clpgFnH0e/WEcp5gM8yIJCfXo18t1dZTd6f/r8pIcmiCPR3z+YH/QnJLZWOU+5WZw7HyU1S2ErHqDG3tBa0dGw4KN1sSUbwQJdjvTiZMFdrS6HjHE4FIIEH//E3SlXmwTRXPFPfOIGa+TIro3gqnN5ZvC9C4EuObS9myo5BLqQyCHSp+Cz2q38VG2VnRa0Gusuk6InghKFl7uRS8W149X5NAxGyMJBlMfjnr4PSFSG4rGxBqgReovkmInBiOpCTH7fvU/9NEf+/lce8u46M6dWrQ7ArZJv1pIFcwXAFsgrxu5gjIex8Xlu+DjaFpSZsbucKKNydpypQ23xVG8WXHv5Ghd8g3tcWwrMtkHmCbE3i6MYHREzq5h6QvVsN5GC3+eZn9FLIDQtlpPQ3rtVszYjDMuxcFPxsmwlu+H2AG32kX07b/rmRhkbszLF4IVqNA7ixL8ablBvD43CARfLUvEWxyTG2HKlB31gvlWpHUZVvf086+wcqiODg7nZWRVfWy4vowtp1Fo6gc0no19+FxOlKqsckQiHaeL1eAD1dvJJyMQsxE7Y9Nlvu7bE6AZWafuf5WcmrWU/u9z9Na+fmBCIQU7ZHdpUCCGS289dvlQ46bK7kZkTSpIJFPjK2yfcWq9btuaBBplj1Uyi8MVgjbU9/zMvsG4t7Kq2hMIWqAzz8cWYI3kVuXe2hiK8Hirrdc/Dk8Rvv3MbEWue6M5afXTakyL8q48u+Nt31txbJ//ElokGMx6erBaCiWfhgoUZoPbXafaHMKuxMX9jM8/UCHz3aksZhF+6e5sS/L3mHp/JTPLyd024GJFMcw/PiVjnZx37qXBQZWjJl8PzHvQkCBYFy0Jtjlx5lZYKKqTA8f0165VXWiJC1yXqWJmAq93ghCiB989PW0VluARKRKdCJjMm4XHZu1+7OiSZhMYMd7ytqtvSupuhp+iH4kHk3smKKnC2WvNiOvj0QRAkJkLKvHXe8a39FVNwkuDX7p5z3GVOTzPHfeakc332asJfvH7Bv/n0MS+HkT98/pJxchlZA37j4W1Oup7QG1aVn3lwm19+9BZvH625ve756sNz/s4X3+XvffV9fvsr7/A7H7zDr9y/w+3jDXdWifUmO1ozH9o6IwMsYigt//YpkpYgLmNWCl3OjhKEdhTN2UVb90vwauO0S0WDr7U8t5ps+bg5+jGTrJYKo5FVS0sM6jHUjjYRMVdZ8242jjofd63REwbFkZrQNmfRuoxl+hr0YPeVW6esWrRq8RptPeVrnQgCr2phJYJk4a2jrjn1vXENDeqcNQ2scW9UlRxgmKbWmzY2Kbq9c0qk6C2nqSpWnMDZdYm33j7m7v1jbp92bNa9o3nVqJeF05gxaTybtUtdJ4HtrmDmkuWlFCYrjdjsTR0hkPE+eFksn42zTSZJbHC23/yIK33eyh0HVUo2QjHK6HbKfQxMI+TseyOKs9pHcbnnyZy4iPg9ydknH4IJP7zesznb8Evv3uX+KjbURm7iETNay/IfxW2iDQjN7yGOyqiV07dX3DrPnpgU5bD31gElkNfZn9OMXLflNvfwfdnqsg7n1tCC5LZk0xeRLestBNdQEYPheuIoZaLgPhXN0Ox6eyAlZ9Iv+8wpQm8QZn0R3UTfm2teDrslSZlxeOVOl9gWbxGbQEz+nJM50pJFqE2zYYjBD2t8rLwLgQOuIjpJJUlgKsYHXWJvTZp+juBmBLQJELkvTTDnj9U2DjugTMHljm91yW+ZOn/n5l77vj/K2WNCcLtjU090owQ0KrNOT1Xl7uma/b40vsDcR8JdTe0NpG7ZhOENDtJf//qJUwZf+5XftNKYzlOtDW4WUNc3T9E93VOQxqj3P5vU+KUv3udPXr4gV1fBW5K4+c3Nlp6MzAGjBZE7Rx2vrSzx0x2jHB6byS6zN9HqWnm1Lzy8fxcC7K+uOZSK99M9U40poG205W88POPffvIaFRcd+pm7R3zz+RYzF8FZ95HX+CxeF4XDTBZjluT1DeHiH/MURVhGv9W8JxX3zjatCiEHfvrBKd989qrpBkjjQRhJoauR/dXIdvLFqmKcdJGjkxWhsvS5J6tohS7G1i/1kyudJbT4bOqAu3oVq839rHK9reyfjo6KRJDi1XpKkdgnTvpI7AI/d/ctSjVSoKn9+XXXYFyNA2expwQYRTkVRxII0u6Fn1Tzkbco1KnPkD+8s+ZiW7jYTzx4e8PVK1dPjK1kVoGogeOTwKvLAa1uQTlR+eHlnuvthJhxPdUFZj7tOkqpkAO/+uBec1KU1sLyqiJ3ybkPszhNcsJabvNd2oJKFaEUJQRXSfvoyXNeBeN6OyxthNgFrOHG0qoBHxX3LTbuC7GLiAQ+WGe+1wSGZtfOBV1aAp0zuDpVxnlbrIXaEtBl1Kl9BrOyZWv+L+8k82aWhbcQB3EMsyUiXzrf8N3n18v1pugaD0Vnoq9S1UdRqW55HMR5Q7dOVnxwvOF7V9cMJ943pYIk34MnsWNPZZyqw7tzo3ducyiOiFxN1Ivi3gAIWivr6En5OkcOYyFEP0RGlC5Eqim7WpbqJ4aIJDg67rl4viWtEndPey4vRnIjPBc1prUjVSk46WoT4fLlSMJlmas4B0Nw5ACUQ6vWi3oR4Rwf+Kn7Z/z8vTtMpjzZ7TiJHYPUJdHfDgMShesE26uR1EeSRe7GSEwZtcpYK0/3B86yG+ZsKU3EyVgRieY2t5HEnU3g+WFiKJXjFDjvVnzy9BV/vh0bydqTf1NrUWk+KGaekvML1IQQoVNvY+5eDn6ANcfI90/XvNgEN3e6IdN4HG4g04yULcitmGdzcyB+s7EvLsKzKM0KnIiwezXRpWZAJz5pdajKJMb6KCMBylTZ1hvegTGjAm0dGQuvZp6YWchz+Peac24R4RfvrLkcqlfr0X0sBBavBxUhR/eBQBy1mNS9Lg7VWElkMKWvbtMeDM7EuA5gRK+225qs5khCMTdJS8HZaFmMEsWR1Yas9cAPXw1gb5aYM/sfzk562Fb6FNkNo3OFJthNE0RH36TzRFLfAHXmtiYC0vgwrjIc3viuLPfzo3/9B39tVvATEYJSjbJTwm4iWWAqSmrVvrTeTkquJOZI7DxKYfzh48dMU2FXFekj6+PEnVPPUkMLsHOGO8+SPrq1Im5iI7l5ANdSCRYw9R4K1qYCLKLXyt6U9SZxeXXF1YU7HaZ2qTr3W6tSzQ+dP/jhKyB4z7QYYVd5sE5I8M0/FPWRmKAUaXOerWfe1s78DG+SG2whjPhm9Gw+eOsNnZRvfvIaPQSOJHFqkdMQ6UpirZnxYmA3OUFyntp46/YRZSrumNU2uGlTVZO55+kkw91hYsC40oHpUNg/H5heVucuSKBPwu23V6TOM+JulTnq3NNrGidGU4ah8sPdFfPoy9xHr+bkqzurlSsNIpyHzGqV+HjakUSpdUJMEVOohSxKNnUeQPXk5vV1QQSOVx3XF4q7pwVy9tMtiAem7a7ybDwQQ2TdrTjOPT91+4y/8e5d3r934la01TiOLlLU50g2h5qLeiXYJ2kz9VDHqQm3uLoktbq0NdasXP0ppjmJCC4R+uWHb/GNt+7xa+/c52zdISLU0Za/OwfO0CojxUhtqsFU+Xjfxn/ac5KGHM059QLvYR4I52+yNz9sTdpctSdmi7jLTcndEoFG0F2Cp/9OXRn1CDRVUoTPtyP9ypWCcmok1bnKNA/y3hpXQqJJLLsQWVbj+9db3llv+Pl4worghMPqAfX1MHEYdEFKhBli8daXKz0b9Vo5WnWgUKrLoO+0Ehtcn5NLxJoYqi6EpsoNia76/5TJDYLu3lpRDhUxOL+9gqNAMR+3PdHUCg7hVpeo5hwaCNTGDgfnEQy1MBRvObnCpk9YpOjvcZyjjy2bB9uLeqDPiT4mDlOlhECUyBGJEv0AOQrwulSKKGO1Ra5bcSW5TUgkhKjuUBpi46ow8WRXEAtkiYgGnk8jR6dH/IMP7/Nen5gd6+I8/tWqZWuQlq9oL3BU4XooSLEF4kbcqOyFVkqxhdRkrVxdCs52Qswxb556mKc7nNM0Q9/hDaTB5jOaq6uBVZMkjynQSXAF1+Cj34dtIfeJ3dTaya1dLO37GICat1yXpMBfc/tCZtjVbs6VUpSaApuYSCqsBVa4WuqmT6ToRnIhBFJyVdksHkNWwTkhfXLDu9jMUEq7JrTiwLUurYYanDOQxRgNIt5GEHUkzlrlrmWeKmiHSOMSYcZRn9htR+eAGaxzJhbhchoRg67Zf09VWTeUWubKf74P0pKjYG1pzDjBTWx48+T6q6+fmBBUM3YoO/OKZZNSY+2G5VCaanX51TqHSGWzyl4RMPfWlUN15a8v3jnhq2cbHp6u+MqdFb/26Jz7JytsI3w+Tb6oE1iVNxZaXSCkEIQvH2/Q64mubcQ+RjBtAcw3u8FSuS73Xllsj0NTAPvjiy0/vBxZSeDBic/lPtgcITj6YWHeDZ7ImIn37Vqgn5GBpZQz5Ru3jhc0wUmEbdOpUvbKVIxp8lEhicaV41Uz6gYol9uRrs+I+JRHkuBEl0CTDvX70cdIX/wgHC8Lw2VtI5N+SNWqSIzEPtJ585jDdmI7lHbvEodDYT9WPn55xR89fkqpxccQ2/3G3Dxjln9e5Y46Ku/nY0SEV9NIVWGoRsE9Bmrb1FkAnUg4fNdHyFFZJX8ow1SdYKdummQKD1cb+hQXiDQQfZb7+Ihff/c+x6eZPcrxOoO5bW0Wl6eeZ7rjst+qBxStfqCIt2i01DY+5+vYDxII1SFA55cI65T45fv3+cZbdzhNAR112TbWegtizjEJ0TdljOEmG/fyauk7ws3enDfgO8f9EsgapcYThAb9L2NVam9EQf/3zSkJLxv8A6wtKO2EsgrstTKOlS54u0nbaCo0Am77R6KPndqkfnAE49Z6xb1uxWmX6GLkF1Yn9Cak0HH7zkOvRGJr+AW8ty3t/1tyGfaVmDxBCMEDs3slNOJVa0Vpi5HOisbJqL6tnOSlRp8ih8vKuDfOjzsev9zz8mpAipP5BONwGMnV1/9OlVUMvHfvyAN/CJx2mRCFs77D1OhzbMkInCQny46lYOp8FcN4vR9ZxwAxsS3T4tqJwGDKy+lADsKRRLQI9zed21xHAw0cp8z0hi+J4NfSJeEkdd7vDonU1rDhZOYQhHtZ+eFh4Gce3eU337/nhM+2Vk5zbEWDx9vaMj3BkdvUJboUOb695tb5iof3VuSVHy4p37RzafF7TgBkXsIt0PlhSEO65rUsyzqXhhjM3LgQjFD8+aNGaGTa0OJyJ4FajHFfWDWUQkJrR9jNPplj7NzGWzbS/MWNmx+2LbfHZZq3VK+sQySESGeuhrgKkT5EVjmiCDm5RkmS5h5pQq2uQhtCwCKU6KTsGqXpMMiSp+NhhsmEviUDrTeMFMW0LuJkZvPFmLNd25iZqktRT81EydQ5IwKU1vKteGvMtQm8OJwLbC9cbzhD8w1xJ1S5aYH+59ofD6Ui4gI06+SHEa3ymoukrvkDkFlG6OQoLnBmSMLXTjfc6xOTwr4UXlApwfi8KN++3rIX404K/Ny69wNUw7JAQxMImhfSO90x3/n0yuFoUxBjLK5qNZlXHhU/f0sL9GNpnu7tkCpF+fl3Nu0AFkKFq0Phxa7wdr/iVs4L9DnPc6pIm3CBRjgAACAASURBVMjxCma+pwt01Xo9JsJ3nu78sMni6EhOru0eZAn4Ej0T3b0cmAP4vMkiwuY0k1Q5CsLL/cBolbsnPV1MTXLWK7g6m6cPihVfDKl9Vy4dSVmngO0LNsGj87VXs8nvX4yBO7eOQI0yKrXCH372DFXv1xqwr8bG3PQnJ/djV2s9G4s82JyyXgmvyp4sb25M5bwTDjWwHyauDoXd4Paf4+QIQheEVXbIWsVnhas2uqUpMSfvsVpcDpN1DRzlhHlXgQdnJ7yaBgQfqZwPX0MRlZY/R0zcaEi1om18U9uMXG5aB66V6KhVEiEm/8zj9YpfevSA9/qOVZwD1Jx53yAG816c6/gbLO8mK5e/EsOcLcxyv8PQAsn8+9BYxDc/W7KGNsHgkwzte7Q3X3r4pujggizg+vtz1RDa3qJdjzkNnJACosavPHyLu+ueR6dHDjULHOWOXz27y6OjE4arZ6SuW4IacyXeDj1EsKGyv6oUrexFF1XEEIPraOCJegxONJxFXHJ27ovvNWUWwvni22dsVom4iS4v3CX2+wJ9oFsn1PzZJT8LCCZcT25AcnzekX1u0gOtGF2K7KfCw+MNOQoX4+gKjsGNgu72K+/hUtlrpZfAWUpcTqOjkQK3YnbCq5cwaDQ+vx7YxEhvkWrGYaqkkDjUQjVPAnK755N6HCmmTfceNk4U4n7fs5OekxTJKXGn6/i7X37Ar9w7oQ+RbdU22dMape2MUfMpIheGayWECNcjHOXEcRdvkAFaS4A3EoS2jub1Z22NSCNVh1axz+sWWlLfWmT9YJz2+c28uCFTvrgPRfniaYdNyodH/bzSmdnyb2yRmwRk1klucVjmPxP/pjMRspPYRN/mFkOgRk8q++R6KVk8YVqZK17GplaZI8tYosdTFyyaORp+l3yfeyegTSQhrdVkS95S5kJ0AhoiM78HFpZnsjrpiAWO1568IcJelMPkKrMh+qQOwbh7svIEDS8053NwDgwy3585gTNp3jzzzfzPJBUWnIEddb4whwV3xdXB3PfZr7xUJ4r02d2+YhS+dHbE/a7j1dgCg4AiLZNqCZQIGiDHxDMVHvRrfuHspEGsHlwCgS+cr9HrwqevLpHoh33XSE/mxTd51og3hz7nHsumSw7FO+ZKjsJ//HTri1xk6c9e7wqPt3tux8yHR8e+iRrsOCMCy2LVxk5vQdmrNeFvHp+yN1dCG8S40MIluqgfHq86NDoLHzOuiy+PeexNgEfvnkKMDCJ0OXP/uOc0CH/x9ILn2z2rmEnBIUPVhgKo+MFCO1xVOQyF8eXE9mlhf6Vs1pndUDk7WXFy3HF80pOyQ8LnRz39OjFOBVPldZn8gDXj0gZEnKWrbQ5a643rFgpDgXc2J/QxEqIyYqw2jamrhWiVdYSVKEyFZM7zqEWpxdzcqKozz1OCNu0xjCMH85HFWgNP9wOX1wPjqK68WJVvfvKSbz55ze9//IR/8YPHbIs6EqSeNGlpllGt6q/mbSRVbxMhgtWK1kqiTW4YjkyZu0/00acIvvTgLX7x9j3OCIQ6s/7Dj1RNYi5+YkXB5habh7f58L7hzcCzcWzti5t9HVsO4XvaWsvW16LNa864mVltAXtWjZvZ570FwuDSwVEinTTt/IbFm9YlKSjaspDqh+H/9Dd/eumjVy3LeGZ/+20kGF/qA//jb//X/OyHX+EL736V09N75NXG91nzH7DiLZpFJtCMTY5I9YOwDIVBK8Uqasb1fmQwJ2ldHga/FyKk4FLG65z55NnW8YyxMhisLXDeZS4vDrx8vYUc/bmOSjxAnwJnq8yzYeRqqJSjQOwd7Uj4uLSp8ORqjz8GWaYOVJ2KcaiF0816EejZt7hn1W2IPy57YlVKMPbAULxFsC/Gtjjb3v1EKrvJnUBP+gTVE6NDcQXGoxQYrLjYVoocpcQtHTnoxE+dn/LwbE2QhFrk0dt3+Uc/8z5fO1uRWnUY52SqEU3Gos2a2g/DoxyXfb0bKuuh+PNpbQNhTmBhtrzGIKi+QXL1laxvJg0t/sFNTDjslUm16TsIe61kcUE1DH717opPDiP7Q+HFyIInvxkPZ/h1zr1n7Q3DizsHxJwL0tByrBovi7LKgZAiFtxQzcyfpeKHt4m5OmMSjiXTETgOCcXJoHOLeEKwIMRq9K1lOJo17YuZGs7CrSw0K2rzP4VWRFb4+ODtVdrvq8HRKsFF8XWek7vFViOXQBciOvmFViqxJl4dyhsTIDArAS/FwhsIiy39nsY/aHy4H/f6iQnB/IYp+Tefde/dYckf2tzzozrkd+vtDonCW6ljP7rIzXzkRVxwRA16CQ1SFnpJruevShXj0+HAg5SJwRfiTx9nPvp06+6m7ZA2g0OppJQxqwvcGOaFsWSLzgsI6mV8DA2a10BUpQ9CFyIpOsQ1HAp/+NkLyvXIW13fbp1fwfwQZjLJzc3z33qQIv/+9bVXqAmK+hyuqi4jfy90QgO8lddOGMQX+bzA+yjoCu70idtHPUMtbCdlkMC9oxWZyOOLay73IzHLAmmBZ7GYUfVmA81eDw9P10zFq+ecAv0qEnFoN4mQEU4I3Fr3DKZ868kL/uTJC37w+opO53liZ2MXU7qV98vVjBqMiM/pFonkkDhJke88veR6GCi1aZ6XiVqdSzAW79GFKNTgc78iAVVpcL/zHdZdZj33cJN7fR8fd5ymxPqoo+QWuKpyvD72tdWKiEGNijDRdN3NBZUCbuMcgKTmyeNSJ7mupJqx6d0OuKVYTuY0d4v8+Yf3+fV373O6ziA3WgFz9l/HNs9eavMAoSWqvnlvKh7XLTCFUlxIBwMZhGg38OtN1fZGj178Pvnm940u8aa4CyroAS9jYqBA09EMLj0tjvoob/Qci09oWFX+7IcvOMqBTZYmaezrqly/pu9WxKMzjk5P+Rv37/H+21/gv/+Vn+cf/+bP8cH998gpOxdCYApCOvGj6rjrGUolRoPYAnLwaaKQfC1rUUeviC54I16KrbvEpjlGrpOvF6uVnFyufJN9dvz6MHJAW5eu8vzpjscvDlztC8cmdBMQjNhBkUpo3BxtfAfFW3rz/ulD5NV+4GIa6HNi3yDdZN4WkRjYaUGJrOk4y5lqnlRUCtfTSBcFKd63xty18WqYGEulDIXUeZi+mtSTOKBaIYny50PgPHWsuswwGndP1nx4+8gDvAhff+8B/9VX3+NLxyt31BT3X5gRyRmVrtXYV9f+0DmymcDe6AalqeMjzFbTLUHVZlHWKk6bTzNYktoFSWiQ9am5FkcC+uACaF2r7iczfuPuhv/waiCY0KfI8+u9nxJGG0XD0ekZeLIlCvtObYfhgl7YgocjYvzUSeZ6culrEUdKck7L508NzdaGlhW8521B2MTAqqlMBhG6NJvowQ+2kxOg53sqN6JzERiDx+GKw/TVYGznaMAT/XUKxKhEVbLBNLlM/CpFrNiC4IYM65iIDZkLEhw1W4rTeaO/+VxgNnYTw8/M+dk06PInDRL85ISgDeClkOhi4EvnvX+INPg9+KieS/gakoRnV4WHeeWQEtIOaD8Ux3lhtYN6FSMHVZL4vOYsuSsGB4WHueM379/lu4+3WFWKeUvABQEN9y4vdDGxiT4Seat3cZ+FSiFGm4zDtLG2xf/+ZIF3TtaEIMu8/KbPjIPyydWel88PfPn0yCGydrNbDt2CdMuqBX7p/A6v957JdRGHQp3t5dVa9RWzST57/3y359nrpt7Y3scEHjw8YRMir+uIBWMvTWBFPDidbjIPT494cLriMBTi2lW0Oos39r7MDNRGajN16U5xVcEYhO12YqqGWuVqquxUSTHQd4HzvmOVAvup8Ox6x0f7K7bDRIhACKxzBq0caiUgzYNdqBbaARrY2cAPLgf+2aev+GefveD1dKBU/2KlwYqHokir3C245GqKzr2o5qTOUkFixypmuhA4zT2hC2gvPL8+UCdPUIei6ORKXrtSKYYTv7pE30HKkRTn+kPbYXtTsc88Bu+zKV1Qhsn5AKZOVNNWTUtwSLqTyC/fuct/8e59jrPDfykIsvfxsdgqHFXDasWmm+pLAKvKYVscbYu+KcygtimQcIBQhVAbv2CJvzfvc7OLl3LNpytMCAcPRLfUiNZsWBGCucKkJ0JOHp7fTs2/y+2j7JoDbd11AVbRE8fxcM2IcvvWGc8/+4iUjvmlD9/DYs/1IWJa6VLX7pXLB3c5sA6uwtnFTA6JjnbwjU5MvdiNaDBCF5yMpwUdHeXBoBQPZkWVF9uBrEYmctJnLAqxCiFGN/uqynWdfEQ2BrIZeVeZDkonLm5VRuMr9+7Q9d6Cs+D7IxCw4Mm2iQfsO+ueXa2uAirC1grVtaj4fBhYp4xUY7DauDaw7iKZRA7J3y8Jo1a66CY3iq/7MRvboZCD2+0W8f70qMJpMPro7neixsVwIAZlGCvrlDnr0xKD/tYX3+d/+cZPcy8GYnzjwIDWRvR1rgg5eDLwU6cZCZ4s60HpDo7o/NUePu2AmzFImQMWLB0zQ6AKx2rsd44Ajmrsq1tl+/Y3TpPw/z3fY3i3M+Is//eP+2UR/gjBcb4IkQUlW1jeLY33JDk0rZfAd14OxOSTWZM4x2OkEmIkRG81zfSHyTwpmNT5XtYS7pwDWdxfJZj79kzAeUPfpjbRM7uVFguuhGt+VgkOJM8+GBdDpRTlelsZB2OalGEyegnEGJfiKqijZ0PxhCaJYM0KeyytKm/JTxAWeRJRbsaI50O2PaeZ3MxcTPyY108cO3z7Z3/VEHhvteaLtyPffjFwXZxhadJmJZ17BGZ84f0V++uwuKf1UTgUpQbvTFUa0U/MfcmDP4BMYDJAlYQv1NIMR7II2/3E02eeQR4dZUr16qKPjfBRjUODh0MQUmML+6gibiRtoNHHkFSNFG4c1r54kvnOxdjGUDxIqjm5JYjxztmG1Vr4bJo4aG0CHUZS42fP7/KtJ69AHDU5INB5L3CGa6ytjiiBu+vo968anz3eL7AwuPLbFz48Y2funraJAnuhjv6ZUUBCZKoVhwWVW2drnl8OHLbFmds4glKLYi2NTU2Cdp4E+eD+CX/55AozN3dRhForKQZOVx07KtfXA+A9sf488f76hIfrI1axjeOE6DB3G++r6pwANcWi8i8/fuGEvgb9iXnScHuT+Nr5KauYyG0DKzdjpCm74JGYkDfHpORIwdWr1z4XHyLjOHgAq6DilZCVyre3r53EReDrt+6SmsdDwG12DWt9QKPM7YG5Ahdfd4IfODkGQkxIs461OmEhLMFirkzWSRhGV9DLvfC73/wBFUdhogQmUcqobySRDSWYTaSuJ1ICyZElvLWsnuCbPORA6W5mwBfHNYzWu/MkXV0GmWEOlv4+dfBkr6rvWSJodd2IHHxMzz0IBJuUmIXf+PA+vQW/vyYcSmUQY9P2RhTh7fff49bbjzjpOs5unyCx8q/+47e4iD1Hyfj0+WM+evw564NxfTkiCn2XqFopU/PbsLYuG1oVg7gWhzrEGqOTNvs2l93nSJBADMZbZxuux8o0VSZf3I7GBSGZV1QB48nVDomBW+uVI2imTnAs7p64naq3eVBuHXe8vHKL4iA+Xv3VB+esVoGj3jUmBlw7IWvgpRSu68RuUt7uV1zViY6ZYGmsLTVJb6/s9uZmObUq21I4WiUu94VOfPTS+TlKJHCySkiFs9zx8PiISqEinOa+eZkIqxi5OkwUUU5yx4vrgZAqw2j8X9/+iP0S3m0xVNNlpcE3zlb8+6thKW4sGKbCcRYuo9CY1PNi8gq9jcvO1YejsZ5k3jZjvysEdaOfsR1cKcBUvVjKwY3NMFtKUjNjArpOeF0UEwWLbV3b0qqYk5/5+/h+oqEExu3jnmmvdL1wdxPZT4qlBiWoMFpzqdRAh7ecc3DugIoTk2fhLUPp8cQtmvGdZ9uWDAlf2CSuG9qs4shGBaJ5hS/qBXMVYRPh09cjLWzfXPcEkjxeH686jrNzcawarw4DdzYrnu72BPU1e+/uEc+2Q7sNskzdzUmbhwRb7ssSdJZHNR82wkf/7j9j7NADnyEysbXOWctqBNGbgkQUq8ajs4QNYRl/UbQdvNDj2XbXoFJRnOCFZ16YkgEURpWmAiCIBnaq/Mz9Y7pN9pnVGLxSFRgVDpNn1JvsC/C4S2hT6SpWmySr+N8zT0QmVea5+Qh8/3IkiB8EfknGSeoJ4tXF06sDHz3ecWtKPNTMZgr0JXDfOv70yUsEIxa/tk0OywPTotCqCDM47XxkrqI8f3pYNuU84/PuF06cQBICwdy0ad9Xwjo4P6L5aKoZFo1xE3jyckfqogfOlr/P9rkz4ayqs/898Ao/fNJ0F4KPjgpG30WKGdtxYi0u03LcJY6SC6N8srtkson9VOhwERvX4w8NhYCUO7q+4z+9vGxEl5bba/A1YcqLfeEPPn3JP/v4CYMdwNQraXVeyThqWx8wDgdyinQJjjbJ+92mpJhJKbHZdJyte271Pf2q5xfvvMXd9ZrL6xHDZ9pd198PxJy8clKMnDIpZ0LEx6GSt41iCDw6aYmmFlQnPz0RpPo0QxYnxaHGWMxH8Mwok/GbHzxk0yWqGUMpdFWI6UeTckMdMajK5ij5AWjtUG6TD4CvHWkKoDsIeyEMgVC9/SbqyXc0QaZAHgJsZSEkSnveoX2mc5UMqTCLopQZa8uCjrVN4AhWvboz8/lsESdhIZ5EAnz2w0/45LMf8PjZY+7eeci0H3j49rv8xgfv8cG9h/zjv//f8T/89n9L1g2dBI5zZhN8usCT0chRlxpZ2ZP1MlSszt+xRf2WlOQYGKo2yWHh8cUeLS4ulEydrAfYZPQxeXALgYdnx9zdrIjRuNgPHHAzrp1Wtk0+W4MfPM8vB0wh5ZZYi/HZtKOvQpkcEatjQYuv7ReHwZU+c+JpOXAWe3bFXT+luPrg82ng6eHA093AqLVpYsBJ37E/lAVZ8qaDEEJiJZHbVlALvLXJrHLk46uBx68L19PAOgiPDwMv9wOIw9ulQk7G7//ZJ/zeN3/IO7eO+G++8m4rbkBEvXfeYruZ8KfXhUWJVYRMIAbYViMeKnfG+Rm0hIHZJLgdM2+gCY9i4Pq6EExYp+Aul9ELoV+9c0QSRwRGVSw0ldMWlwqOVK1jZMVMXGzEwTb6eIOQLZ9+w+dVuHvU8/KycFWM55eFM408WmdCVXcOxCcbRgWicWmVSZwo6nFKSQZWdDE02tXKZJXztotmSP4vdxN3StN5CK4h0eMS8r5uXQTozOCTl6NLD7vchZ+rU6vg26GdFLaDmxZt68Rmk3i637siZ/Kz5fnF4H9fWXSIaGj3nBzYDZbY+G/+nef9Lm8meH/N6ycmBHf6xKPTnof3NnzpyPjF+xu+/lbPJiUoUPDKlSjcOt0wlFnG0TeXO5c5e9hMW/+ykWuoS9YyVh8XculT9aAbYQo+GvYnL3a8d3rkPblSCDTJoWp8cGdNVWVQo88ZoZntmKFlDrQszE/wCk0xh83wzz3rHEbsYvRqPDo7uTSi3ionLnYjr7eFWyGSqvCi+jhkkKbXHtzsZU4sQhBulwDbwmlKVMTREm2L0uatJdzZROjdb11UffzGCfAMKJp8oY1mTKNDlxJgSsKFTtC+p6qP8S3uZfj7SPUDYbOKVJw5L4Cpj3yNxUmCY60cxsqts46rcSTmiFUnmH6y3TdmvYtvLBvTpD3byhEDl+O4JMLLrm34nKknBlXhn/7gFb/3l495fH1FskIyIwWjlIKosmFiuLigjAMTjoFaLaS+J8VE32WkERDdqCjw7uaMn753m//3o88ZpomUIwQfKwrBiFk47v2QixRiElY50nfCOgf6oDzft7GwJiEtpssYVSmKVqUPSqA2cqKxzt4+6xP88rv3KKOy7hIxBTKRmONy72gBzyqUYmw2PcE8qMibe9WA2hz61Pv6OhpphLiFdAA5QByCj3cZCwmb1g9/Z5WJObSWSXRPjBZdRUCKh4E6qvsWNJ3zID7lUc2fXW5ytNdFuZwq12rsmXj58jn7qvzHb32LRw/u8w//y3/Ib/3m7/DVdx7x3e/9gJ99cMY/+u1f4cH9u+TgraK51x+swZ3V40ApiqSAjo4AOulXnb/SjMhcOMg4lOq24Wbk3n+2Eq/G+5zcQbShg9piSlS4e9RRq3GxHRjG2tpGghRPpNQaSXkyDqWACfXQhIxGZUKJMRKSsCuFROB6mCjmY9XXxefIU3CUMFkgTMKJREZ8wsZE2VttQzpCJ85pEfVpCDGl7wKfT4lVjnSxpzTi8P3jRKajArf6iApMVhhNuRh2iAYuhkoV4+mLLb//7c/49ftv8fe+8IDcELDUKloEtrU4d148EZ2L8WDe7nmlhXCovF0XGI1FF5/5gK68kyKvXo/kJv9eWx97KL5//t3zPevkZM8cXBHyKEcn8AXnTyQJ7KdKDYE7Of/INphHb5dMt0HkiCNBf/vuMcNoSIjEEIkp8RTjshaizVwBqAKr4Illbi2iGowDlctS/MySwAYhG3QI5yHwb59dttKp3QYRvn0Y+fxi5Mzg3tyjCXAUA49y5PVu5PtXo+cA0QntEls47IAkmPpZk1JiFSMvt3v208TL7YgWd8h1pNrjeR/9oPdC3VqCMRf+N+jAjZHSPBLYXjNT8se80o/9E+B6GjhMkctD5dWqI6NOqmhwZiB6kBfl46sDURzeDcZiWTtr6Kc2EVBwBa25rdBFbw84C9KhthR8YRS8MpnUWB8FpsvWy2293xgDjy8GP/SMxtyH49ixt0LCXHayVmLw0R8VJ5ioKsRIbPah16Vyb5M5O9vw7GLLq93YjH8qSZRDUdYpMary4nqkqvI//9Q9/tePXhECjBjnMfDMvLJwq02hdk7sMjXK1jg/63jyZL88JGkozq3bR4wGQqBKxZrr0ZzdH9TQ2mxSk496xuI21J0Kk/iRnCSiQRc0wFMeI0dhHQOXQ3VVSW3VYhsDWjZXEIZSuXhZ3ACmd7JNOVTun29IwTfD3Fd3kmAbJbLK//nRsyVTnWHvZcplGdqFmU9swH94ds0fc815Tvz8g1scxwwC+8mAieHC9SlKgdN1oNjA0fk5q9NbPP/0I4ZqpJAwlJjg3skRv7Ve8fiwJwa/X4arwJVaKXh/1yjOyhZfk2OFLjgiUoqbkYcUmJvFTnLy6zZtlr3jRJcTIbsZlqgRqrJaJQZVOgsU3OvdYvA55LkiaVnTMDRJQZ0P6hZ0ZU4Xb6YYRIzSxi1TDj/yu9YqAsFZ0WbG40Px3nhxnk4MToRLltiVkXkxmFr7eGF+eim20iyKV5+SGMNE1UqXEiIZnQrXF68hwNOrhzySDPU1P/2lL/NyG/j81RV/8M3vcf36mhHXeajBbbZrGwmWLNgA603iMBZyHylakehtkJiAIhxq5ahzae7eAjRWeFRYRdfsUAMTd+U0gxCSo5gBovm+v5MSwzpyMU4cUFYhorhOQjY/VHZa6VaZ3rzKT8mZ34GmJorxbBqIXWSV3Ko7WvCqt8WsLkYu60hOscVlW0ytkgSuyuSz5wn2pXLSZ47EIASOphHtOr58ekyO8GwYeP98TSlCl5QqgXqA43WmS5HDMDLVwD/59seAMWCs21z/dz97QQjCuUW+9s4Z/+LTl/4dMNQ8ildxgniyVjiJC5LNs+4vJ0fnbq0SL2fIW32Nnarw7NVARDhq0y5V20ge0jxDnJgacZL3KgqTzfHPOIqBK63sDoatIq+L99Y7Ea5mRq5JG0G/gckf9ZmXpfCd64HbQdjLHFeMu7Xy7cuRt886NgSuS6UL3gLoQyNORp/OmqrShcDOlByUXWujHUvkT554u9ppPoGq6i1j8bPqTy8G5u08f885vs3RjuDGUpIdwZrbjioGEtlPI9d7nx4467LrXLQkolZ3ll3lSFolhu3UPkxubgQsWgPMPIg3izF5I+r++HzgJyMEwZzocDdHssKnh9rYkh5g9I1DLUtoY2jW5ne9RzkbjDSTQrTByLOA0LZ6f1nN0OjBaq+FQZyYoWagyl8+3zJWHyy2+b63Iy+1jEcbpDVEF9BpCa0L+pizhWPrzwYJLjxk1jS2Exej8vXzU5Jl3jk99QMGh7YUGNXIjWmVY+R/++5z7mdHFkIwnll1R68WUFXgSivpJLPukvdFR9jP4xrt4QQD6yJhEiqune3CLJGTrifGyBjA4qw9YPQx8s56A6NbsarAnZMeib4JF4W8ljy5cp8H+9pmsGfwLxA8g5X2uxjnZz3dWYYauB1W/NajdznOid1UEIVnw5bDVIjBSWRjnfjjT5/jltTG0sTWtuuZiUgwpyqeTDocZgovDhP//AfP+TdPXjBNI2IVwfv/ok40vB4qdZyYJjg52nDv0Yec3L6FxWbk0gJy7iIfnJ7w5LAlh9SQq0ZOq0a0ShkUSuAweq84NlW52fBIVZ1h3eBVa9A58xpqyINhoEYU/1lIkaMUKEWZrFImo4zVFc+CQGsrtZGZm4SpVVUYrQKQhZ+zbGqbIUmvqGtp93Ze7LRxKjMkR0/U1CC6Jog17g5tDGu9yY3QRBvT9GcSWxWl6g6OheLoVnRdktA+L0jg4vVLvv+97/GtP/7X/Mk3/z3/5vf/KX/+0fcJMqK718RSGYaJUoytVl4PhSudbqxj1aHhoRYCwjRWtBjJ2shh84afWzEz/BrF2GvlbJWYVt4WieFmrccgpPCjyqgxCqkPrPvIW0crznPHxX6kJn+WGgOHNnNSq3F3E6nqUH4VR8NSCNjkSosp+nNWU0KFDK0taEzF0aMchOtSyCESg8v2RoPaXEqttRX3pdyI5xxt2KiLJUUR3l6vOOtWdCkwiY8M5iQk8aR0d6h0XRtfxGWC56JL8ES1qvHNj1/zi2/f5jzO8VKXdlVuIIATwmG0NqnQ4mSQwOuhkg6V3NbgKsDVtUvT9zmwV6OokxbfW3X0mrMY+gAAIABJREFU0fketVZWjakfBPaqPg3URln31a8zSuBB7+eHinDAz5N7XebRUeZWDjxYZU6ym1I9r5VqwvOp8nSYuN8bRwm+divyne1INeHJ6xEJcNwQP6fRePGp1ZYitDbtEcy/xyYEPn21d7JfazeXZq6mwFDVp2PmM7YdxDMib8zIaCuKou/T0IVFcTZ0bsGtBpLgrM9cj4XYUFczN+uLQci5nS3hBgWYP8ljbYutjUfw5kvaf+e18GPP/B/7JzjRS7rAPglPSvEMMsAUjLASZnnbX390hyDCKgYn67UN5daVrkt+0BsZ0tKY5kchtpEf30AuTeo6BzNNAXwe1zL8g6+91aComwyrtHiH0YhzlWSt2EpOUMoxINGo4t7oOTrRzNnlLV42r4R/+dlTfu39cz69viRV4xsfPPTqvm2aas4GPsqZKvDp1UCMwvmqJ0SZOV5Lbyi2jDmF4IQ38QW4jNPg3gcvr/bsdpMjGeK/D8bhamSaPIBMoSIpEHPk8nriLz6/ZDL3JDjbdGz3hak4OTCINEEXf5/To8zV6CN1MbgXwmxrHSIcSeD2um+LInB6lOmL8bcfPeLrt2+3BRfZ5Eyxyp20QTBejgcmlD99dcGv/sbfoesdtn1rvW4bw3vdM0YttC7kkifY0uenBfPH24Hf/cFT/sWnT9mXgyeg7cAKQK2FcdwiIbOOI3F/TaqVTo1NCuQuLISed0/OULSNDUVidObwUEEJDKU4o3cYGScFiS2J9DVyGCZEPXjUpnw3j/2oumNgojBMBVVpWADsJmPVRXKI5C6wOnKVzzmJlRzdi15YxkY9OZiDSLtXJn4Iy7xeZiiw/UA9MZhKfaM16H//WOdRME+KXWURH21SY9VlDruJ2gJ/iE6m+uLZhlK8wpUoWArEmAjSLF3bOtpNE1YUl9kNfPv7H/N//x//O//yD/+I/+ef/C7/6Y/+kBfXV5Q6kBMcdS5Ssw4+1lVqQYMRzUmY4BVTiDfQqqixipFVM6KZbXdn8lcFvv7eMZscGZMxRkNyKxCY25owuXIYlkBUsM45EcWM81XHdpx4PY5cHAbG4r4Za4WPXh7IKfPx1ZXD4eLtio93e3IK3I6dz5431OCgFUnGJieieXsyS0Bb22WVMusQOGily0JpI499Fo5T5lafybEgE9xZr4gmPNsdEOCiDORkCIlhcvvvWiP7OlFD5Xf/+C8RMaZWyYrcVITWpiiCCN/7/DUyCb/zxUdOrMN/t1obU26JZWowtYSZ7+XrURGmXeHOpOxfF9YSWUUn8EX82Xxhk/j4MHqS3KaQdsWT7a4pr26LMVbnsaxicDXWEHi507a0dSHYvhorT/bq/ICpsm8FYQS+emvDB7d63ru75mSTeXCasJz48PyYXzhbswmBx69H1sEnBxLz6LmPv+cY6AnEdnjnKLy/ynz87OAFAjeHr8GivTOfT403idYbWZDlNVfrgBbfZykEaq2uUzJ6kjlWl66eJqVPQkqJky6RJTE0dcvhoExXE6ucGulRWHoG2FIQzH3D0KYgZpzY463wV77hj7x+YkJQq7IiMexrGxGDUlnGl3zDwnf2V1hwUo+1jLa2YO/EPoe+tzq5ol+rzmdXtZkfUcS5AAE3WRFxo5kDBkn4uNnQxgbrivgoBiJuudkqjlE9QEr1HuRQi8/gt1gbrAn6mENFIQQGdWMKKcJ/evmad05XfOPLD7i92fD1R2+7S5gpqUGd22mkawzUcV9aFetZHy37jOLqUkFgmJRb5z2XLeO0lo1jxipF91hf+XhKNHOSzVSpQYjOG6IPiZMu+0xz8KmGfBA4VC6HgaPjzL3jNvIpsBZXi8irxOW2eI8UJcQGHVtztlPjWisvtmNr2Bn7UflbX3iAlaazbx5ePanxTNWiQ7YvhgPDWPm93//nXn1X49nFdjEfo1VpyxnWdpEnBfNC5kdaXVWVi6Hwzz9+ye/98HO207aNBAYmEw5DQcuBkzsPuNzuW59fCVahVPpWjcQYEYkMtYmDCD7jKxDFJ0FKUU66hKmgZUKqS9ZqmRpvZWoCRn5Bta1pEbdTDakDgWkcGJtvxslxIhR3CR2H2qYcZJk0CC2ihOxCWfPMOA1lmwPNfK8EFkU0mW/kHPDbfavFyXI+k9ySLhFCNaapEGNwE5bJmr+HQ6ba+CM0hO6d4xVbm9hZ5dludClwUa5U0QDrPlOq0hGxqgR1v3kJvm+vd3vGSXn86Uf8xZ/9GZ89f87lUDjUulSDe62MZoyqFPF+u1b1SZoonHY9q3VuBxSAsB0nCp48TgZajajG568O3Dte8+jWCV9/cMaJBLTpHJB83DIxk20DTuMTJoyUIyEHjlPy6SW8wj/UyutxpJhyuB75/rMtf/rkOZuQ2EjgndWGYsaTYc8wm4WZsJbMeeiYpjbihvh4qRZiEDYpND6KE7BLrai1FkKdGKZKn9bstbKJPv9+Z712HkwxgkVejoNLmJtAUOoISSOHlgB6Uumue15134ytGk2BU4Q/+vPPOdHIr93ufd2ZC+qotCkJPIGYoeeGRhOATYg821XWISx8pJls++Fxx/d2hUP1tkBerteYtPpaEZ+SSP8/Z2/Wa9mW3Xn9xpxzdXvv08SJ5sbtsrmZN0k7ja0qYygXwiAwGJVACNFICKh3HkDiM/DAN+CNN0qIl0I0paIwJYqyS8YNLtJtpp0327g3bjQnTrebtdZsBg9jrn0iXXYaOFIqr6I7++y95phj/Me/QevIYqF4cyrMqRy/vzq5v/MWhLHeyt94sOa984GtU6KYUi2KNeULefFW4NF5x5fOWz7bRq7uZnwsuFBYNYYKtXX6Xreep73j+YsDv/Wj2zpoLryBOmMf2Y3c38O1ji/IAQi9mOT+vqZZY1RyJqE0lUcDhkSKCCeh4XTV0oYAFMvwwVRTpa4pSirknPELB2y5wq1A1LepogBalSpYY/r/5usncgicE1JJIOaZP2bLzjY7WPu66BpShmDJGcxaLR9FbGoRx6wFL6bzBwuSSY5q1pMhW7BNjBXec9aFLZBpyXbYfnSz56zzHOZC0zmmufBo1XA1RbtgxFYTS9Le4lpIcJRcKKkwNIGiBjm6YrouAZIKTeu4jTPPX2b+2lee8Fvf/5ysNe638ZRUuHOZIRird8zKygfmOTPvE5t1ww1qTPZiq+dlksQpzI7L0dwC3iZ6tmeGNrT1wiiqFkWLFcrTEMgJXIBX8wHvHV2zmFjAHDNN59kdjCTnPIQizNncz3JUHp96UE+cE1vrxkx6VbhPrAzCmBM+OJ6ct8xJUM1MuRCq73gTHHM2MlZwnpfzLd++HA25AS5aT+gb3jtt+cefb6tDZN2p2ZhhKoL68N7LXj1FLZHy6PyIOWA+PR/4tWc3OK55/6TjZx6cQbbp/pPf/SYpCpNGWu+qj75N/+ZWqYg3pIZsyFERa4yi3fKsQ+Ew1X2nSEXYiyViapX55UJW2/3rssd0ZuNdisMHk2HmmCAEtttomwHDPilRkWDVQ6jFHCVuE3lweGeOQi5T/TLucYC6CLAS6erbI3rMOjg+T7VW5WyOQHcFMztpPRIN2cjYs5iyUmZzB8S76gVjr+11Ua7vEueDoUdWrLE9qzdPEsuLCEb6Ezj3nm1R9jWOendzi2TYb0fePzvhO+mK28NsULwqLi7Tp31PVy+WkpS194xkTtuWMtmlOpVc3ffgrOsI4uoKTXlxkxjWLb04LveJZtXx1HnaFva7mdd5rha2BVfq6ipZjZjEimfnPefeczOO1eBMKGKQZqlGOde7xK9+5zNSLLz7YM3PPD4jI/zA75lnWx9sp8Sq9eQRumDPd1Jh5a2R2KaEZDHppVbStVca3xAonMwHDmHNRWgt/CllHq0CV9uID45dnjlxRhIVcaQs4JS/+/vfB1VuUVpgI/5YS3IdUrxg0kPVI6qaNDPvlTZ7Lhrhs1R1J2LP6KJc6lxgSla7PLAdE2tv/IPglgnU8fG64U/3Nli4mp1yKFqj4sHjMbK9DRXOiw2OJnA5En4f9IFPqwLj6LNRL93OCR+c9dxqxuFxR0jWHdcexvJX5uq5UXB8/UnDp68nnh0iZW/cm0XumiuPLcWF36P33/OtPuReYYGRXuvKweg7dgCLFEaF4C03wXoqAQ/tpqHEDMvz74W+cZy1LTku6zpBvOcwzRalXrN8slqOELMSWnsXTZkkx2ZgGUcdwqo3U5eh9RzmbMPqAhn9RXf+X/g7gHNGmGnUmZSGuneqbmgFZXtOtUKt/1+LsAUN1ZQ5cXipQTf1Df3SemAu4MWjzqAo76xLLHmZfCwQw6YnmxS+9P4pWcTCgRSmkmpBVBpxnLSOdTCjIqvH1qFL/YBmVbY51z28VHmi+dujhad9y1ceDPzhD14wVBe3U99AwVz1YmY/Z96Ms8lIFHzwjAWaKdEeSTn2UKkYVDiIo8Rob+zbbHMBgmcYAqGxn7F4wXuzavUebvYTUoz5vAqBDzarOt0v/5RwOCTmmBnHap7ihaLCpgm4IrzZFm4PibOhtUJQHw67kO39y3bLsTnr+CCcWBRyCJYRX2z/OqdkR9kn/vdPn/P7l/u617ID+DpGXoyRZ/uJ5OoEuuBoIpj36zLjLleegJggSguw6P3r+/jq+oBi0skf3s38Lz98xW+/eMZ3v/VH5GlPIYMqMcNhzhaYlBP+x/aFJiV0CFIUHwJ9cHTBkb3l+IYKS4OpILzzVjRqPoYohPp+iVj33oVgMbje47rGiIci/MIX3iU5z22aj94IQ/F0TajNoBWSVGFRdSZtdF5wjUlCl6wEeWtFcL8eXH6/KiDkfjpQLOxKi60bSi0SWj048GIRxMfiWT8ChL/24RmfX42cn3e8eH3H91/t+e7n13zvs1sub0Y+vxuJRXCNJYSaMYoyJhinGQp858UVr6a9rUUq2fK90xNbDdX3sRRF0/3ghxYztXJwkMKDs555l4yMjDJnpWkcfRsMIRRLn4ta8I2ryENhnzKd9/RB0aQ0IfBos+Lxpufd04HJZYpoJdKB5mJOrN7QjV6sbli+vacUSHN1tUPNs0GEz+4O/P3vPueT2zs+CmtAmVOm8fY+Do0wpkTwnlkSXdW6S4EppzqZBgQlZGHKiY0P5LNTmmy1MIghF2MqSKMMrWfjWxBhjNlQtPHA8+s9ZGuuPDblU5E/A0qEUGt30cpNESGpDQPPq1PedVSenJzxjbO1SVkrAqVUVYcYAjqOiU3wJnmt5PExKetG+N4+GqSO0CGkYhdqqisJcxFVQxxqU+uwc2gGdiY/fnZzsPq5QOO1GRAR3jvvmWstETXHyA5LYlURmlLwTjg9PafBvGwccBeVhw87HveBgl2wqpibqEKO+ciLM0+SUgmRRxT+eA7tLV4Qv7oWkPtzrWrNgHcVAK3w9LxLlKTVsOie6xXnbEooHCIeL77WHxAcIQS7KyvCXsaMC47zLhx5Rssa9slmoA/CPJrzb26X9bGtok9X7V985/+FvwO0wbGbZsufr8ynrAbpu6ycbAKp1Hx0rPssBfZa0+akSi3kHuacVZly4dvXW7ZxpohxB2JN8DMvjKqvFouRDPUhj1nZzkaCsTVE4W6qh7X+b4rmSpWhBocYkcx7wYu3NLIQKAq3MRKcTYtzsoTB79+MPNtOTAf4hfce4grsXEK92j7YO/PwLuYTMNcVRyuO21n5lYsH+LpzFmcH5jQE5lz47Hp8q78UFkMZ17vKY1NKNBi0xdjVwTlOz3ukmCVmmITPXu4Yq2RqmQIEYegcQ2N57vNs3+mQkkUMC8wp8+nNRKPCyjW0mA/D4M0MaIyZYe34pzdngB22OUbEBULdx4gUfuvFJb/+6Zuq9rCDoKVUOZJ93i/vIl6FVd0XI4CnSsiW/qDuxlWrwsThW19/z17/45P+SP6Mk00oBeX17cj/+sln/L1PnjHGve3kSq7PkWOMiV2OODWiWXBag3PsIGsx8t/JSmoKpmfWjPP27GnJuFKq74bD5QRaSCLk4ijFrHRTKmzagAJzcUjwOFX6xpjDUqHSuT6HkjKrYTEhUs7OBlvlREPCjg+IF1zjkSVCUbkvOnUUWKBnkHuJZ/160Lc4VaYp4VOhiBG7IoWuDRUlARdc9UkwyHQKLae947OXW2IpTGPk+mbk+mbPmzcHulK4G2c7s2opprkojahdXtlUSNubiUM0H5AOZxbRjRxfowhIMLMh7+yzP/ENWpSzk4bpLjL4QAieVGyadwUa8Tiqi2VdYTixjA3nlI33NgkbI5neg8szZYrIrHytXfO0a/niZk1QR4cNHY2DwQvDumU46QwZ0WWlYAgP2K9ZEmHBeXj2asvDzvFeOzCVQkFsj4ojFkNLfTKUdJfTPSKijqKZBvPadwpTGemSY90GM+5qDfE6xEpWFkdKid4HxBtC1onjD3/wqg5rxnXyC1EXIWJGa4uLaVt5PKXUECYR9lO2VZ937HcTn1zucBF+ZtMdeT4CJAopFtZNoKurrUjmo5XxS27mjBPog0l4o5rpj8Mg69Z7pmJcBssMqfwqb41qF6w2eAxhDVqbB7XYcVT4yvnAbN2ZIWrO5LwRKM5WkLM4+vU5X//Se8YbkRoGhzAn4dHJyv7NSrIuInWFxo8NScecAivViDd0beH+iKvCvmWNoFZbqK/bEM7leTcehqqRdEs1K0McaTQSPGJBRYXCPCdiTqgoJ6uO1dCwahvaYDXHOUFTYYyF7rShOfUMZ56mFa7uDnSrhnDiKGtHCDAMDe+cDHRrf2x6/ryvv0RlYH9CRWicaUa1EhWyCHoeTF6INQpLGplDrfvGOpNQyTu5shsVI9chFgIiWqN2jy/KyH/GQbHuLony7qoneMfjvjEuQCW7LPKXWAqzsVCIeTkcDo/DqeWQBzGTn7axrPOpQsdN41kPre1zM6QAv/PpJVNU0qSsgqd/2BI6T4MgwdzG9tPMNkX7vsDf/+yGD7LnX3twwZl6ehG6qJw3wrub/vjAgL2Pj5+uaJciIVW/nO1QhOwI3rFPkbY1tKKte6em5gB0XiqJELb7wu0hmo0vauschVhdwbrg6YNjaDxzsdWAOMff+PiCD047msbzzllPSzDGObbXLSXiXOEmH/j1568ZUz4m5LkKV7/9iJVFF+TgUNS04iK8N7T3f67udkuVvC0wXUk2KW+GFX0IvL4dDeoqalGt9dDadGHP1K99esP/8dlrvnVzRS/GHylF0CSMJZOSBTYt+72kBn+LN2ljKYXX03QMPAIrbAp4tWZYVHGl0LAEyJj1qDmkiemfvRWo0nQUbey9c5VzUZRDSeSizDtlEEdAmKdo6gMVs/Jt30KPKqTqgmXJ26xkp8S8gfQ4OTmHEfFqbbqdE33rjczqnBEmwQqKFoMtBdrWYqYb5/jq03NSgc2m44NNw3623eZU0UHnHLeHxFQKL2/MerZR8xuZsjGlN87z8cU5HzzYVFmbMpfEd17fklN1Jkz3rzv4cOTTjBRCMH+JtglVSWCvbeWdeRRU/k1UJRQBbwmJDpuEUaUpSp4jTVZutzPJORofcEE4+EIOwqiFB13gva7n4aph8A3ZKx8Pgc7B6doCwJwzdcbZw94a9llxzrw55qhoA398ueNx26BiROkpFsZogVwFCxcSEdZVItk4zz4nexYprBoLnSracjIENq0zeVpRpqy0XSDguZ5nStshCL1z+OL49qs3x4FsVGXQBfUR49TUPABXD6mooblFjcHVqBGzXdOaT0WOFDzZKX90M9NF4Yt9b0e2OFZVvh2L8Zxc4/ij29nqqpi51Jxt6DNieCFpsZorJj9HhbuUEWcy9H3MRi6smSedc/Tecx7MV9TWyJ5vnPdWS3BWV3HHSPqNs5VQEcAL+8Mdd3e3qAQePHyCBrNOntXisL/2eFUN4ww5y1mPCot7EMC674JB8lrMjH8xYqPW7GNNE62T+D2REAx5VDU0LR0KSypUyVZXVr1FM1NRqFIyi1ZraM2U6nxoOF23OC/0bVOHFIEEzU5ptoreFNystKee2BuXy+8LkkzpMalZtqeY//wLn7+kIZhLNmJDLcAO68aN51GIRdFUWFtepP1jroYMiXVrFu1pP16sb1Oqu/4gHqeOGXPv8s4IHiJSJUeOtkJSm2AfxIDj0YPhLWmdoL4ciYm5GOnCnPEAWZK/zBREgDHZtNsEz5OTAdtrWtFrvenWg8IYzLDovbMVctpZNOZ5w+mjNUNrCWyhNae5Q8xMFPYp8nJK/MOXb0hT4cEM/+zDE16nwjjAz39hTVPl3b0IMprePWBcgKQWejHOhkqgZryy7zKxg27V0DSW4x5z4W40g5NpLsYULphPe1au50jrrfvVIgyYF/0+ZyOPSCGVzN/+1gt+OE6sHrdsimcbD6SU6Ejs047fe33J//bDV/zui1vrnmvBcWGZTIX7DRb3K5GqYXYiJITPDhMCPNw0Zk6k1ozFaKY7Uh0SvVNynGm61XEfuDCXjs2Hyn1vhU1Hz+5mfvVHr/nN569wJRqJ7JgDYAdtQVRKfZ9K8bRt4HHfsOpayAmpU5bxcvwC1pNFjkElXm0nl9UKmT2LwQJUSqaUiMdRRgVnTHKLF4YYE8VBL55GzFJ45atN6y4dVwoLXCsIOJDgDGFB7glPy+sTLDOjPludr4THxhCPNlQirVdiRdloarJj8PzM+w/NPhyl8w2bzYqutcZQ6888BGGKmc9f3vHyZs8PXu7YFdvz5pSQ6kaaoRa7wpwLf/DiyhQtufo0BIfvXFWVGAlUVWlD4OKs43BjnKDKF652xoa9bnNiLFpdCdXOEM6sItTyI/bjxL4or9KMNkKcE7c5sp0iLpm6oNhegEMp3MyJLJm2CXzuoPeB7AoxCM3gKQflcJhp+oam9TSd46RvDaaNyptp5rwJfK3f2DRcbCJ3tf7lWjvVVWMxLfRiqMDgHbuYeOiV99cDL292nLQtD0KH4Hgzzez3E3uXCOKJydQFhpNkvv/i5shsL0DnMRmjGB0tq6FtNQ/wKMVGF0miXXlOM1AYOk8IFjbm1Yjez/YzviiDgEsFhzKWQqPC/mCNjZHXLUBr8PZM+iCcNQFjgZjr35QKQw2jalRoxBOCPbSpGOHR1nzw6m62VYLaOUjemfNtrRNHIqRTthghzos1hCfDwIvrO84ePGbcvmbKJiNNxVZFNE1dDyp5rClcR5jtHv63wa0uBbyRIaV6eSydw71HW13VSIXxqrgqVSmzKoQ+1MHZEBYpwl3d78/ZCPDTmBkPkd41zAcLVXPi2PSBLz1Zc7FpGJpg6xAn5sxb7L7tQ8AFR3uo91NXxeXZhvLZK364N5X7s18/GSGohd185h1J7U3PChcfDLVQCTQm85qL7b0UI8VlDF5zFRYO9c9nSiWW1MlVhOQLuzlWroGr/t91SsPc+lZ9S5MhBV9XFyBSTXUqs9ZyDOTItEfr4bC6TC6lXiTKVBIv7qaji9wh21RVMElW0zuSCleSjrrtR6EjxYkSBN/CevB84WQ4pqTlVNimSJxs8r1F+XufXTHuI//OO48opeF03fCvf/WCX/7qBY+Hjg+9cLeP4ARXd43eBNV2oTqTAPnW8dnVLXlSPr81tYIP5tLmxVjU1Atv1QRAmJPlvZ90jhCkFhNYX3T0D1pSVn7u6Zo1dnk/6yPfPFxz0JHnhwO//WrH5WzTDlVyZI2WkuvU+VYzfO+0VzvlRcNsR8T+4OXOyIOnfTAHuSAmERU9Bq18+Z0T5pj46kdf5nS9Ivj7dcRyVDlenHo8yxnY5syvPnvNP3j2gn06cJhibTrsdTXe8+E7jcHdGMFOnSdluyDVBYoP1pzWHWgx0TZeBV9sldI7oSkLJujxPhCTIWNejCi7CeEIe6aUyFpY16TISZMZ/MQqX6xksR9rfMTAx8VdEGeXvIQl1bPuQdW6cIfw5KwnCux2M5LMpyKp0q3Mi79EY3F7cUhxfHEzMJZEi2OokHvy8Oi0N6KnM91013q2h5nDHNnuI1d3B/7wR1dMMaHOEVMCJ/hSjuEsf/zyygKiMGKZ+SUU0sE+D+eFpw9OeXKyZo6J+ZCPu+KFqJWrf8SUbSDwCoN4Ysl0vScXcyM885lxSuwdlQBtJmmbpsFH0Fi4Gyd2UzLyplNizOzvJnbbiQdqaZZD53ln1fNe2/Fx3/MzHzzgiycDac6cnw64pEwx0rWBdR84zJFvXt1wNx541wuHOAKFTdvQeY+qDTyH2WzeTWZrcsrWBVbekbuejfd88dy4O67x3M2Rc1pWfUOXHPM80Wlm1MTtNPLDy9tjrkxWs84ttSlammAcxEL1ha1QeEVZ3DIDi+NRD0Pf4JsO3xirvVTJYOOE/ZTMP0ILUzaX11h5W5tg++65mE4/auEsBLwT3kQz2xmLWpPhPJdjovNGLOy9J4gQi8mlp5g4ZEOdEOhrs7FuPCOYN46DVFcWGRuiAoaGODXOyfbulu3VNbevPmM7GSvfVaQpOEFz4sPTjqK1QVgUGrURWFBLEa1N+FsqH9FqvKdHhMI3rtKjpKJfBcqyFtAj10CkusSKkCarR+rgdpqZU4QEEjzDuiE0wpOna0oHsUTe7EdDTGMkNBk9gdRD01g0u5GnHT7K0TuhVN8EV1cfJcNhF///NQTB2R68ljSk7qNElW1R8mwH9WW1qhV3X5hjrhwAXSBV299OJSNqOvkgjhLqSqLad8ZUzWgqAWmu0JbDMfrCJNZ5P+qCOamVH+/KLC1RK++hyuswYpn5IiipREMJaqqUr/sYLfBmjDgR1icNqRHcw4Z3Ni0lF77YdXz/9pbbORLVfO/vKDxLI8Pa207eOZsCtTBLYYrFJn/gv/vBS/7g5TVnTcN3riZ+4/M73sTId8dIo8rTJHxVAqfJ4XNtyEqdQFFCKqzawM0ULSY2C2SD3kLj6jRZndLUiHbBYB1u58JdLES1C7ApcPN6RhQ+uRl5ehrwgx3AwQAxAAAgAElEQVTO4UHH78vI54eJk84fH/K6BLJRpE5vdifr8X9lGVcrsWj5q2XpvJfCpHDI4LrA6bo5SuSKM/j9Oy8y682aeNjRr1c1GKQcobhlR/fj4VzL66hokRZ+/dk1//BHL3Fk0Eyalf008+z1bJM29v6UrGaEJPacSF15mBGWvebaE5FLJrjAOGYo2WBNrWTLAqIOcZ4mNDSdNWa5KBRHwDGmxDhb9O0uRdrWAqvmbC6SFgVt32zJ3Fh+rqW5EMPbEXFQtc3UMzNFa4B8s/ya/Z05FlsDeizfvYAE5WzVswkNfVX0aLE/1wZH35kzoO8bXrzZVlmjoFpISZHseH4zWqOksBsjC/E5pUTOhZiKZRM4UyN555DWfqauDYw1WEvndNxZp2Q/Y9RSOQQAFm7UBlM5BDFEERRXlO1YeBONgHvWtMwHQ9/2yYK/1lWCNTghzZk0F7b7md55ViFQivLUd/gi9CGgQfnofM0cI5/eHXhnPeBLoQ+BVd9x3nas+4YvPdiw2yc+udrzj57foiPoduKps6f1rOvsNVZ0IIgjqUmyVZV3nPC460jFFBpN6xnnmqbYW82acubRMJgDIqBJ+f1Pr4ycicXwhuUI1GOWsebfy0Lk1eqFYUiViLA+WTOse05dy9XtnuvbLVIyaJXNiUmzxcHjs4GmEhLnDIhJe8eS6cTUBp335Ay7nBmc8Qacc8bFmhMOaJ2z5EwP6i02vfOOOSttEyhqNcypECc7k19cN1Y96uAVaiqknVfDIDKLPb5VmogwFuNN+Fwjro/1SuhQzmro1FEiXZabcSEMyjGLpmSOaKtmez51MQor9b58CxlY6p8VjdpwqKBecK0ZZC2IQylLtkakDcK6a+jWgayJEhN5LJScKSlzO2e2U+ELzuTqqS/0Q0PTBJJTYlveikGvn7X3OBwn2v7YOuPPfv3EhiBh5gZmVWvj1ap1fPXx+jhtLW//OjjmouYmWC8OKwz3/IFFNhSq9CoYp/L4a0EcyXt2KRK0Tvj2bPPVkxW9BAtG8cL540ouEfM8WHbZVjTtQxKRqv+2qXmu+nJFjhnT4ky/rc7gWPP/N1mkODOPeT0ndMp8+3pb4fB7s6FlipscpF7o+sBmaPENzLMyzuYi6J1jP0bEKddT4vU846vLmUuQvfAsR/5wd+A6Rc6dI48V2VCh7I2oNW4Ty12FVPlYgjkle91qNsW+2H+LWr68oEwlG0vaK69vZsaY6VvHr7x3zuVJqGFAduCeZk/uHe3gOes9H5/0x/vWNTatvs2sPe4t64HzvX3W1gwuIIJyf9Pes4wPycyVPPC4bfj4nTPefXxGL4XiNlxf3xz9NKoDwnFVIBWKW4imxmCugHutjKMq//N3X/J3/vQzXsc9/8JPP6Lx3uR9yjH1UlGKdyY5RLDUjDqtUiHsvKholJISU8wcpgmntgoQyQRvMbz/8sdfYZei6fy9A6+MPjPlZB4TuRCTmopnjuxjYs6F1hkpUai8nNrdL+9iqRPgwhtw1XUOlC8+GJhzRe2ynUHvHaE1x72liZICxcPgAo2371XEpsmXdyMpF/p1w5MHLSlnpu1k57n6FyxSq03f0IgnZWUfI+Icb7YjWgp/8PLG7FozVcWixGgNjhNBPHzhdA3Fmrf1urPo61RIKbEfIyVl5pTZz4m1bysSK4TGViKbtkFVebUdeTnP6K6wmyKXcbKJrZomnWxak9GpNex3h5nbOSIoq8H251ELac48XbfspoR3gUtd80s//8/zs++sOVu33JVixkPO0Z04hkrK+2A92HogFX64HXl2iHwvzpQys5HIBw10Qeg7a2JOm4Z123LSB6ZgKXeh5qjErEwxE13mej/yg+sdn+9H3kwTsxbiXPj0bmtGQY6jEdpxbbegS2rBZpFi6hixqXxB7FSVh4/eo/Ute8eRIzbO9YxpIQvs50zjHFc3I16oBEBXeWPGSThEswUea/PQeOEmwhhNsdM3gVUTGEtm0sLlwTILxhR50DXHfBWHyQpL1f/fJduzH+r0L5WHUMQyCZx3dN5RvJDUWcKrc0xUZ9mmQX1H8Y5csvGWUiHFRImZlMwb44jIYQPqspKwoqPLNWfJqkuNWSQzoseqFBq7W6Q+30stWnwMADQaCqaVRKzRCLK5rjUa70iiNFOpbpfgGnhn1ZBFOAkO8Dw/JIYIJ7OQJUNbV5O3kPYgudZbb+dLBXbzdN/0/DlfP9GHIFd4ixr0orW7LN687ZveIx7ylHndCJ2KQT3Uvd+iv8cQgEzBVa5AkbpCoAbjOPB1YhfvuC2RUDyDNxnKTRB8gtQoZ9pw1RvLfolPrkOrFU8H5Pr9sahbqR9uESMq5VzMxzoWcMtu1ghPsyuWV57rRbqb0XBvSeyqXLGVZb8lNr2KMEriSTMwJ8e+JA5zhOzJFbRbVbe2kpRJMhrAjRZR7Oq/nTI8nw3W+ULouJ2Vq8OEw/SkJWvV20vNgjA27xQL523DPhUQW98kyYQKs0m2CaXdNOiUeOQ6/qN/8xf5b37zNy13Wx1TKjzNjiimYTfJk/A8RYaV50Np+M5+5OguoHr00D4+8wL5sEAISxOgx4O3UIRFqauWKllF2Bboo+PF65fstztwL3n33QtezRbHvEw/drIWMmL9tmKHeSmIukCnNhYgTvjmZ5d889NLfvH9x7x/MXC7MyvokuyUmCzPU3LCeW9WuAAaahSrgzIbqoCixdzr5qz2HCF0TcuUMqW+FicOTZniBJ2LkeqwMKOSC5OzAB+wC3o6FLqNIQv1rbufbJapaEEMlinFmRRynBKhcxxuJkLXEICpGF/DeUENPzZDpAxff+/MilHlBHnvGVYNN/NMGwIPNie8sxn5/C4emxKpb7bVXuFs1dK0DrLjm59fct62PKSj670ZgmWTFDpnOl3TfCunm567OXPQRJ49F/3Am8Nk1sjOEcTIwSe9o3FGhvQqzIvraWfInzsYGihRkbUnZCgJckqUtSPPhmT0wTM6mKZUd/1CE7xxRrySIrz2ie1O+RsfP+T/frElxht+99u/TeM7NE78i+9dMJOZSublzcTQN5SU+d2Xb6pkzPbUrihrdXSiEB2XUohppgTlw7blTcys+56HzvMiZlonPApt5QlEnDj+1v/5LTNrajxDG/j3/8pXWPnANkf+5EdXCDAVq6NGfNd6LJbTWYetqqnPletSRFgsb263e05WnsurPSE0aIqImqFbFjEPfQcBT3aFhNAHORKLN40htbEUc7EtWo2NHLkkWwOkQnBGiJ4yDK2wCoExK/sceb5Xpqh0rTCr5YrknFh3DfuYef+ktaRLzTQ4g+irNX1Tf2qnjq5Z7m5ByBZ8JpmYEk4s/6X6NdvK2cFtXm5HOQ4TUoeeEqtVeX3eF/WBE2sqUWvGtchxdZCrt4kI9Zwv5c/qcdaC7xo0FVyo7rXeVcmtHFfXm6aBAGF2NI1ytYtsguMkOFoPjxzMKnVYV5oZ+gCXPiGd0GeYo6HpRRXvA1qMR3e/1/0nv34iQuAx0oavkrguOFIufPJ8B9cZdxnp1eEajwue/qyl3g2mOxWtGnBjvSNCCMbRbqgyDFc9xysBzYhGNlFnKexi5uH5wCY6TlV47Bq8g3dyx9na/q0j7LsUyWLOhVrh36VbRmCoPvLBB06CHTTEipaqIsEmFCc2fZ06R65cBgQLgqlT8UEtgEWdkUPUxklWCN3KVzdA04QfYsZ721+X2q3hBPWgHYRk1p0iHvGWhngYle/cTERNOGdT5JQyTSO09efYT1acYrZ1zk00jwXjFRj5yEg6VhBDcIwpQ+P4udOOv/V3fo0X375Ftmbxqk64QaokB1besRJHV1cHX37c8YvvP+IrFx1dWJzM7M1doLUF5eatAoUaSrM0BseLzdmlsvzF/TTz/M0VqURSDRDa1fAfvf8nj4e0foNjU3DkBcHRuVKXXy/KlC145pALn7+JjFNiaI10ms0X1yDzioplNV5H0zYmvwxC8R7NWmVTxozXYn9v1be0fUMIjn/wyXfNzdKpcWdKZdiX2lTaVocpmQMkwF2aKwEQHvSBoeqzl+ZpeS+XL61vimm1hcs5czgUnjzoKbkw5lzXfEI8WBKnNEIIjq+/d4GqKW1mVcaS2M5VLhqCafVL4gsfPuRn3l9zMYTqny+0FZ4IWFImBVo8P/fkgq9cnHK1n4hjXjx9LSujlMoVsZ/lnfVAiolWzf+h7QJt51kWQ2MuZJQhGPchYGd8yhn1ZvcaU+HlNBNLIXuhLdakp0PirG9Js9L3DSd9wzRHvLNLlNbTt47Hm8E+l8aTGnjctJw5z7c/vePNPnI1RV4cItcxoi08m0aebUeevRnZdOakeN42BKkL1XrZts6IybZhsV/feEfxnk9j4VWJfG9/S4qRk2Dkv+sxcT3N5oSaZk77wH/2N/9d/q1f+lnGFFGB/Rx5cbez5kgMpo5abLg6smyXKdYQs4XHY9wfd0S0VZQ03vLy9U2VT2f6LjCsz8whUI0L5rynWZrrunJcpKBJlW202OmbOfGgbygKo9oIZByXQlHHds68c9qzCS27VLgdJ4amqWmjBnOlbPfGOgT7zL3w2ZuJzikFQyCiKjPJXh8wYxLtiE3ZBXOfxRmZsgueoLB2wZIWnaMXR+9qHrEu+KBd6mA8m8VjQxXLMakD7H3rhdUAvUcsnViIUa7T+X0ZtKbBqaApWf2o3hFG1Lb1XvCmUnECq66n7x1DG3i07siN4+SsZQqBByvPuvU8bL0p48T4cafZIwlGn61JL2Kcgmx5E6vmJ175PxkhWOQiWgSHdYS5GASJmrtUfHHg6XsrXuXC5Zz5+vkJ37vZEooZ1VjOuE1TOVsedRaDLjMmHcrVNyBL7WwXlEaEj883dBpYUt2uNbLODeqFh2crrnfbowQuLFReKcZm1kVLamclqOmTPcIqCLcx8x//h/8ef/e//x95sR9N25lBKbQqHICXhwOqriIXssgnjpen5Prveyt86uD7+cB6Dqw3HcUrXetJNxEtxSRcqkj1bm9bj2KuirpX5imzOm/QZLpap7Cb7YB/fLbiO5d7u/At+cJeQ7FG6qILXI4RCbXBequABjHehl87QoQyZ04uhJ+WFf/Jv/Er/Ld/+1dpPPR94LlhOezGyJurmfcf9pDVdlna4QTeH0542m24jhPb3cQPD/ORrCnIsQE73tX1rUNMStQFbxBz/UOK8tVVxyfbmVQKcT8ZVOY9h4OlQ943tpXwU9v5BTS4h/xqEXQLjdG+/5OThs/vrLD+zqeX/MpXPmCOkZtdJmWhE6X1VlBSdd9SiuUAKITWkUazAHa1SRQXKCJ8Ot/x8m4LSdjPCVFhjqmaXonBd1rNY1pXmyOD/b135JRxYt3w5DLNqERn++TGZ/ym5XCITLHUhmtBXe7fh/umSXm9jzw8XXF9GM0z4JDu/6wahCtOuCyRlBMr7zltGsQ5s9Ot67xWPPscCZs1H51s6F3g7jAhvuGw2zGse9rGG9pRlIDjh3dbXtyNtOKYSuGsM8SBys04b1qePFpzO85ErBYmzVweDgzOM2xabu4ifRtIKdfQH4cTz5Sj1c5gXcVZ2/BSDoQiFiwUqxa+s8+sH6zob0vmZrYdfd8FOufJktjFhOvs35m9IzvlkDJXd5GmC0acUxsSvMLV7URQ4XRdef4JniWT3aGwT4ZGfv2dNUkdnRaK85SS2bllNQpnTcO+ZH7jcMcgjp3LfBRaPoxr2mGgPez4Dz5+ws0//ke864WLvudqjDwJLX/8g9eWGaCmmrKshCpvrZd/vfHrGVSLl0droJTp2EWV3W7PBx9+wDhHtvOWy5stjx73hGbN81e3tFVmN3twuR6kRXpeLIdFa9OzDoGXu8hp77ibMuernje7yTI9vO0D7qZIExqzVm+DISJqxkhjrhNtLnbJOyxYSwqKoxGbqrXWkcjiW6PEIsYOrCTc5IyYHUtN2w02CCAOKYZW+WIk6bdml4oS2M9YlPtVqLtvxJ3qfROQjSioZbGiLoawAFI5T4ocjeTMLdPe0yCm/DGpYgbxFUkT4lSQptA2nptDMvVbMgWWc8KLQ2bTBa7jTAj2nM25kGOiEyEGR3S5mkRBGz0pKPM/MVX9+Jf8OCnrx7++8ld/Ub2z7j1mrUmp9oYVLXTek9R8zJ++u+blGHGN8H7Tcbk7VLtQ20nPmLV458TsM+sOZlEieIwdKmIQbYfjo82Kbe94lL3B5GL/xuRg7Rx3RP7g+9cGGSF1Kub4gS5TqRbT7XtMFuOwzAQvBuWfrDr2UzruoHMu9KsGHRzTZHZqRRftN/WhM6th81avD0udWBfd74C5SJkvPqhmTvuW7RTRbLGnURxDCBTMFpiciBPQG2M4lYKKEsTXCSmz8Z6b60iiVLOPQueElNUOyfG61GrQZFN40sK6DZRNw5dV+NH1zMOzjn/mYccFyn/9p9c8fDqQHMQpc3cz8+7DAXHCfs781OkJHs/Km6ZXMI+JUgrbNHN3iPz+zc488mtjIMu0gphSA8dJI0zJkgWtOTaXs/24uC8K09Ycz/zgaIOrB+v+UIra4ZIjs/G+Bi7/bXej1N2fgjoKRupSVX75y+/WnbJxK4y3ZoZXDoP27AWZDTLVDjaNs5E5g0ObBgme337+isMhklNhytWH1Tl8sWjmUJUiDmHSzH5MJG+rglAsXCVm4x+cDB3bsa4lHAxNi4jp+Q+1scDVorOsEbAf3t6PwjIlngw923HCS4EZM7RqhS+freiHjqiWpuagEr7MZEmKHtU5HQ68PY/O2wUUczYkr/IrDqWwnWfmotzezdzOM6q2HjR7csAJP/3eBdejrR/iImHLatHiOXHed1xsej55fYWLwqFkWjF9e6kT8BxMXZNFeb9ruLszhGAhGTZtYJpmQggMbWA7z3TiaatfAZW70wfHSee5S5AlE6PVouxMntv1nrspU3Kh8440m9dCN3gGJ8yjcp0ic1ZmLIVxqQc/+/TEGtqidH1gXzLiAx0w1cZwr6bRH7RKw1S4SwnnMv/qsGaP0EyZSxF+43LLv/Tld3l+t+eTz66PoTVFoZX639TPvj7zi9wxZT3yrPbRQrBWXUAUmq7DBcejxw+5vLrkerYLZdLMdj/ROpPFakX0vGiVLi8utPUCFmo4UX0+gBwLQ+txQWhDYD9FCxJqGk5WDZ9f7+k9xOJoQ8eb7Z2hNZIt1MsZSdwpnAyBx++salKfoUMvLicePxno1VWvB8yZs6poDIXVY+3IVOl8tqn8bj/y4vLAaJXiWEvEibH/i9TLXityWFGX+v7aBVPHkQUo1WMlOl67CyWfYuts52zA1GLfKxc98uWcM1+Zx0NHzsqT0xYRx6GYgu5k3TCI8OnNjnEs9I3QqPm97KdMToU2OJIIoze02GcHSXFBkE6YdpE/+Z3fOM5Kb3/9RPwgq+3wLK7X/ARCTV5rGotGLmr76+ef7witEcg+TRMnZytrJNTgV1e9alSFUAUvqW79vVQegdo15hQ+Oj9l7h2PiyU+eedoqmdzj3BIhckpT3t/hL+UGtKiJnvyIjgx6L6owVtOla+9e8rXH51y0QirTU/TeUShbzwLnrnfJ5641pCBUqkQcJyCHXDedTWNi0pE0eO0W4pCKUfoaTvNFLUwE68gwR2dssaSiFq4i5GDCn7lbUeG0jgLKHIOcm8IrDrP1x+tjDRZbEqYsq1lgtaERXvazMSjWmB6cdzsI4ebmddjxLWeF3Hmf/jeG/6rP73m4TvmtYCa4cjFo57shN1c+KsXG5xrTOfqzOHQYqcz4oR16HhysuaX3n/Ev/LhuSVMLkBBPTxaQHNhO5sRiashTQ7hdl/TF9VgunbtGU4bGi+1y9U/w1OoxB9zEwHsbN43AvdmRyKKK2bsRDForSh8vhsRzKFMqcYoDkLwEBqzbq4rIcTjtKDJLJYXAmpJiZIzMSZ2h1iJm8bA11Lo+wZa0EaQABoMEXhwMrDyTYVvDZXw3rEZjDjXh0BxQqeOq7s9c0m44jhrGpb1DLkiMmUhYS2kymXf6ThME503eL9rTZXgozLNhVgiK2+pfAGhF4+UQsqJfZqhfsa1DtKqkpMyF9NtewexZN5MM9spcpgzr2/2XKdohMlcmKdc4Vv46vmK1/uRVBL7yTLd1Tsuhp6kZjlsMH/in3r8gKLKpm3YtA3OOQTz2mgEfFLWvuGwNze3oMLQeppgssTV0LPqPXOMnLYNY0kWnObMBOjxuqd1jtfbyMvtnt2Y2cZEGGwnXhw88pY5cOEaQlT6xjEMDqfK7pC5Sfb+zfUSLkI1U3M0mD7+vHHsNbNRj2hdS4rSFDmmu45qzZUrynnbcOgCD7qeP1mt+J/0wO9t93ywNmjdiyEhGaszU0VbF/MsOwcmOTOvATuEuRTmkmlE3jpESsyR9Xrg2Y+ecZgSHzx6VFGzieAcixX36aohLORgJ2SxdQ4CeIuVd1osFrvyzfo+cIiZu9Hktl3T8vB8g4pysx8Z58jtlLk+jGzdAa2JlKYYuKcPr9rA1Rxx2TGpkaXHKXF1PRLEmoZptobQFTO9y2lGcyJUZMc7M4TqapSwd47PrkfOhtYcX5dru9ZkrbaFR44U+vacWeuUvOUzt6wRKoK8IKX3l4bJbOtKwnkjoJdkTp0LsuGc4IqyixFV5c1uZj9nSsl0rePlzYHLvcU6f+HxmlTsDPXOczIEukYIHtBMmJRV583ltjM32jJC4/7ixcBPbAjcItmrxCXnzUQoeAvFKW4hill6Fq8jS2rGy/2BXQ/vDCs8RhBacF0ROxi+Tt51xUrjhC+tVzx9dEIIwkZb0+VLjcLwNvHfaUTmkT/57jWvRtO0p1zw4o9xp8tliVs+QDNF+eqjDddT5laUk5OeD4fA9m7i4qw97toQM0/50asdfukAXSXpVDKJAi+n8fi93lKa2H97YbdPbPeRNGY2vXnYpwphkbPJsZxUVcq9zKqIcIhWJHKxtUtwniGbhGdfMt+JkbNNy2rtacUedlcn4KxLR18Mkq56OamX5z93vuLjkzWbIRAVVqcDTx60KCb9RLm/8FUZp4lGAxRbeywEOmNv1p1tyYw5s/KO3nX8lScP+MV3H/C4mkm4Oh0v0HLW2iEjfOOiR0SPkw3ung2/NBRa3urC64FEloO0HMrl4zFw3GR78PS8J1WCwxLlqijPx32VF2mdZo0UFBfukdpUHCQYdN83ZqaUEjEVg5FFCAQUYbNq6bzHBYcLhoRZpwFpThxiqm6FhTnNnK46HjSdrSScEXGnaLK+KIWcTHVw1rVs72bu9iNX44jULPlGjIhrE1UtXscxxS6eqMqYrWuVIIgWonc83x6Is0KcETWr55SNEe5w1c7a1k03u5k5F9Sb8RBqyp6pZLbzzC7ahP5qe2A3JdIhHqN2Q2vN6E89XDOVYlLHYmc9ZiMYjiVxEjxfvNiQcyYlZb/LfPTBCWmuaxeMrAfgs2WSPEY47Yyk23XejNIaZ66OWjgJgb4LlMbIvOdtQ984DkV5fnvg2fbArmRo7AyennaUrMTWpMtd8DypoT7SwKFOq3EqDGJZCgbQGGGt8+aG+o3HK6ubKoxqeQJRDT5OqmS1JiE75VwCPZ4sytyY4ubn2zP+7f/0P+fl9RVnEmhPO7Ybx29fvuZb+Y7VO4G//tE7/PWvf8D7J6u6R7ehKtVLSCviWoqtY03XY/ykoVn2XbZuvHpzw2ZzypTh7jCxujilCZ6zNhhq62CeszkcYsh8K57Om/aebKZdheqPgfJwNbDqAydDz8WqN7VDSvzg5U3NGlF++Re+RlvD2K5uDsYpslQ78ylQq0GTafo4UTV1ELBZd6yGwDQXXl4d2M8R3zgiylQMKY1FOaiSq1eHr2s17xQtM4oQTY5G7aoqZ+AtREAxP4E6lJSF5cuytdP6fi/lSOtg646k5sWTxTc1p6QOxPOYjx4HVd5Fni1rQ1QYmkDfBLIKwTf88M2Ox+cDowgPNh3PrvZsU2GvQjeY0VIbApKVXcwcSqHsCm4wdLb1xvnxC3Tx53z9JWmHVlcLRroKLtA1npzUgmBUiK66N4mjKHxIxzNmYzRGeNFFTk9a3i2O13ejwdx4pgrdiljw0NfXK3Lb0gTHHROewJ1EzpuGvB8Zx0zpDVr/9MUt26nY7gw95rmXUmi9ZY9bXKSQUjYdLoWPznru6m7IOSP87ObMk9POjIaWgdMLZS64YGjFkdKmBtGa3eV9DPARFKrIkCq813V8Kge0CFNWpBRWg2cdAluNzFVnvehWS1V02NBdCS5iNrlOHK03vWzvAyMmn0zOkaLQrBvGXTbCVs4G+6ppZp2vpK+6Z2uDZ6vKk6bha13L+7HltTOm/dXdhG+FPeYYVsQK+C+9c4FKh8jMmxrC0qhQXKkrA4twbkupeemFB03Dq2nio0dnfCyF3/rsBnW2d6RASYnojeX9e68OVT5Ymf7qj4sGm3aXrmDR/tqbvQBztg2w3z9Kquox9SI8fzMdmwjBVk9SKnxeai+vSnFWnJYP0kKdbCJNczYpXikcciKqENrWpvhWaT3MRRjnDME+zzZ4Bh8o3i6+grGwDcuC7RwZp2gqGC9IhbR3KbKsRKNU2C94eu/Yq4VYlRLI2dAZ7x3Oc0zmtF6tsq/rBVGK8uTiBFfgcjvVn9WxK4rkA0NroTlehFf7Axd9TyNwkxNDax4bpZgPu3gh58xYIp9ejSQpzNFQOZFqv1zssyq5NtjFIGXzB6myQy100tiU1DU1f0NQbJpv5oAOjjGZ1XOWUj8706HLxsFYGPqWLMW8BGImOGGXCy8PM6tNoFQDrSllBh8YU7Kdeus4CQ3rPvAmRtuxI8hkqNU8JW6jERgd0ACiwqO24QcHew+nYiwl37R4p5w0UtNVHU4TOM+saoFl2AolqSFRZEF9hRid4+7yQArCn+bI3/wv/wszgXPY06JC44TH2k/JR3cAACAASURBVBCz8n/trvns+1t+6nTFN77wiB9d7rjZ7Y+ZLs6DK1V3z32o1JhLjWCuJ0QE36+Yxy3iPE8ePaRIJs+R65stbd3D30ULmtJiqJAqxAwnfcMu1gopSslijVKOyGwKF++FzjvGbETAcTZy66/+zp9wuhqYdiM5w6HL9JuOcTdxse7wDt7kRFI7n39wt+PLFxsCnqTCu486UixcXAx0rSdmU3o5hxF3qehtMrK499acFuf41vM9inIz1qRcWIZ7qKiDk0rWrUOSkXuXuV/q51Iv/MJxOKkXRe0S7C5tvK8eJkrbVnWbL/crhmLJopZ54Kx5F7FMlFTIpfClBxuurxMHN9PTW96F2OdxuvbcTRYAtk8w1zq7y4W1E0oLZMx07Iij/n9sCNAlfMSgfsV8kVsF9VS7YSzYJts3+eGrLe37g11CHuKceF0yr1XpZ2OMuyI8Pl3x7oOOS594mFt2KKcFBjyD88Qy8ezTO76TCilmPOZmhViiVx9MN+z/H87e7FeWKzvz+609RGRk5pnuRF4WyRq7SiqVSpaltqzB7m7YgAcY/egHA37xo9F/mB/86IaBdgtyayhJlltzdVkqUVVkkZfknc6UQ0TsYflh7cjLBroKaAkQeMlb55w8mTvWXutb3yDmKW6yLeMFUBuJxjVOgSrfulrzuVc2AufOc10zm2CT3aQFmS2oaN3ilZ1vxMGibf2toGak1D7y02f55hKy1QiiHJrEZTN0HOeZL51vicEg+z54nApjg8TQFkkaHJqVEpROPGMquNjOVzH3wdfZjFSyN4vV837F/Tjx3mXg8/uZUm2/NnhHiI7BOfaptgTJwrev1jzuunaVBrrgeJ/ChzLz6LJnGOGjmz3HdSBGgbEgRJyzRMge2OfM0VUexGgojNCCQaQRmwRxjgd9z1gqN3PhW4/O6UW43x/5ceOa1FR50MGnN9nsbBtJQ5YCtjxRyw0vcloLLGsilpWpLQy/ANfZ1zy97PjJ9dQmJG2cU/u+u6PZ39ZczdxHABaJaJNniTClGUkZbbvTXjwuBHqvZBx/8snnTE2Se7buuDlONklRic4x50rJplU2BYFwqAnNlTll83+oyqiZORipKjqH994aJyqPN4MhK5NZuGa05XwInXesLjvurmeKtLTN2tzJ3Bt1xo9e3rP2cmI2f74feed8oFRDPUKzor4cOqSan+jDricXg6Fpa55cK7tp5NluYjfmFpHc7IBzk1CqAUhrhHfOB17MBlerSkPtlK5z5GQcgUfrFffzTIeD6siucneYeNQNPM9GpBW1Bm1SQysexRUvxyOlFLp1IO0KiPK6TjzZmMpiv8+sfMQHONbC8TibvHIjXITI7Bcrb2GaKivvEBUmrTw7zODt8kxVWTuLD/93Y2LTmU7qJme0gLiZqcKcHWHoyJoZnOPgoGtOmEGt1njvbXKXyr6ahbkinF12Fp7lzVL8Es8LzXRO6NuFpNVg5fk2UwRejTPfv/n05Km/7oVvnp8hUvnosz1JFd+ey322ZmlpCmgNr0tHBhF2tfBv//ZveHx1wXi0cCmw5jIJLRsGVs5zmAshCIeUiL5FzeOs9nSBfS64bBymgDWGcy2kVJHg2PSRWStHzZz1PXfTbKZXR7No3tfCXA2JKu3iPebC9Thy1Q9IVbZnG4Iz87fSzK18MS5FoKDiTsC9aAtRUuXj672tAQs0qmWrO+3yxwydbFCwem+Kg6UmsUCU9ue6/Df7QQun0zk5cciymPLER09Jpcmnzb7aIYTesw2RII5RCyvvuR1nLrdnrR8x/4ltH3g8DNzeHRhrZRwLm5Xj89cTV13HJ/cj531EjpkasRCqovRJyB1I8Tj5B2YZgBlMVIXoDU6ecuFYCimbf3LRlhfvxKa0Kpxf5/YmOkpW3sZTXyfu9wkt9jWf3x34i49u+PSjHVVg60LzF6+cZcdf/+iGkvSkOxUv9D6Y5CmEtjs3WcVVDJYE6L3JTmRJsjK3q69f9Lz09t+iMwOlDlsp+CVq2DvO1wFd9u/toGhRtq7JG53hyCcWvdpFpO0ytDtLOQ8B8cLjJ2u7VNve+vP7A9OccGp6223f2aWjUDz0YnHTvsHwOLODzqocS2FfDU6ylMFK32xDN73ngMetPF9rAVCCkKv9nCJm5nR+1fO465AYodr3Lk6ILvK1uOE9IhIc/+Ov/6eoVOa58uXLCz5Pmfuc0OI4qMUCA9zlxE0x3XKHHf49ytykUB2OjQt8dTA+ycuc2feR9y/WfHPd86QP/OTF1JARefOc6aIoMJzAGi49/R3SJp/aHsgvrA1OlILWOfzk2nbhpT3AoqaawdbqFgTlbFqtwKzWfHZiu2JXlFCVJetaqOQYIXo0dqgql8OKUqCPRvzUYhyTC99xmGZyKS0iOJMmi6yd58I0JRAzEPIqbGKHSwbRqgg52XMkaj4U18fR1mO2ezIf+Ojw4kj3+VT4pMVx2irKiumyChpz5fKsxyOMcz6tBF8dTfI2NYhbMUWAOKGLQtYN9yUxlcIPru/44ObIcW7InEJO1UzDsOZVnOM7FxsutpH7mptVeUMZmtKry0YCHFaR+9kmwWNOTAp9dXjgdjxy3vfMakhJdM7WXxV+sj8gtHVZNjSsC57LVTSPkZWw8oFcC0fJrIKpQ9arwFo8By1M+5k0m5TNeWn7/MpWHOvwxi9l5Sz6fOWdoaSqxLr4kNjqaEzwn3/tHYTK2gkTsLl6yIPLh2YBvOpw4hvpWFg7T+dNZdSro/OBIOAayfRGMmvX5MhqKI9vuuznxwmtwrPRjHVq4ybsU+HPX97wb5/f89JVrn3ltcvcSuXJw8CDVWiOfcKYbZ2QcuHREElqSNbueCSsOrIzrkJtV5+2TJpZrRmotRpJtthQo85WIzfjiCj0Z4H+vKN2jilC6QLdNuJ7z4HC+xdrk0zXYhd2836Z5oR6+7kNYLJmSODTu8R+Tki0uOq5EfPmyVAo31ZpiLkj9qERHb3ZMf/kbs+r1/MXFATWpLvT+vELKwQ4EWtrI/KiyyrTKs6CtDSzk9NQZKt0+9qrrRGzFx8EifZ5rp23UL2VZZp0ba/+YN1TCwyD49nNnuf3B+7GmalWDnnmej9xzJW181ysAl2MHObM3Vh4tB0Yk31ioThysXyeXmFbBNdVWP30+/5nIgQxOHKqeGlLAzX4GiwtLjaoZKnLTuw7Pj/MrDQQpsK8T3xKaXXc9rVOnAXNeEcpzV/fBbxTKEpfhffOV7zazagT+ihMudlwOoHGY4hOOCTlahMZDzOlWITr/Twvnw1fv1rzSpQNQpJGdgmBnGrrlguzFgYXEak83fQt09uEV+rgOBf6znOkOUyxOH3Zrj23CVa1pZ0dKgRFs/3eMXh8EPwILjgOKaEYmRBnDnFebf0x5cx6HdjWaNDplKmqHIMyHq3DT86Kbtc7jiWD2r7qrO/5ZBxPk2Gvb+RGw0XHu67Z2iGUEFg5R9LK1Fj0ax/5yesD//tffp9hFVgn4cfzkffXa+6nGRHHEKKRxTDS3DZ4bnNiaIWt87afTGTuS2YdHakI2xg5VuXz3c6m5bHw629fcjcVJqdGfsLacF0Icu12lybzfPMUfwE/WAhSyxqhwX/OtdOd9M1Dvjzl7Vss8J5dUK5JmGz1kIvlbcwKQkXF0cWelWSOVahumdLh/bMzfvxyx5QL99PEet2ZLj9aGM2YMoIVivs0N8sFM+AagmfWylnfQR8YOs8xZXZjMgTAGT8m14LvhLtppgsWi6y1gAazlq3mGbHLzSlUhcWgpkilFmuOJXp2KeO8RfpOKVtzFAu7oly/HnnrYk0QT6cVxZRELhwYXODZ3Y7dMRGcI7U4X1UIK4fkpsYR4en5iufJCH+ucQ5SKafd7NoL98ku6fMhUgqEopZzT+JYHa4KY1V8Lhxy5cJ5xlLMOloit8fMah1AYD5WYheIImTvuM7JDIrElE1RzBJ32/fc1IkqjpJAvDfkQqAmJaoFq62DkETwWkkinFUjov3dOJm80UPwIIk3iXdSeXH/mvPYk9LMKgphPjBcPWH7+AEXl0/Y6A1/9P0fM+rIujgmb85+zryEm8nXG4JtCYLUiscx1WKqIRrRs61oFq98sObyxG8XYd5lYm/P+U/G9gysQGtBg/BwpZzh+fLbA7/37+4QgcPhyN3uAIAP5vSYF6l4kziLgKwd37zY8sO7A94J7/Rrztcdz6YdL3YzJZkqynI27LXm9hwL8MHtjr75dIgspmDOnpsihtyJsj7vGA+5rdmVH98euBwD71xsOE6FED19p6hv74GAd4qPgRll6Iy8+8GLe64PydABbc8ISnbCo77j+X7C+zcyddU3KzeDtfTNn6ntPW/NQ8WUTIIRxjG5fQDujpPda52pjRY+xlEz76w3+OCppbAeArsps4mejYil6GJ3zJwLuzExBI9qYrXy+L4nosxzoYsRDfByb6mtfRQ6tZV2KtVkurmyqoKufvrK4GciBLlB4b1zJxUArWgGZ3nXqe3qBU4Jcg7h/VXkuC94baQyOEkCReCy7/jq5RnffPeSFR5t5iazN2Th4cXAbTL5Vq0mOwrenayHxcgNJkfKpvX23hQR0QWCKN96tOZFVGZRxmAfdPAO8R4fzSfRA2s8Xk3/uUvK+w82rDeRoRnO1LlyPBbeCvENqbAxhts9hEO5DJ6abeLf72fmuTIXGHrPVAoPzgdDXDDTp5ztvXMNychNWiK5HSw1rWoMjqiO4I3MU6vlwV+PE3dz4tgcqA4pGTTe9MJTe0+nqryN40vDGnW+GTbZZ7uYRytwRHj34QW/tB3IufL2auDnt2ekAqvYnTh/4mDr4Sw4jk1Fsi+FGeWYszGecfTOMRe4rUpWi2pGlflYeHTe8W8+vebumEgzPFpHvnNmHgcW0kO72FoTUNvD7tpDKIqIfRjL/0TbHwR4uo2UbC9YTh6irelwnIyXllWYKVScuem1aaE2mNH50EilFdcFagtImVPm492O3//oMwsYAXoXLKglCMeU6dpq66iFqWizzBZi59l2pvtfx46UCyEpr48Tc1HOViseDCuzPQ6O0DlKNr6NFiVpsX0pNrlZvjw8Ou/tguOL75MVLCsO2ZCtlW/mYXZZP3894UVYbQM388x1mRhrZt/S9UouvLjfczvOJqPVZsesZiV75jxPNj3r6Hl0vjLzGK2tqNpzhiw1QJnUDqrWSs2Zzql5dBSIEohSeZUnI6vWwpPzNRll8J5N1zf3UXi+n1lFUxdcDJHSwewsTGj0lYd9RxcC0cMsyn1JpCwMxVZUgwpHb7kswQlFhIMDCcp9MgvroVqc79/szavEO0/EcT8mW5WJOfdJ251dPDzn8dO3Cesz7ubEZ599wk8+/pBZ17y4fsm3vv3z0GqRUzuXRYSxZo6l0kmTgYrgiqGZFW2ZBM5Mb9Qa/dPnrCYFX4azZdr1AiWbsiVPxZrxvKiglNfHwo+OM//b958vT5ytVILp6mWuFA/SO8IQcENAe492HoLjzz675WwIjKny8XhgUMfXhnN+8723yLWcmnFtz6XFkDcJYGsOpXGeonf03psUD2W7CoTQMY22RrM1mL1vN1Pmb17cgYNt54mho3eW7NmHQB88Q+9Ye8+Hr3f86cfXvNylk0RcdTGSsjp7o5mVdydF07JyrJU3VuX1C8jAsrhUQ4VpTqPGjTHCdKiw6SIXIXI19FBMXo8XM+oSC6ab52IBa9UQFuc99zmTi33vzpscOHpnMeOiHKfMNE9M88zDt95h5T1SLPlQFC594KLzDAJX0TeDPOVQCufzT7/zf6YPwdd+9Te0b8EUhbazbV1Vab4E2gqsYOEmuVEQlw5rIVvURuYTUb759IIllGUrwSwdHfRqFsIRGEvikxc3fDKZGcs6hhPcaNI3O1yGLphP+0LSSxTef7Dh05pO3tvrGKjAuY+snGecC14qc7W9KMWcB+ekDNFTU+KTuxF0cfgyNYSIsDmPaCnMovQEtptIPVTup5mahTGb4U4pymoVWJ05AubVn2eLucxzAa9IF/HRHCB78RxzMogwCJ0YHFdyIURrylbtfYsY5O/FJq+1j+Ri0qI6tkhStabuncueb63X+NDhRDkWWHlTCFSBtRZ2zXUvhsgPjjc89T3HaolsWc3hqqhpnle+Y58zoybW3mxlx5Zlvq+Jy9ARhFNDUNQyyG/SbD7dpfDBy3sjIYm0BDgj9AnwSxdr/uzVnqUDXciWb4Q8y5ldIL5lmyetUMppwloABDvsYjdTm1KCCP/Fu0+ouYVgCfjeG8lN7UzXxiHBCeIDKpXbceYvPnmJF4PjVISpbRWiCHm2z2w1BLwagWin2Sa2sVC90knAe4VqzXUfPGPOp3AuEUvxS7mQqYQYjM8jttd0YnbgVTCJbSfgncnvghWOUZU5L7RXaw7QRjhzwjxmggpPH6150SRc55f9CQouY2V9FgnZTMpUxfavOJOIFSUEx1nfccyZs01PicowY4Y/bUIJiBkWViPVbaNjV4zsG4Pn6dnANBW0ms4/qTJW5XY2s6sg1iRoMm995yA5a55V4VcfnvHZlEioOYkGhxbo24phFGWeM66zBMGNC1SpDM4I0glLXA00WNfZaxCUrQqzCp8eJ7bRcUDoEbIouzE3mRwccuXMBb75eE31yuX6krO3nxBL5ZOXL/nm+++QfM/Td56yS5UnZyv+7uPXlOPn/OCHH1jqHoWEpUAO4pnF0MOAnWnJpmH/6Pqe20Pm7eh5kc0RRAxcOzHk29NAnos5yTqa9r222gQ+2qoXgQHhkJXNtkNFCCvPfDNxe5gsDjlGa6SFhd/L2+uOm6qMx4QPriEbFS+WjCvaCLxYsmZebIIXmL0qXRFyq+WiVttnTUgf+IVf+C4Pz885Tnf84P/7W272x4aicFqD+dYsRSeUDJuVraFupsI0ZhvanJzswmnpnaWR+Gq28xRw9L1j3ldGzcZ1WcgApwLSLja3rCXbfaig0twR233nBc62nYV6JQuf288ZF80DoxfPISeCwHns7fNx5mXRBeFq1fN6nMjFnldt9SXPxp9x2dY5ffQMIZxSbO+nmU4shyhWPZn8ucYdGufCysMffO/3/4Mwwc+WHVYhO0HCklFtBdmpEJoO2xlbi4rFXtqOzQ5cVTFf63aKXOtyfReJ3rN15rVu++FKteUlk4KPnsfvnFMrXPYRqtI7ax60HSiLSDZdPIt8TwrvPNxw0yJHky6EFuWYCq/mic/2BxSza1WBi0cX3KuymzKHktjlmdgH3l6vmizSDnupkGvl7mZiPCpbWRHEc/16Zs6V6AN9ZyZKNVfOzzokmmTwMGZ2h0xF7RKNDtTkmForPcKcE0GEs9AZvBMim+BPkKTDsiK24q1wUM1nwAeqU0YpIPDLjwa0qJmvbAPfXq8pzrgYY2uAVLylz9WCpSRUHJ6oE12uvJ5mHBZWJSivjzNzrXx0HJlqBmkqjirczYYVR1F655lL5XoqzOrYq3JTbH2As333NzYBS183O1cnb86RAn92c0CC8P7V2j7rE5Rv5/KNfe+b4rcUQ0H49uXmZKP8xadZ4RSVLSLE4N6whsX29lGEVdeTGzKz6gM+dPiu44PdHX/92TU/fHmHFwtQ2c+Vu1Z4fIbdmJhK4mzVE7Ao69BFfLXvPQyBi9CZeZTaSkBVmVLFO8fgHau+ozSOg/cOHwJpfMPZsaS8trZRxUXzju+8Fd37Y2ZOSp0rm7YL74IwRMflOnLuA32yIj0X5fp25PJyYL2O5GyTW86VfuVIY2EW8x0JrQYU7HsThE1vJMoYIzk0ozGBQRZk0JCWiv0+K+fYN2lZ5xybLjC3RpbmpukE7tOMiHE5tqE3mSKVmgtUuFp3NA84/uJ6Z1Kq4Jgc1FIZGnq410KZq6mIauNCBYvd9c3sa6uOlJSbmlEP73R2GDfq2JfK6zmzio6C4NTQuYiAGFnXYlGE9570+ODYSmCeDjy/fs3Zgyv+yW/8Jl/75i/xP/3P/yv/4n/5F/zz/+Z/4Btf/zb/7W/8CrXOeG/TaqlWW53CLJUsFXHmrDpXaw5KLdy2nJDPc9vuLxDfqfFr0yuCj550LEy7zLjPgCcnI6hJuyxQCxVb1BTzXLm7n6iust1GaoU0JaZ9s9VGeLzp+HzMRo7MRhTMqjzd9KZuUj35fihY+qpdHqfnNyyug6qkZEmWEh0SAkUcmh1fffqIH33wAftpxDV0zYl9tihkExWSiq0Mbg6Zz+9m5sn4DrUqmpdGRkH9yb3P9hf2/M9VuT8WZq9cxe5UW04Dswq0oUm+QChUDDF17bwvH0Y/OFKE2nvuY+ZIscYHu0N2c2IbIo+GNYXCTjO7uVCC0PvIy+OMw7FeeaKz6HpfHbMaPylGYdtHBHt2prycF1sxWo6Ns2ZIrA75IiZRrT/92v+ZHIKu6zjOIyGa9eQ4F5yHfhUZZ2NdFzUXwCnB2TqQ1fHexvH3rybbh2mlFnDO7CcViFqJvkOy2TVKqfQCqE1P0UHGsdWOy+DYVZvgaLKMqtoiaB2d06azNRLK0wdbdg1mRcw0ZmCR0FlRLihjsvCa7TBAqUSn3DYr0M457lJCBqHbC1kqTttPECO+pFK52R1POQwHracEsG7V4VS52yfixnF9M1IynA2R24N90FXVoNNd5WrbIQ76GE2OSOUsRHbjhPPCxWrF/TxxMXRUTL+8njzJG3oxFZP/+XaJ/cVhpj/3fH3V09WKBE8nnhlIKvStqdJa8RTmxtDvgvAnux3vhoGDWvLdTOHdaHkPL8Yjl7EjY/K2pBYF2rW9291sFrNZCx7P63my90c8I8qZ93gKv/3sFm1rBfGCZHfa55+KGspP7kZ88DxaecZj4q7W9rdfcD8sb3aaYEqBv7y+PzUBJikSXGsstI03WoWvPdzaisab5LGqcSBUK3/zasezm1ukVoZ1T6nW1adiQUG5XWrfeXRO7CJXfWFyPcep8ifPXnA7TzwaBjahY6YSZ1O/eGcxrd45nJgEre8CRStVLfaXWujaKB+i0glMzpFLazyCQ4pNlL1Ee4+bJnxhUtdq6yVR0JZe1/vIOKYmfbNi7ZxwqMoDIEebcGL7PLPYUOAwiZkKFCeQC24wOV8u1rj6huLE4Bil4nthuFVLncNIk6gjSQVnfJkuetadp0yVzjnmnFAVXjdL65W3XIOxFC5Wnmm2pn83J57GtUnGxHIpnh1GHg49g1r4kY8WJKNZSV6QKmQPgzo6cSSnlvYZhKNTdISL7Nis4KOp4Coca+U+F5NSql0qRwzBvJ+zeX2oqXpUjOioWkjdCpcTF164efU54gLnKjxce6TOuLvPeLRR/uVv/w7P73bMqmyGgZeHA6Fa2E1uapGoJt0TsQZ6wMyj4M3aa7mvTk1B1bYnt//ovQWHRXE4p0gXiD2n9TfAay2chcDkFI2KT5DaIBIG41fpsXJ7O/HwYuDzvcXEa7GaGqMwH5WP72a+8mDFj2/GJuFrTn8qqLcptjrzoXh3vebz3FQi0XGoVsfe6SIvY+AsJH77D/+I+3E2pUtd1FyWTrvc1aIm66QUSlKGdWCcrBbVasqTBThR17rTZUDgDXK95J7c1Myms33+4l5oK9ZWe5rXjjU7S3NgQ8aXznpuu0JJUKbM211kJz1ZFfXF1gZtBT6mwjpG1r5jEGHG+GLO2Xr1OBdywaLfvSLqCOpIqVCcsI2eKIFDzjhVpsmcJLMzGXIMjt4J+1TwOPZqxNtJl47oP7IhyCXjgz0Ac6m4AO++dY63E0ZoZC8njlytyD17fcffvZqa3MJMdmhudOJBqjAqrBSc881DwCafrjrjbtRm5emEn3v7nP/3k1uywFwyfCG4KKl1z1XhFx5uuM2FZ2mi84GoJjmJ3li7UR052N4zlcp5v+IwTcx5Iu8yc8pErINCLL62VOXsqud4l82cROz1KkKdquHnuGaN7KiL13e1dC1RQ0Q20VN7e9A6caQZaLGWULnZjVTvkaLE3rE/Kk8v11QX0VjwTjnvAlApM5SkXMTIxhlzdieCCwKTFcjoHBOFz46Fyy7QTSPRRTY+0PlAQptjVkVdhCbRpCTecpHqHfOcjIyFcKzCWVzhxVGquS6a17fwcB15NZmXe1xQI29yxrt55pgKR1Uexh7vhcfeUhnFWZe6m8tJZfBFB4E3aEDlxcEO8FuXPbt9Yl9a01CXNdayXLDmRzMnqO9UCFqDYPQAu5wvumjvQWma384Djj98/jnHY8un9ML9NNsEGm2nWLAQkt9864qsgnOeQ7KpshPPb733Nr/30WdcjyNDcAyrnm88esiz61vu8kznA1PNrLpI54SxJnZjwouj93a5z6VQ2zOVq1IbqcuJNZ14QbNyDJmhWt5nKcZrEDUlyMp7izsNjhVGDOtjIDibNI55PO1QX12PXD4c8N5MrbRqW4VUYjGUcEy1sdkFJ461txCkub5RMviTmQfkq8DqUJCpMDvYOuE+K1IL3tve/Vwj6jxzzjh17HI+GdJog8FxcH2crCmplVoaOibmWArWFB+mxEUfcc6TS+VYzIbYeYOE81TMz0MgZhhR9sCmOHPxi477bCsOKWaXe3tfTryVosrQ0M6pEf2USvSOUg0qV+fI80jxwnhzQ3888PBrv8Kv/OIv8cPv/zn8/Lf4o+//FX/9g7/hR3//Q+4byvfqsKdI81Gp2tIpPX5Zu7Tn4ViblXprixc1zoJg0ybuRY5rsmlHDIbQTodMWIUWydLqrEC/WXF3mKjJmnzFLnLBLLcLAoMnjpWb/cjZtifnylTMR4PRPDGoyo9fjTw867nez4iriFqj6WSRBAorF/nq1RUf3uxIVHwGF2BKmY/nSh1nvv/hR7z3ztu8urnBeaXWfPLBsBWA2fHqsp5QIyCPY24W+3bHaOMfWB/gQIrhJ2Irh1xNYaLURm6GsVZidGxw3Kb8768PWhARTprL8Ey0jQAAIABJREFUobJqd9Kn02y8j87TieMuF6JTKEJpmT65VmLncQX2KXHeR0pRhhjI1Uzbgg+oK0zJ7Om9wK4UVMWIhU3+u6jOCuaXAsJm5bifMn0I5ujbFDj0MFWz7/8HNQSH48xmHTkWOxylKls1eEUbxlvEHLmC8wSUf/TwjD89XJtNo7M34LRuUCOzObE9fzQRTevACxkIbYfnnFkb74fIXApLWtwQA0M0jX4MVuhdgL/amQ3t5AXVTO09ISiDRPoYKFQ6LMHNiclriojt30UYYoRayFLpEHbF9mFjrjw+73i+TzitlBG8NxIQakYd1cNuZ6Er3rdFm9qB7RVksH8vsxFlWAuiHbEXjmOhV8/z1weDax1cbCJ7Ej54OCppU0jJPBru88RV3xvrt9pK5lHsOGpmEivKxwq993xnu6E4O9BTTszzRFcqP3exYdKIqDK1CWKg8L3jgXdDT1bY+g7vjIMwV+V+nMwEQ5VjSmwaY/bD3YEgYmlkzg5rdGaAMtXCsRi3Y58Tb0ngX3382orV4nJZ35gNneKK7VFneYqX5uH5oSAqXPaeR87zwWFsfADrIN7frPnR7tgaiy/wClh4CBXVN6zsiAfnTuqXGCLrXpDqOByPp9ekauSgVCq1Kt94sOFR6Ekt6ayqqT8KZgyiWvinX36H3//oU/ZjYqqVDnj0YMVV6nl1GHl7u+V2P9I5x2EqdE1qWnPlWG2PLA0iVjEFhKHl7YZsLOc0FWq0M71q7oKD90bQrYVt35n1uIMhmmn4sRpjO4h5exT1zEHJ+0zxAlkJvTHefbTViB4yd2Oy6SiALzbpH+fMto/sS+YSx31rjkVASyFvPLqy5iHdJNRZQz3EgJR2+WiBWniVcpMTNxlzNRvpjEl0b+YZHzxFbE1lQS22ciqqvJozuznzlfWGoxRGrXTt54DiesfYGObBC2tMyZBy5aoLfOcs8LvXR1YVihd+eLvHi+NMAtnBMWdKsaAjI53aoOOAJ5tIbBhoFDjgkZzZi2Pcv+ZP//R7PN4oP/jkY37/j36P43Fk9oEhZyZVIkZ0m9TkZLWaBfOk9vzUavbMr46GTLzXeZ7N5jQjy06GRTLdzr2qrXsLlFSQzoN3pKnSDx4VI32GdWCak5HIqzW+mpYGWhmCJxVroIZNZH+YubluzoIeyIom4xAtRmuvdjOK8jSuUPU8n4/LHYpU+JWnT/jDDz+xKOogFOfZ9oGvD5EP0kiP5/5+z1//7Q+JwaGlmFV2frMCUHFN2dbqrbPv7bxD59ZUYbyV6qyBM7toaQZ20PVGLFWF3WFicTNSDDW4LwUXBS2Ozlv0s4px0sQ7XhwnvHdMU3mDXebmmdMbQbImpfdmaz2lSkmVvu8pXum9426audoMds+pAkZEHmLk4rzjZppIVekdhNpUGNXCjMZU2K4iYy7sauV86HilhdwJh1rQgAXpLVtWbxLrf1BDoKqUY6FfByatZiRSMxpWzdo2IFXpyBxVyOJJVfjGO1f83SfXNi2CmcFgb/rX373kQgO5bZFXPpCyFfriTOLT0ZIWCex8QsSCeQwCakxPJyenwODN5CeoTeWrEHEOOolUlPt5xgUz6YneM1eH67d4N7I6e0C5+RRxEDthS2CspREY7eJ4kWfORLhLtgd1YvCsa4W7VMuRJyr4gM7mhCadGRBdhGimICsLP9lob4euOaKNolxcrenFAklSskuuRygxELLnXBwTyjmeXhz3aTaTGeB1sSmmd4FEJQTH0yHyslRWwLl4QhcZa+WYE391c+R8GHkao+XJi+eP9we2GWYvQLE8bhE0VyYthPYZjKXgvWMTAq9nS8orzrEvhW30eB9JbZ1wLGYdeuY8F96z1mwGJq3DXvgBm86xH3PjgbTFpnLKh6i1EXZaaM9tytxoxgfHP377kj/8+DVDiHx8OL7Z7CkNdTBYT9CWW66Ll7Pp1r1pyoPzVCf82aevOMzZ/OkdbKLl3Zeq+Oj59cfnUH1bMZjDo3MOFU8tmTzPiCi/+8mnFs4kQj4WPs8HuDUZ11wqu3HGeeFVqYbA5Ya2qRGdordnJtuYh3hH15tRmBVeR83FwlxKoXaefTaSW1aDOl0RpgqdjyQthFIZc6GPgTHPpFTo+sicM7nC6/1I33WcRcc0GjoRHNymmaDCvmQkQFfdyRhs3XccS8WddfzWu+9xsx95tr/jGWNTd1gGgOBwF4LcJ6YKqaUSei98ehjxmD+ItGLtnH1+sQ0RWZXJF0KLAC3LkEJF8Gawg6kXPhlHvnXVsc0dt6mYb4bYlL3P5WTJvTDzcYXPcuX5bWILTKK8OM6Nn2QrC6qyP9rkGQer7oL5bUiFddOaBwrH6qi+0Ffhroz83Z9/j0/PBvxwweXlGff7ew654IpgG3mY0JbJgAUhNcv2lS4ODtbIPr+bAOXZbF9Hk5cu57xd461LNvSSNgGDUmcbruYJQu/xAepUOMTa2O9Wp51TnBqROGllbHLDsVRCFxApRowuFuW9u5+4erDhmL5gnizK5+PErz254sEUWXnl2WHiFx8/4S8+/tzMi9oE3wWoUvkwzzh1rIcV9/ORnErLFcAIvs5kmKrguqXfN2jEqaLBOGPD4DkezK4+L++OWJftGuv96nzg5c2OLjjG44wWQWNbtag1GoYuKnglOSWbWQ5HEmQjROdSWZiWJ7M+tV1+8oWhIcv3c6Jk5WzTUao9h4rdMa/uDgy9IZY5VdbBHCBf1iOrGNmuPK/3E2POHHJGek8dhBwdtw6qN1nnNXnZjZgKqyFMciI8vhmV/uMbAszdCzVoGhF+/Hrk3bc6iggXvnJdIbmAqyZhK2pJVY/WkVd7IwY5tT2/1mr+3iXZjkOxDPqmwTUszGwmY5PDrWrzOagNIhPQxsivbf8zF7OZTHYLvDnMxXaeQqH39jrWD97lF95/m7Uv/Nlf/jl5viM4x1iNeX+s2Qw6aB7Y7XE8IPRO6EJHnQtjVroukjDZXZX2Qpv8qKIw25rgkDN42+v2smJXZlBtiV6OUCsjZrIRnONssB2rOkUnuBtH9CyQs+BjYJcSolBKZtMNSLWs6+TtrbxEkGorj+s644pDSiFKYO08T1aB3nuej4lDvke9cBgzX31wTnAej8kIc6kkCtvYIyiHnECErXPcz4l9sj3imE1eFBDojR0+lUoi04kn1cLbfeRffnRjTUZjGi2N6iZ6dlM5ff7aJvYGaDZyj72/i2YZtTXTHz+7wXvHbz3d8q8/vLb3vRm5LL7+YnutEzvatQL66f7Al100SFgcQ1R+7tEVLw8jb58NTMmIUDcogco/e/qEUsxhTtR21NKsyOaU+dHdDc/uZ2tehLYKo9m/WhGrUz5ZqLr22qamkNFaG2JhF2AUd7JPlVrJ1VzfUpP8ifMm8RRLb1zQlipYkE51FK+MqVmJq3LeRQ4pUVTpY1PrFENsViFSSuHohI33qLPGzjm4mxJVK149qy4ya2btA1qU2Sn//ZOnTHNiWAW+Ei55t1T+9v6aO8knNQBOmINy3CeGEFrUskUv388ZxKa5Y7Ei6oDkwEVzCHy4WZEPlb0v7LIpEoxxY7bJZVFBCdxmZcqJwQkPe2HOhrCcu8DD6Pg3Nzub1pZNclstnbItvPDVFeyPi9ujsB0iqpW7XAz9VG2XJ/S1qXqc0DllrsIsSsAz1cL9/Z64H3l194opOR5fPeDF65dvZK+ixIytgtSa71698U0wg6RYlieiXbm6VOnlH+3PyxTWmuJTlVdYnXXkudr6FoOyawCtwmWI3Ofc9v7S6p9Ydol1H20Ig2EV2WdDjakWnnOYZ7yztaK9DOMG/cmLGzoP/+XTt/jquuegjmuXKa1WOif43vH+uufDcaJ65W4006n1ygKsnDbzJWjWzO27V4+6erIcJivSOapWusExjRnKm99fBEpWCpn+mHDV1i4uWJ6ItvWXeCVGz9xUHG5BGX2lpha8VBSitDwRLB7a2XtpBcpRQmXOJj3PtcU3t09qyoWpFs76jsfnAzVV9nMmayH7Vi+2Ab8KTFWNTLqS05khL1LOwmIktvyOtTW8eJpnkvHf7J8/vSH4mSoDxSa28WAEjaiORyvXUgphl1u4hZPmuFUtJlVgez6coNvlxX73/Ss2zqCWRRqWUqKKhUyYPMJkbqAcNPHswxvbGapNE1UFFSuaWvSUClgbw9w1TkNpyXX/7Nf+Kb/23W/x9MEDun7FnG6odaCncvn4Xcb9Dr/Z8I9/+ZdxvTcfBRF659pvae9y0YI6aalZwnYdKQJ9dDjqacdUSjmFiuDVZGxiLNiiatOYKrku4LiQ1Jrc3tlOcj9VUravGamsu0Cd2/gYCr0aD+KQKs93O55GC6HJU+LMe17dp9Me14ujeiNDHWthnzP7mvhsPCIOHvdGfLvoHDfHIxRbL0gpPOwigw9oVXKxrw2Yvvw+F6I4Ns4RnGMlHifwfHdkSpk5G+FtGwLvRM//8ZPXLOllSzETMV+Bz+4n0wUvxkNqjV49NQdfPK3CFxEvBb6yXvGvPrpBRbjqPGdyaiVoFOA3NVPeOB7+8PUelUqt5o62P5it7H/99S/xnbefcEiZfTJTqp/70oPTDtICkqxIFIGUE9/79CWf7qw7r21NsqpmUFKqWrSunVB7aNtlkktpJ8zSDp1AaGfBCafzXWojZwG9M8Z/cI4hetZdZBs6LlY9vXpCFkQtdrakhrAE4xDcJ8vRqGoBXhvp6XtrUPYUYvCUXKjS4FkHfR+4erzi4sEKVNilmTPXMebKvmb+yZffNvldNE2nEyEEzy8+fIvvbh4iWU4mL8M28uTJllVvU9P1lPAtvtaJ7XODd0TfooydI+fC3TFbZPRKeGfoibg26ZlDXRVaRoIhyEFMelVV+GSfeDEnbkvhs2nk/3xxxyGZyY/VON7shKmngv7jsfBSlEDLslcryrUYqZZqsr51dXx2O/FytO5g9ialm5w0Uzg728eUuTkeeefRFX2oJDVNubb9t5EtBXXVgqtagTeZd+Ugyc5xbUz9dnJOQ1/7fzverahIq78nExEhdqa0cI2IagIPYd925cvzQTVuzfIYgfCk9/hSmbPZ7xr0rtSpUo6F9ao3Nn/7nVVtsDhm5V9//Bm3KH9+/TkX6w6nFobkBm8Kpv2EVnjgOxRTSfnWzKfc/EaKnRPxjWwn1VYmqtZ4ApKskelCpPOerrdViWuqgeaszf080q865skaUN+SFumwRj3VU63x0RBk76xmaYHhLHC28jYMRUOPrc0y9KbkSi+mADvMhcu4oiZDK/to9fLhemDVeY5p4j4diQ8Cqycdq7OeR482bIeOwUUGbx722j5rOdW4JituK2zaOT39a6kn3IhluPgZd/7PRAgW9Lb3cBHhLlU+3StfvjTr2lnLyfRk0kJG6XPTzorw9afnfPDpHV6EtXcUsd2Hr4rDkaUQxeBXr2rTgCqd8xRnvISsbRKaEtV5XNt7VfWE4EjtoTGyiL3u0iRMQYTd9TO++u6XuR2VeP8J03EiyJH33/sq2l1x3N/y6YuX/M4ffo+CsPE2zURdPlwI1fygRVrSVxdxWkk5mRrF0aLPFha8wWUidiFMrbOV2prVJp2ZqPROGJy5xxWtLQDG2OhaINXKeQjgLGBmn5I1YBIhFx71np8cC8nZYbkdE4dxbq54iSSFK9836MiQiIjZDDuEV2Vm4wNfHTocjmOa+awUnvQ9u3kiAxcx8DJlnCibGJiz0juLQPbesYHTfv1YLCJbUTpgAAbqyRDEapj9fJpxjSycC/0iJUDeTPO6fLzLBLjoEAxF+PvD2P5euG1kI++FTee4m1rkLAtatrggYo2aGrIRne2tUzbL36Fz/POff98cwpoVsTTEwfgxVsSDKn/w8g4nhgaoavt9bEJ07QFxzZZU1AqFOIPDiwiLi