From 177bcf4cdc73dea27a4791d82c2878eb6757d421 Mon Sep 17 00:00:00 2001 From: zackAemmer Date: Fri, 5 Jan 2024 08:17:33 -0800 Subject: [PATCH 1/3] Remove broken feeds, trb plots --- .gitignore | 4 + data/cleaned_sources.csv | 2 - notebooks/explore_inference.ipynb | 118594 +++++++++++++++++++++++- notebooks/explore_other_cities.ipynb | 1451 +- openbustools/standardfeeds.py | 63 +- scripts/process_data.py | 84 +- 6 files changed, 119184 insertions(+), 1014 deletions(-) diff --git a/.gitignore b/.gitignore index 5b698d8..5dc9a59 100644 --- a/.gitignore +++ b/.gitignore @@ -17,6 +17,10 @@ secret.py *.sh !/data/more_gtfs_sources.csv !/data/cleaned_sources.csv +/notebooks/cache/* +/notebooks/checkpoints/* +/notebooks/files/* +/notebooks/lightning_logs/* # Byte-compiled / optimized / DLL files __pycache__/ diff --git a/data/cleaned_sources.csv b/data/cleaned_sources.csv index 9333983..25cb99e 100644 --- a/data/cleaned_sources.csv +++ b/data/cleaned_sources.csv @@ -17,7 +17,6 @@ US,Georgia,Atlanta,Metropolitan Atlanta Rapid Transit Authority (MARTA),https:// US,Illinois,Springfield,Springfield Mass Transit District (SMTD),http://data.smtd.org/gtfs/smtd_gtfs_feed.zip,http://ride.smtd.org/gtfsrt/vehicles,-89.75837,-89.527032,39.667827,39.898621,dba09c2c-6433-4924-acdd-61745c439460,America/Chicago,32616 US,Wisconsin,Madison,Metro Transit,http://transitdata.cityofmadison.com/GTFS/mmt_gtfs.zip,http://transitdata.cityofmadison.com/Vehicle/VehiclePositions.pb,-89.563863,-89.244818,42.987718,43.176537,38a8b09e-078a-491f-b4bf-4b001ee51a61,America/Chicago,32616 US,Ohio,Cleveland,Greater Cleveland Regional Transit Authority,http://www.riderta.com/sites/default/files/gtfs/latest/google_transit.zip,http://gtfs.gcrta.org/TMGTFSRealTimeWebService/Vehicle/VehiclePositions.pb,-81.96736,-81.437811,41.227828,41.637051,1656b240-d1ee-45ac-afc4-0bf17f4b4466,America/New_York,32617 -US,Pennsylvania,Pittsburgh,Port Authority of Allegheny County,https://www.portauthority.org/developerresources/GTFS.zip,http://truetime.portauthority.org/gtfsrt-train/vehicles,-80.258865,-79.70545,40.273078,40.667597,2f18ef13-fd56-4e71-94ce-e96973a0175c,America/New_York,32617 US,Pennsylvania,Pittsburgh,Port Authority of Allegheny County,https://www.portauthority.org/developerresources/GTFS.zip,https://truetime.portauthority.org/gtfsrt-bus/vehicles,-80.258865,-79.70545,40.273078,40.667597,ead6fd88-9158-44c2-b71f-cd093a358072,America/New_York,32617 US,Massachusetts,Boston,Massachusetts Bay Transportation Authority (MBTA),https://cdn.mbta.com/MBTA_GTFS.zip,https://cdn.mbta.com/realtime/VehiclePositions.pb,-71.848488,-70.276583,41.581289,42.797837,1287a85e-ca1c-47d3-b51f-d58fa9bd6784,America/New_York,32619 US,Virginia,Arlington,Arlington Transit,https://www.arlingtontransit.com/shared/content/gtfs/art/google_transit.zip,https://realtime.arlingtontransit.com/gtfsrt/vehicles,-77.162277,-77.049105,38.839365,38.925147,1161e355-c52c-4925-a92b-1eabc12d0153,America/New_York,32618 @@ -44,7 +43,6 @@ CA,Québec,La Vallée-du-Richelieu,Exo Vallée du Richelieu,https://exo.quebec/x CA,Québec,Sainte-Julie,Exo Ville de Sainte-Julie,https://exo.quebec/xdata/omitsju/google_transit.zip,https://opendata.exo.quebec/ServiceGTFSR/VehiclePosition.pb?agency=OMITSJU,-73.56448,-73.288934,45.497418,45.63169,8f392db0-4b1b-4b7f-8036-4fb7504bb196,America/Toronto,32618 CA,Québec,L'Assomption,Exo L'Assomption,https://exo.quebec/xdata/mrclasso/google_transit.zip,https://opendata.exo.quebec/ServiceGTFSR/VehiclePosition.pb?agency=MRCLASSO,-73.539828,-73.277404,45.589483,45.901438,9523f994-7c76-4cfc-ba9b-2b5751f90f28,America/Toronto,32618 CA,British Columbia,Port Alberni,Port Alberni,https://bct.tmix.se/Tmix.Cap.TdExport.WebApi/gtfs/?operatorIds=11,https://bct.tmix.se/gtfs-realtime/vehicleupdates.pb?operatorIds=11,-124.85047,-124.78265,49.21847,49.27743,16c4e44f-108d-4e04-80ab-b305093f1328,America/Vancouver,32610 -FI,Keski-Suomi,Jyväskylä,"Jyväskylän Liikenne Oy, Koivuranta Oy, Uuraisten Liikenne Ky, Savo-Karjalan Linja Oy, Linja-Karjala Oy, Oulun taksipalvelut Oy, Oubus Oy, Suorsan Liikenne Ky, Koskilinjat Oy, Oy Pohjolan liikenne Ab, Kuopion Liikenne Oy, Autolinjat Oy, ML-Charter Oy, Etelä-Suomen Linjaliikenne Oy, Linjaliikenne Martti Laurila Oy, Kari Väisänen Ky, Matkatoimisto Matka-Majuri Ky, Linja-autoliikenne P. Puolakka Ky, Elimäen Liikenne Oy, Anjalankosken Linja Oy, Savonlinja Oy, Liikenne M. Heikura Oy, Jääskeläisen Auto Oy, Kilpailutus käynnissä, TILAUSAJOT MENNÄÄN BUSSILLA OY, Revon Turistiliikenne Oy, Matkamestarit Oy, R-Kioski, A. Valppu Oy, Invataksi Niemi Oy, Oy Wiik & Ström Ab, Oravaisten Liikenne Oy, Vaasan Paikallisliikenne Oy, Koiviston Auto Oy, Lehtimäen Liikenne Oy, Järvisen Liikenne Oy, Niemisen Linjat Oy, Bus Travel Oy Reissu Ruoti, Taksi- ja linja-autoliikenne Timo Lahtinen, SL-Autoyhtymä Oy, Linja-autoliike E Ahonen Ky, Lehdon Liikenne Oy, HämeBus Oy, Tuuri Jaakko Juhani, Pekolan Liikenne Oy, Mikkolan Liikenne Oy, Vekka Liikenne Oy, Inter Kuljetus Oy, Valkeakosken Liikenne Oy, Matkahuolto Oy, ELY, Ventoniemi Oy, Yhdysliikenne Oy, MIKA K. NISKANEN OY, Kantamatkat, LINJA-AUTOLIIKE YRJÖ MAKKONEN & KUMPP, SOISALON LIIKENNE OY, Pohjolan Matka, HENKILÖKULJETUS RISSANEN OY, V.Alamäki Oy, Kai Heikkinen Oy, Savo Kainuun Tilausmatkat Ky, Kajaanin Tila-autot Oy, A Kyllönen Oy, Puolangan Bussipalvelu Ky, Kainuun Tilausliikenne P. Jääskeläinen Ky, Matka-Kyllönen Oy, Jyrkilä Oy, Liikenne Vuorela Oy, Pyhtään Kuljetuspalvelut Oy, Erkki Itkonen Oy, Ihastjärven Linja Oy, Tilausliikenne Himanen, Mikkelin Palvelutaksit Oy, Tuplataxi, Matka Mäkelä Oy, Tilausliikenne Hokkinen Ky, S. J. TOIVONEN OY, E. RANTANEN OY, Kuljetus Mikkonen KY, Linja-autoliike Veljekset Laitinen Oy, TILAUSLIIKENNE HÄNNINEN OY, JOUTSENON AUTO- JA KULJETUSPALVELU OY, TOIMI VENTO KY, NINA´S ERIKOISTAKSIPALVELUT OY, Tarkiainen Matti Olavi, Anssin Tilausliikenne Oy, Rautalammin Auto Oy, Oy Rytkönen & Co, SAIMAAN TURISTILIIKENNE OY, Studio Ticket Pusatec-DO-NOT-USE, Studio Ti",https://tvv.fra1.digitaloceanspaces.com/209.zip,https://data.waltti.fi/jyvaskyla/api/gtfsrealtime/v1.0/feed/vehicleposition,25.3666653747545,26.4944285887841,61.7425528275114,62.62864111217454,cd173e54-d152-4aaf-9c45-ede279ffbc98,Europe/Helsinki,32635 US,California,Commerce,Commerce Municipal Bus Lines,https://citycommbus.com/gtfs,https://citycommbus.com/gtfs-rt/vehiclepositions,-118.264252,-118.127642,33.965568,34.063075,97b3ab44-c33b-4ac8-9468-cfe582f201ca,America/Los_Angeles,32611 FI,Päijät-Häme,Lahti,"Haarasilta Toivo Samuli, Järvisen Liikenne Oy, Koiviston Auto Oy, Lehtimäen Liikenne Oy, Bus Travel Oy Reissu Ruoti, Tilausliikenne Kuisma Ky",https://tvv.fra1.digitaloceanspaces.com/223.zip,https://data.waltti.fi/lahti/api/gtfsrealtime/v1.0/feed/vehicleposition,25.2492841801289,26.2609529033383,60.6772517226169,61.5800619928604,8ccc2bab-ae57-44b9-b989-e6dbae4d41ed,Europe/Helsinki,32635 FI,Pohjois-Karjala,Joensuu,"Linja-Karjala Oy, Savo-Karjalan Linja Oy",https://tvv.fra1.digitaloceanspaces.com/207.zip,https://data.waltti.fi/joensuu/api/gtfsrealtime/v1.0/feed/vehicleposition,28.924184940398234,30.936747,62.092129,63.325670884853885,ff767665-d709-43a5-a91a-f301c076b7f8,Europe/Helsinki,32635 diff --git a/notebooks/explore_inference.ipynb b/notebooks/explore_inference.ipynb index d28bbed..a4a41d3 100755 --- a/notebooks/explore_inference.ipynb +++ b/notebooks/explore_inference.ipynb @@ -6,113 +6,118557 @@ "metadata": {}, "outputs": [], "source": [ - "import json\n", - "import os\n", + "import pickle\n", "import sys\n", + "from zoneinfo import ZoneInfo\n", "sys.path.append(\"../\")\n", "\n", - "import matplotlib.pyplot as plt\n", + "from dotenv import load_dotenv\n", + "load_dotenv()\n", "import geopandas as gpd\n", + "import importlib\n", + "import contextily as cx\n", + "import logging\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import os\n", "import pandas as pd\n", - "import plotly.express as px\n", + "from pathlib import Path\n", "import plotly.figure_factory as ff\n", - "import pyproj\n", - "import seaborn as sns\n", - "import lightning.pytorch as pl\n", + "import plotly.express as px\n", "import numpy as np\n", - "from sklearn import metrics\n", - "from torch.utils.data import DataLoader, SequentialSampler\n", - "from dotenv import load_dotenv\n", - "load_dotenv()\n", + "px.set_mapbox_access_token(os.environ[\"MAPBOX_TOKEN\"])\n", + "import plotly.express as px\n", + "import lightning.pytorch as pl\n", + "import rasterio as rio\n", + "from rasterio.plot import show\n", + "import seaborn as sns\n", + "import shapely\n", + "import statsmodels.api as sm\n", + "import torch\n", + "from torch.utils.data import DataLoader\n", "\n", - "from openbustools.traveltime import data_loader, grids\n", - "from openbustools import data_utils" + "from openbustools import plotting, spatial, standardfeeds\n", + "from openbustools.traveltime import data_loader, model_utils\n", + "from openbustools.drivecycle import trajectory\n", + "from openbustools.drivecycle.physics import conditions, energy, vehicle" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "GRU(\n", + " (loss_fn): MSELoss()\n", + " (min_em): MinuteEmbedding(\n", + " (em): Embedding(1440, 48)\n", + " )\n", + " (day_em): DayEmbedding(\n", + " (em): Embedding(7, 4)\n", + " )\n", + " (rnn): GRU(4, 64, num_layers=2, dropout=0.05)\n", + " (feature_extract): Linear(in_features=116, out_features=1, bias=True)\n", + " (feature_extract_activation): ReLU()\n", + ")" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "if torch.cuda.is_available():\n", + " num_workers=4\n", + " pin_memory=True\n", + " accelerator=\"cuda\"\n", + "else:\n", + " num_workers=0\n", + " pin_memory=False\n", + " accelerator=\"cpu\"\n", + "\n", + "logging.getLogger(\"lightning\").setLevel(logging.ERROR)\n", + "logging.getLogger(\"pytorch_lightning\").setLevel(logging.ERROR)\n", + "logging.getLogger(\"lightning.pytorch.accelerators.cuda\").setLevel(logging.ERROR)\n", + "\n", + "model = model_utils.load_model(\"../logs/saved_models/\", \"kcm_1month_resampled\", \"GRU\", 0)\n", + "model.eval()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ - "run_folder = \"../results/big_run/\"\n", - "atb_network_folder = \"atb/\"\n", - "kcm_network_folder = \"kcm/\"" + "train_data_folders = [f\"../data/kcm_realtime/processed/\"]\n", + "test_dates = ['2023_04_15.pkl']\n", + "train_dates = standardfeeds.get_date_list('2023_04_15', 1)\n", + "\n", + "test_data, holdout_routes, test_config = data_loader.load_h5(train_data_folders, test_dates, only_holdout=True, holdout_routes=model.holdout_routes, config=model.config)\n", + "test_dataset = data_loader.H5Dataset(test_data)\n", + "test_dataset.include_grid = model.include_grid" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Inference on Holdout Routes" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ - "with open(f\"{run_folder}{atb_network_folder}deeptte_formatted/train_summary_config.json\", \"r\") as f:\n", - " atb_config = json.load(f)\n", - "atb_crs = pyproj.crs.CRS.from_epsg(atb_config['epsg'][0])\n", + "gtfs = standardfeeds.get_gtfs_shapes_lookup(\"../data/kcm_gtfs/2023_01_23/\")\n", + "gtfs_shapes = standardfeeds.get_gtfs_shapes(\"../data/kcm_gtfs/2023_01_23/\", epsg=32148)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['100229' '102719' '102736']\n", + "[False, False, False]\n", + "['102548' '100099' '100133' '100136' '102703' '102704' '100023' '100132'\n", + " '100194' '100161' '100169' '100030' '100024' '100249' '100005' '100009'\n", + " '100512' '102619' '102581' '100018' '100042' '102554' '100060' '100489'\n", + " '100254' '100259' '100193' '100214' '100269' '100225' '100139' '100028'\n", + " '100089' '100006' '100045' '100003' '102720' '100202' '100196' '100204'\n", + " '100205' '100267' '102574' '102615' '100146' '100031' '100252' '102730'\n", + " '100026' '100004' '100074' '100016' '102717' '100224' '100210' '100039'\n", + " '100264' '100002' '100263' '100001' '100219' '100223' '100447' '100228'\n", + " '100113' '102552' '100275' '102701' '102705' '102702' '100203' '100162'\n", + " '100101' '100230' '100173' '102576' '100184']\n" + ] + } + ], + "source": [ + "# Read the pickle files, splitting holdout and non-holdout samples\n", + "res = {}\n", + "all_holdout_shingles = []\n", + "all_other_shingles = []\n", + "for day in train_dates:\n", + " shingles = pd.read_pickle(Path('..', 'data', 'kcm_realtime', 'processed', '2023_04_15.pkl'))\n", + " holdout_shingles = shingles[shingles['route_id'].isin(model.holdout_routes)]\n", + " other_shingles = shingles[~shingles['route_id'].isin(model.holdout_routes)]\n", + " all_holdout_shingles.append(holdout_shingles)\n", + " all_other_shingles.append(other_shingles)\n", + "all_holdout_shingles = pd.concat(all_holdout_shingles)\n", + "all_other_shingles = pd.concat(all_other_shingles)\n", "\n", - "with open(f\"{run_folder}{kcm_network_folder}deeptte_formatted/train_summary_config.json\", \"r\") as f:\n", - " kcm_config = json.load(f)\n", - "kcm_crs = pyproj.crs.CRS.from_epsg(kcm_config['epsg'][0])\n", + "print(pd.unique(all_holdout_shingles['route_id']))\n", + "print([x in pd.unique(all_other_shingles['route_id']) for x in pd.unique(all_holdout_shingles['route_id'])])\n", + "print(pd.unique(all_other_shingles['route_id']))\n", + "holdout_routes_in_data = pd.unique(all_holdout_shingles['route_id'])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the holdout shapes over heatmap of all other shingles\n", + "df = all_other_shingles.sample(10000)\n", + "holdout_shapes = gtfs_shapes[gtfs_shapes['route_id'].isin(holdout_routes_in_data)].groupby('route_id').nth(0)\n", + "\n", + "fig, axes = plt.subplots(1, 1, figsize=(10,10))\n", + "sns.kdeplot(ax=axes, x=df.x, y=df.y, cmap=\"Reds\", fill=True, bw_adjust=.4)\n", + "holdout_shapes.plot(ax=axes, column='route_id', linewidth=3)\n", + "cx.add_basemap(ax=axes, crs=holdout_shapes.crs.to_string(), alpha=0.3, source=cx.providers.MapBox(accessToken=os.getenv(key=\"MAPBOX_TOKEN\")))\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "GPU available: True (cuda), used: True\n", + "TPU available: False, using: 0 TPU cores\n", + "IPU available: False, using: 0 IPUs\n", + "HPU available: False, using: 0 HPUs\n" + ] + } + ], + "source": [ + "# Make predictions for the holdout route shingles\n", + "res = {}\n", + "test_loader = DataLoader(\n", + " test_dataset,\n", + " collate_fn=model.collate_fn,\n", + " batch_size=model.batch_size,\n", + " shuffle=False,\n", + " drop_last=False,\n", + " num_workers=num_workers,\n", + " pin_memory=pin_memory\n", + ")\n", + "trainer = pl.Trainer(\n", + " accelerator=accelerator,\n", + " logger=False,\n", + " inference_mode=True,\n", + " enable_progress_bar=False,\n", + " enable_model_summary=False,\n", + ")\n", + "preds_and_labels = trainer.predict(model=model, dataloaders=test_loader)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# Extract raw predictions and labels from the output\n", + "all_preds = np.concatenate([x['preds_raw'][x['mask']] for x in preds_and_labels])\n", + "all_labels = np.concatenate([x['labels_raw'][x['mask']] for x in preds_and_labels])\n", "\n", - "px.set_mapbox_access_token(os.getenv(\"MAPBOX_TOKEN\"))\n", - "default_crs = pyproj.crs.CRS.from_epsg(4326)\n", + "# Extract the input features from the dataset\n", + "shingles = []\n", + "for i in range(len(test_data)):\n", + " shingle = test_data[i]['feats_n'][1:]\n", + " shingles.append(shingle)\n", + "shingles = np.concatenate(shingles)\n", "\n", - "fold_num = 4\n", - "grid_s_size = 500\n", - "model_type=\"GRU\"\n", - "skip_gtfs=False\n", - "num_workers=0\n", - "pin_memory=False\n", + "# Combine into analysis dataframe\n", + "df = pd.DataFrame(shingles, columns=data_loader.NUM_FEAT_COLS)\n", + "df['preds'] = all_preds\n", + "df['labels'] = all_labels\n", + "df['MAPE'] = np.abs(df['preds'] - df['labels']) / df['labels']\n", + "df['RMSE'] = np.sqrt((df['preds'] - df['labels']) ** 2)\n", + "df = gpd.GeoDataFrame(df, geometry=gpd.points_from_xy(df.x, df.y), crs=\"EPSG:32148\")\n", "\n", - "# Define embedded variables for network models\n", - "embed_dict = {\n", - " 'timeID': {\n", - " 'vocab_size': 1440,\n", - " 'embed_dims': 27\n", - " },\n", - " 'weekID': {\n", - " 'vocab_size': 7,\n", - " 'embed_dims': 4\n", - " }\n", - "}\n", - "hyperparameter_dict = {\n", - " 'FF': {\n", - " 'batch_size': 512,\n", - " 'hidden_size': 128,\n", - " 'num_layers': 2,\n", - " 'dropout_rate': .2\n", - " },\n", - " 'CONV': {\n", - " 'batch_size': 512,\n", - " 'hidden_size': 64,\n", - " 'num_layers': 3,\n", - " 'dropout_rate': .1\n", - " },\n", - " 'GRU': {\n", - " 'batch_size': 512,\n", - " 'hidden_size': 64,\n", - " 'num_layers': 2,\n", - " 'dropout_rate': .05\n", - " },\n", - " 'TRSF': {\n", - " 'batch_size': 512,\n", - " 'hidden_size': 64,\n", - " 'num_layers': 3,\n", - " 'dropout_rate': .1\n", - " },\n", - " 'DEEPTTE': {\n", - " 'batch_size': 512\n", - " }\n", - "}" + "# Reproject to WGS84\n", + "reproj = df.to_crs(\"EPSG:4326\")\n", + "reproj['lon'] = reproj.geometry.x\n", + "reproj['lat'] = reproj.geometry.y\n", + "reproj = reproj[reproj['MAPE'] < 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = ff.create_hexbin_mapbox(\n", + " data_frame=reproj, lat=\"lat\", lon=\"lon\", width=500,\n", + " height=700,\n", + " nx_hexagon=20, opacity=0.9, labels={\"color\": \"Std. Dev. Speed (m/s)\"},\n", + " color=\"calc_speed_m_s\", agg_func=np.std, color_continuous_scale=\"Icefire\", range_color=[0,5]\n", + ")\n", + "fig.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "# # Plot model accuracy over the holdout route\n", + "# fig = px.density_mapbox(\n", + "# reproj,\n", + "# width=500,\n", + "# height=700,\n", + "# lat='lat',\n", + "# lon='lon',\n", + "# z='MAPE',\n", + "# radius=10,\n", + "# zoom=9,\n", + "# mapbox_style=\"open-street-map\",\n", + "# color_continuous_scale='rainbow')\n", + "# fig.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plot_df = df[df['MAPE']<1].copy()\n", + "fig, axes = plt.subplots(1, 1, figsize=(10,10))\n", + "plt.hexbin(plot_df.x, plot_df.y, plot_df.MAPE, cmap='plasma', gridsize=15)\n", + "# sns.kdeplot(ax=axes, x=plot_df.x, y=plot_df.y, weights=plot_df.MAPE, cmap=\"plasma\", fill=True, bw_adjust=.2)\n", + "# cx.add_basemap(ax=axes, crs=plot_df.crs.to_string(), alpha=0.3, source=cx.providers.MapBox(accessToken=os.getenv(key=\"MAPBOX_TOKEN\")))\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": [] + }, + { + "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, @@ -519,7 +118963,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.6" + "version": "3.9.18" }, "orig_nbformat": 4, "vscode": { diff --git a/notebooks/explore_other_cities.ipynb b/notebooks/explore_other_cities.ipynb index ef1367b..80a2180 100644 --- a/notebooks/explore_other_cities.ipynb +++ b/notebooks/explore_other_cities.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 2, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -27,18 +27,231 @@ "import seaborn as sns\n", "import shapely\n", "import statsmodels.api as sm\n", + "import torch\n", "from torch.utils.data import DataLoader\n", "\n", "from openbustools import plotting, spatial, standardfeeds\n", "from openbustools.traveltime import data_loader, model_utils\n", "from openbustools.drivecycle import trajectory\n", - "from openbustools.drivecycle.physics import conditions, energy, vehicle" + "from openbustools.drivecycle.physics import conditions, energy, vehicle\n", + "\n", + "from srai.embedders import GTFS2VecEmbedder\n", + "from srai.joiners import IntersectionJoiner\n", + "from srai.loaders import GTFSLoader\n", + "from srai.loaders.osm_loaders.filters import HEX2VEC_FILTER\n", + "from srai.neighbourhoods.h3_neighbourhood import H3Neighbourhood\n", + "from srai.regionalizers import H3Regionalizer, geocode_to_region_gdf\n", + "from srai.plotting import plot_regions, plot_numeric_data" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, + "outputs": [], + "source": [ + "if torch.cuda.is_available():\n", + " num_workers=4\n", + " pin_memory=True\n", + " accelerator=\"cuda\"\n", + "else:\n", + " num_workers=0\n", + " pin_memory=False\n", + " accelerator=\"cpu\"\n", + "\n", + "logging.getLogger(\"lightning\").setLevel(logging.ERROR)\n", + "logging.getLogger(\"pytorch_lightning\").setLevel(logging.ERROR)\n", + "logging.getLogger(\"lightning.pytorch.accelerators.cuda\").setLevel(logging.ERROR)\n", + "\n", + "cleaned_sources = pd.read_csv(Path('..', 'data', 'cleaned_sources.csv'))" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "London Transit Commission\n", + "Barrie Transit\n", + "Big Blue Bus\n", + "Mountain View Transportation Management Association (MVgo)\n", + "Capital Metro\n", + "Regional Transportation District (RTD)\n", + "Metro St. Louis\n", + "Intercity Transit\n", + "Duluth Transit\n", + "Central Florida Regional Transit Authority (LYNX)\n", + "Votran\n", + "Nashville Metropolitan Transit Authority (Nashville MTA)\n", + "Transit Authority of River City (TARC)\n", + "Metropolitan Atlanta Rapid Transit Authority (MARTA)\n", + "Springfield Mass Transit District (SMTD)\n", + "Metro Transit\n", + "Port Authority of Allegheny County\n", + "Massachusetts Bay Transportation Authority (MBTA)\n", + "Arlington Transit\n", + "Rochester-Genesee Regional Transportation Authority (RGRTA)\n", + "BC Transit (Victoria Regional Transit System)\n", + "Edmonton Transit System\n", + "Saskatoon Transit\n", + "Hamilton Street Railway\n", + "MiWay\n", + "Kingston Transit\n", + "Halifax Transit\n", + "Thunder Bay Transit\n", + "Port Alberni\n", + "Commerce Municipal Bus Lines\n", + "King County Metro\n", + "Stanislaus Regional Transit Authority (StanRTA)\n" + ] + } + ], + "source": [ + "# Test model on each city\n", + "res = {}\n", + "test_sources = cleaned_sources.iloc[:]\n", + "for i, row in test_sources.iterrows():\n", + " model = model_utils.load_model(\"../logs/saved_models/\", \"kcm_1month_resampled\", \"GRU\", 0)\n", + " model.eval()\n", + " test_dates = ['2024_01_03.pkl']\n", + " train_data_folders = [Path('..', 'data', 'other_feeds', f\"{row['uuid']}_realtime\", 'processed')]\n", + " available_files = [x.name for x in Path('..', 'data', 'other_feeds', f\"{row['uuid']}_realtime\", 'processed').glob('*.pkl')]\n", + " if test_dates[0] not in available_files:\n", + " continue\n", + " print(row['provider'])\n", + " test_data, holdout_routes, test_config = data_loader.load_h5(train_data_folders, test_dates, holdout_routes=model.holdout_routes, config=model.config)\n", + " test_dataset = data_loader.H5Dataset(test_data)\n", + " test_dataset.include_grid = model.include_grid\n", + " test_loader = DataLoader(\n", + " test_dataset,\n", + " collate_fn=model.collate_fn,\n", + " batch_size=model.batch_size,\n", + " shuffle=False,\n", + " drop_last=False,\n", + " num_workers=num_workers,\n", + " pin_memory=pin_memory\n", + " )\n", + " trainer = pl.Trainer(\n", + " accelerator=accelerator,\n", + " logger=False,\n", + " inference_mode=True,\n", + " enable_progress_bar=False\n", + " )\n", + " preds_and_labels = trainer.predict(model=model, dataloaders=test_loader)\n", + " preds = np.concatenate([x['preds'] for x in preds_and_labels])\n", + " labels = np.concatenate([x['labels'] for x in preds_and_labels])\n", + " res[row['uuid']] = {'preds':preds, 'labels':labels}" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "London Transit Commission\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/zack/Desktop/open_bus_tools/.venv/lib/python3.9/site-packages/lightning/pytorch/trainer/configuration_validator.py:74: You defined a `validation_step` but have no `val_dataloader`. Skipping val loop.\n", + "/home/zack/Desktop/open_bus_tools/.venv/lib/python3.9/site-packages/lightning/pytorch/callbacks/model_checkpoint.py:639: Checkpoint directory /home/zack/Desktop/open_bus_tools/notebooks/checkpoints exists and is not empty.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Barrie Transit\n", + "Big Blue Bus\n", + "Mountain View Transportation Management Association (MVgo)\n", + "Capital Metro\n", + "Regional Transportation District (RTD)\n", + "Metro St. Louis\n", + "Intercity Transit\n", + "Duluth Transit\n", + "Central Florida Regional Transit Authority (LYNX)\n", + "Votran\n", + "Nashville Metropolitan Transit Authority (Nashville MTA)\n", + "Transit Authority of River City (TARC)\n", + "Metropolitan Atlanta Rapid Transit Authority (MARTA)\n", + "Springfield Mass Transit District (SMTD)\n", + "Metro Transit\n", + "Port Authority of Allegheny County\n", + "Massachusetts Bay Transportation Authority (MBTA)\n", + "Arlington Transit\n", + "Rochester-Genesee Regional Transportation Authority (RGRTA)\n", + "BC Transit (Victoria Regional Transit System)\n", + "Edmonton Transit System\n", + "Saskatoon Transit\n", + "Hamilton Street Railway\n", + "MiWay\n", + "Kingston Transit\n", + "Halifax Transit\n", + "Thunder Bay Transit\n", + "Port Alberni\n", + "Commerce Municipal Bus Lines\n", + "King County Metro\n", + "Stanislaus Regional Transit Authority (StanRTA)\n" + ] + } + ], + "source": [ + "# Tune, then re-test\n", + "res_tuned = {}\n", + "test_sources = cleaned_sources.iloc[:]\n", + "for i, row in test_sources.iterrows():\n", + " test_dates = ['2024_01_03.pkl']\n", + " train_data_folders = [Path('..', 'data', 'other_feeds', f\"{row['uuid']}_realtime\", 'processed')]\n", + " available_files = [x.name for x in Path('..', 'data', 'other_feeds', f\"{row['uuid']}_realtime\", 'processed').glob('*.pkl')]\n", + " if test_dates[0] not in available_files:\n", + " continue\n", + " print(row['provider'])\n", + " res_tuned[row['uuid']] = {}\n", + " for n_batches in [1, 2, 4]:\n", + " model = model_utils.load_model(\"../logs/saved_models/\", \"kcm_1month_resampled\", \"GRU\", 0)\n", + " model.eval()\n", + " test_data, holdout_routes, test_config = data_loader.load_h5(train_data_folders, test_dates, holdout_routes=model.holdout_routes, config=model.config)\n", + " test_dataset = data_loader.H5Dataset(test_data)\n", + " test_dataset.include_grid = model.include_grid\n", + " test_loader = DataLoader(\n", + " test_dataset,\n", + " collate_fn=model.collate_fn,\n", + " batch_size=model.batch_size,\n", + " shuffle=False,\n", + " drop_last=False,\n", + " num_workers=num_workers,\n", + " pin_memory=pin_memory\n", + " )\n", + " trainer = pl.Trainer(\n", + " accelerator=accelerator,\n", + " logger=False,\n", + " inference_mode=True,\n", + " enable_progress_bar=False,\n", + " enable_model_summary=False,\n", + " max_epochs=10,\n", + " limit_train_batches=n_batches\n", + " )\n", + " trainer.fit(model=model, train_dataloaders=test_loader)\n", + " preds_and_labels = trainer.predict(model=model, dataloaders=test_loader)\n", + " preds = np.concatenate([x['preds'] for x in preds_and_labels])\n", + " labels = np.concatenate([x['labels'] for x in preds_and_labels])\n", + " res_tuned[row['uuid']][f\"{n_batches}_batches\"] = {'preds':preds, 'labels':labels}" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, "outputs": [ { "data": { @@ -61,163 +274,178 @@ " \n", " \n", " \n", - " country_code\n", - " subdivision_name\n", - " municipality\n", " provider\n", - " static_url\n", - " realtime_url\n", - " min_lon\n", - " max_lon\n", - " min_lat\n", - " max_lat\n", - " uuid\n", - " tz_str\n", - " epsg_code\n", + " n_batches\n", + " experiment\n", + " mae\n", + " mape\n", + " rmse\n", + " ex_var\n", + " r_score\n", " \n", " \n", " \n", " \n", - " 0\n", - " CA\n", - " Ontario\n", - " London\n", - " London Transit Commission\n", - " http://www.londontransit.ca/gtfsfeed/google_tr...\n", - " http://gtfs.ltconline.ca/Vehicle/VehiclePositi...\n", - " -81.363110\n", - " -81.137591\n", - " 42.905244\n", - " 43.051188\n", - " 0fd41f26-6bc5-45f0-88ff-594bde1e8c24\n", - " America/Toronto\n", - " 32617\n", + " 18\n", + " Arlington Transit\n", + " 0_batches\n", + " not-tuned\n", + " 69.569825\n", + " 0.224919\n", + " 8.340853\n", + " 0.775192\n", + " 0.771584\n", + " \n", + " \n", + " 20\n", + " BC Transit (Victoria Regional Transit System)\n", + " 0_batches\n", + " not-tuned\n", + " 111.589098\n", + " 0.259579\n", + " 10.563574\n", + " 0.777157\n", + " 0.728569\n", " \n", " \n", " 1\n", - " CA\n", - " Ontario\n", - " Barrie\n", " Barrie Transit\n", - " http://www.myridebarrie.ca/gtfs/Google_transit...\n", - " http://www.myridebarrie.ca/gtfs/GTFS_VehiclePo...\n", - " -79.740632\n", - " -79.610896\n", - " 44.321804\n", - " 44.420207\n", - " 3196b95d-1eb2-4e05-bb36-7a2099d2348b\n", - " America/Toronto\n", - " 32617\n", + " 0_batches\n", + " not-tuned\n", + " 116.481377\n", + " 0.237706\n", + " 10.792654\n", + " 0.793000\n", + " 0.792672\n", " \n", " \n", " 2\n", - " US\n", - " California\n", - " Santa Monica\n", " Big Blue Bus\n", - " http://gtfs.bigbluebus.com/current.zip\n", - " http://gtfs.bigbluebus.com/vehiclepositions.bin\n", - " -118.549205\n", - " -118.237266\n", - " 33.929498\n", - " 34.075669\n", - " dbeb97e3-012d-4c23-93aa-a80696884340\n", - " America/Los_Angeles\n", - " 32611\n", - " \n", - " \n", - " 3\n", - " US\n", - " California\n", - " Mountain View\n", - " Mountain View Transportation Management Associ...\n", - " http://data.trilliumtransit.com/gtfs/mountainv...\n", - " https://ridemvgo.org/gtfs-rt/vehiclepositions\n", - " -122.111591\n", - " -122.047584\n", - " 37.387656\n", - " 37.431429\n", - " 6885d33d-2f4e-4ac7-84a7-2e4747c723f0\n", - " America/Los_Angeles\n", - " 32610\n", + " 0_batches\n", + " not-tuned\n", + " 346.089513\n", + " 0.434805\n", + " 18.603481\n", + " 0.686116\n", + " 0.263355\n", " \n", " \n", " 4\n", - " US\n", - " California\n", - " Merced\n", - " Merced County Transit (The Bus)\n", - " http://data.trilliumtransit.com/gtfs/mercedthe...\n", - " https://thebuslive.com/gtfs-rt/vehiclepositions\n", - " -121.020240\n", - " -120.248000\n", - " 36.964503\n", - " 37.521786\n", - " ea803659-c28f-43ac-8c01-619d767e0b1d\n", - " America/Los_Angeles\n", - " 32610\n", + " Capital Metro\n", + " 0_batches\n", + " not-tuned\n", + " 215.147161\n", + " 0.263385\n", + " 14.667896\n", + " 0.743784\n", + " 0.720664\n", + " \n", + " \n", + " 9\n", + " Central Florida Regional Transit Authority (LYNX)\n", + " 0_batches\n", + " not-tuned\n", + " 161.216318\n", + " 0.260830\n", + " 12.697099\n", + " 0.550255\n", + " 0.526094\n", + " \n", + " \n", + " 29\n", + " Commerce Municipal Bus Lines\n", + " 0_batches\n", + " not-tuned\n", + " 205.992501\n", + " 0.269350\n", + " 14.352439\n", + " 0.683146\n", + " 0.656156\n", + " \n", + " \n", + " 8\n", + " Duluth Transit\n", + " 0_batches\n", + " not-tuned\n", + " 126.026914\n", + " 0.285953\n", + " 11.226171\n", + " 0.785196\n", + " 0.784499\n", + " \n", + " \n", + " 21\n", + " Edmonton Transit System\n", + " 0_batches\n", + " not-tuned\n", + " 115.017353\n", + " 0.258047\n", + " 10.724614\n", + " 0.777081\n", + " 0.776323\n", + " \n", + " \n", + " 26\n", + " Halifax Transit\n", + " 0_batches\n", + " not-tuned\n", + " 129.650576\n", + " 0.325215\n", + " 11.386421\n", + " 0.680104\n", + " 0.676025\n", " \n", " \n", "\n", "" ], "text/plain": [ - " country_code subdivision_name municipality \\\n", - "0 CA Ontario London \n", - "1 CA Ontario Barrie \n", - "2 US California Santa Monica \n", - "3 US California Mountain View \n", - "4 US California Merced \n", - "\n", - " provider \\\n", - "0 London Transit Commission \n", - "1 Barrie Transit \n", - "2 Big Blue Bus \n", - "3 Mountain View Transportation Management Associ... \n", - "4 Merced County Transit (The Bus) \n", - "\n", - " static_url \\\n", - "0 http://www.londontransit.ca/gtfsfeed/google_tr... \n", - "1 http://www.myridebarrie.ca/gtfs/Google_transit... \n", - "2 http://gtfs.bigbluebus.com/current.zip \n", - "3 http://data.trilliumtransit.com/gtfs/mountainv... \n", - "4 http://data.trilliumtransit.com/gtfs/mercedthe... \n", + " provider n_batches experiment \\\n", + "18 Arlington Transit 0_batches not-tuned \n", + "20 BC Transit (Victoria Regional Transit System) 0_batches not-tuned \n", + "1 Barrie Transit 0_batches not-tuned \n", + "2 Big Blue Bus 0_batches not-tuned \n", + "4 Capital Metro 0_batches not-tuned \n", + "9 Central Florida Regional Transit Authority (LYNX) 0_batches not-tuned \n", + "29 Commerce Municipal Bus Lines 0_batches not-tuned \n", + "8 Duluth Transit 0_batches not-tuned \n", + "21 Edmonton Transit System 0_batches not-tuned \n", + "26 Halifax Transit 0_batches not-tuned \n", "\n", - " realtime_url min_lon max_lon \\\n", - "0 http://gtfs.ltconline.ca/Vehicle/VehiclePositi... -81.363110 -81.137591 \n", - "1 http://www.myridebarrie.ca/gtfs/GTFS_VehiclePo... -79.740632 -79.610896 \n", - "2 http://gtfs.bigbluebus.com/vehiclepositions.bin -118.549205 -118.237266 \n", - "3 https://ridemvgo.org/gtfs-rt/vehiclepositions -122.111591 -122.047584 \n", - "4 https://thebuslive.com/gtfs-rt/vehiclepositions -121.020240 -120.248000 \n", - "\n", - " min_lat max_lat uuid \\\n", - "0 42.905244 43.051188 0fd41f26-6bc5-45f0-88ff-594bde1e8c24 \n", - "1 44.321804 44.420207 3196b95d-1eb2-4e05-bb36-7a2099d2348b \n", - "2 33.929498 34.075669 dbeb97e3-012d-4c23-93aa-a80696884340 \n", - "3 37.387656 37.431429 6885d33d-2f4e-4ac7-84a7-2e4747c723f0 \n", - "4 36.964503 37.521786 ea803659-c28f-43ac-8c01-619d767e0b1d \n", - "\n", - " tz_str epsg_code \n", - "0 America/Toronto 32617 \n", - "1 America/Toronto 32617 \n", - "2 America/Los_Angeles 32611 \n", - "3 America/Los_Angeles 32610 \n", - "4 America/Los_Angeles 32610 " + " mae mape rmse ex_var r_score \n", + "18 69.569825 0.224919 8.340853 0.775192 0.771584 \n", + "20 111.589098 0.259579 10.563574 0.777157 0.728569 \n", + "1 116.481377 0.237706 10.792654 0.793000 0.792672 \n", + "2 346.089513 0.434805 18.603481 0.686116 0.263355 \n", + "4 215.147161 0.263385 14.667896 0.743784 0.720664 \n", + "9 161.216318 0.260830 12.697099 0.550255 0.526094 \n", + "29 205.992501 0.269350 14.352439 0.683146 0.656156 \n", + "8 126.026914 0.285953 11.226171 0.785196 0.784499 \n", + "21 115.017353 0.258047 10.724614 0.777081 0.776323 \n", + "26 129.650576 0.325215 11.386421 0.680104 0.676025 " ] }, - "execution_count": 2, + "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "cleaned_sources = pd.read_csv(Path('..', 'data', 'cleaned_sources.csv'))\n", - "cleaned_sources.head()" + "metrics = {}\n", + "for key, value in res.items():\n", + " metrics[key] = model_utils.performance_metrics(value['labels'], value['preds'])\n", + "metrics_df = pd.DataFrame(metrics).T\n", + "metrics_df.index.name = 'uuid'\n", + "metrics_df = metrics_df.reset_index()\n", + "metrics_df = pd.merge(metrics_df, cleaned_sources, on='uuid')\n", + "metrics_df['experiment'] = 'not-tuned'\n", + "metrics_df['n_batches'] = '0_batches'\n", + "metrics_df[['provider','n_batches','experiment','mae', 'mape', 'rmse', 'ex_var', 'r_score']].sort_values(['provider', 'n_batches']).head(10)" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 46, "metadata": {}, "outputs": [ { @@ -241,127 +469,178 @@ " \n", " \n", " \n", - " uuid\n", - " municipality\n", " provider\n", - " trip_id\n", - " file\n", - " locationtime\n", - " lat\n", - " lon\n", - " vehicle_id\n", + " n_batches\n", + " experiment\n", + " mae\n", + " mape\n", + " rmse\n", + " ex_var\n", + " r_score\n", " \n", " \n", " \n", " \n", - " 0\n", - " 0fd41f26-6bc5-45f0-88ff-594bde1e8c24\n", - " London\n", - " London Transit Commission\n", - " 2007915\n", - " 2024_01_01\n", - " 1704116300\n", - " 43.018391\n", - " -81.243179\n", - " 3155\n", - " \n", - " \n", - " 1\n", - " 0fd41f26-6bc5-45f0-88ff-594bde1e8c24\n", - " London\n", - " London Transit Commission\n", - " 2007915\n", - " 2024_01_01\n", - " 1704116331\n", - " 43.019211\n", - " -81.240379\n", - " 3155\n", - " \n", - " \n", - " 2\n", - " 0fd41f26-6bc5-45f0-88ff-594bde1e8c24\n", - " London\n", - " London Transit Commission\n", - " 2007915\n", - " 2024_01_01\n", - " 1704116361\n", - " 43.020302\n", - " -81.236549\n", - " 3155\n", - " \n", - " \n", - " 3\n", - " 0fd41f26-6bc5-45f0-88ff-594bde1e8c24\n", - " London\n", - " London Transit Commission\n", - " 2007915\n", - " 2024_01_01\n", - " 1704116393\n", - " 43.020969\n", - " -81.234413\n", - " 3155\n", - " \n", - " \n", - " 4\n", - " 0fd41f26-6bc5-45f0-88ff-594bde1e8c24\n", - " London\n", - " London Transit Commission\n", - " 2007915\n", - " 2024_01_01\n", - " 1704116423\n", - " 43.022369\n", - " -81.229729\n", - " 3155\n", + " 151\n", + " Arlington Transit\n", + " 128_batches\n", + " tuned\n", + " 46.755706\n", + " 0.179666\n", + " 6.837814\n", + " 0.886084\n", + " 0.882567\n", + " \n", + " \n", + " 148\n", + " Arlington Transit\n", + " 16_batches\n", + " tuned\n", + " 47.968289\n", + " 0.182138\n", + " 6.925914\n", + " 0.886586\n", + " 0.878768\n", + " \n", + " \n", + " 144\n", + " Arlington Transit\n", + " 1_batches\n", + " tuned\n", + " 47.231036\n", + " 0.179317\n", + " 6.872484\n", + " 0.885291\n", + " 0.880821\n", + " \n", + " \n", + " 145\n", + " Arlington Transit\n", + " 2_batches\n", + " tuned\n", + " 47.063368\n", + " 0.175729\n", + " 6.860275\n", + " 0.888068\n", + " 0.881468\n", + " \n", + " \n", + " 149\n", + " Arlington Transit\n", + " 32_batches\n", + " tuned\n", + " 47.408175\n", + " 0.180911\n", + " 6.885359\n", + " 0.887721\n", + " 0.879983\n", + " \n", + " \n", + " 146\n", + " Arlington Transit\n", + " 4_batches\n", + " tuned\n", + " 47.043689\n", + " 0.178609\n", + " 6.858840\n", + " 0.887190\n", + " 0.882800\n", + " \n", + " \n", + " 150\n", + " Arlington Transit\n", + " 64_batches\n", + " tuned\n", + " 47.366756\n", + " 0.177036\n", + " 6.882351\n", + " 0.886998\n", + " 0.879714\n", + " \n", + " \n", + " 147\n", + " Arlington Transit\n", + " 8_batches\n", + " tuned\n", + " 47.008838\n", + " 0.176873\n", + " 6.856299\n", + " 0.888629\n", + " 0.881684\n", + " \n", + " \n", + " 167\n", + " BC Transit (Victoria Regional Transit System)\n", + " 128_batches\n", + " tuned\n", + " 58.076670\n", + " 0.151077\n", + " 7.620805\n", + " 0.928405\n", + " 0.927545\n", + " \n", + " \n", + " 164\n", + " BC Transit (Victoria Regional Transit System)\n", + " 16_batches\n", + " tuned\n", + " 59.399674\n", + " 0.152677\n", + " 7.707118\n", + " 0.925121\n", + " 0.922669\n", " \n", " \n", "\n", "" ], "text/plain": [ - " uuid municipality \\\n", - "0 0fd41f26-6bc5-45f0-88ff-594bde1e8c24 London \n", - "1 0fd41f26-6bc5-45f0-88ff-594bde1e8c24 London \n", - "2 0fd41f26-6bc5-45f0-88ff-594bde1e8c24 London \n", - "3 0fd41f26-6bc5-45f0-88ff-594bde1e8c24 London \n", - "4 0fd41f26-6bc5-45f0-88ff-594bde1e8c24 London \n", - "\n", - " provider trip_id file locationtime lat \\\n", - "0 London Transit Commission 2007915 2024_01_01 1704116300 43.018391 \n", - "1 London Transit Commission 2007915 2024_01_01 1704116331 43.019211 \n", - "2 London Transit Commission 2007915 2024_01_01 1704116361 43.020302 \n", - "3 London Transit Commission 2007915 2024_01_01 1704116393 43.020969 \n", - "4 London Transit Commission 2007915 2024_01_01 1704116423 43.022369 \n", + " provider n_batches experiment \\\n", + "151 Arlington Transit 128_batches tuned \n", + "148 Arlington Transit 16_batches tuned \n", + "144 Arlington Transit 1_batches tuned \n", + "145 Arlington Transit 2_batches tuned \n", + "149 Arlington Transit 32_batches tuned \n", + "146 Arlington Transit 4_batches tuned \n", + "150 Arlington Transit 64_batches tuned \n", + "147 Arlington Transit 8_batches tuned \n", + "167 BC Transit (Victoria Regional Transit System) 128_batches tuned \n", + "164 BC Transit (Victoria Regional Transit System) 16_batches tuned \n", "\n", - " lon vehicle_id \n", - "0 -81.243179 3155 \n", - "1 -81.240379 3155 \n", - "2 -81.236549 3155 \n", - "3 -81.234413 3155 \n", - "4 -81.229729 3155 " + " mae mape rmse ex_var r_score \n", + "151 46.755706 0.179666 6.837814 0.886084 0.882567 \n", + "148 47.968289 0.182138 6.925914 0.886586 0.878768 \n", + "144 47.231036 0.179317 6.872484 0.885291 0.880821 \n", + "145 47.063368 0.175729 6.860275 0.888068 0.881468 \n", + "149 47.408175 0.180911 6.885359 0.887721 0.879983 \n", + "146 47.043689 0.178609 6.858840 0.887190 0.882800 \n", + "150 47.366756 0.177036 6.882351 0.886998 0.879714 \n", + "147 47.008838 0.176873 6.856299 0.888629 0.881684 \n", + "167 58.076670 0.151077 7.620805 0.928405 0.927545 \n", + "164 59.399674 0.152677 7.707118 0.925121 0.922669 " ] }, - "execution_count": 3, + "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "all_data = []\n", - "for uuid in cleaned_sources.uuid:\n", - " provider_path = Path('..', 'data', 'other_feeds', f\"{uuid}_realtime\")\n", - " available_files = [x.name for x in provider_path.glob('*.pkl')]\n", - " for fname in available_files:\n", - " data = pd.read_pickle(provider_path / fname)\n", - " data['uuid'] = uuid\n", - " all_data.append(data)\n", - "all_data = pd.concat(all_data)\n", - "all_data = pd.merge(cleaned_sources[['uuid', 'municipality', 'provider']], all_data, on='uuid')\n", - "all_data.head()" + "metrics = {}\n", + "for k_uuid, res_uuid in res_tuned.items():\n", + " for k_n_batches, res_n_batches in res_uuid.items():\n", + " metrics[(k_uuid, k_n_batches)] = model_utils.performance_metrics(res_n_batches['labels'], res_n_batches['preds'])\n", + "metrics_tuned_df = pd.DataFrame(metrics).T\n", + "metrics_tuned_df.index.names = ['uuid', 'n_batches']\n", + "metrics_tuned_df = metrics_tuned_df.reset_index()\n", + "metrics_tuned_df = pd.merge(metrics_tuned_df, cleaned_sources, on='uuid')\n", + "metrics_tuned_df['experiment'] = 'tuned'\n", + "metrics_tuned_df[['provider','n_batches','experiment','mae', 'mape', 'rmse', 'ex_var', 'r_score']].sort_values(['provider', 'n_batches']).head(10)" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 65, "metadata": {}, "outputs": [ { @@ -385,680 +664,126 @@ " \n", " \n", " \n", - " uuid\n", - " municipality\n", - " trip_id\n", - " file\n", - " locationtime\n", - " lat\n", - " lon\n", - " vehicle_id\n", + " mape\n", " \n", " \n", - " provider\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " n_batches\n", " \n", " \n", " \n", " \n", " \n", - " King County Metro\n", - " 1035847\n", - " 1035847\n", - " 1035847\n", - " 1035847\n", - " 1035847\n", - " 1035847\n", - " 1035847\n", - " 1035847\n", - " \n", - " \n", - " Roma Servizi per la Mobilità\n", - " 995006\n", - " 995006\n", - " 995006\n", - " 995006\n", - " 995006\n", - " 995006\n", - " 995006\n", - " 995006\n", - " \n", - " \n", - " Massachusetts Bay Transportation Authority (MBTA)\n", - " 868739\n", - " 868739\n", - " 868739\n", - " 868739\n", - " 868739\n", - " 868739\n", - " 868739\n", - " 868739\n", - " \n", - " \n", - " Edmonton