6H5NhmkORVlHawB7jHZ0ViqNY9gceLOyH1BYC6Fi65jtxLzIMiVkgp+aVC8kmeT5dZlz68wYy6K+OYM50zym9p5n3JhO9i6abxLJwLo/TjRx8DFxZqVRGsac2mW1YEuNEfCGPnVB2+TSuJ7nzwjbD3qhGHTIZLYTTNdNXY04rgMgVltKgsIR83sjok0ZSuKVXkxWfriw2HFMVXmUvBqBko2sQtJjfBFey60wrM0sy82Lta2jrJe4I1DoEnvmjV2gw0+0sI3u8BNdlxtPWMtxgBXW/NcrTwuwMvbPWs3EIZA0Q4/ZEK2YSc6sYsXuB8ndne3DCpkxEi+OEMDqrP6p5WZCgJnGIfhxa2ln3ypCzxLxos4XeDQfDaWxrHts78wEBpnp7a1nJyGRSMnWtOjC0qHe0OFghPcPPSB8WZCk/ETrJYJtSEmNzc7Lq427PZTu7h8Axes4frdz1+1oKtAN3i6znO/m3l80XObzCh5N2aTRHvHYUz2s5bX4uwK7NRQE+fBV0cRU3shapJ3ivlWoC1Uynb4VJpVuUkS92k2YqLYylmDIqUSOt+anoZwJ2gBB/hgJmHjobSaptTUBpf2zC/rQhb/A4EH5x27eSZ2jlwLOGWuCYmO7cXAQR2dKNsYqcA4FuZcOZSJ1cq/sck3IxKgSfDrUg3l35NnL+joMpg38PTNX/8H/u9nIgTfuFrxX33lnLcvVhxDc3SpipZiqgEVXHXMNVuGPYATBnEmq/LeiH+ifPlLF2yJNuTK0sm3X6o9mk6lGcIYsyMU+EdfeYDH3MG6YBGP3tlqougbNufSGQdvXu/qPIMLzNWzmwtvrRKzW1vXWHY8fustOsn8Z9/9Lo/e+rJBbE7Zq3VUablwRAntjXIoXbJ9TVal7wM5A6U9jDQYsRV2abA2Yq/J4Q2SqvaBqirHObfIYwjONNmIPTCoRapmp/QCNzlxHiMPVitU7eJaeZNTiYoV2pZjUNoef0XkJiUEQxuCOATPvlautTA1mPlY7EANIfL1bmA+Jv7udsfruz27MpNL5vFqZYTLWtjndDonAei9IQXbuMxTwlQLV1L5v5/vWEiWdhprK2Ta0ABh6ww6rItpSWuqWvPfmsBlIpLWHMAvP9mwcEoQcM4IbVWE+8kug/ce9K2zbg/GMvko/PHnL8y9Uhy5KHM2x7zolNtSuW83sIgnNVmSDxaxG5zjdh7NVGZ57mVpdmx3aSiHcV9ErW/0wdF5GGum80JopOXle3gxcmYVjKuArcVUbG3lMJJucNaorsR29NcpkVNltTxL7Zl1sSFf3poYH4Sclblx1YOIhRIJLZ7ZmNC39yM5w2FvFtxLjO55NKmj7+Db5xctFVWYUsErhGA+JFPOrGNAna04fvnJE9xeefHyQHYVfxbYPBxYPR04u1xxftETrwJh8DituM5xfZyYxoz3jt6BzJWgnoFAnZVuEN7eDnYm2trReX+Cy3MjnGYK+5JPxXlh5y+DtqmaDIRTsQTDZZUsIvxwLmzEvExeXh8tLKwq3gcuznuGXtgdEoesfPjslk+e33B3O3MoxpuRajVg0sr13TVzVWLXGWcEGzmDOIo0Fz8vrMXTsSREKi8PE4jwWck2hbfztpxriyJeLoSFObPcBA05aAReu/3NbMphg4u9Z0vzrKh/g+gtd8p+pjUDrnG7bD/txJAdKbC7a/bpyBslEBaGl5IyFUNLNCuHw8zQe85dd0pTnEvBVZOKlrm9z+0FLNPtXKuZiRVpaGphqHbuLQBBjDQsWDNe+cIOvQ0fYnv1Tkw6movxgnrvmZccETGO0NCHlppLa54s80NUmqeMNTA+NHBWrAG7GDxfulzx4NzWcT4IGuxzchgylnMhVWtIHEIvgeLMYv9uVxnvE+I8F2ddq63tc3Lts1pQT978c0GHlrhmQ5UM2eCncwp/dkPw8XHmdz655XZW0liaZEtYN3hXxYp27zwrZ/rfoEIxzhZeHF975wHfeeuMK79CfcV5oTTbYytXBpUGJ4TqTMrjtDUNntTBpvf4TphyOjHfTdUg1DnTN0mNqGl4o/doyQwPH/Pxxx/xanRUOePLZ8LucM+YC//Xb/8uq82KP/h//oQ67mwiF2P5ZkeL07Wu/lEwtGHOVlT295ORDrMZh5RarYg0SIpmFaq1Wd8KUJTzYBGYzhlEG71vna8zGNg51g3ashRBR0rmgeBEOIsBVSN2llqZtfLBlDn3oe0NATGClRdLQ1Rg0/zapZomfC6ZbQimIe8i9yWzjYGkQi5KcYFHq45fvLzgm5drXu2P+OOMFCULDMHz/nZrrHonrCUadPsF6c7We57EyO+92J3g8eVZRNwXLmi73N/d9m0f/gbaXArAiQNWF8jMIMGNd/zpi32Dz9rXOdoe3r7YO+Hj64QX4cHKM2BErqWyjEeDjl3LB8g5M82V/ZSJpaBSzQY3F1tniUd8aERC5a+v7/F+aTDUJjTlFJiy/DrRO9Nfi004XmwSbPEdFqLTjGGOxWKZc6moE4pWkii5LgE/FlN85s0gbLfYEat9/ZTb9NjkmQItgdCdpgvvl0jngsOxjR1OjLS4DnZuzjYrpjkTo+2Fy2zT5d2cbAWx8lyuo606gFWM5qZWlOAVHwJ3qbnFqT3T/8k7bzHeTfzkk3vStXnHexG6PuCDuXt2Q8CdBf6773wFTYXaiFvHXNjPmfE4m0FSraRU2DmLsF1m/j62i0rMltk75aOxuZW0kVeasc0yBpunAG/0/O3fEUN9qsCHudB54eJiRUrFYqj/f87e5MmS7Drz+507uPubYsqxCgMBgiBIkEQPkrqlNkoL9aJNf6lWMi21kGm2lmTW6klNcAZAAKyqrMrKzIh4k7vf4Whxrr9IyoiSmQILVE4R7z2/wznf+YZUTZaGp3PCZ2/3zBlOp5lffnHg/aFymox8KsGZoREOGTrmKZFqpTrFq28jqTbCKHaRTtUm+aG9noui4Knpa/W17e9mp9r+WJ/GbaoXZEwu+0RQaQjkR32jGb0td4pJSWMwpcu7cWJ73Vn3qxUtDf0LNhrNKHnK5LGSp8x6bU3gspGXbABxCnPh+Diz30/8zcOxeVSYn0rRyqb3OPE4sSwG0SfEwgMpV3K2e2kVI30LXYvOWcpfsELsdC6WpNhuwqdpi32zuIkXBUTJlVkLcRPayN1IikUtCM/MlKzw0HagLT4GtVrhu14Fnl8PfPJsIARzGEXN5G/lAvlsUvtclCjW+VOVawk81sTX+cwmB97VM6/uIn4dKU6pfTUTMg+LMktwF/7LcgYuNQE0lGxZBKrfWAzA/0dBkNUO4GPODJ05AqoTg+T56OmokrACoLQDcPG4DOJ40Q/0wcJvnBOiQCfObF0bpNOFDhcFnNmcarUqzBWhVEz375yFrjhvcjCxjdJ5TwA24s0isxEovvzi1zyMB/7mL/89KonXP/h9nm07/uqvfsH7w3v+7Ge/IJVC9Mp63SNV6LXJeNSq5PyY+dv7mSlD3wW8s/nbKVWL5mwVqJnBGBveewcetptALxa44qPncW4Qbq2Imu1yEMcpJ3KtnGvi0ne7BiQ4x6SFUzIb266RjvpgSWm98+yrzfOct489qmMQC39SLeQ2O6oY8TI4WtKjqQUC0jIWKknMIGaP8RS0CD9c93y6HfjZfm/xo9FzLplXQ8/gHFOdKap8PY720kUJOL4fjXXLsv8++o9LY9PW6l+f5rbIbfM87dpWNAit88ZmvALql9/4aCSgiyRJTG7TLmV18H4y171XV32LQLaL6n/55RsKtbH2LQ1OgFMycqt3jk3wdMEzxEh0hijUnKkJtNhM3kdz0gxuQQTsxZg8DaIuSBGci3m6J7XDzatpq50au39u738hQJorqCE/VQHv2FdDD3yDmyuGXCHC4O11Of/URV5GJVqhM8/ds6+cyVSndD5wHXuOU25+AlaolKLkMRvxqlY2IRKdZ+MCKr4R9oVMQZsdW1GBWpu1duWz+0fGOXMYJ/7FD77NH9xcs46R2/vEOOaG6inF2ftQhf/63/0l11dDu3BspLPperahQ2QhKgtRXeNnqEVYJ72ET1XgLw7zZS7+cXFpb1A/WpTLIuVSJFxIrtVstncBcrbLXXNlOs/86s2Jv35zYsSi2E9zYcyFPGXevj8hAqMWxpQYtF3WswWcdQK9WkNTVJv2yl7LrBY1LGDOpKoUFVTd0wG/VNptlNoqmCe+DYA2KqI+jVUvHaNAt7JulXbJFMeT/M4pzgVe32ypCOvbZwyrwPV1z+5m4MXtyjrmlMmnbHunFcguCx/eHelX0ZQe+jTDTmPl4TgboTVbGuwtkY04NjHycr0h5Uop1vzEhhEs6IZUKyQbtsE4Jj5PZzbRM6OMU6V4NffbAmsfGzryVCwtB9NcM8Ndhx88Q2dhWUM2r5noBbwwTYvnjtAXYRONLKe1shJHHyLr0LEbOq5iZ8h1bA1fdIzFxpsnVYbmg+I8rG5WxOuOA5mZYn452eTa1xI5U1htAkFh4xpBr3IZ3V0qvKXzoCEfy7kHiNhsaLGp/gbV4TcXBBY+AYhVSH3wBC88HBcjGo8XsSqnXf7ZW7pf9HY7VSl8cMJXaTSJWzDoxbyNzAZSi12QiCBdIxK1hzYUpTrYbDq23irZKVsYRBU4D8LZXiw1YHnYmcsHJc6TBf7il18wz5ltv+Yf/JP/gpff/T3mc+Sr94+8f/eB/WkkOth6g47HbFV9ycbuzhFO1WR3CcxZq1j3UkqbRTpBgi1ubcFFVSAlRamMOdtr8J7eGUkk+sC669jECMXMJqwaVsaSic6uuhCgNtvXTTODce0GdAjR2VoJHrYvVhxqZl5GE+I4auZZN1jegQiPpTBT+ew0sq+Vx6nwds5MWqhSmUVRJ8wifJgrZ4Xf32z4QT9wOs2c8sS5Fr4+jyQxGPm2i+R2qp7yyH/z2cNFx/+0BQ3OuiBb2FpO2S43a961oXrLwba0bk9r/7f6wCkbR9xfoN+lHbIDafne4gXx/uKL8eacUGfR0TvnyaXwL3/5BVOeyOPJbDzoAAAgAElEQVTMmGxWHiyJh+hs7u3EMc6JMRVmVf7Xt+8tNRBb87WYBG6Bn0PTOldt+1hss+68t45v6ZjEvoc6qN7A1qERDBGz+PUCm+AtglwtSjmINxaxcsk4WLgWcxW2g3X9DhvFIYILsOk6nm867m6M2bzISedS2LdI5PM4s08zYNyG8WBqoK4pGh7miX/y7Dm12kVVa6WMlel85uF4ZpwSuRb+3duveBwzV+sNJTj2qXDyHhl6ZhH2seeHww2rg/DhnKwALqax3q57YgzcXPXs1h01CNk17T1Y5+WUrbcCgXa356rmr1CxWa18VIWqnXoL8Q0aqtcu0wUhMGVHW39Ll6XKz3OxVEy/xkdHiI5ptnTKecwmuU3VyJHBom3zVJnGxDiaY2NR86WwaaORimeMR2DPy/6eb2ewA/YHU/h8GnxzIbQzj7p0inY56FIgqLCIEVmu4WZu9TG1TIHrLphaoG1IyWpR1moX75wzX9yfuLtaMT2+t/WPnY+zVHa3AzcvBrYvVvTbyCITlw5cVdy+Mp9mpBbWg2e7GS5JsC7IZdz39Wni4TDzfj/y7jSyTwm/steZmpPnBR3p4fUw0Ed3ee0KzFGhJT5Oqdh4Q+FU0mUUQvu8KopfObYSURq60RkHYZ4LsfP0OG5dYCeOcsysCUagV+gQbjqzKI8VXu561ng6EdY+IhXEO85VCc5yPyiV2kHcBFzv2K3NuO4uBD6UxMYbAXLPZPH0UkEzh2niOKYnMqk2roga2mKoT3uqbT3beSBodS3HQsE9DZL+3jv/N/5JO1hV7bAeZzsEQ/R8OSeTRtTKqJVHTRw1c5bMVIvxKFRpuJdBby2dTIpSo+BjJEQzt9FgDk2BRuDDRhFaoWRhmhO9M4vGU8oQzJnPqdCPthCyLnOSgnTCVfvex/uRzXrD4+mRn/7sL2BY8Xu/8z0+2Q28fhH4F//FPzVHOFFOuXKfS8sdtwpsuOuMiDMXgpqfdB9ce+iOLsbmfmYPyeEu0qFxbm5z3lwMqzlX8uGY2J9GI0lpJqXEKSUqtaEylUNO1KpkUTpn2epKwaEcS2IbrBv1zlnHih38+5IRDysfONZMETil3HwBzEAnYAhNrUqlcGpSy52X1m0KIZk19KEUTlrMBAmbsb/oOn7Urehy4VQLbipQK53zdAI3Xcc/uh4uJLu2lNp6kieiUvt9bQj3b237ZnhlX0+dXKuEtR10Ar8a82XssBhEPn1f686X49ABS36BeMdCGzvUyh4jf+Lg/3r7gV+cH3kzjjZTrA2hyQktypRm666l2nGe9EI+K6nYxe2UVeetmyvWsQ7OSIvROboABxosq0ZIzaU2618rwM0vXtvmVLbR04dg815vChhEGLUyJUuZbBSylndgXu8i5qy3yHMdELrAbtuxnzNTrWzbZVtShQCuKKeaOGk1kpuYDj+V3Mh6Bneu19GCmJz93MNxRKTiQyDXytfnkUNRUoZ9eUoFvBlWvD0deRhHfrC94XvbLX95/0AYIj+5fsl6L2g20mPRSnUV9fbuzqcZPOxnU9EMwabfHs/TMrHLyOa7yrl5CCxo0HLiWUDTZTpwKSalGgoq6GVsuEAHBhWDj5Hf/+FrNquOLiyJk20sjxmxdcHzO9+747uvttzuOjarnt3KcZJC73xDQM0GW6hEsYA2VOnVs8zufZvBf7GfUOBrzU/QcJMDCo1XttTDf2cDfQR6LBDy5S/aH+7ix+MRoBUmQJO9VnLO3D+eLTOgWhEZ2t5LbVwTovEKulVAREipcL0ZiNFx03XE4pgeZj682VPVOAeoFezzMZPO5lpafWVMmbwvMNujaX+1Wa5bSNzfnk8cUgZsv1BhPNaLOszNoJ6WEtkKIGemW7chmqplqtznifFkaohqJqzkasTFnAtLZk/vPWOxQldyZeWbc63xA3k8TuawWew8EPWUaoVDJ553+zPbXcApbYQBx8PIufk8bMXG7q5An5RxTnz96yNfvhl597cj7z4/cx28cUWW97OciRUrhD46W5UnNGBpLkTlKcvh7/n65oJgSVcTm4OrF/anCalqtsPtO9gjWSxWrfO3mbpjrVbBXfuevdglM2OBDF7MDCZIi/b0QiqZoi1K1BuRr1Tlvo6mCXVCqFY4uEb40KxIgeyF2ZkedC6GJPjrT9muNlytNkznA+8+PPKn//e/RrUQg+N//1f/muAFEZNwVWkHQnAXK87rbc/1bmAVPOto6Y/npPjBI86S4XwQvPdI1Hb5mFnReSqIVtbBsdv5C+lMomN/mDiOBacO3y6wddcieJuFrQoc50x0ZnI0lkzSwrGYtCVgfIzakIKVBAbxfMgzqVrIyNo5Ohc4FIsm/pAzUyl4YBstwOnLOdH7gKdSSiF4+Px8ogLXsSeJciqVLHbhnCr0PvIHqxXPV4GfH458cTjhUPqU+G9/dY/wRG1Y0sMEg67kclDJ5UA+VLWt3c4r5/SCUC3tn6L84ba/HM7aZqPth9AsiOxzbpCqHfoLi7p1Cb49XwdFC/spc5wSsROuhkDKXCxBu+ap78SQoVQS/9vffGXNynLAOuv2vG0bhhjoGtHSUtDsPQw+IC3ZzTux5+7EiFmqZoNbLIp51xlD6ZjKpTDy0ubjijmgBRsN+YZIBG8Ezz54plrJCp1aAVtVuV53PO5nk8xlywQpCutdZFhHJl+IxXHleroS0FnQY7WiodQ237XCLkbfnAatwPnvf/E5nx2PnLQylcImRP7Bi+e8Wq+Zc+E8J95NZ17vtvR94IvxhDjhe5sNHsfDNNHvBp77NV9+tucwpqWNZpra3DVX1CtztkKo6xwltXTGdoFlUYrCeSq8T6Wtp3aALvSRhTz38bRADBaWdsheiHs8XaYKkCf+7K9+hmJeDqWNIkLjQj2/WfEHv3tLHRMZc+xcxjUZU2Sp2AjpJOY34NTGM84Jo1v0/q1oKE/IcK0CdRGwfmS89dE9/1QXPP2GuKWmlgVAMPh8kfRhl4WZeZXLhfKEosCzrXFLqgpSYKzFUvRaUe9FLvyDbh0QJzycZ74+jzykmXMpzEHNEMk5hqvOigjAd9Z1l6ToVM0tMzgbx+VKnYsZVom9X21ukUZatCKgoBcCo1YlZaVORpDVauqgDo+OrTlaOba7SM02ktYCEiDsHLG5DKpzxi+SpkTx3oy42v6iWo7NFCofxpmHeSa3c7Kq4ksr+KNnnpUuuRawZn4ID4eZdD9xfjgjapbz26qcpXDl4NW18bPUGaO575+e70KuNlqQXMY8XOpYW8OuFYadKM+ctCzyv//rGwuCqiCd5doLILkSgpFfDlo5ayW1hWD6fE8QI3Q45+irXCQeE8pVI/BsxUyLK+BiIIhv1TiIa5mKah5kS7fObDszaTUf8dYNUE1HrsExZ1vK55I5JrOU/I+/H/jlZz/nlGekCKHb8ekP/xG/970X/PQvfmryjsbsr9k4CTjr0lYrx7oL9sEXqxK9MyZoEJjPRlTyDrw2/fZsFW+pMObEw2Fif8rMo72/aJEEmM+TQX7jnDnNlTJVrlwgAFttKYdVUQ+HlDjmTCo2gtg0Ak1uKWKDeAuIoTBm87MPTnjItrkj5gC39rHpVJVJjWDYe/PQzzWTxFnljuN5F7mOgX02BEG9eWiX1r1alyMogT/abfjJ9YDMhS9qYjUs/e0CY9EkMDRyYCtlVS+I7P1ptsKhakMO3MU2/GLG4YQ/abHU2r5v4EnmuZyM9YJM2LpZJKC2zD5qp6RteAcqFnVbPRyc8TpyqaQWoGRmJJU0NaWx2EYUZ4RKL9U8MtoFE71j5ezADMGz68wsqguBPjg7QMWZ62crADsnvFiZw+axmF+/ekMYnDNmse1c23Nz49pMDT7UakXJNGdctfWswcyx7m5XZs/qF7JZvRA1xdnFenO9orsKHI7jBblZ9ZFzCzNTNevqVDKd2nufU2WuyuubFS5EfnU8sO7N677zga+PBzYx8vU8cd11fHU68WGaGGviLx4e+fnxwN8e95RUeHcYWfvIH//g+/zjm2es1XTkITqC90yjjQAkmEmV64SHebInqm3+3tw2zSdCLgqc5etSFCyroM2hLPnyqX3SZYG18ZO2QuwmeHv+Kkjn+fFv3bIbOtaryLCKXN0M+Kxsdz1OPEVMfdaJJ6gt6Nx2wIbARDWHUSeUUohARi/ZIadUGkepLSxvUm1d4LWliKn2ohekYnmH8hFfYNmMiySTCg8lo6LGb5IngqUV0XpZz4eDfTalKLmhE6lUG1U0ktxSH3edo1sHarUOO1e10V21rt1ebsUPnm4IeA9xcHSDOaQ6o4xR1QjasbN5vIzgi6JFYAbN5oGgo7kw6tTeW10KbiF46LywWffI4EnJfBSkKOfHhNbK1bq3cWUCh6fkRbJo/I1FLj4dJpOEViVV5XGeSSmTpspV1xkPZAikqTBNmVOpqPfsHyaunnfMq2LM/2Lyb5+AWdnsVqz6wM45Uh/Zxsg+CNurFd99ueLF7cBPvn9N3xkXQy7ckYYW0RrRxpF4JsI/v+r5T6/7i09DKsq70rwdfsPXN/oQOGcX8oyF8mQ1icRq1VHIdD5Q2uJyzuRmopWUHZVKRQhqh43Q5DUARehQZm+HWlVPlUxsmupqIYhUVXo8u65jLJW5+Wu7liVg9YXDeSG6QtFCrcvhXski/JtffI5WMy/xseP9+zf8h3/zP/Fzp+yzWM58TYyYJe8Cu8ZqmQBDtcVuTaU3Q4xkG8NFZ4UCULXgm/ykNEmMzcgcPimP44gczUxls+k4p9KaRrls6Crw2ePEzTrynZcrfv3ujJfAISc2nTHcj3kitnjQqpYP/8yb297jZJ3fKnr2NZu23SvZwWNONm5QeN53PM4WXbqvhY0PPI8DSjY9t3MWWKJCcMpV6wRjQ3cQyy2I7XDxWhHxlCq8Xgm/eJiJ0fN869msHH/zdsRjuReXY7jZamr75eIV4KDFzNrhdCkmnFXEAZgbpGvulVwOfaB1TU8d1nKwL3KdpQW0A/7SDiLYrPzTMLCSjrecUK9MmggazFwHC/paDR0/fnXFn76552odOZ0TgmvyQesyc7ugz7UyNEXCKVlXo9W6KxHzR4/BHANv+8BXh8k6vsYFUFkGHCbPxJlPgbN7gdzgQt/+XLQwY+vQOYNzU6msdpEowqkhfsaMdu08MTkiDk5T4u52RZ2Vhw8jQuHtu4S7iobWzZXtqkecSZqMFyS8P00gnrkWXmxWvDkcqP2KGzcQvCOrjXg653k/TTzvV7wbz3z3as2b04mEctJCqYUvzkdeAc+Gnh+9fMkQPf/m88/5kBKx9+RzYfQVirCbrCCBpUO1iOVpqi3Axy4g4wO4yxxV2+Wpyz69yF3bZl/W1PL7YmuuVuWQl67M3EZvVpG7374j1cx0zujKMR8yj3nm+d3aCKNihNHoHaF6lNbcYETjTLNeF9AM2UG/nAnvzbXvdRd5m5puTG0PCWYM1Mo6HGZX2oAPW/Itd0aNa/0Rp0dQB/djuSibfKvHVRoRES5F9qm5sQZvXJRSKjFYkFSu9fL5l2xqJRVh2A6Mx9nCetQ4VzTe2YurNUsM+U0YEA/rbU/vLJb7i/cf6GPl7bE0KWtl0sp8TMTBuGWdmAeBU+WcrT2pxYL5QrBkyzmbD8F4mglRGIIRB+fRZLfeOfaniaF3zHPF9YLTQJXKtK+U2S7fOdv3lsZR2XWB7WqFq1CcmseLOubzbGRNZ2mDh/uR41S52XaGNHSVetLmA2FNcpeF56ueHAbez0dW0jG5mRd95GHlCWuAzLUM/M6n1/zLN295FiI3u4CbIUnir+8T0pD5e1H+x8ezqSTa81+Q63pZGX/Pnf+by4FGKiyQ5wr1yS0tTZl1sQUzVgvbCB7A2KBaiwVq1HqBMk5qB+DXTCQKxwY1SVvYXixpTprELosCjhF4te6tq1WDSElWzZaq5ozYLqmV90guzMeZ42Pl+GGkFqs2J608zDPb9Yavvvyan332luuu5zzOVNVG/GsdH1ClNrLKE2Oz1IpQDBqMDpJJhqwIsEOjVoMvRZoCqEJCuFp1eIV8LuyPsxFOurbZVC+zMUR5OGf+5FcPPBwzD+eJ7wwDHqET4a5fsYsdnTjGUvnWsOar8UiuRuy78sLzfjCfeeeJtERJEevrFb6eZitMQqT3Zn/7vkysveMxFX55OvMhJVZeeJvmFgFrvg+1KlkdRQJZHDjbkHO1AsJ5wXdNB47w9T5zO3S8WHVGlNPFQ8BdLvtWE6DAENrnT73InsA6j9+/Mjvhxe3abj1hgQraFN2eg7aEzXaqyeV/9s8WyZBr6IOI8M++/9x0zXPmZbc2JIhAlsJE4qt0QtUumrthhQ+O81xalLF933POlp6GhZB0rcP/nW1Pc0U1tnKwdMhF0VCq8vVxRsRdlCbmX78oxOzvRQlNnqikYrC/LVHbR8GbRaoEbzHfxVwHdyHy4TQ/9Y0N5n5CCLiQvMZz5mpwbLeRzdWA20bzh1AhRlMb3Q2Dhc3UwofziTnDtzYbSlF6dXy6u+ZPHt7xOCZerrdsu55Pdzt+fdgzl8yb85nghJ89PlKyEkU4zJOFpYnwarPmV4e92SznzA/v7vjB9ppOIXTukj1yHQbGFgttwiYbq5SixnlaSKlijHCxxWXrph2UQpvoLJW5tPXotBWajZPSNvW+mRulWrnrg8G/peJwDH1gOiTux8zLu5XJlWulw4rpokps44gq1kwEedLMl2qOexFpz8jaehX4kDJLBW1Im1zGHUtnqK5J6z4+3ZVlVmb/vygI2p8dcmvV/NM6U7FzbCHreoc1P41gnrJSsyEaFg5miG9RK5IMgLDF651Zu9cWYbyLgW/dbHAOvv/6GXHl+c6t51nv2OXCfH7kiy/fcrf1vLmfoAPXGSrEIPhQkC6Qk3KulfNkqarUagUHLUyvQqo2Vp5F6YLDV3vuq9gRnMWDL3thPGbjZUyW4TPvC4VqJPOp0HvH893AJ1cbnq+HFhZmLq41VQrNCVYz7so8NA7nmWMtqDeksVYLuYvRHGQX35WH45nPzif84chtFlKZWReY88x6VnKZiU54zBN/mQ4UFb6cE3/+fuTPHs/81YPdw7XdU6XYflXfxqdtDK5e4CO07P/99Y0IwbYLjFKgc4zFqsjojShxEuUGY0ufNSO50hPocBc9amxVZi1P5KnnaizUTpsftCEg9uvmna7OGfkBxXvHq9sNv9ifAavad0OktotgOs+EYGS2x9PEeazkXLm+85RiMGhJlX6w13V6fGRvTAz7n9oi3gRTI6jtC6ZiEq6aCuKNQe7ERgEiNv8r3uaWk2ILsSjmJ2RZ73ebjsd5ZrPqGOfCp69XpGRzzw/jzMP7xNWzgeCF6ZzJST/qWqVBbfCz+wMCfLLtyNnxvhbWPrIJHV8cT6xC5Ot5ZNUuPDdNdBIYcHwoM70LdkGKoalTNYg5a0LVCIiderTzDHPhhURyI90NBDKVr1OlczNXMTCIo2iCpv/vRaneGSmHykY8yVUep4R3NqrIqkQcz3eeNClvx/kCL7apP6LKj1/t+Fef7VlAXa12gN044c8/nIGWNqdqiAxP+uoql/KBC8lu6RI/bvbg4tJmcc2Of/hySz7av8pZ8a7Q4ykOtMColVf9iuwqn+1PPA+RP/72K45VyTnzZ2/vUbVkuKytW1Xr/otX/vxxxEUH1XgxvXfMuZLK0vGbY110mFW3c+3cttTPghkRlUbmyuLwUhupzhwXpZH+nNim894jNRN7b2YvhoyblK7Bqto4LWCabUQ5T4m47ajegpkYhCGZh8bNruP+PLMOkSkXDuPMVIQYPKecueo6TqWwweSJD2mknirP+xV/8/ABVPh0teV9GvHO849ur/nph3f87s0tnx8OvFht+OJ04D+8f8sfXb/gzx7f8e3NmqmYhfSPn78gOuGLw4E385kVloao2GXjO0cvngcsffRbIfKL84xgkduLFPTiR9CK94+7pjpXXHQs0xlUn0yxbD6INCOvm3WwD9UJRQtRod/E5lPhOJdsI1u18WLGMlKoZlIVcM0zwRoIC6eyi3eqEKo9L3Fm67ycDReO7fKiZQENdFnYiLqP9sLSgC3/ptH1VckF0+yrIVuhFdSXWQHC9zcDPzucGxJh1aPzQkkQol78MaQ0H5qkF1Vk28LghZ3vuBk61psVz2569vf3pDHxV6lw2I/MKM8Gz3Gu3L858l/98DUinn/71T2PIfHwYUJWPXou3L1YUaaC9B1UT7fyzGfjqcWV492bA7t+ZbwzUXKqnNNMrsrjNF2KpDmZu6prnIVpb4TuOHh8NJvwrQ+M1cL4xlOii4GULRNCg7lRJlV8J6QR7j+fWD+LfHg7cbXqSKGhFwJX3jOWShccv913fHaa8M975rOi2y1biTyWPXOovNNK1kxV5X2yu2bTBb71auD4vvB+TjQ3rbYOHLCEY9PYps0RVhZtyW8uCL4RIRARQrDqz6xkrSP/wbeuWLvIrBb0ciOelUS8WHdvuQLtRajNUhVhVjihfCAbGxoj/5jXhr2pgLuox5JWQjNvyMUuARELgylVuX+c2O9n9odk2fCT2sXtHOMp4QTmQ+LxYaRTk5esvFXbRm7UJlGyAJeojjVNUiKOQQVtjGBpB4O0WRvYzHeh9nTRsR6CwX1ZW2qYcLfqcQ62G2+fixdOJTF4x2YTOH2YCCjbdXeBJS8zzeWQaJvqs8PMl8eR718NBKesg5EOb0KPA46pkGshqY16PpTEbeiptRJatS/iWDuTxuU2JJ5K5oQF9Oy1MqHsQuRUKrNqy0BIjS9gM8dJLawpoxg9Qjk1lcQhJ/aTjZQ673k3zZxKadyEwCzKd7c9N9E1t8plMcOrPly6bWuGDP4/tiwI0Wb0hFh2e5MVLYxx1LqlRe5o375tBFnKBfv3C6lKFDb0JpVy4LxjbL7udtY7UMchZXIyKDs54c08svaeXdfzB5/e8fvffkEV45nEYNV/FbWYXyz9bFqSG4uSVHBiXSPYzyoIxRtrOmO+EamaumPOlXPKHOcMKLUusG47xJu+sTorVI+TxR6v1z1jsYjdWx94HQLfjh2vuo4ONQVJtTGFaxB6rcKUEkMI9LNYPsU8I7ndE8Hb2vewCYEIDM48PSuV6By/9+yZxXSLjV5er9ZcRTs3Xq02ZC386ft3IMLPH+9R4PPTgXXouO1WPKSRW9+xT4VNjEylcigzX53PbFc9//T1J3x+2BPaGEWcSTPvz9lGKuLp1DdJ/kIKdJezTdqesDQ4afpuzMQJabr1dgG3ZWox8BC8x3tHie5ywYYKk4AWZTV0pJwZc21W2+YnYgRE1+b99tkYUdcg8CB2TnTtLJ2abLI2BHKBuLStl4+rXMEQO4MM3OXvWKpoa4KWW1oMpVisbBWbFSwN5Do4Pgkdn6x6fnJzxaG5Fjrvm3StyTIxnlP0DXbwdgZr+3klmTrFibDGczdEqnP84OUV43HibTFVVz4n5lTZOc/+VPGu8i+++5xeHZsY+M8+ecGPtne8erXmj3Y7/ug7z3h5u+bu1Yar6xXbdWC9DlzFwPVNxzxl0qTc7Tq6Xth2AcQKl90QuRkiV6vI0HtWIXC76lk1Mu6L9YpPbtfc9D1XPjIQyapc97EhK0rKxeTlTqhj5eXQw1j5VLbEzjHsAiQ7Mc9TYlibEk2i57Ts7Vz4xXnk6tWOT9yOTzYrIsKZwtqb8u6UK98b1jxWpQbzLhhrxYnnR89u2a3i3/EmWFxwWeTejWu1jFQvSNH/n4KgVmXKlZKbY1oyEtKHs/lUT5pYiacTj1elqzQjGjHmvBgkaizbSq6FlfOsS6V6ZazFbIlRS7Gj4r29iTOFpMokliD26VVP1wWm2SDZ43lkHjO5ea7HPppWvyq1FNJYmQsM14EXdz3Z22YI4mymq0bMWwVHrTAqRMxuddOY3pvo8a5BsrjWWbj2wRnJsLb0OwWTQ4qj98GgXK3U3DzqEcaqZKl22FLx0XF905GnFnLTiG1L8aGtc9HWRS97/zgX3k+Jx3nmRed5N50JztEFm/MvGY2lVB5zMgfJNnIILSwnYu87oZccilnVshIU9sk0/tEJVyHyvc2G7+46brbBSG8VjjVzSJlaILV/s5HAOBeig6lmqJXd0CPAORe+PpyZcsXHntWq527d8aObdXOmdPx3v7jnuvcmm2sH3ff6wFRs9rWgOjbDxgiluVLnagQjrGiDy9nJMnKwj7VZmbRDUlD+k5dX5NTSBTFOShctjU/MP5hYoNTMnCuuWhn4zHcc88y78chKA30R/vG3XvDqZsUxlTbHd8xFiCL0MZhUqVZGUQZnFqxFjcrmK7iWZ5EbQXbORmgaa+GkphpwiJGaVFGnzEWZ22bOWqmt+9AI/bbjW0XZlEpX4DDOvB1n/vY08eXhzDwWynnmuVi+aCl2OdZaWBOMgyBCFyNa4EOa0KKM48SUEhVLQt32PWNORq7z0XzoU+U29AQXeHc6sfORzgf6GMhaGHxkCIG7buBHt3c8zCMP88jz1cB184AN3rIcXAVt2r4herKDd9PM7756wR++eMHr1QqPYxXsNXtnZM1kw/52+csyazIp8UdYulZQ2loql4XTuu3lzlW+48IFhXICfXmCnmbgiLLxwYzHktoZ0vZz9MGMiVrxFcRGa70KwdKZcNr4I8VQyL99dwZVXvbyNPpq3d4iK3w6sEtDBhq61t7eZXTW3o80RMMa/SZlFfh0bWmS53PmcZ/59eOIS8rnxxNfPYymmHkavJmqpl08OVdEFF1gVoWc7KxTtXPk02c7fvy9V8zzzP/xp7/ky7cPTPdnzudEFdisAjXYOfFPb2+YJiVVyNlUT9+7XfPHLz9hPUQeT6NFOYtZZfcbb8mdV2ahfbWNRvbG83LTM9bMb7++4dvP1lyvA5tVZDv0rKPj2WaFV3M4vNt2xjEpwlXfU1NlHaydG4AAACAASURBVDyhOo6HZGTKZuKGs2cVV56HKXG77fg8n3kWzOWw64wMe/N8wJ+rFePV4Ttrkr/TRcbWiBYx5d7n6cTK24gdVTbi+fPDno0ImgACThWngbFm7rYrvvV80+Sv8nTWaSti23hA3dI6GHn+N31948ggBGHjImPO+GoztFKF+/uJq/WAOEfAHAdpGQBGnjHCk4pxAFSeRgKHYgfcmZn4EeM2qAV9zKrMapfRSjylWQP/7qsbvjq/pagZ/Lji2uzKyIeHo8Hf3kvb0FBTZX8/c3XTUWsxv4Bqs2WHHcadt5CknCuTf+qQxDleXq+M/KVKznA8zpSkzKmgwRGdp+sL9VwJwbXPqFJxDN6Z931n7NOHPDUGr81xTvuKr8KEA83o3DZaq0C1oQUL45cF9m4dY3BCqvDVZP4OGyl0wXEqJmuq2sxoqHhg1Iyo0HvH2ns+1MRViJxrwTthnzI75/E+cJ8za++463qGKKzWnv/5p18ZLForv/N6y/M4cM7ZZnUOHlPh5RDxweZk51zQWjmGwMpXdn3PVBL7kvFqF1xFeciJKI5t5/m95xv+7Vd7HqfCt3eRXz1avPIvp8puO3A4jpf57kK4lgaVGlesoslUELK0Ou1ArPZRNJa+s4vBWYd7VNg1SCJpZeUdpQhZKkXNiIog+GJdXq5W8BZDjwkhMpaEaMVL5NVqzbfWG3769n3jF2RztZysUApOOE2ZGk1Rk2qxvIzomadCFuvsS5PxZlFWIRi3ptjBWxo0vCBslELBEJdUlH3JxC7yLClf6WzFTeO4NL2kHRzOZGRfncxl8uU68h7lPGZSyqZSIHCc7M/7GWRQpiaKm6pdprVmVkOgamGz7rg/j6xjRFqzcBRHFvh0veKL05n7ObHzkfflzJTNV+PHt8/JKoyzrQl1MBVIZSIlbzHZmonStT1aOddM8I5P7q75JFc+jAcoBR8svS7Xyo9iz19OM4vlNcBqfYUrmbnOpLkY9FsFaeFGTxet7VlpG/DNaW6jN1tnwboQm7Mz07WC2zeJ8oc6sjavWVxVK/q8MJZCUXNZnSiXLtqpSRNts5emcBHmwmXE9iSB/GgOxrLel4LZ1kfDBZ4KG1mgfHtuoooeCx/GynmVLMIcdzE/+mI/oqr4tZ2aTuwsFJRBHeNs0cS+F3LjDMwHUy00OgN3q55u3fHMO/70l18wlWLhQCnTO4voPk2JZ0MkdY4iyYjgfikGbBwJMDj4vddrfuSuSSnzxXTmV5rRpgpwCrEXBE8NRs4sY+F2vWLKE3fXK6aWnDnOhU6DEeCd4NXz+fszz28H1s10TwXGZLLRLgbmlPDeiOg+eqQK0gnTnJm8uWZuzvC+V9xY+K1tz8/enLh6NvCu5DZ+UnbXPY8EvtdtOdTCWSe+FTd86nqOZBwVyUoNYoZkAnut7IpwL5ar8RBMkxuc8tuvN9Qq/MWb/RNPRjBfDeASzAYtaO3v//pGhCBXk6UJNtM3zbYltzmsij3VwuyqXQytOzMdsM07pbmbiUiLOa1sY0dshI6TFrQUUsXyw6u9iZVY2tnaBdYuMqKUrFCMV6DFGLtVoabCWJRNb+kI0tCroErvfZOsmUGEqL2H1vNTVdmIyb2M/GKs1yvnmIolECImr7q97rm6izx/NfDiOlIwc6YuGmt7zhYz++K6t27cWxtbsnUjVY18WCu4KpcL/iLNax3AhXB3gboXmFsbAQ6iC9wNPVd94LqLHIuQWoH1IpgFaGk/0+yiDdo8pcT7PHPje44pM1Z7D4nKqVScKJ13bIbAX3/9wP/5i3f8D3/yFSWYnreq8vb9masYuOoib9LM4ODKw5wLp/IkeNr1PblUHk4j785ngjieDT3ew5Qyk8Jt1zMD133P54fM7+x2XK8ih7nww5sVP7nuEIHcDKlo827XxirahqfLGKe2H16LzQwtytcQk8YgRKkXR7j/8sUtt8XQEutAK+Nsh0sQR8BzE4IVB2Jz/FQqQaCIqTxcO4iCs9S/QuWQEt/drXg8jXbEimOIBumKg6shIm3s0omnYIFDZSlg1NZJyRXXPBHmUmw9qhXhTi1uW9WQJahmmUthGCLPWC7upqlfAHPXjGcuhdQTGvXlcUbPhR/d7Fhf9+AsyW8pVE9jYs7wfj9xbnyIuc05ezHb560LLd5V2IVAwfFyteaUbK09Gzquu8hVs3mdtfJv373lXBLneaQLnoRyTNkQP7XCx6B7xzK8SgXSXPjyfGTSQgiO37p+wR+9fkVAmJONUnKA3+5b6kzrqks6c/fslk0MBp0jTzNWt3hb/F0/iz8cVsTg2ERDH7479IwpkQVSzYTLKWhoW9HMBvu5VSA5SGJkxOKEQbw1P8vFjBWkXiCJIUcLWngoH4tldTks/s7XcobgWlGwkBIbSrYgJdLOyOW//eDoN4GNDzhvn2/FRhnZKdkJ81QYpxkaxyCIY56tydoOkY3vKMfMtE/LGJvgDI4PQ8d3+sC/f/vAZ8eRnTO/hu02cruJrIOjQ3h/zng8P7lemeGPVsiZks2+uDQEWZynJAvh+iT2/PFqy39+fc0/21wZzyc5arVRRCqZOMD78cgQO1JSYvRMAULnKcE4RJ13DJvAd799xaaPiFPOOROwMeLtumezsgK3C3AeM9OcqT14r7hecVk53J/5ZUl80keKCG+TFUf7x9kcP4+FPCunh7PlfgBnKQx0vB2PfNkQxzkrq2CZI94HJHjuXGQzDNzEyMkXfBUOYjbjZjxU+YNPrvhkFduvbVwkzcRCpSlNp8pv+vpmhKD3MAtFTCbRu0DyBRccbz4cmcbMdz+9MtDfWRfmqqW3LRddRunaZi5icphcCj2OiYQUz8EJaOaWHlGzD65qB64zZBfnIlcxcPQeUWWziuga9o8TKjAdZ25fb8m5jSiKcv1sTc2JUkzTOwRHErucp3ZZSq2cSsF5h+QM4nGt0Llu/AEvmFUWFnc7OzMhud513KG8eT/hqC0qtgeFoQ8GcauwnwpxHVApFrZxNIjM0R5Y28hOoS6bGUxWd3EcWToC2J9n1EeG4HmcE148u2AXjBfhmAtVKzfe8VAyz0PP59N4Mcm5KCGCY6OuaY2VTYzsc+Xd/ZHP5kIXI6lUnBNCdmSxhZTx3OdEL44/2Gx5n2feTonnXSPaNJXLMSdEYR0juSj3Z0tre7ZecUyzET6dY66VfRWuYiRiUHIJnjdz4llvrn9z43GIs85Ril5kYY7WpLmnA9M+W4sPrsnQKyeY4ZTaGOg/erljP1e0OkOGRNBSwRszes6VGCxO+NZ3nGpm1ErENWje7piUK04CUzVEo8+GbP3Zhz1EYzzbaKlJupDmW2/I2lwKXpTSWF+5kciqGhIkzjVHu8agr/lSLF7IoipcbXsOU8L1kefqyKHpxZ1dnsb49mixeO1azNthyby3AssQuz//6pHNdc+4n4nqGbqOcWpE0LMy94lDLvz1+w+4Nub7o+cdPmGe7E4Y59kS4JxxIXZD5Gf7Pec88+PdDVkc51qICJ+ut4ia3fLDNDHlZr7jHOtoQVynlJikwqT0647QxiqqcEgzd+srxlqYauYHr5/z5v7El/tHEGUdPd/vA7+YDUlMpfDmyy/ITfql8sRFqVNhOmZWV73tPwc/GVZUVYbgOc1G0Jw7z4ecuRZDynoXLkZT0Ql7NdOxlRNGKlKkhaEZuTc5Ow87HKMUeucIxdGrKQ6O0wwoKzG7apwsCetPhl2t+b9UBEvRIzyNy1iUPfXyPXQpgJ2jThYXPoslDSKWbKnNAthHU5sJwnk0Jv6qixeC6iklSrFipuTKKoYLIFFU2Z/P/OXBlAbrEHjxfM3rIoQo9LnwYU7sC1wNjvv7kZ98eouoeWxMcwYXwFW6wdu4rPGJSrHLrmBNz9BF7krm62BFA9lGgkEjzzYb3p8neueYUNbBc9JCp465GRvVKfNis7KEymSFtg9WJD2eJhutDA7VStwEKyzngt8EXA10nSMV+K1V5IuU6YMF3N19a0PZVw7vJ6YMFKWsPfXxwO31lmsnHPPEWStDC7UanDW8D1XZiTIVQDxzc+nMWhl9pn45sd8Bg7di0im31wPPdgM/fbNvzVkjWysW6tv/ZhzgmzkEc0WMOcaAWeQOEg3ez4U+eh4+nJmxJKg+BmoUcI4udkZI8ovLE20jCFls/nz0ShCPFKVvc/2kZn08YaE8VZXiYZcqz283xM6c2lIxWdp6Hemio5ZKmooRdJKi3nGWil/39CtvgUQlGzQk5ms/qnXFIXq2IdKpZ0qZU61QjLTlcZRq7PmshexNk4+zhlUQxqkwTjZL711DLVr+06J5pwpOPY/7ZIWItpkmdkEoRrL8O0W/01bliUmg2m+HzhMcTMVSvHItpFpJVZHgySpEH7nqVzzv13w9zww4rnykF+MZ3KeROZul8bc2A797s4WQ+eztkfNckSgUCsMuEgfhOy8Hnt2s6Hzgn33/lkmVLMJjyqy840ebNdfB85iUPtjn2zlP7L197tgl57zwOM3kWhlCh+AYQsQ5Zabw2fnE1RB5NazZdR1fHxILn8o1UuAiGxMH4g3VEb8UUkJpnyfK5dJc5EVlzlYgAr10lBaUVNSktc5ILEyp0jkjcxmptRCdZ2ikVzNZslFXcMIoBaeCyybL+uL9gTopks3ZL7eGrtTKuVQIlj+RbKZB0fYcP9qYtbZCRqFvBMcLFKhKLbZyBMH3ng+nCb/23BQ+il42yNs318ulAw7e8hEWhxAjAluXWhusqefGD6nKOJu2ejkxalV++uVX/OHzG76z2TKXwpvTiSxPHeQQgtnxto5WnJGLA4HPz2fWNle0BuN4IpXCh/NEykYKDA21cyJsusC2X5LdzM58crAeOoY+EqoYZ0VaCJTC8+s1//DT13x7d82pKIMLfDuYra5Tu/Qud6k6FlKv7z2r6x4XjPvxD+NAqfDz/WRWuWKvabvqeb5a4fzA2q/4Os180BYfrdCLp/PGV8go/YLQNPQHbF2e1TxDXFVS6/SKVn59fwaBIT6dCnaktAahPVAF879Y3o9cPnJ7b/L0i1rbOnI02SVoVXrxlFIos3kNSDWXzRACzuZKxrvI9r3OKTM3O/RprsxzaqRpd+Gh7IbeWPtz4VgLt0PHJni+fpw5F/OP0AKnWdHecVLloJVuE3FDxAVH30X6lSd2EYe3kCea7LHaOs3iycWTK/xNmhpfyNCkVeggF47HGZ0r4zkjAs9WHaJw1Ix3St95VkNgTJWrIbK56sHDsIp4L1xfdVztBnZdQJznNnaEAl0QXlXHJz4QHAyd5/OcTHZfDJWL3rF9Hrl6teL2RY+WyjRVurMwz4nmHdeQE+WmW6GiJImsFU4FHtPMu88fmA4zLsNz6bmpQyMAK8VZRPRpTpyL2V794G7Fd3pLUzSOjKKN2/Sbvr4RIXgYE13nqbVwtR6Y08zcOo4r1yHecZoSWh0HTWykJ3iPFKhambAO34sjaWlpTpZ6uHaRl1F4N2W8iMUmt8NDF1Y8SgmVToCV58vPj6bxzmYWNCdbjKt1oMtw3E+ckzljSSncf54J39lY5gGmga/VmL6dg6sQ6MU0qlPO5GgLqUeYg8VgNvSLiMV7epWLz7fFqxphEm8VTy6VVR+aBE+bPlc5jpkxGXxbF7bPAgKqGYzoMhJA20NbDoJ6uYAEu6TOFEiCOM+hJDpvbOqt65i9dTBJLH99RrnbRKiZkEyfm3Nlt+rQUvkPv/5AcI6UzFxJgDrDzVXH4+PE1bOez96NdNEcGsU5vh4nfnTVEWJjcVMJBO6nkVTAB0eUwClNROfM6atUXHVUMn30HObZxklgn1O1i+qr02hQrVdOc6UXoYXo2UHqLkMWFHPwW/wiFJvT2u1n3ZI0yLw2WNgh/PNPb/n8mBicQcaOxtJv6pgYIISOmo3lrUmIwaRitUFxqcHxHY4Om/krlhb3flKGrmfdeR5OJyLGkQktvOfhNNO1yOtSK6WasVGkySfV1A5RzOPBIZBtnDNm6GPg6AopQ+xh03m6q8DdaPycojZyMxKpCZFCxfwiSjVttNJcNd2FiAmGpFSU81zpNoEyftRxVkhqc/vXd1ckFTYh8nKzIany2f7A9253lGyFWYcDzHAo/T+cvcmPbVl23vdbuznNvXEj4nX5sqtkpVgkRRaLEiVLtGR55okAAx546P/PY81sQDYsSBAFkgZkqmSyWE1mVVZWNu9Ff7tzzm6WB2vf+8qAWAAVk0REvoi4ce45a6/1ra8plffWK/7q7Q3BDzzOC799sQFMcbGbjxxyMo6Pc4wxMOWEd4FUlU0XWEWoTliFjqkktiWxCR2PaQI12eW67y09NC1MznG9GXn/es3jzT0pwr948Zy3T3d8Ps9NDq3gTs+YyQ3Fw6euYwyOXclc+EDCpHzS7r8YzJXSjGngw/UVUy7c5ImoEwnHygurxqOI4lGq3T+NA1BUTcaLoUcnsu/gjOCpIjwuraGy/YGNeQLCu7phkFhbLLYaYg2ykanPgrNf2yAImMW1NwdadZWl2LVHLEMCNTSxBkGTkb+dd03NBTRrXrDmMuBYdZ59LmjKVhfV/Gtul4ULCbwaesIqQMmI92xiz9vDTDok/uSj1++s2zsjnNuKw6DigCOL2dYvNRNdsFCxCMdkiofOORvEPDw+7onekbyixVYoo0aWVLmOPb439KqPjuqF61WHdI6VOC6vBt4+TKzWkUsf2NfC/b7yfoBtNeAiVeWXJLzzhhL1nuPBRhLz0xHqoZDWhvqE4IijZ5kyS++5FGEIkItx7DyBlas8FM8ViZ3YPb18PeMUDruZ7X7iXoRPXj7DOeH+fs8ud7aaKoWHbeJF36Gd8myMvN8Vfnmzp8xArnTXf7t38W/2IWgBQUmxfV6x+27aF9K60jmzlVxYCDXYPrrUFlTZDnSxXX7BTFU6bwUxaeHbuZA8XFaH1wbFCOwpLB5eVMdeKzVbYfz4cs2P3t43eDjQi7LNFZfgvecXSHToY+Wwf0AQLl6vqMX2o723/Pl5sUO+KNRSyG0KiWK/vzohtUxrf1rENAKcPWB280spVEOXuRDPNmXjEWjFLUYSOnXuNQjTbA+HCJBoZEE9y5qA8/ecoT/eEQzPgl6BXVWqVh7UINmlKEvOlqjlLLZ4wiA3J8qFd0y5WOPhLEbzhev4cl7YPeazo1sVS62rjRx5t1t4cdXx8JgYnbl4VUzl8LofrDkkEFyhqsMjLFoRV88wrm9FU6sSO+vic2rrlRA55MQm9uxLZmhSm6SVeclc9hH1wjFVPhp6vp3TeSdaXZtum4Tq5D0v0MJpGiLQrt1pmgoC74+B/WJ1dV8TFy6cbVstodBSJ/ezxQaF9rPVCVKgE+H+OCFeLG2t8TpcI+j9p69vEbFwqyA2YYmzmOLaWO5dCEYwqra6Cs5g61yVzstZD55VCd5TU21TnfBy0/HVYcJ5Z0qVdUcgILuZo3VXvBwGnpIlwxS1+9USz6xxQTkbjZ32yZZJYgfG71+u+en2yLpzvH1a3iFXrXHQKnTFchZKzqzjwNM80fvA39w/Qil8vN6gxRGcmY5VLWx8zw9evuBnjw90F5FjyUSEkhNLVaL3Zr7k5EzeUyxTIldP1spaI0tJDDFwSDZo9J3nKS286AaWmtmlhQvXsZbEriqHCuPza77nPZ/d3rHqAv/wJNFTSzIVreRiyE2ukLSQqqlfjPOkzZkV+iisfMeuJmLjsxQ1bf6l6zk55u2OBx5WmWd0hnpmZXHV3PjQ5oEg7Rk0Rz2qsm/WxL8eDnYiA9rAYHVDxTgltu54J7U99W/tOOXsbUI1j/6Gbl72HbdT5uXVipu7nSm1mk8C+m6AEQE6B6mQ54JfWZNcmjUxWBMbRsc/+/QV//ZHXzMtyzuiY3CsRHh51fPJizVvSuJpyuznan4ZWakxcBkdwUdsqrTXn0pFsyOEyroL3B2W1tx7JAjiPSKeeVqYpsxq7Hh6OkIBh0nQQ+fpvCN2kadDptpem+cXIyHatZtFjShf4DElnl9EXr8cmWvh4ZhYz8ofDAM3GbZpj/hAmRLfX2/48e2eeWVcBAvmM+nvyWEx+GD+NlNlNUYzoBJPzZb740QJLrCtiYfa8aoLPCyFLYV6Yzb8kpV5MTVEdcov3tyz08J0qHxHhKeaKR1IVbZuoU6QemUcPJ+8WpFn5Rdf7/hNEMFvXBkMg5kIpapoKbhgOQE+aPP/N+Jcmo2FmRthZ/ARDya1auYYgcJxPnCbjlTMRyCKZ9PctrIzIs02FCCT58RcK2NxeLXC/eJqbTePQC6Ju33iYhUYI2zWA27KdDVxuRq52oyMakRGew3GLSjSGOhekBCoAr04MyeSQBQhFjOcyGoHowRntrvSIGLMxMUeTceHz3ouu95cvkptRb42vFpIczEyWct0P+103vEC5N171Ip26yasuz8ZybQJwbUdYHAGoToxRMZcHk0XnmtlW2eeFjtEl8katfv7zN3Twn0tHJ4yfWPTIlhkdfPt986u88NTgmoweFXlj79zzf2SGYIDZ9eoOm9EN1d5NvQMPqDZ3M1K29d3wTdCpU25MXgmtWKQitIj9N6TmnTKi31eszUXv9rPjP48cLSIU877b+HkGdBaUbHGwPTp9j9EzKb0D15smE4NlppksrTESwtBMdKaqGJOZMopCtxWEspmPbDpO7t3q5EKqbDqwpmzErwjJYsN1wYfWky4TTii1sAMrgV1VWsKc3tptU1WuRR8EEbv0OD45XbCOcfLceD5umcVO54PNkWpWAG9mxdSrjYttXizU/iMO0tTT6uH01pF+XTo8Qg/2R4NFu86fPTmxXCaUsW4DNOSqfmUtmj3nYqlMSaFr7Zb7ufZAnmaz8WxFByO33v2nB8/3JmRGRacFcQx+mhy5eDMs8Hb3ngTO2J7Lw9SGMShyQYIS1101uDnxKUmnvcr7vPETgJLm2BnVR5z5uOXL3mx2pBd4C5VpmwGT9E1Up22TKX2TI5O+Nn+QKWRV1X4cDOyXxYcjt55Rmc8lCkvdq9gRmivN1e81BWaPduU2KrlEixiiEQ4/UzBVjvFoO6phaJtOOGIdlNYCdBzvZDz97bBonUCeq75NllLcw+kwccn16DnQwSEZckcsvlbSIOwPVZPgjcScxDAeWJw6GSJfqZ/t/dr7DzvxZ7bm61xfrzVNlF4b4y8/2zN9z64Yi+VC/H87ssLPhwjrsLdYeY4Z8QJT8eJ++PEwzTzMGVuj4mHQ2HOprCyNVJl7D0xGmkzZfizhzu8CilXvvlmf16nxC4YaTw45nlhXhIPh5ntceFhWui8Y9FKnRNLyWSnrLpo/h814WrllZoh3BQ6nvejhTpF6IbAz7eTZbw8LCy7Be9Ce0/sucrVJMUlKy6AJCV0wsO08HhMLAVWwVO0cBUih5K5TYUMhKd8rv9VwPlqNvAF1HmWqdiaoibmzhQsKsLtt0fSVPj69sDNtPCUlKcEH3+w5rvD344D/MaG4JSStOo8XRchGFxdKvTBPLQDwn63NCJhYy9qafGrwug9RxI/u9nxq4eJm4eJQ02W0iaOPgZEHMeQuV4FjikRkudwSBYEgtD5wOACO1+MdRkd1cHlxqI1q8KbuyeOOK7ef837r98jOs8KYV2FTrF42VrPE5nmSqx2oB2bkqDUSjwR2NrU5lTMgdApiGNxRiqs3g4LAV6uI86DBMHjGxegJXiIEXlqrWeSjjZ4T8UKrDRNvLb2/sRUPu1L3z3b1kBUZ2uVXCuZaj4QJxapOHYlmVtXdVSp3NweeXo8sntMBDVJ4DQZyUGrEZtOBjhKCwVp8B9tEq8irPvA8z7Si2PfMuuTZFIpZK1oNQJeUcU30ySPULMpELRWojOiqWDwXq1qNtEK+2VhFTubaMU1Aw6bblRgNxf+5NXFu2m1fZzJYO36iGtTFFZcTwFEgvLdVc/TYux+k6gLixYqjeNy0hhj1tg2/Fgz1vpIHELEprL5RGpUQBz//otviB5UzWK5HxylFAjedn0tsdNjyNQQXOM8nBo+axa9AE6MjyGOV6uOba08HCcuusjzsWf2IL3joIkxG5xdSkGdIRwuOPbL0nTrrvmry5lcasoCu6+COjbe8+WcztwXXOXtYTa72l/jAqBGyhM1Dsp7/ZrLzoy1Rh9YScezsWfGvk88DF3gchhIecbVytO0sOl6frp7pBNvzodaGZudttS2nmvXCVEqpvpYhcg229qiC6btf+l7nkd7Jh8J+GoOnKlljXgxONShaChcffBdrq8v+a3nz/j6MDFle5ZyTRS1FWLBmg3vPLtam3TLiuYQe/a1sl0mtsti937KNgypcFwWvPPm8Ir5KQxhpNOAa4YzFp7TDvFqPzgEq6k3TxMgrDtbDGjLnTg9C+dGoL1Vp7dGWkN8Ip2qngy9tTlS0lZu9j2dRAS43084MWVIFW3eKdaklipkV3DOWdPcuE0xevrOjMT66KlFuZsn/urtDqKgGTYi/NOPr/n05YaroScfTMUy1MLTfuF+l3n7OKFqhnCDFy6Gnk3f8WI9crXuebXueW8TWQdHTpkgEGOw1NXJ2LLHxbJa3OipTzNpqazE0J5KNTZ/yhS1mrfUwnq0lee3h5mMQnR4L5YeK7UZvSmbBNV35nvSCVPIfLS+NO8cD59er1pGhhAugp0ZCJIBEbromPZNfYEwjpEgnpKNy7Q9JHaL8rKP3KXMS99zKZErHymL8SwQ41/F1kCrh+00nwmoWgslVYts3hlP7bAUVpe28nOihK4yF+XL44mp9HdsCA65otH+yW5aSHOxQoXZrFJMiiZA38DGIpazXlTpRfjy7omv3uwhW2Tx667jvbhiUtjVxC5nxtFBqhz2lZc6IOr4aLW2KU9snxkcHCUz9J0RcMSbfrQa47+LkWVeWHv46LrHK8yLkpOSZiOMdcUe2lpqO4yMPHgomVxri0/1OFUyOmjH8AAAIABJREFUbaISJYa2d9fKolgmOObdLc7xFBy7nBFxbHMmeodIPcOLQYwFrkjLztZ3zG6lSd5O+mDOjYG2Ym1nhRUFUDMB8RYgsnLhnEufa2GbMnMx/fxlH7h0BrNWsd+/uepwQTgumVxh0cJUKmkxH3Av0rwF7GA8YRljdMypgDiCWrKiIIRqu7wxOladaZU3MTJGg+i8s4Zy3UWcN3b+ae/ZhZOb2olUCdRKH40PsOT87tDH4on+/deP/OBqsOLYrhnYiWzmMzSJrJwrpRVShw+e37q+RNURxExWSkNe9tXkQabzt1RC5925gJRiiXU0LwdX9Sz3sRwAxQclOtemTYdSWRZLlazFptmKEE86YDE0wL7fnVdGmXcOngmFCD/fH1hq4WroGMZIvwr4DlNEeMcX28lgdbVDLGltq7lmiFWtSbfXXJuvvykULjtDyvaltoPDmjWPI2Cri5Oz3w9erfnoeuCy9/x3H13ShYBiTopTSgjGU3iz2/NsGHg29uRSOEwzXTA4WL0nirDykUOa+X/u3zRprLCUTBc8Xrztt3Oitihz5y1Sd8mZpVZ2aWHMymG75V//5Of8m89u+ItvbvA4YjCDsAr4EE0jX6xBWTGg6ZbNZoOWmX/0wUs+eXFFrrBrlrvBO+NgiBjKovDpyyv+xUcf8gfPLjlIM+VB2GvmJh3tXkGYS+aq67jy3pCpFrV9GTqe9SNX/SVdiSxPibeyWD0otpqq1YzMjskGhm9nY9KfZKPvJMo29Z/5gmdkoHUF1F9bo8lZEWBNRHPpjI4X43gOYrOm/t0P9JhhjndCNGsMC/kq4NUGDhWbki1NVUipMmE376voeTlEnubM1aonLYn7KSHFvAy+eZw5OPhoHZFaSTU3905MDRQMHS5q5ltTyYgo+xmmZC6qSQvHlM2r4VjoslID+N5xMfSIWA1KpXBICQL4i0B3EdlTmGoirk0VtABTLky5ssuJQyqsp8oX05H/9+6eu7rw2c0jP9tvWVyx6GYv/GS7ozYEtTjBjdapFW3kdNV279lbM6dC1ztWq8CUK9NccCjfHAokC8ZzTjnmheSVEkCckpNBN7ko20Mi5cKxFqZUyFNl3i7c3h5ZVPFd4OWLgWWf2D5OlFR5vFvYbxP+N/gQ/EYOQfdxNEnUjccHS+cLwUgkTm3P2TlQHL2PLeoyk6gca+HLOzMzUbVQolevNkQRshYianGRRSDBJbERXwUl450x1e2gtkPjvRK5A3IfmadksZTqSNkifyPw5s23+Lri8nrD9ukRsCnjcEgcgmlmDynTNSmXw7gDQcxnvHOQvVK96ddjFfMtd81nQMx0STLghOwstCJrRbMxw09LATu+BV8tfnhJlWa2dsb0BFpbJufPpe1NT/CsYDt4704Wpgo4om+SJc0458ha2M0T3nuc98xF+fTqgsu+5yHNLKVy0QeiOvbHxLHMJBHbtQlc9IGlKqV5dLeBBO+F/VRwQQjVaJZBPD1KcpZAmLKSgjUypVizNfhA5zyP80wUoRNDmvbJjGjmWojRur5FM2OTUVKVLnhCjFRM29eU4VSFv7zb89++vuDPbo7vlt5yMuCwieDk435aqnqBf/nBM76eG6ObgvOWaunEmb98ewNONVFprGzAx9PP5oyiBCwz/VAyk6/85MsHOm/mNvb7C1edY5ttj6gIMdjUlTDCadFqaxFnxi6d2AqjqnLRBx6WGarwchzR0fTas5i7JO5dI5nVTJJyuxbGOTGyZKp235Zacap04kkl8+HYcZPNhjo441nYNN2mUjWuy+Yyws7z/WcdP7o3XoKK51/96A3Pr9fsamJUjzjP14cdwXs+vbyyVVyFogtBjKCpKZnXvTiWMvOiGznUzM+2D7y/umDoOtDGPUJ4Oa55XGbW3vMwH1GFvu+4cpWbecu/+cW3gMNFwVdhf5ihVO51ZhBDECqwXRaufCSkhenmK/ZVWyy8XR/Vyged54MY+VWqzEktutoJP9wdcE64TZPZUntLr+zEE7B6Jo1HcsgJr8KhZgRY+UAqlc51Zg7Wauvz1YAbRx6WmalWlIW9eK6dp9bm6XJCuVy7v09IQkPEbNPYTJOsSLT7zv6u5hfXZMAn3LH9V+y97mKg5koxKIASBe/NMMF5QYqYI+DYeArBVkK5Vq7GkfvjnlJBXeWq7/gqL9ZUiLB4eP5qxXUfAWV/zHjvySXx6nLgqg84LTxke96COv7m5oEfvP8c7x1TqgQyWoW8LDjn2eaMOo/DmZxYpOV0KG50zDlz0QdIMEkmBlshHFIxjo8IOZ+Iw8rz68F4T8Wadt8kohWFubK6XHG/3wPCqgaSFIJ6vpkOvB83vGHHkiq+DxSX8bMhpWQbYi2s6lSi7Jpml+3ciYXdwbKCvtlNxAzDIPz85tEOfg8lwPZmQWI7MubctMuCFjFDrdL4S2KScl2UfhXtfSzmyTDN+XzCzPMZc/67NQQXYlKPO51Z995SA53ncEwcFgs46S2nmC9unrh8PhixcJvYUXEo01T59P1LqoBUZYzG7Hfq2eVscZs4giiLU6La/hqswFUBKYWSEkOI/O57VwQn/LuffmskDc2sfbCddiNtfX2zJ+fK2J2S/uwhkpR5nOFi3RlDXITm5UPvvBXNUpFLm5gWrcyCBRap4IKSsuIVDljGdkQ47HN7oRa4kxsU+GuNO13nWKaCk1NcqcGXdr4b/Gd8rUbkAYOe2sGENN8EJ1z3A/tk7nOHUnBqSEnvI7NmcmtcPh5XkJXXfcervmefCw/LbKqOzrFeAtuUUBEG71mai6QPNg1WsdMxF2tySoFtznTeE51NkEsuFGe556nCknObgm1lkkvhIoZ2aCm7eeGy65tCZWkE1EzNZoTiEIurdVCS3cTaiEmnDxX487d7i1qtJ/Z1wx3ajvd0up+kdn//auSbGR5r4pmPLNUUIotCVGMa11J53E18cLFqHYE1A1UFspm0RGcoxxA8B2mrFy/89JtHi7lVIRaTUI7esUsKWunXG6bDtt0PBq0ntTx55y08rB4LeMfFKjJRTUYYhWfXazoxaePSUjijP6Xj1XfoEjZFuqa4sMjklrCGrUTmXKi18P5Fz6FWNjGSTjGMNC4BVmB8awpqUegK//ftnpUPTcIEy5Q51sR0XPjkYsMHceQbKkMIrENnKJA4npbKGIxo5b1nygXvKhcxMvrAWDue5pmnvHAZrZBpKrxdDlwG+3ywCo4r8Lxm/vfPvrYGy3myWoKc+Va9y4FQH9nNRwZxbFSRaUvOxchejWwZnVCaHXnJBou/3yb7z5fKOldqKabIQZhSZjMMxiuisuTcGijTxm9CZM4ZGlo4qHLhOuZa6Nra5tRwzjWzilaCnQxMeWG7X+hQqyUtw8Xc5uq74UBOuB2I2HpL2srqrCg4qQ7cu2fm1FzUhhhoVd4yGWlVFYJtOE9ZIKUqg/eUzpj7uymbJa92XF6YE6pW804pKtxOid8eAzfHTAnwbNUx+MAxwzoKr16syIvSSWbRjLoAKJnCexcr3sxHfnqz5wfvv6AkYd3Ddq9IKkxVLUTJt1hzZyyYoC2wLZvBk06FPlgzXKqRl8ERI4y9qVXUmQpq3ASmlNFSyamaj4KaOiunynfHFb/czoyuYzV0TDVxqJlRhR2Fh7BAFmQI6D7beiXZw1EcLddE3pGOq5FO7do3VUtRDo8Lce3Z7Svd4ijZ0ACprSlDzdHKmYnZahUpWi1IrdiJcZiS5V4Ec3XMufD1m501c84xz20FVzivvv7ODUHFyDWXlx3TPluxyxnvoGZHZwHw5teeM31WHveL7WAWg5c//XDDII4X/cC8WCxjPSUcOsurrlqN4V0aNGnoHguNme0Eoh1QfYGD2mvw4lghTcNtumrB4KG+twMuekGakUMttsvbHxKrdWBeCjJYImKKSigQqjIH0926YA6LNDlaUiWeiGWuNjcux1ePlpzlnLRmx8q+2qmPOnjRe+piTn7oabCVJnnjXfzqu6OsqYvaWNAm4C7APiVONqLeebbJkBvvHbGY+VIvjssopGJqCvGBx2WxgiiGekzZLF5R6Lwn5UrWSmpx1NoOBx+E0tCPzx+3/PazS2qu+BBZRBiweGlf4SklOh+oWrkI8ey8J6056GLgWAq1JGIj+8VqU1ZWu85BLC8+18omOp7mBmG0AiRi0HiojUSjer6eZ0veNqWgIB4+GFa8XTKhOh412Z5ajahXzvJY5XrsOGilx7f9dTWnPFE655mWxPVFbzHHWXnUhakY8oOnrVqEscGwWo3MufbKsLngabunqNkMn1IHfYF0NCbBIRfqUaidJXD2656kGR8ErY3Tks2BsNSKx/F63fE1mVrskLN1gE23c7aGoWSLXF1qNTtl11wEq0I2vkRpngqZk6e+kSm76KmjY1pmVDyipwwRx7RNzJ3w08dH3hsmfu/ZS3bLTOccuWZ6B6PzpFIsGluNrL7qe3bLQgyetXN0wXN7OHBXEq+k56qLABzyzMcbS/mMpfLXb77hz/YLXoXYWU6Aq8rSCKGnyOnH7cSv9lu+9/oVaz1QazbiojdEsYq0+6h5DwhU5wwtwFCvTwL88P6IeseH6zV3zYuhlJlcOyO+OstlKKos1TJBrnzgIifu54VdqhzFduNX40DoVhxc5aCVqM4m3FrOB9yzizVI5e/1PZu08Jd3B3DW5J1QMrut9Z3SUM4UgrM08ZQWi56+9q6mQ1tLOuEvP/uaTsx+2TuLaJbGocnODt5aIB2TxSN7IUsmymChacHjxRxmV31Eh8DKQ62O9RDxCLcHywAZO0E74e6hcLWJXF91OO0ofubtw9yGOMfTYaHrI2VR9kXwyXJeCqGhfqY6OPGxOh/4YrcllcrSe/7jF09IMGXVe9frM3Ewt4Evp0JRyLsZCc4yEBwWSCfgtfLfvF7z5cEzLTPeObbVhpfnscPhGZynZvh0uOJHyx21ES+pCp2YaqIaQum8XfftdmFz3eODp1DpkuMoQk7QVcFHz7JkNmNPlUB0gleFsdl4JzOpWkph6C1IT7EgsXUfqS0t142OtLQ46CqsHPyDqyt6b4Oe9/+VK4NCRbxnWSeWR5P2HJaKF/O6npJpVSOWQPiz2y2dc0w4/uCDl3ajGO7NcWkeA3JyhjNjoUNdCARSWRh8R6rVvArU9u/V2QG36wujRnYh8eOf3nDWnItjygvBWQxsrtbllaJogaSKCyfyjr1JzgmHXaYfPDqbDGdJhRosavZExMntkFOxztkKeOvWq6MGRfqBiyGx3+3p+kAIwuM0g7OQnEsJ3D1M3D3AuIpUhZV3TEURbQ5ZNJJQayJOEN8JKm9PMIIwYBHMtYmf+wBdNPJlyQVxZjz0J8+umEsm1ELKyrPnAy83l3zxOHHzdORuSSTFGK8N1ZAAfoGTve45EyKbnHEp8O3TxE3OdFX4R6+v8AUuovLoAlMujDFwmO0AK6Uyxs66cCxwJiAcqjk1ehFWPnCslYshEGI0sho27+OM/PmuklnzaQ2u7dlXAZK4c9b9idxj0GnFeeF/+ugZn+8LvfMEp0zaEsNaw0mbeA0VAl8shKpxCXGuQvEsmlCUlCpLrUwl8/mvnqyItM48IFRvf5tUszEuKrzdz3y0UZ5E6H3guGTb4xbl6ZhPgIRNjqnw28/XzDje6zz3S+HlZuCnT3uKtyamV7gryjEnviyFqy5YImU2jLieSGtiq72KFcMxhOZ9YBbggpmCZTGVkD/1n843laMwRsceNU+SJRNjIKiRUnOCjzaR+6rcLwuHtBDFjIl2tRKcHRguRHKpXA5dc2SE190Ft4c9Qwisoq0cb6YjLza9ETeDpY+ShEjhX//sS8M/2k7etwZ6quaMmAX+yUevKQrr4OBiYCUzrq0gHFjehHMt3KjxKcSaN++FqdjkVYvZFv3RixXf9D17rxyeZl5frNg5COLM0Ce4tieuvFcqP344cANWazDEQlQhwdfzDpU9oHzQd4SLwWohwpXvuS3G2SnZYuaXMPKPP96wWya+uH3i2IKUTof/2arsxEkygOhcG0+IAq2VeIcrnGgGSp7NcyOrqWt8S9rU5phaVemd5+ArMTpG55lyU4xMCURJc2F20twlR96/XCNeKcmep6qVVD1U4XF3JPQB6QL300LEcX9Y6KNDijI4MwEL2MpTBaYIowssmsnFwulibJk1YvLtbw9HVpcRHx2ffHDJ57964vq9kbvjhAeWSvMUae+JVNQ7C0Rrz2vJtlL7ZBj4q/tE9Yl9rkQx06sgQsbRU+lwzLnyWXpExDMdZtarzjwa5op0QriwIbAuVkiG0LIPgr2/6qEeFjbPO3b3M1fvjVT1rPoAFerO9oBawEVz8M1LJThprlpGBs7NpvV67BEPb+4POG928OMm8lHsiemdD8Mp8fPv3BBMFGJVJAhVK7sFljmxGjv6pEyiTG3H7xvxpnj4ww+ecTVuSHNiLhMdDXatapOX9yaTKcXweCriou2BcKRqtqV9dEy+8uc//YaEsIrOIpZxdI1Nk2plPfSWGV/absVZsS9SyMVCh4YhMCWTwtT2sBxTJQelJjPZ8BrbhKCNqd466RYPW4HqwSUo3iCYOU9IUeJoKXZZPVd9TxeFKVWOsznjiYfpmBlWkWMu7aA5Oabpedd93ok3lOFEODvBwaPz1ODZl2ScAm0Z3bm2zln5Jy82JC1EbYzZUpiOC52LrKqwmwtTg7LF2YRshKZ3nge12mEQxfS0FTPVyEl5ETx3c+LPv32gKjwbPL93vWZXLChp1XmOxQgv82TpdU6FN/MBEc8YA7sl4WNrIjrPtFSkrSfG5iYXQySGzLZFESOCnrIl7MJwXAofrXu+na1bNiTBmjYnwgdD5OvJDJXM2lMYJHCYjwTvWXIhBLOanfK7gK6l+QUEWkSzq4gfcGniaVrIsfKL6cDls579o+2NiZ6SoRNYirlbDs7zcoy8TZXPbmZbbFS7H+b90hjkrcS3a68oP/t2z9//6JLPbg8Mm45f3BwIArVU9sBW7PCIMVJrRkbPdDchCFMyAmHjMpn1tJgBUirWmM/Vm+1qW8s5EeMDVUNFgtBikeHLpyMheFYxGLELwUXHMmdWg+PLh4mPrzp+ccwcUubFOLBr/26plc1gMq2lFeTgbdeZUfoQuF8muqYeeIHjs+0Dz4eR2+OB31mNbOue//CzW7MXdtah5yosxSR+wRsJ9MXFyohXIqzXa8ZcqHluOv9G2FRbT9bmjGo7eLv81mB6lpKJ3hPEJKWf5IWvXM/rF1c8zhPXEukQQufZLYnVMvH1buZrtftHtUlg1ZC+otpC0xpcrMLXU4Ip8aILXF5fcp+OjCG2KHZh8CZdq1UZ+oHvfdizQvjs5p6308KZQCvtmS313T1kR35bQf7/iYinsDQRa7itL6ishsA+ZVKutjpo36NFOGgx10lR9kvm/fWKXU5IcKwaiTajbDrL8tguC1dDzzEvDMWcJO+3R651YE7Ky3U0k67iyEW5uT+yWQ90mw7NQhIltLwQ55SUzAzrRRAWZ5LltkZHURbNVH9qhhyrtWPsAw+PM+vBtCWuA2nngw2G9rmI2ZVXEWoxSfTqak032XM+eEfXSMJZCyLeiPS5Epzju+sNX2y3yPsjflGO24Wu7yBbYF2dFSaljsJwEexc8vB4O0HjcUy7zOv3RuIQ2S2ZY66MwREuxNZApVIXGxQb6GDr8mp+Fp0lppk3SA8fcMHb3WTS6qXyzbzw6Rjxxq3HnXSl/4WP36gySM4SAR+mxPzaU55D7APTnDmI7daotle9CA4/OD5+b4OkhAb7Q8YwErpLmsaLxdtDYvwz2/sGcS2RD1RahrxTnnLmh5+/Mf2vKsti7NKTBfKpM3ZVGapnOtnXtot2Gi4VOKZCDAbna+vaNRdYbBrSquSUkGjFURWkGhu7tAlD2n46C3is67OpslCTyermlEjFvieKcNEH3r9e8XzV21TTOZzzuOAbUcjohxftc2mISgtIaweh6eJda1JStQheL5CL7e37htT80WZgrEbICsGYv84r9Tgh24mfPmx5mBa0ydNP+eylXTjfWOvSYPjUUBcv1ryICNt9g04xn/NDUX74sOeXNXPhTBJqyJ6tXd5OE3stVmSdNSmXXYdvO9njYoTVTCV6z6SFWiubELiIjos+cA6eOU9C9bxP/Wo/88cvVyZR1BMZy+D7P7jaUFC+2u4Yo/E3khaexR7BPOS1crYzLq2AVjEr6JPSpVRhSQuh8/zSHflif8A74el+wXee6i2QaLV2xOjoQ7BVSFW+ejqyHBt3o+0Sj/tk9avBAnKa+drKTMUazuGy42575GGyzI7qsAZa7eZzVJzz3M1zmxjlfAhUPd391iyJg6HZBZdcyMUilEUbSTJ4umgmYIL5SIja+iGr4gZDvTLVlBbOpjQvji/vZsZ1ZAyeYy58uX2y1YR3PC6JE65dsFXQlI0fElp8+n2abSeM8KIf+PzpAamZv/jqlj/97JYilv2gsw0gJZtmPXTeCJtV+cMPXrKUym4yi+HXA+znzHTiDfiAIByz/U2lNQK2d3BnqV3wgZzNjt2LsGT4rVoIwXPZ98S+IwThZjry5v6Rn27n1ghwfkbM+sGGJLHb1eb01mj7tgK7WxJfvL1jXdQQHLHYeCNe0xRbtq48VOX1yyv+2W99yPdfP6f3rVZgrx+Rd/3AO2zxrFD4dQ5C6xmoat4sRyqaGkrQeAR1sfrnXfOiSbZCujtaBHaQ03tqaGoQ4WqMrDvH7pis4V4WRKzJLtXWhA/TjM4VVAnB89sfremHRn71wtNiMcOpDTl98KyDtwwDrDZA5RTaU4rJmbtobqe1tPVFNk6XHzDp3omLdGqSR8F3prZwztYh44uRHz498LQsLWDMZNr7nFk5i/W+ipHghUt1/HB7aya120wdhLiJeIHRd6Z8Gj0MQoiuDXDK9mlm3mfSXHj/oxXrdSQ4s/C/DN7Cs7wgzeulAm4UpBPi6OhWAbxZ2BMde3IzP4K4r0gwj4i48nQr4fevR1Thh7sd/+7mnv/j29u/9cz/jQjBVQpsXWYMBgNXbaYQnafkbAQFb1aSSzESYI/ppo9Pj6y7geO0MGw8QVbUdGy6Viu0DmnkmgrOYY+to3MWEnHoCvcptwkH9NdifUvLpDeIGIqrdNGjOePVUwXiab8s1uGJ2u92wb5ei0FEVKGOHlcrjN6mY5srmqeArQrmUriQYK9SLWmuikXT7lxqHg32YPsWv0k1GU10gashcFhMSmemM5xpA9uWZrbxnj3KRTewXY7NTKQ94ir0IhxUbedfKqk24kqpvNcHLq0HZYyeuylzLQ51EVcyxyXxOBnLvmo1r4CmgBCUerIRboXbfAROJjkGsXpX2U+VsesoVZlToe96PhhGvjjscDFwJcLWexaUJeW2y04M3pwJRx+Yi4V0rHpDTEpRJHh8a+gmraRc2AyRZ6Pj1XrNz++ezhO0XUNasRH+4tst//z1FX92+2R7NFH++5cXHHKze1Zj90fXpExUNs4zV/sb1QmdOoIamdRiZQqzKl4DXQzocMEvd2/JTwkSzDkTRRgaiuaKoy5WKKsqzgfwio+BuRR2j3OTE+r5fW+vriEz9jUPXF32PObE6IRnQ+T2sPD96zU/vN+i2M5fXIXqzzvfj19d8tXNtjkDNhhUbcdYGpG1UO1wb5OyiMMFOwxL0WbsdOa38+Eq8qPJDm9ZCnnOBB85LLY3P0yJ1RCZpsQaYaqZx9mCr+ZqaM4QvbGfxTPlmd5Hm9ZLZSbzuExkHHfzkevY41zkt9YDf3Pz9I6BVxXvFY2C5krvg02KtVIdXF+u+PrtA3POdKGnSuYea1b65p8iglnUqjWGZnFrJFEnptBw4hpZ1Vjb3ooNx1QonaX7BYTb48T0tDMkS9RWTc6h2RpVR0Oz3In3Yu+tE9prqWcppwKfP+55+WxNJ73xWZzp8sdgzplLSSTMG+RYC93Q8Y8/ep+7NPHZNw8mTz2VCjv17cA8dwWccy3e2VQLMZq/gWZT9kxq8e5BrEEUJ2euC23g6r0zr5baMjC0aeSj5/Yw8UwH7o4znzy/4G478zI65mI//8ffbPnOyzW7csS5QB+VpykjNRCi5xjhOgZyzSxqhl/SFDhVhF7NoEdo8eDAtiTjYVWDxI7FGsuUCynbVO9PNdSLhXGJnI2CHBaz/M/f3/BvtwcCoRmZGVIoAlc+crfM7fzrOGjhexfP0CkQgO9cb/j5Yct+MELldDT5bHKFEq2hrmrnVegCLprKabtdeLYZWyz7afqX5rGQuPlm355lg0BicMzHjO+sGVeAIDy52Z5lD24RNs97jsdCJ8L/+ebmrH5TOPmU/Rc/fmNDcPQZXwxuGzvP/lBZd7ElYgUi1sXVLOTgkArfPia+++KCcXXJ090NXTDjijiMDBdr7m/f0jvXIldNmuWda+xWT/CwzKajVuDD9cDX+7l5fSu9w2DuYvB/9AbBLikjBESFock8XLuIRgSq0KYaShPriGupg4pMhaMIm8FgLMQMOlA9w1PudGA620n13iQ+u5RZ95HtMVnH6d6t89TZ3nvSbIY7o1APtrSWVixoRjqq8JTaOiHNBAfXTrhN2oJYlDF2bEshVbNHXosRP3+wiqyds1RG53AVngXPcUlELSxF+b++3RGcJ4vi1VYFsTeGp2uH2GlCPpkyJfRsyevlJE1TPho7fnU0f+2lFt4cjzzrB7562rWkvsrfu1zx1WEmV7MFnZaJ2AqdE89113E/z0QvDM61VYVp5jfDwJvDhAuRXVWkFK4vBqZ5YUrl1/IgaGsi+A9vHvm9qxU/2R5REQrRyFvAd642zFXNvRBbBZjAVVhU6dTuhVMDGMVx1EznAr4zNceXt18yFs/NfmYVA0s1EuZcMrLYvZgzaLDrKQp9dWxromZI7ZA9pUFaTbbjY1wF+hjoeseFF26WxG06IwuKAAAgAElEQVTJBDVv/f/59z9mEz2/c31JQvnPb+/58cPemuhmTf7N7mCIQzWimnBqCqwBCW3F5gD1NPkfUAulxWOrSNu6OEqu/M2U7FkolW1S1lc9aV/t58XIsU1zWSvz3cLndcd31gPfHizGeDWM7XcKY/CUbGuivnkdSBKOS6EXmKryJu24Wxb2O9NZB2mmXq3x8wirwZOxZidVa6xrLuToyMCHq8jFusMHU+qoJrsOoqSiZ1IlavKyKIZanKg7Tk19kHO2tLu2bvHZuDDHEJl2ex7UDsW+8S0KSnb2/SrNd78ozrVmrD1n4oz/4tvBXNtBcPOwY/WyM2VUtTVPrtbErbw1lRHHypu3yJNmuhj5/sevGH3gbrvjr28f2+9v6EHrRE7GV4K8Yxa6d14GBSU58OrBG7pXG5nRkKCCqx4vjkMyP5qlQu+E2ZtJGgUGHyg5mXFaKThXmI6Jh/3EABSnbIJHxfFwWHjaJS6edYQaeLM9sjxm6pVN8LE4MsXi46XSaWWXPF2cyCJchI4pJ358u8WNjuodecmkx8xqCFxuIzE3vkg03xQnajwbb1+vxdnZIJ6ddniOVClosbVWcBbSNeLZOuGT8YKv5j3XseM/Pr1hdJHv9Rd8tjwSnGPaZl6tB3YBiijGelRCst+bDoVQjQvge8/lRY964wBotVp7Mrm9+dUB8faFWtpglWyNnJvboTmlCTUrmivpaO/z9JjoVp7bKdkz1FZMVRsp7r+mIcjFbsauOoIKq9GTO4g3hgg8zYlNbzfwcc50IXDc7YkfvqAjE4PJ/va7Hd4d0DAYVNceDJUKxQIsTuGAU4XiC1KE9ezg9YZvfzZTajH5hhMGNTJQxdH3ULKYz/5+YT1057/3dGjYitZ2/CqCVyvK4uzALxViY4K6YgEzGStErY84k9ZOYkKptaEQnn7w7HbNuaMaPJSKrUhCsFTFBLiuVZxgvtTnSVGtaaGhJopyiNaIPFXh0jses/n7mYmSoR5zLbyInt/drIwgGDyIsvaWZ0CtdMBthR8+zlwEz2OxvyMXxUVhEAvPUOfOcjIE08rLCQa111Tb+eW94yff7PArj/cm9HoqyjJVhuhZqr32zx8PDN7znc3IY82U7DjkzFocLzqbhKJ3dOoR51jU42ImlkzOZvyhWaz5aQO0BMe6c5ZehqEmoM2HRfjx44HnQ+Sfvrjkq7k2ZrtlLKDGFSg1W7PohJVEDimhrq1AAMHUL7MUslP++vERFx2pGh/j1cWKipGsGBw1KctJXjgIUW3inqfMNhuvoqR6lpXSBjcR+PTFyK92My9WHWMUvjzM7INNL1So0VCEWqxgO6e4UvjD5xv++NU1D8eZ/+2Xby1nQSrDRcfuacKLo9Smzqj2LHgPnW8KGml7da3MKgzS6CvNr7fWyg5z9vTeDuNaFfGenBIxxiZJLByWjARDGErNfLTe8GE/UiSTSqZ3sVm4FnMLDI5dShb4pIbOFE0c0sK32wOl2BrQizUwvROmuRJXlieQ21qotNyUAmznhX/w+iXf3O/4+mnPp6ueDk8XHKUYSTlVYfDG7K9U0gKhHc5OGo+/DQA4f/aJONlQfyzwn0vhcircFXu2MnAoxYhure4sUvFqceHOG4HzZKed1eSRoieEq03yNqfwxdt7fufVc4oqu7qwDhEtBRFl9DaQHEoheFM0KUKWwkNZGNcjfzR0rHzkP/3qW6Ziu+ITPUnPRgbYIdKec2noELUQOrMDzo3nJE2yKt5x7T27bM8iGDJSMCQ2NfO73sPdMfF8NfDe2LHqAr94PPB6HPjVYeLCR55qJZRKqpVPXqzZaeFXd1uKV/6HT95jaa9ryQt/+vUNS4ME1t4cUg1TMYTr+x88J0lFDko3KnlvkmAvwoHMEAIUi0D3zWTPOU9eCiWYc6dX4X/89EP+1y++5E9evscPH24BI/8KcO06vl4OXAwdb+cj6oSNBC77S7xWVBxXYeTn8yPjquOYhFkqSy6YUMMjS0K8o1KZDhYi5yocD5mLTXc+W7RZsi8tRr7Wk8eFhV5VrcSxOdNqpR5bZc7KsxD43vM1UeBPd1uWYg3GVQjcLhbFZvX9b4cIfrMxEY4DmSpNiuM9RzGCl2jFBWGR2gg2sWnvK3/5sy/4/icfWKfjBc1Kjsas9KkxPLHQo9zuWHUGBSquebCbxedwrHxwMXA7LRyPiViF0AtZPPe7GTnCy2crgvfMWphKoY9GbjntnEup+Nigxzbt12aL650l2JlUrSC5UrwQFIpIM0pSLosHZ1B2AIo3Rk6uyv3twZjKImY1GSE0r9QlQFoq6gxJQUG84spp091Oh2idel30TB4RJ/je8fCYERFeBE+m8g8vV3hveyZEzBlMzQRm7CNtp0IplqP9+ZPZz2bv0JSpjYEfXCD0gUhgNy3nqdXpyRynvtMv/xr0WKry/EXH4z6ZoqOadenTsjB0xhPoQ+SYMwctfPG040U38HLV89VBuZsWlmrKhasuIpj99MXzlzxt77nZ722te8LVaTntnCydHcNoeezHg61tBINCq8J2KRTxXPhCVmkSXjkfMF3XkZMxbKrYjnIpxQq/KA+aGUS5ioEuCjc7Ww903hviI8IYAhfOs/PKV9s9A+8e2L1akmC3CoQjSKnkeirMzjghqrx+dYl44fkzx81+hrmRXssJ/TDeRs6l3bPmjlhw9GIQ5GXf87/83if8q59/xSEVjjXz/ssLvrrZ2V4UawaCb8UQoWvPCu1A8q0BqDiis3WRj0KaOLtnutYQHOeF1cuB40MiiMMskTMUIUlhnDqWWhi7SCc9ayCwkGvmcHRkbyFYzzvPQReW3cSPf3ljxbBB3UZqsEwG72wKev/ZmlzNrc61ekExD3ptK72Eo+vt3vv8zZHvvV4RfGcjVzUztS56jtUan+Cs6T/5CNAcKIsq+6RsopXIUgoxmtf8dsncT0YizW1A09ZIZGwAqNk1N5HTyrKtkDBUoFRrxsxQqKFu7TWoKH06Uvq1yf1KZR0ih5ZO6Z3JPjsC2dv9kbIR8HpnmStTzbx+dclGIvvpwGd3e0OOHE1BYs9VKOYM6TpzJZRg9Uigcb3NDTU4xVXP/8fZmz1bkl3nfb+1h8w859y5pq6u7gYIggAnUaQmhh2kJVmK0IP+RT350U92OORQhDxIsihrgkBRAEGADRCN7q7q6hrudIbM3MPyw9p5qqyQ4DArAtGo7qp778ncw1rf+obrmjkbOtQLu/1M743h7os1WGNK3KbEuQt8tOlwVXg0dFyteiiF00Pk/pB5fnfgwfmKPgeejyNkeLQa2O/3VkTh+BefvzREbyn4sRC3RR0izjICvv/lW9adJ7bMjhgE5z2HZqSG2rtWhayFbhUMIY6Cm0Fr4Xcuz/gff/450Qvfu37FlfTsXeJQbQT+VTogzp6vdIFnceD54ZZT6Tmtnp+lWxQ4l56+ejRAVc8j35OBt4eR4ixFV/pImM3BdNUHQ4mWkcyxG4M0ttFTQ05VFYmOvjNPlzApf/irzwhqgVh5smDBlBL/8ubW3qGR0HiT0hGxrMtd95cpCHKxoJnSmea7U4e6QH5QkNeFXjxSDK5NKE6NWb/Z9Pzo86/47Q8fUBPmVOgClJGCEVWWrnPBzqsq6hwB6PqBnDPqrbr6+GzNg7MTfv7yLTdTZpbCOBf7kMFxO89crgfejAf7edUqI2kXmXpjFCN2EVq0rkE0S2BJATYrmLzDV5MDPqwwYjGuKkb42r9NDBehBQo1+M15q7rEihXnjXw1i5Ln0lzFbL64tIY12tyOJiWSVmEvL7GM1oEutrggvE6Z3z0/5WdpRLLwnc3adOze4X1HXjID8GxWAZ8P7MbE21SswGmSTBdAiv3I+8PcCIgWvlRbdLVmI+rMRfHBFqq2TschJrdycjzQpmIM8lSN8NVFz0mMbA8J9fAmTdxvC2fOsxkGRi1MJfO6Glt+Ez3j9h5fCmfOkR2snWdXy3H+KliBVlqxV1AerTreJLO3XebEc1X+xYtX/K0nV5RkmnpwBjlLM6AB1JmLV27FyRLEdCLw9Twx5WpBLg4cniIN2XImWzTuQ+XRZkBQNp3nszd7YvR4byMClcZ5aI+rUzg7XyHRc3MYGVYdbw+z/ZkCbpnztovEZtCNPOtsPYdgrpd9bx1Frco/fPaEfc3845+/5NVu4vK05+2dkT+juNYX2o4LAvhgX7dxC3BGeppzYfKOcTSyJTRZbLsoljWUU0F8s2dtuFnfRbbbiRc3W4Yu8PTszKByiYjvCBTzD0B4sxv5oy++ItC6nybdc95TpkLXe5wzW2UnjrtpbheikVKDNqtrjCX+zacX/OD2Fa7C9u2eb3/wlOfXI0/PB8ChzuGDGb2tgmPWguBtbFJtTbfpDa6N8ewSN6RvTpnBOzZVuUEW4IWC+amk2rJN1NF7GIv5x9e6ZIzIu7l+exMiRt4LzlDTiJ0pP7jb88llz0nsmFpOyCDO/DtcIYpjLNn2fRtB9c7ImTfZckwuhoEBD1H4VtcRgdd3O14dZlMXVMzfxRsv4XSz5uawp8wFjTY4c2rFYnCO3/v4ktp7vn32kP0h0z8I/MmnL3hwfsJ//PQrnGAoplpUeRQLxstJWA/KpJ4PV2tyV/HbHWFWXo4jV+sVKx/ZjzOrGPjBm1tebTO54eZLOaBNor00dXZJ2nm5nzModIfA6cUApfLll3fEzlNyw99FcLXxBlwLG3LKYx/40WEiOG/S1Ko8Oz3hh/dv8V54NAw8T3uexBW3yXJBxjrzgVvjvHI/Zz5erfl0u+WDfs2D1YrPDneWueF7YgePhoFPb27pxEjlb3dW3JWmqisNDXA4k2sWeP3VFlqT4zppXA7hm37DNx5tCMHTe1u7czZr61oKf3R7a8XoEjuN/XPTebZTbg3xX1J2WIoSutb5OGFHwVXHRddz22XSzl5STtkkW2c9nQolJcIQyCKIV9LcNN3ZnNzCagP7fYMR7QX1zjNr5v4wsupNszxIaEE+Qo85d+32e3yUZiIhjRRiB1sfAyVlQrDK1vFO2mdSoNoKgXZ/Y5a7QxAmV9msAvubQji1ue2dU2Iy2O/uvnBy6nlw1bMVk0UKdiCKg5wV5wuOaLPpZLPJXaq43rVM+TYXOM6/Wzck0kKGHEtSj2KX67zLLPrhvve8nhKddySUH213fPt8zVA9r25GHp6vcTi+ut0ypsK3rlZ8bzdyvo7s52xOica+YdVFXCPlzFVxsx4tR3F2WJVFpVHNnCh41wquyvXWOsy+wtR4GSiUVFBnWv3OKc8uTtjOMzdTYkqZsg4krZw64abCLidWMbLPhZJv6Lxvqgag2sF30Q/czxM5q41CvDseCjclIVHoOkt01EY6HCv8YtzzUb9mynbRVsWIaM1kKOeWOOfNLW3jKz++G0nN3tCJIUJejD9RLaPIeBilUJwpRKoz7sX+MHO2CdzvEmmGuPJGLOuE8xgtoyGaF8OhFKIqL9JsnWKbaStiHQPgO9u4ZnZkm943MmnXd/ZnvF02LjhOZ/gHnzzmn3z+NVuUfu15EHte3h1MlYOR7AbvuGnzeUuhNPjiNETCac9Pb/ZWBDibz2s1hzWaXFBzYhg806FYSAvluKyrU77YH/iDq6e8PWy5HxNRhdPTNWfOc3/Y8c9/8Qq0mt125OgNUrNdmN0q4gRW3jOmSm42zV6FXMymuxS7SLXaqOz52zt+/xvP+JPbV5w82vCbT87ZHSYChfvJSLZdHwko8zwbnCq8U3k0QyuPowQ48zaSEBF8VdQ7Bi9sm3TSckraXBbzJZhrwfnazI6O+uHjvq5aceqO32u58ZbRYVFYMgrWZWb0nuClERctkKo0PlAQYUma+9h7VBOpJr5pZgsglZcpcRYHtFcing8fBh7lytoJf/zVmyN6tHaBu2m0n9UtTUllRcfHTzY8e3bOWQrmjHqYcd4zvp64vNrwfDwwu4oUR9JiBVlSfPSmtnHW5fZamcXhxPHtszP2NdNHx/Vc6E4VGZXbw8TdoUWEN5LtksqJKKmNjNuDOjbUCwnj1cs9kuHrtzt89EwpcxIiroM8V2hGPzWbb0hQZdgMlHkCFVwH5VD5T/dv+b3HT/neV8/5QreICtc6cRZ6vtGt+Y/bt/S98PPDPRvt+Ek6sHaRSuU+j+xS4mLVk1Nmt68UKj5X3IlvlB1zrD3tAj60Pd5KH1Uos/LwbMNiTvf1mz2/++EVH56umXJl6DxaKnO2QtY1Dt3r8WD9qRhyrGLjcvHC3ZwtgLAsJdZfoiBwwTcSAubCJrbhdyWTLz3zfaLznvWqJ86F6ZCQoSdUSGNBNlfo3RtcXLPzaw7Tjg8uLuhiZLvf0uXMKFCmma/3I7ezdXqjGnP/uw/OSE5JKfN8f+B+PLDqA3Se0863zURjCyu9OGZxHKrF6YZW5S/udhUzi6HBc4JlngdtMpTicS1+91xhVGH0EObK+Vlgv8uEdcCLzYJoc9iqZuiBw6JuK+AUxVsy49y6RMN930UgC++57NniX6B5dZZ6lpdzwxmLd411jqV1Hj+62RPYs5499/PIuu84HCw6+j+8uqUUmKjsGitcnMUKu3aYKcoQPcHZYW8mQna4+1ZZ56pIUUrLN/AOypjxOJJX+sHsOWsBvLLEW2/HxCFlHqxXnHRGjHozTQAcxAqz37g65dM7M7q+7AbGmpqqxJjFp13kvOvoBPa9Gf0M6jnkzM004UIjwVVFepDq0NlO6c/ejnQXwsWwxlWTk81tjm3JdMoUCq9q4tXrA6wc4AjO0IbofZMcVhZvg7ma61wRh1TLvhA1F8EQrMBaryOXQ8fPXm+tIA0e1zuk2shBsLyHCZY2t42m/DLl450mzi4V72xeXLALogKi5ryXUzFUSoTHq4FnZwMvD4lcK69zwq0txCaOmZeHmSjGiVHxPHSOR4/OeJsKJ94TvOPJo57q4HtfXTMva9SZIZYA+8m4CjoWSi1HR7xxnBHn2d2M/NvuJb92esbQWYYBpfKPP/281cJtDzo12S9Gcoze8Y3Nip9d75DOs6/FXFGTcQVmbNSy7NsOT3GV4awn3U18vd/aAajw89dv2fhA3/f4YKhAco4pJ1wMdGKjh1SbJ0q7gMZqSqoghhwuen8n5rK3fH0Hx1l6FrO/7ryNvrzYXH2qi5GWIWu+IQmx8adqIzvJQu7DXncV5ae3O77xcECwAnKq2RJInaOWxAOaLE/gkIt9Buep6BEWvvIB6szaK2+LFW99F0iq/LVPnjCPiQ9i5F+++JqHQ+RRf4Ifevou8r0/f87pWlhvOk5S19Zie3cqQOCpi5wMPfWJ8sWXb1ExyegffvcpoREuS7W1UVtXXsXGXqc+ctpFvuEc6yi4U4hfVH56e+B9v5F2W9rowA5JkwK3dWBJgLTJq/L16z0s4+cCoZr83YtDSkV6j0wmbf/9qxP+zeHAZVjxlWyRbHkYITgO89Sy0awJupDIV9OOr6cdvxbP2ZfC03BivJBkkukDhbtsvIXBea5O1nx6d8312x1npwPjjY0dHz/d8PWbkeoWjQmg0uz9QaeKEzurXYGPPjrl0bDCi3E0fFszuShaC4olpv7p4UBbQq3PtOenpSW1Ntv1X0Ih+P+wLpZisFK2DiioZcHPbxLhYYQPe3iZ2U+Zdew4HDK7/YT0HVKVn/zFZ/h+4JsfPOTREHlw+YBvffu3+Owvfsof//RTxsNkG6vYx3A4s04thp//4Otbm7uZoJrUB7qgiI/c7makkRKHVaSrwu00m35zVmL0zOpIrpqm2Dm6Bq2kpRgoxaJNc2IeKzfbEecd53OgPuyIToi5knsrOtYnkYr5s++rpdKJs2osTTbCcAOU1NaoFsutXqAv1WMR8A4ccEewwKmg3g4Pac96Gak+WEV2uRBi4ELhRhxvyXiM2FRbN3fbmP9FLUdiP6UmFzWm9CoGumCV6kQh4MyrwDmTo/l3Ri21Lkl31kmUbF2dEe9aVIrCdGtFROxtjlfbM1GUXODV/cFiRTvoq5A8nMYOJ/DT2z0UeHza8ypNRDXZ6ViyjSwaFHvWD6yXlMda6YKz6j80mmeFr6cDc1ZmXyCZic+f3+75e6cD15MQSyZS0Sh4n7gGNuL56tWI80KdCrEX5mbeo8VSHqWlHjo1Hsw2Z4P/2hw/o0yHGd8Fi4b1wts08/HjDeNUuNvPrCSCVJLCzWGiBJvTqzZYeeG8tK7Azgk9josq1mkZKbfSe08u0uJ5Lc8+dkaC+vtPH/M//OQX5prW/Bpe70zCKgF+8+qEdTLORHTC7IyaN2ulJhtPrHD8lceXdOL4+f2Wl+Ns45Y2Ptuo435Kx8NnIZ1Si3WQOfOj3R2/e3HFrSr/+uXXJgvD4YIVRJJtZm5hUMonp6c4HL/28JKfvbnhb33ygO+/vLH5fCvapXmILHySIdgc9jufPOHn98b0TiUzi9JXpS8JVeGgQsiZKRVOek91xkgXDBLPqohzeErrTO1tVLQpEYRPb81IKortOVVzQHXt/UQxYqfgjXBXWzHgmu206LFJkdaURDtoreBSk9nZ9zW/BxuDGTtrLoWHklGckYgbYdE7JamNgqzpsbUjYj9/qoELV6laucckcNF5npyc4pj47qNzPv38jp91E7/98WN+/ekl092WRw/OGE56htG8HlD7nFqyEVWLY6Oe7bTnw0+uOFPhG8MpZTZ/CCcFJ4XUxqTLyLFi0fLQLqpSmRR+ejvZGmooydJD6bEIWf4b7xULDaJpYzYV5dEq8vJuNDlkEEqy0yo7U6MEEaTAm2qZNa/1wNN4whd523KyhV9s7/iNs1NezDO7lHhbEr93+pA/vn/Ng82KXDK3c+L5uKNzzrxbRMil8s3hBKrw5WHLdZoQ33w/pox0lZJM17qfMjGaBfZSJ9e5jQ6d3YUS4Iqe/VwYYsCLMI6J4M3LYqpKTTP7VN/Z3yttzGlgil0xxp+K3gQBf6mCgLb5ogskXWwfBX3s8VU4oKgW09zXyrqP3O0m8mAH1rMPPuLx1YpOKo+ffsS/+Tf/ln0Z+NWPH/Fo6Hl+N7V4zWZHWyFLRgrWZWoly9JVGwN83BdEmptdDFy6HgF2c4KsZGeFyyEBWojeyBy5KruU8c5RPaTJyEjOV4I6+mYrOebKm93Mzc60np98tEEc7FGuknAX7Yau0ro6hVrUjCU6K1Wl3fZS7KDT0A741C5ReY9QKO8hA07fvcS61OT2Nd8cZtaDuadN1a6IE4R9MNQje1hFz+6QyNUIN9eTWShLrVys+4ZGGKKhKgzBM6XClKodZK7NRouRT5xvfgRq4wwR12DGxRrVigbrYSvTQSEoV6sVN/Ns8E3gSFCaUyZmmFAmX8jNLAcRPtse+LWzFc8PswWSNFZ4iJ7gAoI21UphEM9BM6d9x+A8Y80kzXy82rDXyk2e2btkkq2D8s8+v+bv/+ojtttMF5W3agl/VeHVvYUkLYEfRZUhBg7Zdk3NkJ0RUJ2jpdvZ+w9iHA9XIUdBtQCeWiohOLZTYvAOVp69ZGasVPdrz7SbLcSnjcxgKRjlOFESaJGp2rpDwXtALXdiQQ5KLfR9pDQeR63Kr5yt+Ww3ohjnIDcRzN95dMbLoqy9Z662TyPwthX8FdgcfQuMW/HJ2Qknfsen28m+pwq3+5GTdcf2kN7Ndts67rpA2Sv7w55/9npPG5Yfx3aLY59EB6ny3UcnnPnIzZyg2mXxrQcX/GS7ZZwz4sxQrFZL0XSrYDn3xfHkZM2jizU/u72jj579mLjqIg+6gc5ZGFnnrWDC20Fr+TNCHwMpWwGzmJAFL+xTZfDW3UutJGfQ2G0bM9hFbtHAtSk2KpW5GhF1X80vJXrILfTM7jf73EbQrBZ01rrb2vZmFisKsij7ZJbUOBhT5gOp1CZPE9e6aFrAFyahdMjRkdPeiUMsrQMcXKJM5gLG1+z5ZOhR8Xz3kyu2c+I8CH/0J3/B00fnSOd4M87EHKm5qYxosfDOQRVqk41f5sC3Ts9QCrXCPBfWHaRi6X4L0Gzjj/Z5A3QoVQRXshXTCwrQ/iwLGVLfjXUMSWnNWEMM3onrnSm6vMd52E0z6+ipLQ3TyKPC752v+fG0p0qlOHidD1Bt/ZbWRV+tT/l8+7IhP5Uf7W74q5uHUM3iegiRs9iRpbKSyLYkVsGzlcxFGNgeJvPq6R3T1vxn8qSszj0f9Ce8vdm3kZ+SZ2vo8myE2eBaIxmEkxhMHaSKamXdB+aWzlinQlLhh3fbd742TbVS9Z2jiGvFYnSeeSGs/Rdv/F/yq2vdoTpzoTL1h+KSY06ZlfeEp5ZqNmYz7XhyumY8zEZe84E/+MP/nm9+57f4V//uX6Nxw/mTj+lly9dv7om+MZzbaplqofPR5j+Ym1nSYnbCSTiNgSenG+JgLPNSK9d5ZNRqXcsqEosx/YOYBjhKM8iZSsszAJ0tqfDBejB//d4YXzXAMDguh842W1YmsUux5MpXZGILsJ9zYT7kFvJjOm2LKHYEc2Mm5cImenyR/yyxr5UD2mYerRhQ1+xN6ztfgqXSl2Yju3PmqbBDWWtjhxcz0NjOJk28nwuv9hP9EFlHz6aZCHlnIw6qBVw4abK/zlLVxrk0AxDr+HJVK0ycEeuWjrW2lWMXlLDuPUGc8U2ycrebcVmP36tMSirmRjg7u1Bqrpz40LoZ4WE0ct2F9zzwniCelcJKhOt8wGMhTLWafv7SDxavi7LxHV2M7KSyco5vrtb8ztUFf/PRJb/z0RkfPFvzZ9sdta88r4mk9rw21UYpxr413klJdshLg8lnNUQoIIhaJxmlMZ7bwTQeEiKe2Adis9e2VgoOs3EQxpxb9yPQ3P/qwtnADsgltVD0ndtiKbVB1rZUUlpGDpXO24WlIqSU6ZxpMxDhv/vgEUZfsIO7c/Ablye8Uk/0LSGw8QbGWll5G5csxZ1iM3sFCyc7OeEPnlwdf91mNPYAACAASURBVO4KhE04lgLLqq40q+wxsfY9Z+ue8yHQlXcunJ0If/jxFQ83A2eXA8+nzA93e17UzBsmrnXEd4Ur3/PB5Qm/cn7CJ2cbri4GVqvI+UnPdx5c8TefPWbnMj++vWEsNm7sgueD9Snfv32LI+C1MOVECB6cI3hvSYfV3nnXmVpFRNpWFLogbGdzRNQm1RiGFaO+k/Hl9n6cmDTbicMJ3JVMJ47UCKiLw6ZicLksbPLj9zuCQYB1aOJMBnmbRnLOTOPMUzLN0syeeW1GN63QWNacquW7CN7Qo4Z1WAgUFHU86zxRK74Kt6O2cLjKpo/cjHB1ecJ5cLy93iJTNr4MFalmTrfIiguwFfjrpx/wK2fniDNTHd+Qj2nKpJIIRegK9B0M0VRMvikk1AmJwj//7NXxfFRsjl5bUUo15GUhuS7ddAOK3p2l7TK8PWSurlZ8+HjNyVVH7YDO7LbN30B5XT0nXc+VH1BVJs18GE6owFDNefTHN29Zd4E5VH7r4oHdc7Xyxe6W+znz6f7GkFEir9OIC8KzbsOF79mVkTEV4wgIbE67hu6Zw+B8lzg97SiV9l6FdwFuldwIXCImjRzaSJqGmsbmFbHs2h2GngrviqpjuFJbtE6EsRSC+69f+7+cVFjNj53gzKtdhZoy495SrmK0Db6ORhbM1Qh4F/2KYX3BP/yHf49BRn7y879gdfqIi4cfotPEZzd7UgRNylQyBEdfjZ0/VzWJmZrRglaT6K03AY9jXxKdBG4PE2frjjwWDimBVFQdq1UHmAtajGaj6zKcrDpLxvMgCbpgDO3vXKy4GSsvS8bNhYSiQTldd9ztJ/J1Qs8iomaKcquVYVLGFyPffXTKGx5A/RmuN430/f3E5aZvZMMWdCGKLNaZtV30slwo0qpd19RRjfkt7oiKqSg+QkqV2kHuAiuUm6o2k65mN4tXPr/ZUVFWQ8dKHdUblFSqEeicmKuY+R0Y/DtnG8RVLbiiLezFzGRyO+ze04QY/FYsPQ+FSS3lrXcOXMA5k1perHpuU0baTL7WgooQonAoGZfMErWLjhfXu+OopOpyeEJKlly5+shxFVfNfyGjAttxgqpMEQ5a2efEjbORg2aDZ3MzF5HO82VNnElgqoWC8tlNohNva1xtY+VSmEaTBKW22TIm7YlVKFLx3uOp7EvmJAROT3rGNkuvba5v4yjQaElmtW1Cp8o8ljY2snevRynYciBYboS2Da2CRZ3WShciSsF7Q1xyI5h5J6SSLaSmCqKZwcmRA/Dts1NmhY5C5yKzGgS5bTbjIs4+m8JUGxzvLB2xd4aweSf8tYfnfO+V5bVr9w7pWi49gMOU+OjhCdlZlsE3hsBPAvxWCGx6z48Oie/d7QwxaLIyESMIHqiMKtzVmZU4Puoiu+QIXnCzcjdPxOR4E2d8CGSvlLlAND35aQysvedXujXiHVfDwKu7kVwyfQiN+wNTqvjo8dHTe4eU0sYeCuIZOnsGSZWH657rpmIxEzH73OYWae8rSbVRmgijFpv7q7KJgVTsItdWbC/v9F3R3zrXaje3q0oR5WEreB+6yqxLx9z+nji8moRR9L0od4wEiSyuk27xrToWe6UKZ1G4SYkkwf69QKoF1GJ3Xx0qXgIyF17rLV9sJ373wWPcOCJdjxYQKZx4Gw8YwqvgFj+HQsmGLiatSBS8CwThaDUdvFk0dyK8npcO3w491y2/bTbyS9V0vPiX59iIpU7f7R/gNmV2M5zGgO+F3GR84uBvfPyEP/r6Feddz15yU6sJb9KeIOZZIsAhZ3ocf+vRFf/+1Rs+8D0lZ876Fbs60Yvnrs64YuqloJ5fTFtWzvPqbs8Vni/rxKa9Rx+awuZ6b2TZl5nHH2yIztbTtEto23uxM9KzC56ijrsxs+k8Idg9IM4KiRI8LCOcpWKShjC3BlPR9moMVQm/BAb4pQXBAl/OuRrxzhvTvE4z6ttDdsLhSUS/nAkiTGL+1KHz/KN/9I/waWbnPN/9K3+F3/72GV//6b/i//zj5xwOE7kZpWi13IScLQio1Rmcxd5mu2ISjVLs5SWxbOvpYDHIAJ2zirhmGwWsonWUwQmXXUfnPbupmJ+8r0zZbH9f3ExI8KwK+BjY50KspiP2nefl9YFnq4h66IpAFA5aeHCxYptmSvrKHrphu9Rg8qBOPGgl9BYIY4lo+l7HsIwWbJ3XoovgoC1sW+w0Eo53jtg79g6iqBFkUGK1DZSaCU0VZeg7ugIuCh7PnKp16M7j1KKmncJUm0tbK0iodhmb57Y7HpDH9bP8rLTOqELfBa5vD/jeQqsSEy45zoee7Vzoo7MUtMYpELDMcC/cp4SIMo0gHrP+XeCuZJvfedvwX+aRl0yk2b6G843gtUio1JQQvqEmwuLQZ4vJZunCNzYdP7zb4bbFii/R5kNRmaZCv45UYDtl81QIzsYl73GcklbWLrAthanUVtw1Hbla0dlHb9LYRha79J7rUuhVmd4juh4h0KKGErX14VqBoBjoO5XCfpy5PHF0zjrDimMT7Z9OC1Mq+BDoh4AK/MGHl/wfX77l7zy55OupQJOvTbWSUAZdeAnagsHsZ1s1KdrcHAJVgknpko0mvn2+4c9vtmwQ7jAo8siPaef2i7c7Hj4+oVfheiqUIGyi48f72YiRRjdBWXT6y4zMoWqoyIHKT8aRXz9dsz+Yiki848XNLR+tznm+u+eTfs0LGUm1su465jzzH9685tfPzhAnvN4V1kNkOxWSFKI3dKfre6RxOlzwdOoo3mbAGTXy3TxzPnTsZcWFn4kepjY2iF4oXijFmgu0hZRht2sRO9sOJTM4h3ceV6qN4Eq7yNtzF99Momq1Yk5s0p6AD10lH9tgQ+uqGrmytotc26ZUUYIYsdDTckraWeOrB2dx2VVtv1yEwG01efks5hZaEDonTMXGJ0UFJwMfnnY8DZk7r/iTyO29wc5RAiXnY6Mg1br6mjLy7pSjJnA1MbMgYGZPH72wrek9TUZb9drQGbTtkybZXJDWpfqkoWmLX0HbP70qGcddSrhsduXrKDwj8GbOqBOu88xvXz5mO038dLqlONi4jkNNDBpIrrLbJzYh8IdPn/Dlmz0i8Hq3Zy+Zx3HgnsxNNefSfU0869cWM4/yUmdzk+0jea4UcRCFjfN0JfF2zLy5nbg8sYyE5R0KduZ5HHkuzC7RBdvT9u/luG/KkR7/PuqMnUlV26il7a+23+oviT/+pSMDBajWaSmtc0PozjryZLa3dc6kfUZ6R/SOqEaYuHvzihdvbrmZMm7KfPnFc370/R/yz378lpvJyDmS4bDLTHMh10yaM86DRo9fBQh2wSl20S/aefHgsh7JIVrNejR64awXPlh19E44iZ6VF+axWCBPrXTi2I6tG1ClHzzBt0uoKI+8+Xf3wUFW+uh5+XzL9asDb28OfP7pNa7AvA58eZMQJ3zy8KTBOVBL5jDZCKOqzQKXpLVF62za0DbdaXfW8TBt9+77Dma+dXC9GNy2rYV7UaoTcjGYtgi8eHWgZuhFkGAJcIpBmn2zwEzNffEwZ2q1GN9SlZTLUXudtTYZZFNR1GLzeK3ta2ojq6jNeJsf+u4w0zm7RG/TjBQbu/TibT6HxfLSFnxtED3Fiq+KvVOl6WjbHHfVhQZFg0Q57v3m2YFWS2WsrXsotICsyjuXxWrv5wfjgY+6jptkB39Fca2zWZ1Y7O4iYy3NjXKu+QixaysidiUbiatWajUExYnjvA+2SYt1Z+2M4lBMEnnhg32O5fxqL1yXiVKbb+PE0H9gkbherlcE59k1omjKBS2VNE1UFU42AydDRxwiXpWP1hsuVx1/sZtIKJ0IwVtH2Is7xgRoNjdNxUZDlQW6Nu7EXAr7bK6PHY6+D6Dwrb7j6qT1FLL8pPaBUoFSC6KOm6p8hONPx0yymvpdsiaLauy9h9AOvlqUwTv+7H5PPyhjqTBmvnv5kJoNvXRi6KVXuJ72fPv8gi56XuwPSBGiD4yz8Phsg6g5dCotflYcKp5dEmYRJARisM77MM782sVA9h0+eGYfqZgDpaCWiYLxMxYOhWv7diGJVbUnog3B6bwjOIjRMTizPu+jb3bTVt26VlEFES4lUhYDCx9MKVWr+Ta0lWGZCcYhoI2djCfUTH3a700a6o5jCsGIms86cMHRy7uipuRlGG3ukqlmplz4/j7xwmX+l7/4BW93N0Smhm6a54JIu5ybkqro8lXsgs9VSI2LkJM1JRXlxMejYuMdYVSWOYslzzaVGAuq0paLHQTWOB3zQKSpoKVZXlMpAne58ujhGZ9OdzzuBqhK8cpn6e5IXLwvibNoEd27kumHyL/6/BV/dn3DvmRe7PcUb+fqi3zgts4EH7iMa566get84PVuj1LZ35p3hkQbyc4pkcbMtJ25HzNhE6i5crtLbO/nNpoVXG/cAR2wRMkh2NlbqvlkBLFk3VopWNaFNphHGgGpKiycg1rL8Y6sBTZLZ/P/tyCYpTCLdUTJVcaU2M4z45TpLozZz21FX0ywL4xYBz7XzFQKnbciIZXCzfPn/Nsf/JTDfmK1WtFHT995Li5WnAwRrY5+Femct03prEsv1eD/cBLgsWd64njQ9zaDajNs74wcOmQQDQwxWKqbtSCsO0v8i1643Hh8Z1nWTpSxKKlICzyzzbvuPKUIm6Fj03VUqRymRKrKxfmKfF1YO+HBhxtwwjiZExTFpG3e24UiDqLCPP/nUg/bKaImYetXTYu6HCZH0qGdlkWVEI1HgEA1FwsrqlAOqfD89Y6CctJHSlZKLkzZukZTFdihtGQ5WCVt5iPSSHJHqUrlaGvrquDUsifckiqiprqozX45tPL+rLkHlmTSiqqm9sBZJyBzNXtlb9D54s5V1Q6IJ1dr5jYzX3gUyzsBc21zdu7ZPH2Z47dn2jnXzgMrOHKDUN9D58mqfOIDs1YMfG/M6dZNvbvYhDRbB+daBbIkA+YMMdj6XIcAzvgWZz5wPya0mFFXDI0wKhao8nGMjKkeL7xj41eh4b1tRNyq/Zb3bvCv+drXUtlET3CwXkVCFwh9xAfz8dcgzGNCnbDqA799ccIQQlMzVMZaEa3cNvMt+3fNXrkaB+VQK/vajHvELh3Uwn+8wOA8v3J5wi/KxAHlwVXH3/3WOave2/ppWvbb1yPFVYpT7qoVaQA9Que8JYYe90PreJc32LgKY7ZD/c/vD4DyWx9uyPnAs+GUk77nq+0W7xwfbU75b68e8/LujqtqiMqbw5ZKZb3quNknnPes+4hoZc71KCs1ToQ3SL+hilebni/mHpFATonbXHjc+YYE2WVn7pOmylki1YXGL5B3Y5acDUka4mI5a5yiJp6yc9JBDEJ0FsTmETZdezZV0ZztzJCFX7QsFvPsEBdMJtzWswdcS0ld/BKkFkQrniYjrmrOgq2gX6TbtZGJp1zfFa5OSFoYi/3Z79/v+adfveH/fv4ctveAdWa5lmMBEOTd/hb0yNVAF65JxafKNBdrAID3Q77aD43akL1Fcr/7TxQx9nMjA8pSYbdC7HjmqnXIf/fiFN1Xfjee8CgMBIQ/++prTmvHmcSjV8ddScw587vnj9hrYZTK9ZT44GLgg9WaXcpMKeOLnRufrDfcTSPXMpMKrFYdVZpXjqpZrw+e2EVKqhwmG1nmg3FSFq5brYoE6GIkroRu8LiTYKPH0hwZSisE6nK9SSvEWrEkyzOw0aE9f/s5np2coFq5GzP/tV+/tCCIX1U2Lyv9F4X1F4XLNx5+keBFxr8s3L2eOOs7Yh8sMU0du2pGM3Ed0CCWEtb4qRJMhlPLDA0um6cMpdIHi/2sTiilMJ/AfC7kR476JLIflIOz6vCr+50x+6WpHgqsOk8cAqveo8FsfR+fr3hwtiEBPkSG3nE/GxwYvGMdPafiGJyQGiQcB9Nie1FOY8Cpcr5eEb03kmEuzDkTs9BlIFXe7mezLHaQDqnN3A2CT9k6WZYOcOkaVDkNjqlUpv1CINF2gbQX02QzIlYUqUBoF7ixpQs1wJubEeeE0xiPJJNca4thrmYIpE09kJu0UFpoSbXfh7agWmNuMKZrsaDyDi4XgSjmDe+dMetr26HTbIeBi9YJLQds9ObvD7ByjlgMeQliBUnvhU6Vr97skWCXsYgSvdmMVkyH3jiKBtFKRaxRtc9aYSxGJl0Mryj2HFpdaKMO5/ifvnxDp1ZoGHHJiiFtsDliJ6r3MO9TI1QaG7jAMRnQKxxKRlXpfTCXuGCXtW/IXfSuNb7CTSncpSbhWGDRVoQdZ6DtUhE1+Fp0yTJUXDNsSsWMlYIsLppWqMUQkJY66tQQrpu5yay0hS9pZSrQiWXMF0C0EjH2vRfPKgQOYmusd45UK4N3rBD2zct+FQJTtcvxfi78u6/2dDHwyWnkb3/jHK+mItlR+KuryOyXyx62GE/IXPaWrq4hM+0GOjLpxZ4FHi5OhJwdv/nhCT/4+rWZs6TCkArdmLnZHbiUjqsC34kdKWXG/Z6v376xdVKUu0MiV8fDs55VF7gIjnUQ+mjkWvEdpeuZZGVS3Krc3d8jKnzr/LTFhb/7LE74fyGAbefbuhJraEL0VGAshdMYTU7maIe3qQO0kQLtflOCb6OYVgAINDfO9p0dLIXTUuxpfRdRboQzOw2qFBzv/E5KKwal2s/3zT6wco7BOVZeWDvHygmbdiZ7Z3kWUTwF+I2rM7ukBO5q4p9c3/K/Pf+KL25u0DwbRwBbp7UV0aW2UKHWyTqpSK1Mh0zejvzNi3W7vJWj9nLZjqKc9x1HR+9lj5pRgJ1cC7+inVVVbE35hrg8iwPzweywd/tCmRMPhxXa2Rm7rYnTEnFZSamQUuEHN6/MTErMzOz7r9/yIm15slpzOvTMrfD9/H7LWey5cANFK/d5Zvt2svyR24zPxh0IUfANgdasRG8E9jMXuc+J+9kyVvfjzDxagJtrkM7QBYJY85qS7Y/abLyLukZI1gU2oUmnQOCj0xXeCc/vd63p+UuSCrVYO9YFm88fqKw2EcnCEBR/EsjBsSkduzczWZVu6JhE8UXpY2SikseM80oeJwRhksKpOoaHHVkgBBilUsryYaKNCIKFigiQsDl0KcqpxFYFGTrQ97AJwdj+6hgn4xbcJ0uJOllFcrHAolhgHRz3atBhH2xe99BHitFfjcjmLRa2E0fVQuwisyrbubCVSpgSNzd7FJsjSmeoBoMFG80uE8SBmuHLfS5mQNK6rSF4c5nYV3BtI7v3fM5FWyBNQw9U6Grb7FJJ1Tzvp4NSPWx8xDUiUTaHSqIYoahUcM460+AdKhXnqnV8zg6PqtaFiiwEx3Y6ebt8TRtrX9f+Dg1ybos7egsVUWGXMrlCFxyHQ2pogx10ORVKUtKYGhpSycU10ouQs40lgnNm1uId/jQ0uF7MBbEaKctVjha/iv0sc2nlpzcOxPEAV3sOnTPnzT2VqCYlzGrJdMi791O1UsQ6tumQWA8dY1UCTY7mTVvuG+Np1mx8m2IuloVWMIlAy83Awak4DhiCsvhRqBqD2skyi7eec3Eu9NWY3UMzH1qvTDVi5EMhJSOViXPkebYxW81HhMyJmS3NalB0aCl2irKrhY149tjasgAib4TSUmxc440UZSZntm76IMy7inioo8GiVZW3Wbl7PeI3gbPO8zurwJ+OmeLMJdG8CAwtSHbPk1TbXBRbd0cjBj2iVlqFP9tOfHPd8S+f3/PhZkUoym9eXjA34qiFL4GseqY540WYioKP3O8PPDpdM1bryN9sZ0q2qb8PnsFBzhbm1IXAoWbWEvFe+PDyhPtqUdmdswJt8GYHXUrFOWmR7cWaCUwK6psp0SEVLvuOXSpcl8xF9OyaWYxZQdtntYmXFVl//cGGsdh6UN4d7kv3XFQJ7b8dCwZVcMUK8fY8PPaukzT+UiM2Ol2Q9sqb0ezAaahMF+wblVY8BHEtatcSVlOGX7865Udv7wGP99bc/aftgR/uDpx6x++fn+KcRckXNZVaKZWFkum9NCTRCvbz47ho+Sftsrci62ZcvN05QuNLXX00a2kxok8u1ryd5mM2hkP5lnNNfOmOPJ2L4jkdTkkKB58ICDWBZOXxySlfjTuid0xjonMercrJauBF2tPhOPMdp8FQtBfzFo/j5fM71icdlDZW7YTqzRHU4bi+Gc1+3DnOhoh3jqF3kJR7MttdYh0DpY3Kc66oX2SlYk6Fvsn01UyXtCofbVZ8vt3b2LTxcX7t4oyf3tzxxd2OI4Yg4JeC67/w65fLDvEWv+iE0w9WjFdi//vA8bUUXrnKnc9cT4n8wCNPOvRU0WQLtohSNkJ50lEfe3gacU8Dqyc98uHAPiopKnsM1vDiWuiHQVR97zn1nnMCQxcamKgt2U2a1tYWhfPCbrZKuFRj9h+Ssk2W5jaVyrrzTKWwGwuXXbQjMdj8ueuDsWoV1tFQguitUnfNctOrJUrVXLi+Nn11zdUS6Dzv4MdcidEzaTWrU20rufEGFItXXdawHwQ/iGllowOvR0c6u5gNq01iFeOqBFDzlN9PCRHrskUxX+v2UBzv9taCPiPtkkSIuMZrMKmc5TUZkOtEmld9aVnc1l37lhq5YIniHNH7Y9TrrgXxgKEpoqa5Xqr3alJ5nJieX/R9+MSeUzCxPUWb2kRAcDhnB49i3VLO7XBppC4vjeiMg2rFkUnzrHvzDgJGVsqqVLfA9Q3C1EVwZy6RTg36R2Eu2chNzgiuWiqdFzRY99+LoSneLR1ipWQzg4mNuFer8KSPdshLQwTaZ15gXcRmuoq8KwyceWkosJ8Tu8OERzjkzFgKXkGd4zBOjIvtM8KuJhLKXBNZlV4d21LMcAs7VIK4o5xucaZMLL4HjpQb/Nv2WhQz5+5DBCfoobl0tsM+Z2UvGQLcK/yLN3tGb4VTaMiXYvHTTu35+xYjbsu2zcNbkVf0XXwzKJ9tJ8wVQ3m22jBjI7G5ZlvlVY23EiIhNGi/VHJVXt3vWXsz6Oq9J0TDxWq1YBjvPD54xpJZhUiumVwrYxYURwwdG28b3WxjjyJAQ8G8a4W1jUQc0tBB4S4VghOGINYc2Em29Ld47Oyz96CkZm62jLNsjTY1gihO2zNbmu52Dlqku+0nLxzRI9PgV8v1KM38TJr5WduPFTuPDsVcTb0aWXt5F9L2YcX4B//N43Pbp02Z5Lz9ubtU+advbvn317ekki3SPFfrdmsx/mxtBW9ZyNWe7j3C4FIISnvvyzm/+J+oyNHV1eC9xj2qcDNaMWC2BsLfWPfgLJ2zNFJoaGtoU2BXE7MWXo07LkOHKry9u6emSsoV9TDN1WSlc+Iq9BRVrsvMq3mi1oIvEDRw/nBDCVDaObycxTVrs0qHGeMvGWpVKbXSeU+owsoHQnT0K085WHBU8K0Ja8+kYpJZnDKLQ33gmyebdtabK+Mg8On1XRvDuSOKIsLRIfO/9OuXFgRFKuE8cnepPM+jzZu94NogR5fLpLPL2QehODg9cXRdQDtw0dmh3GbWpUJ1wljbIaTGat3EwJXvCNEq3iHYhtIgMAgBI+WYI9Ri5mKLZzVEY/82WZ04YTsq685z0geiVk5XHVNRVkNktbZDeWzEoGfnPaUWhsEzREuTitHjFi1vZ+OOLhrTc+iiPZ/cnkMVNCk1lZa1jeUGNMgLacVrsOe16b3JnrLgeqt2vTfvbwmGyDgxmM4HC0xCla1Xrkm8HWeuXyfGXWnOa9Gc3LyhFIsTI9LcFC2S7djVL5egOKELNhN07f0IxlDOqqTjoHtBD2DlnTHv1ZZ7SRUXzMBquQC1AqUdeKpGglJjOHetgLhYR85ie461EkNo1sqGIkjD/rx3hJ3JASuGw7vq6No6sdRhI7yp2ly0UgiuISNicqzcZJfP+gjFlChzNvlfwJCGhX2d1T6/YodiAeZDoWT7PKkYzJvU5JciSlk4GY3gFF2gNDR8aoecSuUzSSyWosfDDN4jFTbTl1ZcNpsx1EAas8IVS2dEsPmq9xwOyVJCg6X5jaXwYpyPTGPF5HBO4W4uzGpa8VkzvfM4VbKoMd3LEiQDrmUlTKXSibAvlS4Egio12WXQi28+Fw7XmwTtLPSkKeGCWWIXsQAx512zaV5my+Bb2NnxcYg7bpyleKR14t/pe4pULjcr5lL4bLsll9LsuGlpnuYh4DBUIhe1MWTNvLi+NZnrq9d8/xcv6GLEe0+p2TgiAp0POCA6b7yg2PZOge8+uDQUTQypMn8KJbUiOfhAVnPSpP3soa2JhcBbMH97weRqfTQEYOUNov/mpie1ymkJtjJbW9uPhsw1Ap/UI/pmBYQltS4dPtoItdKM0mQpnGsbl9nY7DS0MU1Vet71MF6E6JRVcPY8UAKe6ALXs/K3n1xYwbBA1s7GjQjclMz/dXPHH93ccJ1ncMbdqKUwp2JZKW0vZFX+7nkbG7xXAFxG88xYfr9IPpfz7V1Rbf/v45POGsa2dnCVUCOpWoS0axwhVQtv8yI8qZHfiqeELnBwVsDXIGwaoqVqLpROAvuceHXYk7QcC6aZZkzn4GI18KuXl1w+27B5MHB+3iNeSDSCsip9H7lYd3ZKi3125+B8iGQsPyiPdnlsfECrjQbHVBBnkfMFobp4fE+G5CrnQ0+tylSXJknemxAsT+4viRDsHzvuYj5etM6UK0aI2ZsYRpuBgnpId4myz+xFGXeJtHHU7kgTsh8wyNGIqI+eYfmAXtl3pVU0xoLGGdGoV0vyiqHBgtVGB9EGeEi1GOIYPbtszOPTTWSXsiEV3nGYLZnOYfPT6IRN8MxT5bM3E1dnnc3cpRn4eKvGnXMMjV1cqoITHm06LoeOwTvOBitilkNseeT7Wjl3jhPvDXXwgaEKERi3E50DcqE7KBfB02llVa27LJqRYKOAqlCmxqxNzVrWwRCEXYsE9piDnbYOtQ926OZGtkm5Ghu+QZOWtUgutAAAIABJREFUFeDQWpiLdZQLY9+3DlFlqUg9uVknamOGR+/ooylAcFZpV6GRaGzhhU6OBCKHkfBOusA6WOqcItxnyy1YO0MdTA2gdNHMkWmH3H5MDFVgW0lvE/evDmxfTLiGdCRVshZC8AxN7VLa7N08Fiycxzmb5S2hH9o6pKS2Ua3/sDVitOfG6Wgw6zhlTN3pmt6fZl5jB24nzuxmxXCW3jszrKKZj6iwFiOmvdub71CuBcGRVuhK2zeWSmfzvRisgD6kfPzrFbuAfNP9a8qUVHizS6ZucMYr8QgnLnJQQ9BytQ56zJWxFOZsF8Ss5r2QqtJVu8hrM68ZvF0gBbWR2tAdI1pzMUKlFLifZp6enbBuCpnl8KvvTgOz5Wg8iAuxyHAJNi4zrwxDXQwKt4v9JZXfOz3jxHe8HCeSWKNAVcuOb+hNznbpZLV4a/MLMO7Czc0tv/LhY37/G0/xYod68MGQVm2NS6lM6cD/+uOf8z//+RdQDsxaUIk8WQ/G3K/LGmoEQ7tq6IPnUMp7pDI9Hty5NOntUgyJGEom5snhBDabcwTX0jWtGnRtdQINdTNjIvfeWrFQGytOi9rEyHINlj5RTfKIHhsDszmHy+DpxLJTDip06pp6TQkS0FrpRRicJ7iKtELldVY+3MQj0m9Heytkl/eH8Ce7Pf/721t+OO5YOSsKtNi4wE4xR3GOX31wciwSEHg7NdGlvkcgboXSwi9Y/uyZd7xc9BfNufAfnJwdnSmLtn1XM07MjTOXSucEX+H312ekkjnrIlWM9LhumSUGrFTL7nCwlmC+ORSeDif86skVh5oMgVE4j0Z8P+kiC3lsu52Nb6TOuDONH1axJkQxbtX9/Uy3cvjgeOh6G3FOGWUJNaocdOZPrt/yvTdv+JPra+5T4m88fMj9ZOEgVW2n1dIOCef4fzh7r17bsuy+7zdmWGvtvU+4sW6lDtVid1MkBZKmRMgCZUF+kANgCIb14M/gz+Lv4EdDL4IA25INyAEQrECKkloBMpsdqrvSrbrh3HPODivMOYcfxlj7lg12GfIpdFfhhnP2XnuGMf7jHwTL6PjV+MD/R0Eg2GZZEwMBsxFFGB51SGiMr2cOX4wcPhk5vpgYbwoaAt2QUJSHradmg8FEDLzokoW4zLczL376htOnJ2Oyix1qSODQql3AwIlqm8fJRbWae2FR6LJ5NKsISzFIbF4raVcozDNupGRJcbbJlKshsF8W7ufCuK/00WbsMQRqtYepalDPkBIXfccmRrIGZFF++HDDPBe6ZgFB9tDXz195vTRoUJaGzguhNU5tIYVI0sDcKQw2j7eZsLJV8Q5eoFgXpgWmpbKomn9CsfdePWHQ2jmDYEPwqr++fR3WH4p3JEYgDL5ABGfrN4elqoUXod6NakWSMa/DmWFoiWEpBbouW3Trarwjweb/zWDhGASb41mwy7hYZ3Q3FnMsw+yJW7D2PIbod7EZI2mzf9/ezIyHwi5Fe/0C+69mO+zUmNuHYyEtgXlZSVDhPJcVTJlxmBvRWYJKs4vdlhX2uMSlOlYI2KzVDr8uBMbRJFhrml1Q8wUJGlhU6TScJaTWHQZw/3TFIlftxBJWzsL5UMMgQUVcXuZ6Y9+Lc7OibJoW68YRagzUYhd48L3aEDa+xyaxQ8/qqYVTM7DyUCuzWDGYojDEyC5HAso22nisixbhLcBFTEy1MkT7vqfW2KrNV7UZ7NmadVxdzlzFzFLdVMqJce1rJ/rXFIYocON2v9HHgQYfOO9FjHQZY2Asjb7L5Bh4thl4v+vPox4hUJuRz7U1WimINoOtFb+1G9suMc2F3dCbH0ItiDozXxtlWZjLzB99/toKsU3g7/34E7uEgGcX1zayjMazSD7iV7XGpPl+sCLcmrdzmJjYuhR/OXbere8Rfu3hJbuUfS8ZSiZ4ZLU6idqL+hDMeRAJ/p6VVN+e1REnv4pdug1xwy/fES6NDqjNqTVYtgnC1JrnNFjmSyemzLHQoUCX3L0TuMqD5aHIuS/3P+fW5/4eRYQ3pfE/v7nnH+8PxA5qNERKtfKTVqlS+cGjHSnAh9vufA/he97+y4Pq1M5JQXh/k5n6ZI2M2IiHKLyZqiGwuNS1ro6Het5vU21nwumvP7jkPjXjGiXLDVFVCvYZbXMHCjfLzADcnUa+mo98Mt7y/nDBwzzQqiGcAUvjBUNi8xAM/VUsbM2VHiFY8FMMkV4Cu76nHBptUnKy4uFyyDZ6jcqf3t3xs5ujGdVVC5H70fM3/IuvXvN407kCBR/16FmFEdRNib6OUP6/vr6xIECxoBfFCHECVuMrbazsPzkx3S1oiMjU0KVRx8p8O6NLpSdyUyZCVZYArYNObWYfQ6C76nh4vWNcKpd3FjfatBGayV0qaj71osyxMWllCCavCj5btItsxYcDMduFPrdGF7FAiNCQYBrM01x4fTTjiKkoKWUWET7ZnyiLddGS7GJFlD4F8pCskBF4uEu8c5HY9PDF7czFxqxfS610KRC6aDO1ppxqZcQ2RnG4aKc2I5p6Y1mv7NiEQcujGnlk7ShUoS7m6pVEGFJycp9xF5JnK4iuMjKIah1WdoTBDHiCSxX9f6rnDr5zsloUIXbCIHbCRbUC0DiFhkS00pAm5GyvZxonS5v019s5CTQlO1yMAV1NK57s+4cgqFto5hSZaqPNNnrYZd8wfmmbT7vN/JLAoVQz7CiQonJ8MSOLcvhiZHwx8tXne6Q66VGaHY5iLn7zXKk+U80SCG5AVbWd9dmoHTZRrRisItT1tPdDqc5GBDsWzzjALuuMnGFksissxExp1C+c01LZXXr54ZySFSXwl4ripiIo66S5NO/ygx3+FZOuxcUuM+NkNObFZp1fzUdelIWoNu+9nWZDQcQKjEXt9W5i5H4uXObEVTR5apbIECOHVinFLpTko559sSz3ea68OZy84LY5MU72vLs7cXd/QhFOxfxB9O07tPXqFwQ+/hOE0Jqjhz5//Zo5llQhNPj13c7cKkslpMiVH9DUhjSL301qhK6CNQmlFOYysakL30nNC7eJWivbnOhz5io1+j5SBGIX+Qc/+YybeUJRxjcLSOBHL54byQv4C0+eEFFSjCzta3vVm5EoPoYL1v2fk+fUz6YQiEE5lkryRug3H1/y2bxwXIxAp7WdvSJKw/evqxJ0VWJwLmib6LmLjWro3eqiHfHMAHAnVF+CfoaOi3mnODZHjmsIE+SgLCz0oZHFnCtFOed5pCB8ZzsYUhnsPA7rZaQr0uZSS7Gibxbhf3+z5x/dH7iRytBndkHYL41dCfy3//Xf4OW4+H6w8+hcT4qclU9DEIYh8koMLRBPCU0Cf5AHL1Ltc4kiZze/teAvqwW42Hhpc1J6FXLKLE6e7mKkuX3zWMwcb5Mir9tEKzBOlWOtlFoZW2UBtsH2U5ZAAtqs3Lw6WREo5sq7WhVbkmd1hJrziEmiME6NN/uJ09zohsAv93sUs6eORvphtW0uqnx1mD1ywAtDR1FUlabV7/O3Dci/V0EQkjNhMXjKzGXshy1q0Yw7yTzOnR1KPkOUGGlN6NZqsShxAZmEU2osAQa/gMI7ie3jjvsLw5ZVAxox0pXPbHM1Dfr7U8/1nc1XzSLaKixRGwG0UmlLtU1ZLR40ReuYSjFJ4W6T3T/arEUvN4FO7OD66n5kEPueUQKboSf6ZXmaRpZaOJ4WchQ22R7OvFSeXmQuklXWIlb9SYzO+G/cl4WowiZYhXgKNj87aqUVZd8q+2bEp7n67Fht412kQE5CapbV3UqjLIr7kHCRbd4pIXi1DKxzWrHq0qYZRjbB51W1mdVqSs6IXw9tVVKOfskbk7m05hW+wePrqCAGK0CCQ+9GonJGbRC7kIMRFr/78NoURSuTT4QQTb54mhckG3am1Z0Z/T1kWQmB4awcUPHUuGYH0+HlTJ8SpMB2m2Gqhqxgl87i/IPaGq+W2YsiGw11DmdLtA4A8XXlRUhU819Qh+FWCKhMCyGYex9ivgoFGxuY3MqKI/t+Fo+qwLF6uMxapRvuiddr1uV7/bHC7MEPUUIwn4aGE83sc1iaye+0NboQWVrjf/nqli9nUz4cajGpabOCpKBsxbgmVWHr6/kyJyrKvhWbRWNOaM2JkpuUuHBJ2hfjyPFYzgc0YiqRxaPUZoVpXpyFv2Ichr6sQjpZiVIq547KYGa7RFUaXUgGgQp8sI1ItPjenAKGBZs9tcSAOgy8utmVaujAg+2GJ7sN+XrH3bBFVbnfH/ni5Wt0makVTi1wPJ44toX/8V//FCLGz5DAJlp424u7kb3Mpi4Jmb/47Cm7LtlrF1ubOUSamoqki4YSdLLyngwNitj7HkJgiNbv/je/8yEvZ7jsel5OJ7+sTUK6Gm55yAi494FJRsE9z1m9PwxwUmqrZ2MuRZwbYhe0NDlL9IKoI7i2t5PAO0n5Fsr7KE+r8C6Rpy3yRCOPG3yYAg+TnOWMQ+r4vYdbVmKfrOifX6qyFrkKZX0/wUZx//ow8g9ev+Hj/YnvNmht4b/7u/+Qd0LkySbz/mXPsz6TRbgIwkUUPth1dNtMGwI1yFspaABa41tD4lAAjHxtW80fqiNta3LHUou/HCuOdiEzVrMty1Pj8XZHl2wEm4KNkidtSLEcnOM8cTueLLK9VrLAm/nIPhiX5eZ25JPnd0gQHl90di6pIToxB5NVazDSrdpYJyFMoyHhhtTCx3d7puqKJbGPfSXcrvTUAFQRrnobe0iQt+eI78Nv4BR+c0Hwg5a9W12NH+zBn16OjM9PVoX3jUO2uUotxlpLQdl1maie7+7VUBBgsd1dB6vIBiIXl4PB6CGQHNIyT30I7W1M6M/DiU9fHhCs61qtQq1iskqQahvOTGSEyR35YhBOp8mlOMJ1H9mEaDrcRxsGNenb7dHkSmZDV1mqcj+OHIttzncvN9wtajKrIDzcZlSFMPiBgJwlWCJWIGu1mV9pVuisFy+KsbhdQtiqDfVStGej4sld2TgMQ7JOMyDMqBnXRIP+m5PbVMxZUKIYPB2MHCXA3Ay6RnFGvBHWjBkvpGRjgaYYSUsCMRq5MzokG/2CFoXTYnyN4pvJKlaTp5XaOJuooNzNI2A2qU3tZ0tQJi82ajHNPtgBuBKA7KAFojAuhc4jX9doaDDCzmFaKEvleFpYlkYNxugt6kFXxRQRS1hXjP0eCAl3NsM6nqJWMBR5C2sb0mDHX4oBrWYSZIoAWGhMtbKojbeGZl1NE+cuOA8HR3/SRVrvUSvi/KySeAYMkLdzDDvGqz2/zRDou2TM5aakZAXTVG02+3+8fOUqH/tGXQx2QAe7MKKYte5Yjfk9BEv9m9XY8Rbj6yTdEOnF3fjc5e/VXM55I0Of7UBzOH9Rg2gReLjteToMjK2yW2HjFQ3wN2wHlnVthbeHtR3QVsyt5Lu0mG/71Cqvx+m8dkSseFkt09cz62rb8c7VzlRA547Juu4mgXcfP6DEZPrwFDjOC//wJ58ifbCkz9rYSmKXMw83A1KUP/zTz7mf99RWUTr+3NVDvvf4yrJLeMuRmFvzuNnIrO4poIZ3FJSpWTf5w6stl9uB/+mXRzQELnPm6W5no4fgBbCzgdf9HZyQGNQbJ9Yuel3bpk2PyFm7b3tJ13rWxjF+aQPcTIZG7QTeqQUZfb5fMY8D5z5EL7aWqlwS+SAE+hDpQ2Ai+NpZkQJ7z3Y2W2Ng62olK7tfQzCeTAnCv54LfzLPPNhFXiyFO5SXtXATQIfA2AemPvIS3MEwODpjz0EcxXvWksnBsWalrqhIEIraebbamduI1szjWrOgryaWgnsc4M1y4rsXVzwYOrqcyGKclQW79w4YwvHpuOdUF94sE1e5Zy7VswN8U1eDCbutefYEBSnGxYleSKnfylNpxE74tJyAxnGZGZd6lnAH0XOh0NwFNYiNvFH4jYcP+EvvPl03HGDptis6/Ku+vrEg+PbVQ4Pz/CDBK9suB/qrzJPvX/HOd66ItVC0EfrE5v0N4SKh2piPCzSxN+3Oc9IUSiMX01o6T8+MZIohEW09zNSqMm3K/VTos1U+HUbw6FOky5FalCZGjBqbsqnraMFm7WDmKjkISykcpoW5weoC/eawcHmRTcohSpVGKY0ijaUtvL6fScB7D3vetMLNvKAS6S8Sh06Zc4DFEAEVJXbY0SBGftQo3M8Ld61yHAvbGpAiK0ZNLeu8GHSyOXaMLu9pyvFYOC1m0NM62A3ZIVN7tuqdsnhXqSFSxIg/yQ8pCSaN0mTwr8X5Wja9dTCrDFK9boZdn4hgYT4hMrtBkGKSvWluaFCOp5nmzPHbeebg8LQGzDe/Kp/eH7g/zIzBTISqGJmt+pA1JpdcynquGfGRYOOHUivbTSYSTW2CXbClOSLkg1OVwDhWpMDc7CJYtLEdjD8ylcbT1cBJPFFNleC0+jW7IfhB4WIKc8VECT6vJgh1bE5ONO5DlHBG4+ZqcLvtGxvnPEndecMJcHmVz4fZCimv2QftzCVZO0RDdnKMVCL3x4lTNYh8PFVqMQ38q+nEi1WzhrIvhc4ZEqvpVWtmSBOiFT9rjO+i1QhWKTA5c19oZlstwnWfCDFyO4/sX08MXeeFnwUxLWVBqs+om/FeXt6P7IKtn482OxuTiNvQnjkUlmFhl5ypQqK1vq5QgcuYDNmbK6fTbC536vkmTX1OHehzYrvrud517rmhrGVXDIZcGove9iZNKaUwTpWpmkTYChY7WHMUxmJe+0MXEQn84ccvuGFmrjYyeBg2/PajJ/zWo0taNUVOFDmvBeuOTeViSoTA+0PH7zy5IObAh0OizAcOy8RVNFfJqz6Z8sUvTuMDiWcFrOeLy7V9VTWvanXV6auREhvuNYKNU9YMjXXtd00pLfAhynZejJfgBUxVQw8i1tGKNu9GDZUoCu+K8K0+0YXE33hyTdNin3OzZFNTBb/VB0RHwbzFdGWJF/kRyJF/cj/ShshGhY+65MoO4Ry01qqbD2FFQfMxCvDXdjtUIp2vY/GivvmfMWTZigFTZ/goBWsc3wuJrIntJpNTIkvik9OBl/uR0hozzc4sMel0DMIQEk0MgbyvleenI6EJWeHpZU9WQZ3Y3ARGLdQI9I6S5YBeGAq4ktmDf25FhZ+fDsy1cVoKh6UwV2XjDpMxWoPcReHJduD7j7fMbWaeKr//9AF/6eljstpZ7OyKX/n1jcZEMUbeafAlVmgUUZsfPey5eJSYW2GRxum+0T/oyVeJkE0fXSuWAd0FJESqDfsBG/ePUtm1wGmodCWQVJhCQxcsn8Av19qUg2+M5fliYwgxIlQXVhMhmCcziD9MlUkCF6GQxLyzQ1KaBpMmNmHbJ061kYIbz8QGCzx7uGXRxZPyAqWYs9j2yubyL6fCxTAwVu8GA0xAzBCWRpsNJv+g3/BcJ8apWjcdGxoiOjXmLlBmM06qi9B7UlhdKm1Wuk14azW6NHtfwSs/XyBTNajWZnSOOujZesJJJM7k/rq2NwYjVGLPTvWtoUsM4t2A0iebWYpCypYceCoLjUaNUE4FsjFhzMAGjmO1jIlm0HwNeiZeTaWSVKzLPxUPLHKDH5+jldo4tAVp0G0ToZmiJYXAWM3bYJos5TBEQ1yqG/LEJLSlMeR09nq//WrkwbOBGg3VWhyxUBE+eLrlxae33vH75a/GLN/lxIzlOaww9qp+MJjfEB0xzhLlUOgvLBBJxLtvZ59bU2xwdofyfB7RgEVZKxxUubzuuL+b314cggddVUzDZa+/Vtt/AKEUhmSs+1MprMSz47zw91+YK59d/PC6VJ5mYfK1U8W6xRyEAeOBgM+ykx0aj4eOV9VyLlL00DBtzBrogJfH6WzgFUKgLIVVRaT+T86R27uRi+uNW/gaWnKVE5cpIg0+mY2VbTNwORfo0sRMoUSYpfE4JoYaeV5nrvKOiF1QNhuG7bZnbvU8isoI2nWewaFGPC5WGC5N6aPPmx2tmNbFjhiDvzRGbYQcOdZCDon7aWHIAaSx7SP/7Mef8733HvD9q0fklAhd4DA2/tKzZ0SBURcOdeY4Loytcj10PBkCswqvjjO3pfBvbk9sQ3R5pPEA7o9vCGng46XyGJCoGA3J0hLFkVYj6Za3UDnVRoRruSDnidKZRyOKpV+y/qa9/wd94PpUuZudyOtjDSNr4uZsBrHXGvzMcXgbKyzmqfFBEn58WkCtKz87ryJeSJt8b0V2DeFwsqVylhprs2ZCVTih/Pw0ERC+1yc+q4ZkOe3filFRH5kqUCgqiHMFhpzB9++8VFIUYnJV00pkTa6ocHRhnkx5ME0FCbAvE6LC0zzwehohmpHTReo46sJF6hmXhcWh/wDkkNgk28LT3Pjgg0t+8bl5G0gfyLvgz8m+gqMpYWO8k2VuLGOj64TttsGdkTupyuXQsUtwM1eebjvmZuPKeWm8Po28Ognv7gYuJHGYjHz6aw+uyCnwaNsxf43E/O9VEMxL4T9+8gH//cvPVmsDalBU3dFMBDTwzm89YH9caE4sbNFmnlkbEqPB99hGS66rjmrytn5JFMzmtBaDbPjaoR9dPhcSdLPF8WYiUSJLU2IyoxFVzCwmwXZdZGLVut+HfslZIWCM6YxiFr8xBlMgdJkeYX9YGLrAtFgc6OU2UwPcjws5Z6ZpoS3m4/9k6LmVmU2OBCqtQJciWSL3hxGC9dUtKMtULTaYwDYFhhCZmz3XfPVWu69AN2RiSmg1Il1VY4WXajBT8WTHgCEK6nCoYES4lVRiEqnGdFrMN71PvgNN2pSSmL7fyAjGGSCY3E2MuDiNK7RfIApaXC+UrM6LavrnbpPMItdnxwFhzKZ1VzE1xfEw2+Toa924CGixy2GZKq1aYWc/y2VuTSApstgBZ6lvxqTe7nr6ZnG/TY1U2RaD6ETs/acYqLXxmRS6EBlb9esemxlX4VAqnQSSWCW/0gZWIyUj9imqNioRUU6H2YoCfWtZPPhlRTQeyft9z49HI9qZ2sb20YHK9a7j7jibSkW9myT4wegFcBBardBnYrHn2HeR2kwW9YvjPf/kzf25ayEIXTSDlC/KiUexY5cTd25jqU0ZxX6OhTBVaEaerVXZSfRRW+BQ7VjvtfDZ8USZrBgzIx778zEJq9dIjA77p8REIVRzEf14f+Cjyy23x5ECDGJs/P3q0+54dgIWRy6GFriQjtta6GMCDKlJwSBSQjQysnfAQzDyWgJqTFQtZ5vzporkYKMJhakUcrTgmHFZ+Hf7OyRHY+cvViM0VY5lIkRhLKbWyNUKwp9+ccMPHl6yLKZ22uaOY13oQ2LIA0McuI5G1gt65JPDbK59CNcp8fNx5GIIb8nAAl+eFjah8Gy7odVKqwazK/5vbaswloaQ/X2rjzxphkiqNoKGs2R2jUAOXno2g7YIAfaLk0eDuP2x+v6C5D+zugeNXfRiSJDzjrTZ56WlcZ17dt2J+1nPqERg9SngjFLJOrvw6UHwAgAvis1/wV6rBBs9fzwXosBHfeRnc105easvETT4zy6uuW0rnO4EQozAOXSmvlrm4twq/58Xy2Z0KGhoZIFbGpsWLY9naY60BnIyLs+hLRDgvs601kgS7T6ZlaVrvN9vjTfSmVps1wVOc+NqEy2XJPgFLIYGhhzOaZGxF7SALo1u05G7yPGwUAVeHEde+LO86juGzng9k1ROxT6vzcrTwIrCPpoN9955Cb/q6xtHBlGFl2UiObSK+kzfOw3EwFAtjT4KMWPz/2iyqSjCdYs2O1UQDSxqL0gXY97XYBafLTiCjnVx5hy38haE69drVyYemayUavyA4H/2VOHkoUXGwre8bZoR4wSfhXkU6/U2ctBG7UCGwEJF3T2ry0LxRLyjmka7Avdl4VAWZsxL/7ubCx52Hdd9gqxs+sCbMvPR1ZarnHh6vaGO1aDL6sY7TtS7mxZuDhPalFyFOMFWjbWbsNlQpBEtGMAq6MpZjvZo6M+jhtoMIjeydyMs5p5oY2s9mxDFZLTjpjYKMsvet6SnGIQmgRLhdpx5fRx5tT9ZwaDGlm1zNRQlmj/E9aZj2yezua1vGb3mFNbYxmRQqkKfAg+uBp7sBp5uNzwZeh4NPbsu8/hiw4PtwEXObLsOqQILDDmSVUhdsFmDmF49dOakGUJgHiuHWhHBSWDK6XZh00X6HN6SFJOpU/7Kt67pXXoZCOewIbN9dYvflSHtY4LkxL6mwTsa61AEQRZTZZTa2IhDkVHO/hk/H09GqnLI1wKqnFfTC08e9OQg5xmhnxN22BXXFedEPZmWedsntNqa/juffc4/fnWgFTucP+wyv9Fv+UB6vpUGHkviW7ueLIFOLGDnQY48zf0ZVVKFqRn/YV8ax/o2/VJ93Hasyhf3I+NhoTUbUZQ6myV1qc6CV7ObTga1pyIsU2MsjcdD4rP5yEGFB302J1EqH/UdaGPALHermK/G94ae9/vhHLCWCJSyIESarh4PFoBU1dZv9Y5YJJBTMn5PSIZEwdkN9clFT5TAv/nqJSFF/uTmjrgoG+fJtPJ2dCYSqOrxxgInLXYpBvj7//aXfLF/zVIMtdjGTHX3uYVmDUwe+fn+iPjMunih8cGm4+W0mDVwcLQvGP/pk/2R9zaRlTgN7SxrBOvy40qCDSDi+IojPkI8w/BGTfK/5/C5YlXIu1HQ0Uc3zVNCAW3tnBWz2k2LWtiZqJ1hrZlkGbXxjSo8oPEXNlsjG66jE3l7p4ioyzcdkXEy7Tr2NBqSlamrhHE175IAlcDHp2qEdlWeROHdrieokKNyVBsrhBiMtOz3QxIcsbSxWwpi/irNxgcVN41Se33f67aGhkdhmYwLsNfC97fXtOoJjUHYaOQipPP4IgRhyIFLydQgjGaDwn6u3I+F01So1QzNYrAixhwMXWIuxgfTpVGLEQL/7Re3XG0621teQ6l/NlMrlGr5JIqw6aI1oyk5B8j4P2tK7VzH4R97AAAgAElEQVTNlfP/V0FANKnPf3H5Dvgl25qTRajMXqtWYyyB2ExaFZP/Kdy8Gr82H3rreDeVxW1+jd/C0shN0azG3jvPUu3vHY8LosbqvjstFtpTzHFNvEsoWtnESBGTSAl2waXg5j1qBjkdthhGZ833RAv9CYEyuT97CHS9ybvuauGklaWabG3URgnKR9udddeifLAZyF1gnCvhIvLVYTQYXhofPLow54kQiMm6MHUL3j6ZM+K+zSylUgusFndDgBysQIjZNk8fsnUJi0WMRt/AQjtL1VTNRAoJBjN6sdgnIwpKsIVre88gQrIdSvt54XaeuR9nSjM9rSqEDJICfYpc5MjlNvGdRz0fPOj4c892JB/Cd8ku18XndSEIS7WCpDbldjIb3Rps3VSHPE3aZrB5a40hB642ydwmc2I7ZDY50XeRi022KFk/bDSusbBWKFWsKm4K+xcTS1Gqy5Emt1b+0eHkypi3XBLBDtalWTeAyvnfipw7sObdi6q4MgDKZLPKTc5eWVgRFxV+2A/MzXBRC6ZyRQEWLHUq5slwdZX51qPEexcdhFWHblwHgtBXJau5xt2fTvwPXz7nb//yuWuklR9sN/xav2HApZzNLvOi8LM3R14dRt7JmZ0EJlUvAAwmn10ZM2OwbnZjmX0xGPlQKv/m5pZxtAMthMDhNNOakUFF9azxVlGWxeLRj8vC4TRT9o3X9xN1rkz7iU+e3zPuZ+oML8rCR5cXIPAoBJ72iQ/Cjq9OjZvZtO8XObFoZY/xXFIIJncG0EafE32Kruc35YVooCRhLMWOOrfgRgLPx8ZcK7/5zhNiM/RuI5GYhHmuuNDBim1927XW2dU6/vlogH/1xRv+6eef0rCOO6fIaS7QhEdd5Ze3J7Y5nddAdeohqjwbep4fJ3pM9x7RM7fqj14dyVHcg8BfkAQS6mFYlgNRG9jw3dZxc7mv/Qib3a8E2VWyiO+R++Ps04Pm79G+yxmV9yJCFZZmULwpuxRacy8UO0ssQK2xHYKjK4Z8GK/Ex1iOWBjfyc4qK66bmyStGhQ3iNN1muNNpeCufMKhGcH1y9OR73eR/3BzYdkV2LpXVVKXDWU+o+Trngp0KRGijQrXQkkEaBa2VhZDMPsus0sZTbgqI7AvC9KUsVVuy0RUZa7NCsMYuZ1nPvn8jts3E+PxI17cnECsYfjy5ZGbV6czf0qqUmdHf0qjTo1yfBsFrwrjshjy+3WTKoHWvMBs1VEWG+vnGO2RBfF16dFbfo//qq9vHBl8/MUtv/3dJzw/Tqz4g/onvwZlaLQ571yadeUihoV46AJBqKU5+1HNH9/nsQYpKSPGit+O0SDGYAE81RUHqmYKE4Ixpi97M8NBjSS4AGPzOkJtBQeJzKUZAz5DL2YvOYkdEDEIny+V4aJnVps7L6cFengTGyEblEYtxK3wRZi9Co08yB2PYnY5n7JNkXEpfK/f8KdNWWqlXMJu35ir0ovywfUFU6l8eXcgD+6hrsLtONnFnj1ApprsBAnkXaJUdT29sPHL9mBaPysqHBqzCt8Ow5TEQpK8qGsOcWoUKI1a14LA4OtalTeHmVJ9HDAq/RDYDpmnl4MHzhga1KfoBaFyc1h459ISvj56ds0Xd0fGo18yraEevJNcXohYzPRUCmVRdn2iZSHM3h2Z1ypDzix1oWlgyH4pY3PN0EzNsgmJFiFEWKRxqJO50zXlySZBSuyPC3OAy9qxBJOhSTTnxYby8HHPy1cnVlf6lTgLsLTGLppXwUlNormGohgJ1teMqstNjfy5+oULEKol3f3R/Z4HKXCRhM8n62pjgp1E/qsP32OpMJbC4r1b21akNoY+E+eJf7s/8H++eslcGzd+6VbvyHqsoPv+sDEyrtrnu4buNIRSixOchU8PRz663nBfzSOhaDUfhVqJLSKtUTSyrwW0EDFnyV++OViyo7/+sx96MILv6i2v0miLWzi7Gi4MwqkV4qzUk+3R5CqTpRRuijAnmAKcRoPcJY08CxuOrVoHFQWRSM4Jae2s405i8tUhJQ7LbBr4Vuljx1RmegInXdFHGEvl2WXH87GSU+LmdOSPX71GqoIGDstMWxq5SyxLIyQIaqxz5336Z4/7ZYAG5c1h4U9ffcV3Hz4xDT/KtJz4RZnIIRKDWRMfSiUj1Ghrrany7rbji7HwtEtOonSHQpRf3h95/2LrZ4KRLhcgVBsVrn9WgxIr5zROwQtQJwkHJ3OuF7zQeNWgb3a51GpZJp2HhyX3IjlLBVEywXk1tvYWOJNzpwZJLftDRnh/yHwyzjZ6aFbPrJ5cX0fB7PWvvBH1iHcnk3qDs2ZdND8fDC11BYa9U358nPhxmBmC8NcuLzgsVoRYMRfw5WjmTWGlN67yYHMdbGrFbgyWVfFg03G3LNTSqH0kI/zytEdpXMbM/TwRJNKaJb9FLxxLq7x7OVBY6LYdiZ+ylGUlXhgaGQwxb3ODOVCosAgabGRGdGSlrvwC+L13HvOHX7700aQjezRaEUfs7cx/b7MjBvueOcK8GAKUk5nD/XR//yvvfDm7Gv0ZX3/wV/66/vb3n1Kq8rA0/u74ysAoh9+SM9VVlEkry2RV3uVe0SUQG0ZgeBiYAoRksE1b834iZCB6vOSsDVlwNy2b9y1Fubpp1Mmg20d9Ym5wLIWK0lsrTGiNSZXUDGJOXaBhI4ptl5inQsiWNT5NC32O7LcGAQdthBQZ987OHiK7LvLqeDSpVRbObk81MpfCDy8v2eZMpbFNTqxSS9H72f5ITAE9eZb37N1eNO7FfrLXbgvDLk+JgYuUjCAoEKtJGSW6V7wXO2FRvjpMhAwPUr+WaX5Ae0dOY54rfZ8ITc5M4xQM4gu+HUhm7XtqFZ3NU30TAh9eZzQGUgNSsM6xVbpijl5F4H4qXG87Y8WLkqMwSeLTF/eUIucupMtWsKQUObh9tHkAeEqbWKCH+q/VakN7m0tagTkvhRQDXRBK8LFFEKZmpE0LloncneZ1VfPtJxekqfHx3YmYA9tHvUe2Cn0f0GIX+/ck8i+/3NtYwLuThh1Mm+xRyisJBZvll2bjluKoRKt2QcQQaFXZXGQEY6i/buV8WYooXRC+2w/8xXceUb3QzSLsJzO/WTMVKsa3ySkwLwsvxpF/ePPGi5ZwPohrhR/udoCZBRW1fAYJVoQ1EUOe1A7vpa4GLcp/8O4l+yLcTpVRKykl5lK5GDIShJf3J26WmRxtNv/ydWE82MiCVYHBefS/Nl+AS1mDMer7FOlSYtbKnmJZFVj3ch0zkyo1NnaPe3KBUJ1fRCCSDZVx50pBeW+TuSAQuwQh2p6u5sMQxXJQrjY9f+/nn/L7777zNfzHXui/unnD/TTTb5PLdYXD/cguJk61cDxWUrKxZ1jHmQosStzY2K4hRmzOEWnCvCyg8MHjLT94+NTWQxp5Mc7eDa+dtjC24oD4Sv41xOluLtYYiWV/lGYOdr//YODTydYrYhK1IGYxbe/M2vniNuQtBXI17wvB0w2DGeRMTYlio9BC5OFkBOWqhrpEsZFFlJXr4gFIaiOKZMlZlpQqLtf151ObetS2UqPwv72+s5A2X/vq9/lZdOjFlLrcbh1bENc/tPIm7C9Y8SXW/a8rL9glj8hZKSSi/M1HO05jYy+W82JoZThLDcWR0eDjIAl25kQxQuZcGtNO+MnhaHbwIVACvs6gleajbZMrhmbjqOObiQfvDGw3mYSlq76+mXjx5uRjGqilEnPk0UOzJQ6zLY6iFmtuVt12v9bWXLooPL3YsNPIP/viK5o4dw4j34ZovLX7+5luiEgKZ64EAbqc+HC75advbokx8vEf/uOvDXLefn0jQvCtp5ekIDweNnxyv+f9lvgsmNwjqjmjhWYLqTkk21BOQOfpe6qN082CPsro0sxQZF0MC7QYIZmBg9TAQkGLQcyymIvXPDUz/KgmWbPZrS3AoqYbnd0DoUVLxVuanmHs2hrJQ1YIxiq+25ipUmkVdWaoiFW4FykwlWYLLPoFIHaZxIaZoKhly6fgdoBOUBmK0uXENBqbdCeWUqjFmeoI25w4zAs1uTY6BEKzmNQhR6JvdJbVD8AImSWqS5f0vBjjaqwjdlHfnSbrhINw2C9sdp3p5UWQFkCMVFNm6x6iwMW259HTxEWKjMWqXcvfNmJhSJH5vlG3HeUwkwIkDWQ1yL8BL/eF3Ub5zpMtP3t+hGTxpsexWhiSNDL2ute5nQhmhdsai1qx0WX7fAJyDiTq3FK3KubZILYJjfHn8Lg2LrrIcWnsUuLFcWIXEz/8wUM+e77nasjWBSdhnBu5t2S+Py2N3/7gmh99egt+wAVMBlec1LouWEdJV7zzrRtbsN+vvpFPU+ViSDwbMq+PiyXTufbpd64u+fXHj0nAcZ4IkpmpXG03nJbFiJwK6jHOGgI597wbE//lZsPfe/6cseJysMAPdxtWe20RO4DwQ7qa6Njm6cCi5g65WhD/8y/33Cc7XKuALHaofTRWbmaTc+7E7J9vDwsyO9y8Xv42c/LLffUqeXv3Ug0JyTkyq0Ug78jclMU6/Ar7sCCYkuX++cjFw4GuE7IJGbjGUkPHZlC60PjiuPDhbuCyNOKQTJKaTCUz+um+n2dCjIzTRE7RZ66RH929YSpGTH7z+nQeywiwb8WIxQmkC8hsJLLgKBpZzpydLvmUu8BcFpOUtcBnr45I+ZIfPn3EV/uJlIKz9oNf0GYNfSp2Kfd2R1BVue4yL6aJPoqx39XGL398O3JKke+lzvwOVo5WcEWLKoH2No+kmTOseGe/VtgqQqbyRuF6c8luf3tGx1jXdvRfOa9vP6vV8kosu8060TV0SJp5I+QYKc3O8leeoCnNUGFteGMCK4kOdUQgGALaMNmhNhu9BEfBhHVsgDcadp4ItsbPLpA+cvxPLy95UwMqBZ1ntgKaE4dqfDX7+c2KCz9LRW1kqcrZ6G5XA4+GjtNiTVNEqItbeq9lpld6KnD/ypqP3JtqLiw27v5qTcZdRy243HmqNCdvRjc/Ux8j4iNgs/G2u+fT5cTvXj7kr37rfaYyUxucauOXbWYaZypK3iVSCmdFFmIj+dTgpzd3pBhNnvorvr6RQ/CLL+8JkridJoYk/M6DRy6l8jmYWqW8+Lxm/dCWq0hDuRsn7seFea5ce32/zK5jdeJgDfXsDGjMWM48A60QX1ZCtQd5kewSXqqSY6CLkW1OJuFq7sKl7t/tG4WqzEU5zvVcmg6DzRuLugoh4bIy+3tRYV7q2c7WkIGAVFhqAVF+tuwJoiytMEtj23VWsMbIDzYbYrIC5dg3wiBotm6tYUhI3yXaUilzY5kbRUCiu8RFwDvQ48n+jHjxcGjF3kTDZ7+Nm2XkZpy5O03mWe7dW5TAfFwoc2U+VcbjzPFgBUPKwoNtzw/eu+Y7Dzquh46hy2w3Pd12IPYJzQFJdpikTaZUiDkS+8TTq2yFQzXgruvMEGlulcdXlnRndqoCagYpKWVy8HwDh5NLU5+BgdbG/clscCWIWyqbqmKpMGtj9px5CUIniSxCL6auXVTZ9ZEwJAY1Wdzr2xNPH20YgHa30Kdk3hZOftUAP55GHj/Z8KiPppl2ZEIdxVmnmlHEkRrbxMGhu+Sz3RAMpdkE4398Nk/8hcsL67Sa8BsXF/zWk8fkZOOhlIx9HzCzpW3OxGrrrzpqVKtl0LdiEPd//uwZOQidmItic6/1nKwb3/TZCtZqRlLNv1dtVmQF4aywSAjvJHPuFF27vMpP58WyQhIcpTGj/N73PjoHKq1qAkGQsBLRAk+e7Hj0nSsef+eS6+9ccPXdS+p1x3KdSLuOPkaOSyFItHlwhNoCtdgIICRhfxzdEdLY8s/VDK1WYtkiwiKNHx+OfDU10jKSgjAvLjl0NvWf3h347UfXlh1fC8+S8sdvXvHqteXRS6102TTfWhvLoVL2xcxp1OypwS7eVkxCZze3oV+tWWE9u6zUCO12Jv7yduQ4H83l0mHt1qz4XgPHNsnUDIvXkx1mwnQVEqdmbnfqduSzKlOt/LIVtja7sgtQlTW4yEktbztxv8itSHN1TK3cS+Z6c82xFrr1olebLwextR1Zf90KFTu5HSXBOtmg9cwTQHlL8lQjnl+J+bKkxLnZUhU3VlIfZ/iF3GyvBScTuknqOS10fUO6vhcfoSqrf4BxaFKA//jykqMKUiunyWSnJSWm0tiIciWFNWxbsNdsQVG2l/wgQlHm2aS/AUhERJXpduHu1WjnMTY2JwQkBR6/c8EH718SixBn5e5+5osXhzM8tKohJBnH49W92a5r0fN7Vl+PWuzcq9nQmrY0NrPw45tb5lYYckefE482mbu7ExqUWkz9k7I1kAFTebW5cZyLO9V+7YH+GV/fiBBMaofGCeFB1zNp41tN+DyKVZ5e0awS4LU90FY5XkK5V1IMXGlg/9VIfpYpEUqFHI3Ru/hfK+oVbrXZYm3Q39iMVJwzMDdbjLvsvnmxcZot0rWpWRGnABrN9CjFSBLLLMjBKtpYG2O2ziuoues9jJlXxyO1qpngFKWsJA2x6qpVRaVBDLTQqEthPxVyH+hILK1ylTtu5pk+CN/e7fjF6UTAYmXzZcfd6xMXyUxa9rUYa1ps12qBsVhXVBPMWskuRZnmSpgNgi3VSFbaAm9mg8ibzxOCwOWQGXaJpTYbm7ibnth5xZv9zNUmsbmMfLvLBAkcKuQu0aJwcZx5fV/ZPejogvD6buJ6kxmSzWrrYjP7IoJQqQkeKrx2m9a5NDYJPnr/ko+fH0H9MtJILeYC2SQgYrPr0iq7oWOamnVjS2UpHn/s8H3C1ltSY8yOzUYIGsWS7TB+QfRxVHctLHc2l9rPDa0L81Sgwngz028CxS+QoMJSGw93HZ9S+N0HV/zx8zuD8PwgDH7gqmJJjdVIaOrSwBQjOUGXM79xkfjsbuLLYJ33x9PEs77jgy7ym+88plRLQYy6EKOlyIlY8WfkVwt7edD3TIpvfiEl39wx8jfffZe/8/kX/Pk+cyj2DLsUfJxhPI+aIuNcz+ogFcvyWPMDEuYRMZ4KGpV3hoHTXaDkicshc9TGqVZnPCt/+JOf2aUgVh7pGYI3zsTlk4RuTMFgEjoz3Pood+xqpNGoXeRZzpwC/Pz2YPrxZl4GczEXNhbldrQD99HOLITuw8SDOHBSGznZW2h8WU4c9z3bNPLBdQcVdl3HP/38K37zyQNO08Kuh//156+YmhqXBkOTktjosDhqZo2bwOjgdS30u2yfebRzLQbTjedos86AycSqOtcJZciJJSqnufCqCg8Dnr5ZCTVwmQK3cyFFoY+Buah//jYG6KJ9hnOzSO/o3WEnNqb6aYGkM7/WJU71bT7B4rPvNeOgJSG4l8WFCDF2vOoiKo19W7gvMw+a1ThmotTOdUXDyMpWFNj59Pl+5v2L3uzCxfZGcSSzgEemryiAMniUc2lvRwXiPAJTfjQsImzlJDja5neVcTSUSkCjmzr5ZyR+9wiu/BEjS/7B9pKmgeAj0yBCSIml2eetwKlAkMqFNE5ACU6yZh2+OsqyJuuW2fM7TMnSXydrxlrgz11d8/H+jhACE3aAt5OhdPv9SA3Cs6uN+4U0QjRZvcI5kniq9nxFgxEcsQJsbpXUC31MtMVk1FKU623PT8Y9V3RsJPKz/a1JFLGR8IwZlUmMZgBWlDBYMaM0alv5B3/21zciBNKE4zzTOz54mBZ+/8k7Bg+eRaBAPh8Pb33XCVx+MBCCme9sCLSvLLRDglXKUzK+wBqHvNsrqbQzw1VXfbI2dv59+3OXZg/xItmc1/4xo515qWQ/mBCzPV2q+qwlMqFmbhIsvOmr+yPTbPGuc7JfizGSVIjVLqESleoRw6bZF/oUGUI6z3KOS+EiGvv5KkSTlQQh9MJYF77zwSWbTYAe+haIW5PDpRSNtRwN3jmOhaU1avBupSm3pXCknmVHuFVqzML2InN52XOxG4jR5k6hE/oHkd3DTNpG+m0gXwR+7VsXXO8yKSdea6N0Ss6JGo2xPObE7rInNBuVfPvBQN8Hnm4TXVBCMjOn4LG2cYE9Js8xS1BhVmGZCt9+tsFVjqDq3gO26lKyEKoogdNY6GJkqSZliyIUj7EWnAyEfw6t2djAEQUNhkC4os+JSdBfJjTBkGyurwQjNAZlGyMKzilQHu0yn80jEgN/ojNXT3q+/2hL55igwhm3XO+NGEy6FKPQDYk/eO8h161xHSJ/9d1HVqGLbb59KXx0ec1pruQAtS6k3NkBgZOpXLufghhxDkhaGfqeeSl0OTNPC7qYqdV/8uQh+2pplDiaRjC99LQYatBFy5SIItTqM33h3ImV1tgNPX/5W094dZy4jydO2nhxnNnPC+6YCy7hZC0u/IT3s5jtRebhYVWkNHJpfDBHPiyJXGw0AxAJZAlcNeF3H1zw4TAgIUKWM4mNHJA+Ukvj5WGyZMkg3LaZ0hoqRhRGIGnkvs18OU/8+NXIL+9O/F8vbzii/Ms3b/iTMvMPXt6xqOVeNOx5zwscxkrRaOTc9eP1S6ZLwva6tzXSmc9CIBBV3KMioLOP7cScAlOwccLcqhULKXKdLTV1nCs5GCp0LPbfpglQPtx0NiIT+7UGDI4rBBVOGGr6rMvWsEhkCol/Vxo/mytRKxttVK2k1ui00dO4qo2/9evvcpkC2u3Yp0xBeTPOHMvCqpo54wm+N1XfEg9LbXx2N/L6WLgeOlcz2GBYdC2U3d9BlOjEXFUb3YjzoVaW7fp7dp24XS/Gb1pZAfZafD9j4+G43tK6+hm4t4yf+5sAf3V7zcrLqNWSYaPHtgZwcy3ju0fg2ARa5TJXBh+TrAogdTv4GIQPQya69XcXreCVKGiFX+zvIAixNYbR2/+mzFNhO3QMMXB/XFz+2txjxw3k1P1VVMkCy1JoLh1tKJsQ6TXZDd+MJLyI8OI4sRwaN9PMV+MJdUVHmevZjEqiFf0hrj/HiMgNznEYv/LO/yZS4e/9xf9IUxT+8p9/nyDm+vTF/p4/Wu6MTOGHsGBscnHEIKptsobSjUp/iu6wZ/7M46P1TjOXuRDsewwnOKZGFeHhrVBLtc0oFgJSDcOCYC6KrTV7Ak1ZSuVmbsQkDDGw6yJdlxiXSpcNPt71ketN4jOsWutUeLrb8PNX9wy7zGksRsBRpUWDoY7VJGHNu8Xa1GAuhF2MfG9zQZVKrwbjBhXEo3dpyo+OexCYZptBPXt4yc2Xe8YM491CWpS9GD5WnVQkTtQUhZhsttSmhnRCnSrJmf4hBC5yZmnFoetoi0CUro+kHJEsqLijXxOSa2CPtdAPiRgC7w6Z6bgQ+uQyICcPuaxRmxFpplMldAIOy7Is1Mk1sEH5dgx8WoQUK1VtQ4WY+MkXd+ZPESzla0WTqptbVSfzjEUJwSCyUm322EVzuSxnhjGWwIjbGgWTPom1DASEbhsZhnSeZV9K5mYcaXNDLhKShG1KXHWR22a+GNXNOmIw/wkRC+e6CMJ7oefNONloxzX5Hz7c8v1HA//o52947+m7/MvnX/DbQ+Tb7+342x+/5jIIN2Icib9+fclud0FolRAyGzfH6YMwqpoXRIS22KgiBeHNcUa1sulMrtbmRtdZHrqKQYN/9OVLFt+rOZgfw9IqFkFt6+N+XIhBmIpyJdBiYJwLJa6onvCKwjZG7mc78dcjQVwbHwjsvzqxktfW7gwRLi4yYa7kd3csS+V7rfNDX95+Xl+b0wt2MTT/rBqNH7258+wQhfJWQZE6oRUzH3v0eMuwCKqBudqlGrB00C5YJPZW4FNZ0Grrj1rJRB7FwE9enf6fKKb/v71WpUfYXUTGxcyH1F3wQqdoFXIXCJMRXa/6zLgUPIbEkLvFEK+QzFDm99675KDqigNrfHr3nk/BuutajQT52WEhq59vrEhBQpPJoge10Zt2PQl7nk0bd9OMRGFTKw818IvTxL4p22DxxVUsFK2J8FuXA29iIPa2noIKT5aF6xbtmfhnJqq8ngulVHKMDNFyMnJcTafCGfJ/e9Eb1GxXu8Hhn0Rlp8q/2J++Rhpci3t8lr5KDr2waOK3xnnrom+XkftLWHMQ/Jv97mXHRjbuTKhIa4yLNXSr2ZCpGlYU1UeBQJVADqbAkmCKpttxDeOy55yi8E/GW1SF667jjZo9dyTQzY0pNGK175kKdDETOvMluR8ncjaO081h8rGLmyFFH0QWuBpMZizOFTNEV0ED0pqF/PkYOYXovDdhyJHbUFjmSvS74vZ2ZrdL1CrM1cYElpFjzz6IoTGf/vN/+mfCBN+IEIDLhlDmVjlOM32I/K2rx9DcpSpgHYDPsP5vzt4s1tI1ve/6vdM3rLX2VLuqTp2x+7S72+2h4yGewMStKMRKBMhyiHITCYuAQCCk3HHDjbmDi1xFSIRJ4QJBuMRiMIQgJ+QCY8fduCf3dOZTp6Y9reEb3uHh4nm/VQfJ3ZIpdavOOVV777W+9Q7P83/+g62GK9Uvk3ll1ImwaGdzUn3zqVCRss51U45dnSfnwvVJwTcq/FyiefU8qsS6+uGqkY7+/6TV2I8pa8UnmePC6bzFB8d7ORHRBKx1GwiNMsKnlJliYnEULAUCTuEM75TIY3VVLnD2SCYYy/3Q0hpl8Yo1rEKg856hVG2zWKx1qkK4Hrh/uSZEXWxzV9mxtqjRjoXzTaBx+h5zUdiHSmIKjdpDi4HTJiAidM7TmEqcsip1M0Uv0zSXqqTQjIVkjepss0pGi4PtHI/VZLH1/aMHcxZTw1nAeA1jiqWmIzqvHZ0V9nPmsUDXQqwkzVj00n/1ck2uLNpJEmNKCELwDufUOEjZ75nGOSUg6bnNVLL+gyg7vvE1AKsSFdfO8eDBmrc2LW+sO+6tAk0ybKLhPBoumgas1NeiMdIpCUMuPB1n5pRZyC/WcXS/NEYlXHcIf5IHPsyR1cbzxVfO+dt/4fP8hav1yD4AACAASURBVE3HDz4Z+fJZz83tLf/w7/0dvivC73x8x0UIXFuhSQUjhRgz0zgxZ+0+pXZAUWDtPDEnUlS0I5VCKoa+9QQfoEpdCY5pjOrzjwEHXzrr9cKtng8q+1U0rMOwLkIfvBIQrWFrhF1SOWjnPK1TzkQwhl3MR7JulTBg6h5f+8UiZnGPq4iNCPtdon1lTZyTFgPUi0W/hZrBmGp2Q9WgYwj1QnYYfu7ijNd8i8GyWTVcnPaE4ChRLZAxhtu7kWszgywhTYWEYe0CAUuP4f3xQNxFyKo68kYvu+uY+NxlfySfsVxIovvltDGE1jFmfY6L6ZA1eopKHVVGdA0e5kwX9PmJQJwShYI4JXeWAN/aTfjWaSFuF5hW9+2cVUsenGEshu6oNFCkRESY0sw0JA6HxPM5YVxDLJq3MJXEdZz5rDPc3Bx4/3biq3cDu1zzCzBMopbis6iy4I/uBt652fL42ZZVMZw3DdugKiXJhTFlProb+Hg7quNr9XGxzmpzIPracx0jGOrNLlRnQ40qL6JpnmqaszRQWvBLHcFS9/YxWwNFjDW+eWkmVTJ79CkQ/fdSUYJg4NfP16xtX5099W4YYq4276h0T9RQaVF6VE4zYk1dA/oHKRWmpIhF59Xe2hodh5z6ht5ZdqLE2o0N2KjhVKSaZDoLm76lGCEYS7bQXDSYjaffeB7eX1OF4MewqDILfRf0PiqFQ/VoMbmqxrLgjGPw6kDra9gVoiqkOWlarsUwTpndLqoZWh+wXiCrs2wxpRbZ8qkP4E//9SMLAoVHC3/wnSeVQAgXXc9pt+JvvvY2p8aqb3iFjJbvthhOUGUr4z2LvQi8db/j+UUlH5bKOBftqp1YXLG16NTL/+okM14aVsFpmI8xleFfjW5EsM5hnMaOZjF01h7lVUNMtM4ypkzT6sXDUqsgDCmr5LCzeLFsVq0e1kW/9z5nGnRO7VDoypn6PYwlF2WmNijpceUDl12DiOVmSjTO85ZvefL4wO75xP4mcTcm3Ox5+uygmQ250PgajDNrJ34Ya8Z9Jd9Jrt7tQB8cpy5wGgIjWZPs6vNyqHVw3zeYRo0pglg1uyh62dliq3+2YTndxyR0BsysiEWwAqZQJKv3QHA0BhoVICgEV1nX1jqss9xfB2W5x6xdkVGTFSnqqmfqbDPPhZILU0x1Pkkd66jOXAyEoE5jC3GyiMaEOqcz3IwwzZnLk05Zw7vEJOodYIrOYYdYGObC/mZE9ok3+5YSrNpqmyr9sTr/1oJWN4uz2sE6p7bOAP/ivVf4G597HWMhTJGvfe8J/+X3r3hiIl+43PDr/8qf41f+zb/NkzTzhg/MqCujay0mwjAlpmr2dLefMKWwaqqTXE6awVBHcIVS9eCWftWSrF4qfespravIqSb7nZ2e1Hmn537XEIvyQQYKj6fIB+NMlExwKl9cdUHHGNZp2qXXwz4WWPTcC3HLixxtal88GWqy3Ms2f5Gk/fRZg8yJt0X3jqu2z+oMaKq97OLNsJzKonK0RUgohlf7libC7jCTcsYa4aR6XAiioUbbyOPtHc93BzbBcL3fszKGlXF872ZbWfCFYTsxHSI+GIbdTEqZuynreXPsPfU1XnbqbdAHy8o5uuBojKELnk1nOd30eogPaic0m8xcEkPJzKJ7hNqkeNTsxhXYHUZsqcFATgvfuRYbxSyoiUpmndO9G4yOsJaR62LB7K1lW/SyGEvmMEd2txN/cH1QSV0dZYX6zLtFmrcU8lS4uKgPwp+8uONwc8fKez45RJ4cIjeDJol2TaiSYENwn+InLUWNUEmI1Tq6cihyLQwswnmoGSBOMzNElBiphf7LNQHqYVGWz6P+nIWl8vIWX/IK9Nz2Bn5pteZw5CVBkcI0ZVWUgDYQtTBZEhEtpkqZbT1TtViJlTicakRLLDUl1QmbRtjOM9laplkVFGNK+FITYlEk0QaNHXfBMIwzfu2Yh4QZVSZtMrx6ucGgd4hBZYKZfLwLl3p1n5PKGC1Hkz71N1B1VkHVFcmoQ+g4qVdCMXDSeuYhqh+MNZ/a11J5BHVE/0N+/UhSoanwwl3KbGPGWyVXtDguzk75y4/e5sQb/sG732ePHF3KFsMbs7CxnSE54XtFSXAapuWwop16qQWEmPpC66XjMLRGTVvUSx6C6CLyRXOwMdAaxxSEILrBrFG4uLFKRhNvGLPhYtXSbIW1d3St5ZV1R8yZnzxfq9c+hcNYOOTExgVSFh4fdhin1rmmFhMhOIXAjfB64/hkUOTkKo3s7iIRx2de/xwff/gO94KjDTDHgl057u5mvn73BBcst7uIbwxiqwFM8AwpMc2ZzSpQctYQIKfM/JULNZcbFjOiVAreeFbrxcrWEqWokyMWKZlsVasaZkPqdayScJSpYHuvFW7wkDOuCPNQ8K2vLlcFG9VtMNmCmeuH4B2SwLU1SS8rLniLanLFqttdKkJrDA8vVjy5G3GiH24WGGOh84qCWKt6flEdFUtPqqi1kBKVyGeOYw7moo6FNStC/1dojK+54dppAByGxEPjKRF2NbsBWxEwy5FVXfs4nXdmdVR87UHDlCM3c2SIkX8yWN5qLJti+G/efUH58IrzTYuVzHNRkuuJC5gs9J3l0cNzru9UenSIkXkv3DcNrbVkjM4mpSBODVFmspqWxFlRqcr8boNnP8003uOLygjFWGKBDweNJLYV5hwk01pHEg3GCq5G0HbV6wFNz3TOE1KqRl/aDTtriehnctp4fuxR4BtXA3ejatYXTNc6uH/S4HOo5wWVqb5cHrpnFgdN9W6oUDzaRMTCMVr7p++f8QdPr5ilauI7z8pb4lQtmxzYpLbff/LRLb71fP3JNW8+3PDZ81MemwFqDoaI4/Z2RARWocEn4csPWr7+dNTX4gz3e89BtEvdOMvNNONwFKnKjmJxc+GiC4xFOUglFw6SdH/Najnbe0vTqqy1lOqa6S2POs/HQ9SLR6jFpqKVOWtyZm+htJ6rfWLlDEPRv2uNFsPGCE3ruZojr6x65jjzZBdVgsunlTDCnPWCU3Mdd7ysFW9XDke2Wqh/9zDRjS94rQuczPY4NlB5r9BXAnPr3VFqe4T5kdpU6O6yerOjdvOG95eCRxz3vOWT+WVsb8mlKo9kufar1Xwt1uq8ygnHu0AtlfX3gOWXTjZaZNbRUULn9t6Zo3mRsbpnIvJSKmytIttSg8uMIj/e1ZybOvJYkOhchJuDcHbSAtBMllhH18VCyFqoFAw4wTQGJ4aZxOFuQmbgVAjZMcXCk+u9fu/ai01k1q5jTBM5qnpsFQzrVQOzNs6lGDqr4/FS+R2+tzRWmMaawTNosJ/F0G8Cz54PFf3SvW5rUyWVL/OS8fdnLAjK8mFL4Qcf3/D5186ZLfRdx+O7A69fnLIbR/7G25/DTfA/f/QDPlT/yaOrm7G6kFKVlhhDtdNSdQIFXAIT6pwsVRjJ6kFydl3licpMY5ZazSGVvasVtZkKZxX2806r8CLQe0+RwtmJ4/FhYHuY2IlWlIdzrS4tEOdMpmbHG8PejMwCv/6Ft4jTRJwyu5Sr3KxwvmowpfDBEPmgZH7jV3+Tb7/7Tc73j/nrf+3f4Hf+wd/nP/2P/3v+pX//N5BsOGscUzKEleXXuobffbJDpJCiXnDn64bo1Ps8F2F/SOq0KgrVF1Fod5l5ikBJwuxgc9bgspDQ9+WL1fdvBNOrj4GdC1OjBjPJCWsx7DIaOW0sz2Pi3FlcESiZKQorLLNTAyBJi8OeZRwLoRGaPhDRosDORoOvJuEemWurCIUxhkkSm3XL7XYmmVJlplo8IgqDJVHCoq2s6iWOGaMKkuWiCa3lzKrds3c6ubS1kyi5ELzCxN4aNbpCq+lSdc12NJyfBfYWsuRqTqI/rxTDnBIWGMdI31lOkmP7/I6v73Z85WLDUAyfHxMfHiLfHWYOUQitofMWhyNOepk4gaeHiO0sxMyDszW7MTHGhMmZKWtIkskFCZZVsGyzprGNuUbbZr0w+0aJs77arcaijovOhiqXqgFXxtBWNzL1Wlcky9fLGetYn25I451CpBGMLZx5xzDqGMc6vQhsUOKUtIb/5+nEHAyXbc91jnzGO944bRmcY+sscqhuclLNcZz6yS/DX+t0dlpQ1ZFI1tu9+uULlRhs4BcfXfDVcVuZ+0IboGmCjv8i3NmZtBeaE48U9ah4fLs/FjP6piuXRsBaYbefuX/a8L3b6SiFc84wlqJnRRFGyTgxOK+cgZIUDbAG7XSzNi9N4zjH4YLFBJhsYTdFUtZwFhHhSw9OePvigtEakCuGpDJDjCKPSW83BCUsGtHmZSqF1ljmOtI0aL7DXVZnzu0wcbdPnyJ1WoWY61xcvSkMu8rv8rUAkVpclDrGrfc6Yy58dJj5om0UlajobKP3JgZbUVwtjhN6iereEhqq3BB117Po+fKsyl0Nwk9sOp5cHSp/Q8eRpsIWtU5ZSgFFMowSOOug8MhVsMBbnefNZg0YRXZNdZbMGpIlGEQSGK9qFwQvi1uh0eofjtLHuYD3L+WLzilB3AkIKku/tomL0OEibE88ayw3JC3gR+GqzIp8FJW3u1JYrVoyhfVardLnqWgXXxFRyQUbVDW0P4xYbylFA7Ja60lzwohlzsqJ8LXo8b3B2zpeLYYQLDIpMuCcZdUG7s2ey9MTvnl9w5c2p3zz6kZJ+OiYzFS04Yf9+pGkwn/tN/+afOvD50T0gf7M5x9w0npe7VZ8fLtnjDNvXm447zueTZEuONYG/o8PP+B7OR67M+V4a4Z9Fs02zpXwsVwO1W8TYv3ArFaOm2e6GF1lk0udB7XBMUr9Mqupbhq3uWRE699ZtYHkhV2NO74ZJkoslGJ4cNIdux0KpGrcYuoA22D4ytsP2Q4TOWf1RTDCLmtE8MZ6Phojv//ihf7MqMEUXpSksm8yeV/osmGYM6tTRzoUHp61PHk2MBbhHM9otYuL1cxjmKNWsE6DWAwqUeobx5LfHZwlO/ArR4OSqiQVstNQntSqPpqknWedPuHRTiEZqd1jheQxvOotw6gbYhYBKUgy2EYhSIp+Jqa6ZDVtIFo1hrFiVJInQBYShR5hMJoMJhRMduQifPBkV211FcJy9T1iOJrbzFntrlPKGGd1RmvgUdcRKzS5wNNZUFfByj1IIhVq1qKioHG2a+eryZSw67Q4OyIDtZMtAo3AF9qGbw8Tf+n+BeOY+ccf3XBzmPjS/RO+f7sjbIJqkevo6hzPv/DZ1/gnP/iYplFi2fObgdQa/mYdN1gfuBtmxphYBcdJ15Jy5Gy1olJGGIyQp1Q5Iw4jhSELrdUCwXlLNnCYdH/90x98VA80RV6WzjIElUQ6o0qIQnV0XLpTFCN4927kUAqnrWeXq6yviqJPVg3lOnI1zup3sHB/rMqfsjN8+eKcPMxHO+wiom5zVTVglw8VMHUer74Fqj/PtUNf0AQs/OHzazAGHxxhHQgCEvTrD/uo2RFzJmf9LEulV9vFt6GOoY7U0+oPcbHu+fF14P96suXHL0/47vW+muIZnBWdgVP4ldcesOk6boY91ig57Xt3W3ZjpIhKCzunceqUQqpqlZQKP3t/Q9P0nHctYxGeTTtsySRg0zjmUiBbimiRHbylM4a7OXI1JAqW3gpjRcxvgzYCDsvtMKuFse6mas2rvIaM+pQEBx5hqGfup5+vNZ9q8o5dOpx7y1sEVOxk637UQtlW8Yc15nhJ29pptrY2fZhajMCzziDZ1ohjA5L55u2BYku9j0118F3wgSXQqBLUly5gQazqa/nlzQm+nu0W/V5TTseoeqkjmOU9mXqoL26dy3SyDrAqf0GjkBNKTM11HWgwmSMZ4YO2cE5gKEn9Oup4wYpgW8uNjZwdLDFnVkZzSXZGC6o0Zhpr9RIvhcdXWrha40glYar3jnGmeqzp+MFhaFtHSRA6y1Qy3tYE2yW/A41zTlmYxsxqHXjTdJXw+TIe4Nu7uyMxUx+r7sfHf/T7f2pZ8CM5BK4Vfvpz91ky4b/5znN649iPiavrkc9cXHK9jXzr8RXX+1GVBj7wC6++xW8+/Cyfs211cqKGrOQj+VitIpUwWEDHDaVKU9Dfv3Bnq1GR/pkVhX9SXVTeWpqgpaazEBA6b2lbTxMC3jmu55ldLkxzVqgkC5J104xzZoyRlAuxauRTUr22ZL1UWhswxuqc14HzjsZaCo5kq4ZFAOcxvaV0htgboiuc5YaLrqF1ljcve9bZcboKxKgxvcYbbm1iJHMoiWQKbetogxJ6iqjG3Dhlq+fKbg3WENrA6bqh7R25VQml8fq8jNXvbZ0+S5d0N5hS3eukKhiUdqrFEMJVHU8Uu0hjBOs03dBSoXXrdLEbyyGXeiA5jDeYbPj2+9fsh4RH4eqLlHTziCFajdN1mmJUZ/h6uGReQmJYZTPHkjFWTXvO1i2vrVcg6jXhapKas1osLQxkKmzdGA2xqr6pFXbTi8gClzO1QAWKQr/rLKyLsnW/k2acM/zh8wO/8/1PuD0MvH3a8ixH1pedSk6dzlkbCzsSv/f9j+i8wwUlflpjj4S0XDumvvGcrlumWLg9jIxJeH574DAp7LcqWu1vgsdVenbvtY8qxirsm7WANDnzwhYwhlgUrrZWpaxSlCvQeocU/YwNkGINTRHNTx9EC619TDRiqoIDVm2gjapIOfWhzjTrRvSW23HGkHnQdXSnKz778IzG2+r8p5t84WypT0mFfa2OLiwLF0fnsNqnadH5oG8rRK0dqbGGeYqkSiacUg3YAUqur4l64BWoes6XMLSyG/HW8N4Yee1szedPGr5wvqqhbFrkXp60/PxrDzDOsp1nXGg55ER2llfXPT//6n2+dO+M11cduTH0zjKK8Ev3V6QihN7T9muCczR1LPLFi/ucdaoOmCpHaCqpEnNhyJkhZVrnKEAwivT1xjA3lnXlF8U5VvmskOu8OdeLXRtuVT8FC7NoZaXI0XIZyLEYKPV8Xf7oNguxgUqHqHJBLSAsygc6fr3RI8+Ijn8oCq83RrhpHFSfAlc/DDHws2c9SxygMcs4QJatqTNxA1i1JFdVhnIQrDH84mqjc/f6s3Ourz9z/Nz1+0mtCZSSWKjqsFL5X1a5WEvB4JwmW3oWHwZFoo3Vn/WtMNMUyySZExs4Jegoy6n77C2ZN0pHsJbGBwYj9F3Pa+s1r7aadui9IxhoF8TMGJIkVCqdyUnXvDHgHeqiuXIcUqS0Snbfbid99s5RRNe+iO6lcR8x3tJtgnIEql9DrYl1z1YyZwHE6Nj/h/36kQXBH73/gqdXBxTU03l143WhX97rebYbmWPi0fqE25s9h2nmvRd3nLSeSOavfP5t/q3X3sa5l7VZqTjRwhc5bnynAT/LMMtaw5NJ33zMGnSUXIWYrMJAjdULTuqXiVViRylwsQqMrtAHw1wJZCzQqtPK0znVqFOhtVR9o5eHnXIhVvGqEaX15azV+iGpCU+MCytdSRyurjgxYEph03oenjaUpN/rdpd5cjccWaPrPvCZRyc8Ou9orcMZWPsGcfr6jLHEVJiy2jiDvnZh4WpAawxzqwWBPiADc700nFEPdmMJjePNTs1wgjF0wdBYJVfZpAz0YnSHGafztFIUbSn1ttV/Vnb6VJPojFWt9OOrPU0IPLkd2R8yFMuNGFYV9mutZShJIch6GtX7+Ch1K6WmDYoe0mLhch1wva2XipJQG+eUUChKkknVOGS5BmI9BEMl6zlZuob6M42BrFayzqoc87VNhzTmCLE2CO89uaHEwoOHa7anDlpLExx95+hwbExg5RytNcyNqi8O48wYMyNq7PPJMNI2DXEudMGR5sxp36rxTxFC40mSSTEixqqdc8oaiqODRGIWRDKHNKv23GqmOqjb4qLCyRWNsU4lcsPRGbQS2kRIOTOJ8P3DSLEvL5dR9PU1vaMLBjMbus6x7jxNcJw6r3drEi7WLV95/QFJCivAO8fD0w0PLzY4pyz9GoCq/WztJpeCX/T8PzYEGEupxlMPmwaAaZqRqDK0pm1oTIVzlXhQ0xxznQcbKDrykJxrw1E48561dVgxXO8nnt6N9I3lB7uZD7eDeoiIMObMZ9drWgwBR+eC5qQIQME7r8hUsLSN56fOLjjdtLx9ccJ7u8QbmzW/dO+Su8PISdtSjOUQE0PK9G5FZxvlyoiS8byBqagF/CCK1vVOYe8g8JX7K5JR45pHjecQS31q9TdZtP8cWf8CXNigssmlYKqd92LuortYjnuwTmL59mFkWjtKXZMGKldJv0kuyg3KRQ2IMNTmrGgxEHRcqfePztaDs3gsr3cOvH7WtiKBypusTP9S96cYbNGLXfl0hn9uvdJwNKymPppKsEsZU0ckJUudcegaEAxRtFCxKF9EKl8IY0nCUfYnn7LxLYpDkorwXprojefCBy6txszHquIJ2YJXpGxS8gFzSnTW451lO86siuf10PD8xZ53rna8f7tXkyklzel+xLBpA423pLGQklByZrudGQ6Z3W5iHCObU1XvDNsIVbkVU2GeMk2nibBrWUodQWqKlBThQd8dP2RjhAerTovxH/LrR3IIRCznZysuTju+8f6LynQs7GNmFOH1E88wdTwdBi5Wa2S2XG33pAJr54gzbK3wb7/94wzbPf/t04/UCGw5CBZmd/tSu59DgQyfy45bUaLIJA4vVRqSdRFMVec+o6TCMSdaC9kKUTLfGXfcazq2OSm7vag9sPUWxOI9lDnVWaPQda4aDKHknFmJfmPOGAqzaKSzpExOmZURTCUfybH7rv7TGdqkhLq7w8zTmOuMVouAi9OGdaue00W0221OWjZNwwdPtzw8XbG9jbTWUYphspoHUBZZGDpLklLjoy2EVJgaJT6lUUvn2Ori6E4tEZ0Jb7OSLCUVSqukE6lFVZkKtyvDuXeUCYrVDIgFbyvWa3aB0YuuC5Ze9GK6upq42894rwz2J9uB5wd45bxlFFgLJAMxZmXvF16moxhzvCSWtboUfZcnDZOD00FPIYNClrlkvPM4bCVhKRCYa1cZrFRPdFF5navFU73UNq2a/3zXDsSYaYPj3VnT8krM3D0fGAbhS69ueFoyKWganPfQG9gjNI2lM567mFljGYswUfBiuLuLzGOiaT0mq1td8Y4hZtZ9w+4wc9H33A0jIiPOWSZreXjaMKVE7wOzCPOsEsveG4YMrbMMKRMEzlYtBeFaEmfB47IQc+3kxOi6N+CKxQVNeXRGmErh3cNUC5+l29DDNuWE3AlbD2PSlMd7bUtjHbcxkmLh8qShayx3g4aNGa/I0grD2hpOH3qmlLk6zAzjhLcO69E8j3qgG7RzqU2T8owqKuXEKoFQDOM+kUwkNA7nLOumpe0LZSrQC9EY0hCxrhJ3vVbjxlrWreN2TNVLX46XJAgfpZl0YlnXC8qL5Y8O17wRGl5vN3Shp6TEedvpV1gNr/LG1KJV+LGzc5XAOe3gT1Y9swjrpmUumZO+wZfCmCL32o5N8BiZ+GTKx1jfgnbTsQj3+0Cf4fc+uGUwRnNUpPC9671e6ixoQAUlMcrDqf/RIDyOStxeCIzLY6Y+4+X+W5Ba7ZMyGEtThHzecTLNDJNyQTQYqOg+q5dYKYI1Wbk5jedD72riZx0torLKVFS+dzsJ59ZyK1Iv7Pr6pcoLTX1Noi/MGCU+/vJmo6TBbAhG0cN5mhR1KoqGaINZ34wsBnXmWFSIUcWPRZsLARqvMcIipqZKGzabjmJbRUBzpJ33hAxXeWZjVJ20NYnz3DB4PctPh3Bcw8FYrueZdVLPlBtTVOKb8jFl9lfevA/F0wZH5xvevb3i+8+2isY41JGw3gnWq/Iui5AjGNEEXmMNtqZJSYGmdYRiCWOmFB03LD4VRYRT43gM3GsD13Pi2WFaTto/e0FgjfD1xy/482/crw50wt1hYltNpj+42XN/3fJwvWJOmbspctIaLpvAd59eYRwc5shFE5C24bc+/0UaMfxn73yblLVDKAYQQ4tjklSHXMLNVaowh6Gplo9qj1kwRS+dKNBbZcm3rYOcaa1hu1KzlxhTlcCBa6qbmDXVNEcoXqFlKZovUIrgndAFR84Ob+H6MKi8xNZFKcKrAW7HoiqHmGAqVNMz7F4hrWiKHv5WXde6vuV+b9kGwWWFdnIp2GIIrV40yapR0+04cd61HEaVGrmis6mNC9UMSzujiKGZLbmHuejIpHiNVu3FMUxZg2UMBDEkk3HF0Fdpzr7S6kspuGpznGLGd57kYZqgWQXmXEjV9KnE6hyGIcYMxeC95+n+oN4EtSMRKcyj8P7zgc/e35Cckt2m4WWQScoFV5EnnMU4KEkv7pgL9x+u1PITofeelAu9+n/WRLai5K6inYXK5wrBOLy3hMbSGEcIFiNqZLSdEj5Y9rO6WdKAS4XSBX6jWfGDaeT3PtmxCY6T1xtuvcGWlyhDNoabmDl3juLhLs4UA0M1uvKSafuGx9cHLViM4ZWzjlQ07yLPeqD1TaAg3D9d82I7aPR1ijy/vePeZs1UhJwjbePUytk7WtECVUpRW+NpxIniqCMF54TTxhHT4uhWi6iKHCSEG0ncjmm5QY6XQqkd1XrlmXeJManZV9cEYhF9n1loV5525Sje0Huv1so+EKeEWPV8D9bRBHjlpCdtOuaSeLzb0VmnIUwV6aGU6pZHHRnoy/LBcBnW3OvWnDdaIP3x4yfEMRGdZdV4dTd0HmIhdIHGN8yniemQKSnjpkIfOn7tx15BQotI5KsvnjFI4XGcGKuB0yEVLRiqMue9aeK9OOG28BfvPwAJpBQJIRBTIVo13LUV2j7tW1YhsPMzzhpeXXUEJ9xtb/nGbsuLnHCgY7mKkSvFQvDF0mPZF9X926lw9XQgF+GTpwe+9NkTHs+GQ4nH+bhC/uqhn6u/g7HL99QO3trK/68Qul3ODKMFtVStvzHoBVpdEr+6lqW6SAAAIABJREFUHfn5y46h65lCopfMai4cCuSSWPIO7nee1ckGnMa+u2niDi2WFq8JkUJjLDHDSZe5u9Nm60HneDaqrXjU7XdEL6gjgYeN4/PdCoM2WWrJrGMjixZJiozoOMMscFM9l1wtBDJK7qW+T7WdBrBVwQGbkx7xHRk1wnMGjNMUzVkyAfASeND1vBEMH8c7ppy5J602nyXjcCTgzDUc5kRrPa86y1ebDE2AWFMsXQPe0naeOGdeX695Y73hqx8+4UlthIro+NdmQ5SkMdxTJtfsnnnKqg5rDGdtw5wyzdrgo9VRKtX1saJtgiYCX026hvS6Nf//CoKFwPZ0P/ATb9/ja++9wIv6cnsMc4F5Tswu4U1g0wb2k/D0buIwFEw0fPhkx5zh3qrhtO94vNvz11//LCem4T9//7tIUevV8xK4FWFHosfVhQCIZc4JXzGqYmyFk6m8kwJF1DbXGZ7aRJcs81zo1y3VhpyUMhKcyu+sIgx9b0jzy3xsFJxASsGLPtRn2z3324D3TjdSFN6bZoYcuW89tqYsclBCyIww50RjHK4Io8m8+aDnhcvsU0LEElG/f+8U+TDUDgYN9IkZ7p817HIiTVnJUjGzF+h8wAHjkFitGoXGk0Cjjn8YZeunDF1xOpPyVm1fMdzZQiOW5KBMWr268ClvB+BFyaycpWmFfczYqM8oZtHgjGiJJWGdZXaFNEekGqEYU9QYpo5lShbeebrFWXh0b8MQZ1jmx0vH4yyt0+hfsXVufdkzVWWDEbjoNTzKeadfJ3qxPD/MzKlg0YODDENK2GSYRyVc2Ronu5AMsaibZXCYWfjZvkfMin/3P/j3+Dv/0d/l4XpkPnE1GEcIxjPbcrTxDc5SjOHxhzuN9xbL5WVLmgtNY3n3g2vW3jP4Qr9pcNbhCuyL2v9aY+h7z812IAMPT3o+udsjpjAmy+00c9K2BNfo5rVFA4C8J8YZU4SZwv/40VOKETYY9iKcWceq6Xl0EvDe8N3twDjOXM8JEwtzo+MnXEUGzHI5aHe16YO6SwbDSfCYaXEKrE2oM1qQGV0LESHPqqNWj5BKdEsCFvrg8UVY+Y7+IhBjZjfP7A8zJheysTRNQ4pTHfe8HB2JKQxxZk4zcxb+6hff5h//4EMGMvsYCdkyFz1oS9bUz1Jgs/K0tPzzr72GFIWAP97f8L39jrG8pDmbeoekengu62zR9AuG/+3FU1bG8aX+lBXKPkk1FwUUqdzuB/ZtYlWZ4HfjwP/0+MPjBV2n+0rUk8pZqVyoWQqz0QyXU+8w2dHfb3n/6ciU4d3bka9cbvjd7aijVWosj9Shcz2zjNFz0VYGuUOdEMVwXPvHX1XKqCd7vS1RQyCDsE36XhobKDhuOx3JeWfoS+H1vkcFq1p9NN7w0LY8EtimzIc506FKjyzgJPO/PBnIThVEz0ctih40jpuUmYuqY6Sixb96uiIv8LcxeFvU5n6alUtRCXbLyEMfg3KUslmetjpaGkRdX0U9NZyxleiul25YbYgu1AH7Mi5WlLfPGi+/cR3eq6RbnOW+OWEdDtwM6RgYNpRI611VqhWcg2+amTf6FfdePcEZz5xzlVcXehIuDgxjxITAz77xkP/1Ox8iKrmhJEEC2OLwxtCcaAR4yppB0vctXmBMUYtjLAdXuDBB11aVdhpRdOTtpuc7055UkZsfARD8aJXBz/zKrwlGWdt//o37fOfxNT/35iUDCrmUAqvK8PTWMKRE7x3rxjNMmSEmbvYjn3twjz/+8Bk//sYl9/pA1zeMWSGNToT/7ul7nEjD1ieGIfHoVi+3xaPAFLTtzrArBdOseKUXxlR9DJyw91rpx1xYB8ftkHhj02lqXNVZWKPufGIXr3CY9trlHscFs+bJ+6BEuSwFm1DWZ4GcM/tZOQl+qeQq7OesIS+hHUafTTwFKjGulIzV+od7ttFxBQuhRHO5t1eaDrleBd6/3ulingvtyrNynsY65SwUaFdeZ7XOMvVaNZOgWINP9efajHH6WgVYFZW1ffbM886+MM+FEOoRaQx5zvjG8cBYtpMyYNtsiBXJwdQY2rmwz4XOGA4x87RGyS4kIcNLAxJ1acvErN1MrkE+qaoCcl2hCyfCoSEfp/danVH7wKsm0FiLc8riVJ24HA/yLBovbYw5ZhwEqxyKMSWCcRRLnY9qQWGtJaeZrx/2/NzmjLs48yB4PjgkbleF1jn6WbhsHB/HhJ8FuwnYXDSVUgzXzw9qAhIsZPW+X20C2ytl5j+86AnB8lffeETbBA1NyRkRZQLPKWGNreZUhifbPb0z3Fv1hBBU3YIWtDEnXAhcTQlnC//wg09ovePSd6wwZGeZY8Ib9Tc4ZFWrtM5zkyee7KfjRSJLXy4LgGs4XXvYCYeYaIKymVPM3EwRkhotNc7gO8e6dTwwHW+dnmhQUEkYo+RXZyzecTSwcdbxYrvlMEVOTzrW1mGc48ntgZ/8mZ8lbp/wtW+8h3WWaU60Qfj2PNF4T2cs+5x5ZbXiJx9c8LvffoddnPHG0xqDyZAdFC/EWWg7y8m64VdffYM0Tvzh1RPuUq6zYZXi1YRvXQ8L8rPcl6JrqE5jMUZZ/r+wvqwpkoUkBlW3WvpgeXBxxs32wMd3z/jWMFPblDrDr2vbWly9pE0tOBZDN7Gqn/fGcI+GaT/zyXbEY/ilN0/4w7uBxZlDGeNagOm0Tc/HStNBgEdt4JN5rqRM8ynunZ55i/xQK4aXfC4r8LmTlou2V4S1ZAx6CT0Kht43qjqwuobK4i9RYXupXIh3phljLFPRserX9weNMi4gzmDyS9LiG03DR3MEhK+sevaiTZtBUdxJoExaSOeqPDIVOVarX529CMvo0dSMDQMUJeKpZh1n9QzwFr42TfzC/QeIWFWt5IR31bU2KrJq6pm4IGj6fLUTH2TPx9uRlFRCG0IdYcfMiYNOAt5qAmnMisJ6a2htJGRhmKKSfSsqYoLnd959iiSqPbw5cnFKEbx33G86eus4zJGM0DQqqc8OGme4bC3xBqoshJxr8BYaT/2tYVe5YIXH/+wP/lSY4EeSCgtCTApTfefqll9++yFjjggasmEw7FKmD4Z/9vETvvX4htspsRsTxhreuDjltYtTnt5tOekDJ63jqx885dn2wDvPrhkOM+/uBv7K5Rv8ytkDXp0M58Gxm5NCMZVBeH7aMZqWIQQePLjg3nlgqmQiGoM51yCbYqDtPDdD1I1QoEH1ntbZSnRSsthCwcjLnCcWTFYTndXiVDELnXXqOhUz05yZETDqguiKRYLDtx7jlWNwFho+f9HzE2/dYz7TQydLtce1Oseai/D4MCpsNid1dqufY8qFqRQOSdPiEKMdfw3CmEpmTgljhWmIFLQIYirq4meF4GBqhOKVpZ5FNAsgGZJTAtr7W40Z9qFSUCvj3zgNyPk4Jxpl8XB7F/HWK7EmFmIqJGM5sYaA5dn18CkdszI8cx0JFKuvOVZb06wuKke1Q6nv3coSv1o5UwW1XcZwUuNFRwr7FNlOke1+4sX2wPO7gWf7ke008/ww8fFh4PEcuYqRx9PEs3FiKIW7ktiNkTlldiWBwJwzP/HwlJ+yK1wu9MZz49YUK3TW0iZBovB8SNw8n2i7gMSMF8vrzYqVcWzOW5rOI6nge8M0FW6udMNiLC9uZiQr+WqcY5VV6gnTeE/bBrzXwsU44ZWztRZY+4M6ngHBKrsYsZCFVcn8zvuf8NbqhFMa1jgKhs44eq/R3kaEYBy9ASmZMxv4/GZ97KiOvA3Ry+nktKE3lmFOtMbROkvjLHdjfc1e3QKnUkhDxgbLJ3miFOEu637vnGOfE7OoYsJYvVCjJC43K+6fb8hJ+Phmx/Yw8drlCdtP3uPZR8+4/+qrvPLwkfIYSlEb21KYSubUeQ4p8X8/fsq/+lNfpG8bGmsZSqZ4vclCcaxaJf6VUd/YN29fcD3nWvgYPNqZG6jKKUVKqJ3lMmsHo0EzRkdgEfjDw1V1KX2pSsDApl9xdXfL166f8N1hPgYUKdlVjpcKKJ8DFpRgqUCMjt3Q/bE1M6drjwe+/JlTno1zldotnnO6fhbnucXARw1y9F/mvBCOK0+r+pboIUN99/XiVMhBVUQG1kmOElixqhp54ArroMXAMlqSo5hdKlG1XvIFXrEwl0xjDD+9Vhv1go5rvR7pSjQX+HCeuXSGLzhPLBrGhVGSecJQJt1LSeSoSlpIklLqZ1Qfsa2XN1RpqzP1FqvFSkk4a/jaNLLPmXlOtbABIzUbxxjaoCPVYqCkSBRFSL3VJMWUMnmAMSfAa0EhNSZbhBPbH19rFkNMUR0tc2Q4REXdRP1sNDfBIinxF9845+R+i2srqhF1VNvgkCTscuT5PNF5x1SEMSamUjAZhrnw7jDjgsM7LVqw2qiaou/lJ/oT5a7ww0cG7rd/+7d/6B/+3b/3X/12COp4Nc6Zp4eBH7t3SRFhVRmx/+e7H/Pe8z1zEqaU+eR24N2rOz5z74IpRqyBh6cneGe42o3cHiKXqzW32x3rvsGJYIpa1b7S9Tx9MjK7zL4B3zs2wXPSNrSbhpO2wbcNd7s9b7xyxr4x7G0kZoUGlx2dZiWMnNcqz5dCrKjZwk7VChSmvc76l+rWGoNdeaxXu1dTrZAnUVMkZ/QSbLxl1XkenXpOguHspKEPlqZx7HLm+d1IbnTjH66TSsUapyQkY7EOVs4rhd+osUvCMO5qroCBMarBq6nOetkUOusJRqFDZxWmLUZJURIULZDl8KjdhJilFTLH2E31ItDnJUalOWKoXgsqKdrlghmFKELXqBugdbrQG2+RZHjn2a6akKjCQStSqdIhjt4AeuBorbqQ2HydiJYqKVoIk8Yo+XKYEt0q4Jqeh5szUspYBO8Nl31H3wS6RkdVwXvWreO0aTnvAmdNoHOOjfd01rFxltYrymJFu7I5Fz6Rwj4mvXRyYphHXBR6r3PBxVlxmrM6kdUOe6qHkbfQrwJjFs7PG4bDgo+YoxrEToU/mUe+fP+cktQH31jLYZhYd4HDGKsEUjDOc7rquNkdiKVwux9ZhUDwjmKEcRj5R89e8Gq/IVRnyk3rKAKrVo0gslFd9ZAzviIqwTiswKO24+msXazUWTYY+sbwycf7mu+hGuxpTgxzpnOWk67h3qpl3TludpEUM03fcFYd8XrfqDeFdfRNo+iNqGuiej0YvDGsupZNr1kfH764Y38YOLu45JVXX6FxjqnAu4ebow25CEw1dtEauB5m/tLnP8OptTwdZmY0TM1Yta5OU+bhSc9ZcHz95haxtSumqiwMR8QwVVMqvVwhW3N0Byz1MzS1pReBDw4HXu96vLF4p/4bc5z547tbDjmrdwccoepS0YbgFA0ytcBYIPLF00OO54phSIXRZh7cW3Mlwu2YjkiAMuBk2dZKcJQF36HyQRQBPLGWseJAeizqbF0LcDmiffrmlq4bZgP3mlYdUqtfxCtde/QeWAzDlnqgVDnqcoaEGry2K8oj+MZ+Zptzbco0pdSq9ARjhS93Ld98fuDJYeYHw8gXVh6xejJIVmRH0zlRaXc9Y5YnvfjVSLUDNrbaplfeQRE950WUFGqD451pojGWz56esMgzxegIt6CjU19d/pZUU+sd1sAca2Kvczzseq4mtfWWrM/qUajZClbVUCkXZslsGpUsmlJ5ChUBVzmM4LIqh/74wy1d79U2HH1eq1XgMCVFLnoPnxptDTkzxSUC3rIxih5LLTBtLUYXdcdlUFv7f+dv/ev/4Z+5IPhP/ou//9vtpwgI41xwaeYbT274zvM7Prq5U9jM6aUZnH4onXd879kNn+z3vHnvhN0w4ozhfNPSN45h0ChT5wMfPdvjGsM2Rla+4btPrjEzNNFgJhha4VombvYTd3ngyd0WaVvatuX5bo8U4XRzjykeoKjes+sdKRbudUErpGrK4YypXbfOrUOwHESYpsR609E3FtfYl5utXm0xa1thRCHhtrVKqOssrfPMlSk/50KKmnDmLJxYr91ohDhlnNPUNKmLfKyLoPFuOX5UXlhTQO5veu6GmZILj9adanSN7kJrFFayzi57Wi/5asupVtByhPE9HHkCIhz/nrdGbX6xVf6lLn9g8FHh/GAtrXcEsby4Hbm6Hbi9089kcXYsthw7fmp3ssDRzlb2q7O1U9HuoDqis+p6Hr3+JsPuVr/G6DgAY5gPmUevXdDaBj+NdMYq/C+6yBdb3LQwyEU93Jd8evXuhkNOGFHXRfVV16r/+XDgPAQ+nma2Rhg6i6wcr7Y9N7My8W0x+F4dEEuB2anDXi6ZYS7Y4JimRHAwjHLs4Gp5w1uv9ry4nfjqkyu+/PCUKRU2bUCcEDO0jePmsK8xqfr1Z6uOm2GmDZbtqEf72jv+9+dX/NjJGhFhmwqPuoZtKrQehiictL4SgNUid06FU9+gdY1Kp85c4CouOYnKW+kmfa3bFDUQKQo3+0mZ9d7Q9A4JwsPTDRcnHc/3I8N2xjaWR11PzFVLL3IMUmkcWByIkIqafjlempKtu4Z123B1fcvjTx7z/PaGt1855f3djjEVRnT9egtN8AwxErzjxWHgSw8umXPiECP7lLBev3fxsPaO7+93xEo+M/8fua6mmCpRWz0Z8rH3fgmf6wWspfXiAglw6g0nTY8xQuMsVzLwtPJidDD2sju3FS/DmOreaBArx78j1ARQqszP6ChDSaG6x6ep1HNo2c8VgaiX/dEqvrb/OqbTgiQdy5paLWCrqkE/d2FpEOT49xpredCGCukbPIV7XVMRhWpvZmoRIBw9L4oIjXd4r2Fcj6cRrOXd/QBQvS9qQWEEV2CVLd/eDuQ544KlEcP3dxOHGHltHRiyjnOsNRyNq4zaTCymSRg4iI6yjKmqARY3xqxjghrFjAjfiRM/tbngjfUGEVW3+Up2dfUsU+6aErwXvwLJpf58h63IicUwMWOA4B3n2KOB17rzuAB962icp6RCyQmT5solEYz3L8+srAjvT79+zvvDzDxEVYNlld07a9isPDY5xiaTVzBIxvaWPGR8cjROzeF661VRs/AqFhSsBguucPzW3/qtP7Ug+JEjgz44jvJGFFL63nZEjM4s1EO+qKf6Ak2LVMhQGObE//BH3+f3P3zCHOEwZhrruXe2ZtW2PL/e8uii5+6Q2MXE1X54CW0BK2/htiBXhdYZui6wWnscI88P2s3cv3dBCA02q/RjiIUpZc59UNiy1AvI6OurPEWdzxS4aAynG0UqiogunrrYFXUxBOchwqqxhAzPnxzY7RL761GDeBqLqSMJ41Wa2TvHxjjKJNjW0J4oB0EhN44VuSaJFaoF1pFYt2o9OcNnHpzpQg9KGupYnrvqgmOFPoyuKyyajujFqC3xrEZMpXI9UlKzEIwhikrQACKZUjKNsaQsMBb2U6KJOib46MmOd57ecXeYsEajdk1FEpZqGBT6xKjzlqtGOq5uVCv639QtUYdn3eqEf/nX/zJvPzjjF7/852iCP7oVGmPwTSDuRy5XLbOoH0XMwpwLu5jUIa7CmFl0YzqjfAwpMMRCrImJsSYJngTPxqtnxRealpuYyEULn94rtPleGdk0XuNtjR68zujBthJHRLuE0KpnQLcJbPeZxkARRXa+dNLwxmXLx/tZIUUR/us/fo+bOBNToncNKWckQfCB3TRRjB6sucCjszVz9ZM/zJF/enXF1Zh4PhYCltPGM1shSeZqSiRJPKu5GlNK7OaE94Z9Tpz6hnXwdM4TrMqQsHp5tK1jnwonbUNJwtUwcj2MWnAaPfT9JhBOG7YSaQJ84eIEawzvPd0CmfUiy7SGxur4xxrHlEYKSsQUMcylVI8ALeLEW9arhtPNisZYvnM4aPqjCE40HXNC2MeZ4PQ5bKfIdkr8zGuvMAFl0o6+rWt3m2s2PMsk+f/l7M16LNmy+77f2kNEnCGnqrpjj2w2WyRNUWxRlCxAtgXJomTAgA1D9pP1JECA3vWgR38Hw37yi234A3iAIWiCKcmUKEq02O0mm90k+/Yd69aQlZlniog9LD+sHSfblngNKIEGbldWVp5zImLttf7rP9gNVRt6tfiheOfonJwPOTt0WvFZmO+Yr0PCyHW/s98zq6E8Y878/uFIVXMMVGlyP2w6Xu7JikK1+oK687oiiuCKFXAjqJn2fvCOU1Uuo9mOa3vAFxqg/d8FuWgBUa0RODsEsuBUnA9ilUV2yXkSpq2Mli3Gk+ip4ilNjTW0ny9ajXeDNTC5WuZFVeOYRW8IQPSOVJRrgJzP6uLUEMjeC8cpczwkPttP6ARhFajVVAdD8LycMv/w+T191LO5EF7OA4sNO61BcZ7OGeIXgjUxbzTzW6cT3zkkfjzNLatEEHG8IwPjnMgp2+GdIedMiJ7FBbdWpQ+GqATnzgV7+fRK41Y473jW9XgnDCUjWklTwpXC4XCinBLTMZPnDKKk2fhhpWDrjqqNxAjVG3ocauX+7kTsgvF2mrX21bpjvM90IlxNPXFyeOfQg6FyqcsUMUJ4qebD4bxJsRHHZyXxO/s9v7fb8bu7hz/yzP9ChOC/++//h//K0cxtFN5exfMB4pAWnGGRndKmOtemS9QgyZSUeS58eLfjxXjk/e3A3TjxT370nPuS+f5ndwjwpasNv/nJS8iP67U5W7KVc448KpwKbnaEzlOksBo8t7s9b/YPdMGTq6VloTb1Xjj3uCdtEzXOUqa0gubCxkWuesfVKrIeIkGaB3jbyDnEchfmws0qcn83MWW7IUox2UrVSk2Y6cyy2/MeLfDsoudBMzE6ut6ftd+12qEYsbFAEPognPaFh2Oia5P/y/3BFBIejikRMVjLtzhkOXfdEILDd57F09lXoaRKjAGpZmU6acF5YUpGcnFq0/shFRLgkpD3hePBkIlt57nbz+362rUoC+PVuXPewuM+kiYONqJkuxWsuVQIPbitw68cm4s1f+Uv/Ptcx0QcLtluIn/uz/wK0fd88vnnzRMg86X3v0SsmZf7A+tNzzgnMy9aeAosk10lFWvIKsY8964RYEVYO3+W5mRVbvrIR3U2mzQnDJ0jZMEX6IM1FcE5DnPmSjxjrkg0iLETRzpkpLMJeoiBsI28e9Oj+8z6Wcd8qqRBLJZU3Lmgf//Vju+9vuePP73EecdhmrlYrfBiUGVWZTUE5jnz7s0FnxyP/O+fvebz48yfff8ZZS4klLe6FceU2XaBMmZujzN9DDgRjqUpRXyw9Meccc7SSWtVenG8ShYadLkOxLzkfyhzrdSiZkbUdzx7e0sWM7NaEkaLgIuOwzjzyTjyXuwspvmMCpnJlpPmXqigWgzObcU1OkcaE+oE5yITIx/c3tGp4zi2wpmhzJVS4F1X+SwnklaONfP2asWzVc/npxP5ODN6sxZ/77q3JNM2xVX3yJU4q9O8yUnnBgksx+hyOJ4tdMWOQLfkAIjw81dXHFPi6I5M1Q7ExTBHkTOPwGg1j1kZ2jwyakPJFCV6y18xe2n7HU6kyXFLg5b1J0iDDQtoJGHnFnKiPWj2Huz+nFSbBK/J5e2bjz9rEwRLoI+gfGPowDu8GpfjxjlWXUDU2ftr6z3jaNmhFtt9FoPntKSZitIDH88WxLSOgk6VN4dEya25ybX1XEpwAZXKXM1ivGjlD+9H7krhy5vO1rlOqM615M2GXnrQIPz+NPLDceZFzrzJ9cyfKKq8FeJZlDFst5zmzGmcmJLx4VxDQ6TZDPszcTIs3VeTQhsBWIBTzfzG6xccSmLAcaE2zY+pMGfL6XFqMcdaK1IMrUmlEJ3goikCRAUt9mxag6CsVh2jCFPKLCzUuVaT8zphCD0rF9mWjv1h5KgJp57DKXG9Dmw0opj9+w+Oe17MM8c5g9pqQUT4W3/zb/wbEYIvlB3Sus7QpEivnUGcptWEMheq2qRZaC5cbaQSk5YzDIFxnsmqnG4Lf+fwCWWu3FybrOzd654PdzsSk7H4xSw9fTGYaM5W2J1oI/UocrKdy7ib6C4cLjYiUrWHLQbHPGdyH867kyrmTVArpGwenU4hDBWw6Xnxhl4NnkG87SbFpsr/+/mOh+Ns0ckqTeZY+fEnb/jyOxd4b9N6QBBvloqnqeB31ax6adBArYjzOC1UVd7UxNsNqDHWeWHVW4OVqlnRSvCshs4IRFlZr7qmiW+T8VRI8/KQgwYIk6XhifeUUVtHW+k7z5iaD7yHAUeeEy4rx5Tw2Q7uWgwWTLPtqce54pySUXrLQn00N8H2YeaRYA1K1wpVFwQtTRKJENeelCsiSiqJ7/zu9/iVn/tZXty/QGrh9z/5mFhnvvLsmk9f3/Ptb3+bD374PX7/OPP0yQ27g7GvwegXvvrH9Qct2llA1FGxA6gT2wOaD1Jz61P4+HRkTsaLcC0pbYX5OGQ1VjNOCMGxr8rT6Nlj5iGnqVLXjuhAQqA66L0yZWX9pGecKq9TYlW6tiPWxyCaquzHzH/zWz/EifDVJ2u+dX3BVR9Yq8V4vxlP/OOPXzGNiaOTZqeqfLg70ilsCTzkmW2wgKf1pqdbRXrvm9RSzh7+V13HsWS8ON5MUytEbWWjoIeKFjhq5jBbsujNpmfTe+IqWgSvGBkWNUfDTmCzDrx66RhPmX/86pa/8O5bdKFDS0Elk9TMuUILHDEyXSVjEHq8vOHq8oa5bHn6tPK//dN/yd1xb5a4C4S2wEWl8qOT1aPrqHy62zHNiT//1S+zWQe8EyN5SeCidLzQZGQxMbSseggKtZiFsje+bpPG0TT9i8e9rZxqm4bNH17OLou/+folv3j5lE+PmbE0KaNqWyvY/RO0tGx713g8Db1jgaStWZravllEzHxtQTIdTFX58hD58XFuKEGrIfYxnhUHZ4Opc9k2wmUQywAxxE7OqJsZDTWOS7X3tzRE9wiXrWHBCffAjdpqMVXFSW0oSuNHhEAXbFA4nOx1FjWHxX/+sCeLMCgktVgsAAAgAElEQVS8vp247ALvrzo+PoxUbRO3N1R2zjPdYM1rVaVzprw5lso/+vyBL20Hvr7tScUajeSU7x1GqpiKLEu7Tdracln9qMAnJfOVrqNXheh4ut3Y4OhMPv1wf0K1Mgwd69WKofcW8NWuV0kZ5zwhRJwopXp+fLhnLhUfPKta8QRTngxCTZlZhX2q+DaHiijznM4Sl1wUR0NcvG8IkSn3fvp6w+98+ILYeU77hOvk7Kg7F6XqiUu/5tXDDqLDqfHQxMFVCRQtPNTMp8dxyXNiIX4sMvw/6uuLnQqrdXKlKHHtmVA2Vx3H+5ma7cGuatPE0iGbJaSclxEhCj/z9Jof7Q6sxJkCoXccUiZT+fDBWLSvj5VVa+Nyc5NwmBPg+5vAh4cEtaAqFCm2uy7g73LbXUN/GVAPp9FgBuvxzM1Q1CbHnMz1D4y9v+iF5+aPHkQo2dj3gjIVk794FXJqD0/D50u1vADxFa2GUJRiB8zghd2UWUfhSfS8Nh82PN6sJYsVBVFzqKKzFcDlEJiTaZovh8h2iPzBqzve3I/E3vNkHY3l23S9y/X2Khx2k0kpVVk5Uz5ok8eFho7UajIVoiBH5TBbUJFzjq0zQtBcK8uOM6nFueJM4tmk/mbq0/bz4kyTLGq+/nNZpiuFJeUSJW7N8jj5RQeupHDJVHv+8n/wl0m75/z67/wO3/29H3I/HvFO+O53v0ut1unvjgf6dcckZvNai+ClcTawEKUqtfFZ4FiM/BqbftuJ41gSGYPHTynzFLhFcT6wCp4yJeOCeJumURhEKE54KEp0nikVBCxUSk1JoQoUmJKl3x12CTzsbkfee3rB53cHey6joBbZiQ1HygevD/zo1d72zs3caXmGCcIqRHKtvHex4gLHSSoPOfNEOl7mmevOk2vlqotMuXAqSufsEL7oTLanBfCVTQjc10xw8KUh8orC6SHTe3tfVGU9eHwLxZimROc61j6wl8LghUwlN7Thp755ycObifSQeJ0q77rcCqAnlUwXw/kwjc4zp0x2SsnK/LDn6Td+kW+9N/DRJ89Zh6Y0aYQ2XUwjfhKyFXieFZdhkol/8OOP+A+//GX+1w9/TH2ouOA4amnCmSVDopLbvWI0dCN+qmLRy635sPKz7PfbwatGxOud+YcocJ8TYzmwL5ZK18ZrWKZNBBWPU6V486/wmDHOsi5ZbMFph0VpE7CvepbwicDBLRJGPUPWsDQBy/PY0ItW6w2dWLCCBUV8XCnYpTXjHuGxsRARrn2rjWLE2Qe115KwdZCK+UzYesSxilZDD+PcWPVm77tz2YzTVHizG/nL71/zscDkhU0q5zTKlfO82J/QYijiYc7EaEXmWOw5G3zg493Ih7sT7z8buJ8MaregMjlnbJx5G82Txsq0sq+VWSvrEMiNW1QbGrcJHcPTiAt2FJa58OL2nsuLgShtF++dPQ9qfA6K8vpoMdr3NfNTobe2UQpSheA9vlYyjqlUVDzjcbIqVJRZrOb2Tig5I+LbdRNwEUmJP/elZ/yrlw/ErbA7JXwv5JPl2hAcxzEhCC4p16uBE4k+mhHap/PIbkpnUusi/c3NJfKLGoIv5BAsFlubzvHUrVgXxzth4OnNQPSewRnb3qYvi/F1DboqtclgivLp/Yncdr448wKYtJBLZe0DPz0M+GAdaMUKqxaz09xEz492E+ogNfjEA2M2C1xtUiBXod5lyqtEHOHJNhpM1ibxqoovleBNBtO5xlANDaZNBY8RVuZSGvHmMUIUR5MHyrmjl2Ym9NXLi7NUxzl7NMdUuejAFeiSUQQsnMR8/517hJDvdD53/Ke5tpqlTMUy12l6+wsXmZNJ96QdJg0j5GGayEkpGXocSSs1VYtXrabRr8lcAklQDlBnGtnSwoE6jBjpsely0cDOuQXntPf/KOO0oA/FZGLBW5ELCwSHs92qg7gySdFUCoOPdNjE6+c7nl6ueLW759O7Bz7+8AeM6cRq7YkbwYXBSpwKD4eJEI0klLJNZGPzmViCkSz3z+MwtvTKBVRMwfFQzPlxX5TpNJGmSnKJX7kIvH15SVczb60DeeXNGCdCrJXqHaO3YJqtd/jg8YPnZ6ODdbAMDAHXdo+nvUGANN+FTz7f07UEwZoq3WC2ltIKe23EmQYgwUKY8lBzZUyZqspXtyt2ubCRQFXlSOEmel5OMwXlkAvRm5FXdJ4I3E3ZuDiirIMFPN100eJUXeBy5VgNEedNM3257vnS1Yar9cBmE1nFwNjQEh+EUY2TUqhUb8/s9bOBJ9+8RF3Br1bsqsGkMVihC2INqyq4YNevqHB585QnN2s++HzPb/z2b/PZ3QNzMf6RSffaKI3xD3TB9tvzfHeorGrh//j0Of/xl7/Kygee9Z4Xqak2fgLGbye7ZTO1yO3q7LNeUC0ztpHz/kAa90hak1zFUJWKsBMLQSvS1lOuIRBY3fNiO1wvj0FlQc32WM6HtT3rtWg7EBYC7qPx2l1zX7V/o7UEraD7BURBzk3AwoGwg7Qx79vreqQOPjYPC+ESEb65joxtkjqVlm2oliwZ2s/nvCgnjGg85cphTufmluam+Z37iV6Eu4eRn3nnko+Bm03H7d2JPjhWl4FuE8grAOOxrNcdURxTqkytbkfnGFskuUN4/mpiqpbFIc1/oDTTtbqQDJz9mSWeQlLlh6ep8eFsxbdwjdQ58A6tlVIqn897/iCdiK4pP4Iljo6pLmQicNWaVWe/s5p0pUkxjZshzhHUCK6BytAFFhaCx0iQDiU44y4sU4AITKWyAsZaWHlbd5TU4u2rMk6J/enEnAs5FcqYoEDYOO5z4jBnlsY2uLYuX4YMB9H90cf+FzYEi4GEOIN5iyp3OXHlei62PX3nWTfd8wJXLQbaQ3BEse4yqNBNzmDj2Ih1RfFZOJ5mXkW7sROWZLd1vslxlP1stsTbaA+KFX4juJjZT8Uyug0qxdlK4PWLkY9ejLy6m+ipRExW5J1B4V6hVGnaf+VyFVn3wZLmesuSbzOCTYjYxGKpfq0uBSPpvZnshnRiaApAdEKe7WEdp8zaVjg4tQ5y00hdIs0vvBj34GrTmR2vCHPJLcWvTQylMJWMU8vEBiXVam6FaiTMPjjjCCzuKxihT0s97/5RsF8vLFgAYt4A3ZmR3dzUSmEYPOsu0kVLfYzByorD9sCWRGbFxwdP9LaHswG3aWr92d+MWu2A06KcpiOH8cjnH/4uf+cf/X0+fn2g5MQ0J3wXuXn7gs3QtQ8cvv/JG+Zq18J56Ly1bpMqfXB0znHVRVYhgBj0GsU+mycxEoPwRDMflZmv3Gz5+etrpjDwxFXeXa247ld8SzqCGgoyDp7SmR9F2Sq31Sb/Omd+EKBm8C6gGIqQTk1t0ZQp3jn6QUgtubAWZWzWrdqmX8EOnWdXK4YhMgyBbjADr4tt33gxrVB4z13ObJpj5es5cRVDC/VS9qky1sJcCmOtrEKgFOWqj4gKm2BRrCtvjYwmQV1lSoU8W7N6mAo4IZVK9kLvhRoaGS6bXaurhqSBIW/zKTNv4OF04mK9ZS+OWS3fYZcSuRZyyeSSWQ8dl0NP3jzhYtWx7jzPnr5DSnnh1j4eyu1efCSonGsb6pSP94lxnvmHnz3nr/yxr/GtmyvzuqBNjVbJmtSvrUDbZ+9VicVCc5YBQNzy90CkNoKgIUBOaeqRyoe7hIrVDvPc0PYcNgkjlisSRBlMHI966NVZQBOL5JElnBGFtlZybU1jO+2fv9ycWf+LVwe0iXKZCOCM6pkSwci3TpbvwOLBaMhJU0DQVFcIm66jd55cC2CkSO/go3nmOGYjHbcde+8NlZpzsQHCOiiUym1NdAiuVH7qaovrPbkTth7+7LMtF09WdjDHRoxrjdp+mknNC8A7jwiMWojN3/+djT97Lfime9TlI8CQyuX7wRu3zYzUhOJg1NzOdIdzntRcCTVXPjg+8I9uP+XDw57oBGnIZtaKYFbobe+JVviFixtUlbmhJ2eDPxHmnKlamneImqdNKVjGp+Kc4qoaN4zHVZIGR8v0NpK7wVuGfES7/n00lv9CQg3BZJbDyvO0C+eGULGVamk/ry0OVoB1t9zt//rXF3MInBizvtlferGCe1dMOvH2ZsOr8YQUCK40DkCbpFsz75phTTd4rvsVn3x+j8Sm73U25UXnSRQunJLqQspzRLstmSfrCFcejtUK09AYripiISxuAc4cqLnM4YVdKuxfjTiFi7Xn2WUPxaY53yB+bWElLjhLeWsfuLTOKiNcBIOPaoH+suf1/QFfBBccP/zsNV96sibVylgyV7EjF5sWZ1XSVFkVsw0ex4rUjN8MHPeZ3gnHWtilhErF4ZEONj7Qi+cuTfbACrw4TnSDJxRzSiwoOBjnzLbrAGkWoErvHbt5YjtE5lkZvKdvmnAJj7I+V7WtEtSyGar53g/BMWUj4228Z3V1wXzYs5/KOYSkamEqer7Ox2ze3zF6a9a0sEuVfuVsLYKwHSxbAQrOw/3ujr/zT/4+ORU2wUJL01yJUSglcffwEj8IMTnmyUDOexJf3VxznGZLa8QS4rYtO2CZrmq1zygBfVWSVN51lely4B3n6bTii8UIb3Jhdg6ZRrpS+aYb2M0Tb7zHz5V5EK4ksMc4G2VwUGyS8whehd57xqg8vRjY58p4mGnJKlSFzSay3yfMw989Niwx4LvAcZG30prmdjCF4HnaRR72JyRGrpxjXws3IZi1q9ISQx2dCGPx1qg1Bn11ZoaTGku81spYq5lmlUpOJvsdc6X3ziY+qWh0DMFsmyUJvZph0aHOzFrp+0Boh6Jq5faU+OrVQJpnrmPHdz961SbYtit1wrd/6l1yLXx4+4r33sv889/8NbJf8b0ffJ/TnBcAwLYE6Hkl9siq/0k/fwMR0gSpJn7908/549eXhlJKpYihXrkaOTlDY+03fwhs39/hsDQJ/QmjHvvwnWv/vRw+2KqrSjGTnTaZVtGzL0Bpe+2TFnox/fpGHPuU8dHhK2ffAwcNurfnqKhSMVMfJ8buv/WeJ13Pm9l2wo/qAHumpEpT+mgjULdGTVtwUmv7FyyhLJ/nTzRdP7ftiAo3UngQy6RwsgxcgtdEKULsLJ79/pibT8GjYmHMlU/KxPd3E2vgxTFz8+6KMReqOH73eDJfkSi8hefz/cyUlb5zRpjznknME6a0uGSv5hzonfDi2Nj956bHVsLSJneVymJZnGojVCJ0AusY+d4x8e0+IURyKSQt/NarWxJtXdyQlnfWPUXNt2MJkDK7dEfKCe88V31nTaYauVox7gDNzlirNbG1FuaczgFyV+9cI0dbk+PMUt5haA9ituDS+BWXFwOH/WxpjQ0Mvh9nRG3g7KJnLkY89Or48LOdNZNizVlaeiVRI/e2xnPXDJn+jUf+F/UD6uGyizzpIr0PrJ1j1EwvjhAcE5W3h4GuN9OX4E0K0vtHWU1ojZNXyHPmnZsN266zfUpVvvnu1mx++8jUeYZgwSGhTURTWWR1wliF3i9QmUFzS8xmWSYtNWa4NO37pjOiyipGDnPl41cjH7068mpOTN7crKpWS+lqVbgoiPO2hxIFrVzESMXUCDRdaGmT9TuuM7ZvhVXXoRWiGmohRXk1ZV6lQkyOdd9xvY0kyXRe6PvA2zdrttc9T56uuXjaM+B5s594PU8cSQ11EKRzzKeCOuVhThbWVIWuSehSzdSFVYfS4039EBpDt3WdNVu3phXEC069+Rlg0ipxjqkUUi10wZLy7u4eOE5tm+msyDzMBXGOORebFlshd2Ks9ioQBk/OzcFvN/PJyyOvXp8oedESW1wwotxPBS9KF5uTmvJYdKrZljpvjpDffbjnszRbHoR3POk7i0Nusi9xduAqcCozPzzs+Gw8kLuIk0CPIRfHkq2IFkVTxmVjBodc2IbI2yEgXrhqMPOmt2mjoGgu1sCW5u1wKvTO023M0dCsqQUthgwdH2ZW28hq1Z1RGUXwTWppfdajH8TCIXPA7ZzZJfNDfyiVlXM8P45nPocHUjWY1YvBtususPaRjQ8NzoXJmRywCjykxPEus8u2SrnoA30MJqmrSgiWOqhpQZAqXXTsjpmUleqMu6Ne6IaA8/DbuwfecCKVxC4VPrzdkbEVYanK73zyiuOY+K0XB1682bN++xu8+vhHpAzeBxYHPNcIegs1fslbMMRgWbZpk/IqX4qeu3mm97ammtthuJDqWqth8Ks0fb6cQTQjF+KaGsG+6tJxYA35MpVKU68sx2zvhChynk6jWIN4/v2t0H7rYkUtleLsEPHNtTOgZxQIMTVCRpmrEsRxKolu49shskD9tNeiDco2IzBEf4J7aJ+bc4+8FGun7Nla6uqXu8j70bP1nlmcDVvSmifvSU44qe33T8cTb3ZjczQw1LigfF4zz7XwKiWeRM9nDxNfef+Sl69PvLmfOd5O0Dle3J04nQpvO890KpALKRkKMI/lLC8stZnFVUNMroeIiPJ0vTIC5ULQ1aXNaS6UjW+yqEmi98Y/anK/Rar8f75+wW+8esleC1nPvm2E4HkvrgjBVuAFI1+mUhnTbKhAKZRUCeL56YuePlhDvPRYpVSqCrlYMx773oyDfGBOhbrqzNnUOQJLUyVmvkXFuYpEzxAdWYwPY/WsrYScyTinnOhCZK6VEgz10WqocVbHW0OHa+udZai0m+ARbfv/fn1hQ/CVrmNr5v9cxMB1GLh2vZFxqnnan1T52ctrVkNkCC0QRoTOC+qcFXFZ7CbtQm57z8124O23tzwfM3VWSPBWC4g4TYWipcl27EaXJhd8uwtnFMYmqXaBFMZSOZWMtrwKL2J7QzHDnt4FAuY6NR7hcFf46HYkBnN/ohr5x4nDi8Ut56TcHRKv08yFKNshUBR6F1g1Z7i9yySprDrPqrM456nCpw8zb06FTR9ZdZHQCX4QCEageefphst1Ty+eTfBcxMDlKiBBeHax4q2+560wEAXyVCHZ7mo/F1YxULXBdGpugtbPVHKtJjfrA513OLGVjmnK/blgCOYvnrXQ97154FeYxbOK1rEP2N5/cSIcSyZjmuHt9U/zX/7Nv81f+s/+Gn/i594nl8JhztzuR+ZUOc2FccocjxOn40ytVh5zrrw5zMwni/bsOkMUfDQGwKIISGJznDaPgNBE3lddx19690v8zHrgd9MOnONHuyMvysyxVO5S