Transit System\n", - " 765328\n", - " 765328\n", - " 765328\n", - " 765328\n", - " 765328\n", - " 765328\n", - " 765328\n", - " 765328\n", - " \n", - " \n", - " Capital Metro\n", - " 736330\n", - " 736330\n", - " 736330\n", - " 736330\n", - " 736330\n", - " 736330\n", - " 736330\n", - " 736330\n", - " \n", - " \n", - " Port Authority of Allegheny County\n", - " 688369\n", - " 688369\n", - " 688369\n", - " 688369\n", - " 688369\n", - " 688369\n", - " 688369\n", - " 688369\n", - " \n", - " \n", - " Metropolitan Atlanta Rapid Transit Authority (MARTA)\n", - " 412615\n", - " 412615\n", - " 412615\n", - " 412615\n", - " 412615\n", - " 412615\n", - " 412615\n", - " 412615\n", - " \n", - " \n", - " Adelaide Metro\n", - " 364396\n", - " 364396\n", - " 364396\n", - " 364396\n", - " 364396\n", - " 364396\n", - " 364396\n", - " 364396\n", - " \n", - " \n", - " Central Florida Regional Transit Authority (LYNX)\n", - " 353448\n", - " 353448\n", - " 353448\n", - " 353448\n", - " 353448\n", - " 353448\n", - " 353448\n", - " 353448\n", + " 0_batches\n", + " 0.110069\n", " \n", " \n", - " York Region Transit\n", - " 300899\n", - " 300899\n", - " 300899\n", - " 300899\n", - " 300899\n", - " 300899\n", - " 300899\n", - " 300899\n", + " 1_batches\n", + " 0.070764\n", " \n", " \n", - " Halifax Transit\n", - " 292752\n", - " 292752\n", - " 292752\n", - " 292752\n", - " 292752\n", - " 292752\n", - " 292752\n", - " 292752\n", + " 2_batches\n", + " 0.060201\n", " \n", " \n", - " Hamilton Street Railway\n", - " 264707\n", - " 264707\n", - " 264707\n", - " 264707\n", - " 264707\n", - " 264707\n", - " 264707\n", - " 264707\n", - " \n", - " \n", - " BC Transit (Victoria Regional Transit System)\n", - " 225325\n", - " 225325\n", - " 225325\n", - " 225325\n", - " 225325\n", - " 225325\n", - " 225325\n", - " 225325\n", - " \n", - " \n", - " London Transit Commission\n", - " 216393\n", - " 216393\n", - " 216393\n", - " 216393\n", - " 216393\n", - " 216393\n", - " 216393\n", - " 216393\n", - " \n", - " \n", - " Metro St. Louis\n", - " 197283\n", - " 197283\n", - " 197283\n", - " 197283\n", - " 197283\n", - " 197283\n", - " 197283\n", - " 197283\n", - " \n", - " \n", - " Nashville Metropolitan Transit Authority (Nashville MTA)\n", - " 196899\n", - " 196899\n", - " 196899\n", - " 196899\n", - " 196899\n", - " 196899\n", - " 196899\n", - " 196899\n", - " \n", - " \n", - " Grand River Transit\n", - " 193908\n", - " 193908\n", - " 193908\n", - " 193908\n", - " 193908\n", - " 193908\n", - " 193908\n", - " 193908\n", - " \n", - " \n", - " Regional Transportation District (RTD)\n", - " 185767\n", - " 185767\n", - " 185767\n", - " 185767\n", - " 185767\n", - " 185767\n", - " 185767\n", - " 185767\n", - " \n", - " \n", - " MiWay\n", - " 179608\n", - " 179608\n", - " 179608\n", - " 179608\n", - " 179608\n", - " 179608\n", - " 179608\n", - " 179608\n", - " \n", - " \n", - " Rochester-Genesee Regional Transportation Authority (RGRTA)\n", - " 110889\n", - " 110889\n", - " 110889\n", - " 110889\n", - " 110889\n", - " 110889\n", - " 110889\n", - " 110889\n", - " \n", - " \n", - " Metro Transit\n", - " 110668\n", - " 110668\n", - " 110668\n", - " 110668\n", - " 110668\n", - " 110668\n", - " 110668\n", - " 110668\n", - " \n", - " \n", - " Intercity Transit\n", - " 68357\n", - " 68357\n", - " 68357\n", - " 68357\n", - " 68357\n", - " 68357\n", - " 68357\n", - " 68357\n", - " \n", - " \n", - " Kingston Transit\n", - " 62635\n", - " 62635\n", - " 62635\n", - " 62635\n", - " 62635\n", - " 62635\n", - " 62635\n", - " 62635\n", - " \n", - " \n", - " Saskatoon Transit\n", - " 57982\n", - " 57982\n", - " 57982\n", - " 57982\n", - " 57982\n", - " 57982\n", - " 57982\n", - " 57982\n", - " \n", - " \n", - " Arlington Transit\n", - " 51833\n", - " 51833\n", - " 51833\n", - " 51833\n", - " 51833\n", - " 51833\n", - " 51833\n", - " 51833\n", - " \n", - " \n", - " Duluth Transit\n", - " 44031\n", - " 44031\n", - " 44031\n", - " 44031\n", - " 44031\n", - " 44031\n", - " 44031\n", - " 44031\n", - " \n", - " \n", - " Transit Authority of River City (TARC)\n", - " 38799\n", - " 38799\n", - " 38799\n", - " 38799\n", - " 38799\n", - " 38799\n", - " 38799\n", - " 38799\n", - " \n", - " \n", - " Big Blue Bus\n", - " 35066\n", - " 35066\n", - " 35066\n", - " 35066\n", - " 35066\n", - " 35066\n", - " 35066\n", - " 35066\n", - " \n", - " \n", - " Thunder Bay Transit\n", - " 34248\n", - " 34248\n", - " 34248\n", - " 34248\n", - " 34248\n", - " 34248\n", - " 34248\n", - " 34248\n", - " \n", - " \n", - " Barrie Transit\n", - " 33623\n", - " 33623\n", - " 33623\n", - " 33623\n", - " 33623\n", - " 33623\n", - " 33623\n", - " 33623\n", - " \n", - " \n", - " TransLink Sunbus Cairns\n", - " 33248\n", - " 33248\n", - " 33248\n", - " 33248\n", - " 33248\n", - " 33248\n", - " 33248\n", - " 33248\n", - " \n", - " \n", - " Stanislaus Regional Transit Authority (StanRTA)\n", - " 15619\n", - " 15619\n", - " 15619\n", - " 15619\n", - " 15619\n", - " 15619\n", - " 15619\n", - " 15619\n", - " \n", - " \n", - " Votran\n", - " 12285\n", - " 12285\n", - " 12285\n", - " 12285\n", - " 12285\n", - " 12285\n", - " 12285\n", - " 12285\n", - " \n", - " \n", - " Merced County Transit (The Bus)\n", - " 9455\n", - " 9455\n", - " 9455\n", - " 9455\n", - " 9455\n", - " 9455\n", - " 9455\n", - " 9455\n", - " \n", - " \n", - " Beach Cities Transit\n", - " 5512\n", - " 5512\n", - " 5512\n", - " 5512\n", - " 5512\n", - " 5512\n", - " 5512\n", - " 5512\n", - " \n", - " \n", - " Commerce Municipal Bus Lines\n", - " 3610\n", - " 3610\n", - " 3610\n", - " 3610\n", - " 3610\n", - " 3610\n", - " 3610\n", - " 3610\n", - " \n", - " \n", - " Port Alberni\n", - " 3290\n", - " 3290\n", - " 3290\n", - " 3290\n", - " 3290\n", - " 3290\n", - " 3290\n", - " 3290\n", + " 4_batches\n", + " 0.052487\n", " \n", " \n", "\n", "" ], "text/plain": [ - " uuid municipality \\\n", - "provider \n", - "King County Metro 1035847 1035847 \n", - "Roma Servizi per la Mobilità 995006 995006 \n", - "Massachusetts Bay Transportation Authority (MBTA) 868739 868739 \n", - "Edmonton Transit System 765328 765328 \n", - "Capital Metro 736330 736330 \n", - "Port Authority of Allegheny County 688369 688369 \n", - "Metropolitan Atlanta Rapid Transit Authority (M... 412615 412615 \n", - "Adelaide Metro 364396 364396 \n", - "Central Florida Regional Transit Authority (LYNX) 353448 353448 \n", - "York Region Transit 300899 300899 \n", - "Halifax Transit 292752 292752 \n", - "Hamilton Street Railway 264707 264707 \n", - "BC Transit (Victoria Regional Transit System) 225325 225325 \n", - "London Transit Commission 216393 216393 \n", - "Metro St. Louis 197283 197283 \n", - "Nashville Metropolitan Transit Authority (Nashv... 196899 196899 \n", - "Grand River Transit 193908 193908 \n", - "Regional Transportation District (RTD) 185767 185767 \n", - "MiWay 179608 179608 \n", - "Rochester-Genesee Regional Transportation Autho... 110889 110889 \n", - "Metro Transit 110668 110668 \n", - "Intercity Transit 68357 68357 \n", - "Kingston Transit 62635 62635 \n", - "Saskatoon Transit 57982 57982 \n", - "Arlington Transit 51833 51833 \n", - "Duluth Transit 44031 44031 \n", - "Transit Authority of River City (TARC) 38799 38799 \n", - "Big Blue Bus 35066 35066 \n", - "Thunder Bay Transit 34248 34248 \n", - "Barrie Transit 33623 33623 \n", - "TransLink Sunbus Cairns 33248 33248 \n", - "Stanislaus Regional Transit Authority (StanRTA) 15619 15619 \n", - "Votran 12285 12285 \n", - "Merced County Transit (The Bus) 9455 9455 \n", - "Beach Cities Transit 5512 5512 \n", - "Commerce Municipal Bus Lines 3610 3610 \n", - "Port Alberni 3290 3290 \n", - "\n", - " trip_id file \\\n", - "provider \n", - "King County Metro 1035847 1035847 \n", - "Roma Servizi per la Mobilità 995006 995006 \n", - "Massachusetts Bay Transportation Authority (MBTA) 868739 868739 \n", - "Edmonton Transit System 765328 765328 \n", - "Capital Metro 736330 736330 \n", - "Port Authority of Allegheny County 688369 688369 \n", - "Metropolitan Atlanta Rapid Transit Authority (M... 412615 412615 \n", - "Adelaide Metro 364396 364396 \n", - "Central Florida Regional Transit Authority (LYNX) 353448 353448 \n", - "York Region Transit 300899 300899 \n", - "Halifax Transit 292752 292752 \n", - "Hamilton Street Railway 264707 264707 \n", - "BC Transit (Victoria Regional Transit System) 225325 225325 \n", - "London Transit Commission 216393 216393 \n", - "Metro St. Louis 197283 197283 \n", - "Nashville Metropolitan Transit Authority (Nashv... 196899 196899 \n", - "Grand River Transit 193908 193908 \n", - "Regional Transportation District (RTD) 185767 185767 \n", - "MiWay 179608 179608 \n", - "Rochester-Genesee Regional Transportation Autho... 110889 110889 \n", - "Metro Transit 110668 110668 \n", - "Intercity Transit 68357 68357 \n", - "Kingston Transit 62635 62635 \n", - "Saskatoon Transit 57982 57982 \n", - "Arlington Transit 51833 51833 \n", - "Duluth Transit 44031 44031 \n", - "Transit Authority of River City (TARC) 38799 38799 \n", - "Big Blue Bus 35066 35066 \n", - "Thunder Bay Transit 34248 34248 \n", - "Barrie Transit 33623 33623 \n", - "TransLink Sunbus Cairns 33248 33248 \n", - "Stanislaus Regional Transit Authority (StanRTA) 15619 15619 \n", - "Votran 12285 12285 \n", - "Merced County Transit (The Bus) 9455 9455 \n", - "Beach Cities Transit 5512 5512 \n", - "Commerce Municipal Bus Lines 3610 3610 \n", - "Port Alberni 3290 3290 \n", - "\n", - " locationtime lat \\\n", - "provider \n", - "King County Metro 1035847 1035847 \n", - "Roma Servizi per la Mobilità 995006 995006 \n", - "Massachusetts Bay Transportation Authority (MBTA) 868739 868739 \n", - "Edmonton Transit System 765328 765328 \n", - "Capital Metro 736330 736330 \n", - "Port Authority of Allegheny County 688369 688369 \n", - "Metropolitan Atlanta Rapid Transit Authority (M... 412615 412615 \n", - "Adelaide Metro 364396 364396 \n", - "Central Florida Regional Transit Authority (LYNX) 353448 353448 \n", - "York Region Transit 300899 300899 \n", - "Halifax Transit 292752 292752 \n", - "Hamilton Street Railway 264707 264707 \n", - "BC Transit (Victoria Regional Transit System) 225325 225325 \n", - "London Transit Commission 216393 216393 \n", - "Metro St. Louis 197283 197283 \n", - "Nashville Metropolitan Transit Authority (Nashv... 196899 196899 \n", - "Grand River Transit 193908 193908 \n", - "Regional Transportation District (RTD) 185767 185767 \n", - "MiWay 179608 179608 \n", - "Rochester-Genesee Regional Transportation Autho... 110889 110889 \n", - "Metro Transit 110668 110668 \n", - "Intercity Transit 68357 68357 \n", - "Kingston Transit 62635 62635 \n", - "Saskatoon Transit 57982 57982 \n", - "Arlington Transit 51833 51833 \n", - "Duluth Transit 44031 44031 \n", - "Transit Authority of River City (TARC) 38799 38799 \n", - "Big Blue Bus 35066 35066 \n", - "Thunder Bay Transit 34248 34248 \n", - "Barrie Transit 33623 33623 \n", - "TransLink Sunbus Cairns 33248 33248 \n", - "Stanislaus Regional Transit Authority (StanRTA) 15619 15619 \n", - "Votran 12285 12285 \n", - "Merced County Transit (The Bus) 9455 9455 \n", - "Beach Cities Transit 5512 5512 \n", - "Commerce Municipal Bus Lines 3610 3610 \n", - "Port Alberni 3290 3290 \n", - "\n", - " lon vehicle_id \n", - "provider \n", - "King County Metro 1035847 1035847 \n", - "Roma Servizi per la Mobilità 995006 995006 \n", - "Massachusetts Bay Transportation Authority (MBTA) 868739 868739 \n", - "Edmonton Transit System 765328 765328 \n", - "Capital Metro 736330 736330 \n", - "Port Authority of Allegheny County 688369 688369 \n", - "Metropolitan Atlanta Rapid Transit Authority (M... 412615 412615 \n", - "Adelaide Metro 364396 364396 \n", - "Central Florida Regional Transit Authority (LYNX) 353448 353448 \n", - "York Region Transit 300899 300899 \n", - "Halifax Transit 292752 292752 \n", - "Hamilton Street Railway 264707 264707 \n", - "BC Transit (Victoria Regional Transit System) 225325 225325 \n", - "London Transit Commission 216393 216393 \n", - "Metro St. Louis 197283 197283 \n", - "Nashville Metropolitan Transit Authority (Nashv... 196899 196899 \n", - "Grand River Transit 193908 193908 \n", - "Regional Transportation District (RTD) 185767 185767 \n", - "MiWay 179608 179608 \n", - "Rochester-Genesee Regional Transportation Autho... 110889 110889 \n", - "Metro Transit 110668 110668 \n", - "Intercity Transit 68357 68357 \n", - "Kingston Transit 62635 62635 \n", - "Saskatoon Transit 57982 57982 \n", - "Arlington Transit 51833 51833 \n", - "Duluth Transit 44031 44031 \n", - "Transit Authority of River City (TARC) 38799 38799 \n", - "Big Blue Bus 35066 35066 \n", - "Thunder Bay Transit 34248 34248 \n", - "Barrie Transit 33623 33623 \n", - "TransLink Sunbus Cairns 33248 33248 \n", - "Stanislaus Regional Transit Authority (StanRTA) 15619 15619 \n", - "Votran 12285 12285 \n", - "Merced County Transit (The Bus) 9455 9455 \n", - "Beach Cities Transit 5512 5512 \n", - "Commerce Municipal Bus Lines 3610 3610 \n", - "Port Alberni 3290 3290 " + " mape\n", + "n_batches \n", + "0_batches 0.110069\n", + "1_batches 0.070764\n", + "2_batches 0.060201\n", + "4_batches 0.052487" ] }, - "execution_count": 4, + "execution_count": 65, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "all_data.groupby('provider').count().sort_values('uuid', ascending=False)" + "plot_df.groupby('n_batches')[['mape']].std()" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 57, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "GRU(\n", - " (loss_fn): MSELoss()\n", - " (min_em): MinuteEmbedding(\n", - " (em): Embedding(1440, 48)\n", - " )\n", - " (day_em): DayEmbedding(\n", - " (em): Embedding(7, 4)\n", - " )\n", - " (rnn): GRU(4, 64, num_layers=2, dropout=0.05)\n", - " (feature_extract): Linear(in_features=116, out_features=1, bias=True)\n", - " (feature_extract_activation): ReLU()\n", - ")" + "" ] }, - "execution_count": 4, + "execution_count": 57, "metadata": {}, "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ - "# For each city, test torch model on that city, then fine-tune and re-test\n", - "model = model_utils.load_model(\"../logs/\", \"kcm\", \"GRU\", 0)\n", + "plot_df = pd.concat([metrics_df, metrics_tuned_df], axis=0)\n", + "plot_df = plot_df[plot_df['n_batches'].isin(['0_batches', '1_batches', '2_batches', '4_batches'])]\n", + "plot_df['Tuning Sample Size'] = plot_df['n_batches'].replace({'0_batches': 'No Tuning', '1_batches': '1000 Samples', '2_batches': '2000 Samples', '4_batches': '4000 Samples'})\n", + "plot_df['MAPE'] = plot_df['mape']\n", + "sns.histplot(plot_df, x='MAPE', hue='Tuning Sample Size', bins=50, kde=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# loader = GTFSLoader()\n", + "# regionalizer = H3Regionalizer(resolution=11)\n", + "# joiner = IntersectionJoiner()\n", + "\n", + "# area = geocode_to_region_gdf(\"Seattle\")\n", + "# gtfs_file = Path(\"seattle_gtfs.zip\")\n", + "# # download_file(\"https://metro.kingcounty.gov/GTFS/google_transit.zip\", gtfs_file.as_posix())\n", + "\n", + "# features = loader.load(gtfs_file)\n", + "# # Need to name index to match, and fill stops with NAs\n", + "# features.index = pd.Index(name=\"stop_id\", data=features.index)\n", + "# for colname in features.columns:\n", + "# if colname.startswith(\"directions_at_\"):\n", + "# for row in features.loc[features[colname].isnull(), colname].index:\n", + "# features.at[row, colname] = set()\n", "\n", - "model.eval()\n", "\n", - "# gdf = self.gdf.copy()\n", - "# gdf['t_min_of_day'] = self.traj_attr['t_min_of_day']\n", - "# gdf['t_day_of_week'] = self.traj_attr['t_day_of_week']\n", - "# # Fill modeling features with -1 if not added to trajectory gdf\n", - "# for col in data_loader.NUM_FEAT_COLS:\n", - "# if col not in gdf.columns:\n", - "# gdf[col] = -1\n", - "# feats_n = gdf[data_loader.NUM_FEAT_COLS].to_numpy().astype('int32')\n", - "# return {0: {'feats_n': feats_n}}\n", + "# regions = regionalizer.transform(area)\n", "\n", - "# data_loader.normalize_samples(samples, model.config)\n", - "# dataset = data_loader.H5Dataset(samples)\n", - "# if model.is_nn:\n", - "# loader = DataLoader(\n", - "# dataset,\n", - "# collate_fn=model.collate_fn,\n", - "# batch_size=model.batch_size,\n", - "# shuffle=False,\n", - "# drop_last=False,\n", - "# num_workers=0,\n", - "# pin_memory=False\n", - "# )\n", - "# trainer = pl.Trainer(\n", - "# accelerator='cpu',\n", - "# logger=False,\n", - "# inference_mode=True,\n", - "# enable_progress_bar=False,\n", - "# enable_checkpointing=False,\n", - "# enable_model_summary=False\n", - "# )\n", - "# preds_and_labels = trainer.predict(model=model, dataloaders=loader)\n", - "# else:\n", - "# preds_and_labels = model.predict(dataset, 'h')\n", - "# preds = [x['preds_raw'].flatten() for x in preds_and_labels][0]\n", - "# preds[0] = 0\n", - "# self.pred_time_s = preds\n", - "# self.gdf['cumul_time_s'] = np.cumsum(preds)" + "# joint = joiner.transform(regions, features)\n", + "# joint.index = pd.MultiIndex.from_tuples(joint.index, names=[\"region_id\", \"stop_id\"])\n", + "\n", + "# embedder = GTFS2VecEmbedder()\n", + "# neighbourhood = H3Neighbourhood(regions_gdf=regions)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# embedder.fit(regions, features, joint)\n", + "# embeddings = embedder.transform(regions, features, joint)" ] }, { @@ -1067,26 +792,8 @@ "metadata": {}, "outputs": [], "source": [ - "test_data, holdout_routes, test_config = data_loader.load_h5(args.train_data_folders, test_dates, holdout_routes=model.holdout_routes, config=model.config)\n", - "test_dataset = data_loader.H5Dataset(test_data)\n", - "test_dataset.include_grid = model.include_grid\n", - "test_loader = DataLoader(\n", - " test_dataset,\n", - " collate_fn=model.collate_fn,\n", - " batch_size=model.batch_size,\n", - " shuffle=False,\n", - " drop_last=False,\n", - " num_workers=num_workers,\n", - " pin_memory=pin_memory\n", - ")\n", - "trainer = pl.Trainer(\n", - " accelerator=accelerator,\n", - " logger=False,\n", - " inference_mode=True\n", - ")\n", - "preds_and_labels = trainer.predict(model=model, dataloaders=test_loader)\n", - "preds = np.concatenate([x['preds'] for x in preds_and_labels])\n", - "labels = np.concatenate([x['labels'] for x in preds_and_labels])" + "# folium_map = plot_regions(area, colormap=[\"rgba(0,0,0,0.1)\"], tiles_style=\"CartoDB positron\")\n", + "# plot_numeric_data(regions, 0, embeddings, map=folium_map)" ] } ], diff --git a/openbustools/standardfeeds.py b/openbustools/standardfeeds.py index 02b540d..9172a29 100644 --- a/openbustools/standardfeeds.py +++ b/openbustools/standardfeeds.py @@ -25,6 +25,29 @@ GTFS_LOOKUP = dict(zip(GTFS_NAMES, GTFS_TYPES)) +def validate_realtime_data(row): + """ + Validates the realtime data for a given city. + + Args: + row (pandas.Series): The row containing the city info to be validated. + + Returns: + bool: True if there is loadable realtime data, False otherwise. + """ + uuid = row['uuid'] + provider_path = Path('data', 'other_feeds', f"{uuid}_realtime") + available_files = [x.name for x in provider_path.glob('*.pkl')] + if len(available_files) != 0: + for file in available_files: + data = pd.read_pickle(provider_path / file) + if len(data) == 0: + return False + return True + else: + return False + + def get_time_embeddings(timestamps, timezone='America/Los_Angeles'): """ Converts a list of timestamps to time embeddings. @@ -74,13 +97,13 @@ def get_gtfs_shapes_lookup(gtfs_folder): routes = pd.read_csv(f"{gtfs_folder}routes.txt", low_memory=False, dtype=GTFS_LOOKUP) trips = pd.read_csv(f"{gtfs_folder}trips.txt", low_memory=False, dtype=GTFS_LOOKUP) data = trips.merge(routes, on='route_id') - data = data[['service_id','route_id','direction_id','trip_id']].drop_duplicates().sort_values(['service_id','route_id','direction_id','trip_id']) + data = data[['service_id','route_id','trip_id']].drop_duplicates().sort_values(['service_id','route_id','trip_id']) return data def get_gtfs_shapes(gtfs_folder, epsg=None, stop_dist_filter=None): """ - Use stop locations to create unique shapes from GTFS files. + Use stop locations to create unique shapes for each trip in GTFS files. Args: gtfs_folder (str): The path to the folder containing the GTFS files. @@ -110,9 +133,9 @@ def get_gtfs_shapes(gtfs_folder, epsg=None, stop_dist_filter=None): data = data[~data['trip_id'].isin(drop_ids)] # Avoid making duplicate shapes; one per service/route/direction shapes_lookup = get_gtfs_shapes_lookup(gtfs_folder) - data = data.merge(shapes_lookup, on='trip_id').drop_duplicates(['service_id','route_id','direction_id','stop_id']).sort_values(['service_id','route_id','direction_id','stop_sequence']) - data = data.groupby(['service_id','route_id','direction_id'], as_index=False)['geometry'].apply(lambda x: LineString(x.tolist())) - data.crs = f"EPSG: {epsg}" + data = pd.merge(shapes_lookup, data, on=['trip_id'])[['service_id','route_id','trip_id','stop_id','stop_sequence','geometry']].sort_values(['service_id','route_id','trip_id','stop_sequence']).drop_duplicates() + data = data.groupby(['service_id','route_id','trip_id'], as_index=False)['geometry'].apply(lambda x: LineString(x.tolist())) + data = gpd.GeoDataFrame(data, geometry='geometry', crs=f"EPSG: {epsg}") return data @@ -129,7 +152,7 @@ def load_gtfs_files(gtfs_folder): # Read stop locations, trips/times, and route ids stop_times = pd.read_csv(Path(gtfs_folder, "stop_times.txt"), low_memory=False, dtype=GTFS_LOOKUP)[['trip_id','stop_id','arrival_time','stop_sequence']].dropna() stops = pd.read_csv(Path(gtfs_folder, "stops.txt"), low_memory=False, dtype=GTFS_LOOKUP)[['stop_id','stop_lon','stop_lat']].sort_values('stop_id').dropna() - trips = pd.read_csv(Path(gtfs_folder, "trips.txt"), low_memory=False, dtype=GTFS_LOOKUP)[['trip_id','service_id','route_id','direction_id']].sort_values(['service_id','route_id','direction_id','trip_id']).dropna() + trips = pd.read_csv(Path(gtfs_folder, "trips.txt"), low_memory=False, dtype=GTFS_LOOKUP)[['trip_id','service_id','route_id']].sort_values(['service_id','route_id','trip_id']).dropna() # Deal with schedule crossing midnight, get scheduled arrival stop_times['t_sch_sec_of_day'] = [int(x[0])*60*60 + int(x[1])*60 + int(x[2]) for x in stop_times['arrival_time'].str.split(":")] stop_times = stop_times.sort_values(['trip_id','t_sch_sec_of_day']) @@ -348,30 +371,4 @@ def combine_phone_sensors(phone_folder, timezone, chop_n=None): 'start_epoch': start_epoch, 'end_epoch': end_epoch } - return (metadata, all_sensors) - - -# def filter_gtfs_w_phone(phone_df, gtfs_df, route_short_name, gtfs_calendar): -# """Filter bus schedule using best guess for trip_ids that correspond to a phone trip.""" -# # Filter to the route number shown on the headsign -# filtered_df = gtfs_df[gtfs_df['route_short_name']==route_short_name] -# # # Filter by service ids that are active on day of week -# # weekdays = ("monday","tuesday","wednesday","thursday","friday","saturday","sunday") -# # phone_start_time = datetime.fromtimestamp(int(str(min(phone_df.time))[:10])) -# # phone_start_time = phone_start_time.hour*3600 + phone_start_time.second -# # valid_service_ids = gtfs_calendar[gtfs_calendar[weekdays[phone_start_time.weekday()]]==1].service_id -# # filtered_df = filtered_df[filtered_df['service_id'].isin(valid_service_ids)] -# # Filter to direction 0; will need to be improved -# filtered_df = filtered_df[filtered_df['direction_id']==0] -# # # Filter to trips scheduled active when the phone started recording -# # trip_times = filtered_df[['trip_id','arrival_s']].groupby('trip_id', as_index=False).agg(['min','max']) -# # trip_times = trip_times[phone_start_time > trip_times[('arrival_s','min')]] -# # trip_times = trip_times[phone_start_time < trip_times[('arrival_s','max')]] -# # filtered_df = filtered_df[filtered_df['trip_id'].isin(trip_times[('trip_id','')])] -# # filtered_df = filtered_df.sort_values(['trip_id','arrival_s']) -# # Return only one trip_id in the dataframe for plotting, regardless of total remaining -# remaining_trip_ids = np.unique(filtered_df.trip_id) -# keep_trip_id = remaining_trip_ids[0] -# print(f"Filtered down to {len(remaining_trip_ids)} possible trip_ids; returning the first one ({keep_trip_id}).") -# filtered_df = filtered_df[filtered_df['trip_id']==keep_trip_id] -# return filtered_df.copy(), remaining_trip_ids \ No newline at end of file + return (metadata, all_sensors) \ No newline at end of file diff --git a/scripts/process_data.py b/scripts/process_data.py index 67f114f..2d60f7b 100755 --- a/scripts/process_data.py +++ b/scripts/process_data.py @@ -15,41 +15,49 @@ def prepare_run(**kwargs): + logger = logging.getLogger('data_processing') + logger.setLevel(logging.DEBUG) + ch = logging.StreamHandler() + ch.setLevel(logging.DEBUG) + formatter = logging.Formatter('%(asctime)s - %(name)s - %(levelname)s - %(message)s') + ch.setFormatter(formatter) + logger.addHandler(ch) + """Pre-process training data and save to sub-folder.""" print(f"PROCESSING: {kwargs['network_name']}") for day in kwargs['dates']: print(day) # Loading data and unifying column names/dtypes - try: - data = pd.read_pickle(Path(kwargs['realtime_folder'], day)) - num_pts_initial = len(data) - print(f"Loaded {num_pts_initial:_} points") - except: - logging.warning(f"File failed to load: {day}") - continue - if num_pts_initial == 0: - logging.warning(f"No points found: {day}") - continue - elif num_pts_initial < 100: - logging.warning(f"Too few points found: {day}") - continue + data = pd.read_pickle(Path(kwargs['realtime_folder'], day)) data['file'] = day[:10] data = data[kwargs['given_names']] data.columns = standardfeeds.GTFSRT_LOOKUP.keys() data['locationtime'] = data['locationtime'].astype(float) data = data.astype(standardfeeds.GTFSRT_LOOKUP) + logger.debug(f"Loaded and unified columns: {len(data):_} points") + if len(data) == 0: + continue # Sensors seem to hold old positions right at start/end of trip data = data.reset_index(drop=True) for _ in range(3): data = data.drop(data.groupby('trip_id', as_index=False).nth(0).index) data = data.drop(data.groupby('trip_id', as_index=False).nth(-1).index) + logger.debug(f"Removed trip start/end points: {len(data):_} points") + if len(data) == 0: + continue # Split full trip trajectories into smaller samples, resample data = spatial.shingle(data, min_break=2, max_break=5, min_len=3, max_len=200) + logger.debug(f"Shingled: {len(data):_} points") + if len(data) == 0: + continue # Project to local coordinate system, apply bounding box, center coords data = spatial.create_bounded_gdf(data, 'lon', 'lat', kwargs['epsg'], kwargs['coord_ref_center'], kwargs['grid_bounds'], kwargs['dem_file']) + logger.debug(f"Created bounded gdf: {len(data):_} points") + if len(data) == 0: + continue # Calculate geometry features data['calc_time_s'] = data['locationtime'] - data['locationtime'].shift(1) @@ -63,6 +71,9 @@ def prepare_run(**kwargs): data = data.drop(data.groupby('shingle_id', as_index=False, sort=False).nth(0).index) data['calc_speed_m_s'] = data['calc_dist_m'] / data['calc_time_s'] data['calc_dist_km'] = data['calc_dist_m'] / 1000.0 + logger.debug(f"Calculated geometry: {len(data):_} points") + if len(data) == 0: + continue # Filter trips with less than 2 points toss_ids = [] @@ -77,6 +88,9 @@ def prepare_run(**kwargs): # Filter the list of full shingles w/invalid points toss_ids = np.unique(toss_ids) data = data[~data['shingle_id'].isin(toss_ids)].copy() + logger.debug(f"Filtered invalid trips: {len(data):_} points") + if len(data) == 0: + continue # Calculate time features data['t'] = pd.to_datetime(data['locationtime'], unit='s', utc=True).dt.tz_convert(kwargs['timezone']) @@ -92,6 +106,9 @@ def prepare_run(**kwargs): # For calculating absolute time differences in trips (midnight crossover) data['t_sec_of_day'] = data['t'] - datetime.datetime(min(data['t_year']), min(data['t_month']), min(data['t_day']), 0, tzinfo=ZoneInfo(kwargs['timezone'])) data['t_sec_of_day'] = data['t_sec_of_day'].dt.total_seconds() + logger.debug(f"Calculated time features: {len(data):_} points") + if len(data) == 0: + continue # Get GTFS features best_static = standardfeeds.latest_available_static(day[:10], kwargs['static_folder']) @@ -108,12 +125,16 @@ def prepare_run(**kwargs): data = data.merge(trips, on='trip_id', how='left') data['calc_stop_dist_km'] = data['calc_stop_dist_m'] / 1000.0 else: - logging.warning(f"No data after joining static feed: {day}") + logger.warning(f"No data after joining static feed: {day}") data['stop_sequence'] = 0 data['t_sch_sec_of_day'] = 0 data['calc_stop_dist_m'] = 0 data['calc_stop_dist_km'] = 0 data['route_id'] = 'NotFound' + logger.debug(f"Joined static feed: {len(data):_} points") + if len(data) == 0: + continue + # Passed stops data['pass_stops_n'] = data.groupby('shingle_id')['stop_sequence'].diff().fillna(0) # Scheduled time @@ -138,8 +159,8 @@ def prepare_run(**kwargs): data_grid.build_cell_lookup(data[['locationtime','x','y','calc_speed_m_s','calc_bear_d']].copy()) # Save processed data - num_pts_final = len(data) - print(f"Kept {np.round(num_pts_final/num_pts_initial, 3)*100}% of original points") + logger.debug(f"Final data: {len(data):_} points") + # Full geodataframe processed_path = Path(kwargs['realtime_folder'], "processed") processed_path.mkdir(parents=True, exist_ok=True) @@ -161,7 +182,7 @@ def prepare_run(**kwargs): g.create_dataset('feats_n', data=data_n) g.create_dataset('feats_c', data=data_c) g.create_dataset('feats_g', data=data_g) - print(f"PROCESSING COMPLETED: {kwargs['network_name']}") + print(f"PROCESSING COMPLETED: {kwargs['network_name']}\n") if __name__=="__main__": @@ -210,19 +231,18 @@ def prepare_run(**kwargs): # given_names=['trip_id','file','locationtime','lat','lon','vehicle_id'], # ) cleaned_sources = pd.read_csv(Path('data', 'cleaned_sources.csv')) - cleaned_sources = cleaned_sources.iloc[35:] - cleaned_sources = cleaned_sources[cleaned_sources['provider']=='York Region Transit'] for i, row in cleaned_sources.iterrows(): - print(row['provider']) - prepare_run( - network_name=row['uuid'], - dates=['2024_01_01.pkl'], - static_folder=f"./data/other_feeds/{row['uuid']}_static/", - realtime_folder=f"./data/other_feeds/{row['uuid']}_realtime/", - timezone=row['tz_str'], - epsg=row['epsg_code'], - grid_bounds=[row['min_lon'], row['min_lat'], row['max_lon'], row['max_lat']], - coord_ref_center=[np.mean([row['min_lon'], row['max_lon']]), np.mean([row['min_lat'], row['max_lat']])], - dem_file=[x for x in Path('data', 'other_feeds', f"{row['uuid']}_spatial").glob(f"*_{row['epsg_code']}.tif")][0], - given_names=['trip_id','file','locationtime','lat','lon','vehicle_id'], - ) \ No newline at end of file + if standardfeeds.validate_realtime_data(row): + print(row['provider']) + prepare_run( + network_name=row['uuid'], + dates=['2024_01_03.pkl'], + static_folder=Path('data', 'other_feeds', f"{row['uuid']}_static"), + realtime_folder=Path('data', 'other_feeds', f"{row['uuid']}_realtime"), + timezone=row['tz_str'], + epsg=row['epsg_code'], + grid_bounds=[row['min_lon'], row['min_lat'], row['max_lon'], row['max_lat']], + coord_ref_center=[np.mean([row['min_lon'], row['max_lon']]), np.mean([row['min_lat'], row['max_lat']])], + dem_file=[x for x in Path('data', 'other_feeds', f"{row['uuid']}_spatial").glob(f"*_{row['epsg_code']}.tif")][0], + given_names=['trip_id','file','locationtime','lat','lon','vehicle_id'], + ) \ No newline at end of file From 7c0afd522b92977aa83a4df1f68045d5d343e1b0 Mon Sep 17 00:00:00 2001 From: zackAemmer Date: Fri, 5 Jan 2024 14:14:11 -0800 Subject: [PATCH 2/3] trb plotly plots --- .gitignore | 1 + notebooks/explore_inference.ipynb | 119004 +-------------------------- 2 files changed, 298 insertions(+), 118707 deletions(-) diff --git a/.gitignore b/.gitignore index 5dc9a59..72b5a03 100644 --- a/.gitignore +++ b/.gitignore @@ -21,6 +21,7 @@ secret.py /notebooks/checkpoints/* /notebooks/files/* /notebooks/lightning_logs/* +*/*.zip # Byte-compiled / optimized / DLL files __pycache__/ diff --git a/notebooks/explore_inference.ipynb b/notebooks/explore_inference.ipynb index a4a41d3..ec6088b 100755 --- a/notebooks/explore_inference.ipynb +++ b/notebooks/explore_inference.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -44,31 +44,9 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "GRU(\n", - " (loss_fn): MSELoss()\n", - " (min_em): MinuteEmbedding(\n", - " (em): Embedding(1440, 48)\n", - " )\n", - " (day_em): DayEmbedding(\n", - " (em): Embedding(7, 4)\n", - " )\n", - " (rnn): GRU(4, 64, num_layers=2, dropout=0.05)\n", - " (feature_extract): Linear(in_features=116, out_features=1, bias=True)\n", - " (feature_extract_activation): ReLU()\n", - ")" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "if torch.cuda.is_available():\n", " num_workers=4\n", @@ -89,17 +67,14 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "train_data_folders = [f\"../data/kcm_realtime/processed/\"]\n", - "test_dates = ['2023_04_15.pkl']\n", - "train_dates = standardfeeds.get_date_list('2023_04_15', 1)\n", - "\n", - "test_data, holdout_routes, test_config = data_loader.load_h5(train_data_folders, test_dates, only_holdout=True, holdout_routes=model.holdout_routes, config=model.config)\n", - "test_dataset = data_loader.H5Dataset(test_data)\n", - "test_dataset.include_grid = model.include_grid" + "test_data_folders = [f\"../data/atb_realtime/processed/\"]\n", + "train_dates = standardfeeds.get_date_list('2023_03_15', 30)\n", + "test_dates = standardfeeds.get_date_list('2023_04_15', 7)" ] }, { @@ -111,7 +86,22 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "holdout_data, holdout_routes, holdout_config = data_loader.load_h5(train_data_folders, test_dates, only_holdout=True, holdout_routes=model.holdout_routes, config=model.config)\n", + "holdout_dataset = data_loader.H5Dataset(holdout_data)\n", + "holdout_dataset.include_grid = model.include_grid\n", + "\n", + "test_data, holdout_routes, test_config = data_loader.load_h5(train_data_folders, test_dates, only_holdout=False, holdout_routes=model.holdout_routes, config=model.config)\n", + "test_dataset = data_loader.H5Dataset(test_data)\n", + "test_dataset.include_grid = model.include_grid" + ] + }, + { + "cell_type": "code", + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -121,97 +111,65 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['100229' '102719' '102736']\n", - "[False, False, False]\n", - "['102548' '100099' '100133' '100136' '102703' '102704' '100023' '100132'\n", - " '100194' '100161' '100169' '100030' '100024' '100249' '100005' '100009'\n", - " '100512' '102619' '102581' '100018' '100042' '102554' '100060' '100489'\n", - " '100254' '100259' '100193' '100214' '100269' '100225' '100139' '100028'\n", - " '100089' '100006' '100045' '100003' '102720' '100202' '100196' '100204'\n", - " '100205' '100267' '102574' '102615' '100146' '100031' '100252' '102730'\n", - " '100026' '100004' '100074' '100016' '102717' '100224' '100210' '100039'\n", - " '100264' '100002' '100263' '100001' '100219' '100223' '100447' '100228'\n", - " '100113' '102552' '100275' '102701' '102705' '102702' '100203' '100162'\n", - " '100101' '100230' '100173' '102576' '100184']\n" - ] - } - ], + "outputs": [], "source": [ - "# Read the pickle files, splitting holdout and non-holdout samples\n", - "res = {}\n", - "all_holdout_shingles = []\n", - "all_other_shingles = []\n", - "for day in train_dates:\n", - " shingles = pd.read_pickle(Path('..', 'data', 'kcm_realtime', 'processed', '2023_04_15.pkl'))\n", - " holdout_shingles = shingles[shingles['route_id'].isin(model.holdout_routes)]\n", - " other_shingles = shingles[~shingles['route_id'].isin(model.holdout_routes)]\n", - " all_holdout_shingles.append(holdout_shingles)\n", - " all_other_shingles.append(other_shingles)\n", - "all_holdout_shingles = pd.concat(all_holdout_shingles)\n", - "all_other_shingles = pd.concat(all_other_shingles)\n", + "# # Read the pickle files, splitting holdout and non-holdout samples\n", + "# res = {}\n", + "# all_holdout_shingles = []\n", + "# all_other_shingles = []\n", + "# for day in train_dates:\n", + "# print(day)\n", + "# shingles = pd.read_pickle(Path('..', 'data', 'kcm_realtime', 'processed', day))\n", + "# holdout_shingles = shingles[shingles['route_id'].isin(model.holdout_routes)].sample(10)\n", + "# other_shingles = shingles[~shingles['route_id'].isin(model.holdout_routes)].sample(10)\n", + "# all_holdout_shingles.append(holdout_shingles)\n", + "# all_other_shingles.append(other_shingles)\n", + "# all_holdout_shingles = pd.concat(all_holdout_shingles)\n", + "# all_other_shingles = pd.concat(all_other_shingles)\n", "\n", - "print(pd.unique(all_holdout_shingles['route_id']))\n", - "print([x in pd.unique(all_other_shingles['route_id']) for x in pd.unique(all_holdout_shingles['route_id'])])\n", - "print(pd.unique(all_other_shingles['route_id']))\n", - "holdout_routes_in_data = pd.unique(all_holdout_shingles['route_id'])" + "# print(pd.unique(all_holdout_shingles['route_id']))\n", + "# print([x in pd.unique(all_other_shingles['route_id']) for x in pd.unique(all_holdout_shingles['route_id'])])\n", + "# print(pd.unique(all_other_shingles['route_id']))\n", + "# holdout_routes_in_data = pd.unique(all_holdout_shingles['route_id'])" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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h6iTXpaho4kXDJtS1mbHxKxShkWReovS6ZeuvOLPPiXdGFaydoXQk0NBKF+/jctmJ+SmNExaBja5QCOxfrrZBK/ZNRGhpOGMR28NhiMxsZu4CU+M1zQieZLNZSkpw1MT3XOwXwzwjAUzkasZ67LXP8iSmtWY28hil/BMfN14TgUBsdiOBJVwugnmC2SyQy28HK8blR/mdATTSsOSslJFaTAngX8oxJS7qNX8g1KTmrXZlCaAXts4SWOrJJiov8qXtamZap0A7PdMeW8xYsfAcI7qVAmArEJ6hrrL3PSXx6scPP5GwtbE0tIcbBEbvdH9pWm0gw9/Sr/CzM5zbBntdAe/BmGjiAPH9jXZDo36VH7/6vq7AjRqSurYiZPvYnXr7yBxWay13BV73XCRjv9kM8K3eMiCcqef9xtOY+DSRxTykJr4NOD62vBPU3HK55Ktf/SqfffYZf+kv/SV+22/7bXz961/nk08+4b/4L/6LfN6rV6/42Z/9WX70R38UgB/90R/lxYsX/I2/8TfyOf/lf/lf4r3n1/7aX5vP+a//6/+avi+7p7/yV/4KP/zDP8x7772Xz6nvk85J97mPqLqwo4vMharHqmPGENkNEyfqJnweDTSZ/IRjlpZWOhZmSSuzMnn6wBKct8LshokhyaDCp73SezhvDe19O/xDixJ3vhoB4SFQ+OUWVWHQAnzSGmXVltk0GsInp4asHs42d/G7yChlRqhiSzL7lUQMxiwwZnZwZ71nHiczjhXD0gksjE7UwBrYMnfFyl8xaJ/roARziGCXWJ5lKjs2OvHcgoAiK+SH8OzNjJlZsJDlBMymS8aMUQLaiLD111y5F0F1l5mfaZ0KaOhkxoxZBOppmZ/YWcbfaau3ZaC23QtjvNj05fZRl9/nwBA2i2LjxjQavrP7HrJ9nJRn3Pkvs1jjp0uQIbNW6tFkN6qMriOpZ+OGRdXju1P86UdIv8JcfgujNRMoGCzOOTbbLZvNFuc8zvv4nDY+X2xLdXl+nf4cWla1+knfV1B3jL3i+/UaNuvBHsxmsF7aasrIFwYwO3pNRZIavVRspD4nAdcDO+A4tu8igrBgyVLO6aq1Y69EADoGf5Mb19ODd+AH1M5CXxOihWbcpKgjsNg2blhqhm58gzdeifYXO7pDmAfjO3z0dSa8TxOb7MIZXgwRmNYs6TsqT8oY/qW/9JdQVX74h3+Yv/23/zb/0r/0L/EP/oP/IP/sP/vPIiL8C//Cv8C//q//6/zQD/0QX//61/nJn/xJvva1r/FP/VP/FAC/4lf8Cn7sx36Mf/6f/+f503/6T9P3Pb/v9/0+fvzHf5yvfe1rAPzT//Q/zR//43+cf+6f++f4l//lf5mf+7mf46d/+qf5d//dfzfX4/f//t/PP/FP/BP8O//Ov8Nv+S2/hf/0P/1P+et//a/z7//7//69nym877ITv1lNMN2dSnXd/rKnJQrKiQHthO9sYbhlhK08fHfjaSXQ3MFe6C120AhksmbivvcOW3y+TAjSE9TJS5PAW1hGs3duZDSSU0Ra7oo4vAtAKy2elVXV7vKf7NXCn/VXmQXot1tW6xXWWk4WJxhj0Brb196WSOzaaVFNYjDS0JpZfqYEqpDCFmaMh90LxPIimlgYqUZJqocfwHaobbE6BgRlgo7OLxk1RdWoBE/ftV6RGrz4H4QHLvuyaIfmBzpPBAHjNSCxQRrHvDFd2EACJ8lBINrWRShWgZkK3viwDHt6go4iaR+CF3fNjtSQqJgdBKZ0rHIM9Z3JItQjPZeUthp5UdefMmu9BzDH9+LbJZwazNV3sJffwi8/xJsO7zxX19cMztM0DSKGzfaK4Bw3Yz7rRjOf7AEYZZOi1S21NFtqDbH1ZeNKSuqHRHgTDTMmdoIihvVmw6uLS5bLExazrrTRyBSjblpJNdgDZNK5d4BI1Xk3ry/CnJPbAeFNJWQHtbq6cc4Y1oBBTRPaWQdWrOgwFFeiZNtXAPXemrymQZ1AYesPlFGaOmwoQrQCAfH5m936vFZ1RjI38EnnuHCGV0649MKZh5mdbrnePXlSYPjy5Uv+8B/+w/zSL/0S77//Pr/jd/wO/o1/49+gbQPl/Yf+0B/i6uqK3/N7fg8vXrzg1/26X8df/It/ceTJ/Gf+zJ/h9/2+38c/+U/+kznA9Z/8k38yf//s2TP+8l/+y/ze3/t7+dW/+lfz4Ycf8kf/6B/l9/ye35PP+cf+sX+M/+Q/+U/4I3/kj/Cv/qv/Kj/0Qz/Ez/zMz/Arf+WvfM0n22UE7ir37i4Cqp4T07AwyqWTG/u0AhdDYG40AlHvNJpfPGJnVR3ZOsl9ueo0ub/b4+mRJS3JCZUIWTU1Ag27oupQF0MkmCarZzODN1KxhCUxqRNzGZSFbbvdMgyO2WxOPwwMbqBpGoZ+oGvDtOKco207+mFD07Q452iaBudCOJm2tchgmJuzAILEgLGIMRgRvI9hZyLyCkBFJo+YjPghsaVjWiO22bCF7oRiAL7bZMHW74oTOa1ItcBAbaJncUNXTerFOSN3TVVUYNAtgkd03NGzijayM4GZavMGyWTEWULNJGeQoD4eAggViXUMKng0wZjI1vnEkMT3NukW6c+BgZVex7olVlZomcVwWfVGNbF/OhqHNeYisU4yZsHqYeuaBZx9DXP1Hcyrb+IX7/Fq5Wm7Gc9OFzRN6D+qSt/3XF9fgzrms9n+OUrKr/HMqztHITmzOKZXpd6duF2NACe/XSnjBGCz3YZIDoNjaHwJ0ZL2HFPbUJ22Zd2GB2btQ4DpDsClpWX2BqCw6uaA4J1jtV7R9wOqYNwGi2XuHLZpMNIiusmez/VdVV1gfGM4JEMYytN2uK/cJ9peBuTJHMeH+9/eOtM+dKeKgQidCO8baEX57iBcesPMlkgIiXmu39GO888TyJPFMfyiyatXr3j27Bnf/fY3OX/27PV2QHsMpe9yjUa6fuM83+wN2z32hiOpDYkhM05l/hNedy4p93jgMjNzQXzeLxdCPLPKR01QK4qYwNCNFpqoEq7Vc6M5NwFAwdjg6eudw6RFLAF3SbZWPqqhNV8e5roQBufV5SVXV9ecnZ2GUEl+wBobNYeKGwYUaNvgRdx1HdfX1xgjOOcxJobR8Z62bVmtVjTW8vz5M5qmQ4zghshkiQEcK3/JXE4wlYNFYbA8RDtIUTdiZ8RtMZ/9XfT0K/jFe7EdYrnqUASH48q/QBBO5DR7xyrKoFuuI1u4lHOs6SKwKP1bNXodqgPxXLmXdGqxWExzllm7UZsmyf05MYkSHEdySJwUE80EBpVoAgB5zghMMCHcTLJxVj9isUb7qnj8yr/i2l+GHhRjWArCmXlGK13qHLmPebdBdYOIxdg5o0GdbUqhMKWmAKq6v0qD8VvM6lOuLi9wpx8zOGWz2TCfz1mv1xgxOO94/733+OyzT3n//ec0tnAZyZs42+PVm6T4butQOqNxkmPHHZhvo2mGEUOycQzvweXnu7i8Qr0yDD3L5ZJZ11aXj5m2h5T03Ma0bP2Gtb8IXt21c4kKM85ZmHZ32n2NdWbb91xeXTGbzZnPF1gbvI83mzWr1YpZ27BYLEgxBVK0jdH9RCixMFPkAwpie4tQJIWXCqBs6m29e/ber27CixUtHPYIyvd6w7UXvtY5GhNtuau1OLVXqterVy/58Cuf8PLlS87Pz9/kce8tT8oYHmUsr7EvqS4WOlHmRtm6W0BTsvSt7B1GwE2V0Zw2wnTl046qZHK+IA9nxRrBy5R9+LLIkDGI5IUhSWaF0h/pW0mGzikIslSxIIO60fsQ2w4hsoimmtPqHlm1ugTj8tmswxgTmMJ1T+8GrLUB/InQNhZrLfP5nL7v8d7jPXRdh7WW7XbLbDbDRBW5sRHwSWAnaorYxbh9Eif04KXvIztVM4AFLPZDYDFFPb1dYJt5Bg8jVTBhPHj1eB3YmgZFMzjs6XEMzFmMlGRlQk/sRyxNGpY2bg5r21AScydFnS/1+9TR4li8ugUkMgumgRzDcCpa/ZRFKdn+jViJ+s1GsOrV5UgI3nu8KTEuR7Z1UVWaHeDiPRIQzOpCiXPE3lAHipoGv/yQfmtZzBYM19f0fR82E8B8MaePfWQ2m+Gcp9kJd1gAr07mKZ0w3kHiBkJB9tlly9j5YuQAMnFWUFW2fU9jLdP7TEHG3g3B6IQ9VT0gmjZxBgyGGXMGehyrfI5hxrXrmIli33DC9N5xdXXNcnnGZrOh73vW63Vk/z2ny1Ouri6xTc+sihdcVbj8Fg8a7ZzTNKVw08OHzVkfN3+pX6eXLfWR/Ekw7F0p4vyYtjvB/jeCVBmPj0S6HK7agZeW+lC1ITHG8Kzx+KGOGJHsv/Md8xNz430fX47A8FHkLb7Rmj0TYWGUV3uc4XYkzaT1ZFXbEU3H1L7+/5DA7yh3FC2MaQ3eknpEa9WIJnIDNMUVC2xSAIEWYwzehZAuw9DTtE1tcre/Kyss5nPapgER2qZhNuvYrEPA95PlCeo9gxtomxZjbGQYgv1YysYyn8/ZbDY0TcNyeYI1JnozBpAWumhUb6qhlTlgUC3MGiLIlJlRZfCOX/i7f5dPPvmEmRX+7neu+QfOgn0hKHsDdatiaFhdb/EdvLi84MP33scSgnv3G08/XI1274W1o3ofINiMOUMdk9KoasTsHKQ1Us3PUBgnzaxLAF4TgDdGMuEfE4390z01/1lOi5U2WLwEe8pUVmhzAZO80QVjBMMsBE+Xkl0nZ5uRnAdkB2ClzedIFatrwEPbsO17FotFnsusNTTWMj8/Z3CObb9lebIo7ZNAZ2Jsx28kqy6zOr7+XiaQITNapW1y3TVfVbV73KJlQK3Z/Om1pQzUey0fAwPXXIx6Vgh5NkcaZceEWwJkvs8K1Q8Oay1t0/Dtb3+bs9PTvOnq+x5zdsbiZMl2fR0idUzsi0ebnQqSBVvPuyxWIR7jQL0hkokj9hgYJtvK3aLKQBl5+BPqUr/h19HepXlkn9KuFfiwSUDwcEzMp1YjwxEYvmNyj21jLRo6OGLoxMUkTnfYJk53KqOd22j7zV2Ke1tS+JAvj3gtHE1Sf4wnXb0RyKWrw1UBEKkfENuAGIZ+M2Y0UiPvqJ2SGiswhuWmEoCdjYboRmiyzZXQmIaz02UsIa2Dlq7rEHxwLvCKsbZUIC7gXhWPx4jFkxgQkxm3sKYn72UiTlaur6/57ne/S9e2vLpasd5sefnyBcZYlsuTUJ46jDG8uniF06AS/M43v8v7H77P9eWKs+UpLy9eglUahO1mjbWWWdey3mzwzofnyjr5VA2pm55gs6n5u7TwFC/FOkRJ+bt6gXlBGS+o8brk8BbP0aSiygA7N3pkW6JaNJZtEFyuXyxXyr2Dqjqqmk2T+0XqVSIpkHB5xhoQT0es4ln7K1Q889kJ15fXnC7PeO/58xEj7r3n8vKCxXwe0q+NemKYo3ovbHyAqTNT2iqFdhqDj2l/jkelel/1e6vAYnUynhD7MgdPngD7bPeaWCM9YEYwapTUF+4BDrMJSDlkabCSXajC+xnWyLAJ3vneocaAbVHTgglRMlSqeKk7Eswbuq7DeU/f93RdxzAMcaNXMbdVG+y0HcnrPYx/zRqO+vf0/H1gaXpk/Pc+cJVTN46eCrI99d6NxAEZrY2pk9zybqEA9XqqnZpGPT0uPALDL4xEV/xWoBNldZud4T7ZAYqTHvqO2PW9G7V4u+IIgcjztB1XLq2mYfZNxHXw3gCz8D6mcpSgSramQdsZfujJ4W1SQRlshIXe2MjY7ZkEg21gbVuVGJ0UeqWqFvG4QqKdxUgBF1WKtLTI99G+bi6VbZtGL+qoKq+Zt/l8wXbbs16tOFnMefXqFcYY+r7ns89ecHJyQt/3iBiur65ZzGesLjfYpsHGoIuD6+n7gctPLzk/e8arV68YhoH33nvOt775LcQYvPqQy/S2CT2zdZMTE3goK/lo7A3a09PH54POLPMWIZUX2Ps6BIoLC53Y6FVbbOqyYwgS1OcxBmEeVyI5N3B2aIlMSKielvevHqWJsVnreo9/7+5ZQmw9RWhsw/lpy9XVJVfXV8y6DiPC0G8Zthu6xYKT5TKnSkxqttSOVz280ODy0Ily1ngWEuouNGPgVJtaJJauapMEisP7OLDgxz2zNQZnfDSHqEOgVJ7ylYTIAVUYn6q80lyvAQ4nJ7Yp7ibBQcSsPgvOV7ZFjQXbgHfI9iqEnKlD/BiL2jacazswls4YVsMGN/R89NFHSDT1EDGcLkNa1otXL5nPZ5M2Tra/+2uq0aQlxJyc9ptHEGGUYnVcLxfnyhIf9OZ1Rspm4g1sI2/dLDyRHIHhY8gTvWcFjAhn1rMZJJkBv75MdzG6G6bjKI8vAsx8jzrHehhoGotzPbNZG7+PE7qGv4ZhoGm7CL6qxTQCDu83iDThB8W5AWvbDBZq6BIWsQDYjAlZOIxIzBoyzjOs3gfmwdf2gQlUFBu10UqdJ0XBNibYFlb9LjE3nSxw4qJnsp/AorDABPvJpN70dF3H82fPYHvJi8s1jbWsN2u887Rdy/X1Nc4NLBZL5rM588WczabHmsCMee95dXHFsHWgwUvaufAz9ANeldPFgqZpY00kEZ25BTV/U2pcp8bbedMjAkUZ6LnWEOMxnGFADTNZMBqAST1aYR7URQ/05BCQ/qmYvaSiJrxjH4FgrplWheYDxWryJq4n2XOOroonC4alOSugthHOnz3He2V7/Qod1sw2F5y1FpmdBTaL/eq301Y5wYUsTl6ZV+mexUzOV0Ye02VY7LH1lGIPJpMyRAxt29G2M7rG3nHPvIcuysdHFNIYwN4gU9htsDTSIEgAhZffRpsZevYx3gbAWN6VBjMMdQEguh5xPeK2kNhFQu7yc6e8/HRDd/oei8UJtgn9anCO64tXdG1D17YjkKM1uK2cwcoZHombgzxw0vO/sex5IaldD5WvPvTGmF/5YGid1wCEB9XDUgDmuyRHYPg5kOJrd1sHCh1/aRxrI1x4e4ep5Y4SFxWp57bKo+rtyrs3kB5b1Duur665vr7mdHmCcwWUGWNxfkPXdWy3Wy4vL3l2/gxjLcYEts07hzHB41g1pgHLpXu8GzDR49P7mq1rIuAC73pQxYnBWIt3Skq5J2IquxrNCw8SbAFVFKnUqQUDFdtH1WDobmywgyywMpyz9hfMzDLkE64n7TiJq0+TtWKM8NFHX2HRtdjra7rZc7rlMy4uLoNDzGLOy5evQJXFyQmqStNY5jPPop8jBhbLGdYavLOctacsT044PT2jH3ps07BcLtFoXxaCLwdWNOLz8JiZlfKZBU0cys54TobxkeFNC/iMU2aS3CCCt7dHsewCl53gRT4GwlZXVWq8OCaHmpTSziQsv39VpMSmk2zrWqAiea6INYgV0zJVZAAmySAAlGCGIMr89BzhDNOfYa6/Cxch3qG2i6DqHIHnkMHJAJvVNuSaN4FBXq8HTk8bXl1uWMzbsKkxivceaw3OhbSDs86y3vZ0bYNXZdE1ATTGG+yfbZR1tKmV+Yy2barzSsD+KXi413x8E4iJ4tWgVes3NBgsog6z+hRtF/jF+/gUJHz8pvI7VgspMUo45ENucT8g6mlEeCaW63Uwx0gvzRhhuZjTdt3Ns/JI88CkrSJrmNTtO5j4/lZ3hyD4ofasx08KhB2Yw+r9p/rvs8u/TQ7hwr1zwD3LfgQ5AsMnEK0nzCw37BD3blv3nRcGmTWG9xsHAw8LDmspFEQZKG+tI+dt/5dCFPC24foi2LddXa9YzOesVuts/I4Al2F3Pww9ry5e4b3PMeFAGQYXYq2J52zZYEy1i9cCDpMtTpLgIVzZ8OHxPgBS7+rj4zrXDFYRyYtmvlDBWBOYrR1P0VSSx+mA0yECw3S57EyuJoKV5ckCXI8ZNpwtTnBNy3vvPQcCWP3Khx+SPB2jNSMASxas/BU6bzBiWDxr6ZiFcC5isPIM1HO6XIS83kZQ74Lq0UfGM9arZ4uoYLWhsCJhcdldAIljuMTSs9JgMgtamJX6mcPw86NzakASyittZiLsVoRWFhgJwbA9DpUQvc+IZXdOimXHz3lvCKPFcgQ9KtKoMIiFHSpgMjC+fhhyKb5dwNknyPWnmMtvIScf4Ofn5DSiEkFqUi2rcjLrEIGr1ZbBeQYXwvis1j3WGhZtw2q94XQ5Z9t7urZhcB7nPKuhxxhh0TV758xio6b5HV6vVmy3G95/7zm2UuVPbQ4nL+tmyUD79nONuJHzlYnh2c0mbHr84r0ICk3eZI05w906ZShkbIgrmu8lnC7b8mw167xXdOfPwO6T75/Gd/C2j+viA6lWVeHKCVdemBvl2R38g0LVlOK8NEyYzLu9vzeq9L7Pb1mOwPAtixKyDWxyaIG0OAszFrR781nejgzLOhtc9VsL7+PQAS4fCxxOb/7oAFHiPCL33Hp//sWLxSCcnS558fIVs9mM9XpdeoaA8yE+oImTufee7XabjcSdC7EJRRRrSx7eMkf7kIKuckoIKfPKQkj6xjuwBjHRYFsJjIRI8FqtlrWkok6LnaIlREW2JxSmYVgKaCPziiOqCML1RiL1kcBd6X+ComL47GrD1YtvYa3l+bNzZrN5PL3aYFSZWRqZMYvP7hlYEeIYWm05kQYTLxNbgYFww8x2KhoCVgMiHu+39H4bwdgEeEndOrmRY7v4yRAr8deCxrNKjVjxrAW/lPrERgntqho9N2cZxWt+U6mcSoTYznZ0LJgYNPlZUhkFBFTtky4TM/o7eK0T2a8CLJ2ZIaefYDcvAkB0W/zJB3ixjEwSJHgyX697Zl0DGsIlOefouvC+BheYwq5tsDaEM+n7gbYNHrciwnbb7zJ1+e/U50Lf9BqyspydLoON4VTuuLCHZq3uqaDiIxCNdnp7kerkN/HdqUe2V+j8eRyLaRQlp7U6XMue3ckkr/HObVNnvHWel7TrHB8uHTz+6yBmNaprt+eiu4sIV074zmBwCFZSxqc7SKxfsAmNcSxvPvkLJ0dg+ATicRPX+yAznR/AfvvZxGne2RQOIk2XrTV8KAq959Kbx+/Co9Xry8PovQ1xCM/f/4CTBtqupWvC4mZMUL/1fU/btWw3W8wixBZEJHsNrlYhfd0wOLq2yXY0EBcNLSBMazVzUoftMcD33mMbi89xM3U06VOOTrimclwzW+iq60rcva1u8LgQKFrMTplAyNsb6zr6NtdbaVvL5WcvOD87A4HLq6BSttbS90MGyqpKYxu8U7pmjhWhH7aIWHq2eK/41rHWa0BZmGV0osjNUhhDBStNRoy9DlzpFSfAjAUiTcWehDrvGeU7f5XhVUBD8QYObM40e0Kw7ayClkcb0X2cIFSM3ojB2KlcuKMH1EXb06QK97mYsl8samOleFUHE4doRhDPKQGiFcXg5u9h7Axz+W2M65HlV/B2lhoCUE4Ws3it5PAxqf5Ggme/McJiMcOI4eRkhnOKtULbhuftujaGXTSxrVKrxjz301ZVDUHFDzXPTttW23wpm6a8Qav2PwcBYVVYHbIHBCsNMvSgHm2m4VrKOC5s9YEbjFF8vOVrZOS4BRyX3h2ZX0xlg1vqYmnxuiW30y0ihJSvIvC+9Zzb+wUbD+MshgDjhlseerybHvsOJgJPLUdg+ASy15WeG4xQR9R7VU6alHzo9Copxl0KuKo0Ah+0HhmUa29wum/xeWDJADH+81AMYr0q3jxcv3DiFGgsiKO1wc5qNusC26YhHZcCbYz1FhZIS2MtIkrXnqEK16s18/kcxbHVK4wnp7ACg9nJlBAVS8bsTmaRjTLG4NxQnC40MROlBBUTPFcz2ZvCbNgMTDOoSieJ0rNhq5u8KIkaOjOv0yKPxk0NPUMRiviB5bxlNus4PV2yWq353ve+h4nhN1ara87Pg8fxfD5nsZhzdXWNEGIyXl5ccrJcsu03bDYbtqcDs+d21M3L2hzZNo3w1pdc5CIGo5YtWxptaLCRkYgA5qbuPAK9FVmUnDKqUBvpXSb1ctgwlgBWYyuzWEbFiiS+8KDxfSWF49TqfC04R8dnZ3+EfDzErXTDQM0LB2Dt81ypxDzL51/FXH0HefXLcPI+vjvdmc9UYXBh49JYgxHoFawR+l7xztM0JjqchOkzbAw8YX8QQfpIHZ/iAQhIUdUPwxDD1tioxt3fYhnvVY0SNvGJVYMxdCzv4MYCK5F4lbhNADRSmyCkuhPHZ7rlAZAyAqnxwyQk043gJm9c7rbalCf3pVgxkUIZmJkTrLZs/Rqvw81jJcp5oyzV0aVmOHjz3bdW98MHXTD3VWJnd/b0wPEIDJ9A9gNDg7BHHQEHJxuY7Ohj6eF4XDBFaUX4SqNs1XHtQ1qerYbwJ48qCdA+AoP45YKFQdweb4DA8JU21p1vkygicHKyIKRW86zZ0mFoaapF3FPYp3wHRGO8trp0JcQXNE0GF8V8MFzd9itulWGknASgb09QFBfBThozvW5Y+2sWZkmt4gkMkyQaJta8zLiank8M63XIDdx1Hd57np0/5/l7z7m6uuajjz7i4uICEeH6+prBOd577z0W8wW/8Hd/gdm8Y73esOQZc5ljo31erEQIhyEaVMVK5QErtGbOGQbn17mN1PsbbLTGkj1p8wMWlXzaCGT1YA7gHd/fdPHZU7ZG1ljvFSqlkrKaEr1uShibdJwKlCiItdF8oVKXx39qYJrAt7dzOP0Ys/osAETf42fPCggCEGGz2YJIBoeX11uenc1Zr/sQkNqb6OykdF1g3w/ZuIW2rUCR+uCBT2Ag1/4KvGchSxr2ZP5I5WQVbPpVI5YaIFIAyb7sLOn7HUQRxfWEUEXFPTs4f1X9tNpglBiXVfGM4zCmcm4CLH3cDDQ1kXGTp7FUN45z2HgkeJxuWflLrDR0csKJPWOra3rdlM3MzvAJW5tGUl1uEb0JvqZ5dVK3G8HbLYPtFnmzqx9GjsDwCWTfS7dYzG4Pv1V2Nhv5Qxl0gmANzIG58TxTWHnhM2fY+LfEIGqieB4Gzn3ZQKEQYrTt3YVrWG6DrVkFhPJymkrQkMI+qhStmuhfWoXOVh9BTQQs9Y45gZy0qETw4dVhomo6fXsnQHiDtH0AbzFVyaghtnpNoy0tbXnGNLlrYB0SK5aslhAJKfwsnCznWbXedW1WO3ZtgxFhs9mEkD/WslgsePnyJc45ZrMZInB6eooRg5Emt+uoP2pI4ZdCwAChXRFEOkQ8YtpdWy2pal2BBTGGlKWhIKqaydAYSDrkoU05WJMdX50Np5jljRf8cq5Hshf5bl/bt0kdHZN7LGyS2MKUs7tGhntOj7+9sejyQ4ztkNWnWNfjFu+hVcil4F0ttK1lvR5Qr/RDYPqcc8xay3Zw9L2rwj6Nbz99Uqm+bWzD+dk5DsdGr3B4Up5sua0RdoDIntRrmUHcV0gChWZySRiL4voQi3DyBDoBXiIhaHXR9ae6uD2Ew+0yKGxVOLdaes5N5RTPpZ26psNCMMdwOFb+gkZaOrOglRlbv6LXbWRBquciBsUXNyo3bXRvj+5RV0HZDZJeVe51seEIWI5Pzq/+CeUIDB9Y1rqi03an89V/e9zOd/Z1XoVM2UeNx+LkpL4sFJVYgaVVZsbx6WC49GZ/OtOHlKP94RtJJxqAoUg0FZhMJXE3r/tSTGUcUThAH9m+np6gBIvmBxpiEQaQmdjDcqXsqFbigmYK9n9TUFjLB27B3zPX1Mu2QdnqmtZ0uT8FckNjgO1do3oR4SsffsDWrPHNlk++7yNaE0JsSAwC/vHHX8Faw0df+TCk+rKWtrGsN5sYhHnJerulnbWIjNlK8t3GQX3H9RDECEZizubUtoXOJLGM48W6lJ0+ZRBXP2V2Aornxnh2GmMglpJ0vJbGecQkcIjm3NR506CRBZV96tIpw5Zqu4d9zB7VCmJHnujZXCCxvjtzUg6SgwJ+fo7YFnP1XezFt9DTD/HNHFWlm3W0jUVwWCucnHSoetrW0nVhrk2fnfO0DeXee8FMdUwE5z2r9QrnHJuhZ3Zm8HewY5uSczebD+meNkjtUIOqWjz4AbqTcXESgOTYxAPUufxMooLiDgKa25aImUAzcly55Yq6L8S/8zPHZml1TmM6Lv1LnDgG3eJcTytzZuaEVmdsdIXTvhoryopL6nhLArTMmEuVVvEukkLXUKqlMPLPCXNI7eudNnoHHzxcmzbaaVOk1XhDHoxEeR05AsMHljXXtDuKsZtFUTasabShlcOqiD0X7v6d7SWkDLQ9IkBrhA8bT+eUF84wvE62lPvKG7KHB/aWX2ixAs8aT2uSF+oUnFHAAPvbJ8GJBPNEQuYJN9mkjLKWpN9VvyrfV+8xysytYA8ufVP5qj/h/+sWuS6d2SLNKqixq7qWYM2GZMxWxkLwMB60x+PwxmFjXMd0Vgrt01gb0/mF8XOyOMn3aLuOXh2DX8d71DZ2IYdwwoVh4i+gcBTcO7dnvX5NmaQK2I7+Cs9YeBmJrMbEqzumbNtheRPAz2WX8DihdM+g21wDE1WPBo1ZNSqRSh1aiiib1hpPhQrEukVn8tGONLVn3W7j1kiLcCpac0ib7yGvvolZfoCfnTHrmszCzWfNjdxblWDysEzeE2jwYAYWszmh4982M+kO5jwY1qbaCO0phZR9yHvBYTHq4nQfMpmoKdEtRhk6EuCcbpzS3zdiOb2RCTPCAWOoA4+nY4ArMRh/cjwKTDn4yXWKstUVg9vSmTkLc8qgPVtd4ePG2MsuSLf3nJxKlw6bGLQkjawd9AKTXzZst0PoaiTnjVPZkPi0QXlCOQLDJ5LdOGOe6bLw5rKPAh+LFXjeKJ3xfG8wbN+WahmqRfIelz5Khd5dsaK8Zz1nJtmOUTbYVWvUgYaBHdZDNZhxezxOHZ05oZGOBksTbQwRMmuUrk8gK01+YQ5LoKn8ajYXj/L8SX7Yrvj54RSAtVpav2UwfQy3Uvi04hVLZrrCH8Hb0WrwBDY7S5hmVduYERiH9gjwzyKkLA91nr8KXojkFG51n3U6sNY1nXS0MvUaPSzjBScywxGUZWBnGohOJuUd1mgtgsX62VVHzEXxUA9iEIxqtBUsHriZ3btxRO6BuaqTryJYru3v0qZx78aXfJ5EpKa2Q5cfYVafIZffDiFtFh+E9oiexLv2a4w30VX7HH6cMZAyxoQwUIOwnC2wcj9C4EY54IykKEM/cL1aowhrN9A3sFyGxhEfPLnDs6eiKvvCCRM9Lrm6575FIG/mH2CF2FNE2khoHHzJjnNvF5OgeVv7K6xsmckJS/OMtV/R6/ph6pgrFoPT59A/FHtrCfo+lbGd7N1vH+eo+MyDD7EXrTW8jjr/oeQIDN8ZeUjIU+/+by9ZgBOjdG1wTrlwwsYLtytG3lAye3g/cBgvvtvDfY6lEeX9xnNmNSzlCb0l797adiwv0ckerQqUrIEpaumirc41lhYX1dJWFqRQR8S8w+H60sTebVAdCGxTtK0TQaSlGx5OdXyT/Ehzyc8Pp6gKW+3Y+g2tnTGytRJAQv7iumuoGLphQ4eFpDZ3V2ybRVYD5dl8xA4VpqWELCHGIZzM/wngJIaGBMLKWR7PljVGhU5mN6wfEwBVAYXCALnqFMGYJo7ZpGIO57nIJpnkBR3ZmpopVAC/j6kIoLDORJPYzynnlFna6BgxtnGlbDZEsiNGAi2aHkQKmyn1KrsDEpNtbAS5xqLLDwIwvv4M41xQLUvL7sV1GYkRSmzzWOoxVIuPZhYmmi54pyFaQN0e04sOVGMv1DoAwLabLZdX15yendF1M06d49XlS9YXWxZns5DaDgk5kWPhI9Vk7EfFM7369y44REtbPYaEyAOMyIMbSRMBT8jOYmk5Maes1bDxVw+yNpRNVsqlbFA/gAYAZ4yyMENQN++LeTht60PNpiHyxPd6gzHw3Hjezqy6X47A8ElFcNpgcDFg7kOhnDQh35nYR4BW4FkDp9Zz5eDSGdaP7b18b3C4h0n4gokBFkZ53ngWZn/IkDzZZNuhcDSlqIOyA69ZABGJzIaETB7EOT7byFTKmxHwDuyYQsyFHMDmTHfjcT6mJHC49XOuzQbvPo22gpIBnMRA1QZhMawxZ1+l8fvrmUDtMDtDp6YUkkBhaRkkpnGrANQo73BeSnTyKZQgYmmjL3hRYVYq4dy597/1HA4oqaLTN2KC40FdXmRftrIBVeZyEvpAQZtVycHh5eahVVi9FJKnaoRxe8i4/FjJao6r26owltNyJF+nuY2K13wC3SXFHicfIH5A/Ba5/DacfoKb3mfvkwlMF/b61BowR0B4ulyG7D/esS++9YEb3R2ATcSr5+r6mufP36PtOi4vLpjN53z4/lf49nc9w7YPETVNsAUdMU4SgX3cuEzZqL32oI8gdXijfOc4bgbd4NXTSUeKI5muuUlaOlqJDkSqzGRBLxv8JFbw666vBRwW1feg8Olg8AJfaT0n5kDMw7TJ3OuVXY/9oIp/r/U0EtaAIzD8kkpQBSyZ2yusPIxx1mjeESixCNI9b54gQbEC5w2cWseFE743mL2hUh5M7gMO0+MURPN49XoCEeDcet5rPHbn0aT6JQieHGKkfBsB4/i60BVCurO5X2CkzaxX5oEk/qP7WjX0G4/ixNHSMNcHVJ3dQxI47L2lsSsGv839OTCF4b+P/Rk0dzM2T6rwbRNtGSNwcb7nWi9ppWNhlpUmtHb8CLaLVpuYXi7lsY6Lc/S+RcHSsTQtOVOLpFh2Em2LbFZBAzHdnsnAZEToSRkOSa2dFv7gWRxaZS4nZIcYqYZPLDAtv1Nbw1ocisEH6+ncBodBbPYOjnaYSYoKLgZYT8aGEoCe4vfs/WrgTfmsCRRqZv/Edvjlh5ir74J3mPUL3Py9STzJPXOGEEIHTW67Ewg6mykE5xXEYvzt8R4PNNOdRRGcU8Q0dLMZQ9/zne9+l+fPnvPBhx9wenLGxeZTLFuw3Q3EVK3+rwa6kL3RbwWHb8garvWanm2+cTLb8NFpcqNrRMP4Cfsbxd+gv7KEjW56VQaDlSbEO3wEUYULJ2wJAdA/Gwyz1tFIjoEw6UcH2klBJ8/V3p3LeVQ5AsMnFMGzaC4wyQD+AQxOx6FH9g1gyeqE8Of0+zIxGAmhB5z3fOreQlq911Yrf3EkMYU78bfyXB6hSPbkDFPRYSP2UoB6h/c+x9rDBHYxLbKaQrBEFFOCL5fJKyl1FnqHxKNJ3B0naHv36ehHmkv+tg9ZKmoAnfr+x/787vWrJDGIfTNHACfBEcPGgNHJ6aPiqAClkaak+csQK4aNSUuFFu5QY8SAxP45P7BhzVxO8DRlTKrJILTcrbKFFAveoTpEtWcaR0qwiwogUSi2oyrKlX+JosxlUTmUFKBXNg3lXn4EKiMYq5jLxO6Ra8nu3JLuIBXDm1nAFEUh9E+pvFYTCA3KY8lAcIRiJAJkO0O7U2R7Cf01tlkw2I7yGnZh526O7lxkZoen4XuK5UCxY7xddilDnX49mQCDs5ih9oRv2pbT5ZKTZfA+FhFmTjG6xZ++F2or4/KL6cluXfXO9T8sSswuc8sUfhPQC+1baSzuIGtWoNBIF22Hd3YWUW6o1V2Z3Hjapsok1msMoF6N/deRd2nZOwLDpxTVkAQdeH2ie1om1STqQ9gRikqmtvPJlEOSPQbgInDaeF56fXyv5TuDwy8eUwjhiWaiB4KyTgB8VqelhbO+SPP7IzKrSgD4mhi1ivmY1iFPb9EOrTAs4fczvWPIh7sCwun5dwSIP2gc/5vOsbLOxwJT+HqgsJZ2WDN0SywNS3OOFVvA1c7EHxeDBJykasW0OKfxlK8YYwAjhhnzbBSQAYgqKexUZs52NnoV06WTGo4cJlK5glPHwJZOOlzEBDGhDoLQyix7/yKarDJz7RJgyu4beW7Rem85lhGGk6j6jkrimNZQxAQHF5FqHgjMzNYrnUnPUPd/ojeqkLOndEtsf42aBtm+Qk6+sq9G43Y8VOXcptXmSygOSrVzx76HHT31FAhOjuXNRX2KQb3HiOLdQN/3dF3H+x98QNM0qPesLl9xur2AkxO0nZdH0vpj6QF7ayYJIO5tisnjjUkHJaSg+6y3PGsdc3N4hn5ogiGEp7nG6BqDZSbLveeZbOqxX/Jm5UYRjMBJ47nuLR7wKkWjVo3x3Y3R50eOwPAJZXeX/bBlhw8aGaI4+JOdRJqAxhvuDArSFzlP7ttS21Yqoi+bVHvlsURwt/d4ZkDikp0846YTlEgOxxKk5EqumSKvVSStql8aM0PVcebuaPJwX1C479o7AMT/Ix3fYoOI8JE7ff177pFme0XfLpjLfO/3I2gtUgGEMYPUK3zah4V3jnLWJmeiClhhikOL7rsPQGRx2WW9DtdvzHSFY4ZOFgzag8LGwaU3vB/tm3a3qDLaQxZ7yD1yU7VyATICVtdDCLkyM9Dho9o3nauE9G5wNQhtBq/FqUfV4X3wRPUoG3pas2AxO8WsX4Un9g5vdk0fck5m3X1OJgxhrg+xTfM0uR9q7R6PkLYyNdjd1E2vqN6jEZYnC158+j3Onj2j64JK+eLVZ5jr7zI7afGL99FDtuWTff/4sVIGnvhi7oRnxiddOeFSBR0sH7fuhmXtYcFSGgsuhBmnO8hGpn93Kza22Z6+87IhAlAxLI3n0igrL8xMjDEb6/La0UUe0annvnIEhk8gJdTDY4vm+Y4cEgc2XpiZ3TGg9XVp90+YHs3bxGrZe+7LCQ5vPZippgTaw0llk1GpGvOxtJjGIjMbVDEgJPYjBmnWimMQQzdsuZO8CSh8DfnYnz1a2W2/om/nJDYqJe/biQmnZYGSglmAoOqeGeVTZ7hSwYvneZOyldSLcFq6CoAZDTutFvB6EQn03aE1b2ehEpTWzDAu2GZ1FrZeuPIpa8WupIUzw6Ipu3LLgpbVrUjuewlgvvSWlReWxvNxV1+TGJ4AuK2UPq8lnlBuNcVzzYYBT+8dTXPODAHXI24NZrmniWpP7CnbefiZ8jcCaMlLXXs3jxQs8d2p30ZgGOxJQZDoPHVYChhddJbGW65ffcbVdoW4nplxnJwtgxe26aaX5da58alqavuu026aP+K77wzMVJkZfZqpOzuKvc6ld7hOwhwgCFYMHzaOtRfmRmmz99G7AezeVI7A8AkksXIPH7dwKpPRqSFO0ovB8GGnNAd2w9MJbVBw7xBI+yLziR7JdjpJ9u1vR+8qL7RFdnvWrt9rLi2HDknzfAoDUoI/3zmbyUOCQjfcy+7wsaTt1/RtUp/H0RvZvsSvejxrvcZqSyfzbM/lY2q8c2sR8Vy4kGlo4QfmVva/tEOdO7F5IuBrIELM+DJlStJCNrlNTHvYRE9OK7A0PpqK1C4lE81BvJ/kvwsHs1PtkQ6dDF5z6RFUiwjn1uPU0E2jvVR/OFVsZkylLhLBEEIoKR3QBf4VkQadnSJX38X01/j2dGfOLeG07z8XT0O+jJ690nzUG60QYii8J6cORWkU5IbQRTWkM8Oaua6ZmQ3MFO3OoFuidlZyI8v4wvr9hzG+505atcCELEjzwuBDzbvJbZIsrdKJG81d++Thom/E8qpNyqPG/ougWTX0w85auhwVKLzjFC1g59LDhVJKeBuY4G7y9LPul1JSMNE9KpsHKT0Vt6tSWHuYm+B5LJgdr8ERG5WucSHG0ltFYzewhl9UUAhw7YWXzvC8iXZjYlF1h595akSu9W59/NJGZeRFQ6iN0oUQfgNjAUPbX9298o/BFL4z4HBF3y6qxbOMYY+j1y2OntaUoNWKMugAKI2ZcW4NS+PYaDiuNDuLZAHv4+OjgC17EH5m1ybHvFK937o8aKWLwbrh1CrD1HYRKWZ+ieGrGDrZM7/U4zUvdFIt2LXNYwwPIxqU76fG79WmqSoXTuik6sNxbkjPbeycGGo4N6Si+CYGnt6uMEvF6Vhb89quApG13AlxlBg3Hb+zadsADHhWbFkyo6tqND0v2G86zPYSuf5ecK5ZvIc2c9TUToGFWTxAC9anlUMHGkCB3sOLGFtv5QUHfNh4lrZ6n0LWPidQ6OKecp+99GOAnxyLVHf7z5veVwHvXHB0syYCUUdKz5hKNhGglu30uIyb1y3lsU347yNPP+N+SWUaMuGhd1E5hqE6UrdUoDGwNJW6cFovDDVnQDrrSTrtIXBYTaJfMPrQK3zmQpDqZ1ZjOrKx3DCXI7nNdOddjkMSp+U92ldV+X6DxiSBwweQ2+wS7S33eafAYVBHhq6neBxbXWNpOJGzyFxVEkGRi17DRgxzCWF10vfFK7e6zKTc1aH/57GqaQFJalUqgCYjW7G4XJE3oqNqBWeX1A+auIinHiLGxjrF7C3GFNV3NVuJiUtjXg1T/0uE2fjdpnAowXTQsuk9L53hrPHjUB2qePUYE8Df3MCVgxPV7HyTgGpYnk3Vl0vbqLFod4KsXkC/Qroz1A0UX4E9SPSOctAUOoLSlIO7BtUJcAO0NFjT0cgcMZbgkOOpYymKCOL6kNVl8wrm5/iTD2NsWce1XgbWMS/lQscMEyMKxOpwiIe4LX5hmhoCU6hsvdDvnBvae+1D7Nszq2x9AImn9vXa9k3k0HJQzD/uKaq8eHmBMYb5Ys6sa1GFq6srlssFNgY5Vwn2WRevLmKMy+RhL1xdrzhZLMqxvfV8N9hCOALDJ5NxUNwgB/vsRDVwY7nxgmBUPZRJJk76C0OZIfZpFKjqlXdAT9Rhb0JAX2DxCp86i+B5ZmEMAmS08BWJC06a7NN/SrBlqtiWEsYoLQxQELbExdzTPQRbeBdnlXTObQDxHRJVZcuGXrd0Mg+p+XQcNih79aKgnmHE/Aav3EZaEIPEQECSQYSOyshQTGqQkWtDygucgVt2qkjvWih2cMnHuJS7M/dEb+ikpguPkdTSCrF8dcmD2I/rlEBQRpoxRaB3ETR6jLGsnMUhnES2sOxjAmALjnPCiRHa2LczrRjbViW1U+z/Unk6K5juFFm9QDaX0J4ipok3SoxfbC/Yo44fPdCOpCrv37wl4FqeyZgZyURDTGCMvfd4N2CMJaUwTQy+6deY608B8KcfQ3eCFws64FF6tmj8nWTQnhNOJ2kfKxSbf1Wbzj1zrQAzA18xPpdw5YSVl7FmIm1eVLl0kqNXzI1nG8JShjzK1X0fTRKDHP97KHayH3pmsxnGWF68fIW1DavrazbbDYvFgs1mQ9u0nJ+fsdlsOV0ucV55dXGBNZZtv8U7T9u1rFYrFvMZ8/n8neU0jsDwKeQ+fXWfl9QdrjnkTVcqcHBfNcIcSrTtuX8tHkYOqZTTI3xBPZi9wksnLD00dViIDBgSw6dlUUwvLjNKhAU8ApPRPlXDIug1sD5hUQyhGBTul+buTUDh9PxD4PCdYQ2vWLcL1nqFACfmFMOEFZtck4miEZ7TyoMxhFqRKrdyYpwyuEuSweaEoMtlJ2AP6jaAC+DIziFmugHQW3Kop1tlgDM6VnkEp+OTv8uxOguLlI2qgoph3lqu+2g2kZ5rh9oKQLRJFfDj9iiMaz1GErQCb1tMd4L014jv8SNWN8wt2XUg55+OxZsSZHlapfr+5d4l81CZt8L3kt9N3KiJwXsXWN6KnRdA1GM2r5D1S7Q7xc+f4U2D0KC+ZLixNAz0o6qFnOhuJx94rnJ5aWVe4fYYhEI0Q2K/c0mvBo9wFV/xyhtexfNaCYH7lzb1n0eS+DwzWTCL8TnTExrM7aA02QhWmzpFMMbSdR3eB+eT5cmCYRjo2oarq2tms46+70Oc2BjZwTnHMDjW/RrnPZtNAJHr9QZBmM8nYYW0+vzE8vQz7ZdapqDmQKe9Ly5Mk3EqX1L3rpnCuxQarlkYMF65wdLtKI8gDmHwSmtLZpO8gOjUkqVahClhUALs6Fn7SwThxJyR9tS+Zl7iyhyAyANk4bkvKKyve8eZw3m/YtNYWloMKdB3AQFDyImA1RCoOnFyU+Py/PaUguyyjVrh6YUClnZApyq1U0fNhiEe9X0k/yzGNsFJxZd3c3hbNVVTpPsfiKaQvOH3sE7TegthH6PeMW8a5i5A4z3BZOL6HPulGJKThIxPQ3YMtAKzKM6hYvCzM8zVd5Fhi7QxdVl2uDBodmAo7BiR6RSJ50ZQq+XLCpQS6idmPH6y6n/cVoGJjZ7/lUMNgFEXMrcMa/zJ+/julDpTddkCCHM5oWcbbFnj1yZuMsYgaE+kxWrD4RU+7Q3njWd2A26zcmB4qnJilbkTruMDO0o61a3CNnpvG/PIyEdDXFCYsJP7OuPOtbUTTjkxAb9ZZzDWsFqtmc062iaMqe12S9u2iICxhlcXr/K1Tdsyb5qgRvZK27Z0Xbc7jt6h5fUIDJ9U7gAK7yGjJScBB1HelLqfWcOpV175m8fU44mMV7AvMFNYi1fYeGVhDSQv4RjsOC3QdWqwIGX2q9mptFsWkey8kJPVS9pMhL+7vgSMvlX2sYWvCwrr699xcLiQJYWVhbT6SzLI0pCCrTFdZnWtlnR5nuT5HUUJtl4jbZ+vGKYEHGMMvBQeIzNx5arQR8gLmyTQj6Iu2DpKSknHHqBVySFdgeq4f91kp7fvm1CqR1CetUKNFeocyaEVHGtdIWqZm2U1n5X7TtXryWt8+M730KtL/PkZulbct34Bc3aOOVngr64Q22C/+n1RNSqk/BUZoMfPNXOb2yqxaxJMNojq1dvmSMll1tRvkAwK/YA/+xhv5xm8JgY5BVAXDC0dVi0bVmx0TYK2A31MFVe9gxsiSwgwt7onDWe87qBd3LiMm559UGGrMLvhnEPS0I7ee3hOj6fMNcmEwJOCnT/M+iDA+dlpvsd83o2+m806WKag2soH77+Pej9qEIm2supDogGT9erTVns3KMMjMHwCEZFM85c96wS+hRln5PWWd5k3Fh7UPKW/3XdwVB0zq3bgWeNZ98JGnyCZo6TF4osNBPeJR0PIE7GFwUiTnkhZ0BJJROo6ZTJv6GgSk6Qj7jhIjQweM9zDm8o7ok4G6Ppr+mYe3oeGcZlarqEJ9r0oVlJQqAQ0bLHf9VVOZRJQkMg8hWvUBwck72PA4Mo+WKu4iqGcAPbipdRjX7VHtAGaqEY24XwUwR947zbPQ8EJqjgo5WgGI9XbHgB5QxuKgPeOxlh8Wss13zLbW6oqXl3MCqORnJU0HMb3lvwPIsK1OWFrDfYahCUyX8AWTL9GvcHOLEs/gKnt7UxmaAMjmBz49j2d5DrrHc1+6tAqU2rArD4DdbjTT/CmCXUhkclDddvUD8Jo7mTOVrcormI7J+19Q+2MwNkbOoqokhnCqVjgxPrgmHJP4CMIJ3KKFVvANMpGN6zYtYP26sg2MaMK8tpYMffJGlyPPO1HtEzOyz29nzEyMRuQPFTDXu7dmH/fjVn2CyQad4J7E7UDIMxZ0Jk5AwPODyGmGE1hEJLdDBI62CjEw357Jsn/hj2TITEJb9jRIsPUGeWDxvPtQR4/Nd6+akz+rvwnvtBwcauOrQ7MZFEeOLzcbFelFQgYmwxoXkBqKJgVUSI7E9Ebh6d5U7awLucdZw2zVARW+hDIPQWTgJMpLFSaG6S8s8T6irEVCybZK1f9JFmeEABpVYmSK5nsEZvXLjzeO4xtYz19VM8GRlIpmSrCApXsHoOjiq8dT6qNySgV3j7R8QyVnz+ZMKQ6RIen8aY0zIJWGpZyHv82KENuy/ArzpeJwUstpcK3VpZXly3PzloGp5wuW/reM5tZXrzc0GwNP4DQUL++yt2uBog7z7gLte4y247YzWyDCMatke0VevoxameUjVzlpbzTruHdDtoTXJgO37VsKnfLKDco4Pt1pH7baao6tZ6lURZGMaJs71l2qXVd+8M0wb5oG3Vpb/JweawmJ8B7rq+j+VbGf78bkDDIERg+sGic3PIGdgIQBWikxWDodcuWNXMWNGZRORYkZtDEOffAYluNwlqbWMjCh4NMydbw3Hg+c/btd+IJCqwXsS+qKOAwWNPG9XSfeqQGfJO3Ui0ExakBsrdCPKcsGl8CmYLZN2Ag22EdsqJkYF4GZABXJRSQxN9p0S0LTGDtMjOkilSeqaoSvytBkpPsJURGY770l9QLdpbFFI8t27mlvMs+snVhchHx+bmgqEEVUxizyZ33SR0YvLCBHiMmGvbXTzNmYXZjBqZfWtWr+lvgbGlZrQ2npx2bTfCItjY8qxihnTWje+wpvq7B5EjZEYxrutsWO2VFYD+62/YKmhmuWRR28EDdxt8FQsFx26ZMd1jKnUrmzeT9Z/g0DKzCwigbhZNIKCSnlvuW2jGjY4ZgGIHzO2KyvcTBPtbv3vIalMQ7wgbeRY7A8BGk7PcrVV/1nU+MQj6zWkSodhFVvzs4mG86IdNqJY6ZHDz50MOUMpK64cIp/duGEQfH1BcXzhiBU2No6ik1qoLD/2kDMW4DhcoJoExgqZ95Bow2lddieL93zm5ySG5gC3XY7ByT5hZro32s4Zuokx8hAHfOihLHeVgcx6pINIR8GoXP0KTE9az9JVbaYD+nbjRmk/PFPk/OEYMX2YdwWxu0BWaGkTYzy2J2ch1F0cAQSkMCh6N7ZPyj8VYm3icwlAE7TvugkgPs11EFlJLOjoRBfIiZmSMQgEjy2o4XpcrIlCuqNjgaQggBdDJHUD54PuN65Xl1sUVVaQbDdvDMOst8Zvnkgw57q3VMPREnYJvYTcmNZJIHcwV+R8+5T9Lzqg9sYXsymatvl6BKnuHV5bA1+7d5N8PLMslWHvF7nuWQWIEWGET5oHH52K6n890BkiFk6Nmtw/5nyTbUmvjKCXtYrWe3yq3nvSHQe4dx4hEYPrB49RWVvesen0IbeBxOh8rQelxOYXbeEPgklYuLMcmmzNCk+NsmgVaUhXh6fctqvkAZsHdCeI3N2+dB5qIhGHlSQwI145QybrTSYZgwHxOnlPxe1XPtL2jNjLk5LefftwHvAbL2gcJ0/FZw+FByMKTOw9gtavwn2RbpJGGyqsepz2p/Y4KN38a/Yqsr5hLCkKgOwaNSCKpoCCg/I7SkxgpZQzJLqNFO0aeFr2IrJyE4NIatyTl7c/1dVGXH28ZrJKm5a9V3frbYbyZhXjJgKgVVnws4LtSPjq9hxE+S7Wqpv0//lliLAwNeHa3MEKBtlK993PGd72357OWWy2GgscLJ3PLxh3Pms2I3uSsReidnnroGSo7/2fseEYt4k3y54nsuoCQHV1ZGzL+qC8f8AL5HbXuABLgZpCQP5TmL3ekwaQ6qZr5R6p1lrTZNf9d1qo4ZCTnBLUJr9t9m33sMR0cuRdRvJDnN7QSBT/a90/Ml2IWKaV4ffB1q688R6/cmcgSGDyxe2xAbDkUkRr+PANHjCFYyKcq9QzN/eEAepB+mgXUAZ442YntuWO+yBJbWczkY/K0zzFuQd6AKjyVO0zwuoa01LeNBBlWcejwb5hJS2KVFXtDAOknKchNXBRHanAiNeMw82oR3CBTW3z86OHyMVH2VtP2KbTMPzhw+eo2KhezUEEZ9Utend+R1wLFFsIHxccFhxacMHhnYx6VPi8o0j8kEBBMYxI/Hs1a/tD6cPJOH8cmq466gKVDKCPGQAV1i/JioKCXaA6YQL2npzyrocJ+Mn/M9d61h8/1SU1QTWfL4lgi4T8wpqp6QOyi0WdcKn3zScPqex62FU9kwP5sh1kSG1+7AkvIMguIqLKuZuYy1wkpbHH8m5h4ZE+v0pYTQNtmiw/fhHNvxWiIJXKUN4Hg8h7qZkqlmejlE55nRkaq+unNRhM2jY+d2fzqE4GAV+sKMOS1d6d8SmEETzRlqb3kTv98pU5WWrlwTn9njEDV4HPYQvLkPa3hIvuD48AgMH1jW/ozOndKaFTPpMygUBCsNDW3wrorn39i/kjrq0OYlqxzugI4k+z9NC7npz3gtox1bZ4gJqN4uKhsDWym73y8oY+iAXoW22hPX7GEnHa3pwoSrKfUZVXy2qnlUY4gTpaVBMjQ8EMD3XZaH9k5+gPK6YU3fLglOHQSnDdOGsVMzMJAgC8mtoJM5BhtGVAYWBfDtOrKVTi8o6ofC2FUbuJ3xMQKGybwkLdhxOxEBhI4ycIw/ZAglZBayfF0Bj2RGo3XvktwmKsnmrcTfTHUrAbs1snOhj2t6xnyP9E+4ayBXTbm/SbabnvkMug7mF5d4TvDYcs99nscqYOzILrJuxuwSkc0Goo1jdKjJwEljO1UoXWUc81HcFsTiY+7j0LTF9KDkAt4zTmvgmefp1D/Kdwev333y8Xya7LsnZ00PCeS0htNNQn2ThnbcHnWBAiIt4+gbe8CsEHKbaBe7VMngNLhh/zVU+wr2V+G15KHKeYfkCAwfWE7sBa1pY/qfYIvi40Bt6JiZOYk9LPvo/agm7LjdHtBT7XbuCIrKwLntvOkATBOnxgk9TLsNyuPyMHvq9gUEfzeJU+HCwdymiSyxQqE/ZYZAI/sg4H3pEirJNi0uDKrlPZZcDyhK+wixC29jC+vzDrKGb+qd/MhsYS3JJpAMDkxQdfkhb66SfdrlIFx5y8AZz2w0OTE2EhmaN2IJciTCLOW/ToAjgLhkzxyBpYngMiMPHf0d+arQK+J9Bvq88bMyq7jnNNVUm9ARmTRGBhkkaYr9VzXQ1MN3Yksd2q6ovRMLmL5PreEJ2ScCm1SA9MHpQcGoYc4Ck9Ty3k8iau9eX9cx5WFObRY+x/ZW4qYrv61y47ib3THRieAwnS/DBmxLsPPU8fXprL2gMHlkp3oqG1Y4dczNIrJmVaSCfSrhUXmM31k6d8/5eU2pvttdqqqdSV5L/Aj4jjQaTEKy1RsNqdshb09iW5L7b2ARTVkaK1Jj42IuehHOm2AW9SDLypsykO+YHIHhA4sRz8xs93wjDNpz7S85kSVb3eSOa2X8Gsp0EQfLTn9Lk1s6+7aurdVEez8J477sRiEEQV1YZeP2VO1tSZ6QakrkiyUKXHlh4ZTzJmwSgolCWgzDWWFOcgEgpoUsnZNtxOK5GIzM99rsfOHkLYJCCLENh3aRAaKqC/Z8xgKOpNqHEA/0lROEGec2AT1X4YAQtqawiGTV61hFGxbY0A/qhXW8cOao5nkhTXxW2CBsdEUfU6t1fuDEnMX7x7mmXsCVDIiKChMSdEX9/r5VqX8TXynRKE99yJ2c4YFS2DKSs4fB6cBar7CmYc5id1tdAepSg8K6iRiymv+OsuvJW5ccQVdqZogvSQozRQSW6drYZg5P71cYBDOske50BDD28HMH6pdyYKc6SGEY0xephJ1nGcteG3Mp/Wb32C1zSJ6PtPSnut6SvO2rqk5Alvcut61Ujl3FOUkIqvlUteTBXMq6csIrZ+g9bOOJ1154ZoX3W1/Nka8hqcPWG4DP+dx6BIYPLGNblTA5DL5DZMDIQK9brvD4lMEAG71D00Qdy4lMwI13Sjuo26SMqnt32PEkoXEDLzxvwmB/5WSUuvQoDytO4UUPrTgWheQLkrtaUsTFYMXxHaWJM6uk8gJiGXXTz6Pcpv59y6AwSdOv6Jt5tXhFj1ufWK1KPQgYURqJrKIqElnDfEKGFgBJ9VrxeSkbRgUOCsV2mBWazDalGygM0kcv6pqLk2r+SCpTDctgVl0mdFSF1sn1sfFOCaQkNScRBXqQBtW0tBYgWquZjTQsWAY1YkYCkNMCTjaxyYM6hcVBJDCzbpxf+JBoruP0YAK1cvA8iXO01214vxVcdd6w2g5cbS5oaLjqLcYrndkwn7WjsvPz7GPtRgAw3GEui2lVSzPd6aknkl7v6JhObBLvLtkRJgGp+rmSRsMkJhxUTO6hNVOeyAERi49AP2+ajYAv9vtWlF4LKIQwt75ycGKFhdlHwNxDYgfQ3Kk/33IEhg8sKV1RSHmlQMPGn9CaDVbC5O2S/U5Nk1e/yTaIN9DctcHdXcDeaMK88QHG5U1xYdzhNwLvm/CMF05wKl+A4fBuykaF7/bKR61nbsuEmUGDUNjgnferI4eI3d3s47y1u6qR6/MfzAnliUBhknZYM3TLOJSKClIgx+w7tYqJkKszUlJGROcPkXqTGSTNFyN7MyUD/gwmqrFeM8OZ5dvLf6VrQNXhQwTNrNaenl0zS6Gu40xOIUdzBb5kjk2qQynq4pTrGTRmdzGocxSGszx7ZsNQ8H1QKEtKFykHwy0NVQgYENQ0kTEsAD1hn9ugztiuu86TTNw3l3kwhw9ST3LyUWAYHFdXA/P5KR89/yptE5bhbd+zur7m5XrF+dkpxpZg54fMjXbU9VAysEym8bFvSb32lHP3kxGH5oj7zx2j58gdfbKOJZSt1ZYgsuLqE+tet0s0vfADkNhaoX6/cwMftY6XztBrGAcO8Co472NMnXuCwz1gXdg5dOP576ocgeEDS56E47+CctJcUFSAu1J2TTEfZsqJe/vNYgGvARBfU/K+TUNez/cMLI3hlbNceTmYEukobyZrb/hODx+hzEw0hM9OBtGTVISwmUgesDEThiTbwhjYV1J8r9d4WU8MukayjzV8nfo9Qpq9ZnsV4hsSwURaFFRR8cyNYWbSfOGjjdSYyD00X2hWyUUVcr5mkvWGtMaOoF8EqC6roAe21L6kEm0jyTatpVKSmcNUUixefGTnQqo/zZvjAKDykyT1n0LPgBhosYHN8w7TmJyxSani6FUOLN5tIQZznuvt767prwFCMPJARyFuFQCbRDYzhv/ZFdlFixHLSnr4mI1KRKu2IbOWU9vCi9Wa0+X7OOcZ+p7tdkvTNAzDwMnJCav1muv1itPl6a3PBlKm//hvZnmlAPjRI+R6VbTEFCi+jkjVe+9YxD6168gBK5+YQGQ6v+7fnpDe0Uf7RcnvpH6auYGZlJ4+KLxyhiYBwvt6o+T5t36ewzJymqKA2nLtPYHpI8oRGD6SCIaFnDAy/t/7b5w4Y0euw0fcmah/m7uQzCAEVYKoZy7KvPOsvfBiEK7cY7GHUpqM+uPrqTQ+b7Lyhs8Gx1daj53EyQPwOFb+AiOGBadF1YYgktR+Pti9iUFj/t19wZM/N/IuAdWJtFGtnD19Kaydis/ADIiAQrLneDyY1bThTZqQmi4D/aRuLXjEaR/UrGk+qZjAYqsXP3tFjWetK4wqBqGhoZUTLJWdVipg9DuyNAKD9uFOiR1VpZctjj7bT7fSBh/gZH+Hx2mI2tAGpEracIqxEaMpJqrKcz0kzJWq7k6gcPw+1gztSVTtD6z8BU4MS3OOSENSW+/jU0eSQKGEN5OcwupwPKmNUxEKwaZQB9QbFvMF//sv/zLz+SxiHsF7z2w249n5Od/73nfgpL73gRlVdeebkR1f2pRUVEWpo+5eFYH4CCQdUmNTQtCkutyqkSoXT/4uLGd+B7W9ZRoHYqr3JBXY8oht8C4EMhc/YPYEdBfRPNtZlA9MMVlI7/R+i9eeCw6UoRMnnqnjzujc+1bjgeUIDB9FQmiamVlgdP+im4nwqN6rbcCeFubkrfBkYahPqSaZyHoYlIUoGGHlDO4tPEW5g/LUrfa25NIZrHie2S1ehsji2AAqYhs4dXhxhAywUU0X30gwzA6hP8JmxB1kpt4Z+TzlTZ5IO6zZNvP4VxXkScNbIYICEfAmvYfdkCWKIkYw2mSWcbQtUtiyZq0rluYsgP3kEZvKqAM1i4ksZdBOiAaGr5UGi63ARMq/7EnqXdHCWnpgpZfRPCZkd/F4WlpaM4/1GwPV9JSdJFvMivP0A2IsxqaQJbElqgV05j2vu3Q1/XUOPt54RRsbn1Ez4KznvBT/dQ/cQ318Bzsb1fh3jscXAO9aCjOrQNu2eK/0fc9yueTq8oqz07NbbMtfQ7KtcbrzHc69w3y6PyfxfiCdf08w6YhgxZCcOKYgChHUu5B7vLooYKsIo8SWd6g+nC8ymt+UVGwiZOqK7qrlb5UEhrMaPCYkkMSM3/9dKjB4uHZPNy8fgeEjiZHxjns0YaQPKe1Q5Xn49FINyH07mnrQioQdfdrpA40FM/A4KuVcnyl7Ibuz8hdUPMJLZ4EVRi4i0EixMg3WBAbEVEy1x7PyVwCcyDIyhCkzgODV80aw64ZUeEcJMQ4Btu0yGsQDie2QYquXzAHCf7Vnr9LrNjBKZlFdW6k/I8izIYlYGCojIKCF5oK8+CeP1pYmusEll5OkirSIEdSX9GKJWUrsTgk1UtiqVmbMohNEMpPJd482so1p8/wSWEIH6gKTiWBsE7O/aGzHN0zZGEVMi0rDTBY05iSDIDECvs6EEtrZSeJrU7aZmlWMDkFiEPURlChiTd70i5kj4plJizHCdbvm+vqaDz/4ADEG5xxGDCcnJ1hjubi8ZDab3W1Ku7PdWgJPMgYzNVhLn8e66frD9Oblu9vqcdN3SY1dqfJLeDXNm6ds2lCridPmJ1+YxkRkGKm2HfvqkJ/djpa9+8iUIMzq8VvX9ANsocKng7k18/VjyhEYPoIkkDd44WII8ZKanT6SPAt9nizvZSv4lFLT4ZABW/KXtAL923qEd7ypHkO8Qq8zlmbFEEOMhOXZYZOXe2Y5FCO2Sn/XkFSK6kMKtC982Jp3RLr+KrCH2bNXoioffGKfiOm80DId+KRGS8Cqtggsph2BmWsqpWGiB4m4sKjdMvhLgDHhxpoB84EFVBdAqIidAKP9OrMSwEZ3vh6xcXmTF1XGpjCKiuZ+qVrA9UOJnH6EbC4QO4s2jaHmKbB3qqxDWPlXgLKQM6y0Y3Of3PYB4HvtUd8jKMbOIslqacRiaUGUs9MZlxeXXAwDi8WCtm0B8IPn6vISYwyL01MSzL5Ju1kA1PQ4ZRMP+flipePGIf2u7pExoa/eBaUuGeyUa6efqxtWtRlvTKZul9Pn0332ntkDfw/o0jD/hcDylpyOMLVBHDx7E3vF6wOovBmOZTve6rkPvqEaeN/DfnHjYeWF+RMSHUdg+MAyGjiS/IonQCqep9NO+K4v0HtUEXlajB3fqGculoedxm+qT5QRk/jFFgEsLk7odSqucQuEuSsssHUKvDrGYfAADWxW11+91ef4MkpmD1PqM63yjpjghSo58HFgfT0eS0f2wE3fJzVntPvtpKhuQ/zDqE4OKx/xImokYcVywhlifNyqRgcl6kwfGpg8jSwlJUacFeiYMbJdJKQ4yyAzeR4nx4HMEEXwW7FYxQYueClb29BuHqdfmtlZSD+IHYGrPFIkaH7mcgIoJbdQMQkQiAkMIiOlDvB4v0FMCDsj0fZSgAFhwLA8O8cNPZtX32O1ucLPn2HbGYvFnK5tINqayj6AVIkeUH9m+7UdxAVFzVmBw/xlEO/WqDoG8Tg8HU0IEGSDA0/pHymPT73xIL/LGvKVGH8ctq8Tdq5LFQ+EYWUHmv6piYrI3o5iTx66FzUk9WEuzc9yQNTh87od51yxUfuyf5OEkJ+7fLEPQAfZeNmrpH+bcgSGDyy1V7IVQvBMGA+PKkbh5wrK7BsxItUuLEz+nVHk0RxQ7lCnL4FkC6+KCUoeoFkkgIfc/7I3q4J3YfExh7wxj/KY0rkQBH/bzMMiFhcWSV7lE8bFmDBVj2cNiZgqu6AUNqOOcZ29fBV8dBqJ5wlCo00AbVLsEhndnXjvBHzKN4JhYZZM2cHkWHNoOU6gMeKUMowrNaaq0mwu7tCary+N6+mbqJrMJKfHRVvDRk3OLB7GUEoZWMqoyQBoMjOlfkBsB3Hj7NXzahAunOGj1nMy6zjpQYxhePYMTFvIgngfqg3f3rbcd/CQWrdm9zKDt+tukwpWPIP29Ay0EazlLDs5YHV1xaSSU/BXayZGp+5TuU6eu6j7Ndp2xmxBsq+PSfUpgdUDq5GC5rbeqdmOeB3Y6Cra0Sbzi5Zgs13SUmYAnG9C9d0h8BtOsxLIlhfD0zkFHoHhg0ui7sPAy6nxlNxxilH151Am1U6eiKnDqyrb4W0+XRhm93GI+7yLAtd+RuPnGFlHliV+KeMTd8JBpEYSSGEexDR4/yW1E3yEUDX3kcQg9iaAswzsIoVVmI8InbRyFlKJzGAC/LtZF8qiWqn7EnAIAzaeWXWcarNV77umw6u4KQhJVTbKkqSRW0zdUyTPgSDR4SU948RYX4TZA9kU3ibZQUiVXns2eo3H4+hZ+HPm5qRSbUbGKjo5ZNYQBbGI6RDa8HzGkkNGxX9Pbcga1Qkhf7nr0WYG0Wu9SGEhw3s7MLntUVFmlqoe94kKG5kh5AvyepWAkcZnCtDf4PDR/nRcv5sk97fbTp04cNSAMl2qEx2wqo8ZhdINTLUGuWL7vo972wOc72pO41E29KQRtyDGXk3ZhnLRUu+oyn3yv/sbpvfwwoW+0LxOqrIHkiMwfHCpJ9gyWYtp4k7H7zvzcyplJ5QnddVHtS88BAC/LKAwyaCGV8MpC2M4tY6GsAjZyjA7b0TKdpUSM3Mqd3xptnmnQ8R8XqXtr+jbCEBqcEXYdHk3ILYlBfoNX0SiTwTviw2i1osS7DDCIWd2Vf6kLlqps2+WxCIFNbTGuibntDptXwIfhSUJ5yQHjd118u0uigmgr6zg1NGZDtHgjKMpf3OukscTbC49BZulIPKp+upTyjcJ70Cgk/CefHKqcT3MT0ZPm5oitFsBoNMWCXXawzrte3eZHdy37ujO5x7HinWIMQk4lHZ0ZX7oyeZiTy0jJezj6bdN1XvTder4d2bn4qFwTSBcag1JBrsV2KxrGSICpCgA+1m8Wqw0LHUe7xNgc/3M9fwq2bm0fo4EfvcEJifYFm5UmImysE+nyTkCw0cQzR1ydBSyHc7nVGr0VRmO17IvEthjVQE4MNF9OWRQy5VfIrLmPSu0NHlBToHS1WucFwXyjj+aN0SWIk1e2/aELgYDPsrbl7a/pm+X1ZGgsjNoxIM+M1VGxmns8mKa7PTi9RIXxDJSNa2kO/fP58jOkVulMJNUqtWdE8q9Km/s4gxRAnQ3B7KYPLacOwVOeNU3tBqYumu3oWst/RBUIW3bsNlugi2gCE30LO46G3FSAiCJyUrZWSJgJgIStwkMXrQ3LXEtU9YsjRuBmAkrAb7kvMRk7rtxIrzhyylAqcrvZMGJdCTAFexWx6WWfrinr1TM34UzWFGWdmwjOFYrU1S707VFtRyLFxXHmdhWWRVfgTWRSMpMai3V5llLf7ypGYWQxLauW7aVndQ45TnfsS9MJU1ZXWBulE6UM+uRp9MkH4HhY4imUBMTtR58AUCMpsC2u8bF8evKy+/x5XPfnm8oXg2XboGl55kJeXdzGJQcF7Nic3yMMCkGIQa5NlM11tuXB0uH9zmXtr9i28RctxIYicQYkVOBpXebwGH4XFgTiUSNZPDgtZxTB8ZOEgJrx88TW7CDIpMJLtsyxr9H50JZDH2lbhPIac7eHTk3gRV/MViaxjAMHjcENeysg8YKTSOsVj1bFGsMM6kcEHIbxtbQKr2palCXprSRNqqeE/ObQAvg/YBMQ59lMFNUpSNGc0rsIXkzUJx79kmBaK3MOZcOK228X4TsIhnwxMpMnndPkfFqI4R0dHXfmNgpZg3UhFHLgd93blPaO+RX3q1A9krOILUKlJ1BfJkvb5a0wa5A6qg6U6Jkz2lZczO+nxBSzTYCnYG7ZfN+HDkCw0eQeve8/7uHuIfmwu4SjPTu5e7/vHOOHp7MH3eKl4drxC+IeBVeDh3OOD5oHI2RyBJJJAlrFXJiGqJNjklx646N+q5IN6zYNjPwAhm0K4akupRIGvkM8IEMAsKeVCqglmLtjXjDHcmG+slr/ZaRPGaLwob45ksqG8TEnKUFVvMZtA8cmuZN5Hnj+N7W0TUdTdMUVjZufo0RrLVRPe/IgXoSo6UFvmeJ2lUZNmDbGHB7/H0ai+FNRBX8yO7OYKzF+6Cm3mG7DpiLjLx16wtGLKBgpa0vC9dKtTfJ7/ImoFnfWjm1t4ffGVdMJx/3MNL5lNQ+BqTYvYdb795t1Fer8m6dAcVg7aK8jzym9tF7B9omrp37VObp/pdOaJ9wr3QEho8lO+qUh190C+X+oKUe/CZ7o1VH9p3/NDkqvtyA0QNXaliocpYnxRK6Ie+agRBuQ2NmgHFaq6M6+d2QbtiwbZeF9RWDz6E4gnG9zyrijKoqxVzZniohEH1hkotqeYfFCndj65StCidW9y55BdRlSmivBmGfpNh7BfrkL96apuE+8kEHm6bNjKzgsa0FlFlnoqMDEd9q5Z0KCdqNRMPcjduC7SIwrB9exu8jBs8mn5HYRRfvE+00oye1TO6V3/R92nbfu1BynbQ+eECmbNmoJdJGRSBrN2qgNrKzHQPjUFbZ6BI3MqGoeJcq88gUgAXNyYS1vOO6kTZPJmYOGj3tDv6Xw2F5YlsGlrM8uwg8t55GlNUTrmWf4ySp765I7qQmD+SHnPH22yw8WOG33/eGHaKRYCfxuDIFp0cBcBqyomxzMoxkWzPZlYaAYOG4dxTnhGNbvlOitbPalMuvQMSU9qkYp6w+nLAnKfZotmaLYKVwOj7EUzswlOPyOKrS7aNeUe3Z6IpBN4RA0VPbr3dTZsMVw+Bwg8d76AeH18jnVSzcrn1lXAFi6BkRgxiDUQ9+wHdLIqquptXISsKoSQooTHH6AkhNAbdFmggSTX6vFRIrn29s5sQ05wfaf9qOyvz+kjasI1A4qkpslIQwR22huYyaSVV1++tWPceUpXudAP8JdOafvY2qt7aP+onKHDixSmeedjQcGcMHFlOllco76Mo7qWzK70jBT6QMiLfgsbSvfgd7a1moZuLrrLAPK1lPU/+dfn+JKcMoGy9cOKERhzUH1BtAYBNBMTHsQ5lo+3ZO2789dd6j2BfWafreMM9y38wh2n/N3Ntrl6BSjplSxMT3leIQprUucnea4qWmcVgtnIST82IGQScYA1ZL+r6yi2uN8v6hDd5E1Tk6K6nW9lzq/ZbeX3PFhgUhrIuxKRC2sNn2nMoberxPPeYfMBzRiQaHmFd9i3OeuW1YrXoQ5WTexfhzaeMVwV1i2WrQp2C2r8A0aLOouN1ySmnjsAkoOM2SQhQlCVNfYP9zSTFYego8k86UbBvuR+zilD2+l9x3LdtzfnFGGm9oajYckcCwec0e38lWUKZT/4h8ndwLoh38pA3vy7bcZF/5OQ+TcWQMH1gW9pxWZtiIuevu8VBdJdHgD69Gvl1KTLQDk4EEw9n2bRmTV/qKt3THd1oUuPKGrfcMvscxxEj9hxf5Qbeshgs27iqwVJ/3hpzmbn6DXM59k7KJCCLKtj2ZeA4/rnTDOuQqBpzTzPSWuSTRwzawUSkoclapSV5AIVv0AXEh9A6NP2MWcqL6u4MkVd4+m2dFWeuKNVuUGN4mLfaxrp9+79N73G2P7Auj9Aihlc5tcgtQBufwrmIMGW/adfRPnLeHNbJ+ic5Oi32hRA/yCmyk1IUlN30EQbmsCkRl05EIBDWpmWMqQwkAXDF4BBUbyws/JJZRE4uc4i9O/45PkfpYDom1+3PoeElRV959YkOLxOff5z2fAKGGQDrE30lLV+qWwsnkC/OmapdNvO/qnNbg9Ax7JJpv7P3+NYmhtyVHxvCBpaVlaZ6RO3s2Ti0ppt5I4iSTvAgf0vHkLjfPLP0NtzXRi+4x61EmxVsq8yWUXuGVbuj8ChGhoaWVOTM5IVmMSfWvZ2DNFQZLJ927PF+9VQlMIdnRI6vmTfNWUwheX69RhYuLCz766Cs5eG+Vw4I6ZtpoAc9nxTce4+wlMxcdxSyO5gW3bTgn7MxIke0PazK2DDh8zBdRwGtK6ejeAMDfCADd8OCBzJMD0MlihhHBq+ZYjlk0Of0kG0IQ9ZjrT0Esvl2WdyQTp6GqDEhNnsCfFFK22hjHmkUQCSGNYTyGoKT2Te83Zrc3VezJyFQ6DWZBCWyJCX0/xZzUWE72ls5pHGtQKHCDg2LhA2/YjI6m9oqJFkA93m/jgRahIwVLz1dI8UDe8YAelZw69R0nPy1XFSeU+vsquPaeCXXfnZQQ61EJ2U+eUo7A8KFFw65e0g5N04Qsk/5Rdd7q862ASso5bxcUlvujow/TL1h7HjXI9SF5kvZ4ByUrn2JzdGaOlS73neCRl2KJhcwGDV3mghXo2wXtoVhyDxjk+sHVyG8CLqYiJVVawUIlcPPbkvV6g21szMkb2RslL+KS/o4eHdNR4AF1PhvhB1Yv8jfeR2LRBPUjjNbfgxJBxPheNzH34ehcZsy0hamhyWPvRh4YHD5vB/qmyw4pyUZTkpe4VFsvEUQFwSPrF+C2+NOPAmsHMUc2IYWe2GKzmBjEbCIjQWV8SFvDmK0suCw5b0CIq5jeUwS0PrCMziuf9YYBYavBVvyDxsfABg3eD6huIYIsY2ZgGpgypPHmewNVx/YIYsrGXrSUswcYl/L3PbeANOyFW8pB5vGNJdPEcQzmHZKW35kF1p1xNV09AS4G4VoNH7dPm4nqCAwfWAopHRMKJVp7OkBS30kdJu6ax+Zzhyjq/eqaR5U73s55eNlLJPYfRyaERXVk95svo9SKEVHBEuKRkQ29E7MU+l4jHafG4HFs/SYcs+3B8nfE2ocFZPvKf1Nx7l7l9N1pNNlI7Evk+6Vsy94Wa/jx2Yy/93JF13bYptnZZEpSQ2o1Aqph4J3ney9fcnZ6ysXlBc+fv4c1JinrSkamuOETY3ZWrcxIZsameIHqDUAlFSBiWcgZViymmu+EyFwK0d7wNeSJMvG00Xs/mBtEsOUVJOTyjQ0X0qK6Leb6e9Cv8Muv4KNtIRiMMTg3kAEc5WWmNSGATb37vB+vHW9q4lfqQEKmpMAWho3ip4PhpTf5/KVoTOlK3EjGLWfOl32TBkzz9zs9I7OgnmLnasgREtRjprm2K0IkAPEaZaUZLx7INp7xuxv65oiAvCtbmKUGfCkc1PR502xhYn7paNYhaVoJYy8Rv3582ZPJERg+kuR4Vng0dQYt6uSRUS0Ue8G6px4o92llz1AXAMWr8qqHlT6uS9VTt8C7LkagMUH1aaXBxGwZQDTeBkjZUZLixeDV0WsP0eboyxxyOofy8SHLCFSbuHSSGK5lxoluHr0+85Mlq82Gi9WWwYTwJIYBa3sWZk4jTViKVSN7FWaaXmE7OFarFev1ivPzc4ah58WLz2jbFlA2my2z2RxrDKv1ChNDaCwWc6yxXF+vWCzm9MOAc47FfE7fD9imYT6bUU9agakOoGM0VagyM7FHZfam2JgBfOXDD4GkGvz8SM61LKHdu6H0B9d0SL9CLr+DGouefgXfpBR4grExNmLtnCiF1YMQWiUAOIeh6ou32KmNAjvH36EcIuOreOcxxqIRlBjAiDITOE8p2WLKuCLpzFCT2+Sm+boOsxP6gwlOOTkUzbik0F1sNFlwMWTTbqpZnXy+WUn8eitK3C+WZ9ECDquD4ReKRhvg4DmdCjEINgBEUZ41yhkO+8TOK0dg+MASu3MevhCny5SmTCtmJaoIDhqv3ul+I/L+tct5nTsXCbvO68Hz0rf4z7lH1uddWhkwOESEllnxkiTELgyAMJg65GwZYmhkRiMzvDocDnhcdca7ne2kUgflXf/0FKVpGrY0j84cvjILhsWcSy84D8m+a6aetgmM2cqFPKuinhblSi0bhAXQ91u6rqXve7abDf0w0Pc9qsrJyQmr1TXWNjRNw9XVFWdnZ1xdBVOCpml48fIVzjnOTpdcXV+z2WwRgeb992lsbeCfsnK4bAup6mMKPx2t0po2yzGzS9MY+Jym4e4OBOW2wxbEMnRzVosFjelynFcTVdt1oOgQXDzmy9YCb0pIHI1g4m4xI0dqzXQ5ka2joXZS+aDxnNvgjtIImOz1Szxvwj1mUH+oHjfDsXQG+awUJDw5SlUp7oAUuDp4Jwu992x0y4IW/ABmltfS5GSi8XOu717VtsnXZLmDacPojFvWvIwE1IWteKyLqkNj2sSw2fPvhEfwERg+sKw3W7r1mpOTk9y3BKHvewYXjLvnXVtUzFBsEKphst0ONI3NbEUsKH09lrehQU2qiQMTUu88nw2G4Qk8pfNao7eOzy+8CEpn1hDVNMakNF31JiWwYd67GCRXg8OQaXB4rtyL8NsoH/nX88CVZoYOj8+kPZakRcLnRTktONGQHc0xIkXsowcGv9LaQCCIYtj4Od/aKi1CDwEYYmgi4/S88Zzg4WTB82fPePnyVVBvGkPXdfR9T9e2bLcB6M26Gdvtlq7r2Gy3oIq1IQdw01gWixMuLi8REWazGWYnJJLENol/1Ro+BExSEVaAO57z2kP3rjavj+CEcldpZs9R8Zi4ITO2CapDHzycjWkC+2UM6qrYo0ndrj57LRc7wqrhImAqDi9yI6OYtFbGmGDbaBoaaWgm6ljVqi4QbSDLO8/OKDshYe7xNgUqghSIKRPFINJEMqWi6uu4hUAYnS7Pa0xsgKehafbVM6edvI+M6cKiur75oj3HfFy7LOTnfVo5AsMHlmEY2Gx6huECgMViwTAMXF5dYW3DfD7Hec+2H+jaFtUQ8qBtLNZattseay0Xl5ecn53hCGO0udH+5m0gw6SamJL0wU5iPSjbp8t5En5/yUEhQGs8rdmQuGTJDgnFgEFE8K7Hqyd4JTbZy33lLvAM+dzHkjuzhQ9hX/gakmzncrYLY8rk7+NiiMbFEzDCqulYDI+jCv2R5pKfH053jnsVNgg1BFeCV+OHjWMmAcy+9/wZTdPw/Nk5ijAMA8ZaFvMZjbWcnS5BJH4+pbGW5fIEEVivNpyfP0PV07Qtz5494+LigrZtMlBOWVByDti4U6si8MX2ivEWk1rTP6Y18rsl584wdG2OxZdAIVTMVnYOSvxgYeUU2XXyTWBEUl/05BlRU8zLan0oZnGlCCGoc6XYloZ+78otgGQDaExHetdlN65sdcOWDQs5oeGONspxbhoFlsjspkfxITMku7GAO+loTROGpN/k1irPVdTdxfyD0cPfeeW8c3iZwyzp6BvVfIx8PPklmOrY08gRGD60aEhYv75eM5vNePHyZVYVeO+5urrkZHHCar3i4uISY5LxsYu5OMPuwXuPV2W1WrHZbHj+7BmzWcfe7vI2ENHIcGPMYiaPxzdRiR/lYWQmPVbCItLSYbNnbUomH4C89x4xTVRnKYP2bHWNkz6ARepF/csnycZJhOBQsMd+KHtdarB12rhLFsyfpsITEaCVvGaDabgahC0dc6PMT2ZsnKc1AajNuhan0HuYzcKibjtY6zWzs45GBDCsXGALl+cnWNNixeC9j3EQg4KzNJNOFtMwD4bp0JI0ainW3JehvzXbS7bNSWEAgZwAQTXmPy70qVb/1lCRGLImfaveZ5tCM+2nJKcO8jmj6ZzUUXycH2QHuCS1cXKCqTlBRXEMIWYqY7buLqKaNqyhVKew8sLMKEY8K3+FlZaZLAL+ze2RVLDBFCbZQhbiLkFiqR5k0scicM5j+428429a/25eG3NX0OiIkuJPPpEcgeEDS+qKbdsy6zour68RBBvtcLxXrlfXeO9xbqBpZpyeLnn58hXDMHB6uuTq6iowidEOqN/2OOfIMaNqav+t7bclz0U7YQhEWDTKqVNeuZ2U8Y9Sl7dEkn6uxAicWMuJnOFwGExhuhKbA3gf2AFrG3q/ZssaR5/2q0nBB8C3zdVrq5PfWJ6ILYSJWYIIPnpKqk+sRcw9rA4PWAwLWbARmB3KI/cGso8tvEl8BHnXKqx8sD0cFEQ8axU+bIQrL/QqdKIMKlw7YaXC3EeeSsAYj7KhZ4PHhfnNw+BnNDLnme0wpsFEL3YfvWvJ4WwkDtfAZGUmFqIdIsAYaLyW3EWd/ERq5Km8evWKruuYzaJJUaD2AY/3wnqzRr1HjMUNAycnC4yp5v6smo8fVUEMRatfWjJtBkc7+xTPrwKfchdANAH5WbMrILTMxDBjETN/3VWK6UECiC+c4cUgLAw8axQnjt5vcNIzM0samsgmEvlUg5F5ZKtdLrfUtsT8BInewZCie2SH0Mmadm+QqBomYSbXVirmMK4K+7lzff7s95/zluTdGClfIJnPOpYnCzTa5pydnrLdbtlutyxPlvjoar9eb1gsFrRtizWG+XyGMZbLyyvm8xneefptj/cea232FHwrMt5Oxh2njgfOZNA4FRaiXMVF5mnky40ULcpcBIulkTa+oqiGiv3OuSGoDJuWwW9Yc4XH4TTZGtqssmqQGDvvYeVRnU4Ohc65J8gUE5hUyWup4tUz6BZLYMriiRBjyxkzQ1F6I7QHnBHelvQqfKu3IGGS98CzpkfMJTMWNLJA2fDCCaINiqE1cBbT4A0KV66l0zkbDQDRIBjjcdow+Ia22SBY1ClqLMZYjG2K7ao6rE3xXGOIJNXIFgbbtdK99nh03lfeNL7mvmsfAUx+eNLw6XpAUa6iiVHXdXRtw7Zf49yAKjRW2Wy3zOczrq/XeK+cnp4ERlDH/GrKfBKR4s49NbO5u7EFp7jxzpLYXvUYsRA/F3Lu9gKLGjmBNRh8yGNy6WHTWxa2oTUDvW5wbqAzJ5E91Irty7u4+CAxsHVuJy2mILVeWSSW85ptkK5LG5uR01DdDMGxKBkFjIDnBIRWsP41KvMwcgSGDyxd2zKLdiQotG2w4wk76MQyKKfLZfGgAs7PAiOwXMxHIQW8BrZm18j7sLypp3IarCkYct5RjZxkNJ8rwMve4K1geQuOhWF7x3jLO/rwpRQrYEV2JpYUu3BwDmNbmqbFe8eG6+h9rIzbLmRxmGv7RsDwjRxQnpAtBKKJhMtzduQaqAOHB/Vy+ZwYCIChXdAcChD+FiQlzutUMQZOzUBnwyZA2CLM6cwV1gx0nNHR0ZgShMQrfHsAMQNWBpzaAAidwYhj3qyimUIMIYIPKlAkAkSLd5Fh1LRehkDDtjJrGMsDjN0E5O6bM/ktx0Jcbza0vs3gZbPZsF6t8DFWZNt1GTBstlteXQQVfts2zOe7G6s8/e0RjYwiMTbg7sVjS7dDst/5MO2cXHBM4R6z8Oi+QZUtCJ3R7IDcq0HdkgVE22nH2l/iZeDEnJHiYCb7vGQyk1TORe1eFNBFC29KDM/4Xa5LGvTxsIz/HEsGfjestyPwd7cWesqV7AgMH0nSLmF8sHwQyVwOtb1IUhmkMWPv6eWbmT0tafPuXff4ADXxN7X/yTknwx80Bq68vIaFyQPIlxcLjmQmKZVSUZEkNZNXMNZgjA3qPmNozQK8MGhPHZomTW4Oz5Bm6C+baGHIs1OApriQZsS87GO6ntpeToCFUZZWaWXAcYGinJhTtn4bAAgeiTHrWiiqNfUYgXMLnw5n9GzDoqzgvcEbg/ch1p6LYFIBlxZIPwBCay1NsmSIjmlpbfQE9WW2TX5o++T7MH1vOZ0eQApK3rbBO9k2ls8+e8H5+Tn9dotADHodApSLwHw+o2nbnCkllhTnfJf7aS0JDEEC5kSmr6wz2dElb7jH1ycmLHj3+p3vy+fEBt/Bq1bqabvytJZkW6i4uAAN2nI5PKM1W07shhPjaSVmXBHLoAOIxwqIplA3GtTjItn8I0nYv5iw1nqTNWIBNFaMakTbCVxKdO7RUatOHmoP7ZjoH5UKdE4vrsbeu0BvHIHhA0ua5CTx87Fzj5iGvMtmz6L7unx2JXsM5e8tNQM3iQOTwnWgRHpcOG8V3ysv/bsQhenLJwK0UkKo5N1ztO0ykcEOcQwVvNLJjM7McAxcuZc4xl6SK9li9MD7fE213Z3UyG/KFj5EJhZNdkchAHDIciY0WEibrwQYIaQWS5kp4ti/Ma3gI8vMKB93HiOeK3+B055Tc46lCYyhCK3MY09pQn/RMaBdGPi4hbWf4ZiFUR+1Ag5l8PCpl5DcTstCLhL6oh8ci8RCRqeIxkBrhKbtomfuAF4x5l1YDg/II4DDZ+dnWf2rGgiB5sMPaNuOYTbDGqEfBrquwxjDmTlH1WONzc6MiW1MYC6FqdlJQ1czhSNywjP2HCcuP3X8wqIxulUm68TN56Y1sb53uLaVAEzc6HRh62egHc9nns4EZ06PZ62hfxsaupgTXmJ75GdKf+dnU7zry31zmzWgYWOT0x1CXMfHcR339dicH1nY+Xb0V+XNnTbx4V4CKSTWEzpzHoHhA8vglcF5PGGiNCK0hugpVlTHCQCOX/0osMDrw0NhpNZ6vSJSGIpxDkhF2bCmk1k0Mi4TzlZ5Gsawlnd4fXlMEYGZ8dmWMNneCMVbvIAZ8qIEYGlZ2DOu3MtcnsVg1NA+YAiiJwlo/ZogUyPAEyX3ex9ZDSO25H0Q2bMeJoAk9M38SewNwxSgrPWarW6YyTywKaIMGhyTFuZ07I05+gyohEXaJAWhjhgj1aDA26pgUawRnApWFCvJTjHkTbdxgd24oB5cWM+JDbau6j3ex8C/b1ueKJ1e17UjQAdg5x2KpbMGUU/TlL4761L4l8T0Sc7OE7Kn+MJsQXhVcS5IG5x9vPb+QwUsykhjtRupQKrf2eToHu2QaMu6br0PfWefNAIlaV8AVB5PQ8tcFsHWMYbeKWFfElgzGeyNMs1QrcbxAXb7Yuj/YZg0hHiDQz4rsaqj0+O3Gk/YOSd9P2JhlQQW38xD+s3kCAwfWP7e1nK5FTwm7KAF5gZOjSKRypf88oMIQQXYmqhKnng0BYr59k6yfzC/hlS7yLpMFRi0Z9Cemczzrsir42IIHo1PI5InmKdYW94FiftZxNjQzyaS1Z4Ak/4hKK3MmMspAxs8Awah+zyDwjdkHYOpRFR/Cmx98Mo1amjNDCNtWJK8H7dpZTe8V2X0GnJfj2QIi2eva3rdIgRzgQt9QWdmJLvh4CiQ2Iq0GMUxH1ezHFMvhqsJ65VC9Cg2kINpI0obvTJVlVaU501grXvdsI2pA9XPuHAGxyUzv2Bul9imxT9mvu03lQdmDXPKN5JGqfwZ3UTKyXlei9eIiUy1R3G4YUDE4BEcio2xSYPmKgXHriBbpYaOKIisWk6QKL7jPGvEbCvJjjA7D1UlvUFjVIqyBC/3K2qXJmYGifa9BstSTjFiYvDwVCNFM/Nn8jOFtpgsEhP74Ok9R6eW0kNbjDKzVCfUZYgJ2hs/iQu571wiUIzv76nkCAwfWDYqtKlZ43u98nCdA8jXu4qyi7MCC+N5v3W01kwGLxO6e1fyEL2hk7+JJHs1g2FuFrF8oR8cL3vlFQ379qRvR5LK+4lu/47ImGlO0zxRjWeqk9IMpmVt8srcLFAWeIZgJ6Y9b2o1em9A+NROJ1HUu2ijG1rVYBi0z8yIEtT2AsHmCzLrJXlBDm3ctye0j5gVZSpG4NR6nDq2zqB0NGaDV8/KDbQS3kmYUiJzkmycRFOYutQS4TzvM0gIC13ydU7MS2Ib09IuGUR6daz0Gp+Ug9IjMmftBW8u6Ic1M7Oks3OG+TnN+tVbaaenlNobmwy8E7svxV6wBnSkoOuxfwoBoKnD+56eLddsWcoS0RYV6GSRN/p56OfhX4BiCuGi6TsJfb8klvMVOWEyUEwbjEIkvMYaMAFUVjSAtwnR0IiyMDqqvgghfE3dnLGBC+R2ua5SnzOSyAaOvty/oIRnjqnsTIP64GSVor+GZ6rfX7GhvHPrKNyFDHosOQLDtySJTh51jSo5uQcGNfS95331nDRlBBeMOBlBmk9BInOnWmx6HlKCZkmwhBRrTpW1U14Ohmu10WP5qeQp7/2uSAlJk2KjhckzAHpMUa1ktUm6zqdMFWF5t1jEtHgVvN+wog/5SOu76WstAZ8bKVrV0J5GDKKCEx2lDSsptaKqCaV4SoYBqgjD7Ixmc/Ho9TYCZ8ZzauHad1y5BZ25DonYRKI6vIpVGSgKRpNJqno910iJoppiFQRNRuo68YlTXxKJHiah7RYsKanOlNb2vBoWbDyo2eK8Y+OvmZkl9+dHP38S1L/ktlcUdWtUmsD6AzVSq0GCFvSGiA1jWz2NwgmWhgZruhBsWn3cpMRrDmGNClBNt5jpeOkdvirKROYsbRLqnn9H0aLlUhQruhMJ0Yrn3Hq6+ovKAfLGe+kdlsNpf9/z5+6dPOo1P79On13SxlK4k0PO5DZPmTDi6CnwDokirNTy3cGycpBd5vPPZGBL9bvaadYpdbwGb8H0e7hhbhiVNfnxqmyd56p3fLaFb28N3xoarmieGBRG2a99+NKIqtCnXaYS1UiCGFN5p6eJq3SqaD0HlCZMqhZj54jpmKqe/z+/8JL/63/0c7xcVfZZ7wjTd285YGMW1FBkr9kQRNdiEJz2DFFFO6YgaqZeSTHUQgzSwBzeV+6jRraifNg4PmiCum1hW87aK2Z2les4tRnb/ThWYeYYcXkuCv2lhO5JqsVyjaqWUDURKHfS0TKjpaOTOSdywnMLwhyvs0Bai4vpGL/44l2P+j7YqalD1MfUlCEE0GjiV63GpsQpOfW1pOo3WLNgZk4xpiP0WBsBkYZybzIxSv08v/MITCYe43l5yH+HtHWSGcZ01v1EU0DnPSxZJ8p7zZqFXZV6pbtpNfbe2Lv9rtdLfh9hnEePcExIK0j4TFRh57nkPlU5MoZHmcpGDd/t4ePW0Zk6aXqUETgsC1Giy52GALdrL6wcDJIyDcQcqq2jndhZjFTPqniFQZXBC2sPGw8bL7gYAPnpwaBUW7O4s86L9FPX7e2LB6685SQ6oEhU9Yxk364Yds8LyzQgGLsA7WBYs+4d/4//9//G//Nn/x4Af/Qv/11++rf9wMM/zDsg3bClbyNLqkpjWoxavHcMxHAvhbghRSFIYMgPDueDxVfbBtunQR3/u1vwD9i7eSrfFxQ+s8qZDWo/L9BIw8IIK5+YvlBhQwl3MnIuk6I8JDLNcY9RNBMxBVmYT3xgS8SS2CIjAmJxvmSgSPSS5hBAIZD6XAyDG3Bujm1CMjVvGi684cw8Ts7pd0V2Zqikyie+g5EqtJKaOawx/KTEYieayhjbLe7cX4tmKtjPmVIHIdsq5gOpNJGcxi2ZVNzmNKEKaw+dCQx3XRclkBep98xE+UrrmduOssblSlE7kdQe2qFquxm68mp5oI53A2PFSTTp9DQGuSfaE+YHneabjvXI399wj6eUIzB8R2Wjhu8NnjkuGq0GQ3EjIVxEawQxpaMPEbhtsGyx9Erc1zPuYwqut8xQWjxdiMQR499FIKgSyooR6D0QLX3fTfkSO53UslJhq8JM7q7mLRNtOlBPWnGBiGf81F/5Bf7M3/hWPvXP/0/f4+V64Lf/yg/4v/yf3mPxpv3jXWMdg46UZF8bWJhgTmHEVLN9ae2h77lerXE+hhYBvL+kbRvWzZyVGn5+OOVHmssHq6YR+KBRzpvA5l35CxpaFizpZMaGdcxhW5igevs0jnkZQhuFzCVUZwgqyR4xOD+YVI5IUXkCGTQk0Qg2KIqPpI6UQfG9ox8MpuvoB89m2HJ2f3L19eRNs6U8lGSQEDNkVI4NO9u2ut3LVTvz/OijOkQaaoXwjhz6SsmmAodP8oBh5OR2QDzw6WBZGOV543dIusELz6wiKCdGmedpYd8Ek/pa2syOqj3+rDraBI02LXAvtlH2fE62h+l+Irtb7nLXpN/ep8J7evXXERi+o6LApbdcqgEtryl0GcX6MaXvFFymsm+WtRfWcZnDB2PzBAydVkDwnSfe4vKm1ecvsXgVrrylswN1ZonbHJH22bKExSeps8KE+xO/7u/jL/xP3+XVutjL/Ff/60v+q//1Jd///pz/6Hf+IP+HZ08QkuaRpN1e0beL0VIoYmhjxo8p1bHerLlerVkuT5nNZlhrQ0gX77herbi6uEQXz8DaG8Hhfb2Q56KcNqE6G90waE8nM3y06bNiqwU7/VcYxDRyiqesKaqsiTdriouZgYx4NMaGI3Y57ytb19Bo0aElWF+mtKCpNl3b4Jxn2RquV0PMn/zFlW0zOzgiw/EAslKw6AzakQwKAXL0iMxaCzsAkQLlAuNnqGPwJVbtLrPn6N7hwPge3hUP4Ol1NdMZn/CVE6wRzu14I7G0ylKqrEJToDQKrXS44nnDs+eb/P2ItSsM5OvI3mrscRoty9WRMTzKa4nsALTxUj0+9b6SlgqV4lv4ucFWkc05ShEFrrzh1Ahdpeq5XyGJ86lLDZuNT85n/NRv+n5+/5/7WzuX/f8+XfP/+pvf5Q/++u97vco/lqQQKK/JRrb9ir6Zl3bM5LSO0mSpKqvVmvPzZ1yvrrleXdM2Lc6lfMHwldMFv3x9DSdnwOuFoZmKFXjWaMiHrJ6tblA8K3/Fiit81DTEWkLaEI6kWj41AYi0oKcFtJpx6vAiMWxICneTQuHsMJJx4ykiiA/BiUXgZNEFpxjvsVY4Xc7xOD71l7yvY4enL4J8k44zDUGcD45MVZSUYs6Q1PThHZjyNmW8MOgUaFSgJLwuj9AE8kBjJpPMWqWg+BSwpULu5JFty6F09oKahFBNVSaj3gdhNgle85IDYo0BZ4FuJcpGGXfJdi97z8tOCfHMytyj2tyU8sdz3WEgefBJR2fvvs8qDvANzfUuyruqHDzKUe4gibXI//DOjrS3JENkDQEeyni5Zhx/6//5Q/7vP/Z15s3u1PG/X7xDdmHOjbOf3BQj7zZVotTG5vW/RdSHcBdd1zH0A6vrFYNzbDYbnHOsNxtO5nOs73lINmBhlBMbtotOHC4aunscDlcBNR/VycVrugpjTHKkKQ4IpgCCmON41CREW6oIPoRwjlaMZG6bzHjFe1VlWRN+msaA+vi3xRjD9+5oi/l5kW0zZ2kMF87eZoYHEJ0aojNDdgrZDTJdLmCiP62YtfSqiJl8IusdfIok2yRLej87LFeIXuCTg0jsG1kksZmxf6lEUGvQpMmKQafFGJ63wgcdLJsIJCUypPVPYk2lXJ+OS4ypmRzDMvwNNGgcs3Ukhopk0eIYVupvqtGQjpXxkK/N48PmumUYNcLpWsZObJ+RpLLeUTLmCAyP8gURnfz+ckpiDQf22Jc+gIgI/7df81X++h/4NfzYD783+q55coekKIdA4GsGUG77FU1MbZdVsHnxSd7fYYL33tN1HW3b0m+3GGvZbre0TcPgXVwsH66dUmnpXRsJ3tONhEwQXYxZGAzkQbC00Wu1BmnJmz05iNTpxIr9IeNjseRs1K8+Lthjz+fUXhIzTwiSAY/3DueH4MhiTD7/xJxxKs/YtnP6dv5g7bVXHiEXMsDWztjaOX27ZJidA4aZBC/ba39znpfMsiX176TPhXP2g43RoexVn65J79YHMK8u/OBRdfknW6jnblD1kwog7cy78fraw7nALUmmyweeN36ZgVsMweWjnX36rGHDk/trdV0GrFnNvqPYrj4lUBZZdHXjFk3F1WxjlVkqb6oSYJ0wgN5v8X4T667V+4sbqzTOauZzRHI8nRxVyUc5yhdM+sgaPjMDaVq7zc7wvnI6s3xy1o2O2c+DcZhzr61WTuCwbxfV4qaE/KvCbNbx6uVLzs7POT8/D9/Ghanve7778hLXLR7sTQhBlRyAFjS0nMozgJgFAi79i7KERcYogDnKQhrBXQF/yUNWCyCoPo+vIWr8YgxHk5ieChxmbWXxck0B10OYEgKotJH9id7OIja3Vd8ucnurT+giOMo0T5SP+iZZmzbwWEIMgAzWNjjXszTKSxeiPcwqMmoqI/UvkzEcQZlgxirkCYsHlcI07xTLZ6muG9eh0sZkwCMh0Ln3GNNU9/c7KlohMc1krXNiFPdtWPeqZPcCyPg0qqWP1bawub6JXa0AbWqT1B9RQhxGIXnaH5aaTXSjZtbInmf1djyaAbY043rKLZFGpgjzCeQIDI/yuZVaU3KUIgpcumBriIaI/I8xzzg/nrnfCWD4umnV7pHyrO1XDHtiEi4XCy6vrvjss0/puhltDHez3mx4uXGs7Rxpu53rXlc6CeFpJIOEkgUiLP8h+0liKAJP5Bn8hsZ2cfyUa8uCrTvmu0WZPtJVxn5VgcTMEEbbOI318H24u3pUhM7MEQzeF7WeeoXo+VxnT8mr8CjIc+JyzMPko35A7+S1mdhGCuBdsPY0DbieM6tcOWENnFmNAH+/BA/WGC4mtUsERjrKSFIARVHXS7YBjV+M66WTzzL9svxObLlqAX35tlDez16UK3nz8VqzhOz2vnRPxeX2MDTBFjI7vEwRaAJnqa7Rk/qA04nEc4DMUtaPOG2+m+sfQaqPKQrr9/KOyREYHuULIu8AKHmHZKvCtTecGcddWMOkjnFUYUqkKKD2uQG4yaRmPy+v4A1YwyRNTHE3tAvysiBwulwyOM92CPaFqgPYFrc4C6DggUSAs0aZhcSxtywwRY0IsNU1M11WrFMF+mrGsAZlcVGfMoclnFGiDqm8X0N5TnsuKubSqMFiMTT4OrxJXm119HnH01bIzKJG55e+CermNwaIbyhjUCj5XxVQdRjTxgxSIbzQ2sOlkwwO90qKF0mw7wvAJ7T7Sq/odUsZ3cKMOS2zyPnGa3JZxdt3RC7WDLEqu84l4Z2IKfEMo4/5ngpPGLG0eXhDDKRQmO14JNg+hjzmgyhzexoYVs1U9p6CdFzWDVlJRqC7xsm1COj04IQWTf01s7jvOKtxBIZH+YLI09Pv75L8/9n7s1hplvauF/w9EZlZVWut993jN4IP7aY5mA+M3A3dxhZwg4UBgWRkqTGYxhcWRg2WcDPJDLaMwLJsBBI2khHqI3GBLQE6jYUMbWGZCwtwG/Bh9ACcFtAYn2/y/vZ+11BDZsTTFxGRGZmVVatqrVqr1np3/feud9WQQ+QU8Y//Mykh3dG58UieOmQLaq251qvOrKJpqBGmnK8tPxAMQ3Lj++C+hG0ftXBsX3uohglFUg9FkJhk3RaWi8mUpqnBNzRiMSt774ExhwhU0lnQemoRyYzWhyfUOnc4al1SyrRbKleANjR0POhB28G3u8c8EE3KmQlOMEypsGaKSSbjeDCmrRLR5VskIyvaG2Slq+3rHZJdx3uph9tUwz3vi0R0O7oWyIB6jxiLugYRmEZif+mEN4p1NS1dyTa+N/loEq5nrTVNVqUHhUKqmFKp20i+XTGRtGs/n2UgOEFN6xH1VO6QJPxFctPmxuyuf5qAtlHoaTqSk/1bT17nE9kSzHSPC2vkMP270prSNxRi6Xwg11W5QApjreehX+HmRnEfcts9Z7pVXmwrDR15LDsRwxOeLZ7whOtJYKnCUg0zccggQrHtp7IeKqR3CJ2f7ykB4yfaDzrcTZZkbZZI8frkNxyiqG9YlZM40AhiLN7HMmbGYtRsT1l2B1iUos3Xoa01d2gfrGSCotS6apW9noGt7yyVSXeBevQhLZHLo4yTIqS50qQuKKTqMAjnBEXPSIlImdYkNVwJ+R7D94rEdCrbHvE8+XrepoOTwz1IYSJnoxOxTDX0mQl/KlAL3HjhzGwwteYqLIks+k6xS6lhWjnQ06WfyaXBqPzm5tPWV8+3xKTvXxob324vTsAGqth6NsSO0LdkdBe0qminTGc7AbSLgBaDmKCOXjDDZP58rSrXeyRioIlIzLso3YYHzZOUdke6Cc64Mr+F6fUbfuvy3nucV2xMdXUsnIjhCc8fYQp47FY8OXiFuTfMbNfBpNl7q8Ikk0tPIgjqTli+RyN6GPaRY4qhNsve3wcjiHfpRA+kGgJU9ZJVMQGxGCM0TU1K4eJ1JO/oPTE1UJkY9ZlIYevnBxBUuDPzAo9DPRgaUChlSinTSAQ6ctVGSEZlpm9qXEf42WcxK/2lkvqnvqsV6/Gs/BUTM8NKQbr31A+d8T1IgaZcetKpoUFpzGWw9QnPvckh3OleEJE2gbdplbO8ncE/z4gl1dBF4NwoX2iEUhy2JfzdIapKDNiJhEhBJZvWifT2IvEarmnHrYk1+StCLGnQ9QcirZWhVfuAFAPflesbHHuetiWS4zbavVUVzXifMuRNaGuxYO0cJgIuqBR0FUakvT/W08N0bZFICm9TADtzeFbDOeOR+2L9fK5vxHvPF95/xXQ65er6Zv+dHAgnYnjC64HhIHECECKU+914mkmnTwSCgGCxPTOdjyWuPqnjiZiHpuTXRsG9IzlUFaw1IXlzVE9UY43xA96XApxZMCZVrYiDbqYmheXicKnCubnI1k4Rw9oOVCommDjbbTAyIMcqHJj+/ZPx0VBTN/6iIY2PShmJiMPpijlLCiYxvVFgL35InUWD6hhLw5le6G6KmvbBfN/J34fFHe6BZATtNSWbeymg3mFsiTa0Jd6NhOv3ys8pTe4zSPve+oqZuQCvqITJXUFBTUeUtfe0Z9dKE1E0IbF11wW0St9gbsjw41o9gXyFXnoYaRXM4YnI9tSpvEn9y1rdbl/j+VwzHYfAI8lvvkSG20AX2v20lX/ExGjhfYJgRtS+4Vxkkxoan6tuIp5vKfPjjdszxjCNVZOOiRMxPOH1wKEHhdcEK4Wa4OzeIVMk4iw2OPEbDAavYZi+aS7wasGO+10NzSpDYphUwuF3T8qsvMmvMZkT9yAHE7egKarWRKXe4TC8cnJQxdCIUomn8wFNEDq/r07xCMmL82VC0EA3EJs4YHry6Mz2u3YZm223U/FqXaIoloJCqsykDahiTIX3Kfl5DHVR35KiYfRobt4L7g0Wr00rJKWIzq6kREcUc9TllLJ+vGCUpjqLbewCPnqnIiewqmBCybuE0sKNCnbD3dKow6hlYmagHoNwJudcqWuJtUnXKZ6aNpVM3G97f+TuAOsMbg0t+ckf8kxdbi9OWi7/265Ld510/fe2kksii9opmGtsu+vC8rcdAUzPABonD9JTK28lhWvsfngysrdbNjZ8QjfvpFumcS4e/22NfDiciOEJzxO9JzLvGk7I4VRYeWFqM2UprwYQ3gDCikVWHQMKaXAbZEBtan7uc/38cdUh0tUcIGL4oNjT36xYvqIuZ6QULJdNyFd3CAhhjAwGvVyV6VLWQMg1hxDMla3ZrjUwho14H+8GE1Q978L4m6JOtb0tMkKRk83QJo9j7i/xeCqZYrVEBpGwISdhCeqwGM6ZYnvPbvdH0sY1bL3dWZsXsavDnA+r2pfA+sTnkdC2SwyS0sikQAqRzlwuwZ/S2ALfuJYgVwJzLdb4V7YHFv4aYy2lVITn1HImF/io+htjQw7LDYeua29GFsiCTdbVspGeVtMEswuSMTGVzhqZM3QyabvVoJzd3My5uZkznU64uDhvyaSL/rpePcZkk5yodI/BeYf3nqIIke8pqtvH59makfV65nhp80OG+yx7n7c9u31756UntSb/T9Mj6r3zEyfmmNA2VcXa49UfORHDE14DnEjhJnhgqQaP7wjFAHnUZ64CVvY6dM76xto6/8t/v+JnPtP3gfk//ZLdav8+G9VwdNldlMQwkNUqXHpzMLWwEOXd0mNFqEziP51Zri1ZBm3Ub/gtXlcJtXbDd5a29FlKYbJGpDrTV0Yr4+dkGvPMtAAM1sxoS5QNoj2NnaA+JDixBP/BnkqUttsSKSLZCfsQY4MSJ51psSPDHfFNjQ0E09BUZxSrx/HVSmbNQB5SVGwgtYnwppa2icYz1bASqKhQSqAe2wGqnoW/wpg3KLBIVGolmpONxlKFA8Ld+WiGf8fTzNCtM3o/5Nvqm0WDKdjE3XT7bgNERnbQtUhxznN9c8OLFy9YLpbUMd1TYS3XNzeIGOp6xRsvX8a62paiKFjVq0Cqq4K6rkPC86JguVyxWC556803QYS6qRFR5jcLxMDZbIYgOO+wJkyOOvU6U3dh7R7ti3xJfV0/x+R/JQvEWfM1jJuNvql1U1MU5YZAl8fBiRie8Hpgm/T/IcdSQwDEVkFPwKptgxk6RqCj5/Vv/svP9D5/0RsVv/mLX7afx8zID4ZDRO/tq1Ru8UMs6wV1OWXlgin/UHAIToULG4b2NjG0aiwVFshSqirSmu5UAY93C8Ag9iyoFz6URUsKskrfD2qEJnaIpFIwWArqJqRi8aYG9ZRlkQ18kQiYir5RfT0VTcyHQj9tTTdpEcm80ZSeubtL05PHxz7upDFvS9KY2rZI/DYervdBAfPOtbxiaoRrP8WahmEouyo4X+CNsvA3nJv4vAkxib1pyclIw8IfWNtui2G0+ciDn/wIx1TDYPZPq+X5J/t5FLMttQTUuwYjwqQqmU4mvHp1SV3X3DiHV6UqS7z3NM6zXC5ZLhdMpzOcczR1zfnFOTc3N4gI77z9VpzwhDusaRpeffABjWsoywrXNDSNw4hhsVwwqSa88fJFn1CPnp8+YWyJr7Yf2nOc8iimu9HQ5XYcT/vUXYPpZIrzfnQS/1g41Uo+4TVANgCdxMM1NAqNZp3+yDkShEIKZpwzkRkFZXTtXl/4s5cr/t8/94Xed/+3/+NH9qp8spU4HitNw777dc3WahlGDtvBeoUvNMLKx+FGPd47fE4KjcmubyBZKTpU1eO1xrl5SxZFUjkvjVfbhNQiI1GdfdeD8EYwGDtlVSvXVzdcXl4yny/iKmn/kAKckp99S9oGwkoiEpBMslGRyT/nTWhv6aCCaSSreRLupi2n97AYVeHa8zaSSzSm56F17Ygl8pigVMFfsPefYenPuWleUmd+haFWt92g+naaamcMvR2jS+2yas7x6XIJ5oJu6zOYVNXYfuc9y+UqkMKmoSzL9p6uqooipnBR9bjGUdcrZrMZtihYrVaIGMqi7JoRJ0muaUBgtVrR1DWvLi9RVa5vrhExuKi0byJsvXttbJGx8yKCMVOMTNlHtRDAWhtS1RxxLDsphic8X5xI4E5wKiw1DDegbSLmLj1JhIS8dxUTnDhu/CXNiEnrB/6XT9NkIcnTQvi//tp328+PqhbegrG2HNyMPaIelvWCWTHlbYHP14cTs2sVXjnhHYk+SWSl4zITVZfcN5GVblTzukIpKOhX6UhaXCBvAyWvZXTSfk6+YYKlKies6mvwSjGpyH0MwwAdtxd9z6T1c0zmta7kW6g9HdrUHl/WzpDaWejy8MX72adlM/9GDnfub8WGHSUS38Z9pFZKVA3F4qNfqAjMDCz8C85tkwXXhvN/XhpUDUbOMMSyg4Od5wmmA8fO3AborJ6S5UVMa/YDPbKJpLZbHvS762bl3q9ZDkCQ4GPXbrqb0BeF4fz8nOubG6aTCdPpOZeXV0ynE4qioG4aqqoM95VCNZlwfn7Gzc0Nq9WKt99+i+vrG2xhscYiJpiif/EXP4+iQSE0hrIseffdd2iahqqa4L2nqqo1n9Wu/YnRbrmLRn6SwbnMn4XuughjRN57h4vE+Fg4EcNHRhHvFcd6ug84WUR3R2csWv97Qg4FFrE8Xi//myrOu2iS62b3IiF1zZm5YNb0VbSV8/zgT/XNyF/zqXd4c3aH9C5H8jXcut/bVMM9zM1Vs+C8OOP9JhC6Q+HKCS8MVAZA8DgWeh3IBUmh6/YnBOthikz3ojh/gzVvBIqliRAmnz9tla41X6hWdQ5+WcF/3mOtwYiwWK44PxsodHkgCgby8mCaK2n9FMl5TVnQmGaEllz1fLbUo+oRU2RbSRqZsCzOmTTXdz3lu2G0895GnBTUBT9D6SLFpwJzDF4LShn0apGnKEWfvPcsnNo3HcNaxHn7W4+Y5HS6ezuaM3K4zpoJW9PKsQZ2Ot7+JnJ+eHF+xvnZGcmX9O2334ybFmY61POEuq5ZmiVnsxmz6YzppGrnLtPJlPLdCtRjJOSWTH2ciISUUhLMzNamUChh6DqTp/bajG0jdrop0nXSjhxuWM9FF4P5Yj76+2PgRAwfEUIghjp4lryGOrOecEEc4E7scA9Efw4dMdecAITayQ6QWEFBXTBHShrgAUeDVwcaPMfGOq5//d+v+Nx1X0X8A7/uI4dv8AGik7cpl3cmpTlxzNu3wedQfENlSuoDWscbFW68w0owBXsctdb4lM9uMPh2jcneayiLV8mUoMAxUDDiRnqRtemneO+kdDEaUmwsl0ums+kGpSMRFU8ITgl5GNPA2ZG5pHTGfWwaldPYGpVFjZGn6cekNQYlVO5frnEXbOqzW566fmFUFe9diAZ3MYWPwJnx3Khwph4rfUIXttBPQdRXDAdN0S5Z9U5noTcRoJdrb1Ny67WDb4XljLiOrtipkkO/0p5OnAV2JEJbFgUv33gDEyPBE9nSuLy1pr0TQn/W3d8pKrka3qubCPxW3PHeyucvGfG21uKsD4T6SDgRw0dEl+IhvMp4U9RCOwwbCT5hJ+yBnXu8Dy8agknZikJMm2GM6UUMLnTOiiUCTJiNDsrv3fRJ4Re9UfGpj561n/c1Ix8zQvne+x6S1xFyOPMrKiw3g0yS94Oy1AXi59FHkEjyt5i91gQdZak3FFJioum2rVSxFoWZSJoZ8LE4IHtPVZa89dbbQIxwzkzOiAl5C2O+Qk3pZ6LfY9vE3I+xPVKlqruo4qacheF/qOQM1k36ko9q+NYo3ANBxlK0xNZ0ZveOYLcph7zDFFWr1gqxhrJXPnAgssDKot1OUBUvmMj48N2LrFWN4nHMQUl22naNeu25BcR/blu3ZyrOvxvsVwd/ZfB5sP/eFgXKokS1CVHwqZpMj4hnKsytx5v9vqaQbl53azDJtt/SuewpykpVFhS22L7uA+MUfPKIEALpq7P7wNE3LYdO71gtfKZIHe2JHG5E8DO0YXZtQjZ+kxIWJ8W1nXErDSs86zKXG8xiq4fMtXWPIJRdCeq9/SGHbRwJRpmI3x4RfgcoPvwn4V022u+2AQGnDStd0tXK7ZQZjcsM9xrWjdGWkewptBVf6roJSseoiTJpgokoSfvQpkCFznQc2lINrk9RzynrOSnqNGzetyQrP0CJibuRYMBuqjMeFIn49b/qtSil82lfbfqdlJKn4zVTA29awegZta/weGpdUWsdCGieHiU7bykSVr3HKYQ8ksGEH37ffgzt36xDbbVcHV7bw6ILNtpt6Q7hfsxV47X7LkVtb9m+bPu9E7QHLe7uXUn9q3TXOt0X6d6W7CSP7UkVvvD++7z33he2HPvD4qQYPiJy87DXkMpi2H2uxiacJ4yg7QUZeVpPGMFChZdocFrvdfqhIsCUGZVM2o4/EMe+QtgMiOEheOGTy2u4L24xe7/NkrkpeOXkIM+2Ai4mQmaguA1hUn3bSPoFoaTAo6iEKGWy2rw9L7/c1BV2EL/vm31DHIlnPp/jnKOwhqIs4n4JQSFCa+JL+wlJkJNKFnwI2+hoMYEAbkDZLKiLFPHZeduFyOdwTjyECOtWOXr4fmIX0pVXpyGmsGnL5GUpU4RgVXrTCpfugpU3iFyRH0siUhKDMpJK6FUBg43Kk/omlDz0mYo22sSsvnNOAFt1a8uxbdhsq0QPl5X8q1SBKQXhbHhWetuJ905UA8N5tdFnM1G2uBrjhDYPjmmbtNbWzBw+OOZ054X7N18l/0B2TgkBOHmwy+i506OWxTsRwwfElmcFYNS4cSKFO2DjSToRxG2ovUQFIQ3H3civGgij6QVJrJ/PoWJYZFLYUaKRD5Da5jZiulNkc04OR0zKb5chxfjVQcihsNIpE73BxIoloyqHBr9RRbESopArLDbjJYG41WAq8vTLa71XNrin1DD5ACpAEY+/rCZoNF2mQb71UaMTt5xzrbISLI9pgIequd3xvmwW1OV59IETEI25GCMZlJgFPPpQykObYnaxVLbm5EiQk+leNSifsZZvT/sUOLfCsplhzQLoctwpGu3lcUGv4aMp43mPScLT+1h7OssGOWjiGmMjcSrZlv8Qzcjc4P5ZM+Oma56pIAMCpvlnuvPWfpOCozSo8fnUJpC9ARndgCFh3CtGLJ9D6fjo05FiHayXqhaNbFbDMRTF8ejZiRg+IArJrB10UcjpfkoBJzAeoXzCJmg2EKZOjxMvvAWtu4J60DhTbp3Sg/KSOkYjJqoOfTSDKOXSHuakbyRndwhCuQtBTeukNty2jeHyt2HWzHnTTll6y+oAEcpeCxomVFyz6cZPIR2KhnJiIhgPZAOyAF6XWFNm6p0ZqFp9FaSNOZE8sXQox6ZNg/cuTBiEuM2QViUN3GEs1kjUUkL1UOM3bHt3sl/W16zKc1JDW5Uo5vULSbwBkYevgJKTmagIJQKTJmKBDETfysQMxEB83kIOu2w7cR0jMDUWmGFFMWnobklUVHCNbcNSJFVXifsMXydy2Kx3mS2Xy24OAuHuCMyI6gZRM+v2k74bY0zhNGWySEpl1IP2lcbU2DZavuv3NWuvxHu9MynfBu3PgdaasX1gvnUuoBt8W7eMV9ZarDEstuRIfWiciOEDIo2ZRoKJuJDwvtZw4q0Ec7JkyzZ0F8XF955TQMomdL7yJ2a4EyQlCoa2B09QsgCA3vy8xVAxtK+ZY+e9gmduUQ1LHOdGWLn7m4gUodYJlZm310xZH4jCL5ZCCio1yMBOEa6mj877RfwuiwZuJb60bhxF20CX8Ge+WLBYLkA1RBuvkQnt3VGJNGlGWAJPtFTNYq9zUdXX1DGJtajE2rgSzaYPH3TSItkFE0Fcezbi8fZIkYnnPZJu1ZCkPFsn4YVRRN5oI6xFBJ/OoaZKI+GY0/ntmf9b1daDpBKDueorPcWs7SOSQizSzQqI90m6D/JjUkKd4ZZs9ZW/vll5qCYOT2fX/t7EBNMpcRmp60jiQLXciM3737xKd5LGesne8aXm5Vw73/dYH+sa6lid5Vg4EcMHQqZntWqglew3CcQvdQExJRlWs9JlsW8xJ1K4Ea8ZL3lQeEJZNcnMMpINLK3KQRg8xm67oY9hcVtURT0gWuV2k+1equGxKqQMsJEcDjD1NSt/uKS1Tgu8GoykYIOoD7a8rctNWVC0HMCjOFJ5LnCiFLpkagoEEwf51Fklk2OKTM6HsricZsqOpNjlvOrFQNlpVSWD4rKRU/cfpCOSP2JdzjoLQqtSDgbrB0PYhwwUsD5ZzwmLdKZd7yKZjUqrCrVCKZ3J99obSoEqDiQmBjk41yAMo8HJ1Et6/qfBjy8GpGhXYWNoRtbs357/qsBKlzTUnHExrorl3Cg31fbcD7aRsi2EsZ1MbEidoyNtzr4fftePee6Tvg0NaJdGhs/E2PLwqgnX9YXVWwPRrLVcXJxvVhsfASdi+IBYdeMtEIJPWnFfaWM+84l1ep7b306k8IQDwZI98NFhvecn1jpxA4znflsPPom0YVelrV4elhw+ZYyohvUBVW2NgSXeN6xJv8P9ZGTP4bligQCFlHEKUHdrpVQynf2uU8MQOh+34I6gKGezKdPpjLpeZabERAQD0Qm1bh3WhjyG1nicU6w1LJY11ggX5n7ms7KeU1cXrYJVUzOrH8ckFyvihkjt2MlvvdrRF45kzoRINISGUP7wnVIp4m+FeG68UJmQnNk1DltUwYTvHRuJdbyMSQk2JqptEqqoBD/EfOENm4hkTFVptKahRiUFEfXFkNF2pAmp993ttJl+9dbLbiXSWnmS9PBlFtChgQDftm0lpH6qWWEwVEzafKClVFkTNm1pzAw+spSESflaNaH1zWHEtH6Sx8KJGD4Q8glb+pvz/9VgeT94f+KDu+IkGe6KZBRKs/HhPdZog9dAMhJpGGIvxXCoFubfbyGHG5HI4Ral8MECYMaOJTuGXVXD/4O95meai4M0KZna8hrCGmeXbbL3dmbqI5HsINlnH+sMe9U4IUikRrqBuc2JF77PAxi8Vy4vrxAjFDavfNIlUvfquZnXGBGKIiRWr2vHbFrRNEojysUBgtPL1VX3/v6b2wMxBU/uVxfPXa6TBTO7kKqdQKdupetYGni7VKx0m5qYIBgsvDCzwbLkvcPaAudTnehhkwb3hRBIc3uP2DspU6lOcyeAZtVtBhHFw/yOOXHcVJAgV+F6VW7I6bb2B0oNwUci+dqboQSCO9frQAqlwkqB1yU3es0FL7HYdbPUwPwt+TMyPIiIF4WOt6lHbGnPp3eOy8vLW4/hoXDKY/gEcSKFW9BNNbsTdTpheyFVlSBTDBVY6pxrveRaX3GtV625Mcdq4Ow6KcY79luxiTRyC7l7bPNxvdxOcDOMtvsBHchVDbVO6PLhZabbsETkc4oj5ad0rHBYLIVYkhO/V5flrezuiS5XYTbL1W6ZuEOurq9ZrpY98Sv91tXXjWoVIMZQ1y60zXmMEd6ZHM90dgioupZktbxQQlANKY+gGBALpoim1CADZGEzaWNUpk/lBZiK0mhMfSYCcZ/SRmAnKq6di0j4si/pSb63/SLlw9Z99nkIofVvbP0cs73FXH+du8LYXiLZGiNlY8EquS/iHkeyZEHwwrUs9IZGawpKFGXBvCPU7WGNMcCO5K4T3eSx3b22NAcIAX5X19dtlP8xcFIMT3hmyGzz6X1OFk/YiKA+5Pm2us5URCipMl90YSw7xcr1B+9yk2K4hfj1lrmLcrgBt6qFqU277vM+x7BFNfxUcXUQ1VARlm5GxRxjhkmepSUDguDwLGmotUFFMESCJhYrGf3oDWxK8lPsR5Gmn7Wt5mHEYIzBuSaojnHnyaSs3lEUhovzKSFyVKlKk2gjk2q7EvwcIHi8W9HgMRgEizLtfOJ6p9aHUniR/HSKWE4O1/dhBApRbpzwwgbtzHuHsQWqkinGKUVPIOES7wcxWUqZtN9MtdpIqgaCV/pYU1NSkhI4t4v0zKSR/IqhC2wabKw7ifErbRXQVqVueWQyv29SG6W977f5YoWE4TUWgwuaOUsWnMkFFRWNNnGfiVxLHnuTCeldns7e/vLhaQPagJ9WZQ7+umVZMj/ikHYihie8BtjcSZzQYWo0kAAZDEAAKCUlpSm39mT10JR833Q1G4jVQZNeDwneLgRxF1KYL1t2aW7Wcxyu+xpuO2v7qDdOCxotqXTRqTNxoGr3FT+sNKiXhanavQgSBkCg0RorRc+82alO0h+Y249hn0VZYJsG51yoQxtVxc7cHb6yJnknKqHeb9hKUT9wKplHgKKsdMGCFWdMsFSBCEmgUZqprUnwk0jKu4jbLfWh6e6bVczbSFQd1YfKKeqaeG06f8ecwPcVxJhkRkxLJEE6/7ZEilRa22Lw7Qs/eTw3esnMT6jMFKFg7M7uDDuD6g2S/skmM5HYBr9Z2vQ7mltrJSmt2R7yTaQ3Ozjop22WUiJULHVBQ81EZjiu8fhgTs7PYbtymjTRXte1jQ8PcQzannkUxXlPURT4nVPuHB4nYnjCCR8CFKLMjEYTTuyrsllq92+aoee2pw6N6/dwB8ljeAByuFEt3EbwNql9m9ZZRvIyGSmtNratbRHK4hFVrGtwtohELiguczU7k0NFcFSgCzSmfGlJoQhWLILBaRNSoYgFPE5dS0rSqOW0Bplm86ww/KdhK99rZ34MOTGdc6xW0XN6oI5JbEvil2jIldiZrPehwk8YAg2OCQUmOwHDqOSkLEms0JFIRVBaZZ2AjO+qR0b6lVM6pWrou7gena2tr+F6e5N81wUuiQbieiYXKAT3A7/EuwWYKSJFTKmYE7NEYAf7ztqf5yzU9v5SRD3EdD7pPmx9KXv9l/Y3rJt6sA5ek9HdUXCGlYI6+hxe8JKSEkeDxbZtS8nCw8e8qs4IFFJKn833uPbfKVRlSVlW1O4UlXzCCSc8EAS4MMqsK0ZBUgTaKgyZw7xsMc0PFcONpuQDYRdyeK+AkyGhu40UDt+PkMRdVMMvtjf8wrJEvKOISop6pa72V0mnpuLcvGSlS1a6iOQwXBcfc9W1vm8iiPY92gQTU9g0oVQeNSCtUhKPql06kbv2eNXjnccai7Fm4Gc1SILSDti5CfMJEsPkG2r3GyLD2fOU2MiFGry7wYhFzIQ2G4AxmUCWn0tlU0DGrXtOqqFPyav76la+bO/5Voe29bJzH8mWyffWiZkxgRBp61iG/WuDmKJdNpmO0zo9crTVmizxnqXnDx26pQEZG7I/hV3zx3saUiJ3IxaDYSozFnqDo2Ei025SFJXXELFs43n2dDkjBxvf5Zbu+UumZ1QRE1wzquKkGJ5wwu3Q4fuT+XgXFKK8LPJ8dNEUk1SFtvOFddNOH0PF8NY8hrviwP6G7TYPsfxyi5lzedORwz1VQ4uPyZgt3jW9sW4fLH3JWzYSEToS2CoWCKrJeGuYyllLDo0JbbvRaxqt8bhgTtMVBhvFv/waB9/TEMXsKaVAGstiucA5T2VKvA/BJG01HZJSlRQo7flqlfV+Ca0fDGOBQvl3t5BEUZhS0dClDwq+ay6e74CWtG0TkbY8VskUnxZrqZs6TFbBZnyjnf7bJ2ODtUaITshvPfhhoAJ21zwGqCSxcOwoOtlzI5K6mjcr+EWOr9ojcrfAR79Cm7s0SMGM8zhxMjS6QsVgpVMNuwCsLJF423/GRu7ktxmu4UoXLHWRnXJhwvm2NR8cJ2J4wjPDsGMa+e6EHs4tVJmPEJmTuKz9mw8d6ximqyntARMbbDEpA2sq3MFS02wjkNtI4Rbsohp+bOL4BTcD79GyQo3B+syRfUfcOOHSwMtiSmWnqI+1cMXEFDSRnCAUpgDtUs20MZOR7DW6YmLOMd4G9RHXuxWCguM7Jch7pmbCyxcTRKYAWeUO6cZ/aA+q9avjljx/j4VDRY5LgTVn2HRuxNKpZ/mwP/Z0tZSHrmb1OAoJlCQFPXRIqmGBurr1y4s/kd9VnbvI8Lkfa1W+C+0sDWkZsRgpIUa5Jz16t655LRRlDZ2K2rU0BG30TdSdNikgvvfblo1jpUCAhd6w1AWKMpUZFsuSOaLBdJ74KDGhfIg0H5nNDS5fL8BkvQF4dTia/CuqTXWpHwknYnjCM4L2TSLtw/YkhpcnCStwbtYH4KEP09jnsa7pwU3JW5TDvYjgvmrhfXCbargFr6JZCuJ4Ym4fy4ZQoNEuLYYa2w5O3jvwisGGGqxiUUlVUqCdFIhg1VLrAq+O0kyxWnDjX63luevMlBJN0yEIyRRlphfFJTUfMzvNOqGIFUuOhn1I4UgQUQ5FEFNl34TaLsZm7gYj/dUwT99t/ZkhqPyeLt/cmmpoTPDP29hYHexG18kN2bXaYK5VFG8sRiadhhkb0+XW9Kwfk2b7GMOALkpQ8MLbMLkV7d9L4TfTmWQ3HXtstxKSc1uxISJZF1gKKplQSgkIBSVzvcGyDKblNj+oJwXt3NYDtqnBNh7n+ndr6YseGac8hic8Uwz8VU4YRSnKxCQFIzPl0Sk/3fukBKU8Zeud2bBW8r2jkh8ChyKF+6iFI8u2RHZLGpYvsVc4jVWR4t99YSVEnAdIO+Z6H0zV1haUZYk1tl1GjAmveE9YKfAE5WKlcxb+KlRgQPDRIOpjNsSQiiW8PFCLp0kuauqzwbrzn+rupTBIjqtmjwjX3E0p3LKOEQ0vwt80tRIpMFJ06uya0WNw0W85MUk8a8ZWU41kZZcApntcgRTtTAhoSq4oKfI59Scb7eK3Nq7PUtvAFPXdvluTbq59CiJDJbUjguk/IPoLGkwKziKQvnS/A0xkSkHJQm9CoE3mF5vH1wd1VNZzGe5gLi+kCqnCchX2yIPaSTE84YTXGAKhXJYxbecprXtPbr6Sdo1t3Vg99DF8iP7rPv6Gj6kU3gW3qE53wVSUWTbF7/wMhaIoWvU3T9abUqX06thm6pBX1w76oqb3e0rRUfsJCyyCUhl4k35C5nGXBOmYzS4YI2L3PX8PlXR8kMOuf4yJMGxS8fabESgbIl0lM71u22ReU3n09/RPv3fovVGloKSroJMmlMlJIbksrCvF6/tqd7UmXpL1Te1WevdtOqRk2s1VzpCDs9YVjS8woljxkQB6CikppWKhczyOlS5IE5qZFLhYS1rVU7NiKmctMVR1ICZEYquSrm3bsmwiPn7c4XhKSgpTsvILlswDKc3N1EfAiRie8DyQd7Qn8/HOSJTAq4+pSvqz7KF/0dDINcRQ0bIPFZW8Lzl8SoRwzyCU+yI9Gmn4DaqFbQdmH1WWroJJ1K4MncKhw216nHeUMmE44Gn0WFy6KSudoggzq7xhITnkd5pKTgz6e7jVjLyJwN2HXB+CFG7Yf1HPqcsZec6gdG5bn87W1NmHDknlDo/VvZ68NbIyMN0q5FdcW6IonRlagm6cVDTNahUPk0xre05CqqL+OUh+gckUvcYMyR0URo+7rdc8yJUYyeq11rzfVJSy4Ky4xgbnCmZyjqLUWrcTqNDK0D4XVfSkLIZ9Zb2mOlSFpVpunDA1SiVgo2opdJHZa6c7O+8GYWJmlFrFus3Cemqhx8OJGJ7wTKAwlOh18N0Jt2A44uTu/1FNku631aqmHJzeZjCmHSwqeQyHTkS9D+4SdJL7Gu6B+1ZCWSnUPmZAkc4/SaNZMU2kxGTKT5vyI5n+hrRNaXTFmXnBhJAQOwWNLP2CV15xsRJxZzaNiaw16kQtYUhEIZnhuP25vY3A3YUcPmB5woQ20KCdfY2RgkGEcpRwVXXtCd2E2yhDF/wh423YG5H0DSKE2+sohi7VjQRi5df3v5a2JqL1w4ukUGSwv1ucb7vtri8jGCpmKIaVzii1Rqg5kxkGw41et0Qwnfug2kFBgahE0/K4358i1ArvO4M2IXDk7dJzZuLx5FHL8VmoPVw5sMCZDe4gQEhTw5Twy4kYnnDC3jjxwj3RjkJZ9ZNWPZRkXyR1YvPFFeezfhfhBp3znRTDW/IAriEniE9JGdwBu1ZCuQ+8CrUKbda1NllwJHPrbm1dlGQkbmODdcOKRldUMgX17aBoEaZmwQRl4SYUpmFiwcY0HyqdyRro0iG1pkUORFb2wC6kcMwX9E4q7xg56X7LdTV6yaQzhQ5GScj4Noe71xg9EPc0IKIdOU/NuD0yuNtpR/Tae6x3g+UkSLr7IX6/2aqaquykraT+KBJFBGVbycT8XK6jEji3c27chHlzgS1uMMZSa02tq5ZUJrN4rSsabSiitugG++6V/yOQu3e855UTlip8vja8WXhe2k7lTHkdoyEaRZjH57YQCXkRBYyxbA+deXicgk9OeF7ITMonUng7NBrzWlUomrVyZ+48wWp4hd/tCHkZ+himqOSdy9cNlbjlze7q3HMihWNt3RKE8qni6s67UmDlpfVe895npjptr307RIlkA29mHswgcVBe6HVMpdGnDgZlimJRSoRpRnfSP/HOaO/B3BC41Yy8q7J3KAXQuc3XZuP3G/YdTa7t+R3BUJ8dKl33p8yJiKXaydo+06PMTJVRs6WkV+cKIFEJXjuyqPL127+uRLcrrm2gC9xo3RsiWfKZWXtrl7+BdQZj8ILKXPOyfI+ZnTORGSLCkkW8vyMpjDvwKAsf+qVUC9pkdKm9ZqqgHgu8LJRPVI53iuBO8V5j+ExtuGoEr9E8Ha9BKfBmobxbegoJ/XBLpFOVlSMOcCfF8ISnj4wMtibl3ncnbEKjoTqBTTVY885m4IvT/aQgMKlKoO5vz/dn5QfzMbyjGfbZ4oCqoQLvOwDhrVJDZQ0IaWnSIBNr66YxNteQZIs+4NWx8NecmZetIc0oWBWWsuCF9QRvxpCmJSlUSTGiLQ4XTNkAumtpil2wy3ncRiC3kPXeMjsqh225tlRJpBXQErExmdFTe+vtg01LS2+7ur5gsgiQzN4jy6ztRFvC2044JGd48b1mRzQoxQdZdsa0LbrJi3qX3q0fk9yW2XEzgv/gkgXzoMYBF1aZiaVmSaM1uYk4maRVJ9yoUsmSUkLS8q6EZDyInMDF01oY4S2jXFjPlROuvOHzXpj7YF7Og/WyM9fNqHrn7UQMTzhhC8Zsxic78i6wEhMqZD2rdG/az63ZD0h1FVZ1zVnZ396wfOdB09Vsq0W867qb8Fik80gE16lw6eBFoZTQKr9JidGWJGRXOpEWGU9NlBardUWtKyqZtKlQDEUwrwUmSKtODcmOpgEf1Nu4yUc0I9+XFObL7koOUfAO2gTX3cPXEp+t/nI77WSLKTn9s24gzhWpzpS8ea+52buLWh+anjWqe7q2S2376aRc9xrZ7qVVF6N62bpAiAnOs/e4Z8K0pQIEIwWVVBgEp02Muk93ZEf0nLd4gqJ4zgumzLD5BKoXLJRfjHCuKmN4yygv1LP0sPRCo6E/3nZ9FbLn9RGfkwFOxPCEZ4Y0O2XHHvTDCwFmBspBx9qqF+2YNeyuQ+e8Wq6gzBP2slbY/UHS1exCrvYNDjmiIrlLvWe4fxCKI/galtHhPfmQdmpUmiB0qkSqKFHKBFETzXjhfvF4Fv4GlRiHLAZFEDuj1Akv8J0eKCbks4ulFnNlCAh+htEpuKy3XLu75hbcOxBlD1K4BySqpKr59vOHpAviCfxtSNzort0W3Gowaa9z5iaQCNqQL/YmDL2DyQjKkAile2jYFa8zn1vT1aRex3tETKfAxW2JmKz+89iaI8iOcSKzeDjZ2IEyk3NmnOEl9GmNrnAph6FRiHldl7pgKrORvafNZXH3mo407LwQKCycpSIDmeFrfGN9f9xj4UQMT3g+SB1SNridsBlGlKlpoiIUzlvrB97TbdZHChHhoxd9Ugh7JLi+b6DIHUvR3brNY5urHzBtjddQASWMp52CJxCrq/RVmtzsWFBSSJGRuUAMl8y7gSpGOBuT6i5bugEsJUbKdqPaEsdUWzmkTHokHDoKeXjtRgip97QPWavE94hVTspHONmG9EFj2NgDSjJpS2faJuwo399WUjW4P3JC01Yeie3F+/62hkrXDofThtuY/sKdp+rYOmn7McF2byEhp2z5d+mtRHZtCetPzCxyO0UlHVO6lobbyPoQHseNu6bAUEmJSNUdyZZocVUfJw/HCwE5EcMTnjY25Sw88cJbYcXh5JIr77FYzswLAJYssFgKLQc+LYrDU+uSgpJyZJuPmq7mdccDJLvOIQgYIZEU6BRhVHGxdJhJJfTiWvkWLAVeVySlKdwuXQLl4FAfE/IqiLrunhKJJu1OtdwabfkI6WTCfh5GLQSomhvq6gJFQ2UZVXSQrDicCp9dkWyKtiMp3IRQnYaQdU8smlejUxCTJaO+pUzbqJAomQKtHfHqIuHpzzNb8jvyW7ZRgTaSOhHrpDCr9lPJ5M0SiZWpdXhNtbdcWF8H93k+Ne7f94INE6pkBR9suX8Xr5/HpLQWqhg8qjVqCoQ4sZCgHHsNwTVmILSquuxaPT5OUcknPH2sjSXHk9ifCwRlYhYoTWseEYJxZOnnIaM/RJ+eWBpPFedr1DumTT263bXgk+em3D6EEnlA3Cc6GYiDWaZKRFNi63OoiveOxoXra1KZPOmUxuT4bsUyMyEFjcelrXeR63i8X+DdDT5uby2didLb97aUIvfCY5HKXaANeIf3Lgzw6kB9MId6d8ukdvfnaWzJpS640lcsddG3qqQo3/xe2Ljd7j9adVD6HDYnejkphI45DRsoBOUtizrOI+RTDs5uxWCWR/vTiZYUmiK8967/W4/MCTGTO8F3uh8ln79AAokX276U9D77frCNbuIVv2uDroRKJlgpESlISbg1nj5FqT180JgYtdybPuwdkHRInBTDE54H2if+hF1QmobKLHvmxARVWDLHiKWQGEQQ+6CGBkPBJvI9VAzLp1gr+angPqX97rrL9Jwkc3JMg5GQ1Bdri57KYySUuVOJlVNyC2JMPNxuJQ38cYTzuEzsSXnrAlLVFdP6dz2cWtdTYI9JFEeMHK3ZNZfvUnS2ZlxqVFFbx7hpVdua1k1SeXsL9GhH3M76lsYCHzqhLQ886ZTDvF2t0tjOT3LiuE54Uk5N7x1iNEvTEgOnNBqFs0mHSF732/aUcCI5y840JBKXW0jadE3xGHLzrvosV6F06wOIyc6atCRYMuVdRUEqhDJpqvQRPpcWzk3w643x0HSuBydieMIJG9BzbtlsWj6hRfAtnCMS8nNB180kRcmrY6lzbnAoXfLid/0Z2zqkoY+hLTqfKykmaPOMcg0+InoBKLmv2oHT1qx8N7An3pFXmwjO/TH4Ieat7Kp1EIme4rTGe49LNZO1rW3SDaYSFOgbVkxlitWUttdEoTKQwhRQ4NWtEY4HwUOSwr18RINGD4mISVTuTUfaAUQwUoaAlR1OzyZBDqCkCterLd9mBm3INpKauA+GBCoPFEkbTO4GrcKsGaHUoRU3bnbkwFs/xmEpOuK5Sn1bYmaCk3DkQlJFx0+o9t5k5JCkuMf3bdv7ybnzrfpocRERjO5uhE3bmIhp2yBR4WyfoyPhRAxPeLrYxAFPvHAjBKjMgtLMWe8U09AecojVrCikopAZBSVnG8zHOZohMTzytdDP/TwA8pFfetyGHBD3iU5eeVipUKWpQM/fT1siiAhOHV1ksrZpMlZ+wbW/JKXhCBHHZRzofUs0BYO1U84pEUqS/qSJFCg9s6FgB9G6GW5LK3OogJ0H9C9s0ZpH6dRAMcFVA0eRKfKBl1iMsXi3o0qkmyy1QilV8A7WGHiSR7gMEln38vJJ2sKWaNiWAEq387ZaSTqejjCGdynwTbv8llu3TWcGFsF7RyK2vdltdvxdsmm4cUJpDDPZ0WUhXaaB6tma3ePzEKqDh2NPz4yJBL/WOlhgNNReNr0rM9QLMwLYfqPtUbQpfcQedZw7EcMTnjBiL3A8Rf1ZQYBzWzO1N73OPfmDrXSJIHGGC1YsZ/YlRg3VthQiGdYUwyMEnyQyuOm7g5DEydn9/REf2YwMsFThvRo+VgXTVBiQNSS4jp+9esQYVrrAi+ecF61lU1Wp/TKYh42J6p/QpS7xrUkv1UAutEAxhATaHRFIqVtafzKg8rdPPnpIRO4Bo7kPD82ENe2UsniuwnmxMVsAgOB9d15vQ0gXmCek79CqdALqPdYWOK9IW1mjmx72iEckd13ewU2Hpl0taKUNblpvd6drdibZXJGjJUJ9pS7LqSqSbUe7t2vH3O3xwioiQZXVHf1Z19XKjhxrjMwflsRDZXD6ghn/Sj/ISJ/0/k3/WTozeCklBWUg6Xl71Z18DE84YTtSLwsnuXAzKvG8aZcsJagvwRQROvtG6zbgIPwYzud0tdhrHweplXwPjJHCsWWelYJ44Ojkay+834SSW90Ynpn+CGbehhrV4JVmTVCxnG+oWQEhGXAakEPkciR7YpBEACPBaLWuSFoCaTRddindYC7chqG69xTJ4ci1K+sFSzsNZsioOrU5kCXkOEwkIZwzl/nM7bBL3bEXVI/zDmOKLDgoW3fgbjCK3Oyr+dcGZRDEkvvr5SRO6Y6115cnn7q4rtiOHCeSqIrIbvdNrqIOSWbbrp3RUdlxBXXzt7flH8ynRkbPKaSKbhfhu/aUP1Sg1g44alSyc45v+7Zv44u/+IuZzWb88l/+y/kLf+Ev9G42VeXbv/3b+cQnPsFsNuOrvuqr+E//6T/1tvPee+/x9V//9bx8+ZI333yTb/zGb+Tqqh/d92//7b/lN/2m38R0OuWLvuiL+J7v+Z619vzdv/t3+ZIv+RKm0ylf+qVfyj/8h//wYQ58D3xoadDos7Vrj/jhhENYxM7EYLFxsMkjAK2UFKbCiuVdP9t/H4NayXZbZ3tAxUw/9/M7kcKj40B5Eu8TnewVPmhg4WXteRExGGPbVBhOPUs/R9VRuxXXeonDYcRQUFDJlImcUUhJ+1C2vnFEUpi+798LPfUpMdRd8Rgm3xEcykc2BERo+9yJhCCJEHnroyLkIPnK7Xt+2N4VtpZZH5WnaDbuos7jAiO77CzGndlUpFOOIfrViSFUyzaoxL/pff4ZE5cNv3kN04pQGtGAsSFqFw2R2+pC9HbyEcxNyHnAyJaT0qqFbTS8blh307ZyHfJhIIT+eGw3MvblI+KoxPC7v/u7+f7v/37+2l/7a/zsz/4s3/3d3833fM/38H3f933tMt/zPd/D937v9/LX//pf5yd/8ic5Pz/nq7/6q1ksOqXj67/+6/npn/5pfvRHf5Qf/uEf5sd//Mf5pm/6pvb3V69e8Vt/62/ll/2yX8ZP/dRP8Zf+0l/iO77jO/gbf+NvtMv8s3/2z/i9v/f38o3f+I38q3/1r/iar/kavuZrvoZ//+///UGPeVdeU4pybpRzq7ywGqoZfNjw3FKhHBlOhYV2ZhAfk5gJBiPBH8bjeMdNedfdjcA0g8G/eIQe5C6E8CAk8iGTYT8w8alV+MVaaNS0z5ES8tz5Nn1RII5L5ly7K670A2pWMQeeoTJTzuScqTlH0riaD1m9W0H6alQyoGY5745pGmtxi+K4S4WaXRB8LH3ulRZ+aH3yMoWr/Wm387PraeyuRTDw1z7UTtfUQpH1ASkRfaX1d2tVMNUsQrhoNc+xV5eXL9x1eaRtuo+S+hyOqWknHHm7uxOVn79NJC8dwAbNbvTEHfeelBTh/MSGOtEjPq2/83f+Tj72sY/xP/1P/1P73dd+7dcym834W3/rb6GqfPKTn+SP//E/zp/4E38CgA8++ICPfexj/M2/+Tf5uq/7On72Z3+WT33qU/yLf/Ev+PW//tcD8CM/8iP8jt/xO/j5n/95PvnJT/L93//9/Nk/+2f59Kc/TVWFag7f+q3fyg/90A/xcz/3cwD8nt/ze7i+vuaHf/iH27b8ht/wG/iyL/sy/vpf/+u3HsurV6944403+Mn/3+e5ePlydJmpUS6MZ+GFGy9titMhSlEsQXJWFSqjXFj4QiO4J9C3Pgp60W/S6etP7AF6ShCUF8UlEzvPDCFhSPqIOz/IPn7Nd/9/uFp1Jo7/+ff/Sn7dL+kCJdYUl2H1kz399u5D8Daak/clfLu2ebjdgWK6RjpykjJiSr5PeTwIj8rUKB+tlEqCj+lCb0g5K7168mTCigalUEosBTN7jlVL8pKT3gOYqYFKyP+mPj6yPnNjoI22VVUmYz6GY4En24jzNnK3S7qa+5Ly4f5Hrt2qOINhD5+bZSPaj1KANjt1b/Mm+JK+Wd4+GKiC2IK5gw/qcA3PrAZfvLEVhhHHLclKLgSR8Me7IvlR9g5MA+FpU69IMj1npC47If3qLGkTUaUkU/7W2trfbVtjmM4cLezvwtD6QKriaLjUD9rJtlNL7SqM8ZSyvJd2IQgvzFvYGIyU/L/TJj949YqPfPTjfPDBB7zcwCkeCkdVDL/yK7+SH/uxH+M//sf/CMC/+Tf/hn/yT/4Jv/23/3YA/vN//s98+tOf5qu+6qvadd544w2+/Mu/nJ/4iZ8A4Cd+4id48803W1II8FVf9VUYY/jJn/zJdpnf/Jt/c0sKAb76q7+a//Af/gNf+MIX2mXy/aRl0n6GWC6XvHr1qvfaBivKu4XnrUL5SOk5G1EABZhEUrhUwUXJfemFWqH6EKYjb7PTnEjhrRBRCtPQpjlQ+Kg7PxgpxDVreQwfMsH1fVW/Z2F6TniAFCsKzL3whUZY0bDQOY2vcb7BeRfS1XhFffBvKqSglIqCkqnMYqmwrjRYmxyZqBx5xftEERIEERtKm8WKH3M/50avWegjJhd/wIoyu6ALXshemn8eKUmpg+W3vHZGVOcmorxbOt4pPTOzeQu5ATVMFpLvXyT62oC6YA6PZQ4HBxbXH/rHaUfu2oCT8He8B5H19YZo+WtQxVuls/19h2Cakd0GjTNMpJw6vBoatahC4wsW/ozar5cL3RcGg3fwwas5i2XDsnZc3dTMV47aKXVzPBXoqE/Pt37rt/Lq1Su+5Eu+BGstzjm+8zu/k6//+q8H4NOf/jQAH/vYx3rrfexjH2t/+/SnP81HP/rR3u9FUfD222/3lvniL/7itW2k39566y0+/elPb93PEN/1Xd/Fn//zf37nYzVAEe0xhcAbpWdRS6htmtotSolyraZ/fwPXTjizsODY4vcjQCF1DN0zfWKGt2EqcGamvByyt0MgEpe1WskfhpJ4u0QoP4DZ+T5pa3JcuTDQndlQJs35hs6UGK6fwVBIRSUTCiliHWRoDaGSgg3C0ulRTApSSs6rMbo23Sa+DXJJlVPGCi0OcCT/wkNi0sxZlevXrjWv5qlbRBBpE7usYWgYtRYqlXHyNfYxXmY76EKH44iICVvMEnG3+mCKRh+sLJLlwMyJWdpXlmg6kdSgUPvsPAxaEpdLRG/tnAyIXp6upm1z2q7mSuIWZOqjRAV9SUhT49TQaIk1c0qzwsoHGLn/PWqwFNZirUMKZVXXOOfjPterTD0mjkoM/87f+Tv8wA/8AD/4gz/Ir/7Vv5p//a//Nd/yLd/CJz/5Sb7hG77hmE27FX/6T/9p/tgf+2Pt51evXvFFX/RFG5cPz0gnfc0MnBnl0nUzR1WoRahE2+B4T+hkm/gqTchV9npjaG7gxAtvgRX435kbOLTwNFCyhlHJeTnPQya3fnJq377pa46QqmYTvAo3boqRJTNjwQSimPybJAxRlFJSyYRO9kmmP20DBST6oPX9wDqXhfbuSNG4XpnKrIs2fUjPpaFKaItxJdbaRyGfQpdypM0j2f7WPTiqkSSqZ5N+ljtwWgmVakRMtr315VWSK55gjOnm232rb0cBhVDbOf3SJiyHFEDT6aBhnZQ6J0dQmRU0mYO7Y9bkvhAd60bzJuZWopHTEJa55T7KA1g7Ftv7vjV3x5ak9EGp/RaLwVBLEyLMCcUDjByqkxVqljhxOF3hVcB0JffsEWslH5UY/sk/+Sf51m/9Vr7u674OgC/90i/lv/7X/8p3fdd38Q3f8A18/OMfB+Azn/kMn/jEJ9r1PvOZz/BlX/ZlAHz84x/ns5/9bG+7TdPw3nvvtet//OMf5zOf+UxvmfT5tmXS70NMJhMmk/XOvxTdfE+3ZCeUiHq78JQSogcVqKRhZlZUUoCE8jo1wsILV06ovXBmldoPH8XXDG3HkM2sT4EoG3Hf+rqjGBlQg19a/7ti3+tyiPyAx0KuCi5v9lIJDxXUcFd4NSzdlEousWLb/iMMgIYzOc8G8bx+bUcD1QcjW6pp2yo1SQXKeyXpqt6WVCApGGrPPIbPGnkZwe69AqvVCmst3nuKsqJVXdXjvKeIfoza3xwACyc44KXV4U8DpDKHgnN1W8Uj/71bN1UqiUSvVdqy3bekKm0jTBSGZQ6XumTJHBAKLcO9FVjnoLHaK5/YNUvGlcR23e2jXxgu0j3pN47HuZla19oGE5mx0iWGJZU5vBoThjbPdFKAMVmmAMWKxR1RATqq19rNzQ1mwIrTwwLwxV/8xXz84x/nx37sx9rfX716xU/+5E/yFV/xFQB8xVd8Be+//z4/9VM/1S7zj//xP8Z7z5d/+Ze3y/z4j/84dd11Sj/6oz/Kr/yVv5K33nqrXSbfT1om7WdXfKx0XIzcRNb0y4MrQiGGt0rh4xP4+ATeKQ1TU1AaS2kMpTWcW8PbpfCxCirjqcwSewAZ+0kj70HTmxMvHMXBSaFrNvq7jQU+mQ+DKXkMhzAdr+XpWz/vh7y+tU5Y+gqvwZ+w0+QjIVAGfVQIUNE22W4/mCKpje0AmwbZ9K8SBrtUCeQY2ORr+Bj5EDfwFyEQw/e+8D6LxZL5zQ3L1Yr5YsH1fMHl1TWruskod/+Vb2frS7JGRJ++fBspgrgjsEk9S6lpQoLzNnJWtXUraCcRyVycp7ORrmazkpmg2yo46+dIu7fRlzX/Zn9kuiCt2jogxmOku1vLxLKCMYpaxhOK3weiwsovqGXBRKZMzCS8bIFj2RHpI+CoxPB3/a7fxXd+53fyD/7BP+C//Jf/wt/7e3+Pv/JX/gq/+3f/biCw/m/5lm/hL/7Fv8jf//t/n3/37/4df+AP/AE++clP8jVf8zUA/Kpf9av4bb/tt/EH/+Af5J//83/OP/2n/5Rv/uZv5uu+7uv45Cc/CcDv+32/j6qq+MZv/EZ++qd/mr/9t/82f/Wv/tWeKfiP/tE/yo/8yI/wl//yX+bnfu7n+I7v+A7+5b/8l3zzN3/zXsdUGXir8Eykf2vOjGKiI3cK+Q9TBo+ox8RoJCslZDP3tJWJgQt7ifKKmb3C7Fry57mhtXfQ70BO6OFTxdXhSEMig7cEQAz9C+GWknjDiOQPC56QGTmHV8O1e8lV84JKXnBuXnIuL5iYWUhwnY18Hs/CX3PtX7HQGxyORhwrqbPnMg3yIzdB5q8VPj7wIHfkYJN9MZlMcK5BRFgsF1xeXnF1PUe9cnNzw83NZlX9Ll41IrZ3fYdeevkfpG/dihugLW+onrHkyx0htRjiK0vcHWpza5+ESXCRumyEpb8PFcwPR1si3JnD0wSFjsBuQT/fYwdzQMpUUFIxpdEVDStSWiDB4Nb8Rx8XR32avu/7vo9v+7Zv4w//4T/MZz/7WT75yU/yh/7QH+Lbv/3b22X+1J/6U1xfX/NN3/RNvP/++/zG3/gb+ZEf+RGm02m7zA/8wA/wzd/8zfyW3/JbMMbwtV/7tXzv935v+/sbb7zBP/pH/4g/8kf+CL/u1/063n33Xb7927+9l+vwK7/yK/nBH/xB/tyf+3P8mT/zZ/gVv+JX8EM/9EP8ml/za/Y6JgFKgQplmWbiEvwJ225SwlwNbdp1EvLIquSSqBDSQUgDeCqzYOknrHTK64fMfIwcqKd4vXAQQniHKNgxYvhaBZ/khO41JbVeDQudsHCeN6yl7WDiZdQs2XJDTc0KBQwFja9pWFKYNzBqIi+MimEP6ybltm7vMXBIX8MDKY3WGGazGbaw6EoxxmCtZTKpKOYlPqlmwihBuRsG28kCNFRSfeuuZq+PJQ6LGDAURI0G7xbhljETDOXArQAqJpSmjHs0JIfB1t9yoHsuffC1r7xSloB6TLw3NUs7s/Wwhopf5j8YKryEm3wtcvkWPOTwIwiFFNyoUmuoW598cQXwm+qKPwKOmsfwdULKY/j5z32as4uX/MLKsozhWoXAL5koEwn1Kr2GrjaE/W9A7BCSS4UX4Vrfp/ZLQFi4GTfuJZudlZ8p8vyFvfJIJ8AdSeGBUqFcLh1f+pd/qvfdP/2/fym/5GVI3XBrDsOEHXwMDxV8MprLcMwMPKby3YUcjmxnq3/hDjnxDhGZPMTMKB+vlEJSDyLtAKsoThuu9BUeHyqgmHNqneO05oV5E6Om80Hr5RwNUJLZMRorvQMRqrEApeH9eRtZGyNnuyiGm56DfcjhHvuuy1hZKKVN6Ul9gveKMUJdO0xhWPjrYD7UQKQLWzKV6RoxvHSCp2FmcmEhU7giYbcSUqwYW+G9Q4ZEI+Xr875PQKMKXLPC45jIWUvuVR3O3cQyiudYUybaFzcarntOK4b3QO94RLiZL7hceer5DW9enLFYLpjNzphOKlarmqapOTubARrrd28guGOfM1K5leqsuS+FY7rRK1Y8zCTxgpcUUrLQGxoazuVFW4jgRq+4fDXnl370fzhKHsPnpb8/C0jIMB9zDwghyWwRTcsh79PAz2LDdtqZVnzYUpkzRSmNR9xJUPuwYC9C+AA58QD8vqbk545E8nYliIcwIY/U3j1U2pocCy+8V8M7FRTJiOW1ix6OCpDBRMVQYvDIYIDVjhCE5LydfKMoodSZ7/zLjon7Kod7qoVlPQ/kUCTyPZ8iI4LbUFTby9KGABGt8eKyscEDE8YMv0vm1P6a1i9QOnposJRSccYFXSm8pKL17bUiElIL9K5pWKGiQmPbux8AMaxoqARsHOREsxWHEl57/ET1rq8aWmtwi0vEN1xdX1EUJdfXVyyXJcYYFosFdeOo6xUvLi44m+1jKcsSdA+QB9e0vHAQhPJQLhBtcBfCVM5Y6BxHg2USLIoK7oiK4YkYHhiNV1auy+1kRHlplVbY3vk+6yT9AGEm56hMUZQa4Vo0hLi/LuiZj1+j47ondiaFD0QI282PzLjtczMl76oWjv2+jSA+Ub/CTVCC8iQr5e0yWDX6Sr2QUqqkfHnBHBwVm+RbKN0WU/WUBMnWFTF4f4CB7q5q4S7bvUsKm1v3LaRIblVZzweYLbc7ce7yRrYkPEuLg6bxZ8xPLidtmg8vmQtTKqOo2TUUGhocDcYWnDEDLA0rCop2v3EDYYPab1sy5Q5bVNoC8Z5f9pE3AXhvoYiBm5s5RVlSVSXOuf75GTEf5z8RTcnpXtURn8jObSLpnMONKuu5Ig8Haf8KE5nQqGPpldKEFE83sti6/kPiRAwPjJtGWDqDjzex1+BUe7apBNEmjLBIg6AaOkYjIVXs65X8YcSM/CEmiE9BJczRbPExPGQOwyeLMR/EWwjhsdPUbIMHXjmDFc9bZSpxFq6nEUtJRa0rUj4FI4bChNxuyS8NCP5oYwMv4H3Il4h6kKPGOgZsUg2hTzpzkngvv0LN/u2+an36IuIZXjM3b+r/tvAiIPqnZQGQqRUpnyIDjgWmT4I0pdtupb5gIpagZFkJvoUrXdLoKuSqjPKHBGfEfOPhbZ7UO8PEL/kf3u1MpW9PhblUFNYSkqUHlbOua6oqJUhPk5L1DeYJr1U0ENZNJytTQ7WVNbufHjZoKr/+Bo/n8w28XXhmxlDukgz+gXAihgfGe84wG4TEX3s49yGymA0Px65IxmUjwsyGupmvtTn5Q8oLn4pKmA+QvllXVJ6bYHgwPLJC+BDmZEjkUDg3nontEhgbhJmcUTEBBUPJuXkZqYrEQVSjwN/vgZKYGOZ5yXRSoAhfkHPe0uuDH8de2EYO22UOmM4mTfKT3/hoII4g7LZPQyix2mRKXJhHd6zSx/+M2vjN2CjRaWRtbsqer15/NSuWRpsw/kQXg0LKrKrNene9lsB6x/6iKCyF7U8kZtMNz9zQkqHD9zuMkKPt0gcjhkLfV1IQSiwTU7NkxYwZnpMp+bXBWDjJ0gs3TphsqVF5G/K0DxrzSZ0ZzwfSL6v37PFas9zbIcCvOhQpPHB1h22K4bPFMzMBPwQaFeZeqMSHGsd0vlcW27pECxaJKpREX7nwwfdMmZKRE1UwxnLTwAeNslDhracw6uxCDg+BgT/mWCxd4l8FBZ4yKne6Tqri0kYCOQypYDKJUZJBNEtVPUaaYl7CXBFLY0pS2yT6uQkS7om4mdJU1H7VVs6ZMI2mWte2pFUeBybl0KL+wW+MN741JlbXx4o8jccmSXWb1PqIY0/MENn/ToS3LMyp8UxHzd+PhafwiH4o0GT3615RtpmjbveQh5lMJcJEwrafPVq/wniWPmR+hnsRQjhMhOWeGOGF2AcKKJCP/NJ7RyaPRiQ/Im41I29SpUYCUODhVEMF5mp4w0Aqgbe2TK5yZf1Q/jvQK4FmTAkIC6d8rhbqh3ie7+NfeF9yuMO+U9qUNodf+La3jALX19csVguKqcGXJcgKpeaKy5bkiQiGghUzSlNgmEQTfqYcIlgspUywGHyIcehdlw0tbbeQ2kQ0O3cKcUhbhDSsdMVEivZWUM0i0Nu0NNFLMW7He4+Npfn6NrVxBLFvU5qjEYaXlm157D4D4/r2HnZYXT+mlDzceceKJe6kGL7eKEUHPoZ7dJAaaGB6uPMiPwLYwWP2fJH8ConP6MjU+jVFIcr/aPcwrx2BFMIGxXBTWPJrmgfwdYW2Zt9hf5IFIEjRfpcG+4CUnzV+iiX3VD2XjfK+M4chhQ9RreSBlcOQpiYjzSOnwTnHfD5nVS9RKfF2xlIvMFJjcFR2hYnRxE4nNH6CEqJYc1XJiMGIpaKK/mnSdqXqfexeO+KnWR9rTAoOSkyva2rPf1SFiiliBGNsS3hFbGaWzn0lg2p4efmKerXijTffwIjg1KPOY8tylIQ0zuG9slqtOD8/Q2Nqn53OeTquzJ2hy1+4STI8hrqyfjzBwGxY6ZL6iBEEJ2J4YJSilKIUEiL9DPDSuuBfGE00IhJyOg3RBl7Ez/m9mt3PqQ6kV6V+TQugfBhgBS6M55fIHrWDj0QKAZqRmnhWeLDAk0Oohj0coozdjrizWngkeMBrqJucsBZh3MlD8bsssXEyG4pBVXHq+cXacK2Ce+quLkn524cg7qlUCrDpNKQUQUYMxhpEfHuOV/4cEcvE3KB4al9xZlw00/c7//5wMdxZitDVSBLzSYDENGqutWi113qkZnHYcihdq77J5u/Jf5K2wonE+2GxmIeJwuUlgrCqa4wxGGP42EW1dk7e+8L7WFtgreH991/RuIa33nwDG5+bMXrX/26L3+EmjBzrw/kYbv7Fig3EUI83uT4RwwPjE5XnjYmPPiBR7WstL+lhg27u1iF0Hv3Zev522BGIQGHgyNVz7o+eZeqJDyIHgBCi1N+ynqll99DyI5JCIHN2DzCSZuNPDzuZkZ+hf+FDmZOXKrxXC28WSjFyRU2qYS+WQB9TftVEOQIpBHDe8fnacqXmSd4bG/Eg6mFm1GyDQ+Lf2NUZMUxnU+q6Bg/elxgcja+wssTKkpaiqMGIA0yr4LZ+gQMPw4BOZeja0Cf5nbtoR61ksPYQIt1+0wG2qWgybUMElqu6NUk753BNQ1lVED+PwUXFEErquqYsC1RMzIsZJiKSn1va5DRrZG6M1q79khTz9nQpwzUPi83jnMWi+AcjpbvgRAwPjDJLZg2ZT2EqNSR2Ywb29sHdkRsJMLPK1aFqTB4NWYfZmpNfT4IoKC8svFMpJUJR76gW3oEUjil590mf4gcTkMcIPDm4avgIOIhauMHPEB6GHHqF9xvDwitvWh9qu7em4aQARQIiJk5SM18yicQw5unzMXjhTrhrTsFDYBf1cA+1sK4dZZGud/R/8yN+c5n7YWWXeAXnS6x4hBofTaFW+yXnSNemVQA1lCtMG5VUsjA3OWVfQWbqzhZpJ3zjptfEcRVPrQ0V66pfMikX1vLuO2+jWtM4B0wpbKhqUpbjSdeKM0tZhPNspgWqSsOCIsmurfwq2fGkMbb9pxtGUgJwY1CfqdyaTn6klOqPLk04QuT3MUvinYjhoTE60UhkL0jnflOn087iMr+IWzAVjakLjn07HxKvi99kH0Y853bJW4WhHNVlNmBPUrjNtJv/ti9JHPoYPlZy633J4bGDTrbiiZmQcygw98JSLVOUmVGmxlMaKCQNmK6duKkGc4UMVJigJB/hAAaoy3MgNLeq90yRs7FKyn5D5mq1oixiabzk5zYSlqyqWGtDwIEqhVlybpadsT768SEGQwgwaQ8u/W23q9l3cRep8kwiQpINU4lraeeB2A5FI4FIw8Z3QUnD30LbbRvpXuHMHI+jEIudxVQ6zToxLM8B6c5/uNMachIHrXMWm2ogD79SL6CplOAwajsdy/i2boPFYuJ1SWrq0LSdPhs2BwN5NThdr3jzmDgRw0dA+yxKqI855svQopfdPd2kwoaJG4WEWeQjJF54BDyB0eSBIChndsG5XSIyBYRyF7VwD1K4r69fWn5XgugGxLC4y+XaoU7yGBLZu40gflhI4UOZlCGohzeEFFvWCVZgJsqFVWaW6AOXBvs4wGUD6kJhdWT3lpWdhNrAEghAXc5QVapmj2oSB6ioUkTVKyWHDu/XYYyhcQ22NKjUtOqVmJAzUEDVImJvL0M5EAeBHgEKRliP+kTITCiLl5DzopExJ/ib+hhwYii0RAe/53vKfytlkoujAKyKKSIFZd1lZRgS0vHtb/9urfl5gMzoetr92Kba2bDhEZRMmMpsuNdBO4ZHv46Vn3DtXtDoq913fmCciOGBsckzQVoTso8pDLZsYW3CsmUGo4o8+wjegRn5NYQVx8QsKKSglOp+x3kAUji27m0EcVgS7xjl8LYRxK2kcBh48kD+hQetdLLFnPxYcAhOYaXClSozD+c4ZtZhRRBjiZIXqGPhhc82ltWxLRhDFSzWJ66LKeU+5PAe+G/vXfHO22+RahSLtnrcWlNFQi1ybRxSNa0A6LSg0SkTM0cxMfJ4214VwXQJyHvfd155Xh1Lf0WJRSixpsyWBKSfgDn/LXolBqvWMA1O5mKw5hPPehLvvIWrYgooC51vO8B8gxuR0+B0LKHdPvul8ylcH2/3L4cnaZsjDdvnaZgYx4w58yM+QidieGiIDa/8qzbKq0v8OZ7YMyOAuTNwVAzHIs088rzVwrWyd8+d5I6jNCuEGquTWFB+B2b4GAl4M2iz3EpsmkE/aY0crRTek1YGx/AAJuSHVA3H4FS4cnCDZeINM+Mp8VQxFVejwgeNpT42KYSOBI1MmlfFdD/l8I44m82wNgYSKJE0dS3Muz1rLc4tgnAnBrSJ7kSWxpdMzBwrSu09K2+oxjPf0PrWAZoFhvWDxMIyDZ6SkCS7F4Ee/UU7v9L2B7zCwgulQImnLZ0XZMS+NXtg2d7U2hTC1H0na6ZWjYR38zbGYFp/WE05AUWyZj2Qc75016D1XWx/vM1MLZxJxcR6PrCP92wPcSKGh0YM++8KeCdfkEzlUQ0JQW+ZkXSEMq22Hsm8dIp7zi55z7ntO6KQOqSbUBcdi6Gsb5kVP6AJeRu2kcNh0NRryN+fHm5RDR+bHELwKpyrsHAhr6r16XueTmoaSeSwowFdfyrU5Tnlvn6He6IsyzgepACQ2LC2RV29ZGsMzjnEWkxMFi0IpdSY4hVKAwhirrjyL3hTQgWUMU0v1UIWTGuF0Yy0KaFqypl5gaE7J8GHkdbtKQRi5DkMQ0L7WdyspIDKnOxEqTP5yK/7ykdFMymYI9U9JjKhpGLIoBTFxfNgECQF2Wy45cIxdLkZx3W8QzLDVqaO7U272L4Pr1B7qGLJXGMqrAgTWR2wbfvhRAwPDBFlpQs8nqmc9XIWptswe5y2cCLJ7NJDs0CAqrL0ij7nsmQC27w+njuMeM6LK6zUqEKtKyZ3Ddd8YFI43OaQIA7zWz9U1ZPnio1q633VwidgUh5D6J5ktCLO8ZH0mqQcRrNnK27pgyuHXj0p0bKoQJZoOfkPtq01wRyv3sc6xMkk6cm1vkKWeCw3/pyLkdsq92UMilg8ZjG9qGMQrKm6dTTQrpbNaDQlD9OnqWIzsjfeA3SpcQJP7CdDD+cjtG+4lWSKHXtiljrnRq9jBRgTVcWQcLukHLGodXpk7xjyJaIv4THKz6WWNApztZQmJLhWFPUuktrj4LY6OSfsiUZrrvWSWpdBylffm7cCu1lLVUd8NNKb8M6rMlfDpsfzyWPoUfwaqocz01DGmZ8ADj/IVTmCQ5mQ62X3OgD8WqLbJ8kI1vGIia0fDFvuiU/tU0rxw4JkBpVgtZGUtkV9HHBDlHVdTB+sCTfXN3iXTK2ZaRsYlqgzYpjNZmFZldZs2tfawn9WFtQsWAwtoaqd+Vc10xKiwpA9vx7HjV6zJE4CE80X7VTCzOUp0CfTmaRvefS7dDxpHMvGwKhg7tt9eBSPx6vH4aipqVlFFTE7DdkRxRagGoiW+iw/YDxfh8oXuOvQ1eo9AGIpbcHLEkQ9qk20Lq5bBx8TJ2J4YLjI8itzhiAhMGQUu1127z0+dgCdyThss/b6JPx57ofBjPQ1Q3DtjrNZCUqB0zuUOtpHLRwjg3cgiMPtD9PVPEYewwfBM0xsDZzI4R65DbV9RYKlDkmTdEl+dA93//7CqzllVcZKHZEcZQpimggnUuLVUzc1qOBdR1YkHo1qsjXFoAi55tIv18mhCGJMVAjXbc2a/VfrCq+uTWWTDS0tweynXcntxaDa4PySRpd4v0J9jaa+LZqUSUcxFAFGcNs1EQKBHmI035/k5nvF6xLv5+ge1UR6BG4nbG67km/PhIhusXhVVs6FCPrsmh+7Z3169olnDo/nTF4ykVnXEYzeXVtmBK0ziLJc1dR1HBAEXpyftX4bSxeiBp8vXkOJcIC5LzizE4zU0f9KafyKjXOyhw44qZd3JkbD4JNnSwxPeH2wyczepiZRRP2GbkZpaKCc3e7zuyeMMTSNayt+hDbl5u1EE6KPoTWcn51jCsNSbkK72qU7gpdqe4CnMNfc+ALBMjEZ38z3CX2ft7hPiX56iSQmJEUwKX6i/c9obIMoS79krjd4Vc6ZUGBAJZC3rKiD5KlnUrDhIGVbqikt2XnK255jLTl4hkStQs7GcN2DYLknzeslvx7Zz+DrlN1mZEN0UdwGMRbvXauiOg/vNYZ3S6V8Qt3pSTE8MAozYWbOYZvPgmQdRTuDlPaVdyRiDIvFkpv5PGRsb2dVwlKPLTgfArGjaD11Xy/UKly5CVartoOvdU+n4n3VwlsbdTfT8jCP4YkXdjhomppt+LCrhjuiqq+DG08kB21Ea+QHwXvPU0t9MFNiDu881pg2qXRerq7zM8zXCH3D9dUN8w+W6Mp05IyQ1Lq3bHJMkUtu8rhGoEu10iekaVtBebOcm5dMZdam0emW6ZO2RDYTUUpUssHh8BSxfR3x1KztjHCrfNQaOfeJxO3pi92ZZ4Ubd8nCvcK7Baqr8f309rd1iyO/GG6aCxot+z9IXx1UQEyBGBs+t+l8wjkoBc6MstKn5at7IoYHRsmkfdC2jZu5L0i8YzLfEN++t8ZQVmXoXEwXreY8LNU8qDnkQZETwczi8DrixlsaP6OiopAp++bH2hkH8iXchKGP4THyGD47PESlk0dOY/To2GYy3sOc3POBHTGpEt08jBia6rB+qKoeY80WJanfdQtgjIR6ySrg4hiSmWMTqXQK8+ac2k8w0lDjaDzRd7nzYQwfYwlDOtNqIqaWIlbqyJW7zHAcx6KuJrZCa8rVlqxaTBtGkp2Aru1CT+Vr/fpi+7oz0J2Y5M+43/gmIJa5v2LuX7HUOV7r4EZgCkKd5SAhaswcMjopSGx2C1FzvmClU7RHqiV+jqZiE/an3qE++A6qD4Q9KaNihBcFXLsg9DwVnIjhwRFk/u23c+iUdrkPjBG8cxRlwXQ6jWsrN41n9awv3/Don9BTcWB4FW58SSETzu1LrJS3r/QE4QaX6E688HUIBHkK2EAOP5Sq4YZzUTaLTi1ME9HMKmOloKBE1VOs7laRZxPeeefd0F8nZijdJD5ZhPp+fOAaR1EUFNZSTCyqgWh4LGmoDmuaWJs6GZZrLp3wQZOimQlBFjF3rqrHmLg9tCWYutaOPodtaWbPmpOJGdky/a4hO89touzwyv3swEReGGOwexazrD23ksNACEUsqMOgWAkF6iSRNA1kXbXB+zneL0Bd3+QOMSgoqrxiQl1qKgpKivifpWBilDeKG6Ym7avEUCC2iEnfaclgCj6NZ7sjvJrM58pbpTKJt2m9nZM+Ck4+hofGLkW40yzutqsvIRu+MQZjLd45KCwqwo1a/Igj7rPB6+9e2MNChYVXXljDxJ6B3zEAZQ+FZC/cwddwTTF8rmr164InmsbmweHczkpsWS+oy1nfXBjH5BCB+zD38AcffEBhLVVVdpQoVkDpRSav7V5xziNNxdxM8UCjFVN7TWUCeTXSMLOpXJpQ2iW1m+CcwWN40zraXBWtzyBR7XPtCdBImhXF+TBuqQmKmki7UmfQIqVTSfS0ZMYZBUV7jMnHL53ukKomHFdL4KLZHEBs2ZLS5GPYSwd92+VRYtUWCRG9wIQpBYIXn85oPAe2jUiPjRvZXGfCtljO5KL9pbdcu+qsVVFjdkW8NuEsjWT7lkHEeFqiQEEsqp6Fh1IewsFhd3wIe5WHxW2Xc3jj37IxysJy8eKCwhbRibd94nZ4ap4wZO3Naw0FVji8OgpKYIQY7mgiHPUvfGAzMkA9kAwL+4wnJseGLR7MJHyMpNdHxxaSXNZz6jLUJ9doAu1bAA/fB6kqjXOJgZKSCLYqXMsZtN1/UViKInjs1d4i1lHKEqsrrKwy5Q3yUUSoEblB9QVzJ0xEODed4hbiMFJCaWjHEHUglsZ55oua6aSgXi7xqkyqClWwhcE7j/MO7zxns5LlylEUFnUlqxWYSdWSqbpxTCeWumkoiwJQisJ0x6mKatMRck1lFXVcKNk2VCpYKalkSiogkcZXUU8hFhHB+yZ+mwsyt/sV9icNfQtfa+pGOrKvDkxSSNdyCXX/ajTJq2uJdCKXRuDcKl7hODWlAk7E8MCQwYfO62PT0ttJogKL+RxFmE4nVGWYnU3Fc5XN3p4V2p6x6yxed4Jo8BQSOqe5u2LyDN0ADpauZnIGy8Oa7rZiedM3Yd8jMvsgSATmEOTwpBruhLJecFNanK+ZmrPMhWxzqbX7wHvPbDrFmCxdDV2EcVcWMxkYlbIsMcayqFeslkuqyoNZIaxIptjUbS7dFI9lZm8ApTBzDBXCBBu3XG2JtG7KWUtggt+bYkyoFFIVJvg6iiCmoHEO7xyTSnCuZr6oqaqCohI8niVX+LpAEIyBVd2wWKyoC0dVWop0fyohLYvkvb2PnPH2ayBiMBpLDMZzN5Gz1vSceTGGf9XR95brrsNGJHm1FzHdtoCuhrS2L1EfCKhmq20Y1gWCopjciaKC6tXhVSlMIIfHzk78IexRHhHtw393OOdonMd7z6Qq2zvv3MKNwvXjJ2w/AEaI4OvNCzGinJlATpzUwPPLpbdGDO2Wi1ZOHkXFfHa4C4m7jQSdyGH8vP08nNWOq9IG86kEMlTWD1P5xFobchgmpqCAdCZToPX1S2qaemU+n3MzX2AroTQGlwWHOC0wkYw0OqWy+fOlfAIH3ARL6S3jQhFJY11OQyURSdVPoG481hpUhdWqoSws3nuWdfjeiNA0HlOZIHyJhr8evBeKAqqqoK4dlKalvvloqJlS2vUiyQeSzH8yrqswkRkFJV5jqIsxlBLLDvZgEKniSQgG8HYPYmIQCtEncfM5an9qySCkCjFt1LUEcSYF0+gGV7J8N17CpNp5odE5JQWo4doLL9BQL/vI+BD2Js8Li8WSoigQEZarVeuzUhhlKp4b7NEdVe8E4XmbwveGIAIrP+fWXvuJYJiCZWhKLo0gxeRuZfkeWzV8YGyrMb0Vt6mGycc09zXdQSn7UJqTd8BFrcDD33dFUeBc01KhMBUecSSS9h+MEYqyxF1dI41leW3Q2YzSLABl4c5xWvAr7AqMBy3D6x4o6wWUM4wtA3GdLBEVvFGm5iV4g7VCVRq8KkaEaaV4r9RmBeUKlUgSVRFvmZRTVC2zSRlK/aUDlXgmoirXJ37aV+qiD2R/XYOhjNkQkgnXd6exXdz0FMiOmHafeqmD1qBxfDKtH2goaxuTo+faZMom0sOmwNJgfrZYVJW5e8WKBefygkomTCSMDOYJDOgnYngkBGtq9nDk3qhRWlcUay3zRRh4J5MquaqACkvH8ySF8IwbfjeUYigAwyRGGe5wAh4q8OSOOHjlk8ckh0Nz8nPApus/piC+Lqrhvvf8nqrhY8F7j9Pg0QgEctF27nEhDYEg+VNkjXB2NmO+WGBWDZQlviz5hFaBDLJnDtQdUNZzpJxFta6hFodTpZQLCjF4H8iXiT51ISBSQMHHPJAqIV+kMRaRc2wKtInHHo63Z5Slb1MesSJl5n6ky+vY5QLsb777PNYv7dZXRWG3JZeqLoSUmM4/U7OxOqjPqaGh9B7RjzFEH8fAFDGohnJ+XhUrhkImLP0NK5ZUUjF5Qum/jv8EfZgxWqcx819QZTadUFYV3mvr7C9icOppnqP9NXfCaLPLP8Pj2BOGVG3AYLRgNPjkiWNIDMttpuRdcSzl8Nh+hvfFDj52lYTEua89niA5/MhZwefnIVWJqmau1P10LEMUhcW5htl0xmRSYaxw8QjXsIgBOlOm1NQ0eIwKziurukEVChu8F1U91QSaFVg7wZuuLxOIuQ8T1cs008T9pPttzMte8zfGtsqe+k5ZP8wZ6e+9G5lCmh31vrt+9P0O2xViZHsoaqXUuqBpQOsCY4RJVTJfrCgLixhYLmswhvNJga8NpZ2hdYGvDIuVwwhMSkvTONwRDUsnYnhsdEFmPXQ+C3B1dcVyueLi/JyL8zMUZamG+rkSKhHwaebc+Zq8LiiiSSDnUSuVrhbBPQ73TmbbO2DMLLoWlXzbDHdXP8PXzKx8EOyinN1CDj9ROi694dIJje6WN/WEw0HVo95l1U/IKoJIyHY7IBsicH42xZiKc3ncyWNZL5DygrK9UywrdTR1iJ5NCe29eha6wqthKmdYyc3lQXFr6xcb21VFEW1Vt6S8tSZ2U2RWs+jTFws6eK/Z1vtE7jZ/vhy56TjVkdY0DMUsH60q6X3IApK7iEpXtUaSI2AKnIwm7UJKnDasGocRwRqhaRxVVeC9R01Ict04w/X1islkRr1aUUsTfDqdx4hwebVktTyeeHAiho+Bnj/FgAvmd7F0HUf+XVmULBZLrLV49SwdvOcsT8vQuCdeLy7YQgiuzlZgpf1rHniw7hSB9xSxyZR8Zz/Dx8ZzNCffhpwcDpSyc7+gLKZcGLjyhmsnrJ4hQRy7t9YmLk9SNSypjemRv5R0usHF94rFdv7WIkwmU6ojPU9FPacuUmLuWMP5fIL32k5qfeORZoIx0DRKISWFDabjrloKwSLmG7wGMtlqANJV8EopXxJpE8lKx2lL40Jwjhg8KYZcQT3ZEj3j8lofm9IFafc5kb2Ur9HHttvWB1zi/9LuJZ0D9b7ziUzHpCH3oUUoC9e2w0SCa8Qgmqx+EoJ6nMdYwWmDke5+nVQl19eX97qW98GJGD4CWsPBgASOIi943kaJNRhjcK6hdobP15aHiaV7JLzG5uNkHTcE5bCO19xKcpfWdfJ/DNzBjDpUDKtdTMkfItXwzgEoDwgBKgNvG89LG0pvvXLm2RDETROO0XP9BMmhptJwyW3IK46GK32FI1TeeClvtgEJkkXAHgtlE5OCi2BN9KOznWpXFlV7bEBGwqQds0QEMcE/UVtSGL4zvVJ3EsvHxbIf2gWUQLC6KIollAJ8r7EI8G4FRVG22++IWxxtIwHv2gW9aXrv5he8Gj67VDDCR4rQdxNX6YzhmdoYTkD3N7tkZWEC6YtiYlWF6PSisDhfUFiDMZZqNmFqDSu3ojELdAVlGUi2nQpn02rPK3c4nIjhQ6OdEaVJYSeApw6jhRIcWTM457DWhhxX1nBZJlYcsAABAABJREFUw+K5RiK/5rASOhSnsPThfZrJpgftCVDCO6PeEnyyVTV8JHKon/v5rj0f+aXjC+Wq4XP3M9wR6SoVAm8USmUWfL4Rln7Cc74jdyLiRyaHVbNoFbhgmfQYNZxzQUODx/XIB8RSfkdGWc+pqwugq+2bMgXmgSOteVYEySYbyS/PGAOJ9MXlJaqoGimfsSEdTqga1u9jVgpXzvBO4RGFEsUEWzVqTNxPqAOtKfgjQ1D4krk3fTvwK9RwlDXQeFh44cJuHmFHf8m+NAJipN1t+x6YTioEpVFhiWEqyqQsMW6FlI7CpihzCYTySDgRw4fGSIBJkMwZz3m0dteF/FJVVSHGctPYWCz9OSP3K3zuxxKQH0UZfQybKBIbgfMC0nHf1ZR8TP9CALdPHsMhHjCvYU4Ih99tJIiPhT0TMd97HwMiVCZiQme5UFlwVjT4Rqj98ybGa+TwMc73nZAsBQbwWA01dyF3H5KjmZBHkcq3JSs3iX4NDLfDIgUt6QNjilgWL68EIjQ0KCFXo3eO1u9wbazs/LMXXvjACS8Kgr+iV7rqIR3We6WRwJEBClE+Vno8QWFf29jY6rkpefC7tuX9DKjl+maFUDOZVrhoAZRFzY01nJ9NqFehZreZGOaLOuaR3NrkB8XzdHZ6wtAtr+Fyu8AaCSbkumbVeOrnfMmGJuRN3sPPDKXAJJY99RoUw6zOPBOBqQmmZJOlXdiKJ5aqBtYVw/IJpFcYI4V74cBk9VbyvkulkwNf++DAEF6OhpoVBsfUzGOZzaeJXSdCa8sNz98DlR7cFUEBjF7GEkrAhbQucZJ4j8niTnDN+Ou2dtfXPX/A1vqV/AOBYLYNvn6heoeP1DEep6QaHhm7JKiPVooY5JEvEYNC4hcTA++WHitgTSjs8NL6nrldBq817MCwBJgYZWahSA2KqqdgWv//ZOoPf+N39Pt0bXdpYn9vcN7jfCDHzgfiaAtLo1DXDqceRXA+lBUUI0eNyXzGLOOJQkx4rd2uKUM6g+9uI5NBjm+aOjjHPu7RPDCe/9EIwYSsBFOdEvwKM28WLiyxYkGaXR+nrfdFc0tU8q1mvV3MtnsEh+xCCkeXeUq+jHuSlo1kaQuZvNRXXOkrrvSSG71qLRalWVHK4fPiPUkcmRwO5QExJqhppkvGXLkDq4W3EcAdCGJZz9sgmRQQEhTBFGii2YCV9XGRULZz/6wCjFelkFhfWV1LLNPZWbHiRq9oaEAcExPu14mseMfOKVm1JuNDcaf26sRjS43RZPHT9D75NPo2qrr1cYxVUBDb5iFWH85ZWRRYmyYDcVkfCa+1kTA6vLpINo+Lkyn54MhmhkRRTHKH2ABjBPXJV1B7a+fDr6I45ymKPIv8c8VrIhFmSESwEtp0NDkprEQ5s0Jb1VqEYjVCTG7poA9qRr6jX91QMayKO8wrj1AqTz/389tNyo/ta3hHv7d0D+wb5FLrKio3fQieiZlT+yrdnc8WT92kXNadSR/ojQUHx74k+Jb7sYw5DrveTToCFVE1IxMMX9NUZ5EsddwwJY4mEirp1SVWnNasWFBorL8c6+15v0TxMaijQigPdNcOtrJm3tP130aWCWN9iqqOEzURjMDZtGgFo1IE1SVl4ZGipCgMs6pC8dgiKpBj7XpEnIjhoaEuvBjQPQX1S9SvaEQoiotY+mbdp4JsPUEprGW5WmGLMjisnfCk4DTUIyiEXgqhQpR3S6WUId1/nliNlMS7Ew5ADu9tQh6mrjlGIMoeA/heE4PBQL9JfwjCzvMoz3gQHDkQRXsjgvS+39m38KGUz1vJ4YKmOmvNyYpy4294020/n8XqBledZ6Qw1o/eUFM4RxOLAPio0K1kSSKmVsASnt97j4hCO2nvYW/yHi2CPTVTs/c++ByKx+kSYwEJ0ehFIYS8kQKFUBnPYn68MeNkSj4w1g3I8XvpbhQvnbPt2PJ9QzPYWCvZPUG/sw870vVNkci5qDY1MLUhlW1/6Vuw73V+JAVul3Q1OytZ20jYLebku5DCndY50Hm81ecN7j3A70MUN/m0qoK7ZWB/CDxUDefHOO/3QdUsO5NkeqG7EZAd/QIfEsXqJr6uqerlraQwwa6uCb6JScFVjLHrRKz9NWDFkhVL5lwz1xvqWJOlwVFrjaOmGyV3R/C3bVBtAE+bp1A7Ejfasl6aHdpl028iitD5THbWdYn/C54aI4bSnGGkxJqypx47hWvX91E/Bk7E8AGwMdhECsRMmXCGYdzMIYPgBOdcmwurLMuHNUE8Gl4P1bOIztFjwblW4NxoNAp0yWHvEmr2VJJHr6WruW9JvKeYKqZePrqp+xhQBa+GlZ88ezNyjqfyrGxC5ZbB7KjRV817KneLn+djEcIH3E/ZzOOYGFPS6DaleryPNFgE0wZSrXRBW0N5l0iNyPjU13i3wPsF6muUzs0nbaXXguQzSTY+Rx/K7rew8RCBLTGpd8gbGjROiccQDMWlTCjtGZayR0hDGcsu/+2xcCKGB4ayrhwlh10Rg7ElxpYbzTtdoH+YWV7fzFmtVghQ18d2oD4Enj+xNdJZ9IUuX2GOSpSZTaQwRR0KRT0/bGMekcQMr9xz6zzWVMNtQSjPgCDuSoI+6tYVOkW4qV/QcLwkuo+CJ6YaAkx8HYNPLBN/S9mzowfNHBDqIilOQSvjY4GlCNVgMogIU5lxLhecy0tmck6hmWK564Rb+6Gd3oeyhe03WSUWSeQvBdxoyJOo2Wfa44jfec9lA4tI7r7gDAsHwaM35lzUvJJK383IADOjR+9bj73/1w5e4YPGsNp0n2pyPB5foEcYRShsQVmWzGYzrH3ulysF5pCewuM25x5IXVKtMT1N9psQ1EIr8VpLMh/t78+1dfA/MnEZ+hwm7FX945FVw73IIdyZIO5k1hzDyHIPoYI1vmTFE1EL9/H7S9fjGRD3baia5ZNIZL2GBySi1Y7HW8mEimnvO0GoZMJUzpjFVyWTYAYeyRU8ClWW/oalLloz73yx4mY+5+bmhvnNHPUp4jiLuu5tY9Omww+Nh6UKToVS4N3CUUro+1+9usR75fp6Tt00pCDV5WoVEnwTBIeXVkfFhsfEKfjkwDACbxaecuyqRkKUwvjHkIfKC3B2NgWxoA6/qjFOn3GN5Dxe9xlDwUlX5aTJrpcR5cIoL6xHsEH/va3PyjvjJ+xH+omLsvf533z6+tHbcO+gk7sikZCnaP5O2BKJq9pZ27wKS3fG8XWJPbEjEXwOFVF2wrHUwiOeG82qp7RVVbavwbAk3ZYlo5diTRFzD3qnLBdzRAznZ7NuwRxbYgeHX1sD74hvn7WZpONSmrpG1VM3Nc11Q103VGUVkll7z3yxpKpKXNPgveLcLWryA+KZ9QxPH0LwO2sDNnMBENP6I+xNjbKO/VliTSHc7WF+ajACpQFLpxYmTIzy8dLxdhHyU+UXTDWkfTgY7qOW3LLuJoXq//JFfZPkv/hvV/jXwed1n7yGz1SpUjU4b1GFZTNjpccjuAd97He5Fk94srURr5MJOcM2ldQrvHLCykMpFWdcMGXGGRec82LNvJyQAkdyN6wxiAgzc8G5eYGVCUZKirLCmFCSz1q7IcBkd/lOopvRegBLILzBdK24xjGdVCxXS+bLJdc3c8rCMp/PWSxXFEXBYnm8HKNPfMr0OqCbbiRTokobjrC2qCBdveTsHlf1rFyY7T9HQvXcMTzl6cHPjcO1wsoLs2J9yilm/5xqG02IRyImX/5FL3qf3184/uPnF3zJR2a97/c2fR4wt6H+259s38uv/fLxZcbyGg7T19yGHdLbHCq33tY61DviprlAjGdiFqz87Kgm5PvGLJ3wemIRzbAXVrGEqill9IHdJqW0wZohymMLQrUVg43cTyiKGu8XlEVBUdg1X0URE/IHe+3GZbpRfV3VHMiL3YJMpxNeXV5hjKEqKwpbtGVGrTUsl0usLSgslGU5mnv0sXAihg+A3FQc7r9Q5DtBR+YT8Ye2LmVgidqG0iuKF0FfkzyG+swU0CILOEkq4SBIF6fCe84wMY5p75lWytXlYRpyRLXqky8rPvmi5BcuOxPH//cX14nhQTA527tCSU4K88+bCOK9cWTz8pq5dAvpnJXXCMq8Oac5cre/f4KRW3CMHJQPiaegFh7BnFwIvGV9O3HYHKDp8QRXnVRJajdVrwv5SKjrGhHBWIP3ytCNX/Hgzbp/+MbctON2aAHOz86YTaeB8EkMqJkmP18NvxkTAlWNBDeyI+FkSj40emynUwp7uavUM35TxXWSZ2wbqBLKCC39BkL5LNA3HT8nUghdVZNEBpsNeaacCtc+PlYxyGirCflYg8AdzcnTst9lPBX1Z0gKb/vtoKXynoFp2YpDUBqKJxFw8u/+2+cedPtPPW3NneFc//XY6z8gKhNea3fnwC2n1porfUWtcYKqtDWae+pdlk6mc+HKPotwcXHOm2++yfnZeVAMh9D2n5FGjcVQjlsCG+dYLlcYY1g1qd1hfEhpcIqixBgJ7jmaKaFHwIkYPghSViPT3oD9l2nfq2jvRk3rdL4O3c3R6PE79A8jbJyMptxSG4JxW1w7CddKdo/ECxu+paN+AgRk2fQPvhwww+c0IG8kh3chiBuuzZ2jkwfYK9J7tCEhb6Hq0ygTp35DhP42U/vrpArui01E7omRu10w9DPUwWtMNZD2n2g9i7kM04+qineu9TUMC2rv1UuTE9977/ngg/f54IMPWK3Ggz3GE2h0ykAim5LIZz7Wx98XywWf/sxnWS5XXF1d0zSOxXJF0zR472jqmrppaJxydX3DfLnk/Q9e7XVeD4mTKfnA6KclGZGVJF/O0WhNIQUhcSetNL6OgxtgHhVd4JhsetKeHGxsqiWYkVME8q1BxsCNF951jx+1uxduMcGNRXeu1UvObC/HIoXb1MJ8mb1MyokcHtjv8D5IvoZ3IYkKrNwE90SIYVndfgyH8K18dhizIDxD8ncb+t56kjG/pMS5bqnMd3AsuEREMCI49XjvMcagst0vsb/3INCMKobtPkwkol1UafJTTJlEdHBkefsEoaoqPnj1ChHDB6+Ca5H3jqqqWC5XqCrGCMZYiqJgPj9eOqOTYnhoiNmBwAkez0qXeG2o/ZKVn1Pr8pbKJk+fTG3CczMdpy6qIBA9n/VRt8Gp8EGzw6O1xYz8VAfEVdNXeqoiduRPtL05djYp57ireTnfx4FUQ7i7cqgIDdWTMCN7hOqdj/W/vI8/24dZSYT97idr+68jQcQiUiCm6ALz1LPyHhWJv1t6Y57236RfNDqsGxN8Dr36XpTy9pQ3gi2KEC28cbEo9rQuXqlyTfi7ZuUbRDZrZLbn52eIGOq6Rr3H2mA+vry8ooxtKGzRcoCqOl7y+ZNieGAYY9sgktEuWOONIuFvNv9oDdBjEIHCwNMffrchms2fQeRJHuNjgIa1gDUgXC0rISOciNDEFDa/3F4dtkEPZUbeUzVcK4tn5KikcBe1cLj83sEo+6iH91UNrX0QhejGvWDlnwaBcgrOlNypNztgBPuTw33UwjtGvN/angcKQFFNxxUqQuFdFA5DZLD6Jppn4+/EqGBVQmE56dYFaE244LzDq0ei61Vw2RpXEBOJlEGAaL+xRLI3DHvWDe9ji+I2FZhMKiqF87MZq1XNSoWmaXjrxRlVVTKbTimurxExTG0QlyYnYviaQQz9RCYbFosxx4WUGClYu3Wzm9mIYWbhxumTmPXvjzyK6+m2v52F0iWwhjYWCIi5DFEmRplaZRYjlkWEy0b4iD5xE/IQe5DDeuBgWWgDlCNr7bn/I2I0fc0Y9k1psw2HHsi3bOuVlDTuaaiFB8HrTA4/JEijQTsqRLNsIUrnTaUtgfQoThxGLIVMOKfASgzWoFPZFJAY2Rt08qDsCayRQ1Xl1asrlqsl1tqQx3ATki9UUgfazbQ27vUDbN94imzbdmaZN4ZiIhRWeXFxDqq8fNHliRUxNPUpj+FrA/UeMSGTeY8LDWAwVBJzNLVFuOmvE9XF5Mg6NR7ru0obzwbPqL2FdL6FiQOl820EphKqmsxiyTvpKcPKR3RHv5ChOvDE/Yi0CW4OQ2I4DD550DYcqOrJmGp4UHJ47PQpA5Vn5Q3uOQWuZarpRj/DD4P5+Nh9wqOlq+kGPGl90PuTdIOy9AtWusKIxWAxsqTSM+zAIy5YcoN5V71DxI+ae8QIL1++YFXPWC4XIcm12eICNCoQdsGja4tvKYF6bnw7zoTExv32BRP18XDyMTwwApEz9GXuiORnKykMw2KSL4VIVBo3RyWXAuUOSuQJ+8NKOL/J5TlZTF1LCpUXdsXHSscLq5QyCAfS0b7n8ZCiaQ8cVZuj8escv7ovMXxCys9Dltvby9x+YJPgK2+f5NzsZ5qL2xe6I271xXxq5fCeQu7CI6CXDWbDTZpGy4nMEKDRFTULlnqD0yWiHgYvVReIWTRFixjGTMnWWowxTCaTkENwA8nLM4e0akA+PA8ioLcNBgJMTRhvNqbDOfI87kQMDwyJjqoiw1lMFnG1Vpg73Ug+vHo3V3K0FawIE3naytJzRXJzNnRk0GkyKTsu7DXndo6V1siBitJo3TkL75qa5tCDwBgRfAByuHLrk5LJXYnhbaXlDhD0sQ2bfBN3IocP3DZgP3J4y7ILfSbd/FMjayc8MsJ4l3zwc4REbgZLEfy6sRSUmEhhhHWuxqaUSGkFhMVyydXlJU3j+uPysFtLQSf9pmYxA1v6wbv605/yGL5GUI3mZOlNGlrvuihxj6/L6OQhrBjI5UyUpzn/vw1Pu81JKUzyfqNgxDOzC94oL5naOSqepSxZsWDJkrne0EjDSpZba4D2d/R8lYGhGRk2KIaJ9G17HQD7Bp7suv5ByOEhjnEXcjhc5nUhV9lx3TuH43PEsc3ID41WdItKHLImpoyhlIozueBCXnIhLyhl3L858D4NCqLEeymNu1GpU4XVcoVXpWnSBD/lO9zUgrFBOnrvblAbb6d3I0scebh8TXqRp4OgDHtQC2JQdYNYY1lfPn2bInZ7kPZGFjHMCpgq3Pj+NtYmOPc/lA8VXDyJUdNlYudMzZLSOIglmLw6al2SlgozWGWlDRfsUBbuOZDCLf5xqxFi2PoYPiGT8CGwk8/hfYNRdglA2RalfMR0Iye85njoCYYOPkRCpd5vFcqshKwfsqOmlax37RiZbbs14mk3CjcOrhrhrFBSkad+cyQGsmTRiDELSW/sbt3F4r+Sj/TZupK2ly8tMWPJSTF8vSAhcWWoexjnGDGvkveO65s5N/MFzinX85rlyrFqFO+DVF3HXHG1UxqnrFYNdeNpvGe1crwUxxviOHcrZjgqUc5wnBnlXDxn4p9MqbLnBK8hHcvEzDm3V1SmDlFta36dYdbocXgcdsOstYdtpPCpqQMbSN4YMaysPGtSuLWU3gP6HO6FYe65TTnoRgbzh/TjOwTW2reBkOyjGt5aQ/p1UVWfKebWovhOe4v/pMokm0rBSTQor1gy1+tgsaG+RQSJ0mCbE1HQ+PIe6rrBq8f7SB2tMClDTsROJsh1wmjqHuy05XVDn0PIciCm74ctbElC5KkxD+OW4JWHxokYHhpiwk2YHFVj0s00PVEF5z3Oe+omhLE7H8igV8F7oXGKiqFuPHXtuL5ZMF/UrFYOr4rxDTOtKX1D1dRM1VMsF5TqKVZLClcf23e1j7XGPE09U4HKrDi3S6yE0BJ/S1udNrzV3DLQPAelcIgdyZ5bPQApfAwfvgz3Iod7tPU5JAF/UhgQutfWpPzU+ocHJs4NwXzbR9THbikQIQgOx5IFS+Y0mlVIGVlWkJATUbUdm0Py7OibmJRK9ThdsPKvsHqN+Dmoi+Zh2xHLje5efbtgws4jXXQV256M+/FwmjodGL65xrsKNRbvCqwUIWQ+W6Ysilj+xtBkDv114ygLi/OK8/FRMVBVJcvlirIswAdiaYwJUbSi0NThQfMeEaEWe2s93xPWYcXxolhhxMVanM/kJE7OHoZMDczK75ytdxefu3G8nDw9k+bP/MW/tfbdp/7c7z9CSx4JJxUMeE3I41OzIDwAJPubMikpMFfDRIWiNacO1xMsloa6t52tO1JFfU0XYhj6de+DMldVE7yrwYfaQNCg2uBYgQ9VWIyZIlKg+Kg3xiDS3D496pi4ZQyR/M2YBHk8nBTDQ0MdXlfUuqDxi+hb0M2CRGA2qTibTqhKw6S0zCaWaWUwEkTusgj5l6rSUBWG2aTgxfmESWmxhWE6KagKQ1kYzivLWWUwZ7Ow8aLAm6cWnqJbPh0fIcl4QykNliaaOXZs5W2LHUoNuC1vW+7rNjk7XCLmLGBkRs1F2e8yPn9z4EHsAAR3jBRu+x6eiUl5Tzx1M/JG5CR3D9VwJ1J4ItCbYYsHPz+XNpWQy76MpmQBZuIxpDQzG5pJdk+0pHL9v/BzqogS64plmWZMtAo556Lp2NDWHxMQCQmyUUdKgSMYFBPN0ZAP7JtM4BuRTMvZdgQT22v2394BcSKGB4aIReMF9Ti8dzETe/y9WzDyOMEIWCOB+BmYlJayMFgrWCsYA2VhEIFpVVBYoSgts1lFVQqzEs4LaKzlUgqWx55uDPHUmGAGg6eQGisNSMiuf5v5OMdH/T0H30OqA4ckhBvw7nl/oP7c9YD4DvMp7pNXcR+z7AYit4387fL7o+IQwSOPMJg/NPYlsFJM1kjgRlJ4CtDZjnT/PNI9VMmEUqpB8Ejnd2cEjPrOxDuyjZCyJo6x6ljqgoXO29dSF4OJfaSCg2HRxyTS1hq87lI4QlFtSOGeIgWIje6EMZJZ5A7DnbYRzRortajfZxQ6PJ53j/IEIXaKiiUlQGn8iklxhub+AwKtU+xWdLMe7X3T/yAiTHF8pIRPrwwL/8SI4ROEEY+lwauh0QKD54W9jMEmB3okb1MLn6HJ6N2Z5b+8X7efv7CIx3AbqRv+vqf5+zFUu211lHeujPKYeOaEcGdsiMx+CLNxXc66+AFAsVT1geuePzaeyH2yKqYblajOLJsjH/m6b4wYRA2Ko6Fpzcr5MoUWmKQ6SjLVSvTjA1QxYphMJ5RlxfzmklICGXMEwmgwvSZ1cSW+G5nFRN/FsI9opM7M4N33G0flFHyTjjhFPB+xYsJJMTw4+hfT0+DU7ZSjaW07Sj6ZWod0DrYiQikwew6VUY5wvwfTgVKIozIrXhaXvCxqDJY3i4Y3yktKU+9FCtcSlX8IYV19N/PvA/hE7qoGHks13JvI5GrO2GsLnq0ZOeEIZGZRlDhClGr+ZK+KHVJRPVU8EVIIWXqY1lSa5/TtD3QhOjlVIqE1rYaX7ZuTB1AURzeREGlDW0Kp2thvGyOczaaUZcH5eYmI4vBcs2BOHYNUSkTKrJ19U7SgoA71TRtFHNpqUbEoQoNh6WVz3Eqv7eEfj8dxvKCkEzE8MJa6xGfkTPE0fhXMydzNpzQlAU05j8bin9LcqnkGauFjuU4IUIrnzK54o7jh7eKad8tr3i0XvGlK3rIVH61WTOwVhaRI7t3J3tY8U/dUC0dJxBOoDztMWVO+Zj3IfZNmHwSvgXl4X9xKZO9iEt4jTc3n7DWX+j6X/n1WuiTvB0SEunwa5PC5RrbX5XkvZYuqb9OyAJEEZn2qhvC/pZ+z8DfULFtmaTBMzGx7/5um+HnewvRPj+QFRU8IimVNg8OH76TEFmdYOxn19wvKoQ8KpggikSTGcnxCp3AWxpLK8/UI4nC78Xw0WrPS1e0n9oHwmnXrx4cO5gWK4jQqUe0MaT9mNNwma58AEWqnHO9W2oIjOtFOTMPUXFGZay6M4dxMOZMZhZQ4HF6ucNQkum0JkeSW8BoiRcWB3N2/8BmakBNWvn/n3btW8pHwpHwNcxyAED57tTDhEcmxVx+Vws2RpXUxfbT2jGFvUvgEJhcrO6WZvAhJpgfWry5uQ3qkME3QBcGYAjXgcD1zc0ERywuMT+STObhdofX9kz5BHIxNdVQaXQphGQSHrEFTHsJwcJ1wE4zSqg5RhxUf9m1Cuhyimjg8F08Fx79zXnNonI0EmXkkLH2njaTbX9vAlh4EnFfeWwmrpxZ4ckQocO1Klv4FEzPH2BXT1s9EWeqcOvqnmDizcxpMSeE7i5UCp536JximcsaKI83cy8lRE0qvmr6rQvlMieFd8OB+hidSuB3bqsCMLbsjPmeu2VZpQjVEqCLQlDOKer7ztg+FnBRqszxqWp5Pm1dUMuFCXnZ+fEAK8NAsuTOAd46iLPFqQ4TvAKoaI4T7ASMiQR2cchaidQkBm4pi1FBISaM1qVJIDhtzCSeCmfwKIY7AsQxfNCpjzATFM4tkU6IEEJbfPGYHwjvivhWH+kBCg7CjUcJMQSpibCSWHnpWxrBdc0Td7qQYPgo0+hlKOwO5fThdn82MLxaUwl+sPdcxjP6p4hizIkWoteTaveALzYwP/JIbvWHBHBXFxMJ2RgyN1j03AB9nqUk9tBQYTM9/ZW88Y7WQ5c2aP/TTvdtuxybV8CDm5NvM/g8QLftak8KEBzhvIqbzQVNd63aDoGXi74/vw/1UzMeftVd81l515yqWCU1qa6ogojpiN1PF2mBpGbN2tVbm7GtFWfkFidzl5KotJTdC6AXBStH7prdlSa5XnWAjpsSaCTNzzkzOmZlzTKqxnLlydT6SXRTxeH3kdWqVq4miPqTAieu3Ec4xkXZBSSXHI/8nxfCBkd+AYtJsIcYo5TfUcMRVHbnhJLvFA8m8rD3vN7CiHFcTnxCO2TpFWPoJtZZUsmQq11jbhJkloYLJGHH1ayRQaNqUBdX4zg6Uu1CKyfigcETVcCgQulMAzmFwT7XwdSCFP9Nc8KliEAFsi/XnaR/lMN/OCBbFBPQmm7RHl58BFI9z8+D7Zgom/sNz33/e3iAEhU5VcdLgaLjSy9ZcKwglUyoza7/r9Ll0bgVjC3xTt0mtEYllhCWMi3ngj0IpFailjeqNGT0arWm0QZDeZB5oJ/ApoKVX17iHLlZYM19HaXcUZZZ0b7R93VBD7MbqND4rGms0p7bJ6HqSk2iNhDe6nMkupVYfCCdieHCMOKm2MxOyuzveaFuty5t+EDzCeyu4dBZ3B7/FR8UT6kO9GpY6o5aCid4wMQuMidFk0RSyHfc4mEOqhY9NDmMUsR2MmT/x35esHHzszPB//sTk2focHhQjauFDmv5eB1J4UOyhKkpUZxoC2WkrHrWcQVvC2NBgUCyWupxRHsGknPAY5uTP25vgRhOJW6hUbLAUIVFM8p1HESzGFDhdjUYMex/y/RWFBZNMyhKHwajaiYAp2nMvIuAnXLuQr/Ci8HjvqXXJSpd48RQUPbolCBOZ9sywAkE0yfwFtUcm+zEBaEvVgoK8iwtYbqbOdpzM1d0WdG2dLi5bW7cxQdARs/tj4UQMD4yJVBhsSG5N8lWLZohshgJ0imDreDu00yW1UbvPYlip4aqBSyWSwueAO/pXPgAUcFoy15fUfsrUXlLKijTJ3CXj/Efdh2gwzlLL2MG5+cGfveEHfzb8/pWfnPC3fuc7R83Y/+g4RELxO6qFHxpCuI9quKepWcQw03M8joXMqXVFmwUiGv6ST3KNw0JLe+piStks7nBADwTn7m1q/6wNim1Kg+Y0RegKRi1ePDb6+yVSGMaohkZXlFKMGndRj4ilaRxFYWka39uGRBIepEQBDb81CpfOUZhXeNfQeItIg4gP46qY3rASaGsZt5FRsTHLhuw2KgUSuf/4te7XGP4JfpJrS0blNH2lwPFSz518DA+MzrdAcEvFLRT1IUxdEJz3cZYUCF+q15j+c97jVcPLpxvS4KRgqYYv1PC/LZUv1PoM6yE/LcKgCDUTbtybNDoZ7zyOjK2qwBHS11Rbxp1/9gtLfvZ//e/o537+2ZSRO3h08i5q4T0H759pLj48pHAb1tLR7Hdem/IcCCqVNRPOzEvO7ZtYSoikI5DC5LttMFJAG5Tw+iD5DyZ0gRmdcpYsX44Gg41l5kyMDg4Uca43XOsrrvSSK73kWq9Y6A2KAzwioUaxtQVJDunK1IW9ptQxYVxcMjGXFLKiUZj7GZqViwst6K57SbUWtJHMwWvo2FrvuMdcuNaQmcJ3RSq3153XzQFPx8ZJMXwAlFLivXJ5PaewBa6ukall6ZZ47/FGUR+CUW7mc15cXCCRFDrnKcuC5XIJCNV0Sq3CtVMW3lNjdijd80TR+k0+rYfBUXDtXnCOozR9X8MPlfq1A37DJyf868/WG3//7AJ+VXz/JKuF3APHPpYPAxkc9TPchrv4G0Z4lLle4WlAU51cgwoYsZ0rOCBYzu0bicoAoOJZVjMmq3ualMcU0R1wCHPyL0iNSLNm/PUodkCwfDJtRn95S1AQNVt2LCmzwzBh2qqG3itFYTCFRZ1vk1erj/6IEP96al2ALEAEg2dWXGOi33fFlKnMAKWmptGaSqqeJS55BYxN+tvve31852vY2vhEQmLshGQiHhsaMl/DZPFLA0obKJO1ZbP/I0cljSdieGB0MxiPd55GG4qiZDFfsly+YlJVwZTpAjF0rsG5cNNZa1FVlithsVhii4LLmwVOwRQFNDXl2Rs4Uz6z2eqwtQOT+hOAo2TpL7DyAZIiE6PT8ZMmh/v6GuaK1i7rDSqU/D9+/UumVviXn1mxcsq/+cySZZZUfT4Yo183ctjD0Ix8F9/CHczIHwZCeC/cWYGNRdV01euiKiZMpIR8UG/deWiTM9dShwBAs+Bdf9wch3fBqjyjciuWOse0SZ2zBWIgRCoM18vYEKt5pehfnyKUCSbiYZ/p8RhSf1pEk3IR6tJ7H/wOB+NCIIZdHyUCNpJCi2UqMywFKsqEgoppZpJOK9G6AnQELT9GMyCNQipp137W9UCSjVWver6Gg2U0HkT6PqXMkWxf2TaOiRMxfChIIHrWFqh6miY4zqoqxlqqqmI+n2NM16mdnZ1xdXVF3ShiC2rn8WJQ7/HLBcZEJ7hnjtGA66NDWOmMwq+YmJSWRdtoxdeCHA6Jyx0CWCor/NFf/xIIpO93/hj8zAfd70NieMIAe5CYD5jw6ebURQN3VtXadW9D7vqdf4idlQwWEzFMZMpCb/DS8Fl79fT8jl2z/dhVObcTVrVh4Qsqu8Coi+bdQIgMhkIKjBpq+iVDPa5VEVU1EEfVkMA5g8dzo1dYCjyeijNKpnjnMNbimxCdK8b04jFrrWNWCEPtK7waRDyl1FgJkcddsEgbKzQ4xugjqPTJHgKSyGggxbnC13I4Oroachbq7sTtVv1DO8Ka/B2fACmEEzE8PKLSZMTy5hsv8aqURUndOBDBGtvecFU1oa5rjDV4McylpJ6c473SrJZMZxWrmysUKM9e0LgascUz5YYy8K59elCElZ5TsgzmikgOhyz2sQeAjWlr9sEmf8R7RjfPBjxnPjJ2v9aqYcIDRCJ/4AzuiSnrzxJbCdKmPmncxNcfuLNsE8TADeXuFZHugDVz8h4BKCJQoLxdFrxqGha+QvCUpsaox0W1zePxkmVu2AAz6p8XmxX/Q8FzTWkqvApWDcbaWMOYWEouqHZOg8uKYrhuXuAomJobSlu3kc9rISGDLzTssCVg0pamA+/qaN5Oy8aX+ix9TSh8YGIy6u0ntDtDnWI4zHQRx5ORMjCjpukj4UQMD41wZwFQFt3pnUwqrC1omibOqsCaAltY3msMcw91AyoTsCBnUwSPVA1SVMyLSZjXbHZJeAbI/C+eKBotqP0FU/MqOlun5/iJq4bb8ABBKpuCS57rKdobd4lG3qN276f9lBs9xQY+JLKuegTdgL4tHnXs+y/YhnPzkqq+Gfn16SAdl0F4WUywbslSPSs3weCxtgkT5B0m9LKr77iA14ZaV1QywfsmBKIYg/euC3qRaGJVwashxEJ7JmbORCoqmfa2CYxYboO65zX14xbXOLxfIgLGSCSjQ1NyRoA1mM2994gxmJjYepQgRyFBpf95bZG1DOop2CfRyeOP8Cdi+AhQ6EoHxfB/VTAiLBy8atYD01VhgUGmL9hHvX7aSDOop8seFGGuZ6hTKnOFFcWqxRgbHZKfKDYpf48cufzpB0rtJh/5pT0yKr/2yw9ToWSP/W/EA6iFX/D9WqonPATGO1WPY6nzgUk5/Em5TkMQgYwkwA9LIUJdznod91FS22xRS1Ooh6pijeXMXqDufaxdsPIVc3eOwTGxCwzuoN12rctQ2UMV5xzGBLcr5xyqHpOxcSOOibnBisOKw1BmKeDoX8Ys0COQOqWpa+aLGp8m96p4DWlzzqazUJElcxfIE5yrD76TqIb3JsYQJK+uPD9ii+y7kVnF2ldJLdSu3chxCeITHuleI2TELpGLdHPcuM3ZihTwz1oh3ISnfURehbmes/QXlDLhXF5wLi+4kBdcyMtjN28z7koC70Ee/8fB6fjB/wyLI/kZfurP/f7j7HiAUVK4h1r4s83FiRTuA+e6197QNnVYQk3NjV5xrZfdi/C64hVXml4fULNa22Lr65Yc5uKlrIv9A1R2cSFZW2bX8xCTKSciVEhJZc4QlMosmdkrQLhpLqi1Opw4IeBY4XDRVBuydHjnsdZSFBXGWEqZUsmMAsu5vWFi5sge7kiqnlW94vJ6znQ245133uHdd9/l3Y98hHff/SiTyRmX19c454Nw06qB3WUTI1hTYGwRffzDdntOiFuOc/07IaRBCpHYEgN8JFMiW7/JI6pBJ2L4wAgPXnin0S7ZXW9FRZgaPV2IJwZFWDHDa4HQRa7dak4+UDm854Kv/9/3P//iUvh//dfjtOXRkJuRB6T6ENUonva06YlhSIL2JIfB/X//RMIp7+w4+pqQ0JGAupztva97Y0OfFDIGhphj9Q71jomZUcoEgZAexl4xtTes/JRaJwfjKl49ja5CG1QRCS/vHN6HGvXTYsaL8m1elu9wYd9kKudYDcmrm5gWZ82kG5U2jSbk+XzJixcv8c7x3nvv8d577/GFL3yBV69e0TQN5+cvuJnP2wonY3WXcwJHNHWHNvqW0LWkclRBzE+6tlHtaUKi6qOPZbyjnoB58MRHDgxV33YabRXEGM2kCo0K7zvD0oPz4BReWs9HS8dLq5TyGmoFx7/P7wSnlqVOW/8ZVaVY3cNv6J6JjffGA5mRc5Pup96E3/jR/gX+f/6v3C35+iGqiOyJR1EZ97jup9Q0jw+5xzCoCrUre2N5IhfJzJmTgI2D/j1rZd8lOC1FD6sGM7GJdYun5gIjRYqjpJCaqb1m5ac4PZz32UoXsQShxHMUkmCjDu9qnGvwziEeKjPlonyDl+U7TOw5GjzwO3/E/LhiX50q202nUxRYLpdcX19zc3NN0zSsVium02kch6X13x+7QsmFwEgXXKLeR/WwU/h6/oqbNrZ1QIx+hjFFzrFwIoYHhroF6ubxtQiBJm3eo0D6vMLna8NnVpZahUqUC6t8tPJ8olLOjH+9yOGOfslPEQtf0mQF1p88jlAN5Q/+iv7n/3Il/Nj/tudGEimcnN2LID4E0ev5F+6rFo6RwnuSgBNuwZ6qYVKE7gLFsPLTnuk/KU+b4jHuYlLeGzucg7K+QtRhJJW4C+OOlYKpnLeEOeUPrGRB7fdXDVXBqaF2JbUvaXyBw3LVlFy6JamqTEI4d4qoR/Cob/DNCtc0qFcMlkkxoyhKxBQh7YyYSDAFryCmoCin2KKkaRrquqaqSqbTKVVVUdc1ZVngvccYwdoCsWXbjjFOl6qipHGgDV7a+9aRvtLYfp3umzixOKJyeOqhDo4w44FEA+P8UT1gMShvlzB3nloNE+OZmmRtViYG3ikUrZW52ucqto3iaeYv3I5aYeGFFxaehfSZB6DUy92J4j3S1vzGj8Kn3lB+5oPu4v74Z+C3fnLHDexIBI8dgLINhzAhn7AFY+bQO1Y86eN+HZKgWGl6W+nKtcXqGSFBXW+9upxR1rdHau2TqmprJZQNQShiTAx66OoBi0IlUxpZsdJ52+uVZkXjSpwW2GTKveX0qUKtFfPmIqiNAoLHoDQULL3H4nlhDSE+OlGyVpdrE1SrNiF3YbS2gUFMMNMbU7T7S+1SVcqi4OrykjfeeAP7/2fv34Nk2/K7PvDzW2s/MrNe55z76m51NxJoBtQ8hJHkpmfsCMPI9ICwZ0DCQAAWEjiMrGCQFAOCGCHCIAxj7MBE8JoRICncZgawCRxIgRSSQMTEoAFZvCS1hCUQavXj3nvuPefUKx9777V+88daaz+ysqqyqrJe59b33jxVlblz587Mvdf6ru/v9/v+rB2QLucch4eHFHmBegfGYGzWFqfgfVthnN5mMqRODUvUe8QGC7pUU9w94/QCgX7IWJYUz+7Lub3J8h5IIPcZXQP29itWxYhhYoW9TBmlYuV0UygMPMkcI7m9Jtobxz0khQAe4dBncS19D9/ADUAE/oP3De87OL1r3hCnkcJbVA3lV3z0/I3WIdw3nTpwj2CATJRSNFSgXhTnkcI1SKMRw1i2mMg2YyaUMiKnWG1FciqU0s4YMoAUSj4rD/EGFplrfAapB/IwLzKERXMzQrHM3QRPMIPOzYK5m1D7gpBec9a+wWOZNjvUWuAxeDU4zag1R1Vo1HLQJL/OjhYCS8OttMfadbzrhZ2bGHr2IUfRNTW+qRmPCrLM8Pz5uxwcHDCfz5nP5xwdHfHi+XOMwHg8DkUtcV+qHmMsJosK4qoQs3TfcfqmQ3TQdAd+6mcz3Jv2QtHtG5eLnYWbxgMxvE5IaMSOLhE8Ia50DGIyRLL404abySiN4ZWspnwpyOH9JlQLFWaegZntpXFJsnDXFanR0tuqbrkDyjrk8MIE8hSyunYI+SWDEMjdRYldIcrrueMDueMDheOJdZcjhxfBCsVREEoZUcqYkZkwkR0mZvtCOYerIoJAr7KUk3mF53n+XeHcObNCecVnkNezHilJKpcSKF2GFSE3Vcjoa/MNp9RacNzsUPsC1ZMEURVqX3BU79Kck5c4V2Hm+n1JOmLVhW9jbp/3LY1NG7UZnRqjderC/RLUuMlkzO7ODkaU+WzKfDYFdezsbLG1vd2qjuFGIIjehbC1zQJBTPmYvWPsvkXpRE705Pe9jK4idcVDyumP3hweiOGG4VDm1MxpQHoXhETZ2cSVj3ch2VYdqg3qmlgZ1sTtLKURHpmGlyugfP/gVDj25i4Ui52NK3QwuSrKpZFksQ6H3kCxyVnq3lnEb11SuNK/sKcWXpgUvkT5hUbgtcwzvoCFSCnK67lnJwuRkUxiPtMtXVupIlnOVXnWR/A4PMuFbg3ycBtIRDaSJEPw7MtMg5EU9oTMNEzsEYVZMPcTjppdpm6byoVuJl4Nc7fFcbNHrSXn0Ryv8KKBhlQA4tvPJylygiDGxvBtJLs9o2lZcUsQhCzLmEwm7OxssbOzxXg8wtoo2qiiKgPVzqCAw/sm5iEajE0EsZdrKKlwRldGjk87CxLhPXFL7+eW89lfnlHqjqARx8zUiBqKmK/QZkuoxtY6w1WPwOBMDoNVUA+3rKOh4blL4cyXAf0V1v3A3Bsa9dxt3W4FLpJneAUUS1xosQnFsJzA4mrdI/oE8JPf9okT920c7wGlMCEXZWTB4Zl5e67pixV4nHlGRlG6PrX2upwY1mgPp73xOd7DldhhO7cLcir5G77ipnFmm7wVuYZ5M6fOxyQPva6qWloj6VXIzQJraqbNLnO3xUImWN+AQqM5F/lW5144bDyPM2m/k3gQ8YfvVEOCXYyx0QR+INf2c/zS34H0NTT4Nj8wtN6zmoXHxbYFot2ugqEPInjnQUz0MrRBxIl10Ymohhz6Hi1V35LHpbJ1Uv/m/n3t4kTk1ufGB2K4YQiCxZKZEZYsVFfFx9rKZCOoixdhWmX00wuQ6JFkMaLsWMfCe470nk46bfL1PWKCSwj9ajZ0/NZuKHF+TWyYHC4XgcAlFcMNvfa6RSjrEMJTFcikbp6nFr5HYAT2rCcTmIhi0XMXrlvGs2W7hPs06FkBYvuztbCxa6erAm0n6q6K4Ep7Db90elabhtJ7i3U2up1uKCvQhmNhQA4LGZOpbZWvigWOpuViVj1je0ytOV4tXotLvb4CUyfsZnDaLNeqht61hR/pQE5m5KUqlO53j8erJ3UfAxO6mPgmZH1FW7k02ne7SiN/aI0HEjphqcH7uiseaQVH3zsHVr+TZaKY8ivvCh6I4YaRqWGiBcaMO+IfzxoRwfvg7m5s1paj9wtTwh1htSlGUCyZwk6mTOvzB9+7jftLDu/nUd8cyosqhrfgWXhRnNkGbxU2oBZ+JDu6F16GY1G2TTIFPv/6yEV5ZOPoJZbWZA7BoGSwsrnctaMdoDel0iS1KBYliAxzzBVO7T1ss40Z5F9UNQwh0e47CVErQ25K0CwSW8WoxdHQFlwI5AgzlKsmslQKtQe7XLCZ3hOhcBOjeO9DiztVxJgBme3eU/sPQ7bfK7KRcAaiLuzPWMAEYYZhKFhS3zoU7zxiMozN8U0Tilfa7zURv9UnlKTPulVAV5wPt8wSH3IMN4ygGOZkkreJx9o/EdXhfc/xXH3rOh9K8n0rU3vfDZWFePLbPluuirQa763i7hPuY1X1TeEsxfDCBGuw4zWtbNapJN7gPk6ohe+hEDKA7RWdGImq3ykQYNsohelPld31b8Wzbdz1L75WkK6uHV68bSD3r68Wtblkqze8VlzE9Lrf+aNt00ZUdsXE3DpDLgUjmTCSLcbxtmUmlObqVMKrsDjN06ydM4Lxc9uejpi7v/LDjERuWYBp96Q0WuElKo/qUFfHOarL7O+6kiQDuni/a0J6WBbD0e0yCbouKCdTxdo8TqTNTWQ5jH3LeCCGG4dgTCjlhy4ptQ/1Lp7YIaujfyP9VA05CvE5FmVsbrnU86q4O+f9hWEluN5vboc3TCTOK0y5YuHKhRXDZeTllcPdmyCHK7EijPxexyC5XzizqtiIstWqhSfzwUSEHevZtg1mlQvDVVS0dcLOvSKGRBgui5ZMEYsRtCukGG7FzY+HZ3wWeT0jFeJ0LdtCqzb1LoRTje0MpVuKFEyl3bppAGdAgbkTUtZn6Iqi3YPta0ZyGMkr7UM91XfV4STyJRYrGcnUuy1AMsEXUbUJ35vY9DX2ikt6JFMiOfQ+FKbEkpVVbfSALt+w/47POt5bxAMx3DDE5IjJSXYF7Vq0PbHDwOFc8Epa5o0nz5PuOWPx8dS7j7hjZ/4FUYqS3WXJcB1it8Gq5WUVsFhWDC9CDPuEaw3ydZYCeVlyuPy8C6mcGyb5H8mONrq/TcMI5OpoXAi/OecpzqhMHklUlAeXTxdF8T50t9i2x/wSe7Vio4sgq47a3raKbpionTNWbGIsqRfd7RScqhquIttKS2zSIYZwsRA8A30UK6RXoRu2yy9QmX4WZj7cahy1rjj2pMLGELIxtjXpTu9h+T31f1X1ZFhyiT6MvU3atAgRiGSYQZeT4aKlJYfR3sbYjD45TM9RUkvElLvYcYO7Oi8+5BhuGDafgJiQbrB08XeLnnDihfPOoq5pU1zaNAaJOQ3xTkHIxZPhqU5Nz73LiCGCe1qE0k/OfsBJLCuGVcq1X0Wwrjm/8Lo7oryXi04SxDv2j4+w1pJnOVkGBbE1WVsUEK71iUm/doG4NHl673n6zjM8HmOFx3u7N/1O2qNhQBMuCZUwXvcqUbvihKR+aTcPnIbzCtSWyeCmCswiGeoqlJVAdkJ7ukARPepTPrwFdeSyXN19OTQqPKuV18ucnOzkHvt+i9Cpvct9qNMc2vvsM8kwseBEELJoJ2fE0veuFAWMoOqCQnoG2rCyerwHm2XBaFs94FDfOf2nozMmB2KebToH2uvjbswxD8Rwwwj9HFeHPrpy9mDVoK7BZDlqbPQ0XDqx21BLSK7NTFANq/tanXyP4dlI+tHtY9UEcpricAGrmI1WJa/Rnm9VdfLg8agAnkcQrxx+vqhaeEprsvuGosg4OvJUdc348Zjjg32M8xRFwWJRUZYls+mUYjymEeXdpiHLc4oip6pqRmWJcw2T8RivnvFOyez4Nnw4+0UAm8ByAUQq6hjel7as8wl5vSGV9BRyOChEOcPCJ2/m1NmoV0EdPxUBwUaq2OlcyTlDEXasMnXK8QZCygsvPK+E1woDvumOQTv+FFRCHX62vRB+e4y9x4zaUIUMkRjmhNInHSwPgkqoJ7+3PpYSB8Pn4XBOsTbDORdzEE+2gFLfhbyF1ASja/13F7jh/R+h7hhm02O2t/qKSPAurOuapq6ZbG93eRMC3gUJ2jvfnqDdM4cnqjHKlvEcO6VZHoDuONrFUXxT961vcqWCvwtX7CbQn0CuEF7uk7NVOYZJGDkT15y31yd+fZJ4FiEcqJy3lF94m9XJhSi5wNSvttAwKBZhVBY472MbMsXVFWot2Xgbbw0mb5DRFs3xC7YnY46Pj5nNZhgRFosF29sTFHCNp545xqPR+Qe3YZunkz6GYLE9CjT8BE7LP2zDka0A1JG/E3vRVXveEC6iHJ7WP1mSxDs8xhAShRTeCjQmqMMGZSfzzOrz/SzPgwLHXtj2ygTBq4sqXsxHaElUTxGMv6O0valblXbZRzBsPMgZTISsrSKPhtOnksOecDOctD2uacKcTo5vKlC3NNd5vJ8DikiGteNBHuNdwAMx3DC8eubzGXVVty15gkGmAwNj3cKkk5p4scVOJymkvAz1LqqGnpGFxzQ889lGEn5vHDL4cW9QK8y9cu7UtUHLiWvFhrukLBNDRWhe+QCXczVb3vlqo+vzVMMT22+icrkfRr5sbuEdVw1LA69kjncby6E7eaVmElrh+TwjU1CveI3tw6zFW0uDIFn42xjDbDZjMplwdHTMeLLF0dEhZVECymg04vGjXdT4m/X3JEVwIlQxWLZkB98Snj7ZiJv1FvA9WtHCEkKxofNV3xPPtIv8NPrL8up4xfghWXmhCuOrhJW1LZZIIf9QPBO4VmwZ1z7WbQcwEiUTpdrAvORVOGiUUWGQKJrgU5GI7X0XtCvQUFsS1cWoKCInFzetX2GyjEluGabnNwmtmnguoowp7dYe7+qQc5hNcM0sRARlyaFEDCKhonkD9pkbxd0dne4p1DnqqmrDxmKFpmoQk758T0qgFYhyuMOaHNeT7peWmKQTyYiykylN7XihlpNuT3cTJ9TB+3HYLZwKh40wyktG7vZaz90Y1gwjJ3K2HEoGWDilOMvH5A7iStY6Lwm8hir8basce8EvzViJOoxGo9aTzdmCA29oxFDHi9tkGUYMjx/t4p0jz3PGoxE2y5lMRuRZ8Md7/GgXYwzuNpwMlxShMCoHrz7nmzYXTTSc4FZszP2OxI5OVUrWLhrbnCKWttcv2qtQjoqXgl5X/ecSOVw3nBxy7bpwjsQ8PxFDMiBPZFa9tOO6qmCj0lxtiOHMfeihvGVsaBWb3ov2clh7PKvPFgcEb1lVTPNp2Fn3WMpfTIU0qQili90NEUlyf7ruflecqxFjyfItvKvwvmLGjAwoMQgZIhnLRS3D/d8OHojhhjHZ3mZ7ewcRoaHCacWoGOGcwxgB36Cm6J2QUcJuk36jZYD0z4tAHkUyVBQryl7mqRvh2N+XTsormOEp19tdxVQNc+/OVw3fY5DXPkj56ZPK3bRWdpYlww0XniQidxHlcG3csk3NqgjYdcMIbFmPAcZGGcvpeWPS+5llhkWd4QbHaynwWGPIbCBAmQ2WHXmWRXcRQazt+QneLFYNQQKUUuIko9aKShc0BBVvpCNKGbdPTibP3SA8DL4u56H1CcnJ7W8feX1EnY/jYQU1zSshvBrVT9XojaEuqoi2JYjb1rNQQ7MB1dCp8LwWijJUPaum1nPB2PrUuWNJBe4rcv05d7BNXOCEyFyaj6HRJsy9hCIVmwo/hVhxnIhnj2xGNDTUriGXktyWZLZkojGH0yvBSJul9xGUzPmi4sWLg0t9bpvAAzHcMDKbkRchqdU4T+NrnK3JbUh8VcDRsNDOkkIwFDohkxzvh2GK4TnuowzuyIzh1czjamGm98R1KF0FbSTlfjFDp8Khszw67+O+L+Hk03CJ/sR77/88CvtZqp7o8yNvLviNv+gMIngW4VqjAKWPZaXvMkTxRtXCNcLJX2SP+KwrWJBRI3iVK+dvnQUBdo1nx4QJzkpoe7dqol9FZ1bnIw4fVIIyk0J5HT1akyDdUDvJVJyQkePF4dXFELJpH+9pTQTC1IUnB5/GUoFE2/L0ut/EOiHlFedhV5EcSRgmChP9rZaJrSCi7FjF4HmnMdQbIIeVwru18nqRYTykLjKhnewpKl46v1IqV3oo5QyecaolNVJVUXHMOKKhQhByCrZkF5DQH1yPUVz8evs77fJLSzOJRSkV1uRY8hA9TJGUKAqlkL33ytHRESKW7Z2brtDvcE8YxX1EWEHUOKaywIsgdgQmR/HUVFQsWOiCmVbUWne5Di2WV5u++0tDlfIj68lXmcLeNfTlhTu2Sr4Iju8LCb8sLkEKAXIrfOwDw0nohz51eyF3ee2Dg9s6218IN2RQ/sbsM3yw+iwfbN7hdY7Yk5qRKFY2v6QSgZHRAQEYmzTZd6iVJWUwRN/kRFg2kMu2k0bK5+rlqAW1KYRcS3fz49hpn2EQyXxLQKxkZFIExSiFWZOh8nIl3YlCh/4LpYINSPY9db61+iA2fI6tm6coptfBI5FEWQ6a9varPoTQEWoqMjNjO5ti5eoEXgk9lJ9VgMmiCXU6f2IHMXq5e4lotebc4fNucxFhRV5TeKwNkasi0aPRxQWBojh1LNyMA/+CY78fIoI4PC70YW7/C/cpkJFRyojc5ITGFQ71Dd7V+GRrI2BMaJNbNw5jc8aTCdPpzXl6LuNBMbwmLHRGozMqaaJKGPqBVlTYwccuzNyYnPxE93BpB6CQ9yHxhA+NxMPqdGw8r4vjWZMxe7CxuXb4dVfB66iGN6R+rI1LksKE/+DDI/7hz3eTzw/9/DwUJdyB8vMLE78VIe+N+xeuoRo+H7/B2M3I3ZxH9RF7KM4UVNmYuR2xkJK5hmIPf5oYooo2TbDPILgkSJbHKs8OBm396IAYPoPH1tMoHLqwvUOoEYreq2UmFKX0CaNIqHDuWs5FxdCEVxMRxNVIM8XMD6Cew+77L/ABXh15Mw+h01XhRVIamQzeQ+CCydKFFeQw9e3tfZI9srhc1HCVTivn4jTV8Iw8w5ZYRXNn1Ldm18m4OeRO0j5OdG2Y6xynFUaEiVGO3BZXzYNX4NjDrofSWCSFlKP4oj6GgJOfDTEnsiWzgzcXfvZzFGOuoI+EsFNMTaxQdwSC7HE0nXq8xrgmmo60dz7RD2m7gQXjfD5jZ2cX9cps9kAMXx7Eb14UDJZMwMTWPo4GiZVvJSM8ngqHqsVrdmJUT6HjtFuVrmAluM47DIaReF6xNc+dMr1HBSn3Mc8Q4JPN9nrdKe57SPmC+LUfHvFf/n/327/fnXl+7GnNF79+Sm3ypkx5X2I81QnGTsisUuAYUzFyM8rmmEkVPuumJYpj5uRUWGoMXsE3NXZ+zJZRJqMCYwyLasHR8TGLfISU45bQWAK56xAmf4vyyHoqLyw0ENCFDxN/n0QuR1AFxaZoRm8cE8D6Cp0fYBaHoA3kY3TnjdVDwXVfR6sUvkjm2kICXDu5W7IYlnSgoW9vKixJRSVwSg5ciKVf33vZCIRUOKOajNHi5xEjPulttIQMj8EyMTtM/QFOa8wGEx+cwsx5SmNQMYj2omekriJtz5ZOzW3vFbrKYd8R+bazSZdfiIaCExFDbkqcrwnvUKlSN5Z1SGHv3z4GXoWJvEbibSR0AqqqauVzbwoPxHDTiEm7GRkGT+4tTjyNeByOnBxDhpUtQClpkGzGyBiUchhyjQOM12ZphQmIYCUnrN8NpfG8Kg0vHBx6yw1ksFwC0n4+LSG862PkVbHBSe3CthUXwRXVQoAP72b8okcZ//pF936/51/PTieGdxV9tfCWiasSJkWHsCDjkAxrJ+T2CSUNY10w8oEojiNR9CanysYcacF03vDKzoSyLLBRIdrdFh43Dc8ODnk+8zDZAoTcDHse9/1WSwN7meedxuI1+MztKOSRAHkd5iUJythUKAtqNeSUoZq5WWAWB1Adhcu/2EHLHTQfoYCp59f/oZ6GVO3TyxkTwKsy12MqXaDAltkhI2OuM0oZY7Ron9/PvOs+ygFbbsmmel3dZPqWF5RZdUxdbAelELr3lcbrSGbaSFZSD9VjsUzMLjN/yGKDBFgEDp1QGGXLdqqlSsqBXNGLu40uJ7U3hchNFFmk93jK+0zKb6CQhRlT64ImGlUPskr71einHfQqDHISh9uU5YjjoyP2Hj3ifW+8sdZncx14IIYbhooFLBghlf5nhA9aJOSntD5KgBXDlphI8rqVTfgZTtmZznBUbT6FIIzMFlZyRGwML0PmPY8zR+6UA59R62qD2tuFdgNwf6R5wNVwwWKNATZAChN+7YdH/OsXnZr6N37qmD/wpTts5aZ7rXUqkzfss/gyIRHFOTmH5Bi7RW7DInOkC0ZuRtFMKecvmOx9gEW14OBgn/F4zHw+x8QQ8iuvvMLinRdMnQdryWOsIW9OkrM6G7FllENRZipUXni3CQVwmQiZKHvW49QwMg1WakbSxGZqHvULzPwImR8EolHuoOUuasuWgglQ5yPymyaHJ0hCh/RXoRajGY7Q+9ZIRkbeios9Dh1GNKHbX188TFKbJkIhJ15z5SFeZVHYU+YHtjUJq1IakndhilK1c1KggqGII/oKCl1RhyiehpHZxuuCyjgqn115HjIoe5lSmhgt09SmryOH4bjDP9qfZ/rfr/qeGpqsaE5C8XhVrGSMZJuaKaoaqtPTd9srVDkvrOxwLbm0YpfSyQIEochzmqbhxfPnVHV1mY9qI3jJM+lvHhJFZ0EwJsfYEmMKxOQhAdvYNgk7JWXnUmJNFv+Oyc29hG0jlrHZYmQmjMyE3BRYMXitQnjaWMAgxpCJsJsp78tdLEy5Q9TwJeJ/F+pKcYfNjDdJCgF+2xcNSd9BpfxP/+qM17hrBPCa+zhvGp7QX3amhn0teFt2+Ez2Gp8pP49n9hF5EUhAVVWhTZcqVVVRVRUihlFuyGgwAu+XKcUKUgiBLNqYb1iIUphQlDGLfdwFqD08zjyPspotU2MlLGLLpiE/fIpUx+j4EW7vQ7it1/C2DKHJRD5gvQjCpgt/Yv7gwE+unyIIGBVyMkYUFJpjxFDKCCtZXLAPh7cuOi1D0jAgoXc3YKJa47SKnoy9iusVBz0QwIBa5zRasW3HvJHLRuahRoUDJzQalT1jemlWXShWNRA6hVB80sspDKQ9CS+OFG3ufxtpHzN/zKF/zkJnFKZkzDZj2SY3BUZ6nXFSF5sVdkv9/EanDTOOmXLEXGetwLOcAykiTCZjtrfGNM3Jdno3hTs8Y91TtH5P8ZTTmL+gvcqonidTgEA84fFuOMKIxWmNV8iloJARC51FJfEI7z3b9hHW5LEHo8dKzBeiYdsaDpzh2MtGvKUecLvYaDh5DVK4bPtyXhHHL3yU82s/POLvf6ojGP/9Txzzn/6y22nvdirRW/Xe7xkpXIYShhePUGNRGTGbV4zGwXdPRBiNRjEnLkyEZnHAh/J9GtkGe3bIv2jmkI3YRZl7YdsqmaSqVWE7C9XLxuSoWhqtyesF+fQ5mm/hxo8hG3V5XG3zW4V1u0zcIGSJHaYMtZnOyL0P6UJiSVGeVUbF0ntegLapQLKCUF4J/XP6iudy0VQ8k2PGZpvMJOfWUICRqiRTKLkjX+G9TmSH8MUaSiPkBUycZ98ZpisM09fF3AtvVrBllG2rjKyBXh7j4HOOSqGRTvvy2gTfRe3l7Yd3QKULHI6RjNv9OByVzihkBAhGhFJGOHVUzKmp2zm9Dbn3q5sH53O/yeLZVQCCkOc5O1unVKvfAB4Uww0jrQagr75LXOF0CYRGTBIGg1II8WSmXckggoqPvodzpv4o1EVpBapkktNQMfX7eG1iwm0cqJR4IiuvZo735Y4968luXUGUkz9v+5AuiY2ohpdQPzZSHXsOKdSnn17pBXja/X187S8fDmg/86LhqOpNmsuvXS+GyuGyirhhVRMIE2d/8rznpHAVpBzz9tEM5zyPHz/m8ePHvPLKEx49esTOzg5Pn+9T5xMkyxlXL9ba54I5MUWfiU2tEMMknJtoTxPtXUbVgvz4GVru4rZeDQrhiYPsfp7IEevjsqr7mtfXCXNt7eWmiWBsgbUTrJ1QmBGOJhCDqBS1hQvL+111R5LYNlmtf5lr5BxHhIIMk9r79fL0IJIw9a1fYJrsRJIOFmuv1WGAiTW8nnkeW78yrXJd1CrsO8ObtbDfEOe7TjXsbJHMgBSCMvfHTPUwpDakwqJ4LA01C53homCTlLxGa5w2WJsjkpFTMpIxI8ahXSK9r3FJPVTV1pbOS5ivM8nJTL7Z7/4a8KAYbhg1C9JplcaakGeSLqyuQXkgRanSq72HNEp2ZfPhwux8kpRaKwopEQyVLsh1RskYxBLW7Y5UJijASKA0nh0vPGvCyu3W0KYXpjyQ2zuUG8VdqVJegxSeB3366VPVw1/22knl6bhWtvt3r8o1vI2w8mUJ4Rl2H3cG1tJMdvnM0ZTx0ZRJkWOMUNWO49pR52PMaJepQJE7fgHn5/btNLBoQ3BdaNHjqXQOCBahnM+R6bMQOh49QiWLl3zMC9Nl1WQYmlvnvW3M6mlVi5mYPNhxuNjTFsjVkkuv3RyhL2/bbm0gFCm6yme23fEKUnpRrLqel6+vSzgA5DLCGBvmon6+ei93DzrlrXs4tfvT9jxRBGstexJyNF84c2nlUIFG4VkTxI8dm6HaEA80HquibW9l0ysED/Noo3NKRr1QblD0GupYOGri+1KcVnEutmRRJc2kINeSinn3DgdzWnAhmZLyrXvKs0pUye8uOXxQDDeOLmNh5WOtiabvtmuvsV6bPMKAEZyUMjSe0JWf49Wz0DkIZKEuMAzKAl1LPaGhHuQqiipjG7oZ3NopKd37a9XCPou+Z7iQanjdWGfg3wApPG/bcXby7Dqu74EJ+x3DJs4tsRlMdpiVuzzVnLcayws7otl6hIzGKEKtwrGurxFsNUfsSYWg4RarVlU90szIj58js+fo5JWWFAKk1mLxyFK4pKc4XRAbIuZ5PTt5Z4rLr4Kc2BDaBfyqHfWes5RvmFS2U3GV93jKtb5uKkrpFcF26tqJWS1VJMfjT91sVPFujnczvF+E8LM61DusGB5locPOVZRDCEVYz2tl4WmVw05UCb+LGJL3YqEZI82xGAozanMUQYPRNIqjDn/HiUmAuU55Vi94WtUcuykej5iMUiYhlSAtcpSgLkda1VcOg7rqV3yGdxMPiuGGkZG3A4qIhKqudhGRBole2KFdrPaukqXFRH/AWegcBZw3TGUacz66sIeIQb3ixDHTKdtshzW8hOKUO3FayjIh7PIx7/AiajNYpRpeQv24VuuaC6BPDpOCWFihMNCPHk/rFWfeOhXK1xFGviRWVnTeB4hAlmHOGe5/xm3xhfb43N2NZu8yEgkG2ZKhxmKAwlXgajQf43bej2YlrfYQSWGYO4WDShhlysjKkH+J0BQTsmoD3/sFSJWeSuzaDdqxqcs97NsWtzHiIcTQam1RJWppVsw3z+u7c46fRE8PbFWMzsdQJZhbJ6Qcu5BD7wADWoTPQRXVBiuWJ7mSN44DZ6iu4J5RqfC0Vt4ohFwMJEVaet9Q/O6C6utAFSMZ9OZOH78Vrx6VYGWd3rfHoVIhUlFR49yU0mxR2hET3aX2i1boMZGIumQxt3Ruo5BF9fncc+4W8UAMN4yx2eolnzLIO6D920M05ERC/mF8MEUwApZWkmElIqgaFn6CY0FhaoRwQtdaUTJGJJiwjtOKJqmYqtTec9DYu0EQEyE+QRLvF9Y2vL7juEx/4dOeP8mgqrrv8ngVMYSzyeEmSOG69jiXwX0IJ18QUztm4lYoaD34vc8D34RJuFlAswiLzmIb8gk+K9F2Zg6qYleNG4hgo3Hh7P366SQXWVRd8HspmgV1Njp9g15qTz8qJPRJjdCniwmDv7VfLNGO+LePU7rwOJr2PVsJ8094n36QqtQqxmbF5963vNGQd2jFspeF9KY365O9uC+CuRee18prhcG0pFSAVJUcBBNji/h9mXgs0gozSWBBgpF1InaJvGVm0X7/Dh/y+qWmNFsUdhyqt71r8xq98d3c330Mra1P27xCOjLdrZzigdxiHuJDKHnj6IVJTzykvW00hn19N8wMHo6rFQ29Fw0WT8bcjTHi2MsqJiaPuS7SnsTpBA9Nv6M3YvQ/dN7zrDJM70K/X+n/XAot30NcuRBlU0Uod6STyGTp7Ry/+/T0jRfT61UG75DqeJfhCWbO525nMnw2wmdj3OgRbvsN3Pb7aUaPaEyO92FcU99EpTCMd1GTAWCvEArRFcPkJQYAa0/eNoHBxCwnfu1IocYokPZIgGkJkdAVZSzv847QwlNR1hWH/gXH/gBHJOCDkGgiy13rw9B2MceYEmPD/NR9aBIJkkNEyEWwGxjzj5zwrFaCLt2FchOkN7ckC550TOmcT9+nasrkpz12Q7AnKiUtHoLp+dwfotq0xDORTmsyjA03idXRRuwgtN2ljHVz9uCEuMX0qgfFcONo67Haezy93JqUsNtfQRMNOk0ov++ri8ZYxmabQhuO/AKDIZeCLdnGiGGhlloXhB6PS4RPuotRveewVo40uL7fCbRRirhsGxhf3z9cWTm8xZDyVdXCZWwtjSzTpnuNUy1vLkDgLmqjc23K4VVUwzvmb6mEvK0qKylOOafqfELyaR0ET5Vem7IVlGeQTK1kiWT0rv1Ofzor5+4KBVznfN5t3+R+dKcrOU1HS/+X1Au3f3ernvWqYlMhRB+KUtTXHGnon/eXbEHZV87SPRJVXm2t2aCzazEYUwzuC2bUqfBSEAl5d9ZYdjPPMyeDPtsXhQf2XTgrH+ehZZ60r53C9rSEML2TWaPsO6HIDEbC+5kzo19bLUAmOSMZA4Ilo6EOfZNJJDm25EsWPvFzCj/ieSQED0T1Xe2JQENDpuGxbg5ftWi6OdwB6ejlg1flxYuDkHAKVFoxrY7Z3z+IW3RD6nQ6ZT4LoZuqqpnNwoAsKTFbwWIppGTPTHg1ywMpJMn6YT8WSy55u/eEIMgpx5XjhbN4ueNf+aoKwXuEtZXDDdrX3EWMlt7GtDeXbzJkfaF9JmXytNsqLFVK34W8zutFiFxU+YQqHxLpJp+cmKsGf6ciN9MtjFN3j7bQJJl8SDfptmNdb39NPt70G1sLeT0jb+bRKDnZsSQSFElSW2ThO2PjVSmGgwjRSZxmJn6jWGMh+rrbRhCm/oiZPwr+uZqy8oZuj+1n0ydFrVac+k0ncgjg2c2Fx9ZTytUC614DOZw6QCz0ibn60IKwd6xV7agWNTkWmhFSjTA+hybHujE5I0w9wmoJTc7cz6lcg5vnFG6brN5Cq4KO8yvgotYh4RgwMbyetOOYh9gXhkRb66OOhveP9OZxt5asLwHeevspeV7inGM6nXN8fIyxhqIoePrOu3ivbO9sM5vN2gElLwqOjg7Z39/HGoOxezSNI8ty8jxnMZ9TFDnWZpw0x0wD7ODypCONhsY37DtDLXeQdPRzC/sr9PsrHN6KcjjAVdrjbQjLq/98aT1yrnp4Cs4igGdZ6KyFRA7vgKfhbVS7B9rWu/AUqmzUpjydmiajMJtP8d4zHpc458kyGy9lIXWjQEHssNtD4zzWGtS7lkeJnHPuX1Y1PCWPbhUKF9qR1flooGi24UeCZVgyue5G3NPzC9Pvp6mxt44zPp+JbHHo96nUk5tycAq04ldn3BsheDwzPcZgabRqPwNLxsRst7PWoxy2rePIGZ5dwcrGKew3ytjKknRC9BJOByzxOGBsYFFn1E1Dbgz1PKq5paWZQ14aVAVvmtBNxRWYXHGNYnr+xCISz4kc2oIaCUUv8fpJFLlfh5CbnGN/FKKBJEX3drNPH4jhhjGfL3j32TOapqGqa+q6xjnHZBImm+PplKquOTw85MmTJ8znc+xiwXQaJqWyLPjcZ9+Mi2zDaDRiNpuRZRkfeP8H2sriRBAtBWOzQ7oMUigmeIWFfpLHtTKXO2yq2VcJtf/3HT3eNbAWOTxrgusrh+eQxKuGk88kW//yHw9f61d8dK19VkuRs2Vi2H/tdcncVf0VL43zQnCXCSffsTAy9DLBkpphUsVwf3odpkIDzOZzjqdTMmtpXENd1zza28NmGT62JZvNgzo2GU/w6jFW8N7z4sUBjx/vcXh4RJZnGDFUVUVR5BR34CPK63lblNIfkTyOuR4zkgkFGV0JSgyIp2ICH0brVf2n7xPGjeNwcA1rj3Elv8dg+2Ji21eNYVanDYUpMNF3d6EzvDYQw9PBA9CQibJrPUdOmF9h7J97YeZgy1pElLbgRz39pY+YkPvZOId3GgpXHGRZmH68MyANvjEYI4jLMRic0L63QcqExiJQFjQ0lDLC0KmF8cMiLJa0vc4MloychS7I5ezuQzeFO3DpvXzwrbasbG8HddA7R55nZNbivacsCx4/2uPttxc458jznKIoaOrgPbizvc3h0RHHx8cURRHbWIU8Dac1FYv2pEz9HRepR7MEawojhqZxHDqLN3c8hAx0E5B05PCuktk1cGVy2G6zRDpWEMUT5HADquEyKezfdx5BXLYtLM44/dZRDy/qr3hl5fAM1XClbc1LUKGcBS7Ys6XTOP9rFIIEh6PR0MNVCapg7Sq2JluMJ2OauuZFtc/xdIa1lsUijG/OOcbjMfv7+zTOsbOzQ55lzOdzjo5zprMZW2YLNdA4h3E2HNAdQCJ1dTaOzixhOi8ZYzVrc7Yljl2JJAEUzdkV3reFS1svRVIU5qLl81160kTSvAJ5cupZ6JSRhOuqCzBrKwKIWAwNW0aZu8t/9x7YbwiqYS8NIBX/pD1nBqSwgfTlNS62uPPqQq6gGmxRYTQDNXj1WAuiSqMKOSGMrAX9lK6ZHlMTlEODaT2KvYLE8DISq5aNgEokhBWtqNMrf7kNPBDDDSMvM7Z2JqBKlhUUWR7lZmiaBucdj/YeMV+ENVFRFliTsX9wwPHxMXt7u8ii4tnz56Ff4s420+mMyXgcbMPU46hZ6LTLbY3EsJP0DTkjtuwejUJ1F0PIy+gTwe6NvDfI4UWxbqj5GkPK5xHEZcXwLGLY7nMFQbxsPuJlQ9UtNtA54rK4LdP0XHwoD9Cui0MyzAfionTB1B8BysJPAEOmNeIsdbWgroMSlOcZL17sk2cZxgijckLdNFTVgjwraJqaPAtdNRpf4bTBNTU+xvo8DZCffrC30EUojySvykPOXWHC9GlM8I5NJstFc74X5I1iQ4VXr/tt3jKHALG6dlhkGVrRhc9gkMwkIXKVSYFH24XFVI+ZSAwni0Z+aNmyjgMfjNcvi7mHqYNtE7uApaNSbXMPRSCzyYJmwUIX4Zgl5ceG9+ekjgTPhNSBwnKs4XMosjKokgTvRN8rwFrojEwsRBcQI6YleyYqpenjs5LhNXgnpjzWmb+98+iBGG4Yj17bIdtVDIaJGWPJGY1GiCi7O9toXEFsTYLf4ONHj1GEra0xYjIE4fmLZ1TVgp2dHZ48fky9W2GtjR5JoYJZveA1lNCPTIbGXI7U6zFdsL6n+N959Eih+hSOeQ+Qw8tMcivI4Voh5XKyVvXvKrXwtO1WkcNFNZzYs3/7k+jbB2uFojdZIX0toWWuqBrewTAyDANekC65YdMwp47UX8xIjSDko4zFwYLFYs729g7WBlsOr57t7W2Ojo6YTo/Z2t7qlLQ8nBvj8Yjxdo7zDcYIxgiN8+Az3jqqeGN7w6G1C+QZnoZrryS+w7CSYaMNmnIyLbxFfCBtYyS0EWy0Yixb1FoFIpTKc4PMGgOrSoGnPqFIrg9PJIa2C/Jr719pE1rDXWPZIqekpqLROup1ivT+GzFiJGMUj9UsdklJCB9CJhlWtqmpwkeQ6nulm5P74fOkqwoGK1kg0lHZzM3thZXv5gh1j6GiUAdBXcoY6lWlrmvyPIvVSMT8nZhnoGHVmXIOdrZ3mIzHFOUIMYayKGLOhuJVqJzhuNmh1hKDYdt4HuUeyyKe0F3Lu4VP4v49QVIqTC/PsK8i3lPcFDk8gRsoRFlFIiv90sHfZewXu24oepO4NDm8TnPsOwgDcZY//ULzPQUxN2FitLbklVefIBqS8Uejgvl8wdZkwmhUUJZPQhjOGHRCKE6xoXp5d3ebSuZs70xwNAjK7ngHI1msIq02/0Y3QA5vAzfS7eicz+ZVN2aRTyKpEegFPFulrZdPJxhKswUoRnJKchAwmsdzyQYC2aubtDZj1DiOr6houCVJJFVMizVBNYyRbCFY0BixFJQsmDPVoIr395CRx/dmKKRkro6cIr7TSICjijqSCV2hqAxIYd/QvV9/LBga6naf6edt4D4knt0rOG+ZHlbMDiu8U6q6ZlFVvPPuM7zGcLILFXjO+ZCPKIKq8Pz5Cw6PDsmLnNF4FPMKFa8hP2Hh4OlCeKcuWfgxTi21Ci+c4VklFGyFziskyToYfl5Bkb8dDMLK/ZXdfZI/T+LcEOFlJqslhequtGyr/HBoScQwQf/lP15bldwE9OmnL6dE9tXVdaxrziPq53zHtxVGNkBphsJ8Uli66bEz0B8iaipRfRGUsijY291BAGuE3IZ8RGMsWZ63dh2ZzSikxFjDghkNFXlmyKwhz8+5Hq5C7m44DH0h3PSxXdABwaCod3E8dqAO1Yap7jPzB8HY3DtS8waLxZK1no+qSkZOQdmRSE3De4gUbYKYOE3eiN1JrcBZJc+NhjQt7Z39Cf1Ck1JKtmSHQlI3FWhterQjoRrv66qQe0WWca+k9420RTlLG9047t+y6Y5j5iZsuTlihM997i1EhMlkgveexWLBs2fPERHG4zEHB/tYm/H48WOePX/ObDrljTfeIPH1thZQDHMP79bCzJ/sK6kIh94ijfA4s+zYjEbjhTssKLw/OCvnMLXbuodYSzmEi00OS8rhuYUo54STr0rYnEK1NLSXZvVJeNMK4oWNsd8jyEUpxHeKhgiiildHQ3cuepZIhBJTPgydRUeo4kwXbp9WStyv9tqr2ajEjCnIsO0EfO6wdVUClZ5/D9XD20Rez6iyEW1JRyxIca4J35z0iU08pyLxSc0bUvV7nwSlxxUbzgzVKzVjcBqD09K9bvvi2r5ifHXF0XCsh7jYkCKjwOHweAymbXcnUWMsern7g64lMQVD2zC5ts/qn9Oa2HD8qEIhu8Xjsb3r4DbwoBhuGHMvzF1IXLXW4L2jrmtAaZoGYwzHx8fMZjPG4wmqnufPn+PFUIzLbmXhHeob1Dfs1563KlaSwgSPsO8sb9eGpgku7SYN2PeVRbXkMOQchnGol9ByHwnvurDZyduZ25+Tj3ODrfKqFS0XR7JKaepwk+rh4HWjknimmnhR1fAeYsd6ihXDREPDVI849oftpLkSSR3RUETQ/exfqjK4pfwzxISJlgLbm5JubNS6S+rhdR/LhtJKJOYPinQ+fkldDkUo0vn7hYcS8+m+V+0P4n2pWvHRVmZTxyrxpxHTLju67j3hv7nOYvtZw0gmbJtdCinj2dq1NEzvuc2BF8H3z/+Vk1Pq/tLNaSfObw05in2N/rbwsFS6BohJ/RItC7egaRqaxrG/f4BzLpxcxpAVlqoJK5HFosa74H5urUGNwbuGo0Z55gxujXiwAsfeUHl4Dc9WJre66tgMYpullHN4ghzev8KUS1cq98nhORPIjeQjnYLFinN1OZS8Cuuqh6eRyKuqjhsrVLmkdc1thpHzOHvHaF8baLBkIZ0Fh2iq5ux9v+2lqBjpfOmiJENqC6ftRByT+tVDrFYNr5d6KifccFLxg3rYYY0czKAaTmIaVKe6CV2u/CBqKuC0odGGXIqgvsV2dam9Xnv+tU/d0PffEzBVAnkTJHQkiY85bWioMWIZMY49kYWcgopF7DSWduN7fDb6CktSBbuX7CvfrWIp2lPXT9K/kAbW3Hqg7+Eq2DC8Cnb3CVjYk4bd3R3KsgyqoQjzRc1MDWWeUWQNUmQ4yWmmNWPj2ZqMqesGNZY8yxiJMlHlyK1/otQYnjmhsJ4tqxx6pbl3iYYRAqK9QhTofo+Sfa9lwu0c4yVw9e4oK0LOFw0pXxPmKxTDdYhhwiqCuI6ieFqF9EVwKjk8o+fs2p5wd5R0GFEKK5jWaiQqOxosNgyGRmuMnLHQVLoQYi9spz37DpX4T69VXCc2RSWxLX4R8nr93tkbw20Vptwl1XJN9BcIyfNS2gXGMEyMwoI5C51RMGJCbxHUqmxdLHYQ+r0kTDtd9HoXt7t1BBuZsFEmGaWOycjIYmtZQcgkZ4udXgvaeHy9lnbgabQilzwS4/RSsY+09Eli+ly0VV3bRVAkrJZVHc5uFndzpLrH8MBCMhqFwhr28tBM3ZQFR40wK0tmXpgChRecKWnUMt6Gx3lI1n3ewMx7HuWGncIwEseh05Balxz1z0GlQuVhYmHXKy+cXLrN0K2jJYAwUBLaVZt06uFKjf5uYiMeh8vVzOeRw4Q1bWsug8UlQsmrcJnw8iZyFq/L4uYuY1CRrH3vQondG4ihsJNKaLo806TYUoKU4xz3o72/iXuUqBwNzXzXiHRcJ5G6aXJ41ns5rTDkDrS9zOtj6nwrfFsr56WOiGlUDBWl1gVOxlgs9ClQ7D8NloVbPlcuB4HQ4eRc6xvDSPr9ubtzMphPJ2Jn2mzBkCMYvAdzbHTeib2z43wVpqaUOhHeX+v1GAtPu4skfo53oMjyIcfwmuC06xfrUQ4b5WktHDqhiY/NfEGlWXthPKuEz1aGF84wV+GdWnlz5jhwgOlyNtRrzLk7/QRShSMnNE7Zs55d4zdxnd0uQqLI8G/oJqCuZcMNH9jlsZHw4fIkdlYYc0Wu4aZJ0MKfHFYKudnv5LZyFltcsNLztsLIEKIclVe8c8Eof2lcsWKxkrUE8SQkcgBtw4Ph7i47K+Vihbt77DE9DwV8JKWnVT9fAM6tvq39/GtW8FzT3a6KW7ZUGoREl9PrItlpqFtja49n5o9otEZaopUGc4NTpd7YAr8X1B3kNIZzVcQSjMm7c1VRpnrMkR4w1aNewVV4L6oOVYeoj2mTEkLD2iOFPS2we91OUdeear58TN1mtzePPSiG14jKw6ETpt5w7Ii1TicRcgN7K4eIRuGwOydbtBJ+GlR9t02/OfehM8ydkAuUVrFyj0PKfbSTSroIu3yWE+riPQgvX4ty2MNN5xsuh5JzV/OTf/ITg/s+8i2/89qP4yqh5ZWq4SbCyXcQHth3QmEV67vwF4QcwdKMySlZ+Dk1q8+jLrcq5QH3M65SqFHbS7ONOuNRbUh9bM/zUVwLZxHA9Ng6OaDXoRzew5DxmZCOFA3RhZYdjpk/GhDImgobAreE0LEPTQ1szqJyNBvo1pVL6uBDF2TynTZtJJ6vsWNL6n8MUPsqpk8YLJZSBCEjqNzpHE/11jEsrB7vg5dng3DoDDtWyXrkVFPFf9f7JE5Z4XPsTv3bnbseFMMNI+spI0fe8HZtOXByKim8EiIRFBNvSFe9S/hRIRyr8LxZr4Dl3mCgHvZXrN3E1IWYh5vcRWxcMTrL3/CcCuWr5uktVyUXrj6xzSe/7RN88ts+ceL+TePWlcN7gsoLmCwUeUWEydpj1ZJrjsUOkvDDRpByAxsVfCJ3cdHaqig9s/o2U0sMqg7v5nhfYUyBNWPOdbE7jVxdRBVcd9tNEblNqYM3hTWPNa8C4evayAWq5Jopzk3xfkFDfaKaXRBy6TojiZhQDAJh1XDFqcoAE6Ok0qd0bGJMzJUlhq09EtXqZNrd5Q6GFndzneG0p76sOjgJxSwSvYfVe2YOntYSFsq96JbTGu19Hp3SqO1nE/66vUnrgRhuGDvGd0mvcNWAyMUgIZ9iORSUjuWOc6PLYTm83MtX6Qgiw/vuKD7ZbF+NIF4kpAzXFoL6Xz/x9wd/ryKGCTdBEC9LDi9qiH1ClV2TpNxmGDmhMJAlla+1GRmG80ZmTGFGK5/vNJjvP6+72uKWAkaLj0F4LWEQUqPdLq/nF3sDFwzdX+h5m/JLvPDzLvCezrqW+49dg23VXGcc+8OQg9pKdB7opSYsIZleBwk5LRoMqp5Kr96tKxdl0vdOjRNgsJoxiAm3hI4ohu7gEs9ZI6Ht7EJnsVNL3Gc75/RteYJnohhDZuBx5mgUjpoUFo4LKGqm/hgfDcCT9U0IgnV2Nyn0fhu4VWL4+Z//+QPPo3T7+q//egDm8zlf//VfzyuvvML29jZf+ZVfyVtvvTXYx6c+9Sm+4iu+gslkwuuvv84f/IN/kKYZXog/9EM/xK/6Vb+Ksiz5wi/8Qr7zO7/zxLH8hb/wF/j8z/98RqMRH/3oR/kn/+SfXOo97WXKzi3n87Xk8L2ElgAOYsodSV7OQbzDH08iiJciDGeQw5sIdX7y2z7BcT4e3Jf78yfGu0oOT+AMT8NzcYcVozAR+BQhC0hpGXFcPqEWtpsFhbCJt+653c4UT59wikRbE5Nh7AhjQ6/4DSWWXQzXSQ7v8He+MUSBz0iGlTySr5C7J8mSaAlZ7BgCtORREBoPR95eeXi2Em7QS70apGNFL8Jesqu0Id+kGYZKfUvWLXJSilLvlvII03/p/B5b4dXMk4XKrk4BVA15iu3HF4tS4l8Sj+89qxj+yI/8CJ/73Ofa2/d///cD8Ft+y28B4Bu/8Rv5u3/37/K3/tbf4h/+w3/IZz/7WX7zb/7N7fOdc3zFV3wFVVXxj/7RP+K7vuu7+M7v/E6+9Vu/td3mZ3/2Z/mKr/gKfs2v+TX883/+z/mGb/gGfu/v/b183/d9X7vN3/gbf4Nv+qZv4o/9sT/GP/2n/5Qv/uIv5uMf/zhvv/32hd+TEeGR9YyNkokyMkopeuMf9MBU/r2EQXWc9i7oFM5iiSDe7Q+pTxLXJozr5EUtKQebLED5F2/8bwd/v3H07lrPu4vk8FJt9O4ZBBgZHy8F7UypW4fqMEUtqhrvFFGDqTMKzSnIyLFYA3u5smua2OM49KNtk/7beTRNnz4oNApCFvO3TDu5nopVROuyauFF93FRknfdpPAGTevPwq6DHdljVx4xltCS1dgx1k4QU+B0+Nma2Gs4QEHCueLVc+SEagMpT13xZ0+1ToUufR/c+DOpdOGnIZcxpWxRMMFKwcTshv7dgKq0N58UiRiGDve39zK2QSwK83G4lnIpmcg2Jlk0DY6hu/Zqbk8xFL1D0tI3fMM38N3f/d389E//NAcHB7z22mv89b/+1/mqr/oqAH7qp36KL/qiL+KHf/iH+dW/+lfz9/7e3+M3/sbfyGc/+9nYSg7+8l/+y3zzN38zT58+pSgKvvmbv5nv+Z7v4cd//Mfb1/ltv+238eLFC773e78XgI9+9KN82Zd9GX/+z/95ALz3fOhDH+L3//7fzx/+w3945bEuFgsWi04xODg44EMf+hBPnz5ld2crnJgE41ivcOQMB17iCXt6B5OLIhOlFFgoJwpL1OsgZ+g9iTTZ0U+Gb7PjB9sM7rsnOLNopT8x9Sa+NuSZFK+ogi2ToIsSqU9+2ydQ4Pf8R3+cp1tP2vu/+p//Hb7qp35g7f1cd2HKRXMoT5DmM0JzJ1TZ5XD+CtJ+F0LJu9bzWubiBBbyDdHU4ixMhp/93OcYbRdkheX5W/t84P2vgnpsvoWIpa4WHE9njMdjity2ESAjBq+xX6yYWGjSMwkmqTrdBZnVs9UHuky2NkEK+zgv/eIixShXIYanvK8T6QrLqvWyBdVyiLl3vg7O1VXv+wLvtY5Rgk6PCOOpohz5fZoeyZnIdjSQjouPWBW8aDxvNeZUYmgFSvV46ZrLpYZ74h3OBAOcKt73mmkYWcFIKAjp1aDgfQrjRo0uNlFQ7VIp+jl/4ZeYDnFaU4VeRXJr4t6HAMn6SV1PGYzXggw/vbf33+JDr38B+/v77O7unvbRXwvuTI5hVVV84hOf4Gu/9msREX70R3+Uuq758i//8nabX/JLfgkf/vCH+eEf/mEAfviHf5hf/st/eUsKAT7+8Y9zcHDAT/zET7Tb9PeRtkn7qKqKH/3RHx1sY4zhy7/8y9ttVuFP/ak/xd7eXnv70Ic+BHQnXiYwMoIVITPCXq58oPC8v/Cx/ZSGqqnLf2TkoryeN7yRO3bMyX29Z1XDPuLVL4OL/TwV8YaP8Qo4k1T0B/ZLdOK4DD619/4BKQT4ss/9xIX2cReVwwFewhZ5rp/XJXBy6RqI3XxaMT+q8Soczxue7U/Z3z/g4OCA5y/2qauKuq6ZzSuevvMu77z7jNl8wfPnz3n+/EUvxWVpEUunJJ5KCm8C5xHNdcnebYWQy8mt2dckSrTQGQtdxPukpw5CTkERu4qEoTgobV6VQy/UZ6iFooqpKwrfkM+mjFxN7h3jZsHEN2yLo3QVRhVRZTarqGpH42A2bzg4nDOb11S1YzpvOJ7VNB6OZ3X4vXEcHc85Pp7jmlgpr761pwkh7/A38Zba1oa/47aEDjAqlr5N0+mqg/R+kxjCNi15vg3cGWL4d/7O3+HFixf87t/9uwF48803KYqCR48eDbZ74403ePPNN9tt+qQwPZ4eO2ubg4MDZrMZ77zzDs65ldukfazCH/kjf4T9/f329vM///MntklVecQTNUMZG3g1c7y/cLy/8LyWO3ZsDDnHW1/kE5RMakqzoDQutp2CTDyPs5qJCWX3oxXEMEjb94jlXDfSEnHpgxo0M18uXrkHuKji1CoF1xBO/pH3/9LB368dP+PD+5+78H7uEjm8Ujh504rWNaFSqLWvqvcQQ8DWWlSVRdWQlwXT6RznPHVds1jM2dneDlYddYN3nlE5wlrLfD7He890NsXHzyMl3XeLtl7By3sdmzhnbpggdpl6ykKHtkaFlJQyZixbTMx2+92H4TVQkP0GDv06kbQwzxkj+EXVLu5FgOjva+McGVo5CtZaFlWNc56qalD1ZNZgjMG50ILWWoPzijFCZg2N68LB/fT0gfW6am8bSem4SCSI0oaWT76rVNzSVcW0D5BI85W9PK+AO0MM/+pf/av8+l//6/nABz5w24eyFsqyZHd3d3CDHpfopTEsFhWz+QLnwxdtRSgEShOqmF/PHR8oPB8slc8r4RXryUQpxLFtp+zlh+xm++xkz9nLDpjYQ3azI8Ym2AB4mmC2uXxZPYyxp6O92mUwqA0boHc5VnedJJ5KDtdRDU+ZQC4Sck1E7meefHhw/5d+9scvfRreJXL4ssMhNIMRRFrilm5lWfLkyWN2H++RFyX5aEyWZYwnE4qiZDo9DqHjOOlmeU5mM+omTMqp4KR7ieGZcW6A4wJhZG0WJ27rfxhXVA2vIYR8Ki6SZ3iRbS/o39ipvEIuJbmUXSoBhi2zw0gmbWs5730oTkGYN8p+I+fbqQmItagIWpRolqESrOAap7hoQzNqasbiEWPCnCshCjga5ZEEZjSNw3uPNYJzLp6fgio03mPM0rma6kb6JC793UckgUYExYXKZ7GhtGVgbN3tVMSE/EcRFn7KXI/xfoG9RXp2Jwyuf+7nfo4f+IEf4G//7b/d3ve+972Pqqp48eLFQDV86623eN/73tdus1w9nKqW+9ssVzK/9dZb7O7uMh6PsdZirV25TdrH5RDyFpxz7B8eMhqNsFlG42oya9oTcTafMxmPAcVYi/ceP52xW25RZhVNNUecYIvQlqcwUJoaxTOLuXGC4Bmz6utcNvh8wBJiElVIku8/MLzgk3Fv2PxufpinGmX3za9jy7zW9HrDrbW++R/9NT71E3+PH3n/L+V/+cAv49/97I+f/6Qz8Mlv+8S15hxuor/yywBVmDthy6QcJ20VkZR6u7e7EyZ7P8XkhlxKMiZYE/zoXNNgre2lbQBi2FZPVVWICNZmIRQHMdewR0ZF2ESDnNNI4H02Id80zs0vvATqRmkah2qOLTKmTU1uDSJgTRdSVR8KTkSEqnE8q8Oi5Dw4Faa26N5DEa2jTWhH5xFMHn5XQPIRc1Gsh+2tkmBEk4EYxuMi2tHA2EhUxIPdDCJkVtpCqfhqUZmU9ndVH0PhDASFoIb6eC47IHgcJjuc8ISY9y4m6g9BNBLfBG9PXC+KdfO4E4rhd3zHd/D666/zFV/xFe19X/IlX0Ke5/zgD/5ge9+/+lf/ik996lN87GMfA+BjH/sYP/ZjPzaoHv7+7/9+dnd3+chHPtJu099H2ibtoygKvuRLvmSwjfeeH/zBH2y3uQjCQGoJVXkWJJBAFJzz7O8f8Pz5PodHx7zYP6BpHLP5nHefveD5i31evDigWszJmxmzF8e4BdBY5vsN9aFjLNtsmUdsmcds28ds2UeMzS7WSDzxVx3RHZe77gr6sYNl9SQpi0qvJeHtHOZZWEs5XIWoGi6Hky9cqAH8gv3P8VU/9QP86b//3/Gln/vkhZ5/L/ES5Bkqqz1Xh2HesKXFkJuMkc3JjcWYUAyQZwYbU1tEwh6FEIIuy4IizyPZ7JL6RZZCc1dcdJ332d/p72YNtfAuE1trBe9DaLZuHLNpxXRW4X0o1lDv8R4wQUGb1o6ntTBbk4YoXbWxU9rWso0KNaGws1ahQtqfczVMHe15JRJq38N5GshZEocAssyQR1LofZ+cDRdMA6VQImmMqt/ytGDQdhEkkUi2KRQSQ8ZxcjFYMmKLvvdy5xPvPd/xHd/BV3/1V5Nl3eS1t7fH7/k9v4dv+qZv4h/8g3/Aj/7oj/I1X/M1fOxjH+NX/+pfDcCv+3W/jo985CP8rt/1u/gX/+Jf8H3f9318y7d8C1//9V9PWYYL6Pf9vt/Hv/k3/4Y/9If+ED/1Uz/FX/yLf5G/+Tf/Jt/4jd/YvtY3fdM38e3f/u1813d9Fz/5kz/J133d13F8fMzXfM3XXPj9aExCTYFJNJx4xloW8znOOZo4APgYWq7rJj43SNDWGKrFgqaucY2jaRrqqmod1Q0GK5bMZORSkJuCsR2TrzqR5FYXHvcX0p8U02owdphJF7QGgnjX8jjPt7MJg+BpuYaXwXWqencypLxc/fkSoFYZWHz0cwDDpRCqiXPJGJtJ6J2c0jFS7m4KUSSbm9gmLNnXtDlUSAyvCRrDi3rK0nbTuJPk8Cp5hetcvzdgbZNmn8Z5jAijUY7zgUJ579DY3WThlHcrz9u1Yarm2tfXi6gmdkeYvAYjOdTosSk9/0QBY4OwkybQ1tmi9T/s6wj9ApL0Sz/m7JFUwAKtkXVSEZNzojUlxo6wdsS5HYCuEbceSv6BH/gBPvWpT/G1X/u1Jx77s3/2z2KM4Su/8itZLBZ8/OMf5y/+xb/YPm6t5bu/+7v5uq/7Oj72sY+xtbXFV3/1V/PH//gfb7f5gi/4Ar7ne76Hb/zGb+TP/bk/xwc/+EH+yl/5K3z84x9vt/mtv/W38vTpU771W7+VN998k1/5K38l3/u933uiIGV9dGEYa0IIRlUp8jFlWSDGMD2eYoywNZkgItRNQ55ZqjqU9YsIeZ6T5zmqniIL+RGh7F7Bd4axqoEsbmWGeX1SyHoIJ18B0v7T8UPiANE2c4gKYnpK/zlLv94UVoaVz+inDATVcDFFXvvgoOBCfsVHbz0f77pDyudhZe/klwxzL0y9sBMji/2cKPUVqjUNjkaUsdlpT//OGLg3kQUfEJDQgsz5JjwukqblgerSPnfdRdYKInWjhO86+ihfBZtMCbnk+zIijEc5qqGIgzyjLLK4yDY0KuxXcOSFhusnhAm1Co1CESdCXVKmjRAqiok9kzWZ4MTcoVg5TTxnJYaBgztNVArpF4sEZVBTKka7r8FfAXFeDusxQSTr9n+L8/Wd8jG8zzg4OGBvb4933n4zFKKcFsGNkvp8sSCzGXmeoenE066jcsg/yKDfhkdDITxikJSnI4J3DYilIuOzVTL27EHDIP+e9zTcJDRowsttw4JKskwO+/f17r+Br+MEOVzhbajN4lxPQzhfWbtuZe86ieE6IfNL+xn2c7juqI9hwpZVXs89mcm6vCe6SEgjjgZHKWNEJSghJguJ9kSbjhRuk37umqDehXwwXEz074fpuoshX8fD8IrE8NyQ7FX8DC9TfHIBxfDU93kaMdyA1+Y6WNgRXmM+Idp+x4rQqOGdCqYb9PBdFwK8UcCOVWh7FA/r37szMYSDU9QvDvTxMUtIYPTxmgiPh9Z63YTfdnRJ/7ZpikEdT9fTYPiXpEYaal0wdzXPDw74Re97j/sYvnw4fdYXEUajUSCF6c6V/LzfgP7ETnqtfoIsnplgqH2BQ3nAZdGGmqFdPgY2Hwl4f2UQ7xt4Wi09bzl38dRb75zQU7bt4QTpOG3QT5PHKbmGcPF8w03juonnA2DqhBdO8erpvNli0rxYMgpGBFIosWMF0Dv/k8ge7nfOsWgcXj3GJNNrM1Tel3IY7z2uWUk8ldTm5cmQ8Xkh5A36my4qx2LRMJtXIWTqU3GR4Xmlt0IKE2odjMYA+DiWao/Q9Tt99wLFnLA5k9ATOZ3L/fMYJO7bx0Kbc/IFo6KaUOmCA6c8r27HjxIeiOGtYfVp0tm80ub6aO/R5a0DrAk9KY0qxSnn34PZ9TWhHT+k+7r6ptkC7apx1ZjT5mYR8heNLD1+cvuhjciKbc5DmrjOyTW8i+TwAdcLBabOclArlU/3nLxJimT0FqfD4SpMjs8b+FxteVoLlXcoHq+0amHbW7bN3XqYkq6MRBAvk1d4BVKrhOIN50J7RY0Lh/3Kc3SLpBBiZkMiau19qfgpFRamjjwuns8mRug6dbsbspcVx+RpaPAxlzAJB+pDL2jvXCSipGyzeEsTQNjekjG2htsM8D1chRvGWX0+hx55HaTboFt9tJO8RTFo6j06WKGHJ2gqnVfH2J7CDQahmwdcG9LIQZz8oorYRZV11SlwrbhwqLIXIt1UXp0X4f/9G34Tf/+j/96V9nNnVcOz8rvuicl1wsIL7zSGN2vLsRO8B+dh7mC/DnmIjaZwWFdZnPKyUmZV5TxH3tIgHDnhnUY4dlOcNmHSHSRadUTxpcBFCdYFlbvLVidfZ1WzNUJdO/I8w9gcEcNx7dn3JhZ/3A5yUSbJ9Lp3hkmPjLVzY4rK+CaSu6V5NynevWr9rkGCBFLofZtSFIpN0vkdOpoYY0LLSWPDLRJQjXN9LmN27YQ3yvdw8cl7AaHRk2euU0omoRy9n0zYJqeueHJr7KWkvDbwXVZO+3A4Ec0Z4+pDEcoNIuWMwJAIpqT8tGxczlG8JpwoRkmFKJfwNTytGOUj3/I7VxK357t7/N//sz/Aj/6yf4fxbMYv/tmf4fPePr2r0ANuHwpUKrxdG3LAS8hd9gjGh8n2kfVsW48xWVzvaKv4eeDAGVw7ecLUGZzmvJop1mib6B8S+AWvnloX5Lf1ph9wJRS5ocgzEMF55dgpz51Zy6PwuiCEvNnCxECxJ+TkQ1d13zu+flg5TLgO1WjUbQze+4EaGJ8EJngXJkWwDSonEikWseH1vI+qZA+aeIAIXmsMhuKh88nLhKFknkLDlS4IHvAryMKq57dRGx+acSeZmy4hvP8aPpbcN3rGmvtBNbwd9MO8y6apcCsq4rk4RzVcN6T8fGeP//yP/1l+9Jf9OwDMxmP+5Nf9X6myhzXpfYBDmCNUKrG8JBDEuRfebQxHLuVqdQshJRCDmV8eC2HhC57WOcdO8RqLUDB4DWOk3sCUdK2FJ5fZbt3XXcJF1b9zi06ugMqOkNgbuG4a3q2UdxpzZu/jm0J6l6kAU4xp8wMHAeF20Z7Uw0gSRSPpC0RPYieT9jl00aFgmh1seSSGo0lFWNq0BV3xjsEtGTZl2LCPW5wUHojhptGWtgc4GqZ6hABjmWBk9cXYhh2TMbaxvXyy09PIkoztvUfEMj0naiVG7qw583sCvaKhmyaIpxainJZruIGQ8uPDff7df/lPB/f99Of/Iv7qV/2uS+0P7nA4+T2GWoXnTqi9BnsOpBdI9iuVcAUWKrzdGJ43QuUaUsm+80oud9fA+UZwQyHl1a99hcWasTGPruFFIxzq7YaPl9H6DsaOK13hZrtBm8KlfXEl9WJui0maKK4I/TSvcO735m4MEAkiQe454YurDvWL7qZVF0S65e5aD8Rww6h1QfLqSieXw7VJ1i2WvvdWwo7teVCP+rpHGE+HV0WMpVGo1iAWYsIAvs6+H3BNSBf/IMG0TxCv57s5vTPKxcnhKtVwlaXM13/i2/nQZ4f2N3/74/8xP/zFX7ruYd9NvIQm1xdF5YWj6I/V9z0UPbuMxKnwvDE8bSzTxtH4msKOQKHKt67teK9MpC6sAl6CbF0DObzujinqHY137DvhSHuK2i0jpUQMsnmIRU6JqLUkTNvwsvowZ3dqjPSen8yqm/AcE1rp9XNtO8cKH4y0jYlV+b1jU4dqHW+hFV5beKrD17xpPBDDDcNpQ+VnpEwDS8aIcUsOh+jyb6T3d2oltVaRaazwMybDq66dldCtmrS1SWk7eSzbpjzgejEYeLosl/DnNZP3syauS5LDZYyrBd/yl/4b8roa3P9nfu//hWe7j9Y+1HuLDYbs7hoUOHRE1bDrkyzCuRbGCky94W2X8axpmLljvNxeXhVwPd/VLZPDlY9t+H0eNfB2nfHMZbg7QgohjKJZXISHfsVJEUyq3TBqI0gkcCZUE6d5sZ+CNYjiaUj1StXM6qLnZ7h13E5bTpBep29x09Yh+CPm/pC5TrnNyfeBGG4YtRdmHmqt2hVJIQU5BQOmFX+0q4xWPZJW7l5vxdAlyy48F5fvo+9eavXWv3UvMSSMpxHJVoF8IJOXQySI0iOJ16Eirh1S7uOKYeVf+Omf4+v++l8b3He4vcNf+U/+0wvv6wF3C5UXjl2a+kIqTeWDUrMOGhUO/YQXruDITdc7xVcQm/NUsRvLLdwUrL0QgZOsXHm7bvxbN+Gpy27Vp3AVBBgbZSeL1cHetSkPqZgzbdfNt5GytQpfNOmOfZMHTQqS1U1MH0uFJoNULx9eN5HMQcGh0D53Ts2hHjPTKbUuqNyUxp1i9H4DeCCGG8axK3jRjFj4sAJIuQaFlEG+HmRjJ4PN5fv86cbW/U17OWoemPoNXJjLyYyJrJgVN1kilFyATA6Mmnkgk8tIKuJS8VtrjXBdn9dZ3oankMNl1fC0DiW/8Ye+j3//R/7R4L7v/9//Gj75i37xVY74QpBf8dEHL8YNQ4FDL1TOt2PAwnMh5UhVWLgR+80Wc3d51XAVEbopgnQmrkIqb0JxvsLxzdTcYv3s6chEeZKFiuQU0oVExkw7v3VpVZ2PcMf/ekJNepe9BgOKZxCn63vY0r87jt6xuEW9x0dLnPSanvC7w1NTB3HplvBADDeM3KTh0NP4qj1B5IxB8irCu4ZyQBRobotcXZRMtqaiw2TclSTyRHj7PUgk0+fZO4s6gng5krhOR5TzyOFFIcDv/8T/k8n0eHD/n/8dvxd/A/k0fUJ4GYK4qk3gAwLmPhSiOB+6nMz9xb9PRai85XlztWmpTwLXJoQ3oRZelRxuiiBukGj+VLN1J4diK/AkU0Y25uy3oePYxad/O+0NSDdDdUqgDkmf9n+Jj6Vt+y8DQ6FHBGMKjCkxMqKQgjElE0aUFIwosXJ7zg0PxHDDmNiGJ/mUTDyehkYrkGBiuRYDXDVB9rpdnFatZASKs0wM7xJWkMiVRDKRyN7v9KnROuHtl4lM9j+rYcDiUgTxvJAynEIO02NnqIan4fHBPr/rf/6bg/t++gu+kO/99/8Paz3/sjjt+G5bQbxLfZKvimNveOFCxxO/Rhi5NEohipVhqcLMC5/SFQUoFyBWF1IJbzKEfNV9XZXUbZAUftpP7lTlcYIR2LOebRsEGU2egZr+CdZubRXxCqeQxnmcc8PxVnokcmn4DdmGHQE9UU8gwyeFEHSGSI6YjMJsMbZ7jMwOI7PD2OyQy3gjn8dl8EAMNwxBySQUj4DS6IJa5yiCqumdOheYx9vy+F5+QvuC0m7iLrFKvze4aHh7XTK5QpU8EeK+i4SyLVhZRRCvcMDrkMM18g1PCycD/J9/8Hv48Gd+fnDfX/uq38nh5PqqUR9w/fAKL5zhrcowP2fbTOCNAj5Qet6fO17JHEU081dCz+YbwW0UBm2CHN6BgqZ1c0hvEgJsG8+jLFQCJ1K4FNhtcwbVN8NiP2A2X/Dzn/4Mn/nM55jO5vEZtD9Vo5F7TPXRGBoG6TckO/l7byJZVDXHcd+C4JxydDQDsbGIy9Lvn3zTeCCG14DhakFxWlP7OaEloml7SNLmOqTE16WvYyBFa/zf95Jmu/8CMbz+93avsA6ZlCUyaU5Wiy3nRa5SKk8w/psikz0VcZiQuJ4d0ZmK1ZrksN1mTeUtc47/4q//1cF9+zt7fNdv+u1rPf+iuBFF8DJ9aV9CeIVpNMM+C7mEvu6FwMjAo0x5knmKqB6uNZTdhHp2XQUnGwlNX/D9b5BMHpgR9cb2tjmMjfLYKlZMNJNeMQBqMpPrcgbTPSLCYhE6Pz155QlFUfBi/4DPvfkWh0fHvP30HT73ubf47Jtv8rk332I6nbN/eMhbT9/h7afv8PSddzk+nrKoat559xmHR8ccT2e88+4znj9/wYsXzzieTvHe45xnNl+wf3jEfL7g6TvvcnBwSONcm3d4W3gghjcCxVFT+Sm1zmlY4AhtebpuJH11azjRSytTr0Acfz1wU4vslx6Dr+EcEhn/7rCCQK4ik6tUyauOA0sqYpsTcw5BPDPfcA1yeJkq5S/55L/g3/tffnhw39/9tf9H/vWHPv/C+3rA/UMpocuD7ync25nyRuHZtkomtzcptrjuKuRNkcO1CO5mFcaDxqyVLnCTyEV5nHlya2IO9skuYX109/dSGVTZ3t5iazLm6dOnPH/+HNc4FouKd999xuHhEXmRc3R0jDGGF/v7HBwcAvD8+XNUlWfPnlPVNVVV89Zbb/Ps+QtmsxnvvPsu0+mMp0+fcjydcnx8xJtvvc3x0TF13VDXFS9evOD5i+fUfk7lH6qSXzp4XV7zhnojpzXOV3itoed3FFzQHRBL4nvEoTW97OcpdFmxXfnG3bpO3xuQ3s+zVMkV951QJfUMItnmSq5BJs9QEdfORVyXHC6/dE+dOyucDPDl/+iHBn97Y/kf/qPfssbBPeA+QwjFAeo9qetJOjdLUV7LlfcX13wQd82a5qpIBPG025nPvdh7fUfHHG3CAWODMAKvZp6xidnXK0PIPcjS4rnXlKKuakQMeV4wm815sb9PGmyttYzHY8qyYDwOOYDGGCaTCUVRsrW1BQL7+/s4l7qkwO7ODuPxhL29PYwxOBf6LW9vb1NVFYfHh4xGJTs7WyyaOcccsdDbI4b37Oy/+2hL389A8F2P3kf958Y/Qg7DYKfnvOIDI7yXaDm+nBzBVn2levKPNp96xTkytKIcpjd06arhtT/ZbPOR7Gi4A5tBbDiPteCW+i0mcriYIq99cO2q3cPJFt/xm38H3/1rPn7isc+9/sZa+9gk9F/+48uFm0+p0B4UPfQn5ftGNq4dIQ5iYkREvYJYrDFYAVa19+yfk7D6vDwPd4kULr+fe4AX/m61uwPIUUpD9B08WykcQCS0u/MuGmB78jzDGGEyHrG7u8t0OqOqK8qiQIGyKHj86BFFWWIkFFuVZcmjR3sUecHuzg6IcHx8zO7uDmVRUpYlXpU8zwOJzDOcV+q6xlhDWRZ4PDbLKCkpyJid0j73JvAwUm0YqmDOSRo1YrBkF7+0NJ74MlR9hq3VHvDSQk7+ISsf6yHlo4qeqElR3+XDisBPVFv80mJoJbOKHEpWos2i26acDNrDya/4KPov/zEQVMN+b+PPvP4+vumP/EmePXqy8nD/4x/8e6e8kQe8LFBC606voVgvpFmbmMCvbRiwzsfk9QZVk9vMKTzvNe8ROazvWGgql5Cfmhkbi03WkUo01nNqLPLQ9ndrM548fgSAGMPe7k4rv4SFuFLs7KDqKYs85vh7yke7gFDkuwDs7e70WuMpo1GJmIxXX3lCu7Bvu6pUeHUIwpZmoJ6RPtjVvEQ4X2D3K5JidcVvq/ee1J5ehoQ6LJDdcuPtB9xBnBbiFsEYaSPOKcr8E9U5NiFnGGCvk2v4Xb/pt68khR9467P8V//tH+fX/39+8CLv7l7jZbKquSicSpterz5UeaZOE8DJ7ktnYVM5drep6N4jNfkuhZBzUV7LPFuZIWTar3l0mqIl0uWSpxQuic0cBx2oelEXSZ4j6dF4Hmu39TC4o21kZ7g499TMqWWO1wbBIzhEHLIWub0+PBDDa8ByoYiSTh5dcUJ11Uci9tTz+iRx1IFKJOrZsg/C4UuF1uogjCjLOYfenX5TFyQZ8eGn9u73Lj7fa0sIez3f+bH5BckhnGl83c81PFqypCkXC373//Q/8O3f8gf4sh//Zxf+iDaFpHA+4GaQpvBu6g3BSSPSPnJeSs4AZxG/u04Kb/MYbvl9+8qhzbCjiJs3ywxqJYKJtWeS9QYv1g8hp64m/bMwqI1xNZ3G3b4FWKxgTrYywQPRgmQgGWJ6N8lALJq2MxZjhkfXaMNUj6nbGu9lK43bwQMx3DByM8aQI1iWw30a292FPyC1xum30VF/0ughrF6izU1MkE2kQZAQulbPxIYk3AfcIygtyWvJXhNvLfmDdJqoH46ZSfFbdSusYK1gBHIrZKb7aZZuuRGMgcyGv39isR45BFaqhqfl7H34s8M8xC/98X/G7/ju/5GiuT+htAdcHbWGHskttJefPehOsQKnkZnLFF6ctb/bwF06lhuAumg27TzNcY1bOHzV4OYNblrTTOtTSWIysQ4k7rxik/h6sQUdbetZF+Zk7eZnRYceuEunYlsyGPsva1tA6vHex77IPj6elkA+vubwoCZmmz15zMjuYO04dEJpb9ddgXU6HojhhpFLQWkmFGZMLiOM5AgmhEoSsVPFqcepohhULJq+iqXZXcWGlUc8OzX2Xk4VVIk0GpvRX/s84A4iksCB2uf1JNFLNpfx947ACcaGm5ju56qbsYJNY5oJ5DCFjq0RrBFKKxRGyEwgi1n8XYwgVvjXfkWoc2niGoSU11ANf+Gnf25w/89+8Bdc6qO8DjyohjcHr8LMR8P/NFn3cGMebneRiN3UMd32e1fFOx/mw8qFsbBxgSyq4mp3KinMRNk2ihG7nlLYC/MO9pl+TVZkbV/kLsx82iIlPNy3h/BIMI4b3iJpTMeJpBSe4JlrJcMQFEYxOWLyVoG8LdzBq+KeQx1ow0ynKJbC5FjJu5PRRIkaS6OCQ7FUGBFyCkRsb1AMYZXGNzFRO5IDGVJAIeQteq9oT6l8wO0jmV/3h7fWSWZwX1uivBGkgJz2fk8/21OwK07GxQNMJktpTPwZt80X2lOqlU8pRkkVyv0ilIQvWCKGn33j/czKEePFeb0y7iEeKpJPhQIH3jI2nkI8tV8AiiEjs2UosvPX6Nh/jd/H2/F6ed1dIYc0Hd91FKVc8b2bNvB/dZjMoE2wbrG5ASNkRUipsiKINScGy0yUR1YpbDgS1s7H67bTNmRMVPJc+zphbAzkVFICdn8vyTUk3t9/bUfDQueD2dlgKKQXVSGGsHWViXUXZZRbnMcfRquNQ6mpqbTiqNliZGeMjI+nh6GUCQutOGhg7nMExySbImQYLxTWkiM4DzVC7aFSQ6VB9RkZmBjFqA+TfC+jtX4ghHcDbVgi/BlrPzpISny+vkPwCjVtxsLg9ZMlIhJ+T4cyTJju3EJ+st7ii/JTqpX7diE9+5pV+Mi3/E6qP/03MN7hTUeafvbzPsxH/s3/etm3ujFsokPK2v15H0CtwnOXsZvNUKlQ9Qg1WxTgU1vRU3CVSt4bIIXp9yuRQ1hyBVjjuJc/k2t4r7nAYhOCrgh2lK+/ObBllUfWB2saUneT3gacJHJLGzCUD8NxLJWZDH47sYseoRsM4SLUWrFgWElvMGTkGMKYp8v5QAkaBAJdr+/PteKBGG4YDsdMj1EcIztDxFNruFgFQ0ZBrTVzn1GrYEU4anbwmoU1jAvx/ZSZMFgLKSwcHLrYBg8wMeFQFVQE/1CZfGtYVgfbr+IGiOCJY6FTAWH1ONT06phWPb/uvZGVVjY9rKsa/pI/8tvZmk453N5p7/v593/ehYjhecbZN45LtMN7L1ck9zH1hqbJGJsFVhqsZHgUy9JqZlO4j8rtRY75Bt5fhrK4yGDmQ8jYWHOlJHiD8sQ6CkNMqVKMMYMc/bZw6ZRFRdjk5DG0W6um/JtWVRxEe3r/pudJ77ly6r6XUyVWQzgZYboN3MOr5I5DICdnJGMQmHEcVBliLo1qyCkQxdIAhqbnVxTTVM9EP6PCp1XSAx+8HSyrg72v4mXzlzxBDi+hGv75R794QAoBHh3uX8fhXgg30k/5ASegwMKX1D5ny+5TmDmNVhgtAE+TT8jq1efShVXDWyCFz2zFE3d7RQTXgZFRpm5N8qJKM6sRa1BR1Pnwu/ddqNSk0AUdcYzrAo05VCKC8Q7NQhh7tqgZFYYsMy2ZE42t8Aar8/jPIHxD+xonc3pM8NSMBVAhh39IBBFoqGkiPc6lxGqoEbBiKTSMgR5HQ4OiVFpRYuPhmO7QlmijEn2KIRab3g4eiOGGkZEzlm1ijR2VLlCpo/WC4rSmNCN2s+PQ/URHvGgKFnfMNPQBZ0NT0UgKxaYUwZeNqKc+3nHAPpUccr5q+DP5Nn/h8S8e7P6LfuZf8WU/9s+u/W2chQdSePvwGAqZUJrYuSKKP7qpnsm3oRQqWHPJ111FeO+I2rlllWOvzNeZs0SQ3KB16IvtaoexprUiEgBj2spgMdIW6YmRYLslIDaQtP3GsT2yLBaepvHsbeft2BRCsEvHpO0/vb+XkIilmM5weoXXcLcLz1wPaaLFTCggGYMqloyJhGhApQsajiAqjxKVzJk/xipk9HKQxWAk616xLXq5HdyNM+2lQgr+Dn24BKGQERkFmeTs2uCOLqpk4tlvDAsNFg63LSM/4AwoeN/7Xs1LSAZhRTw8/Sl8st7mI/lyQco5quEv/yh/+N2CqtfmyTjHN3zXX8JcwK/uzoWR18EdmdDvPnImYmhwIdqnYXw8E+uohrdECkWEXEpoPerWxB3vgpILPM4anjbZ0HJoFbzGvCjFVb4dI01m2mgLAibmHKvzQSWMkCxUC6tTvIGpGopayfMwvyrKcO2gXdhmnXGl50qdiGUKRJ/2zsKr+v4drRKZQslDx+J+IYlS6ZRcwWqXXyliwIxbNTE8/YKtHjeIhxFr4+jJzqKxy0m4P6cgN2UvsTrI1mMLpVEar8w9HHtD1VPDU66hf2CMtwr1SyHjE1Ulm4cVsMScQbj+c2CQr7MCqwbcNVTD/7GZ8MPjYceT//zgZ07Y17w0WMc/7wEDzH2YXa0YamoKU4JeMRH/pklhe/kIpUyY1Bskha65E4sMEcNIGkZGOXLnjH9GsIWFIhI/hmJYSunr/ra0FhypCw5pyFFKUSYFWHEniupaaO/5FzFJ10DoBl131n5+zEfsjY+GjBFjBCGTvD03QhmqDrQEiQrDUo3ireH2z7KXGAZhxDisHkQxamOEJFA99TUacxqMGEprKKyyrUF277fYqVWYe+HIy53rVfnSo5dH2FlcXe93IIQK9L1cGBmPV1h4w/Naqa6DHJ5HCJfwyWabj2TrqYbP1PBfVnuDTT9YH/NNz3+Sf3uBQ7yXauEKPBSerEat4IKjG5mGiXKteXmVtcstEajCBCKQS0lhR9AcbvYF7gI5FHAIbt15qFdwsvyMk7ZdrCxQEaAQeFIYCuNBzdnEqR9Clu7XE/uVfoROW+Ya2jSeXiJie2HghjoIlQg5wWpJFHLJyelUwXBIQqk5C2bUOCwGi6Xgbi0kH4jhxjGsYWr9i1TReBJ2BppJCww+SiGxNZBE01tNKEqhni2rbHl4p7Es/EPI+SZwGyqhEdixsJcphgrnw4RXiuWVouBpJV1F8VVxSsj4bKzY9gzV8E+aD/BsafNve+efM1HXkr1PftsnLvD6dxP3yarGSOdHp3egChKCIt54JTMaVBUxqKHzTToPt02YgEeNpSonePVk8wuSwjseQk4o6inv+lFUeG8GAmxZKA2h+nfN5ykaFUhh2RdQUeY6w2nTPiYIhW5xKu2UoPhN2IkBZcexHlLpAktGLqHrmQ5eT/EabsFeztKIx+MxCBMpQpeTiyqc14iHzifXiLbnYrxJ8m5Libf9FhdtNZUHH9zSUxVzeG7ofjIy8Ebm2Lb+of3ddUI7Utg1opHrJ4XAnoUnuYLOUHUUZkRmcrzWlMaxbZozVrNrom2SzOViFnqK8rXUKu//50r+X0vC4m84+gz/4fTNwX3nqYGXVQsfCktOYmyU13PP+3PHa5lj13rspoo8roBcIDddAs2NdT/ZMIrFlFF1jYbtd4BAztXc6LcjAmMD7Tx50XF4BeHyOBY6o2LBgnm46QKP70LRS7c0pwvBmbjLSOy9FEmkDOOrx1M3DdPZnKOjIxYLx1i2mJhtJmaXQkaX+kyuE7e/xHrJ0CbELmULJFKYHNZbdbsfL44q4bEPitCOVUQ0KtyxjB7IjedV8RQODpzp/OYesBGoausZ1FUb30xxydjCoxwsHmtyooU5tV9Q2BGCZTuvOPZKreubw7a4YMh4Jc4IzbSbZCWLas4feqsa3L+N50+8JvDWyecsq4d3LXSc+kBfCHdAxVrGyCjbVkENpcAOUNTKO83FlxuCkpsFTjOcXv69CrBltM2nBeK5enNmv1od4fMxWmy3x5DXszOfszHcAbJ3EdT+ZovtRqKUNgw8F0/jSTRtOC8LQkE5MIwRkegW0t3Xhy5VCw/jg92/qfA0qZKqwmIxxzlPUebsmL3g66gaOvzIyWH1NhdGd2/UuueotTpxX2hz51HfRJXGIKZzbQ8h5G57I0rWk6HDAknj9gYRixV4bGCSwYsapn5oaPyASyBVyfVK0m7SizAT2MsEi4vr0phnReinWfuKwozJJOPC6/VNEMIVGOQaLvka/qV35vz0UkLkHyoOeL/xZx79pgjhXVQLbyu/0KCM1eHEUOIRB2oN4j2IMDaeTC6Wv2xFyWTBJDuk8TnHbhevlw9C5dKbCqN1iKAsspyyuWARxwXgAVkchGiNDYstQfCq1MU2eXV09g5uA7eca3hTUWQhFGY+yXzM69PeWBY3WmMoDOdS8AhM5NBgGctW78XSoG+DgLNyR5xT2KKDsVaAUkY4q0wmlsVigTWmK5xGun219S63P5E/EMMNw69c4YaTxRgbwsM+eCVJclcXGZzco1YyT88OA2Q4f3z0+Qq9RAvg1Tzj2AvHDuY+tjy75vf50iEV+7QXfkwFuIEBMKUEbFsYm1CxHhamXZw3k4JG53gN3SEKPIvTdtjHpXII193x6fv8t4uG/+7pMJz2Kwr4mkgiV/VR3iSunRSWk9Mfu4MVyaU69t76+dCLFmVRN9itCX42I3/f+8jHY/as55mzKyvfhdCjdmSU2guZgW3b0HCI0lAYT60L5m58qeNTYN8ZxsZhY9pGiq64a1QNZ1lJ2SxC+g6AdL3mkzJVZSOK5uUODV8U62f5XR4G2LaeR5lSmESjwryZxh9dq2pd4/nk2zkXYDnnMLS64/w0nV7Vs2ioOA6CUDtx9BRHwaihcQ3z+SxyAMXHPuCS0siSEinxebc8gT8Qw2uCDogdgLTteDSujE0vZ6HviySD/XQDVC8A3a5KVD2iNTti2MotCw0Eceag4QbsTV4C9H2zbpoUWoHSVRhj2M1yBL8yfFXlW2QmY+EWjLKcwprwBa+C9n65hRaJqsof/vQB897HaoD/+hXIymBfA9dHDm9UKbxEO7zrhhWYGI9HmHtwKuQizOwEbRwGRSXHzEB1xHYjlMayYx0L9Ry5oR4dEv+Vx7EdmYt92xHPoYt50OLJWbBgdGnSUKlQKYyhO4f1MqHD9bBvHUWkAeJrsDnatkLrXt+rUuUjivoayOE9JIVwM7xlZJRXciUTABMLNBUukA/bzwGUgcrnQbLe+HiSjJ259FVAFCOWghGiMQQdXzXtLxm050XOlm5hswz1bngs7Q9Pf4q/TTwQww2jYs6RHvTyDYKfVUaOet/Lc9CeEn36mXBiVdM7kQN5MeA9qMeoZyTCKLM0mWHuhcNGWfibzNS5R0ih44TEBW+ITBmgcDWmmpGpIx/tUZyS01TUodvI1FQ4rRhnJdbpyfSBQcj4Zt7Hcjj5f356wA8dDlMqvuZRxheX1zsJ3sXQ8W0gF+W1PKgrxw6OvIFa+cxxRlGUjEeWpvEYYzg4WPB5lef1ZkZmS55kSoZnFnPICgkT8571ZCaMRzaqHG7p/MpMjXEOd8lpJVgyCaUN5FYIk6e5Qnh6LYTeawyyxOLErQhOHE6VO9fY7i5Y11wTBJiYcO5pTKVqdcrlebPXI/lEeDcqcapdZG7uPTk11ggi2UABnE5nFEWJaxqyzJJlNu5GBjmKafEQ8hQLculSEE4cgATpx1jD8fExRZG3+10ZNpZwvIsbrPpexst5Vt0iPL5tlZOQU5A+6qsoUdpf1cQT2SB46a1tYqg5Q9gWw1aZcewiQdQHBTFh4K7fJhTfnMImQIkjbxZUsyNUhLI5f+p57AteMGOUlZSiTFOC6jXlEF4U+43nj/78/uC+92fCN7+agy1gMW1Nr2EzquGdJYQrJu2bEARSDMKIsG2VbetoRHmeB4JV5DYk2QtYK4yYYQ/20XyLcvyEV/IMH4/UEJQWIYTvwgRLJE4MxjIjHivNpYtQFHjuDLl4to0S8qk1dZjdKPZtQzuNDxZRceJvq/Y9GVk8ug13orinauFNwIoyMbETiZizQ8bROuK0a6tP1hThyGXsZEKWnpMWAeqp64a6bvDeMxmPyGy4Ztr+xb09aVQNl1/jxLFFNHXN8fEx3o8ZlWGsD84kiSB2ymajIbXitvBADG8Ep5w0V/EtijkMIdRsutWMmHiuBm9EcZ5dm7NthZlTDhuYq+BuP43hdhBVwiF/6q04bwi5byjcHKsNToRf8Oru2s995C0zX/M4F+rKUHtulRD2bZP+5Kef87QZDuJ/4v0TduwZqvgVyOGdJYWnYE8WMVPKoCKhWxiCxlaY/Q6t2obBkkrRS13qYfmTzSStGwOxEldj631e3RLePLDsHywQEYrcsLdbMHlU4BqDme1jm88iW68h+TYpztBGOKBdkCb3hfYAopRjxV1pYPEqHHpDqcG+Jq156mxEvuE8vy72ktqQ9ZOMg4pkUJyf47QGLuEC8IBLoTQQ1jH9CNkKSH8biesV7V9EkXz5WIACIwEbCVl6dqo23t6agBhmsxl5ni2/ECdDzifp6KkE1RistRRFHhdbEs9vP3yChGv4cXZ7cb4HYrhhnF5RJBArorQ/9Iuc8Zw10bbSkcEg3uYmqsOKYcsKExvyeOZeOG6UKoZL3gsFKxpbLclgMOlJsDfErYyAbRb4psIaLkQKE8R7RjbnUSY8a26nIl0Inni7NgxsP3q04L9/e1jB+R/ulvyG3Tx86PXJVnnt3xckh3eNEK5jbu0OPssb6UqNKpVKWMw5sbhYa65iQ66bmEAOY3ekQCQNKuCx7eLOiUnaHh5h22gwyHcLpDpC5ofga17dewWXj3jr6Qznlcm45H2vjbEZeLuH5mPs9Bnm4HPI5Amu3AUxrVqStMgTU19vUWKMQ7yeNo2fCwWmXpg6ZS/bwNi4FvpjQTeS9l95chlrqLNwnlroltTJO1TQ9NNu6/yNrgAryq7xmHhtqPeD8P4AvZWSthGfOJZHJTERxdSybjsfsrC+Glk3DVVV45zDlQXW9pXkoWooKa69FMijNwfTu9+IYKylaVKOYeAL6n3bEi/tyYhQ3GLw54EY3iAEM1zNkFYqa+K0MbJX4dy91vKOFdTHEKZQWsO2AecdjtBu78C9pO322nZ2y8pg7/cbfNsCFOWISS48zi+3Khz5ioUYdrJAEF40csN5pOEMe5R5JkapK+UP/uy7g1N0bIT/6oO7iPQmwXICi+nqPa5BDu8aIbwI5qNXEBTRkBOc8oJFPeIbsnh9Go291HvhpYB4vkYLo2XypanfqkiYVJsqvE4+wk9ewxRbvD7O2ZpkOK9sj7PIN+J+TUm99QpW3sUeP8XWU3T0GC3G3ZSocFrGcm9euxK8woELxQelSeG+q+83IYSRA0TS52bAN6RMslBxmkJ7OXB9djknsEwK032ryOGaeYY/q5a5G/NFy20sL4HrHGdyUR5nocsX0U9Q+qlS66DfK3lpvh3sJb5EInKi4JxjNBrROB+8h8X2yOhwrtDBjrrftL9RROM909kc7xx2VLa9n7138XjD6/f3fd1tV8/CAzG8dqQVTK/y+IwQ8mmmlqfmMKTnRQsbAfzSEqbTE3uvoY7MZG2HxpHxjI3wbhOKVl4W9bBTCVN4KF15t0MKjUDpFph6Rrm9BbqW6cxKlG7OXEv2MotDOWhuthtBJoqN9OTb3zrgk7Ph5PkH37/DhwoL2NAiLy/PVA3hdHJ4bwjhGcrOp+0r7e8xcynqfEHrs/FvQzC2N9HHTzRoiaKBVBp1wetUXUs0+2TTpnDv+BEUW2g2Cs23TEgz2Z6syGVNHoIywm29D2NeILNnSD1Dyx109AhvY9uu2As2LHUtRjJQcFqH49gAFl6YeU9pTZvvV+fb5PVmPQXD2xA0K5HqCHwDWdmF90Qo3IZJ4Vlq4SpS2H/sEsrhU3vMro4xWvJzfotfYI4vvI8+rnO4DBGIkB+ribClVArtzZ/tsQyVvKQsBt61NBquWLhoaxsTlHHnHE0zwzmHkQlZmyeTlH66uaOdV4aFKf1jbDSkRxh0oH6H95IWHr1cwoECent4IIbXgLYC6uQDgxNp5XPR1iQ7NGMvYk9Fcy457NPKlMw6OOki2utDQVXChAGMrPKGOJ41hkN3syRj49Dl72GJFLamojfHCo3ACEc2P6RpGiZbV7/8Rn7BnJInuUVUOYz2JJtAWnQLtATQChQm5H9NjCcX+PS85s98Zn/w3I+MM/6zN7ZDxfwyzlAN4R6RwAuiH+4P03//e1qa8OO2/S3SpTycqvoBXsUKvJI5RlaWpirFe40B0uGV3Yba2gR+g9t6Fc1zstkBsjhEqmOk3MWP9tBoAm3UsC07IJba10x1n8w2iCp6xXNQAefpikD6H8oV0U/o8eowkqPZCJkfgKvj+5MbNbcHziaFl8QiLxA/oxB4Iw+KdCXX7Mt4Bcy8sPChA9RQp+uP1Z3woS1Ro0vLku5ZfQzSuPokUdI1oGRZRl3XeO9CkdZg+56jSHvNxI7jcRERqonDwkaBQ2cYGc+rufBobw/nPc41LQ+Q3vEPD/Z2I3cPxHDT6H3JEsnccnu8k3r28G/fS0G3ZCg+quMnV4uD8PHSYKwM5elVCC33HMSWe5l4Xsk8jQrTWyyXvwrUh+ISMbKcEJIkgqFieM0QIMdToOT1HOcc29uby9MRA04XPClKikZ4d0M5h4WEjgNGQognERBruhCNqvJHf/YtZv0qb+DPfPgx+RqD2yrV8AEdBoHkc7/TVDvcEcXhPnpBLqFVMKSddCMJi9zRZ1s022NsM8fMniOz59jqGB3t4ItdMEENTh16Nr2SXCg4dViJliErFrmXQaOGXBygOK3JJEezMRgb/Aw1jh1AVp2+gLkUTlML1yWFF1QNBUtpxmTknc+eQpWNKZqLt/s7NmOk6XhVPylnE2hUeOEMhTiM6YkoA1ux03IWzibypx2jkIqpoKkbmsajnJbfmlTM4U5VhJmDY2c4dkITt7AScrBFhPliwXy+oMgzNEsKZIoZLB/sTViIn44HYnht6Lfb7kKWiu8SEVac34LBiMHHljxzX6NAYTz5acYNKzjOkjXXqpeKj9n2sdQGyArsGM9CzcbUpxvBskrYk/wHWB7VrhkikFVzdH6EN0KWZTzeYGZx2SwogUXm2coyDp0y28D3FoySdVB13CKeTN/77IgfeD4MTf2u17f5ku075/p2ZejTT1+uXzI31wrPa5hc++d9ECU61U3VRwq5jE4dCT1jLajgyz1cNiZb7CPzA+T4XWx1jJu8hubjdppUoNbiymphgovELVjmhHHqqi3qPocJaZfWxWN2ePWIzSEbIa5qVZzspvokXyMEQ8mEQdBVwl9zO2HkLkZ8vVcKgVwdXgzWO8SaYIMW2ytiul7DC8yFFqlKLD7ywpbRU85T2oW+EEgZgG/H/tWh2D6JXUVoBcjznMY5cmsxph/iVdpClhNHLBzV8I4L82V/izJGWJxzHB8fB6cAPN4vAMWYMngpnvJZ3BZuzyjnJYUSG2Orx6PkUoQBttugzV05f1/Cgct50ZSxB+kp4eeYD3PipJVO9l75zBim8b5BXY3znsrDYXP/1EJV7ZHCNMEtkcIUZljz898ErCgFnrwcYSRUm71v53q6ZZTNHKOeHStksnrFacVhJeSonQenMOtZG/WDkCFM4vnWn3178JzXcsP/7YOPey8Y1Z5UtZs6hfRayl2WbN0qzgiF3zZmvqvETLcuxcS3secukiEpUtbKiYogYsFkYTLLSvzWa+jeB2G8B80Ce/hZsvkLwLWV/pW7fOeTZdRqaTQLimb0Z1XvqLPRpfdZiKNR25FXBf/uu7hnz3FaUB9X1G++jTu+hu/3qmrhBdHkE8B3eavE6JA6VB1N0/C8vpg2NJ8tyNRhFgtG9QIzm1K6hpFrKJuKsSgjdZSupqgXmEtUlXsVFmpIxVfe92YwgbC4CbfgpiGAicUiBiQUjcjSrXvMAKHyv/tkws0Yw2g0YndnJxRw9ZAM18PiCxYOZk44auCZMzRLpDB4MXbxao3CRd0EtVpS0RMwWyw4ms5YVDUHR8csqhp/i6bDD4rhhjHzW+xgQkI4oLVQaU2eKVlmQHr5Ee2gnfIVJBSOtCt9ZWQa5j6PJ+kqyTktzvwg1JJyczyE6jqzok5ZXRhsFeZqeNFYKgXH8AS/02hVQnpJV6s/p+Ef108MjUCBMnFzyjzD7u7G176eiQCgbKaUwKtL0aZPNtsYcexmx5Ri8Jox8zmNhlxSF5Wm/se0UOGt2vKKdexm4TMTMW1O6n/zs5/hzWo42f2JDz9hLzMhQey9jFvsSOE09YUNfyf9JKyZenemsIJ223iniIlm1rFiUsnCRCygpsBOXoViG47fQY7eImtm+PEjLJYnmWfuPVN/dYcDp3DgPKWBLFVcX/G6zYwnU9+OAEaF+miOny8QawJJa4559MrFLaRuDMvh5FMqk+cayK203rZgMBgsgpBZg3PK89ryOD9/TNp3Od5XmDrYbKlrsCYZQAsmy9C6RqwNRP4KxKY02irdYiz4BhVFtJ/7adrzNogjyZ2Dk3kXIoNy6uRbuDxnOOdjZK+7T9Lv8Tp54QxHLi2YO//Rwcuh7Ng5o8xTi6AevA8hZZsViCkjWQ1WcbPZAmstztXUdc2oHOFvxKppNR6I4YZR+TEOT8YCVTg8OGJUTjBGcFVDZrPgkeQ9zjmKvGA2n1NXFaPxiKZpKCd5lOOD2mTFMTteYMeT9kI8AUnhnOCL1DbphnChQrvSaZQwaAuo2lABqPfPqiYNPHIWIeyjzYO63vcphIrd0lVY9eBqqnrBzvYWY63Off51oG1ZpynM07DIMnwkqbXCW7UdnANGYNd6RkZBLMZY0uj4Lw6P+c7PPR+8xn+wO+L/9GTCZfCQa7g5pMVdUjwqnePVU7IV79NTL4FQdJzGmG5iUmJvdxFQi5bbNNaQzQ4x832KpmJ36wlklh3rmXt4p7FtW6/LTnFzb5nrnB2Tx7k+HH+dj1f2FD8fwbrKYTA4HIaf93ss1FGa4BH5y3/RNRhZ37BaCDDVdM2H78AgTNjGtDmbkGUGLw0HwO45X1KeZeTbluPa48TgxWDURyFBUa+ozcLcZTPEXr7379QJExPN8yX4cwbxo1O5Q3W86+XKxnxZPekhGD+IniTQpRsNDk+Ug8NDsqnl8aM9Mmvjc8J7PGgM+05iusbpyIwjM1OqmLbh6mANZ8QEH0PTUS8RGI1GTKfTNo1DjNlYTu1l8EAMNwyvloUvyWwNXmmcwznHbDbHeQc+NGXP8zx6JpUsFnOaxtE4R1kWHB/Mg3roHUVR0jTH1HXD1mh84vU0yuppElDvcT5cLNaGMFDjhVnM25hrWKH4weVyz6C9nKnlld8p2w/+uMYwsgClNhTeYRZTjCjT6ZTd3R2stXCRLljLk8mGVajSdZWJYkdkDN3aSlEe22A0a0wwmlVt8MAf/pnPDlbJIxH+9Oc/uVHvrRSCvlVCWS+68PgdgSf4ptmksKkiy/nJbRsxiQbW8fc40crSdRWK+H3IOSQQRGvH6FaJFlvI8Tvkh0/xkyf4YpuRMbyRuVY5rFWY68Ur5p1aZh62jG8n9MQ1mmJyqeKQTHpnroQwZeM8e6OCRfUyKt1hAMwoyCQjmXeLGPJccNoAGqqV65OfZ5WFbiCZCOo9tTPM2yw0iapXUPbaaJMCYi7VgjWkqRiMKE/yaMdkDOpcOFej2q0aLZzSE9M5209mSKpftLCRLsTWfQ7pdRWapiHLcna2tsiyrFUevXpqH9TC80ihFWUvc5Q2p/YLvDaIyUOYuhyR51koEov2O+m4RmWBzSxVVaPe0dS3IyLAAzG8FtS+wFuLxZPlGds7W0xn05YUlmVBWZbM5/NWARyPx0ynx4iMcE2FohRFwagsOHaOzJ5WeBLi0W3oOJ1sknHsLVNvWGhY4bwMQ96wx/E5hLB71o2phUbA1gvc7Ii8CIPBo0d7TMZjrDXrEcNT1YX1zGwvg5Gb8wUxOpUKJawM290lMv5dn3vOjx0P/Re/4fP2+PzRBZWWJduadVXD5ZzEu0AQtVms1f3kJuAUplqTY8kkp2AU8qna8LF2k2QihO1EKSGE3OY/BfUi5U0D8f6Y04vBFRNq84R8fkQ2fQepjvGTV8ltzp6hzXE+bJR3Gnuhhagi1F5wOLLLyk9LMKI4FXIBEc8rTzLUQ1FYvvD1G4yaXKNaCCFs7OOobzCUMiJ960D8Xj25lCjKbF5T2zJEsxqPzSyZFXzd4Fyo1M1zi3HKRBxWhLqqsUWOdw5EmJqcxQYiTx7Yd0Ipnm2riNh4bipiunr7QVKQAsu50zGvPEyTvcdSClcfEkPJqmSZJXVKUVWmDl40XURFoJenLViUhiC6WGAiQqYlNhLY2itlafHeU1ULJuMRqU8yqoxHZfteRmWJiFAUt9eC8YEYXgsMGWNK67A7DrESwsN1Tp4XoARCOBohwKO9Pay1jEclNsuwRjDGkmWWPM/IMgvWxtyfDv1epWkA8Coca8ahz6j0HuUKnoeeSnghf7EBGbxetdCKsmNga5RzMAsTaZ4XTMYjjDHYxdWMZYGONF5jDlsKO/+8LoeFlTcXNX/mU+8M7v3fjHL+i/dtJifrLHJ4XpHKXSCIdwOC6Agbw2rxHsCTKkwkLSZJ+fwhh5A4EYq6NqfKE5QTY0wb6mrtNOL2c+OYjXLG2SPK2RH28DOY8RN0tIePocvtDI4uUTFf+YLKOTKbfFk7racptsiqi11XHmjUAg2KsrWjqBZ83vY1LZ3Pa393TZjINsd6iKJYMiwZnQRs2+8wNUeo64aqFqw1OOex1qAqgRRG0uWcx9c1qkpTjjBAg0Qz9s0uu1V7uXspvAogBsG0LhotYti5lzQbd7T+gRV5zrRpYuFHeE9HTnjadEqhEdg1nh0bjq5RoTDK1AnvNjaYzanBCliZhPQMWzGt5oxGI5xLFfFhYSUoKrL0+T3Y1bx0cGo4araYFA1NdoCiZNaS2yKGa8IJVcYm3UWRI0jsyyjkSx53uzvbJ5NpI5KRdSCHhhc+48DbWz6tNgv1qaUdrb/YhdAKDdfzmRiCY/9eBmMrqLfs7GzHVWGXy7IW1p1ErlE9TPiQTKkYVoD+sZ99m6OlwpL/+vOfUFzke1nqgLIOLlK5fCcI4g18P6dBgWMv7GoIJ59+3iuNNtioxSWkZ6gkASaG07xLF2FsFxeKAZLq0dBwnFma7R1GiwX58VOkOoatV1FbYMXwSq48rbmQqlRrxn5jGRkfa0jDMSnBhWDdfMOjLL6VZccF8TzaK26WwF2zWgiQkTORbRY6Z2D7MsghjU4OYiiKLBRAeD/w8LNGqJtADq0VJIudbhCMCakF1hh804DxnDBrvwJqL6jpZjMR05vb0uIkDfBXG99VlaqqYrVzKFBSVWo1FDHfuo5dTB5nscMQkLS+HavMvefIG547y2viyOLCqXGOLMuYz2YYa7uECPWR6MaFWq8g7DbxQAyvCXMvHDWW7WyCFYshH4pVvS8+nCI+nCwrvJIGju196OAHR2pfLlLYUwmNuYBK2D6/rxBuXi0UQr7SrlX2chPbm3kwwtZk3Ncpr+c6vwH1MHVIaOwOP/DskL/3bOgh91tf3+Nju5e3D1mFTdnX9PfzXlMRKw39z7ctQdWjn1UVoCiOBhtb2qUgWUxOGS6mWpVQWg/sbnLrgnoez9wozahknOWU0yPMwWfQrVfRYpeRhdfUse9N2x3CI+d43QkhCy4edyxCCEpn+KfJx+f6DuZecbGQwcpwcbN1XaTwltRCCN9PThkMvEUD0287aGmcVToFuSxCulJmDWVu0VhFi7XkuQUMDqg0C63egCYrcUAtFnJLnVIWNgAF6sEZG9vkpfzCE0bXeqXB1hjD7u4Ozit51qVu7VnPrg3FV14VxLQFPO2RiWC8ZzfzTGth7kNKRxYeZDIe4TXq9r5pVVoAUT+I/p06398gHojhNUEJfmKPZNSFalphfHhCp0V512+xezyQxfSctLXEfMJgzqqqOAxHLxEpTCqhCe62l9jB8u+b+1yE0AlkYmEnI9i/0NDgyCV0GEh9PpNXZL5OC6rLTiLnPW8DxHEx3eeP/pu3Bvc9ySx/7PN2rrzvm8CNqYiX7Ge7aXiFYydM2qINXfo3jDWFjDAp1ylBJFhrAI04BEsuZQg/tuFpbcPPaRKTmMcrKlgpmOY1zc4ek9kUc/Q2Zgt8ucfIQGm6/k5TL7zT2DMLFZzCkTOUEtr+5ZKIKfEdBXKocKp6aGO7u0otO/byPcrvC/otDhOpCqH48Mlrf+HcK2Bsn2+kJTBCKDiaO8/cm9Zwq25/xnN+w3xm4YO6PImEDEIOrMRVgXof5894DppeLn5czPRWEGfCe8+iqkAM8/mcne2t4D1r0pwsoeuTppZ43eJCNfh+luKZGCWP5yjpmUlpB4wJ0nUQ2lMYeUjTb1syfCCG14haQxVelk5M7QbmwSXYk+377X+6E4XhferxzuHUIRgqtez7jOpl8Cvvq4T2KmRus2qhEHIISwPbNoSMszQhqsdJxcIvsLIdw93xJnDrPvIbqG7+bz+zz2eqenDfH/vQI57kt0+CLoL3ii2OAkdeMLXhce6H3WvayTLoR2mi6xTAVjOkYk7jGrbMo1jRqkBPFVIQUWwkBlYstVYUUlLKCEdDszWhmL7AHL2NoDT5DiIaAtgC2yi19cy8RCWqUyUTahWe1oIRJQNeyx1jm66yYS51nQe1Pqtn1FlI55DqCFzNnDGlcQPFcM+9nNOgRl8/IRRFpGKTpEelSl1YpiFJEhbQVLkexrDa32wRY63CgTPBy9KaaMPW0xBNfH/RiQPvIFq9hHSIvqByNlSVxWIBSPQUdJjMtgsgMCH3lhUyQ1wgGWN4Yj2ZhFzElDoWtIlO1Fm1kz45vG28nFfEHYFTYeGVPDOtS/vBwSHGGra3tsIarkdY6saFsn+gyEN45/DoCEQYj0bkmY0ehS6aXxoOvWXhDV66BdJ9RedLeImw8WBHsCSBXGo3Qri4S1G2bGjsnptkXt75RGocAExcVSfyLlE5vHMa7gVD0J+cVvw/3jwY3Pe/2yn5T17dQL/npcrkm8B7hRw6FV64cKa+knusCR0/WsuOIGVEATFOfpoWn2CswagJxKpn+0GKSsZ9GDImsoMXR6M1dfTqzMix0a/Nb70WdKujp9iJx5e7hBbLhsworxiP9yF06DWk4hx7acPNxJdzKjhg3xlKE6yUwn/d9Ri2DbmHieSKr/EaTedtWuBc8trsL7Quo8bfQH5hQvgugyVR4+fkkrWyxHIv4DR2pQVtIlYaFxJeYXYL6W/HXsgbzyPxsco3EMFwXgbCaiR4UHam7Kcc5RmTpCRbLgVr7cAzuAu/d2dYa5KtaTHlEMnIbV+jBx30+tbhyydVV7V9L3dhEn8ghtcIBSqvqG9QdTjnqZuaST6hrmumsxl5nv//2fv3WN+2ra4X/LTe+xjj95iPtdZ+73OOB7welJOQglxSSFATrRPRU94bci0iiEhSFKYIqIBWKdEo5bWwCkOIJFe4+I+kUlYhmiLIVcxRY2EQD49Y8n54hQsczt5n770e8/F7jDF6b/VH732M8fvN33w/19qz7aw95/z9xqOPPsbo/du/rbVvw1lH0MD+/kF6MJXtrSlF4Tg8nFGNRhzOZlRl2b0QrQ+0tmLettjgMd5TjrZYmuJOrDjOYzqgBy6UXHL0iAMXCefGhTF2UJlaZWKgMiRNOOgV9rXbWgCngqjFp9JdoFgpUQJKy6nCA7cRi3QGgBhU+T/9+nsrtVpKge/4rJduVLPwqu39Ag4V2A+GkVe2CAO38eZgrPyJSXFUE9kioBgpBkximiBznF8Ciyb9B1ElIdeFFzGoWPzk5ViebfYu0s7R0QPUjUAkns9ENlBVGRtlS4V3G8PhWrKIAMsgLANMWSLNHKlnXevVlmgxhnRsaWtAaN022zRkoWwTPCPOUdN70zt60jt0i/GFEPs9JFfwQg9RAgXbEQCm0ogxu3dQ7QPovFuSc9nj/V4GZX4LpVKDxoWAD4GJg8JYiiFoEyDF6AeT55IBAFsLOzj2PKkwhPfxZ1k6ClOQ+0MGYRPduck6oHmaCbACH/MvWepJYkiGhn5/snB3TgSSI6D9pu0eGF6jKbCf4nwqYzAGJuMJs/kcUArnODw8pCpLvE/lcmykwGfzOdt2iqJ47wlBmC/24wDqHMtljbE1thxF9XnvYbaP2XqIv3sc1WYbuI0vzRIOjnk0y+fsBxZihvFLhXZlmUTM4EVdXQ32v8XKIMYUQHyxvTa0ukRRxrftTj7JTpjc/h/vHPAzh6tCq9/4xi6/Z3x7Glv3dj4LCu+20ATYdVETlbTA0UFYS/9TuhiuCB1yuMBw0pPBHkpLg9e2q6QT62EM2HOJ7sgweQljHDJ/gtQztJyio21wVWJWMjMZFyAPXaBuolSICBQoE2qmYcbkYB/jF8k1nnUXFalnyPwJGBf/JZaosEuMXyYpnuR23L2iOt23mIV+nA1j2gvKNYWEPI6tjWsDPDJ8HgAOWrm1ucUr7Klhv476qmMjPCyU0gxAlMbnMy9I6BJUztZmEWEymWCMTXI9RSzHl2IxVUPKxh+YiW/IsE9JQC8LcA+tCUtQcKbMy5iegU9hHLdZ8STb3XqSX0BrVHintVSiFEFp6ziAVGXBcrFgPJnSNDUBKKuKEAJFWdK0Hi8WrCOIAeOiu9ga6jZWn7DGJDFaoRiNadZiwO6srQBC1oDcFRw8v6BHXMpns7HJoDC2sdXIODhJOmAb3BFiUvxVF8MT8NSDwfmCdpVup9OSItYmt8/Unv/rbz1Z2eR3V46/8Obu1bXpFu0mWcOPuoNOOPw2zKvwNAih9TyUEKtYIPhU6QGUpm0jaOxA3+Dd6SbfQXxUcjtLAh5OCoJ6GmnokugGbI2iqBh0/AhTjDGLZ0h9GCVtTBzjcFVk/NwYRJiI4WUTK7lUYUnVHuLaOaJK60bMRq/RuAInlsoIThQJHmkXaDOHdoF4H2v5qgcMaiwqFrXu7BPgWdi/2wKHx5xTNQIMQXDEiickcXNWhjAhRZsmj432MZ6S4YtQ33L8W+a4g0LjYwz/K0WgsibH80Qgliv+bBz6tXt2180YQ1VaEEvhktZg8P1unes6J+7Q92fXugywI0gdxrkr0OiSWueMwzalGQOGoA2E4dwtmFv2/N0Dw2s2JcbLRCUpgxntIsBCFKYTahHUxVV7k4KB54A3Ufldtl+mUWLg8CjJWKeYBm9tLBNkBMSgxQjd/DbcCcsxhJfSJDzxBAMXcrZznkKJ/V6mJBOvLXvhKUYMO+YhfaD7SqBIAoVpEJF4rx0F9boI6ya7qTqq+XgnAcTB5PY3f/Mxe2s6Iv+3z3rE6IL3TVyFtncrG/RS4HA5izGSz4kFhT1vKcSzWwh13fDrv/EbfPjDH6JtWj7zmXf48Ic/BERpjiEI7O54rpySpWtCSLGCwrOne7jC4UZxAVU3DYeHMx482OlitFQFMY5QbkO5Bb7mcH8Ppw1jGlgeRGCX32MxPIDI7ongbcW8esShnXJISY3EfAOgFGVqlEIctRnRlg/wRcCpRwW27RJrV6fxnbO8YudxCZ8FHFp7uXf7jFnvMfkhL02TUsKwMkiKHc2LdEUhZCmgDOYzuFGueri+rM2D8KSFV018FvPInJ+dXA0sA7SeBF8HjboBL2ovjzg0kXTI9fCGHIvZh0X1J+yb4SipmdPogiIUYBzGlHjfotp0oRdBXXQ535LdA8MbtEBfoziX1llhtTYuEezgiU0PSl7MK0nP5bh974DparDttQBCOMoOXqI/WhXea+MgOpYYO7U6jgxjDLPlmxK6pM+1vc5n1xmgfpqkim/5twcN/5/Hq0kh/7uXpvyh3aP1ui9kQ5HriyagZFB2yeSV90u8IcQxaN8bpibEZIL5nMfvPWFZ1yyWSw5nc/b39ymKksI5Dg4P2NraxvsW7z072zscHh6AGMbjMQf7+1Sjige7u8xmc0ajEdoEZv6A0lUczmaMJ2MODw8pixLrHPP5Hs5ZppMps9mCx89m7O5sU2y/gqhHfIMJdVxEaIihHLYg2BHvhjF7OLyuvuIBWKiw9L3YR/zeAA6DYvFM6MMiri0b+ZZjCwHC4hlGA7gScbHkX5R5MT2oGbg/Jc9MHWjSjvWKrtLAVOCQ85U0vG6bhyhpM85zSmaytQ9hOEoeag/k8j7d7iZNJbkiSV72h0QQhp4NJ7vrh14kGRwrJfNof/5alwQCTpKusXpULNZNCL5OYD1qRqKni7Zfl90Dw3u7eutezDTOXLm7+JiTrscWXuKcdYB3a+GBc0zdThoKcvxTjsHq3S7dObvferfLuR0wN5G1eAI4nAflr/7GeyufPbCGv/m7Hl5/u85qQ6buFjKbN9ldqpd8ktUqzIPigmc6nbJ/cICIUFUlT58+xbee5bLGWstkPKYsS9555xlvvP4a+wcHPNvbQxWWiwWK8mD0oAvM996z93SPsqqw4wIBfNuymC94/PgJ4/GYtm3w3rOYLpjNDmmaFtgGEYK4FDYz7Sbi7KILCsulObHceA8I1z7XzZ+/qCb1ATRzGO0glSK2QNUTy8hJl2neZ8MagnpyxrrHM9dDBMPIbFHrglko0CusanIV1qpw4JWRAZDoQUt+MzGmz6JnVR9iZUzO+FAiKGyB1pPkkIaZ2gIhjeyymqE8PFx8blcpyAzBS6moKCIwJBd2jNVirIu1rENok2v55rLX1+0eGN7bldm6q/hC1UoudGI4eqLLn7hReK+1LIPwoNA+MzkHCaeTaw7YGYjEave/m7NNbtoTgcox4PDvfXqf31iuDkp//UMPeOWuaBZuct9eEhyehTU8tiJLs4wMaLbcr2tuxduOM8wWgKfesq1QliUPdncREZ4+e0pZVix1yWQSlROqakRZlJDKhaFgjE1B+jGbeDQeJdChOOfY3t5ib3+fkEonPn36lKZtCT5uE1nHQxbLJaPRCGtbeuYqmmqIySgS2SpQ6gD1Bd9rkVixI7SGkW0o5Iyxv3eA/VuxM7qR250PEub7SL3E1TNstYVU2zFePaMUySDGR7elWHL9YdVASwMIJYFaa2q9I+//ms08tE5xCezmJymHOnTgd4DjkFVwmFlBkFhV2rIB+PVu9eitE0SPVinpXfPdwclZ/IUUncs7fdV5oEKI7DgaYtzhLS5l7oHhvV3OEjM4ZAevxVV8ciNW2cErfJ+CRtfbIig7DnadpADno5GGkFeKA98EwwFmg61PPOdkC0+L2cvfHwsQ18Dhr84b/oe391c2+V9vVfzpV64Z0NwB1u/95FKuVTgwYyYvv8a4cjiJyW9ZKcE5h7EW5xxFUfDyyy/TNA07O9tYayPDOIqlEIMqtS7Z3tqiKEpa3zIZT9ja2mI2m2NMTHQptktGo4oqJdk553j69Cmqmkqu0bnkMuuSRZhDgGetob0oMATaULBAKKVg5Dy1g7KtT933eTRvKg4FRmOLbZ9hZu9hl/vI5BHqxmhSSdAkm6KhRcQixnUL3JFuE2MLLWO7xTJ46vbuMa9NYsB3XMx8F1GCT7JhIjE+f8Nzo0HjXKVRXilOIzYBOV2Db7nayZBp1KMgcOUEPV0Y6YPje07VRy1GVUQsxoyA24vHvgeG93Z+035VlO3G2MEjbdnkMr6cG/nIKYgT6eOUOLbrhtGDcfmZJQaE0AFDIXQryj3r2fFXs+K+SALHiQAxgUNV5f/8m09pBrfWCfzfP+vRkXJZV2LDOMOz2knJHlcALt8v4FCBJYbajFm2gZdcy6gsMLZg90HRkSJxsWfY3t7JYfSUVQSEnSvMCEWoqHYmCMJo3Mehbm1tkzNEh2PGeDxGBLa344KjyzUh68L1CRCoMvNwqOZCoMQKPHLKxCj7XqgMnd7irdlFElA2sYUnaZCGlAU+eUQoRpjFM8z+21BOCKMHaDEia1DGpAnfFxkAKkY5bBojBY+KKFG1d8fAoQJzD9s2uY9Z1Znt9DcHSTV9MCIRPKp08X0RUK4nkaRf5ZhqMZ3b+Aw9M3AxDy8il9mLTbIp1vB27B4Y3tuZbShEDVyd9uBFbaML+bjPLm8BeJIIvggOkx4aPr3MqfSUaorhNlQmTpIef2m31FVk9J4UB/f/fm/GfzhYZVC+/rUtPndyDhHgU+zEzOQ7wBrCqss4g8Rj3cjPseV4vIUa3msdr7qWUlrE2BS4r2iQVNExClbPwj5BA6WpGMkkucIMBptg4ppbjYBgGQbgAx0rM6wuoWl/Se7ONJ3jQ2A/uAtr6BWibJmAM8JLZjjb3yV4c7UmAtamilsYpJiiboRpZsj8KWb/01BOCeOHqI3aq6tJKbAaOydYhUeFpdXovr1LvReTUJSRNck1LinO3SeeoK/eM5QbC6pxkWAsXXWTDCqHacnDTOe0WMpsK6zFIp7aM7LxGD7JL1qhu4bbsttXUnzBTMMa3fy8m8ZrCikNMLuK5bYYwvXGHSELN3x2heY1gsNnXoDBqi60nRsAsTn8OU2YBitnWIMdwyBou7x2mZf3lg3//W+vlr37XaXlm9/YvvzBzxgXBZzOCF5m/wuYvPLB40HhWc61thj4qDu4glZdvS3VsBcMPrQJFMaEBEjZmxpQ9TRa07DE0xCXStmdFrp/ovEf2jIP+wQaUJ+C7D2pGnJ0EWuqkDKYTLUraaYdNgkXeKmtxPrmY6PYleEqAdDrHsDOIltz5mOdjz0SlMm4oBzEBauxhGqXsPMmOnkEzRzz7FOY2WNMLjHHAEDlY0n2kCgmtLxUwMTcLWG0RqN0TRtCjEtNmoOxok5fak67nwOvkslu9TayjSQWNRMh3e+ZTU0yTd0aQ7rznWhdfKImN3QYHFfY98LbtWUWMgi9Tz55YSzGxtA/RLfNql3E7pKr+Dg7li28fvMKTxrFIWy7wWoxtGAGAsEpZiRLFlzErgMQbmIN/y+f2uOxXw3I/zu/6wETc8G1o3VnY0g3uZM3MYfPkV7g82gKHATLSJQpLRiTYs7ihJcTSUxa7Fj6uK1V91xkCb22sfIPDSE0CIYovZXdeclHidKJE3dHixOlDtiXi7w+lSgPXaCUGDM3rPJxYyPHae/BWVzKx4HCY4BnU4wh+DhmJ8veYkRRU6Cjh0g5RRZ7yOIZstxDR7vxX4ozBBgmacQsZk8pyqMCmlqp9e5MCoc+PjsvFUphHBC6EAYNgZBYcJPZROjBWZ64RTvvT7YMJuk+P8oK9tVXTnpSE6OYzrWit0jUiZyrYdkYXnXhVgmme2B41ZbZtAQOVTVXkgLyIuUugqz4y6rm4B1r54ptiCPMQVE3YF7hWauMrVCklaJ2SpU5DsWmoOPBA7BykJOB07lA4XGxesVmt/EQHP74/pJ//GSx8v1/83DM/2Z31Lfzpis6XAYI3gWX9AlyQHclO3ndWhWeeofQMsFHfV01BNXoXg4taKDAUgQLJrEzG2DbXGd4XaKA10UChoKIw9hRhIZiyLqfkMYb1Xi+nMmmgSZIr/t6DqvTeswZQwhhMPlftIcuaGcBh3AUIJ6TJVyxlQQ4Q0+C9a5SNQUyeQkptyI4nD9Flgfo+AGhmKLGDGB63ldAPZWxvFwo7zUx/vou+MgUOPBCo8quU7Zt1GAUCYNnLST2eQDuNEDKgM/PXreI6GL/dCUeU4wZCGhzxucqLX06QLi6EK9EcaK0KrcoVBPtHhhel8WRL8XgpP91LLKu4Jf8vK1ineGq5BIAbQj6Vv4+ptnCjYGrC9uxADAPYTdjS4WZj9nKXQuCsloi4Gjc1UZbmxSuBBQOvzsGIC6D8lfWXMjbRvjvP7h79vOfxQbMyJE4w4skoVzWhsDzFkDkXQWHCxXe9Y5XTGBK5O1UA6qClYIJ47TQiZOadMuedRYluuQqXC621n3TVdUYlMXM7rvsrIMsNRKYB3NmV3LHXQpMTFQUAKj39ijKAlUYj0pMAj3XZhdZSJ3LtXza8QUwSZsvj0EpQzdn0mpAxYAbIdMSU21j5k+Qg89gi3FMUCknMLhfeX9FmViDxTMPwiwItcbSi7cJEpVYaaxpYiDEljMQAsYaNKTs48HTarLgd1r8BN+XpstPhyaCZ2UJNAR1g+zjExvGIK6wXw2RgUFhYGqUeYCRKItjD3b9dg8Mb8IGLOHKEDkAbd0CpVucaL8IGWZIHWcbNjkJ3/UCzdwklnqhTAcT2Yq4QS6bBClmZ7NcwqXtCsDU//CZQ/7zmmbht35gh9fLu6lZdiW2zkZeIcN4HpHrQljJAL8r1qjwbmMwKT6v93IYnNuK9WM1u3tXTYieYSOOQkoqyYlLCZgMJuJ+D4jJAoEQ0gQdYixi45VDPVvd2Ow6zlp2hShPGuFJK7jWU9c1YgzBt9RNgxHh9Z0rquRzmp01tOKsxzrVTAJxgZWkIM0l3Uy6FyYRswZfTAhuhGkOMfMnmP1Po+UWOnmI2lHHnBlj4pQkUFlDZQO7xKIAhz4mggSFlpiMdxuPeI4FLw0UYslqEbGKS45hlb4P0ue5z3I8Yl689O5njS758y4s0qY5qQsyY07n7jbAIxdoNbb7NouH3gPD27QBO7jCIK5/nW34hq0v0DeRii8i4NsoT8ONupGzGYHCxFip3n0c0mAyoIH1jKxhsjOxhecFhesizMBvzGb8vbdXkyE+f1LwNa9Mz3fs4+yEyfDaWcPjwN5xLurrdD8f44r/iD3gf/ZbLO8gOKxV+EwNr5YwTljO+yh4LOLAmBisn91wCXwogldPqzWV2UGkOHpw7eO4Oh29ASjU4GlVWXrhmXfUZ8yRrIyyZaM23X4Nj4OhTASZN5bdyYgnT54gAiEErLum6e844HaV4PAYa4px5GozwEn6fGRWFknBhpE5U/WJ/Moi0A5f7hDcBFMfRAbx6W/DaAdGOwRieb0IZgKegJUCozAySmVCl6tRh3iWeQoFmIfIKELnUBssrq/elgEeN/BKKVhSibvE/kVsZxETF8BRRzAvWATt1iurc4roIGteLprAFCfvrlCCSVyk5oSpwWa3ZPfA8Hmy9QflRQR+J5nC8Rd9s27kfMYwwHypYtIQ729kci9lVwie/unTegWUGODvfvgB9roA9kW02y5j62DvtLjFW4hN/K/sAb/qt2jvMDh8pQgdcxgf6X4h1Lt+e7MIY0rsyuc6WDz17uQ4N6b64rZAg6cOgXcbxxI5VzbyPAiLIFQoe8Gw65Qm1U7emk6YVA4RcM5RL5dU1ZindcODq1NjOt0uCw5PYQs1s2CDUoLZ49S5lBMDnCFaJ76sPg2xJpYlHD1Ayy3M8hmyeIpd7mOqHcJoB7UFrdbM9JCSEaUZY4mJd6IBI6RnRpgmsLjvDe+2ERxaUV5ygUUwHATBX8Pzr8Tyno3XKN0jBiTEOFdju5hWVd9BtV5gXVaOA/1CRtEjgPGsdlwEVKzRvF6N5/Ym+Hu5mnt7juyYAN8TAeP1maYYwxzMnIORNQyTTXJd0hNetbOCpSuOw/udZnUg+u8ejvi8K9QsPLcdEwd5o1ZNrk4WZ3hfTwADn2MPKCSKid+1AblW4d3GsvDaLXL6SVFW/i+Y7neHoaampUlvh+lirlWVEDy+bWh9gw8hCRMDGlgGYcHZ4wqzNSrs+eh9qUx0zXmUqVV2RgVGhOlkQlWWbG1tUZWOrekpruTrSLq66DHPsF+M1YygsM//Nn0yT3anru60GlWUpIlUA8E4wuQlwu6HYLSLLPewe5/GzJ9hQsBhgUDtDwnakplHRXoUlBYUWy6w7Q6Z2EMeOc+2g5fLwLZVZK0pVzWaBxWWHfgTxBQY69I43YIO1DE3gNPuo+xyto5urD+PDQmEYd+sfzmw2+R97to4dG/3ttlOcxXfwlukwIGPcTUMgF/QVI4puZKzDtyZjnmcG/kqQOHaMeq1segVdw3DwQmT2cZYvKsGhxnAnTfL+YblcT5iD3hzJDws1nKX7oAtVdgLlpwlrOlfjp1NqQyDONusUeiTTqFGNiTHbaHd5yAY4xDjEmMDdbhYhROIrGEdYuLJPAg7LooxNyFyQh0Akd75faV2VtBn3ZVvW7sxPcjQ7r9+DEoL1+5eyEZ/bi9GEVnEEDxeHM34JfzOB1BXYWbvUe6/w1YDY0YUpmSpMxbhgNYfksMKVosiBCozZ+oOmNoWUcWgPHQxBGBqlEeF8kqpPCoChVz+3gRgFgw+6QZ2LKkGQvCJAaRDox1oG76DYmlYchCestBZlCTL/vKzmqQ7kvufjrg99jm8TaXIe1fyvT0ndoyr+JZdcDnIubJCgUHxaQAISfy6G2IvbteUsdusDWzlTSCSNXfyxkoo1xFveNH9zhOnmOw8CShD22r2ccWUNsCevxsSINmWIbp1rbF98L5IClVLgfxAx1Qlt120IR/UM1mKYE1kYTSLYiMEI1xUr6NVYe5hxymLIBwGYcsqhx6cEUwXoyzHxyvfpGXAdxyjfA520STwEV2kOQjdDIbNPIb2jJWG0GeFD7aI0pJDUJcgpi0J268h9Ty6lw/egeIQJg9YmhavHqcO9Raxo9iCVEauoekBUI/McaK8WmjXjpzKVwq823AhqaKhRX1DwyOnFEk7U4yL7tvgYyHuXBlFMiOeWqGRgW59TUtNqw1KYGSnEPpaJ2c1Tew4HC3R18U15v65B4b3dm8n2GkD+C2P7XWAp43yqBAWOsdTU+iIkdnGYFLczwUPfo0yLuuMYXltsYUXiKvKzOFNy9is21llbTYk9wCreoZn0IMcNYfsFlNqjdmdd8Va4nM+ttq5hNEhUW4SQATUYExFRRlr0PacYQcKM1MVVCNYy59d8hlU4Kk3jIzngQvsB4MzkuqtJDY2yz3IMOrxBDvr83sZt/MlXdZtmRLGUgm46KzQLs45/hnBRidhM3CjZjHx6OZPmehi6ErJ5QQ6BTBotUVwI6Q+wC6e4vY/w9bkAY2pkqKG7+RdsoSX15aQzjQsZSwI1nQNifdFI4sIyruNuRQ4jJ4dwzLEetlOAAJGhJEpcCl+dpCr3D2jXYJU14/KUucIQmWmSK5tfMr51/+KOohhI+kYycgr57LPZffA8N7utt1S/OB5LAY5Q6tKS4NXT2CODZZSRl2kz7XbcnYudmxdKqW4qW4+C2vYNeoY5u02AOMNuZe32kOeyRbzGznb2UxVaBTGA7YvWpoxEyvUz3RxSRQ/Csz0kFYbHAUjxmTGTqxLlVUakBifVnUw5WLWqvBea3hULJg2MbZsVFholFB7pCpirFjTQLtA68fI9NWLd84tWwSF2VVMny0rprs9ATpRZtUsxE/vSs6ABUElu559KhfXR5FmiC8a764vxgRb4pZ7cHBI2Ksx0xFhtkTLETiH1kvKN9+kMiNarQesIX17u1ChVbf21EKrgXcbeymgpMR42cb3g5wQSyaWEtUlJlYYGbqq3yJCCH7D4kFZhhkYYSSTnkEfWA+4s2X9yLj46UONhkft78HqUW7e7oHhvd1xO4EtvEO+Nq/QqqEwIzTMCeppQk1pqz525RS7kvJ35wCH6xGF4bj+vIoA/BuQ6niR7ANywL5MCXek5FgA6pDZE+liDCMYDKvPd8cyJY8mBg2ayuR5ECikxErRx2p1oq0Xz/jMpsBCYR6WyNtPYDaHcQVti86WmMkIU1aE+RzjDNUHX+dU1c5Tq5fczlQ6LwqKjgE1USMveVhUFVFJMYWgXfUZIF1xfOVXtfWM5uSKBOyT+zOoosEnhsxnAg2PoKOHtKHmMDxF9gOoRdoWaBBrcSFgjSVKYvvOXUtqr+bEpK5VuW5zdClfZqEwNF37PaQFjwTY9zAV5VHhKYxJsYQpFnaN2lOUpc4oKHBS0cG6lPjTXYdCrt2soY0lJlk/XNo+tHG9JA6wtxrlcA8M7+3u2qls4R2IEUoWNCruPyq2ceI49M/wtAQNWHFHVpRnsvOwYkM35xnBoVvruvWYw2u187CGm+w2qqWcw1biDM/pTs72++zhnaqO0ia2IwtIh24Chy6eLfFKeebLbrmxmaAh0FCzYA4qFG7SsVBiIqjxIcaEXcWTGLTgsXtIXW7jELCK3Y2gxyK0xYSycrxc7mDbw9MPuAkc3hIgzBZoQcrNgES1CzWMLtGWLlmoK+82EBzPiEUzH5zvrPZ/JXHr7HbOXFlQ5Wnj+J3lhAc7Fa0POGeYLzzNMvBZbU1hA57Yho6lzHF13TieHbPZ/y0UJjJ717lIUuLifl8FbYWXnI/gSAwhxRWuWI6lIGZwd/2ZmdqV7YiLJ+GoOkUWzg4NqnW6Vx6x0yivc0t2Dwzv7W7biWPB3QCFEMeE/RbGRhibEYXMaUJNq3XS91qzO8CeFcYCfQmoa2/RKazLucHh82q3UXv6CmwZoA2xKkNkUcKgkklI7GCe1FehnRXH1OwwCwd4bXHYNKHGdyOKTisH3jDXy0+IQQ2zdsLBYo96KWxNS4Iq48LSBsUY4d1nc7bF8ug8KPQO3beZi7GCWT81OvhTDd9MyNHzb919yR4M6YFdv8DOLF76S4ToBmWwX4L7GgiBKG2DUhbx+6IQrDUYIzRWCEEQqzGjFygoVxLzejCY29kvNZSAFWVsHM0NSKDmeMRK4IHE57PWJc1gnOykaoQYb6hLIlAmgWpLISVGbLeI6ln0yI7m/o5YPCTQHi2kyiuHN3HBx9i9XM293U07rSj5mYqW36y1SioqbxmbbSozodV2s+bVVU8wQ4bwOLZwLV7vCGN4iQ79xXbr/OzWeWrDvk/to+7g9I1uyBoVDn2euKCDHDlJgR5IrIZOxOffimNqd9i2DyhMhQZPSKyx954DLzz25ojM70WtFcNoZ8RkUjAZO6rSdkokxgjOGXa3C4woB+75ehbbIr7jJoM2IlivWdImECP0sj8rJTtznNv6QYdjauqoCDwT+M/3uttEsDaKRQOMK2EysRwctjzba2jaQNsGXt61VNYhahAVKkYcUaLRwFDSK3/taVnoIWPTboj1ux5TYK5Kqw1eG5wpOTLZpFjNZViw0BkLnbNkztIsaU2duk+7a+oIxvR7fmciKI/JWsaM408pLx1OcVm7B4b3dvfsDsUOnteWAZ40ijUjJnaHym7FeqHHBvBdoZ1VnDlZsTb4tBd0JQ8B4a/6U8rpnQKIzyXzchcEsc9ql6j4clfAoRI14UKXKDCwYfbqOugYEIiRa4rTjhHBGOncoAsV2it0F3oFM60oKsezvZr9g5r9w4b9w4b5ouXRg4qXHpQdAHoerC0mNEUU5Y6OTE9AqXXBQdjjMOyx0DmbWNuESJKXOax80SWi5AN3+2bZluSk7tzH8fhCDw6NUd54pcIILJaep88adibCa8UTRosDRowpqXCpTGKCmn284Rr0U2JcaqM1KvuU5uYYtFoD+3rITPeAyHKuNK5zHYOITZVUDEYMRhwmuYFFzBFMSWJbNdKtsQ+SlqdIkaR0hMXtEYb3ruR7u6N20orp1NjD27WZh4M2sGXBio1xKr6+7WYdsfUs5PUsZeDczKYC74jlFT3jqLahTN6L4lI+Uc/wmtzJVjxCwJkWVWhCSTg9teLM1iZQGB2T8QEKSQuvp64MpLojADnbVNEkKqzpbxPr0w5AyFVbK8L2w5JpBY8fL1jWgdHI8Wi35OFuiTU94LlOa4sJSp/L7Zrz55y35WQA0GJW8SLMuyxkg8HKKEkE9cLj8f+BJUsKihjastLlOXFioE85YA87Zks1/d7fpwwabWINq9LzoTcqdncKqqpgd2pxhzOYvcc0bNOOX6bzcWeX8RHvT2ycp2WpcyyOkZ3gg6E+msx7LRbUEFC8epqwpDAjmrBktRxejreVGG8rXcpMiiXMotpmkCmeVRrzIfrnP/ezSUldu+72Fiv3wPDe7pad4V24TK3Km7AAPGthbAVHmgKN5cp8ZFdg4iqcrIIvfwWTo1dhHgoWhWP0PIO7O5bc8lF3cKqrvjBLpm4vFZOL93LWbjEPV5fAEkjxbClMqm1r3n3rt3n48muMRrHyRgQXBtT067uUHaspsUEkVlIRE0WGBbBcTqZmk4nAtDBs71pesQvq8hGuLLAmJ2RoNzm/bfZ4Lexc4dmj+SQnM3SvN8UYDTVBGwwWsRVFsziyb1OMOkCxGvcXWaylLqLEj4wYMUlArY8pVHqXcNcnSfS6x4Y5U3kI2EJ3zq5qCsNoQNI97o9sjEFDwFrl0Y5grMFaS5g8iq7TxTOc94StV1Fb9sBV6LPYOzZScBRMzDaWmM08tfC0VQZF7C5tPXxePaaVFkPUL2xYUjDCUVHrfLBvjoXs2dnh7zkWU3PWvgzuSpdYkkF8Dsvo34DrKER1Vrt3Jd/bHbPTYwfPIv1y27bUyBzGlbaHW8wwAza6XY9mJV/NqRwGc9I9WmfKNsQaXqRyyJVbUV2tu3rdnXzOBKTTXMqF1Fg8RrRj8ApZcnVRe1H9bljD2BjLeLKFtaab1DUFz8Ogfnie+NJ+MeA+JTlolEOpzNUzJJaoU2f8kkKXjCuDtUefzTNKXZ/bfDntWLW+XyIQElNi7QSxFULMks6u4qYYUxejLrYviyxn5i632pnIAAoGry3LMKfRJSGxtdKBkYCo4nDdfcrpD1HbUAmhJvg5wS9YhhmzsJ8SRoZxhnSsV19OTroxW0xmAZPbWQyIhdEuOnkZaRfYvU9h/SLJHUV2uc/nGCakKIWUHcgt5Gq0VgXFSktlFkzcPhN7gJOmewJElNIsyAAtqKfRJaUZYejL4eV+O6o/GNsvCWjnBciKaLXmlmRdycim5+PeCC16gt0zhvd2d2xT7NLGbW6iMZezoLDXwsRKFEw9Y63km7AMutxaXx+RqzmDq/NX/JSRaVkG20018yDR5ehGlO1RFuS5s+tkD6/IpSwoRsKR18eZhiIsWOrZY0+le8m0+2toeRokMeG7j16BVGosr+tUA2LcSkIBDN2S+UwJpKjgr1iOxAhMjcaau80cXIUa212ZdotQxYhDVHjXznjZX42QeV+NJMPixNTpsAZM4pCSmzazgY3WLHWOUcNY8nFWfgDgQ4tJJdZMyoadhQMCgZGMe4ZWBUkhBZ1jf8CWxni+BnJ2rBhqakopO3ZLVaObMwOXlaooGWZmKSOi9mEIKDYKio9HGFdhDt5Gnv02Mn0VqXYGbF3o3bD5IemeExAClTEs/MWfE0Gp7IKxPUgLptibpV0wa7eodURl5pRmsZKo3eiCUkZMzS6kLGxYi01N/RlVKOK9FpWYhaw+lX0cMrjaLUg0JKBt++s9Vy3mK7Z7xvDenjO75aXUOWypUZOtry5wS3YM67W++m4v0MTKtOy4BXaQZtggLMLlJ/k7wRpmuyOJLsexhiKKkaNxnSJKZQ43frfJnAaq+R6FekaLfZx6LIoRyETbkOVQooabKjR1Q9DQVYwIviVOkAPtQ1V861Gky2bNr7RVjmarXtAE2DGBR0XAqEeaOVpu0fnApYsGA0gc99Wxhm05IcPPjDA0a95Bx6L2aRwZNGvSWXRUMsbiCMkFT9qmywBHcFJ27l5J1zGSMU2oCYnbXTl2BiVDUkqEgGfBkjk1hywxxuFwGDUdi1XrAq9tH8ajPbjMzOEwxEcSiBQCGtr4TBRTwu4HwVaY/bcws3dowiGeFs0u1UHJwh4NRxZ83ctxXjOiFFJj8Ehi1kXA4Jm6fbbsMyZ2/8iTkFlDJyVOSkqpKKSk+08qShlRSkyuifenLymY+0V16DKGzn3ffZ+Zx9tlP+4Zw3u7G3aWgvZp9fi8WGQNlak1iN6SbuEJgGbdgXuRrGRLoJBAKZ426c8FhVkQpudxDW5IQrlzdoH6zScmoGS7AtZQVfDqUK0HHr/ownKmpQhLlpzOhBkCMovAMMwPGAmob2Nps7bFWEddB0zpaOoa6wq8D4wnExaLOUVZEryPsWZFGUGOtQTfA4rFfEE1nmCsQ5IbOZ2cqyINjcC2i6y4qaN+nroRPacVS7uhREYn9higl2YN22LcM17SVQwm+ChibEyJmLKLP8tguttFDKIBIxVK6GvzMh60M1ohBfNwSCElWSYoApMM4uJ5cuayVRPB5PAoCs4UTOwO83CIEDA4KuPw2nRAMouRQ2QDu8Vu910gx8xJdqEG3zVZUFQ9Xiy6/SZm/i5m9oSRr2kmD8FN0CDkaihDUJtbOzKRzbqo/0UIhA06mdEbHqjsMR4OgVrnlDLGpH7oYj/7AzBE3KuZ7pI7quuz+OxloBifQ9XQly+8xfCje8bw3m7fzgz4To8/vGtWBzjwghjL0hQnbnsEQFwDSzU8x3pMYWkGnXtGoLIIBUGFsW0opdcaOwzCO63hU8e5MO+QUPC5bdN9Oeu9ugLwu4k1VCIw3GQiUNkZRs4wnSqYokB8g3ElWs/Bt5h6gSaB8rJwLOZz6rpmPpthjInsn0JT1yznC9q2xbcty/mM/WfPmB3OmB/OODw4iJnJIdYw1i4BBBbt1TF2pUBpIgcliz20nKLGJVeudiCM7md27ZkYR3ZBa4oIPnOiTZeFraC0QMCHBW1Ydtt0lKFqxyrGP+P9clJgxPbuX4b/smRNzw5CllfpkyMEoZCSVmM1pu5Nz65kVSyWidmikgkGixVLqy1tipG2UnQgsTtRAkYh+OQ2zmyfWYmt6y21WQQ/eQWdvoxZzij2P4M08wiIBm2LQtp0rJoZYLGLWMBg5WKL9KCeWhcciReXtT8GDOAgeDL9yCXx1kIsEIys6n/ObnGdfA8M7+0O2FkB33OGCokr2/1W8fQxeDdmp4CVdd6rzIPZOUBbAA58iShMbUORwIdXYc8bnvlrHGJuM2v4yhNTLp+I4vXoM5ZZOiMxbeQ0UxEYb9NuvQTjbXS0Fa+zmuBdRSgq2qahKEuKoqAajSjKAhGDdQ5rLcYaxBjapkGDYoyhrCpcUWBtBJDGyCAZI1aNuEgowyYTYGJTZeDlAYQGrbbTBXb/GyAMTcLNBodjarZj4sc5bVEUNNTkiEJFI2O2JsfS4pnrYdcGSdnZwyvoIxBjdm5B0YkiZ1Yuu3DL5HLOLkpBKEwV3ePp+AbLWKbRPZ2qjgzqngzObHAU8fhqGZktrCkRE5+tJjSElK0bVAne430MIehBYAwT6D3CEdyta7kq0FYPCNuvYYLH7b+FWe5F0W56UNsB4pTscpnHxOKBmPQySLY+myXWcKU8XofGdfCRQVbQa4ds0way8me/Y4o/DLEvq6uKq7iAPcfL9nt7IeysbOFZXM131GqN/8YXcQ1cJPHhGMCyzkgu18adysi5mbxt49nzJbnS7BCYCDC5ZKbpndc0vCOxhwBBHQGDYU0XMvqpOMt71orFF5PIMZWpbFkR72oATFEyLiqcyS5SUqyZZzzZAg2MRuMYZ6hC1jIUpCv1pQrWOrIcipgoXROMXImkkxPYMhpjC+eP0XIbtZmtj+OIZPmVSN9gsAmQ0JWwbIrRRgmZdavdFCRQh0NqFlTGUzHu3MMheMRYjDiCemwuW5eYPJWccJFE+mQI1wbvj3piAot2sXit1inOUKNWnmY4mcbLjrGSLk4wA+BWWywlVqJzVvs9UYkssGjcL2igMCVZnFxDQIPfCNLEOKx1ERQPYwVVY4cLDBAVvthCtyz28G3M/lvotMWPdtFc6DnB5Mimnno7jjUnyq5b0OBZ+AlGPE4aLO2pU0tBzo6O8ZhWCjS0qWvzu5WZYc0+8MRQd7cg9t0geSdnq8dpMD8XgCrO3N58d+6Z6mu+5mv4sR/7setoy729L+3FZQuzdWzIcaPPaaXhzgM+zggKsZZ6bQVfXaCLH5WWh85TmpjMsm0DE5MC4UV56O543OBdskuyhqvSwxz97gyZ8QqdCmLmGAOCT0dvlKQjlyf6AVMighjBmMgYGmtTVQxD0JAqndjIGnYB+SlmDbl0YgHE2MJHhVIYSWyhR0c7dAzZmsTIcFyxFJ0rL7eqKUZJRma8cp63zT7vmEP2HBgbJVeKlJQgajrOz6R3O4Ikh0iFkYIyu3qlb0EggTsZij0N3ca9vEkE2n6QEJLdkH37MzCNhFbKfEZ6qaDkNo8so0nHNxhTxHvmWzTFRfqwpPUNzjiG8jKDno+A0FU4V3TAcWXIEwvGIeIS++niosBYgpvQbn8ALcbIwWdwB28h7XKVHtQoP1RcgDM0ojywNSNpKaRmZGdYaWm1YBnG3aO8CXgKwkjGTGSLiUyx6f5msB1CrGISvMeH+C8nXwWfspElLoDidZv+d5N+N7FcY34/hnGVt2HnBobPnj3jYx/7GB/5yEf49m//dj71qU9dR7vu7f1gJ4Gl9e2eY1NirOFZtAyPTVQ4CRxmt+Y52at6bRQsL1C7eNTMeFhY3igCHyg9rxaBhy5q6XkVdsILIFdz1XZNSTYivbD1uhkJONtc+hxJiKOfGEm81yDJIrWmm9w0JOeqKTC2wNgSY4uONYtxeIGxCZeeCi3KxCpWW2TxDEY7BDta9SDDQIKlRbUBFCOWHNK2Muikz5pizIET3pa9xKJ56rCI8X1isBSMZYtKRn0yCT0jCiDiMGaMmCzwnES+UebhkKUmdvzIuChHkEtLS6wfk+IEu/8f3SfrFhaUyZ1cUkgF6vHaRFCKSS5j8G0L6lkyZ1/3OGSPVhcEn+RxjEXFImIxtsQVJdY4VJW2qdHQpuEuLyJinHUEqG2Mo9Q2uWUVjEHdiLDzJrr9OjRL7N6nMPMnyGDBVBrYdYGTyLSoU5iXMlHGaWSWjM2ChgYkvg+FaajMHFVh6cfM2i0UQwiCqhwBicMs9hhLma8nxGd4jefN/2L2/YAdVN/9HjfSwU75KL2Uzm3YuYHhD/3QD/GpT32Kr//6r+cHfuAH+KzP+iz++B//4/yTf/JPaJrLDzz39j6xcz3zZ2UV767NPNSXTbkcAsBzgMFNbCHAco0xLM8C0jdYqzXWmBgYTgr8v9CR7u0yrOGw4skmK6Q+8fvTzAo8cEphyFMuJDARbYC80p8xscTg0jOYJ0ZNmbgMQGUhirlkXFUn5VIfgHp09ABdA1Qdc0ig1gVNmKGhweEGk38frze4GMrECuarzTI3bWi6hV/W9kucYWLPE4toctyfHbQpZ6PGpJzYR+EIYOhZ1gi2LI6RTLBiuyi2nMDSXakGfGjxibnKrnyStl6tC9oQIsAzJoosownMWlr1+JSwook/Dt4jYnCuwLoozRK8J/gGQouRWAVFNi6EoxZilokRNN4nXxN8gw+Krx4Qdj+IVtuYxVPs/qeRep8cqLJl9MQQlVICO26PiT1g4g7Ydk8Z2WfMZY7fEKtQ2XmScxLqULFsxyz8+AT+HdC4fb7Lnft4zYxZizfM8ZaD+Noj35Pv5e1p314oMvyVV17hW77lW/hP/+k/8clPfpLf83t+D1/91V/Nm2++yTd/8zfza7/2a1fdznt74ew8YO85R4XEDODZenT9DWTmHgcKIcY9Dq26YEzLMqzWfbUCU3t59ufezmeNltSh3OwOkyh2fVY9wyP7A9smsGXD4LMscBwBg6rGrFc8faB9Ao4aHdPxEQuob3ocmcDOoTcpLvHiVgoDtnAXb0qOBC52/SMEIekEhsgYapZkGbics4CzxJzl0ozTxA1G4ju80AM8DXlKzaxjB9Jk1W3spaWV2FchaRuOZUopFSHkWENZ2bd3B8e2W4lah1G4OrW16z5Fg1JTM9MD5nqIV9+DSyX9bSldTLQJPrKEGlrQFgQqM4lahkCtyxgnmu5fdJU23fZZo1GMrILxDISITO2qKDT0mCrGqobQ0IqlHT8ibL8BxmL238YevIP4JUZg14ZOV1NQSrPESosVZWQanDSM7CEjc4iTul9wrD1eIknb0NSMXNT7HBVzjAR0o8t8eAjF2CKBfXPk2GZF1zEB+7WNIuYf9lXP8D5XjOHQPv3pT/OJT3yCT3ziE1hr+fjHP87P/dzP8dGPfpTv+q7vuqo23tuLZjHS9uzbvgAIQwF/x1ziV8UY9hNvv9odGeVzTynh9r62k9zJ52QNswUVvB4viWQIuAtKdRSi7LokiZKAkmqUXxFiXJxK4DA8Y9keJJCgETRqFhOWDux0FU9SwL0PyixcTq5GgLFR7PIAQiBUu3071jdMvxSUFAnoZdDSadRt2gXpsmYFsOLw2tJqTasNpKSbvoRc/05EBi2ChUWYcah7HIRnzMI+h2GPuR7Q0kYGLqR3KrGFQxfm0NXdAdc8piY8kbORW22odUmjfbZ0bJBgbUlpK5qwRNVjjPRyfAAacFIykV0musWYaQQtmdUMvUs05NjNXNXlyCJT0dCm5kXAlePv1u9PPHZkKVtT0m69jm69msrp/Q5u/phSWwrJdbdhZA/Zdk/Zdk8o7R5K6FnJMwxrImAlUJqayEwG5u0kSkCtJ25JlJbp2T4Z3OUjl90nm+gAvHcAXRk2VM7a4Gu2cwPDpmn4p//0n/In/sSf4MMf/jA/+IM/yDd90zfxO7/zO3z/938//+pf/Sv+8T/+x/ytv/W3rqO99/ZC2NnZwnU5hefZznolV1Xx4yS2EDbI1VxwmfgwlLAyXXEfW3iD9lF3gKAxZsou1+aVAb+hEC5YkcZIzPaNxxa6EiXaAxVRGGmB016LLrMmHbDJ7rGOGYlZu7XXS8nVCDCysG0iW6ijbYIp+ljClbevh31OSpwZYWzMuPV45uEg5ej226/vnYGAS8BQUYI2qPqUkc3qCy8pWYRlZN7wCYAaxnaLsZliKRIx2WsA5u27tXRi31r8GhspK+7yvJ3XFiOWkYxiqzUkLCIEAoftHl7rCHQ6gJmwC4AGCltR2DEGh6RKNl0HCjHRaFhLuftiyK3F9gQf4zkRS87CDYkFlX7Lrg2xX5W23MbvfhAdP0AWzxgdfIo3dI/XXcuWaeO9MC3O1KiEo+wd9gjYP84yu16YhjoMZIuElCSSpZZyEo+kPhieoQfKR3UcB09Q936s2S1HT53bl/XGG28QQuArv/Ir+cmf/Ek+//M//8g2f/gP/2EePHhwBc27txfOziM7o5z5ZX4erFY5/m2/4sofZwGX6wxmcYmVatnMqIsJqFKcpT7yBVmxG7NmebtSNOeshjKxC0Z2jpG2B2XYLsatpSVEzvBCzTnuyVACdag7VyciBGRNIjqnPvTYJU+uRuKEPYA55zIjUIriBB4VUC73Yhuqnf58ql2CSAQgJrq4O6QlK8CxoWGUr0JBJXC0XF4SJBaDDxHs1CwpdYRVQGyqA5JgsyotLQdhjw59KZ3EjKWIdYgzKBIhSGARZrEGMlXC4jFmc6kzYrbsJO4XVntPiefz2lJISWVi5m1QxZjIJM7aZwRpGbPDuuByusRYZURDBH42ZpfnajXSX0ncdgiG1zRaur5GUd8itsAYF6V81CfdQyWENrrojXTgOO8XxKCjR5hyCzN/zOjwbapizGS0zaHxtMOGD+6WpDjQMLgX664oWRv7jChWGnxwHWsYAKNZgic3K94PkmijiECIZwope7xjiweyPavu9P73zrW84oa+eTv3KPFd3/VdfPmXfzmj0fECoA8ePODXf/3XL9Wwe3tR7TwP+zlA5HNg55n4LqPftxEUrmccW4dfC6C5eL2HaGUzu+QR7u2ituUWRLeuo6UhsxKeJoofK9R+RLhA9JCgjJIEERmcJJdoUKhZRjdqPqsYrMTUlEguRvaoZ1kAiRIdmb266CRYifJq4XHG4LRFlvvo+CGYNLWJEFSZ6UHXJ2OZYpNG3qoLUBjJFMV3Mi59D4QO+BoxyZ0cmTKf4vG6/hKSK9OAGkSGQGAIAhQfGmqWVGYUAZ72wFBSPKPNbJdEkJOPENTTSkOhm1O9liljOoJvgxIwpgAD8/aAlhpHgRHXL8Clb2G+JCO9hqARi2YAq9mVmkFW70IeRguJ9LI9GQTF6i4p/jRX0kvSLxFw29SOvFg23TPk7Qi238RU+8jhY8qDdzDVlPmoohafYkN7VjuCwtVFdyB0HMVQUHtoRgIinpmfEILDiLBjA0W6yXE5Ed+5/kxAiqntRvysMZl7VSDv3SWuDFqwCbjetJ0bGH71V3/1dbTj3t4Pdh62ELhdMv0a7JzqrNct7rzOT5oXCIQ/F+b96RqWZz0UMTaqkAqrsQqGZnFpEWpfsAwTTsy03GCCMrYLpjaAqVK8laFLhJDVAse5NFuc1/oSbqKJqTOgvk+C6LJg9WK+gUKiZqEVQRZ7YBxaTsmUTnYlh4FzeFN4SrwWjZnJCSh1IA1FQ0MIdZJnGaUs49jPIXFVfUazIslNLgOwZ7GMGONpaWgwGAKeRTgENJa+I4KuLFQ9klEPxhNTpSG6SgtT0miNiODSVJ6vrQ0NjS5x4iikIusWijXM2n0aXWSMsgZc6EDoahJE5kxTKcPoV+37MjGOQwZx6DLtgFOHP6P2n4hLNYEjKBQEax1iXTy/9xE+JVe8imKJ1Zy13EXcBBZPcfMnbNVzmsk2C1dQSzMIZzCxrF9/t/snIXlxtAO5vcXayYeotkxkGzAsguDs6lvUx27G4xpjABsTada9QBkY5/6VwWcwmB9XXfE3bfeVT+7tZmy4hDzr9i8YTrmJyzkrWwiwlnvSZfnd2x2xc7mT480M6hMIihO6wdB4Ye6n+HNywgJMbcu2awaTVIp/Cy05jmqdBdNuEk5AYJDpG0WfXYw3C4ldC6DmJHnu481KWtD4GlkeEKavoPQMl2BijJ1OaKgTm9q3uePyOt3BgQtU8xbRjbhgiaOg1ME7tiaD48XHyikSJaNzDBoCVh0Ts82SBRqU0oyY+wO8thz6PQop4/e6INBG97EIpRmR4/90cJ9boNE6gcL+OWnCkrnOCQQqGeMkMlrWOJpQU+u8Y9My8xtBSp+xDD1YWmG28mfqO3CYnwvW72A6ZgZ26QLynQOTez+CREVxzkWNxMHYlOWM5rpPGxpGMqaScbpvFkYPoZwi8yeUB09xxYjleMrcxsWAlVjlZeX8aT5aAcMb1u1BY8JWZQKqhj0vLFBGVvvkkc6d7NNlh+xA7hYmJy57Bqzr0Al+4yVUB3YPDO/thuy8bOGLhwzLTXIw1vXxdhviDDPQO405vEjCylW7ks9+4jseX/gc2qt+i8/YA5SAxSbmLmoNHrZjGj3/81GI8pIVSjOhr4whvWRKfp+Hk3jvP6QHjnGj7M7stksTawQaF8tIrlPJNrNMbKGren5r8LqVpoouX4XgF3iNDKtHmbNkJBNKu91dBQN3XgZFS1pETfd5lpkxODwNijIL+zRErUMnqeawWHxosSIxmSQsGMkkJr5YlyqY1Hja6HZVodamYwMRoZCiYyQ9HhRGMk73e3UaDyhemwjC1cSh1zjUwKI94Gg0p/RDbU4myuAwXesqy5rvPwRtWGrNyEzoI0tzdnLvFtfQ9gA0nxNNjHHcxxqXgKbEqikmVmGJSSqJWU5u+vxs5WSYYArM1mtQ7WBm7zHef0xZbdGMtlCKpLWpK/c2/tUnJ/UpRX3JwiCxDKHgMGLYcbBQi1ddqdSzEoMaqeIEqn0C2LZ/JtfG3f6jDKQzY3x7dg8M7+36Lb0o59r+BQOFRmBiuXAt2OMA4qmA8Bi2EI66ku29K/nm7TR38jlYw6A56skDhjqULHxFc0wM2mlWCBQ9DupMuql9HTCk7wcl3TKAzBNfN4Hm2TDV6SUEhvFzZ7Vcj1maOVptrUywkt2yHQiVjhlSVVrx1DQ0tDhCEmVPbU0yJKrRbWtNwZZOh9N/1CAkYMXSpDi53P+eliY0KAEjBU4KDsMhnjaCUFOltbLDikPUdEAwnmuXhoZlmDPzezhTMrHbGBWWYU6QLAcEQXwntA3Q0iAijGUrngeDMYa5P0ySOmudmBMnMsuVQZOsgfVOaqjfTxBKcbHcomR21CDYnmlMYuZDNiyztn2CSQTQGcAF9UiIZIIkQDhhOoDqsfa2iJJXACoGqi20GCHzp9jFU2wzJ4wf4cpY1STWkF65qHRpPRjMH/dt6xc8TmAKeE1MaM47MYKGQf3w3D853nAga9O55wdMbYe08/0wGcDejt0Dw+fcBDrxTiEWCu8ePRVa5NKisZe3C7B/t93kKzYHjKxcGBhmuyopGzjKGN5izfaLWVHF7OF7A2C/eTiYWwSv7lLuqJHp3WU6TBohnyN+PzKTnj0zUSTaEFdB/Zs/GAMGLsqMEgs08YkXGCdCYpDceAXMSD9rA0JlppRMMBrTEQKeAk+hStGVsTN5Z4auQNRQmq14TRLhnxII6rGZGewAs6GSSWTU8LTaxsxiqRgxwkk58GpGt3dDTSkjRAxFkq2x6nBSsGQecUQaxyMjHEXEjRiaUGPFgUCbmcZUu1mIZetabViEg9TDm/pYyMkdOZM9XlLY6GLt95I1xlLpZFwS07e+3pR+y5hwI9qRB30YegxJ6MB9AswR1EegFWP5Bvt17KYQRg8w5RSZP8UcvtMlJQVXxbjCQXu72MIkNZQZ8WGcaff0ikBQFl4ojSYvkBJCLHsX+693+cdkpVQSMWd+d0x56lrVWBaxe8f6e3Fbdg8MnwMTYGyiSGzQ/vGvTMCilCZXulSsZIlWQIVGLYvgWAR7OyDxvAknnR/jeUMpJ1th9Gyu2iuWrVk99ojTbr4AAQAASURBVOrrPlpDgv/L4gZcvPdu5GuzRssTJ/HzmBBlYDrGDzpA1wO7uF1BuVLtQgevr3T/713HmUkSsd3ZnBVcy7m1DAWNbFUHRPJEntzWGjBp0jUqiClQIuAoibFnSxYJA7UDkJDZxj4WD7EolqAtpUwI4hO5syrd0tBQ6wKX3L+VVCiGyozx2rDQGRZLKaPEMuZh0nSMaptq+jrrMExptelGRGsKmuwqxtJQdyB9GeaoKqVUPVOas5C1jiBlpf8GY4DmHk1sXhZ2HriZ12i/Vcvfd8uRyCIOwwa6n/ncA6Yy9oPvpHeUKKad3bJmrbpIfN48Yg1iHK02qDYUUoBq1LGcvoyptpH5Y2Tvd5BqCx3tEmxJZkcj++jzU7rSO2W7WtWpKcYgcTzPreyYxXVGNR8vAewh09ovPGSwbe7rlIV+zxje22lWSmDXLVNY+VDDfvXhGQxjIFCKpzINOxiaYDnwBXO1NwMQL+QSPieQfE6sDZcmC89vp2S8fuFWxc/P+vrm//rZnD//5u51t+pq7TpZw5vSMrzC7OSrMitKaTLYynoi2YbiKzlua3X/XtA6gqv+GP2oNRzDDClmSy/SD9qD13jy7vwyZGoy4Em/x5gvzzIcUkmBUAy264/dRxnGz6NcjcWIozAlbagTqOl7ZaYHEcxg2TI70Ymp0OLx6ilNFYGn9pncgnSC1G2oqXXJyExQjeXrNLlqG+qUYBQZS6MmycRE9rEwJWOZxri2FN8YyYXpEbbQpsSU/GlOPlGizE+P43o29DjFyaHrle6Y6b7kTKO1HpbVjRGN1xQz1kNahKRKKYQkfZRvZTqKBhAHmCgyjhssQgRfjBH3Oma5j8yeIPVhBIjldpI1CpjQEEzZvYfHabEWTQSKwa7L9aUMa9ygryDXvZY8IedMbx0+/ay9PymkIjOit2D3wPA5MAUOgqPShkKyXth59lfAUxjPI+NZBMeBL1jq5WuTnnbmFxHkXcRahKVXxmfZ+DpZw4H9kd0x//Azfdm6n9pfstcGdtw1DUjXxRZuAoebAN0L7naeDPTyhlxXS4yJOo85ATeQzpB0zOEEFr/t3XnRI6hrs31ayCbR31g5Yu35SgvIi2gZCiChjcDARL0+SGFnuT1rzIsmwIOABCilSlp2q1dG15fDyhzxE09D61tKU6X6wRmkaOcGVCSyhtrLtJQyojSjHhIkIFbKGEFY6IKSeMxCKgoqAh4rMbu61Sa57WNFEEhyOaogsY9LSrqKGgJGhYlMV+L5Im7KckPaA5YBVM/3Y728Xc+qrt+MozLgR7o0/b6q3qfdcVUEK7ZfemR/q0Q5GwRETcdCCpLC8WI2uJFxckGv3HAUg692sa5CFs+QxT7SLGjYon2yh52OaQ/nmHEcoYuXdjZfR7KRXzA3I1Sy8zozmAo9lwgiBO8xwiAsIf5PM1hMQul9N5ruPt2W3QPD58RaFQ7akgeFRy7IPcX1sqcyntK0LILj0Bcsgz3udb64XYQtvBDD+HxYUJh7eHBTl3cGBupLdkZUAst08z3w/92b8988ml5v267DzsLs3VJMorbLy8WGnjEBZYRHmyjLIdbSNi3WOWbGnluqphBNE24PNLPkyDCEvhfxPelovbtNg48AbuBa1ARKVM+/IIlgNTBXy/JwRlmUGGNwRYkSkM69KR0ASogRAEvBli3Td8PjakdpZugyfHULKWio8WFtsRMRQrefI5bl692zOcHGdCynoSACvQj4muTyrRJYtGLJU7VRy1imzHQfRCipmNPg8Ri16VyhO3ZmCI2xUTdw4NbtVReHHZrlexTvF6ABY0cJrPSi0H3WhfT7hR50Hu2U4+7fGjubs3mDT/WI+22WuqClpUxZ33m+iFqEChpieILYHhyuYnyCGyNji5RbSH3IcgEzXyD7HoJFDhpe+fBLx7Z39bK61cfAVW5WGWpN8kzBr+2XVyaJj051pzEpNjd40OsnB46z2+Mq7+3cNk/xghe14apX8IzNkpeKGQ/cgkLOHfZ9thOew1bZhhfLFDg8Ds9vmvSv2rW44RxTa/ji7VWXyL95Oj+y3ZXYJdjCq0y4udUydyfZFTDEueRiSJO2hIA29SmgbbNtcvrlGLAeJsXvWlpabWi1pZUWT3R7ttpQ65JlWLDUJUuW0Q2qMXEik0FBNYHD81uj0HrPwbzG+8CzvX3quma5XLKYLwgKy2VD6z1N09K2PrIzkphAkRVpkH6MXKW4ZO1vRxHZQjw2SZFIzmTOPac5QzwdL/pU08I+xj/SMXgWkls3qKdKtY2jPFCsshIZqOjCdhJj5ILGFJ+YcCKMmdBqy8wf0GqbWKwsJp2ByPBSpPt83QRPFLQe8M/qIwBL7tH8nWoCMtqiIf3L2xKA+B3pmOQ+6P75dL7sepVYdk/6O6ISaJOsT7ys1cAqMSYCxOF92EA2BONQW6Jbr/JeO+Z/WU54XOzyjnvIe+XDY560ozb262NlYo6HjLgIEGMgSaBVxCU3f5LmyWEWxqYubjsW8rbsnjF8jiwk1rAompR9fHkTAlO7xJg5C1+wDCNaveRjcd6Ek64tLygqTNac121/Ay7lP/JgzL/d6+Np/u2zM9Q5ft7tBc1mbsVgNLnprIPKxMoL53wXBSgT89XBQiMJDCRJjuTSa2k4DHuEVNdMFIw6JrLNoe5FYJRdusT6zVtSJqYvATMuhF2BTAIq3gfaZU1ZlswXS0KYY0SYL+bUdY21lqAwHo3Z2Z4ml7P2bF5mfehdx0ofU7bJQlHRhhZnK6wUtNQ9B5ewc3b9xszUlZZ3P2Nllfh1JdMETiMYFEhZ0EqWZRGxlMTSfRgYmW1qP6fVGiclFVOsdThTdGdY7eEMynXg/kzfDN3NpqJPMYrdE1LTpXs++n2NiS7gHDaQ2dk4HfSxhhGY97qB2d0fb8Gw7nC8R4aUFZ/O5fHUxHJ/aGRh+wdVcJSUMokgFe3KQuZ6xaoCboSGlqqKYGxUGrzCf/Xysbd7o5XtgsYlAfKkf9i5hfPz5GMMqjExczyECJg7F3J+p3IVoE6+5vbsHhg+Z1arYe6LCOauMH7PiaeyNbUvuJXH4nZDKm7Ertxdf5ydg238AzurjOGnG88yKNVVatfcxUzkFxAcNgg+MaKafZnGnTuO2AiMTBjMtSbJcAxi0DqR4CE4yA7T/DPLczDAQZlRGYCCwXnPa0ai26ssC8a7u1hrebq3jzOGsihY1ktEBOccqspyuUC3JitSIR3j1GVaxIaU7cm1v6tmSQXgZ4yLHVpdoBKlWoLGZz4QOPT7GMms4wbHdKa2RLCmpEoJJxk09rqRPZirw4xalyDgKKnsJGkZWgoi+FAhsW82sXc5bo8ui3YTKM9MJVgkJbxoAmtmsDAggfLuuCbWHQ6GLtkkuoVDSmTJLF7owFN37oFLunfRpjYK+BBok9u+SeqTkrstSHcMQaIr3rpY8UVblmHByExwqZRjvC/xGrenjlFlOZy3NG2Aly+g+Zl81iKxdnYIAWNdAoAeBBqvWDy28zgnxlCThmckFvvn4sYmi812DwyfM1OEQ19SmobqiljD6CISGj/CX/aRuCBb+L5Ahhexa2YNpxtm4/B+uRd3DRxeIjv5N9sR01Q5wyscYgdw4nzmRClW/Y10lFb/ybHH7sqLDR6jzEQFPIf+KWOzjaOIk6KJzNiWKof+fNn7FjDq2ZlUUDgUw872Vm4Fo1FJ6z3WWLz3aULOcCj3UIJcXZbr+UNaxs2C2o278DFNbuIlS2Yc9Meln/PXTyEYppRriQeytk06FIFCihhrl5laBAiEkIW3HepDl93aBQAMrlOFlECR+LuVJIi18yspEaVPTDEJ+GnSLszueVKWdPzdRAka7blLiTo/SYMynae7uDSHSA+jG607t/x6VZBOhLpjfAMz/4yR2Ypajpq0Eruyfdl9bqlK+NCbW/zO2zPm84uNs1lDUdUnYepA8KtZ2DNvEDXsFrkmvSbXe/9M3Ha1k6HdA8Pn0DyGRSgozfJK3K8xsWXCIozOLzA7tA3xHNe63/vFMli4BoC4iXVer6H8vrUrjEe8dALKKVaIEOq6SwwQt1pv9jxWyjD4XLrJfii5cbod3UYQnCmxWHyocbbofJMROJ6/rU4UQ3SX+zThW5PccwmIuPT+WGuIsiahB0crBM0QyZ6/LWU7jzp39G5Q0R6wZJqyh3zSsXeaYut8aDFmmUSzDQOkucKuRc1D02kldqAMkvCzSUC8xWpBV8s3J54koN4SwYkRQ6wMk0Bfl2m9yirmjG4dJOuoUbx6WpYYsXhtYlWS7r94TKcOGTxZ2sWWaredZhfzADCpaqp1HPsytxXVQV3wYfti3N7CHyB2h8pM8aFGJYc1mERIRlA6HRs+/IEJzw5KjtaDOst9T+5khqUAExAVi6gyshKfP/UEbZMQvHbtvWthVPfA8Dk0RaiDw2u9Uq/xItYEy9N2RK3uCtjrS7CF7wNZm4+6g9M3OsnOwh6ek3HalH3mrxIYXpEbWVx1ar3oC9ldYw0vbGmCMZECusgtFKAyygMbMCY7LjNyCuiG6Us1ZsoOpmYMjggo7ABExp8VI0qpUricARMzlb0a9r09M1vYF1xLLU8SH0OebRA51ze28z8OPh8wh90+F3wHimZOW046jOmkZCtNs0ud06Q4xF4ZMccPxv3nesC8FUpTUckIk5JNSG7oCJqEQsYEPJo0/nKjs0SKIbv/ITpObSwZN7wwiXI6SMyIDpLqpWsg51HLhj4aHiLHBzbEiiu5TrdJ8XMR1C0jAJQRpZYJKCax6rQgCBpiNe4BY5n7ZSgHJGJwUjJiTJDALOzjc9JHYhotlonZSnktijEGIxG4rbDeg9+r0vDKoxE0hxe462CaQ0IxIVd8yUk6iAXjGCcmUTVgjKV7uzLLqT3DeBdA4j0wfE6tVUcbLNb6Cz9GbYD9tmR52WQTuCTrd/svwnNjF3EtnyB1Yjd0fbjorPi8WmYG7wJAvKA7eYlBihgfFXov6ZnMSix/NzLKVAJlnpuVjmHqrQcMCjip2LK5JFyGJpEJG7O9ch4RwWLIiR/x8AYMNB4WZ2yzQ3lw+JQggh2P8I0QDhewvYCiRBdzcAUySqqhWRcusZ4aMlPeux5z/F8k9eRSC1VXzxKDBFYsjgJFaVh2fbQu05I6KP2EWhddpnEpFSM77bQWVWN95G63GNzXH03BGKENvftfu7i+KIJNLjWnsThghI65ri/9vWHgej7GMsMX8DHRBounpdW2c9t6bVmGGc46Sin658oYTFB8ckVLcm8PE1P6bskgStNVG0YyQQW8ttQsuhZZYrJPUCWEFmOLAVDumdpV2HtxMwefQaod/PghSDFYYPhYbSdEmTljXAem+7hKCKHPxL4Ldg8Mn1PzCIvgKM2gjNM5LCgcNiVzLa4Il12Q9XufhLNdqR0HDi8AKOyGe3aljOEV2rWxhtmuWcrmOt3J8zUNwLPeQivw0AZ2nfZgKbkJtSvRlhIJIP7UfIbMYEGODMzT+VIXLHVOP50LY7bJNZJzMkMEIBmsnM0qAtX+M1gskMIxb1toGuTJQXShL5fY7W3cBz4QGansKJYECDtdwdRX3Rik8TLMkOm8mHVdpERWVENivjZZBCpZty9o6NqtKAud0/qWidnCiQOJySdRI9FF9mnNLRlSQkZWb4l97omyOIaGFtWQRKFtYgqHJMMQhB13jREMLnROS+8ZCAN3rGrMRDcYgvpUwQXWazD3zFm/sIitkNQ98dnM4C4nD6kkpk2gy9ruDxqBJppc4wbysyyg2JXn4DKLgTB9GTN/gmuXhK1X8KboWGsNbWQOU8hAD+jTNUtfO3zYgosJOF2N3QPD59jmoWCsNaUcVxj9eGu8YaYlehUu3AsnnMA9MrygrYPDCyYtbOr52yvdfvW2DsSuFVjekv1iu3Wh/QTYtsqDDhQO4rqQLmuym3ehr24yPM7qbJYYKL8CEMgsV1cyLLtG4/4OxcrZFiUB4Xd4QGs9pbNglWIaWUFjYKEtU1fyOn1Gr8fjCUgQgl+iIohxWIlxb7FF2oGQy7LmZbugKbfpsp5VcRTYBEZqlh04hgyxe1fikFUSETwNB/4ZBguieHwEienOrL7HiVET28Xg9WArul29Lml0yVgmA3aub0sGmpCA+xpznN28kalbrrhFGR4H7VhExNOEJaISk0LiwWOfp/CH4WzQxWAO2hY/74WvF7rozr2RIEntDsEn1jA9yelEXV+nTZtySlGf353cFNs4N8LMn2D2Po2MdwnldrcIiddquv5f7ycxGaT2TGlLw23ZPTB8js1j2WvHPCrm2HNkKKsqy+CiEO5l7TIu5Eu5n+/tKkSwRxuykhdXlX1yDTI1Z2UNj2Pmrp11fI6sFGXXhhWZmCgyH929vURNN3VuZDGG68KA5zAcbNSeaXRJaUZp+6wp58/tbPAqLEPUdR25qE9oyiT2HODZvMGNhgeMNYslMUaqS2a6pFVlWx5QmDJm16ZLO57ZO58V9T5NuRU1DI2lCJltBatVAspEl2cIqIcgLWJb+uWZdIksUZOv7e7BQudoUEozwg6mchETq5AYoWaJ08gKZtAuIjiJci4u7RfwKCECuHWYubbwVwJePUFDFNEmHLmBHVGRcFgEbpYm1AkoxhJ/Q3YPzSLcq672LH6U/mAoep1XK4bosm+oKSj7FgwkeTRlwEO6x2uVRXIVnYuYmPgc6vRVbL2PzN7D1jPCaBe1Fdj4fEpHd669RzkBJS0kal3ExKBbsntg+Jxbi0PVgJz9IVKFOtirYQvhctjufYILL514ck02MUe1zA78880ZnuauvU1weCZ38iVka85qAkytUnTlW7PXIWb0akgaeiYKAsdnZDX9pGOYJB8xgpLCVEfZDoGQ3JdGbCqflhkSpQly5hAGb4TJ7pj2cElZWpo2EAI0TaAoDFVpebhbDI6fwEQgMXCWghJDLPvXp5ysel4aN6JoLyf43jY1bZIu0RAoioKmaSgKh5WStm0QhL2nTxmPx7iiwpgxdbNAir7PVIbsoiFn5M7DIa22bNkdRAyBQBtixZeKCR7PkllXX9jhqIiJK602iICVAoMlCDTa4HAxnrFHbf0PBa+eg/CsB9ArY3jPffZM3FAjMu5/yB6C7YDyUJ5mE2HgjwFJFkvQGFNYmREFBQXlgH2NHmZJ2pKiBcbalA2dBLnTdlnC5iIWIAmKK225izUF5vBdzMHb6PgBWu1gRUgpNqs7d3/GzmhpUBFGMr5QW67C7oHhc25Bodbz30g1ZhUNXMQuTSzdu5GBWxWANiJsWWF/MCvv3xYwPGNiTQZW6+DuPPF773fm0IoyNYOkC/LrLB1r05VhW2EMe1t1+6VwOgwjGXGoR5/pzELmWK9eukRYqjmzVJZXKKYlNgTefTKnbQImaRePx443Xp2wPe0rjWiSp5GU+GKkYiT5WRmwT9dgz549o/XRHT+dTJiHJlZjWdY4VyAGqqpi2SxwlUV8yeHBjBACk+mE7a0dmlBThzmeZuDs75vfUnPo9yjNmJaGpS4waql0krKTNUq1kJjBNZewpIC96O5tu6ziI/3ShRGsCpsPM4nzkzR0xSuxPOLQdR5yScDhhZDZwGFsY4plHSTmZDMYJrLVLVicFNCBwhwcsBrLqKEliLAMCxoW3fUIwtjsYNXQFOMTK95sMg2BVhRnLIgQiglsv4Y5fAeZPwVj0WICK4A7X8/AvZ36ppSKhtubF+6B4XNufS3N89HOZp0muuDZLxxbeO9GvjO2bQ37A0C2f1ezT9bssokczxU49O2J2eXntbHRmH2s/RQvYpPLzfecT0pEiYSb4FWw2X2IxmobnehxntCFSipSSgPEI6VEBwFClzyAwtwHnnl7ruGoQXDbIx5UjmZvQVM3bI0djx5NGFcZeEaTXFqODBIbGm3xBMZ2q0e112Cv74x5d95SL2uKsmDvYA/fetrGM5lOWCwWLBc1rojl0hrfsFjOqUYjlEAIgdKMKO0IH1o8bfczaJtcwEpNTRNqMu0WoVmIUjdDYESMb8wW1OODx6VMWoOhkLIDZsOuWTCPAG8ICs0Q0PXxcZusryWd4O2wakr6PifQpA3i38OKIAzc1N1+plvg5KvMje9Eo41gBufyNNQ6T3W7Y/Z4xRR7wYehYYYNFZYA4kAEbwqYvoKZP0EOH8OoRcYP0WE/pZdAJL1HCpWMU7/c3jh8DwxfANMuePpsJigjaVlwCe3COJNcdG8uBSrv7Upty64uLG6NMbwFuw1weJXZyRdNPMki1l1tXDFpjvI9idHFaSUXlxoahTE1GpK4vh2TE0oihoxMYEGZGJzhRJ6zj5XgA5IkVZ62kgucncuCCHbk+ODWmGp2iCktYeQisE0gNceVdcBFFdUG8Fhx0SWr/pjEBWjLCa4+uTTeaTadTjDGsH9wgHEGvDKalERAAMXIIk0ERCF4RtMK37YEazkIj5FgKaTCmRJHQWHLTiNw6efUOusAYma/hAj6rLgu43WTtbS0eoDRyKaOzXTw7eqs0tLQUA/EwRPbLD0gO8t8sg4A43N3lH3cFIuXhb2NCEtdsmQJQXGmYMr2yrOGRrkacqZzdznagUYjtntm+wSd8z+LLQ1WyrTg8YBFjIuj6uhB1HWcP8W4Eb6c5u7q3PHGgKSMc0FY6JzmPvnk3i5jS7VMzoGzVKCiwVBxIRXEK1nIvH9A4YnxhXegjvD2WqLAlcUYWnf+67vmEoCb7LliDq/IDrywbWKMYc5A1tDfq2HmZ37fmwDzAKPeS7syEbfUzMOMUkoqGfX5AkKc4GNKc6zIoYpF2PdyRGrnLCbAAxuYmkBJg/Mzgt3pJVtSMoMSY/vi4Gi6id9R0IhyqPHdtDhGMlnjna5mjHLWsj2d0ErBYThgPI26hqoNo6lFxFN2Xp/IdDq1BGkIeIQWrw3iI8CL8i8u6hu6MUUoWYRDGl1CYmYnsoUhgsIJWyxZlZRZtxDVoFmGOc4UqwDrXDoFRycHXWMF889hvWYGWfGDHVf+7PZFYsymRhd1BsNdxGp61rrKf6QFQtZx1BxAkIHp0XCC87iTm3JCpZYQAuAwpKQqDGIcISUfmXaJHL6LcRVqIkOc5Sg1BDDJ/a1KIRWW+kznvw67G2qK93YpWwbHzJfnkt4y4hmZi07A+n7CdS+87bjVYWDvRWUMT0jouM5ydZvsVCB6zeC4UViEwaSt69Nj0lzr/oJWYyazEljQUNN2U7miGDWYlAABdOF7wyjFOKHH6g+tKgfh7LGF2QTYsp6xmVOagPPLmDTgyhi3luoUI4KxJkqBdIyUxdgxxo6iMDItLQ21LpiF/Y6paWhY6ry/lktZOrem7OJUASN+E/UNs7yPZmEdackJQX0qRzxOiBCcw/CMg+YpoEzdDiPZIsdRiphYP1kMll6A/DTLrGAG0EMJlQtdeXaJbpicMoDvGUfZsO+Gzwf/xZyV9F/SqJSVajB5n/h/iZgSl+pMl1IxkjGllDHhJoNGEdribMkfaclBo3MaHZboS7GtxhJMiZ++Etswf0quLT1sXwg+PReCkQK5Rd7unjF8ASwg7PsKrzC1Ndac/ipnd/LsvO7kq4gNvM85iXYH2ELIruTebj3G8KpZwyEgPOHY7yfmUBHaxGx07rss7ZHlSTSzM3EPJ7AM0BCYU2PEUIp2k4gRw5Qt6MBMD2ciI+l796OxHNRKrecFhcrEtkzsjEaWlGxBMwc3ShmfCXCts1Qp2S5+Gl3LI6aUMur7RJMQtXhAqHWBVXehZIT1ViORlXRasOwqdOTeWS82GNMpTNp33c0dRaMjE1vrnLZtGJkpIzeFFpZ6QM2CShyBwJI5/oyJDIqyDHOMmBQKEFsydBJ3bN+5uuDk+3ySBuG6LZlT6wIRYSo7+NBicXSxpAksxhjG0B9jABgLqShSqEPPVOaQgz4GsilGFM3xmelNMUJQnBRMrMRKK4PsdpH4TImxBDtCxg8xs/cw1ZRgR5C0QjvWMK/OlMQ63o7dA8MXxDyGgzBiERxjaRg7j5Ow8X0UBJWAjVPDOV0mVxEbeI8M75JVa/dzeVU6hpexqwKHm1jC/NmG4x+X8Xwddp2VUE49N1CriTIoqv0cHOmSHhQOAEFhEoMkkmr49lnF/abaMS5BA7lyiir4kOrEWkfrlX1//prOhVlSmKe0KCUVDoe0S8L4pQ6sDI+5wkZ1Ga8hxaqRAAUpxjJm7MYqHYozLmrtnRO8HmlzM6cpxwixzm+jdeJjIyAwrPfDQOr6WBDWu2ADnrke4ELBpNhCG6XWOcKSijG+iz88m7U01Czx2sb7nJKI1quEyJnB4THi06futTlqKSQmrkisX5CiA/ViTO/51hAZxMTSZgAWF0Cmn8Y0PxcKJmXOd1NUZA7dhoXBnqkpWw9iMKbC4ljonHkCrUJ041tKQmYOqx1kuY+ZP0Wnrybh8J5Tj++Opmn2Pvnk3q7AFKGhoFXHYRMoxTM2LaVpcWZ9xSeE8w54eg/oXkRr1wb48kUJMDlNC/AU9hA2A8SbBI/XaYfBMPKBqfGxUpixiUGki9UbjBoctCTdPz9wbKaEEx1mhvbVPjRNyj5EcKjGUIcFB61Qcz6dtkKUiTkEGgrGTGSK8U08jxt1zOdqu1PrZTB25drJEEFx1rqB+HsCPfGa4hVe1ubhkLFMKcTRSokSWKqiamNJNHwCBmbjCJtlZnISjUG6682AfBnmFKZibLcI3kc3eWhi5u05h21PS62LDijHNqy51Y+rNrKyyfXNFx3PZ0xM1vEtIrEmMhJZ6bydIPgQ2fEcUj1Qz+lAYF4kgFLXLbP5nN2d7eRWFoL6uJ+xlF6AhlZjRvhIpnhVGjUYaRHJSSmxTfVySVlV6OQlZP/TSDNDyq2k3qQr7YiU4e3NtffA8AW0OMxY5mpZ+ALnWyZSU9kY6doGoVXHQivCeV/cqyAL30fg0soxMUp3xI0MMd5saEV+Jo5r4xXKppxol2ENzyoQfco5TmL0nnfXs1d47G10zxo/kJcZcjUJUKniRCltTJHIwfvDGrZdIkE+ihhCiBUyVMG6gnk44LBtOPQ755r3KlEeujixNylRxIpD6qeoq2KcYud6S1mvayxhTD4ZSh/TsXYioD65dY3tmLrcC5fNTs6l8IzEtjdaU9Oy9BOsaanMnKNF4TjCFuaYPZW+nnPWIQwJCLahQZOAdeuXq6UJz2hBfXIh+yuKs7ycHWFN899J4oW0mGEA+GGNMe4kYHTlCV85bNpXBJZ1zd7eHuWooF40jEajqFfYtlSjEU2jaFCqqmKxXDJjgXGCC4J1VQTnJrDwNc453n33XXZ2d9maTjDVVmQNizHIBqkmEfwtxnrfOjfwqU99ij/zZ/4ML730EuPxmM/7vM/jp3/6p7vvVZW/8Tf+Bm+88Qbj8ZiPfexj/Nqv/drKMR4/fsxXfdVXsbOzw4MHD/jar/1aDg5WM0F/9md/lj/4B/8go9GID33oQ3zHd3zHkbb84A/+IL/v9/0+RqMRn/d5n8c//+f//Hou+gYts4h7Ycx7zZj3mglP/IQ9nVDLOSb4PHpeQYveL7hQRBnb89fdvGmr1xlDkZOB6x0CtRvtmquGDO2yruDbBpatCo+9o9aBW3jgku2jBcEKLDwUahkzoiLKpohI9053T5LmxIoIMKwraLTmsGk5bLdppTxzGwV44AJbFqZmypbsUpiYaCLNIgoHS+8Fz/t0zdIcUpMzlk3PDObmdkkDq0k3R+P/LmaljKJkCbFKh5MCK8LYHeJk0TmWh+kIw78MFpvc98MSebHtCQQhBAILPaDVGhWN8ZIXaH4unXfctR9bm/gKbcjqrv/T9c8Y9MigXV0Pyurnm9hOyedCO6kjVXj83hOePnvGbDbndz79Fs/29qmXNXt7B7z19mOePpvz+DPPeOet95g9m7P/+BA/h4P3Fiz2G956+23effddlnXNO+++w6ffehtfPQD1mOX+BtmeDGqvsDPPabcKDJ88ecKXfMmXUBQF/+Jf/At+8Rd/ke/8zu/k4cOH3Tbf8R3fwXd/93fzvd/7vXzyk59kOp3ypV/6pSwWfUDoV33VV/ELv/ALfOITn+BHfuRH+LEf+zH+3J/7c933e3t7/NE/+kf58Ic/zM/8zM/wd//u3+Xbvu3b+L7v+75um3//7/89X/mVX8nXfu3X8h//43/ky77sy/iyL/syfv7nf/5mOuOaTcXgpcAbhyZ19rPvfH3tepEtBiXfcRAFNGsxheVZbrhvTweIVwEgbwLkXfIc1xYneEOyPY0K+8ESQoSCw7s/hCcCOFGcgtXobszxWL0LNB1DA75t8T6gCTzO2sCh36aV8/VXKcrY5KzpKMAsgIQWgodiTF+lRVaAwnDw6suyaf9TUnm50GcyryMpvQLGTBFC0A7sWCxjmTIyJWNbUnaC4D1rOICtMU4zA4bB/9ciKvvtrgBUeG3ROzD4awKCw3+QeiX45N4dMtwk4NcvWjSkhJCBG/kIG0sXIUsnfyPCdDIFVfb395lOJyyXSx4/ecxyuaRtWw4PZ1RVxXg8BhV8GwhtoKkbFoslGgKz2QxjLS8/eollvaQRh44eIIuniF92z2ZIYFREMBvqjd+UiZ47vejq7K/+1b/Kj//4j/Pv/t2/2/i9qvLmm2/yl/7SX+Iv/+W/DMQSQ6+99hr/8B/+Q77iK76CX/qlX+KjH/0oP/VTP8UXfuEXAvCjP/qjfPzjH+e3f/u3efPNN/me7/ke/tpf+2u89dZblGXZnfuHfuiH+OVf/mUA/tSf+lMcHh7yIz/yI935f//v//18/ud/Pt/7vd97pG3L5ZLlsl/t7+3t8aEPfYhP/ua7bO3sXE0H3RXrBszLHif9fJ8whgAj0/C7zQZW6KZZtxPcv//dL73Fv9/v2/jtH9rlf//qOYSTNx37qq/vrCDpMiDvEkDssszfseByJaP6aD9fVOD6yGlEecV5tpwllirri+F1GcaZ2fAzaq1pjTI1O0iS+Rj651rfElKyiXUFrfe8XVvm5+QixkZ55EIHDPNkbdRDM8fMHuN3PxS14hAITc8ErmdZI0QuxB9xJWb5mA5MHJkWY+LNRbOTm3IrsajaubxzGyF+7rWl0SUNdVcbuHMdA+vsnQz2RWOmbWUmzP0+KuFOgLqNNuzbY+aV7rpPSIRzUrIl2+SFiE21irsazl3SSwRcRjLYMxjjuqzfHmL3cYkA8/mc2ewQEeHwcE7hooBnXddY62iahhACOzu7HBzsU9c1jx49Yjab0XqPszayjoC1FmstDx7s8uTxE15//XWcKHbvt1FbEqavEJCB4LVl79lTXnntTZ49e8bODWOKW2UMf/iHf5gv/MIv5Mu//Mt59dVX+YIv+AL+wT/4B933v/7rv85bb73Fxz72se6z3d1dvuiLvoif+ImfAOAnfuInePDgQQcKAT72sY9hjOGTn/xkt80f+kN/qAOFAF/6pV/Kr/zKr/DkyZNum+F58jb5POv2d/7O32F3d7f796EPfeiSvXFH7aoTTt5HoBC4G6DwFFuPMSzPuwjI7OHw31XbWRJJLssuXmL/28ouvirzKhwESxsiixYZroCGJOGiIcrNBI9ISWHGjGUaS66lWD5Jch8++AQKHdaVBO+ZeVie8+UvE1jNoBBIiQGWIA7xTTx3qrsrpBj+YXyZ5Lb1iTHpy+482WXaAS8dsFRpW01g+cKmvpcfEYPXqJ+YZWQMBpdiJ7dkh4J1V3vP3ZoMXvuvInumHoOllIoxE0pOeyZvZzDW4b9jeCnZwNwOv+td2YIxNj6HxiGmwNgS6yqsqzC2QEyRfi8xpohsYTzSWkysosHH51yV8aji0aOXePjgIW++8TqvvfYqr77yCh948w3efP013nzjNT74gTd59OghH/jAB9jZ2aUoHG+++QZvvPEGr73+Oh/4wJu8/vrrvPbaa7zy8kuMRyNefe2VqJ5kDGHyCGlmmMUzJC/Ggsf7Bn+L88StAsP/8l/+C9/zPd/DRz7yEf7lv/yXfP3Xfz1/4S/8Bb7/+78fgLfeeguA1157bWW/1157rfvurbfe4tVXX1353jnHo0ePVrbZdIzhOY7bJn+/bt/6rd/Ks2fPun+/9Vu/de7rv/OWE0WubPy4oyvY94OdMMisxxgWtx55fIwdB/7OnGji+n8nneMW7LZjDQEOvfC4URrfAoLYIjEoZoXlEWOxpsR2NXV7154PHu89xjqsi9mY8wBPgzu3kPXIQGUTCDCGXrzYR1bT11BUIDbxeZpqMUdbdztG13HK5tVhhZRBjFroxafTQQbbGmp78QVAJK8ig1RTc6B7zMJ+76pO5zDiGJkI7EqpGJspU7PLltlhy+wwMdtUMsZJgcHSlXMjur1bWubMVtjeDa25ktjJS9llnJUiGDEYa9PPJEuTSi6qhi6Zp+NVQw0SFyzxEEevXwSMxGhNMotsDMY6oiyN4GysWmKtwdm4bVEUPHr4gGo0QcVQFAWFMxTOMRqNKApH4SzGCGVRpsUIhGJKmLyELJ5iDz6D9UssioRLLkQuabealRxC4Au/8Av59m//dgC+4Au+gJ//+Z/ne7/3e/mar/ma22zaqVZVFVX1fLMEJ9q1uH3fZ3TheW3dlXkDIGXfB/7n+WpNzrG5q8gw2UX6ZR0MnlSu74LZ0Neepezba80IV4ixhi08sC2lMVF30AiExMzlDaXX2FPVVLUh/m5MgbUONLDwgfe8O7eQNcAwxCoCPDNg7hQJHq22VtM0OtJPWZGBS+xSTFpYv7faEY9Ze7FjEaWPNYshicIFknwH4t5AEEZmC0KUM1mGJc4UGHXdNTscVrZS03PcGwSUeTigpYlxiYPydaqCpWAkE+a6T63Llbi64eXGI0lGq+e/oEvYeQSyJWUd6wb3s4hZE/cJiA71AFMogSiEQNAa78G57Y5lXematGO/iEgBBCEkaU+DJhH1qIU5WFSEQFmW+BDlrbsiE4NkKAQ8STKn4+QCOtpBjUUO38PufxorBrUV1eKEUqrXbLc6A7zxxht89KMfXfnscz/3c/nN3/xNAF5//XUA3n777ZVt3n777e67119/nc985jMr37dty+PHj1e22XSM4TmO2yZ//76y6wCF92Th+c37a09A+H9+5oCDQRyPAf7raXH8Ds+jHQemTmMOb4k9vE1T4CBYPtMW7HvwoSX4JrqX1UTXMtqDwuBp25aoDVzgXIW1FlJ5r/1WLgQKIcrpdJGO+RiZxcm/2/Vndc0tnDySGzNoMxvYbZSPuz5YaQInAcHQlpPzX0vwhBDfZSMgqlRmwsTs4EyFItQsBgkmqaxdp1WoSYIHKhlTUDIPM2Z+j3k4pA4LrBSxEgo1Y9nCYGIyypEki5zEEVgvzXajdspj0bmT1zKINSUKiUYgr2TB8sgsD1N2utjSiC+Z64w6zGJih65NSwMM3T9FmlzMmUGU9CwajDH04QnxubQmC2oPnititvhMD3navssyzFPSVh8/Gsot/O4H0K1XwZYxIeX96kr+ki/5En7lV35l5bNf/dVf5cMf/jAAn/3Zn83rr7/Ov/7X/7r7fm9vj09+8pN88Rd/MQBf/MVfzNOnT/mZn/mZbpt/82/+DSEEvuiLvqjb5sd+7Mdomp4Z+cQnPsHv/b2/t8uA/uIv/uKV8+Rt8nnOakJ88e1VemBv0rRfLV3xgZ/TDrkhOwkAXhVAXBtoWlX+wdt7K599/MGID5TvI3nT0xi4c4LDK481vKHM5HWrVXjPWx63hlYD6ps46SYxaE2uLh/ipGxdmYSxA6inVeVpI8z04uC6r8wYz6sroDCOJ1HPb7jXpkFmyFAdBUH9Oji5rAfH0NX/daDqPNYUI4yJiQjet1EXUBQfag79MxZhH9TT6IK5HuK1JeDpKs+sZMmAFcdIxoxkjJXIGJokPdboknk4ZKnzBAyPAcX5s9vLPU12fH9u+txgUo3jETY7PFNcaXdvcmypJqa2qz9sqaREwzIudjZaXlDk7HxJ64eQRNKj/I8xDk3PZYRRsRxez0wTy+NlRlHBpxjQXi80ny9GF6pxhGoXv/MB/O4H0d03ztWTV2m3Cgy/+Zu/mf/wH/4D3/7t385//s//mX/0j/4R3/d938c3fMM3APGB/qZv+ib+9t/+2/zwD/8wP/dzP8ef/bN/ljfffJMv+7IvAyLD+Mf+2B/j677u6/jJn/xJfvzHf5xv/MZv5Cu+4it48803AfjTf/pPU5YlX/u1X8sv/MIv8AM/8AP8vb/39/iWb/mWri1/8S/+RX70R3+U7/zO7+SXf/mX+bZv+zZ++qd/mm/8xm881zU9csqrReC1IvCoUEZnqFt8Zyy/iNcgoHTbw88LYRkgXgYsDBJE/qd39/lUvXqs/+NrV5PlemfsLK7XOwIO70Kc4dCCCvve8tQ7WtXEHFqyIK8meRvryjgBo0RPq/BeY3kSYtHNi5gAo1ytqatUMnD9pckeWZ3CjgxdA1DXHTkDh9WNBseQ4db9FnJ027NZioczFlVl6efM/T7OOEZmRMBT65KRGRPUc6h7NNQxXu6Y0wmGsZnGuEO7i8HQhAUTs0UlYxqtaWmx2IHb8uj1dXD5FgCihnXKbtNGqxI1Vhxj2WJqtmNyTQcIQ8eC5n2yuHrQQPAt4CjNlEqm8TnefMI157Sn0SULZsz8AQt/wCIcRp1IFBWiUHu6vyIxrtCY+J7kLHdrHFPzgB37EoWMUQwxCtKkf9J/Jha1I1pze56bW5WrAfiRH/kRvvVbv5Vf+7Vf47M/+7P5lm/5Fr7u676u+15V+Zt/82/yfd/3fTx9+pQ/8Af+AH//7/99PudzPqfb5vHjx3zjN34j/+yf/TOMMfzJP/kn+e7v/m62tvpJ7md/9mf5hm/4Bn7qp36Kl19+mT//5/88f+Wv/JWVtvzgD/4gf/2v/3V+4zd+g4985CN8x3d8Bx//+MfPdB17e3vs7u7yzmfeZmdnu/u8VWHfG556GayA76BdS0zhDRz7jttH3YY4kU0ugssyQ+cEL6rKx3/5Hf7jrF85/9fTgv/p9716wl7PoZ0nJu9UXcaz36OLgryNoPKGJGuOMwEm4nlgPZURrHXk2rNBwVjLzO8xkhHgeOINz1pzafW/SpTXypiAQpdMEFskfoE5fBe//UaaVKMru5OD2TCtqURmxyTvxVCiJgsmZ+mXoHRacn0puh5AiciZpWsaN+p+975lqQsWzHCmYGymGLE0WuMoEBHm4TC6iyUBgzVcm+PjckyciFBTY1RwUgJKrUvmOiMntqxL13TXm69tXez5ismBdc6hA3uD86+fM4tMD62QkqlsYzpgp6yyn8lVt/b76nUKIg7V+L6vnLWTOooi4q02LMKMZVh0cYXGWEpGkanFYCmwJmaRB23j8xQigyiiWONAPcak50wMGnxqdjzPoAFdjON7e+/y5isfuhW5mlsHhi+KZWD47jvvsLOzS/8qxofyvdbwrD1/0fgbsesGbjka+H1kw8v93HVweAeA4U8eLPlvf+Xdlc++73c/4r99eL76tXfazpuocZaYnmsGh3cRGGZzouyIZ8eRNNpSXxjDwu8jTNhrLQdqOEF+7kxmgIdOeVgmqeGUFJITBkw7R2aP8dtv5lQBJLlTYyzgKqCIjF8EhkIu95ZZSNMDKFXaNrCsAwi4nHkqhkXtMQJtCFSFY7Gseak6/UKHwFCBpZ8x18MEZg2VjKhkjJFYim+pC+owp5ARlYzo5pLBVJ2BVUyy6IWcc8Y1CI0uOdT9jSXtjugEbqoEckXgUFWofUVhlxjJrtUemAIxyQQ5AsCH2wCUUjGRLYyYDhCuZ1d3IDjPO0OQOGSZdUOe/OCYWVtyqXOWYR4Tk1Lm+EjGlFKlWNAM4CNrHgAjKXRABWct4DFyFBiu89Y5677F82T/MR94+cO3AgzfR8FEN2Pa6VVpNxAZEXacMPNQ3zVkeCNs3vsLGRqg9EsI4ebqCp/T/se3V8Hqh0rLxx+Mjtn6fWInZSp321yifvNzbq0KT9VivGeHNsp+iKChpZRpFLDWyy9+Bdiyym4RmUI0dMkDcQMZuJJZIVwyq6PDkGYhZSj3sYYq2gGtnLzQxREqWCt4r7EajDXp74CrHMEHDmbLuPk5owZEoLQjrLcEVTTVww3Wd/GbpVQ44xCi3uFcjyurmQFQdFX3ORA5gznpTw46SHIjuo5JF3yNYUQBg8dRsrZQGgiQ5/C8ITuLrvOcdGxpQJG0bc5L6qtgJ9ZN+vPkLbrv1zPTj1x2BM4Bn9z62n1KqgtucEhiLlV937ca5cmt2JUs6eFkKzIA3rnr0y+BkKoK3R5YuJuz1nNscQXXRW4QU9uFQgwjK9R3Sdv4xly8LwAo7Fafg4+OFWcFnR1QliXW3tC1e39m1vA3li3//Oli5bOve3ULdw2Twq3ZRQH5FYLDi8jXaLu802LZAeFZsDhpmVADBhFYBGFxhpCxs1gh8KAQbOYCpZ/0u2k2eFiRVRJ69RDhyMt6yrPdg8PoGq/bFmMEYwyLumUkBVVpcdZQOgvWEFTZD8K2OS6RAWaUrESKaUygEFuhKQZOQ4AQQUisp5y2MREYNjRs7FkZjEFhM8PX1X/OwCv1ZJbfyUPzkIFkwNpdBWto8Klm/ACgZsmaYXWadO6OzTwOGKmCRO5YNQNEg8pR3cYOJHYf2O7vo1fWPUBdTGkEoWH1GdT0v1RvmwwK0zGsWBQhiMHYqIuISoqDzKxgT2D2DKcSaGi0jue8B4YvkK1EK6dBLQHF0hx5TG/PrnGFuHqe6z38pU2P/qHDz9fnl+EQMCxJNdxHFe9b2lZwNwUMz2H/4O2DlcveNsJXvnx+CY47a3eIpb1ybcNr1jI8izUqvOcdjXrA4FWYKecWsN5kmS0sJbI6WWYvskLav5zBo13VFe2/IsnpGIskOZao5dfVldh8Ys3vsaEoTKfDiAbKIgobWxOFtEeVjUcK6c0/NsMVnOvorLVxBMRaSLFoCrHqBgFjcqLKZpHj4SxyNuCWO5EVICgiXeYy0idt5D16kHY5t7Lke3fk86PgsAemktzLvds5fmVYTzjKLF4G9sMZVvsHozvuUR1LOHKD0mcGy0gm5LlcgRBidnGn4NHTnd3z1mfoKxhLCA1CS1DBiksgPbDu5Y/JMj5WvL4Hhi+Syerz1T2XgVLMYFV7i5aXQzeCWfT6wecxpx3+sbHPB2OB5OUb/fixsl13zA3HyqtJoevWoiwxk22a5Ywjyf9nYaXOa2dkC5+2gf/Xe7OVz77qlSnb9hSBgtMYsqvS/FsHPbeh5XXFLuXrFr7+qDu4sTjDbI0Kj32K6bvC41qBqc36cRnQHYV0ElqCsZvPrYGcOd21L0/ice/0Qzp3peRtJMXddW5KiwyTWSSGBkXQFggYft1P+Wx7nLuXPukhg7KcUKGpvJ11eO8H7F6s7SumT0TIVjHGYpgNEkuOxOUd6Y94PSprfJqSYuYALCrDDGBduearYg/X7SRwmL8b3vt+aN7QFiWGCEAP1vIXObZwKHnU/XLcdQlOChzFyiYqA+1Hifwumivm9PfZCrSBGM2qHtUaTfGsndZmF+4YunstCKIx8eW27B4YXrVteIHyg+0Ay+oiwdCNT2tDwHW1b9Co58k2dMzKanBoHe2fh3xZX2SubHvS+YbnyLdVBoP8Jgsi6GSHpRhMOQXOkL14Q7FrP/jejNkgM8AC/4dXpyfvdJZ2Dbe5SmHoDBTPChBvkk27qXjDc4QJ3KRdx1hVCJRmcPTuJNLN4RHExZrNMEiggBjzJRlwZGDZx3oPAU9eHzOIw8tl1UQkJggk2RFN4DCzitllHRnOwG/plA/JKjicO5PCM1bdtv3QlBeiUdku18YNiam0WGI0XW6b0EqNR8jC1XnuGMbldde2BhRXZXgi6AoDF3reJruZkxDMkX2v0tYrmpx8nvUV++A4sMIaQtcxPQOJoAzcvumBOo5HjrfIMiyvF5+jwX3R+Dzk52i4dze3r1yBxudNUgUVSPGv/T2OsaGeVusT+uJ67R4YXpMdVZsHJ4HKCI2PD8jEKNs2an+pRlHZRRCWKniugVm8aVDYjbynbdP/oZs+X2H2Vge3k5U4z3ih3SJzOMGkM5wCAjdZUFiQhHeP1cu6QjsHaPj/zVYHm//twzEfPEnQ+iLA56JA5sRKJIPvNoHEO+Q+3mTXXi7vBTABpja/bivh/vG37v1UCAEdxMmphug6BgxCCCnuLOQqLZ7QDRYpFi0lEXQuSM3VhXPyguK1RhMYEMnMkHbjgwF2HewI1GwlHGLwvok1b9M5e2ZscMFDVivJoES3aUwaaX3AS5/UICIJSqQMbY1l7XLSxtEOPVoNWYbnQwjqU8LOmuBuB5qOHuOqgqGGmce5TZu+H7q3z1LfOd+/rvqICDm2cBMoPLK/mLRtiglMkjI6iG3skk4ys61RHL1bpHTA3xNUE8uc2EWiG/nQPyPgmVAl0B/b3dDgae5dye8XM6pMrGEWApWZ88gJlRQDT2V0DjRqWASh0X6hqaosVViGC2b93QIoHL7Qx7ly83ey/qKuA76ranc32Ky3o49puTU7DwN1QQbp3WY1qOV/NbkmEdXzgsPzALubAIFndfffIZfy825OMjBcHyyyKzD9msBTFL4OKZt3db/sgI6TdYzV61yVkgFCcp0CJMmXPPmjgZYmVSLxGByljKnMqAMKObZRxCa2KpBL91lb4NsmuTaVpILcu4a6dg6uUPpqG5LqQptgGBHjf42xsdwgMGdGzaqLuz/gWeBTHnRjp2ZIfLTfj7JpVxF3uGJHTnv8DLcu1r2yG4l9k/5vlBhvCqQMnSOnPfq0DSbLzuk0hMhDaNy3p3OJp3hWTcC7pWEkY8QMjyF4FKMR6AdgSY2X/n4ac3tegntgeEOWX7+RUZyAkwYRF2UGeviHJeqFjST0j2casLzC04uIx14FKDzyrmr34m2yFbcrHO/KhfWF4tVZaqCuXX8Egdd0zg32i+3WUaHr44DHSUDjCtyJ77WrT85L7ho74o66QK/crhAcXjQj+TbiDC9iBQGXAZkYlplRA7YsFBlIdRbHxpC5vJQFCsQKEYkVymotQ8mSPu6LAauWwWAYbJ3Ok3Xt0rix1AWttoDSao3XmkYXjO12FJ9WSVjP00M6ulgzk7QejRyNFezPGllFIcquxNnAdFANUQxRE0/DkKFaZVJ7kLZWV3gDiOszvPPnZx+Au/jDK2UYpAPvp2+52l6T5kbtN8gtjXkfzpLv7SYGVQfbrvZdzuSObnvCIJ5T+0UGHRMYnyvTgXuNiw0Ery1qwFB0ZxQVRmZM7Q+6ZlssnrY7j7nJSWrN7oHhNZjH47W/wZDpbcEKMdBfTMoIiy+a0L/s2u1Dty8SV9QPJbAMwiyc1U06cFds/H71j2OTNNK2fZJGeslOAnzDfa/TBv7n1QV0auetFn68gF0jmHqvXQUwj04DhpeNo7sHh0fsOHB4l2VqrsqkqZF6gYbAaGcH4xvEOoxv2TYO3+bSeiYmX6jSNA11WzMZjRERZocztk1BmybuLtJEY4ky0TSZMxgHNLqFG5aoKlYcpVRp8mYwRsZ9gwaiGh1p3Ett0SW+bZnYHQqpEmBcMjLTDm4JREBoHYrvAGtXxzcPWBLdlF1bEzgUkUhGptjHvEcIgRB8BCPSD9QrzF0XB7nCRXbXZoagcA3grTBlJ4K0qxnUO4b2gi7TdcZPyMCNlAycaylvBoWd5dthYrZwCGlONj0IFBMBZg8GU4gCmvKKTDdvQ5p2yfdXqcOCkZnSZ0SHVO/ZJ+4QHJYGfwx7e7N2Dwyv2JRYjmjBLH/QrWFVFScVW26LeaiJpSKL9GIP3SCDv/olLJlR3DWBZTDDMNrNbdHBA9YdYjVCZBUzngKizvOsXvWicnjcDQA2r3yfOxB4gxYr8Kwyhn/9t57xHb+zTyFQiFAYeKOwfHRc8Lnjgo9OCl6VS2YkPq/g8LzZ4+cEh0AHEM8FCu+AZM1FTTWwONynHE8Iixl+dkhVOKzA/iKOfBmoOeeo6yYCGCP4NtA0LU6UmbUcPDtkOoXJZJRiu1IVEwENEdxlllFV8TQsZYGTgtLYCJNWwEkaVBRickF6V2SdhfMc+mdYLEE8BkOpI6wM70ne18T2p3izweoaVVgEpUpZ2DBg8yRdS5KsEROdqGElu7prbhRS1r79Pc6VbmzsQWGfVHLMXTr2m8u6jzfHQqb/nQkgrnC8R2P5Nd77GBpgiElKp7RZ0pwb2pQUEoE9KWM7x3NmrjIzrf2SJPVoCGBsR+Rk0Ghx2MygDDKjQTBSEBJYlAG7ew8MXzAThEJKJMuxd5xgYKFzWmoqPCUly7R6HcnkiPOEE/4eW2Xk4fCE9ygHwSpK8prE9kkPVG/52Tvd8jg3TAqB7oW98+1PJsBnmPAqqzIx1yJbc4IdBD1Seec3aw9sAjN9JvUjK/yRnYq//YEdHlyn6/l9aFfJEj4X7mQRRtu7qG8JyyWFNRTWUlUl8/kcayxVVdA0LbPZnKJwGGPxracJLcvlElMVzJuATxqAmeWLtXVbUE2fx5Jz+YkNRLfsxGz3sWoRXaRf4yo+4Gm0xqodJIzIYBEdz9dqFKZWiYyQFdcxU1YL+iosMcEQYnbzkjlGLVYLZt6w1JjAwso4N1S8TYBZDCY51VfsyGJfVpjJYQrJ6aBws60DMJPcpLkLOe64g7YdYTYvnFyxOTYqPwlKis/LOphHtly3weSo2oFKDS3GWoYzcOY7FAjqexCoA4HwbmMPSJIYkvi32P4ISgSvISW7iGAxg/t7exPcPTC8BnM47CBrCWJ46VIWWDEYtThTsggzGhoqQE54R2RwHAAjsG0D89ZujDXUoJk9j/hvZS7PK7NNrNtgm5t+JjcwgV1Cym0nhVyBzbxEbZhbtFIEB5wXij72yj95smBshL/7od2Lnfx5ZQ3Pa/ka36dl8061oiIUFVk82oaWrcrinKMoYiKesQZrW0Lw7OzscDibUVUVvvWURUFlAqItJjjKwkXglZJMfBonjRhMzjjOw0cAo5JAYQ8jFKXRmpYGry1eAwZhpBMK8dRSd7Ff+diCi2XL0sAdy9ZJGscdFTuMlE7zUIOQM6CtOgTBCOy6QJPi2042ocusWCtz128iPeBKrk4R6ZjTfJjjz3Ba+QXtMFJQT1ej+Yz7d6LawUAQvGlW4iPPDBQ348KB1+ioB+74w8RrikyhAUkZ52IIIUoIGeuOXlvqY02MYuc71tUqKU3jCRrDAKrC0nqPtXHBYa2CWA7mgikEZ+JzRQKJhL2z9cc12D0wvAZbWb0NHcOSCf0cA6Obdtj0Qb9USSvSqRNGXpnp2mOv5IS94wHVWgzjasMTaBwgzszSnRksnslLcRwIPOM5niNTOHqfst0ga1gZ4Wtf3eJ//MzB6RtvsJ+d3Z7g6nNn7+OayidZg6GBNEDBVlFgXcBah02C1XkI3NnZxTrHzs4uwwAbN38PaZaUuy8lljB0Y5PtXHnDkVe7kJ5WW5Ya3ckCtDQsdUEIHqsOL56WFoOwYI4RcwTsGCwT2cLTUrPEawCJmoBKTBI89IZXrVCm04cMGERwuG4MtgL2iFyLduO9YVDfuWMtzcoYKxkAAyoh+zrjXNOxWTnObvM4lFnFTcCuO3/Qtc99mmMG88m621ZkhfQQFVhGYGhHBd70Y5/AmYBil4DD6pTUfbbmTlrHkf0UpP3fHZMCoRuPY28E3yLGdomimnz12W0dp+UclhD7X4ztTjGf14DirGFZtzgbsM4iQTFWCArOGhrvqedKORXwXb7Lrdg9MLwGG0YeAPQBwb3lnOOejD/uhaWnuDvgFlnDHassBqyhAMGnYNiLsGzSt2jl/c5sXh9yw8msoq4eQNdBYF7Znb+Jz7P9UrvF565nJ8ONgsNv++AOX/XyhF9vlMZ7WlUahUaVVmEelP+8aPjFecMvzdsVMeyLOn7et3YL4PC5cCcP7NALlQgPTU7AiGOhc5ld7hfVnatOA6qeRuc4M0a0Kx+RKkgQJWzEDGIN4+Qd1HPo9xKQiuyaVRfjwMTSShPrFGNQCbRZSDpyfBixFFQYKTBSUiQpGZWA15ZalyzDjLHdx8pDRCzagYQQvTlde7JO6moCTbZegy/NFaoEhSyTQ7rO7NbVwTg7jHOLHyS/0yaikbX5amXozqCwRyldXCb0sZ0iSVfyaPvzVKAoLGG5F9lVFwpkKybfrCShZDf4MW3tM88ZuM27Fie21KwCQGFlxl1tZ56BY7CBdG5oQ0gVSTR4onZ6P2mZ9DzFfvdY6+j1E9M2RhiPy+7eOBvF0YOPz0IhcUFkFIIYypGCF9bx9U3bPTC8YlsPdB3S+o4Ch0uDW14V9tAQVlc13QObPQi6isUmFiqvzFUoBKYGDgK0V+16zWzeypLrDEBRc8r/BYHqC2YnAqsbAofiCj5nq+Bzhh8ec95//N6Mv/AbT67u5O8Xd/LQ7sHhiabAMx+TnrZddJNmB29vg2i2NKCIKibEMmPGjhDRKBuS69PmPY1BfCCEgDOOUkYsdZ4C/oWSitJULJjhJeoVupRJarAYsRhxMQQI27dFgez1EYOowWmMhwzaxGJ5IjGLuEtkEEjH0ezCHP5cs25YTd6GmHGdtjQRqFocRg1BfHJrH1nRDxJs1r5OH6wwiimrdwj+VvpzCGQHnx+Jr4OYQKNZ0y8rbwA2nk/VYjQxskPEeqJLuZ9ntLsb6b7HBpJZvaUuMAgFZYwFpWf2NvY1eWFiYilEAkYi26sa8F6xttd97Uo2pnOv8akgUBaGPJO3QRhV+X5DUMFYQzmOHsQil0BMz4M9Q8Gs67J7YHjFtqKpRHpwTXL/skXyJ2C1ZCRbKRaxnyyH/Ewnw6o9TPz/s/evMbYtW34n9BsRc861Vj72Pmefc++tKpdvPfxALt+yu91YiG7jRkI2QjIIBBIfkBowfMRCtJCQjBBCAiG+tRr4BEiglpCAltvyBxBqtd1uGtRGUPhRbrtw2fWwXeZWnXv2Ix9rrTlnxODDiIgZc62VuTP3ztfeJ8e9eXbmWvMR8xER//iPMf6jrHrUYlS+aiNvguNFIyy8Y6OB8b4p6GuA4m5ppmdAOLcrWUO4X3D4vqoiNznvYy9jP1V7ditfa6MK3wwKRE68lQqbm6Z5NrFDzlyxjetKFmlMoFCSzE0Ngky2ZLREP7dKLt9AQ8vSHRMYjXVUWLkTmlRqb96EXH7uqsHVmDMXhZV7wTasQWGI0Adh5U2dMG9ZuC9xxS05KeDVNMFc3y9XX8nMmUVVxpIkM3PD6g5RMRuwK3droQx1ZzuYJYnUoFCkApxzgDh/bFoxoop20LxalA2Chr17fV2soUn4uHTvktpjbmNxlTtz8+sGj6d1i7SmsPrWNet34AxAXlykbPAIIYUsBEaapgW1OEu7vAQ2c9whjmGIeO+IUYkai7s4hIhz9vkYI51ztNIRQqARy6jPoHIlp9e0837tGRjeo2U6v/4kr3IaaWjEs9ls2QwXHB8f4V31wjpXMp1iVJqmqcDWtOo5BnNmKJwPAYkRL57wkH6/DBSZOrV5i5+BxK6997G8r/Tbbe2msiYHwOHBp/cMcj7MPua+fQDL+imxhpDBoYXIHLsMDid0Z2vPXLrN7oe4FsERk+sQaSqXYQ1YxFy6BJwKx5wkMemUWaueYzkBcXhpDQBWsWOZgUoYZ+7eKR7PPP5FPI6VP7GM6BiIwKjQVdNB1qrQDHh1IgJm9X5xaFENMLeyE2dMXHLjqu1kzOJOp80xe4fi9qbPmGIR82UlkBPTfaA6BiI4TXOZTPcmfZUOlq5SzQ1r8ZEzJuGgXavhJ5grfrpTTFqCxsYijkBgGy+xuE/TFPbikzakAbV5FZLpbheAXdpY3z+HxlCGScWq0eTnnoFkGCPnlwPeOZyz8oxt63GNcHYxsFg0SSsR1qEvoHkMAY3KMAbatmG7fchJfG7PwPCxLNHTFxfnLBZLYhhZX/Z473HegN/l5aWtOGLk5PjIUvCFlIoPYwg0jSeEQD+MbIYAw8Di5CVbaR4WHMK08oRnUHiN/Vo44T/ib5AA8tBadfl8VwDSD1aXqO276E7O9gyqr7VRhW+HSNthNSLiNjGALVn8+ZBZKbrE5KkkcDASEysoKW7M4SEGAzOp0kbCL8ll7BMonOoTZ3BTnW0OvqT8J32VB0FTDWxEOPW6B9jmHl0t4MBOGcow6lw7uStzXJ9Cp0tzkearUIgS6XV7JTi84uz5JlbE4a4LOdeKnhyu9IoohDGapEtI3qEutXEEWYAS0xymlvRbtaMAynreGB1xBN+CNjq7vy5O2pOTS9h2jGrSRIGRjV6iYnWOI4G1XrCSY7wksuUK8JkB5owhpbwl5V6GGAz0y1zKJtdY1sTUjiGybBpCsLjXMRizOwwB5wTvHSFaaxrviTGyTWPvMIy07XNJvO+kiQjHR8dcrtf0/RYnjvVmg/cO7z3DMOC9pa+/OzsDLGalaUwjy9Le7VjOOeI4EoYRf/EWf/SSIHfzeL3A0tkLP+pUw/nwNcGV3pZnA2wQe9KW2MMrof0zwPkk7FNjDQG2UXgzjHzVJqYuDkkfMLNotasyFnZqKhNneg+9bog64kUQvEEB58GlTF1MxgVVlnHc915/gPXNsjCKooEQ0iKeBk2VsCoP955lL2L+PYO0uTSMlUpr41Qxxe6TMjKAHE4wKeeogFlOsokSSqyefeKImkAm4F3DsTud7dvTc3l5YUkU3sTICVZRZttv0Ah+TMBGncXqBcvedo0jjhHxlhzkvCeGiLRC2AZEHWFU/MJiMZ13xDEQiWxkQ9s1qI9khQ9HS+sXjAxs4gUqkzyPqjLQE4k0tLj0vniaybuFLQy8FWucecDM0iJCDdg5l5N9kkBwBt4CooJzsFp6O1dyeeeDHR8viFETwIws2gZV6MfIctEm0GvVVy7D49VVfwaGj2iqyjCOiFjnMwawIcZA3w+0bYsqLBdLxnFgDAERYwi7rrMMPFVWyyXOC+Ey0i4WiG8Iu5kqH2gLB69aZSUhxVjY4H0ePZsoe9VXGiesGrgIdzLWfpamwG/HI37oLt+77aPZAbZyNt88g8MPswe+b58aOFRsbFnEgVO3hLgtiRH5eyo5kplXdyc7tXML/KEpLqGzxdjfadu7cVN+H5olghLjiIi3Chdx5Ool9dVmFTFCtafDuYYQRvIoa3GVddm999tCVixkySZeEgis3DEard5vkMAQ+xS36PCSGNcMwD1cxHO6dmFaf2JgMo6WrRs0EnoTiI4R2iNves8RhktzT/tG0ADagI6Ka+zZalSazhM2liCEh7GPOA/9eEH8YoF6xdPQyQovHVtdM+imsIGx1Mg2oerAQCRMbmE1CZmY758KTnPdbmEChsktHiKo7eswj51L0kiRACp4teSkKCNRcvUVoXWWvCTO2b1rJIF3X8IVmtZEtZ1ryWXz+u3jed2egeED2NXsmnBycmIaWk4snkNyllgSbc3xM7okR4DkeI2h39K0LUOInEdHWCStJRH0DtSUncCrJnLiUqyIkGIYlZWPbJ3VbL7UhiH5eRYOjhrhIl5DKz4bGxVe0/Eldzs53am5eZD2nQ1T32V3MtwOHN7Bffql5py/N558Mt0xqOP10OBaOPEriGEaB5lYtxKxJoeGmiwxMweQAIjQ9pu9Pe7aJLlPNAyIb1P7J5Zvp7kF0OU5oHhRd7zXlmwiON8Qw6QtWu5H7Tq+DihW54ypdJwTK8PnnE+SP5GiOlGZ6Ut+Ye7QEJEkMK4a2Y7RXMF1Oxrw5vnGtc4YQmcl61IoJSrgW4csBZrEX6pA0vtzjUOaFg3QdB0rd4rHsY1rejbp3qX9SuzjFC4g9Q3duxU61cauP09zsRKrREqbf411jKWknYumOBKiJTqJmsv71L3MAYwVG1m5p1GCDvTxnIWzhFQRTYzj49gzMLwXOzQEC0VbKVPMyS0gpBVUnogTLV133LyPqmXZqSp+uWAIkW9Hx1oaC8y4rgkfaDHF3Hjn0QRWUcWrspTIqUbOtOEiOhoxwc47iUf7jG1U4dvQ0DTKqX6iwtF3yX59wvV/PwX7I805vxWPuYzySQDEQT1vx5EjL8n9Z27IuYuPKtFhxvGwlOPiyoP5IrXpL+69/e24YeyOIMUNRo2pOkuOY5sSSiZh5DmgmwSt55bjEVHF+ZYYbHFZP9faTVr/DZM7ecsaCVbC1YvFcYpzaIhlu30RmukYi4VlFzcNUxwk0NHtvWNBRy6X5xOIUlAdcQtAYkpmiUiTxIpUcStXVgFevSWMiMPTsnInoLDlkkH6Ek5gjGlMDnHBCs5McYO5jN0h4fIrrZbiSbGYubJZzBnhYHGNTNV0osYZPZPF2CfJn/y+Ti78dTzjyL1I9+c5+eTzN8kaRbEEp8J1+E32vi2gMnfCGDkblDWNdeA7fo+iwnkQVk2O37E2WbxL6rMa8ap0Gjh2EecaBj3U+mfbtV6Fy+hofcsyfqLg8Nk+zB7BFf9z7oIfu2PGhJNGNZmXgBJUnlzoR6+OXiPLNIEWjwrmNyFr85WJOU2mkpIUmL7L1g4PF77R9JcM7apCZ5S4tEkypUrAAGzxf3jkrIFMrp4leCMc1HQTG20pGc9p25iSWYysksLkRY2s5YIlR3RMNbuzy7OhTUycJKBqgGsSTauSM5SU0CNFdLtcWNp3LuWWJolCfOxAfqW4g0sMKYJnwdKfoKps1OIJp3tiTKFVmZliEHNFl0Nu5utmKU0xq2njHZJmOqcSp2cr82vIxynsqVp9b5eOY+9zxOHpZMGgZ2z1kqUcP+r8+QwMH8zSqpcdyn/38V+R0l/o8FRnUWPgYoy8i03R8roPGwv1nkVnpQxK1mFdCgNRjtRiXTqFjVfOojz9RItHtBxPdeQU8R2L8ITdylfZhwKcz9GdfNdSQ/dgP+CCcfnCkhqwdzCqsgnKuxE28enEBkcV1gGWjWn3odMYBAkT1q2tWTF2WTOh7T+sFOTH2HyBXGcH74Ck/EeFVfY0CJM8TSEZyJIx3gKMtOVYmp0jRy70nECo9yiNU5RRkiC3ejq6BOqsIEMfNwXAGU6KBeTMs8R1xoJNJ5jkbDzeSvyhjCkZRw6ArTlzmo/kLSbSH+NxbPSMwDBVvcn3F5nfN+ZtqsHsxC8fCEQomdkUlrCA6sod7cQqvhRJ9jgxiHkzA8URmDQ2C+iUedsEoY9rOr9C7nFef589A8MHst3XL79otSsEOOiDLZ8k/cJxHDgflG9Dwyj3P7nOO1oFDlPchFHjPi3eI07hq1ZohsC76Bj103BfPYb16jgLjlcS2boWhafLHl4V8/JdT0Q55AK/iWj4++7bPQHnZvuOvjkqhI1DOG0cx43wZoi8GXl4qasDpggXwfGi0RSmrxXQ0P0pvWQm5wNompgfMVZrWDM0y4yRcsMK52b/FataUthP+34ch8QsWp3dcoyoSYcvs1QOsMxfre+PCDE5KSUzdpqfuWPBKglkQ69bogYCS444AVVa2pJoUddERoNpR2r2HmXXaCUFk04UYyjJK0d6gmokSOCCM7LLuGSU74BEAcR5WulYyBGNtIlcibTSMegw3cnEvIHHJVaztKWaYwtoVq2yl3dqRJcHVX1aA7gd4FneO51LG2WNxZHRklzUElfsugSPm65bwJKXLZllpH/c9/bRzvyZWmb2dPdDKd/aR+/JHtvf3+GcZxxH3m0Dr2NDcA8ACqHqWNntsaOGT1but4FKRPDi+KJRVnHgPDrOo2e8SojsO2wKnKtjGbd0ztw3Q3tSBneAbnzC2ct3aZ9bnOED1sC+reV3amhXkCZoh+NV51hI5JuBa2WpHsqUgaDgpaHUA659s9lSLFlJNqiYI+VhXci7VsSdS0JJ0r+rmaXJ15t2UrabLReXlzjn+erLlziXwWEkEVBl94jFLUpm7STzT7FMPbWkDwidLMjqhZcoW0aG2DNIb/V7aejcglGH4vmNubxfamPV8NSWqfydVSmh8pQJpJj62f3ZTZbBYgAbWbBwKxrpUnWTQMT6k1Wv0RIzmFONEHNnW/2RKcs4t7ckMKniUnLI5A3Lz6tqyuzqMgk4B4lOPaGKNczvYH4WdRxi0DF9bmBZC/QH0rGmmMjH632f0Sj8REw8Wjp+/owErvJLmKxgw11GLb9gqYMnwesQAmf9yOvgCf5haGZrupQOlWM9qFa4iqKpkHtpvyriPEuUTiz+8F1wXKonPAPEmY0qvI3KFwx4fNLoSveYPHmbTYO7sREfan17VJ5XOxwOxn+zU1uxEa4GOx/CGn4O7uT3Adn3gcOr7tsD3Zd2WDO2q0R6mB/5pHU0Tvmmj6wfKVnll+qykSPAxKIHN/lbBUcpJp+AR4ZKNfP0mNaNa8bu1Eb+nHiSXJRAAUPpj/RfZdv3gHC0WhXgJIhVxYoxzQ+gGnDiiaplYZ4BWg1SdskIc7vauO40axpGLvQdTWw58S/pWBI0y+xY/GCuhiLOV5m+pLZouYq6fnLWB0yQyKRxUMY4MGRlBgUnDW0ChF5ak+pJVUW2rBl0W9jAWMIL0r7Og7oJHEP17koBklSYKx2pbFPBQvtkhyks1zX7fP685yw2e5ZDyMTlco7TM1uKCZc7Gnoez3P0DAzv2LJOkg1YVC+GIH73LbGsM919s3ZMoxLCyHYceRs9wXseYrgTLHbQMgJTW0gdoZRfqjvSvEB5HsQ8jpUaQLwMkW9jw6CPFz/x9Ezo45K19IhsaIPSNUdpITEfaOrBdgKM+UXL9Vxne6QtHNthIEala5uqbqvQtyepdFOkq0Dir17OYx7/4DJlvT9hJuxB7TNhN5thzdgdpQkuEkNk4Rw/WDh+0ivnD6hJ+ktX1RGvzMeY16QVs15Xs9BZP7n1Aqp+t+/qGReyThMhUCVnABmiFMdMAh9N2xAT85ZBmKQ/bBv7TDUizqeMYi1hPqpqGnpQxQQqPmkS2mZKqx2IsNF18mnamOKloaEpTTXXsZY490OzkDgjRuyc08SRt3V4FrIEhS0waA8iLNyKhTumkVT+tYrJVxGihswT2uclEcmOHFMCTky1pLVmSBPm06oxkUkIO2mEJLAZK04nA8wptjBz1hlsR42zMbfAy0OUY/W0QwxECbhoyTpRrHa0Eq+QYHo4+zxGtidkGkb7uWoD2f2jXqUcPCJZJf1NEHp5GFAIVvHkRZMSZGqas4xyO+0UrdwlWm+d3MvCkYs0YgB3Hd2eQPZ31QIN63hE11zSxIiGsegIGnuYt7QMREGrQesqZiTf/TQ4qvL27Vucc7x4ccKy62wQFIdGC/C3eCihHdb8nR1g+MeOu+mP7zo4vEtQ+EFs69263Zv+krFdYYtVm/Qb8Xx/IbSDPkjc4U1AYTY5/j5TfvI01uzajUHhVe/yQXb8Q+771A/rusWzHIuZZ9x0Ck3eZp5gMSXgpMob+QgaEd+iqWpRBitLPSZX5phZxSZ68Xg8QUZ63VaACVqWe0xjfc/z+J6vSaO5tOPeArVuK8XVrKq00rLyp0lkRst11mNfPZpNLUmgLSXn5CoxSjT9Q/GFqSxVYSqmNl9//ZTqRVB2BaMZiGoV12n7hTCaMLh3E0CMasD0Cv5DUavOE1NFFjwbLgmMKEqrCw6N6A9lz8Dwjq3Oan+/aVn1VMuZ6mDWaWIcuRwdl9re5uAfbUdOWbo0EFSnPaz/tDfqMAHfNICJwzthhdK5kXWA17Fhq5+4O/GObNAFqg5HIMYRLw2m7xoZ40ArHSbFkeSKJE+MlAFy99Hk4u8AIcl9dF1L4xtyXMveWgU49wt+bT13ZfzoqONauwt38ucWZwi3T0R5JPd6M6y5pDU5DRHaVkCFV52nlchPUtzhfdhtQGE2HwOj32lQcpeWKhM3sdsucD6IUdwJLYKJ9XNu8soUXGGad9572rZJISRMLF/xhWYqLlNiivgm1YTOi8hc/u7w3GGHtYSNLi4YdEuvGxoalu6Yxs0zna36R64LnFmxTHHp7DJryF7ApGaWV0oizNKfZOXBcoM0xnS9yfum1ZFVDehVbZBcC1mnMch0E3OM5xxW1lB1ujhKlFS5rTEn2Zggt5LYSYyd1JjEukWKBmSNgY3cAXGTfqKpAqTayan0YHAj6qp79IjA8Nmf95iWV3F6CBROnUNVGUWIDwgKncCxjztrw9ShbzLg7gKU1DlzvKIXx5FXXkpPo99h5qmyiPAutIziGXVkEy45C685C28Y4nYaUCUH1pcZptxuRVNMUPq7DJRKjEmAtutomgl8lDqfkqVWhX9w2TPuPMMfHe8Aw88NwB2yqzKOP1M7YuDN6ze8efuuxEJpGDlthO93sJS7z5X8EFCYrRnWZRy1iVwSbohXLGB37GNZ7xvu32zPmIOSaECjAKq6P5tmY9/3bDZrvDsA6QrpNfX8tCdg8d0kF3L+/ur7MX3uaWjEBKp73Rrzlhm3attpLJfKbVqDwnlsqkadfrTKRgY6v6KRlhD7VDUkFrd11DRuJSAVk/TLDJQmc+LwzuNdU35cVu3YWzDnhmnyLE8u5fJ5NcbmVJ5yPaX9BuCc88YSZu3F9J3FgpLEuW3BsitDYx5BcykfyQnHcsrCreDOe9rN7fMd4T4FuxZg2UuVxTgfPnXdXBOm2Xng3FWngAMDQWrxxIfuAEoBUcdSBo4l8C4Vuv+uW6/Cu9jwwm8Z4pbGdbSuw+Mn17EeuFNpYO7ZMGjPsZyCpny99Px80cBMgxVpusjkQwb/wK9ezEuG/fyi4fQmCU+fo3TNpwIErwIpt2z/z7464Zt1KN4PwbJRj7zHL4Rvh8hFuJuklI8BhdlyAs00Ftl/HywTOd/3991n1eJ5sT4XqQFXYcaAtm05PTkx9tbNSwEWlj8xgrsgxWLkbAGuzthDBcvsrfFdDfiqrOkFC0YGq30cY6nyMe1XgSWZxiMFXE762QViWb8PpQZYoo6u6djGSwbdIGpu7ZaOVjrTCSwyMNVBq0QaESNQglBVNElVxSRLnVfMon0LxNkMdtUzKyc5sJUgpVReXnjbHwmIO7Gf2R71X9YKjZFGFnQsyly6kcfTtX1mDB/D3od/0vexiGVeXZroPk3yKlCr1aZQGCtTmr/CRTFbFeWBzP7KIDGEkagQq3iN77opcBkFJ0cc+xes5CgNkCm2tM5krNjbnOE2rX6lMIE5jme7MdYxhLDDH0wVBrL96vkcGF7pRr4L0PS5AclDdpP75P2Hu5GvY67CeGtm7OtVbodNqiK2UFw45QcLz0tPKff1oeDuLkBhNoslzOMVe2zSQXvoGFnx5Udcg+Ipy35xZWyFnNSgLBadAbykVZhhjWbFiqwjWA3PpGNqirdzvkXEqmNpjKWmcQZqMxAngqellQ4VZaDfW/BrDAVE1pSF7LS/OmjxGBUGL5WHbf0S77zF2xEZZWSrG9a6ThVMJtmh+jh26oqfFNNMDDGkZJCQSJWpZnYNgi0cpz7GYQJkEj/ahXTJG5P2i2Esbvsi3CGujMsTUxpLNnWMkRBDqhijM/Jk7hF6ePtElsKfgc3CG+axDnvPX0mZaIpznqCweWCJl4lp16m5ghU1r2CFHFhbpOgRa385mpbPNCpjGNiMcEbLWpo7YR8+FxtVOA/Cq3aKJ5zcNgn2Ff2tPGBpEcltaIka0kp/Wt2vVit801iNU3HzV9AJxOlZ/t2L7axNP3pxfN+XPdl9xRl+jvGLcHOAc8vrb1PixtgdpQkrgjoWwzt+RpjNHrsg7z8cT258nruyZljTN0u68eErnADvv78Zz0QL7SDFrUWNaREOVD16vV5zcXHB0dGK5fGCwIhpPPgS52fHMd5p2ns6EjneTjwiDTGOKTmEBGTmLuIM+FpaBgY2XCJaax5mfcJoFVLmqLH8YuPJ9GG9cM3gUNVqPfe6IScrOjxZQmaQAYeBvExUuhRHGGTKPBcA541djDYGWnnEkHDWBCZrbcHdxqtapnLNYmSXdXGUz2IptYDhvYWIZCDsyrwHxrxrNCZ2lsDjHDgYZaShZdfB9tD2GY6Sj2sH3a72DXv8OuUdq/6eVhZGiwtno9A/sLyLAN458kJ2Lz6ldj/uxGNM20S0Sm7IsRTjYIknb7RjcM3+fs/GuyB0Ihx7myaym0Jcnaw0uVNIA+BGL9Ok4ZNY6vy4i8WCvu9xzuGclME+HyJv/vd2gOEfPV4ytKsCFma2m1zx1NzJddtu6vb7VOxDEiduee1Nf3uXbAaKhwDiXTKFu9aNm/dvBPfHFl5zf7vhYhIUx/xAGoPFA2bgnZiskPp727V0i4Ze11a3OFoPdSJ4Olq3wOFwYhU/stRK7tUTVrP+6JxPKgR2/dkblKMR84LTaYNDCBrYyJpWFmUbnDdwmEv02Y72TwaOB2L0gKRyZkDKOVu4drSMdAz0CIJ3Bg57tTrNgRGT3WlwOCJhQk1q2b8utT1IoK7DWnMxc7Yxfz6xkZNJ5ZhJQFNjkgqf3OZ5wV6bVkcTsdhDh7c2k1zeCRyWijHicDPAutf6B7fPZHR8OnYnj1It3kScow9YzeEHTDwBk6ppvUeIqT039H/v/q2JyQJCDAzDyDoKb+kYHkiP8VO0UYXfGz2bGHnZKK04qzoQ46QT5rI8grG6QUcEx0KWtJI0B5lW0JdrA3UxRkRgtVyk1S6gnpwZGWLkoo6XAX5m8YkOFe+TIfmUAeKHgpsHvPZdgHifoPBTsDGs8W5RuTZjAYeq6VNn2a0hBhrn6d2GkMWO01gaUaJuGOI2yQ46jtxL0xyswMUOHwgaEfHgGojjtFXFhCGORoRWF0Rdm+tZYnEa1zq9MSQgmrKrJxZMDaAl9i1qrpgiqbRrTgqxyiVeGkYdS53mHHs3LX5tnDM38X7llCxZM+03fS8AOpVwnb5IYLXEZFYu+VrSJv3aSmsufjHG1I5twuABG39VUgx3SoSpE00yMaJxSlARZLpmqTx0j2yf8Kj4uVpmbyIxwpvQMD5CMe1GSCLItdv46jd2r8Rf8m5khQCNgXEcOQ/CO7pUzu8J9IAnbEHhbXBsVHjVRJZIkrFxFqNTxdhEHbkIZ3TS0cmSLFWRvkZEWCw6Npttykq2uCMgJRkIKrZSHw88Fy8OxdG3J3TDJzK53wQ4fa7u5ZvYA177dwoQXnNfN7rmWLudhISs/ecSyIo4JzS+IYyBjhbFEdhh4SXtm9ymY9zSug7VOqmi2pSM/SJOvC3YZRdBTWE/K3eMV88QewNUyXM9aRWmGLoEdDTVcC5XpbEASCUlNEgChWoxq7tWtA13QGHWEKzbWbi+5GETMSBmTZqObSA12LkdZFmbGvxZaT0/Adsq6SRL6ixYGYjLAt8l/j8yyJYLOZvmSqEA1Qy4Y5hAoXPe9AtTOEFxO1dz/WPOjt/REfEe7ZaBAbsagZPqurmQL8LO9w9kLVXH3QV9O1aF70JKSNEU+DvqQCTioudihHfaPljlls/BFNhE4ceD49QppwSgx/uu3EIR2IYNqNK4trhqbFDOyBzGcWS73aIajS1MsTw2cluWnkDJhK+tqVbtQ3dC2+9M9E/dnXydPRRA+q6Lgt/G7kxY+o7tI8s4+lzCL+nwIelP5vp7Q98TQsA5x8qdEOi50Al47Jkk17RGEE/W2zvkxynqA1OMTz5AcZuSWMGFrGhdZzAsBfqJ2qgR41hATTnP5OGdnV9EwDUILlVMmdhEcvhUYgRt/7pMXf2rTserTpkrkGQ2s4BDnSfZyU5IliS2NCesTOGFE2jMfnktWczJ7ZuSSMr9q67VeU9ycFvbYkyaitNc6hJb6MThnDcpm0IMPa49gZ723bEcUwA7Dz51Co1TKZ4Q4SK6B3chg73iC4llgJjaPHcpW1td+tq2U4Q+rAlqqfaBkV57Yn/E27Aits8xhR9iQYW3wbMBXurIip6m6cjL+EG3iDh86tJ5AshirWByNQBDPxQXdIlDSit4BcYDwLCURoRrFwmfrH1XmcOndt3vy66Gj2/vbcD5ocVN/dktQWKrDg0bY9D8EpE2ddZ5mbdF1/Hy5YvEJAlCx5GcHhiDTbc0asCRwkEwVq7Wcpz32Ow6zglscY/QKONDYrLqCUvRFP8+xdrlKicZaOUdcnulCPOP9YGgtDDNgZkYqQGXTPflqhj+XEPeXNR2TJfrOlfXlhnTfI1qOxevFrXOYP5eIWjgXN4hCA0tS1bV98mN7VxiRaW4yjVJ/lh96UnzUTUWTRhxLsVbPh17QiPCZ245tZ2Kpia9woLFQJTP4CIKW3WPgqGcQJsEOTP1ndPntXY9lLgMW+3GEBgZWMfzyu2hhOg5147YtDyDwg83RdjQMEbHKwaOGfBNi6rgaWwCqV0RMslaoCFVUmhoGl8EcPMCtlQGUKWRrPI12V/6vXf8hd//vXRcR98ez+oqA582awhPDyQ9lD2V676n7OoPtnt4d3sZWGgV/8sEjYDE1Fmc3DCMhHFkHEaOj1d0GMsv5Fi+TMstqmOo7a1CFrjOAHFv5JUs/5KOl+oEI9VcVACaJrYw7yomuZOza2eC4hm8TmCxDm3ZnwEqncLESCrT3cmA6qqZI8cGZs9aHSvovCtSMYXZTHPW7Pp0ynIun89bSEwsrMvC5KmtJEAoOrmoXcpKDuOIxMm1I0JK2rEMaJf0aaNoIpClsMiPaU9gNPgOmRx+4apegCpcjMJbbR6FLQRjh7oUiyF1/ceqAwFldWYrsIgSGHVLJKRYE4Xo2cZjgl/yDArvxkYcr7XDxZ7VOOCcY5GEUXPA91RAXtAYiOGC5dKzOnpFGAcbaksgt2mkZR2ulRf+5IsVf+PdlIH8r//jb/hzX5/yi6tlpgke5+Kf7fO0p+ZivykovMq1fAV4nXxCQAWestXgJMbAZrul69rJpblrtRs3HyP/VwNKHbdWgUnN31s7TEfRigxoAoh7SRzJlVyAo+b5S6t2ZBBEOW99/qtmgFa6CdxJZIj9LKZSwESvqcmFLGwTdwgLLIEngz+XXNWVRAyp3B6QgGMsbvH57Z30DzO4zmc1F3P6rtaUTSSK6RSONNqUe1BYSiJjkh9CYNAtHk8jHWW1/oj2DAwf1OYDQQaFJaZDHJuovI4NwyMknGRrU7xKamQZlEy9XoxoyiusPDgAgqNzK6IqjTTEGBm1YdDVo7/on5sNKvwkdnzFwJKAqzSzEk1gG+Z6osn9IyLGGAKTsLWCKDVn/T/4+e/zn/vbv1VYw60q/71f/2f8H370w7Qa/kyB4VNhzx7aHvO6PwQUPqXndIu4w4HAQnbHzSqxIgGHcRy5uLikbdvCG0wAJVbTiO7FoE+wCYw9TIv4nLAmWtyn5RilpnByQ6NIcoMWj0IpZiCzsykhkQPT5y6FFeWkxCtjI9N1NbS0rku3QDl371C1xA6baww8LmQ5uat1SoxMVFw5prmIJ1dvJKJOuQznpTbxpG0I4IoUmBR2USpAl3UPhVFHLniX/kwjaQKB83AxE7MetCfr/U6JQUKLS7qJqfa0GuAser9X3rH7t+fKJw9lVeCs/WagMOpU9q6P8G14XFAI0EmEaK7hmMVYIfeLtKBJK1GpBwOHF8+xP2XlTljKEcIClacVP/G52KDC78WWS21wrgKF1aodIBC5lJ6e+QQsJT6U9EyFXMv6j50s+fM//cVs+//g3Zr/4+++s80Vhna536jdyfojAvU/S3sqYOap2McwhU+NZbyBRZRztlzItkz9hyCAqhooVGUcx+KtKVkdlZWqKTsm1Q9MyRWFGZMGpE4ENICoOiaXssP5BnF5uwRsdETjWOIFxTU43+F2NGmnSiNu7mE42NbEzO0QqpLcr2TGLyephLFsOqmxTpVhkhAMTp3pPOLx+LI4LgAuxwb6XEFmzsxa/GRIwtQ5XlIIREYCo46McWCMfZWpnJ+qQfpIOgYhsZuxAF6webOVjqZIjJWz79+oB7JnYPhgJnvPWStNphiV1wNsHljIetcEaB047y2zKgUZQ3rV65XuDguYGUSnSXMPoX+ugXyvFlS4VE/M4kK1zEIZKG3V7pM8TZ1QVFa9abN6cPtXf/YrfnZHv/B//Js/5ps+FHfJZ2mfIOC4E/vY686l925agu9zus83dD2fupes/DELf1ISFAyszcFKjJHFYmFVimDqs3O0Z7aTFXuVTQDRyuIRDQBmN/LczNWMBpN60cwKan0wTJMsfS+Syu/5nXAj2EN8s+Yrc4YsJaHEMI/H15jIiilBxTJ+Q3EHTyX/sqTMFNc4JcIYqeFwtK5lKUc0rpnms+Qnz6RNPl5uQ07WyeeK1fcZXJaM5fxZitnfdfwHRgYdCATTQCTpJErkMTnDZ2B4x6bV/96/7TQgbKOyfmRQCOBEWeb4wpRG752BA42ayjnZC17HVUDGGokGT50y6GO+3t8Nu4zCj3vHNqb62jGXurI772k4llMa6XZiZiAHoBuBnWqLpqzCIy/8T37h+7NzvR0j/8N/9DvFCda3R/sNemYNv1t2FRDcBYq3BY43PfcnZF6XLDhiwQqhOQiKUKXrWo6Pjjg9OeVotUoOpyyPUh2w5hsK41//TPXsJy5t2re4kXNG7w5AzGF0NR499ENpnwnwizPtRUlVUqqrm1saa8qCtPJ4ZPBXW4gjIQxV0ksCcLlGMjn6aR7vl8e9hVty5E44khOO5QVHnLKQJTAllFg8os5YStIxY4xoSJqEIcy0CU2c3Obw3BbKNxMArk1VGeKWPm7Zxg096d+4LdVSHsMeH4l8ZhZ3VjmHLL/QOVhXFc5HITyyCxnAA750jlgy2pxLDKKzOp2WTe3KiqqOtyj7pWM8JiX+XbColsX+48FzHj1jDIQwEHPMSmILp7VqhnW1uwcG7VnHyzTQRgbd8h/7Av7cV3Pw91e+ecdfe31BrvX6WdonBjgeze6ttFyY/3wmtulHxgDvzrb0Q6AfLDavjKlpqPTJvemc0LYNoMS4IYY1MW6qhEBmbmbd/ckMYR6P87+pPRMEC2QdRZHG3L/UoPP665oAohb20DcW4uIyIymu3qpEJk1JH1pCWnL5u+ISTlVEShx1nkMrIIZWLmmYrjPFRzrnaN2ClkVy3Tap6ki6h9m3dZ0kDpPHTKvPRQTxbqoJXZtODGZ1sNJGqjuSYxnzIv2x7DMd1R/Z0qruEHOYQaGltVvA6dkoXPA09P28pMDh2epmArKlc+RxKRVkn1Z9VeyEc3Ty7Eh+KOtV+Gb0/CQ0bIPF4ZRJI1uVYa7ZVQKMceAynNPHDf24YR0v2LBmy4Z/9edaXvj5U/yLv/47rIc+Mcg3sOtYw/tiFJ9qPN9TbRfcUuPvHkDhVUDwUwSHB+5PjIoTIUTlct2TZVpyTV5gRsNl9ktTjKBmt+1N7abYIrlPyTGGiAHEEqIiZOi0/zMBPQsMtOS2GEZiGFKbs+yZgcTMTiqOXI5OqpCWlRxx6l9yIi85lZecuBe0rksAsYpjFJl/luMSy22sQaRHnOBdHR9fBVmTYg7twHMG1rm9v52b4hWd93jf4MXjXJMAbHVrd9zIdfjAVUTSsyv5MzIn8/qI7KwUckaVJLbtfITXoSE8kQSNgFgtjDqJIbmNi9ZUdT2uDuKt4mRykG/r3TMwfECLCOex4fdix2X0Vk9eXBnEzVWC/Vtii5Strhl1JOjIpZ7TyxZxlkz0vUXLf/fnjmfn+af9yH9wtsYJDO1qvyE3BT/PbuZP0+4aFN6EGbzq+6fC7t4AvDoRoiqrZUvXNpO7t9oml3abxXBXMWv3QSCULNxyPgOh1r7E9pV/3eQtqICelLkvZznXwEYTcxZS4sqU5WvuZlejSxyeRlpj9fB4tUoiIoL3TakTnwmWkoCTyYn64nKsYRV/7Q6xggcAmrhqXkv7Uv+exlJx+Xmlu5h98DWHuXPKmZD2IXD4iI62Z2B415bYs3r5V2Lx0gJF0kT9boA3sU11g5+G1cx2/TKXyMm8sBVXKPLSGXbikkUcnRP8MzJ8UFNgq45vYsN5Zg7J0gsZHObFSWAdzujjmvKUxUIHPJ4jOeVYXvBf+f5X/OJynjX34z5lJd60Yd7fDAheAyrHdsXQHMiGfiL2zbtzfrJ+IkDlQ+19QOsugdhtXcUPxRze04LlaNXSeGG5aDhatXRdyvatNzqQeQygoqylZzgUe3aF+/MmNoWT5OCmPI3NWUqpE01q9jL9Pm0bZ8c5HJOoabuQvE4ymzVnoKtm8tJ3pU5zdqWnM+bfnNuRh5GpTGhOQHHVMevYxPmt33X5Vt9UhMi0zewqkgTOPFaxWHJ9a2Zr2fv60ewJ+zQ+USueOi3UuGB1FbM8SIiRt4MaKHxiMVpO6vruUq3AEh2fKPgUMmz/jQFcljOgAEivqfNHYT/r7dnu20YVvg0NMHLCaFVS0iCMc6gG+njJJl6g6Gyg06T91WS3j1dWfv6udjINmEOzpB038wZcVRv4Dibdg+c7ZB9Tn/gDtPK2Y2TpA797Ad8/vmbfT7Vu8ntB4wMAt0O6gU9J1/AaCxHyJOGc4Esm7AQDNMW6SQI6ThwqDY6lSa6QXKc3QQ7C7RBGlmypWjNJVwulxmYJCZz+3s24fV+z6nNY4onfc5NPElxMwFUmD9ZV7tY8xuWYRQN9aR4rx0nAMlZAbufySxIL2du+AxudVHN+JFBXprneXRw14mWaN/ew/XtyFe7Tnn5P+sQsrzhyJlgGTzm4dgzwdoQ3sSE+MVAowKlXPLmv1On+GTHOnB5Ico0Qg8VdJDY0DxZRnVXheLZHsQwOhZHjccD7Jq2c7dmO9Nij9TOXlgqkQk+JOXYMcT5QtU5uPSF8jG39YnJxPNFX6ve9esG7dY/zLY+75v9I+xCg9SnGAT6CXax7UDg9WRkI3HlNJhBifxv4Epx0rDAR6CK8zFxYet/myLA+VUn4qG2WIDHv2yW7OH2uoojulkmtDpVB44Fj7bcwAmkReiDxQnbmHZe8HVf2MAXnfGHxzLNb/53nZplukWoJs5mdu2JSEVLGMuW2VzgZYpKzIZFDXBNHmMCte4IutaeFTD4D24tJwF6QEJXz0WRF3sSG+ERv/cKRmEGLw3B1kG3unrN3vDgGyqCSpQRUlXWE8ESv9btiowo/CQ2XkaLOn8MBomrKWLalcmSSf6hlGlDodwa3NrmmpzX1/ZvM/3Mze2Am6Zg13fJA3OVdm28e7treJzHz0KDwYILKHTOw9+JO1sJiTZ/M+1UOPao/z7GIM5P6nysg0jWsU0l4mfyoO4efu5hnl7ATN3/14nAiF676fvo1ZBolaRXOWdTdZE4p89LhI051kKfr26E10nx20wVcBoQTi1kEuJlGpDoDOTOUu5q/eYcSa3no9j0iXnyese/Bdlc3IkIf4JvRc4knPlG6w+XFUwrULRP+NcuyWkB0N+kmxMgmytW7P9uDWWYOxzS2ORGCjngaPA0xBoJavE/UfXFV1ciwM4B2O6uEj0pCucH2OW4oD/K3ijX8UAD1AWDDr15e6eKab/gRoK7e977AYb72p+A+/lxM4XjVcbRqKzellOC7kkQxSzxJgKieNjL40GuG571TK0oojNZN7erZ6vp5bKaX+p5GliNpKDGAs92q6613yBnCV4HDQyeqM5hLvGKdRLl7ZQdiGPeSULBn55yfxqnZeXdYSEyGJzfWkdzeuLRQd8lj8zj27Eq+Y6t14fKKJCKMcMvu+PDWitLmOprZckaXXL0qnK9+87ytjFHpK8r92R7XRhUGdXQxECXipeWoecE6nONyjCjTqrqubiIie67kZue53vdj1hinANjbxk49tN1nfNBDMqAPAAp13F75nTSL68/9icUaNp6SUWu1iyO7S+eBIRVx6+Y7V+/UqNBHYVUuf+oQE7M2ARpJn1/Gc0Q8K3lxfX+tgu00/52OVMYIceRZzYi07DKt0apg5fXef28mj25EpEmZzTnDWAq7lgFVPdfu9jaNAdl5N7Jre1ZCMCeFQgmf3Ou5E2rdOYmWf8udyvGPMc40DQUs5jFVbXE4FrIABKeeVlpicnGbmx628niI4en2oE/ZkqurUNpR2QT5BIAhOA3EnDijuZMe5rlFXOGcs35hjluxqify7EZ+QhaB8yisnOJUEYFRI14aOveFZSjrGRNXnIdqe5d3XckNA3XU9JVQ6A4SLX7vYuDli+XeSW6chHJH7bipnegN23RX9sSSWa4Dex9ynGsB4n2a93fKiE5j6QS0DIQlORWZJy/ABCQNfDmUSB+Eb0bHD1yk24vxU9Z6wciQz1AYqoGB5garqtkWGTwpqLmU0qiwm2kr07azuLy080w3MIPM+ayYAaxJ5ThiTEqJUgG3XMavGqckgezpDlgVKJczl2e3R6dwmtnJZeZu3uc09u9bmfNULZY+VgUfqMCyCKKKikMKuK3JFvs+Y4c91vKB7XnWvmMrkiCVcGlUZYhPHRbayyCZCk/8/5SFPH9NSwcle0FSkC06LaQetPXPdhO7iI7zKGiKe2mkYeGOUjWABQ5fXDaz4Ul1nzEEoo5XqWvc3t7jRpYc63BP57jS7hNw3aGr/cGZsgOAScftnYHC3ePe2N73vO7rPt0gJjGrO9SfwDw+raGhkXbmuSkxhunf1glftUqT3M+zWsuAaQpUiRAokZDgoUsI7wrbYeDmVTuu7ukF5OV4RZ1f2+zzoi148PRkcsG5XIWl0nucyb8JuarJngv3QMxkcW9fwegXke3ye5rdirt4/7jli5phdfU+9cJ5ijms/WxFVqd85h51/nxmDO/YZh0/dYSo+mSTTeaWifQcUHvF4JH7ThEzNdeFiEDMg5in0YiXp+9C/y5ZVPh2dDgNHPuhSpQy59WCFYE8sU4xNIIw7IxUXbNCXGer3zQwDu0x7XCxf+KPZLQUJepOEPdVg/T77Imxa3dqj3ht9wEI32uH3Mlwty7lO2QNc9brlAA2MUZ5DM3emiLTvAuw0BT2k9m1xO1XwESBhpalrAxkpu8jAROi5jDGy+P+Tr+yMA6H7ALKIl3Gwb6o5ApfMbGht1nZGZwV59E4pnknM4OplCAA0cp/ippuYKzuQ5ZYO3DsvUsvrvBET9ZbZ5Yxzp9JtUHZbne//G+pqWy+5Om8VOUQU1sls8iPZJ8CWvnkzQl4d5sO8fBWVmmJCj9Uzs82TCxS7kSzH/vKpZqWXmDJuBdD82yPa6MKb4JjCJEYxzRgWfxO65Y49SWOaFrZKqsdWYU3QzD3EjENYlfrir3X3jOJe++nzPiSIW9swdAeX7vvndhTYA3veruPsUdIOHkU4JntQzKUDzyHzTZwftnTDyPb7cAwBC7XPUOIjGMkRhjGSD8EttthNsbu5uVq+c++CQYMGzpyIoPD4aXFSXMNY7gPCkms5F6IXfrvVaDQdpW0/67HaT/LeLf9tmFMoNJbm9OxYs0aIgQGzuM7AmHGHNrYVoG5Q0zmFW04yJLu4eLEKtbsLnmdvDM31tcec2hAKumXweHOXXosewaGD2EVJf2ULU+6hYnZfS8rhiYzhjU9ngcQqytpL9epjLTPnOGTs606ztWhUQlxTPI0EYenFcv2dfjEPlhUzA8X88onv7Xp0zf2+PsIPxmuecc/BrCoxTSJpNYIiKRKq1foqF1rT82l/D67S5fzPdijgrYPsUdKUBnGwDiMDGNkHAN9P9I0BgzW25HLdU/fB7aDxXqHEAvoGBm41HMigYnN3z+HICxY0Uo3c1HP7eZ9ps6a/pBjuDwn1AdQZrF4e5I49dZZ0sV56obMJXMcLS0e02N1VVazxjr2UCdgloBlEcveiZfcjQctbGK9Ve0Wnrnzd6/nMNh2/lAW8+O6ka0Fz3ZvptQaTk8bFMK0+jFwZwXHZ98zxbjEGCp3cmJvcgxJ/sQ5Fl546cYn8Ko/W20KnMeGgAW2x5BrmI4s/ApPi5cFVifVON+fX80TAH5zO0yDIYIX5di95zkfmpDfM0mvZcFiYRmaFrYQyeUYFWMUDkrlvM+eEji8D6BybzI2N2QLh+3tfm5gBwHoQ9VQvo41vCGj6Jzgvce7SSIlhOQKBQadYtwmoGJjaYgNqh3gklt1f05JgUC00tHQXD3tHEwovNomhr588AH716e3MSNqJF6j5VcgVpZFSzGHzrnitVIUh2MpR2Q9Viu2kBzNRVkDA4TRxowYQylVV/KKK0bxymvZUeEocYP25fxKy5yaZHUyGGw8TdPgE9i1ymhVPKM+rqjdc4zhfVpFun0KsMiXCbd6+atYw1Kc3Hpqyg7zaI41TFcpOUwjDWgnDsYQeBOaT+I+fFdsUOESz6nEMnABeGk49i/xNIQ4sIkXBAI/XM4nv99c98XFZfpbsPL6/qDSHAd3Q+Dy7uyM1XJB26btFQvuBsrU8aHxOB8Sk/eQkigfe568/z2ynQfB2g2B3sF92gfKQP6QZ38o3vAWbubVcoFzBmiapkHEWMSmaTheGdhxgoHFaNukSL3kEjYgkTNds0tYocoYrpm0HPpzQGha9z3K14Ye7m6xT6AdtNLWencRKwahOf7O6rOrHE5IsQMFNFVHsUNW1zmTWEufOYeLCXTnGMlqu5iZwhLfB7XKQmr8PogWsWBt2dkkx1um9OlZDeX0nYggPmsnmns+FxNwLsvoSMqpedYx/GwsrxqAsvKICuGJI6JGlCNvA0kkTjpMEXKgb3lpKZElZGV3qliOmKRQijK9Ki80sI2OS30mqZ+KGWsoNL7HaUCiw7sGp62t5Bnp4yXbaBP2z3bzl/i3N0M5kMotmfFbAB7FJsl6pVXH/0hiPR/UMqC4S4BYH+uuwefuse/TPgQU7u7/kOAQbndPPqIiisbIGKHxjiyn13iTZXGSs1OFprHPyItxjbQitFJFoyUmbEhlLReyKoxhsZItKyBN+igBFneot0pa2ee+Vjix9G1VSi4hy5Qrc6VJbmtum0xeJSpwGLM0WhWyNDsGoBogebRiGE3WhmmuqTe243tcjpnPc5rmJWUdrzklh+xQm/OLKdnQ09919vEE2A+D1lobdjpkxJWsc5Mjkhswl/dpz8Dwji27j3OdRCeOi+gYDvfCJ2GC1Ujuqg4bbSlTJlxXYkR2gZ1195neYf1P0oVqBF41I3Fs2DyDwydjvQqXcaCRbfLmpHrXeVETY/KGOH5uNZ8Qf2szEFGLIaISvr1j+6mTJa/7ajJiWp5MCxbo2yO64fL2J/iYTN77Yg/vk5G87thPJVv7GvZQx+3d6xredTb3gXu8liVjCPRD5PR4wdn5mtWyJUZl248sFy2b7cCia4kaiDFytGwniZTkqYGMTYSBgY2e4bWlc4sZc65gtYwLhZbEkxPumxNjakwcOlFgFXs1Ib9JNqfWILzKM31tZGPhT0ICWLnRU3xfBsD1Lpn5dL4hBtt/P8y45k01Hd8l8Jbdx1WjskSXK42aCFGZf1YvTmuJoFkbd76fHWfPMqsr1bhWL34f3p6B4X2Y2spQRYgKF8ERnygoBHjhI180CeClZayoxV/Yos405A7E3k5zc6Umnwetskl6wTtRvvIjvzu2DE8VJX8XTebPKsTsKsvyGRa/84dW8+Fiq8r/bzvyM4tJc+2+hrJDWY2TLJROrrQPtacIDh/Dbnkf9tzIH8sWPqbds9t9GANtY9HWObEkA8ImJSGYS1UQtdjDEJXGT0ETqkpgZGTEiWdkQBA8LbPBORNzE0FHiRGMcQI4Mw+sptg2TQBy4gnL7xm44UBD+ui6jmdVPMxtmuPm5ktI5zxRxdhRwYSgq+vYY+AgMamC9y0hpn1TuzOgLfuk/aNGJFSXUa47ESCuAnn5MHtJKTtXV7GF+d96eyeeRhryg8jhWA5XpG+mWP6pRbWe4mPYZzKaPSFTJsZQ4DIIl5FrVguPa06UlR9w4rEyRCnIV3xVUqiKT9mNS8mdMHW+omfIfBsRhygsXOSlG3irrQVaP9ujmhDxLhizsOu+KFIMNnh+2QRWTlhXQte/tRkMGN6zxR2B+DmJkd+9yDduzdfxAxJRPta+K+DwQ2RqtlewuIuj9+/7kG7lbPekBemcJR54hRgiy2VX+puK42IERKzaRwYzKTYum4gwxpENl8nbm5MvDj8XAavIUbFQsgO0DtkuGJLql/09rzuWpv87hsHIhrb15l9QEAdDsPnBOU8YR0TAe4tbFz0MkLJbOpYqKJLczKms3MxlGxHfoDEnuiS86Txg8Y3iZGIn6/nrmnuVtSiv5AFFaGg4klNcAowxsawOV8qQxhgKD7yng/xI9pmMZE/HzJVsXH2McBHkiYtbRwbO2WrHgpP0MlbuCLUOZCKqh2peHojBYN6Za40mAV40sCDw7ejZxGeVwydhOXC6WmTXLp0tGxDhh8uGX7scym6/uRn4j38hhZlohvW9NO/VwjFKNXhX71huYySwW2LrQe1zAocfYofYwqtAYf3dTQDiQ9vHgMMr3oFF5xAB19p80JUyboJ4x9kQWR4t6NJ00fgO76YQjcyIdW5Jm+ooBx2JGnH1VC71mFuFXOT/zmLgZ0ss+5irwc6u3WQ7BTQG1puBrjUwtOlHxhA5WnZsNj1d1+CkYdMHvHdWA1pJ/dnNwGwKbkogKgFi8QgejQYOcdl9nN2zlau21ifUdLyyuKTsV1+jVr9DBtvX3Jf8fZyPpU6p4iHtyFnQnCeQjZztKSOWT9KKPhKwCbBR/+TYQgG8KI1EOhlQAhu9ZBsvbcWqgaBDCuy1zifOTR0ouxh3jjlpVene/zKTCibZsBLl+23gi0bxT+v2fKes6BCmgdM5h/ce5xqc7AbZ635m8qbPX907wG/6y51BXYurRxWiBhTld/35PbfkGnsqMXofa3cBcK8DhR+y3UPbHYP8IulVf5bmBg+8bJSlF5yzzGTva1maCdw48dj/GlpZsHBLGtftnW2KE5w+qmPkzPZ7rdTj9h1YXrZlNk4R+iEwjuZWbRrPMAQg0niX1AeS01nNvW0BgBVAS67p6TKCgS/foEiZa3KsnyZSw0prpoxguPIaZ96TLDdTPCg5w3gfGOfYxT1dRJs8E0tZsZnZNZ/YwwwiH9u+w8vb+7HMWESFsyCEg+V4HtacQIOVUFo6xYvSiVVjCSjbKHSyxNGgEhkYiDriaejEdLNMeibJzSRNqJyOZjES9jI7703jsKLkNZbiTtYx09DTCrxqAh7hdXCEZ9fyg1vjBgP/Ivgih0E1MUzPxNPwi8slsCmf/cZmYIKX92/tuDn4ed8egVobFfjGb/g6LG938M+5VN5Tt+3l02UO4ebvxRVgsm+PLes4l0U7OPmbp4kc1pHcwzZeUrk5c9/cAR61vzcx+NP3O1p9V1pEdUgu56pe8zx245r9D5uIZVprVGJUuiQ9FeMcmll8pULSTyUYwJLMqNmEU66/vmSTs7FKIuaejVYXmnqj7F4n7Z9AX3FZVyziTvunOMva3TxtWYSyU/UwA4IWo73tzV3ctg3DMNI0TQlpDNGOM4aBrpGyIHhMewaGd2zZjdxHMbbwkUrhZTB45JRjD53EipmTlIEWaVnYttISdSSEAcUyjHOnsmFpkk0AqqWnoiqQgpFFmGW11tldOSsstSBlbisvUsPeBMeY637e+x16NkFpZTCpBOx5L2RFK225/yUwG/Di+YWdufu3N1t67WllwWOOZt1wSQecsOSiaRERLh0cDf3DN+a77lKGD2MB7xoc3rXcz/vA4a0kmPK4ClNsWYSU8Wsb6bQALzG2kyvUWLMco3joLLXLmANoJ/+nAjdxQOOWQKRxgkhXzlXCNLTaHYobNv+eR/gcVmWXIBytWkgKBm12PIijbXJ9YGXRJs+UBnMP+zYJ7+eEjEQs6G5MZb4ONU9XCn/KEjiuBtel7YLKVAEls3olSkWZgGWZzqrs5p2bWmYuEYsL1bwAULZDoG0bq2SDsO0HnHO0jacf7L6GENDoOFrKo7OG3/HR6+7NViCOHiEW2vghzw+dU75oYOWUhilmIXcJK2oesE4EresYdSDqkDpInUQy7X1lNGDqxKSYGTtE0j5MA0NUWF9e0rYt4oSuaabg3Rh54aww/JvRQQgMvjnIID4DxrszJ5HWBVxihBtpUxmtPLgrQkus3qHvNXNX8utxBAJCpL2n+MLb2nn4trjWLl28u2SUQ4kXV2naPYPDz8+u0oK86XM+FLxXLbBj3CDqcH45H+hUGWUkEul0MQHGnUPKbJfMqE0gRsrn++1Jwz4ijiieLebabavv9hpf9t1RBEzH7YfAkACRc7DdDun3CdA6Z1I9zgld6+mHgBOhaYRxGPC+QVybjqtp7orst2YCfBlYSpqTJi3Iq2aPQ+50oXMLFiyre6bFrVxAYdUIFcsYD2pspTihcR2W8Cwpu1xm7Q+hardaRno+12FW+WHseeS6YxMRVIS1uvcGqN61OYETp3zZmqs4hy1PL/ak41RWVzEw6GgrpxQHIhU0KJ0+ZW4dkg6oV3jMOq4kxlS4ODtHELbbnhADcnzMOI547xlHWz0dLRbAlp+8e8vi5VcEtfhDVcq91Bwbosro/LP7+YNNaV1PIxGnns51dJKyP7OrRCn+KMUyBF8289CIsxE6uaXL9p7tB3rKt7KlpUNR3vnAi/DhosTANWXX0ueHAOKnDg6fXetX2y2e69AeQ5WRCvUwqliovxI10EvPim7GVKlQKp7kWOAaCHHgtx0Vv+mk5ZN6HJ+C5cQt8W7BSdpmXlEkHTUrFURXjpurX00C1sI4RkIEHQLeC5Zg7ej7gW0/0ja+6Dg65xjGSAjKEAOqnovLnm4RaduGNleA0VBCmabWz+eA2ZxEHU84FWG4btYQBC+N/WSIJPPvD5mitHSMDChzfdflsqFtPDEqMQpt0+KdY7vtWXYtitJ1vkjYoO9z+d+vfcKj1tO0qPBuEDZMAbQPYa0oXzbKiY8WJaapXknp2BkU5hrHtYchIKSUf3YjyxI4TGV+Dl3SLjjMbuq8g2DyDE3bsN1sEYSLy0s2my3euxLY23ULxs0ahyLrcxxK2y3Yri/pliv69aWl/aO07QJZvbhCpOHZrjelcz1H/gJbmZJcwSYLU1b0xe0//fflDmN4FiJBleUVsX8z2wUZ9wiaXo0L+mZRvf83aN9VdhOJlhA+qiLGp2gHS+E9254pmhLz3JVjKArRCUHUNArnVFRJ9guMOEnVO2bsn/XXCSzlOLz89zQXaHJxljjFHFMnydOT3K9alUfVXSBZgUn7ZPIuaQaU6RjeuTLn5HZ479n2I37RoU7w3nQbnTMAqYBvHNvtgHcCjU/eqOwuZnLVloNPwYGTm9s8V5o9ZYDFIu6buZy9saYa5pVY6ht5LV6blx7UKIgDL0IIinNYfKW45Dr3SK1T6Z6GV+wZGN6xrQNsgyc+UGyhF3MZf9koC6czJ2BdJzPHZZSwEigZVNYBktth5pioVqEZJNRBuJXtgUPXoDqWIywWHZfrDd43eUuLsWi7tJo0jakxRI6XCzZ9D74xGr7tCL4lqtI19soO2w1xcUwu8/RsNzcvgaPmDMdIVCuBiFpNUdLQm9+ZXYb4i2b/fr8bA+/lDA8xTw/IqA3N8srElVl79j67xdLjEDj81FnDa0yaxdMAh4cA+VO65xoN1KTY6zJG588QApGNWHz3ZTw7cIzp10Y6juQYL5OLtTB+OzIr9b+aWCjLjo5o6FEizmWHsSvby85BRHM5uYy8lIzOZiC08k4tWs+i80xRRSYy3baermvY9o63weHxLERoG8dmO9J4R+MdbtEyNs7C9cr5I1MUegKJME9O2b1v2XuWXNGIT3NVTPtnFtFIiqDD7L7NTaZ7Tg2w7VwhhgJYxwBjiKnkYSBEpW18qo3tabxjsx3oOlKCpuJFGMaI848r4/aEes/nYa9Hx+IBi18fu8jXTbRVVem0Rp9bZtSkTi9Vf8pCmvmzqNGypK5iOa9a6VZWDp/dyvj0O6xWS7quS2yUjRRjGHF5FYutqr784gXOe862gfNRGRFoFwzicccv0ARMpV0S9+RUnu0m1rqehpCy6AIDkTWXjGpC56glIy05sm2ydwh4eUBb6M0Y+f51I8l17sh7BE7duGVol3tzxb3adwwcPobdeTm8e7SxO0LSpG+j8K4rM4VqJNB0oLbb/jG1J8jSMvBrWZQ8NlYL/wngpdE5SbfEuEXjSHZhA6g0Rif4KeHEWqg7xzP3dwk2cgJR08KScn3e5/AfEFG8ayrgaq5T6ZUzGnywEKijVVvmMe8dbTslMpbs7Px7NRRFjSWzuMxh04SUEkbMnZzjJQ2UO5x2NAW4T5qQgp+fj0lPMmawX+6Ipnk0FA+YBugaj28863XPOAbaxpd/VZUYFCewGUaGMfDidAVjRB8TFfIMDO/cBteweEAX8jYKoXqFY1TEKeZIrsQyBfZmSMnRhDdcnZSYmKutZg5FfNWpTa/KfBNG6beuKSulvAr0Sc+paxxbrWIIFWhWM8YzPnLn+RTNSWQp5o4KJDeLRtbxksIzR0eQkSCWoORpWMoKFJbe0YnQVyPXxeYSTq6YrB85Ri3olFxz+50/MFDhc3Irf4pxhk8JhGeZmHphrbWTV/feTZNcyoxYhiI6+96RAVM1CM4W9jIBRKoKIgUshbLvVNWqtwW9tsVrMCEjmbXbYFLez8bzfjC3cT8GuhZCMFfsMAS6zuLrmsYzDoGmcbwb4EIdTpTQ94y+JY7BEjDUutCmDziBrmvoB4sv7FqXLmUCZZoTJpVEjEzeMsPDBvxKDGSmMREWbsUi+Tzm7ncp4Jjq8QkOcRENo2mnVs8h7yPO0TTCtg+0OJrW4xuX3OjTMZ1P19p4uzdjwHlhHCI7xZ4e1J5QD/pc7OFAIUCvwkV0dC4yhpHXr9/ivOfk+JiuM023YRgLjd02ueyd0PcDXdcSe1hverquZbHqUGIBjMMY8N4nBf58fe8Hh6StrOxPLMPb7jYU1/SUKCMidAItsDsl3QCbPts1tnRblm4EFcZcq1OkxBLlmteRSK9bQHEMtHR4aXBYAsrvDRNoehs+cgS7R0ZtOQ5cekcjuwLAD2yfC2vo/YcD5u+YDe2KSShZdlgunXtvyDDFcexOC+jJTFVh7VAcHqfXjcM6/01JY7orbQgCospAwCE0WGy486vEpGUfbN32CShaoiKz8TuEyGY7EkKk8VbaL6rFDea6z30fCCFwfLxkjBF10MWA9D2bxsEYCMEA5nJhxEHAwOW2D6Vyyq7NnMsa7UrFT98ktjDPPAXwaZzdxfnsnealipEtz1IE31hJQ4vFDBOjmhjDpnEpq1qMNsWYy7aZwrK8X4BGVilEx5hjpWsc54/YzT6Dkeq7bSIUfUKNkTEEGhE22y3nFxeIwDAMpS7j8fGR/S1CiJGm9fT9gODYrgdQZ3EgTUM/bhjHwKLrWCw7Gp8rm9ywbUwu66u3YFJfyIs8xIJ0RVk/Zx3fmXkJLP0alYjH48QTdTTOwqWlQBUzkwfbSGSrG47kGAVeNH4GDN+MVwDDJ8I0HYXIrZNPDoCf6+Lp9tyb33WX8uLo9lqGhzQMd+ok793n3Xv8RO5v7xeJUYqWneqsotRsZSuT+oMXz8KtCEwMd/bkmAbfpGMos79TP80qAglwanFJ746f1sd7iUTpszotR+pwKLV+XoamJZwERyQyRmiKBrNWlyMsFw19P6axxNjQnFQiIrRtTmpRJCrHLuLDSMSqoTQJOG23A8uFL5ypE2HRNWz7kaYRGjeBq+zOnmoOG8DKlFse2+q5qJAUVZjMVbbn9kenAg4pZlHYB6x5TpNZNrRa2Bfm8fIuL8oz4CSB/oemmOb2NHrRs32wOWBZlA0En0qaDcPAOA60bYv3TWL9HGfvzlC0fKZqSvRhDCyWC2KIrNcbeudYLVeoRl6/ecP3v/e1iXZW8iVlUXngFdbqv++3yc+iUYku4MSz8vAuPhOEd2GCsvJrGrHBs5GWxrdchnObsLIERXW3W1ocnpGBgZ7AkoZ2X7LmYxlDeHzQ9JEgVsft/ce+fWT1jWd7GNu4FmJIunQuZSSzDwrFZOXTB6zkeBZWY5trGWPLKFmThVXBgHwc+z6fpx49tTRBUXoCCxoGAms34IkcVVJVurOvHdtxHoUlgZWbN2bReWPKvEsl/ezvcYw0TZarwb53QueFXiO0DUPboRppvXDUZrbN4UNMuoaO7WCJK945ZjNMukfOe2IIM+YQQALJvSsV61dd1k1twpLpbyXH8Od7OskJVS2sXPiz01VZ5HZ7d07wiMjweQT5xK0RxSf9Qe893aJDxHF0dMR2u6HxjQU1I3RdZzEf40DTWOByGEeaxrM4suzgi3cbYyEbz2LRlQVkCAHa3delDpw5ZFKo9euiaUXqjq4QFU2xbF6U8Zk1/GhrJLByAx4brL00NLREF1mHc2p5GjOhkxWtdMmtvGHUgJeO0x2W5qAr+YmwhXdlN8m+3QOHd8Eafsh9fCyQ3S5gqO7TbVjDG7CFe3bPbOHQrgArcdaF91fQWYtHY7QMXnEm05JdlsI+GzcFAVafTzm3tXt0YgKxeMFiSbqFWMXDzePksmxMvc/kHbDqHoGIpm2z12CKPZ+O5wROGujjlIxRf4coOYQuX17bWjZz/rxJLq7QtLwLlddILN7whUQWrW28XDQFJi+6BjA3sRYAW3zb1gbnCyOZP84g0QBiDpeZ7vP1mR6Hv9uNRSwEiaR9tN7m0Pyl1bOZ48L3nPpB7BkYfuLmoYgFeCe8fHGKBRDH1JEmE2lMQykXGFclxJHON4i3wePopEMjeOdTQfMjjmH/Ja0yxa6361zJ2EoPyUPV7KvOK6tROdPPJJD/kUyAF1449cfkOKZ8rxeyoJcNgXGWZALgk3tE1LGQE4DiSq7t7CpX8m3tsVnD0o65G/lRJFk+Fljn/e/ift53AsoNy+A9RDbyuHhBjJbkEBjZxAtW7pjBLdnES8bY02hLQ4tzWfMukqVbLKbMVSAB5sBgAniZTKL0xwyB7Pe5omwFOuAA5Kjdj25i+yp5seSstGIGYv16rI6nokRGRNupjekYMHmJWlEraVcP68nVPK/hPI3pujuBSEqPrMk7BdnZbr5UzX/tLmJ3rHLRF03GdAKL4QsJp7tJp/CqKargzlpmaMcdXRoqE1mbgXhOgikAdmJki+SPeNgr8fe49gRG4Wf7OMsAbbKZp2G2lf1W4sgyuKs8g+rVSvtoJGpDUyUkzI+ze9brWnfVmmkavFzqQHllq9Hcm6dOWat7Zg0/whZOOW0qoJc+L9A+33siDo8v2pACuMk1pVbm6XRHsuajk0+esN0WFN4Ja3iXIOyewfZ7tQzfxxpeBQofgS38MUuOQ2TpU53dOBgATKLHTjyDjGx1S6Mti7ikdV3CKYJ3TeXrNat1X/dAGxWbJQ6rA7yDt3bHXVVUdgGXVn049eeSKSvTgTSnsehuM8kxeBvdcCTejn8bzRQFlf1xYA8QVmdcOMWJFHC4EOXU1+7Umju1f/QGUhQZlNt1uglTp3tgw1kWon6PYkF2AUeLxhSXEHEGd3XWOdNzKpVPsnQccf9+qoLEpN6xz8A+pj0Dw0/cXAZu5c28np3b7afOOZZuhWIaTIHA6IY0MKTVkVSSCmVwuX7RNplCCXGWQp/PXAC7x1GIqQMvnfKKkW9D8wwOP8CcwAuvtDNXB2VsE7XPnXgkuZS8uLT6D4SwRiTVK03CsC92RK7f7QLDz8yN/KB2H/fursHhdZnJu+5kmMBfDRBvyBJmu2+2cONaTlAuxkiMyrIRFv7IwEMBEaBEokR6Ngza04bW5E5kuYNjcnUOq3qS5VRmCKIUDUjLshjSKn2qN5w3rf4zUXniDKjEnG1bs3W7prNfl3JEy4LMYCIQdEx10afF4gTtDhy3blMlLp0Ft+dO8X1bidKhbLCQoVdNZCHV/algVi4beGOrTl0Dv3Lr8gYFQF4xt+TLS3GihgeTXI7IThwmoFnjMAPwQx4znf2uMWsoTskzjz3TPQPDT9gEOMr17yol9rya2Xu5dl5QKdtZp3Pi0iaD0fFZqT9lpe2e+ybacEEDo1oZvFKLd94oarRSC4mCAddTJ3gH3w5Kr4+rCP+pWYNy5PLQbiKw09wlII7OHSMIjTQ48ajCGAY0DghDKtmU2cb9esnvxjt8Io/hTq7BWAV4rmXCMvg5wGzdKBFl9zrvG0w/BTf9TcHgA7KFfbM08KaRVuDURy6iMAzCkYt473HOoZE8zZMpKBVlYDDYop4mNIUhjCkj1iUW0DwibgIhslN6NC3SCo8v07eSVnF1Zm2BTDGaG1Iq5mvmnp3mhtrB29CYByEDOhG2uqaURi1SEco+Wtn1Sc1B5y7QEuCQuk7j4Mgp2yAshTJO7W6ndkPsuBXVOfN87IGvKYUnS6BNn5IAXQUYrwOH1X678+ruPiUGNLmvNQmKz1zWs6YKEFF1tvjO0jdcx7bevz0Dw0/UMig89vMViWaB60ph/lAfLoHFaYDrdZuYwKTSr5GsEp+z64rW3XTk90JDj8NdpSH3vvdeFXEeAU58oAVeB8dFdM/i1jcwy0Qe8EmXrNctnSwMHJZKCI6FpCB7FI2B7bjld/7pj0s24E//1A/weVJCOfVzYPgrF1v+zW/O+S98dYw/QCPXA/Mnb7ts2LB9P5C5SvD6o+MID7B21wlr3xM43HMnH2INb2oH7uV9sYVDt0I12II4JVN4gVMHlxHeBiGOkc7BcePo3Iojjay5IOqQBJNNzmkdL2hja8wbwfqKwEqO8BFiiTvcde1OC3RgDnAyeFEqIJncknnbul+JK8N9XloXUFYdu3yfS6VW8Yg5S7oiPifTvV+qfj0lqsxniPztPrtm43pkq8Kxjzf0QFXXsX+a6cDX/U0FEDOpcofjU658kkGgagDn073an7js04gJhQsiDQddzw9oz8DwE7VGlFcNVdGeHatV8Sthzpllml2hobXBR6BVZYwjW92Y/qFqie3w6mmkNdejRqvlns7jDmg52Rn8tWuxsl1ZFYqBl52yQwsHX0tgGSJvg6d/di1fa6ZxuWGLMRiRSCfLVHO0dhIpkgKyI5FtWDOOA1+9+orXr1/z9t05i25ZMgHdxcXsPN+Okf/WP/oJ/4t/9o6/+LNf8GdOWwD+3xc9/8bvnnOh8L/+A1899OXfvV0Fdg6Aw3uVr7lOYLr+7iow+iHg8LYJKB8CDm8CCu+ILex9h6bQGS8NIhPLJwLHHlZqEGxQYQiRKI6FP6VlySZcMOimgLTRjYwMSfNPU2gGrPWCFcf42EAFJEWnrOBdAeWavTKCLIG1qmSepL9FPJpjE2P1fPKYLw5XtEkPI6YcYtLJUSIEMuNl4LGqhMycd5zaXjCP7HCF6X7MmLWqKQsPP+VM52/WuorYKHAqAelNsJIJR/79MXnv9WqphS25dA8+1grhkkiUKRu8MDLVLZQZ+MulZO05C7jHg2fPwPATNCfwZaMsXAJ/9QtWcNb8LT/E2NSdxlegzrLWlCH2ZeDLQq1BAjElKQgJvKG0srB4x+r4V6935m2dZXtVHUUSS1lfSyPCFw6WLvB6FC6jqwv/PVtlDXDkOpQtgUArBtjywCzFtUW5x+awcgzDyNnZGQCbTU8IyjgaS/JLjBw74WKHtv3764F/5R/8Hn/iuOUiKL+2sYlKVPlbv/nb/PGf/+HNGv4E3J57buT3gZybMIcfa7etOHIdU/mx93cnzvBgEsptwOF937tkfQU0vXg8DbYodQhJeBlArHa7Q2kScxc1cNYrJ63npHnJGFds4ppBN0QG61PO+k8ekUYduYyXLFkBniylN09U0cQsmUoEmmv7SgkNKiFCpZ8aMIwxpISIaO7nGf7T5JKGXD9lSobZGTMVILAJZ6BKS4NzS5xrJuC6s0P2OGXXc54PSgOLTWNLgZhVeJKrS++Vw2t1fyY8dRGEbware/z7XKA5OPTfbD6Yu2pv4v+6mYlzJrZdqqpYEMI0l6VnsndbzVNXAKU+XlKfe/8mz/YUTDCZgE6UFy5y4qOpr9erj3oAySAr/Rzu3NW+V55XknRNazIM5Ry28s2dK+jIqD2D9oRSP/J917QrUXMouCSDxVx6yLZZevheq3zZhKtZ0++4eYGl6ziSE07dFyzlOCkkxOr5zGM2BUfLgq5pOTk+KRmO282GzcYm+Z8+XvF/+tEP+ZNX1Ef+lYuhgEIAFeF/9H/96/xb//N/7X4u9GPsivjCuz/PRx77Y+o2P6a9D/C1iyu3uWu2sG+WExOXXH2as+2RJDMzsWA1iAHFCTgi62AelEY6TpoXHPuXtKwotXhL0AUEbbmIS173nnc9nPXKGCIhjIQwEsNIDIEYA+PYE8JYMmZjDNV2AY22XQEWIsYyadYyZMI2tTxKZRaTqFCqcdQ/kUEH1mzY0qekmP25Icft2emyePeUoJM2Yi72vNvAnVNnq+ewHZd0QHg9Oob6GeZDpv1mP85Vx6rPQUbW5dh36rVNc25U03/t6el1S8/W9GAZ9naZrraWuXk8e2YMPxFzonyvjXRicTAzRF/T0eR36sCbfujlP/T+pQHTiUtuluzysLjDPFg4cWWAiMQyMLRVrMqei+CWthtQXbspWi98KeYGfR084Zk5PGA6j2GqWdpSSD5vauxz17Z88cUXhBj4+uuvWS6XvHnzlrZrOT4+QWPgp09W/JU/8gP+7Tdr/qf/5A1/b70/2NX2d//wP8fXb/6/93KF9243Zb3uizW8C1B5F+X5dt3JN2EN4YPuyV2CwqE9JrMxc45Ii3uS7L7NCg+ZVRMKG4YojRPW0WLjrPtYjG7bLtiGNdt4QWAgKvRhhXJE6wdcc8lCHEM44RLhBQMh3cvMpMUIA5YAtnBYqE5ql7m5LebaSZK8KQv++dLO/plYSINUCbLuuC9nFuFIOwKerWTJ66sQk7mpZ2CwdpOm+3sQaL/HDpEKmp5D9g51LglqZ9pSJwbTEuxypm/lps/NFDGAjLmRS9vvyCZmNhITAxjZHYN3wer0XGwOf1zO7hkYfiLWiUm3lOFxtqI4QMVfaTLroPWabDqi4tSxkCW+FCLnEPc9y1bOa8NdInpnQcjeCHLDaygu55gGzNR5XraARF4HR3iOOywmYBNKdm9NwTrXDNKKd47vfa+OCRR+8P2vUBXEeTSGRFALf/bLI/5TX6z4yz+54H/2T9/y29t5HNrLt9/yx/7+/4sf/dqv8KO/+N+/l+t8thvYA9Vufq+u4Q2PcVdmWccWu5WFhCdPhez1gyKGnG1nQRVDYFTL3DU3bSzE08of07kl63DBZRxp5JjGXRLZ4CQyIKx8x1lYcSEtK7GKIH20hf85DSMOVPBBeeGFhUtuxRiZpGysTmiMEXEpdlHDbDFueolTPVHr9hMImpjAaQbIQK7B4/DsqyrW9yl9m8bz+igzF/lsVsks4w3G6N1QqDz2p8MfOS0CNrVuIcqU5JKTSnZClPZORcU+3oFZog1pLaJJ1WFnm3yPdKetOflH1d7XR7JnYPiJmMur2PwCpx4yLYhu9mJbPArVSjnHhex0nDR42GkSCJvR+/M1z8FuJ4Li54zmfKyoDiBkGv29VyJpQRyNrXC+4YtWCKq8Cc9yNtmmYTi5t2Y3Rsq3+WOVyRE2H7zTgCVMrAMwtEe0wyVehP/i1yf8Z18d87//3bf8X15v2P76r/HDv/FX+eHv/AaC8vv+0B/myx/81L1e71OzO0lAuYYtvAqAXXnOq2IOP8YOaBp+DDg82PYPZAuHZjlBGw2WqIHVe8/6rLsJADAHLgZ05mNeWy2Qp8Ww1Zx34jhpX9K6wBA2nAXHoC9YNecIA0G2vPQtPxlb3qaKTmOqIbx0yvebiKBsFc6DRwVWLqkIqMV6xwQMXdPaNYXB2D2JSTUiDZBIGrJNI6+2Ce/WaSkTYzqlC+6DwzomfOK4mOIhZ3elYmY1Ae+97OQJoE/JG3ESlU5uYU0DkEdZSiy+KMvgzaB+x3sGB6Vy8plddkPfi7fpimPqxCrmdprlUIbHr4LyDAw/EetVCGpxY4X60dxtdYrVhavfRx33OoheuSpJGcIpM8+Vjlvte017s0t7lzUvkGOnUxgI3XWLXGdzvcMQIkN0N977u2CDwoCkNKEJ8JnLxRUXWZ09Z0/A3rWoQuNq4Quqt0D2FiOdE/5rP/UF/9WvB/71f+1/xzhM7uUf/Ut/6p6v9gPsiizbGaj5UNmVe7brgFf+7kag9Las4Q2zk28LDq9s60eAwnJs0nutEcv6HKt3V6cNDjZsDhQFGJW6J5WdrYpHZN0ri8bRtUc0buAi9AT1IANb3RAJnDYLLoJn0AZxJud17CyOUYClQCumqSjAIi3MLUWGJH/iiaEvblGTz5vEl63iBpgj01VAOLc5r/SybI7D+9V0rWlu2HU/zyp9aNboyyyqHS/GSIjj5ALHWWKOiildVPtqboMqsSIHCmAt8YyWPeyFlHRS06E1WzmZVt+ni5oA7UR53o8JiJvqTh/4empayTyvQOEjAsRnYPiJWCNZJJXCFk7q9FnX6ur9D5J0V+0kMl9IqxJ0xImzpS03cwdYYPf+y51BY31qFRNblRtGAWcgYxlgyusBLqIcvtDvqAUVzkah9SPOpXdF1IZXVSRFEYkKopFRlfMgbKIwqBCictIorShDKnb/og20jrR6PxwHE8ZxBgoBft8f/EP3fbnXmqqyvbzk7NufcP7mDauTE37wsz9bKho8epLGIbuiTTcFXAcZywdiDWECe9e191rw+oHtrEFhOU/6TxYbnoaf9NtOaE5hseowXLUMZY3KqEIn0+I0L66CCu9G+JIBJ46Fb1k2LX1oGGLHoNukc3iJsuLEgxcD2p1AUJ/UHQQvwomD82jgqXOKc02lCJE0GL0kcJeYuXJxsXIyZTYvX0qOFbd9DaBl57EmdlJLIkftUdeoVcYtCdQFRGIBniGMhBhwvk3YM6LRgF9mPI0JtO01WrJGeV4iqRb15KXyAi98Fg6vnt302HaeY/rwIPDXnV2vF7j+EKvj42uGsNz23Kw8jqa58ilMYc/A8ImbYC6Gr5uAL++ZpgDb5A6pN771CujwctlJpV6VBioba9Q687WHzANvzTUdPm999kN9/aAll4p3Darwro+cxaa4OJ/NLA88EwiPqEodtU15OgLno/DNWOV4C7wJO/c0wFfuehmFeIBR8k37gVfxflNV1ufnnL/+lrNvf8LZ6285//a1/fv6W86+/Zaz198y9v1svxdffc0v/yf+ND/6l/4UJ6cv7q19d2kfXbsZ9sHhXbCG15TJ+yB3+iFQeIM29s3ioFdjmpNzMlYNCycPTB6EjGHUAqA0Te4OpSVyOQpNKyXOjcS+bwJ4UVs8aSQGxdHQSkfXLFEiUQNDHJDoWEpg5JKeLYMamBAVOjE1Ae+EE5R3QXg3Cp2LLJzjqHUQYhlrcz17TcybZTVn+Z2pj08eAp0BxQxaYgGYlPFfkhYi6V5plRQjYrWOVbWE9uSTte0qaaZqGYRiiIQwkKu1aIhEBXEe7xfFHRzDgMZITAtaBzjnedEEiqQQe6PYzqdU32aAqNV1pWvKuoF3bVLd6+nlIhLpdUtGiC1LhrimkWYmG/eYs9kzMHzC5gReusjLJhbqPOZA2molVTs1PshkF1/KxBqiaBrwS1mf91lN1eeP9lZkh1Zyut+ndw+NTi4IlO2ovAme4B43i+upWidMIuUZ51MPU5ONBx7J7uPYlmKj0/u3a2HcBwi/+Xd/la9/389y/OIFrmms1Fj1472f2LsKAGiMXJ6dcf76W959+xPOX7/m7NsE+Arwe00Yr8+KPmTvfvIN//e//Jf4f/yVv8wv/vIf44/9qT/Nz//RHz2JFfsnadfVUL7tcfY+e/9U9cYPiI4IljiX4ERiZyp1hAyKSowcFLdqxSOK8yQFOiYdOjh2IxuF89Fz7MEn1isC62il9AysZXCVpbaMfnRYffrlws4WYkurW8Y4MNInGbDSCrwoL72ydTkrN7IerTFLZwk19lcO0wESceCSHiKQavhaLWg7fJo/UhJMdkkXyZiSCCGUp5qO4UQQb+7j7BqefLqSqcXJY5S+cs7h/LJyR023P2fxCA7XLgmhn1zVMaA5I5upCoyIVkB174Dz3zLYzfNnXg/kRcI9gMMMDOv0AFSJ5Y6KJQnVI69MLO5j2TMwfGImWFWTTkwS4cTrPC1fbGCo9yivf9LRuomG4Myu2jzFtOCUEEIZTG++ujK3xqA9qsGqblT0+oET7mON2bVMLg6XOtzZCOMjZm89Zctr/JLhliUuyhbzleyXrbJwgYsoXEY5mOE9++SK9yyM+4zhv/1v/G9v0GCZA0bn2a4viffs5tUY+Yd/62/yD//W3+QXfvTL/Lk//+dpuyvKOD6UHbjmD03oeDDWED4eHH4gKDxvIBZXnCUqZHHmqSZ8nIEBQQjaE0VpaCjZyiWTlbJvrcPnRDmSyEaFs+BYRKVLNX/BPDz1Qljzsapx29pqY7aXBi8t4g28hRIL7ivQYkko5ip2bOOWy6Bs44Jj39AwTyAU5/CaEsbEGE+PK9eeoZWIT6oFB7wI1vrZfdYa9KFM8j47XoQdR9b0Uc6U3uH8NN8X28YheN8Rxu0EpIIlEOUEyinpJFULSbB5FyLuj1LzBJlcCeq+bAKHh8CeEnSgcV2aW6tv7lRc8Xb2DAyfmC2c8v3G4rgKJ1O5OOwfD3kFixTZFmPTKnbvpi9WWWaaxQgxKk2Tju8cUjKXBW4IDiOR8/CawMhKjt67vQ3WV7fZ3DtTTc0+KBfaoO9zbX9HTYGNOl6QgTSJDXBpIHdlgBQRGnGcSuRYIxdBeBscvYJPx4qIvZfFL3f4vjv/geytKmEcDwLLu7TF0RHby8uD3/3Gr/4d/smv/wN+4Zf+6L224aHtXkr0XQcO4XYA8SPiHsfuiCVKp4vEDCVQmMSgFV+SIuohMerIOp4x6siJHNH4FRZ/S3m3JzWRiWlyaSG6kkhA6dWxHoWowqmPBgCVArg0Wq1cTcF/JXcwBsRNbdKUwNFIm8J1bMN87jm/GVj5kUEDZ+OC46alM/6RMpbLtLUhKF+8Q9k1POrINoxAw1JSlu4B66N5C4YAzgknjafJtZZ1LGe5zuZQcMbVompVTS4iKRMbThtwriGGgRJXb/TvbG6z+D2fPtZqWJKy36wdJVZ/8rndj5ugBtrzRfi0iWMYFWkUDRbCLyj9MDKEZ2D4bMlCwlyzRBMoTKBhQUfRpQN25WbKWmjPVXuF6aRhBTCGyJgGAJckCGox6z2rsqSnNkj51+FopUPuqPflwPDLZ7bwvTYoBI04FXLJrzLZYFmaRZZIbEXrxXEqgZWPDCoWcK92rKWvVtpXvFxHX7ziZ/7AH+R3/uGvP9h1AiDCycsvOPnyS05ffcXpl684efWl/fvlK05fveLkiy9x3vPj3/wN/va/++/w9/+ff4NhO2fi1mfnD9vup2J3IXo9++4GAPF9gPA97RmaJVa5xMZEI7F8AYVmirlW5yYiLOjoSK5UjSWTdxd45OSBnAxhsYfQoLReGaItvryQkiwUFw2FqUbiGPBNV44oqS69aYJaxrFk8KA5phHyaG4u4Tz2gWcB0dFJQNyW81E58S1djulLzGdUY9AC5hhu0ryQGbZRNyjwbmy4AL5smZWZGyNcRuFdcHROOfbKOsLv9fBFAwsJJZP6KlMsHDKS5jbY22dQOIvKym8RiazDAkblpBGIDrJOY0KRMYaEvSfFBcQnkkSJGsrcNXvm94MA32MTFN49e4xweTEwthHB453gnNAPkc32fhfI19kzMHxiNqqwjUKXmZmycs2g0Ke+kVcg9fBRWVn13m7VkRdjha0k48u82nX7KzD2yUkFHI5T/8XUvo9dAFXYcwjKWfRwQDz02SYb1Qb3Ngdx5wchpAlIy3tSYhATg9w6oSW7r6CDaRBObPXQrmiH9d55//N/4b/Nr/77/zd+75/845L8cf769QezgeIcJ198aeDuy1ecfvmK01dflt9PXr3i+MVLfHOzIe2nfvhDfupf+a/zL/+X/sv8L/87f2GKrwJefv31B7Vxr813zdB9pO2xhneVofw+CZsPPcd7QOHYHlGPgUCJl5NqMraxcL8Ck+Jo/RExbBOT3szdv8mcmNRLTO5Al1n33GfUpJqK5yUx8lmI2tqlaBgR35TvvfMW9xdzhnCuXZ68NKnvmXZhBtcOEUcrLW3ToiiLGBlcoI8RogHkTVSUgBAYFC5jCwhfN5Gly/dmusao8E49mx5ap6RNGLE45a/bwCJNR0c+8nqM/N7QsnTC141eOwy/Hc3lPtrdocWO11VTyToK3vUsnL1H3m+5jB0+CEdNgwaH6mjx7mnCqauD2EehvA1rLmjwdCxxuNm1Tjtc3ea7MEHwNKioub0rF3Zpgwitd8SgdK3MvnKP6Al7BoZPzNoUXzifqLNrIAtgRmopzzt9fVSJml7Kkok2/ffwuufggcpgV8DEjFI85Oo+3FMnGdVcHipwPsAoz6/v+yyosFVYZkZYMtsxieYC88dasv6kfJFdceZ1SayKGB98yFYvvuBP/qf/M7PPNEaGvrfasKk+bAyBkP9Wynf5s7brOH31FUcvX+LuIcFou1nPQCHAF9+7G2D4YLartXgfZfneZzfUN7zxsW5gpTynWLWQ4hgUMJBVV/4QSNunN7p8Mnph0IGVtjjxKEqUQCNteTecayCOpYRaiRuj7it2JiPr3OR+hpLZqxqIah6YmPuVo2TaarTUE4fF2JJcv+nISIoljCH7QY1t7FzLwhtDOEZoXMQRgJEWpZXAZWx5PXpeeIuDdGJxxNvoCTheNtsJUIvdwWMHR67dhTQc+wGRwHlYsI7CsT9c+lSxMWhM9xqFKAYEu4Q+o8ImwsJPzLKXyMINvAsLHLDyDTFA1AHUEuq8qxYcOcNaFUQJsWdUaF1Xxqobh1Z9pOX5ykuDTxAr5mJ+OwymOmiPpZArxucIXesZ+ufKJ8+GUewvfSwdppjatzZNx0IE3td6YgohnNDCBFL3J+erupsxS3H+NzlORG/XWdX2iwQ2QTmnfY4tvKGNus+CTJJC9nsuMDVbcNQTX3bFlWPk8IGbD7biHN1yX2Ou2B2XZ7uJvfnd35393S4WHH2odM11gOyutQPvyz6mTF7e72MA4q0ErGViryW7ULPEjJtYPbJiX0rGyNsBow6cx3cIQuNblniLu2PNibwsAFCcWJ3iGOYDryqTDh0TQMlfF2RqA7aJYCt93CDiaaRNbR8T2eiIIcXZNpR4RpiftkiGqWkVaroHgtAItM4hssTizpWFU45Q+mixkKMqHiXoElHhVVPNO0WiIt25PH4UF5JDVFi5APS8CQtGhRM/Zw5z8vPLJnKiNg4pSc6n2i4oBJR2Rwark4C6LW/DEkdk4Rsbq+JYyNniGaslF7C5YtSBQMBlCZgZS3jPlKGm9y69Dy4lyOy6si1sLO0C5PwBUaVtHm9+ewaGT8iWTjn1WmJJspXJOwZE9Nr3eS5Gul8LdG975ofLrpEZOZNlBLIbueDFapV8U1NQuZ2YqLFboDEwBuVdcAx1Dednu9IUCJnVk/xOMB8gK9Cf2WhgJjibpzipn7ty/ft1GxbpEUAh7APDL773/UeVibi1HarMMmxvzhrei+D1BwLEG74DfSp1Z6AtMYXppc4ZuEqOO6zHUZ0W1CKIghdPR0eQWLb00uC1KZnLto5Nx3N+tsCaRJgrO7Dgrb0+LmXdBgZSLQ+reUw0t7W3zP4QRsQfqJyxe+zqCnP5UpPHyQxqAigKR/lRi8VjNr54NIHuYH/eHatVofNHqEZapzQi9FE4H5WlWPzkRXT0ar87gaUIK2fAsZ41xghnQehcz6G6VQsXUAwcfiXBWEIRYhyNzZVdLtPeBS8tg/aMYU3r2+TZ2C/Hd3+WyQ+g1KnPoTvVPd2ZgLNH8KFaeZU9A8MnZHWsbB58bDJ2U4LJDmGze4B60PqQaj/Z4VuPdRbYmxpXux6vfX2vOLnMf52D2MpvUjlospZiVOVsFC5pp1X6s11rAmV1Xu6lxmmqEZ9cbhHL3nTzd6zsOHeZ2etgbMK4OKXZnn14Ix8JFAJ8++N/Nvv7i+99f75Bu7hZWbwdIPbU4guz3Ut28lV2U4B4i+c/tCeU5ciMLcp6ebWXI694Mps4LZaz7JZXz7F7gYGqHOMHrXTG+kj6vPxejcd7oMTOX8q8pTaanqAvABNMHqeRJh07pvEssfaZpaQ6hlTeliusrNl34s+nMVsnB04h/POCTxLgShWlZAKVMd2rDJLzNVl1FseLRtLcY4cOqhxFOCYCgaBwGT2b0bOQyELsnJdRWCssXM+Rv1qHdOlGtjEQ1eFTzev8fMvzLJOJ3b8lSxoNOBVURnBZYP96YuUuTDIAVYgxGjjGX+shy093d+h9LHsGhk/IgtrwNH95zIWhYdgloZkvNW7hlt2zCYTuJiDY746sEXWlzRjEipmabXKD113nv2iJ5YHNqLzTFnWfiFvukU2AY6+cNnmytH+zLNBUAitvr2gcIdWULeWoNAdvV4Nq9uAV1uYKex84eERQCPCP//7fn/396qd+6pFasmN3JRb9FOxOn3FOLFFScB5U72Z5J2e7zEEhVE4P8riU42Xt+0ba8s5rKTmq04pZQK5876exeMb2aTWulvhtJWcuGxsZiSGUDGk7lIlPO3FoDgHZDcWpOnJOVKkX3VMZwOT9ycLfiZ2ybbJgdLmRCI6owcos++SlEdAQCEmL0eInXbkmj+BdTtDpEBGOsdrrQR0hKkGV1kcWBMuClszEamlj/cQjwsTMTrqLOcFHCuudXLfqaMiL3kCBOg9ExWVwKOlSYg4Bm715MHtwksN5Ht+egeFTtTSA5NXRLvC6GQjUw8ziFadTLC5E0sKwPuUUtH31qeadmTnteJO2VppTuwNqUHgXPeEZFBbLnOl8GJ2sE+VLH2hS3EqiEyY2oNrWfo9o7FEdcG6BSFemxvw+7M6FN3y95m7lewKDZ7pEVYlR+aLpr94wtePi7Vt+97d/a/bVD//wgZrO72MN3+e2/VTiC5+4De0qhdJkseDJ5TbFPmc2cQKAmeias3FSf5EPUubt3TJmkgEaJN+GgJNZggnpXFNcYfqoisuZPDqaTp/DPJIWbZwYvCy8LCLEqAQNeGdJYybHYokyqgmA5ConacFniYRZ1sUncJhc7Ql4ZmmfqIrLLGUCkSGGaZCZrqDcj6mYQq7JXEYJ+3+s9sigUYTGCQsRoEGkmY0fmjKw7WckYsk6IXqmwg4JPGa3bNJ/zN4mLXI9DZRcaCn3/GHBIYVxye3K9ymPwlq9hkFHA7MCQR5vYfgMDJ+Q2Xosg6M8/CSBVNUr3+d6bKupaI3QjwPeuQoMWCZcTBNo0/q9vX3KSA7RyhF9jDC87P6xw+Trzpbzuhwpl1Ctwsklze4Rv7PWiNJuLy3udHlML1WNY7Xvv2qVhbdnb/E4kAckBcYY8d5X30WijgX92XhWsSS7nG8+nsLGdSzjNWAM7g0QnrMkxknYVhXehQUv/PUu4N/41b8z+7tbrviZX/zFwxtfBQ4PgMIHdSPf1NX9idvQLojaEzQgKjTSzbwrde3fGUBJ/9U4EBkpWcwpbCIDu0gk0FsFlChk12kF42x7JoZtBvzq8Vmz8uFUT7hYPUAjZYzL+yGWZhjTtjHpHGYdWStH5wvYcOIK+LPvHLMEQc1931ptZfEM9HrnplFXlZzZLQKa6ixPISRT22dgPKE/c89TrrUkGkoFntPKcuIQUl1kza72DB5bGtehRIawZdQBLwmj5maW2zh1+trFD4pzHaptxZY+vNVlZENI8dvRlecxvaO23ai9VXlR6N83nt6jPQPDRzYnJiiqCktnsV6ZVhdxpnElAok5nDpane0Lu/BQETbbDevNlq5rGceRvu9ZLBYsl0vWl5cgjqOVyZd4n90NmlbHjrfvzlFVjo+OyNIQi8UtS4XtuLjnQHBHEzFTlDvZs+sA72KTKgM8G4API27src7wsMZFpWlbxjHg24Y2jogKY9syDBvaxjOOI+IcbWOi1hcXlywWK7bbNavlEiWalEaesDRwcXHJcnmEoIQwlufvKiFd5Rrx83u0c11eyQDIDTLWf+Pv/O3Z3z/3R34Jfx27l0HYbeRgrjreXWTwXmWPIVdzz9aHCyutidLgE6hp97Yrsi/2h30oijIaG44i0pmeIHnIMQbuMp7RybJUaZqPWpP3wv6ZvBu22NXZd7k/uJmHY2K1KnRELKVMJxdwBpbZV2PVp6YjOecSWCV9p8XlLH5ipLJbPTN7gl1rwbX5FmUwnW5e1MjMdQ4FdOU5KcclGijPY0ECOjlWMV1/jDG1XyzDOwNITWRIAkMmDm6g07mGRbNi7N2s4J+QtCVr/IuWLQoTRx4HaoYuP7udeea+bELR1XtpiUx7bDWaspf33ekPbc/A8JGtE/hBZ51wyspSpuSKkPqnK6tCNMdvJJNqhKo+a7sF235gHAPr9SatOLccH5+AOE5PT1mv1/R9bxlw4gghICK8+vJLhmFIwbNCCIGjoxVSM1M3tKlDZ7dM3aOty1sfTau9Ko5mVHgzOsZnUDizLKERQyD0W/ANYwyEzSXiHbFpuEgiugicj4G2bYob6eTkmHEc2WzeEsJI3w/EGGiaBu8cY9gCSgyRvh9wzhFD4PzikuVywenJ8U57YK0NK7l/tf63wYDPVZX3qkX6lRbGkd/6D3919tkv/OiX33/y94CuG7GFNXN6i8xtaRaH6yXnNn2mzGHfrgjhLQBLDlRQKkx4TvpI0YT1oqGabGuGLkMvLw1OHVtd42lYyKICDzUAmgBFBZnILkI1mi+BskrFIW03WxgnMDaocBGUI1EWRUCgBmQHmEfnGSIsmFgpyeBUIYeMiM5BmFU7GdjqxrQSs9s5tcWrL2yhcw5kSuqxdiS2S62AgQFMRaMi3mISNYbpSjU/GWuWy78kIJTPXZJIXL5yJcYBaFk0C5oQEsmYQF4tm1G759M2c0+HlvbcRg3jziyNRxnA55dCEzub22WLngafQn86ebwF3jMwfEQTYOGsTJEQ08DiULUX38o6UTqK0eV5RVodSCsmsRzbQAOqNG3DYrGgbRpCtDgVJ8L5+VlZ0S4WC8Yx4FwutacslwsEYQxV/eXUjiuvqHrRRRxRq1VydlOolavKDOW0+q47sh3rvI9sn13I++YbwtaY47ZbEJoWD7RxoOu6AurbtiUml/FquUI18u7sjLZp8N5zcnLKxcUFIZgUhD0zYyRCGGmahm6xYLvd0rQtqpG+71E9moWQOufsXbrHOsdbv2QIcBcr6X/2j/4h2/W8Yssv/NEffdQx90DhIbbwkDv9uprDt0lAuQFTeFdubtMRzHO8ox0O156+E1OlU19DOmbjQaK+souxCF/XDF16Z7aMdNKlRfh0DIejoWVkZK0XePF4nSSxZionkif2nBXLxK4lT89UGeUQnZ3KUBLZBOVNsBjqo/JqTMBn7hCfgM0YlG9Hz/faMJWwy+TYrKkTMMyYNkokMBKJeG048ieMjAxxy1bXxBgKWJOYz2qeJXCpXOvkeiYB11Y7lnJkbU9SMgUDlvbsVyGZou3mjbeQp0DjHcc+bZHc+VIn3WSreZUcL5rnkvpsYvf+Ia28K2WKk7Iwmb+nQnbwex4vNvkZGD6iSXIjTy8xqUNO8jT16rbu//u2k82kStt6XpweI85xvFqShxkRODk5KqvCGBfmmkjZaFEj3jtOj49BsMDnYIxT7cI+1IZpoZgHzKmo+/Tq59Xc4VWcpnJSKo5z9cRbJbF8N2wQhx69JGcXd075shXcqgVV3p2d4VzLi9MTQjBgKALr9YbjoyNEHCcnp3jn8KcndsxxNFeqwtn5OYJwfHyM9562bQjjaLF8lSJr8g6lyVDo2yO6OwYJfQYzh/Bgft/mXi8UeBcXvHCHWbTf+NW5G/l7v//3c/LFF4cZuRvYRwOuu6wccs/WJ1Aos8+OECLtuLnTcw3dCRpHehkZdWRJ1qRz8/WpuRhmf09yNYK4BV4bliysikken4pbUehkQZ9ivKJG/KyyUuWizqBSJzCKTG7UwhxWcY91SVMA1bEQA99LY6GvBngnzqRjCpDYecEFvmjCvBTdTv/ILlNxU6iHiFVdaVmkw4hJ59DSSMNZfIPJ6yTwW/Bz1gCMgCemTOpy70WNQTResABAIzMt25nq/mQoONcVlOq3BN6iEmPk2DuCCuuoJkOTiBRJyHPOsOYKNxNrObsnD22z17IwJztfV9Ryumc84rz3DAwf0QTLHC1UfgaFcDUAu+q9PrQwhYlyrxIILGhZyjl9Xp0ml0RWis8AwHmh8W5aEd/g2ubdfe7izm240tJ5xhAI+uxCPmSqMODwAsc+8rJxtA5I0kKnJ0d478uP7aN0XZdEeR3e27NpGwsPMFezZRiulkvazuqxAjR4pOtqL1AaZNO74yZx7LE7ounvBhwOScw4X/PsHqRrsjlYiSliX9UWM9cxi7/xd+aJJ7/4R2/gRr7CDoLCm7KFu9/vgsMd1vBKd/KD2m4w/7Tw65sl3V2Cw/TQLXUksKQDaRDX7kycOyBApqlWUrIJ4tiVxVcmT4uXhqWuCIz4LNeUAF1kDj4yoJySXqYJv7is51QZma1Cs3fIsnQ9UAsfatQkLj+HDFIB0UagvSFwkNnNMCmXBcsCQPN9DDoSNSLO4cRbUkvxUtUL/AnglbtRBoYkgSVCDBHnLAzJeceka5HuUMG66bj5XNkDlkqnqFqizHoYeRcGwPNShE5ScmS+vtnTmTQOHyye8Do71IbM5BbmcHqHVa7zzN2/PQPDR7RItbqxKOI029Uu5JvbVauhx4qrAE0p90rD7QRGRRzCiEvJOM82N2MblC+byJE3cG+logysdW1XsQ3kqYqmseoGRTC9sBtMA5XA8dFyhx2JhR0kgfVp2gKqiewuBrTRd3vJRjqd1CbsNIFkoGqTCUi92Nq1MHL27bf83j/5x7OPf/5Hv/xBgOvOQOED2I3beo31rcWWzp5w0r9D7VhDe0w7XHxgK+dmrJPnyJ0CiieBPDDgIAo5E7UQhBOooHLT1XxUZsHmiofC0h2VTZhN2CkjeVbWTArgq7OibblVv3sxAacpC3pycE5AKfc1TYkfdVUV1ZhUIty0qL+FZV09gECkx2LORR0+leYLjOlyhEhMQE1KG7MdmmeyFE6+hn4YeP36Da++/JJvfvIt3/v6K0QE33ir84wm74WFtzjvuLi4pG1bttue4+Mj22azwbmGpmlZNHDCmh7hLKx4gdAlJlLZmeeUKsb0KYDDA+dWnX+T17Jp7nxmDL+rpjZZ29iVSzmZ1a9Ervlon9v/Gmn3AF8kEnQs281NZquzbB5/b8Bx0J61vsPhOJEXFM2uq6wwkjaIeedYSmCbojCfzawR5cQpL7zS+ZzROE0uJXy7BM4nVk91iu8Em8jqSbR6AUu8Vh6fRCz2KCoQEOeRJDFhIHOeJT80yw92K+rlT5CjV2izsg/m89KU8SnzNzdvponIvOq9/q2/93dnfy+OjviZX/hF0Nu5cm/sPr4NKHzqrKEejnnMWa/Z7oI5HNpVeQEbWbAzcxbLyUZaQZYC+HbenTzGTNmw87KhEzuX10qCSawo63BG1J6lVmOvaxgEfIpRnMapSowaC7Nw3tzDmsZBA4BZXgVy5RUwBt4lwes6+UQ+ABRO1zatFCNZZsY0A23emDN3kmTO5nGUNzyZwjiMvHn7FtXIerNhs97Qti1jGPG+wTnh7OKC7XbLi9NTnHOcX1zinHB+ccE4jIgD7y1Ws7/sGcOINIKTLT7FwE8A9rr2PCIovKJp9dsKwuUII8KLRlMxx2dg+J20VpSVZ1pFZqHOHRvo2bIpndPhOeHUYmCqlZCiBK6Z3ArlM5lIh7/j1yCvzxVoWdDcJnmkGsidCC+ayDAGLp5fVbzAyikvfGTlTLSWxP5Jzi4sg3vSWxOfJsJImVNq1g0mVkCEUuEmMxX5qJICv5NmmkBKkIoIWWh4Pml/CDgc2iOa9hLpL6CxuFhV2AQICFkON4OBPdCYv6vjdndsc7HDZqkyDsOtitZfCQrvQsz6HuIN7wLE1m79bHO+rfr8Dubh7bZnsWjtnROXgFOcCKCJDCwn3+e3ptaVuL9q8VRvWRZLJHBULiQLqoRccXd2VBFh1IGGtjp3nDlHFCEE5SKc0Yhj4Y6RJFAdUlyjF4+nMUCIgTBbq+Wazak8XVUVZRZbV7azlpUForD3QGYxeGRONP+hFLHs+j7doHtkICkiHB0fEWOka1u2260JZo/QNA0hBMAzpEx6C3NpefP2HS9OT9hstwzDYCoJXhmGgX67xTnPsAk42dIcrxBMB1HmQ890HU/UspfG1CUcMc3cAeHtCCdeOcTMPpQ9B3A9kgnwsoHOUbks4MrZLI0Slk22s2qXqfMqMKpjVHcFy6aznxv1nRL/eAtT8DQs3RGdLG6++ikLfTtn6z1ftsqiKnL/XTPBAOHXTeAHbeDYS8omTyk+s9kxTVsZyGFMTnGv5i0zGyC5wFiaNLOsh5omGhpsYq7ioowp9MQwFgZSNRI0WOH6xHArkYtb4KShPQJxxO4YGTdInN7z8+h4Pbrqzb/+bagddLv2B/74PzdjXbbrNb/67//1G7fzVqDwrlzIO8e+TbLLvYLYchKZfpJZXeMPt4vLS4TMWlWATuqc4uoZy94vVQJKDaIq4epZzHRi3jWPNVPfsOhvodOcuDL1uYUsWbqjcnw58JPH28jIWs/p9RIl2HsqsNYLek0ssIjp2cURYg86iU271K9rr0BuM6rEGJLcTPphzjaKcyzdEcdyypIjOrrkNSKBzXwNgsOVDNmbWa6qojSN58XpKV+9+pKXL19yenLC6ekpXbcgElmcNrQrx/HJEYvlgrZtaZqGL754yXK1pGs7jo6OOFod0TQNTdOwWh2xWK5o2wVHyy4lyJQnfYt23t4UWEc4D0JvmJ9RYYg3PPMhTzIGwINEzsIlS6/0Cj8ZPRfR8cwYfgetdXDS8N63ahI6rQVPK02rKltNVYkKb4YlA56VGznxfcrgmq90zW5IV2dGMm1qVVMijfeMReYkHzKtRVVxKpO0wU1jPGbLfTvW0gs/5ZRvhshF/G6tZQQ49cqrJtI4czcVKsGkYBPDkVgElTIZ2N4x3dIdd1CaUGbP5MCrMJs0Y0TEpzJaI6hlKI9hZMRKOdXiEMZEO9aNY3WNjM3QLqc/FNR39h6Na7Q7BeBVE9lGwUWqMPirzVzKh9+3L3/wU/yBX/7j/MO//TfLZ7/y7/41/vif/tOm3XaNPRgovAFreBOX8oNVYdG82Jx9+FGH9DvlL4VojFku8cgUX1oLTFM+m7dvljShqX3lRaopp8nJXK5NlIW2wEhE2UhPpw0tbWHrS5buFZbH8VZaet2gRDpZ4mk5ci8sfjL1T4sDHlEdbLGE6SyK5NCfKUllAn4O531hPkv/dlLGhRyq07klrcZUZcNCd1QjDmFwAwjJD3DzZzgBYBv3XUqZ7lrrB1GVECJRFmzkvGQ5W0KcjWmr5QIBXpwez+YMe+x2nLPzc1bLHCudv7dndJ9g6s3o2KjQCnyvCWxVeDM6vtcGVtcOG3MOu2YLnfesx8Dr8YjRO1bOpOuOPKyfGcPvniXBhdlgct0rbUHYtoqz+EI3+7YcV+Ck6ekksI4t3wxHfDMc82ZY0uvdMAQxRN68fccYQvl3TAKkiklY9f3Au3fvZpOz7vzsWo6fLJO6RnJh8ZbI121kIY/XWR7DFNhG+GZ0/Lh3vBvBxBpssAwxWtxSGAljTwh9YvkiMY6Q6qBmRiEziYUFnjE9kxuqPKOKBVLEKhnEQHahATapSLSi8cWNZQC2kYZGGoZ2WbTvsg3dSZE+ydcKFlKh7RFuuExntfd6IYc58IP3LV4fd/Qf/TN/dvb322++4df/1t+64dF37KGSTQ6c5zrgdy0ovGWbd5/dvu30y+Ln/3D7+qhJhyicdjqVFibRygI4FG/vjSRPibj04xEn02dJJzbzj4hHy2ic2zy97yAlxMdJi3Ntim0VNjKUxdZNK/8IwlKOOXEvEHFc6jmbeEFDZ2oQM/et2agDl5yTy/GVuEMRvG/wvikxiZNUDoUhtGuZg9aokUs95zyesWUNCA0tR+6UE/eSJSs69XiV8mj1PddZExi7/wO4XG8Yw8h208PgIAgEh442p4xJQH/bD4zBijLEJFcDmRmFk5NTejzrKMRcYzr950Pdr4qFT4/p59BRvmoiP90GXnojWpZOOfa3i37P4NxKHXo2AX7Se4KaMsTLBr7fKa3EmxEp92TPjOEjmZJjI3Q2iB5a8dR6TFJNutMCudLQQli6wMJt2ETPu3HJoJ5BPePo+bJZ00jcOf7NrDBB3qNROb+4BITNtme9viwi2QI0bcvZ+RnDOPDi9JSLyzWoslguuLy8xHvPyxenRSrHsmNjtQpO5aSE9JkS1T2wLOnTsK0K2+RDvYzCWVQ6ERbO04klo0CAaG7dEKa6wSGEwuJZmSmfpCOqLMIqRtV+i2UScOIsBiZqYgqDERAFxGsV2qC4pIc2CYMIVLqcfXuc3qPqSSayprzHqmh3jJxd4MJA9B370+XVlpNPrrPf9wf/ED/44c/x49/+rfLZr/y1v8of/uf/+Sv3efAM5BvGGuZ2ZfbwvSzhXbqQrzEFzoLj1H94r42q03taW2K9S4WTaozMICGkBav3njGMLLrO5FnSAZT6sBNbWJ+tvHciWNF4T9DRgITAKLFEUN9kHI1ElIiTjoUuceLY6CUbvTBx6KwFWCWOJdhb2hM9yc2b54Eqxk4n1iwnrUxAsQJQYmXZFm6FwzKT874ej1OPaoPi6QV6+veCrkikpzc3eHoY+XiCydZcXFyY8H7XEkKgaR3RC+vxjBAMDK3Xa9qmZRgH1kmI//TkOMm6mF6ic56f9DauvfAjK4nFazJ5TG5nZ0F4F6zAw5dN5NhN1ytY2JcCi+o+vGpu/m4XUJhYb3GeMEaCOF76yEufnvFtknzuyZ6B4SPZoMImKEdOEZXkPshOv7k1NORgZE9H51bUM5+tfBUvS5N3ARDonLJ0MObC5Xg6t8RXwNDhp8GonFl3/somhRXqFgvevXvHq1evGIYeELbbHu99chkEVqsjvHO8Ozs3LT0Rzs8vDFiq0vcDy+UCkKnWZxb2dr64EjJIuRwjY+TRO81jWlC4DKQ1viWktE5YuIaFNHSieEkTplqZKg2WeYgm4d5UCguA7AabaIHCguSlisWiu5LAYp/O35XpU8FLS57UMugU59MrlmrC6sQuTshQSGKEqGvBN8hwCb5DNUHJGzx7EUtcirsr7gpkiQj/wp/5s/yf/zf/q/LZ7/yjf8Tv/MZv8DO/8AvvP8lD2S44vKYayke5ja8Bs/2BpJObWAiBbd9zuvrwaaYb1qylo2nyGJVMs3TM/jjlcKhEQhw5Pz8nl4/smpdZ6Qa46lXKY/D8W1UhhC3KwEBgTEgs1LIuUr3LV7A9lg+cYgZRWjqcc2zjmg2XtLKwMVkc+CVONQn0KESDlZt4SSRy4l5MotKF1a+vrAofoRrVxcI8VpLiIvM4u9NSQQhi+o4+wb7rzMgOK6m6DXa0RiI4RegsIeXoiGEYGIbRzq1i2cck16oTloslfT/QNC0ipHKdSaQfiHFk1bR8r1XOgvIueHDKSqKVI3xPOMhVtnDKFxKJCu0VIHj3ndH6X51vIPsfFcbV+YYQlbNgFb9f+kiX3OnZkzMrHfvA9gwMH8miwkV0Bgyliv7T/ZepkyUdqdqANGR5EClSIQBCVBNMzcdBHCtRmNWvFZi5lOtA6mpZKbvD47yjLJdLLi4u6LqO84vzwvC1TcNm26M60nVdubaY6m967+m6Lg2mydWTryOtxF3OiKvigmJUNkF41rs2y67eqDAEWFsVKzxCI6bvtXLK0jnazkrZxTCiMRBDJIpFTTvvzQWFEDVaGUUxdlHEg/Np0A6QxG/3x8y87GhoxCqvqCSwH4O58oqunJ9Nmvve3olriN0xbvMOWb5go47fGzwvEkNz3Y25KVvwh//Ev8C/95f+Tc5fvy6f/cpf/Xf4mf/Gf/NG+z9VvcJr7QHb7L1LC79blPU7YNu+p0kZ6hNDmCZP8qRcLagFBEfbNCyXS4ZhtJKNeaEi9bJmd7KvNQbrbeyTDQNRYOFWbNWWZ1oN2rvKiLVlb8+oAwtZFjbP07DyJ/Rxw0V4MzFeInQsWLpjHI4oI6IBLw1bPeMynnPsTss5o5rm425pVMOpsbCK+diSCAPTUp63WtyCqIENZwRuoyxgC7KzYUEQ4ctmjeiIiGN1tMQ7TwwBVXuubWuLyIuLC1SV46NjK8PZtoyjLWTLsxNJC4JADI6F97QMbB28Hj3eKV1iTct13rjVsHSwvPLp7VuIymY74r3NV8MQ6LqGYTDpn+XCE6OmOU3StoL3nu3QMziPGyPHmNJIP9h98d7hHAzh8fxjT3wU+9wtx3iRJrT9GIniFph9ul8eb4jKN6PjVRNLIXYO7Llvu+ebJCHKrF0y+6aVZdd6fvD9r/Fe+PrVK8ZUTk2Tu7ht2uISRmAYBlCTKkBAg4maogGtXOO2vV1ALk2V3ZXOddUVP1ttCoVVGxTWCGcBOoGlmAj20nd4r4Qw2ERRvyeS8hA9KevYJlGNGSiSVrD7TjMnHtFJW3O2epZy+CtIlOz2qp+sMobItodxHQnjGwYattoSVh1eTCBHEA6FnN50aPe+4U/8y/9J/r2//G+Vz/7B3/ybvP3mG15+/fUNj1If8J6G01uwhtcf50NdyK66pwfubtKO0dn39jS9OD4WGH7RwrA3DmoZi2YL68rGcSQEW5CaPMrE5mnJvr3OqkWzCN4vWWGTvagBPLezsoklAetQPq/F3A66ZWTE4wkEy+LXYDnAQvndJWY/B2yI82iIePWIOnPbxgtW7hjVLCdl3oJpLnFlPM0Mq6YrQxySxtd5K+2MI2PRzyXd5+vvlllQzxZPiMKbccmLZgtuMO1CPK6xMBMrsZqUNBYdR6sli0WX3xwWi65iO9NzjpkoGHHJC7VAaRAGdXQzPdX7S0ZRYAyRpvE03rHtrVyoc0KMSts6hjEyDBZ73zYuAV1H1LSgCZEmjDQC/WDkh2CAU6MyDB/Xbz7GnvmXR7Q2B+vfdCZLulfFqpl2wGLR6jVGvSpeBwMMNztPBQhV6/m9/C5Q4gMb71h0LY13tI1n2XU47/DO451V5Vh2HctllzqS1d4tpfgoTo+p3WoK/QM9PVtG6VF5vI7yKVpE2KjwNnp+PAg/3sImgms6mnaBbxYgPrG5ySWW68jGETRQNAGp3gko74jg6FjQSGdsRX47ZBLrtfco7yZWqzbXjM3/rTpC3w+8ffsOfMfJ93/Iq6+/z/defcFPHzfEzQXb7SbN7/svdO00u6pOcg2qfvQv/ou0i8kFq6r8f/76v/v+m7sLsh6aKbwtyLtq+/e0e2iPp3yILJVy6Mfl333JXM8SKb/79vx2bT1g7bCmHdazz4qfY/c9SH97b3p5y+WSRddZm0o1kauSk+bJWdXhDHiNnm+/ecebb98RNqR6ysIwBrb9wCZecqnnRAnk+uG5/5gbOfD/Z+9PY21bsrte8DciZrOavfc5t8u8mRiMwSTppKAMRiSJoPQKGbKQxRdAhRACZBoJBHzAAiQkBAhKICFhTBWNpaJTCfQKU19KhSULMOKpCptCsig9g3mJMflI7MybeZu8ZzermXNGjPoQzYy5mt2dfc65du6Rue/Ze63ZxJwzZsQ//mOM//B4Vv6CC/+MK3dO5zuGrY984vicWplFqS+Q6BkSW+ElxP4uzQmOgbVfFUDXR9CXjjLG3k0uhrQIP6ZMofQ3uI4PW/JlBPpi7WuuXPBYOA1Qc7ptuM3L+YxZBoWHLFWXiUtTDeSFR7gYwoczmy4xSm29AEsJKhBYwH5w9IOL49pYpMJFts9HNlajdyYpeHjvqfHUoR7iGGsPVEbo+oGqenUVvx6B4Su122WzTdbgRyQRLCHe7NiLtXLClbt59ZT17G5juxmuphxQb49481BSspQwWTWDIDfUv320w6YE4dQrFb7aC886FwO9gySIsTXeR6ZQg9tYMhBI/U6LjjgyxymzM7GMkrJBY93kqY0JK2EgDaLFJbWo3nN1teLJ09cQEYZhYLPZRHkkw9nZCd73weXN8d5w2yzR2WLB/+Zzv27y2Y//yI+wWd2h1vPLAIWHznFbcPgcoDDp4aGlpmXxk3Tz/IHPNSSSVfbhpplQTSX0F5P6244lGRNrTUhws5Z21oSelyuNlBS2UALBtCBG98cb5xxGDKdnQZPv8mLD5eVVzPyH7dXA+rxnvdrSu4HNtqMfhiDSf7XCD2B9Tbd2qFMq16JXBrfyzGTBTBYYDAMDV/4iAEfdEpKDHY4gGTWXJTUtc/MEK20Gu5C8BxF05f/tzw2jxI9OPlOUQQcG+ns9I2Fgbnoq8bRmoDExblg9g25jlGa4FnLYygiiU3zdpNJLMS+kz716tt6wVuG1ylMbMoObwgvKrOjnNafw9cHwTmc5dxJCJRpLXRma2tA0BiPKvK1oaktTW06XDSeLlqaxLBctbWtpa0tdG+ZtxWLWsFw0VJVQV4bKCnVtWMxrXiEufHQlv0rLch8juR8+L7bJXbpgCw/Bu8bAxypHfQT7nVSHXEC7J+EOoLDYPQ+i5Jdx3K5oUHIvHjvHDrANQc8W5x0ehzPClU7yWR/tjtar8IELoeSvGR9dXoKtalJZM0MqMwVTLpcJKBxZwei68i7Hhk5CHRJDA0CQnxD1OA3xjd6PPF/X99RNQ11VfO1rX6OqK4aux1hL13WcnpxwdnrC1dWapq5jtnrsgyYc5cbyWDv2q/6H/4H/3//0r/Nk2m+3/Icf+RF+9Xd+5z3u8N1sa0IN8dbfbxK+0a38QBnIx+7omBGse8OJqnJ+cYHfrOBk8SDtAGj6K7pqDscm/ALsbLdbLi6vaNuGp0+CREwedfM4pOPYVDhbQ7eVkaWKe643a7hU5vM56pTz9SVLH96X1WrD8mzB6mrNZr2l73qquiKIPtd0Vx2YcL/6lUO1AwnahgCVVCzMCWt/hcPR0+G8Y2Z8Brwzcwo4gr7hgGcA2nGoTUNxCfg0zTE+e2SQQvNUQujOVkMNZY+7M6DSfE7ltFoz1y1WNBf6kziuDJqYSKGRFlu0mfQIIJbfJI81mRRJsaUaBL9nRiMpIqiEYSAlLI7jz8NYY5TKaGbUykWPNRYX+4GJSg7GSAqNDFqNcbGdMretIYYBCG1js6u8rS3b9f75X5Y9Moav0CSxMMlVMflSxs/EXssWpu1aE/TeymOk1VVrw0+mgARurF28YwMda71irVds/Iq1rtj6dR5ARrHRWCItnf/QtCLjP9Pvx99DnYA+VnvxIJ7bMkGPdtw8wofe8uEgOSkogHsH3mdGD5iC+AkotHS6ZeUvwn65WkQRuD9FlCRmJs+/3jFWmRi3Sueq6xrvAsPTNA3z+Zz5fBFijVJ2n0isBlGwjno3cPjkzTf51m//9slnP/6jP3Lr/e9jnW3obJPfT+cdev4z1+90jOE7ygheAwpvYAu7G3ULo13zOvqosfkisit32aWDk3/0YqhqTHIIDT4qRF3gRKJCQsicTWNb+FmczJg9remGULYNRuBVVRWzeUPbtFxdrajqOgIEQ9M0oIIfoJk3uMGj3tPOG7xEUEZINjy1r3Fqn3JqnnBqz7Bi2eqYBCJSBZe0e0bSKE3u1ZElC7GJkJIVwye9BukZr56Nrhjo6bXj0j9joyu2rLMbORTpi7GBjDJXIw85mmNgy4YtGzq2eFnTx987tgfKtR6iQtLH045V8IDjZqpYIzQmuWzjlnk8eFizEooNPLHKqdXpXBtbt9oMdL2nHzzr7YDz0A/KatPjvONq1bHtHN2gXFxu6QflMn627TyrzYDqPkv6su2RMXyF1seXeNqJR+Yt/BXdbxpeqjt1FdVrgZTeQSxagV57NqwnH4ZhY1dwe/x+V1h1kmWwc9lp5Zpje/AhU1ZdCIT2BtFZrsDyaPc3H90ig3c8sT21GROhwuTR42PJrkoaKhklkySJV+gqPN9MshThAyPCGwkAdvqvBNexsWmlrDRNw9X6nGEYeOONN4LLyLmwjYZYnA++/nWqupmQPEJYFOXeNs1mudH+t7/+N/CT//7f578/fPfd2+14RzdyX8+B0T3vfXS5uy2Yit5Yan8dA3hE2/AuzOBNLuTbgkKI/WXfnBtYrbdYYxjEsDX1/VnRA1b3q6Kdh5+1EJgbE2t638ZKTVh0f4w0taFZ1ngGbGswvqZtZ8xmM0SEuqlpZIZZ1tgqqDS4KLVycXnJcrnAGMNqvWJxOsMNnmHtMY3lyp/TS8vcLOl0g1OXFzmOAaeCow3iyAau3DkeT21mue0IQf5s5AIDM5jmE1HW/goVpZaWmgbB0LGeJJqk481ZUkkVU2pGz1C6L/m4eDaswwI+3bz0rGijlqGZ3N9D4DJbyXqqFGNMIFPUh+IHAjxzgvOG1ign1tOaxPLKCO5f0JwxjflPi1ITMosHTz842qbG+bAAHiK7P5/VVLXBxrjEVHFJVXHeB5f4KyRBHoHhK7TMlcTVZv6zeHHS+i/8fcSK+fhONtG32j3k7tmOxWocPnFq+U27ZDwBI5sU2yYItTR4CQDRimLE43mFwRc/h8wjnHvLVg2v24G5DVFMHRv6LGgrLLxgTRWBfnCFuAwcY/xnzgyNg7LIDntB8dyTi2dkWowB78IkuFzMefbh15kvlsxnc5q2xXtP13V8+OEznAons4ZjzGBgFG++/rKc3MmTJ9PvvM+AdM/u4Z79qXc+4MmTJ5xVwaHnGOh9Rx3riIvvwdYohq0xDwqintdk8ss+TXJIosXaiqpybK/OOWmrQlj64aweNhONxV1vZNJTzXFqUaombJCyfSMTmIaqGIOY+mVioIh9yotD6wE0soNnJyErX9ICPvTJum6o6yYeO7Ssfu11JI76i/kMxxAWO2oZpGellwzas9EVvXZBezRfmABzLp3i7SXGezwDC/MESxWSUyRfSmhPeb2FheSXS2rxOLdgZkNm9CECL1xXSInRcNsOun2DG3rLoUCfkJxWTz7LYO3Ye1p8FxjeEEqVpHWUwNhZAyd2g7MGUcu5s5zimRnJIPJFmAKDD6E5raSEH1MkkYxySqjHmiAn19RV6nFh29w1g9sZAtP+skToj9kjMHxFVotyZqN8gCpSrkwzFfJyLDBE2wwEKgks4N52B10wsvNrAncHqPBbr4BGYJw0xcJA8hhd+NCmhMzld13NU3oqs6aX4EYyWCqpqWXUo0wDrcUwY47D7S0ixj5d0Em7buWwEaNrb5wJ2qbBGsN6veGD1VXolcMGMRXV7JTGVJmdPNqj7uiGqZr9/j70Pc1zDtD/4b/+NG3b8vobr3N6ehbvicepZ8uGiljVxfVoNcsA5lqG7ZYVUY7ue41dyxZGxiYBICje9oItlrjaW8znzF2QCr6pjvC9rQCcIpr7qBJ08s4vLvDOc3Z6ChLK4UHhdozXkLwQGv/OpeXSsQHEUpmGOQaJi9Netwy+YyaLECcYk1BCHzfFuyFhjNdxeA9gKbCdNQ2n8iRehzBjHli55FVCQlyaAUfNoI4TexpAYXYTF5bDepLPaXo9IcFki8gMr4ZG5oGVZMDrsD//SCjN55yhNhV2nzeA42/jdIzIbF4Arjk0JC88ktchyFGN7KQfn1FKTgGseCw9iGCkZeMrZrFqiRjD7vj0ELb18GwwNOJprESdRcNiEd8vVWatzZFb1gZpniq+fyLE35XlvM6fzWdVBoiv0h6B4SswAZ5UoSpJWlmM75Tsr8pesCmetW7ovMGagQWzvRXeLQ/E+FKnlfLtL0Qm/0muC+IKK/w3r4wf7UGtV+F9V7PUE06qLY0JQQJJjy0DATFxYjO0Mt+bPCdPXAvmUKJLCACfn2tmG1O8bdykqipOT0/yee1G8VKxtS39EKvjyMjQlJbcynexqm72Phv6nmZ2B7fqjv2Xr7xH27bMFws+/PDrKHB2EhIgKmlZWIulxsSa1mrbkclS/+Du1/uaHvhj763WtHgbe4TBUw1XaL2k956NGmYPvLib6rwmNjD807Yz3ni9ZrW6wqsnaPrFvXIyRnktitOQ6CalrIsA1Aw60GlgmT2bWBrPx+xoin6oESC6oo/bmJAAJO1ABcTmcdKkcJz83ujeWGfEYKlpYiUiNCjbJ0A7pf1KPcN9Uxwz01HLDM8MKwNCqMLS63ociyPo3zrL+4PFStDLzcUZblrwl+9njjEevWUhnGosm1kSDBoZy7CLwftUNamIM8bEspzhnjut47U//ERRevOWVlkYQlWndK50DeyMQUluaLwRGbxbM70/HwV7BIavwESgScAprZ4SNizjtMLWcZ/w+RgHklamxEnWF3uklbCJ/W9n5bvzW4jjM1y5UyrtmVWOaWxgAdQOXMv+h+mXIwNGusZy3CuSB3KCA+TBIk06VvSeIgqPdpN5FS5dw6AVb1RKY8YVPRorK5goKi2WFAyRemyezCi7QIT0E0JciuzQ4DoxxqBSxh8xTiIAVYuqKfpFHHhFxqzmkZy5s9lqfygc+vvouAXrqhmfePttjDFYK2w2K+p6FoCTRjBBHZrq+zBx2KQF6Sf38kiD784a3pEtDIkdO9qpaWxJbUuMjy+Zu7Cv6a/ADfhZ88LWuXV/RV/PQ6t2XKcSM0Druo4uPpdXLvtsYIhH63XFJoOi8K0oLDml020GhuXFzswy6hkGG1m6NAKGZ65eIqiJEk0ysmZxz2nXNVMacAJivRu9TAWAHNdW8beCmZeJUHm4B2u9jNVFKtb+HEtNa5bgQ+Jfmne8hytX0WmofPTBYGhqR1Wc98DsEMcHGQcJHTOUywvTXY9Z8YTGcoOS3a6lEsYY3y5svMHeIXb+LlYSFY2BJpcTZQIIQ0uusVccP3gbe6VZyX/hL/yFnewy4dOf/nT+frPZ8Ef/6B/ljTfe4OTkhN/+2387X/3qVyfH+NKXvsR3fdd3sVgs+NjHPsaf+lN/imGYDpj/+l//a37Vr/pVtG3Lt37rt/IP/+E/3GvL3/pbf4tf+At/IbPZjM9+9rP8u3/3717INUPoE4MfqfH9DQ7tE7LIVv6SS/+MS3/OlYafS33GlV7kn0s951LPufAfcuE/5FKfxW3O83fps0s9Z8UlyMDCXlFLT68bLvJ2F1z6Cz4ctvTqcn+uqEPsCM2RldktZudiIk/l8cKqPmriFccwUTx3eKyJ90JNgbU3vDcY+ux283GhkFbpaXFiGIm+NHCH59PTs9U1vpwy4jtusrh1WOETg+xNFNceG1OsfPxQTBRjWwM2jAuXLJl09+uu6n2G3PX3c9f29RwjQtNUVFVwec3aNpbOMjGLOtb7EcB1ASSY4CrI74IInd1nMl+EHXIhqyreJ63C9DOEn6xX6FEfgU/x4zVU4Agxe2PN7M0LeH/zODH9B+c8FxfndF1X9I0Eksg/02OZnQ/DgriL1UomO0oIqaio8OrotWfQLtyzxISNB47/RE3IKDydzhEUAUYdSGKmcYjZC6FGoo5Q1cSPoLB4GYq3ZWx9fofS4t6NbKXGZ5zhKwza0fsNrVlQE+JfUeg8rP14Y8qjjgu4Eail/wkmyHqry67qVO3F6xBkceQwrNyzSKKETHMCe0iYGwyWzjd0vmFpxhjmhyIN83JVBDEVEpneNH5d16fSruMq+qMNCuEjwBj+sl/2y/iX//Jf5r+rYuX+J/7En+AHf/AH+af/9J/y5MkT/tgf+2P8tt/22/g3/+bfAEFs9Lu+67t4++23+ZEf+RG+8pWv8Ht/7++lrmv+8l/+ywB88Ytf5Lu+67v4w3/4D/OP//E/5od/+If5g3/wD/KJT3yCz3/+8wD8k3/yT/ie7/kevv/7v5/PfvazfN/3fR+f//zn+cIXvsDHPvaxB79mBbryLc4LxrDyO9ZtgviAKzK/7nre4x1SBBq7zU1yJFFSWLslG7dgXikzswJCDEwlNSkOZDzObmmsQw0Zv1OIMcJpwCSDQo0FpkAxYqmK8k6P9uJtLFKYZrWSA/EkQWxUY+JgYrWDOC8oVpoQui4Ss0PD5CTo2G9EAugQg7FVqKXKjutFPWpsiTGzG1my62mXbb+9pfJaZd/cXWDu2QEGbmiWSAapI9svpklESARN4Q9RQYYuAkEbrhOYVJG57vy3ZQ3vLcKtR1swvucj2JrAEDcgtkoUYmb0umpJM1zdsz3HW5LOmz4bBocbHLYKskw3HUMQrNhIPU/7UcfhKjoez5W/CO8DBoulZcZ0YJ8QkBS0ZbQwroVb5PP3gTWWuDAbWcXx2HFJlt2qiRXcPfe4r89gVLBSU0lFLS1bvwrHE+jYYNQyM8tQ7xxYecNQHLOR6AKNz3XKRPoin1JY6yWjJ2AfitdaM5cFt5FPkxRqIaOuo4hh42DlK16vPU06zAPhr3wYSXXjp2UEb8Se5QYffUwIfAR0DKuq4u23384/b8Yapc+ePePv/b2/x/d+7/fyG3/jb+Q7vuM7+Af/4B/wIz/yI/zbf/tvAfjn//yf8xM/8RP8o3/0j/j2b/92fstv+S38pb/0l/hbf+tv0XXBDfT93//9fMu3fAt/7a/9Nb7t276NP/bH/hi/43f8Dv76X//ruQ3f+73fyx/6Q3+I7/7u7+Yzn/kM3//9389iseDv//2//8Kuu1eDL4bSPFGUj0TMWMIpVZfguI7UizBF6F2DNY46JiUkluZQCxLNf+f+nytlBBeBi2KrW9ZZF2vjXNI8fbQXbDPR/QDzaCnjMbjBxvgfYlk9FCoaZnKKIbKAmpilNMUl91DqT4E18VG+phyaxA+AomITRQEEnOHL1fe1bq3rTUT23MnuJmB4yKKW3KRJmvTk4r+55nS8fteFjOTCDRrzLulUuJSWF21a/uzcQD3yc+gYweK1DZvgHrcFGyuBkbu1TuKtTHb+Db+byNA6564P6E99Krkr73Dm8JQMc5acmDOW5hQr1V7cncZttbiBYw9IVWU8qaygShBIDhJR40gbEmOKdyO1O8epjwu3kkMs/4cG9/fcLBEMG3dFP3GRK13WTAzZ2NtcCztYVITZ6zDj+B80Gr16fCE75nZ+fKyBcvz+psNrXrSl+SVn80rF1s14amFmRm7UR51U3b3+O1iGsxISRfQ27ODBi+DwS/MRtVcODH/yJ3+ST37yk/yiX/SL+N2/+3fzpS99CYAf+7Efo+97vrOoPvDpT3+aX/ALfgE/+qM/CsCP/uiP8st/+S/n4x//eN7m85//POfn5/zH//gf8zbfuVPB4POf/3w+Rtd1/NiP/dhkG2MM3/md35m3OWTb7Zbz8/PJz11sUCAG8seZsQiPGQcBN3S4oUP9gGBZyCnL+LNg+cLBoaAs6ktOqme0BuYyp+Zm99Zeqw76bZJ23s6XIrhYWL58oQcMXh6lal6GjVPtyHrlvwsXb0hGiTVCI+tlTcvSPqGRFpKrRTX373Ga0wLoSdTuclEmJtRTVlVk2IJtSC6rykaXdIzBOlgz+R7ummoPGN49mjWzaDrleIqGZWYzAGwPrg+JJ8QYy9h2r8r7g+VDdw3b9wDl+C59HRadafFpwk9YlAa32XU/AZhENl9sDAlQxHVoNUdNhZgasQ3G1gQQZunqk+duO0DVr3YWyuG3YRhi/VqP99dUwUggTSSLON/WDIaZLGikxWBJGc37ot7jImiCY0WySHso5+ZRDZn+Yio0eUly6VFy35JUeSglYKVkrPHtKuFk0RKhkpqVO+fKfciW1R5g0gja0i1rZYc5Vi1CTNJHJfoZe3/+XJPubRX+jZWtUhjKwWcTG5DYwQAwfb5+Ipg+rUwGhaU573BuCF6IO7AK+UrEhvuc3Pvsn+MhLIeXlR++eN7nqL1SYPjZz36Wf/gP/yE/9EM/xN/5O3+HL37xi/yG3/AbuLi44J133qFpGp4+fTrZ5+Mf/zjvvPMOAO+8884EFKbv03fXbXN+fs56vea9997DOXdwm3SMQ/ZX/spf4cmTJ/nn5//8n3+nax8QBo00/GQ15OKAW4UVJBpjkgCUiib+1DlW60VbJT1WHA0NM1nQyuxugDQRo7vv5eTap1+m65sM+GlgfLQXb2kOKpiA9Fce+iNDmCfBNFloYgZ3nKEydoTRsVRSD/FJa2AbrLXYJLxtm3C0Yg5Jk6zfGfDvm9j3EIxhBtBlwHz+ViOxoxFMe/AxxjKxagpJvseK8kbleHKTQMBN4PCG75vGFrGeCcj7PPHvxg+Wzzh8P95/E8GKqAM/QNVENtZiqgpjq8yiogN9NbuboPZRK/tncMc3dU1V11hbYWOoQAKHu8AtAQ8jdwOGFTWVqYMsSgTIIib+bfLiN78Hif2LDF85NOa3QoAYWpP2TI5izb+TX8Tw+5idH3pXbE8eO0NPNEoUwA6VSm5m0GILdhI6JLKfI9iK5/bFomySUAiCYSknoZqLecKJPGEpZ0EarbwvO+N8inPMB1LGZxmCDamNYdDpLCJiQi34KG2TQPR11zwZ31Is9A5L+GAWDxiKDQjv9JbzYV8T9FXYK40x/C2/5bfk33/Fr/gVfPazn+Wbv/mb+YEf+AHm8/krbNnN9mf+zJ/he77ne/Lf5+fndwKHXqFHAveWYrTyQBEYFvVunExTmZzYdQft2RxY6T2IaXgZw1Qdjm8wVFIXQG1ciya9ranJ9Pc7iY0GsNFog5MQqBwmoue6qke7g+WnV2ZNFpNP2kjUjd9DFNW10c1cMIJ50kpwcJdZSBO6ZobAOReEtdtTdLhbhvB9SmLtAsPhjsknWwMmuZJFcuauqsP7bWyXBWnjpKMBPKkG4JtZmBBQoiiNCdfSyYJmWN35mm5jo4ZpshAtV6lJpNaB8JAIYiItFS7VRKDoML7LDIt6h5qUgWsZlQaKNlQz6mHD/U1if9Qc37ZerxmGAWvtGIeXnskDzPBCEOBP9yDFiIcTjHcre4Ugx+yN35XoLh04jfORjdNSjkYY+ZwUhxiXGloCXo37lWX9HFZhkRMGw/aGGFuZYSojUIt/18W3hlB+NS8c0/XH19x7jxiTOk6+PBPPJ2KmcemmjbcvMnISrnG3apakRWAEuaHogaDqqGzNZW/x6sI7E/uD5uMRyn3ujmHlM8pmGOVznpMljPfxqAawKisnfOhCaFlbxre+wvnulSeflPb06VM+9alP8V/+y3/hN/2m3xQrHXw4YQ2/+tWv8vbbbwPw9ttv72UPp6zlcpvdTOavfvWrnJ2dMZ/PAyth7cFt0jEOWdu2tO39Y38U6LywtDKZe9OEkgbiVBB8HEhDbwmZXQeESB/AKqmYMRa9TzpTVmpQog5+QdkARSZB0aTI9sQ1bGaGbtHhBcFIFTWqwmRbx0zOR5nrF2uHV8ZJMkgYpSTTomXswFo8c8EgCRCo5O1ThnMwz9qvGLQPsVpShEeoh2EAYzF1ixk01E4u2yqhakroVjsD6h3fDVtNqbm7MoYhgUozm1GyrYl1UHUgirWL0EDXgZiQWMPOq6GASXIxN/T6o6Xy7jbECwYrJsaGxsk6TfrH3tuIfCRO0gLgQiUNNRUaXcvlDnnoKD5+HnCYgFFoSrj/ddNQ1U0oT3ZTX1AI4t3BNbzRdciYvWawqgji73vHObKPEUlvUUGApXen7DcwMm0aSbSQ2R3cqCYunhLwijNFsYDLC7P8znY4t4EYkzfi1jA2z+UkCHRH86oYapICQW1iEYZ4j12x+Enxg9Nmp8SwkLUNQQQ6iZ9n5tzH55Z0TscV6d4DKmeYDEjTd96xrCwXfVisNhEUeh/Gh9DfTIhJzgA+T7rxnwiWmbKEz2XlYuGIrTXUwzm1nteqj8bs9spjDEu7vLzkp37qp/jEJz7Bd3zHd1DXNT/8wz+cv//CF77Al770JT73uc8B8LnPfY4f//Ef52tf+1re5l/8i3/B2dkZn/nMZ/I25THSNukYTdPwHd/xHZNtvPf88A//cN7mRVmnMFGzziBKoxs5fBZWX0n3Lb0NL245IZEdrKWhloZGWmrqPDFk526ajGPCQfgpZEPyteg4gN212So02tDKnLnUO0pcj/aQZgQqKeaX3Q32Brhii/jMR1J71+UYB1kdNd7yeSP4L7PtU1/3gPZr1PXUVXQJMnY5IUy4JrqcrQ1g9DYjulTThV1VP58rudRTA3C+R7NMR8ywz+94ZCKGbQBvE1X7+M4YG+9ZmHQfxuU6tb6a5Xc8/DTYXb6gpLwOWJjrE8MSLCTUVKhNXobIwtzwYJ7rGtOgFEFE13Ws12tWq9WBrOQD40j8qJGWhTnBRg/JMQuhLinObzzIUfxcsGfjmD/ZgGmwBpk9H+PbFE+P9/0IKqO8V0LwiqBiUI2yLgoqNWIWYFrEFK7bCGST5EuIsrQh1rJwBU95Svi6M6x9gk4BHIb3fWx3+EdYmJOQmCOnMf40AE/14Y3vVDgfDO/2hk12RR8BVMX8Ihntaw7JWFaGQSUnKV464dwZPAYxFcbWhESSpCVpo8s/lfY0twKFOvnZcfEf2Da7x3ewqGpY8lWiPLUee7uh64XbK2UM/+Sf/JP81t/6W/nmb/5mvvzlL/Pn//yfx1rL7/pdv4snT57wB/7AH+B7vud7eP311zk7O+OP//E/zuc+9zl+7a/9tQD85t/8m/nMZz7D7/k9v4e/+lf/Ku+88w5/9s/+Wf7oH/2jmc37w3/4D/M3/+bf5E//6T/N7//9v59/9a/+FT/wAz/AD/7gD+Z2fM/3fA+/7/f9Pn71r/7V/Jpf82v4vu/7Pq6urvju7/7uF3r9KSYij2d5Uh1XXJBo8Wl3+dkJj3YoglvuklbLlXga8Y9ahi/IavXI6hxZnNJ3Pb2G2p7BJLpvNLuIJm6ruE3GEMklosrgHMZUxZMXejfgncdYQ2Nn1NFZZTL0T0y6xVezMEx7R12FMlOXndIBS1FsnEQmb8g9XpB9V/KYfLILIg+ZFKX6PMpKL6jVsqWPmZfC0pzRygyIgfOuQ22TrzlJ3ah6jKlRP8RvbnUB4+9uuDVbeBj83HzGfIvFZrCTF69Dh1YtmeNP2EkS4HjYEWz/2StNXdE0LcYIds99eLwNLlY4GeivbWdKNCEDLPKifvSWkKNoctxtisMkrqcmVKxklqmAPXk+UGDlLzFiWXASz5sCD0rqQOL/xxrmYgyKweGxYjmxTxl0YPDbkYWLR0jvdnJVVxIkavq4yaDCe73l1A5YXaH0eCldwTumcZmnicH0OAxfd4aVF1xylzuYmTEco7z/eTY0gX3cFbrGgzHQWEvnBnonXPjAe84NhOKM0VuRxKl1XKTlexeTWg7ZtDeYybWGbufGOT1/sQNyC4+CAs6He1vtjmH3DZZ+AHulwPCnf/qn+V2/63fx/vvv89Zbb/Hrf/2v59/+23/LW2+9BcBf/+t/HWMMv/23/3a22y2f//zn+dt/+2/n/a21/LN/9s/4I3/kj/C5z32O5XLJ7/t9v4+/+Bf/Yt7mW77lW/jBH/xB/sT53Af7AAEAAElEQVSf+BP8jb/xN/imb/om/u7f/btZwxDgd/7O38m7777Ln/tzf4533nmHb//2b+eHfuiH9hJSHtoGDaXIasD7IazYJMQjJMFvIsMOu53yxULD2wdgX9OO3UHvtkGCquENx2a2JK3J5gxssFHq59Ee1Lzn8oP3OEEZRNhiM9NS1zVd12FslOLQUK0EoG5qhn6IjJ3FuQFBsdYwOM+zD885OT3FmjFZ6tmHzxBjGIaBp0+eUNfVhKHoh571esXZ6UkmD0KsnlBXliWevleeeWEpnobCPXlPe+7kk6Jco/ogx2ERvAT10RBrpHnAF/VBuLtZ4r3Pk1zQPbSod7tz410u5h47TW3f5XmoLcn1Nr6RAojv8fVZ3LfYOi4aMsMo5TS6N6Xe2jS1UcnxhE3ToJjM5ZQaqyE2mjzeJiAiQK8dW9YHz9Myj/F4wZWsewkisPJXDPQsaELWrTSB1SuAF0joExIWQ+Vl59rAlONwgBFJJLqKU3f4vpSoTsRUAfQKD06nK5x4ZrpgIJTDq20b+bPkUt0BsxJ40RPrWavNbNxWhX6oaKRhbja57x55OJPFw6U3nHvLxo/Rxo2Ecxw3ySzhGPM6LkpFHeqhMhXeVKwHx1ntWBjLymm4bgPgwY/+CSn/E7Ocy24+7fIFqIQcLwthETtV8zx2EM1zuhF4Wod3ZxLuIHs7vVQTvY+uw6Pt2fn5OU+ePOH/+6X3ODk7u9U+ArxWOV6zbmQIM01elpgSlDiwxI640TUb1vurkTvZ4U7c0LKU0/seNI6xVZDYuaFtYdsUkO4n7KjmOr0hGcd7R+cc7/uGNfeo5fxo11rre4YPvhYBkjJvW8SHslhGDP3Qs1wuOT8/p6pqnHdYYzk9PWGz3rDtOmZty3qzwVrDYrFgvd6w2ayZLxYs5gu22w1Pn5zx3vvvM58vWa/XtG1D3/cIQlVXrNcb2rZh6AfatmGxmGNNcEOKhABzYyq8wkXvOXdhUjkTxeQyYXAiO/FqKQbPjbppOoz6bf+P/8v/mS994Qv5b1tVPHnzTZ688SZPP/Yxnrz5Fk/efIvFk6dUTU3VzsO/dUNV1+jyDBGfWYiNrqiwbOjpYnmxU/OUmVmGaxk22Gdfwp+8zWBb1McFoU2VFXaBE9T9YcByXzvmuk1lC3PMIGSmOHyfPrIk9YRkxveY86/gTz+Ot+3OMW08ZgLImlmt7LQUqLq7Jdr0dUxW3EmWomxfTuRLY+ru2BdY8bWuWOslgmS3uohQ09CYGUZ3YtykWEaLidVPesS7kHBhGjBBukni9j7qtDbSTlz344g8wsLyb8UzMIRkwJLXSSRCXiCNoteJhVSULZtQmEBhpRfMZEkt89DviJIwhEVNJdM2qypfHwwfOhNiDKMZcZzZ9zFFsdKUlW/FciJPRhkgEXqnfLW3rIsMICvKm5Xn1I4LvLGEn0F1yM+ulHQqs8lDab/gGhZTB7isHq89V96xdS2vV8HDsPXKehDW3jC3ymnlsFkSqJxriyeTAeH0u/yMkju/fGeOWck0pjl/5/vzZ89482Nv8+zZM85uiSkeyj5SySffaKbAlTOcWaW2gvcuB+xOMVtalY9vYyMtlVb4BKbyMXXnt+DW6tjsDYS1NOMgV+xT3bdbyNjWsGxN3PjxtcfEi6JxtZyuM1W7kOCOEjFU4jmVnk4t7qMVIvtzwkxV0SxPOH/3Heq6ojEGawzD4JjP57RtQ900LBcL+i6UcluvNwxDT9/3WGtZLpcMQ896tWI2n+O9p65qnj17xnzWAsonnywBeK0JE/qXtx3b7YbWtyyXCypb8eX3v8zyZMnJyTJzIVHoBXU9xlQ8aQytUwZPjM8phtc7xnEfSj754J13+OCdd+A/3vL+WYuta6omgEXbNJy+/RY/71f+cn7er/wVLJ+cksCQuC0gYIPcSYqfyrGKeQxIjIQw1HOqBwaHh03yOSkmrgQ1wne2AB+FuQAQdFdOKydElMzZyPYlnCD3TBmOZGQGmLqbLTPJFNb9YUmUgQEXAU4jMxZyMiE0JffBsq53/CzeK4NBTIMxqYJTbE9xdotlLssj1zGCul0vkSBUscb25NvdLGjdGVgjeG2ZISo4HDUtNRWhxF6ZkBJhnAhahISICK/VSiNuUjLTIEE94Bqh6py4