4g9PR/7gdOLl6WiGNr3550cXuEAZsMZx5QIijoQSqyJaiQo9xkRfh8D14LlXyN5zPGYOFEJSRgqrRhxTqdCbxG1wnidXpk9edh3OKwTHtJsZDxMXmw6KMKx7FgOlZeaz/1z058aNUFFutTbJauWUC+sQmEsliXkF9CK8mmYqytobwdALPEzWPO7mDMVedxW4vRsZoicUoNhu8TiaYVFQsf85YWhSy5Ir93Oi7z1D39ZtqsTGC0ooYy58NI8cjvcMXrm+umKeEi/3iSOFu3HklI9orXz3d/8V/vTAe1/6qqk6cm5yPz0faG3kPYcxgTSnUQNbBWvOPjwmxC27b85sWxMN2krPoFgrvp5KtLbAmjI5f+yPUED795ersygRnPNtpbhA8j8J2tM078uJaw20BvhknI0MXY2s68Q3wt9iJdysd8XyylQaq7yFN/3szeW5YLcB1BqB1uiY5NFxTjXEYPNFlePagSkqzelOWSN8c9tTnW/GK9aQ9s7qbgEuxPFqd0K944049jXzQcl8XAsfU/igVA72Vnk7BP7w9sA33r805Q7CeJh5OY28fHkiHTOHl0f2x0TorDmR4JimbM/74jrrjXinJuvitikTbjZdkz/avaFY87CYRyl2xtCahVIKYANjrpXv3d3z669ftjA54304UZ6tOnrv+frQ43w7Y1SZa+Y0JY7jRE7GpdJqKMsvXVyzP2VepETNpfVlzdxImsq9QElmQe68o+sCD3OiDoYi1+U28R4vagq1ELmrld2U+eVvfK3J/o2n5NvQbUF0wmkycuO0T4aoNdTHOeXNlFgHS7EV4czx68K/JYcghmYVSUG1su4CvTPIXoLtjkcyYyl87fKSi22PD2ZDfIb4xIgNCwFGG2HIiWegItW8+CUVPr9PHOdqk0mDPaL3trcSRynK88n8qKMz9m9uN1DStoULwjSWBt8XZgpeLTa3luYt0JrqZUr+wfM9P3o5cnucmkdQphSDyooqXRTmubBT5U3KVDFiWBXX1AvC6a7wcJy5u0/c3U683k+MFPrOPOHd4KhRCMUgwmWfo2qHySaYfrwWpd9ECpWZamEgweM6S94TMfhdihFnbNIxQ6AFHOi8NTSujTuuvWczZDHtcW7ELPtTR5pmnPesVive//KXiUMPTrgthVcPEw/7I3dTsmZvtaUk+Jt//b/gr/+nv8rf+qt/kT/5y3+Wrg+stxbg8+xy4HrTcxkjFxc9Q2+FqVaD36QacoFT8jKBZuWUMqmRhHx77VLhOBVSMY83LZlrveVnt8pffbLiZ4aZt7db3lqt8T5y03n+67/x1/iVmzVvDx0pOE6p8HM31wS1qSZhyoWihbXYDi95Ya/CqQ2ml1Se9Y5vXl4zd8qomdo7nmD69ctqzodDaxBPqTCljAYeXc+Wa+2anao43BA4jJnrZ/3ZSnr5Elm2ybDolGmkw6rQdcFWE5pBbDp9M01cNH/zlTPko4uGCE2lso6B+ymx6Yzkd+F98zQHHxzHnJFgslnnzTK7aJPliqP4hnI4iE1u6qKjivFAUrXpyzcilgKfrBxfeXrJn/7qNQ+zFdVxrGy6jj94sUfFotH/p7/3a/zad37PZLjtaJUFFTBFsO3wkbbu/gmzmkWS2L7eCz13JwvKWT7XDKx8s91Wa1rAHE0b0+Bxihc9a+zP0zaP64p2UfilmxXPvD83KQtk7TCiW9XHOoM2ZQ+2quvVkMdzlgIL4Y9m5mTX3bPI76DvAodp5rOU+Heu12fVgBFTaSsUa2brTyApOGG1rBfUhipkkQvbz/6pp1v7dwTbcKs1IwVlVONAUCsXF6vWMAkpeLauqczqct09G4XfuN3zbLsinwr5LjVPfUGKcJwSh1xIRblrVvenlu/hvNDVtkrO9juj983eXMliHg4nndq6pDVzzdfBJKHLByNn5GKxUo8ilpZYzPFTsO8/G1asxXNIhf0pmzdGsabb8kCgC8LFEFmvbF3Se4GcuAwOLbBLtoQpuVBboBhtqs+1IGfVgzV3myGymzOry9X5tjIZZENqHbx/EXniIj/47DmazVn1rcvA063x25ZMhyweEWGabWWvGEJQqhmhjckQsrUL5oegkPMfjRB8IYegc4Fp8fmXwu00MsSOm9CTauFUK6vQW5BEga9vLvkD7hkPieLkvF+MYtI9Y/svrN7K7ax0mCQjOWOw9r3nOGa2g03UZjv52KcX4MY7Xs7F2PbaYLkKM83S17XAn87hStN5Ki1IQolKe32OqWQjz4jj1W7mbp9YD57rTaTvOzZ94M0xcfO0Jx+VTfQQhF4CFys4HCZcNuKUd5CyEoPdfH0IaAchGot1EA9SuQyBIJ6cbQc/9IGuwql1sXibzESNbnIxRN4cxka6roj3Rn6qinjOcH/wjce6QJtY52MWpbVJsGhs64L4QMWIM7U4XK1kZj798McWcR0H3nn7La7dHX71FF8yh/0btGbef3LF8f4V3P2A/cMDa6984/0tx13CvxOYjomkBjd3IlQimpW7U+Kn3lrzhgJFCalwmBKrTcB7ITi7JcVBVE9t092682SUUgu/cHnJp2/uLGzE2YTF8JSp+T+MCn/7v/0fGTr4vz564Mk7A+8OhpKo98RSeJgTgkOdcuUDV51lws/Bk6bEDOyz4MZCSnu8KGM7aC7VFC+JCkflB7f3qLMDainUvXO8fTHw4sHcN8tcwTnWl4HxYE3txgVSCwuzw8FsYO380TOHoC3PDfouiaqm0T6lzEXs8Civc7YpxTsG8dyOExcxkGphLInBR7RWHlIG7/jx8Uh0jvvTzDxnQgj4wcgOpenhHg4zA7DqjE+y7DjXF9GKcJPpLk2LOqHvAiUXTiUzbAufvLjnet0TGUm5cHfKjYNk3IKqjtuH4yMpaymRbWmq7V44QycGm7S/pW3nan/2s5stdB21nPj+PJtxmihjKY0HZY1Fp62xcBbINBWTE+e6/JvtalS7nlWN5IWIHdB14J0u8NlkbO5sBv32qho6cG4i2gTvslA8uABDdUxeSc1RMaicMwZUTeK2iAz7aKoZCYmV83xWCt96csEPb/eos0b2bLbUuqC2dKKq5ZEoxinK9ZGjMnjh37vatjj50lBEIxKGc5da6cQzjYnNNp5lkwWHE0etGecCBcup+IfP35Dnwqf5wFXs6KPHI2z7jrXAs5stH77Zc+kNyXrn2TUvbx8YjxbSdpoTIRiiWWulRiVi9tvr0DHmzO2U20rAnjdDgKQ1iXbf1NYQaKv5y/lh6zTY7SeuLtfUUjnME7sxEcURBVZJqDVZIyE2jYdgTX2tlc7Dfi703vG9N7fm9qoF7RxSXPMLMYlzrpna1BpNuY2izGNhWEU+u9vTxcimFEKthM7qehb48DDzKk+4JnNTgU/3Ew4HveBnu1dUwV8I7lTPuTH2WtWkpWKo6iiZp8PA/TQz6pJ/+a9/fSFCMDhnATExEJxw2XW4quzrZIlw0aRkNgUVjpr42mrLs8tVI05Zp1dUiT4QotE8ll1bV41Us1l1rIbA5UVHaFMrDmpW0piNaKOYg5aDNy1IQhcDE/sW0flzGIlz9kBUMYhHMQLjkoEegFM2p7YgwqlabKwgpAQv7yc+fHHg5e3IqSpudnTes0sFP8HpONmN7JseNwQ659j0kaCelAsaFQZ70Fdihdo1g5ZSKoP3XA0dmo2tWqo5d0UHrjfXt4Vp7Fy72aKZNE0UThTu54mu3YRSaZOfwWbOeXtQxBz85oamVFHWwVQO8/4u93sAACAASURBVGw7vCqVqSjHyZzFrq7f4z/61f+EX/13v01cXXDa3XK56ngn2hri/afv8+nntxzKin/+L/4Z97sXvPf2Nf4igBPiKrJaR55c9NxPiW4V8WvP1c3ADiP8uOAoOJ5IpJwqda6EI+RdZbwtuFkgC8f7bLbFCjdvr5hTobu8Im5XXF+bt34pJ1yeIWeOh9cQMrtZePvdFVoqbw0XGKDnyF3HBcKTzhnsDowV9qWyS4VTtQc4o+Rs+7xfXl2adA7IQUhj4qNPT3xyNzaDqHomnWpVplz57OHE1fWKVW+qGedgnmqDFD3jIeEHMe+OVrSW8c8mPTnvjdt2iE+OM5fBUasxwEdyY8ArmxjJ2ZQhT2LEqbD2nlWMPKTEXUq2m86ZkguHXHiYZ5xzrKPHVds3BucI3htylwunVBBpiW4YulQa76a2SWuxAwbj/pxS4ffGE+8+Cfzy197iT3/thuM4s+2NVV6BIq5VgmYGxOPBvyCEotJ2htrKVUMeseFi2fkLynE2auBVf9E4GfoYDay2865iA8pMW72r2L4a28efZXvSpjAwhZK0WuU9g0Sk+oZ0tfqD/f3zzr69RhrHCWeNS1EFD53aZy1tItf27DtMBbDYfH859tRaGaRjHQJDMGLr1UXHN9bd2YnwcbHReBaqZ7khmBmRtZzwK5drfv5m25Qjlc6bTDeroR1erEY7rIlYbVf2+p1B751zTMBbPpq7JhCLQf6CEJ1wIHGYE1Rjwvd46mnkrZXj6xc9Qwy8+vwebUqIrtpnFsUa887DNnREZ4TDY8qNXPdo1bwo0WpDVUTb6kdbrXfmmZGKMmez2F+kndck7o8j+xYshipf6QdTJORsEerVPss8TZSUYZ7Z7UaCFn7wcMtdnlh7x8p5XhaFar4JBqoYv8o1DxE77DFl1ZiYTzNFBErmjRdKi7VXcexF+c0PXqOl0jtzt63Z0LiiBWrl6YUl54kqT4ehRcHXM4LG8my056AU5fnhaKox/2+pMnidEltnmnZxzhjpUvHVbrBdzWy859AYnbE67mtm6zu6a8+P7x4a7G5rA1eFLgRSNfMJrQ5ipc56hoYldvh5ZJzMz3wQSFUYok3+JdlDN3iz+qjV9mtn3alTKK3AFuseMyBOyY2dv5CuFKUWOTOEUUvrGnqP08iYC2OqSNJzo4HCqVQ2feTJpaVdTVMhdA7xkd1p5moIXLImOZNIbn1ASwWtdCpsxHyrOx/MkpLCw5jpNwHf/AokwulYiOpa12c3BNJILpi97lrshhPXglIKDS4DKYXcSFXRefMnyBXxaraY3pENb2R/TFwMkWNVrlcdf+zdC/7ET93w/rOf4ccf/B4PzSdgvb1k6CPvv/8+v/DtXzR1xqrj+999zsuXd3g1mM6JMJ0y3/9kZ+FCx8T2sud6EyljoRZlP5q94tF7rvvAm31idkoXzGRo3k0NZjdp2/VNjxPlnswPxsSs4EYsodGNuBkoQtDKrlRSGemCuald9p4Zx4FMVwS/GjiNM1PNZtohUDFv9NCBLxW8PXB98Awx0ieT8hyq8vxNsnutybfOA6yA5gY9B3j95siTmzVOZg5TRc2CgHHKpCx0LlqxDZzNjZZ98HlqbthyVQss+u37Pb90dcXrKXHTRQ6aTf7VWVCRwzTLF33HQ5q56ntUsrngVeXDdDKpWLGyv1oHViEw5cI0G3lz+d2v9xPXlz21NO8OAcmg3ll8q5gb4TrDFI1ou4S/zFX5/TzyjeNMXF3yZ77+jHUf+fR0RLLts+tCF18+wwYQLPwW541DYt981BycUQI15KUKUCppzkQcf/JixW/cH+gaodBh6NxKzDVzsdwujXW/do6DGtJY2+G9mJaVhhQ4hK8Pl2Qg+o6b6HmTTKJX1Q5Gf752CwseI4vJokLHVA8RfLH1Xqp2iDUzurYGNKnrZ0m56iJJC2MpnHJmiJHgHbmLPPOBSyovdjMPjbFuV861JEtb4zyJjveGARdMtvYOBYKx7ZdVTRCYsPrhxWxydU7EUCm4s+2tVmXAcaScZeXfvd1RT9XkfuuOMmdrFnuBZGkQpyPsphldV37hrSv+6ZtbQjGL5dKyZaqqSZfFMxab+6P3OGw1FZ15XxQ1kquRLFtbqYtZXsus0SW8Sk2yXqxxyA4+eJh4t4+8zm3NJnAR+zO6WlXbcFpRcZRaqAorKRwLfKW/4Gut5opC8FDmI7vdjMQeEGopTNNkN5GaXTqlMERHqpZ6W6KZcb3Iha+EyMVV5OVtZRh8Gxya42gnbIfA7jiz2XYWpe1MUffVYcXH7HBqa7wFUdBq97dgcd5Ue3up/NEqgy9sCFIF9TRPd08phUECyZlM79Ib9B29MpVCFWXjIx6l94Gvbbc8n0amKaPBmczJWREhC3hl1grR0efW9Tlls+0YU7Pw9Y5QHcU1lnkV5lSZUVYiTI0BGqODYgQ5KyxGPgpuIQgWtJl+TCXTnn2CV1yD5lM1fWjNykgyF0bFOtNqpJ+LoWcKmVIL++mEzuZiOEuBsfKLNzc8P+55M8+sq0kIK0rAOsTgjQ/hGwTlgdiF8267W/i7HkoPOTX2apMHUis1OG6Ct+mkmlLCO2cno5jBDE2h4Z1rlqOKFyPu3R1nm+hK4aLr6KPDd/awvH2xoij80p/+U4zzzPM3tzx56y0eThNdjEz7e+Yy88nLHf/5N77OP/i7/zMXT97m4f617Zud6bxfvDzy6vWIIoS2n3798sD968D1ZccQrBDudhMxBKYSKKUSVTiVBpmKMbAPtXJzM4AYGmPMcrGdabVCXSr46giqzF4oCXN/FNdcDjOpFrQq/XpgLhUNDslGnBq8+W3Maju/WhSptXXnCe2E3Fj1n34+niewM6zfGkp4nDK1COLh9u7EZh1tgsiNQyFKzkrX0CxC05iLUk+PO2C7ARemh3k5CPCd+zt++fqKlynxJHbcz3PLaDDPcy+OV8nQoxenkV3K3PSR33rzwNOhZ5czsZESO7UAqzEV8mRuaF0fQCyiW4rJcKdSWZVwzrKf3JImCA/eJi+bbIV0Skyj8qDKR2PlaRj5xrMbnCqnbPfpYhgkZ1MXO+ulmjcCKtRiLpoLF/vcEyxfFluI4BiGiMSAl4rMazp3tOe87c27diCfnJ6JdrNWOhr/BhbreGBZcwLOVFK/dHXB2vUtHrzyNKx4kw5NXd5siRvJty3qSA3EFDU/DAtYsybIOSFUcFLJ7T6t7fMThG9tez4aK4ecGEsxVZI4ypwYfEcosPGO/Vx4sok8EeWYlK3zrJxl0CQqKxdoWMJ5HeWdO5uQ1TbZl2rMeecaglMKF31PxTG3xqnND6hYXPCbceSJOJ4fpkcXQ5JdTwe7U6LkwtBFYu9xk/BA5dc+e8lFiORoSKYU5Y//9Lt8/8MXuGJ8i1W0fb4W5aoPHKty2iVkZYelhdDZBaoUSm1C1UZG9tLeoyvNoZC2fTM0Zm5y1EGUhKBpJvnQULLG+WkS0a6MnMLA6CJeDQUK4sybZmlq45rLyxX3uwdi6BinefmFzRyoDaXi2UbPwzhTJuXmoidGeEPl5X3mn/34pTVGTYVm8L9w4TsOMXM6FsrKM9wEQhW+d9yj2ArPSo+hPL0LHLORhHOpdvm9fNGR///TEKDMWBEuueCp4DydeJNnVUiaESes8O2DMoKJ98KVW7HqAh+7Eym3bq5JI4o3C1tHO8gBpbQ9jNJtDWarzoqkqFCcQhJWLdY1i8HhEoTFWAs1l7fFhriNWwRv5jBjARoiIBiMLq32Ln7dd1Niu24sflWCenywzv5wPFkqXu/N+IGKj0IvHrlwfDDtWePptdJvPVPJhOCbztQmeHHCYZ7pVs1Iohh7dH/MENqOr490ZOaijNWwH3HOIOms7FLmOpjc0SalBvGhpMnc3mLwnLLp+muwRmyi0neBdfAWSYq0UA0Ax5yUm6eB3/vBDxmihY28/847/Jlf/lOk6cRvfudfkBN87Rtf5re/9y/5/LOP+F/+7t9DnQUmEYxAk4/JsgYaozV0gmaT4ozTzDR7dvuZ1bqjD45cjExaqsm9VA2uD0Pk+ollUqg3GVJKmWPNBO/o2/5w6z1BCztv94LEJcbZJoXxeGI9dMTB411l1UfmWch1JlUzcQlqrHwtlt75olQ+2J+YSuXPv3tJqXA6psZclkcyOq0dFzkfJouxC8UhXpHqzvyC5eTRaiFYlYJkQXp5XGG36U7dgkDYNbprjGFB+Jd391yEyNOu46IL3M+JbYg85MRbMeJy4ZiMfPjxdOD395V6qkxdod90dBTuU2I3Jq76yPXQwQBTLuRSOOZK6RU/gXiThanA0AfcoHZwq6K+HSptkA8ecnDsd0emsRCD0N8E5jxzdXnB2jsO5/dBaw6WE7kNabWRxlT/X+5+zi1cgCaLE84kRBraouIIMfDnLp/xT+5fYR5xlcF5ErVJAlv+RjvcXPv3SnsfHjMaWuDkX7pccRE25KKIjwxBLZEuFH60O9neurY1w7LbdkZ6trdoe91OWqDSsgd3SqiGqCSp5FIRH+lqZlcCoiPfWPec5qbeskfd1p5qa925DwhiyY+decaAMz+XFrU0q0HF7TblWM0gx6R7zszeeHR+cGrpoH5ZZdmmg+zAq2WadHh65/j7P35j0fKN32TDVkWqsOAPpzRzOLbmaJ9xKzikyqZ3lFKIIfKwG+na8PDVqwtezicOY2ETA6MWrrqOT+aRGwf7akY/AJWCx6ZjaZ45aJOXnpvN5jHRVtydCIPzaK3n6PTnJXGhE+8QwXlKLkxUurhhDCtb5fzEI0xbW4A1/oZGVLaXF9Tjkc4HppLousHONnHmFYHykO1cAJg08/GUWJfI58/vuNp03J1mSoJxn0y91xkqpNle76aPlKmynxOrwRODMLdGB1GyCikbT2qR3rY5hS8Nwx955n9hQ7DtPPs80ePZuADSwoKc4IMzb/9q5hDGVG3s2aqot4PvWApzzagHr8uHJ80BStBq9p1JKp3C4ISpFyRCSbb30qKQHGyV4izpT3NFq/D2EHnRCtUS0lHULk5wjg6Dl8bmGuVE2tTQwpJ4JAyVqnStEB9PBqv0wZum2xkz9cmmowY45spptINreBJ5QAlR0Y8K966w3Ubq1rPaC6kWBE/XCHDH00yJEIohBo5Ch6fT3JLPYJoyfhuQaWKuiZvVmtfTyUgmmJWleDvsjDjIeXcYgjCXxhbPFq4kYiTPTYwoerZ29bV5oYsDV7na9KhWfvTBH/Le0zWZxOcvPuSdm2vu73fsxxPFCb/+G/+A7/SRaWyTZapIL9QJslSevnNB9+bE7SGRsu0J/SrQRTMMkqqs1oaTp4V4U8wedi6WxHj9Vm/oh5iPd2lM47uSkN6SIhUripcKz7EJJXgIjZDogDQV8v/D2Zs025Yd932/zLV2c865/X31qgEKXQECQQAkYTIsUZYjHPLQVli2Zp556m/gT+OJBw43EbInEkd2hGiLomiRBASwCiCaal/Va257mt2stdKDXPs8OGzCIb4IoNBU3XvO3qvJ/Oe/iYWHYeaUyCo5/GoFZwbPiUmVZ1b46GFPkkXT7BdvEPjh7ci6Vyw55Cq16reKRC1/ZPm3Ov8PavzeO0/5xvU5/+Nf/szdx8x/b2iEPHqmeWyd2S6VDOLds78Wl5gpT9qAzZnD4CxiLcIUE3+d7ngEnq4bzmKgLXCfBj4bDryqZj8Fz3u/vHJDlTxlchDGfea0b2vSou/hoErOgV0emKfMXRGenvRuPT24W53v7/oMrL7fSnQ1XLM/HJx70G46CEY4Fz56fseXzk/44GbLMgO1CrMsg4DlAFsuUsddFnOYhfm/POPFw95hX1JmtEwTIibGP7h8g//r7iUTjgZU4UJ9RX6++IjttflLwGkLwZw/8B+cn/Oz3YiGey7Prj3i2JSo8FZ/ySePoydq1iluKOIR63n5PnJEUnJlrvuX8rGIBWhyQUTpg5Il84PrEx7Gwsm6YyhCiMEjo/E9oMVRjYNlCi5ZO1V4MKMXdRdW9b9HFqvmapqjxpHESNMgs3N0wKVsyaDLRt80TjquzUwqmZiVEtzqPFmhL/68zHBFQHCpnVpgtAq/mZNxzayS5oy8LcTeKNaz6VqiRu53A400tJ3wyeGArpWLzYpixpurFR/dPCIYt7vCZuVGZWdN5Ol5y08fDrwmddYpWwWUFrRG6x3RqNDVEWoohV3lbkw2sxXhPo2k4tLLr5ycV7meo1ABKvnUx1SLMRriTWgboEjEzs5p5xnbbnmZZkfFLWMayEFosqCW+LhkwqS8d3XOX374krmHYZrpQkAab4gvmhVtcMLxKkQO5ue69kIYhbYo92m5AZbFXdfenL1wOWakCJ/th79dQTBOmSIBovqiVoe5NSuxXsxSSXKKd7kpFbQ4RD8CL6rHPk1NDovqOQVFkJxdligObYW2YT9lYhFscgbwVO1DpVZ4FrxDDpU1+3zMrFQ4pCUExDdfqO3HVBduscUn3FmcCScbNhq8oq/hGEN5rVm+6kKVdzg8HRUOpSBZseQHYRsDhyETi9HMwrYUNusGvfJHW6wQY2AsmaSCTRPaqHcIUqVCuRIgqfDTAusUaK9a9IXvutMmspt83GG1MJgprDUcA06WA7SJtYMLgU4C22l2SBXnYGSciFbqoVu0cHXW14VdkDTw+YO7kRUxPvzsGdGUVVReHGaaceYmjD53LwVpBE2CdIYNgtnMi7sRWOhOypM3Vg6Nfbon4cTK2ARyMiTUSzgoXR84OW2IIrxhDc/Goc6ljSyuzU41jvVMIiFlXpTC3WFmSKlKrOqFYrAJws9j4g+icjhMZIF7FX6xP7CblpQpWUDp42HtO8n4rfMTnstMxHh5GDxoZPT1qLVz95hcLzi//dYlf+diQy6Fvm1Y9y2gnK5b7hdpq7gBTZ4T1gZkCC4xVX+WZKvCAmFlkIfM9pDdPVUdGkzBd34eHSK8GWfu20SSwowfJroSyr6qI5oGMPb7RJqql0H10miCp1xmMzp1i9R+DIwpMY4z941y3re0pgyjJ+mtV5GdOZoSG4/71sphuH215Xg6Je96n9nE19454Vcfb2vnVt9TkeN/Lyx2P/UdVLjdG/Wly1kQgsrmR/j3TiKiymGcOOld+VRqA/B7F08gDfz5buf26OLzXBN3Q11gffu1nydWuG4j3z+54GmY+Wa/4n95vmOds8s+h9n9SyTznfMn/PXjS8ieorkgBGgVx5nDHhG/DG2Z/tWlpnlxK/Tx4u+crnl1cJi7CUqU4n756mTXhWPgxmwe41yAfYEzgQEl4uE/QRx99aTY2kCYcGHGIG4qVqz42FRej79m8dFDrjt4No+9ToZHqSscUuEXL3fekNRiqsw+wpxrMNGR8V5ciltygabUMSxsdyNn646pZCRCGyJFCqVzl8a5wDwVbm5uaTeBzXnLw8PM4yFRijDMI90qHmfm0exYECwOg6bm06by+rtYyWwbeKdp2M4T2Rw52hq0FVj+yul5HQ2+HgeVivJ5QsWS2eLyx7ZKBiXDmGambDR9x/PZFTZiBilBTWgNwd1Fv3l1zZ/98gv64KPkOReSFkJRWg3V5dCNwE66ljENcDDmwTjdRB6HzPmm424/enFu/tytopAStY6KhKcnHc+349945/9GlcFaPd71MCcOuTDlXOVWDt1aMXbTSIOBFXLKzoiPkUYjHYLUy3s/JL54PJBSZkreCfbq85pvnbV0quxzcgtdlEPKFVXwbjJHwwZDOmfmrrtwvPidEOYLYVESCC7nMat55eF17G3OLpNE5TVzWv2B5er20UqdMWF0HthWu4iFvZlpxGe7pxKQCZicHRs3kf2DO/WlitEVde10EmGXvJsYKoN7JLFPM9IqEr1AKhimxpiNJiq76spXaymHwYunPrqU0wOM5gpVJ3NW8CoELBsXvWdkl4WtbVbhT/dHKAqlF6w6ReYAc85M4mTNVOeiZXZiD+radPdlF3LyljodMg8PBx4fy+tZqSjf+Mo5q4yrTWKkpIXBWzkSFa7URjg/a2lM2WTl03FwREE5sokPFFrgbDZGjJu58MV+cqnpshnqfWICD3PhbjuzUuXP9nv+j+2eH91t2U2pvpdfqwF4DWMvRcFpVGYVHqN3pG7DrAtXiCYKP3j3Cf/pb3+Nf/zdr/Gd6zNSVawsipq+Ud662FS2uaCdVlQqgwkzGcSvBY3e6ZjAV9uOtKs6dqEatfw6xG71wvGPPE+ZlYV6wcG5BN4+7auTo5Fy4XBwXwDFsyuaoMzZvQcihSa6sdhZH6tnh+/fSZy0GxohjY7qhNqOOOELtIYApTkfyVaxj5xdNDymwp/+6gVPTlrOo1/6jpiUI1PeH7uD1wtKYAvWWUdJtfRl4RqKFK6vLsilcGoTj/eveLi/Yz/s2O7vSftHmpL4u33He21LdJe06ioti1aLddP4dzDjH15d8F53wRdD4s93vr6uBH7+2XNKgqbV6gzqBdTfOX+CYDS4bW4pxkricWFpvTFDLTgKv+azoVCSE56/dbbmxWgMGVc91P014AWMirEEPkRw1n0tZEyEocBG/JmFWvB71oAdZZejZefDmNXxghcAJtWxLxU3lsP304wjAj5PV1eVZGMjwsfVStfU//mgPjqxsqimSnVJrd4cKr6f8b9nHjKvbvZsdyMPnzsiFZsaVJTh8GLkS23P+fqUuRj3LweMqijAuV3b/YyWJdrX8YAiZZl01Hm0c1VQD7EarXAzz3ycZtbqjW1Rz2Yx4M02Ms+ZoM4CjvL6XInBzyON3rWXWrjPJbMfZg7TRNtt6jnakHOu5ED/HYec6thBeXO14f2PX7AdRmjdUbRbRQhebJSK8G4PzgUIwbl4uzSz301oEdI+8+XYUz8iCyaCGqENaJRaRMLz3d9cDMD/D0KgAhuLnlmNX4ipFNZN8Dw5KzS4zalPQwqSvcsJUUlJ2M/ePa+iMMxGmjJNGylWmNaGDMZn29GZoxhNGyhWuAoN3Ri41dl1qSEjk2I77yH2c/0d2ShB+Pa654O7wQl8tTuciutvQ1DmKVFEadVZx6JyZONHnB8wVYi51EMpCAwauIywy8qYnBSyklhJfMaTjfJ4SDQZVieRVWzIp0oYfUHnUMlo1eHKgjBRSFLYiDJbpokgqsxzrghbIYTgJLsg6GnEbpZD/7W4aJ7dr93KDOqFUmPCnkwJxkmJ7AxymkkzbiwVqzUzPg+b5sTuMHN20WHB54ZNq+hoxOxEFWt9845a2CRDo0dhN11gOszcPsyE6B2/k4qctHR63jJOrhp4frPHMpwcIrNl2jYcJTEmrkw4P+vQlfCWdnySD8zJK+jq+0KLICHwVgh8ZIWtQjok7qe5mr/Ujiv4mEnwsZI5TYV/drvj712d8X++vK9OZxwNm6QelgJ1fu3z1T9854ofPz4yYZyr8Y3LNR/cHvjemxe8d7lxxMx8DBYbR5M6DVhKhBCJ6tnqRQqNupNc1sK8LYRueQt+6U5TRoprpSlwifLpzf7IKyh4kZsWNqMuM0P/3otH/W7055vEETCZMofJ+RFzMS+QTTmJDYL/b0FALDMXR1E6jURRnpyuuDuMZIPtbubytAODZh0Y9om4cfQwmqsN/Ew2EoHQGv2mITbi6oVGOXna8XA786RbcZ/3ULXUTuCsWGf1zli6TsE/L8sslF93boD/8p0zfrZ/IKlyL0bXhiNBYLGC3pqvo3db5cttw/evel6OhV/N7qfSCnx8n/j21RNmlGTGaAcOFCLKX0yZL7UNSuZfff6Mpycbvn56hgjsxpFGI799dsXDvOPDw+gW0/PEOjRM9QJaLa8NKkonblts7t/wW2drPhsTuTifoQBTDRTqKqN8IacJUCQQKGSr0c7mRcE+Z85VuA3Bg5ysVImlr5VGA89LZkNGgpJqYTTXGZVIodVAKDBrLRiwYwhUtjoWVA9q0iCo9Kx6ZTeMBDJF3RJ9sfTV6BbChiGxXq7uIYWIZxe88+aaoTXuh5msPk755pcuediO3O32rLqGMdbiRMRHVtloMQbjyP9Y0DenaFR77VoYLQigIzc+clmVwKbKKlVAteGs29BUBC6KuLzId6rzCAKMU/IitRgkX2tam4Cubymp44033yB8bPxk++jsf8QzWyTQxobb/YEXuwPXp2tHQDF2hxlTv0fXIVLm5G6uVtjPGcwt6JvefQu+eXVKYx4mOC09EYVSFK3kXBS+tun45XY8oqf/zgXB5brjcZwhG2OVV3QxoOpGJYt2Vc15BCaeZ5DMCYdBnEmblwQrXN+MGZx49XMu3o3MY8ZqQlWaCy/3E//k997kl7cTHzxuafDKiNlAlb4xNhp5USGvj6eZdYQBh6JihchcbeDFQzSXoLisyqHJWDdeDOaVrTkpaDK4XHk63jxVVMGMvolcrhumlSG7wmNOjAjdk8gYKhQ5ZPouekBIa6Sx+GKtL7z4cJpZfLGmmpCoQTzG2XCv6yBIUYp6EfYwzdUVzeiCkCNVU24ozg5POEEvaKBdB9ZqlLY7dgeHnOiqZ3yq0N/JxpmMajWlLwgkQ1qhKe7SOEchZOGzscCQiW1g3s087GdUYZiyk42KQ5WlJKJ6NzEV74JCUB6HGcx9IzyjwTWyF1ctoVW+053wMxnozN+3IVCcDZ1T4Y0o/Momnq57ZDvz4ZyrHt6JUEm86/RD16fFWsc9yYw/vnnkP3rjgj9+futOk0sPXw08RKx6WAj/+Xe/yh/98jPSUNAOXowzTaf8F7/9NabZTUp25mTVXsIR9djnGVM9GrOIGUNOdI1vuCLQnzaM9yO6EXoiYgWNDY9zogBvSuSxOkM6POwnmVVibjkeftTiRo4XhpmRhkS7UR53E+sc2B8SGj1voWB0TVxOYz8EzE1YLADZyafBoJHI9abnkJO/46DMQ6INweV5xU2Y5gpVrkIkWSGqMSZPduw2gSjGK925oAAAIABJREFUaltgiNXgRnm37/h08MvTFhZ4RRyoXa/U4ree4n7YlOVoNr61bvlFfv09GlFX4og/J6kXgxd4yv2cyVH5ly8PvNdHgpzQMRNQ/v5biWeDolF5sd9ytVpzrcKLw4AB96Lc68CqiaRp4l9/8TmjwP5h8DqmcjBWXeQb1z0f7UZGPBmyEbcrjkaNPvfv0ofAQ8r8wdkJn43J97/4csziuQhe1Dq5uK18DUeafK4t9bxVwZFBUR4MVjmxU3VXRqlIDMt4Qlmr8WiOBCxuizInpI3EAmlBaMwN38yEEVeTNSb89z9/Qag5MqExrs/WpGHviIJkTIxYAgR//iZCo57bMczJ92ZFD2QufPrgl37uXCIYTXj/4xuaAm9fr/himI6cE6vjOVHj1VgcXaUiApWzEKgy2LqOmujqIVPnriVzAvJDNFYJVitXF/QBGocbiNFVF4uVeM6uBnOzLEf3QnwdZW9VYqq4wuvqyRPOnr7Nw7/9C3718qU3SzHy1npDK4X7tOKCwnY/+jkTHX1ogtIg9E3jaIQoY554GEY/pzBOr3u2w8xTOgrw7bNLfnx/62mflV9TGTGYwYfbqRbYf/Of31gQbMfEPifOgjPEc620Us6e45wLqlblTlS9uM8UG3NVQlBlkMJaApvgh9G1KrcpEw3Wq4abKdG3kWyZuRq3tKeB//Vnr+hCoBXoi3CYE/uotNlz5e9L4cycDTxJoXQRmxKm3gUFqYMlqVCQAeTKKnXmvwi04mE8VheUmHAelNgEzkS5k5m2FSiRVDL7SehWDaGB+axDzQmJ85Sx5LyIgDBaQlfCWYkcrBzNUpZwnFRlbdnctpOpuLOhikcsu6gDAe6nmbFUuZYZw5iRVOoMy2OAL9c9sxW6I8TqZ+eUsvsUFKOPwZETcW+IbEY0ZS3BI1Fbt+Msaz/459E7O10Jkwly2hAyHA4zr24O9G0gFednpOzJe7le0KU4cQ/8EDd1U5iMX9oLsVSi8PXVhm996Yqff37DyxcjJkavrpr42qpjzJnRhJs509Wkyw9Hr9ALVO2x/Bps5mOVZYxkvPa3+ZObR67OOr7erHj/fsuuzjs1QB8iv/vGGf/2ccsf/fwTdATNzpsRBRu9WAzqc9K2hiuRCyOCWKKJDWY+7uq7wDBO/OXLO4LAt94848fP7pC5YBKYh0zuJ85OO5pGWMXI88PI/Zh841d0I7CcdhyLhGVsIEfJnheLbr1rsCt01y3pwXkmu2F22WYqlTCpVSZXvAEXI9ROeqrdXK4dXhsiTR/YNIEDMOwTTddQilE6cxTRKtNZhXfeu3DL1TkzJ+P0XskJJxiL1D0pfL3r+cXh4LrqZUpwHGbX71gLHoW6nvw9f/+s5WztJNkYAoec6St3aOmKrFRfARyFKKq05s3Czw6JL7X33OkJoxWej5EmwpgK7/QbtGl4nAfIM185PSflxFnXcpg9YU7nkRd5ZHXtap80ZJpVIO8zP/z4AVXhyUVPMuNJ09Z1CjuSNwEqTHnm3z85Ybt87KUsEkWz58WghRalFyceLiYHfYQx1yM/BCiZlnrhm1GCsjFjNDdik2oENZaMiPCsGCcCpeYGqAZEI735SVioe9WkFhV1T5lw2tbRVnWStWHm2RevQAOLKXRUJxa2uDpqSb79rYsNH8wju5tDNTwS56nNmVFnrpqO+zKTGiVeR0oq7MfMpu3IW28czarMTpWUM0295hbIfEHUlmfqUlEhBm9+TEoNqYONKs1aaUvBCLzVtmQN7tlSXB7sUQ+uYHMvKjemev0bFnKtV3MPdw+kkvnp+z8ldC3vrC/5RG75zlff5itvvUtfA+M+urvlizFTGDlvOu7HyRuhRmiyN4ONNIjBadPw3AasGJuzlscXB756tqmeCz6i/fbpKe8/PNTtoywE5XdWHZ/vx9c8kr/hz28sCDKZh5T5NM98u9lQqulNo/XSqBCTVUqu4Z7uo2WvzJIH43gUr8uffnsdiBq4t8I3+pYSlI8PE1I8TGUxbtEsUDzwZCqFhxoEcVYynSi7qKRYCEkYGkFToQThrIs8HGZi8MXqj8MPq1yTAVvxi0IqSXKb0/EMMqDBOLvo6EPg1eNUoSe4OGnY7w1pnICzCcoglb1cvHLPwc00d4eJRiNxqOSl4HO6kHyWs1EnLL6aRvog/mx9GOcHXIWfkhgR5aRtsBHG7DJPv8GUNzY9WoDgsGGMgZLdjgKMNGcQh7nmUjjsMk/O1vR95P5hT8T98M3g8OpAaj1e+YtXB+a98xGePj3hPLQsfMf9duL+YSQGZZgy0xLbK1Smdf14S8dZh3luHlWJj+L+D5s+8HtPL3mVJv6nH3/o70AA83yKVOBnu8HHM13rMOaU+KZ1fORLhMUiz9QPKxXX3QrOFJ5l+ZlOWttlPzB+kvaUjXJGQLMrUTQq/2b/6AS5QiVmqQe1mJNPf7m7573VabUIKBCUUhnLcwFLiVXb1M8Dq74jBFhpYHr0UNLcgI2OSD3sZ05O3PxnzDOrAciudZ7r2iuVHu/++NXQh+pNUtEBMaldez0UxbCDOzxOtZgU9fFGCC7PymlZSlKDivzldeI8nlXjEPF+LnQNPL89cH3ZkbuAmV/2pr6vCkYuRkdF5xpIQ2CzM56NE9tU2RpChb79nGlQNqFya46MO8d4pBbAUv8Z8cfA37vqsC56/1dn4a06LB1U3YimAFKqm6CRS0KbhmR++RnwvChv24775gQp7j2y7k6YZ8PMfVfo1+zyxEojTXGPhtkyXRu43Y9QxNdJq3zrvOdXDDTiLPhDzijwPM/1AimYeWccDL6/3tAG5WFcyLDOCSiFirb6996mxCooQy6sqhR1SH7R57rXiyhSqs8LRkFpbKYTGB1LqCNSL7TNqM6VlYt1SLSrBipPQC0zi4cwZXMEUVV5ovDhbqBHaRpHiy24Xfyq7RjnTJGZnBxJmlM5BupEhffvtlytGsbGDbAkCJacZFcyvLgfWK0bJHijRRJSq0jJEBVZMmlqoZ+Lh5EthaIXuEtahCMoPuf39fXu9TnFlE9f3pKK8XJKnFrgdp9467Jna+rR6EGPjcJSTCGuwrFSaGJ0CbKIp39aZsoZVSXnBEV5HO8ZBz/jb23m8+cvePPiCRpOaU4veaqRx5c7Ug5I6xw2M7dQjjHgfjEFpHAYnI8BkGbj9Kpnnf3d7M1xn1aEL63WfLLfUedK9DHy7DDWw+P1vvt3LgiCBt7ule124pd54N22pxdcA05gQZcnyTRoRQ6AUhiLGzCk5OEqPUrbRSZRPjlMpGA8K5ndNNMglfjiFzTmHZ9VGA4EHwsaoY2cq9AUYxJlHw3L3vEwZ7ZBj1CRLAzQUjvI6PC04F24lcI2Z7I6yTD48uHNkx6isD/MDkWK8PU317y4PSACsXOjlFdrJwamsdpcjg5zhuwOijlnxhDo+1gZ484paFTceyFn9wKYIUZln13L26iwqpHGsVC109CYMmjVSyv0SmW+VotLjJL8wElVBuXdqxHbyDgZxQK7YeTu8UDTq2cEFKG1QqNKPiQ+fb7zjHs/T9mPmYtsWGuEWdg+uIxGBEpRLBikUqVMfmGxQIF1E0lFOkoB6uH99Kyj7QPv77e82s/HpK4jPCx+Gy769pfjxEXboEH52X7G8gKlO4Qo2TevVXJhDMJoFS6uFcFigBNMyNkPOFfs+As6QuAhk3eQrSY9FmMcM+26YT8mbpuJ89jSqwcnLWl5TeOh437ZGgPCTx7vSP5LWZ23fDNs+OubLaHOkedd5tnLHVdnHVmdaBjrD2zNFbdSqnLG3B9kYeIvuetLFKwucLoC2WWCOXpXo/WyzykzBaWJkYCjaXkJurBMU0dqjXi3nMxqLolHC5+2Ldc9fPw4uJ9HBitCF5yfU6wSyl4UXh1mXlipz93ROipy52/E/5nHJPRqnHaBV+Niw1qhYbyIFuB3Nh2hg9Q2nlyKF3sTQieClkKW4JdGyWRxNCcYlJpi5+6H9bPkzKfAN2TPs/bEZZPDAY0dVln+bei8O06FnSSmaeK63ziimQptGwjZKAofPox00vBoAyX5nFelRtMCMVektRg/OD/HTPjCfLw21+lvxA2+ZvO9Ps6JdRNdOqqBUrs+YQkoq9+vlDpeyq7IwEcKmHCK8aBOuJ7qHlURZoRUEm+3kZeNQkkEnN+TgqMCASOHFsrEOie+SMpffr4DhJwLXRRaUUYRxmn0iePsPC0R2MSqYMhua/1k02NzdhVURXMKrjgqViAJw5A40YbJYK1CSrna1xtpKoQuYMnXbBDoBKZFJbI0TH4iHhFCxFGFvUWuL66RmwesZBJufnZx0taUwuoP40/Yzc+iL1+va3y/TbmQUgJTpjyTJ1ee7Hc774HM+QWB2qxH4bMy848ur/mf//RfcX72hK5r+euXz1k1DS+3O867jlgNmW7zyKk1dcQBL3cHEKPdRBiVfoAf7e4olV1rRxMzePfihM/uD05ML7lm37xGT/9WBcGY/Oj59mbDB/sDHx52fLlfs8JJJa0KJoWmzmL7SnxogT64LaYKR1fAovCLmlYYi7JPxf+zCnmuUGdRsmVCnXuZORxt2TdHyMZUCq24gqETeKytfVC40sCHNhOLV7YKris3vzCa4BdVxg/JglUil7KKgScnPbMUhl2ipMIfvnvFJ/cDDInzPjBK5DEYXYAZ0BBoeyWPBWn85UeFaapNTikc8kzX+LgBrbkFVjysZ86MKpRh5uzylPuHnTN1zUcxA1WRUHK9+qAkI7b6OucaZ7i6mMI75Lae/iaFjHB2ccX5OcRGeLy95dPPt2wPE2nTYkDfREKA7WFyk6d6OWsQpmECXRGy8Ozu4DOtWr0bhmaXJLkZiXc5VorP2YrPbqX4ZiQI6ybw20/P+SSNnJrwq53DZCLmdta1m8+18y8LxGXC3ZS4Xje02DGRDtx3ophfxAV4b7PmF/uD+8pXoo0t5wSwEeHef6gHzOBww2iZ2y98rt10SkqZp6s1yTJrjRzGhKryxeHAo8681a/omkjJ2S1WVSBCCJFDyvz1ww0SFGbjUHw8dLbu0Js9/Ymwe6xdTzIsCu1szKYVcfIDbiESpjoWWc67srDuzOVQfjl6fHepc85sRrMKtJ0ie7ifJn8vuZDVkZ2g7g2BuGdHyplOAxp8DLRug/tj1PX37MWO1XVDG4Vhm2k7JVeyogbBJsO2xotxglrYL5Y3y/O3Ur+EvC7ShgLjVPje+ZrRa/HjezXAsrGOMDW/ZumK85hWovX9ep6J1x0LE92wnDw1tDYbwRzZcb804RdzopGZpu1J80wTDBO/oKYpEUOgiYE34poptk6MjS1/eP0WQSMf7+/45eOWjTT8/sWGZ9ryYTMwWz6WbwLkKNhs/ODigqQd5JkJRQPEup8mXhsbUaCJgdlcaRKk4Cac7vBn1VvAl4HHvGMuyTQzBoHR3L9gXeAg/i4Ura6uDu1/OBUsZ37QKM9KQvGCP1mhF6HYjpOvvMfzD39JrmOfk+jN1+Oc2GfnlzQa2KfZ14H5JZrEiBKgMZ5qz8M0M6RM1yirEH00tWpJauy3k+/JUnysMmZK36DBidlN61B9ToYGdY9/hD7DUNn0VsdNwZxQ7LelIwWikZuXN7y4eeUkPwNEGHJmK8IqBaQtqDgXRkWIIRydA7N5wFoeZkqeEInsB1/nYoU0Z9Ts6F6o6v+KQfgHZyf81//4P+G//fMfUdYbfvThh2xMIBf2MmFJeAgzwZSzpuEydqw65cOXLuFVnwrRtQ3TPPHZbvKiq7jCY2mixODT+x1P1yveulrzo09v/PPVhq38Bm3hb1YZaGDMmds5881+jYnx0XjgMnSsKkYczQd1QdxIqFGIIbKdJ27rYi0Yd8PI292KFlzyV9zhTOWIDjKVxOLfvAh1nZXqL7pkY1tDk05UGcx4inAwsKhcNYG9OVFnE4VdWrTN5i54lt1wIniHf7qJjHeZGNy3+82TNXdhxkZP2WqDcDdkjMLt7JKqfSNMjy4Rs+sGMowPiXQ3Y41v9neue05q1vftITFFKCmR1XW6lgvmXE1KAoLRNUo8jJAy2jZ0wQM9Sp2F+Wc2tgkkOEp+umnZ7hN9DGip7HqODRiCy0M7DaTdls3pKQ/3Wz589uCynaDsxkToI5ITZfTq27XKfow1UTnpW1gOhyAcimFjJbAVq1Dfa8a7okdBq4l3ccUcAn/z6YqvNmt+Ne1ou8hfPt/VCwK/ONV/N0iNLj3OIvygMOPVbuIr52tEHH5Xee1fXo3h+HAYCLGaWv0a9FzwwnLCRyhB/dIZUuHx5Vg3vs/WT7qIVlLP48EL2bZVYnVD21vhw7RDdsblasVl25BT4fNhD53b0grquu0YOKREK4H9XHj3fM2Hd7u604TpkLl5fuC9qxUvsuu0EXezy/g4anm3HopSQ3SOl6zvGanoxAKnCloZ0HAzjuS5OHk1KDkXQoxOpKz55FKRnSFl+ujfdUxGKp4/0VWY9w8uV/zxzc4NlWpSZBHFhozshBfjyGsOALw+sTxW9v9h9/b6wMEK/Phuz/cuT7iZHcr1qGOHS1PriFGjilU0ZZGDBZWa7uYxzpr9UiwiWI2jXgiYGZfl2QKjR+UJB+6tQ2KgKwd2eY1lc7a5wDx7tG3QQBvcf+XlbuCk61hLw9+/foN9Uf7os89YrxpONPC980t+eH9DiK7gocB3VmccpsIUE+f4up9yqepHoQHGbLWz9Q53LtX23I9Kb5IqwTCZmx35NvFDPxeO+nnB2FViWVPckCyLOfqUC0Mx3lgFfnSYef+w+LDUMybCD1ZrdkWYv/iUbrMm7h7JGIe5+LkkQh9DVQu4ciGnUm3GrRZ1znp8Po4+El0CtcwVBpYMeqkFoqM4h3lGUVbi0d4iboAWgzJPM1FdXptL5osh0W06XhNRPNG29iSY1u+Fe2hIJW86OOg7Jc2ZD+4eePfLAWkaR23mQi4Jio/Buxixww45WTPeZqaSCcs6VyfwLVTY6BIMmuij0aZp+G/+u3/Kz24fIbhCq29aNLjV+L5NSIAnfQ/qpmYfvdjWUadHn1tO9KXhPh1qnLV5xVGcuyNHVBaejweuHiPfPT3jpszcTiPjbEsP9f/55zcWBMWEjfpMPFlGEb7arsEKI8ZdToypcNk2hMrsd7+CxK/uHwimVSdvnPcNoShFfOJVQiVoBIeSKsJ5lBpRjNAoGWhbNy56nCau2oZcZ7sXQciqrAJobNxqtSaXPaZyPCwVlxValS65n7jRa+OLw5wBv9OEzq4vzb0xivFXeeuMVXPGb0DQRqD3eeX+s4EgEJvIYT8hnfLiZkSD8PbZirNV4Is5QXV2HA6JjTgRz4IROyjRZ3p3efLDYTSmjRcl+5KO3yOLQ5j+XYxX9xOblXfmyKI1dcIklNoxeUFWulP2hz1fvHykZHNZWsqsOoekpiHTN4FDTr6865nddA1XV2tCEGwurNYNDy9n2ui7qYgDk0GLz+vN3yuLdhlXB0hFel49Hyhv+La5yMIn6mMSsyWy8/VMnHpAWvaK20cYDiPvUy02xS9Af6OuEIgqdeYpSPSi6wiXVfThbk6uJZ+NORUOd5PLDcUvQRp/nveHictVC0qNZvUiSKuivEyFLgYe8syhaoULcCLKVDLD6J2QB0Ar01xjuxG/hOsxZVEpY2E3+nMPBl0IjNkRuGoBdTzATKSyyZxboxWRd17xIq/yk6QnksQdy/pVwzQmViG4IiT7AZmzz54XRrmKVBtd/2sUpes8F2OeEh98PrHqAsPGDbmSwXSYyXNhmn2MscDaVg9fXRwYqbcachzVLMQox1aFv7rf896mZ09ha8Y3Vw370c3QED8rFB/5tBiT+TpX8ZbMJodJBUFmzzGReqYp/nlycb6BKIwFPpkSVg5sYsc4FegrBFthaQ2RIsacEykLIcBbp6dkK9yPA8/mAydNx+8/eYN177HABeP3L6/54OGBpInfX5/x8lB4ITtsK1xdn6MspOdyzDNoqtGVKRhK0MJspUa4C4MZHVK/gy/sxRBJrGDiaEPJVpVVkSRGyD4KUoxDcrj/J/uJ94cFYMflfLUIeyjKv3jc0QThd7pA3u745OFASom+aZnNKsnXEaLJhA5jroWCZfdGURNikZrlAkWMPkRPISQzpIwN9WGL1ZGGI41JCxsJ3M/ZG6q6D5bQqyaqj7zM+SxL6uRxnRmex7EUlcUVX+JkfOa6Vw7B3/cvh4GvN2uq4wLrIMRozLEhmjFaR7l5IBBqcJYXnKWaG1k1UWtEaLtIaCPfeO89xpvn/Ow+MUwJqfNNadx0zKIXfKsYKc7A5Nndzkmb1ZPAgLefnPDpzYODActZWfOvpY4MzvuO+3EEg5/vdnxjvWGzbvjPfufLdNdP+Kd/+sHfsiAgs0doBVoiGtxFyXBI7lwC677lYC6rm3Iii7EtRlw1zMWwYSaEAEV4SGM1phG0DSTLtFEZ9wmTqtUHciioudd+FCj7mundN+6FIC43OQtKakIl3dSY5eyXiFaN7Fjcj99CnbOY021CE9ntE9enDQ97J2Qc9m4J2VxGwmRo49K4pL7pZjOyi3Zpt5nhIaMZaB2OarroNqTRC6m7w8T9MLMOgQMJ67y4SQJvXF3z/NUr125XUh517mdSuH0YGcdMt1GG+/lI2uq6wHxIbpYRlLVGh+mDMMzV7yyW6hhXiUAihPmR9XrDfv+cIjCMk8cjJ2OakuuRgx19wDUqTVQkGtoa1rq8phg8PWt5OCSXl3VLfyr0QbncNKgqfSncz8bD7eBEx3oBFIxXrwaun3TuWbBAWRVaXi5/WAygqo+9UN3UamiFebBOliq9qp1FW4NwovqBryYOtam5fIuqPIgBM+FkLry4H8kJQhS6ViEoYhm1QBOU23HyqFq8AicbsnAbkhM9QZjFGfpdE1Bp0BjZdImZTDAv6ESEUL3jbfbTyiqgLCo8Oev4aJ4Joh5OBQxSKmu6Ss1k6aSqMK8eCIvu2iqfAPNDI2U3KLk677l7GGhjZFuT5KJJNQ8TppQYc2HT1ewIoFcfFKjBlByVCEH59O7Am2+tONjMw+x2200bKJMbmFFRm6B+wThZ9tf8Hmrx7zVf7QoRQvBciVSE+5z4yrrFRNkOmbdOI1uBHnUvhsBr6bP7PleOSvZmLStDTjQL16ZU/xEWo6DaSVaUKfYtrbjEbyeRPhvi+jNExAlk5oVFVD9boiUE4Y31hqDKy+lALD7aalTo20hB+e75BVOZKbNw3hS+snrCR7ojSIZsbqqlrws7pPj6RUAyjQYmgz4EmlJ49jhxNy/F2yI/XIYTtewyl0qftp4zU0TYq9Dkwhud8s+3IzZ4Deb+RLVarjLO144PwlyEP3v1iJTC0xB49yzw6S65qY8ZYymcRu/uVITGXCHeRH8nTpg0Aq72sgKHlJizMZYZh7fqeVD3ghlYEobs49hNCOgGpl2uyECVYPpJwGlQdsXPT3ef5chDW5xqBa3FEoshBIvgddV4quTPX+z5vetTDrHFDMa5UJpIK8J4OBCnQm4bhrH6OFYzowieTyAVCwuBSQMrDfzRT3/IJy8H3ri4QFofrZyKGxEdcqFMmavznnVwMvIXD1sf/Ynzn2KjnDxp+XZzyScvH4/PZ4kLyOKN8BsnPS8eh4qs+nkuK+W/+g+/TX/ylF+8uuOffO/rf7uCoCHQR+U+FXaWmeZMMeOybWvmesssRpqg1Wo+ocKmUd62FT99fGTsvKo2gbKHHCEUYCgknJ2fsqf8iZQKZbpHwZTKMRwkIrQXAQnCVXb2+ssZTArT6LDT3f7ARd+h+M9MflczFt8ctnROuGUsXcv+YKz7yB+e9fzvN7vKYyiU4AS4dJ/4h19/i39x/4rHfWLVCZHAcOesYBqpnZDPWmfzhML3b3eICk2r2Ili0YlZZCcBvrq99TGLr+XaCdS7zqBzXBQM2uiUy1bgbp5QUUI2rtYN2Yrr/YtH485WyK4PQoLQ9RtSysQo3N7fc3nZIfGE/cM9czLmuTDlwuV5RyyZ++yHS9MGvv6VMyIFbdyo5QBENfJ5y5NVII0JOq+Sna/gHWmaM/uorE4CUTe8fHU4phtaMa42HTfPB1bXK595Fg9E8sx2reSdyrgtr3Xk/gZ9Qz/LmctGeZ6zb2ijWmv7c1Shdk614RBBghIofP2k5bOcKBT2rUFUmuDWo4/DzDo0nPXulnjZBZ4PB6bZSZervq3vyueiJn4o78aE5FQLB7hjBinM+8x6HYiV2JqKcfO4Z1x8ZY+QuZtkncRFnuoT97Gy5qTCw8WJGZX7ghcvdU1XX9v6APynFjOPHhefMWeEUnJNtYNGI4d5pjEf1TWqpOTvOQhsx5mucUZ+o460heDStytRDiEyd7PD8GPhcchHfkAQatHil77/0SOxaXFY9FGFOZR9vIzg+ZD47uWG5/tM10aGCNjSlVGLIKkyTI/oFdw6fSxGq5GSnKBZiiuNjkzoUr1mrDCZ81rQwJrCQ0qc94VPx0eaueesa9wlUP3ZBVVSdm7HUoxp9M9+FTukdd//KcN+HLiOHYUZFE56YS4d9ynz5VVbEdHZSdPFamHsqauKnyWxCVjxomCbCk2Aty83jCl50moy9sPkPhFwnBdrvexyqGdLcandgcw/vz38mlfD625aqSMW8b+KV1jeB5vzgD7PmZMgXDZuWHRb7eb3lKPnfhaI4jwH/wnFY9rFyaTJ4DBnppSPLpVo5ZPUTSzi6OFwmDiNKw77RFwJ8bxjJFHuE0X92YgI2zFD65kzAT8ErHpzqHgjFouPYvKCIYiPECVX8nQbuR8Tn46FjQgrDCKM+9FtaM0JhmVw8zgP/iu46tPPX8Eb0q4NxK7lkBLvf7Tl++9+mQ9efk7INaK8+tKI+PrvQ3AidCr0TWQ7JJoIoQuc9YHvnV6TxlS3eN07y7sOyjcuTvj5q4oe1P2OwJO+zmflAAAgAElEQVQuoO0FD/sd/TTxF598/Dfe+b/Zh6AkUg6sRNlo6+YYYuxKYhMaDuKM56516eFUijvuZSOTue4bPh4TQZSIQzaSi5vcFDe9sSw0JphWEom4wc7Jdec64mQ0OTMIR735rIEJd2yS7ByEVpWvXpxwPySPOXaGGcPsqWpZxeeu4mmKZvjnjX74/PnjRBAlnfp5kcUvcGkinWS+H3psk7kncyuBfiPcHSauzleUDdWRLvPsp/dIcKKW5cLGIm1xJ60jVVqpul+pXArqQMt1xjOlQvGFLimzarUC9QPCQ0I8Jlmp8Lh4X9DUg77tT+jO3+C733zK1ZO3+Mlf/Dnx4ZaUC/N04GTT+mYbMuerlodpYh4zGiLJZvquJamTJq14xW3FRzcdMDdAVTZkagdmzm+IC6ERiJvAtXXc3Y3uVGbOJ7m+WnFIXv26OsKqJtmLioULcLw8cMOOUv/3LirSN3CX6obHnSGXi4hlPrgYsfjvjlH4xWH0S81xasyMRgK7eUajMJJ4fkhcrDsalIjSdMp+Tjw8H4ka+faXzyjZxwdTLnSqaEMlVMJ+mrlulRfbgZeHwjgn8m7m5WHpMpfopaNeAET4fEhoVYYUdYOT43dh6bZ9dFUW0oR4kbkQmYqjvWSDlSpZlTEluugxs4K/J8kKHbQSmMaMRqGLThAUDdWf3aXDQdTh+QBzNkIUfvjsgZPz4I6VudCMPtemIhilIjlaO6iF22IVQi4Y6DJaqo8AOSIbxQofHkZSMt5uWwxlpR4pnGrRPBdHalRc9lkquUtFGM2dPp2bkH2vZ2oH7M8oBWWz2EwHR8beVOOf/eqRUcE48M224Wvn54wlsB9nurYhhngk34aFzIbL2zS7b0NUYyUdViZUDSOyraOm09YNxNI8OYGuONvfRGnE+S3rVpmKt7lFvcsXqpFZdRAsZjRSuFpFUhcIGshz5nHMjHMCM85xSD/nzIzx/mGqBUB9B7UJcQL2sh4hlKoOCRVep5r6KDxmYx2UrhjvrCIvH2dGMabkSGJUY87+VEJFior4u001rj5lV9kcN3XCLZwbxWqWR4gBKcYuJbQx5gSaM2sJzNeB+WZiLO5OO4yJdRd89Fy5GKmOGhddhnvpLMolj0s/msUZnF6u2L545E8+esk/+s6XSPvZjcQah1FM4E8fB75VoG0acnFbYjHo2nhEZbSJaIgEUf7ly1c0XeCHn33KqomOUGogl8Lt40DTRq5OViyEyIftAVP4j//gd/mTn/yEcUycv3HG6vxt7p59Wpta80aympR9561L7vPk4Xf13vTRrfCtTcvnNzeEpPzrX31Eenn42xUEqxDIxSjBmMwNfdYaQQN98MU35on7lJxkI8YGZZ8nLmLDZIXetJK9jKkaYPQpOgNaja4J3A4zDfD1yw0/e7nl73/lkh9PB9KQmXeZ9WWDzT4SWBOcHV28Mir1QrJSGLMTTIL6HDLjM8JejbuUnMRYfHFvaphLU2HeJ43SqtH1HRIFYs13P4f354FpGpmiV373zweu3uiIseFmGDnf9Own1xm3qwBT4eysZ90obQyuKtCldQ31RRVKtWstVTMv5q6ObeMHaAamQ2GQ5JeS6LF7evfq1KtF8VEGUpGCxZlNjL/7/ffYbh/48Oc/peuU2D9ltTFEtj5OILLuXKrYFCGJ8uSio23WvNge2L6aePqkY2yUPBdi9Bl+EamzOhArdPXyL3WeHcxIwTdkriS9/jIy3RZOriNnpnyta/mL7XCE61jGBPW92nIFFkGC/z3LRhAgZ2gjPLnseXhMRzMkLwCcyLTIElW822gC5Fg97OtmaWLgdCU8TG4+lGdjvYo8jpPP1eFo46pIjfwt/PWn97z75AQRIdb45ld3M+88WXH7MPLm9RX/5qcfsp38UF1kdL5moVIvj8qHUo0wdsWJk24l7M+g0cVWtnoFGM5EL0t37HwJk2W27s9K8YI9MxMQtlu3RG1EsbkwGTC6QVZQZcjZ5Y24T/+ma1HzzhSrrpgZNn3DlB3S3hzgthTaPtCF1+tTKxon4va1pRSoxbhkjzJXHGnIy7hAF+WKVzUCfP448mbbQcruJSIV4xNIRZzRbVWRYga5MImgEjiTzIiPuWLQmvXhTf2SjZF5bfxkKWMx8D/84iU6embDPGf+apz5yf2OGCMnQfndqxO3bJ8EUQXcij2q0kg8drx5HIkyIyGABNqudxJgmjnkibaqmzotzMlHDxQPNTKq+dhCmDVHPBeIeJcKF1HYZx+pJah6e78cL7qAdco6J27N/7/rIPxvu3HpPbwiQqpU9bjjWKqlUu3ZS4FxOxOiuF1uvb/3xbiKDtOfnjasVfjsIUEpJNydcq7yzjm7m+KCio2Tr4kQvbByXpyfFZbsqDKLUTE1DgePdAehpJmmCWxyQ/+kwx5G0uzFeDH3taA6scTinAXB19zrMdXSsiyIDF7Up6rmKvCTz+/41umq8uAKf3q742COqq5ON9wPiS64e28IfjIFFUQDsYto6Pjg9gUpwUVoGTSznWfaevesY8u9TizGWk1UplToLlakofDi7o6vfvlrPO5v+P7pOZ988hlPThof5xVHcQTjrctT/urZjacyVgNSa+rnwfjsbuTZ7mP2TORt5lNd0Lr/95/fWBCc98arrZHktSZ48dae58QQfIwQGuEstDyUmS+mA1d9yzYnzmLkpg1MY2JHYRhnLlYdp41xN+N+zGtBdiAon08DV1en/HQYoBRWXUCLM0IXrZVMwqyGZWjEOwWrGnjLdiSMTCmzjpGBQhsCXw2gfYvK/83ZmzVblh33fb9cw977DPfemqt6RHeDACcAHCyQkGRSosmgHQ5alsUIUbblkMMKy7Je/GB/APALOPwZLEaYEfSDLVqSKZEUR9HgAILETBCNHqu6hjufYQ9rrfRDrn2qaRN4UEV0VUdX3a579rAy85//QbhyhfWqQ6XufbzjKitPngzcChaq64vD+gKbfN+7GllHj7vZcOdBRylwb9XwwWXPdj+ZVXFwvPj6MfvHo+0isShf56ssTIA84WjqdF8nWasIKHXa8HVXHAUm6PeJ6CNXY484JeAZxhFcQCj4w6uspl+XwEffeJUPHr/PJ77rY7x/2vKlL36Bj330o3Rv3OC3/+3nrUHLplvGC7H1B5jQI7ywWnE1Tmz6iaPYMYWqMZc6bddd/zSWaq1pkHNQZXKVwV1AsnmrB+eId2wSO79O/NWbnrf38JTnbGljx9uELe75A681yvXD+wCP2cFux8QPH0W+uUucjjOR1PS/81wdvOOvH3VcFFOmPNr2XGMKjhQgLiKvdPDWWaZZ2s78uGkYp8RebPrsvNmaDgHSmNEQeOt0c2D6674wpML5xYZRHWOC66nu/YVaIvXAmWI+eOtRbDt1QyomMQmpEfPNaW5ufo03wXM/9wq7HyZsnTkJNgi3AlqMHpVRg7m9ZS6YOqWYJDYr0XlCsDVVwYxWnBhGEZ2gyRCiUix8SICnQ+ZoFblZAuc62TNelRE2dNlu0+FmoUi9r/bxfZ1y53Aua4IcM7FsOxVo4HwQ7q3FSKuVPDdbVvsDfHq4pKgmRl/DgJKdE3lGxut1mwRaNcSiFEFbx0urljJlFjEw5JmRLlxdD9BlxuD51Q9OkQKxDSydY9uPZIV1G+m6yPetOqK0rFeBVMm1xQdroouFogWFIgVP4ZZ3bDUZvK0zqmINlavXxXwknie6TijXk62IrFGtZ/RUEdK6dhBRYj2Hfr0fD43izL6nIhs6N+TUtUUtiqLWQMdGCI07PJfO2xT/KBW+q/E8TYVtVu4ct9xZeN7eJToXudrsDmuH4GxtmGpkNVSLY28KsrlQ24FiZ0o53DRbJ2jlGo1jRqOy3AX80uOKMFwkToJwXeogoPaTsWUqIFjRWamqFwGWPhC90HrH3Rh4gp03b55ueX3d8qXLHReVo3bPez6yWnDV97x/nelT4tWTjpdurGy1Ux9AHzv+z6+9yZQKvnWcl8LRUUuYkpGWC5z2+2oU5kgpcTpNaAv9Tvn43dt8/xuv8nRfODpX+mlk4TOPTnfVU8AgwO++f8zXnl3hwocVR/WMVKFzns2Qea3NbDeFr5aJ6+30bWv+d2wILneZ4yAk5zmbJo6IDGJEpC2ZtgScU7oS0GAP8DoGogbWzvF03FNK+gt/26KBi2GW2Ni+uW1DnRwcicEg03p4eIe9SMn2zzOTvip47CI463KzByaD1NQJzis+KefjSFy2XKZEjI6TdVcnFIO/xsrKvXWjZfO0Z33SsFybR7dULO3u3SWb6wn2hbT2RlTDViHlVOElJdSdbqhdPJ7qyFYOh1X2QtGRkmdt8vxy2ASoWKNjcsM6KReb2AiW9XB30VpiWGWOO+fMpU6VMik+ZE4vRz79wz/AVb/l9OkTPvmDP0Db3eL02duVuPMcWi/FwoUIlrUda9Z72xiBTLUQ6q5tyPVIqgTLiw+2hCZw894Cj3XZUtQCpIrp+FtnLo3RO86f9EQn/Nurwnkq3GkiT4fRoN76/dj7P7/C9qMUM2VRMvebpoa/CKH1fEMUWQfuOVgNmd1gxeQjIbAJgatS+JP9ROuEm7FyAA6sdOEqJcbgCSeRxgnLER7uB2L05NGCoq7242FfL43lbbggLBrTUbuFo+wmhipzfO/pNbMESWatfZ2eZ/fZ2UJ0hi+FRN9PFiu8nyr8buTY7OrzoXwIYi/mE1/jb6XyRqh8BYcwtY61CE82o8VMB5h2ibb1RFGSM8llcWrmMimzCB7J1gCGAEsRxmz22EWVIVtYzvGi4Xw7cssHzs8TPdlWQDNRVOa1jRq/hOc3eOEDfTIvjnkPahdDDpMbVVqnQK+ZXBzqA+KKTZXY+5Vr9bKB1t5JpRjbHgdqWQUwf41+SJ6lh1VT6zzfOt2ZKQ8WNasZnmx3NKuA12pWFoQlgakkthhqmEphsx/ZjInf3QwcdYEfv/kibpjMfTAnGPbcWLTmf+Ed45g4wjhQHbApVOmeHuKBpfJi2mioHEUI3kiXwTmaktgnW59a4KgY6RVwolypx2muLqh6UFhIvXaHZ1Cw+1DmZ8tZMa1qB+8DBUWLMemt+bRr+TAVvFpDWSjsZMWtRWI9TTxNlmuh2PTrDtHuWjkCINmajuzmdW09/Ks3RknGLTsYUoitD1MqXF+N3Ly9ZE8iHpklvnNSG4G5RNb02FKliMGTU8Y1ShyNX3IZCioTH2wGysoGF6/CH55f87GTFXkz8Mllg3eO6D0XfsGw3VGcZzdlpqKc7gvn13t6CXzr9D2Cc3TiOG47xlwYdumwzkte2Z/WWidwXkzyfKNZ85HbN/jpv/lj/M7n/5ivvvse/W5rqxpV1jHwo6+9yO996z2+/5W7fOXhM1Dz6THeQO2n1Az1/urxmiKO9/fwxTyx2Y3I3GT9JT++Y0MQxHOZM40rLNSRsMllcoV9KfgInYtoUXbjaEO8NyetpBVqdYEiCcMn4apP3GwjRc2BrQnClI0ZXdCqDlACwra3XACdjCgUFSTbglmLSXKauSfyHnWKC3V36oXdaGuOSeDRbmAZAoMUnp3tuHGrq4Qn088WBR89TeO4uBqQoqxOGmZ/6nVrTcBY1JjsFW9s24BLmeE80zkhSKa9Gek3Cc3QaGGflcFlmuoLq7XRKXX/I1VTbhHOM6Rsh2gOgg+2fwsYCnK6n7jZRVydOksxiFmrsYn6I+7eucmdo4Y//aPP89GXX+HBGz/I/uohn/uNLzPThOqpgGAJaLv9SC6ZxYk3R0fvuLEwDbCRc6okD6tqUgr3XlqDmJY/irPktjg/WMYwyCo0OK6f7EgK06S8c7rn1ZOWXVZW0bOdcs1umBsjqVOoq9wBpZTM66sFQ8qoM7mgr7Dv5IoFyCw8oYVXS+Tt3UDK5v+WK+V4OyaC2MuuwQ5gEWpsNAzAdSgcHzf0m0TjPH1JpmMvBYKjEaEEE3d67HuL0bO80aGIEZ1SOgQ4bfaJXfV3qGt+K05VN9x1jo8ctSyC571pBK/cWTacbUfmhDQ3W/miZDFS0uzypvWQUXMiYt6RrhZC8sLpZjjICksyHo+oB++RnJmypf05jNgURRikmMRVTdWhTthnIwyGau61600d9PDplhebJcl5yxKpxb0cik0FopWDVrrPz/8czNwDashOLU442mBFrq2Q/2ye5GoDGdRMbEx6aQY8BpsbfGz25dagSwUepBLMKHqwhKaYNPZz59cG3yI8e7phrDdrHAut95wsGzbZCvC9NvLB1ox0vPOMKeOCeTb4Ar/27iOcE15ZrNlPI28+vOCnPvYCjRdynni5cbx3PeIzrArs5s/mhJTBUcgaULHY6iiOqRj0HjxcjplWM4tivIoZbypSV29qctF1yvzhONUMieerKGuKqlSvIks6F5U6U0sdikSscLp5SKm/OoQ+Kx9vA4+SrSveOT8nZOH9VOgi9BO2gghzI2A8o8lhjq2lVHdM+/wWkWAnwI+8eIsX1xYb/i///H36ZNHBOVP5OsrmeuTGsmXbZGS056EVj05KWRjSqJN9rz4rRFMCNbvqKUJhpca1KUf2LjmxgWefldNcCJ2jW7WUpLgQaKXw46/dYFJvz2SCz7/9hP1+MhTPHOPJLnO+6VktOhYCnXNckdntRvwiQiq4GszEkHnlwX1+8tM/wG9/4YtsxoGly8RlpIkNZ5s9m5T4g/fe52++dofffOvUzpHqP8OsnihCFPjM7SO+edFzb9Hx9dyzuRpxiqn+/l0agrNhYOUCk1OaLnDZ9wT1DCWZfldsr7WKnqtpqmiuIpNn8DZ1dt7sMaeccdGxbltGX4gJfIAtStcIQ6mwZAGXhRdF+MakOK+mRtha+uD1aNKoVIz0l2szISSi9yRVlsGzT6XuouujK+ZBPe4zbRTGi4nVSYsU2/25KlOTve1GL64m2uBoV4GpFDs0qXnmWlA17esyRE51YimBIWVyENhkC3zCGM1uhnXrr4dJWKg60grVOalhbtYYacpQ7BAto1no3lu1NI2n12L+3xWqz5VhnrKyXDa8fKfjn/3zf8mQA7dfv8Oj99/k4vQRTzazh4B9jTiTkw12AhEksJ/s/saSwXucU/I0owpVBVwlXJNTjtWx8wZrBNfgxLT2PguSzdK2vxzYZWsAbVAUtgWGaJPFosC+mhtZkZ6nF+vsvTM473KYiN4RMAg1Ud3sCkzZJt+Xy4KHw0AbjNjVl0yr1kytWscesy6uK2e8t+fTO8eUCmQYHcQumGHKzvIefGd2ufsh07WGBAXnn3v5R9ARWilMwZFThgBHR5FFMee0kjKXu4lJ4eMPllwNiY8tW76w6QnODv2rPnGuykqfB4pR5ZfFYc5kCFoyKh7vtAoMClrdKx2wRcj7BNmayTRr/he28tOqbV/EeHADLdjkGJwR2mZIfyog3g7ghOV4zAmHw1S4fyfyaGNGUdTCVHEva+3mgl8RMcEdED/FyLRWwG3n7MSjqpzExvgCWphGwbcmQY7Y+zoJ5t+Ps6Io1mw7qEUVqDt2E/TYlOzFWzQs1kTESgh8etnjEZ5cpw99AkjZlAP7S1sn9G3hcT/hG8/aOcaUmWqj5LwwTpnpzHwc3k6Z/X6iAOe58ErbkkV4tO9RPMtWrVANhafCwUrbGPfVW0FhrCmeBSVnCJi3ykA5HChai3yjhZ14SincWQQYJ+rRxQyVa30eSspMCULk4P4ozDAWh2yROZlwRi4sJdO+16tiEreUYBqqORG22n2wiDxNyeyK24iO2SblimT4aO+vVI6XyemF/+oHP4ordg23qfAz3/MKv/zld5DGs++n+cMw7hNnqXByo+P8eo8UODpuEOfYjqMheeoJEiiamUZb3wZvz8bCeSYK9OCSha7pwnhczgnbaWTddHx9THiEey5zbxURaUEzJTrOr3dIK7jemrFQn/ll61h0LWaQZSus/eVw8MUIS48my1BxMfATP/7jvPHKS3zr9JSvvbnnlQcv8D2vfYQbt+/y4O7L/Ivf/RX+8E+/ym+/c8q///oDfvftDyrPpKKR2Dv743dPeLwtPFh2fC2PXFUHyOwMbf12P/xnP/vZb/ubv/BP/9fPTmrkwvMyVWg+cy6FWyEaIaYUUJObjBQkO5Yh0qfEdRpZ+4bNODFlpfWOpY+IKL0ak6SIFT/TvBu5pI2eHAPbwQr/SzEyiWPKhZSy5Yg7IxWZGU19Eapd5jibtdiTbExcL9wOweAoMehNJwtqyklpMMnVxTBx3U/ExrEdIJOMnJWVs0d7dJcJnRFAVIyRfWPZGiFLlBwUTdb1JjWNqXcWfoKIHVZVuwtSU8h4btxWD2RXhOX6LrdXwpOzLZKFV26tDNpHzG7ZOXPtKmZrWgrmqDUMPHr/MX2BO/de5Idev0O3OsHR8/57D9n3iTYYQQ1n3+swFaYKPd5YtFCUuzcjKVhhcCFYXrgTRIXo6qRb7M0S52AyKHiXJ6TYmiCEGoa0s+vjMMht0dh1NwMlocmwCAEBVm3gVgxEsfjPE++ImKvalDJDNm+JZfRMzpLYxlJo1bPcCU/zVKF5YV+MCBecZcovQ2BUZVedinLK5AKhEvQacXRBaFToB8uaGMi2hspmjDOJ6fbneGOH3UDfmulN23lcKzRdpFt4nl733L61oIxWsF+6cYTETGoCTy/2vLsdSKUw7TPtwptTZxGyV261HfuUKoqliNpEg9pnKnZWV7WG/eiWkXEqyFRJWsWemZLKoRt1ztPFwNhn8x1w5kqZSiEXbIrFClJf8mHtIZivvKuQdlYz7Ho6jKxcw3WaUJW/oPPXD/08IxqzcdGMis0BRuLmVZq9GLfXkSkJQylIcayDWQmXYo1iwLq6TLFEPatmBLWwLxAkZ9QbX2JGMZ3nUODEeWIbOXHCn53tGFN5vtOu/8w2S7Pb4YObC7Z9Io2ZXpVxei4Fjd7hndCuG5TC7mqkFCEuA1qUF486QydQS4xVYT8WjrpgQUF1Pp+Z784Zj0UxJDAY4aTa+xryVM0UjQOUM5N4U1+J40+vB3rRKkwwXw4VnfcntpOeEtPe2P8z9Gz7yLl9sHsm2BTpy3xX7X7u1ZwPb0fPaUpIMbJ2VuU6K99ze0F0gcv9aPdE5mvqagNoCCfODMD+/qdeR8CkpCIMKdE1HS+ul3z92RXOa21+qGZl9boHIagnejtrG3W47A7W5M4JWxJFlOSgyUYMtdwFod8mXBcquqVEdYxFuLPqiL5hyIk+C0+nzKMh8WyYeLbteXjVM5K50zVk52iCSamX65ZxNIfSIWe6ZcNeM/1mwkfTAzsnpMFM39pp4PqDd+n9MT/56R9muHrIT//kf0J7/IDvv5P4oU//JF/8yle4uN7wZLvl06+9zH9wHPie+8d8/NaKB65j2ydud0v2FN7Ugc1uIg2lRqZCyYX/8b//Rz//l9X874gQrF1EsP38KgYcjkvd06rtb8diL5qkDJqN6R2FSROt83RikaRUF66FtOzHyabMBKVTXDRofMBg6c55+lwIWTiJjndPBx6J4osRyZoY+ehSeDxmbtYu7LRYfvat1vHuJpHVNOiiluw1Z2s/HiaOm4biaz4Cym6XaBeGLOSpsDxueHy248aqZdSJqyvTlN+73XHzzgKthBhNBQ3GFJcsrGPgerDmQTxoEVIya1yXsVhSZ4fQ8SJytR8raVaeh1Jk+1opSuMhjRe8ddUjqXD35oqhuvOpfijwRe3aWLSoot7hXOFyuyMHx/T+W/zf26c0y47t1Ybr7YAI9KkQgqsSMseJE0QjfWU0E4RlG+kRdJ8Zg9IUx04tQvcsp8puN9a0d47bcWErmmT3MjllupoM2vfCQgJJDAo9Xi3wddrYp0RamByLHqIKTfSkAJIMmk6V8V9E6GqIzlEWLsgmQRwLaw0UdbiS2JFZ2HqYKMIyBM7HgZD9gWmc1Nwg1UOnnoFMm+052/nM8aphNyU6aejLhDaOdhVZlEjO5oSXstKIkIOyKDbRZ1VztvTCPikPbq/5rqbjC7lHfODZfkcqcHXxXP6jBTTA0GeOg61sclHe3m/51L1jvnm2s9UJ5bC7tTN53vMW2ugZKeQ+ERGSUzRZwFVfl+4BY/LHxg7ydRtJdfLsGs++ZFQyrQZQe359NmLh7IVge22dh/lq+gOTGIdgRiO8zf7/fwJtZabN2fHzWk7ncdSgRiP1DnaAL31gGzL3VaqfAkhKFG/e9mPKOOcJauuSSZNxLzBkI1KTIJ3DeQO+s6us8FLwxXHZD6Si5KGuXWplnKFxxdZDznkuzgbSMOEWAc16UDsUFZIHn2G3HVg1kV2ZgEKYhLMwoWKZLxR71/daeJwTLwyeV7rAB33mnMqTFytM5GzoEA5cIefqq1Ch9VzgWApDRUIF2KnyQiP88c7Il/NUatK4OkRVjkaMASEfHD6Zkbr8nA9StK6CakOH2Bnra8MUnOfPrvdosUyFmX/1fbcXXO7Mb+CVo5aHu8nOOgw1DVKBoYp+/d3ve53dlDhpIx5zVCxF2A0jJ53nb338JT733mMebiwFVaLRCy42A7eOFnRLu2d5dt3E3htnjEX71ZuD6k6UZRZrqJLSLAyZkklRX71LSuGtiyteunFCKw15pnZW07vrXY8rQsjCvhQGmThetIxDouwzvrF1yGrV8N7TK3DQdAHfCiTh7gtLfIIfWqz43Ftv8mN/+2do7n6E//Cvf4ZPfPRlvveTn+GLX/4av/L7X+GvfOqI1d3Xie+/x5ALn5DE4kd+lHuXH/Clr7zNnzy95PvvnvB0GvnmuGMYkq1LgnEwuibQLr592f/OHIJgsElSkzg5sX3TTd8xJIPURrVT3Zy27CINOHLJxBhgypYoVczycz9MrBfN7FqCKw6Pwzsl4RizMWP7saAZXrzR1hCkWYpX8HHBTSmMTnk5Bh4926Mo15OhDaVUKYmYdrSp640Gx5QTXWOduMc601tKB/wAACAASURBVMvriVvrDvHCqoksb3b0pdCtA9M+UQKc70duLxsKwVzKpoJO9mD4JWjvWBRrgFSsqBFM/zuqyRsLpom/3A3GWahd/3Pqb33hsEjSs8utsfm97cMeLCJ9MX8IEDrnaI4CebQJtll4joMZWoxjMSbu0PPWo57gTZI0lMKyiay6wMVuMJOVAtHbtJs14xvh/jLYJNh4ltGzu5q40IG4iOZWV0yzLpMyVVOVi7JnQSA05mXQJIirYI9ZceSUcAguOnrJFugjmIMjtlyPqwZB2VPDkVpY+Xg4zPLeQnmCiLHvixW9O2q8lKY+R6lOg1aYPeNk0k2th5QvDi/W1GQ15rEG6FFLVJtME52dKT/Wi4YyZcrGrJ3vnyxwCserBh89H2x29Mkg0jxmC0Kp1sLBOb4yXrNoA5t9InueS/x8fS725mO+L9iU5oyZv2ocP3rc0atyRsIVYX89oaVSpryj6wxuLwM0mEmVivFuQp18nFP2Yk1v13g2VwPdsjFSXram6nqw+6gOtjkzDIWTNlCc7chJhX3OdD5UCLnyvMQQr5Qzq8ZXSWIl+83AezXxMVFL9ZSoEHfdIRFaoUy14Khy/7hBkmPtHeGWp6TCoylzUtcWILicGeFgu2zx2lZYckU11Hkc5t2Bc+AhwSEZUhWOtfBbFz2LxjHt0wyqHxAVnf+gCFPKpKT44CmjotE+wmxqpvuC7zxNCPRTmisfOWe217UwBUceITlrRh9UX4JnfeGkcTRD5mltaHyNI/YFtCIhiq22XJULdAKfOOn4ynaiT4VXWnMefa0LhDMj6kkt8mD5DR/aiFij5h3OKVHs7ytaCbH13zmQMWf+gX1dqU3BHa+8m7M1FLVxVF+42KWqkBGmbMiHq94PXuzsa5yjT5mf+8TrTCUxpUxpIv1opmqGSBoqFL3jr716n82U+VffekgZ8gEtOLvac//GEi+WR2IEaqVkwbemGAnF1mN4M5fSSRmz8Z2MnSNGZBBM2u0NPY610dFiqMx1msj7fEC6Ft7z/tUGF4Wzcc9xE5G67klaOD/dmqQ4C7T2zD54ecUn/QLX2N/XT5lf/YM/4r/4uR/l8XXPl77xNu8+vuInPv0pHj57jV/6P36RF++8wbObRzx8dsXnL/YM//w3+Y9+6HWeTY7F8YI/2m/xxQjmWmylPPNHYhcrYvjv0BBEH9jnkTB7CWjhfrtgmgqTQuOEgJK8pxEhKKaj9EZIm7Ac7lLdZhFhsWjRbN7iRVyNLjaSlxOxzIRoH6BtHOe9kcDMe9zIhO9cDRZp6h1f3gwUZ+zRUKVmthqyYhsqnCvOkVLV/nsrNgL0fcarcH49EqOwDh1r8eixsL2acI31l3EhbHXiWAI4s1+2SamQxoQEoWsD/ZnZaqYIrjjKZMmMu5zw0cwobACy3SwCGqw5qq+5EWxVefnmgk2fKGPmex6sefPZDkFZ+EBW5f6tFaf9wFRs9RDV4G1pYBEDbeesM8SMTvKohGxmTO2q4c5JZEwJ/2wki7DJ5jnYOGe+/QpXu5E2BNw6sJ4cvZqIJ9cJNUWxpD9nPO4xJ24XxweTGXY0zIeD0sUIHrYlsVDP6IyX4QRGceYcJ8JYp4uZBV3aGuriBG2gJOuhLkdlufTcmjwXeaJx3p6hyTLJNyXTeWEoZqeaMYi1gilWOKs2ecg1QEhgXRz7zqqdKpQhI86m6c0+sYqBXS60IpxOI3mfDwQ2gHW00JW+2D54HCeyKk0MFG/FcNl4drs0D8O4o2DNxFS42gzc6FrLaFD43958xn/3iQf8i2cbLnLm5k1z47zIhRPvOL0ccNlWUa66nxmRztQeTmFDrgFSBr93R01N/jN/iax2j0r986nAIgh9UbpoDUCvhVUMtThakc/FormdE67GhI+O6IQhz6oRmXcazJrLjPE5LItCqwQM0vhhmN6xokFvmQ5dgeCtMXm2HbjdBVQsch2FLIVFheqtmBux2Z7+MlPkQAt5UqgkRQ984kZHOVpxd5d5/MEeg7SdvY0znCTAjHNUKD8nK+5S0UZ1Zl0rwNhnplnnL4bKSDJ+wdWQWAVr1CI2tMykRgH60QaaN1YN293IeZkYcLamycbNimLSzhccrBy8m5Q/uexB4eU2cicKv34x8OrRCkvAtMj0esyYVLPKDRQxZLI2ak6hU2F7EDka4fT5n58brZkxYj8vQ8T7WDkstuJ6ed2SJ7v2SaGJwosaeZzMcc8ksNUyXexs2zGxaCPjmHBO6Ushes91bxK+aZoI3vHy8YKbi5bzvIdk158Mz673vHyyJmklYzpHFzxjSTQu0BIsGru+sq2j+juE2gBaUm5SixoupZBS4UsfPEEz3FovOF60XG97Fq7CE2JePSo22IgXvHhGNfQpIKy7SBlBW4EE9+8v+VRYGorhBHWBN+7fpmtafucPf533v3WfmzePGYdL7j+4x4/9yIonZ1f82u/8Lg/u3ObuzRu8cHKPx+98g89/6yGX+56n/URshSFlUjIumw0XQtuaamrVfPuy/x05BP/XL/3SZ0VtMle1LlGLQcxenUmB1Mg4N2ND45059mkxK2It/PnFJVJgnzPDmFksIw1w76Rhs0kwWceXJqVMZj4aU6DzwjZni1Ut1plSbOeWitCnTD9li8HE8sCXeLb5eTjLVPW8wXs7/FH2ObOKlh5WRHGNw7XWxWkQ9v1IVCGNGekCLijLVahdr6N4iAgxBrPXBXIu9YBTRDwXVz0xeiOa1fNkP5lTmr0tlewoGKO1aoCrwt8UFRIYx8LZ1cBush2/d8K6ibggPDhqGHeD8R98oXGBResJGlBMMyvOeB2+dofOC4vjSFx6QrQDz01KcxzZ9hNNgeLgwd0VBeWqHytqYMTO0Rnxc5cyhXJYXVjMsxH1JpSmbcgO+lIYMTOY4mAIyq4UrrYjvVemYFPrvhS0cWxzIjllmDKTmr97ykY6S6gRU8VVzoWji45bQ+EqGQmui96+hlKd/MzgxCE03nr/PltDti/lEG+qXli2gVR3jLmZYf/qE6hKFhgFymD+BVFNYZJSZspwo4um3ceaANs1c5BX4YTGCZ+4dZPtdiBHYRzLwZOg1D3/rP4Yk4XGeOfIAr/3ZMP1ZOhaIzCqcL0ZGfpsoVviqQaHdS9saysnMBVDkNysM0UYd5nQOFYx0PlgqY/OUCKtDeTsGqiq1cHQgmT6KVdSseXbO29EJVV44WSJK56hWJM0k/oQVyF4qx9WQmadjEHXLxwv7BwQ4bWTJXpku13nbfkQvHFrwtKz6M01rojU/481dNHVACq137N0QrN2Re1em5KhUHLhu7rIZz7+gD9/74zNlPnW6b5+bv1QsZtH6frf50anQulG7nXVZEwJ0eOjJ/W2prEsF6AiCZf9yKvHS9KUSFPGayHhuNbCWqrfhBe2U+E0K513fGzd8kbnOd0MnERHWxGJLY5LFXoHRwrffdLCd3+cs4dP+Qc//DJff7zhq1f9IfkPlSpbNbRjbsG8zjHYdhKNVB9NeW73XiosMBcwsz22exyB93cD0zQ/0HbFlrZjApGaGmn35HyaCG7WERkP6t6tjheXS5Yx0AZfkyyVlDInyw7vhCFNRG9NStdEvuvWMV94eIbUGEhxFui0GSfaJrAZRmLruepHGudRLzTqiDiic4Q6iJr6zxAIJ5Y70niLCQtYUuV1P9lZoIWzbU8oxiPSYsZzzy56XHBI8HQ4kwArFE2MU2GowXt5ytx4Ycln2hXiHMF7XONZv/4JXr7/AneXgU9+8lMs8pZh/TKf+5OvUPY7PnrvFnfXLT/1mU/xD//Of8Ziecz7779HVOGr59e8f90z9olUlNSbQy9FDjHyjbda3jWRf/Rf/4Of/8tq/ndECBSliZ5pNAgyiHktP0kDjfc0RllkWxIbcXQhoFpYhgDFdvtaX3iysbZF4LUbHd8476s6wMJQgji890xFGcS4wKnCyBYIY4fqVA6eb4YqYBCeIuRQd7EOppQPPIKSzdbVF0crjpsJPmjqDqwHluAX1uw00bTWzSDsXSEsLf7WOSNKJVUuNNMlg+yjCNIFNht7WLo2cLw206Mp53rYw5AzrQQ7wMqcde+qGU9ENB0c2yIwULi62pGgGi7Zw74rhY8fL/hgGIitkPcDd2NDCJEkysVuIiwcsb7wKQkxWCBUyoVUMwPMZlpsB4py46Ql7TP3by3ok92PVmoOu6pZqGK6dWsCBfXmSqhqD5s4uL1esh0m9tmiYkXBaaEUhys1AWxplscizmKTxZjO3hthzQZJPSgOcrbVwBy5I04MoVEYUwAHY8m06gniOIoNp8mYvCPmm1EQhtp89ZhUMzizWY1qHX3ElCM5V38KilljY9BbCcLxOrLrjdgK5l+vWrgcZAYbCa5Cs0Voo6OfCscx8B9/90f489NrIo7jCU5uRN673hEKZLXr6r2zhLpcyCGYDa93tJjcdT9MnA6ZMmSaGJGKfoyl0AVvEKxXUq5wLmZ2tE9mAKPZvAhECtFFVMyaeBWi3fc6TfCh9Yo6uB4TTSUSNt6RM3RR6hAwEx2VR+d7jrqG+23Hw36HJYzOoCrP/QYc1WTGDqsi8MHGJtzXby7JK1dJbMrSWUfpADFHH67WkZN9qQiBPY8TSiPGVynOSGrqfTXBVGgCotlg5FxoVemD8PvnA7sh8+Zlfzj3OHAa5jZtRvFmNgQHJE9wNN4zBbtvIso4ZVzrq3zNmmcdwS0d5/3IH5+f8zHXIJoZ1FL9OoTPbXac7iYbDubJvsDv+o2Z0SDgCj90/4SlmMoga2FVHHcXnq9vJ773zW9yYx340ptP8Vq4GR1P6xpVZ+QDawxu4LhUOz8rz9ZWLWDITUUTDjjBzPuQD3lLFGuY+1S5F1UtdveoMbWHFpq6MhUKGWFVYPCG4Oa6HvzpV1+qqLNwud+xCIE+ZW6tOjRbA9F4x2bKLIM1fZqV+zdWPHx6jURrUhBz33x6sQUHw5hpGkunlVJIhSpvl0pitRVXYfZ/MXmgF2EzKWjBqZEkS1b6KXNj0dJVRU9yhdOL3pxwVVk3AV/PjaEk1m1kS2boJ3wM+Bj4a+2SbUq8v+lZN57bd+8Srq9wi8I//if/E+2q4biBp9cTn/vVX+TpByesuh9ideMur3/kASyO+Im/ccTv/Ztf50/OHrPrB1brjpz2B4L9Iji2fSI0npxKXRMJV9P4bWu++04NQcmlQtw2+ToUp4W1s0Qyp0pP5m67pGDFWrFozlGUlXMwzRphmKbEdjfh9hOHmNVgdHVzzjOIpxTbdepkaYhe7MKOWmx3WPdm+5IYS6Koopo5J5MwZUIp1PTE537ngtlMvpMUpwZtumXdg1ZlQqlkH7eILNsAzr5+rLnhGSHtrVvc5Yz3pjmNbSA7QYfE3dajS2GIytQop5uexaIxlnft1kSl6l0duUz2MqJIEbYoZS+IeJswK+yYCoxT5ktPNpxvB9497Xn4dOSbZyOXJTOVwp2Tli441m3ECayDJ6AsxRED5M10MOWZD7SpKLsrI83tciKhnG17LnMyeWPdx4OQk/lLtFWHnwRa77glHhc9Q5+MjY+ZcpR6WKDFijLlQ/tWrbLJKiubI0zroRK9TXuNd7QhgBd8PQgcjgVwXQ1pnDh200hfEk/HgYIhDFIJlxVNNMMOnhcj54VmUFLSmi4HqJmhhFzhfEwBg2auROtKgufNS50gnTdXxFCTFMFCt1bO87c//hE0Z4LAT37vK6wWDfTKR1dL2lWg6xxd67nbNsjMgC+FrFCSoSxaoL/MRlQSQXNhqge4c1WFYVCY8SfEmi7vbJ2ldaXh9kYInJ0BG2/729kt8EDaE/OWELXDrU+FISdyUpLmg0FRwA5XgrGrX7gR2eXESRM5bl1dUBsMX/HkStajkmO18hyEF+4t0SNbPzlnBlmK7UFxhgCMakjPN57tSRnaUqzBVrVkU7V1pHnMG/tf1Sy+BUGHwkI8ry0b7t8+4frsjN+/HHj3rDd05VD0K0QuUlEOayz+QmNjrwX9lGnVzrJhSLY6KFpl0WqQfHCMZ2aJ/dbDa5O7FmWg8K8fn/Nrjy94tp8ORM35/QzOmvjZ2lyL8IVH1/zeoytORFl6uB+U/eI275TCFY4int94uOGXH2/499atnXFqsj4PHDk7Ay6cFQqdkT4qz6MY/2Z2QVWtjYIzq/gpWWPm1VQPa+cO7/XBaKPKw1vvKWIIBDWr4eZRh/oqsayJsZ1ztN5soJ139Hli3UamybxMxpJYRU/beFofyamQRLjXtfb3ilSukTX6Phiym+s5te0nqOmJFEhGyqjNvT0/UexsnnK2c91uL9fDhKbaE2YzKisKz3Y9F/1Q1V/QtYGVCxRnz8SRi3RdQz9kYhNxrXCv7fjlr37Ar/zZY75yusEd3yB74ZKR5XLNl7/1Lb758BKaG2xH+Nm//49pVnf4wjvvcXH6jO114vQS3nzrLT72Vz5Dk1r8JFxd7GmDmztVBsXW5Wr3xUcz22vk25f974gQiNi9Sqp4Y7IYOcPD2gnee2OOp1K7WfB4xlIOxKB7t5ZcbAZyr+go3LnV8FCF6DyDFgIVnhWH10LwjqEokqtBh6olSIl5/ld9CiqHOPjasBhzXuvuNM4dJMZ1KFR9M46oFraR6ju+AsZKmkxq0DrZIMUuO3ZNfTFxptXemTpiO4zsO+G2RIbefAH2w8Q0wY11QG4GdCisFpFQ1JIca8GZoVuHmVqsgtBnYdcnhqFwc+kZVBmdfZNPNjtOlq1B9ruJPmVyLlWTn9mViYJn3w+0waFVkuadsM8wpYmMWtjNPiFdQ0mZUgmB8ShY+ItAi3BZyoFdrFgATqg79X6X8Stzl/Qi3JHIZQCflclZ8A3JUBqnc1CR3aM08zwqfCVzI5YVX41ZvHNQJ9U5qtRIgvYgiwOf4DLZSsjjKJoIXuhLNmizIkVRhH5SfFvJUbX56IJDgyWLpYVJ1Jri2GdrMIJKfQ4qhD+CbxwlZ/Kk9DlTBqVrHFptjRcx2MExcQhY6YLwUx95EVCOQ8NHb0SuysStVcsnX7nN5/7sAx4sF7y5vyY6awZbcWRX2GOGYD4KLpuHuhNbsTXOs4ieqylZc1MZ2k11i5sLgNbpJ6VMcMbFGXJFApxDBQbVWnCtSRunbAxx7+mz7V1zLvb1CiGIrclKNvdCZwxzLeaj8N7pjrT0BO+4gWcVMoMIVzvjqmjdlzlVcMrdzuDgeCvQ+nBAJpw3w6yIq5JLIzGPWXGDsrwdeGMZeGcKXCflfk7scyGISQFzNWBZ2kdDkvFMshO+frXnz8Xzoz/wvfzi7/4ym75UNMCYPMps1lP/2+FfpKI/HFYgtk6tqFBWXPCknYVU2crDkBkEwipQciF0gSdj5ktPrxihoqVzjoWvhs/WGOTqdKqVjAfGH6AI/+rRBbfawE+99jKrmPkbD+5x7AvnRF6913C3FFwTiJcPSWIuqIPCZpZVFlOezLyI+WMWmRcmdgYYMDFP/0oaMnHpsfkabrrCw2wr2DIWbnYB7xxt9CCOUBsKqWqUGIU3Fh1vPxtZt55Pv3qbMY9kIpttb74wSZHKP0+qdC5QCnTFPsh+SsQQePVkzRefnFlAmtjQEJ01oC4I62XL2fUe33j2U6JrPH0yh8cuWg2zMCwjPgZnDU8uid1kjcAsjfXOU7SQU+bxZn+AFByV35GVq2Jx6cs2GOfl6QYRZSqZu03Dk8stxdf1hINw81Xa6LhKI19895Tf+F/+Z/7J3/tZdhdPePmllxlPHyLLFZ/82Pfy5HzDv/7SN7lVdgyl8M9+8yvsdteG7nkQb6v64B2LJuCWkaFPpFJsXVTUnC2/zY/vyCH433/xFz9ru0fMDlMcPmeyUyZmUpztiPbFyH9JlcfjjoWY7PCd7d6mW2cknHUbWDnH9ZDAzfCTMYST2jDR1P+PkVasIJbasUpRxmqrihOmlHCucgIqOampshsql0DF0qVmq2JxwosxsJFSTU/sJXC1uyyq5LFY0hZCmSwNSwbYXIzG/J2U7SbhOsfp2QhJueon0qS4aFC9YIWuWXp8awtey/C2iXPWkBdsPz3uMtMucbQwm9Cb644+lQo5CsmZtnw32mHjxRGj47jznJ4NaIEHxy27qYYlOSpR0/ZgI7b/yhi5kGySxc35ANHTNB5U2Q8jmpRbbcODtmGTjJSVxSJuR282xKhw7D0XTTWwkYp4iDJma6J8/YyW320rF3Fmqym1wIgRpu348bYzbhyWM56tEHhvcip11gGvJjHXyMrAnje+BSMlzvd6Ub34u2patXDOUCa1gCCcmVsJBruDEV2X3pHEwoES1jkXEVwU3FhYhAACXYgHCBbFmj5n6ongHD/7sTdADWFStUbIqeO4a/CqvHL7mHefXHA1jrjWTHddnZTSlEkomg0lScWSAzPgQoVv1aa7oM6kVIWD7IyKwJR6iKuvqXeTFbqmczhxLBtP8N5c8DCLYkMaKifC2dUtzpqMVKw5sAe4xnM7Y+0nVYas3L5haZnaCbL0dIvAzZstL68b3lhF1qFKoYIhacfHwXa64onB+BapYKTcQHWUs2dKHRCELjq+dj6af0kqfGNK7NURawPTqCkNtlPhg/3E2yXzwAXe3w587XLP093IN//8La53qe7C5QCDy+Hf56TGKtk7/KT1lksFEpRxLDRNMAJjneqZ2fHZEjqLGMzdNI6nm715gTAvIez/+WC9YFONhDg81wdO32HdZsQ9iz/+6vkFN1Y3CcsVG7cgE1gcHbO5umLRtSymPY9SqnbslXg5H9/P/5pDga89m02M9RyV6pm9vZpolsHixtXO5YfjRMDklD44PnLcWGJsMKJe2zqcBLZxYqvK5IWHZz1OjIfy1tmWL59eM+WRF9ZLNvuBo661xl4MrVbV6mVvqFbbBMQLb51f897FtvI/FR8DXbB34GjVEmJg1Ub6PrGMEc3K2aZncjAkU2zlaqrknZg/isKQMoWKyohd649+5B5nV1tm8iFiqMAyBI6WLa7Y+3Ox6dnuR0r1SHHBcXPdcj0khn1CJ3DRzovrqzOeXJwTQsvjx494cHLE0bHnc198k0a3DKnQOM80DdzsOn7rDz7PN77xdVLOvPfkA9579D77aSS0gSlZU5610LYeSWokbV8t0GuuxP/w3/7Dn//Lav53RAimKdHGWIuBhW+IwEIdo1S9ehEGSUYixHM99QS1Xb2WqkV2Su4TN7vISWyIWri7bGxCV2FwSp9MrjKNiVKnQ8lKbBxaHM5bPHJx4KZkdkHJZFXBOxD7/VhJK9SO/WAmUt2ZZvfCb21G2pN6uDq4pXClyoTi9kqalHGXIIrlDnjYDcainnaJydveUK48CydsppFV17DfTzgRoihua3vx3ZgY+4zHkcQm3dg4dsPEqglspkTeJE7WHUc3G0J0sMtc7wZWwbPvR3wwyHc7JBZNYDtmGm/F8dF5b/BvdGymUl9qQ1nGkpgqWz0YVZ+TaE6H1tk6bhx3bNNEDNHSLbOybEyvv82ZRsyVbkSJraNUkugLvuEsmqlT1qqPr4YhbY2ctXS5ykrGDKJ8cNX4ZG4UrIA7pGYm2PeVaicbHfgYrGko9nLggN7SC70awU1EWblgLHJRmyZruXaYnaf5vduhP+WEZCPehSyARbL66BixgzxXgXRx9WUpppRBzWQpY997Vov+VrXT23nh5773DaYpsRtGQow17rrQCUjr2QzKcfT8xHe/zJN+5HPvPGYrqSIMStd6+r4gwSZIHwOuNuZSV2xmrlNw3uPqpJIxIi5eiBhHIBVDxSKOiUxsvJG5pmIEQoGpJoo6tYCcXBEhkxcqkm1qbp1Zvkq0a55KRpMhB13lxSyycjklnHpOVi0ijiY4clS2UyIRQSdutC2XFz2pKfjGG4FrMunxwguND4yT4hulKWJGNdTAMODOcUNUyONIf2Wrs0eF2vTYGkeongdO+MOjxOn5ZJJa57gaB3sQnTvwAWy5VS17K6pkkHJtBNCaUQKzxW9V2plFdLBzpjhHjJ5pzJZdkIy30ywC45BtZeZsYHFUEiTwbN8f+B9STLGl9X1VjNwXxZ7rILb6KVn4rbfe4u/+4Ke4zsYP2IuwODlhM4y8du8+f/LmOxTnDkjEzJPQeWhSI1oHqGmI8tzKWE25oiKsbzS2xqzueH/r9oJfeG80JBeHD8r1WAjR89JqQYpKK5EP9gPDzj5P64OtBItJYnf9hMvKFx9f8+UPrnjjxRvcHwsPTtbolGib2YRNaWNkr5lVPduLeIszL/XOlUyRwNJ5ujaySaNZOMfIdRmYhoJGWx1JEK7TeEB+dDDibIdnxNxhNZqNcaHw5OycGBzHIXA9ZkbGQ+BfSubDMWZzKtBJ6Ucr1PduLXn08JIp2UrGNY62tZXR2eU1ItdcXl5we9Ui3T3+9Kvv89/8vf+SJImr97/Jf/p3/nNYr/jV3/k8d44CX/3GU37z9/8fskTj4EVPv5/oOqsT6yOzXleBGLxZLnt7tnXOlv9LfnxnhOCf/sJnBRhKJgaDfmZLzdYbm7I4eyAb8eyniU2ZKtEK3pv2tudB6fvMg67hB04iU52e1uuGwRW6KBx1gU0/1ZfKHs4QA6tVIDYe33iKc7SdY71suLFqOTmKrNYNiy6y6ALTYIiDCJb45Rweqal+c8ypvcjeCTe8MNZCsnU2/U69MYXdhw7EOUhjKIWpzwxToc+ZUZTYtFzst7gwZ2FDT2YzJgbFWO2TadlDcPYSIJTJMuazwnoRWd9oaBu7nlmFaaiQkhd2Q+L2smXdRloP27F6HThHKrnueIWX7q7oqrMgzl5YBIozAiSYTeuUlYXzJGYYrrC5nmjXEQH2/UgnvkbuVlUNttpxznFn2bL2gbfTnujtEJ/d+lzlRkyiaJV7eefw3llYTmN7PlfXAlInFqJdl6lYoqZp6Y1xPhX71TLd6+Y5aT3kjafQR2YHbAAAIABJREFUeldtlW0DPBYzjuqCtz24s1TLXrM5k01aQ62k7j6tKMx5EBkzuypOavGvpKOiLOs4FbxZFgsG47fRiEspKz/zPa+y60eC8yzaSD+ORGdkyuux5iuYX6tdD3F0i451DDw8uybEgCs2ke/HRPQBJ3Nw1/Ngrhg8wbkaEkTdeVsipmApd1MpZLFd736bAOVk1ZkCR6QaE0mVKsKkVO5KbdiMUFA9BOw5eG42ZBptI0OCOjOaOd9NdMuINJ7bEpCk7KWwT/bPlDPLaJqGi9OB7T7xfbeWXBYlZCtWBrOaoddQoBXjrbiK3I1T4ezJlsfXI/u+0DnotdJ01Bz5oK6jGoeqve9pKIgYqgF2jU09ULtU++SYbmj2KJx/5/+zfxVTMczkyOjFzqpSkODIUlh2kVsh/L+UvdeuZV123/ebaa21w0l16lT4cmBnshm6SVqWSYmSCMmGbMG+EHzlCwECfGMDfgFDL2A/gB+AMOwb2ZAFCRZgkzTFJsU2O3/d/eVU8eQdVphh+GLMvasNsFtgXX3oRp06Z5+15hzjH+lTZjbzvDwPXPZRv3b9e4rL67ChaMQusVG5ec0sAVvtvn4nmK7Dv/5eChc3V7x594xJ1LvfNoGh73l2s+Fv3Gl4Zz3qv2KU/6+Ptyam8sIVUurAY+2LREDHjo/W77NgmHvLe9vMNlZHBfDKUQfANhUuhomrzcjT2y0xZ/7m2X0aC0/jyO994VXO7i44O5oTpbDajPuK5Iv1wOebnk+2a944PSIC87Zl1jR03ill1rSUXPjTj54QjTCOeZ8+ab2hQ4WeoRdKghAMl7ejqu51G2VX9KYQmNI/GEWgXbHaW2PqoFNL97xxNE5tDa7UxFdn6JzHiL6T/Rhp54EihbO7C+xN5npQMZ9x9TyNKjglw9nRgk2KNCHwZGNpXebo8JC3Hjyk90t++IM/5+D0Ac8+ep83Xn4V0pbvvPMJj54+JUlEKOpsiVmTN61Gq4sYQuP36Ilv9Iz+b/7pP/nrIwTZ1p7xqhrVRCnlRW9NZhUTzjnGmBhS5MB7TsMMFwybOGoaoTOsbwbOZg3OwHkuPNnqnG+miYLg5w5nLQ+OO4Vpdm2FRgOFELVhNU6hxD5r9rmkelvbwrQR2G1p6A8tonkJwXvdBq0h7ipdc2EaLdPMVLWpCn+8GAIeY6Gb6WXTNEErI40KJmfWYZuGV++dIrFnbufqdDBAazgxnrXXg6Cx0A8FFwwm1P4Ab8nR8qsYGm+5xPJJybqVWJSHtCqQ2kb9+X2NO75cRUA4PujYDrHG/xru31+ynAelB4rQCdwU9eDaDP1OQ2Fg7nXoKQLZZJIUFstAlNpVYDUfXdC0xV0IkLdmv9E8ySPWOVLJbEzhwDqsKDwWf4bHp+iBlZ1uDHr56imUo7Yo4vTr5po967SOcM+fGlu3y6Kcsx9ViyAitBh6oxZCfegTa4TG6xAwZu1l6IznNk3EDKEqpMXuhphKW5hStfAqSrWYGnlaartkqal3FSouLy5IjF72Bfj7b71GnoTOBzYpsXCONgSSgaubDYfzliSaFTFvPH0pXI0jR8Hxw/MNd4+WXPe96mo6cEXfp3nwiIfWBYwU/WyzMJTEzPv6G6s0G1pp6zDMJHC97enZraKw8ztORSnBXISZN+TsyOS9HTKLwZqiKXnZ1gZq5bRTqVWyVvlvsKrNyfocHwg479g64QCLGQr35y0/zT0uOIYxK4rYGraj8O8+vuKVsyP8zNfYYdjkQmM8B6ko3SX1mp4yJ0vH46yBPRjLovVcxEE3IK82QJMt1mfikHHekkf5mfu3BoPt+fN6OwI7EH/nlJH6l144D9ijXLkoSvTG/RnPL0ZigsZ4ppjIgD/wRGO4f7hgFTPvXWrCXr19of6e6hxGKfBg1vKkH/acYqk2wMRO67Qb1qWiY3qBP95OxM2Kk6NDrvuJ0TnGnOgWc+K84eV2y5NRA7misDdOZJR7NhUN2Is9y462VbqRaq+Uovqnzhg+mQZMFUt/8/4BH22nvd1TdiVEFGIU/vjzZ4AGKd2sBzYx4p3h3kHLdj0hwRDHTEoFGwzrKfPP3/mEbuZ5/e4Bv3V6quis1Yjvx7c926kwkareSe3WqRQNBsuKYqScWeWMcUa1BrbsURBbz11rdWgUAZzqj9a1HI2iCNbBwRKXEzGCk0wwnu2QavaH0qH9dqplbOo6+43DA56biQ/Ob9hR4MZTxdf6vT16fItrLJcygH3EZ6nl2eUNV6trLtee55fw7N/8IeuLxxzch7/44Qc8vz5nkpFZ5yhUsXQt9Vp0DTfThPcwjNNe7ClpZ3P/q//8woHA1TSprnFavhALU4WtvHE01nKbImfNjI2PnI8DJybw4OCIzXXG2NrWZnXNfP2wJWJog3C1nfjyK/f5/PyCOGi276x1xKxw2DblelGAlKJq46zKSanbYuP1YjDF4mcZN+n3K3XU9VJ5Ucm4Olnb3UOD4TYpQyjBYpPSBUuE4lSoNpmMryl37Uy9pX5buRgD5xcXVMk6y7lnChAdbK8zh42nN3AntEx+hN2LZ1QgZjxcYzg1hmNj+KAo9O6SgLf0MbFsAtc3a5zXi7cILFvH668eshkjq88GMtAFRz9mhpIIxpICjFQYq/rgc9aLfcdhJwOdwFhUgJIRQr8TGRZG9PDTdgENQ/E4CsLzSSf5TtdqApbbmLSPgh2S4DBFk/6MsxrnbDTIinqhNl67EXI9nHZbYZGdZ36n+IYpJnYFNidGO9VvjdR/S/epLComq043coJgd8VPFWIVSBRmzmFS2U/OGX2mlBrXuG4rms8+ZYOYqgGwihz4Kt4zRj3jui85/sPXTtmmkSAGX5GZTU6MU2HZOA5nrQ5aMbKYdXt3Tec8pgv7dMHTruNynPSibhQWXG0iy0WA+r2AJqcFPNEanFQ6oQ5RwxSxzrDZTIBVNEXUNZSmjG989V9XDzrgGsM86eA2TJnDoIr1KWbE6QVkUT1GV9MYW6vRxZhKo4iQxfD0ZuRB51VLIPrOvfnSHT797AkxRl6aBT67nTg7nBE3kVSEq9XAdvQsDgLeG9qtlsc8H6JaRsfMorXcbR3Xq8QX7i357Lrn6XpklfRZtY1SN3kUTFDraGg9KWuWgamJiXsemN1Fv7NG/oyYjp2wsG7wYtir7JA9FZlL4aMnG+aHDaFomE7JYBqD8bDZRIrz3Kz6upGanVmKF4ENwk7Fez5NVcNQ/+fqaTeyo8DYtxXuMi+qLJF/8e77/P5Xv678vcDi8I5qTxy8enTCq8MN37odwex6EQDKHl1NFRcBPa+cvKDdqDZejOGuNSyN8GlSTYuxhg82U10ca5iU1edh5ixDKmC0iOreoiOuesZQGMbM2byFews+vx75yqtHFMk86xMPD4/49rufMaXMTz655NHNmoODwH/68qs822z57sUFvjXIRn96U5MqvfVIBwHH5CviWBsIfQCMBtWZIsqJGUWSpNJGRkRdEGOhm3mWXWA7Cv/53/h1/s23f8z5eMFEIlhP26mwPsW8p6Tn80B2cHQ6wxR4tEpK/ey0OZOiXbEOYaB6mTRO+Jnn6nbDO3/yf3G7viFNPdtx4ieffc7hwvJf/scPiNtLfDPHDFvatmVKCWMtYaZhYusciTnjraUfMxYIjcVi+QXzwL+HMviDP/hnxmgYyFS0YSujtoXeFK5yrlWhsEmZu76lwbPNI8/HgU2K5DGTcuHrxzMMhRVAUahyNQ6UnYIlQxwLxRqmpH5sFbLow+VFagYBL6ZPo5SAmMJY4Zc9zCn1AalQWtrjYfVFsjocfLkLPE+FHDPiLN94+3UuVrfkVGg6zZQXJRHVsoGlz5oAlXNWy9jcEw30feTuQcfz1UCZO2at53LVq28btXplU8i9sB0zsbFcGOHzpOIxXyND9VbVtKkpK2IyFWHRBP15kuBS5mqrv+i2bTg9DBobW3RjUj7eajNkLjinyuXWGfqkwsJe9GKZG/vC+CBw4LyiMFhG2R14SntspCjnb+sWX+1LBRUVGvtiKMj1IF0Gz7iJ2FhorSUPiXGrNrepr5nj9cBxvv5i6q/L13AnJ/qLS0V1JClBjtA5De5pKkQ2VnmietJh5h1O1JrUp8KIWks76zSZsSrDd2mZAtrCV9ROF4vCbI21dFhFylrPrG5l1usQ6p3h1+7dYx21dGnpnW4jWQWhR22LddA02pjonOP8estipq1si2XLv37no70QMwrMnWOIKgTLpajLIWa88xjrVLBpds90UQ7amb2TJQNlyCR2lwWqA0K3+FlbB+asNi8pRe26Uiu1rb4wzmpK3lETtPvCaI9JskbTSLOWm405a2dCDdOxznB62LKYNWylIBY+vV7TFgPBcTlGvAiLxvHx1chNjGxTJljD1AvX11uiMXx6seJqmNhOhTZYilie9SObUTjfDJyPagHL7HIhajun2V3uVbNSKZVF0GZSqZSaiKlZBabSifCCNqiQ8g43r9C+7G0H+pzuBHa5IlUz7ymmOm6q46cvFVZhF/ZTDyPRkrfdBSq7C1heOKVU4Fe9/BZKUUpEzwz9ngzoWWXga/fvgm/2FK/rr3l9OGfTzDiSwivB8ekY9zoB7G4YeEEdeEytPq6oHvqNdN6xEHXrBOu4nBIlw91ZQxb9xBq3i67WPxr6pQ/scddwPo70KXJ33pBLps+Z0HpsUedZ6y2vHB1wOGt5494pDw/nfHy5YuzV3fPB5ZofXV8xDYVGtMPDWtVhSCqIE6V5Y0SwDDHtETRXnRoaX8z+58IUbLA0QcWKpZ5vOQlDEhorfPlr3+T5zcTzy6fMgmPbR0Utk9JYVoTFScd2iszmgW8eHDFrLS8tG969WKlAvKJM+xyH3WNla0iSNywPWjYUPn32iN/85d/AeeHB2av8+Hs/4qePPuHs4at88OG7FFuIU6ZtAgDrm5E0ZO1RiCpID86qLmrQFGAw/Lc/R1T4CweCf/4H//M/80Y1BD6orcjUt8w6YTIGU4TOavrgJhVap4fm+ThSTKmBL46Fh/NJaI/nhFYPqDELrTWao682c6yD6NXDGbxufsFq6p3fcc/1VXXO1K3EMOTMmBQesvUAsLpkKmxeqMIRqkjIEIzj0RBxXnlU1zjm/cS2JOazQEaUy3dVFFdgWwojhSkWHhy0TNU+0jZKoAm6jbQVXsdTL3mDtcqrIZnFsiVmYYqyi81WmA49lHLWqOFZ27DdccioojUK3LszYzaz3DnquH93Ttf6PddfRP8tV10GEd3mFdWzys2XXSpXLaIxlugKs6KBRG/PZvSl0JdCF9Q5MKDWU2ssPmgqpdrR6u6wUzBXiilg6RrHuE7IIDAq8rPeJrzALHuCnoIUpwdnKqUehLJvnLNOdQcCSA/tzBIGQZyhtfpyl6r3SNTq6IoGTQKTaKXpIEUtQ3V7N1b1KloHrYe6WIvJ+qJabzgIGt4zUThoG+Yl8fh25HbKvHwwI6LDz9965WXOp4GTpmVCh9iH844ocFuiCvGc5XaIjCJ0XUM2UMRyOu/4X/7yp9re2aorJBhNUusajxoIajWzgX4zKa9sK/Jv1ZmB0wtxFxu7XqW9g+ZnoW5MvbxSYRa8CvREQ10iusFZVGU9875mbWhFtq/D2lQdOrnmHsSiG2Zb0zx9q+FkmyGx6DSQS6xST7layuZBl4mfPl0zRv06uQj9mFlPE/2UuB0ic+8wYlkPA7fDxO04suojmzyxTYU8KHdTdguBq2VfRaFg4/VdLFlwDn7pdMnFJtI5w92DlhBgFhwNOiyW/XtY3SO79xf9T4vZdw4ZoxbW3NS6bGAWAgdtYKrC1oU33AuB02C53Kp2wFUlodSt39TPtRIVlCKcLFv6VGWU9fe8+/+N2Q0hO+RThwfnDGfzwOeXF7xy5x7bq88oqxuWZqLNiSMS5wV+eNPzxYOWMQlRdBhx9eK3Ndyn7M6MCogY1J0l6mlFsLx3O2DF0DV2r0kRpFJQVkvjSj3XBY46rbAXqUNCMiznlrN5w4+fbGgWgYV1HLZBUbkpEmymMy0f39wqFI+hT5GSDJuY2KZIKppqu1PBWgOL0CBe8zyooWfHbUfwFp8NB/OGJngWIdB4xzI04Kl2WKUWjDXcOz6CnPDAu++9y9wK4zgiUekJGXUpy0Z/7uw6ZEqYYHh9OWNKYIrwbBUZd02dRjBSX+BK5WpWADUvxDKsIndPD3ly+RlueY/r21s+fPIRtxcr3v/8CTGPuEOPifp3FQncz7218I56ltazvmiq7n/3X//Tv3Ig+PcmFQrQhqBiEud0QwNysiy8VFuc+pEnp0KjSYQvL49493rFzbhl4QMxaCLesJloWs96TIwpE71VbhYLRSiDNrFNSfiCE97PhUYgFI2wDNYRS+Yw6EF1Z9awSolldrxXIWqH1Jx29hSCdbWApQ4FOReSyzSAEau1y6PhWZ5YD4I9Ljq1i775BQgBKOqNvtn23L87Z501vzolfVWjCN7rS2WDRWLe+5TFwMKqGDP1BRMUqtAW+YK2oyt0O5pCbzLH9aAfc2Q274hFE+tWfWK5aCmyyzUveFSo55wh5sJYC+EXPjCJ1sEEYxlFFczOFlwRpm3BB8vcWvoY2WK5nCLBwUuN43EuKg8Uq61gNSClFBXV6VZdaNEIUn0QNckwr7KKKq3GlAaEWaOey03KzIJjfTGweDBjklRDhnQ40GdQL8jdk/7KouVqSgRnedlbLpJUv7j+no+tDkw96o7Y8frraqkL1uFqKFYQy2gypVr2Ft4xL5boITSBiylyM+jlmzM8zyP3XIMvkeyEHz2/Zbls+Tuv3uWPP3zEb75yhkjhAMfoDO/dbHh9PmM+m/Puak0r8MrRkjEVVsPEOo2cdI7/6ds/rPZQcL0KF7FCdlW1Loa2U2fFeqOJbf0QidFp7zua0llEmGLkxDc8XfWIMfvNTqUD8mLjRNGW2+3E4bIFVPxLAR9U6b8IQVMpi/K1GY2xbrzjvtEIbW8tmzFSpNCnTJ+F1nvKoP0P01Q4njV8ctMjVYdSSqINHifw/UcrcgSxuhErb1EHHQP3j2c44/DGMK0zKSqacTDz3I6TbnytCnqzq7C2GE5mDbFVK/Mw6SVsnaFrHe89XWE7QwIucsJVjt4EFYTNfeC4DYz13cXWTXw3ZRYdMKeqoepTYiaGYUwqm3EKBeexcHjcsFon2hPD84ttnS9k/7uwpvZPZAFv9vSENYXr7aQ5HvX3lYvSfrmorTUXYWYDoyQOO8/VVjsznm9VnP3d93/Cb947JLaBPkX+aB15pc18sB0Q4LPNxFGwbMVxr3UaBz9qUBJiCEVovOHUKXE4SaGv1CW2hhw5tcV+4+yAH15tFVERdbpsSuaOC9yIOiqCcWwm9cRriqzhYpwwQ2BKQj8JzZiZLb1aW8einRPBs8667TZ1sJtyJhq9b6xXx5k4Q4oJgy6us6OGZRXN9tuJk5OWRetpreXiZtAHLOmiKc7RTxNlyrRtw0EbKI0uZUfecvrwZZ4+e4rkwu3mhq+99TZXm57Hjx9TJLHe9LRNQwiWtOnVfjxqNDsJfvT4im4HflrZJyruEAKRFxqStgnEWy2C+/yjS1564z6PP32P55tL/KSi7c24xhRDWBVolCYO2TNNsX49Kr2lZI+1QhGrlPKUfu6d/wsHgs1mwHrHrAXvnEIcFc5KKTJhaUKgwXI7DnRWRW2d1T7qLx4t+Nbnax6ctiRjaBpLv5nYbqKy+KIbjW5ruvFtSmaRPQtn2VpLKrFyViCNIydBrGNdhDhkHq0irXeEJCy8ZZsKEcEbh3P6cuUs7DRuIJgK8xrV2RH7iTdODvnwZsvSN5zOPKNR6GoMNd9AwGdhczsSgmN5ENgk3Wq8UZ+5M8qxBRO4e9iyHgrbGlKRs15aOWf1szu1upW61ttisSnrv1UKc2NpvcPm2vWQK+CV9TDZjJm2cxUKVn62CMyDxj+XKgwCyyZNWDHMnCMWtZQ5A2Vbw0Kw9Cmpa0EgpUQuBjcPPK+lOC82JIX+dqpvKRAl4wQNmqqTtRhYiqXP1cNea1Sd4tkMudBZFSEOuRCGjKmpkdFoVGgWsKbs66ExcDNq7fBghA9j4qE13BZbRagakFOyblWtMSRRBGRmDJuSKl+nnOG4EyI6sEnoJWOCZSowDiPL4CFUGsJmKI5NjqqoT9qwlvrEnz255LXZgj/84BH/6Ffe0g19iGRnucjCgTW8ebDkg9sV3z2/4k4XaP0MwXJv1ukwWUWSgroH+pLIIxoZLpaF8Ry16ihYbyfMJhFTYXM70Rx4HA6TYdEGnt+MNUjF7J85Uy8gZ4SDRUPrHMYKT64HVuuRO4cdQy4UW+hjpvV6Kx83nXLKIow508dIPwkbEUKw1fOs8Cwo0iS54BtHMSrOdFnoGqcXQQbjHZtN5NPLvhYuQZmK5u3Xv++8wm23/aS10JNQpoztLAc28MrpITkXPnx6tRfihcZhi3C6nHPTT/p9G0h9xnaOX37pFOMs34tPsUVzFWzR97sUfYfaoM9PPxnaxrGNGSeqVXHeEFOplkwdVnPRjAubhdFbLIVMYSqWmfc0rcWGBkmyPz+tMfvgtlKUStnlHOzb+ZSnwFaqDHaMhS40wSp0n0tBsuGmjzq8SHUdWMN/dDqn9x2dsxx6x7PtwI9vt2CUzglYNqlwgCH2GS8w95ZXusCUEzErHbSK2v4oNc8ClP8+AB5lQ3GqGRF0eFFbpCEKXKXMw9axKdQ8E6mUTEVdDcyt47NV5PXTGbtG1k5gROjqkPrdDx+pbgJDtgVXW2eNMRqk5VQn5VrP2bKlyTCuk9qYgQZBhsSmz9wKHB639NuI9YambQiNI/SWFOotkfT7syKcHh9wfHyHzhmGaWLWBr70pa+Rxw1/ul3zVCzD7RpMQYrFOB2ofDb8dLWmv05Mg1bEO2ux2da7aIdA6ecBKoIdVxMWS9sGTg5btvmaaePIN5noC6MUbLJoim5m7jwpC3GM7MJAd8CWAKamdxqraMTxwY4n+WsOBEZgHCNIRqoISyEOx0rpKR4ax6YiBKkUWutIkplSJGTFrZ9sJhZiQCzBSlUlqwbA2FI1AcoVxwK3w0SYWT63wkEIas+blLvekgnekymUqMhCzIUAJFHrR66X1g7xM0aDLYrRySkl9ZcabzBS6GzDJNAFy5ATgxgWXS11CmAmTcr7+KLHWEMaIscLVeUjEOtCu4vJPeoCJlm26xHTK2XgrGPeGm5SqbxdDemp07amkVV/cAGxGr4xpcwieG7yxOp24GTeMknBT/rLjkaHCKs2Za4GZRQPveW2CMWoutoU1SFYa2iz4fpGlcBqC4TW6+HmMPjGIxj6nxFi5gpt7qw3rauIjkDnHf2klh9BoaoOyzBmSMJ1iXgMc++ZcuFqOyFZuHvQMcXMYu4ZVpHlvNVcc+qBWUq1HRbsttAtO4wIXgxR/3muQBMuxTNK0ax6Y1jWDcSKsHCuPhOBWBIpZ5zzFKM8abDqzY9G0xULMG8bVkU1BqkokmOsUJaOLtk9VLvNiek6M50If/vlu/zb9x4jJfO3vvgQHzWrYzZr+eD5FQfOMwuOIRe245pFaPhX73/CrmZ298fqecJvvHaX73x6zq+9fIfvPbnGFcOX7x/zzvkV67oxT6nQiiGP+nNvbqKmJJaCNU6HgaoOb4zg5oGpCEn0gDo5aqAY+pyJOTONStUNqIXudhrJWQ8DY5S7zpXSiLGQXVX9G7O3is6DQ4w6GGIu/MVHF3zxtWP6BNt+4jh43nmy3iOQpuhla3HghLlr2I4JscJh0Crb9sjSdh6KIU+Z0BoaPL/81j2C1YtxGzOfPblhigXbWvKUaAoc3ZvxpcNjjX+OESsKtUvSC+k37h8xGUecJm5z5mIzcDtFZkY02U0KC6+o5Z57NtA0ToVqFTVryPRoOFNIma4NeoE7KLEe1PWQ1s9T4W2RekaVXW6KniXi4HDZcrue6gFvCF6jf/sxqZ9eKqVWdUOlimylwJ/dbHm5jSRbeL6ZtFrbW2LWrzVRa6CNvs9BYJ0SF1GjoEWo6OXOfqjvQWcUpX0ctZY+l8JR5/bUhhUNhNrpIR6PiS8uZ7wbh0rFyF6bWYpqK276pNQdwte/8EU+/egTDrtAEFhJZiyKvohRi7GN+jkNKeODiqePlpqGU8ZMxlZUS8+L1vn6HmtaY1onCoUSNCROdDLUtNMpUcSQjQ5WH3z2lC8tTjg+vsunT58z3Qx857vf5m//zu/w9V//LT785GPeeeddUprAa2y7sXopXD0daVtLO3dc36qrLljFgYs4IruCs2rXztqWK6ZgJXOz6mlGS45KP49SME7PKe8ts8OOzfVYnymdMXRFrJNBgVRzEYJzmFJYTbsh5K85EMRqKRIxmFTIJWOMw3vDsXUczTq2WdikkcPQIMBQIge+YZq0IU8QrU9W+bZeLAX9QNh1owspJ4wY2qQFPAFLmDSO2LfQhMBqOypvnapi02rMpCuOBtEJoA4DRnRS1VCimo1v1LoWjHKiRYR58DSiH+J6m/i1h4f84HrL1CdEHFLtJ08ve6pdGSOGq3XkweGSedFIWW8tUxJ8b7gZR2Ls97nyygkmwrwFZ4lR++edN8Qx4bPd0xO2wm2mGKLRYWk7Rrwx2MYRvAXj8K5wdTUx7xzSwmkTePfRLcE7Xj6bMwhYqtAuJxC1t8yM4+J6wDijAT9FtRdZlEd2xhA8GK+RtmOMzFtPzvUQRaofWV+WKWZMVoufhtoIc+/Ybmr6m+hDOqTIuk/qNqhCpa1kOnH0feT0eK7WSCoiU9MDTVEI2M48bVQx3GIWiGOiw3JL4cBpOVKxsq+1HrMw0+DF6pvXoCsx+rlnNHxqt6VZb7Ei9FY3tj6PeHQwcmje+8HMa7RyGzBTfdYwCr1fDfzr9IQ3TMevvv6Q//27H/P2vSO+8uCE5xc3nLQdJhjWWBLtAAAgAElEQVSux4lgNBPhZNbw/vlaD4BScPVfevV4yVcfHnPQer5wd0E2hh8/veHrr93l3330rELqwqIxbCb9t9UPX4fYnAFNK9tpBhyC7bxm0xvV1cSkttZZsLx2MmOahNuZDgYBy3U/MbiiXGm1hu50LlPOZGswRQWh3jrVCYiwSpml0x6OufNMpfD0+cDhUeDT8y0flbJHxnLRS6UkiBK5181w3nH28FDDZLyrQkc9OKexsDhoscbhnRZRZckUo22XKRe+ev8O86ZC+zXc7LovLINnkzK/cveU719e8eWDBWdHx9xMI2OZSN4y9562bWpks2PMmc31mtscWYSg1F7OzBsNmkpFE+FiyhyFGeO4BaMibJkibu1wrdNUzL0wUS9vEeXci3XknPZpn7JD/TKstiPz1tM0lqvVhCuql3Ko3kbqxb3TFVD1AN45Git8tBn2tkRj9B33VikPYdeZYBhiYTRw7B2rWoQT0ZAiDftRvhwRxpRYesejNGHRivNvXW/YfefUhc/W985aw/ubgVe7hs+GaV/wVoxwNgs8Pt/ijaFrDU/OR/7XP/4Ov/tLD7gcI6s+8+7zW7DQWqfx6BiyK5Sgbi9nDC/PGzap1BjmysnDLlm49qbYKuTTnBEjBjMWNmWi8RYfHClLXfJEE3NR8eSzp495eLzkeNFxNWy5vL3m//6j/xM/u8d2tdb7q8YaG6fauthP9DGx6aUuoTVbwmj5ElS9W30uxJgamqbLxmbUML9SoDTCJmfKlHGNoVu2kIVhPbETB+3ssbvnZ/fHWYeRotXHi471+PPLjX6x7dA6IplNF2inhEM3DinAJPhDSDFx3HRkyUSBKQvnZWSJ5ztXF1pOY5VT89bubShWVIFtBaT2FuT60FmjvfC5oImH1jDFCdvstLT6wVtjasFFhX6r3Qqp9iijMJI1NZRIqm1M3x9EtGL0/mHH+5sN82Xg27c33A8zWgvrIZFjIdYJXKhTbf3a5+te441FsMHWyl0dnnZ2JtUfCAezwJSFe5PQ3HnAx1dP6JMmkUkQvOb+QhSte63eZmftfrPejpEUHN6poloQhjFjRjgn0jjl+D97tuXsuMUkuNpMdI1G4hYRnq1GrYUulkmiKqGtUeGLreRDsZAE2xq8d1BdAJgq3quTaLbUdkhdaZ0RXISbMWFE45/HqZBqw5jJZe+Bfe3t1/iHv/8P+PziGd/+zh8xScKLo1S4LRddH0pFt7ricEUDU67HSMDSd2qZXOfCS8nz6aihIxmDz6XmaO0GHd1abOVvEzpMEtRbH6zBZrXxtcYxYWidWiJ7sRy3gd4knOiG7H/mguxzVE93LJznnh988pTDJjBrGv7VDz/mH379zSqQS2ytIkp5jHz70+d7i6SpbZG/9/ZLzIxj3jrGMSHGsB4nkhOuVr0qv6MlzzzbGF+E6dTLWC8HW0Vg1I1UaOceY3Rb2lKHIGs49o42WC6vB66itt5hwFNYdo6UDdsmI7VGdSpV016Eg3nLOGWGMZGM0h44Q7awqm2L2zTponCz5tMLQXLBBKeDbNYCK9dYpjExpEISw+n9BV3nWI9qNW28Z0qlhn8lVc1T9UHoZ+QN3PQTv/PGGZIFSUKMEdc0bIeM4Egx0QVP1wT+g2CYRCvS9cV2iFGr7phrsqAptNZz7+4Sl9Sy+mS95bAJNSpdaL2rdlSl9RbFsS7aXEpjCSbQem0aVThX2GUQCzrgel8DsiqFCcLMOZad56qfGKbCekgYY1hH5X9VEwGxVCQMqltCn3cpmQbLah8stPv/9MrYDSRS/xsDzgrrUjhrPI+mqS5VNcXQqG7IGY0RjzUvZedOWF2PHM18jY+3dfC0+4Exi+HTIXIaHBdTVis6MA+B33ho+fY2cVYCNwthey1864NzxAjjpOmoJmtDK0Ujr2fOceBantuJe2hfSbAq9myMbvciuiBIfQey5D0qatnFpYNEYSyZ7RDpWk8yhcY7bUSMBXH1jFue8csPzvje+x/z/LMPeDaM+CZyfXGlA53Vd4myi/DOxJj0jqhYfhEVc9dc/rov7v5D9qJ9Y2C50BbbvkQd/kSzENplQ1xHjLUagKVM0YuvIy/ClgR0GUYHaxtAhp9/59tfNBDg1R4lQZObxpSI6If87mrD2CdukrZzXU4jsdao3ubMlPUynXvPNmoz2rYVLktkFTK3TWE7L4xGWOXIxTDxfBwYm0J2mdwVoi9sXKQvkVuTdAgQhfGkaHpgQV/MV2eeE+fZBYsovFS5f7vbbiFntVFalHM2Rnj/dmBAauqbIeaJqz5qAAda9oJRlMFas/dxHi4breH1Fu8t3mmznXNOg4hEOOoa2sYwxgRJ+CBGVqtztrnQJUMoljZp7sFsZzvUqkaK0Yd40Xg2ksDrAZbLrkxFf66+ZJ5vJy7GyNPNQM6ZD5+v+eSqZ8iFm2lkm1X0NZVMKZCLbtQp64VdSt0mKwpQqlbBATt3htQHVpAaLrSbeDVAyhooSWgSkC2SINXGTGPh4KBl2bUcHnUsuiXOFH77C6/wT/7xf8X9+TGdtyzaeYVNBRykkplTY40LuDp4WaugWGcMnbOs5/DFtmMqhdYZUjBMRrg1iZscq6BUa6Qd1KIs6KKhLRaTYJsSzujBHpxGcacszJxnW5vRJBXWMfGgaTl0gbFyeDkX4lS4yoVfee2UX3/jLj/6/JzffvMh//I7H/PJ5S1nixkPvOcenjdPjrlYT5ikPPHf/dJL/M0379E6rXZeTQm8Dijf+vCCXzo65P2LtR4qdRVIVnBz9t5nffkrPFYtpSLC8SIo3w30CHi43zYE5xiLcL6NrKw6GIKr+hJb6CcVsuWcCUaggd328trpEXnUDbxtHaFxvHb/iJeO5jyYt5wdtpwuW+6/dMDZy0t+7aVTumCZN57jpkGs4d6DJadvHHDnpTm20+E3NBaxWmhGfeYyWjvpCsxDw9Es0DQW74S5t5gY+X/ffcLjR9es1yPbzYCkjPWeKFpYJqUwb4JSPSmxaOeczmeMWYWsU8kcdw3WGg6ahi7YWq+um2RyKpZ+/fSY44MZszawKZkxZ0aFPGmsYzFr8LVxLuWiULs1mj8iuqVj1YljDNjgcc7vvehvLpUiiRSu+okswoNZV3OMzL551LCLLyj1mVAURQ8ndUoMUYe0XbOoNdTyHosXw9JZFs5pONhuMBJ4MiZeahp1ce0uTdG/a+tN0wCN8+rdNxZjDF8+Wai63+2qhH8GYa6D+FXKLLwKKRH46eWKOLvH4STc8VpOhpW91bZtbQ0G00K7t0+P+OqdY7pgWaeBX18uSFHtnpSqQZJqkZfquNr9DOjRKjNL8oJxqv9oLJgkbKeMmzm8d3jR96DxWsy02fYcHS9pD2YcLFq+9rVfpjjP5nalg2zRXFa1v6p42VjVtfjgOFy2NG3Ae6e5KW73WVZUpVJyO3usFUgZrqYe4zQMLziP955xNaGoc0abPevCWoc9s3tAjMF4R2vY61CkGGbdz8cBfiFCMOWMeEeXSm2hU37o+5drFXSUSF8y0RRC9a6XPLFebXgSC2cHh8Q04uuLkEU3hLwRzEJtdL3V/GffGFypxHDNrKbVut11nvjtszvce/1t3v3pO5yPiTEXsheYdMb9YD1x2njVfqkDEClCprBOCpEWavZ7PdQEIRhLY7SR8Juv3uOPPvqUnOpEHDN0lpsnG0ox+Ea1BK4IeA0V+owX/5ZYYUg6qAXjKYvCFDNLb7mddMK1xvJoNdI0BgmKjmxyYdyMWlnsPEjWPIaYcVZ9/AvrsY1l3UeOZjuoSa08t0PizrxhhoBo8x+DIZFofECSMFLz7GsAgzX1oHCuilNKfRDtCxFK5bJzkcpvViundfqiq3SdGBN+Z0cqup2ttgPF1gjQevAYZzg5aIjNKffvHND6woOX36Y1kb/zd/8LvvqVr/A//I//PbOT+1xdPyUizAQOSlBoFRVm2aK1wrPg2BQtbyUbHs0Mr5iOpzHiRJvxEhrruq1cnavWqEzGRmFUxQIuWKzAKBkHTEldG50xjHOhTWDF0W4LcxP29d+noVG+vIrBRhFyyszahm+8dY8UVYdw//SY/+0vP+Crb5ziveUnHzzHivDNLz5gYS0ew7Jt9CVPBYfa/pJYvvn2ff78vacKZVbUyTaWA9vRFOFiO+55yFKFM1J1CcugrZmxaAPoS7M5T/ueC5mIRaONl21giBlxplYa6+8r28KQ9PfXGUuflB5zwbEaBoKHMddAF4SjYLBBP5v1woDVz74xhmsPr3/hDrmmjELdYr3yzi+/dKj85pgJTtMjG5RaAQjeYK1eDLEUQq1jLyXRGR0Yv3G6pAjcxshs1tA4y9NtT2sbJjL/zyfPaFrHrxzfwTrBFmhRRG7Kjn6IGtgVGkJ2zKuDpq0DsPEqeGvEKr/tLSezQDLC8+1GuyOio5sc4tVul0YIjf4+EztdU80MEIMpmbO24XHUQ/69m021FOq7ZgWejFONLJYXl7PZifjUVues9nkoyqAXdE+udJFhERzfeHhH65Zj4dnVRrVDjd83j6ak5+rHm55HQ+S4tVxNRWFso9+M1nobfno9QNElylgNpvrTz6/5xoMj3r/ZarkXikzoJSm19VQHdYfhYjtx+rDj+5ePmc89fxonpnXEFH2mrKem/TmG0XB32TAzkac3G2IRfv+NMx73ibfuHXC5GrkeJx34jP67O2uogq9mD6WXba5Wc7XZeqvIZNc5ppRJUwZvcVHRZl8zcX7w/e/x5M4hp3fO+PjRM7q2Y3OzoY+a55CzKFptFbs6mLdsRn1j28bTT1FLuiqatsvK2WFdYGv0saFdNERJhBBUZ+ANEgUp+jtV19dOL1Dpoh0VU11ZBuisNvmKCE3ncN6w7cvPvfPNPkv7r/jzj37v90W8w3jDzFq264Hv3m5pvYbc/M7DE26c4EygFS3AuZwG7prAnz56xtlixkDGFYc1hTAPSFBBh3Uwed12rNEfVj8TqbByVf4aTXK76xtyFq6uexYnnXKiQMISs9BOOiFl1FdrKXWTrLxq9XyaytOUCoNZYzmeOZ5PkcYKyQgyGHxQQR+tUyh8ZlUBepvwSSBYXl22OAosVMh4s0rEInRev/9URDvBcyGKsOoT84VuTzfDRAGOu0BBGEzm9jayfdYzP5mp8K1mH8y7wNUwkg1QCl0TIAuTF7pYs6ornCfoBb6b7dXfrA2LO+6+7HQW1pGmrCKVrILQmAvBWxpn6Q+g856+ZnDj7B4m9LXhTioElsZMcJbLZ1sO247zfovzhjIJy87j5oGYM87NuTc35LDgSy/f5e/9J/+Yt45aWBxgJPHDT5/w3sePePL0Xb71g79gVgyNMczG6hiwSjeNJeNMITaVFrCaaokYXk6eD7Y9uSJDDpg7D2iFdRJRgWpVjBfR0iWN0BeSUYveaQhsnCZIsiksJwumcOWFu9lr9kXJygmLinY+HXoab/l7b97j3mxOEa10/u6Hz3DO8fKDY07mnncubnntcIHYwmFoGWKkcY5NShy1DUMpOOt4shr49ifP9t7wnHWQHUxhGCOhGPqhJtrLjifYxxDhZo5lG+isYyiJKaqFtLEO42Az7SDz+m74qiTP0M0DMmZMKkRj9zHTU8503jFOiWzRAq6Y+fLJolbVGq7rQFBEWDaemfdMY0Gs2kT7PrO+HpgbtYVVUIxBCqZxvBw8fSqcnDQczRq6xjMMkYKKFVsDH9+MfOnBAbEIV0PkLFtMsTTekL1nksKfPbrEFOFXHx7yye2IGSdeOlxSQqAxjqs0KUqApkpuJXPSNBQMYxT6NNCEoGdJLmSrgHtGQ8q2eeR03v3/atx/dH1Jf5sZUsK3gaPjACPcrgdi0m3w1eWcR32PMaYiV4oUGcwe6laNlb63x6HhMo4qmqu2PVdFexm9QHe5BLbqBV476jhqGr5y94ApVrGhMQQHT296HYgaDeLOgg5YKVNKofXC9663LINlzGrXVnGxfv1n21idQy82b1UlwMNlw1B2nPaLECe1XquN9qgJPDWJRWuJo5CHTJ8TZBVJNouGZWe5vkmczQLjFNnGjClw1jXcpMTcOt68e6QLixEkC4+vt1oNX5Fsh4oebaX3VJKkP483iv74qrFYpYJzSlPYYJjhab3T31FFR9u2obiGJcLz257r1UqdJyIY45gFj3EWsrq5ppodMguOm/X0QrSYa0BRHRCpfLQxgBOWhy02eHDgvSWNWt5njOxFrao9ql+iIgv7AJYitN4w7dhrhNOuYeuFtE689+1/+wL++Zk/v7jLAIMrGkeKGD5PE9aq2PB37h3RG0NrPTkVbPDYmjD4rFcFezSFDovzEEWLeBrjkENLikJTleCmqF84S9lnLfdJK36t15/vsp84bAPz45ZihSmCcYIvSlaOJWNrtK5G4VdrRylY67RfmxclJNYo/J+k8HjM2rKWDGZmCJ3l6npkufB0GZadZx0MOKFrrfpTEYYsPOoHzI2pkcj6MK8HhSktELweulEEu7R0B4FNjDy52CK5cBUsB8cthyGwPPQcLpekyXBznoiN2gjVxuPJJTGOBSmRs8VM+XyvApXO1yk/lxp0opfjFBPBay2pMWgBjRHaJtB4C3PP7TruPwsRhRajEcYEfZow9fDTD05+5pkrGLGKZBihSKZ1rnaIF5JYFp3DdA0pJYU5py3rxRmnbPnw2S3f+fHHbB8c8Zu/0nF5eU28fMbXHiz56N1zrIEtmUYaVaxXDhEMTfAsXeSSnZ2u9m4gPG0Kd1xL6QvnSbPIg1Ghoa/xftFUV4Xoi56MIZqsDZvFMFt6thRm1uFHCElteCIGm3QQsKamCeZqdS2FgCHHwr/4yWMOlg3/2RsvcdQ2fOOXHmAM/PTpDb6Z89bRkoHCgW+0Yrno53/gPd/69DlffnDCX773jPWoQbIRMKX61z1M24QVGIa818PsDwlR6PLgMHA67zjfDIxoLkBoHSUbysIw3uT6M+lF5DrlNa1/ETTVzb3qeSbdTA47z/lUmLJeRIdd4Bt3Dni2GRQqz4W5h5Vo6qFz2j3Sp4idMstZYLVN5AmGvrCtUHCwjlePG2TpyGJ48miLd4Y7feHOXEV6Yx+ZBU3fHJ3l7TsdyRjwDiExuhbfzfCzwNJ7zq8ucfWi/s7jFd989T59vyUZV9McC01FycasqMMRuggYY0lk7nQzbmOiMRCC05RPU1g6zWg4tIactNJ37hS1eOv4mLGL/Oj8RoObvLYVvnUy55ObnikLH623tRSpIDXfQy/PWhu1H1L1mr3NkVKyRoJXBEibOA07x4Ld8c8Cv3rc8YV7RzQuqMgu6Ias23xRWyCFMUcaGzBkjNg90jRGwxfnHR8OameaGRhELcqnzvCsUhHWCjnppWaNUho3Unh90XK+1hAua7R4jCLcW7b09V2ON5Grtf7dUsAHRzsLvN6aWoDmuHc38PGTNaaK/LBwEyNfe3DE+083/OTJFfM28MrJAuMML9+Z08fCs/WGIekOEyrKlERdaUaqyLaYWm6mdPJmNdI4y+9+/Zf4k48+Qir1EownGEUr+u2A9Ykths2YMb6BPOwTc3UI1hRWg6a7GrQ1dbEIiKhFveys8Ka8CBdTkAAXPPPjhgftAqTwwfNVpRJkn0QJu5wd1BFS1Olj6nN91gbOY3qRRwAaab+K+tz8nD+/cCCYOU8RFYjdMrLNL74hYx2lKIS29IEpJUYpLI3nnWGFcYZVTDxoZ1pKUlRlOaUaaJs1xdNJIaaCL6pwL/Ui7ZxDvIb7pFQoQSeqzmvHczGFoVh8hYVB6YFSdq78Gr5j3F5EYne8CjsFu8JJoXLUxdaIXCscHTaYLBwHy1XJjFcCjWVcj8znLcYrlNjgtC9+R9uIhrE4p+JJE+HkTkfJmeRASmYakiYRJi38ab3X6dOopSg2YO62lGh5frOl856YM5HCsvUsu4aMbgng1OaTVXFsQH3yonLGHWqgOd7CfOlxbtd5XsgZlgvNSeh7hVFTUaSlax3OOCRquU22YHJN+Ss6nWYyRTLOObbrSQtkJi37aK1h3rZ4J6yyvoBYmDZXfPX3/gG/+1u/xnbV8+YrJ/zhn/w5m6c/4N1rx1feus8n731Cs7BsRC/bhHL+rlbUGQqII9tM8LoFINSBVYVvaQGvjQ0XMRGFOqTVjUD0BcxV6DWlRAiWO85xPdc3bSaKiMz76vyoz49YS1ttW9qeCHOjEcn3uxbTCJ/fDqzWE//y48/55tldXl524D2/+YX7fPR8xXzmaIplPeqQnUTRi//jncd847VTvvfpBS/dWfDO4yt2YS+qYRGuVtPessUOGmVHFdRnG+G4abjqJxZNQxQ9qBZd4GIYKZuCaQwSKxrs1XljrUGyUIpBcmYjmabx2Kqgvo2JEoXGOUpTWI8RSuHd64Hjk47UCM47GmcJNYO5mzkVcTaOaSg6lAU4XHoa51ksDY2Y/4+zN/u9LLvu+z5rD+ecO/ymGruqm81mc5RISSQtyZJtEA4MWAngGHbs5Cl5SQIbyJNf8m7/I0YAR0leDCR5iJNYQIwYlmTNIkWqW+xmq4fqruk33fEMe++Vh7XvLQYwachFNpvdQP3qDvvstdZ3fQeutRCHgt5OvDEP/Gg7st4lbs4KS6BpPSkpw6QwFZbeMU4FgtDGyG5IfOOtL/PotTvcP2n5X//F/8GEjUhny4ant7csuhlDKly0kZyUGx3xSRHJrIuFm7XOch9mwXE72pnel0KfhdMYaL2nn0aCOkbMIrwVC8vJYimmXXRcNJGXq55WPEmEy8ESUy1fBKCiAg5bkWIb5cN3ORUleIvVzSXjJZjNd0X5QjDycRBhEq2ZHQZzf+POCaMtw14Vi9oMqGJW06OtJEvNY0AqHwA1iW0OfGXmeHe3Z1TlwCP80dYWbVkLWmzqPm0C+6GQxbHbTqxDIAXogmMmQpAIXtllM7hb3Y7MSsF74bbA8rTlC7NAmyr3IphC6vntzojndXo+8ML+9OnaYs+xifu95zc8Pl8QvWMeHQ9P5uymzHpvUj/zZ6CuP6z5mkVPP2aTYTplTIWzecMfPPmYIA6n3jhFFMs2cdUrImeyczQkaBrGvrdGWixZtwa50nnPPieCc0cJcMYay5Rylaw6u8cr2uqD4+HZgmGX+WB9WzNCOLAP7b96SBut3hA/9vlQVyOX1SfloGltW09WMzrz4SdTB/898ce//o/RwlkXeGe7p99lGi/ca8zudDlrWY+JZ8OezluD8Ewnrq62zJvI3Rgt5KM6cbl40G8rLlGjcrXyWQQas0w9uI01weOLHV5BoNTpRSx0x2f49HoPRWi8QTvByzH0o3EO551NAVpzEKynOnIa3p5HbmoXIthlqMU2MyrQzRv2qe70dyalW3TRyG6hYVtNO5yD7I1tvNqOuODIudCeR7ozz3qY2OfC8ydbtmPm3p3OshsULs4iX5p33JZkudsOhr4gI8xnnpLhdhpBlYuurfLNutOv31U5FIL6vgQQ7/A+EESYnwV8I+ZZX0tGwbICWu9p8HSNZzckFnPTTxPNW32qLn+hMmVDMDmWBPve2mDSsv4mM6iRFJ0TTtsWnQn7odp1qlYCTOH5kx/x27/3O/zovT/hjz64YXmno5cL/upf/RucLs/44ccf8mKzNnKhCjFVExmUiULM1pSk+Mo21yRGBr8VZw3nRkx14IOtPzoJXERz3otSERgPtLYmmTqI6uhq2k9za1p67xxj3ZXnAG0xNcxQo4N9ZTaLCvPgeb4fwcF+n/nwdstME1+7f8Z6SizawJPdnifrnofzjgn4vY9eIt7xMw/P+N0Pr/jmWw/47keX1uiKEaOSKKv9VCO8BR2tEVY5nGvsRCgslrFaElOtqaEJkauhxwWBZFyPoy5cBR9d3W2CeHsWKHbhuDl4Fbvk9iOqsOiCeWSkQvuw4615x8ZZeMyijTTec1pjr9u6knE1Jtqsr2E7TKw2iU2fOWscHz/bs82wqs6fPsDDZcOIELXQhsDMmaFWGRMyi0Yky6BTofOO1x/dZ9hd4sKS7330KQ9jgzbCNmUenSxx3s7/VH03RMS04SK01Y1VpJCz0niTnjYqNN6xThOohbsFtTwEJzYYvEqbtHXkaRe4HRO7vqeZR/xofvhjlrrTprLKqXeWtQTogWdhhQs1NLNzwaBrbNXpnf0cC/RxR+Lh2czzhfMTcL4WCZCcbE2aFS2JKGL28N6bQqGY8gSp2SeVPFxEeC16no+mQIkivNxPRz5DdMEkirVIiVi+yCYnZt5I2m1omDWOzVS43E5MuxE3JJz3/Nrnzxk6x7IJnAfH6B0R4yeNwIMYeDEmvHfE2gz4Gnzm/cGO3c7sps9cbQfO5g3Bm7y47SJBpb7Gwtw7DrHWqdRYdZTrbSKnTPCKdI19D2KkWVFhyol9LtysBproq516w6435EbqdylA19ga2Bom4yCoalUKWG3y3tudlTOxdhAnDxeUQVlte5Nmusozqc0a/BhXQIXjYrgittRhOjiLD3h90TEVmM/NaG/YTixjIGnhH/2D//af/Ltq/r+HVDiyjJ5//eQa5xyh8UgufOO1c17uBooz1vB9mdmDgnAneZ6JZ1+MFJS1VHmhSQSrK6Z1KVpX0pWVK8V202nKRKeVrAQ5ZVw1B9KhsMmJfshHRzzRQnTxFUNTzLBWOXh920NvEaPWMeVS8B4+7BPt0jEOh6nenL+sGxDWUY8ujfubTNda15fFHPU0ghGkbLWy6zOzNtI1HplZEd711iWynSqSIDw+m7OQwMutGb98tN0zaKGrHb4vnp4JKcKeBJUQeEjkC+7QtLgfk9O80p+aZ4LSBMVF23GX4+kBl8TQk1zd3Dw0OD53b8Gn1ztO5g1byQwpHSeLpLZ7HopNxSWbedKQMsPNSJw78m4iT5k2RjbTxNw3lB+bJEQLfvYaP/uNh+xWW2bLeyybnn/49/w7yokAACAASURBVP9Lnjz5c4aiPH2+4c75HT7dX7IbR7oiDGNm1gbLDPeOkWKQailIttQ9V8lNztlqZFJbS/XeOCO7NEGEl05RKUwuH8lGsVhHL9XopADu2lZDTuxclNqInkw1lrsYKbVguu4WT67rrOVpw+pmsCbGK7/5dM3v377H3/mZz3G3a/jcfM7juXEWxlGYxYb3nt7yga75wv0TfuuHnxqXob6hySnrzWiWrwJajYhepRsd7jClbRzLtjEyErUZbyM7Et6sJ5Bgl6JWB0lpzPDHB8sBkVSDoFUJCrk4pIN+LCy7ls1ga8HGmemTT/C0zbw963iWsylXDv2JerI/hJYZQRXAzyMnnWO4HTlZRijKX7634CoI0jj2aojg6ByhmVGSaa6nEmAaSbGhLUr2QiiZECP99po/e+cHjOOOzZT4e7/6Lf7V998lTyMpZT7ebnhtPrcBICihOLb9aMU/BEanBKcEF7hN43ESbnC4ZK6PoWm5HUYufC3ERRlRWgeDQiM22MQY+drDU37wyQ3D7UjXRpJrYNiTasS7r42AYA0lByUCgJoHvSFEzpDI2j0UPcyIJgss+cC9gr/x+B5ZbLo9xCKLc+iUDCGoTV9OmQmzTxZsMlcxKDroq1VcX+Cbpx1/tNrX7BBTVDi0WpVXJYYIikmMS4ZwFrnZjny2WaFjLWoi7JzQnZm+/sE3X+Orf/IUJxbMRsrm5kcmOI9T6IIeiXEZuGgiN71ZIJeKlkSEVDJRHD96viaI8DOPLniRJ9pFpCuRsB7Zp2SrA0taYkqFMhbO556+tZXJetUza82u/6xrzYk1RCiZ05k3LsVYuLpdmc+Ct9hkX5uL/TBaOB+2Si5ZQGq7WKq1c5UkOickb7UnNNAtPLl4tJIDDmi2HrZDtTGoqsXqHGlAQINxgKZkkvWTezPy1nOTE90Y6YMyZUMif9Kvn9oQNE74zRcrcx5zxj73i8hOldOTGUmUZQj0Y+Z2GghBWOKQ2PDw0VsMt59Rpj0Ux+lFx3Y/IlGIweD5gCc6M8DQbOYNXirk7ywHYCywaD3SwDAKKRX223w8XGjh7TtzXu6yfdhQndoqFIoz2SFaO3FjaC4Wns1g3tjjPrM4iazXE7F1RsBR8IMyjYUQjMF796Tl9irRzIQ3zhqig+uarx3FM46J6IQYPbk1KC9N5qEuAeLdCLsE2M6sd8o3LhZchonXR3i/TnKpGBcgIqyGiUY8e29RloViXXklsZRifhFH8s7/rz4YOTI66GtKnSsWY5xKMWew6tuAUqExz52TzmxbMfgrJSssHlfbLKmFSZgwxyyfhPXeoOymDZw3nt1JzSGoaZFawAfPFx7dxWflwVd+hvzykp6Gf/5//wZz3/PHf/z7zM4/x9tvvs7l/ob3PnrCziulUZpiqZedc/hJWUvBeYPiXDZEw2BzI/KEbE1kjEYkbKorXKdiDHsVi5ZOZkbkyIi3z3R+XdjV5iqphdEcpoBcYTgRs61WhHXOFC+0Vdv++nkDY2E7mVsjHlKf2U3KkEdUC0OGvmS+++cvzDNDIUbHBy/XZAzCR4yT0A8TwTtjXWdlY/dCvfC1vuc6QbWei1nL8+0OEUcMak5vvqJj9QYRb9OpTqUGqphPvFPzXwBoFo5xV5CpIEVqAqIZZsXoid7Ra2FRiVdPh4ngDJVJxWytg7e10zQkaCNtcEwl06k1qvPTloKtIdbeVllEB0nZO2VRCkO/gSKUKeEVog909x7RyI7VfuC86dimhOrE1dVL7l4seONzX2Pyp/zy62tudlveef6SsQSWbcOL3c7OfCkEH5m3jiklNnnkbmi5nZI1gA4u6Og1sVfjozzbb3jQLng59NwNttPvKYyYWsTin82+t3GON+6c8P7ligmI88jZnRnXlzsjnGLKF4p5RJh+3iZKB8cUSi1KllwvfzXVTTGZ6CGVD4H/+mcf8nKKdg+qfa9S1T8UJedUTdmw4uAUXDkSkZ0aulFKtmEM+863SZk5x3o/4QVLF8QyYLR+js6ZO6CI+S48e7klYwOfdorH084DMcKZBu62kd/4nc9q85Nqsm2h9YGv3Ov4aNXjU+Hteye889x+lohy76ThdperH4r525ghXfVZEJgofP/ptZnonRrf6vykZTZ6VuPANB7cNZUpJ8rkzF+hKKlPOC/4pmFIE22wxsr5wNDYn5VzNq5JJecePm9xJi8NrpKYK2qQVEGVpNkKfVFigKZrSNha7a/NO4Y01pWdrZ5CdCwXET9vcEH43967wgwzDzyAuiBUC3Yrk+EfnRfuLs95dv0ZEaGoobQNvq6a/wMagt+73JjxTIBSLGLx23fPKTVG1sx+hEET95uOKSuXaeArbz7i4rThdvEW2/UzTrrIOI7sxwmXlbx5RY6aKBY0lCF4YRAj9JRUI3YnY5cWsYvswGyX2n2puKM3tvNSE684umWpqKU0BiuaTqDPBQa4cMpNEbqZo99lFl1gN+Qj+NqdR6ak5KGQdwbWzU88Isqn/cCd6NHe9vfbaaIUM8pZziIp1UbAWWfr1R3ZzIvWc30zkHLmkwBdV3iBsM3WYavYz7jZDYya2U8JLXDRNQa51/9INWc6wMZeOSIgCpzPvPmgFDuY0YnZQBcLXtHWdkoHQ495CEyl0DQOFzySjVRaKjSJczSjokkoURmCwQ675z27KeFUOImNpb+JdakxOHoxjwNL3sw8ffohX3rrL/H1R3d5mgde7EZ+67f/H1ZXLzg5XfLOH/0pJ4sTHn/la/wMhfc++YwmQ6Rwx0fuElh1Hh+UGzKb6ug4jVYUQwyU9UQZzMM+RWWRPSfeLKBn2ZIhO2chUEY6UuOUAN1VIcFx+qcW33pz4RAGKXRFD6ILFLEsBAyCJTn8InChkakvpDGx08S/+uRTfuXRQ2YO9lPmB59ckq0+40U46QLX6968EpxxOYYp4RtXPSFgPdn7tbyCugir6xx1yv15x8tdTxMtJKZEYdhN1RcfkKrgcTZ5UNdxB+i1AL4xa+80FbQUSI4sAr7gO4dOgiRFW2HmPNtSiMlRnBoPpyjnnWM1OCYtaIZSEbipmG/HVCy4LGPFrIjg1CJ1hz7RdpFJCuusxJLpVLhJhc/ff8SXP/9FvvDmY/78T7/HVXmOc4EmCagnFWvs9kn5wr3M/Ctv88H7T/jlB59jvgzE/S37TyZ200TjvOnWi+LEEyUfMy/uxI7bcWAlAw5vNsO+cELHKIn7y0iThF3ORDV/jET19BAjr4Fwtmi4v2952ff4aBkNb9494aOXm8p7MgvtVBtQ76pSyJnV5sEeWID7s5bnu6F+XdYIGrdQ+JXXL3gxmHOjUBu7nNBsKK2I1uwG+0OUQlFnSXh2fI6eFs6be+RBK+9E+EIX+Jeb/hgaJujxHM2iJyncaRte7Mfj8zILnuKU+WlLnmyOe7ObMWlhlZVom3B6LczFU5w1i3/yPPPGomHSie+/3KLySkHRqMmPfR1McoXKswoipcbV2zDikuPyagdReOPOkou2oxkC0z5xNY54B5uk9CnTBYdET5qU3R5yv2cWA6eLBu+E6IUmRnbDxPXGbJidq+6C4o7Ok4dBYUgZ14S6jqGaR1nKqJbC6WmL6yLfnDfElNjd2CqOYlwpX9Vcvgl29nD8rS9ZgNr//qNLDuZ3Xzht+GA91LnOPo+tKv/m+x8QWuHizoLr5yO+ODT8+F32F2wIzI5UWSwaVJXtJuF8pO+3uLZlP5kxx1gKjdju7aPVmma9ZtlEJEYWQXmxVcqoTFMme1guIk6UR017ZLVv95bUNQ8NH79Y4+aO3WAHUpxZE3t/6EgNGLfVi6OfONx0dryqhAqMTFec42wWaVW5HBILF0iirLMQFKbeOux0yHVPZiaQVxOudcSFY71VtmOi6YI9/ElYT4W9JgKOeRs4aT0308h6GHCtR8fJMDdvNp5ePL/0xim3Yzay0KDkkrnZKu/d7m0t0wY6YN5ERJWLzsJvXm57bseJk66pPv/uyI7VOuHb+zZ7TrtL7LIRtR16GUudCoXZPNCPCdcYSdPV3AQLUlJ2TeUC1MNT1PzMp6DEvf15M+cYRjM88o1jKTb9jVRTkdBULXr1oKgVaRx7fuNf/zYf/vkT/vK3f4k7csOzz1a88/FLThdrNruRlHveGK7YPnlON3puUmJy8HQa+TO1S8SJ6ZvfXHSEKNyIkpIyDhOuL1BXCB6baPYlm/UrZhJV5h4tyZCVrKh3NFe5WmEcdMxyqJXHCcR7YVbstMX6ns4cNHPPD2835um/31HvCVQtxjqqZ7ea+EFzzc/ev8P3PnlpPBpsIP6Ft+7zex+8MBe3A8+rXvYkGIqlr1kHUneKyGFJBCiv352znkZjyVcXsy56hpmRckuuFb/oEW48PD2mVLCf7aOhBarYGS6FMihhYXbeOWW2Q2K5iMf0ulzsBa+LETdXY+akcYg6dk5Z95ngBR2UduZJxSLTwzixbAKnotzsE3PvuQiBYZ859QGyPceuKI9CQ0fmZPMR3/3NHzJfdMxnp4zTnlYcTRfJ2dO2M+bpktK+ydtvBD73+peZX5zz+ld+nrJ+zj/79X/G86tnpD5RysR2HJm5QNJEX1d3uzxRPMwITJjvhKqw94mL0hCj7aElYefcQGJGsZCvgz2vOOHtB2c8e39P30/M55Hrknjr7gkfXK1QTHpYP/q6nzfWupTKCaroz2oylrg4S2/NzuG88q1757xVw5ii48dQOeMpuWrZVw6Qc+UZKXXHDVXqaI18URBfTW7UmtztYPyhMtmAMaE8XljI224qxMbzYhhIFLsPukjaFfwsUIaCj/BosWRINuBEob4eK4K7KTNrPK7Y5/HZdsKLcnfR8vRmX90VYcNw5ACNSg2fsvtvKq9khKXUqbkocXQ8eW7W7vdOFyyWLaF41tsRsrAdR0JwlKzMF425hIKloQosvGXtjDkRnWc3TGgI1QiMWoqVlI1/47MYMpZtrXLgUIkYKtNdzPjyWcfZVNB+qk2dVuTOGUfEW3Ku9/445Dls/fP3vnSfP3x2izjHj276yikox3NyaA46DTz/dIPzVKt5kzP/BzUEB/arV+E2ZX7x4X2Gkpg1EX/Ya+bE4/mSy92Wu/M55MKAcj5vQBPbXpE+03SR4IXZwhNjYLXp+d7VDT/zuTO2mHdA9EZ+eOvRCailrr3YTiwaXy+YxCJ43ri35JOrDeexZdE2NN40/6EecDlMzQdtrIczb9DeBQuuh1uUas5TdcXkanOZlC469tvM7cqgo1GEEDBCygTB25deUuaii/RZeTRv+NPVmoumYfQ2lfvaHbt0IJwo+1yYJoPu+v3Iep8sSlht9ZDyRApGqGwbR8rCahqhmJ77UAuMJWEWrqXujsFev8kUHZqKEY682a4itmeaMJOQIHZppSj4lM15DPDO0Y+ToQJeIOXjnjI5pZwLZaP4m5Hr7WghQcVWQeIEktKcNajHnLHutOwu9xzyF9vFnAd37rDe3PDZZz/i+e2aP3rnYwrCejfgRPjKWeQP/ujdmgfvuDtrudr3ZgmrhUfLhk83A94JH6z3eOBL85bLaIVpOpBEp4IrFpW9S9kS+jKUru5CfTC6SHD4l3bRjrWDr9u7StqSYw7G9bZn2TY0okRgfub53mVPvi112tf6HXH8+7bGKEdxfPJszb22sTOoRtb89hfu89s/emZQsMJkmbzs9gPqjOCYqx3EQRpmKZAHHo2pSxDHrAmMKRmE64XtONmzkOvaLFiBKLk2icfS8Mq/QhVjMA+2fqnuLpQR8LZG6/tUJ1n77TklhGBkv86jSbmtDYVTSxJcxMBI4fN+RuOFSSazivXmc3Bv1pAVOi8UV1GKIVGcoYZFhHG15Qfrje23b1fMT+a2DglmsBRj5Gx5wde//k3W6ysuHjyk3675+td/ntfefgQsmf0Pa+60Hb3veXq5s++28choxEIvQp8yyxAxddRIDIGFOMaSwVviZxOduVoWtSlcMSI0lrKJ2uoneeXtR2c8ebZhNfWc+oanfseDO3Ne3OyO4USZcuSDHBRdmkuV4QljVmIlqTlvq8yfO1tyve/ZxxZVx8Gp/kAyFowB751DqxpCxPJh5l2s0Hk5OvuJd0eUVatlblKQYKcjicHzC+95MdjdMElhLPBg0bDtM1rMa6KbOcqkjKL8pXt3ebnZHwhOjMWSD4OZolBEmZIZqMXqH7MvmTcWc4ahcLXrcSJ8/DKZGqLY83NIhjw4nGZsAHPO3k+U6r2ShZHMk8sVp8vG+G8nHfsE236gn4xTdH7SwP2OsjHraxVlO1qSYFLFYxHcKrVAi+3yFSM8ejETNoccM3pUzeMhpcLJnZYHi8hZnyw4LB8s9wVXTbliEJom0C0bfGtrTD0ggvXn/cL9UybJvH+9rzwRORQDc/b0wtSAz+CzkBzMls0hWf4v3hAMU+bstCWr8it37vJkHJh7x1lsCOpoJHN/3hGQCgfa1LGYdWQX0GGgCCzngV6ssQheSCVZ7KQX1prIWRDn2aWMA9756NqKc+1yLzfUDkl5gTGu2zawniYI8EazxMlEVo4qg1yns4DF6H64H5CiuGKb4Xtd4HrMR/jdOevEvXOkKeOjIzStTV+jGV3spsysc/QUYlE0OLIXVtuBr96ZEfrALmWWMeBxFhIjjikYgUiK8EIz2iiM5i//4nogROv2DzrSkmEUxY3WLXbOM/nMoKbV1DpKNM7V6aJwux+N+ZqMYHN+1y4HV2HAgkGyuWQQR+eFoXalgieEQxUQRixi00v1+/ZCSabZdpZixGpjhLmkNnWGYIYRouYe128KTeeIM08iE4JnTMWslncjf3b7Ea1zJPmQMu7w3uGraurhouUPXtyQS2EeIm+dLbja9iybSF8yOSWerAdO2sA2mcd7Fnh3P7DYwfKiwZ9F9lcTvVceTI7dlOxybsy1MjtTc3QhovuCrDPRWZHdhsxZ8tUf/FUgisfg7Xvzli3W9D3JA9unG2IMtj/M5pyZqtxNsfOo3qb+SQvOwx9+eMmdi46hF77x6Jzf/eA5HUKvdZIoNhE0XWAcDz4Ar57kV6iAgBZmQXh874SX2562DeRiLWMqimtsvRaqxXKukiSpUyn6CmnylYFf9gWNJvu1m46j+cmQC3kyJYkhUoXYGcRcilbdvX3OlvLpodgkq1gs9SxAUOMgZJfMtVAEwZDG4oysFb2g0abS7KzoeoztnqSwo2HaDjRNYDb3aHB4VWJ3zmrK3F6/5P69BR9cD1z94Tv8528/Ak749re+wfffe8rz9YbpamtcmZyYRQuwGiZDDOwVCXPfGPQblKVGZqKscybj6bytU2aNZzeOMAl9th17rmc/Aa+dztiszYP+5XbH/dmMsiuczDu6znN9uafgzKLd24RrR9AmxozlAjxYzHix6/nW3RNuU+JmMunvLlk2hEh1OXRSXVRtgNDKPhdfDdsmsxSPwbGMHQXYDKPp5NWGFuc8wXuYCo7AL551fPe2B4S+niFVeOADey1sh0RQjsm3U1GmXeKtxwue3m7oQmRyxVCPQiVsGmt/0MxUFOdMmeIUOue53E28cRK53g7kUhjF8dU7S3KBT64tVClWBGSqiFnCEKUg1vyap0BdmQjcbkZWTNw/n1MyzGeRXZ/xKJe7ifOF0N1t0b0y8w17BlbjxFyioazoAZQ27lpV5UQXCNHRD8m4NKr1s7TV8jw6es28rlLdYSsiUBT1VfHi7a+DzXXOxfZICs4ZYbUCPbjsuD/zvNgnU8cJ1jBkxUd7r6b2tkZy35uh1E/69VN6BdjtJuLCsR0SQzF24pl6c9bSzKTKDNj0e04xSRMC237i7tkSaQS3cFwOmTEX9lLIrUAnzGaBk9MOzcrrpx3LGDhrY1VNCcEZU8OmeHfcb0lFU9OknHQGw15O049BXgcZljVLqkbg+Ad/+68Q66VHUdZDsq5+sp1OOZBuqkNcdMHCdEqNKS5wMmut4ThAfMBOE6eLhh/c7Cy8Jytpn+lzRhuPTILbC2EHbK3IioPdasQB9+92x/nMIZVJCtOYLVgnT2yzicVFrYnqnI2ETkyak5NyZ95xp21YtA3L04ZliMTqmNhPptUPXvDBLrlJqg0wjjwklrOGSYzbEef3aOZzEFf9z32N7LSmpmRhmgwu1Vw/a5R9Tkw5c309sL7s2VwNrK5G+xnzQBSbFKc00kZPKomnL57z8mZjMlIvxBj5eGUTWxsCk2b+7HbF82FkxHZ9Yy2Gm6kmKvJKvroVuBhMiqjeIPe9WoERBTdZYp72UDbKtE6EdSFgxiWbXGiyZxWNn6FaEQJ790ZYqqj96Zljkyxc525jORoiQnHmyKf1yT2YitgTjWn8vXJ1s+fNR0s+u11RVOmhOqnZX/s8kUZjrRfxtQuo6Wj1/Nmf6fjm5++wyYkm+ko40xpEJbYjT0bqy7lYl1d/lneO4D3eOU5mZmKDM3RAGkEauwuk/o+2BQmuohHCfjeQnaCjFU6PEWMdwqwJ1bNCiF5p67MXRNlkpdQ4Vx+doWmIWT8XKwapKCMO8QHnTAXTOAsT86UQFO6etszUTKGGaYJUWJyc0S5n/Kv/99/w0XXP5eWavN1Y8ExNtPk7/9V/xy//5V/hr/3SX+O1u2fcPVvST/bcTikZi9tbANsuJUZNNplnrb4qwpkPLL2ra6VCj+JCoHWONtg5GDGr5TFN7PvELHo0Fx4uZmx2AwRhhkO3pkE/OWl5uOiMUOap349dCtEJZ53nO/c6Xl92XE7JIs0x1r9QEQrbbgPODN+coK7KIoMQQsAFi+IGR8mF9dCz3vc1At34SSKCL4UymDph0sKZd4wOhpzRXADlmw9mTFLPjFYCnVg42DIGCJ7HswUeqyU+C/MQaVp7pROZlK1JDWLywlgL2WGr9SIZb+Egkfz6acu8Cbx174S7XVt9ZuwMusOBrYdWUIJU6brIcSVSVHl2s+V6uydN1qRMan/PCcYxwdys89fDwFizWZiyedxUu+gKeFS1RvXGMIjNXnzleohCcxr5lbPT2k9IRQnrRK8cZaKI2DNWjM/hxPhYrqI+pSJH3nn++hsXP7a6OBR2R94Xxu2EIIRFJDssw4Wf3BD8VB+Cf/rP/6d/HFX4uYszYhBelIE4mXZdxNH5YNPWMJKdAw+fXG3MN0AmXNdyeuc1btYr9kPh4uzUmOZSpWHeTEb+7P1rnl/1XK0GNuuxEpuqpldchUnsw5La/RStl67AvdZzqwLZOmiBIxP8YPP5+z/4yKYlEcTBzJvjmaFyxsrMxb7ZUuznZ2Acs03PjZGKnBO8p+p/C6fqyckg84XzzHykaTzny5ZGHaNkfDCZYC5K6YS4L6SZw/eORQxc74fj7sdVOWEuyqJOFvvBCt/ZrLFDJ+YPbysAM+Io2EUQo9A6z7zxpNE6yrbxFAz5OG0DGQdRcAXmjUnCumbOqp9wswX/6a/9Le6fPuCjT98njNAVod8kZISyL1DNZcbJ9NqHjO/oA9s+2esF0pTRrHSzhmE3Wb44Ft5jBimmgHC15NyZN2z6EXGOB7OOsWQjfWXr9E1FUfe2FejOlfBkqyI76pdjYoFnKgWvQtuY37qoSci8EdjNn18TYTKoNohj6R3rnDnFcekTi2J6Ya3bk7re5e4Z/O6zjaEOqqyHzL1ZYxN+qZNyXe0cGonDhG1Nr3LStnx6vWWTMm/eXTJoNa+amf3uZjNRRJj2uZIH7UE+kNVQe12/9J2vw2bL7ZA4m7Xs02SSNmcTRhRnlxs/Jl96tXs6rkXywUJVMYthqRyFA59BAe/wjZAHY0lt+4l7Z7Njs5MnZdEG2hiOqwzEdrypFq8Jk5GdScBJYb/vKaNN/82B3BeUJjiiqJ2RSowbpoT3nuyEwTk2+77SOE1NRJzx2qNzLlphvVrRSSE0nsXJjN/+t7/Js0+f8wvf/gXwjtdPTzi/eJ2TOy0/+N532QwjjVhGvRaDxHfZVA1eBa8mT1URep04C9ZMZSfcjCMBh3e2Z3daWfgihOhpXODdZzecNg1DymSxkKE+ZQvCQZi5iE6Z3WhdyxfvLJl7z6+99ZhffDhng+PjpzsykWUUhmoo5BEWjePcV0vxelmK1nRRFWtuit1bCStswTB19CAJ11eKBAc4NR2+FvNwacUx94E/vdkfBlaoz1tRITa+GvDYGmoq9h0+uJgxd4G+2BkRqZNzNiXWzVhXs8Uks6WuUH0961o72L6fjsFuP7zesWhbooNZGzmbNzgVdilDbSySd4gTural5EwF6WyorEOjU5gFh3gjbi6aBt86ms5IfOINJfPOM1PjsK1WvSlKgqmXnFQUVhVcMYSHV+uZnA1F7e5GfuXeuUl/p2yBU3XNIThDWEWOqyAXnNWeYCusVA4goZjiqPpTqMA3Lmb84Hr/ijt3uHOwnco05FeIJY5/9A//m3/y76r5P92pcBSGmPmd1Q1fXZ6y0MAkcD8GXvSj7csnZfKR62lg4YPtWVCGfSb4ga89fsTLZ094/PAxJznRt0ruN6yTxXj66rSEKHmCCgxUgyV7s1q7IhU7pNJYl/fGxQkshC92DeNVD41nyplBwSeDvyX4SjS05Dy75KwEtdEzTAUptg4wxriArzHNU8Y1zjpz7ynOoMCkZkQ0ZdPedk4pNalQS6FzB6c25UpAnDKOtn9vbxMy85yLJ3VKisrdxzO0iBkVDYVpNBi8BCFmR/COPJqtcH3czZMc2OVEppqSOFs3JDHf60XrzGq1Ik4uejZqE95yvmC32ZK8R4C//Z/9Xd68M2cz3uerb5/jm4ZvffE1/un/+OsIsJ4mxlKqLNIunJPg2SLkIdN6h9dCvzevBTNKKqQenn+wwnlvMbCq+Cbw8KwhdoGbPsHSEVV4SyMfa4+o8mIcql69EJ2jT4dCXolOdR9+ICxyqLVql9eLfmQmQqeem9XA8qxBvdY4ZJiLY5VG2xVHu4DIZyxTBgAAIABJREFUhSgO502WeKcERleI6nBqn3t0Bkf+1rPbOmm8MqN5vhvMTEvMzTBTqrGPHou3CPVnCZtp4vFixrNNz/c/u4IMy9aMpFaaialKomo3cQQaDsSwWsDf+/0f8rMPT2id46YfcSrMgKEoY59Y3pmh26m2XYCXY1OgcPRAPTDXD2iU1u8ZZy6ThapMyBb7myp7etBi6XBOOD1tmEr19Vepz4RFoEfMElsLZF/4P//0Y/pkKonGC995eIbzkVbU/EocBqEX21sHZ9waRZl7x7w+g2E2Jw8bcoZ5DOzWO/7w3Q8Jcc65a7i92fDuuz/k2Xrk4xfP+Oz7f8KLzcTjpfLDD2+428355pc/z7/8g3fYl8xZ07CfMuuUaCs5Mwv0mpgRIGfOO4+q42ocGUqp5jWZ1Vi4N29JIkSpaEc2184pF15ue+YxWOFWj05K63yN9oXOm0q8FOgksC6Zd69WPJgH3v1oRUH5weUKAf7Wlx/x/u2KvhRSAuk6410clASCGa3pq5yEXEDFimpOZvtetJKNS31uVVFviJT3grQBVTGJb5rsLqlo5jdeO+fPbw22L4pJx71wOo9crkdEHWe5sBomyJl5E4wYWZ/tVgKL4OnEmr+SzMfg1P4Q+ikzJOMaNGJ5Jg4YS2E5DdzkwDyqPTuLhtkscrnp6cfM3JuB2rxR3v7y19gPPVfXKz5+eYmnNsBiE3pAaGeRKRa0OPKQkdZRhozvAqEVymDve50s6ljFPDqOvvUCFCvw1GbgkBsT2kAUTx7GSpLVI4oNNgg6NTK4KxmCxZVPBVwytDJGC9uqc2ttCmwITuqIas02mKOpbSRqV+7qY35o+n/Cr5/aEBSnNNHRZ4NFu+yQlHm63uKcZ9LClA1uXxDw0Sx4dVL0VNDQsh96piRQBiYg9TumbGzjKZcjFCmlhjiosaHdcYFdoVrsy4jRWaAMjtN5QyrK73y6YcrG7E0YISUXasSmWMpgnS5FlDY4NoP5Fsw8bNRy3oN4vEIjxWRUCJJBcKyqzyFSPQ0OPuLFdnMiQqqklO2YjHXrlUVwrDWzfr43M5hZwBVhTzma4gS1TrONQlLPrDXYV50j58zZvOMq7+3iCRbJ6tWkfa+sfJWcjejSeg+psAWaxrgZ0XmKWOHrvNA0DXlWWG92nN29x0k7cds7vv7tr3NvecL5mefPfvgeIQS0JvYdFAeCopNNQjLalGLmd0LXOvpsk2I2Z536nBSy1MunT8w7z9gnTh60uGzRo7+72/Cte+f88GbLNptfgwOG6lSWtAajtJGrGrhkJ0EPdcx4GBVhinPPfpuJCuM+EaIziNZ7bvYjUmxyjo1DvbKSQp6UqKBS6PXAYzEpnGKFapoLsrOC6atDXKHg1M5ccXaeyTalqZMq99JXzZLYPvcyj9y/t2DcJXywTn4zJcatGQ8ZO9wKzivfdfsibHpSrrcjf/LZLWEWrQBhq49xKpy0gWmYOMRWm2UhRhZE0Aboq1bhALNQm/Fc0GCfQT78u0G5v2zYxcLNdiBl5erFwOM3l3icmctkkxQf7kjvrIGfKl4SgH7MdcK122kYC21OBB+swfLefDKCY5gyTfVmz054/+WO7/zsW6yGgRgndOoNbk2F/XZFbAO7YeKLj07p5id874Mf8fx2xcXFPb77vT/mw1/9Dj/3KPC//It/zc36kt2Q+OjpFd47XvNwNZm9euc9y6ZhmibjC0yJjQ4471nvx8qfUrrGYrKj97St42nac+FbJpIZ+BRwztuuOcCqH5k1tl8PTriZBube450Zhc2ayO2+ZxnhxVZ5sR+QUvjV1875rWc3oIXzews6Z8OPc55VLozTZKsUL2iRqkTgeG7rKGsmamJW74oR4DwCbcCJBzHjrYOrrIqw2ye8Zh7PLahnKuZd8MFqRxu9Na7ZlERTKjxfD3RVNqnYOi5hyagOWy8EApMmSjFfmiJKX1dBq2IDYsEalFyKWQzX5j+I8P3VniLmRPv4YsFchOzg8fmccco8XVe1jXQUCj/3i9/he3/8b3l+eckABHVMosfmpptHppJx6hjGkUVrq06yUnpDUHY7I+tKqLJSV3kUFbMs2HrZfEVMTSZF0LnwrUVnGQYpV8VEFW86T8kZ8c5qp3c0NVLZh4xLkdIFSNlIh1Tyttbq6O2x/vtfu8v//O7L43ayggTVu+ygRzpCsn/xhkBLYZ3th7miDFJoFZz3zENk3E+MWgjiiW3DOhubWaoWuQWub68IwNXqhgexYzcZqWERPGdNi+tgulu4vupN5uahWzZs19MR1jyk9GlSRhHevLvk48stuEq+EqFp7GFqRCiNM9lZ/XWw4XTOoa2gqeCwZMPbCkdHNR3tvhQilm+QvEHuPhgSIHUXpKok7CESDyUpMhdkElLt9FUzuzrVOie8dmfBk5cb7lzM0FrQJyAWcxiM3pziYv0uS4HYgE4GrzsnrLYT8cRTXXQM/Dm6m9nvm1JGMQMb54R+SiYFFGOGUyAs7/JXf/Wv8Mlnn3HaJL7//qf8wQ/+nC88bvnS6+dWaFfXuJQ4nXW8HFdHtjyo7cicsBsnQuNhShRxxCBsRuuqy5iPr6lUWLoURYJnPg8mQes802iN2FdDw7vtyGpIbCdj9Ba1iWkrkyUlOsGL0ki1/dRK9DuQRurlcTy/oxLvNHiFfJPY9SNxFvl40+NQZrPGum7N5t6HsA1mL5qdcj7Zn7OPAmOp/A7h+XpH01jhKpNxTFwxaH1IhTfPlnx8vYGcbRq3r8gaFa22tWqozTgU0kmhmXs0ZbZ9rml1B89JK9JaP8PDvxOUB+dzxDk2uz3r/cRJEGYxMhYlZYOJh1yI3nMy96y2yRq00TBTifaa9ZBzfVhnJPss8YIcwqwWDu1NBhfVyIRvLSLvb0aGcUKLIu7g52+HxRczzklTMea6KC2mdvhi6fja5+7zf330kuAcW9NXcoxJd55JjDw4azxlyvzuJ9eMU6JrGn7vvQ94fDajK4U475iS3TmLELi5eolD+PCjpzx+NHD/9JRdidy7+5DzZuJH732XMr6JD8o773/AqgQ+/+CUz55fclUgetikhGTHi+2OIGYwtHcG62cmPtoN3KTEF+czhrFw0kQyyonznDczEoVNdmxzYkHkctyD1HwCZ9yN6E2Z0yZIk0n1YgMvNwNJC+/f9IC9r5c1HfVL91sroCj/9mpr5D1xluznzL495zoJlipDkyo7FGrWix3N4GoyX3Bk9SS1pFMRYZzspDmxnf28C8xF+XRvmTSiji88bPjsZjJ/FXG0IjgJvLYQPtoMjLkQBV5uR5ZnMwLOQusEihZ6tcGvdcI+2/TntTL5c7VWr2qKUpExG/rsmUgK9y5mXN8MPL3ZgTgenM+gmCHbW3fn9Knw5GbDan3Dv/iNf8m0vWQShy+Va1bszL99seD5OHBT7/TgI5v1yIlvKMFCinSA1TDhqhPlARrUg1soJi1X0aNyTFVozwLzRYMbzb2zUL0LFLyzaHKppPzgHQ4bGIoILimpTKQxEYIjzgPiLMa4UokqGV0Ysw0JRlD/MUqBam3wKnqRf3LN/6mkwuU8kirjVIE7obGdpPMkCrcUegeXOpKGkdXQc3qvQ7GEv30ZueknGoFOHds82gTjHBPKdkhcXk3ESXh4OufB6YxHJ3Neny94/XRBI4cMcNtnxs44C5e3fb0gHeNgjmK5WPyrIshUYTL7towEhHJeiW1HFUKF0g4pU3KAf+rkrofLWyDnbOaIal73of7/E0wKIrtMmsxOGW+/J7Ymsbx/PuPesuHe3bnB7t4OtassX+8dzmQA4F21K+X4MHNwh3PK1WZvxaJeuhafaiQnxSC+Joodpjq9zkLAibG7CYGf/9pX+ebXv8Ybjx/x13/tv+DLX/kcP3j3A974/Ju88/3v2oN5esEvf/sb/M2/+TftAIt9FiVZMRAVuuBJacIHxyaN5FwIKVOmUmOXKzRdbYWdtz1vGwMXi4ZZ62jbSA7wubszxpR5f70mVpb6YVWR9JWrWFJhNY7k6kZouQ1aPQOo0LpDPKyy0jizyV48bFg+mnO76Q0uFXNWNCa3VC/5wzrJIPNtsPWADJlei0mzUHa5mBRzMi5FFxxN9MRo39eHq01lNrujDfbxbB2ksOjRm0FSYRwsybKgZCkEqi2tVg7C0V3MHvj75x3iFdXMctnRzQOr/cTVMLBJmUVwzGM0Eug2s2gjYe7MHyODdBg34LBU5VBElCMR5zhZGOonKnz93oLrvTUWq2qzrVn55BPD0KzZFaIqVFmY1JheLTDr4ctuSeNMp/13v3Cf/+S1E/7je2eIumou42n0YKNsMHcWx1fOI9557ndC1zR897MVH24mxt1oEjQKedhzfn5mU2lKvPfhZ9xeX3OiI7MycP/BY77/3vs8e/GprY7O7nLeebYD9MkieIdSmPtIr/b9Fies00jnohE3q13zPie+d7NmPDgJ5owkIWcj3p7FyJkEVvsdF2p+GKr2/RYKu2niwcmCeeOZfGE19lz3A0NJ3F+0VhgwguxUYe3bMdOXYk0f1kRNWCz2UHK9q2uxOBBaaytpyIs9D6GLuFnEdw3FGXLmoz1j+yGRNR+VV4fiMojwPCV2KYHA01sjDEdnviAFYUiJyynRBs9i1jIPnkFNvr6fEl4sDEql8hmyss8Zs8i2+7jBSIVmUhUoRZk7m/5H0Ro0ZoX7g882uEZZNMKomY+uNjy52Vb/BsFH+Pqbr3F3uSQWs4lvvOnwk9pd/Oj+jCeMvHbW8t9ftEfeWZwHUrGVtQZBJlviO3fIotBXjEKtBlLZJJclK8ELzZnJczZDqgT3H2vsgyNnQzglHyyKzVsii7moulhj61VJQyJtRsZhop8OybSHxsBk7kcUV61BKbVGOITPP5jz+MGM+YPmJ9b8n4oQXOapktxsYl5ni2Kdq7ArZmubFRoXGATeCEs2mxHnMTvgU8/T62dEdZy4SK+pGkrUN14v8iZ4S7gSI1asxwlpHfebBY13aJEqh0+cdi1FM99/cks/TCbFqRCsC3Z9FTVTj6SFdhkZthOns8hlSkSnSKmuh1Iv3Pp6Qt1RH6JknavrgWTMaZyRiybNlGKuVFep0C4aBKWdObouWhc+2efjnbBT05/OOmNzr/uJtgmW4jUWNB6kj5AyJmfMlazXOXbbCoyLHZqpWMGwpCtrsFzt/p0X8iQEb41gGyyeN0RHksDnX/8Sd+485LOP3uc/+qVfYhpu+Oqbb5F6zzRec7M+VAnH+f23OO9advts77soMTpC3S9nD8NtIUZPa0w5FosZuJ4+FaTA0KcjEc/VpiJNhZIhZpjWE0THHz1ZM4zl6KR4mISPJKCiLEJgoLDP5opYV9/WpWPEHKUayBT7p3GTmJ135hm+GTlpG5zC5XbEBeF23xtUWwptZ0l2trQylcA+FAiOu7OGs9DadPjp3ngLqrYWECOnBu8rimS2pGNt7MjFHmyoHuTW4ABmYaoOcuLUiXE8MKmm1O5fK5yvtWifzsIx1CV4m+wWTWTZNlyt90hj5kGB+owV4WY98OXTlnc2e2RhskLDbjk2HarHD7PCGZVQKMCoNNHz6c1YU98EUE4XDet+Ytpnnnx4y+PXT0AKkkC9kLKY8x7wRTwnTYNzNullCbiSyaHh1Nv6xYuSBD7eCx9+esN3vnjHfBhQvvzaHd68LwRJfHa75+cfL3n/xZ7/j7M3+dU0u+/7Pmd6hne4Y01dPbGrB7I5mKTCQYpoy7INA0yyMLLIJsMiq2wC+x8IoiCbbAIkXmWRSFkFWQVBIkgKbMuSJZG0ZJpscWiym+yu6pqr7vSOz3CmLH7nfUsCJAZKLQiiq7vq3vc+zzm/33eM2dHozDgmXKXol2eQLIfHN1iuzuhjxtUVN15+jc++8yVa932enp3z4x//iH4zslaa82dPJakzJ/qUGBh5Z95yd9sTg9BXm+xRwEUqW275+d5dbVm0kZPKktNIreVscZXBacW8rnm87IrIR/oJBpkMuXe2YOGDvFNZvvfr04oxpn06XyrDo1eiNxhykkG3VJnvWvg+6QN3JkXYaKT3RGlRq2slTg6lMwHJdUlZhG9WmXIOGgIZW9kiyhYaJIRU0A95FK7Pap5ebVE4jClhPAoSEiS18OJIqKvEeuOpnOYdC98fM6Ek0O50CHanISNDll4WV85loyS22Sg4MZkniAspawnNizHiY+DxWc8zpfm1t074/tMlPik+vlxTAa+9dJ358SFf+Xe+yvFHd/ngx+/z0dMzjirN67MJP9gOPFuNKAP34si/qB3/7bUJ/9WzDVVtiT7jeylF6gZJsBQ+Xu4NrQXNTakIMhFEbTZr6NWIyYqkMq8bgw55H3JGERDo4jqRRFvpp9AqobWV9ydIMFH0UX4mPoJPmDoxtA5ny3CkRDSassKZEluN4jPX5zzIPaPOPGLAJIXdIxp/w4FgLNMFKbOOkQlm35IVjRxGWz8wMxUpwjKOVNmQQuGocqZWRhLENFgPCovWmjF5GmNYExhLgp42mhgDxoqQqM+ZPkdaaxiDcEpjGNAK7tyYcbkdOGxd2YQTKcuDbQwcTmtWSV6009awUpLglXv5fYGzi8JTS9LcNkncp1EwWsTOpMxfbtFLAicYJSpZDxwb2GZ5wFOQtjClIWvJIgg5SVgGmcF7Wp9RTiDCSkmy34ZA1hnnVNkMXkQ1O6O4ftDybNlx2tY7KYP0BJSlbsyJ2shqtx0i1w5c6SBgH1c5mR5y5+WbfO2dE/7Vv36PP/vhA77+S29zdnHBm2+9we/99v/G3/v3/wv65XN+/sEHDLrlw49+ItHPSjIkBKo3RAIpiII7h8x04sgp8ej5BltaK2OI+2d/J4pTKPwY6bpA3RoarUlaM9jEpLbybCX5d2dWs4i+0J+KTZJUyHld04UAMTMiFyz5xRaU9g4cRXtUic5lVDSNIw6ZGDLHU4c1motuQDtNrSwpJYYkWRhaK1IlE4kOiefrkUvlqZQkOKa8EzQK5SGNmvJzUcBR5fjc0ZQfPN+KpUprDLvAIjkEkxIuNWjwCp5uPFYZaqVYqhfnRv4L72ROGVdJyBcoIhFnBbHLCa7PJzzvewB8grqy4t32mQ/Oez5/OuWHq41c6EV0pDS4SjEGIMgWuZ/Eggw+dw5qthjiGMXRnQTm1loxd4ZVCvQhcf/BklduzwhKYUMgGaG4Plu1onfRAgV3oyTiGaVIxkjaXAmD+sOPzwkarK2onRxTwXvsZI7pB55e9Cz6kbtXPZWt6BOsYqLvBxbLyOvXW3GijGvJnE+JG0eHrC7PefvtO3zl61/i2cOP2S6X/OzjT3CbLTeaqaTVJU2j5QL8ZDswtZZRJa78SMyRTMJZxbyp6GLED6KHWgwjTwkwJk4bxwmGm0oWgIdXKx50A5NssFaKuoIuDa1GYUZVwpgkKa81UrmedrqnrLAUeiwlQfrKwyGaTxn8stIc1oYOTdQaVRr1VInmFmG1FndWksRNH9JemY5CzsYs9jSJTC7JnErzLz95gs/w1smUmAOLjQy/u8s9xMwqS8S7yZnNVsq4csj82dmW0/mUIcuiY5QMshaFT6VJEelz6FOi0pqxJG2+Pq15/3yFMobXbxzwcC29Brdcg7FWaJik+d6TLW/dmLGNgTYb7l92/PTRM6Yn1zk/v+D27Zd5ePcuf/vOCT+76Hnvqt9v+yqLfmcynTB985A3lvBJ6NDWYBFh9jZICJdWggoICir3gVa7NULROEs+gElf0ZZQPLu/b0A7i0qRXNCGqBBUohweISSMLkmsOYoGJQM5S0AUkAePIxMbhy4CTG3gcKK56sTlcXhacS9sCUoV6YCIfM1fH1T4iykDRSKFF/ziodU8XWy4v9xyOYwsgyduA+sYuAriYQ0xMWkrsFBHy4G3VEoLR2Z0ye6WeNjOpxdK1gLva22FcwRMEuvJGKWgRnyrgkp0IVEZw1CKOlIRf+2g7Wfbga/eusZm8HSILiCPMn3uqjs1lMIe2JYD0CH/fZW0TKhlI1dKMRRR004UJohBplXgymeUy0WB0fggfHTKu4eI8rXtOPLMEGVTM4hVRu50VSJrBSbUVpNL18M6BoZR4HKNdIZrJT/sPkbpS9dKeuCNRjvDvHJM64awXdCPnj//yYcsF2dcXX7Ct/70W3x09xM2ywu++PVvklcXrK6WXLt+g9///d/l2dm5hNmUUJQhJuzkiMlsRkqJ1mqx2+bE2WXPpLWMfcQP0k8hjIdQAwfzmlmjqJ2i6weW64GsFYfaMY3QjYFaG1qjaZ2VwqDy83SFgkjAGCKVFg3GLiNkd2nK9iDITtaZw8ZRVyJuGsbI8XFV7IO5qLqlmzwMAVVgOJ8SSYuoDoWI62IkpFgqgwWRSGQRiyGQaNghXsBVN/KDizW1VVS1pioXwM6iZMtBrjNsL8d9tXPOmeU27CmTv8AEAnB8WO/zNpQGZYwc6lZJpHBOHNc1mzEQdLlkVWnHjImfPl/zblvL4ZXKJ6rA1GWKMrwQF+ZErTVvHdf4BF0oaE8UP77Sau/DrozYzUKGe/dXxI3fJ2jeiRo/JGmWS4JcVDpTW7DOclAZameodWY7jAwJjq3B5MSii6yz4/D2m7jZEbOTQ1LOPNhEpnWFT4FvPbji3qLncZ8hR5ZeMSTFB48vSTFzWFkuzi/IaeD9jz6mTluMUrxy4xonR8dUVSUNq2VD1UqK11SUdkeL4kvXDjFWGge7Ud6zRmvmE0dSmi+cXuN4nZiNmQlCNy43I1ebkZNJLdw4pSrbaIiKMSZWfSjalCKoU3B/2dEYcWVUCSZaUFWTFSjNaVMsnUo2f2e02CVz5t9cbsEZlJGgrIQgEpR8f6sVFqFrUpIeD1PoDJXk+etjIGlVaFggK7Z9Tx/FNXGx9hgvIrWqRJ2nnLk1lQbDGCL1CyRd3CYps9p0QrslyTBQWaB1VZ4TVZAQEKS2UWKpvrfqeOP0EFdZ7j9f4TrwfeJyXdobg3TJOJd5dDWwWEeebwN15Xj55nUulhsenj1jDAnfHPIHdy95uOyLwFfsrJtxJITMnzxc8F//8WOmKnJsjJwJvmTfpLgf+FVBZXaRwcWtCYCda6yHVyeWU2dxyH2ljLyH5ChdElmEipqCngLrMTJGsVj2i4EUNUFrolZ4OWb3n2vykdB5xs4TQ8aPkqPRWmiuObqUiRpA0AvJcdD43Rf6Nx0IUpIRNKvMRd9z/7Jj03tMjjw52/L8yYqzpac2lqk2JBXpk7R85ZDpFhK+Uxuz59+tKtBp+aZ2LoiYpH/ce0nySl6SnawWGFgilPMe1lRJXAqEtM8c8EEeqqwVPkTuPZXLDJ9JIZOSWKOsGFwpJyKF0JJLYifW211AKVFb8cZqpdGxcEXlwVXO8OB8QKOokcTBpIAgPekoKRSy5WKrjOX0pGFQmUHDqCS8BKVL2tWLaT2gGHMmDpGk5c8dBo92so1GJCshIdSEKbxzSon1OjBrLEYpRg9zAzYrDq+9xNHxbW68+hm++ff+Pn/7V36NRMvJS59i4k45eOVtqE8xKdOPI7ffeAfTtIhlKYOyrK6ecHZ+gTaaIeU9ZTOZO4ZOssJyFm2EqQ2H85rZrMJVhtlsQkjCeTaVIQKbFDi2gvT0KYilqDLMjC5piRJtzQ4B2F2T+cXP3uxeVIR2UVnEcUPM6JiY1RpVa0YlivmIeMBraziuKurK0NaOYZAUTYlELVqSQilVSYKgdh7/TC610DIcTJVsfz7IvxfIHNUS6LSj5Y2W0pKsZKKHTFUbuj5is5btovyd8CK9UgQjYFMZOCl2ODK5AmUV83lFquT5PmkrnJasDZ1FZ9JWhrax3Nt4jqc1dw5rVBabWo7l7yl2KKsVdWU5njoe9AFv5Pd9GTJGH8uGKu/KdFKQuiRD/r3zjvPzgZc2Ee1LWFGMGC0hSakkt4GgbBHolGPjM7965yZfe/Ma79464KdPFozDyGbxlKHref5cKrFfPplAjoQoZ8ejZc+TRc+9y46fPFmQU2CzHWicoxs9aMvjJ8/557/32/zP/+tv8ft/+McoDNdPjvBJtANjLJW72khSnBXXkcqaT5YD7zQTvnZyhLIa69Qerp8ZzSSOjE4AFW/F158UOGMwRRkeU4Yo26YMZEWgnARxKUAXtTFcbmR5kUp2+b2kZAy9GmWD3l1OIYnpSdTnBucDIYa/sKCIjsqHyBASY4j4KK17Iaa9FqF8VRIwVbQ1OWdqk3nvbCnWYgXHLvFs60lJhqOUIcTM2Rj2vLZPAqerLC2qGUExX28rWmOLvVEGgZTlfE9Zkjwp35c2ik+/dg2vNfcuV+RBhtjn4yhdA8W9UxvDSVNTKUPO0jC7HjxjTNx7ds56u2URG77z3vuEHIrdVlCVdQwMZmcFzmhj6FJiFaT0CF0WgJjFWZCEkk4FLd65IMiI4ywlks18atYQEDttAKZKYYxF1644h5B0U4Wc+7KfcFgp2jJsxBTxIUoug5LFKlF0KOUMLVeM0FoZ/tGdm3Bs8SS8Li40AfkLZZlfIEJ/xa9fSBnsfikyvcq80lbMJ4ZgNVvXcTyrcUGhUuLA1XQxoLKETRzPGq62PSe5EUgoZxLSY2+VpjKKbkzkHOl9FnVrae5yRdjnEKGPUTAQcNqKpkG/CBzqQi62HomPTCrT+5HBR7yPKAtVgFErZkaxDYlPzWo241AGHhF/kEuiF0VAR6EJdpNuKuVKWQ49rRFoO8jLsFj2wltrOD5uZMtUCS9UoXBMStoFK6MYdyaIAjVLop0qcbKKy43ncGoxKJKBfu2xRjEmxWI9cNhU1JUuk6rwT0bLQKBkkSCNshhUOnGxznz2S1/m3c99ls/cnPLo4QPe+96fsRwDX/vyF9ieLbh+q+WXP3+HbdK07YQvfu2b/B//+//E2PWMMVBrS50CoWyEg49URjM6gTyjyhzMa2JILMqGqDMhWUriAAAgAElEQVS0jS1RrJkQI9Omwk01XU5MGkNWivNBXshKGV45mfLR2ZJdwqYuO7lCJvoQM2MQfl0XKDSnkrpYYEaU4mZrpL/dyQZfOYjbxMFRzflZR1U7fIiowmmPpVzFKcvFpmOuHb7R1AaSgSFn0IovHs343sUSkFa6w9py2Y1cKFFgD1k0GCrDg27g9qRh6UsaZhHumb3oUrHtxe+edGaxGeSf7wbfYsO9fTojKXl3npyvOZo1aKuIUTaML796SsiZq+mWT551xd8uKYVKQ1M+my5LhHEYIle15nDuMJU8K7enRzgz4pJmWhUeO2dumgqlFZ0KPE9BDrJBE2KUwUEZtBWV+RAS1NL5cdl5/mA98us3FS7L0BqCIIKkjCufqTEiwIw6czCfUGvovOL6rCHGjPEd23VidtiiXMUqOR5cLBlDpBulC0T89HLG2ATPFx3LwZO8J6HYDh2nbYOLPYuzp+SbU/puzQf37rMZO5xRjDGQoqIyGh8zU2XZMDDmRAiZj+KWT+mWt48mdEPk3rKjxvDGtObx4LlTVVwea7EcH2pWPjH1mgMnaKCxml4kKaSkqJz0ZqTdJIsICAUFTTSmks1S7XRCMoTkLHXrUt2M7H1aNlWdIiEErrnMMy8IVq0VKUdSVoQsZkMdBY0MUQRuypaq8t3tYSD6hLPw7fsX+JgYokQL11oushKkh1GKiVIsBkHuWqcIReR5w1kej0k0XUnx/fMV/9kvfYp//sFTQGziNiFx1saSlVj/JpXj8XLLt3/8BKWyDPZEoetSZl47Nv3I11875tsfX5LUKBktheZ2Vt79bUh0w4aPPv6YR08eErOI5GutcEYisbvomVpTllVp5ry/HHj1wPEsKnIWsYgWWJbiE0AaDgsZnARZapzDZnlvG2voY6R2mtpqjE8kL0LGVLQHaBHNusqgkuRC6BJEkXMpsAqKqDMm7YYQOfd8lmnQqIyqLCYn/nh1yUCphtbyPBkFKpY456hKydxf/esXJhX+j7/5m79B2WxVTLx6MMMHmeabShV+STrAQ5KM8fNtL5tVynSDZ5sCy61nPrEopYkGVgSs1sxmFXZmaeeWs8uOwUvTWGut2J9yJuqyYSMJgWFnhzEKXV4qZ2zh+cVeY7TC7YaPoLnwgVNn6GKiMbLdXY1R6oIV7JLkMpqphqE8VCrvhOFiO5KkO4FKd6Vx1sCtk5Z2UlHVmqaxpXJZxHNDF1GjIo0ZgthwsIp1itJqp+SizF0i9BEdNVRIzKqCYUisBo914mwoywLGSYyl00pU47uvmSJIz5IfcVg3YhtqpxxUNQ8ffMzEKfrtCtPOqSfHWNPyyo0p25j58hc/z7QxVLXlpFLcvfs+P33wFBUysSTOGbWL0BQuOKZYwlkkRrmqdMlngLpye2eHUaqUfmjGgrAcHjXiUc6RJsJRVXFvsdmjAAZe5HMjUB1qt7moF5za7qHNioNK4rVPr7VskGRDo6E1lsGnwtdaKivlOTnC7XlTyotkO6qNYZMCTUF3dtQFSnExjpxUli7IQND5KCljOxWD2mkJhCPfhljsfQUhS4J6ZJADtMB420GSCfdVxvJQ8vKNmRyEWh46Z0yhATRTZ3jjxpwuZkgiLrx92PJkJQNqWzsW2wGjJdvC6p2jQj60aBTXXMVLpkbHiFWW6CxBKXoFowLrHO1EUKJXm4a5tmQNqyFijKa2jj4mpk7a9mJIHM9axlGg1HvbkburjtcqTUIgZqX0Xp+kFFRaDkKtFLmo2AUhzALfq8zs5ARrK5b9wMnBFOU9myHKtpTLyJgENdoOgd57zjYDVlsOZw3z6YT5rKKZX+P8+WN+9LOfMa3FubDe9vJsZuhjQBlFR9inm85q8aPfnjo+WfeErHCNpm0sZI1uK77/4JKYE5NWLKnRKnoTOV94Nn2kdoZZXZTlShaKlEUAuOPyTaEWDYrFEHhl1jAUHl/selmKqTJMrWaMiTdqK+K6bWA9Rn627PjJcqDPgePK4kOWtW4nXCuOpJ24VYJtxJXho/yzHBKVznzn0bnQYbkE3aTMZdKMMUKWEKGsJBDHmuIKyQKv355PePVgyuzIcjBtsM7gE7x3/4ohwdYHWiu9L8vRc9V7eh+52o48Ww/7WmNZxowId1UJ3Snn75P1SKVBNxZqzVHjpDsgJ7Y+4KzG9x7yiEGoa52FRslFuHlYiZsuU5zCWroVliExc5pNTmyvfDlfeOH+KhZOsixgWSluHdVcbyvurXuuOXFVjVGolWNnJPbcaGm2dRqsoaodtsSBSz/ILngaWT7VC/JQ4qIFpYQSMZ0zYUw0OfGnaXxhSNrpG5LCa3H/pNI++1/+x//5f/M3Hwh+67d+IyMhCNkoTmxFtxlY58yktuJxLjRAHyMnruLxZiuHv1bM64rVNojgCsV68LRGYEvrNKnK6MrgjHSPV8byysmEGMDZTGMtREVtRTuQU4GhlSAEQ0gyJER5YVIWX6f4nqEJGdtqkk80RqZFDSyGyDJGtsUTPJRDyWnJUpfJLxfvtNqzCiGJQjbvuLcknPbpxDIgVEJdstanVnFQORpjOJoanJUWuoNZhbWaNho2K8/iciAHuNwODD6yGjwD4gfeLD0HpmJWO+xM6pmPKsc6iOL0oHL0Y9q3DGp2oj/Zwl559Q6377xJXJwzaysutgNvv36dd//W17m8OqdfPyWbOcP6nDElTq6/xLXpjGY2AcDmiK0mnD95wJPzSzJShJL2qvRCtaRMGiNRi4DJakXjtIS6KIGElYKgJJBGbEMy6R4dC4JklKZVhodDXxSzL/y0e1yMF7XEYrfMBUl/8cI00vPJcVXx5tGEqxxAZaZ1xSZEQh9RQfzOqgx5f+ed1/jwyRVjSFxvHM/6gCYzrSoSUBvRu8QktcAoxXVreLwddifE/vUTOE4ojLwbzpTiduPYhN3lJYiEVgoXMpuY6YcIShRdL97nRFtpnJPLM8dcnBpw1Q0Cs6rMm8cNIUkh1ejlILx9NGNDpPeBaVWx6AesMThZKXGVYSTx7sEMGxVYS4c4i+6v1jzrOi77gat+4LzreHC1YRU89aRhMXpmKE4njrXN5EHoPu0L/acVb14/5BULj73ffyb3tp5t8txom+LIEEQwIDWvIxpXhHZOSUys0+UZ05pN1/EnP7zLZ/7WV3j5WPHThwvG0eMLhy2oHuTiVLGqFK5px62ThuerJZeXS64uzllv1/gxcPfpJcu+k1AhZehjYGLdPhPfGaEsh+hxWXPzyJHR0gOQJL/kzo05V8ueVlueXG6YNo5Bid7Gj/Dsqqe1Gh+lwTVL2wxOi0YqICjkzsqWlFhZ0YqzfpRzsFigyaCy4pZV/GzRsw2JR13gqrRWJgT+Nkaz7gPP+oHb80ou7YKi7ZC2nbhVCnNkRFAanFJsx473nq8xRkTkqVABMSembV2cB/KrUXLpWa14e1bzZBzxEc66kfvLnqs+8viqBwxNEquwzWILHIL0MThli24l73URrqDBWUNjFZ8+rrkKsoR+Zt5y6RM3rOOs9NLUWWFzZqvAOMAJouu0JPrFlFgOkk6qtSnXpRwcPmZ8lLyFoLJQYsA6Zb5xMOEsG4aSIPviXS//U170N25NmdeWGs26CyyRHpUB+X5d45hbCTVybU02FUpbqlp6HaQSQMLNVC4UcjlTIvKQFPBRaL4dlZTAh8S3jfRpJC1UTNayAAST9++CLsvsP/lP/uqB4BdqCFBKohSVHKAxZLqQmVhD8JkZlrmrsVrS32KB8Q1Z0p1yonYyLAQSrxy0bIaB5WUHMTB2gTYknj7uWG4Hgsqs+oCtFVWpMj2dV9gs6XHS3JXRZCprAS1FMUoscVoJr7KzhL10MiGmTOssdzcjFyHwcD1yOYrXOOTMchdShLwwCphbBVrLIVcQgVxUoBIaoaAEFBmFwEFZsgQymUpbYtKEAN4oNikTVfHdjhkXFMYqrh02vHQykb9XK3lQjCF1mWm0HLYVgcQYBLKMWR4wJGQRr5A0Ny1hJKKgkAtSZbi8fMytwxampwQsc6f44P33+bM/+r/4zr/8Pb71p9/larumqls2F08Ii/v8zv/zf/PRh3cBqA+PmamB9XopFhn03kKYShxmZTQzZ1FWHBaifodNURyrsmHHlPdZ6j5mseTFzFfKUeRJhEbxuYM5OcGkFrGiKnz5jkpJWYaSwrKA3mUWaN4+nEk1K5p6Yvlht5XYUGXYDhI+lIqTRJeER2c1f/T+fUIUru7eqqcxmqmxpWdB4YzjWtugEyyWohd5WIbh/SRCySpTJa8si4Bst0E83A58Zi4ZHaZ8zTkotgH8ECWjXMlhL4+v/FkHM0k3+0vWQAXXZi2TIi5rFj3H68irQ+ZWhte04yRkbs0abpweoJQUgW0GX5rTpCnwndmUro+sc+bBsOWT9YqzTcekMhzWFYeN4+a05bitOWgNIUd+8vSST1ZremfZeLiRLKkG4+TgqZ0lh8yHTy/5+ShCPZXEcZdz5unK8wfPL+nzyDZJSn0fpbJWOPQE1tAlxZi0QMVGURv4w/cf0h6dUulI62pu3bqNc4L0VFa2LkmAlM9qBy8v12vOFt2+6W6IkbGXwrCjWcONdiLvnYLGVkxcBWQqzF7/Y5SmtYaL3lMpRYXi1FZMjeLu5Yqp07xy85hKKR4+XeN7cU9hxbKdsxT6NCWJMUaxN+/0J+WmL891ZhvEbWNQLPqRN6aW1sBr84qjSvHni4G4owfLfzfmKOeIFnRSowgeJtbyk2cLTkwiZY/P4v6JBVqMORfRcGLdbfk3j8/p+1j0ONKSF8tn57Tmc8e29MYo3rl9zIiER33ppWOeG0XraqZVxUFTcTipcUoxqS0xRMYsGSpJ5xdfd4r0OcAYhP6zinmlOKyEljBGMyTF+ysv2owx8f5lRxgTzwbPZuVZL3o2PvJk0WO8IAA6iKjS50QMAincnE1oKyd9H8jwsR48oGidZdmPqCgOukYbTITfeXKFTyP/4OXT3aT+gocv6MBr16Z85dVDPtkM3N/0HE0rVMj0XWDoE483nn/7ySX1tKGuxRkQsiCFMQkKnYxGWyPioqoso1oLolAGA612qKkiKsWAtNaSMisjQ4wO5ayNJfQoQdIyDMgA+NdrCH4hQvA//Nb/8hsSyygQxamrqJRhMJHNcsA1NSF6nq96FtvEzYOWh6utiJKyKEXHchmSMs9WAxaBu2ZJQWt4NkSuH9S0aAhy+aE0TSnsGWOUIg6l6IMctDmLIElpRTW1hMGXPml5uLRTmMqyyQIBxyBphN0o9pZdYmoKGVug9yNnRXGqRf2rUlGSFivkLtwhkculIlubLhngC+XpUyQk4ddHEtsc0UVFC2KHS2TQWjq/rUUbcEGhKzg9bjhpHUetICjrdSBGyUdQStwOKWbhjlPipKnEulLibUPOe7FbLkPZw+cr+qHDGMVh5dHXP8vv/rM/4CLBrG04OHmd1954i+snB/z4w7s8W/Z85Ytf4vLZE1zc8tH9u/zRt95jMY4SO6ykjlMpShaD0DdRibDJ1BKAYJWiQra8rMpFqdjXgcpLBd+4dcCPwyjK+z7z5ukpj5Yrtj5SlX6I3XAqKtkXXQrlimSuJOiq1U48wI3hwFYMQSDDoGSw80FUgVbLUGK0YpI1m17yMULONFrS/WpniyYD2lq0K42zWKPp+yBuDif5vGnXZ65y8SmX8JJCXcmjqbgKUdoeC9LUANlL2NL+eywiSZXheqkel0PR7NuPUxkKWqP4taOWZM1eLKmSiFm1Vhxry7HSnDUZ7TOVNlxsB/TE8vq0YdJYOhQfr1eshsBB7Whrw4mtaY2l0ppGKY6co9Gaa40jK+hT4nzbMZ20nI89MWQmjWOx8YwhcNjUbEpccqNFX7DbZpQSwe/9wfN8O3C7sSQ0OufSJS8w+vlqw3c/uWBQTgbpnAlU/MqvfJUbx0c41/D453/O403gs7cPuT6pWfZeoqyV5NQ3leWgqWiqiqQkX79WMqT5lEkpYkrviAJqpDdEUjHFIrjyHp+lhtsnX6IEpN3QI3j5OHi+e/ecL718xJkPdL1nUlv8mKidQfty3pSlJinxo+ck6EAq3P2e+lLSCnrnqGaRI0krLofI5RB5JcNJ7fikC1RGqKyddij/RWRKQ9by5y9i5Lz3/ORyy6r3PN/2VLXiyabj2bbHjoEfnK95uO64GgUJu4qJN2c1zwehd3WhG7TWrLMiO2n2W3aj9IMkxaP1wKaTtshZ5cqAJpeTskLVSqmS4XrlqLRmADqTOdGgrWaoDAbRCHURvE9ElYtIWFw+Mv6rIuLL9GOiHwN+lKG+qcy+i0MXrVYC0HKfWKNpjWERRmqjS7ASoKVhdbdQ9UFE8jGK8PvjRcfLrWEIEqOukIX5YO7oxsj7Z1sqZ4gJxjFx2FiCYk9rKqM57wduzxqxtqfSwIgg6EYZQkl8zT6IVV0rcSRAGXQlmVWeFflcTEqcvjrjR+Moz4GSQTIrcKmgCijqupJYceAf//+hDP7pb/7Wb4hPWX4IlTVMs6LTiatlh7UVIQ34oGm1tG/1oydHsWAlRFmqc+a0aehyZEyZmZbglCjKPKbGUteWoYulnAGGUmohy7hiDLEI8+QCjkr2YZ2ET99tTq6yAs9bjfdJhCpZWhWtEZGFzZSoXdlCU4qiPVDiJtjlzOqSsKaUKPj3WynCd4aC3/hQoksL9RDI9CGgosI0mloZLGa/ucScisU7Y7RhemwJfVEOU7ZEBcGXbVgBUfIIyIqgpLLZIxuZ2ivtJVa4z5kxR5ybcPvWNZbPLrj/9Iz7FwPXr1/n/PkzvPdM5o6mntGf3+Xa7bdYnH9M36/42Q/fo20bbDVl24/ce/QxKUba07cYhzWTqiZnxet3Pk+/vWL0QbLNs3Qc5CIc3fWa22Jh2jVvhiShI0rBK1PNcyNq7ndcw4N+g4+RT80nPO3GPYxYFig5LLUgBVXh+0cyd6YTnviR146nXHrPInoZHrXm1FqWMRNL7Kq4JeTQPFsO5DJM2ZwZFTgtz0xSitZJmM4QM5th5LitcVpzvTJcxYBBMasd3S6JrGzxKhd9B+CUFXhYad6a1pwNHhsVeoxsd9qIcpDLYCvfbNsYZq0TQZMuh5CGlw5mvH5ryuebihgS45jQhcbK1gqfXoaUqjK8UjWMVrOOI/NJxXVtWIdAF+Ck1lxtPbfmDYfOYbUIVSutqI1hUi6DmIVHbqzlsG5kAPRenDuF7w8xcuCcDGEkghfrp0OV/A72bW1GKQadub8ZeKlxZXjQjEnRGhGFfep4wnFjpe47Ja5NLQfXXqLSgccP7vGT+xfcmlXMbcbHyGaIDIUXNloxbWqODifUOlFXDdcnlfw8tKFLUq7mlISAtZUT65m4gLFaMYRIYwxTV7HynrkRzUWrhGYkU+J+DS+fTFmEyEtHU964IUOtrjSvnB7j+yBFQpTa4KQKhZaL2FrOGwt8+rjhIkayE+2T9AkoGWq14kEfeTSKw2OHuKUE2spIkNJefSLlU07S85zWHEwtnYJRKS76QJcSAxLfri28M294vA1URWB4MSRenli2QSjMEEXDcOoMiyHjlEalvK8D10ZJ/kMGVZq0xzFiSu20RL7LsnLYWJyVYaxB0WtDNmKd1loVmxwlSVZhkgxJEt2jSvuoLJc+iR5i3lYoBbYy3LawiewTU0HyR3b6nJRFU7TynkqLmDCkTO+j9OKUymmLEprHZ7KBbVJ85vUZv/7p21xET1CZ4CU3plEy8LjydW5HSbD8xmsnkOQ9uhwiM2PJ2qIVJbhLhrl+lAAsCoWTi1MtI++fzqX7p9BjlKHgxznzVEWWBfnRKZNL4VNEdFI6AVFsk1HDP/lrBoJfXG5UdrBU1PM+Z65cZp4Nj73ioJVKy3kMzJqatRZ/btISxZhAaktLV2alNM7JBHPS1qyiPJCr9cCVVtw6almfbUS9Wi7eYQyyrWW5SMcgF6dWkte/6Aamk6okGWaiihAU7cRRVeUh7eSA1Yht5mCiuBwDqcCZCvmzvJbv2JSDudESRrE7jMlykTml9rW7IGI7YsREif9MOtMoQxU1ixQYZpo+eUyCI20Z17uGqsTMwvkqUFVW6IlMQUFkW3TGskleJsEsVhSHYtSKYUw89/0+HCSFzNh5jNGMY2JhejabxM2jhjt3btHWFa9dU/xpP0KGrhuweYNtTnD0fPjRzxn0Mf/eN/8+fnmX3/6d9xiqKYvZl/m1v2uxruLuzytW65533/0cn/vMu7z/vW/zyfmC//Of/SvZbI0IKnMRDe42Q62KYpaMM8LPNrUhd4lfvnHIJkbuLgZeP5wxdY6JMfxq4/iTp1cicsqgdEkhRJrBblSGR1EU+sfThiuTeNb1L2xFKTPmxMN+4Ea2nCW4OZvxdLEWHm6USVrmLIFaW8DHiDYvamQHxE0xn9T4mHhtVvEsRNx6YONLs+SsokqZZecLIiLDQVM46FtHNU/6yE+HQWpYQ2IZd4LJHeKR2UWZZcBVjrHw41aLuvvLr5ziMxzGSDQKXWV0FIW1HgMmZ+ykYuzEwzwOAn++2tZc9SOxGwmV5UCLBidG+Mz1A7ajXFTHRp5ti8KXZzFFmBtL0JnFGMgm0iotiZGqBN+kTDtxdF2k1TB3jnM/MHgIJlIbw+jle1VZ4X1i6jQj8K3zBQb4hzdPWGWok2UIcmFOlSKXGOghwfOPP+TSOa7On/Dp6xO23rPd9jxaim3QOEdb+hcqozi/WPHa9UM244BSLUMMWAszZ8lRqMeMbIEyd4iorh+DCE5JbH1kimKqJXNfKzn8PfKe6ijUx9waDJqn6yUXVz03bk6wY2DsI52PWKWkubNQGZHMZ08nPBpH1l1CVZr3LweyKa2a0ihVoHXh6RurSDGV0i3hm0OWhj6yQOwx6fKuwKevTxn6yLN+lNZAI5e4UpRI6Z3NT3OWNFWtqCMEpfEkHnWJd2YNH29lVWudYVI78rpDVYLiur3qRQqhkonkLPkxUWXSGLhZOUyl2RSEYEi5iP8CIQutbBK4LFbeXRR5zomEvBtWC4IzhEjYLYtK4YOnsnL2TOtK3D0+FdeBvN8+iR5kly4YUi5/pmFIicpo+jFgjFhG115Eu1ZRhMeSytkPmR8/WPHB4w2uhCcZJfqQqGThDGT6FIVKRvEvPj6ntZov3Drk6tGC969WfP2lirayPNyOHJ3UhJTxUeFqg04Z01SQEmkQK6MxsqxKEitl0cg8nWguLzwuZLKVZTlZjYq5tLuWIdEglLYCu7Nv/U0HAjmaZDPLUbydr89nXJ2vCEnxZLOVScokSJ7n6076AVAkBSnKA5iy+LInzrLqRk4PZCMwGW43DRejZJE/WW4lPrT4O3NKAu0SC/Qkk29lxG6oyiSsI/utjyh//6oPNE7Tp8jxrIZlYoyKWQW3GseiLyIxLZSBz5kJmqbSbAaJxo25eIV36xsyNY5RLCZKy8t163AKMdMYoSzGHPdxzNSaHARyapRmkSKqla/1AMsqJXwXqSfimsixQMZKy7ZihAtrakEGKm9YR4HxYhRL2eGkIveJemJ40kmyVWsN2kDfXaBuvMUPf/RTfvlXv8onHz0kmmt4v6FqDjm7eIb3gW5xwWo7Mj2Z8dm336ZWn2E7/wBjLLffOeala3Pm/h4//tH3uVhc0V894Sc/WmCnx5yaA9mMfSDXRvQkhSfRlD7wwpXqItJUSvPuyZR8OGGTItsRbk8blkNgYiuGvmOiNP/opRO+e77gwRD2TgOSbEvrITNThtdPWz48X5JaS0umiwplixNFg04CTToUz5drlMoc2ZrzvuOgcfiUxX5YaCFb+PyqhLfEqAkpFIhQ8Swm+hB59WjKB2dL+Tl0EdcY3mxrnjiJWS6oJlErzseESolXoubhEOmKjUIjdJxi93xlyJpbRxU5RJKRDPdPXzvksJXXtbGJ2EfxOVcVLkPqPMlIEkUcI9o4VLE2jD7ijGI+a1grsXlZ6zgwkTFEQs6izi5tcmsf6ULEudJFrhJrn6mN5sBaLoNn3jj6EAT5yDBoqRx3rpR1KcW0dqy3A8pYYpK61pCi6E8yhJClF0WJWv13n17w6YMph0qz2HZcn7YEDbo4cibVnLfeeYMHH3/E8ekJd59cMVGKVKR5Q0gkk9DO8erplIO2IeWAU5aXjiacbzccNxNIwrcPObHZDNhKUKGqcuQoFmZvFKNPBA2d9xxr+LOLNV87PWBdhLztLmkuK6KK5JSIMbHYDvzDd1/j+2fP+eRixaofxIJctCvHtWY6tdxfjnyw7Nl1hURfaogBP0pGA3ZnupUfhVeUfgg5n32Ceh/SJeeYU1Kbi4In5xu82mVv7FJQ8wsKJwvaashso4het1pholAj2sCHq4GJgQ7Rag0+75PvfCoVz0YokLY2RCXtp683hqdbSWndAiqk4gaJKG0xGrzPaJ243tRcbPrSEJr3IT+Y3ZkICXlOYomM7n2g3wYZrkLG1vJFOCWC75drw5Py70qzYGYI0oYrdcOa2sJi9PR9oHKGo6ZGAc/7jizBk2ItVEpSeHNgTGLjXOdIKghRzqCzlvTHmKSyXon4L+bIso98+94lv/65Gzx8tuGnz1a8e+uI2iq6QSjFxhmJTtcQh0zVVgwxSrEau4hnWRe0yriThh88WBXXm3xOWYMKmVyeox19VKB2MJls/nrp4P+n7VCVLVjsccLbv37thBtTx2ZMpBS42Aws+1F+uEXFOpZQB6ctY4oMITLEwMRaYsysfKbRArcfVhW+bN9jFCHaoh+ZVk48yxLNJpubMrJEGcVi9Bw6yxCKj0cLpO4qw+HcMYbMQMICKcC1xrCMQuZ1WUQtwu0UOxbQxYgrkZ9GiRJYnI4JjYHyGeTCRWqjOJ62AhWVaN8JFqs0mxRhojnpFKmDTU5oI4lxeUysBlHYRkSlveMyDUjKnE/UypBskoyELMUjQ8zcmAoblrsAACAASURBVLXMrWXqpD9dZc3F+VoqQsvPqjiDOKxHrtYjExf44OOn5DzwH/2H/wFzNmxCw9HhCccnc8aUuHn7FW4f3+R0bjg+mZEGj8kb/sEvf4FJVfODn3yPxcUzFuuBy6srvvvDj3jr9py79x4Aido5Qo6gNDrL5RqLdWsHjSvg87fmOOtwlUNnI17xkOhiYmoM97c9tyrD0HkOZhOepUBVSciR0SJucq3BWcWCTKvEfeIRtMQpxWRSUTnxxPtN3LsBnDLMlGbtY0nO2708uaRQisgzFO5tjEFeVCUV3a1zrLqRxhpap/nS8ZQrMqshcRUSR41lXaBereUgpryPTxcjfZQteWd33TkRZCWC66cT2QCsKIN/6fUTGjIhSRPfVIG1lnllpHkShSGRk2hddkE2tjJIH4G8N1NjWfuIzojX2zoc0ibXjQFXgqYiiYmzMnxlEXVhZCBfxZHLXgaJ7RCYWl0I6xKMMzeoUZDF3ge00XvtS2WKmLNYDkOIVKboObIE7JwPgcXouTNrSCU7QVfiMtI6cP78Gf3o6TYdtQaXYTlEumHgso+F5tMs1gPWyHCirWYcR46nU1IOVEo2zcoaJs5SW/leBx/2zpUhRibOkFLmyFgWQ+SbX/o6VxePhbdPYh+LZSsPMQtto+VQ/rhbEYD1aiClxLvTKeskQ8g2wWLcqWMUIPXW8k3Kx+mckZ4KL/opskJb2P2FEm8rE2VIu/NeqJhdqJVrpME1I1/jTqcgl2veB7HtOGYZYIuAVWkM0JdFa4gvhpLF6HGNkWTalBhjZGoVnz5uGX0obYCKlZfJJeaCSCjpY2mLmj6XWz+jqI1iM8YChWuMkWCwqCm+fkHdSEKTagWVNgxjJvggkH1jsROLy9ImuUnywexeL6uNaFQKGrdOnq0PxCBograSj+OL3mgkYoy4VtASKZyzpNkKq1zSI5PESvsxyvJTqO0UxfLsjEUbQW0en/VsfaSdOX52scLnkZcP5X1vKyvBRlGeAUmihBSFPo9JaCUUfCdEfrzs2f1Aj1tDX8twLn0psPuJ53IX61SesaD4x//pX00ZqB20+1f9+tQ3/nZWagdnyp/1ZtPw8tEJy3FgPY48vlqx6QOjj6LuruRSCzkzLba9TSnlwQfm80ayt4N801ZrGqtLqZD4sp/1PQfWkXd5AilSFdjYasV2DFyWVKwbs4YQZPIhl15v4KXTKaqCjx+vqK2RtEIyQ8qcpsSTQj1sS7iKAuFHK43PMBYOS714jcqkXny6xWGQCxyulWLSWKk2VWXIcBqlE9vlwCebEdNYpscGFRMmCd+kUGzWAb0T3+TiNdYKGyV2eGMCSmdiUpw/7zEVnDYt2sp/Y6zh8nzDdrvLBJMXoK4tvoQHRTTV4U3+3ddr3rt7zjvvvMvN2cDTVeDv/Nqv8uk33sbQ88bt23zq9Te5WGe+++HP+cYX7jB6S9c/57//p/8dP3/wmGEYubgcSD4QdU3rEtvtIJa6lFkOI5PK4UtDpEXj94eNxOF+484NYmafUGa0CMdmlaPznkon6i4QreHPl1tcpdgYKXWJI4waZmMmGMWoQK8zbqKJSJvbECOzypC9FEMNIOmRxqC7WLYyObAMmbkxJAOrPhKzXPxCEclKpqKSumAlpU74RGVFuTWpLHEIWJ356eWG7dKjgRunLV1MVI28B91Zz2bfmKZLUt0LmYRSmZPDBmdEKBZS5guvnNLWIsSLQcKn5kkGLqtFqdxqIEW6zYAPwhdnU0myndHoGFHGglW8d7nGaEPrDLUS7v96azn3iZnSjEoQAqssIYt3fhgiRsO8tXz4bElXUDNNZmLsvlxr6wMB6HsZoGJKGKdZbkYm2qErgVC3Uc4LlaCdGjbLsehLZDhxU4PLim++ckJWBlPCW7KCqp0Thg0pSPBVGGUz/86DK66GWFAXTeUsR7OG2hlOJ7V0V2gjYUq2tBWGgENQkErvIHjFqus5nLX0g0cbTaUN29Hz07Nzvv7ShA/WA681ZWjTcoMrJJM/asXCBzqXWa8HrmvN955tRTj44pTeH+TIsVX0J+X23v1W3lFPchKJ4FS2TlMpxk4i2esS4W5kXyFr2ZjnBxIDL2+A/PdKi/dFQM9i7d0PCfvcHZRWvGwNT0bRBzltiDlxZ1LxqPOY2vBWa7kY4fkQy2Ahk6jTkqthtERAj0n0X9YoZs4yZIG9U/m+Us40xnDpAzZqtC5NoDmXJFbx0Fth1vcC4GUIbBY9IcjfO51Y5qdTDGC8bPZp/4HLBS5iXylkWg0jvY+SGKoVlZZF8LCqiCpx2Xv8GKicRmWJUe5DZkgeR0mzRBwAKcuiGUkYDJjMGPI+ur6u9L7YSRc7odaZaVOx3gxcax1ff/WUyol7LpfPJ/uB1fmG9SCFWvd05MFi3MmqsLUmBXj71PKBK99tLlRtLPHkenfIlHfMWn7+23+4exr/0q9fSBmov/j/ygOrI4zBMzGWhMRHZuBk3nBj1lI5xZNFR1NbFpuBfogiLDKWSVOhjKYximpquOx7ksmse1HTV85AjsytxafEZgjMKyfeaTI55DINK1KM2MoQgwQ3KCXFIKrEwS42A3mZ0BFyjAKhRHAxsaZsgDnhlKJSBlRCkchayw9SyVQaUsQ6BSXHe6cAN1o+k1QsZtYoVv3IvK0kzctaQhR/YNtWvKoNX7zW8J2uwxdKRWnFqo84VYI2ImRSQY3FixtiJAZxFmgDxy/VnD/akpuEKmlj28WGde+lDVHJQLIbY6wz+BDJWfN3v/oml48fM4bA4uwjvvqZX2XxwYfUVcXNoxOOZ0e08xqalpMG3l23/Ns//wGTPLAdNxxO57zyquPZ8zNUuuT+kxGrepZD3le7GhQ5CZc4jFJUpZNMuSCuhF95+ZjRiz2vNpptCGzzLg9fWh/dGFmmzKOupx88OTvqyjLGwNOHaya1YXqjIeudELSIr4ZIzFJo82gY/l/O3qNZt/S67/utJ+y933TSTR3RSBIB0kwoEhYlqyS5RHrgkcozz1yu8uewP4On9sRTe+IqyVUus1SWbYqmSSEQAAEQaDQaHW4+8Q177ycsD9bzngvZIqrEM0A37j19wg7rWeu//oGcKifLgPeebuHZiOcqJWg8Brx1/S9TInphPQQu9xM1OxbR0XWBXhxjKoxzsmRHcXTevONjcMypsOw7YlAezNYE7W4Tz14d7l+fo12pOOMmKPWe4HRcmFalpSUaZ+WrT84Za2VBZKYwo5w6oesi094IQl5gUoHq6BYRvwO6QC7ZkKOqzA1BWHgjDJZmlT2KyT2f72fO+g4fAz4pi9DkZs4UI04N8Xt6kzjreraHg/FoqpI0s/AOF4O5ZSKEzrg5iLDdJ3z0zLWyrM6y5TN0wdwA94eED/Z+4RzDqkOLQfX/4ulrfuNszZdPVpbFkBJ6uGFSUwEFnE3LrVYct4bqTPKcamIlQt+shPsgDH1AU+VuTlz0Pa/HHZvQG7QrFdRZomo26FkV5pzptPD+acf3bkYE4ZNx5DwGzn1nzx6VzgnZKX/v8ZoPr2e+u9/x7b0lsrYj2Qq1E7M1r7xpCBuT/h4pahP7vfZcFaw8gkCZFUelqDcFjIMxHad7YSqFxWzNgLRaJWJk0dr4WEeuiiUiGl+rqpF9tSifl4xz5gPzYOh5tj3ws90EzrHE8ZNd5qSLJhVtPgnacgtQg/aDN0JibaTisdQ3sjcxoi2l8FIrQ7VuRNvknVtD5NSCfo6QeFV77sddYRgCu+0MYiuoPGe0kQERx0WEy4m24rXrmIvp8s+HnrKE59c7fLQmUnPjZLTvG3tv/IHebJEXQVmo+TqMuZLSjHhP700eKLSVuULn7N9nNZWbKZG4P7O0WtP4tXdO+dGzG/75j59Z0xsdm84xNMTg6e1MqZV6fDLE/CakNfQAL+4K/tSua8ZWzVKlyQ2DWZwUk2B6rX/jmf+rOQTCkfXUFgE2sa9CJDjhblvploG167ja7dh1nqsDzFTu7g5NYqhcrHqqExZ9x3kfoDnSRRw3KZFCJg4OJmXbLF5zNdZnCoqkwrCIaLaM9GUXeL47cOHtx8/NhMQJUCsfPDzDq3DIiVRnajHv7tomvuhoDE4xd62qxGDw4G6qZIzBrlKtEFn9bF7tinONTCQwDANDVaQDn6yQl6K4ORvkqObO943HC6ITdpcJV+AbX9zwV/sRP9k+CKyTM5bwMWTJzHxig31KEeosrahbp6tZWawH/J1NZ+KB4LlYd2y3M14sY+Lxu+9xcnrC//l/fZs0HvjZ08Iff+dj/uh3nvCT7/0/vPPwbd551OHD2u79NPH9H33EZ598yCTKkgNPXz6n37zLu291fLy9QTEvdMTWAiaHrawWwbzSvbAQzyQV5x0r70mlEvsFnVqSp6pwlTKPlgNOhOt5JtbMolROgucnu8z5yYLDXJimmdrIqndzZbWvSIAYhBoFzYWSKoc52S69VFsPTYWimZM58ioYNG7yL3spsypdtLXU1Zg4X0T2sxWw+yQ5p/S9Z5wri6om/fEmo1wOgaUXZge/vgh8u3acxMizy70hEM5Y9tLkQyj3stajn71ifhkWSGO5GeeryO1o1soisA4dhylxIoEQrIibb4FN4rUIfR8sZMlDL7ZmQ4QqgVRpJmG2JinJGrjghTEXumpZ7LkoLgZ8MYOWijG9uyAInj7PDT618pBV8aUlepbKlJXshMUmcvci8U9/7X3u7ka++/wFndpErlmJvWPaW4BVrUpJhaozfe+ah7/w/astP77a8Ydvn+PEk2YzYPrr2x1Xh5lxbgE8EXxxLLqI1kIIgdO+55AKrhY2XUC9Z5wSfQis+o7bac9ZN+B8pOQZcgu10nxv8LWtiXXs6H3mojoOzrbwnZg//V2Z+DvLBd4Lz/YWi/6Xl3tqyXzjyQX/4mfPjI90nP4dNlxwfBAaxluPctKGph6bB+yAb8InaC6oKtZc1qoW7OO8EZ2d4KTyn33tIX/8iysbYGoz+GoFf1vsux+jh7Xabt47T8nHtazVwX/w6IRvvRj58bM7Lk4s5v39ZeRz8w6nqjODArVnTrEGIpXMbio4F8kpo8DDoWNfajMDUhwBdcKOip8b6YGGJNKQAYzcqAj7lBmCxzcZ63odudtNbE468GJQu0pTO9jq9WKIXKbpXsIXGuE5qzKnhA+2pLiXRApspxnfmcy3c2bHrXBvGx3Ek6Ww6IM5WLbGbtbClBR1tREWTZ3W8abx82LIAJj7Yq6Vnz67JeL4tfc2fHY78ur2wH6C8wVcpfSGV9bgpGP0MhyfBeUmVbwa+SkIaDYbfxVBvXn3VIFeHSer4W/ZELSHVhu8qm1PqGLSOu8DZVe5Sxnfdxxy4ayLrN1AjsXkQq7n9lB4fDpw4gP7Anclw5jwXniyXDDlzG5MLNfC1VztxZwc0gn7OdEtO3OWi55HJ5FXtzObVWeWkALni8iMctF1rEJHrLDN5vz2/umSn7++a+xte3bXKlwXpYu2a1dn9rXB2Xpi0Zlm5jjVgrFZB28P4ioKW1GQQB/gxd1EL8Emc4FN582oyJnc411XybuZOAQWtTIhFOd4TwemVaVSeXoYLTp5ao5iIs021XT0AWtkplSQ4FHM3GfhnUFvXiBbo1Lmwt12ZtEHds2A5dXTj/nLP7ki1JFdVX7z177G3/87S777o18wqfBXP/4Of/l//888/NLv8U+++Vtc3t7yg+/+S777s5fM4nn/8QnbMaOLiacf/4TtWHj7dODZ1cEaIG8M7Qmoc2K96PFqeQ6I0lW71hVLeAzi2grHktGmVOhjoI+Ox8WznTO18xYmhXC26NiOcBUyv/bWmh893/L89cTbTxaUqVKyrV+mVAjizHJX2/66mrlKqhmSo0jFB9szSrXpwRwrzftgzJX3NwPP9yP7uRB9vS9STIUcHcuNpQ6uYmSx8MxzxmnlysE/eO+EP/34lsfrjpc7kxK51nge4eJjKFC1ykfnPQ/PFtY8ONOqf//zS3DCIp5Y7Hgx5vtVzbw9mN1qzabfFxG60JFJpMPEMHTkXKmS6J3HdY4HZyt+dH24984fomM3GTs6OuGgiqtK56DWyus8c9b15Nmqq6gpRPrgmFJlHVvmQqXJyQARypzR4Li7nPinX/8Cm97zoN+wWnj+5KOndN7jvWNM9f5a+ODIqVAmI9KlausRmvHWHz+/4QvLngd9x58/vaZUZROdubGJ53zVcTWaodWUI49WPY8WEa+F5dCj4qi5sN0n3FJwzrHpenBCnkcudwf+3lsrPm3L8j4Ir/eFtY9ELaDK9U3mK2fmXlnbIB+L4/l+Bux57p2zBEAXzGwHQ2SML9I6qGNVURu1OO7t29+Y9fnRAE3uGy+awua4WqjAIjgO98+BHe5TUf7q6kC209WuoTZ/fVHujjt9jG1/TIgV1ftk0VzNLGdbKk9vtnYA03GxFj47zIi2uqOKM6KQGRxVc2Ms2KQrQMpK7zz7rAQxwyhRwYXKYQJqoRNvRkkYtyZLJVZD8Xoxj5i+s+Mqqe3ShyjoKjJlZRkF35uBUjbyjznozpUkysk6osC8L/fumG4ISDEZ6ioEbg+J9TIyOCPBvn2y4OV2MqfIKHTZ0i5LqRxSJXZwKNX4TM7hMmy6QBTHqIWFD/fckgJMuXDadWS15oNaTc7e7se3Pr7kn/3+F/mTHz3nKw8W/Pjl7ii3a4OEyRnlWEM4mqVbQ/Yb2vEDl5FaqR5CNT8Ol5Ru4Sh7pXq4OYx/y4agQVjWDJit5dAZQcKJcHKy5AuqfHi4wg+e4hy7qnSo2QBjVpLOO6iOjw4WGLOrmUs3sxDHvD2QKzz0npc5s3Aw9wJayUWYUDYV5qJsoufqznaHbw89EgODwpyFJ33k5ThyediRssV3vrtZ8fqQebxZ8Pz2gMPkMFelIN4COI47tEyzhUVYCoxajADZ+ADn64FJletpZIsYUYTK7pA5cY4O5aqa3HCqhaSZQ3GscDyvcLfNbK9HDipcnHhORbgTWDpPKY6vLDbUmrkaZp7ezs1cwpjDpR79y+26niw7rrYTDzcDoDx9vqWUNoHkynrR4QKMU8arvUCqwg8/v71XavzgO99Fp8fUmjld9rz4+Dtc3+743ke/4H/5X/9HnO959PAx19fPkOB47pQHb32Bz37+V2jNoJnUDlPfiGPaunIJ7t6YaEpmBNJ5IYm5BEYRMpkEXE4zmxDpvHA3z0yiPFQjFz3dz2xOjLB5l5Jp61FuauWdswXPLg+UQ2leErZ3lGqa4M4rY+OlOCcso5HZnFaqiOUYHCcttJHePDE6PJVXhwzVjFXOFpHr0QhDy0VgP2Z2c+Zx73mxH1kVoahDO+HJYmEJlQLd4HCHRpMSK7DazJ1qc09rugkeXywIThingjOnWuoQKZJZ5sw4F3oxNzMvMI6Jzbrnk9uRoe8IwZzJ1r1nkA68Z6JSJVBdQEvlz17fGtu8SRtXQ8c2Fea50PWWj2B8fYv6fuAjUo29vT1k4w5Wcz6L3g6vuRTTo9Mkb9n8G1CTdD1erZlKZsoT4zhZJHi1MmYToB34sQtIcMz7md02MSwCrreDxAzJKj/fHvh4P5JqZdNWDogw1spy2fPwwoKRBm1hPjiGENtBVXAibIaAa4YYReBtn/lOKqw3S/63F1ve2WzswJ+UjE2/GcFn5cGJyUCPXhi0QakWwblixb05oDqB1/uRoxvePTWgEdqOvcFxQYC4FmRlDdZRfnzfPuixHL9ZJ3iUqVbeiZ7P5kznHMXBF9c9Umy6bbxBsloX04nHi60wihox8bi6KtqcRGs1ZBNb3R2PnpN1z9PDjqFxMMZc0Zw4pNRI2Mc16rGZAamVLnrjVYk9G0eL5T46rkdz/sxqg5mtHC2Mqx5DN9QadqeGDo4143GEKiyCZ1gYubOq1YecAaeMU0I2npOhs+fOw6FktMCcK6shcpNm+s4z9J4u2LX3URiT8vxmZAimFjgcMjX6llxszotOoesNDZmySXGzKtUJg3hT2TkjJAYa36Q1USF4W1GVQsZ+v945/vm/+ZTglL/4bGYdPX0XGKdsWQm1SQ4Fk4s2/wKpNv1//9WIe+ip3uOzyf8NCYWSBfWGcgzHRN1/34ZgqbBvD6DrTD6nzogdQTy7dOD8ZEV/fcd4KJxsekbN5GqGHtHZarBU5cU0MgMHnRmiyfU21cwuRpRdLixUGRVmsU7Sq3EW8EZSORRlTpngPB9d7XmwGrgVeH+xNMOMoefD3db2Rap8drNFgBuPWesmg2ij81w487se1aFSWErkMFdOTwczSWlwndaKOnhxe4AAt/sJonDeD41YZsW2ADoV6sqmeY3NbAIgeOoSTotwFoQvbSKf3iScmC908DAdzMppqYE/fLDgwznzdDeaqkHNFpZsD5g6k3QGFa5uR2LTqLZFoVm2zvYm1WpFNx2LSyMmKcLPPrnmZNPx9hD46S+uuEmpsXEFJFOe/oK5VroCTiY+/8Vfc7vdk5KZhyQP62WHawTJUguzg7up0jnPTbH468457nJBaDIzLNWwSDGILiVW3QrRzBcXAUYz9xjaftg7oaZCxNYnd1Ph1HkenS3oHeyTaciLCIsukIod+s56AJ6sesZSWwSoYzPExs63e+yagsMpTFM2dnc1MqavwtUugwinvad0sD7p6bzn5X5ku0t0GnhyseRmm/ipHHgndxZRPb0p6qUZkNQGWWo1yaiqad0dRwdG2E2FLgrRmVDsxTSxjhFJlb5Wqovc9I7dbcbHyJwKOdnLfrqM7MdMdErCE6JJ4X4wFuaWOupFuJsL+3QwHXYpHEqhJIXO4xTOu8DtYcZ5xyJ0rIbAbrZG+nhEeIEstt4q1Qqucw7B4OQ/+tp7pJK5m/fkVPmzT17Z9FfN8rrzplU3cqAZBaU2oScPc3LUzfF7NT/3qvSLwPaQuejMNGcdHTc3Ez+/PJAVHMpcKv/Jl99rahEz8Yptqq7OuEFTKtymyCrYKuvd1YlB3y1QJmAwcO89C7XciHJcoVa73p4jYc/cOo+SuYzy07vRYnXbyscq+XEHfOQM1Huzs+OyAHnTLHDco7fG4Zd9KwJCKvA8V37r0YLvXx34yqrjF/uZr66GN+Ftqhaq5ptkGlCpdOIxb8emiGk/xdEYyDlpwKryxfMNLw53FBVySk3f76jO1m/YGUznzDX0+Os6L5x5z92cSWJ6/9DI5mCOh9pQQOfEcmnkSDhsvU9Dp6UNSRFLFO1wOBx1qnQCNRiHY7UMlLlSgvKT65HNeW8WwKosV4FXlyPr5UAaTe6epbKdCss+kMnMTVa8WgQOuTKIWLcbYdTM2bBgHrOt5mqzIl87RoWhWI1Jc7ZQJkwCWORNw+ycoZNaKz4EG2IUJFgOjgvCO+ue7VzgkNj0nTn/ilKcuZbOJTEnNYnJUW2iwvkdlMeuKeOUTiKHMqGlUAJIMYnw3/TxK/4KSDaViyg0RvykhWlO7NLISdcRvfDuZsFYMtM0t32lvMm4FiPDRQl00bHoHGcinGblep7Zi3LAkICdKLMogxcO3ia7kyFQi+UNBGeSMUEJvXXdToSh89QKn9ztWhqUY9kCkUq7acdee7Nw7KOyL5W9CtlXxqpc1QLBkAitjTVaGkCXbU+9CYHFInKxHFh3Jp/0RweNrIQO633V0sokt447F/ZzYVsL15L4+M5gfEXtIG0e3kUcoWYO88juMOOdN5JgIwVpu1vjdkaLsiuFs7MFm000uaeIGRRVg+5qsU49t86/tTiN9KKkVFguIhIcteZmjGRSmVQrUyrUYmzsT5495+rumtyavFqUITqKq/SDh0bYisA4FfYlG4G0C8zFkI3QiJLRe9TBPheqOC5Wgx3IreP1wVNd5aEz69jbOTEVm/hlUkOFisH4M7YzlKb0SM28I2dDLLro2SV7do/2yeNU7w9q1ypwysrcwoemVKi54jATlMOcKKWwnStptGSx231CZkMWdrOR3L7+7po/uDiHAl9dRl7d2LqgitW/XK281lbcTOFjo9881eZEYw2ZOGHeVWKFV6nQLQKLkwG3CJwsA2NSEmKk06rkasZCl9tCiEeJpKB4nred93lvVsi0ompwv7Lq/b3SA4GLZeAwZ1S8SetKoRPYDI7baQas8INFPOdmnEOxlUIVg8nX3nghsxoXxphhTepLNYvwBntOh8Q85yM2Ss2VfhM4qvAzNiHVClOtEB03yZqIDuGm2kHXt9/hmFXhgqeLgVXs6WMgOG9r/LsdfYjM2Wyre+cYS2KuJrVLpYKzsLJtmpolcAuZumdsWz1ODabPxdjrqgq1sjvYMIEKUt9M+W1R0CSGdq+lrU5aT9+e1dYJHHXkrsnvmqFaamCBAj+8nVg7xycpE703ZZfYxB1wZgrnILujH75SzMfOkABRQyiqDUFgU+joI6d9xyyTrTABL96stKU2abZnEzq2Cs+nzF0urGLgMBZqVnal0nf+/nod+WH7aWYdHOd9b741rca3PoDWMVsj39YqsxoSI04Yq/kA+HYRarJ022k2/45NH9sCwtx2q9j1vjhbkLVwkMZT84p45WY/op2n6wIn60joA5tVJHnFRdjezXaQl0rfe0LnyL4wNjfeosrkhTEYpydE19otQw2qa/fLWxqka++JilKk0ncdp2cLcu95OhcerxctTbghG1WpcyUfEp1EHnYd533H+WpgiJGqldtS+Xq/YDX0VA8nD07R4PAZ/GzmRPdw1b/j41ciBFmU6TbRnXlSsmlmX5VlMmh22QWidzx8cMJXFT7f7VipMnVG8Oh7x8p5dOHY7zOaK+fBSDk3xf799bEkiElLnIOp6r02e1ZlQFjGwFTKfWe9iRGPTVkf3m1tP13NB2HVmTWrE7nvkk0lUNk6R5/hpPe46Blz4Qve88O7RLfuSFoJaoRCg/EAzeQiiAuciRnZ+Cj4aB0dnTFMYy4swKReCiEKxXseX5xxlT4f1wAAIABJREFU+fqSQ8rkVHiVlXwYiU74Uj+QncNLZUyVPhXm2PFoGbm5HemCxeVOVLrqUansDwmcsD/M+Gr53V0HUxJOTxesesfLq71N8enYCml70aRFGJttMqLcJNi11cLS20tYqhVh+y+tyFo+dytwmNte6DxTyfSd4247M83ZSDa0dYwqiFqKXattL66u2WxWiCrrGIhYx7uOERUlO4g4DrVyKJbz4VA2Xvj5duZ81ZGzWVHnUlvYh0KxSc2GIZvKTvpIagfPEZ49erJXNcSlVGMW97j7zy2lkMpkZEN1pFxsH5iFWUxPvxgiDxycbZZc7md2h8TvfvCA733ykh8939H8VADuEyJF9L6IH3ktivDsZs+jdc+wjoRq4TEFZZqUkpTvlS0+w+xqgy3t/XhvsWKlAs1+dU4CvccHY5T//GZEqqXfCaClkqoRKh/2ketkqxtNlUXwrIaOT693LKOFO/nWNIw5sc2V8+XA4W5L9dp2tbaPL9XCnq7nhFPlH7/3GASu5wMPugXbeUIw5CZI02c7z76aL0I/RKbR7KbFC/26b7x8MbJsm1yPB7H59FtTdZ3tM4KI+Z+I8o2HG3zfGbKQE6Jm5OSAF4cdm2Fp8tLYduHVPAtybjG3Ykl8osrgvDWIx4O5alt3+KYykrZyxKb3oi0Hxf6/KbGsGzhOziJvDHjevJ+tGzj+mbRnVtshLa2zlNremdI+x3bFo7RgOYHXY7J3tDWAtrKyd7y2VZp3Rnb0YhHcu3tjYWvcQPhPv/l1PvmXf0Gqtb0/hqQtoiGqGcH7yOfzga5ayBQVPr0+UIGVC3S0sKF27QpCdbY/R03dsY7O1gnecZsTfgS0Bc+ptmbVIB4fHAsVrkuhJPOyaMngeNfqnSvU5Fi1OGTX/ALMp6IwTalJAgubMNB1jm5hFvKlM689asUFIQTP7d2BikPnQgrKJnjmquznDOJJWvCdNWBiry/FG7LZ9d5WDw7mCCEV6iDMzuGnii821KyWnsl53l2tcN0S33tOpsLVdk/XBabpjc9Il6uRQx10yRDawTmGGPje0z3feLLgJ7XHSfPS6biPIHB/24agl4D0ynYyeR0oL+eRi0WHNLvGXUos+45OhbWLlFwpVLreZGIlCEHB7c2682mqhFQ5y7CNet8AHyUmp+oYnKXJ5aAwm2FIcLbvdeKYSrZDzfvmUmVJhMbEDtYM8GZf5UWYq9ItPbs58UAEnPJqLJw65TOnnJ2Yt3ZO1diZWHceEUQ8oo7DnMzf3TvKwWRcKhAW9vW3V5l9p/TLDj9lpPMMzqxXxQsui/luB5t2L9yKb7+8BuDLb60JnUeLY5sLn2tpjZIQVehDtAErmNfDfqokr0yT7c588DzYdPTRo1SG6NkdErVBnCZpOxYapVYjf93cjAy9BfCE4IgKI5YQmDCZp5fGFXByL8k87sV8sSn96nZs9s8t8KlJWyIe7/VYY0GED2/2fPNkAz6gVKY803lvcdpeWYiQgB82r4kqwgLHbS700Xbo6u0gUgroEX4DnfXezGoZG5gptkit2TIknDP/et/gZIMwrTHQaixg7+yaUA1etutqn98FOMwJ72GcMy7MfO1kYBUdf/bhc16PheUqMo3Vcu6P6KejtSWuoQTVCFbNue/lduJx52yN5MyjPqqS1cFY3uQBSLPOBj4tW9bBFDarrmczBH54ueVqrjxYDZx5YZ/MWTPNE+IdNRnv4nYSu35iXiBnq467w8StmjysE0FyJanxaLwT+pL50mbFJ/s91Qm+M7QmteZ7ngtfOdvw+OLCYstH2I4TvQ/8xtsX9Ch/8fwGX4xk1ccAouRsXgehDzw+7bhtbGrEVhzaGtlqekYj9w4Onwy2bxYEeC9kdazXK2o5SuuMsOadoN7IhNEFksDKWQgPwCHb+xKaKsS896s5v7WgHrAV39Hu3OPgmDVvkCVJoa+18QePYP8bhM7OtV9iih8p6IaPN+Sota+CdT8WpXr/Z3NzIzJbY/v8UpWHQ+ByNtWB09qixpuBkp2JlhjaUFzfGpMYoUw29IX23d8bOv6Hf/UX1HJsKhSHx4XIo3fe5ekvPqZK5dcfnvGnn45oFAZx3E6JReepxdZtKsqic6w7bxOzlV/zDKmQqffhSfNUcbmF9ni7xtEZquAROm8SdFQ5ix0a7bCfq73bh1ToxVEy4DHekrOh04mhpz4I6y5yN2Zbd2bLCHHqDQGa1YzgqJzJQPGFs5MVd+NM6KBkG9CiDyyojI0YWEblQEIn6AbjGMjSc3BwqJY3UkWYo6O5DFA6Q2x6hBepkg570jJzeh55fesoXeTdsx5XHE8LLDvjg2jKzKmyXvXMqVkuF7OzL1L5808K/+CDR/zwZm/PoZN7BMr9ir3Ar2wIYhTUOZZa2VVQp6SS0WKSCnVvCDNnJwNZ4ONX17z39proQDxM7UFCFU0QoiK949BZh9+pslDlIHbgzx6LJHbKvirr4LibM30296vsmnMVlVrKm2QnD0sJbBvBpbYJFWcWxOuFsK+Frgg7zGnsLDhSm1A6L0Bl3XsOsyEPqSjqzEry5fWOivLuZk0dm04VW0mE6sl3M3fjyKO4pGilW3jmuTKWSt9FithDswiObVUGoLqIOs/dLvHzcSR0Hh/hQh13h0yHPcDVeYIqByxAptsM7KYdeSzcUFgtHbU4QlGiN/3S3S4ZSawFIvXeutY5lfs9pvOOhxcrUqlost/pFuXZiz3qPA8veghCjx2MSnPhCsI4ZSP0dd4gdgw6vNrt7Z6Io3dGAOqCtwlZMS0x8NGrS957eMp+rsxaeW8VWCP0TvBj5rbCWA0+7wR2rpiZ0/FnMCeUphKwJiVnkw1ZK2I/g7awqlrsWT1uan0w8pL3dpg6J4TouR4PDCG23a2tvYJ7w03QFmwjouymzMmiI5XKj25H1lW5y5W9VuZaWXSOLz3o+enLiTdgsSEUaLWMELEiTPvbF5d7FsFxdraiaCWXTF8DPjgEk+hJNVtZCfCki3w+JkSVy/2O/Npad49wu5vxtVnT9g4fPSsnqDOVSkZZ9pF5LpyedFzdTqSqvNVFHHBoKNFptHjzqRS8s3fsS6cbPrq+oyHh+Jat0AfP73/wLlNObG9u+cV+5ovrNakWvnBxQSeFx0Pkapz416/ubMWnIHjyPFMVXm0zi013f5aWqg02xzz7sWn1kJWuwNtD5EXJJIx7pDQ9uvPMQCqJIC1IBuWJVC5FGVwwFDTZ5OVF6GIglYwPQkpmu72s2SR+7UD2WEN2DM6xlZi7R8SiOPaa7Z2RI/xuB/wRpzKww+qiNI+KI8H1OMAduS3aGkZth/cgjoPTfwutE3vNeX7I/O7Fkh/vJioO10jE4ozIevQLqMe1R/s+Q/C4lE3GinEKrnNm1uNA4NrvbbXS14w66FX41vUtnQ9odNZJjMqkhYgjNCliSpXLbATDoQSWC8c+m1ujtqZnWyshtWuCs8wG7BM8VsctqtYaJ3HQLBAI3hC/TW8JpHcpc0gzEhz9XvEXg5kjtYOxiw4dDb1xqoRiZ8p+nOm6juAFycJtTXiseepiIOXKwgtzyux1onpvz6PBkpCxwKe98Y5C7yjHKGpVYhfMcwLuG7+SKrdzBrUmP4YezTPb189JuXArIJ0teXbV1k8SHLWHWzK/cbLmK+cd336x5ZPtwb5HVf73Hz/j/GzDB8sBqvK0s5X+fCw3/74NwaubEd951tFzMkRuc7ZQigpKxanF904pgTgjAQ6eMmU2q8hNMrqsq3Kvf94W5Sx4Rq14VWbsYiXR9v6bbt6psvBNO6rG1MzANs9MOXMeh/t9oVlFYS8hJm/D200060jhZlfoOwtJkdY176bCRRSuSyWlClSSNylUqc4MaUqCDIcxIwG6IMzZ7CURwQ/C3X6Gqvyjdy74sBYuVpFnt3tOFx2I8MnHn1HafjWPBdcJVOHRw0d88/f+A549/YQfvfiUzgnJKa+SGRplgZN+wSiK3h0YOuEuK9PNbMEb62is7F22l84rfTcQotn44m0S7gbPuvdc3lnMcNsAUFE+f3ZjfgCN2FJFmxGS8vnTxDsfnCBdMKR0AnHthVTz2yYXUkoMsSOrcQ7OTxbGug2Ow2RTd2y2tUUqqp4pVX54d8PvPTihzEKoyi5nToLnZkp85zAyCZw4z65kY+zSUvPUmoCjJXLRY5G2nVzA2MelaEtFs6lvbvLIopWajVHv3XEvrORS2CbbUfYukFq6WIzmGqgVgjcS3VjhZGnN0FwrucDH00ymMhcMNu49V/vCg5PA5bZw8uAxooXL5y9aJdZ79MAuqVX1Q1bG11sc8PhiiTgLwlJoh04jphVlCB0dmctxNufLCptVj2qlJNst1GzqiCkX7tpBtBSbzA+5ctFFXlyN5svu2+/dmiVp/hIFQ01u5glXhbvtyJdWAx9uD9DQuJu7xH/+O3+XqVrGwa7WZjZhCNPhMOH6SFgueNRF/n4I/Nknl4BDpTJsOuapEqLYnaxyBNJ/6X8aemfHLFlNNVTFoH1VZa7wrWeX/IfvPyBr4wzUxJ8/u0Jbcf/gZMn7Z+cMMdC7pn1vTX4Uy6GIzux5F9POpIDNqEirUhtJDbXVlah5VXh1FOw9UI7NTvOhb8/Z0duF45+p/hJ6JPfeRLW+WSHY0WHowEHfcC/u12AtQRHgO1cHVgESwruLjtcNaj4m19batOzWh7Q1WTWn1Da8PextfdqJDW6CMmnldPBUdXx6+ZoaV8RHD5h/9hGdOPxs5M310HE7JkJ0xGoHX8GasZphlMLuNlO1sFr3XISOfa3QeCva3u85l3ukTmmuf+2+o0bsLNLWG+5IiLPito6BhB2clMLLp1ti9CxWkcUycr2z1ebpxoywnLevvVz2trrynq4PVFFu98nWDiKsouOQK1khVnM3lYYmtxRr0Dc8kzIadFXaEzvvs30vNV+S0JmDKAe7yVXg+u6Gm3nJlK3bUa3IVGyynxWN3J8/5MpunllUzz98csLq0ZIpCB/ulG+9umG33ZNmmwbHYoNIP/zNx/6vJBW6KJQx8/jBKRwKy9jMf5pcRZ0yBM9pF+mj43SzYCqVnOH5NuHmQldsP5mc0HXCY+c5HHPhWzMwtq74jbmGvVhehG4R8N4yoEtRyHAauvtJsHdmdGI7WuW4A3PtJfQ4JlXCyhl03xK65raTS1RORTgABw8jlX1KrDtnqY3q2E4zUpUhRA5jZhECzgshCPOsBBwueF6JkoMiQ6DrB6ZqO8gygK7twA4PegZx+Kx8/IufcHl1ixf48sPHPD4/J6jAbHhaN/TcpplAwV2smUohqLA+63n4cElXms88QreIOFVeXO/ZbmcuHq44WVkUrShsx9JIWWpGF6pMY+L2Zuawm6FC76tZ5FbTztakXL7Y080FnSpTzvcSv3yXccHS2xYhkGvlcjeZ+QawCKEdoI7orAE6Sh4dwq7aFPKnV7d8OB6oaaSrys12ZMwmKyu9kmJFosO5wJysaLWQUNqvASrskjk+dj5YsJQetdbSPtegXkQIztMHT2yNqZlWYTkI7WtXsahk79v+vQ2p5sRm65PxUHEnjygCk1f2tTJn5XSIvLMeOB063t+seH9YcL72RPH8R7/5dYI3jXRsjdU9Wtze8YdPlnzw5IQnZ0teXR14drXn9XbkepqY81EtUElV+fz6lv2YCGIxp0Ur233iMGVuSkFRui5weTeRp4omW5lE5xiL8s5mwXYyf/+lj0RnF9V3jilncq3sU+YwJ6Y5Eyo4X9FSuTnMvDd0oJYK+s9+80uo83gCl9fXPFiv+eD0lO00s5smpE3jRR0+RDZdxzcfnaBHMhvQLQKIo0s0otlxkoajhv+oIlKBOAhLZ+573pku3GEX8s8+v+TPP3vJv/78BX95tyVX0FpxKvzkakdWZWwZK3aoWsaDOCHljBeLobWhtTlbqjHnjYx6v4OziVWFWStahO9vJ8snQO6RBVFtE72+yS64/2frDNua5Ngn0poOURA5UgCbWFWODZP8W/9NBXbZTLOeTYkni45SC7lYMqdovbe3FYXgjKgZvdXMhQtMVGa1qVZUuc2FlOHlrnC523O4G3n/8RM+/+hTU1Vhg2KnnoqyXkS0VGpryJ0Ymdhh72X09h7Oh8Lz7cjdfkJcG2TEHDS76AhBLBa+Nu4DRvCTCARLl3XRnomM8cSKGlmwCvhecF1g2XdcuACzMu8zKgUtcHdntU+KhX5RK7ELxM7WB67CqrMmpdbK3WzvhAuef/zVC3774QkarF5La9RNlnqkfDRoizcKklrt5K9JSYcMszUbj8/XbR1UGPfbNiw0Obw3bJPgWv2mISnCZZqpqjzvNjz59W9weTNxjvJ45UhayLPde+/Mnr/cK6z+/x+/EiHwQfjy2w/47NUtu/3MUgMM7p7YIMXYkeqkeeYHPlif8PntjXlpD4EzL2zViqRzwnUqTMF04kEdp1XYehshxEmLhjWNphn02K7F4DmLwKwibTIsHBrzLWklumP5t5sgTpo+1qEz9wYhSS1YySlci+dRLyzVZEW5KETH9WHk1PfstPL4ZMWH2yumObPvHGG2QlEwSHsIkX3OLLJwSIlLN5FazCo0gooXQoxUUfwqsF86wr7wrb/4N6zPl7z75bd58eyleWEXM/W4PRyYxkxYLShpBm+2l9td4snJCimTBTdFgyu9CjVVrtJkOlkPPkbWC2G7S5TSAq1FmgTPPhxC6APD2jNfJ0LvWC0C19cz681AEQeN0zDtk11FZzvLsASnjsvrg8X0BndvejKrcTvqfZNme9OFU/bRg1PeHgaudiP/6pW1hSLyS772iltb8IyvytU+gZjc0jlpXuKmhw7NV9wIWI1MJRiE3PgluVhgkLRiXnHUWpiB2Or7g9WS68OId54hGLx3lHIGL6Tcksy00kfP68unKMLtfkKLGSC56DhxgW+c9vzgZuTdDz5gd7nj7NEDLt56j3/4jb/LR59+DtVWENsx8ep6RBtB7frVyOmjNUTH+2+tqcl25955klbm2ay+K8rrXIkxMIh9T79whhQ4YZcywTvumnwwes+cCzVDjcrvPDrjZ6/v6J20FDpFChQBpRAaPH4s9u44oeeWr65WILdz5h998R2onpwLZUp0LrDbH3C+o4ueWowD0fWmHBhT5mzR06fSfOAbJ6i0TPdmGUvzPzHzFoXq7g9DwTJHLltu/O1saoghOEpbcRUHC3GMt5k+OPZzYRGETQy29kToQqDUQqMso6XgQ2gGNIkzd1ztmHyvHFPl1HgFJjO0DxFhRrkdc5vu9b5Z0Hs4qPU2v/T3qvIGOWhrkbZXMJ5AQxLuj/17IwN5cxC1Z9j6J2Elxmf4dDdTBd5aRF6NGcQsbE0xYD79h6q8vRrYThmthe1oSGl/9J2plYNUhuDQLGhRfvqLn5s6qdUQ2lrCuF6gQdhNmc5BH2JDOVzro2y1UgxywZZGb7hqgw8cciGIKTWc92jJtjGo5uFPQw3sbLAm3bXLJkDKzYWz3a9R4NwLP78b7y/V0AWzg/a2WovOSNz1oJRQDBEVaej1G2Jyycoff/Sa6D3ffHDCt15tgTfrLRFB23Pr1L72sX80dNZu/6IPfOHREy5ONpw9fMxf/eSv+eTZ89Ykt1sdHcdQPWozuXrTE3B5M/M/vXoB/gX/x/d/wvlpz8NB+f31gg9C5NWk/Oh6pEMYes/8K3CAX5l2+N/+d//9fz0VI1xUVS76jjIXnu8O9CJ0CsMicj4s7lmwtWRezhMXXaAGT/HCl4PjDGVDZYPQi+kyjRwtzGqEpaI2HCO0zG7HYTL4fHAeqWYj649g2fHGN+tiaW/acRd3zyyv9kWP76Bxg+wQzQ5mr/xWjOxrITqhzs18IgRuxsT1YaRkWz8UlAfLocXawhSUA6bxVIWh64yENnQ2ETtHDN7kgG03NqpN6+Mu8fDBwOnJwO56yz5lO6xm09eaQsLY4lIbizZ6TmLEUVkOkc2iowue1RAYgunruy6wHWd2+0LOme1+Zp7by3NfUN48lC6YNliccLruePvRCh/g7GJg2QWqV8uyr9oCOoRhCOTJinepyt2N7aeWi2jqA1ybBGz36NqhjMBFH9inyiJEXtwemGZlQQtmbZD48WGfpsImWJxywDFT2cTYyHhGruq85ZYX4f73OMYsO+caknA0nnrz3Dkxh0DXSGtzqY14dcytsCyI4D1U21GajbWhVZMUTl1km63ZWiw6ei9shg6nytObiYP3fHZ9xQdf/nW++ZW3CN7z2c9+ijqh1sIQPetFx5MHPTe3M0XNijejfPnhiUVnt+nv/vdoU6o4x6YPPFz27OaE6zzVGyua6JBocsZFZ2qau/3c4nTtAP7o9R2LIeJCIGjzVz8iFtr89hu647w0D3nLa085k0vhp4fEH7zzhIvVikX0KLDd3jIsFiCFZKdkU7TIPXkshmATr1RWVD7fFY4t6iIIu3b/jjwCM0USjm/yET5XhTIXW+U4zzI45qMqx1nmxFws8MmjfLCJ3GblUCrbNLE4ElPFrF5LNYlsFnOGzBVWaoBvaVC9ozYiYvsZEZwWpPGEPJWf7+cGaEhD/Y+nQTu479ce2DB0/7u2AngsbhyRAVPblGNPcdwrNKKj0noEjl6GZtj022cDz0YLxtkVk7qdDx0Xy45N51mGyFwK27nwwcoMri6T0h09JdSSKF9PiU7sHa2lMqtle2RgrHZ9D2RKLoyTKbxQe/9VvJmZHYc0b5a+ih2czlljY88XOJyt/trf5YYOBJNtmGKgF3OpjM3X3x3NojDFjbN6ZUIMaYMJvNqbEbL3Ds2w6gJd80Xw93kj9rO7hjTfzqU1Ynrc3XDvrlmVp/sZF81TR9rZdbwr+kuozpH34JvCyQG//bWvE0LgfOHohhVFE4cJxmln2QhHyNLciFrNfvPsiLQVlla+8P4p768G3g+Or5517A9mgf6wD3ztouNml7mtyoDyX/2X/8V/8+8683/lyqCoMqZslpIqfGGzJIrHqfLp1R27klmFjm2aGWKkpEoJ0Ivj9VzITrnQyjWVSeFObR/1vCiTmPRpquazjFiYTHRwMXRcxMDjGNgMnqXz3Bym+3fp6Gxlsm2DP49SOW2FpLYTxXbjRzMfY7SGVcB19tK8Gx0hC69yZR0Cc+MdpGxSnndOB04XCx6cLmxqbd+bKCRfLRJawVXlMGe284gvyoVzBCKdd8ZuV48kU0RU4GabOL8wE6Tb3UgXe05cQHpz0xNvh2PvLA8hqxlcbLcTXml7QOvIb7czJdsKowv2/WqqlGwyR1cby9bJGwirMYyd8/QxcLGJuKps95kxVWLfIc5bIS7WmU5zNn38VMhUTk575qS8vplwvVk1996bUZIaPGlBJ29kVzYACV1nEddmuOXonGMQaYTRY7200n+5S0y1MrWDN2MEn6Jt4geqa9N5q6LHIpPLm2yMWlt6mo2YVCwQxdjWRjiaqCz7yFSLsdsrzd7aNM/2HFUudwfeWvasTs0eJQO9CJshsuw93TJw7YXbeeY3nrxNV+64vDuwXC35j//wj/jSB18GhXEu1FTY7wtvvbXiy184QVF2+8T13Z49ViVjF/AddH1gcdqzGAKbPlKcp0NZD7E5kdkznnK2d+rEyJDrLnKy6KDA1SExzhnfeT5+teN6npiL+QLYHNRY1+3ZCJ3d2+BMcbHLmd47frybGcTxaL3Cq5j6p8xIdOzGvcW/FmscVOt9EigYzydXJQEbYNNY9ArU/v+r95f7c9IfEfZ7fAsuTnsGZ+ZCc2v+O8w9U1RZNlJrAkZM9tg54Xo38YMXl/zpL17wg+evuTtYVPFYCnPzOKAkQ0jU6ogTUO8bjN98I6iNqGemOu2kazjlsQE/zoba0IF2RngzAQKrV9L8E9o/WjNRbcXXcq3l3uColXB71A1YcMdBydZz374cWyaHwfZTrbw4zHxyO/LZdub5YSJX+PUHS354s+Pj25nolTwE/DIiK89tNJWNoG0CF7oQzSzN2bu2z5kBhwRnsctUaqmMJeO8UjBNflF7Fw8UslhDo3Js2LU1Va3m2CW5T0YsWhhT5WpO1Gqo0DGiXLX5FYgROctc78nNJket3B2MC/DbD5Z0wLBqLpaq0HwkVGnqFBC1a33MsTk2NGD3rZbWkKlaBkTXPteZ6+TRDvq4zgYbKFJpba0IUxaybPjsOjP0HWnMLHo4O1kSYrT8k+MaSeW+6Xtzq4XQe8JJ5HcXkcdiCpKXN4m7rNzNlZu58PqgfPXBKX/weMODzd+8GPjVaYfaYMIihAif7w54L4QaEFE+2e7ZyBWnFysyMM8zf/3yioVz9KrEaAqBM4zJ6QUOat3nKLYG8BWSCO8vI6hDouCdsq3mqx6qsF0IvQR2c2ashZX3OKdUdWQ1BMGMMrgvFaK2q1EPIdh0KB1IME35ED0VuHKWrHYlcLOfqd5YtGUuHLJD8Cx74dmYeediTa6V2ymx6gKFArGlfDmlOJt0Uy5cTRPrxRLmg03TYpNLLRX1yrAMb2aECvvDnlrsZh6S4klGgKtGPkGbTMcbw1nbhP/y5Y5+0XE3zpyHnovzBYf9xOtbCz0FM/BpI5a9YN6jxmJiufLGSlXlMCpffP+Ek2U0xMc75myBIsk5egmWT7EUC73RN0lmqFoxwDGrcUNCm15qW76aqliZsrKTet8xh/aTDt5GIFVzr5RfupfzwUJzYu8YtyNu3SNOCcVZkqWaVBI5OhIalwFvGvlULYQnqJptMYbeqBoqkIo1e0vnebk9MOaCczPL6gkxNMgXvGGULIfAJzcjuzExAxfRs1wELvqI98InT+84f7wmMHDy7hNef/IR88N32L7+jBs6fuPXf42nTz/l5eUN++aL3ovn9WHkg/+XszdtsiS97vt+51ky825V1ct0zwwwWAiAJEBKtCnZli3ZEZLDYUf4jT+oP4DDEaYdfmPKepDbAAAgAElEQVSFSVumCJkkCBIYYJae6aWq7pqZz3L84jx5e2gLcEiNmEBPT3XVvXkzn3PO//yXlxu+envm3ZTZrTp6b/eaFoOPizYVmlcGManXK8102P62skioTOO9vu2oqVIvyi4GVsEIlpcpses99+eZd6Ls1pEXRCrm6KlVGWc7/Hww98aslc8vswVDqfDf/vgH9jmII1c4TCeGfiClE3hv64Fc2s68GtqAglg8smtT/x/vev6Xw8QnT3s+PyWW7lGuDf4yjS+s+/doxsOU6QtsO2fEA0wq2bnG3m/fR2vm3aUF1kplHe01r7zjMCb+bn7glAvRe3704o4IbDRTJTRVgT2rKpVlGF3WYaC2GkT5uhUsxKbNRVaoDdp3SzvTCJtL8QG5mli1t9qMjeDOe97l+v66IFfagX2D9vVXiMeeiaqNI5CKufW590vVJcDpd3YdvzrOlm4JpKS4nPnOsxvu04RM8FoTlmNW2Kwt2jxOZlrlOwdBSEHM1VQtE8Z7uBnWBHGwFd49XriIRTbX1OylvdC5YKuWUvBOryZqpQo4GmnYDKPUmQxUaK6Gvl4n8OV6lEZk7oIyF+V+f7EVtzMe0RfnZOZnteK6gOQWVSy1+TRwzdJYDZ6teFwHxyLkVJqbmSlKhLYK8g7J1Qjw3la3V5JhQ7K0fc6LKVkF/vrnP+PubkdXlb/4q8T3fvAD5l/+nA+f3vE3X7xl3j+Ae09KBV0eIzuTamHtA//8xQ3n2RC9XMxvIqpJirVUkji0jByr8p3b57+x5v/WhqBznpqNnBHEc1l0t6GQ1Ka5MUKYK2Wa+PXlyK6PzFoZamD/MHG3jawUjqp06ogoNxXunnzA8bDn1isxBAYfudTCRjyvxgvOeXM8lMIQHKsbTz5Wfn1/YlxVBjVnugWeKdlsVcFgrrEU1tH2z3jb+7mmvzezGTPHqOK46SPBez5cWx4CYwXnmLyyEoWkPG8ub0WNbX2ZM75rkZsRpBiM23WeeVK0CI/7I+rg1m85Xva82EYOWUELQTP7S2LlAsEbI7kgXF5PCGbslDph6AIVZT5YMpcTI96MonRVSVlZO2G36vAOvn5zYi6VJ3drLqcLx9EeKmkHhXeO1TqgAt/+5JbjYSJdEoez8vHLtfn5i6d4z1yyQW5qhCJVtWAltXTIkoSXN4HP3h4Q8QzOvClcm1AMpFlgWDsGM2bNqdmaIwE6dQ2msz19zmZykxtp6qOV5xHlWRf54pA4VyFmQepE7npEzTdfxb6ftBOvFtPGFzGv8KXTrloN/VBb8YxpbhwEO0SfrXtmhLenMw7HSozhH7yF6QiVw5S5GyKXXNj2gbt1B9UOr4eHkdsnG05JeLFz/OVP/29+9OKWX//sz9FvPednf/0p25s1p/MJW4kWtAixc3z0cs35lPlWv+XVuwv5XHix3RAFZmerhFCX/aSQRXmlRsLc10qozRBLzYQlxI6iBVXPsDNCbRg9fVG2TvhyasVLwavjZ9OIirDqI/0uUJvOX1MCB8dHS19Trfx3f/gDnFiy4JQLYxoRFfaHE+suQPTUWekUM0VZDjLxLLlhKY14HO86z3/1fMufHC7XXfrSDEibhP6/+vy2MsBcG2Mx8l2h8QgQDg3NUOAff7zlz16ZvfE6mBdE9BbTK1gc9TZ6onP87Kt3zSq5soo2rnvnGIIlpHZACJ7gDAlY0+KynXCZEktCIdcCQGPwXzGDxkN4f96qqpHHaluetPfo1ZRQi66gSnu9vG8yloCcZc/wTb5CrkrnnDn1ienYvTM07XefrPjr+yPBO4LzdN7IpIjwV68fGqojpJqsyOIZp8JcKmHj4azcDoHzJfNy2/OYTAUWnLNE3JRBjJHfdUKvtgr95OmaX+4vjFPmcU4oJiHvartHxVkkcyM514yRIS0UgceHieC9KYZUCYO3e67FF/edB3F236njpvfmjKrKqTX/1TuO54mbPpCcsnG29y1tvXiZzcrde0e+VG6Gjrp2HMaC5mp2+Io1F9kUPSkVNDdY30uTLBoqvEiMpTWztRZmvaDygkOZ0NMDh3df8bvf+Q6ffv6FSVnfm8c0ubKhdJ04KpXfX/f8/u3AVBaeiRBdxSvcT4pzlZUIsa25xHveq3T+HRuCUiulKk9WA3Nt3tYVBE+HTRC/enfg9150nNLMw3kiOvMEyApr5xgcnAt8XZUPnME4Ox/4+uHIdzrPHpMDXrJptwkF19Kn7qfZiCJFOJSMj9CvPCkV8iCsfeOjYG5jnXP4rUeqZWXnRkPXBmOVUoliqEcaC9vgWGVBN9Y4vH194cldx36bCQdl3aJgvXNXJ8QuRvaXmeiFO9/xYjugoXDJlW0M3F8SaNNB43j54iXbdeBST7w6TSRVCJ6NOi6oBWpgN1bdgHswKLsq9MGam5KML/B4mrnZ9DgnbNWKwycf3bTdkhWtp3crclX64Dg+Vvo+2J56CKzWPU92ndl+aqELgZunnl9+/sDzJ1ue33Z0YsiJVtub9Z1nmjKkTOc841wYYqCUTHRYYyQCrRvf9s2VzC35CjRip0G2ovDFODc4zTLtg2AyuaWjjgLFXMdKhVdN05sdbIfANMHbyYhB/+KDnr94NDvdWvW6k9RqqEjSipQWC+t8IzzZ/lEVY+w7+3niYdlRrtTxyc3G3CO9sE+ZKjBgskh1Br0/XXWMtSLZ7uPPXx95frtq7GjPw9sHPPCXXz3y7V3k//qLn3PRytvXE+osT0Oyff6hKjkpfXScq/Kj51u+OiS+PJ75cNXRiXm1l2rM74rinO1wkxP6tjKrZp5mE37KRpbygqtmY+tXRur9/M3E094Y1V++u3CeMn1nZLupFMrepH/91lEz5tTYQZrhP/+db+HFWeppG0rnabTgqC6YHAyuXiCKcTbMANRet7rKxTlSdPiU+ZPTxZ7nheix1EQFkfqeW8ICxct1577uPCuUuVhEe65K55XqbYertfK/fXlm6xzOC1MxN8tUYfBCaMwkj1xVUKLCqvMM3qDfUoU5KSlXJhHSJRGccCnFUAyMfHq3fh9mpAtquTQ170s2yztcViAigi76tPb3EEOxdPlaaX4erRnQ9r0UrsE3135pQTEUZlV+uO759DwSgmeuhX9ws+av7o+sQ2g/z6RpjpZomQExhKcur9TDs3U0P46cYN0zlcLQe841ERFSa1Q/vNnw7jgSnLcAJBUQpYjw+XliVlh10YqperwXTlNhMVu6zIV19MxF6QdHEEdwNv32zqGNqFkVzinxME6gQr+y3J11Z8RjP9hrd14YfGCsBXIlDgHXGiNFGUulOLt4m87Rhd5ubCcQHJcp4bJ55/TrjkupJDGytZHcjahpng9KiMYdm2e7f9KlEHpvuR0iV5Lsw/0rai68+ORj+s1T3p3OvD7uUR+u9/g1+wQjF+dc+cnzNeFSTU6tgrQMF1PJVPZj5uNdz8N5YtMHqjhW6xW1LhTYf8eGoCqs+sjjNBOiMEjP8CRyfDvawWufL/s08+X+bBHC0VNrQVeCm8y9EC1sfKSLgTHPVGBIE2cXuRSl6y16FoVzKhS14jIWu9hDjGiBU8k8uemZxsxptockrixgQ7Ve2cgLA/mQZ0K0ZK4+y4KaU5KycY5P31zo1o7va+T1eGFMlTdfXEzSFz1jzrjiGLN9zy4YK9Z7e7BPU+Hmxpj0g/fkouZ33SY0LRl1mazNltWZR/puFL63jfzd28J9mrhdd8TquDQ7sR7HRcwwSVR4eLjgg2O3HXCl7byk+S00GDNEa4QmKURvYTPPnm/tGjnHJ893XIpdY5zDZTN2qur40XefsoxbpqlvRkNeOE6ZMltKZGjFNIhc4fYxWeBVECPaaXB01WSd6kCa5nntIw852YQbBVdoyXvmcqdqJM2VE1bFs4rC45wInTVyri3NKpXbqrS+i5/urWk0RO098zirdcdSaG6N9hZdczhsvCHbZRdjsKu6a2KdNlJTHxwP88w0JW43Aw/jaIFPLhCioQbTlPi8KPEMH2x7skAeCyFUzmPBBeFFSPzqYWZQ5VzsWiaEUgVvmw7GUlkVj+8DWzWCbdcJLlV+fbwgBZ7f9sQWq1oxIpuorQ9SgwdD22WuUR5zxfUm3aqqaDZibOk8z59G9qeEOOF7L0weeDhNHEulC57YeeapwEnNdKZCngvff/mEJ3FA0BYEBeN4YTVsuaQJH80Se05WUKLYmYDa10ZnReEyJz4/jTgt/O1xbtbjTZ7aoHK9TtrL2diqngFKuEbWPdfCeVaeRE+Mwq03SbA6x6VNmYsCZm5hZAXYhEAqhSEYG12cNCWT0je2eBBDZCqWebHt3NVFMVfoRK4GYPda+fzSLIUbTXxxWNFGhK0N+nUNEleW9/e+ydEGcRuZ+H2VXyDq5UutNbLcjYWnszQD156ieSj87Dzzw1XHF1Pix3cDf7W/sI6Rac4tfEf4gw923F8yX769EHpL7wve8TL2BPE4wVZATnHiESn0zjFEz9hIi6sh4hRLQ3RKktoC0+wZHULg8TzjUA5JGaK3fb93rFuX45w1dr04iLXxFpahbmmGmqKIQhTPejBuWC3K1/cTp17ooidNldVgz1gSC0XSaE1zvwrEEOhPkzUkDbraV7Pgrurog3lZ1IboOBHSXPG1suoiIsIpZv7j2w1/+vqIBCH27uqbEDtHmorxe+ZKGvP13u02TaEXPT5u+OzLX3O4nPn69VvKEljXmsYrbFQrXYSn1XHEvJqSAlop1UKvVt7zvbueXGG36uxhEUiXE6Xr//0agt265y5Evs4Xclb284XLnLldR149XrgdenDw5cMZVytTzbgi3PY995eRP3p214hKmU2MlOCJwabLba28LYVu6HidJiKOIsIpW377WCdjcyucipFBNl3kkrINkc3Ex4lv2lXHnG0a3N9fyGo34UilS0LoC7lAcRZAEoLwh9/eMEVHCcITXbNRz19+es8T13GYE1rNi6CohW5MxbKwkyq9CHkufPb6zMsnPcEJpzFzt+3Yn7J1f8FxeHzk1elrtCjZKYf7iZOAmyKPKvQq3M+WDqf3hbtV5DgXDuOMjxu2Dm5vVtw4x1SU6gxCLFpxvkHDYoTJSr0eFKWRBquZATA2SZu0orrYOfdY97nuPec50UdvlsJa6Z3nNCYcjhCMHBODI02JOZnaYGx7brfx9Fk494UyK4M3ZjtqOQb3kxWe764jvxyTkfkEekw7njthV20vuMjfnAhPdp4JT8hGBLt0wumQkYfKf/GdO/78zYEBM9nxIpZ0WCurIRqPxJl7najF+HqRJrly1NYgLfbFWhd5nxHSTFVihSuhvDlf8M6CmVbOkXLimAualH7tuB0Cl6IWEuWUMkM32HV4kys7ET5Y9TycRtKSWlkrWh3qQaq5H0av3BZPHRxJlf/sgy3/6rM9j1Pi7XHm+UoYVsGereZP/q2u41eXmSVaea5qXulYUxkUpiqmxkC51IJGYXvbs42RscBttEN2C0gxqeEF00V7Dy7BlCu/frNHpfKHuzuiWrk7TTMuFkqD53OqOO8pU2VJAySANw0uRQv/5muD5ffNotoK2TdhACOnLv0AKlf/ARriYI2gyf6cGqT+OBW0c8yqdCL85EnP3z4mtp2396+N3EVlypYAecgW4xzV7o9SlaerwLu5ckjNCjyb/fqUjaeSVBlael8utooy4ka1NWUrHotBEc7ZpNeAjbo0OEsv0NqH5f1qab4dbZBpftdNRtsahIaQvF8ZtK+V5VrJex6Dwi/GxH/5wY5/+XDGieOUE4saa6qFn369Z1eFu63jVKSlOdo9M+ZC5zybIFxUmDUTg2PA8bLreD3N1+amApoKawncdYHP69Rkm8Lz1cA0FlKprOIi6YSczVK7E99g9WKrvuYqWnWJ9LWGrKplmSjGO5MquBnmAW6fdoaSoYxnrqgpzuGDYyo2LKyj5zBNbHwAJ2w1vM/9EBhzpnhFkw1IiuCCkC5m13QuE1E8XRB+9vpiqodqF8BQOrHXvPLEapww741z5lfR+j+p9lx99Wue39wyTY1ZovYZG9/Wvqe2lex/8+yWh1yJUpgrnHJh6x2DKLPasSDWb9o9X9u95oXT6fIba/5vVRkMSQm58sFmINXKzaonlcKvvjbLUXWF02WiSCX3nlvfcxwTX+1PV0nbEAPe++sDHxD6riOY5yynyVwOz7kwl8LKObzDkhJVWTlPRFiL/fkPt1vGFk85t8mupkoam5HO25MFkbTi4oqaPWnW5gxnN+AQxaxOK4SsxAqHklj3gTePIwvxd05WuA6XbMSpljMuTpgqXKbCNFe+eHPh3cPE4THROQhqGvjzyTgBouAzfPByzWY3sF951tvAehVMg93kbKfZCtLN0PH24cS7S6IDZpUmaaFlLagpHKrBikUL5jHQsunFJDOx8wTnmMbUGN6VeS6ktjcWjGA2JiuSKReiVKRWck4tI8I6dN8UDLGzPAUXhLeXEe+hm4GV+SeElbG6h+gNrSjFnN5QPp8ySe33oU1CbmMKjH2tpEEYB8dFbYI71MplLpyrEQrvVj0f36z5/Rc3fPl2JBdln2acs8JNgL6L0M5P1w6AEAOqRsgMzmxRRZz5pbdpr6DLwhoD55S3pyOdOJ4OPYNEeic873vwlXNDLp6uAvuUeXtMFIVJEyU3r/K2BgnOcRscP9+PFOfIjZGeOmmTuxnmRISSCj5nzmMmrD1/M458665nCIb8fHUamSfbjQvm0eCwna1g+9Yej8+AGmpwHi0NMBVjK/vSJITecS6FEJTtbc/t7YraGSM914JrXgk5VZuoukAnjq/eHPmXX75izIX7+3fcDBvqaWSYMy7NhABePV30uIV4W5sPu7P1w9sx8zCZFbpd9FaaGuKj1Rz02rkI0vT/fBMSb/8mcLsx2eMqCB3W/OSqZITfvev5rz/aUKtyTmZJrWoZ9E/7wMZ7bhs5Lg6GJPzimJiaiYuhDAv8btNWbKS8qX3WqaGHT9p0+M3eRhuxFte8BNx7G7XW61xd+BrHncjCO2jvv6lIZCn+i/piuQbKe6Lh8psFbsZWJ99dBf7k9ZFczXgrYDkrgsW2I44D8NlDItXKOWcu1XwvQnDMNfNuypScufOeoRof6MuLqRmk8X46Z9eqaGWfCxsJfLLdmCPonG3dJQvh0t5gdMJlyg2BtNdfacqNlTVhtmE1C+VTs6n3QpOdWznTUSleebyfmFVxwaSnVYzZf5oy01TogJQKv7MaKEGYpdoZx3IWQN8Htj4i0XHICfFWoIP3Fh43tVo0Z/bTjJwrmxYWsBgLgZBO2Z7NOSPRHBSlvRdpesvT5cKvvnzF/f1rG1a+eZ+LtDNL2a0iFWVw8Hxt4U030ZCsvPytRSLrTHKJ89ewv81m+xtr/m9tCP7BsxX/wZPArVd+59mGc07s1pHvv7zhtu/wRFabnnHOMJmURBE+vFnxe7cbg5e96X9djMYHaKS1cyOIdNHTBdPmV5Sx2hJx5QOdM1j8d/uBH8eeHw9ralY6HJ0IgxdKUiO8CayC5/ndht47c5NCuL2JrGPAO7WQpWaRHDtPUktT1FKZk2lonz9fWefqnclDBMRZalYu1Ww+jQnG6TRxHjOfv7swZ3Pem0ohJdvFhc6xjoGnq84KYsXyHARWjfw4I+yCR2fr/Err+H0QPtysmFKhZGVOuakF7Gcbgc0eOm3NQM21kfjswNLG+egdPN0O9MFTixVEj7DyggSbQHKt1DZyjVMhZ+Uy5vfTDRa0I+KYp8JclcdDImlbE6FMKyV3UJ7aLmkuhTnbaqdUGJzdtM9vur/HkE5nm1b7TaB0METb/RcvdBVuVp45V3z01Gww/aiFlyvPt57tqKItYMcaJtr0sEiEUi4UlFzS1dRnOSyzWhSpaDNsapfXO8+rxzMheGtqxbFdB1ZdIEaHGwIvbnumUnHN/fKkhSF4KwQNylax9YIivKrKrMpHXWArwk6FTcLQgcaRqNEaUIKxw8s+E7LwNYWPX2xZuYAX4eE0IyVTU2EQ+PI88U+eba6Kj5q06ZOL3SvOpoyzGlHqkg3edc5WFrNWiiqxVj55/oSnH27YrHp268EMrhQ671h7+/m9eB6OE//jz3/JKRfevrsn5crpeOa8v3A5TvRuJjhbA8xqnBRRs4j20oyklvrVDv8rHL5g3kbsYLn1Hc3Pwi08ggU9UO5T5VCaZbbCxnv+0+cDXx8Kr86F//7TPd57S89s+06Dia3ojKlymK1QrtaeJ5vIzTZyswncrgJ328DNxmTO55w5lcJxTu3+Ng7AjzaBd5eC1spdI+CK2upMGwLs2lrAOgVjq+u1c1gkunolJdqXikUot6ZV299dmAlX8llDCb7pXCjt53VB+LtzpqC87KPJcJc8EGwnn0qhOqWP8PAwctzn5uJZKaIUMRRm44RjMqvvqZT2rBfOU2LMmcOUmVK+Dm9jTXx+OBEKPObMposgZiZ3hRUUQ5KblNs3ZElEqKOdIbkKU8rkxvMo1VxzO2eqGhGHU6GeKuvbgCtW9HNVDueJ/dkMem6iZ9kbfXZK3DigmGHT4ugqGFImKBvvGTpTc4ma2is4x3bo6MRksjlbdPrj3rJFagPw0n5Gi3GcXOdRFVz0eG/PeYOt2mfb2kS5LgpAK3VuN48K//RmQ65NnaVK19ZrVe0aOWevb7lvlkaoNgQtp/E31vzf2hD8ycORd4fMd2PksVqC1SUX0mxmJ1EKnRqZby6FpIXeC+daue16QvBtUhL8akNY3dhOpR+4iOn9zzVznGbWPrL21rHXWnjiA/9wfcM/3G0pauZFUuCX+yMVWIeAJvM82AXLMw/iGMTx/PmaPldunnbUsT1wIiSrkoSW2V4BcjWJXW2parnw8lnPccoEBzE09zS1rrFSmV1z+gqeOSUuY+I4J6ZSOUyJKSv7x5nXX17Yj4Vjyux2PbfrQEqFJyvPPGVqgfMlMc9KzY0Qh/nxixe+PJ4tfdFpCyalWXg2UyFoxhTL4Wg3k0X7cp0snm02FJqUxhvBysl7p0WlhfZMiTQX5tNka4ipMF/yNdxjLIVaMplCaFO0qnJMhRhM9YEDrUrprLkRf9Ub8CyacuR8WYxeYG43v3M2GetkpjG1HYaD91ymyou7njlDB9z0jtUu8mYbOR0ngjj2l4nBO2tiWvFYchss5MhkTKXWtst1TeC8NA/W0ediTdWXhyP9YIzzkxaymKa6954UIKiyP2d2QyQX69bFCeveczMMjLW0SdKmnZoLvfOscbyZDXqevaN48NEZhCh2iGSvHBfHx2BcjV48ZRBitDVAUeWrg8G9l1y56z0/PV4swEnEDilsfy/qwAmjr8TOXEAlmKumFCEVsXWUWDb8/f2eDui3ZkkevKePEaqRMFPJXIpZ+4bq+LN3Bx7zRK5tBy+CnwrTYSSnTKiZG69kLYZOtErl3ZKfYSTQKwtbGuGuweTvBYetjtb2T+MMmdbbngDzTlFig0f/j7czSStTqRaT6yoJI+R22Oqta41zwfbzQaB3jugdMThDUprdsxfP7RD46GbFRzc9H94O7NaB9drjo7COXTNzMjnkUx8a2vG+8JeFI/C+XF+nyaXmX7fHiy+B2DpF219cgAG5AiRy/f8FPVhYhQsH47kPLGqNX54zfZP4PemjoXZt/VOqUr2w7Ty7mwBqSMicbO2KU05tLYXafSPYCmz5jIxcZ8UslUJp0okZ5ZwSj3liFT2ZJUDMVBCds2ttZ4K9nlxrU1e12GlnJlSdd0RxNgy0ibg2kzrzzfCEwbFbhRaiZffIpMXslhXjLwB7kStP6XGyYLham3TdNp8MziLvJzVfDfXKVDK+ya0758zBs1bGdxNaK7VxB7Qq0zFBUWJYiKRytZBebnBr8aopctr5WpP5Ii+fbUnNKEkFEY82j28VJfB+DWXuiBWP4p1Fpi8KlX+vhuCf73reOfjT85l6tou4wrIDvLeDpha7qK6xqm9DIGeDMGsV1n3gUeDxfOSHP/kJ3/nWR6w2AyvvGWth7fxVSjfg+Em/5vf6Dc9C5NL0xGsnDApFC723B3U7dCA0vbg3SYpAcZUvH87IrkPO9YrblaokjOCyQ5BU6IuyAvoirAtsKtyhdHPhxdrzbDNwnpPtrqRypuB7IxyJEzabwIvbNash0OPogpmTnC8zx3PicJ4Yz4lXX1+4PGZwnl4cWoVeII0zeVSmWgmLFFLN0KPzno+3W75/s+JxTNYoYQxn52wvLLw3GlrgIXsIrbmBanu13g4N17z8s9jqZOP91QHMq0kJQ+8Zbtdo9HS7nu3NgDgoU+HxYJ0ulaaHt59zEzzzXSuqYpbGeWeH0UKMVOCLuUApSDWPimUtSm+HVh+8eV54IUTHs63nXAtTghdDRxFTNRxTQYshIc4Lt11k6L3ZxUbXfMTfT2EikEuxyUOMd1FKQXVxU/R2WNXCu/PE28tIEVjHaMQmJ5RczfwmGJ9kcI5Pnm347tMdz1Y9fbG94lfnC1ozUY25bve2yRXPKXOOBmPfhMgpVCbMrArnkNbUuuAYx8o0FdJk+Q1LBVm3pmsuleLgzWFGgLeHiT96umLnPeIds1SyV3M5NJNAgjj66Llo5bmPtngfC+WUKWNhSoWXNxvWMZLnynYTqRtb2S1uk6sYCeIRaNOZ6aL/9ZsTPz+eGUshV1PylArlPDFfZvJU6FMiSGvYVJpPgLbDrlW9BpnrYmcutGCZ5eBcVgraJuYGt6tNdc/WgYxymgvfWTkj0qLsouOcKq8Oi9Vuu/+qGdJ0XkhGxEEaDO1aroNi6MmCHqkXxLdp1DkqwtoFNsHz+nK+7vPVCe/mBFV51gLClghaEW2Jg626LySCtqtcW8by9dfS+LvWbCzP/XW3vDQB8t6czVAUad9TeCO+wfMmx7tPNqy9Po8s1EUA3xr42sGcM1NOvIyh7caVpz7gnKWQ2upSG+emUuzFkajk2vdFNKQAACAASURBVGyp1YpqKZUyZ9KUcbkySWW98YyaOJKYtXDRzFQyUzEZNo7WiJk5kFdaXLl9HlnsrFTMc6OoZW9su9C4QxBvI8+er9pO3YzVHqaZUQ3dCMHhU+VOHOTKEEKTZ1qs/FIlHY40Jk5jYlSlCDixpgYPXe9YrSKraDb96X5mephhVi4Pkzk8nrMZbnm5KlCWwQ5o6ES7v7VSs031Bh413oSzwbGKDXmCkoT3zWKu9gy2ZkPFhmARZ29FvnFj/bs0BLd3K/6uzMydmPlE685/9erANCdSLojA42nGi2PwgVOuTFPif/70FQL8T7/6mp/d7/n8OJNO9zz54AVrV7gUZY1jrJVPhoEfb9Z83PXtIjfugVmIUFRJrk2UDRKfihH3JlXOs+36DpeJyyWziYGX3jP4Zk7TbgTfXv/bUvjiMEMq5EvmMiVSTsznwqv9zN+9O/PTLw+8OZ2ZcyVlZU7KeLEUs9LkXL7BMNsQ6ftA5xxP+h7pPZveUIt5zCZzLJXjacYD94eZMhV0FnYOJLVu0ZnVpxMLV8kUcEotykWUU60kMacvO6aMyLSEwywZBbWdDUtkcWoEKudsZbKLFi2bQ9M9q3XovTef8oBDJ+MaOBzqHFOAdR9IuZCT8jCWlmjmydKsqNX+rmtFKXibwDKVp53FiQmOp7En7Lzt0nrb01GUy1SonXI5ZLpOyAjnsVJz4VLNkCd0gfNUmLWQaL73TtjGiIitfrI2NKXtKEupqJgjptBcx5SmJni/6317HgkC42SOjC7DBWMSb/qIOjNkunOB23VHrUaqHKdCrRa69XBIJN+xiRFE6UOHxMjHH33Y9qSO4uCLnPh+DYQELmP7WVHOmimPiVKKkc6cEdya/xarT1Y8fTqwGSylLTv46jiz88LP70+cpeK9ksVCerZ9IHTCzRD5oPesgV127I8z6+SoqbJSxzo79CHzxZcHTjlRBzOKGqIVVcWyCLza/edsAAe15rZDeHtJ/O9vDlxccyJt8HhpRQGBxPt1SvALV6AdhguXQKG5CVvz4L6ZvfGe+1IX2L3Ycy7A29H87p8/Gfg/70cSMFVbKTmBP3yxxglGgtbmf+9gUuUmhnZWYNC+iunhldZg23Qqanvk2grn2luz1Dnhb/e5jcl//5+3k5GhN8FG+itJsKF6DS2+mtDkuky0i9wMTCZvRZ9av9F4cG0klum8AQbX/fz3d4FpulxXLVVNORHVzgAwXlQffQuBUooKz3uPIHx+vpBS4duryJs8c8qFE4WjVo5iv79QmQSOJCth0iAMB+IFFyw0K/aO6IVdhXFM3A09H2/XaA9+EOI64KI2B8TCIc22lmg5CaJmdR+8Y67KcZ455sSUtKmjYD8WDo+J8xv7583Xo6mxxHPXRzY+4qsYObohAUeF1bqjj8KYLejtdJkZW7y7Unm2WYODVArTaMhHEFM2aDGkK6P0PpAu2Rx1xwxaEbW1bslGOq5l6eTaB1a/oYgCawYWKNgqO10w98XS0ALnBHwr9Oquz8UiTTa3RkMX5vYs8Y2f8f/+9VtVBv/r/ZEQha0LqNoFiFvPR7oxiM85Xu3PNhrWQqVcgz+g8j/8za959sGGf/GP/wnrItw8+5jP/vLPuJwnPgyRW3Ek51j1ERccHZ5BlCqOGfjsMfNB9JxFwBnEF1Q4qbIWMwZxpZJYgiDMG30HnJBrt7+s1yrw3DkeFJ72jl+dEsdT4pvbtqXLqgqiyrduBu6nzJgy2yEYIWpMbJtRkQhMpVr6ojk42V52N7B2tm4QcXTeOrp9OxiyOG4HRw2efjYZVO8gCc0cpLKNjv1s+7StD+Brc6dSEsUsmRcP9QY/uUY08s4slledZ+Uq56ItwMZQDBdtl4VqC6dqTUapqAbOczY5nFoh3YRA18M0V8bjjHSBKWf8bUdYQ03NWTB6IsZI5rlHXgu3Tti3YHVV5X6eqQGGrWfAcZgLoTPIMU0Gl6mD85TxVdh9sGbUai6J3lIjr++FFtOrlefrFQDvzhPPt8NVvibiCLVCcHagizRUV8glc0qJsWaoymbdsWn7w1KVbbRsBr9yhBE+vlkxeMeswsPDnhnH494Y1MPgKKnwxcOebbQGcZxGfHAc9w8oy31lB/zfSubDGPhalEsptgqolU48pU2rUQ2RolTyQelvAqvbjlVxqPa82184O+WzU+aTVSA4g6NfSuCMMl0yLkBJM8fRpu7emT7awqDMNGXlPOIMcZvmwun1CM+VITpuBs94KfTeL1X+ujOvDiIG8//uEKid44v9iR/crNHGkRnE0jCDc0QXiMHz1/f3rGLgcUrvPfhbsIwsz2JtjZ0u8Kgup+P7nXv72cvaCRU2g+f+mFg7C0LrmoviJjpejzNzsVWZVJvSs9h7eUj5+r5aT2BTorMCbsNJI7cJRLXvY2ZlgmYrBsgig/37jakWOBZbr6WGEliBd1eYl1rZLEWZFta+/DdZnAy+sVK47g7blyhXCJ+GBCLK3xym99yF1twA7Gvlj3cr/vI0UWrlMts6zdQdytsZfn/b8bNTIuXKQSu5IRDLM4g20x3aTl8MscylIt4Zs6zd893yNhFGNaStiDJdJrbO81AzxbXcEq2mcrC8YKRWioBUofNGMnfB8+6ccTicszPRDCorHoFgLo13255Rlb6x3a2kGJo5l0LwjqrmLeE6x0YcYyom5mzDQ2jv5fl2zYXC5ZRszaKWxjiVxGqIZo5Uq5lv1QrVsjw6EWYnlCmjk+JW8YreLfe8bw2vts5UDKq4ftEq2NpV2oAURa7+K8uqyYpdNWkvlZUK4pv0s/w2W6L/H4QgFyWdK2mqXM6Z7z3f8M+ePeM7T9fNYxlSzkhokhsU9UZmwjs+fnnDy5cbjp//AkfiWx/e8pM//kfUWvnWbmAzeG7IbLAdbB8EHwPqHWuB3914ts4Y6suH93iZobSQB+/tgK3aCElmDPGgTfqFXHfpyxO+JIb1As/7wM0QmoynQe+tgKy8o+87jrniVNl0nUkj54oXy1bQUjmOmbFXDp1y6GyM2/pgnWJbZ3TRW5Rr27mJGvx0rsI412vuwqUU6lzxM+yip1abKHGmtYVmqIMZ+tiKwLdO0fb1FvKxSKBM9/rq3cg8FvJsT2WudorMKRvRpRhTOiVzFHz19kDWxiuoiymKwbBVYXc30EeLlV6JJ3e2nwre8sr0XChns/j0vZA7x7CJVAdnKg8lcTpY9PLXjxPzWFlXxw0OnZXNzrOLge2zgc2zwVjyuTJExzjOZi2djTynokxTbo2LfY6bPvLubAdcLebKJs4Y9Ysff2lTpReH7x3OOzbRruWomYtmGBwEKFFJKry87emckBUOc2K3G3DZ9o3ijAX8ye2Oy+PM8TDRddaMJwRtSpuMcUKcQB0L91FZs5CDHEP1iFS0WqFJ1br8vHS17aGVnafbeG6fr7jrOi4p88vXIxNWEPb25nBRCL3jcq5E59n6QFBjHudaGItySbYumLIpEW58oPOBdJ+ZUqW760i1ckqZvms8KIVdEH48eL43OP7ZruOjzvGx9/xw0/HVZeTzMdlz0AbF7Ow3OVdmhTfTfOXWLUZVoI1xvxTT5c+WJqA2OV7bqaoVVVWI1RrTca5Xwq6q8JgKx2pZAF+fTOVievnAEIUhOGoxSVz0rkn57IXNxbw5rMDY83jbBTrnbd9cbJV6jeaFhenb+BCwkP8Q7LNsjopPurAcStd8A2nn//tGYjm/lsnOvmhhjy8M9KVRsv+8oAj2798euqWNMg7Hlchnfoc//TjwR88GSjNjkiZL3gRT6/z1KfHtzvGT2xXvcsKj7RqBeOO+LIODR9i0l2zps2KmOViRTqpksCYNZR09IQjFC16F5xIQheNlpisLv2JhkTSHP2zNk9trWHeBVfD03lsToIJTS/3snK23jlNCSzFk1Bk50mGftxfjkGhTHmlS+t7RRYePgegdKVcuKRukn5WdBp5uBgDOOTGihM4SOr0IXRR2dyuo9vwFL0zFmOCaKyUpIcgVzo0KMdogF70ZMPXB00dzcZX22d46ZytZZzy4Wc2SrmIorcPImKKGrMfW+Ajm8fLe5Orf/uu3IgTpXAi9MU93m4Fv396gSflks+K7m55LVf7Db93y5lL4019/bdBTsZCdu5sVL5723HUbnn/nxzxdefb715wf7nn2dMM47hkpzJdKTomtx2JtBbpGpKizsaifKbySQEDZrTre7S8ogTQbu+iQqumBg+1WbMKUK5w8lcrKWZF/qAY7XarjSOGTF1uepwbXSQUNIAXXvNaj8/jeM08zRTGkoAtUteCXGoSxaWNBOHtlkyqD9+yPM5t1exTzYs4h7cCrSHXtAKj8R7cdf7afWzoYlBnb1wfr6OYM6whLrO+5FNYtG9uFlp7VirdDGpHFdkkPp5nnwUxEnBjfI5dievuiuOioWvDiqM6Me9Jk5heijlQL3ptn/jgV9pPSrR2rYNVBi0GqRQv1WHHbQJih1sKHIfD1VHmXRxAj/Szd7PP1ijenkUTh1WhJByE4brqOkdIscu2QccD9Jdu66Fw5n2Z2Nz001URBm7RVG8IinFJh24kZGzVYV7xQs/EJ5lp4exzZrTou2QQ7mjIRIfpAFzz708jLzYrdKjKj9CFynhOS4f7xwmkWnFbboRb47G3hZlgx+sSr/cSz2OHxvHs82PuuRpicEULn6fAcU2LVOeasSPNaDkGZgVUnV88HH8yXwCVFOs8sFRccz+iYcuFxmihvKquVY70OZO+ZpPDhydOFQO+EVM1MpzYTk7ma6RS1NgGLkp1j8I5zUdLDTLw1MhrYqugH656uVla1sAI+rbDXylPvCAH2VXmKMNbMz44z39+tCXgIxtn5xWFv0txq5D7LGZAr+rCs05c5VltRUOrCimLBCmicmbVzjKlyE5ydVyHwWCrPgu34a22pkSqsEKKDc8qkBKtgDUnB/mxHwKs9d71vcdw0+9lSOWX7DKUqqzahFWwF0qwC/t6hu9Tz5Rouf/DuklFMAj01RZMpUowgJ9LMcFgQi+vVsG/sFKkt8nvZHyutWbKvE4VPz5MVVhHzR6jLa1xyAyr/6ils7x3nUvEqRA/nZi1egM/nSieZ6qxpqMvI3z4bsIFn7YQqi45fiSYZQRG8hvZ5GZIaquOYK9HbudY1u+O1RL68yewfR0BZBzP/kXa2UW3NsbizDjFwmmbjFYg1IkFAordGQEG1sokdTtxVo48zSL6oQfhZldQaw3EqbFaecazk6AjJBtIxV0MmbCrj6TCQAuwPIxeMZ+Qbu7ITCJ0nOqjemCu11CbhFLgUnDhudx37UyKIY3sXjYgtMM8mMyzJnAedwmeXmR/sVgR7KHCYWV5ojSQCzjtyaxRcFZKrxGL+GqkoMf7mmv9bEYIhBpw6pqy8vOmZVPHBIMd9ah+yE15uev7Rjz7gD374lO1Nz4fPNnzyZGAIgTeXE7/67G+4vR148uL7PO4npuNb1CmjAGJ3aFHlUoXTXBjnzGXMzMkcxk6loGXm4JRa7M9KBRcUFWcWv67ZN1ZtDPg2ZdRCwHZYF1r35hwX5xDveHfJHFKiaxG3xg+oHC4zYykczzNlTJznwjllnmzXHFJmCAGtwuxbAXZtcxLhEBTxjn5lmm1pBLhprg1CWh7tSsHQjDeTcpxNV0tpCZDh/T6w9+66RxUnbLpIVfP7Xsh9xjD3aPONX1QLqPBmP7IQgMbmlJWyqUJyrqxjtKLeinCqlejNzlUrHI+ZORnUV1PhF3/7SEiFboCogqQ2oa/bDRo83QP8zWnkPidigyG1kahKVV6fJ1tfwFWAVip8+nBinYXozAHSidADTmz/Frywu+2tk26hVoLg/PsCsusjQ/Ts52zri2rIyJQqb44X3o5n3pwm4wVU66JzNaJajB7XC28PZ757s6Eb7IPINOISypuHMxICMVqTF51n3Xf0nSdSWGuzSfaevo/mdtd25B0ejWYwJZ2j30SKwtZZdx+cUBrUXlKDt5XGxBdKENMpO2EQ5V4zN+vY5HCJN6eRL95cSKeZ/buJf/PuSFWTgM3FvN9Pk4VTORFjH2Psa8Rdd7NbF8wG+MFkW4N3/CdPN9x0gSdeeeKFnfN84h07hFSha/euF8um/9g7Pjud2adE36aWczWi5NxMGmpTySwa+6WA1nbvUe1AF8XWTrwfulHhdzYD01y5WdQ14rhUZXCOQ8mMxVwfkwqb4Fl3wusxs8bUHadiSZerppBYaLq0cLFl8s4Y16AsfBQxVcJYm6xtn6+HuQGOy0pAuVLJ9Zuv3wagKSt3nbOGeWkmHNYkLahmXabyJifTZb/cyICykIxpRkTWOH1vcA0xMDMcC65tzYIo/Q/XdlaOMP3OytASp0yF63oiOEOoLtWahaTVwoIwO2wLe7Ji3gHUcn2dU4XcTBYMzbD1ymVqKZKtiYlYlZ20NUHVHGpXznMumbmatXlS42PV5k/hxXgWQwytYbDCmGolRjtZumDI6bnklvGhV/XKso5JydYsRdtaqMLxlPlgFXDJ1q8hCv3KQ/Amw8zWeLlia0uvwnlOnGpqTaiy23V4Z26HIsYVip1JPH37XA7HmcE5+tiQTzGkYNUZCTgEk1Je+QQixjURW9EYx8TuURPNNqOqaveyr+3sKvY5XdM1/y2/frt1cVkic6H3HXNWwGKCn+56wDPXxGkuPHcd7+rMXe/Z9h7fd+ScDRqaz/zrn/+S+ItP+WjwHEXoRQy+jIXkhRQdg8JxzOySyUje5mrM8y4w5IKvShcCMWTUW8BN0WJdUWMNNzG/ZZu3B7vrPB89Gfj07YUQIt4Z63yl3mx3gcNlInuuPvhdcx/L2aRSnff03tLuVjHiBF5fzvQ3nf2UZR9v5xFHKezUcz/NfLyymONRqxENMYhYhevO7Y13fLBamSQrONMHq93cVeEwzXZz4K7pika2ahpc1Pas1hfagVqVsTeHPjkU3jyMPNmtWDX3vNi3fRS6EJF5fX8x/4QhkudiRkNijM5TSXSd57MvH6kS2XwQbdqoldB5xiazK3NF9nBs5ieouaA5Zznn4sDjGuvf0BwbnOx/UoVf7C/8SNbseyPtnIodgP3g6cSTUCQvRaEpveriemYKiMfThKowusJxSkZua3s5cWKpNp0Z8MTg2YhZGsfeMx5mnt+sqFFISc09TOA4F17fT/gQ2Qye7Spwu+nxoqhzNskW6Dr4xf2JcSjU8QwYkcrYxTZ3nUvFz0LthNAFBIffz1TMWbDUYsYx6pBIs2m1Rm+oRsr6dEp4HCcp3D0ZuH+cSNn2IfenTBZzf/u70wS58P2bHWPNrKPxTkqpDVluiaEoQwjUanKxTec5TplNFP7phzfMCpIrg+tQLYxV2alnLGYB/eVcuOkD6yDEZjN7J4Gv08Rf7xPfuTOPj7hA6CawuK7NKmLs6FY8l2K8lCdZprtW/P7gZuAXDyPr5gLofNupehjVEghDe1a8c8wo3931PJaJ+1zYRUPJxloZxLWC0daQWRqqZzkGvsHx2oCKjEH/vfPGrl8JPLYzqCEB0kwpjATcpndZTli1w0Irj5OtwO4Gz32WdvAvE7+83xjU9yuBa+4BRhZWlZY3o0vN4G/H8p43ULE9WSNxivdXF0MZoJZK+Ljn/OnFooiBzgdLIazC1ovp39VTG1elSnuWtbBCyDhwFREr4KENasaab2/CKbGL1pBWsJRBR3RGmKsV+gziHNkJ2/aDTqnQedoQIGYt76VxLM0YSqVZTReoCVQLGd+ul5A7i4ancQ1cY66qmPIoBMecDM0VV3l1TnynC/xqbpkYzlQY4j2hfMPAyHlWXbAI7PWG12/eIlXxxVumyHky0nj0bLqAD6GlrNYrEZxqaq5SlR5HXHmKsyZZFna8QOyVOloNoTms5mpeGmVZM7WbrBhk3NA4oXPmvfKbfv1WhECrTW8f7gYi4KlMpXDICVVhLpleAl0fcMGz9R0f3g6sup7gjBzXIwzAxjl+9PI5v/7i1+wL3OfKtrPo3eg8vcJ0mujGzH5K1FJZ94E/P4/8xeFMiZ4PButepU2Vs1rD4NoNsfMte9pZyEgUhwueITq+epzp/x++3qTHkmy58/vZGdz9DhGRkZk1ZFW9Gt5ANkeRDTQBgYTUhDatVe+10k6APoA+jgBJW0EQtGq02C1B3aLQJEA2n8ThDcWaKysrM2O8g7ufwbSw4zeKwGPForKQGdP1637M7G//wXuCGrbSix3A2iaaYy4c5kRJlTGZ4UjKdoNIIwRawbVHexxntCjTXFp2uV1lafG9ALteWYnj9WQpcL33J4tV0/Y/TH0epQa4K4U5GU9hWQVqVVIt1Kzsc2JqlaG0Kp6L5T9YROuDDLEMHinAXTkhjaVWNFeGYEQdb4ECzQDJPidUm17natK3u/2xwU/wxVe3TFXIZSZcepuoxKAwrVByZXMwy0+/TDKNdFVbZ1qLSUgXipS2nSsCbkFPVPjlzYEfrVZUNUKPRKHHk9TyKBSI0R7SAhDadKkwFTNrGs4i2yGwWQeebnouh55NCJwHz2od2UqwvV1n98wxZV6+PsCZpzq4V+Ow+PbaioPHZ4GLrTcDEBpT3RthMQh00YK9fnCx5nA/E4LnzXUkZTMYqaKsh54QrbEJvj28DoZNB82HwkczqOoHR1CI1VLMVs78Mj6ZR4MBKcy9QgePHq9NJlqU7VnXaoERvIrCx3c7LrrQomzV4mYbR2VOhVSV3TjbRKYGjQYR1tEzKaTJ7iU3CGUV6C7X1HWk7xwlOi6GyOZ8wA2BR2c9jy96Hm0CbwXPCvj89sAQhFdpsqLnDJJfQpAWIt7Ct1meK20rodoIhg74J6vA53eJoU3aWcw/P1XLSoiY/30Ci4QtlWNSfnY94VC23WKvbWStfTY3UlX7Xs4JS5z0sqbIQPL2e/XekCutpgR6sZ/NWIkHYH8BzIHThL+QDpdJf9kiiBdeTtnsabFPWKZ0g9rtTxFrjsXLg1yt/Y72g2wF80EXG2fqu2c6J45D/6PV6XpSbZ226+GjpytM9WQ8k9Dq+L6oOYdSmNQIlJWWnigmTVWp9BJQbdNmi7te1n6d0GSs0DthcJBaszW1nJbbgzW1tUlTVzHQB88QlwJq03nvPZoN9bybsqFfpXJMyZ7lYisZLRUK1FqZDolcpTV07cp5axYLSk71IWWwmnPiZ3NmK7YySIcWokJtXkIOHyLBw5Onb1iq6wCP39wQV5GiFb8NbNcd53001Q3WFKVa8aHxQJy59h522eQ7EeZD5vZmMqR2WcNU+Ldf3ram2d5we44FFWs8RaCLhlCWtuJZUK2qhgj/Yx/f2xB03jPlyptnq5Ou24kwVXMb620MJVaD7YcY0D6yGjxawFXHSivH/cjl5pxptl30KnY88RE9TIRiNpjHw8xxzky1UrzjqsJfH+cmPfR8MyY+mwrvriJd53FVWMdAEc+mj7y/CdwWe9iWPYrlCUAfA048VDP9SVXNo7pW5po5lkLnvaX5JQsHUq82lanZzjZLD673Mz3RpGZAtw0nzdNCkFrwTCkmk7ufskXRirD25hKYq00XQ2fsA+/NRjdiu8ypVlIRhpY1/yR2RjCcq12rlIwRDUaEUT0dYApUV5l2Ez3ugbuApYJVtc3FUvRNw105HGd6cdwfLeQmN+vS4Dwdwh8+21jYURXiEG1vbpgm6h2osinC1WSPWmaBTJsZC42xS9PWtsmNNnn5Zk5iRjN2w/+Hz66Yqz08ddZlhWzTmjMduGCQo6+O4O3hEmeEQFcsA8FrO+AobKPHIYRivJPYpuWalWHbcXnWcfN6YioFjxltFZrVcIa6aMDVCIa+QcuiTYomcMiF3gnvnnec9xYP/NHTDZvgeK+PPHXw9rZjtQpE74neHsUZZTUERCyuNOdKbhbJ49ECr0jK62rIgCqIN2lc0kIZZ4oJ8zlM06mQmIzM7o2/u77nzAslK4MIa28FwVZGxq2YUyGKMGULtznr4kKYJjhPDp59hWupTNtAvVjx7NHAiHLwcP54jXu8pWzXxMsNfrvi19cDv/X4gpUPbHx4INlKO9y0GfaInnhyyzMljaBnO2/lN88G/v4+k0rloFZ0nJrzoLkOmmvksdTGpVEOudKLcCyVVbCobiMH2vsW2tdOmFTX0jrb5N1Ggdsx0TX/g5JNRjnWytf7hF/kXA8AgXklCO37tH9anDLlAd6S76wFFGVOhSc+nOQEhga0r1MWWr/96b577ixoD/x8nI3YeFrIyQltOCFVas8hqvgkrGbH8zMjPOYlSM1xkog6jIgb1CbzgFksDyYtswTMpQlxC0eqvQy1sypTmdQ8+A+lNqOtSmRxW7U3P6u5ipZsu/TBeTZd5FCa7LjauuQuZTDfLFtBiNWGIA+vue8d59uei/XAujeS5TgmbkdbKVZVet86fNcaj2pNaJ4Ld7nwGOMhUUGzrdoU5XCcuFgN7I5HggjcH1CHnSXbnve6gctth7rA5iISo2+qOHvuOu8p2bg8/Sawv5043M3c7s3s636cTXHTnuWKJTeiZmSmi3IKfSCatmbBUZvfBZh3L8YA/0c+vl9loGbYcdYNrWtqZAkHx1qZU7FiWjKumDvY29LZDZxm1tPEY9fxXhe4f/Wc57/4BftUONdCuj1wmAovpspUhM+OmX00+9aI0nWe3WxGL9/uj+xzZZcKh2qxxslVDlMmaeYHg+dFNV2qNPbt1CaFWIWv70amY4NWj4n7wwjFYj2nYvu/4mwi6ILDR8c2RByO23lmP2d2aWY3Z6oXbtOMWzlW553tgRqkI8FgMWl78ipwiJWLleWEz1oZ23593XkL1GlNjKvKdMgnK0+tyv008WJK9L3jakrsyoxrJuG9mOvhfUMylgOoqu38UHi8WdjFTbJVlJLh1WFkbjnlpmgT08drZUrZfAhUWccIXogov3c58D/9xdfmVKaV9du9BM27JgAAIABJREFUHdB1OWyUP3xyxu1tadCvLrdf22m1/2+kogVVXW7Cijb/7sZNaW1DVfjJamO8kVKZs6Ux5rbbXTUblcySHWA/J1Vj9Jr1qKBeGNXen5SUCTPVKd6dQmQ2Zz2dCr4PeODq1cjumKhTYRKT+biijaBoUkdRTp15UYv31pbkGH3AhcjXr3cc58x6nnl3G7g7FD7+6sDHn+6or0buXxy4e7Fn60ADTAJdtd1vGCyeNSmcn/VMh8zVfgYcxSm+OmsOs9kVd6uAlIoWGGfDlC1EyQpQrsqUKz+9uuPFYU+q5nTYx8Z4b4iPHe7CsO4oorycjlyNM10UjtPI8QjbTU+aKxlHWUfSpuPdbY87ZK6nzIxDu8hd9Rxc4Bs8L/Yz82yGK290saUEcrL2RhZlkEGfYYHJ3HKXwQebnhe72Xg/YpB3agUoF1Nm5FK5nuYTiubEkLlZlVVw7OZCypVdKUxZuRkTY1H2qZqvgrMVZGpwf6n2HF30wWyeHZyf96y3a17UjPaOugqnKW45kCuL9M+diHwPK4XW0C+FXJb/2Mc340Qptfn3P/yb9djterSGirYmqI217ttlA0VdXX6cnQYiDD/eNCXW8nmO5FuDX4X7d2P7/oaM0QaLdrSdZJ7adPgnp9Q2APhlPYjSNdTF1BgPpjkO6KrFZ9OK79U0G/s/WPJoxT6xFMU5TxQ4C4FVMJThJs1IVTRZxHeeC2nK3E+J/VROz3YgsGDlCTO4u9j0XJ71rL032+Vs529Wu0biBEdbKaXCN3Pm0SoyT4XQdvpe4NEQiMOWlMwVU5IyHJW+cX9icHgfeLTxjGPm7U1HR1O0tRNy6AI+OHyBPnq8s9cfxR7gTXTUo6nYBhH+5Jtrs65vt4u97dbk2cq42bC399xyg22N4xfW7q/4+F4OweM+8O7bj1ARhs6bVr29kaUaOWhb5QSvBa1ELwTxfLyfTZWQlUrg/v6GEDzpaEXYqfLT3czGO86DY3LwfLQH8d1N5DpV3l1tCeWe4IJ1g9GcEc+7aOFHIlxuAr+UjOuUUDxehZwLg4+moQ6enIXbfKSOIysxK06pFYlm7ercw37yPiUGPPdj4nHf886jLcc5oWIEwcNkhjirlWff2XVw0lLMyqI/bg9iI9LMg2Nb4G5MiApnfUCqYxXcyTP7/lAacmDFbSyFdW86VVSgW2J6hW7r2R1nECGKyQdLdQxtH1idzTPTZLBiUSV7oW84pSa4zjMyJp6drVgFd0IsLs5XaK0WSNXIUL/xuOd//ulz5mXaEXCdxcp2zqPFmPD/7otbplrbLW4/d9GYfxfyknbQmFHdMhWadGuRklVaqhnw519e8+zJQO4COVkugcfRZ8cx59PkUlUZadn0aoXQBWf22WrcgVwq3ju66MleON7OXFwOMFV6LN71fp/YnHcUKnf3E0/PB5Jap92rycZwNpn3YgU1esso98EgSMFWEN45tl0kFuEX+0LnlH4VeTp4CO3AmArOKy9fHojnvSkoVh1bHDtvY+hF7/l2mimtaV0mJHWtwCTb1e5Swkez/zZugJxkuUbsss7RMhyUvNuzGQJXtwdbMRv4cYKgF6IaqfLr20BRuFj3zFPmuBduamFYRV4dE8N2YHUZ2L7ec9PeZ+89udgBPSXbl06lsvKBfhWQNPFyP7VIb05TNELTWgudSGvYHSuFb+8TZ0Gapa3YhI0wF+PjLME5C0xNm6C6xhEYU+XX39jwyfWRrPDmymSqSS0IrbRmD9ecQ6uRSfshcKuFx93AdUm8vj9ynEuD8a2J9+tIOSZraBDENQVAXc6GZe24HBRWVJdTXVrDsMS4W76LnQ3SYOHmYMTJ4VEhp0KIoWnwlQsfGfNsFasdbtKeSxfcSZUgVdFgDXg/OWuaBEJxvP3ehs+/2ONF2Ebhwns+SZZMaUimnUcByGL7f2sOjEsUcKhU5qIm52yvfzGRqo1jUrQSuw5KZe0NMW2X31YaeERsNWBTiF27KqYCKzSTrGp8saSVmjH3XHG2CsNimrWaLbU6g9lLMfXIZtMxzeayGcXWJ6WauifgSdlCuF7fW80qFDwWPe5EOO73lGxBdqYQsBp0nwtf1olVsSbnt997zF/8/Wu6wRIib+eCE0vgjdFWFGfrnqnZJwfvmMfEbm7rtAy7NOO948+ud/yzx2emSZHWaDlbbSy2+7mtXhzLGm1Rlvzqj+9FCK5KZiXBdNwhnAgcBYg26rHXwuvdkX/31XPujiO7w5GbQ+bH52fMUyLXQhcc2XmO88wntwf+8u7IJ4eZx972oc+zchyFebZQoNtihe7Ffs8uVY61GCkIOOuCJUONCReFy+AIRYzYIgZxew/RK52HqzGxS6Ptuaty1Ezf9tm1TYw1V24PYyMlQs2VN9YrJHhup2TqinbD973nbNMxDKHtmbQVNdtlE6EG69ZkkQypsvOKbAKXfeRuSryeR25yYkyVobNuunphppCobGJkLKX5h1tIkFViqCqs1pGuC2SFGALTmO1zGpu/LoVY1Yw+8gOrVsH8/LPZPH97eyRPCUU4HmdSFPZSmabMUyf8xy9vmC0dBxHhwlscah88M4VDKYxj4bGzyOFFIuZUTmxY1zTRi4mMijbBRYNJFTP4aGedF/dg4qOgyfgZsQv0IbDOpleeJkM0UsGsqXPl/pCYknX7oi2BsXf4VAjek7yRbw43E5fbHofgi5CSRZquY+Ay9ry72VhjsxQWscMzZ4MRiyr7VNqUq1RXTzwJEWNmO4F3Lrd8Oc4MwRKLDrlwmDNlMuZ26By+CLHrmEslnnXMRbmNyrv03Grmq+PEsRZKyRxKIZWCVptm6mzmOd4LvgplVnxwuPqwQtI2/etpUrSmKdXK9S4ZoQvjQ4ChA1EEqTTzG8dtX/FNf19EyEl5Qscvbw8ca+X5cebTMXFx0XMeItELn13v+XJ3pCKsouMuJ672k+XOq/JGt+Kjyw1vbAbc4rjWGoImqqa4xiZPlbGYZeyhTX5VTSGg7ZnO1TwO5lK5r4VuFRlzJWeL4TbL7cpX+9kGnSBcj7O5cbZwsEMp3FWFXjgMjnHjSevAXgTxgZuaOdwnM64RoLqH61orcYgP+/w2oS1NA4ufQpvg9bQesWZb/MJ8X0ZxLEJXTCVz5rCk2aJtxWKfF4PJiZdvFb0+dN7N7KaZrND/aGWNh4J6wRfzBphEOXjbMyepXF1P/MHjNavgKaq8TI2gqEpqU/2g5mVgBoy1GRo15z5VvJqJ0LLhSNrUSGqeJz44nPPkUng128C0uMHmhu6k3MKwxNI6hZa3UCq9F3y16zC0PJVNF7m47Bn6Fqjn7Lk4OZS2cwXFrInVmPibZmGOCFMuBB/MqdLbWnEJS7tPBa/KIbWI9Nqm79wUH8X8FspcT+tmxBqRz7/d8fTZhpQLX+xHdilTvYVlmSTQW6Mudg0O+7llXyiqDvX1hDAdUuY/XN+SVLkrQvD+dE0Rk04jzs7a9mAVlLTACr/iQ04uWL/i4w/++I/1n773FmedQ3O1FL/jbD8Q1yQehb/56jVf7ibev1zxW48v6KPpmEqTUVUHf73bs63n/GS756uxcFsqvzV0yMWGv3i+RyjczoWpJnKFbRcaY1YoAVYezr2wCo5PryYOU+aYMqBcbAecM9goF9sFzlXZdMKL2xla4EVp8FTvAqtNaDCgcsi57d9hHeLpzeg6g/+nuaDelmEeCKtIFOVGMjTzNjntbZohyakwLkZEDy6IAENxdA016HpHnkzWsgmRySlzNj1siFZUEduzpaOpKrouNBjNJj1JSq7FdLDB5D9jUWrniUXbwWkPxLIXpCrqlnhMg2efbnumbOE3Uypwd+Dnr6bTgacCbz4bSOdmiVuzUlIlH5Uy1oYG0GDSRWu0QJuu/dlGQdrfPZycDcK0QkZDESrCW6uesLIH3s1CHxx3x8Q4WyZ7zcpYsq1p5ox3sA0RP3iKKCKW61BUqFI47ApPHq2oqeCdJy7s3FY4xTmKKzwKgS+nI2fSNfTCeB/7MZlxFIJXbbwFzCiqLnI++/xEwRUj7CX1xN4yI8acGEJEOoNj57mwSxPvbNfsp5nrXWafK7/9dMun496MWBRw2pLNlBgc5KYuEYeUSvVKmmA8Jo6HjAtmYlWaoc8Cy//wyYpPvj1YI9BMrXwjODoRI001KH/tA5sh8juPzskpk6aEOsemD3zOZIekF354ueHMec493GXHi+PM/S7ZpFeUUStXOSG1soqBwTne2PaUKrzY23qwKi3W25rfTXQcW8jWknboMcOnTXQghlalUum9s53wCcKm+U+0CbWaAknFXE9LW0096jt+4+mG61r5ap5JpTIERwielQsW7iZm+VyyyTNLqy6VhiiIFW9E2XrHTXNBtUZ8WZcth0X7+9Op0e71hhguCMHSLGhD92hcisdD4DYVlrhhWxu0b4ZFi4+nn/lQAOLGEd5b2W3efq40CD+mRpn2UK4Sx2QGT4+qmlGWKL/WR/42zaBmzb7Gml+aOsvum2LEvfa7em/naKbg1Qx1HI0l78AR6J3napyWY8k8H7Amz2GcMCeQs62LqeZDUJefmSsSvQ1uXqAaQoAIu+NMLpXoHZ02WSg0Ezfj6cRg0Fitdh8teq3eWbNXqxGys2DUfQcXfWAKkd63dZcqOZUTQpxUGJywi5VN9mSnhAzZWQPycn+EYHJk8YKvQDRDJY+tP1xYhvBG4BE5DVWmewAfhD986xHBe4tC9w7JRjI/zmadLxVK812ITvgf//X//iu7gu9dGbgi5DxTa6RW85QX7AV4Z8VEK1zvJjbV4nD320wUm+KrOLxz/Ok3rygKXx2f82vnFzw7G/ggRkYHf/N6R1JDAc76yFCDQUE4Xk0jGaF3cJeU1eCppUNkZDxkk8/VcrrpRQyaSqXQBSEXQzFcMNKGtD1Yv7L9mPOcoGQXLKBEopgW3VnwRy2mZ52zHWB5yhQptjsf3IOZSlYLZFmkb20C8N5gM0vNMggRVaZQmbwg0TM7CNGhOEYPvXr6xqhdiqtrh1i/CpSjko/JoqITrJ8MECvj65kaYahikiKRFulpzcUS7mPZ9KbGqLpM6WaQ9OJm5NHKo97g8w+fnPFP3zzjf/nZa6bmsBZWnkmUaa4WmhGEJVzK1LxN8aByWhMsh5odduYIdtLLOrEpSww6Ld9pDmqDnm+PE5erAbXOiLFafkMIDtc6atuhNsqi97jeoa4i6kAdc4EqleN95qO3t9zNBRVTrhQ4BRGJt4kn4xl7x7ubDZ+/2PE4dIzFYLyhi0zHRHGV17vEk60pcbShSebfoKwQuhiQ6Hm9G/FO6URJuTA0Fnip2Z6VzvE0eX5+dY8WY1bghP/31Y7/7N2n/Pnta1KurGczkOkGjxQlO7tuTpXirUmrVRn6wHGfGzv/odkBEK98/vrAYgfsnb2PrhWvha0srShdbHsOU7J9rgir3nOsjjmYjwDArlQ+vz0QOse73YqN92bC0vaZBOE4zQxOqDgeCSSt7I4jSeEPL9f8VCub4Pj5zchRlXVw7I+ZKAv0DSsRDkUJXtnNhSqF4K3IHJr7pjTlifPCs0cDL5rjaIiOS/FcHybeWPdcnHWkCB+FyJ98c2MTVbtM2l77fZmJ4ri9H82kqAWNuYaWLqZFto2xJvg+VS5Xnutj5lR9K3wnpalhN3JSVy6IpS57AJZp9jvKhaa7fD2VBv9CefjHE49gtIpKCzpg2fXF99en66PZbHfDCLmvTF7pRFhfzbzIjeypwo1TNhhC94spAUJSpdPKrv3+UrSdAdKORPv6II7l4khtpmylMnSeuZhEMGvlak6E0rgJ3opx7pVwgNI4TU6codQB8mQ2+VKVmznx5Gxo9uaOkuy5MWM3YbOOXF8fOKZK6kypVFFCcZSaGznXrknwnlIMjQkizdWSRn52UAsZI0Pvs61G3tDC81xsOm+QvYgj50wO3jJDGnKSasWrQz2stx3HY7KmRoUaBU0FqpBqJnhv71UwU6eiFe+hJosNwC0yXcf//c0tvRf+i4+ekPaFsFnhx4m5NWulNYmP1j3/9b/43X+05n+/D0EUDvs9q25tLEiRNvkL1MJnrw9onRnUDCj6nHHTnhQ3uNhTBf6fb6+YkoWwHGvhZfG8ngp9tCTDQSKjm9j2Hce5kGvhsh+IHl7MVqRq0ma72HzHK8ToeNz1XJwFbg4jh0Sblk3H6aonqDY/dHvwqlY23dBYxaBFyVIJwdEFx3rjUTWHqFo9qVZcIxX13pFSQbxFXWqAxWDI8Hk5wd8iwiACs7I7jFSFrvOsNz2HdnrWNn3Zk25kytBY8dK6zdFXYjU9bFEl54oeC3OtDDGyCRZUP+4meu9ZryNn4lFvHhLFzgC06Hccz6RNMvZzTZ3AaUSpCjdjQY+Z0Hn+v5SpufLb713wweD5+csDrwfHhROOQJoLNVkRNKGfKQFsD6invalih4TxrSy9rDS4pC7EqNaomDymsWnbPrUAHd48wh2mX1aD5F4cjtA02Km2nPRUYWjJYdGuqy/Kyjvee/aY6+MR6QVKxeGbuRN0YbGuFc77jm3XmaKk7AjrwKNqdqGDCHSOUorZX2POf8VVRIxP4BRS5+irPcC/8+ycT28nNucdL66PdMGMUEKpXB0mRj1JxFthaQXACf/+21f85GzNL9OBGoX31wM3NyP3G+PdFBSZldAL6j1zySz5dVq0AQun7TUyGVwszlzn5moS1C40q9QFOWyTSG4Mqnk22+zJuUYIcSSVFtOsvC6VcKwc5r3lMKiZFcVa2VFJ7V677CKP+sBuzHx1fSTVyr+6OnKsJnV7Z9vRpcpuNvtpgu1ga7VGvag5fXonRgrTQm3ks2Virsmawa+LITaloXkvpCCD5/OUCTcWAvVLRmjpl8tjsk/mmbHfZVOQyJKBYddmUW2wQNCteV8K+k2GbXDsU2mEGR7e4GU+0+V04jT96wlOWD7aGdaalQXzzm0d+WbneZ0eEBFlsS//h41dvIit8DnCZNNulUrtHCUpZ96z2WW+SA8qx4WxfvDCVm2FtAnCfbGBsLSVqWBosDaYX5YpvALO7i9qJTjPKngeDR3f7CYUz6GYTfFYjUAZRZh6JVSBraD3iwmUUNVWbfNsyp8qio+O+2k2vkpD67zIg8TSC48fbRmPiSkl9mpGdE5MLioeKIYopGRSwOo8xykRavOQKDaVeyxDR5vJWp5GPtVshMYizLQVCca7y6ni27nlG3uiYgORS7ByAbcV7vczOpWGtEC3Nq+bmk1dMKwih/uJ9XnHvDOPENSaJ62KdMKowt++3vPZ7UQIOy7ONvzmILwgMo0HEuDHkf/uf/tz/uS//dU1//sbgpT5fK+WJ6Dg1KD3qjCmI+fHPV8czcrz6SpwOXRsncPNE//q5S2iwpOzFUghoLy32pyCUG4nKx9OMz++XHE7FvYIV7MZqdxOlhRVKzxdRZMSqSOniTEX3t5E7nPi9noy9moD50qFx12Hc8Krm9FujEbGi94c4lSUcSrsS+Z8FYnBs+5t2vczbFee+2NtATAGnc6ToSPeV/J39lHtObUi2LCoKI7pbmaYhL4aVNlNwnQciWvHatVZdni28A9orNvDMrUXOvVoKbgYCdhUn8WsNR+t+gZr2SpgLYH9nBk6sxnOKkgUUjNS0tles630jeznhFNCoraJobZzy+Jmhb0UI+ZOha+q45UvpIvAhK0odK74tSMeTKa1HEZST2XnRAxy4hoMaIdbVkHU7oHFynjZZBSR0wp5YWK7RnKsVXFBGHcZ7xxjzidTjtT2991gCW1VTb7VOZOprrrAB48vUS98fXfPKphNaC42DahCFM9E4sPtI14e9xxzYR09zx5vuL87so69hQDVYtkIBYh2DziFOVd8FIiOsxh5sTtQQuDR4Pj4emLMmXRjMsmuFD6dJkrjt5zuJ1qojdBIYUrN8LOrA7/x1hk/++aOr84U3RjilIqteOisElannK0CI5WLZwO7l/MpiAvg1zcb/u5uj1LR5j0hmIyqOCVUKyBLwt/2Sc88VT443zDmwqYLhtw4+CQdOaaCBMcbfcdhyqiY8dd5EN5aB35xPfHRxcDtsXC4tojk53XmlZjzn8cKS0EavOx4vk+4Uhm6SG3Wo14sjW8/F4KD6pTtuqPUQpnM/Op0eFdYn3cMZ4E21D6shE6KFzszbKSV09q+fRYI7JqxzxKSVpsB0IkMCy3HgIfGgIdp/uAFl+V0/Wtry5FljSat8bM/q9PTcy3CKfDJtIXteW2NhbYf9mIqiCpvDpGrVNp60VDFuhxQTvFvh1OTmbBnvC+myPJeuJgqnxyyIb/lu/ehPUuLsdhUlY1zjNWInl4xF9L2u50UkYAujYk4Om/3+dvnkRe7zLrr+DaPxGIrrXXnjChbK+UAGitOA+LNdtppxWX7xpOWNjg1yW90lkCqyjTN9CGeEktFDOntoqdqIWIrJjwMvpksFSUfq7mUijKoIw49ec7WqETLu5i1knKy11KaKZ44SjaU8v1V5PlccFJOjVhqKwlDCezNN8M7ZRU91QuXZz27KRlyESNlMrfD0JmV/XRI+OCY9sWai94M4LxzuM5SagVbNSvKB9vInSZ+NkLXB7z3kLKpcRbZ66/4+F5SYUm2h840GNR5ikBOR8Kx8Gi7YnBmC/pqzNynzATIKiBVOd+al3qnjg2B/+TROZ/vRjZjZXc/c7cbuT4mVt5bOlx0BBdQNdMJh5xMW3KBN3ojY/QSeL6f+fF5x0cXa7v5xBQIQRwJ5ZDtZnYKKzyXMXI2RHAGi/bBc9YHfPCsYvOKzmImFV7oPPhoHV2MnmEVcB4k2GvzbddnTlc2aSGm15VjZjO7ZpSh5Gx63ugclUqZC3UsRHW4rLixoofaUMUK3nEk46PjWCtHrdzXzMZ5YnQN3raD0zd3vcVDu4pSV47UNQmm2o5JxGQs3snpwEEeDhXbxdmhGZ2gAf7lR4/ZXR+pnWN2hU6V6Vh4cww8mTwfxjWbe/vZqRlGWdsqDWpuTGsa47tNE8vBeWoGWAxYvjMttVFNnEBwnMdAKvWkD3Zi6WJ3c0YcXG4GNn1g0wWiE9ZdZK4VHz2PuzWXqzVvbSx2ZaqZDy4u7HWL2GHZXvMumYHVoSaeXpxxEXq8C2xix+qy5+iTNX3OJuLs1QppMUbyG5sVq1XE+0AR2PSRs1UHKIdq6pQLr9yEzC/HmZyEOltDdiom3j0UptK24RW0Fv72+R3//KOnDG2nWoolw/lqzfACMR5StqknNnVH05SLCH97tzPiaWlFB5uScrXDQlnuDQs4m4/mv96r451t4H7OZKlcjxO1Ktsu8LjvqRp4Z9hyjuOjfs0HXcfzVxP3VyN/+vkNf/3ynqlYhPiJSd74bqvgmlTO4NiheUxUhc4J0UtTVVhRyaps+47fe+cp91NmKplaK6539I8iw6bD9YEx20TfstdOH7oU5uXua7fuqWdQexi07fWX8CLj0tiiwC0FfpmGW6FfQIAlt1iX6HjgZDSkzRPgNMGz1HxU/XfQPFsRnLw72vqtsVxZdIAqwrdjRgs8W3wNaN9YlbAyNRBAONp9UHK1AhFMPfPJ3WxNStV/+JpaGNqtWChcrNZDbUQI2DPtaLkYDVGCxhFAT7HZAlx0nm/uE6KV5+NEmfVUhBzNon3lWK88zsM0ZyPENVTzUMtpyANhPQRCtHAy9fa9uhjtXBZwnUAuRg4UQRus33mHFpilYsmQ9r7nRcKthdD4eysX6F1zUmzn2VRqQ5ptSKbdJ1+Oicu4NI62XgzR1rWxvdFV4W5KdoaIIZeW1mi8gTxZl161Mk+FNNvv5IM1B+KhTgqNQKiZ0xoq+8oPH624ozKVTC6ZNI4cU6E2j4jj9/AGvx8hCAYRgZnMFFWe3x/4oGFfX94lXhf7ZZxzHFLBx8BnozHyd7vCG1vPwTv++NklL+bM+9sVGyn83XgEPIPQvjZzTJVn64HeV/7+dkSc8OZqgGzErM92t+hY6MVMfP7mZmQbI0/PBnaTfb3zjtQIIEPv6STY3RvbtF8Nyr1JMz8433I9zyQnbGMgCva1h0IU82p/0fzEgzrc4Kx7jUIeC4985IZ5wfvoVZjvJ1Zz5H6eT5pcRZlKpQ+OzexxEfZaTfKo1r0KSs7C4DxHl7nXYkUfg8EEuMfMbuZU6KM/uX1UBO/dQyHG4av9TOfs/w3TU/Pfbh19qSY/67wRs8wXWxgdaIb/4T9+zaaLdBVWznE4Vh71nUFaagZGVe29ufCRHTMzeoKoPWJafxyhi6TZZDlNldQKnTUi0TnmZRmtppXVYK8FrVx0nlus0047I+hdH+wAe3Q2mNe4M6XBHBScQebvnG3ZH2a2nafrjTSiqhCE+9czl5c9eW4TXFXe2KyY1MygAqDes/K2c3RZODwKlKrc302sNXA7ZR51Bu8ZUmSul0UrTgIpOqY8s+4dIQuf349GXgELhVo5ymiKgdYbAfXEA1Mnp5XUEqP7bz55yb/44Cl/db9nVzI5mWGR3xVe7Cd7OtskCLANHlV7fxd+xlK9rL4YQCy+Qd7YgZuBs9DZ7jIKP7254WVesbtPDCGYOVkVfvvplr14RnU8+eDXubz9kj/9y18YjForiwR1aaIWrslUjRTnqnJo/NMIFFFzDvzO2iJ6k8Yq2vTVwutp5t/87AvUm1JIgpDHChl+8s6WT/dGflvCd6z4utP37NQxy8Nhuhi/qDS6n43/yBCozWzrdJaqNvfS7yIF9rWIRZIvCg8UXG9JqdLId4uahoVn05ohae//CYBsz7g0ZJWFRLgQb5ffVe3vC8q1Kh9ervj06mjfRyG8O5xeewqK1MJKPHOpnEd49WJqv3trWZaBoU33DuMwvXZwWQyFmR1se88XdxOo8sHZitcpQSMNVlVqEXonXPSOQ2oBU1VtP5qy+X1MM310bMQyQ7rsyFHNItmrrWou9uq2AAAgAElEQVSrNYQuOO6OE2ePe0OW9qb0sKh5I41bU2lpl76pnEzGDFvnjVzeBaQot2lEnBIW+bkaMb2q0vlKEIP7czK31Bg9qRp/YWok1qKm8kHs/Hk9V+hgnCqHkll7T+dNPVAaz2IbIrRG1SzPYdN1pLnQYyuHfa2IGlk4ejH79IaAiVOCi8ajaM8TpdL7jpfZUkRDI2Sj5tuSUWKT3v5jH9/bEACIRX1xOB54nCs/EZsgiwbeP4Nf3C/yncCzx2sunmyox8Lt3NPh+Gac+O0nZ/z17YF9ruznzKv7EQrkPHN2OfDp3T1Ug5o3Yhfnw/MB0XO+OtyRfLFoyXu4r5VMJbZJ/ZgLqUHtRsuzicB580cIzjWiVLVIX2wqXnvP9WwwTJ9t92s3hB0+FCWJcKaVXalMxeyDV9GbG5eYf8JhNivIMlcmD5spsk+2cwxeDM5VQavtnBRz5OsFI4Wk5tQlpgF+XSbiuiMWs9ovUk9kfVHwnZDGbJIfPIrF5VZZQHrBJ4OvOoR6MPZ3BaS2ZLb6EGnsnV2nTuzwGimkeYkUhiE6jrPy1lngXisdzkiBWumcoEU4iuBUea/v+PvRrDZLLYZ2uIHLJ29y1iW+fvGSORUWe1pVmwhSLcwNcalO2o383Z23sHe0VYcdWNf7qZlyyAkmrsHQMB8D81T4nTff4i7PnK8iWoWXx5HzoacTI11+9PiCnz1/zcXjFRFjms9FeWO1oXNmZfvWsOagmbe2ax7lgef3d7yQI9p79rUgRRhZ0jY9x1J4uT8SO0/phGcx8De7kesRg/+9P7GUBchjaSgJaBA0adOjtwKFNsVGqxrt8P/Xn13xz39wzn1Y88kX13x6t4fCyftiqXPeOQ7Z3u8fbFd8fnuwAzt4lpFZ1aYNheb+ppytepOUSbO3nisDjo9f3PBH772BAjdz5sXdyP/1+RVCZTV0yMWOzz/5hs0qMC5Jc203nHI+ec2by6YVjg+HyMdjsjc92BSWSwsZEpPBVbVI7/tRT6/v7eD5cjQOgF95OhW6lSd0wqe71KZVbXkdnCbBZQ8vRmTBNPqtG2jXnAUhEEyh0nuGCsc5s5hsaV0OY6Wqa4FG9gwaErbAAtYIxc6R5xbS5FoRV23xttJshDlh7rI0HM07Qpf3v93z3103tD4CFXgneD6+GyE4frCKvHor2NdopUv2vBcMFZWV8OrrierkO6+b02rCALSTDRKKcIjKKgmr4PniZqT3gbFkvtrPhCBc9kbsdmrck1Th6mh23H0FFU9q3iArH/BB8L0VTJKd3RytMQRDaZwI6z6QULpNB0XIk9WTEB2+87aqdMZbEO+JCwrZVrpa1MjuGGldgmNDzz6bPH7l3YOnjLPrU7QSgqdWYcoZEWeRyaGhABUk2DXK3ozwZqf4yX7e7791xl++vLdcjWJIl63jOK3wRIybcKwFH70pJryjq4Yyv7ntuR5TyxWSJv/XU/NaWxT8j5+teTnOjZ9l72X6zgCgVc0sSv/xxcD3yg5//4/+c/XO8Wzl+aG2/a+CxGDdb1H+/vrIZ7uZEAO/+8PHXHQOPZiudy5q8HMXCCHy6d2Bn72656w3X3cvytUx8dbFmvs5s3KWBFVLJQebXF1nj2rOcHs7sWo7cDDocGi/S3BGOPLOjGP6aNp0GgkRMVgXheSg5Ey/6ngWO7aSuegCV6lwJ9ZZnjk45IqbK/tGluoKdCvbn44pk0qDZZ25ym3UcZwy+zmfDvJl9xgaKWodAq739uY3CIrZOt+CuRje+NzifB1Olkjj9q6ihCK42SJYe5xN19L2kNEmSllgWTGnsRnlMCbECZcxWo52QweSmn/36Cq+OGsmsrn5bULAx0Dw1jD1LXxExDT0qkKP0D9+xnvvPeXP/uqnjONsUj97nvE+0A+RmjPjlKBJ87SxswPCEDyj+brZYd1GKMUam/W6I4hSD5XX00xtlrrn255xTqYnpsLKoUl4tlpRnPKTs8e8Ouy5Gke61sxtg0dDYJ4Tv9xfcfg2E88DH11seWd1Yc1VgIvYczUeeRwH+hCYa0Gc45PdNdc6MdVMuS+snBFQgzrGWumC4/fevKQi/OWr18aET/pgEqP60OG1SW85/PlOPcLJifD0cFDrSefqBPpaeDklarG/V9FTcUDsIK2qPNr03B0TVOXycsXtywPq284XS4p0IqyHyLbvzf9djYzqLI0LrbAdIqkWdrPtSLU5A6JKHz3n51v29wfwgZJnRI33ImoTSga6Rg6ObVoeWWRUZt2t1Ui4T3rH1WQ7U22s+WM7/FKu+M6ZfNjLyYRJhRNM3rodu6dYCr9gscHCKlholrSvRR5IsAtheEGyFvRGj6WRZ9tuuvFWFlRhYc8sqMGCEFCsET8bIodxSSWyT1oIfMh3Pn/5nRsp77SPYFl16Okl2s/RtmEQfm0T+XlzqUSMv/ODbeTlG9FUThk4ZHzvObyaOZkULc1L1dPvtvwu9jTaJ4kq77vALldeHdOJka/Aylkgzxbh7W3k9Wxdqm9+BQh0MZAC7LUwVMdgmgRe3O4Z+ogWGLzjKAXJICvH/e3EeohMudB1jrvricW22YnjYtVTqU0Mr4RoaGB0Npw4TJ7tgMkpPhkhL4nB+tc3B8Q5Bu+toDZU1XlnpPgxsdkYN02sZ29GatYMTKWc7oFJC4F2fyXlSe95NRvCtI6W8+CxumHKCVNepFI5SIViGThZYUoZ6fyJl7HUd8QivZe//K2nW16UzKhmGpVoDpLtbXTICQFGhb/8t//nApv9g4/vRQh+uB34+/3I10e42ETebpNm8IE4ONJc2Bxmpjvh6TqynRPMELvQJDuFg3Tc7DMlj6DC5Trycjdxvu4seAfYjzO5FFIXyaVpTGdwFHx2+LVjvpsppaIN/gzOoiShnnSfwdkb6UVJWm2SrY4iipZKcMF2OV5YuY53QqDmwkoU31XOHeSp4qKQveNxH3iVZjrgg+CZAtyr41yU2zmzyZbBrmLFfV+rwUlLulq1JiQ6K0RdCEg0L2/XvEWLgIQ2CXvH3VBwBfDuVERcXRwRreNNHkIvdJNwWxJr5+hCtId1IRDaGXSqP3f70bz/Be5yYvCBiDKJQWTZY3IXrcxzYfOoZ5jsIXp/3fNyHnHiOXOeOzJRHXeuclGFzeUTfvj+M7786jkfvvOMjz//0gpKNei7auE4ObTMpj5JRp6xCFCoXjg+iKhxIrzTdXw7JxLw9vnqxPi+Os5osQ66j4IrlW0XqUk5oPzO+WPyWHhxf+B3n73B63ni9XwkofREonfcl0LNie16IOxt//fjywsuwsDNPLLtAp0Gvj0e+MFmS2ox3B4MAnQdt5LoCeRzz+5uxil8tIkcxfHh5Yp9DWzXjv/qx7/Pf/9//Bl4R2zJerHIaQfsvJx2x7E1lhLsGXMYmdQ3ZETaYeSCGIJ1HPnr1yOijQNBU69UTlwNdVa4dnNahktub0bee++CecwsctCaldA7pNgk79ukGmebNj58tObz6z33Y8JvHJrNylnE2rplt3p3e29JlCU3/w27H7Nak9p7m5KohkY4kWbfbc+MEzPhCSI8v5txQThWI5BZinWLV46OJ2+uuGsW1dRl8l+KeJuil4K5FGxZkAJlqHBYmgH04bBdCuTyv85WFE4UjYLMTZJMPTUMTipV209TfSjTFTTbMto7YT9nnqwiV8f0neIuDwV+IQ4uL8Trdz7PCr82x1BZCI7LZ6j9+xd5IUws6xLl87sZuZ/40eMVz98MrEpkd2Vn8qkZXVYrp+aDE5rnTtVIUXF8JpnfHHpuxkxsDbHUao6FyXEbKofbGRHh/UcdL/eZLgI4plp5fUy4IBSp3B4Kq7OOvg9M1XIYjlRSVlypuAR9F7i5n1h1JqVdryI+OO6OM+KE+3Fm3UU02HXbHZPxUHppyg8xF9GKedY0DwPfnqtHm57jXEzKXQvrztt1LhWdCzEYcm2qiopWIQR3aoaa5xO1KAHLzDkWQxJep8y2D+ymwjFntl1HzmbpvHANRITgPJoytShTZ8Zg5lRYkcE4YdqmhdpMtLxzhBi4cpV+OGfc3dhzVDHuhzPzMm8Hgfn0fA9z8Hsbgs/2swWZzIVf7GZ+rsp/+f4jPt5lugx9jBCNHfrhEHGlol2H73sKFScdn361463zgaGH3Zh4I3S83M1sQmBfE083A0mVac6sUSQ5bqfE+eCp3uNUGQ9WuM68YzcV03U7b2YT1v5QVVszYEZI/+mH7/Dnn3xlk3iVUzMgXrifE//sYsVdthn0INCNmVLgkcCnopyByc1q5Soov1Y8rxw4LdzpInFUshZrYmhD3NKVVZMFRe9YbTpCdCRpxj0NonUFpLPI2Tm2v8fkPJ7GXi62YpCT1Yq9yUkEYuVJt+JumnBToR88orog0qfpuyJcrjoOzUdiSkrnbFqaZ4OsS8o4jAmcyFCNjFgi7KoFHK3FcVUSKwzNeEMjKpXj1RU/TyOUxI9+9BEff/pFY0m3qUuV3lWmKtQ8n7CyENx3FNIPUxUCX08JFWUQz11JMJm9p2vEIANDPM45Jlf58PG5pQfWwuOLNe/+4Adwf8fxuIPg6ZNNb3OuFGfSq9008U8u3+Dn+Vtzt6uVQ80M6rlLR97sV+SsFjzlHAct6Fx5MgykQ+G525NSgQi9eN5a93w+TlzdHrj1lb+9qfz7z75mtYmc74VytKLhWnRsUVgrvK6J3WwEryDwyDsigcNSmOThvI7YROKBj6cjywhwOs9rOzQcp1WDlwevgKVRPI6FIB6kUqSloRVwaUmhFEIyuH3wjk+vDpwCVJKlH17v5tN7VkSba5tp2cdazM9eTQFyVDMME+z+TGpBRBch8LJmRC0kp7YmMjV5Z01myuKcFXGXoXu7JzrP3lUzMPIPxXdxcdNq0i7zf8UQKSengq+ouRGqb+iHGiKjSxOwlGptw3IrjMEbyWu5mO1wrfbws3QVgraY3YdmwwBL5dU4cxY9+2xxM1UW6Z6YU2GDrIFT8V9+bxtbbTLUKo0j0FAJ7HfYlRbfCyc1BO0e+PhqgtcjHz7bsNfvoCI8GPYsvUhdXmNDXRZVkgRDL/8mT4DyztsbjrcJ5x0vbnZ0XYSsrLvIVDNf3M5sLzryYSZ44Z6Ci44hOqqDdeeIyVEuHGWfkKTcHSa8D8YF2M2UbHLA4ATX9v1d9GxrpBNn3IJ5Ylt7KpZrUErlcKysOm9NZjFeh2RrOr3YmkebffEqeMZ5BszAzHshZTWpuW9NmFpD5pxwzJmVswRb74yAu5DMFyM6qUbIOuTSvi/cV1uP9WLhaL14qih7SZz3kbvR0n6lC3gcXWkpqZ2nZm122PaefPDe2/zkow+5vX/FlAvzcc/6/JzrmysKWOaCWlPfyeKe+ivBAbtvv29l8Bt/8Ee6it5sisV2EKfFR5s+tp3no1XHhVqUhWxX/PzlyKPBc0gmeznrHOedw3s4zPDnr274b373TT7Njv/1r74kZaxrHmeCc0wpc7HqmBqjPATHWhxRTD2AyCm7fbl7A+CdWZMmtWCJqVonF71rnZ1xWeZiko/fOt9wnBK5Kk+cslPhM1WmoGwdrGY4ZnieJt7rB+6lcIGQ1HGgoDPc7SaSUX8fdoBqE0zEMTwaqMEmqFPlq56KqS+obQjoPLPkk+HOcjghtgdeDHcMxoKa7HX5qdL5QJpnNj5SGyLosWt/KJUQ1NzsGkdiGhN99IgzUqEl+RnfYSqVy23HRfTs0//P2Zv82pbd932f31pr7326279Xr6titSyy2IiSKIuybAhOEMezIIPMAqeZBAmSvyAjOuMEGSZIgwiZBhnEQhIjsAwnBgRZimRalMgqsshqWKx67e3OPefsvVfzy+C39rlPtkggvoN6D6/uPfecvfda6/f7/r6NjW4Om4BixcUCT8wJddAX5UwC25IthlfgsYMDL1xc33YfeyvW2gX5WqIWsUhl/C3LG4xQmDGFiBsyoyhkYxRv+8jJvLW5ZoCbIfHNR/cIFWnJUnh9dYzi2PUjm2JGOE+3PUOK9dC1Q+DubEHAcbHbcNrNuYgJ1cRQOSoPmhmteJrguEoWn9QBF8PIJ/GasWTymJl3gSMJfG015/M+8bBr+KeX1yQHB+LZXY9ckZkN0GHv+zpG1tHMsrKWf4noo8XkeEdzz7FrKbVrjN7hc+bb9w/43z56ahDpFPxTEURTJtjhe7qYc9HvmObY9VHFi3ByPLPUOmwsoE5oxRoLVctkF4xX4ibGnVAJT4lcw2Km30ZVsJhHPCgZUUfy4JKNuIK6CcM06pQoMdlITZ0SByU0wiamOkpxtBhT+9VXD3iYWv5kd0UJzqyi+zp9mfanXOHzOmLQ6RmUW+ng1OxO0j5X1+Yeja2PqyqIt9eVlzt/gbgZqWEct1XsdDBn3ctILarYDnqz6L79Xb4iGDiz671lGlLN1vZb7f7zTAf2bQkgtRAo+/chrdvPmO0Qq4eTv/2Qxt9Q/p3Xj/hHN8qL7XZ/YfYcTOqs2tt1nRRBE3dnyopYzgJdcRyuGqRXzq930AaeXm2ZqY1KdzGzCJ7SOWRm9ysVOOtaUw44OyxlLGyGxM1VBAzWX3YNMWWGmGnEEYJj5jxu7kGUuM00nee6H3DqmM8CRBvZZgqLrjFX2pqopAlKykbEfmnEVkRIFG42I65KElMqFlLkJutii2RWqLLmhBOPOGXXZ2LJpgSbeEJ1feGVRRu4HiKlGEHUeWEm3tJ1EXq1AncWLNxos4v41pGq0VJJBVkK401mMgz79ntf4dGr97jabHl+dcFB53l+M/L8/AVQSCnasTM1m2pr/3v/6P/5K6uCX4oQNE7oY0JDoHEOV8li04VxwPk48qwfcSjLWcNpL6SUuBlBnON0HgjeHn5flJmHN1855L/+w5/z6uGMoLaRn/cjKBw2Da5reLHrCTiOVw270WCZrOwJZ5ozLthsJYjbm1BY7rPQJ4PzQqiLrV6I9TAQFf7mK4c0KeMdrHH8wWbDsQ88aj0/3CQ2CqvGcxrgzLesYzQvBHG0HpYEzruBZiuYxbeNOgSTevkCqzszcgt5tFlsAXwSnNisqyAUVxjVOhoVU2fgMVMOmbpsIYnN/ItgnZwzdQJeKDGjzuEUUlD6bUKCZcMfNw1jLqQGQoGUC7Mu4NTmucZgtjnjLJisdOYdpS+sguM6Fi5K5E7XQlG2ISM1WzxgpKG+WPXrFNDEZVRWXcPNLr00n7QNaeqhFPM5t3PGSF1TlnxGeMd5vihmU1qGhHee7RBZtJatoQqbmHjv/hnrvud4MSOr8sbqkIzDa+Kgc+gQwCuPDlZ8ul5XCZWxbSeJW58yLGDsRzLKWDKPZgtEvPkyiEnfKPCnmyeWlKjmEoiCy8rdBooLvNplvr/r+Z17R1z2mcN2zk038IOLKx7nyEHj+PimZ1XlokWLMSnq3Ho6cKR2jhd95lJ2vLqa4YvQFQt2+v2fvagFgM3XVUGmwMKqH+1c4GI7gDMjFZjqecuRaNTXYqAYAauSwLTAWwcLPlv3t+OAyidoi5DEgoQO5oFYMsNYyU713uUqlexwDNTOCXPQNFdIgzA7b0XK6G2ksBCPNpmbMTLF9oYgvPrKEj83Iu4Hl5d8894x/+/1Na4USnFIqMdjqgfp5IzFxM/Tl5QGdXOsTpnCLZy298O4PTVRrWOM2rVr7YTCqiXexOofdDueyKMpDGRqs/W2i1f75bUpkBr1XX+3A6UaI033s74H2Rc33KIFU2UjwEsuoaKmlpnek6v3XOqaqTgCgkHbmpR/6yjw49mCP7jY4BVmwXE9FkNO0FsrRMeevK25eg9Ek6Ny4LmOkaNlxyx39EPknXsH/PzxDZtkUdSC0M2tAGYL0ilXw2jvIzhyMH5UirqH39vOU5zQzALLeVs5G4qmCRFypBwJyTFfdKzXA12yrIccLBhrLNnGA97WrIiN5ko9sFVMqkssNeVSKUm5iZm5bxlV6bC4cCfGmQk1cyJ4X2+H0DUCsZqNVbe3XBVDJcMwZn713gH/7Iu1FaQZmtbsk6/HkdWqhQy+2NpfzhuSKoNEKDZyKptio5ZkDcPjx18gIXF2csg33/0qdw87fvLzF+SS6TfXdMuG8+sdgjWKDZD3uth/+euXTBOsM0UcoS6qQrVM1CpVU7sQK9dx2jVcjZYrvexaVl3LzMHzTeR8PfLJ1cA2wQ92Az+72pCdslZYzRsOmoaJatm0juKEk3nH8WKOx+IjzWc91DmqBTd0tfp1zqHekZ3ZJRetVX9l1Tsxhm3RQhNMnrIKQhs888azLcpp8AxOeX9IZsaj5pJ2naz4XnaB5bzWT7Wrfxg6mpOWTm2za1E0gBTh5GxhngAJGucJxQJ0bm1IjTinYqSWVhwtELRyiBx7di3YzfcITanQZLEgmqSFviYhXmliiObjPvMN8zYwBiU3lrmtqTL5sWz4rOYA6J2FDfep0IqgsVgMc1FWIqyK0BRYtg0SDQIOzvIStiVXz3vY+lut+0YKBwvzkhAB19oiNGmk7VJTxsa+z6kowQLhprVwpz5mxBmkJkVpJ3vQBh4er5jhOZnPkAJn7czmjm3LdkyUAovGoxGe9T1fvnPCJo2UrBy2HQsfOGobHh0cMRTLiuiccNbOOI8DsURuUiRlZeYCIvCwOTC0J+XanQvfPjsjFuWrrxzz8P4rNGqkoG8+XPDxswt2UbnKmaWDT7Y9GSPE5Tre0Qz7kKx6GuzJgdhh8vmu50k/mAeGCut+Ms2tjZ2rCEGppboKfZ6c+m9n6VSoUZxQYiEMhbkKWaCXjBbl62eHPF7vUC34YiOKUgui6G7h80XwiPfMWpul2nw7M2brNMa6a0gpRuYSndB9MsKuFIqDeWNUsDFrldPZ19Gs5eHZgjYoYRMZi3J0NOfp+RZXDI63w90Otn2Xvz80yx7uphaeWp83g9JvW3CV6s0xKTumjr92VlMTNM3kRczCe2qntUCOJinTKhMFahFxi6pOCOJUGHSNRyi3CoL9j74EmU3PgnvpJmqF+ffIktxKFCuK66cCR6b3fFvovL7srBlSzx88HckRGI0lfx2nArV+s1QfGrXYas2GUnoPbld4ejXgosFTN/1IO3McH88Inef+nSXHs5abOLKTQrocubocSVKY+YAMkJPSJIEt5JhYts1+3y4o8yZUsmkhqNA4GxVqLKTRRhVezZ79cNGQx6o6q6obxJQt3gk55eofYaZCVD6OjSQcg5Z9KJ06oS+RPmc2Q2TM5q6LF2Ku6hcsZAnB3BiBNFoKqalHXC2WheDhnz1e83Axm1Z2tY6HzntyVMYhGQk8ZrY1iv6wmTOOkwmSUIaCJPMuOQq2D5ysViyXp7y4Gnjt3h0OVgvaZs6YHbO2Y2rYklpR84u+/He/+91f+D//u9/9n7/bOWd3X6y5KsWIDA7rNjNCKYnQBLbryJAzJ7OGg4VFCH+43XCREptc+DxFbraJzXbkYNEyr6ErTeNpvKMLphE9aBqyCErmuk80OLrWM9bs8q6xTPKoFvkopTZXtixqSWzdtqvLm0os2fWRb99fcUeEPmYuYqFFuRDLiu+n063esL4UjmeVvYx5aWe1A3PM1mGWpWNVPGMxVuvquGOrFlyzQDhGWThHqJtBiokhFmIqrGbBjJl84K3ZnIQpAihSw4hsNutV6nyUCuEVUqhDk2yBO0UmZYYnS2GshdxU5Lu03w9ovau6VIPDYil0IjjvWHpPcAYXN+KJqtyUDGJFlKrxJ7JY0pcXOJx51mMx8qMKTXGVeONpRVh6YVADl+0KTzPOypeo2+Yd59CZ5+YmkqI5ZOKt0u9CYHQ2H9UiPFytSM700Udty25MnC3nqHPkGPeKiEEyDZ4+Zt45ObHnRgsH3Yxc0YJZ8DwftzxaHjMUMwZJKPNKCL1OI6NmNClN9qxjZKEeNw/kVcu3Dk+g33K2dDx49cvM2JKKUub3OJOB7724NBi8nli7kpgCWm5P63roMHXydhg45/bJkFcpM+88V3XWub+hYM+4gqPw7smC8yFZaEqY5G0TxG0KhWUXGMU8Rkqxe3Z/3vHJzQ6gprTdvh/Tqduv62M2h7Qa69s1jtY5Yi57pMCIg/UQrvyDU+fY1SJl3gQ01MM6m7vhJmc0w7fevssrJ3MO5jMKcHk10LVGqPTJJI+ldsX7g6v+14ptI1Fp7dCpz5poXT/FgqnMwfP2ZycEy/7hXzhQ63dNMP3kC6Fj2Vv2Uv/d6okJFYBpW9rfsEobT0W5f9CxHfLtLxbZ/x5bvrJHdgz+r+M/mb6r/l2UZePJlbtjgVuyn2sHgW/dWXG0bGkbz73VjPd3O2JbeH8zQsC4SS+jECJ7XoqjJmp6W3/DiwHvTIbXbxPHxx2jqiV5YiTZxbyjaxzH85bDZUuOyqxraZzn6YsteOGdk2NaFb7oB9zCc3PeI0GYL1oIZgM/xoIXsxiX+l7GbIdhEzx9TDgfLJWwc8Rtwjm/t+AuChIMFfJBzCE2qgVcSX3Wq3S4HyMlmmomZ8ujGacGSgqSK+pTkTYqmpPr9TIXQ60KiMlESUkJ7i4Dj3cRLzZ2EG+TJ4dntTK/ghEjop8uAxfbka619zWmjHoroKio06oJXKnxnkpKvPrqqzy4e8b1ZgQPy8WCMe5QH8hxrPbbwn/y7/+Hf4+/4uuXIwQVPnOOvZezVG39WEz7Lk457jo2OfPu/RMO2oaPNzf88dNL3l9vGHeZm50RxK6ue26GkfsHczTD8Txwd7U02NI5VIVFCHxyveZ6HBlSYdEEuuC4HCIZWLQNzkEbPK0LtM4x+Mz12JPJt6M0ILtC8nbQF4FZMChnAXx8M7COCS2FGcJ7zoxPbE3vsTgU4cmmEDEoqFdIzlEqTyEAp9lzOVOas4ayEmZO0ShcbyPPtyOf7hKfbEae7RLXY2aYZr0oV9vRuAZN4FwTKQv3mpaDxrFUg11DY1LAiai3cJoH0LMAACAASURBVJ5517LMnoPgaZ3f8xh2aj7XKdv9ExHMyKrggqdPmQNvTF/BuqRW7cH1Cw/BYjpdfXBEjJXqsKCPISbuHHSEAj6bNvhJyvx4M3JTTOPqdEKUzMkreWGLVfZ3XKDa8tStrDCTOkP2EBvzTuikGht5SyI86FrauWclgTEXhjGZjLTAcdciznF2uGA7RF6sL1m2XbVata6uq13Ei5stbxwf1XstjCmzTYldHHlzdUIrwnE7o63e/Nc5ErWwHgd+8OI5P72+4tn2hhAc/9V/8Z9zUDwHu8LF5Q3/5MmWDy4cw3ZLXD7kp5tTFosl/8tHXzCkUm3VKyO5CK8smnqd7RCo50418LldolplfQVDjlJONuubGs/a7c4aRw0a5f3zbe10KjrgbDxgsC/cf/gOMwn4ZJt765UuCF8MI1mpAUR2H6skHyfQIjRBcI2N8ErtohUheWNFZ6jeGcYbMATfxkLXCiKeVdOAA+/NVrprApuUcQi/+SsPTKZY45v7WHjl3sr2oz7y6Ysb3nKekriV0jgq676uXdW9fM4QGPadeZ0Y8KALqDGS94f5NL3ZOwq+hK7oJBXFfDhETT8/McydWBfuanEn9SCe3p8ie9j99vCHx5vIYReM9CjsYZ+pmBCZRghTYTf9qNbnRvbIwMlBO70sUkyt8/UHS7oo6AgfvdjxxfOeP/vZJf/043OuriKPN5HJm1/tI3Mr28Rm7/apzaI3KnET6wy+fpMITx7fkMaCK4YepJzZaSI0ntmiJbSexd2OxcLz4GjOe68ecxACzdldHn3lK8y9cNK2HB7N8Rk2N5F5CGQntPOGlA3B8moj07b1OO+hGI+KaFb3XhztwtJYXWtx3eqd/fyEpImQ6zgwTEXV5BDqYDFvWHUNd5YzOm+jKxQ8npsYucmRdUpssv39OhmClVBGKpKejeGvzozjRJSnm0QQC+YSYIyFBo+vYFM2WgO7PnGK55unS677kZgzR12LR+y91NvkW8+zizWfnT/mJz//iDsnpzy93HB4csb5xQtenJ+zTYVdv7NGTpXQ+l985v8yhOC//R//p++KOMZsMIsTCxuSuqltU2Y3Fs43W5bzjpl4Puu33OwyjReOuobDecs794/xBd6+c2TWwjlz57Bh12fO+0gs9pA3Yg/kWCwNLgShcY7LfqT1jm2MdCGgomyzeW4HhSFnDtrOzCSksBsTnfd48Qa/ixGRozFjuDsL+JSJakEtH6bIT4fEm03DNmdqPhmTOxyo6Z9F9jaqIQg/30U2WdnksofxRT3bfAvTTsijqBVPBju+1ImoMJ97AkouMAxG2KsI6B4lyLWza7zgdwavz7HY3+wtncvJre+BOuuSnFgH3jlPjIk2mIVxEoO0sirbm5EihW7VskmZA7Oss2pajB3dtmYKghY+2vU8L1YkXYxxD1Hqy5tYHY1Mh8VUZEWtspxgBU4R0wJPnfNchXVOFDXoNZVC1witCxbCJEKRwqiFt05OmM0DOSm9Rvo48qTfsWg7pCQKlmXunSOI4FTofGBMiYeHS77YbDmcNQjKYTsnKGxywlE7YGfQ+0eXF1zstsxwHDvboLoo/Pk//SMu08Ad8byIwtcfHDNbHbFcHfLp4wt80/JHH/w557sBEYevcHS9layjSehUZa9phqqB5qVDagICavd2kwpfPpzzvE+IKmcHc/qYbPN5aS9Hq6yx/u4pU8LVZ+Q3vvkVHj+94KtHM54PiUH1lshaDDIVMQSlOHj33jFfuX/Ma3cO+OHjS4O7K7dnMoxiWmtFGdWWRSuG8GQ1M5sEtI0nhUqUysoQM1mFv/OtV7mJhTja6KRB0dYjAU66lp2DtE1c9JFYfd6nOb75PNxK9PZ99nRBRHDT3BjhsHGsq6/7HpURkFq+yHSwTyhBnduL+FsIX8F3nhKrVwLsRx77e/eXbqdUvwgrYFCTs+2K8sossKvd5B5Bm7wTJoTg5desCIYBovb3g9b8AV5bzRjGglPLUriKkZQK/V4FopwcNGxSwa88oTr4MX2uafPa43laP46NJrQ3w7Qg5mPSepPNzRrPLhZmy4CrVruqNkrGO9oihCw8HyP3ljOaNvD02XO++dVv8I33vsGiaXj30Qkh7tgFe4b7bTS+Ub2xQ+W1OOeQINWDRumjpV6SlabxXG8GS5sF0litgouFgcXBPDslmGpp8pZIZPpttvGoGt+lbT0eYdBso9qqYCh52sRrkaFq1sfeEFc7d8S4VlD3Y/v+qPDe2ZxnfUSdpfTmpGgqhCawGUYG4LN1b+eiM3Q+eG92y2Ixx6deGLwh2y82N2zHyM+fPebq+VNGLTx7/pRh6OsGa6Ou6JT/7O/+KyAEDjP8WDSBJnjECWfLjr4Unm8GfOM5XLTcOVrx4mrHj86vcBlmnWMebNGcLVqenG/IpfB8s+XB0QLvHZtd4a+9c49l5QS0zhvJTg2qATMGuhgjd1ZzyBZ6Eyth6SS0zMTgq34sPNvsuNqNOBwHTcughU0aeH7Ts0uRyzGyw+bTF7uR52pSqKuS+dVj6z5+HCO9mrfPNJu8XRCwGRKqhaebkc/W0ZqTutk4THqk9dB0U4+hle0dTAGgqhQp+07FOhgrKlIuhNYgt9Y5dmRiyniFzgUrkEbb8Cd2OA7m3iDvqIVcCt47GvEWzlSLhOOupVNPKnYdWzUOSNN4+pQYd5nr3QjA2tnhklB2dUQ0OnPtehozsRi5bMiJUud8Uj+nqb6UIm4vY3LUkwGMXClCV6xg83WIIGKIRixK3BaGPhG1cDKfMfcNCWXWzXh494ijwwN+7dF9Rk3ElNlqph8TF4PpnnfDyKhmXx1EGFMi1o0/a6Gg/OzymnfPllz0I01oUJTghOOmpU/KwgdyzgxjZDOOtMETRbmUgsbM5Xbg+08ucVlYzRq+dOI5OD3laDnn4w8+RNQxazw/v9nuz4VcDwIV9kjWg8WMPXl0OoRq4eOmDb/KvSY/flX44GrLw0WLOseLTW/b2bSfO6nFU/09NVNjr3oXIeQd/+x7f85pI5w3DSdn91h2K7y3eeeFJLyDxbLlK6+fsWpm/PTJhs9uRn7/ky8QwQrjCiEDNQ5YUeeMdFURhWXjLXAqGEfo/qpjbDEttZkZ2ObuQXzgJDQ8OJmzCI4X6xGvguAZUByB+WGg60JFL2Xv0Cj59pBk2qsnM4TKXdFyK6f72S7yMpennsD1EK7rvhY6E1Fv2hNuwwhtHbcH7Z64uEcXZOKC6L54mA7WieMklecgAs+GxOrW7rAW0ewVOHs1xEsF3/T/J/fEiz5yrzWoed2PPN31fH695aRriTlz2gaig8Ypm21mXhyzKzWyeFN/Z7Vrn541kSrZnGYeQ2YVjM+1aowsOHXHm6HwymFDiYXtdiDlTFGxwDKtflkBfCx89uLGPmIs/PSj98nqOR9bwv3f4tydcO/sEe+cnXJwfGRW2skIuC4aUTWhjNlSLkPb4FvH0EckC3koHB3NjZBZoF20JKxwGHOGTvBtDcUTC0zLQFM8TurhL2Kj2mIj1rP5HBesVDuazSrPbcbpfM7ZasZq1oBAznYtp3RMdVSTIHNnLFk4mzt++GLHrz88pB8LN9uROGiVBEdC57gYDHVw3nG0mHG86uiCMzfT+kwfHbeoCDFGUkp8/NmnZklP5G/96td4+41v0ErYA08+vIRO/RVfvxwh+N3f/W4uxUJF6tPx+eWOfsgcH87xapW+iKcVx7YfUSfcmTWmgRfYjCbvSMWSmTYx7/Wdn55vQISYrForpeDFWWhKBs3Kway1KtwJs9rteefIJe/XxLJtWLWBeRPqQlMjbRVL8jqcN8yCcGfW0njHTS5cl8IO4yD8YN0TqQMCgYQwr53xVNg7Mde8XdY9fDh1IgarWtBHrlvCtBdNC7iIzQulbjJWgNsutDhpkKJscuKd1RGrReDewYLH2y1TPkFyBZeNGe4qizw3ig/mrd+IFVVNa/kI8+AZteyZ0dttJGIWu3gjis2bQBqVw1WLO224g2ORha6IpRF64aZkmqZlmyNX2aSl7UsHy6TbnrofCzSx3U+lzjodNVSpFpkV+nR6u2EKRjAtoxIxJu1x29liFfNw+NrpGbPg6YInUrg7X+DVDpxXliuGkjluWpZtRyOOVWPpZ7uYcOK4SQMHTUvMsAotw5i5fzRj7AtBsICUorQ+WNx0zgTnOb/ZksQ4M7HAUjx/4917bOPI8zHxNCbeeutr/Lt/43U+/Pgxi5NTGhn5wY/f5/PdYM+HWohKoZLOaq15NebbbnDa/GthYJvwLVIgzohWD5ZztlpYiLBOib3N7O2jV3fe6WCx6y5GBTK3Rh9oC8iiQ4vw2t1T5l3L9npNFnjj7iGvnR5y/3hloVwl8pNn1/S70dQj2IjCshZsMxWpRYEaUbZrPU3niCIUEXzrKcDRqmVd4zFd5XZdxxGHcLDsSEmJ0ZzbzN8g03aes9CyIyNdYKaet0+XfL7pzbxLtTZBun820X1ZjkqVjYnsuyBXibMTCjgpAiZn0/344aV7MFkmCsV2+un/yW0uRb3g++69xkvtuQrTzRfB5Gz7xsMxoASFqST5SxwO7PM5wSSEVH7EvkhxBHEMRdnETNda1z/znvPdiHhhlzKDdQUsG8+oyvHCs50QTVev2SRzrJwFg7QVGQttdiyC7fm9aVSNwa9mTXzRZ3wruLaxPR1X49gLcxxX28hi3jL0mU1MDDnT34xcb8+5evIZKx34N377WwgNv/2dv8Ebd4+4zJ7LF89A66iqGJnPV6RERCBl2ipR9HUEp0CfUnUFhBKs4BJvKiOJmFLLGS8BB9shYuioII35xWhFYTrv6ZONMqYasmDPeylGlJw3nsZ7+iHZWKLY+DOLjQOLKLtoGTSP1yPv3F3yYhcZS2bMSs6FlKF18O1XjzkMnrlzHAfhS6cLPr3a4RB+5/VTPr8c2KpllGSn7HY7dttr5kG4KYc8f/IhN7sBQW2kV/eK//Tf+1dACGKFr5yzOfxVTGRV2s6hYoPwmTjGcYRSODuaczZr6IvBwV86CuRsG6tz9YI0VgDgrOrOlYE8azxehCbYgeaD3ehA9TRXULW5rskIbH41SYKKVmmQQBSlj8ouJU7nLU4djvpAeMfZvOH+0ZwRy0i3MaTBrVM86Q6Y1911KlbctG9MnT2glH3hnJQ9U942oWmDMk/qiSS0/6rz1906gVgW/Y8urzidL+kaT8IgdqdCGMEn0+6XoKQGxmLVaCkmb0HARXBFGcZISIKLSkfYX7IkcN1HLlPkxTiCKDk42r7gM6yqxHRerwsOHqctV8kIfu/O7QCxBeKsw3vJvlmdVFc4kEkPV6rLnE7JZ6XCsI4HrqlXXIjbbC6OCQ6a1uC2Sgw8nLdV5mRuXydth3d2wBx3c1IqPJgtOermbONIEzzXKVJUOVnMWLae+4tDBKELdveu+4HPLnYcHoS6sZnuOQj0aeR41nHctnzt/j1aAO9Im5GNL3x2vuGt2YLdNjIrjt/73h/zH//3/4D/+8efkYrw6fkl37u4ISXF9lepdtRljxzZuaO8Nuv2j4UVi1q7yanbFw6C42zWoApPtjvEOS6roQ/TZr7vcg3ingil0zDCVVnsm6sFM+xZmEsD6ri+Omd+1PGVL93lm6/e4bSbcWc1s87GCweLDtXCTiKlWBFzvbFY5eChc5VxDRUxsHETWKyyOGFzNZC98MH5BrRYQqebul7hG+/cJ+dM34/0qYBzLBYNB8uW3Sby7GogFwtq2W4if/bhuT1feYLp67Wo7o8ynezTgZvt+k8cRFXl4XxyA5C9XHOPFuzLNHe7qGU6AuqfLzUGILSHdi/3MkedflL2zzn1cMG7Sm0wo5/p5XMlDO5fuL4XUXDOE7ol4Dg+OeXs3pfwfk4TPG+8/pDS1BlzgVRldCkVC+iq7lRmhmSN3swJu/rRihpqI5OvRUX9wCRykoUQHa0KfVJGtX3eN57ghLkz/kiLkG8ybVFmWOyvzyYpHICz4znJFUsIVZjNW165sySo47VHr/Pb3/lNdhzz3nu/QolrbqLy6kHHwdER4uzzyURGFWscs1PaRWtqtM5VB1BBSmHZNPS7wdZTHf1qViO0Nlagu8ol2W1HKMIwREax+PRJyi6AU+WwbemznYUTqTAlCz9ydc8KKtxZzMijkrRYDoKqdfzY+HLmbR/6yfMNf/3eYVUJGeL02w+PeO/0kM02MybL0rncZj453/GVswPePp7zp4+vDXV21mQFNb+dm82Oj56v+fSTHzKbH+ClytndRHz8xRDBLy0IVm0gq9Bnm9l6HN2i4eBohi/QBcc2m8GOD7YBDHUO5QR+8iJawl4phLlt3jfbhG9qEAVW6WWFvjftccqZ01WHihla2IzVvtfXft17g9lxFpIyndTi7IL2zhwM3zpYMGs8bbAa/WqXeLULrHPiejOyqnLF02W1jNVpA7WbtgOWVRuvAl9Zzerh7/b7xV76Uz9PM3VlE+Q2DQ/k9mduv+x7d31iDIpPwokP/NGTp/zh50/xHnyxnHe8VbcvtOemyZxf7MwaOVlR4YpDkqLUeR1C8eZEmHImpsJY7WaXXcPx0ZzFvGV+2BmxUjxOPAkjkao4liEgRTiLLSnaCfXxNkJ1ORz6yBgLYzRnrenwF5lCpKyAs3VrHVwWY7WrKqKFZ7kYwhTMCbF1M95+dGwLvV5HH2DmrFAZ1fwxYs4MaWDVBG76kVkbGEpmG0da7ylFWXhj2K37EQdc7jY4ET69vDZPg9BCVj5+dk3bCTdDz260eOOjbm4dpHOgZiDUKLQz63p+ut7w0XrHw1nAzRu+c3af11aHxLHn9//5n/HHP/u5wdiuFo4T216nRV9q5yd8OvQmZazPHlJha4WlN6b0Tcmc9wkVrR1SJonw9mJuP+fqs1uq4Y3cau+16P7g+a3TQ4tOLdAB19s1X3uw5M6yIW0r2lAKy86SPRfeU3Lhzz47Z7mYsx2tQw1OyWpBW+KcqVjE7QPCSsV9ph5diyKN46+frhBnzcY4ZC76kYt+NGMpKeAgamGzGRiTZTTc9JGshasyMowWlPR0vTM4tsJ4+/VYN3vqxrrntUxGQS8T9oDnY94fentyx1T079F73cebvyQVYDKHsdev3CBRmmVbwZlJYvsSCiHUP22DuH3ft4fw1GpMr6l6i14qyp2TOd/6td/iK1/9Jq90A++9/YDXXzngs8cvUBU2yfIWclFiLnSdN6KbGHHXOViGYGTkrMhQmO9Akn3GKdLZaakoSYGsyK5Y2iv2HhtxzEOzD+saKag3vxNJ4Hr7vNfPe0NIo138kjJxl2haT99H2uB5Hg+4d+8+//bf/lu8ePIJjRR+9Z23+frXvoVbvMJrb32Vszt3iClBqKTCpsrQAe0zw5DMpyDb85bq4V+KhXVtdqPJZ9Uiy8nsi8CSbKw2D4HlYVMzDGJ1+dSqBLB7HrzFzk9PwiRp9+pogjFMp5TFs9WMk9kMCY40PVJq96JxwrwNlKL8weNrRIRfv7/kV05XbAdToV2vB/oh0feZIWXOZi3r3cAuw1eOVjxczPnSrLHsmNoEaCkMuzXD9obPPn9sXiHO4pe12P75i75+aUGwS4k2CAvvKCKEhWPlGpoRinMmB/NGEnKtZ0iF1tks2AGHnRELT5cd/c4YopbDXgje3J0Eq/CWs0Bng3i0wJ1Fy0nXEJyvFpa2WHzdTBAjYEyGKPXWIGIklJs+8XQ74JzjcB549/6Kd++u+Gg7sEvF2Ni+OpWJ48E8VOhp2jBsgW6Lewn2E95tLdt+Yl5XDGXaIkwWo9MmYH9OC/ysC0z9hOq0uQglQxetW9jJ7auFXvBFkChm2+uVWRfo1NF0wXwKgo1RYrK5tmCMVlUlbkdCMOLXoqkPcickB0nz3ohnFWxu5ivJsBQorhY6MfP4aoMvyqkEJk20AqFxtF1gNjdms8lQde9LILUbzlQPC6mhHrVrs1hSeOgcwRt/YHX/EeebwqxCl+Icw5A4Wsy5jiPbOOLxFBUa3xiJR4RdTOxi5iZFVl1biyKIJXHQBJ5ttlz2A//ws0/4yfkV//jDj/i9H/6Yf/ijj/jDjz7jH/3kU86HNQ3K+Whz/6LGy/jR5YXNKrPBiOubSMmwloKuZrziWhRYuMDhbImqEBpPLqXyYqaNQ/dzqJc3+YDjndVsvx4MlXMczxoI3q4nViSgJmsCQYppi99drJBiz1Ld515aEVQSofLNoxVfrDPOGTv562/d5Z1Hx6RUuLzYcioj3jlOFjMaZ7kLgxaer7ekAg/urqiYGLlA29R8DjUpKBiKJtTxi5hTnKrtE2ddxx8+vjKjMlU21f3RZThdLGrct4D3+Jl17pLNDa44QVtIFD7++IqDecM2ZeZR2JP96t6xP3unv5TaFb40np9WeNTbzXHiaOxP6Zf/XtNYJ5XotApuv6XsZZCuMfj4dma4lwXYH7Wp0PpgSC00pBYKzjl8MNnZHuDAELm26Xj67IYnn/2ELm359e/8LdY7ZaPHnB0fcXryCksXKNnuszjhqhKVswoh230prtpH12vucHSj0qiNX1bR7d0/vUK8TpSotMG4SXY9jfTbeo+LVkztUmF0EAU22wxJOTjuuM6Rm3VkGBJX1yPBmwlayvDFsxtC2vLw7hnf+tVvc/roDT77+Af88Kfv8+Jyw+effshmu2ERlMODV4iDhQe5GuWeJk8HLPGyZEMgRUGaYCNXLAxNh0zqk+n66zND3TOLFmiEYZus+MqmrhO19zlmQ8aMYF/3MLK5IKqlIZap2FCzMx7VQsAW3uKWi1OiVyLKeiyczBrahSWP/rV7S4benqmbZNf1fMh8cTVwselBlfNd4qxrePNgTtcGk5oXxwpnVv51/QcVLrc7YuqxNtE+R8mKy7+4IPilToXTIfHsasds0XKQA70vjKnQOc84ZESqlCOWan9rc+FOBeoMmuyQYgeDc0LTBnKfWbUdKFyXnnWfmDeOUiwfPSZLMExqudSxCOInOYfBfk6EnM0TXbUWBgIUoU+Rg65j20caBx9djLx+NKN1SsnQT1C8d4g3T4H7y5Ynu1idwm5nSqrC0jvIiYjyjWXH+7uBCHvyoQCdwHuzGR+OkXUqlUUs+01lKHYwohPBS/cbRR4tvvdijDSNpx0reuIN3kubgiOgc4vWPJh3lGzhNOLNZMZ3nmHMLLywi4XDWcd6jDTiuYiRxayrDlpmnuGdoytK5zybbE6MCcelRpalYRhG1rvMrAuUUbkqEeZu32GpULkczhzAquZZqVHF3MLfVGcvs+0Ua9XUCoTnGVwszI5f4Zuv3uMn2+dcrgPvvvs658+f8GR9yfvPXhAUvvTKCduYON9uOAynzGctL/odd8OCwWfmvo6pSmYUR+sCP1+v+ePHT4ipMAx5TwSV2o1tYmZ7vuH5xQYpT7l71PE3334DivJHjx/jg8MVM4P2IhwuLPXMecflzcg7909YtQ05FWZtx6MjQTaJ59T7r1UyqHaY1vMI6nVC4Ke73q6HOA4az1VKXMW0Pwimx0UwxM06EN1nZ7y3WFEoqFc+2vT7MKw7i44z15Az3Izw5TfPOOs8H15v0VjYjYUfPnvK1x4cs6rmQ40zbsB6iPgkfPp0zbzzvP/FC1TAl8JqNaNFeXA44/uPrzhedab1dmZgs9f2qSOXwkghJTOvOqRhU7LBrDNP7BMXux2n/RyX4fxqw53DBUNKJGdxsH0pBhUL3L235JPPrkHNCOfR8QE4x7PNzsyu5CXDnqnwLno711cgVCRDlbkIPaaomA74qfiaSn51UpHWqVWwonvK62DyOKj3tz2aMV4Nt6DCXwIObV1MRFKdFCbVBI7K+7kaM6ezhhd9srHR6oRFp/zKb/5r7J79lOXBErn+nO984y0kOH7yJ/+cH129YEfBuwBOCK2z7j7D0WLGkDK5KsWGZF4YI0ZEbkWQtR22vSbCKMwOHBfrgRCEVdewzYkUlaOuYTcmUOFw1uDqHto5Kyh85Vxdn4/cvT/HbxzurvD08zWzruUgNDw7vwYcvhFyXPPltx4yJHj9wav8/f/jH3BZZrjxT/jRxz/jRz/5gDcfPWQ2XzPuDLVSgTEXUxmoEMnstNAFb0ZZ2UYg3hmcjtNqce+IqjZCCsbDSIM5TKa6b6W6Z8WUySK4UGidJ1HlpgLrGFk2LU6t+HNiMkIXzN44q+2tzgsZYSENvRYCWuXDyiiFooZm7kZQsd+9CJ7ihX5MBCd0jSP4wNXNyJpC8o57ixltCGwzvNEp7/c7e56oZxeOUjLaWtObVI3DsGel/v8sCLKaBnh51LEiGBcAO9hjzhbNWiC0lho4bXwU2ErBRUd00IqZ2HhxdK2jE89VjnWmJYhzHLaVQ+AK132kbaZcattbTuaBqyESc6kzGgsPcp59Eh06BWdYWmKpVdoQzTfhYwxmT3WDaF0lWdSLWJzw1dM577/YsV++apvQd1YWCftEC16Vby5mfLDr2RZzEPz28YLGmX/+O13L9/KuEr1ssfuFY6vgYt14pi6xbkLFKzihaRwlZyKO6BTtE0nNj3u9HQiDR2cCTvHOE1NiN1iyXOc8vcsM25GjWSBLYeE86yGxbDortlTQ0NDKyFggqMH3J01D1EJQ09oKsJh1lDGbUdAuMTYOp9YJyr6zqJtcTW+cnjWprU2pu7LUCsLLpG+vUrWiHDbwYlCWZeTo6JivffWrfP70hnFUNtsNrxwc8uL5BZum8P2fPGG5nLF0wnY2ss2Jw67jfLC5uqJ03kHJtCj/+PHPeHq5ZTIR0YnkIVJbabvPBatRxClPrgf+1z/9gHcfHXAyt3DWnWY2mojRpFZO4ZTAm3eOOWhmFl9a1MYVztHvTYhMD6+1KFSKMUy5hYhR5XDe8Obxgj89v+Y65/3BMlHiTfFjio9CfeaDVAe5apCDac3f6ha1q7RDr1u0/NqjBiyK6wAAIABJREFUOxQP25To2hbYWOzr+Za/+cY941AgtFjM9VgKuyHxwWfnFBRfC7jpOBNRVjPPB0/Wtvmr4GvoiqXAGRpoBDh7v9ucmbWBGAu5L+CE0ie0mF30+588p/We0MAqdlzuRu6fHZhPfIo8/2JHCMowZL791l0er3f065En26HWHvVelskLAKa/TPK9fV+fZQ/TnwbH51Xn+3IdMBWzOhUY9bGxZ7zcHub7w17324ZzQnfQMmzG+rp7gHmPElrzcosQ+KrMkD3KCJe5sHRCaufce+WYo+MT/vVf+ypPnh2z3owkPE/e/xMWdx9yeHbE7vkLVJVmbqS3aSYdGuF6GGknl7+sLJqOXY7EqAiF7M1kKGez5u1Lob/MdM5g8D5m2sazXAZKLjRNg9tl+ipndhgr3znT36OKC55nj7ccLjoEz6Jr8MEkgXfuzXnxtOe3vvY25zvP//XHn/DBz3asWiFr4M5MuP/mr/L9H31Kf7PhLz74gDBboMXjXSELLJxnyOZ6kh00NZ9gWkHOTSooi3gHpc+ZxjlSygienDLiPbjCsIvghGVo2I7REmKrEVqUYp4EeDJC8AbPewcpKRKs6IipQFArINS8WUStEFlgGTAq4KTwxqzlL2Lirz064PMrMxJrxdv1S5HX753w/GKNFseTdY/Dmqhhl3k+bknOs6zP5Kuh5bOY8BOCnTOxsRClLOZBMBdDZn7R1y9VGfyX/83/8N3iwKu5xElR1Fs2wDRTaw/MAMInJanNJ1Qt2nGbC01lxxTv6MeB2axhczOy6hra1sJqBAjzwGaMjNECWTxCGwTJdoDEXAjBV+meMG2vgqV4ZQ/nw2BRtWoa/IPOZCClqGn7o7Jq3R4+aSqpZywGnWVgEzMzMVvVqap3Tnina/CoEX7q1nLWdXhVvrGaIQhxTHjnSAhDyfSqyDxYgYLN7laN4/hgznob92gk6nCNbQbbqxEvjoAjOMebJ4dGflGTvvhgo5rtdrD57Gjyrymb3QWHbx0PlguGrvDkfGsLuAjz40PuLTtiGrjZRuNWeNPoj6K0xthg7h1azHO8aQMF5fiwYZsnz3T7vn0Ttodh612Rqvfe/7uj8zaOmOymtZRKQhNeaRqux8jbr5zy9Hzk0QHQBZ5++iMOTk55fnXNIBaBO5t7pCRwwtUYOZvPGLWwCIGuEht3MXLQNPz9Dz5kXaWUqsaAd+Jt7vzSl07No5tSyoxWfH410opJOHcukdVcy4oH3zi+ducVnBFXQIWuMVfDWdvw6dU11/0IYhW5dYHKrYG93e8HbcNNyWxT5vPNQFNlf8G5245V6ny+PjBOrCjBOQ41sL8RsI9JLiL8+nsPeOfuIW8crwitYz0mTucztkPmaozkm5E3XzkGp3Q+gIPLGDlrG7Yx8hefvACgR7juBzyg4micsGgDjy8HixxX8I3Jh4saV0TAsiuqW6hzQofDJxiSSUrNh2JaTfYZslrXd7HpGVLmxVXPk8sb+m3infsHvPvgkJNFB5o434ycHM7wThj2ryC38/79Mf2XvQn2RiD1e2+yzcrF/eX0zVoS2AG/x+3tYfkXvQG0yqf3hRi38k9Nt2iFIc1TGW1pe17cX0IRqMiViAeFswePOGlh3ReePn7Cr3zzq+jQczBf8OR6jaaBDz/8EZ88e8x2yPtRyS33qhY13kYAeUzWKdo7YNE2rIe4B1JULa1S1Njzin2OufMUNY8YLVY47qKN95SKAE/XuRYFJenegt23jmHI3DucUTKE4rh3tuTZWnBkpIz8xtdeQ2mY6ZrPzrccdMqX3/063/v+93FNQMZMxlQAJZbqD2FI9sThSKrkrFP5bSQ+sSh6rU2rCxY+N4xp7yGwHcxsaT5raNrAdmfXZN40hsohe8WIEzvg+2ovXGElckXIh1hIOnlMmXoOVUOVO8emH1EvPFmP/JtfOuFnN9FM3TC59EHXMmtbjheBnz5ds6vvs9SCd0iZ4Ewiv0u2X83FExwMQMSUZ9GDiNBgz6btkfAf/d3/4O/xV3z9Ug7BMIyUWCqD3EgklgvA3jVtLIWoyqYooyscdcYc7uuy6GPhfL2jC3DQtaSNzWeudgPrzYDzBtlstiNjzOx8YSTTtUIsVbeOkgSkCMumJrjU91DECB87sj0clSQirror1m7Bq93M877QD3aIpaL002exJ9qgWC+EfZtg89eZdxA8R85xGIRu1vCDvufuvN3bKP9o0/PxOPKDsuNB29prDmZzFIoQknDSNPS7kaYV/Mpz6FtOmgCDjQVmq5bQNtw/XPClwwNa74kNjC2mzgDykGl9sAXhjBDjBELwEKw4+PT8hs+/uKEI3FRCytX5Jb5pzAgqF8ZY2CbLQXAK19UWOJZCIwaltghLcfzGvLHgmmmz0gn6r5uN2PV1KJ7Cm6uZ5Tdg1qOajSDZF5MV4u1Quztrkdbx5dMDPrnONO3IGI557eSI0S2gOeLv/M7v8NqjL+GdMKZCdMaD6OPIdT+gmOIi1S5u1TT83gcfMlanGK0kSFzFAirRr4iNd8XVph0bJ6ntYKgoX1zdEDXSqnVwxcGjxQHfOrnH5+s1fcpcxQhiKFUbHE+2G9q2sddRU5dMZjjUa/dw1uCc40mqY596Gtyfz1BsDtl4X50M3d7NUJmQJdvo99cfYxo3Ry2/+eX7/Oa795jlwnoY8d4TQsPpfMaYDXHqo3K6mlNQDpuORTDfBIAX48Cfffy8HtbwzsMz4/zUw+Wk8Wz6hBfFFWExszQ56vLbbyrZDiUnRigLDlyopNL9QVvlgFMnj3kTlKz87a/f5zfeOOU7b97hN790RJMzGjMBpR+VO4sO75Sz5iWjIKZC9LbIELR2+dM9cBWxsi5WRSYn4drJTwdqmY43K10d+7GATkDTHjjRqrxy+41VBQtga156Y1gxjJoaw4irevva9iZMwVPxtZvNwHvf+g3efnhGuzrjaqu89vA+jx7epyuJVALtYs7VNk6fdi9DNRBC966eOZsB2mj8zSopLRx2LSnboZnq+xO17w8CTi3QSopw2nQ0OPKY6TwMHkZvrxdLjcGu0j8HNvKJiVYd9+4dUBphsfKsThvu3bnLr3/ldV57eJ9tOOD//P1/wqaPXLX3efHsC/78Bx/wvT//XkXwjEhMqahrsHHUlOSXtDCMhT4VklQxc7EDth/NvXUqEMQLA4UkWGppKXQ+MAsBYkbUfEnEmQmREfKE3WCNQcH2TCZnTp0I1MZjcYIRMEthiIU+JfqSCUCbKsroQNrA//7jF7Ri970Nlq6qYvv9OGbeuG+GfqkUxjExpsRuLHy+HrnY2d4TvGPmHKfS8HpoLFo5QCfOeFtif09qxlS/6OuXjgwOFh03u4g7EFy2Q5miiLdKpl2YxarWQ+TNs2Ou0sCdoyVPn14Tk8E1i9n/x9ebNVuSZXdev7UHdz/n3DEypszKubJGCbUaqWWiAWusxQs8YLzDp+Dj8AovmGEG1mAY3XoBzFo0Eo0GJCRVVWZWZUQOERnDHc7g7ntYPKzt54amvGZZGRkV98Y5fvaw1n/9h8jt7cS6j7biq3C2ikypMGZl0zt2U8Gr8P4m8uTmwKOTEyrJzFwwe0nVyjhbtRm8Y8oJUWFylTTVxvRvlb7qMfRMsaIjZQvlqaKMk9KvHVKVvtkbB2hmIbBaCbcH+/VvXawhWhaBKHSdYxwrqpVSlKjwsmbqiefZ7cw7996i7Hc8ioEXQbnfRZ7PMyEKr/Yzp5cbdrdbVkm4yTPdyvPRyQkheKJYIFAqBa/Kt6M5VZUgFC/sp8y69+RU8dE3fb+Y3EjhgDmSuQ7Ugu7MAyIIHZ7PvnxmqV2dI82ZPApx3bGuwgqYsNjbvRZiW/ArhX+9nY8dq7UyckRonNos1ljldvA9uZ2OF4p9AsejuF1o1iGXUrmdlO58YPfVM54etpxvzgn715ycn/HWaeTq2ydcffOEeaxIgbPzdgFF+Fr3rGrHvWFF1cLNPPF/PXtp3hmtQyIbPFzaRbp40IvT1o3dHcLVGUOfhiqVKnz27JYfvH/Byjve6y45781G1Yln1QWkEYmu0szt3mDZd1YbPuc19Yhm2dfHZxs+3x74ekosscGCyR1VlS8PBgtWXRpZI+DWRt5KpViR0Ip0UGp0/JOPH/LZN6/469sdn7/cvgHPGJr34cnAb378NreHiZrhPCvrGDlooQ/CWISEctJ5/vDTZy3uWPjegzM+ffHS2NtiXhsvZuNhFBX2WnkndLza7fErI3A1hROKSXG7ABsXeb1to8BisLgd5t5eqreOy+5UI0H9xde3vLWOnAyeksz6ebedUDV+0Uw1F0WTUFhhETiSAxd4vz0GFvIhsvT1xS5whZ+cBP5yX1rRVa3XlaUgeGOdvOmxgaINhl7+vuV7tMkUVMD3AZ3nI3tf5E4Hr213sLzO446xwjFGz0lMfPbZX/HFk685v3gLnV7z2RfX+KB88eRzvh1h06+NWNr6mOUtq4IW86BYvDCiE3ItJOcJ1dZ9cLDpO67H0XJDnCdVM1ibm/dKF+wSS7XSu8CYZqZaiF7pRThUJTvYFGdQe1L2qTC00LrnL/c8+t6GnAtD9My18tEH7/PNrvD0m6/59Ge/BFU++egjnj2/4uZmy6vXt9zebikCh9HOGd8K+aLFeGbFgsaC8xQtuMVF0Gsbd7VmpZlkLDweM3cTincckqG7XXQW9qaw2fTc7EdwRhjGWZGgqpZx4GCz7tltR3rx5lsSA3lKxm+jOUWKoaMKHJoEv/cODULOBT/YOT44G/MMsWOuFY81qJsAwxBIO+OSeHGc9Y5V33HvJBoCpMpYjRfXucBH4vlKZkp7HUWVjQvNMfEOUfzbX3KXlvV3v37wO/+BjmPi4sGafrTqXquhAq4dOLlactucrKI+aZaPw7rj+mayeViDmEXgNAoXq45Xu8TUqlGvjuJa1dw5Hpz2pNGy7pVq3urBiCRg883gTV/rvVWJr0siJ5PFLBr3t1Zdi002mGU9eKuQi/1MEYOAh2CRkD95dMHPnl2xFwi1MgnsdoV/9uiE8yGSCvzF1YEwBC6d469ebBGn/GDVg7OI3D+fzFTpLXGcqvDXoRCKID2MtRCTx83K7JSUCj99dGnkPm9El+Xwcgq3eWZwkSTt/Y0JHdUkiIbnARBru3JbANGtWKYDY2HMFsjjHITBUsT6YI6Pa+cZiz3Dh5seyZVM05SXyqTKWRA+rRZj3CfXZvDW0S0wuMHmYHJDOeq8G7DKcqzeHXpwNjhOnef5VMApMUROSqU7ueDGTUzPb6hOGIYTrm5vgEpQs71+cN4zNpLYO6enXKxWrKPneswQKv/ms6+OkbNoO/MX2V+12d60GPq0Gb0I6BK/uHRY1SBWzDaD3/zwHU67gMMK4S46XIWxzBzmA9kJMUZOiRxy4Y+/esYu2Xjje5uep7sJaj0iK81N9AipLyS1j07X/Or2YLNgMfJiqkZoLM1rI3rHO6drPrl/zr/+/BlzWdpLmA8ZFy12fOnExQkihlb8Rz98h756Bue47DtqEMZsEdP/+8+eQjWZ4+Ou59s0U6OQc0VLZTcV4/54YZ4zIQTu9Z1xYNr7srGFxcQ+HDqevDrQdx5XrLPaNptly0gxA7MQPCsJJC1MtVArPLhY8fb5Ck/B1bbmRbgZ8xEGBZgVfpmmO5Oe2qY4TXJwVwcsVUL7lNUKEVF44DzPS4t2X6TMS0G53K7HCmOpKlq/ufzII6i4jBpswdvF75m3oyUQ3pEO7goWudtPtJGCKLjQsep7tM6keSb2K9ZB+Hd/8lPUzby6VZ5++TkvXt0ifuFDLS/YSLyGT7Qip1iI2Vhsph4aQlOcEqvjapxwDX51zsLJqO0liV2irnF1vLf3YeBDJWUlF8V3wqmzXvPldkRztXGnE6qHx++ccjEEkgj/6Ce/yV/96mum8RlffnPL/rZwftrz8NF7fPv8GdO0t5AzMU6Zl2bz7YUhBnIuRIFc7PdtHFyoyzimPYnqjKzuMDtv7yGl1mx6Q4y2c8aJkSeJgBdebye0VJwXTgk2f2/7z2Hj6NtckKoMbaRSpfGGsMIrOHdsUgXzMqhttJdzoXj4nXfPeH5bOBsinTc12tV4MO6BKtEHfvb1lpPOkNCSDbVYd477J30zzjM0u0r7+dWeR1gHrlr8QFHjWP3+//z7fy9M8J0Fwfu/+bt6cW8gFWWtYrKT3mSGHuvuUlH6U08YrevbpoQCF5vOyIX7ZJ1NtYuspMr5OrKdMq5ylCWJA/HC4/XAXCo1Q987rg4TqaUKBrGq1RL12gJX6+RejROI2GHVNtr9dd9kSLZwO2cdy+CF/ZzJYl7T905X7Ke5RWRCqoWtCoPaBXm/73idlHlK9GJugN9bRZMzaes1qjapj+PndQKFD0vgxisvnTJJxSVFi6EduzGxuex5r1uzNBaKcqilFSqBgG206CLfjgd2cyLnQlcceuJxE7hazYilvc+sNlfTUrk+TPgYSFNGvKPrHB/cPyMDV/PI4DzjlEg7g7ZkbbDwmXccamVXSnMqswvlHDMWWUYsy8JbDkFYIFWbQ7pFGy9HNwYq0HvHZR84pMq+FKgODcoqG1H08Q8/ZrW75ouvXvPRh+/yZz/7xTEjfeiDDZojdM5zetpzb9ggKBHH//vsOduSGqzYxhtLkaL1mJFwLFQa/n4sBRY8XoxNLA2bF4WTLvJPPniXnCtDFF4ctvz81Q212Fx1IdRKVe6vO9496fjlzci3c75jvS9jgwXPxfT+NJhbpBUHuR5hxeVSX+bYLtj7+d3H9/k/n768+9mta81TaYYxxi9YEELnrSOSIJx3gf/wg7d5q++J3iRpf/Kr53y7P0AVkhN2JdFvAnmywCwRoaTMYSotp0DZhGjBUcHm6G4hljZZW+8dMllXWVtRdjsmCErJBvs+HPqWIQ83Y6bzQq4m43vnrRO6CKfB8To1a27nGEthg9mdZyo1OL7cj9xd4cLi9aCtCz4+pwXBZ7mYm1wRgxSP931bz7rME2gfBLDoEY4W5+173iyElWUtLT9QKLvpjXXQXkvVu/9ePsdWjPRdMKQlp2OU76pfIX4gHa6IqzPSfmsjgWgvw7XiQtUSHefJiJthYZi3Yic0BnxEmp5fGHNhLpmuub6AIa3aEKKhM4SnamXddYYWtLTBThwJuD6M0DlDNmc4bCfr6hFisOLv4w9OwDuGszMeXr7LbZp48vRTTsXx9NmBUhPqAl2AOoNqPkp4u85klX0XmMZ8VNTUuux2bWPtNrsHsxFuF4OIEMVC46o2mXRpEudivhpvbTpSVa7nmTlnyMImBLRWYucR51lFz5TNKGt7mAwtxOSYTh3znC1jxruW6NpGOA19NBVdoVTlR++corNlQezmRNFiF37oWXeBPgZeXt1QgOvdzPUhM6fExbrn8UmPD3fqgboo7tAjl2DTBd550COh8rNXiX/xP/6vf29B8N0jg3sD1TtcVPLWCGvTXMid0KsHcbigJK2kqKyrp3eO6oVX25nTPrIZItNsnWNKGe+FQ84MzuBGtB2AmK/Ai+1kxESUrvac9r0xlOdC1soqBsYxkV374Ksys6iKrHrXYht9OZhA8WKzmZwyp53HAbusXGw689YPHaVU9jWhVYnYXPlUAi+uE+shmLNYK2xc2yQuenIB9ZWiHqmV9+n4bJz4eqjsnDKVjMtCFnCt8r646JkKHGoitvK7d4G+EYKk2CWbSmXvR2J0PPYrJuD5bk8UCINjrgbH7mqygkOFmop57J90JK1I9Xz/7Qsqyss6MRDZ+I5E5bTvuTwZ+ObVDWMqjB5eVJMTSWeZ49AIcN7x82wSG8GKqXbnt+6b41jBiSFDtdGoaysQ1jg+vFzxqxd79hjU/uOznj+92TJuK5vBsQkzv9xd89EPP+CLv/6lQZl5pnrT3BZnY54pKNfzxEW34qILRDzbKRl5CtOd25i4HRMiR8KVlfp3zPnjepHjL+4uBexzW0XPy8PIWfS83u35/HpLVHP8S60iP1l1XG8nvtmOvNjNSHgDCl5GLpWjcyRaLZb4eE3YA/34bMOT3cgCVy8yw2U8c3/o+IMnL+7ulje6Xt8FvNCy6wtzqoTO44I/yj+vp8y/+vxL/ssff8Qhwx/+4ium2uLEUVLKtneyFf61wsrDiKOPNAfSSnW259JsEsKl6NPauiRn7mjeexyF21QoUnHiORsCnRNUzIBMVFgPAadGOIvesamVV9eZb2YbAK+iY6xKdLCrM4qwnxMXJz3Sm4JD20MWlSM68saN3hargG/roq1NK7M86lqB0NYPvAmzSnMttY506eaPPxfscz4iE7X9Hc1zYh3I+3x3/9e7j+/IemjFlqgwp8a4UExa3HnG+cBZl9kV5cHZwOs8oVOyosDJ3Tt1kMeCE0c8CdRDi31UsTFU+zvFOxsRaWWuxnTXJUXSGwSwhCfNTcYn4kglU9QSQ2etDeWyf4NxFQhyt/4xEzJ18OTpDumFi1mpsuLFi2/wtfLZ8x0S4TT2R6Kfw2zoK7DuIxoENzj0oPRd4JBzK5aaCZreeXaYBt/OgNKs8Us1yaI445EFZwRdRNn0HaVWXm0n+s7bGV9tlJjE+BSpKpKLQSMiBAc+estUqEpNlTkqITi8CrnokaO02GOjQl0UCFQehcjTceZmKpyveiJm0hdDQFC+vbqFWk3SHz3pdmboO6ZiFt8Xq44UlHWET3eJl7lQ1BmlRSsyF/74y9lQs6ME5+9+fSepkNjkQ8DoFfVQoy2W4A2K9SKoNcRsXea0Nx94H9qHsRJqLbbh7bVRsjkaeuyA1mKM47eGSMUkgmOuXB3mlkK1XP7m3lRlMSQy/elunm25tYNcPC0DnqPspmql1NIqQov0XaA974TQJH8UWhgH1HZRS2cElD54JAiHkvjLcU8NDS502myTrfvaTZkfrAdua2F3M1P2SodnUxwbCYShY4ygEb7NMzda6AFqphMzsahOuamJLoRm+Vvb81Zi57iIHRd9x2kfOO0ij4cVD85OWnKWEZn67DiTjs15x5PdjptS6SQ0AqJj7T1ZlGdpj1t5Ksr5EExa2Ig6liFulfXPSsHpQtA0lnJFqOKa+9bS5TZpXGueXIUgiqjnQbfixavEig6nJlz863zAj5XV4Lm47Ll6+RLfn/DZ11/QnXZ0CG+dDnRJSc5ey6FUfDaEKSLscuXJ7vpOVshyKcnSnC3nOSbxMo9yaYYzWpv11DI3bkx0782/vADf3k5MeeKracdnN3vbQNIssxtBLc3peABmBddM/o8K97tm3gCmxbVQK1LNyKmq8tl2T8l3BcsSfS0tSOhmLBxxjTfuOkMDDLmqWo5e+TWb7HK5v7Qo01j4w+cv2B5mUjWb2845Lk9XzAKzq+zGfJftHhwlV/bJXqtQG5v77si3ikRxATPoaR9HLXbxmNU2aDECa86FlDO1mDrII5z25kD36KLj29u58Sms8KilknNpmROOATgfIleHRC13l+HxNbk3CzubJb85QlU4kkxTsYtkaSS0zb7sYpdWbCzF5d37XfwJeGNMZR9BU//ocuk3cqNbpgatEOUORdAKaTZS5bRLHHbNSH+xXG6v/WbO3FsPXL26YjyMvHMqzdjK1pNqMwFzQgiOcT9ZVP16harJxg1NFTQr22nikJrWPhmyEpqngEAzI2oNWKrUaix6u/iV0y5SnRJ84GSIlLQ85IrrnYVbicM5RzpkrrYTZa5A4vb1K5DIl8934GEIEY2Glg3BMQRH9J5hHRhLZhlTZqkULXTHNM9Wv6iRNM2w0qTWpuq2MA/nHJnCXCudE+ZSGoFU0WrS+hgstKlzjnWwjJxciyEOxd7zWFoBhTA4U6klD857fLHXs/iM2HEilFqtSHJC6I0zEIJlQog4zoeOVRu3BPHsp5EXu5G5FpK33J77b/V8/P4p+SJyGBy/6uDfppE/Ocz8wfXE81zJKlSq+RDQzObaCK2MiX/o67uNidqHWqfKMCu5ZrYu0/vAqzozSMTVauCSs7nUlUtIL6zU22yGyslZz83thHMLFCYtQMSMG8aareuasnVArQMtWrjeF1ZdwPmlgi3HirtWI4bpG2d4qYrzFgC0KCKWmeCUbKHsptxCcozwQzV4c56zMVHF5Bnv9gOf7cc2Z1NGrayj54qCd45fzjNS4McXJ9yWkVwrm9ikTGNqEp9Kv+ks/jU4iI5R8jEp0TnhKiWyrw2KF2J2OLEZ3bUmnBMLAdHKgEkUM5VUMl0RJpepzmSfJRjXAxx9hbO3f8Bv/eh7/NmvnvL6+hWab/HNDyBisba7ktjEiMqMr0KRinjHSrzFPQtc5UxW+CQIn9cGvelCLLyT9Gs7IANyNM5ZXL06r3yTRoqYY5d3pmLwCC44XFU2vkf3lQ875c9TYecSm1Ug3lbiOuCLouLY7ydWJxGt8PW0417X82S7swNO9Y6wJRWtiwL9DtWtrh436jJ7s9dvs8d7655X+4mSlSJ5+S7mOXE1jYgIfZtrBrE0t4zJVhvTFlByEX7r/gn/9tWNNaU2xqUlcRs8vMzHzenpyLx/f9Pz9DDiG4KwdCdvDx1f7q2DlyZjXPwMSrv0aGsLIHSesjgkNgb/YmP7599c8d73T23vUPn48Tl//PQFxQGzEQJpW+hmNEbz6eD56SbyB69GSq5MzRtxAGYnSBtbGTcCvDdDl+v9TGrS1cebDTln9lUZGorQaWHjIrdzZh2Er1/t6YDrvSUveueZksnhilTGJvGSopDb2O1YI7UOsf2mU2n3qlWpIscFe4T1104Ya/tcFny3Fca072+DWPv9I89AjkWA/A0mI9YRskh0jdwa15G8y3cvVpYRg13qpMw8mnoIV4zouzZ/hpwKofd0MbJDqdOEauU0eFRatJoaIbJU8IMnzkrsOnKFkYLvPWvv2e1mlEoWK3pDEETNUIdq/LAYPZ0XklaL/W2qmVR+TvQvAAAgAElEQVQrVCO8roJrtuiKOuN3rDpP7yKvdwdqqYzFisDdvrTHplzdzCCVlHZo9JxsBmKBxZjJ+ADu2MBpgd4LKVfylBhCpJRsn39r6rw4qqvkVjBa5LfYyFqV6ISpXb6F1li0cfWiRlWBVfCMWowAG51FGGche1Pb5aLNsdDbpVtt/FWd5eposver0tRJ1Yos56VlxTgOqvjejLcylaqFlXi8H7nXRYoTikZmqweZHWgAUc95zPyoi/ylPxxR0OV0q229LZky2go3VahTuuN0/T1f31kQBJqblXfkwbG/GulOO8bdRPBmWepFGKMyFDjRSJLCVCvVK1GMDKgrh9sJshgRNbi0VmPTP95Enu8TUayrEif0wTbxq5w5jBNnMVrlh6K6fNCwLxa6U6sRggKWea1Ol2Ohha1UnDpy7znsExGPC8JhTvRq0ND5piff7Jmrci94rnJlkJYX0H7Gvlpy3m5f2ASQIPz17S2r2POoc8xTBjW/73lrXtjrPpCSwYfqraOMRUhgkGuA21wMwhSPF5PShCLQ2Lp9m/HtnV1AGavSJTg6LUg1V6pN3yFibFN1A7/z/RO+/6MfEdnyyU/+OYMX/uv/9r8xSKpW7kXzUpirQb4vb0fevVjjElyVxKa3VDPXQUgOFz2r7cjU0JWlOPNtzrpI4GjP3Snc945vVZma5bTHNlVF8R3sbwtRHNucOPc9IdrP+vXVJa/ygWvNFK/WURQoTlkPPQuj+9W0593hlO3NZAZJ2rz7610nd9cUGnTrWttTGkqgDk6iZ5tsJPJyP9vowy0Xh/376fWOIXoGb4eiE6ELFiqSqnEuTLGwIFPKX7zc8qPVip9NY7sr5C57gNb5I0d9+5LU9nSeGjscaB3Pu5vONMvI8S5bLhYRh6g5R1ax/wbF+TukLI2FEMxbwqv9nf/qV1/yk5NTHpyu+OOnL0wWKJbLkUtt4SjC/b7jNmS8wJ/vMqEqWbRdgmYUowoSLX8hiDPr7Npy3ItjLPB4s2o6ds/l4I6lWlXzwl+Jzb2lKlvsWR6q4os9r84ZMuOOB7gQvbGsm+ie442sR3zR1uvyf7VDVhpRUaoyyxuXAov0T+/GSGptqDg5NiHLlzk00laae6MoWCChu18rQjiJ5G2y31K1ULBqZ1lKpU2zrOiupTLubI+FwYjEc7LMDfF2jnZxGV3IccQA4EphKvZmvRdcNfImqmxOOvZzgmxrI5dKFzwbH5il2GXcIJ7ee6pUDofafAXs2RjvSuhFmKqlK9Za8d4Wbh/NXjxPuT3DBT634un2thCiY7X27LcmQz9bdxampCZRlTZ+VAeSHM4rMXokVbTC1NAtgiGVpakilrC5xR/BOSvafeNSLI2AE8c4F7MEF8ApORna6/pAX4W4Gchz4XZ3wG8GsyGumLRQQL2NEWI0xcLQB1xWpjmTW4iBAqtV4J9/csGTl4nPx4lUhOjgZztjLl/NmU9OB64QxmxqjiKloT/2zBMF54VtmXlvCHS58nlaRKqLxLrtqmMhKpQ5mTT/by/eN76+c2SgtUJW+rkyVMf9s4EzcTw4XZH3mZ0UcoBubkzoqVC3Nmc5mx39CGWbObwc2azCMT2vUhmCGd9UUV4cjClaBNYx0HvHTo1Z71uFN5aFIGJyq0WDnaoROLxYLmLKpiktycgex72M+Vkzzrzdr7iNSqdCFI8GkzHu58zZELlcdbwaC9txpCpcnvTteDFCzYtv9rha6XCEJFAdhynxy+3I5yURhkhwjgdnG/PxbxVup1bddngGH4jikVmoszGuT1zHRq1jdGL2yjOFQyjciHKDzeomZ3a7ZvAjjGJchAFhXaEr0Ak8eucB3ckFX7/e8Z/9F/8Vv/fv/1PO773Pjz94h0ktNXDfDqGJwmU3QIExV14yc4K9j+LVvBkclDmz6r1ZgErz2XHmVOcQolhoR2gOX957XoiZGOdU6aPHOaO/P1x3xOrwYnPun943t0ff9L9r7xl85D2/sbCRqVC92YYu0J4WJYrn4Xptlbm2GeLS2R0Z56aJr+0frQKdXeaxsytjOzXosP7tzdEOWL0jx825kFK1/IZSWXee09OVdeZqrGIvNJmSHUq/dWZZAM4ZYiLODierN9pGbpd8FZNM3Y8dtV2Av/vhA55uy/HlyPLa2mWjzZIWTA/djgIEiL3DeQjRo63gVLELNNfKu/dO+cWz14yY1txnmlW4Pbuilf2c2+UvFn28wMkeus5TJxsVutJIpEXpkkm19ilxe0gMMaLtc0KaLlyELhrHh6i82k3czJWdWrz3VM3ozDWmu3PGnanZiFc123z44VK4aSu+l4vY6bELF5FjvSBOoZkCDcE3BIBjEbB09TQy392Fvvx3I53KG/+PLnLQ9pmI+Ui0ks3+nFp54tfhuNDyfiYdlHmXF/GC/blqY5KaFYl2zi4/A7WL3LUQszv7ZD2OIuZDJZdshjnVCglLfLTgqvN+YL3u6E4j0lnMehWT9nmxSHXf+FqlKqGRHCtGMs1iRYHJAYXYjHAoauQ63/Yatv90eX6N31GKRV3Ph8z5ec9m6LjaTmwPMyOWhlibr0GZMrlkalZ8scInOmHlPV7Nn8U696aCEI7hR4sqjlYkODWZtneOMTevBWBMNtKaq5ln+dl8ZDRbwFzsO9KUqaFB8qpMpVLSInE2z5qcMnOxCOrgzGTOI9wbIr//ZMtfHWam1ogUMRnqTy764xkIVnSlWqhqY9iilaLNM8NZjLIPDl1HPlpH3m9eIarGNVi4LIiylnxETu8o1H/36zsLApeUs02HRsfQm9QqYFXyo5M1ZSq8ujowl8q0NYMVh+C2LXCnVMapcBgLL/YTv/ejB4DJVq5Gg8IvYjTvdLEgn0BlbwMPc1U6vkzbGE6Fhe9CUYZ1NIi7mc+45ne+7iOdlyPL1EhuyonzvHsCbwVPDnZxpDHbHLNa3v1+LneRyrnyajdSi3IeIv0QePzOhrP1yqSGzXREaBtfhK9JlL4wOkMTvDhKMjivd45ejCXdEjqb25uwT5lDrhSpTAgSha44Tgj0OFZiEbq1Nq5CrNyQjasg8NoVriUzocwKU+745ttXxPkbfuO9My7PT3n3wvPR9x7aM3ECYoYcl3GwDPsYqEU5lUjXwxitCwzVEcSyFU7VMbcON6g273KONsyKQeNGgKtoLVzfTkSp5NmgxlUv7ObE1Xair8EG6nEwJ0CBLhgUFxE8ZqbRd8Fm3SG0Ds8OPqnKH738iuoWJ7JF9rMc3stxbbdQUfMKL1Ob2VeOs3YRq66l3czLQb7IriqG8MwzTKUylsJuLmzHmQ83kZM+0neO6OyzNt2wvYddyfza2Qn3+kWv3yBtMYMadRzlnPa3Ol7mzKOTFf/xJ9/jMq7vOta/8yXH/9Vlzwj2uttFJLJcdu08LlCTFU3/5uvnVsRUodOlkHBI49PEto+8WvFcBC5PLeo3+MAgrvE0F9MeO6ivD4mrw8TNIXG+6rnoouVMqCkGYjCmu2JxvH6sxtZ2hmCFObP2DteeyemqO0L5IsJuMpZ2KcqqvoG6LO5x0rCB1vrbWM4up0X+pwoPfbi7MJYPW1tDcSwg5HiRLQI/HxqqUN74eSy/lOPlr0cugxwJeuIEN3hQwXcBkUKZ2xouCu4u7l1V6brQ3tsRFGLp/r7apbbG21cruKL3BLG8gNpItHMuHObCq+3ErpnP5akw4Fi7yCHZmCXX0uyn3TGnYuU9Kx9Y7HhTKrw8HBibaZrN073B9UVZxYAuXJhWzMkC0YhYTkhwjKNZfddSOV91dDEwHxJjtrl9iM7STktlnosVIQ3R8c6IoZ135GoX4qJqWqy9RVqTghC9cQMEaTHGZq43NWVLbfLEoZF/a65oMtnzujMuxFxy48hoU4gZmpbb3qHavp+yBb6tnMehlktxLDbNl2XtHb91f2WmSNqAz/qGLb+jSS5tH4jC2KS36sWSboG+93y/a2eLyvH8ugzC9Wj5o7UVkv/Q13cWBBWY9pXzLrItmdXQGVzhHFR4OKxwArsxsU0Jq4jtkrsdCx6blzzaeB6ue672iY/eGrjc9HjneLiJHIpyf9XTe8etFl7OiSllopguPwOqBbNfMDWtKNCkJhyMZFKrQdRW5DuGLph1pC5wkdEaT4LnxWTwa2lOhrG38QEI+8kgNNfsgyXIMV/9uszkubIm2kZRYV4OIW3cB3VsauCAcO57qiqvrw8IBnUXgeLswgsqhJXjLHbcd5G1OM5dx5l0DFXoZkt23EslNUh0jbNscRXiDJrsAHFrR+2Fg1O2XeW1ZDaDsbLFnfE//S//gs+/eEXo1/zZz37JxnUtHKp9zjnzskxU3yQ8Hg5OqdkW7VlW1BsbKjjHY+eZpHIW7CL17fe1daupmDzUC7x+vmM+JKZ9JUhl3E7c3GZeXs9IhSSFd9++4KzrqaIEHDdpJmF2yrV1IlltU1YpSG/GHlLMelpzbbNzjNAgy9K2skBRLrsOFFwSttuEZlsr0ngOzsvRxERcs19uBLDF0KiLxhpO7UKbs9mITgV+8XLHpnOcdIFV9ITg6J1JWQfveN3Di2j217HCvVVvZiQC4ryRMhv35SREfvLwgt/+3n3eO98w5cKnz5+zqBBsr+lxLHC85HWB0e/WpbbD99jx6vJklgsUrg4zHz88NzvXaKRh74ygG0SYikGSpVRTC2Ew9VqF25TYpWwJdKrH9+CqXSrX+5nOmb57rmYis+mi+cxnI3Ol2UJ1rpLahUThxBnZKhXriESE7S6hRZvjXjsfxHI9nuxyu9BbAaTLzXlXQEmbV0rjbixo0Is0Hy+tpYBQuCMJlvZrsaRUP1f8oXKyE/zBgswGdVZdckcilfYzFje9RZUj7bB20VFqYdymVmK0P1DVmP6tcOxP41HH3j7FIyrhxHO1mPcvhQimd8+lIJ1Zvncx4Ly3ws87fO+Yc2GSwm6a2dbMrWYqhbkFa9Vqe1mrnTnazG8c5gAI9tlMueJQxlTIYiPIqVhMe21hV0vDhjMuhXfKvUdr7r214exyQ8pCiIbURiecrew82FOMTFrUXreINVSqFLGRSvTeEAi52/WlWBAfcnce2aW41NTmSeLQo6dA88G1xqyYAZELdhdpKUhRVquIZhhTalJg+/lVrAHKtTaZZZM4Onu9gjAfUpM9W7EUO89PH64Jm4vW95oiq7jGxYqWLeHb3vJV8TgO84xrJGDN1niKKiEE3vX+bs0rPN81ovPf2gt/39d3qwzasktTMZlgydDm97WaTCe0PAD10uJL7YHGZn4Dys1U6Wrlq9c7DrmyqxlW8PQw8nDT8e18YFbTS66C5/5qhYLFaopJZHKL0tVWcZu1rGnRtZFKSptL5lSgGZ5APdrHO4HsPVfVZvXBO5sbKXgckgqeFtsqSorVcHERjhGmqowp41XYdNHiM1sX0hBYCtBpIB0m81lo6YzaiJGqlZILWaA/QEh2UPTOeAC+wqo43goDZz7ya90ZP/WnbMQINrnp6EWM2apFSS9mpuejjSEKdAjPvvqSGnpOz844v3yfP/qj/43PPvs5397uqaXQqbCviVSt2lyLp/ZCmguHMXEaOrxAV5XZOcs5VyvKBufwKC9L4UDhk03HJjjWYnnoXhdNuhID+DbfPYwF7z0+Cr7Jf96+OGcVOopzrGNHrcqjYUPnPLUqV+OIy8oQjE08WRlvCEGDeDdBeLRZHQ+DlkXLykeTVFXh1Ti3tdMIhcBYEou9rvEKsM6lFQrS/qDHFtGvr4f2d1QrplrWc+g8czYzHnEYdOpaZxIdz3uHqKcWgzmDCLtdYtVHzvvIo3sDjy82/N6Hj/lPPnmX337/EeshctJ1eBwXMfKL6+mIeAhi3Id2Ad2x3Tm+N2l8juUIuCuNlorA0I6loIjR0Al7XzDNBaeWwLeKVty7hq5EMaXQxbojpUJta9GrEIBVdVyVzD4pb5+ueed0TS9C8Nb5pJTt8HWVcTKUpO89XTSy11hhchhE7k0rnhuHqGCwWmYZjTic2IHfTj4rnBZCAAs61IqB49XbnoNUbpfvW4qq47c24vLyECvEHQzVcRkGnAROJXIye6iFtfjWmzZof/mBxw/mzu9fEeabmfk2o87hO393XLdfuGCVXpmbp0JDKPT4ggTVfKdaYBmJmJV1OA2GfqKM2VjxkxoMHsVxvu6JKqxjwIkweM9J11kCYvMiyOUNjw0VYhuxOoyD49sY5nZOLSzORjDjNjVrecHZhiCEZtfcUJjx9URQkxEPTtGpMMRArNb9nnQRFxy7XJt2X5qhT5MOChAcKZsBWKDdQ2L8nyCNs9UMPXxD4KZSKAU6EVY+Ur3l8Dgn5hAolqmRVRmbYdGcamsgoO/Nn6O4VsTTkIJqUsYMLbbczmvnIEbXArisOB9z5ocXHTGsWrFnJPxlOuVasSPO7o9JlRpcU2+JFXepGp+vrTUVWPcB3zw4gqcF0lnhbPviHy4KvpNUuBSrY670nacHyuBIY7ZIRzHY0aGm/Y+2QKuzeRfFYKPo4cYrIVdWDg4lEXrP2SbydD9yGhw3h0wQYa9KqTNjKrx3tuGJjLhkczJRs6m0talHv4/ToWObCgtU5z3N1Y1jwtVSFTovBg+lmVXsCd6y/ba7PVOtuK5JDZdzUhY5Y7ViqJHFXK1cTRYwNHjPlJfjlmOV/o9Pe764sVhbFrZ1NQ3ygUqvyuwteSxWRbSSpsKcFN85kvfcGwZOuo4vrq8YqSTupHT7XBickXfmWhECPiu9eAZx7KTwzfOn/PnPf85Hjx/zGz9+l//+f/iX7MuBqzITqpET1xLIYtbRJ33HdDAkZD8lvt8FvtZMkUpuh4gWZfZ2SFYv+KL80Vc3qLNkS5wQB8951+NEuHc+8NXzHWmqlKmScqFbB1KufPLwjGf5wLrM3HSBIfjjvK/3ATrwrufzcWyyzrZwm466aOUn5xv+6sWOcSrHtd5HxzgVRqzz4sgeb9KvqEcCoLbu1zlDQxa0GW1+8o0FJSJcqRCkFSVoKyaEh13gqzwxVnMQiwqdmt33Pz1f8yeNq9Fnxyj2PRVhPGS8wrYkUla6h5GgME+ZrsJ2nlm1zjq3Tn9JS9TjXFuPXbGymECpjT7KUssuUPWCKrR7SvQIg7wc6yLPN4mrM8ayw5FrYfCe//SHl7ik/ME3W26yEqTQe8dhzlyuLciLaoff9dXE2Xqg847dXBii6cmjt5HiqovG+K4JnGOfrVD2mEwsV9u7QRwixn0oUsCZMiVjvxY4yh+XHnpRlSi0ccNSGTTQXbDno3AqHbea75oN7MIVZ+ea+VrYEeBHpVDIWSlMjMkUSyVAnIRdmdmsIjuvxwsa7pJb2485vsZ41uG84KIjH/IRwPFuiVd2xI0zGd/SbXhpjQi8++GG/W3m9cu5rdEF9bFiOSVwgzfr9l05KlDGWsk1cd51DCGQG8w+V2vMzoaB14eRvjMZcqqVhJnpuAqD80hnLHzjPBg6ijPY38KGxAy2vG+yWWWelL73zNXGsj4GZi0WYictxnguFAeBgKpy5gO7Ts0NNyqD2jhxyvaZ9zEQmu6weuOVBSA3PwJzq630zSBP2yERvNktI0pUk9gvW6x3wqRmDlaKyTF9cGQxp9uqih+C2XRXAfGUUmg0t2NBWVtRINWRl1hwXRo6O2/GaW/oiSpZjOgoqhSxcYNWoUptnNbKzd7Mk0KqNnZsn/sS4qTAh0Pk00PioXi+WPhUDS38Luvi70QIgrPZp2glHTIJexg/fu+BwVBOGNaxsfrNQrSiuMoxhS9GO/jKXNmK8ixnQmeH+X4sqIMbX3lr01lWtBeL23TC51dbQraZ19D5YzdzxywwmMQ78zKwTauN5Ga/X1r3Y/GxoCKMB4v8PEyJuVROBasuV/44lw7N1a0uciPv7g4cWShg9mFMuRxldLXFqGoQFN/Y5pWuC5AzPpvJkqiyNk3EMRNbxQ5T5wWqMubEIdkc7avlYsvtEHdKFwzWdt5xMkQuNh2DGOqRtQCJr3evWZ8MfLs98H//xS94/nKPqrBygQFHp56dJsaqbGvmUDMiRtJaaeVzTaSGow3Vk5xSPGRMyx93BZmhHzy+wknsUBHmpHz78sD1IbMfM847I0epsh4ch30iz4UvvrkxXgiWaDnnTGnVmEpBBV7kkZRo2eTQ95C08MGDFffXPX/29IbsLBikc0b8POzz8fAX2oH1hjzV/orW3ffuKNWhGpnH0ClbN9671nUIacw83PT2QFy7iFX4cjdSsYxzo8CIEcqccN3czOaU+fpmT2rwrq8WlxwaIbcLZnldSubxeiBh+2qfCzclW/cATc7J3+gmltmyXaG2+b3a2jgS6uwWWnplI3m0Q7uWFuay7K2WoLlYADvMjXNYdzwvldXG8+5pYN07PnproDak5j//6ds8Xq94tt0jXtkdJrYpWTR09HiBwTlSMZi1c55uCMQAmo0sHFusc66Z4M2ddMxT64CcqX6AzSqaL78qrpE4H4UlCMotYAELXQD0TllQBd/IpheutqVwhFbsOTf/BdraUJTDYWKXMrucuTqYPrwAOlZ651k7T6qwWrp4BZH65qRmefqIKuOL0cYh0RE3HZt7PcNgsH63joAZTfUn3VGquthtb4LjFcp47tl8csJmCLyJEEjjQADm/LqJzWRKqcm4F3MpTMmIjN7ZM6GtsU0fSGNpl5Ie/VByNW/8UtulV9Ts0b0gRfGqLdPNCt/TTUdc9ebYF2wvhZVnfdrbHVEdwXu0QuhNMr4kpmr05FqITrgcImdDzzbPaDDr+lILcynWKLV92okjRn/0nHHtLpuyJay6NiI84jZ14XBagRgdjFlN0usg1bsuu4oZGYXOwuWWJNNmzk8u9YhIakMkQFBnHcmxCHfw66f93X5rhMs+BFNVOOOWCDYyaH0KAaHUTBfuPBXkuPutXizFLNSdE55OE3cZNLw5a/p7v76zIEg1E4Kzg9abXrLmyrcvbxAqhMrQCRIdmgr7mhhrpQBzKuZk1qrRjsC5DzjPkeldMChwmVN5UVYItxXOukCMnqm9md1oQmpRI51Zh1VBnDG1vS1+8SZfqvXuYFSVo+Lg5e3B3NgE1tFDKfz8dsuMkuf2fbUZqTg1PwDMJSxraZIwZ9nlzhZIcSYh3JfCHJSIzdtytKhdxUiFguBjoHolBM+2ZJJYp7rvlFHqEQILvfmQOoTXacKNkMdqvIZiz21TPCfqWeOJLkCwjRkVOjyrUdHXM188+ZpvnvyKT59+yZQOXO8mNCkTlULF46haKKLM14m5FD66t8Z7hwSz3TSHQBo6Lcwo08Hg/86Z09yDkxV64nn/7JTLrjOp6M4CbYZoqWpzqeSsaIHT0HF+3jcCmZJKPob3jHMmFSU6z7aapfOcastrd1Dg0ydbnl2N/PTBfcpt4nY3HSFbk4a1OTELKiBto9a/MU+fUiseqiEP0UmDn01S5dVgyk/OBtt8ufL9i82RGBg8SDUZHGKwOW19nyN8lSudbxhmVSTUI2+hpGKEqOZ4uVNIeA7TgU0IDC4yTgVPoKfVMK2g0QUVaKe+cveecI6CHDk0i333Mk8w1cXyffY9F7Ejx7Y3WziUiBmnGPfQoOJnU+XFXHmyy1yrHp0IZ838d//PU8YM06xcrlZcrvoWqAIv9pMVRmIXTvDCVBI5t5TJJk90akVBdJZd0YfQpGL1KOMVh3kSeMfQe0J0DEOkC117i3rUYTftqAXuGBWJy+CPvh+mZ2uHni7ogkK4I0geT9GWoaJOcU2ZsJ2ThRWJJd85Kv0mEPzdpdMqijvPFG/7aHV/IPbWbIgX3BAIm0i3CXSbQBjcXbPTTuyjMc87A0wNuSyF8jiy+nhtaw176NpQLDBZYTi1lE0LUhN2OZHUvFsWb5RSFd/CrU42ZiA2oS1QqB6X0UrMO0QcltCH/duL2RarwvnJwGrwXJ4GI+RmKzAeXm5YddHec7AytmBkSqmYD3+qLXnQnn6pZqF9OpglfdbK1ApLUOaS2eZM8bamu2jrJreK0PsGsLUNVNXQg8ELVezydmLPqWLeADo4Vr25JKZSyZOdYcEZChwaGViDcZCi9xit2c6You2zandQcI4YrFgNQzjynhY8KU02npElZE1snBlaA1oA58z4SJYmt/0ML4KrEL3dXf/4cnNnkOXs3vqbQ8S/+/XdHAIxqGiqaiE57XD94N7aeFvV4avj0XqFE0dJMOsCudnML1VlEz3ZKTdTYROt6hU1vTE5k5Ly4jAj7aHFrIxzhVLtMG46b3NaarPeN3p0VeW879E2czkdOtvATSJWauVkiIgThuiJzgItXqfEk92O2Bix1vTZYVCq+d5XsTSsf+fRpWlLW0cyouRaSc50sFKqEY9S5aZWnueJ/+P6htBHfABpaoRUK6FzrHMz+UjN0S9VJlEOG6A3Fn8Mjm2deTruOOkj513PaQhcxL6RYIxoYwYclUOtLU9e2deCV8eTFzfcXO0584EXL7aMNzOlVvaSGEvmoIWrOnGYK+PLCSnKW5crxDtGxXT/VdBgIyJBeCWFqzGxwrE9JNQpP334gA/unfFrp/d4fLLh+/cv+eHjS05OBm4nq+D7IPx7H7/Db3/wkA/fPuM33r/Hg5MVUWxWWqvN6kctZuCjBq/O1Qg+qso6eNKUGfeF3ZwpTvj/vnnO3CDJq0PiLlfBOkGtciSi4syUxLWUO6vfBa+t0lZ7pjQEwcxibDvsjW9KLsphzry3HlgBpV0yotLQjsqHlxvuO3N/nBqO55rqxVUjZ9XGai6lHC2DzRFT+DZVoqs4VU6C5a7/2r2Tdhg3ypre/XMHdVtVciTDtf2x+Jx7Z0WSTQmaB4KzA+h23jPlcmSVW3dj3+dU+eD+wM9fHiA6bufKqMpvPz7j2S5TtbJLla1WPv32is0mQrGDsW9wrlboVwGPueelRpxb976pRxyHXFmu0dj2Ym6dXQhjuo0AAAWQSURBVJ0zUSvjnKhqnvipGVVNqrz18APe/9Gv8/HjC0MIxNBCt+CzYKOjakZby0G0Q48jQkMAzbDrWFhgRLp8nQxB6prUcS7ozFHr/nIeqWsrwrY3ifHmznqaN56lSWHlDQ8JOV56Lnik84TOmVVxcLjomkRy4awo549X+ODMT7oubX1Lknx7YPPhiRWCS+FrK8E6+d7Rr81RVqtwyIU5WdgcYsE9MTr6YIgOUThdRUIwOa2pOmyuHZ2w8faZ9m00ZJQrU1bsxmR+M3Mm9sJw2jF0AS2FIdo6UNcMvjCrZhfaZ5DNK8MIoI4Rk557kRbXHRlWkTllZlrj2RAIxUjmUSy5Mbbm7Ui+gyN6m1uhtlzuti4c7jRQqEy94zbPLAmGXbWRzmodOcwZ6cyi2GgKrds8onZi4Xm5thAoeDcEGnXNCgc5AlHWhGoriJrcMDtpcRfKYTTCfXD2HGBxiNU2srCTwIkwjuWu0K2LnwPfeet/d0HQ4DYnBsnVBhP96dfXrNVier14WORepZIPmeTuyDk1NzlGKnTVMR4KjySwfzVzPReKs3CXoJbotquZk87bPAeHSxVXlFqLVUO6sH+lsb/1+ODv9ZG+twy0EG0eToN0r/cToXUCGWWcCvf6QEk2p7Hq0JkGEEM9vLN/Sin86dU1h6zsDzOtLMN5k5VFsWji6hUGx704QDKZSEqJ33n3bStoBEotaILbWsja1NJej7ps1PgFZnbh2MTO4NxqyINWg6ecmJ1n1cp1SYyxabX9kl8ON/uZUuByNfDVboQZQha4rsRbRW8q9XUiv0qkXSL2gUf31/jeccBMd4qaIcyolbkq22p69MPOmOWXJz0/uHfJ4Byd8810yhOKklPmk4szfu3RPT5664x7Zyd88WrL633lcJjYjkpQx7vDhnf7DT+6vGQTIlVhzKZmKdLeszc47KtXO3Tl+eCdU4bTwLQdTS5UbQ1UlEerwU7CZlIk2TYYCtFFfLRL0DXSoGAyThosrmIXkLYLo9bKR5ueU+d4vOqZAnwzzjwdR0aBH682nA2Rnz444711xzurnpvdbI5vGIGwzJW8TbjoGPdGgKpOrCMSzL7QlgLX80wnwnYurJyyCR1elUcP7rEUwgvP4m9Mzu3UaCFG7YY7ljwLWmbMUGkdICj9iedsFfmjr181trQd+FotiCorXKwiq2AnxsvbmTkVbm5n/uUvX7HdJnxwxN5DzsTOs98ng1xbF+OiJ8/KzW40km+tjCnbPF2VmzFxvZ/YjYldqo2sL3ROMFMxU7EcWrgRVdk4M3VJU2ITPM+++iXer/hHP/ln/OC999i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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Third (and last): the figure.\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline\n", + "\n", + "subplot_kw = dict(projection=projection)\n", + "fig, ax = plt.subplots(figsize=(9, 9), subplot_kw=subplot_kw)\n", + "\n", + "extent = (gt[0], gt[0] + ds.RasterXSize * gt[1],\n", + " gt[3] + ds.RasterYSize * gt[5], gt[3])\n", + "\n", + "img = ax.imshow(data[:3, :, :].transpose((1, 2, 0)), extent=extent, origin='upper')" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2452\n" + ] + } + ], + "source": [ + "print(ds.RasterXSize)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# # First: read the geotiff image with GDAL.\n", + "# from osgeo import gdal, osr\n", + "\n", + "# gdal.UseExceptions()\n", + "\n", + "\n", + "# fname = 'T22KHG_20190425T132241_TCI_smaller.tif'\n", + "\n", + "# ds = gdal.Open(fname)\n", + "# data = ds.ReadAsArray()\n", + "# gt = ds.GetGeoTransform()\n", + "# proj = ds.GetProjection()\n", + "\n", + "# inproj = osr.SpatialReference()\n", + "# inproj.ImportFromWkt(proj)\n", + "\n", + "# print(inproj)\n", + "\n", + "# # Second: convert the WKT projection information to a cartopy projection.\n", + "# import cartopy.crs as ccrs\n", + "\n", + "\n", + "\n", + "# projcs = inproj.GetAuthorityCode('PROJCS')\n", + "# print(projcs)\n", + "# # projection = ccrs.epsg('3857')\n", + "# projection = ccrs.epsg(projcs)\n", + "# print(projection)\n", + "\n", + "# # Third (and last): the figure.\n", + "# import matplotlib.pyplot as plt\n", + "# %matplotlib inline\n", + "\n", + "# subplot_kw = dict(projection=projection)\n", + "# fig, ax = plt.subplots(figsize=(9, 9), subplot_kw=subplot_kw)\n", + "\n", + "# extent = (gt[0], gt[0] + ds.RasterXSize * gt[1],\n", + "# gt[3] + ds.RasterYSize * gt[5], gt[3])\n", + "\n", + "# img = ax.imshow(data[:3, :, :].transpose((1, 2, 0)), extent=extent, origin='upper')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Untitled2.ipynb b/Untitled2.ipynb new file mode 100644 index 0000000..405d6b4 --- /dev/null +++ b/Untitled2.ipynb @@ -0,0 +1,124 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "ename": "AttributeError", + "evalue": "'NoneType' object has no attribute 'RasterXSize'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 34\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 35\u001b[0m \u001b[0;31m#Get the dimentions of column and row\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 36\u001b[0;31m \u001b[0mnc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mRasterXSize\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 37\u001b[0m \u001b[0mnr\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mRasterYSize\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 38\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mAttributeError\u001b[0m: 'NoneType' object has no attribute 'RasterXSize'" + ] + } + ], + "source": [ + "# pip install --user https://github.com/matplotlib/basemap/archive/master.zip\n", + "\n", + "import os\n", + "from mpl_toolkits.basemap import Basemap\n", + "import matplotlib.pyplot as plt\n", + "from osgeo import gdal\n", + "from osgeo import osr\n", + "import numpy as np\n", + "import math\n", + "\n", + "#Plot setup\n", + "fig= plt.figure(figsize=(10,8))\n", + "\n", + "ax = plt.subplot(111,aspect = 'equal')\n", + "plt.subplots_adjust(left=0.1, bottom=0.1, right=0.9, top=0.9, wspace=0, hspace=0)\n", + "\n", + "#Map setup\n", + "map = Basemap(resolution='f', projection='cyl', llcrnrlon=-75, llcrnrlat=-5, urcrnrlon=-46, urcrnrlat=0)\n", + "\n", + "parallels = np.arange(-50,50,1.)\n", + "meridians = np.arange(0,360,1)\n", + "\n", + "map.drawparallels(parallels,labels=[1,0,0,0],color='w', fontsize=10, fontweight='bold')\n", + "meri = map.drawmeridians(meridians,labels=[0,0,0,1],color='w', fontsize=10, fontweight='bold')\n", + "\n", + "#Load colormap and setup elevation contour levels\n", + "cmap=plt.get_cmap(\"jet\")\n", + "clevs = np.linspace(0, 305, 21)\n", + "\n", + "# Load GeoTiff data\n", + "raster = 'geo_dem_v2_52-50.tif'\n", + "\n", + "ds = gdal.Open(raster)\n", + "\n", + "#Get the dimentions of column and row\n", + "nc = ds.RasterXSize\n", + "nr = ds.RasterYSize\n", + "\n", + "#Read elevation data\n", + "data = ds.ReadAsArray()\n", + "\n", + "#Get Longitude and Latitude info\n", + "geotransform = ds.GetGeoTransform()\n", + "xOrigin = geotransform[0]\n", + "yOrigin = geotransform[3]\n", + "pixelWidth = geotransform[1]\n", + "pixelHeight = geotransform[5]\n", + "\n", + "#Generate Longitude and Latitude array\n", + "lons = xOrigin + np.arange(0, nc)*pixelWidth\n", + "lats = yOrigin + np.arange(0, nr)*pixelHeight\n", + "\n", + "#Contour plot\n", + "x, y = map(*np.meshgrid(lons, lats))\n", + "cs=map.contourf(x, y, data, clevs, cmap=cmap)\n", + "\n", + "map.drawparallels(parallels,labels=[1,0,0,0],color='k', fontsize=10, fontweight='bold')\n", + "meri = map.drawmeridians(meridians,labels=[0,0,0,1],color='k', fontsize=10, fontweight='bold')\n", + "\n", + "cb = map.colorbar(cs, 'bottom', size='5%', pad='10%')\n", + "\n", + "cb.set_label('Elevation (m)', fontsize=12, fontweight='bold')\n", + "cb.ax.tick_params(labelsize=10)\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/example-Copy1.ipynb b/example-Copy1.ipynb new file mode 100644 index 0000000..30126d8 --- /dev/null +++ b/example-Copy1.ipynb @@ -0,0 +1,320 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib notebook\n", + "import logging\n", + "logging.basicConfig(level=logging.INFO)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from sentinelloader import Sentinel2Loader" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from time import time\n", + "logger = logging.getLogger('sentinelloader')\n", + "\n", + "class Timer:\n", + " def __init__(self, name, debug=True):\n", + " self._name = name\n", + " self._debug = debug\n", + " self.start()\n", + " self._lastElapsed = None\n", + " \n", + " def start(self):\n", + " self._start = time()\n", + " if(self._debug):\n", + " logger.info('> [started] ' + self._name + '...')\n", + "\n", + " def stop(self):\n", + " self._lastElapsed = (time()-self._start)\n", + " if(self._debug):\n", + " logger.info('> [done] {} ({:.3f} ms)'.format(self._name, self._lastElapsed*1000))\n", + " \n", + " def elapsed(self):\n", + " if(self._lastElapsed != None):\n", + " return (self._lastElapsed)\n", + " else:\n", + " return (time()-self._start)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.patches as mpatches\n", + "from osgeo import gdal, osr\n", + "import cartopy.crs as ccrs\n", + "import numpy as np\n", + "\n", + "def showGeoTiffs(geoTiffFiles, geometries=None, labels=None, cols=4, size=6, cmap=None, cmap_min=None, cmap_max=None, interpolation=None, legendHandles=None, group_by_label=False, name='image', output_dir=None, transformData=None):\n", + " \"\"\"geometries - list of geoseries from GeoPandas\n", + " labels - list os strings\n", + " getTiffFiles - list of tiff file paths\n", + " \"\"\"\n", + " logger.info('showing ' + str(len(geoTiffFiles)) + ' images')\n", + " fig = plt.figure()\n", + " rows = int(len(geoTiffFiles)/cols)+1\n", + " t = Timer('generating image patches. rows=' + str(rows) + '; cols=' + str(cols))\n", + " fig.set_size_inches(cols*size, rows*size)\n", + "\n", + " image_indexes = range(len(geoTiffFiles))\n", + "\n", + " #order indexes by label\n", + " if(group_by_label==True and image_labels!=None):\n", + " index_label_map = []\n", + " for i,label in enumerate(image_labels):\n", + " index_label_map.append((i,label))\n", + " label_image_map = np.array(index_label_map, dtype=[('index',int),('label',int)])\n", + " label_image_map = np.sort(label_image_map, order='label')\n", + " image_indexes = []\n", + " for a in label_image_map:\n", + " image_indexes.append(a[0])\n", + "\n", + " c = 0\n", + " for i in image_indexes:\n", + " ds = gdal.Open(geoTiffFiles[i])\n", + " data = ds.ReadAsArray()\n", + " gt = ds.GetGeoTransform()\n", + " proj = ds.GetProjection()\n", + "\n", + " inproj = osr.SpatialReference()\n", + " inproj.ImportFromWkt(proj)\n", + "\n", + " projcs = inproj.GetAuthorityCode('PROJCS')\n", + " projection = ccrs.epsg(projcs)\n", + "\n", + " ax = fig.add_subplot(rows,cols,c+1, projection=projection)\n", + "\n", + " extent = (gt[0], gt[0] + ds.RasterXSize * gt[1],\n", + " gt[3] + ds.RasterYSize * gt[5], gt[3])\n", + "\n", + " \n", + " #seems like this data has multiple channels and the channels area indexed from the first position. invert it\n", + " if data.shape[0]<5:\n", + " data = data[:3, :, :].transpose((1, 2, 0))\n", + " else:\n", + " if transformData!=None:\n", + " data = transformData(data)\n", + "\n", + " if data.dtype in [np.uint8, np.uint16, np.uint32]:\n", + " if cmap_min==None:\n", + " cmap_min = np.iinfo(data.dtype).min\n", + " if cmap_max==None:\n", + " cmap_max = np.iinfo(data.dtype).max\n", + "# if(cmap==None):\n", + "# data = data.astype('uint8')\n", + " \n", + " ax.imshow(data, alpha=1.0, transform=projection, extent=extent, cmap=cmap, vmin=cmap_min, vmax=cmap_max, interpolation=interpolation, origin='upper')\n", + " if legendHandles!=None:\n", + " ax.legend(handles=legendHandles, bbox_to_anchor=(1.05, 1), loc=2, borderaxespad=0.)\n", + "\n", + " if(geometries!=None):\n", + " df_epsg = geometries[i].to_crs(epsg=ax.projection.epsg_code)\n", + " df_epsg.plot(ax=ax, facecolor='none', edgecolor='black', linestyle='--', linewidth=2)\n", + " \n", + " if(labels!=None):\n", + " ax.text(0.5, 0, str(labels[i]), horizontalalignment='center', verticalalignment='bottom', transform=ax.transAxes, fontsize=14, style='normal', color='red')\n", + "\n", + " c = c + 1\n", + " \n", + " if(output_dir!=None):\n", + " f = output_dir + name + '.jpg'\n", + " plt.savefig(f)\n", + " plt.close(fig)\n", + " else:\n", + " plt.show()\n", + " \n", + " t.stop()\n", + "\n", + "def sclColors():\n", + " colors = ['black','red','dimgray','brown','green','yellow','blue','dimgray','darkgray','lightgray','skyblue','magenta']\n", + " return colors\n", + "\n", + "def sclLegendPatches():\n", + " colors = sclColors()\n", + " labels = ['no data','defective','dark area','cloud shadows','vegetation','not vegetated','water','unclassified','cloud medium prob','cloud high prob','thin cirrus','snow']\n", + " patches = [ mpatches.Patch(color=colors[i], label=labels[i]) for i in range(11) ]\n", + " return patches\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:Getting region history for band TCI from 2019-04-01 to 2019-04-10 at 60m\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "POLYGON ((-47.35158920288085 -17.1711347155859, -47.33948707580565 -17.18958491683871, -47.31279373168944 -17.19270076947659, -47.30704307556153 -17.1755629313982, -47.30584144592285 -17.16818251295647, -47.3060131072998 -17.15227261218487, -47.33167648315429 -17.15497903179392, -47.35158920288085 -17.1711347155859))\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:showing 2 images\n", + "INFO:sentinelloader:> [started] generating image patches. rows=1; cols=10...\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:> [done] generating image patches. rows=1; cols=10 (821.675 ms)\n" + ] + } + ], + "source": [ + "%matplotlib inline\n", + "import logging\n", + "import os\n", + "from osgeo import gdal\n", + "import matplotlib as mpl\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import rcParams\n", + "import math\n", + "import geopandas as gpd\n", + "from cartopy.io.shapereader import Reader\n", + "from cartopy.feature import ShapelyFeature\n", + "from cartopy.io.shapereader import Reader\n", + "from descartes import PolygonPatch\n", + "import fiona\n", + "from pprint import pprint\n", + "import re\n", + "\n", + "logging.basicConfig(level=logging.INFO)\n", + "\n", + "sl = Sentinel2Loader('/notebooks/data/output/sentinelcache', \n", + " os.environ['COPERNICUS_USER'], os.environ['COPERNICUS_PASSWORD'],\n", + " apiUrl='https://scihub.copernicus.eu/apihub/', showProgressbars=True, cloudCoverage=(0,100))\n", + "\n", + "\n", + "\n", + "df = gpd.read_file(\"/notebooks/layers/POLYGON.shp\")\n", + "df.crs = {'init' :'epsg:4326'}\n", + "\n", + "coords = df['geometry'][0]\n", + "\n", + "\n", + "\n", + "d1 = '2019-04-01'\n", + "d2 = '2019-04-10'\n", + "\n", + "\n", + "\n", + "print(coords)\n", + "geoTiffs = sl.getRegionHistory(coords, 'TCI', '60m', d1, d2, daysStep=5)\n", + "\n", + "geometries = []\n", + "labels = []\n", + "for geoTiff in geoTiffs:\n", + " geometries.append(df)\n", + " d = re.search('[0-9]{4}-[0-9]{2}-[0-9]{2}', geoTiff)\n", + " labels.append(d.group(0))\n", + "\n", + "showGeoTiffs(geoTiffs, geometries=geometries, labels=labels, cols=10, size=5,)\n", + "\n", + "for geoTiff in geoTiffs:\n", + " os.remove(geoTiff)\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/example.ipynb b/example.ipynb new file mode 100644 index 0000000..84e4957 --- /dev/null +++ b/example.ipynb @@ -0,0 +1,493 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib notebook\n", + "import logging\n", + "logging.basicConfig(level=logging.INFO)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from sentinelloader import Sentinel2Loader" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from time import time\n", + "logger = logging.getLogger('sentinelloader')\n", + "\n", + "class Timer:\n", + " def __init__(self, name, debug=True):\n", + " self._name = name\n", + " self._debug = debug\n", + " self.start()\n", + " self._lastElapsed = None\n", + " \n", + " def start(self):\n", + " self._start = time()\n", + " if(self._debug):\n", + " logger.info('> [started] ' + self._name + '...')\n", + "\n", + " def stop(self):\n", + " self._lastElapsed = (time()-self._start)\n", + " if(self._debug):\n", + " logger.info('> [done] {} ({:.3f} ms)'.format(self._name, self._lastElapsed*1000))\n", + " \n", + " def elapsed(self):\n", + " if(self._lastElapsed != None):\n", + " return (self._lastElapsed)\n", + " else:\n", + " return (time()-self._start)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.patches as mpatches\n", + "from osgeo import gdal, osr\n", + "import cartopy.crs as ccrs\n", + "import numpy as np\n", + "\n", + "def showGeoTiffs(geoTiffFiles, geometries=None, labels=None, cols=4, size=6, cmap=None, cmap_min=None, cmap_max=None, interpolation=None, legendHandles=None, group_by_label=False, name='image', output_dir=None, transformData=None):\n", + " \"\"\"geometries - list of geoseries from GeoPandas\n", + " labels - list os strings\n", + " getTiffFiles - list of tiff file paths\n", + " \"\"\"\n", + " logger.info('showing ' + str(len(geoTiffFiles)) + ' images')\n", + " fig = plt.figure()\n", + " rows = int(len(geoTiffFiles)/cols)+1\n", + " t = Timer('generating image patches. rows=' + str(rows) + '; cols=' + str(cols))\n", + " fig.set_size_inches(cols*size, rows*size)\n", + "\n", + " image_indexes = range(len(geoTiffFiles))\n", + "\n", + " #order indexes by label\n", + " if(group_by_label==True and image_labels!=None):\n", + " index_label_map = []\n", + " for i,label in enumerate(image_labels):\n", + " index_label_map.append((i,label))\n", + " label_image_map = np.array(index_label_map, dtype=[('index',int),('label',int)])\n", + " label_image_map = np.sort(label_image_map, order='label')\n", + " image_indexes = []\n", + " for a in label_image_map:\n", + " image_indexes.append(a[0])\n", + "\n", + " c = 0\n", + " for i in image_indexes:\n", + " ds = gdal.Open(geoTiffFiles[i])\n", + " data = ds.ReadAsArray()\n", + " gt = ds.GetGeoTransform()\n", + " proj = ds.GetProjection()\n", + "\n", + " inproj = osr.SpatialReference()\n", + " inproj.ImportFromWkt(proj)\n", + "\n", + " projcs = inproj.GetAuthorityCode('PROJCS')\n", + " projection = ccrs.epsg(projcs)\n", + "\n", + " ax = fig.add_subplot(rows,cols,c+1, projection=projection)\n", + "\n", + " extent = (gt[0], gt[0] + ds.RasterXSize * gt[1],\n", + " gt[3] + ds.RasterYSize * gt[5], gt[3])\n", + "\n", + " \n", + " #seems like this data has multiple channels and the channels area indexed from the first position. invert it\n", + " if data.shape[0]<5:\n", + " data = data[:3, :, :].transpose((1, 2, 0))\n", + " else:\n", + " if transformData!=None:\n", + " data = transformData(data)\n", + "\n", + " if data.dtype in [np.uint8, np.uint16, np.uint32]:\n", + " if cmap_min==None:\n", + " cmap_min = np.iinfo(data.dtype).min\n", + " if cmap_max==None:\n", + " cmap_max = np.iinfo(data.dtype).max\n", + "# if(cmap==None):\n", + "# data = data.astype('uint8')\n", + " \n", + " ax.imshow(data, alpha=1.0, transform=projection, extent=extent, cmap=cmap, vmin=cmap_min, vmax=cmap_max, interpolation=interpolation, origin='upper')\n", + " if legendHandles!=None:\n", + " ax.legend(handles=legendHandles, bbox_to_anchor=(1.05, 1), loc=2, borderaxespad=0.)\n", + "\n", + " if(geometries!=None):\n", + " df_epsg = geometries[i].to_crs(epsg=ax.projection.epsg_code)\n", + " df_epsg.plot(ax=ax, facecolor='none', edgecolor='black', linestyle='--', linewidth=2)\n", + " \n", + " if(labels!=None):\n", + " ax.text(0.5, 0, str(labels[i]), horizontalalignment='center', verticalalignment='bottom', transform=ax.transAxes, fontsize=14, style='normal', color='red')\n", + "\n", + " c = c + 1\n", + " \n", + " if(output_dir!=None):\n", + " f = output_dir + name + '.jpg'\n", + " plt.savefig(f)\n", + " plt.close(fig)\n", + " else:\n", + " plt.show()\n", + " \n", + " t.stop()\n", + "\n", + "def sclColors():\n", + " colors = ['black','red','dimgray','brown','green','yellow','blue','dimgray','darkgray','lightgray','skyblue','magenta']\n", + " return colors\n", + "\n", + "def sclLegendPatches():\n", + " colors = sclColors()\n", + " labels = ['no data','defective','dark area','cloud shadows','vegetation','not vegetated','water','unclassified','cloud medium prob','cloud high prob','thin cirrus','snow']\n", + " patches = [ mpatches.Patch(color=colors[i], label=labels[i]) for i in range(11) ]\n", + " return patches\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:Getting region history for band TCI from 2019-04-01 to 2019-04-10 at 60m\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "POLYGON Z ((-55.7005254871978 -13.3255356572483 0, -55.6991419460571 -13.3476412354778 0, -55.6994626679625 -13.3482968267724 0, -55.6993622255233 -13.3497238029627 0, -55.6990879718946 -13.3512050194787 0, -55.6987785623234 -13.3516544880401 0, -55.7009726154231 -13.3521465384388 0, -55.7031391574231 -13.3478350497349 0, -55.70365985481779 -13.3477166261783 0, -55.7042048225458 -13.3481784524516 0, -55.7053983895748 -13.3485070297582 0, -55.7071743431305 -13.350239177507 0, -55.7073679164227 -13.3508664639014 0, -55.707297910641 -13.3536846078021 0, -55.70845582938671 -13.3547391417037 0, -55.7083650623632 -13.3558936045135 0, -55.70920687339019 -13.3573796093408 0, -55.7107993017724 -13.357686953459 0, -55.711524110584 -13.3580807761113 0, -55.71730886861859 -13.3591710955438 0, -55.7198276533255 -13.327129129925 0, -55.7005254871978 -13.3255356572483 0))\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:Downloading tile uuid='73e01466-6765-4d65-9483-c297f189acf2', resolution='60m', band='TCI', date='2019-03-28'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:Downloading tile uuid='45664263-7a34-4ed0-8a15-82818d2c495a', resolution='60m', band='TCI', date='2019-04-02'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:showing 2 images\n", + "INFO:sentinelloader:> [started] generating image patches. rows=1; cols=10...\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:> [done] generating image patches. rows=1; cols=10 (2423.071 ms)\n", + "INFO:sentinelloader:Getting region history for band SCL from 2019-04-01 to 2019-04-10 at 60m\n", + "INFO:sentinelloader:Downloading tile uuid='73e01466-6765-4d65-9483-c297f189acf2', resolution='60m', band='SCL', date='2019-03-28'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:Downloading tile uuid='45664263-7a34-4ed0-8a15-82818d2c495a', resolution='60m', band='SCL', date='2019-04-02'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:showing 2 images\n", + "INFO:sentinelloader:> [started] generating image patches. rows=1; cols=10...\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:> [done] generating image patches. rows=1; cols=10 (748.521 ms)\n", + "INFO:sentinelloader:Getting region history for band NDVI from 2019-04-01 to 2019-04-10 at 60m\n", + "INFO:sentinelloader:Downloading tile uuid='73e01466-6765-4d65-9483-c297f189acf2', resolution='60m', band='B04', date='2019-03-28'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:Downloading tile uuid='73e01466-6765-4d65-9483-c297f189acf2', resolution='10m', band='B08', date='2019-03-28'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:Downloading tile uuid='45664263-7a34-4ed0-8a15-82818d2c495a', resolution='60m', band='B04', date='2019-04-02'\n", + "INFO:sentinelloader:Couldn't get data for 2019-04-06 using the specified filter. err=HTTPSConnectionPool(host='scihub.copernicus.eu', port=443): Max retries exceeded with url: /dhus/odata/v1/Products('45664263-7a34-4ed0-8a15-82818d2c495a')/Nodes('S2B_MSIL2A_20190402T140059_N0211_R067_T21LXF_20190402T175903.SAFE')/Nodes('GRANULE')/Nodes('L2A_T21LXF_A010818_20190402T140055')/Nodes('IMG_DATA')/Nodes('R60m')/Nodes('T21LXF_20190402T140059_B04_60m.jp2')/$value (Caused by SSLError(SSLEOFError(8, 'EOF occurred in violation of protocol (_ssl.c:645)'),))\n", + "INFO:sentinelloader:showing 1 images\n", + "INFO:sentinelloader:> [started] generating image patches. rows=1; cols=10...\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:> [done] generating image patches. rows=1; cols=10 (351.665 ms)\n" + ] + } + ], + "source": [ + "%matplotlib inline\n", + "import logging\n", + "import os\n", + "from osgeo import gdal\n", + "import matplotlib as mpl\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import rcParams\n", + "import math\n", + "import geopandas as gpd\n", + "from cartopy.io.shapereader import Reader\n", + "from cartopy.feature import ShapelyFeature\n", + "from cartopy.io.shapereader import Reader\n", + "from descartes import PolygonPatch\n", + "import fiona\n", + "from pprint import pprint\n", + "import re\n", + "\n", + "logging.basicConfig(level=logging.INFO)\n", + "\n", + "sl = Sentinel2Loader('/notebooks/data/output/sentinelcache', \n", + " os.environ['COPERNICUS_USER'], os.environ['COPERNICUS_PASSWORD'],\n", + " apiUrl='https://scihub.copernicus.eu/apihub/', showProgressbars=True, cloudCoverage=(0,100))\n", + "\n", + "\n", + "\n", + "df = gpd.read_file(\"/notebooks/test/sample2.shp\")\n", + "df.crs = {'init' :'epsg:4326'}\n", + "\n", + "coords = df['geometry'][0]\n", + "\n", + "\n", + "\n", + "d1 = '2019-04-01'\n", + "d2 = '2019-04-10'\n", + "\n", + "\n", + "\n", + "print(coords)\n", + "geoTiffs = sl.getRegionHistory(coords, 'TCI', '60m', d1, d2, daysStep=5)\n", + "\n", + "geometries = []\n", + "labels = []\n", + "for geoTiff in geoTiffs:\n", + " geometries.append(df)\n", + " d = re.search('[0-9]{4}-[0-9]{2}-[0-9]{2}', geoTiff)\n", + " labels.append(d.group(0))\n", + "\n", + "showGeoTiffs(geoTiffs, geometries=geometries, labels=labels, cols=10, size=4,)\n", + "\n", + "for geoTiff in geoTiffs:\n", + " os.remove(geoTiff)\n", + "\n", + " \n", + "\n", + "\n", + "\n", + "\n", + "geoTiffs = sl.getRegionHistory(coords, 'SCL', '60m', d1, d2, daysStep=5)\n", + "\n", + "geometries = []\n", + "labels = []\n", + "for geoTiff in geoTiffs:\n", + " geometries.append(df)\n", + " d = re.search('[0-9]{4}-[0-9]{2}-[0-9]{2}', geoTiff)\n", + " labels.append(d.group(0))\n", + "\n", + "showGeoTiffs(geoTiffs, geometries=geometries, labels=labels, cols=10, size=4, cmap=mpl.colors.ListedColormap(sclColors()), cmap_min=0, cmap_max=11, legendHandles=sclLegendPatches())\n", + "\n", + "for geoTiff in geoTiffs:\n", + " os.remove(geoTiff)\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "geoTiffs = sl.getRegionHistory(coords, 'NDVI', '60m', d1, d2, daysStep=5)\n", + "\n", + "geometries = []\n", + "labels = []\n", + "for geoTiff in geoTiffs:\n", + " geometries.append(df)\n", + " d = re.search('[0-9]{4}-[0-9]{2}-[0-9]{2}', geoTiff)\n", + " labels.append(d.group(0))\n", + "\n", + "def td(data):\n", + " return np.negative(data)\n", + " \n", + "showGeoTiffs(geoTiffs, geometries=geometries, labels=labels, cols=10, size=4, transformData=td, cmap='viridis', interpolation='none')\n", + "\n", + "for geoTiff in geoTiffs:\n", + " os.remove(geoTiff)\n", + " \n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/geostuff.ipynb b/geostuff.ipynb new file mode 100644 index 0000000..6edda23 --- /dev/null +++ b/geostuff.ipynb @@ -0,0 +1,361 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import folium\n", + "m = folium.Map([50.6, -1.3], zoom_start=10)\n", + "boundsdata = r'bounds_IOW.geojson'\n", + "folium.GeoJson(boundsdata).add_to(m)\n", + "m" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "POLYGON((-1.5905 50.7739,-1.5819 50.5371,-1.0038 50.5353,-1.0104 50.7757,-1.5905 50.7739))\n" + ] + } + ], + "source": [ + "from sentinelsat import SentinelAPI, read_geojson, geojson_to_wkt\n", + "\n", + "user = 'yutsuo' ## change this!\n", + "password = 'Z9lj3uak' ## change this!\n", + "\n", + "api = SentinelAPI(user, password, 'https://scihub.copernicus.eu/dhus')\n", + "\n", + "footprint = geojson_to_wkt(read_geojson(boundsdata))\n", + "\n", + "print (footprint)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "products = api.query(footprint,\n", + " date = ('20190225', '20190227'),\n", + " platformname = 'Sentinel-2',\n", + " processinglevel = 'Level-2A',\n", + " cloudcoverpercentage = (0, 20))" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OrderedDict([('30b9e88b-94a7-45ec-9ceb-4fa8bf86be04', {'summary': 'Date: 2019-02-26T11:10:49.024Z, Instrument: MSI, Mode: , Satellite: Sentinel-2, Size: 1023.42 MB', 'ingestiondate': datetime.datetime(2019, 2, 27, 0, 35, 3, 682000), 'instrumentname': 'Multi-Spectral Instrument', 'highprobacloudspercentage': 0.03139, 'identifier': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UXB_20190226T172349', 'uuid': '30b9e88b-94a7-45ec-9ceb-4fa8bf86be04', 'link_alternative': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('30b9e88b-94a7-45ec-9ceb-4fa8bf86be04')/\", 's2datatakeid': 'GS2B_20190226T111049_010316_N02.11', 'producttype': 'S2MSI2A', 'processinglevel': 'Level-2A', 'format': 'SAFE', 'snowicepercentage': 0.0029, 'beginposition': datetime.datetime(2019, 2, 26, 11, 10, 49, 24000), 'platformserialidentifier': 'Sentinel-2B', 'unclassifiedpercentage': 1.8601610000000002, 'orbitdirection': 'DESCENDING', 'cloudcoverpercentage': 0.100021, 'relativeorbitnumber': 137, 'endposition': datetime.datetime(2019, 2, 26, 11, 10, 49, 24000), 'instrumentshortname': 'MSI', 'link': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('30b9e88b-94a7-45ec-9ceb-4fa8bf86be04')/$value\", 'title': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UXB_20190226T172349', 'processingbaseline': '02.11', 'mediumprobacloudspercentage': 0.064188, 'orbitnumber': 10316, 'link_icon': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('30b9e88b-94a7-45ec-9ceb-4fa8bf86be04')/Products('Quicklook')/$value\", 'vegetationpercentage': 48.06227400000001, 'size': '1023.42 MB', 'footprint': 'POLYGON ((-1.5611267 51.44235231685392,0.017025008525814 51.41234265506691,-0.046142578 50.42629366061962,-1.5912781 50.45527216066188,-1.5611267 51.44235231685392))', 'gmlfootprint': '\\n \\n \\n 51.44235231685392,-1.5611267 51.41234265506691,0.017025008525814 50.42629366061962,-0.046142578 50.45527216066188,-1.5912781 51.44235231685392,-1.5611267\\n \\n \\n', 'notvegetatedpercentage': 12.596601, 'platformname': 'Sentinel-2', 'waterpercentage': 32.856801, 'platformidentifier': '2017-013A', 'filename': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UXB_20190226T172349.SAFE'}), ('09a3b3c8-1223-4133-9f2d-dbb8efd9028b', {'summary': 'Date: 2019-02-26T11:10:49.024Z, Instrument: MSI, Mode: , Satellite: Sentinel-2, Size: 541.45 MB', 'ingestiondate': datetime.datetime(2019, 2, 27, 0, 34, 38, 50000), 'instrumentname': 'Multi-Spectral Instrument', 'highprobacloudspercentage': 0.003358, 'identifier': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UWA_20190226T172349', 'uuid': '09a3b3c8-1223-4133-9f2d-dbb8efd9028b', 'link_alternative': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('09a3b3c8-1223-4133-9f2d-dbb8efd9028b')/\", 's2datatakeid': 'GS2B_20190226T111049_010316_N02.11', 'producttype': 'S2MSI2A', 'processinglevel': 'Level-2A', 'format': 'SAFE', 'snowicepercentage': 0.001622, 'beginposition': datetime.datetime(2019, 2, 26, 11, 10, 49, 24000), 'platformserialidentifier': 'Sentinel-2B', 'unclassifiedpercentage': 0.05506, 'orbitdirection': 'DESCENDING', 'cloudcoverpercentage': 0.018792, 'relativeorbitnumber': 137, 'endposition': datetime.datetime(2019, 2, 26, 11, 10, 49, 24000), 'instrumentshortname': 'MSI', 'link': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('09a3b3c8-1223-4133-9f2d-dbb8efd9028b')/$value\", 'title': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UWA_20190226T172349', 'processingbaseline': '02.11', 'mediumprobacloudspercentage': 0.014087999999999998, 'orbitnumber': 10316, 'link_icon': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('09a3b3c8-1223-4133-9f2d-dbb8efd9028b')/Products('Quicklook')/$value\", 'vegetationpercentage': 2.6794829999999994, 'size': '541.45 MB', 'footprint': 'POLYGON ((-3.0002747 50.55229211062575,-1.4506836 50.541984818073324,-1.4821472 49.55480005728169,-3.0002747 49.564755000006514,-3.0002747 50.55229211062575))', 'gmlfootprint': '\\n \\n \\n 50.55229211062575,-3.0002747 50.541984818073324,-1.4506836 49.55480005728169,-1.4821472 49.564755000006514,-3.0002747 50.55229211062575,-3.0002747\\n \\n \\n', 'notvegetatedpercentage': 0.386273, 'platformname': 'Sentinel-2', 'waterpercentage': 96.77659899999999, 'platformidentifier': '2017-013A', 'filename': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UWA_20190226T172349.SAFE'}), ('29625327-bc7a-44c4-be47-4cfa2828a760', {'summary': 'Date: 2019-02-26T11:10:49.024Z, Instrument: MSI, Mode: , Satellite: Sentinel-2, Size: 481.23 MB', 'ingestiondate': datetime.datetime(2019, 2, 27, 0, 34, 30, 848000), 'instrumentname': 'Multi-Spectral Instrument', 'highprobacloudspercentage': 0.001954, 'identifier': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UXA_20190226T172349', 'uuid': '29625327-bc7a-44c4-be47-4cfa2828a760', 'link_alternative': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('29625327-bc7a-44c4-be47-4cfa2828a760')/\", 's2datatakeid': 'GS2B_20190226T111049_010316_N02.11', 'producttype': 'S2MSI2A', 'processinglevel': 'Level-2A', 'format': 'SAFE', 'snowicepercentage': 2e-05, 'beginposition': datetime.datetime(2019, 2, 26, 11, 10, 49, 24000), 'platformserialidentifier': 'Sentinel-2B', 'unclassifiedpercentage': 0.048503, 'orbitdirection': 'DESCENDING', 'cloudcoverpercentage': 0.014559, 'relativeorbitnumber': 137, 'endposition': datetime.datetime(2019, 2, 26, 11, 10, 49, 24000), 'instrumentshortname': 'MSI', 'link': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('29625327-bc7a-44c4-be47-4cfa2828a760')/$value\", 'title': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UXA_20190226T172349', 'processingbaseline': '02.11', 'mediumprobacloudspercentage': 0.010682999999999998, 'orbitnumber': 10316, 'link_icon': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('29625327-bc7a-44c4-be47-4cfa2828a760')/Products('Quicklook')/$value\", 'vegetationpercentage': 2.521909, 'size': '481.23 MB', 'footprint': 'POLYGON ((-1.5886536 50.543739174288454,-0.040618896 50.5146700159563,-0.10064697 49.52841829443089,-1.6173096 49.55649445196309,-1.5886536 50.543739174288454))', 'gmlfootprint': '\\n \\n \\n 50.543739174288454,-1.5886536 50.5146700159563,-0.040618896 49.52841829443089,-0.10064697 49.55649445196309,-1.6173096 50.543739174288454,-1.5886536\\n \\n \\n', 'notvegetatedpercentage': 0.421458, 'platformname': 'Sentinel-2', 'waterpercentage': 96.952629, 'platformidentifier': '2017-013A', 'filename': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UXA_20190226T172349.SAFE'}), ('40128149-82fa-4d83-84a9-37155856ba6d', {'summary': 'Date: 2019-02-26T11:10:49.024Z, Instrument: MSI, Mode: , Satellite: Sentinel-2, Size: 1.02 GB', 'ingestiondate': datetime.datetime(2019, 2, 27, 0, 34, 10, 284000), 'instrumentname': 'Multi-Spectral Instrument', 'highprobacloudspercentage': 0.020753000000000004, 'identifier': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UWB_20190226T172349', 'uuid': '40128149-82fa-4d83-84a9-37155856ba6d', 'link_alternative': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('40128149-82fa-4d83-84a9-37155856ba6d')/\", 's2datatakeid': 'GS2B_20190226T111049_010316_N02.11', 'producttype': 'S2MSI2A', 'processinglevel': 'Level-2A', 'format': 'SAFE', 'snowicepercentage': 0.004778, 'beginposition': datetime.datetime(2019, 2, 26, 11, 10, 49, 24000), 'platformserialidentifier': 'Sentinel-2B', 'unclassifiedpercentage': 1.615984, 'orbitdirection': 'DESCENDING', 'cloudcoverpercentage': 0.063689, 'relativeorbitnumber': 137, 'endposition': datetime.datetime(2019, 2, 26, 11, 10, 49, 24000), 'instrumentshortname': 'MSI', 'link': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('40128149-82fa-4d83-84a9-37155856ba6d')/$value\", 'title': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UWB_20190226T172349', 'processingbaseline': '02.11', 'mediumprobacloudspercentage': 0.041310000000000006, 'orbitnumber': 10316, 'link_icon': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('40128149-82fa-4d83-84a9-37155856ba6d')/Products('Quicklook')/$value\", 'vegetationpercentage': 61.798018, 'size': '1.02 GB', 'footprint': 'POLYGON ((-3.0002747 51.45118220579359,-1.4204712 51.44054116582309,-1.4535522 50.453523278919015,-3.0002747 50.46379840175528,-3.0002747 51.45118220579359))', 'gmlfootprint': '\\n \\n \\n 51.45118220579359,-3.0002747 51.44054116582309,-1.4204712 50.453523278919015,-1.4535522 50.46379840175528,-3.0002747 51.45118220579359,-3.0002747\\n \\n \\n', 'notvegetatedpercentage': 12.244289, 'platformname': 'Sentinel-2', 'waterpercentage': 22.113924, 'platformidentifier': '2017-013A', 'filename': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UWB_20190226T172349.SAFE'})])\n" + ] + } + ], + "source": [ + "print(products)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "areas = api.to_geodataframe(products)\n", + "areas.plot(column='uuid', cmap=None)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "09a3b3c8-1223-4133-9f2d-dbb8efd9028b Annotation(-2.23334, 50.0551, '09a3b3c8-1223-4...\n", + "29625327-bc7a-44c4-be47-4cfa2828a760 Annotation(-0.836784, 50.0375, '29625327-bc7a-...\n", + "30b9e88b-94a7-45ec-9ceb-4fa8bf86be04 Annotation(-0.795352, 50.9358, '30b9e88b-94a7-...\n", + "40128149-82fa-4d83-84a9-37155856ba6d Annotation(-2.21863, 50.954, '40128149-82fa-4d...\n", + "dtype: object" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "ax = areas.plot(column='uuid', cmap=None, figsize=(20, 20))\n", + "areas.apply(lambda x: ax.annotate(s=x.uuid, xy=x.geometry.centroid.coords[0], ha='center'),axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import geopandas as gpd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "gdf2 = gpd.read_file(boundsdata)\n", + "f, ax = plt.subplots(1)\n", + "areas.plot(ax=ax,column='uuid',cmap=None,)\n", + "gdf2.plot(ax=ax)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Downloading: 100%|██████████| 1.07G/1.07G [45:16<00:00, 460kB/s] \n", + "MD5 checksumming: 100%|██████████| 1.07G/1.07G [00:02<00:00, 373MB/s]\n" + ] + }, + { + "data": { + "text/plain": [ + "{'Creation Date': datetime.datetime(2019, 2, 27, 0, 47, 32, 672000),\n", + " 'Ingestion Date': datetime.datetime(2019, 2, 27, 0, 35, 3, 682000),\n", + " 'Online': True,\n", + " 'date': datetime.datetime(2019, 2, 26, 11, 10, 49, 24000),\n", + " 'downloaded_bytes': 1073194791,\n", + " 'footprint': 'POLYGON((-1.5611267 51.44235231685392,0.017025008525814 51.41234265506691,-0.046142578 50.42629366061962,-1.5912781 50.45527216066188,-1.5611267 51.44235231685392))',\n", + " 'id': '30b9e88b-94a7-45ec-9ceb-4fa8bf86be04',\n", + " 'md5': 'BEDF8F60B10A030B54EF6710642A46C2',\n", + " 'path': './S2B_MSIL2A_20190226T111049_N0211_R137_T30UXB_20190226T172349.zip',\n", + " 'size': 1073194791,\n", + " 'title': 'S2B_MSIL2A_20190226T111049_N0211_R137_T30UXB_20190226T172349',\n", + " 'url': \"https://scihub.copernicus.eu/dhus/odata/v1/Products('30b9e88b-94a7-45ec-9ceb-4fa8bf86be04')/$value\"}" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "api.download('30b9e88b-94a7-45ec-9ceb-4fa8bf86be04')" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "!mkdir ./sentinelsat" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [], + "source": [ + "import zipfile\n", + "\n", + "path_to_zip_file='S2B_MSIL2A_20190226T111049_N0211_R137_T30UXB_20190226T172349.zip'\n", + "directory_to_extract_to=r'./sentinelsat'\n", + "\n", + "zip_ref = zipfile.ZipFile(path_to_zip_file, 'r')\n", + "zip_ref.extractall(directory_to_extract_to)\n", + "zip_ref.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "172.17.0.1\r\n" + ] + } + ], + "source": [ + "!/sbin/ip route|awk '/default/ { print $3 }'" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [], + "source": [ + "TCI_jp2='/notebooks/sentinelsat/S2B_MSIL2A_20190226T111049_N0211_R137_T30UXB_20190226T172349.SAFE/GRANULE/L2A_T30UXB_A010316_20190226T111048/IMG_DATA/R10m/T30UXB_20190226T111049_TCI_10m.jp2'\n", + "B02_jp2='/notebooks/sentinelsat/S2B_MSIL2A_20190226T111049_N0211_R137_T30UXB_20190226T172349.SAFE/GRANULE/L2A_T30UXB_A010316_20190226T111048/IMG_DATA/R10m/T30UXB_20190226T111049_B02_10m.jp2'" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import rasterio\n", + "from rasterio.plot import show\n", + "TCI = rasterio.open(TCI_jp2)\n", + "show(TCI)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "folium_map = folium.Map(location=[40.738, -73.98],\n", + " zoom_start=13,\n", + " tiles=\"CartoDB dark_matter\")\n", + "\n", + "folium.CircleMarker(location=[40.738, -73.98],fill=True).add_to(folium_map)\n", + "folium_map" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Showing some real data, NYC bike trips\n", + "Next, we’ll load some data. The NYC bike share program makes its data public, you can download it here:\n", + "https://www.citibikenyc.com/system-data.\n", + "Just one month of data will do for this example. \n", + "\n", + "We’ll use pandas to load the data into python, we’ll convert time strings into DateTime objects" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2018-11-28T12:43:32.653296Z", + "start_time": "2018-11-28T12:43:13.890081Z" + } + }, + "outputs": [], + "source": [ + "bike_data = pd.read_csv(\"201610-citibike-tripdata.csv\")\n", + "bike_data[\"Start Time\"] = pd.to_datetime(bike_data[\"Start Time\"])\n", + "bike_data[\"Stop Time\"] = pd.to_datetime(bike_data[\"Stop Time\"])\n", + "bike_data[\"hour\"] = bike_data[\"Start Time\"].map(lambda x: x.hour)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2018-11-28T12:43:32.688022Z", + "start_time": "2018-11-28T12:43:32.657573Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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426932016-10-01 00:00:212016-10-01 00:45:1534288 Ave & W 16 St40.740983-74.0017023323W 106 St & Central Park West40.798186-73.96059126502Subscriber1991.010
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" + ], + "text/plain": [ + " Trip Duration Start Time Stop Time Start Station ID \\\n", + "0 328 2016-10-01 00:00:07 2016-10-01 00:05:35 471 \n", + "1 398 2016-10-01 00:00:11 2016-10-01 00:06:49 3147 \n", + "2 430 2016-10-01 00:00:14 2016-10-01 00:07:25 345 \n", + "3 351 2016-10-01 00:00:21 2016-10-01 00:06:12 3307 \n", + "4 2693 2016-10-01 00:00:21 2016-10-01 00:45:15 3428 \n", + "\n", + " Start Station Name Start Station Latitude Start Station Longitude \\\n", + "0 Grand St & Havemeyer St 40.712868 -73.956981 \n", + "1 E 85 St & 3 Ave 40.778012 -73.954071 \n", + "2 W 13 St & 6 Ave 40.736494 -73.997044 \n", + "3 West End Ave & W 94 St 40.794165 -73.974124 \n", + "4 8 Ave & W 16 St 40.740983 -74.001702 \n", + "\n", + " End Station ID End Station Name End Station Latitude \\\n", + "0 3077 Stagg St & Union Ave 40.708771 \n", + "1 3140 1 Ave & E 78 St 40.771404 \n", + "2 470 W 20 St & 8 Ave 40.743453 \n", + "3 3357 W 106 St & Amsterdam Ave 40.800836 \n", + "4 3323 W 106 St & Central Park West 40.798186 \n", + "\n", + " End Station Longitude Bike ID User Type Birth Year Gender hour \n", + "0 -73.950953 25254 Subscriber 1992.0 1 0 \n", + "1 -73.953517 17810 Subscriber 1988.0 2 0 \n", + "2 -74.000040 20940 Subscriber 1965.0 1 0 \n", + "3 -73.966449 19086 Subscriber 1993.0 1 0 \n", + "4 -73.960591 26502 Subscriber 1991.0 1 0 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bike_data.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### pre-processing data\n", + "We'll write a function that does the following: \n", + "- generate a DataFrame containing locations of stations\n", + "- generates a DataFrame containing the number of trips originating at each station. \n", + "- generates a DataFrame containing the number of trips arriving at each station. \n", + "- join the three dataframes into one." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "ExecuteTime": { + "end_time": "2018-11-28T12:43:33.438458Z", + "start_time": "2018-11-28T12:43:32.690255Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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Departure CountStart Station LatitudeStart Station LongitudeStart Station NameArrival Count
Start Station ID
724240.767272-73.993929W 52 St & 11 Ave96.0
792940.719116-74.006667Franklin St & W Broadway79.0
823140.711174-74.000165St James Pl & Pearl St13.0
833240.683826-73.976323Atlantic Ave & Fort Greene Pl35.0
1166440.741776-74.001497W 17 St & 8 Ave85.0
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" + ], + "text/plain": [ + " Departure Count Start Station Latitude \\\n", + "Start Station ID \n", + "72 42 40.767272 \n", + "79 29 40.719116 \n", + "82 31 40.711174 \n", + "83 32 40.683826 \n", + "116 64 40.741776 \n", + "\n", + " Start Station Longitude Start Station Name \\\n", + "Start Station ID \n", + "72 -73.993929 W 52 St & 11 Ave \n", + "79 -74.006667 Franklin St & W Broadway \n", + "82 -74.000165 St James Pl & Pearl St \n", + "83 -73.976323 Atlantic Ave & Fort Greene Pl \n", + "116 -74.001497 W 17 St & 8 Ave \n", + "\n", + " Arrival Count \n", + "Start Station ID \n", + "72 96.0 \n", + "79 79.0 \n", + "82 13.0 \n", + "83 35.0 \n", + "116 85.0 " + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def get_trip_counts_by_hour(selected_hour):\n", + " # make a DataFrame with locations for each bike station\n", + " locations = bike_data.groupby(\"Start Station ID\").first()\n", + " locations = locations.loc[:, [\"Start Station Latitude\",\n", + " \"Start Station Longitude\",\n", + " \"Start Station Name\"]]\n", + " \n", + " #select one time of day\n", + " subset = bike_data[bike_data[\"hour\"]==selected_hour]\n", + " \n", + " # count trips for each destination\n", + " departure_counts = subset.groupby(\"Start Station ID\").count()\n", + " departure_counts = departure_counts.iloc[:,[0]]\n", + " departure_counts.columns= [\"Departure Count\"]\n", + " \n", + " # count trips for each origin\n", + " arrival_counts = subset.groupby(\"End Station ID\").count().iloc[:,[0]]\n", + " arrival_counts.columns= [\"Arrival Count\"]\n", + "\n", + " #join departure counts, arrival counts, and locations\n", + " trip_counts = departure_counts.join(locations).join(arrival_counts)\n", + " return trip_counts\n", + "\n", + "# print a sample to check our code works\n", + "get_trip_counts_by_hour(6).head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now we'll write a function that generates a new folium map and adds circle markers for each station." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2018-11-28T12:43:33.451717Z", + "start_time": "2018-11-28T12:43:33.441093Z" + } + }, + "outputs": [], + "source": [ + "def plot_station_counts(trip_counts):\n", + " # generate a new map\n", + " folium_map = folium.Map(location=[40.738, -73.98],\n", + " zoom_start=13,\n", + " tiles=\"CartoDB dark_matter\",\n", + " width='50%')\n", + "\n", + " # for each row in the data, add a cicle marker\n", + " for index, row in trip_counts.iterrows():\n", + " # calculate net departures\n", + " net_departures = (row[\"Departure Count\"]-row[\"Arrival Count\"])\n", + " \n", + " # generate the popup message that is shown on click.\n", + " popup_text = \"{}
total departures: {}
total arrivals: {}
net departures: {}\"\n", + " popup_text = popup_text.format(row[\"Start Station Name\"],\n", + " row[\"Arrival Count\"],\n", + " row[\"Departure Count\"],\n", + " net_departures)\n", + " \n", + " # radius of circles\n", + " radius = net_departures/20\n", + " \n", + " # choose the color of the marker\n", + " if net_departures>0:\n", + " # color=\"#FFCE00\" # orange\n", + " # color=\"#007849\" # green\n", + " color=\"#E37222\" # tangerine\n", + " else:\n", + " # color=\"#0375B4\" # blue\n", + " # color=\"#FFCE00\" # yellow \n", + " color=\"#0A8A9F\" # teal\n", + " \n", + " # add marker to the map\n", + " folium.CircleMarker(location=(row[\"Start Station Latitude\"],\n", + " row[\"Start Station Longitude\"]),\n", + " radius=radius,\n", + " color=color,\n", + " popup=popup_text,\n", + " fill=True).add_to(folium_map)\n", + " return folium_map" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Showing Real data\n", + "We'll make 2 maps to show the different patterns for bike migration at 9 am and 6pm." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "ExecuteTime": { + "end_time": "2018-11-28T12:43:35.683522Z", + "start_time": "2018-11-28T12:43:33.455012Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# plot net departures at 9AM\n", + "\n", + "trip_counts = get_trip_counts_by_hour(9)\n", + "plot_station_counts(trip_counts)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "ExecuteTime": { + "end_time": "2018-11-28T12:43:37.922462Z", + "start_time": "2018-11-28T12:43:35.685665Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# plot net departures at 6PM\n", + "\n", + "trip_counts = get_trip_counts_by_hour(18)\n", + "folium_map = plot_station_counts(trip_counts)\n", + "folium_map" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "ExecuteTime": { + "end_time": "2018-11-28T12:43:39.164530Z", + "start_time": "2018-11-28T12:43:37.925216Z" + } + }, + "outputs": [], + "source": [ + "folium_map.save(\"part_1.html\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + }, + "varInspector": { + "cols": { + "lenName": 16, + "lenType": 16, + "lenVar": 40 + }, + "kernels_config": { + "python": { + "delete_cmd_postfix": "", + "delete_cmd_prefix": "del ", + "library": "var_list.py", + "varRefreshCmd": "print(var_dic_list())" + }, + "r": { + "delete_cmd_postfix": ") ", + "delete_cmd_prefix": "rm(", + "library": "var_list.r", + "varRefreshCmd": "cat(var_dic_list()) " + } + }, + "types_to_exclude": [ + "module", + "function", + "builtin_function_or_method", + "instance", + "_Feature" + ], + "window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/study.ipynb b/study.ipynb new file mode 100644 index 0000000..42ee0fe --- /dev/null +++ b/study.ipynb @@ -0,0 +1,882 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'CLICOLOR': '1',\n", + " 'COPERNICUS_PASSWORD': 'Z9lj3uak',\n", + " 'COPERNICUS_USER': 'yutsuo',\n", + " 'GIT_PAGER': 'cat',\n", + " 'HOME': '/root',\n", + " 'HOSTNAME': 'c75793e91628',\n", + " 'JPY_PARENT_PID': '11',\n", + " 'LANG': 'C.UTF-8',\n", + " 'MPLBACKEND': 'module://ipykernel.pylab.backend_inline',\n", + " 'PAGER': 'cat',\n", + " 'PASSWORD': 'flaviostutz',\n", + " 'PATH': '/usr/local/bin:/usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin',\n", + " 'PWD': '/tf',\n", + " 'SHLVL': '1',\n", + " 'SPARK_MASTER': 'spark-master',\n", + " 'SUPERVISOR_ENABLED': '1',\n", + " 'SUPERVISOR_GROUP_NAME': 'jupyter',\n", + " 'SUPERVISOR_PROCESS_NAME': 'jupyter',\n", + " 'SUPERVISOR_SERVER_URL': 'unix:///var/run/supervisor.sock',\n", + " 'TERM': 'xterm-color',\n", + " '_': '/usr/local/bin/jupyter'}" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%env" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "import requests\n", + "\n", + "response = requests.get('http://scihub.copernicus.eu/')\n", + "\n", + "print(response)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.patches as mpatches\n", + "from osgeo import gdal, osr\n", + "import cartopy.crs as ccrs\n", + "import numpy as np\n", + "\n", + "def showGeoTiffs(geoTiffFiles, geometries=None, labels=None, cols=4, size=6, cmap=None, cmap_min=None, cmap_max=None, interpolation=None, legendHandles=None, group_by_label=False, name='image', output_dir=None, transformData=None):\n", + " \"\"\"geometries - list of geoseries from GeoPandas\n", + " labels - list os strings\n", + " getTiffFiles - list of tiff file paths\n", + " \"\"\"\n", + " logger.info('showing ' + str(len(geoTiffFiles)) + ' images')\n", + " fig = plt.figure()\n", + " rows = int(len(geoTiffFiles)/cols)+1\n", + " t = Timer('generating image patches. rows=' + str(rows) + '; cols=' + str(cols))\n", + " fig.set_size_inches(cols*size, rows*size)\n", + "\n", + " image_indexes = range(len(geoTiffFiles))\n", + "\n", + " #order indexes by label\n", + " if(group_by_label==True and image_labels!=None):\n", + " index_label_map = []\n", + " for i,label in enumerate(image_labels):\n", + " index_label_map.append((i,label))\n", + " label_image_map = np.array(index_label_map, dtype=[('index',int),('label',int)])\n", + " label_image_map = np.sort(label_image_map, order='label')\n", + " image_indexes = []\n", + " for a in label_image_map:\n", + " image_indexes.append(a[0])\n", + "\n", + " c = 0\n", + " for i in image_indexes:\n", + " ds = gdal.Open(geoTiffFiles[i])\n", + " data = ds.ReadAsArray()\n", + " gt = ds.GetGeoTransform()\n", + " proj = ds.GetProjection()\n", + "\n", + " inproj = osr.SpatialReference()\n", + " inproj.ImportFromWkt(proj)\n", + "\n", + " projcs = inproj.GetAuthorityCode('PROJCS')\n", + " projection = ccrs.epsg(projcs)\n", + "\n", + " ax = fig.add_subplot(rows,cols,c+1, projection=projection)\n", + "\n", + " extent = (gt[0], gt[0] + ds.RasterXSize * gt[1],\n", + " gt[3] + ds.RasterYSize * gt[5], gt[3])\n", + "\n", + " \n", + " #seems like this data has multiple channels and the channels area indexed from the first position. invert it\n", + " if data.shape[0]<5:\n", + " data = data[:3, :, :].transpose((1, 2, 0))\n", + " else:\n", + " if transformData!=None:\n", + " data = transformData(data)\n", + "\n", + " if data.dtype in [np.uint8, np.uint16, np.uint32]:\n", + " if cmap_min==None:\n", + " cmap_min = np.iinfo(data.dtype).min\n", + " if cmap_max==None:\n", + " cmap_max = np.iinfo(data.dtype).max\n", + "# if(cmap==None):\n", + "# data = data.astype('uint8')\n", + " \n", + " ax.imshow(data, alpha=1.0, transform=projection, extent=extent, cmap=cmap, vmin=cmap_min, vmax=cmap_max, interpolation=interpolation, origin='upper')\n", + " if legendHandles!=None:\n", + " ax.legend(handles=legendHandles, bbox_to_anchor=(1.05, 1), loc=2, borderaxespad=0.)\n", + "\n", + " if(geometries!=None):\n", + " df_epsg = geometries[i].to_crs(epsg=ax.projection.epsg_code)\n", + " df_epsg.plot(ax=ax, facecolor='none', edgecolor='black', linestyle='--', linewidth=2)\n", + " \n", + " if(labels!=None):\n", + " ax.text(0.5, 0, str(labels[i]), horizontalalignment='center', verticalalignment='bottom', transform=ax.transAxes, fontsize=14, style='normal', color='red')\n", + "\n", + " c = c + 1\n", + " \n", + " if(output_dir!=None):\n", + " f = output_dir + name + '.jpg'\n", + " plt.savefig(f)\n", + " plt.close(fig)\n", + " else:\n", + " plt.show()\n", + " \n", + " t.stop()\n", + "\n", + "def sclColors():\n", + " colors = ['black','red','dimgray','brown','green','yellow','blue','dimgray','darkgray','lightgray','skyblue','magenta']\n", + " return colors\n", + "\n", + "def sclLegendPatches():\n", + " colors = sclColors()\n", + " labels = ['no data','defective','dark area','cloud shadows','vegetation','not vegetated','water','unclassified','cloud medium prob','cloud high prob','thin cirrus','snow']\n", + " patches = [ mpatches.Patch(color=colors[i], label=labels[i]) for i in range(11) ]\n", + " return patches\n" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:sentinelloader:Getting region history for band TCI from 2019-04-15 to 2019-04-30 at 20m\n", + "DEBUG:sentinelloader:2019-04-15 00:00:00\n", + "DEBUG:sentinelloader:Getting contents. band=TCI, resolution=20m, date=2019-04-15\n", + "DEBUG:sentinelloader:Querying API for candidate tiles\n", + "DEBUG:sentinelloader:Using cached API query contents\n", + "DEBUG:sentinelloader:Found 2 products\n", + "DEBUG:sentinelloader:Tiles selected for covering the entire desired area: [1]\n", + "DEBUG:sentinelloader:Reusing cached metadata info for tile 'e23b7888-c55f-462d-9889-cb37b7fc6a30'\n", + "INFO:sentinelloader:Downloading tile uuid='e23b7888-c55f-462d-9889-cb37b7fc6a30', resolution='20m', band='TCI', 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[ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "DEBUG:sentinelloader:Removing near black compression artifacts\n", + "DEBUG:sentinelloader:Cropping polygon from 1 files\n", + "DEBUG:sentinelloader:Combining tiles into a single image. sources=/notebooks/data/output/sentinelcache/products/2019-04-13/e23b7888-c55f-462d-9889-cb37b7fc6a30/T22LHH_20190413T133229_TCI_20m.tiff tmpfile=/notebooks/data/output/sentinelcache/tmp/f34e18da97194d5cb40ca5201abe703d.tiff\n", + "DEBUG:sentinelloader:2019-04-20 00:00:00\n", + "DEBUG:sentinelloader:Getting contents. band=TCI, resolution=20m, date=2019-04-20\n", + "DEBUG:sentinelloader:Querying API for candidate tiles\n", + "DEBUG:sentinelloader:Using cached API query contents\n", + "DEBUG:sentinelloader:Found 1 products\n", + "DEBUG:sentinelloader:Tiles selected for covering the entire desired area: [0]\n", + "DEBUG:sentinelloader:Reusing cached metadata info for tile 'f7ba0308-41e2-4cee-b3ce-5199af7de222'\n", + "INFO:sentinelloader:Downloading tile uuid='f7ba0308-41e2-4cee-b3ce-5199af7de222', resolution='20m', band='TCI', date='2019-04-18'\n", + "DEBUG:sentinelloader:Downloading https://scihub.copernicus.eu/dhus/odata/v1/Products('f7ba0308-41e2-4cee-b3ce-5199af7de222')/Nodes('S2A_MSIL2A_20190418T133231_N0211_R081_T22LHH_20190418T155136.SAFE')/Nodes('GRANULE')/Nodes('L2A_T22LHH_A019955_20190418T133227')/Nodes('IMG_DATA')/Nodes('R20m')/Nodes('T22LHH_20190418T133231_TCI_20m.jp2')/$value to /notebooks/data/output/sentinelcache/tmp/85b0b80afe12479885942e9add8619e7.jp2\n", + "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): scihub.copernicus.eu:443\n", + "DEBUG:urllib3.connectionpool:https://scihub.copernicus.eu:443 \"GET /dhus/odata/v1/Products('f7ba0308-41e2-4cee-b3ce-5199af7de222')/Nodes('S2A_MSIL2A_20190418T133231_N0211_R081_T22LHH_20190418T155136.SAFE')/Nodes('GRANULE')/Nodes('L2A_T22LHH_A019955_20190418T133227')/Nodes('IMG_DATA')/Nodes('R20m')/Nodes('T22LHH_20190418T133231_TCI_20m.jp2')/$value HTTP/1.1\" 200 22797960\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "DEBUG:sentinelloader:Removing near black compression artifacts\n", + "DEBUG:sentinelloader:Cropping polygon from 1 files\n", + "DEBUG:sentinelloader:Combining tiles into a single image. sources=/notebooks/data/output/sentinelcache/products/2019-04-18/f7ba0308-41e2-4cee-b3ce-5199af7de222/T22LHH_20190418T133231_TCI_20m.tiff tmpfile=/notebooks/data/output/sentinelcache/tmp/5394fea7367d4dbda4594e751b1ccc9d.tiff\n", + "DEBUG:sentinelloader:2019-04-25 00:00:00\n", + "DEBUG:sentinelloader:Getting contents. band=TCI, resolution=20m, date=2019-04-25\n", + "DEBUG:sentinelloader:Querying API for candidate tiles\n", + "DEBUG:sentinelloader:Using cached API query contents\n", + "DEBUG:sentinelloader:Found 2 products\n", + "DEBUG:sentinelloader:Tiles selected for covering the entire desired area: [0]\n", + "DEBUG:sentinelloader:Reusing cached metadata info for tile '72662a26-b852-4e98-bf95-09ca46b3a5f9'\n", + "INFO:sentinelloader:Downloading tile uuid='72662a26-b852-4e98-bf95-09ca46b3a5f9', resolution='20m', band='TCI', date='2019-04-23'\n", + "DEBUG:sentinelloader:Downloading https://scihub.copernicus.eu/dhus/odata/v1/Products('72662a26-b852-4e98-bf95-09ca46b3a5f9')/Nodes('S2B_MSIL2A_20190423T133229_N0211_R081_T22LHH_20190423T155216.SAFE')/Nodes('GRANULE')/Nodes('L2A_T22LHH_A011118_20190423T133231')/Nodes('IMG_DATA')/Nodes('R20m')/Nodes('T22LHH_20190423T133229_TCI_20m.jp2')/$value to /notebooks/data/output/sentinelcache/tmp/a094a5667511490cb444d207ae2a1abf.jp2\n", + "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): scihub.copernicus.eu:443\n", + "DEBUG:urllib3.connectionpool:https://scihub.copernicus.eu:443 \"GET /dhus/odata/v1/Products('72662a26-b852-4e98-bf95-09ca46b3a5f9')/Nodes('S2B_MSIL2A_20190423T133229_N0211_R081_T22LHH_20190423T155216.SAFE')/Nodes('GRANULE')/Nodes('L2A_T22LHH_A011118_20190423T133231')/Nodes('IMG_DATA')/Nodes('R20m')/Nodes('T22LHH_20190423T133229_TCI_20m.jp2')/$value HTTP/1.1\" 200 21710183\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "DEBUG:sentinelloader:Removing near black compression artifacts\n", + "DEBUG:sentinelloader:Cropping polygon from 1 files\n", + "DEBUG:sentinelloader:Combining tiles into a single image. sources=/notebooks/data/output/sentinelcache/products/2019-04-23/72662a26-b852-4e98-bf95-09ca46b3a5f9/T22LHH_20190423T133229_TCI_20m.tiff tmpfile=/notebooks/data/output/sentinelcache/tmp/efcb440e8b674750b88dd388b2802934.tiff\n", + "DEBUG:sentinelloader:2019-04-30 00:00:00\n", + "DEBUG:sentinelloader:Getting contents. band=TCI, resolution=20m, date=2019-04-30\n", + "DEBUG:sentinelloader:Querying API for candidate tiles\n", + "DEBUG:sentinelloader:Using cached API query contents\n", + "DEBUG:sentinelloader:Found 2 products\n", + "DEBUG:sentinelloader:Tiles selected for covering the entire desired area: [1]\n", + "DEBUG:sentinelloader:Reusing cached metadata info for tile '980b3fb8-7a7c-47d7-87e2-c59b3c982423'\n", + "INFO:sentinelloader:Downloading tile uuid='980b3fb8-7a7c-47d7-87e2-c59b3c982423', resolution='20m', band='TCI', date='2019-04-28'\n", + "DEBUG:sentinelloader:Downloading https://scihub.copernicus.eu/dhus/odata/v1/Products('980b3fb8-7a7c-47d7-87e2-c59b3c982423')/Nodes('S2A_MSIL2A_20190428T133231_N0211_R081_T22LHH_20190428T155040.SAFE')/Nodes('GRANULE')/Nodes('L2A_T22LHH_A020098_20190428T133228')/Nodes('IMG_DATA')/Nodes('R20m')/Nodes('T22LHH_20190428T133231_TCI_20m.jp2')/$value to /notebooks/data/output/sentinelcache/tmp/338837036bc04b1da860e5de35475580.jp2\n", + "DEBUG:urllib3.connectionpool:Starting new HTTPS connection (1): scihub.copernicus.eu:443\n", + "DEBUG:urllib3.connectionpool:https://scihub.copernicus.eu:443 \"GET /dhus/odata/v1/Products('980b3fb8-7a7c-47d7-87e2-c59b3c982423')/Nodes('S2A_MSIL2A_20190428T133231_N0211_R081_T22LHH_20190428T155040.SAFE')/Nodes('GRANULE')/Nodes('L2A_T22LHH_A020098_20190428T133228')/Nodes('IMG_DATA')/Nodes('R20m')/Nodes('T22LHH_20190428T133231_TCI_20m.jp2')/$value HTTP/1.1\" 200 23410081\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[==================================================]" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "DEBUG:sentinelloader:Removing near black compression artifacts\n", + "DEBUG:sentinelloader:Cropping polygon from 1 files\n", + "DEBUG:sentinelloader:Combining tiles into a single image. sources=/notebooks/data/output/sentinelcache/products/2019-04-28/980b3fb8-7a7c-47d7-87e2-c59b3c982423/T22LHH_20190428T133231_TCI_20m.tiff tmpfile=/notebooks/data/output/sentinelcache/tmp/543bfdce2ff5487ab9f89bf7dba4fd1d.tiff\n", + "DEBUG:rasterio.env:Entering env context: \n", + "DEBUG:rasterio.env:Starting outermost env\n", + "DEBUG:rasterio.env:No GDAL environment exists\n", + "DEBUG:rasterio.env:New GDAL environment created\n", + "DEBUG:rasterio._env:GDAL_DATA found in environment: '/usr/local/lib/python3.5/dist-packages/rasterio/gdal_data'.\n", + "DEBUG:rasterio._env:PROJ data files are available at built-in paths\n", + "DEBUG:rasterio._env:Started GDALEnv .\n", + "DEBUG:rasterio.env:Got a copy of environment options\n", + "DEBUG:rasterio.env:Entered env context: \n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Dataset is started.\n", + "DEBUG:rasterio.env:Exiting env context: \n", + "DEBUG:rasterio.env:Cleared existing options\n", + "DEBUG:rasterio._env:Stopped GDALEnv .\n", + "DEBUG:rasterio.env:Exiting outermost env\n", + "DEBUG:rasterio.env:Exited env context: \n", + "DEBUG:rasterio._io:Output nodata value read from file: 0.0\n", + "DEBUG:rasterio._io:Output nodata values: [0.0]\n", + "DEBUG:rasterio._io:all_valid: False\n", + "DEBUG:rasterio._io:mask_flags: ([], [], [])\n", + "DEBUG:rasterio._io:Jump straight to _read()\n", + "DEBUG:rasterio._io:Window: None\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=270.0 height=136.0\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=270.0 height=136.0\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "DEBUG:rasterio.env:Entering env context: \n", + "DEBUG:rasterio.env:Starting outermost env\n", + "DEBUG:rasterio.env:No GDAL environment exists\n", + "DEBUG:rasterio.env:New GDAL environment created\n", + "DEBUG:rasterio._env:GDAL_DATA found in environment: '/usr/local/lib/python3.5/dist-packages/rasterio/gdal_data'.\n", + "DEBUG:rasterio._env:PROJ data files are available at built-in paths\n", + "DEBUG:rasterio._env:Started GDALEnv .\n", + "DEBUG:rasterio.env:Got a copy of environment options\n", + "DEBUG:rasterio.env:Entered env context: \n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Dataset is started.\n", + "DEBUG:rasterio.env:Exiting env context: \n", + "DEBUG:rasterio.env:Cleared existing options\n", + "DEBUG:rasterio._env:Stopped GDALEnv .\n", + "DEBUG:rasterio.env:Exiting outermost env\n", + "DEBUG:rasterio.env:Exited env context: \n", + "DEBUG:rasterio._io:Output nodata value read from file: 0.0\n", + "DEBUG:rasterio._io:Output nodata values: [0.0]\n", + "DEBUG:rasterio._io:all_valid: False\n", + "DEBUG:rasterio._io:mask_flags: ([], [], [])\n", + "DEBUG:rasterio._io:Jump straight to _read()\n", + "DEBUG:rasterio._io:Window: None\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=270.0 height=136.0\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=270.0 height=136.0\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "DEBUG:rasterio.env:Entering env context: \n", + "DEBUG:rasterio.env:Starting outermost env\n", + "DEBUG:rasterio.env:No GDAL environment exists\n", + "DEBUG:rasterio.env:New GDAL environment created\n", + "DEBUG:rasterio._env:GDAL_DATA found in environment: '/usr/local/lib/python3.5/dist-packages/rasterio/gdal_data'.\n", + "DEBUG:rasterio._env:PROJ data files are available at built-in paths\n", + "DEBUG:rasterio._env:Started GDALEnv .\n", + "DEBUG:rasterio.env:Got a copy of environment options\n", + "DEBUG:rasterio.env:Entered env context: \n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Dataset is started.\n", + "DEBUG:rasterio.env:Exiting env context: \n", + "DEBUG:rasterio.env:Cleared existing options\n", + "DEBUG:rasterio._env:Stopped GDALEnv .\n", + "DEBUG:rasterio.env:Exiting outermost env\n", + "DEBUG:rasterio.env:Exited env context: \n", + "DEBUG:rasterio._io:Output nodata value read from file: 0.0\n", + "DEBUG:rasterio._io:Output nodata values: [0.0]\n", + "DEBUG:rasterio._io:all_valid: False\n", + "DEBUG:rasterio._io:mask_flags: ([], [], [])\n", + "DEBUG:rasterio._io:Jump straight to _read()\n", + "DEBUG:rasterio._io:Window: None\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=270.0 height=136.0\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=270.0 height=136.0\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "DEBUG:rasterio.env:Entering env context: \n", + "DEBUG:rasterio.env:Starting outermost env\n", + "DEBUG:rasterio.env:No GDAL environment exists\n", + "DEBUG:rasterio.env:New GDAL environment created\n", + "DEBUG:rasterio._env:GDAL_DATA found in environment: '/usr/local/lib/python3.5/dist-packages/rasterio/gdal_data'.\n", + "DEBUG:rasterio._env:PROJ data files are available at built-in paths\n", + "DEBUG:rasterio._env:Started GDALEnv .\n", + "DEBUG:rasterio.env:Got a copy of environment options\n", + "DEBUG:rasterio.env:Entered env context: \n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Dataset is started.\n", + "DEBUG:rasterio.env:Exiting env context: \n", + "DEBUG:rasterio.env:Cleared existing options\n", + "DEBUG:rasterio._env:Stopped GDALEnv .\n", + "DEBUG:rasterio.env:Exiting outermost env\n", + "DEBUG:rasterio.env:Exited env context: \n", + "DEBUG:rasterio._io:Output nodata value read from file: 0.0\n", + "DEBUG:rasterio._io:Output nodata values: [0.0]\n", + "DEBUG:rasterio._io:all_valid: False\n", + "DEBUG:rasterio._io:mask_flags: ([], [], [])\n", + "DEBUG:rasterio._io:Jump straight to _read()\n", + "DEBUG:rasterio._io:Window: None\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=270.0 height=136.0\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=270.0 height=136.0\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "done\n" + ] + } + ], + "source": [ + "import logging\n", + "import os\n", + "from osgeo import gdal\n", + "import matplotlib.pyplot as plt\n", + "from sentinelloader import Sentinel2Loader\n", + "from shapely.geometry import Point, Polygon\n", + "\n", + "sl = Sentinel2Loader('/notebooks/data/output/sentinelcache', \n", + " os.environ['COPERNICUS_USER'], os.environ['COPERNICUS_PASSWORD'],\n", + " apiUrl='https://scihub.copernicus.eu/apihub/', showProgressbars=True, loglevel=logging.DEBUG)\n", + "\n", + "area = [(-47.9458, -15.8841), (-47.9051, -15.8800),\n", + " (-47.9359, -15.8625), (-47.8953, -15.8597)]\n", + "\n", + "coords = Polygon(area)\n", + "\n", + "d1 = '2019-04-15'\n", + "d2 = '2019-04-30'\n", + "\n", + "geoTiffs = sl.getRegionHistory(coords, 'TCI', '20m', d1, d2, daysStep=5)\n", + "\n", + "# showGeoTiffs(geoTiffs, geometries=geometries, labels=labels, cols=10, size=10,)\n", + "\n", + "import rasterio\n", + "from rasterio.plot import show\n", + "\n", + "for tiffs in geoTiffs:\n", + " dataset = rasterio.open(tiffs)\n", + " show(dataset)\n", + "print('done')\n", + "\n", + "# for geoTiff in geoTiffs:\n", + "# print('Desired image was prepared at')\n", + "# print(geoTiff)\n", + "# os.remove(geoTiff)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "DEBUG:rasterio.env:Entering env context: \n", + "DEBUG:rasterio.env:Starting outermost env\n", + "DEBUG:rasterio.env:No GDAL environment exists\n", + "DEBUG:rasterio.env:New GDAL environment created\n", + "DEBUG:rasterio._env:GDAL_DATA found in environment: '/usr/local/lib/python3.5/dist-packages/rasterio/gdal_data'.\n", + "DEBUG:rasterio._env:PROJ data files are available at built-in paths\n", + "DEBUG:rasterio._env:Started GDALEnv .\n", + "DEBUG:rasterio.env:Got a copy of environment options\n", + "DEBUG:rasterio.env:Entered env context: \n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Nodata success: 1, Nodata value: 0.000000\n", + "DEBUG:rasterio._base:Dataset is started.\n", + "DEBUG:rasterio.env:Exiting env context: \n", + "DEBUG:rasterio.env:Cleared existing options\n", + "DEBUG:rasterio._env:Stopped GDALEnv .\n", + "DEBUG:rasterio.env:Exiting outermost env\n", + "DEBUG:rasterio.env:Exited env context: \n", + "DEBUG:rasterio._io:Output nodata value read from file: 0.0\n", + "DEBUG:rasterio._io:Output nodata values: [0.0]\n", + "DEBUG:rasterio._io:all_valid: False\n", + "DEBUG:rasterio._io:mask_flags: ([], [], [])\n", + "DEBUG:rasterio._io:Jump straight to _read()\n", + "DEBUG:rasterio._io:Window: None\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=38.0 height=62.0\n", + "DEBUG:rasterio._io:IO window xoff=0.0 yoff=0.0 width=38.0 height=62.0\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.font_manager:findfont: Matching :family=sans-serif:style=normal:variant=normal:weight=normal:stretch=normal:size=10.0 to DejaVu Sans ('/usr/local/lib/python3.5/dist-packages/matplotlib/mpl-data/fonts/ttf/DejaVuSans.ttf') with score of 0.050000.\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n", + "DEBUG:matplotlib.axes._base:update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import rasterio\n", + "from rasterio.plot import show\n", + "path = '/notebooks/data/output/sentinelcache/tmp/2019-04-01-TCI-60m-308ade6be6e54e48aa2d3b2f11e9dc2e.tiff'\n", + "dataset = rasterio.open(path)\n", + "show(dataset)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "16b83a1b91324eb2a24b74bd3d38edbd.jp2\r\n", + "2019-04-01-TCI-60m-308ade6be6e54e48aa2d3b2f11e9dc2e.tiff\r\n", + "2019-04-06-TCI-60m-7e2c7595be62410988e33d5c1935d494.tiff\r\n", + "2019-04-15-TCI-60m-ff7d0bbfe0544b8b8f4a91900f65469e.tiff\r\n", + "2019-04-20-TCI-60m-9bd9537d708b499b98e40d9e41a48b41.tiff\r\n", + "2019-04-25-TCI-60m-b06fb439b3f243dfa3d369b0eb31ec27.tiff\r\n", + "2019-04-30-TCI-60m-16a8be39a121462c88a134d967ed3ebe.tiff\r\n", + "4a4feb66495a4dc5a5509af11d6b1383.jp2\r\n", + "5a6808e4035b458da6dbe5e224f5d193.jp2\r\n", + "a142751608774d77815365e338169582.jp2\r\n", + "b77c23b80b664d81bdb0b3470a3c8582.jp2\r\n", + "df4cfbeda2174ee1916fc80b2a11faa0.jp2\r\n" + ] + } + ], + "source": [ + "! ls /notebooks/data/output/sentinelcache/tmp" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Package Version \r\n", + "------------------------- ----------------------\r\n", + "absl-py 0.7.0 \r\n", + "affine 2.2.2 \r\n", + "altair 2.4.1 \r\n", + "ansiwrap 0.8.4 \r\n", + "astor 0.7.1 \r\n", + "atomicwrites 1.3.0 \r\n", + "attrs 19.1.0 \r\n", + "backcall 0.1.0 \r\n", + "beautifulsoup4 4.7.1 \r\n", + "bleach 3.1.0 \r\n", + "bokeh 1.1.0 \r\n", + "boto 2.49.0 \r\n", + "boto3 1.9.135 \r\n", + "botocore 1.12.135 \r\n", + "branca 0.3.1 \r\n", + "bs4 0.0.1 \r\n", + "bz2file 0.98 \r\n", + "Cartopy 0.17.0 \r\n", + "certifi 2019.3.9 \r\n", + "chardet 3.0.4 \r\n", + "Click 7.0 \r\n", + "click-plugins 1.1.1 \r\n", + "cligj 0.5.0 \r\n", + "cycler 0.10.0 \r\n", + "cytoolz 0.9.0.1 \r\n", + "deap 1.2.2 \r\n", + "decorator 4.3.2 \r\n", + "defusedxml 0.5.0 \r\n", + "descartes 1.1.0 \r\n", + "docutils 0.14 \r\n", + "entrypoints 0.3 \r\n", + "enum34 1.1.6 \r\n", + "Fiona 1.8.6 \r\n", + "folium 0.8.3 \r\n", + "future 0.17.1 \r\n", + "gast 0.2.2 \r\n", + "GDAL 2.2.2 \r\n", + "gensim 3.7.2 \r\n", + "Geohash 1.0 \r\n", + "geojson 2.4.1 \r\n", + "geomet 0.2.0.post2 \r\n", + "geopandas 0.5.0 \r\n", + "google-pasta 0.1.4 \r\n", + "greenlet 0.4.15 \r\n", + "grpcio 1.19.0 \r\n", + "h5py 2.9.0 \r\n", + "heamy 0.0.7 \r\n", + "html2text 2018.1.9 \r\n", + "idna 2.8 \r\n", + "ImageHash 4.0 \r\n", + "imageio 2.5.0 \r\n", + "ipykernel 5.1.0 \r\n", + "ipython 7.3.0 \r\n", + "ipython-genutils 0.2.0 \r\n", + "ipywidgets 7.4.2 \r\n", + "jedi 0.13.3 \r\n", + "Jinja2 2.10 \r\n", + "jmespath 0.9.4 \r\n", + "JSAnimation 0.1 \r\n", + "jsonschema 3.0.1 \r\n", + "jupyter 1.0.0 \r\n", + "jupyter-client 5.2.4 \r\n", + "jupyter-console 6.0.0 \r\n", + "jupyter-core 4.4.0 \r\n", + "jupyter-http-over-ws 0.0.4 \r\n", + "Keras-Applications 1.0.7 \r\n", + "Keras-Preprocessing 1.0.9 \r\n", + "kiwisolver 1.0.1 \r\n", + "lml 0.0.9 \r\n", + "Markdown 3.0.1 \r\n", + "MarkupSafe 1.1.1 \r\n", + "matplotlib 3.0.3 \r\n", + "mgrspy 0.2.2 \r\n", + "mistune 0.8.4 \r\n", + "more-itertools 7.0.0 \r\n", + "mplleaflet 0.0.5 \r\n", + "multiprocessing-generator 0.2 \r\n", + "munch 2.3.2 \r\n", + "nbconvert 5.4.1 \r\n", + "nbformat 4.4.0 \r\n", + "networkx 2.3 \r\n", + "nltk 3.4.1 \r\n", + "notebook 5.7.5 \r\n", + "numpy 1.16.2 \r\n", + "odfpy 1.4.0 \r\n", + "opencv-python 4.1.0.25 \r\n", + "packaging 19.0 \r\n", + "pandas 0.24.2 \r\n", + "pandas-profiling 1.4.1 \r\n", + "pandocfilters 1.4.2 \r\n", + "papermill 0.19.1 \r\n", + "parso 0.3.4 \r\n", + "pathlib2 2.3.3 \r\n", + "pdfminer3k 1.3.1 \r\n", + "pexpect 4.6.0 \r\n", + "pickleshare 0.7.5 \r\n", + "Pillow 6.0.0 \r\n", + "pip 19.1.1 \r\n", + "plotly 3.8.1 \r\n", + "pluggy 0.9.0 \r\n", + "ply 3.11 \r\n", + "prometheus-client 0.6.0 \r\n", + "prompt-toolkit 2.0.9 \r\n", + "protobuf 3.7.0 \r\n", + "ptyprocess 0.6.0 \r\n", + "py 1.8.0 \r\n", + "pycurl 7.43.0 \r\n", + "pydicom 1.2.2 \r\n", + "pyepsg 0.5.0 \r\n", + "pyexcel-io 0.5.17 \r\n", + "pyexcel-ods 0.5.6 \r\n", + "Pygments 2.3.1 \r\n", + "pygobject 3.20.0 \r\n", + "pypandoc 1.4 \r\n", + "pyparsing 2.3.1 \r\n", + "PyPDF2 1.26.0 \r\n", + "pyproj 2.1.3 \r\n", + "pyrsistent 0.14.11 \r\n", + "pyshp 2.1.0 \r\n", + "pytest 4.4.1 \r\n", + "python-apt 1.1.0b1+ubuntu0.16.4.2\r\n", + "python-dateutil 2.8.0 \r\n", + "pytz 2019.1 \r\n", + "PyWavelets 1.0.3 \r\n", + "PyYAML 5.1 \r\n", + "pyzmq 18.0.1 \r\n", + "qtconsole 4.4.3 \r\n", + "rasterio 1.0.22 \r\n", + "rasterstats 0.13.1 \r\n", + "requests 2.21.0 \r\n", + "retrying 1.3.3 \r\n", + "Rtree 0.8.3 \r\n", + "s3transfer 0.2.0 \r\n", + "scikit-image 0.15.0 \r\n", + "scikit-learn 0.20.3 \r\n", + "scipy 1.2.1 \r\n", + "scoop 0.7.1.1 \r\n", + "seaborn 0.9.0 \r\n", + "selectivesearch 0.3 \r\n", + "Send2Trash 1.5.0 \r\n", + "sentinelloader 1.0.0 \r\n", + "sentinelsat 0.13 \r\n", + "setuptools 40.8.0 \r\n", + "Shapely 1.6.4.post2 \r\n", + "SimpleITK 1.2.0 \r\n", + "simplejson 3.16.0 \r\n", + "six 1.12.0 \r\n", + "sklearn-pandas 1.8.0 \r\n", + "slate3k 0.5.3 \r\n", + "smart-open 1.8.2 \r\n", + "snuggs 1.4.3 \r\n", + "soupsieve 1.9.1 \r\n", + "stopit 1.1.2 \r\n", + "tb-nightly 1.14.0a20190301 \r\n", + "tenacity 5.0.4 \r\n", + "tensorflow 2.0.0a0 \r\n", + "termcolor 1.1.0 \r\n", + "terminado 0.8.1 \r\n", + "testpath 0.4.2 \r\n", + "textblob 0.15.3 \r\n", + "textwrap3 0.9.2 \r\n", + "tf-estimator-nightly 1.14.0.dev2019030115 \r\n", + "tflearn 0.3.2 \r\n", + "toolz 0.9.0 \r\n", + "tornado 5.1.1 \r\n", + "TPOT 0.10.1 \r\n", + "tqdm 4.31.1 \r\n", + "traitlets 4.3.2 \r\n", + "trueskill 0.4.5 \r\n", + "unattended-upgrades 0.1 \r\n", + "update-checker 0.16 \r\n", + "urllib3 1.24.2 \r\n", + "uuid 1.30 \r\n", + "wavio 0.0.4 \r\n", + "wcwidth 0.1.7 \r\n", + "webencodings 0.5.1 \r\n", + "Werkzeug 0.14.1 \r\n", + "wheel 0.29.0 \r\n", + "widgetsnbextension 3.4.2 \r\n", + "wordcloud 1.5.0.post36+gd36f526 \r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Note: you may need to restart the kernel to use updated packages.\n" + ] + } + ], + "source": [ + "pip list" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import folium\n", + "# folium_map = folium.Map([-17.175808940286416,-47.323007583618164], zoom_start=14, tiles=\"Stamen Watercolor\")\n", + "# folium_map = folium.Map([-17.175808940286416,-47.323007583618164], zoom_start=14, tiles=\"CartoDB positron\")\n", + "folium_map = folium.Map([-17.175808940286416,-47.323007583618164], zoom_start=14)\n", + "folium_map" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +}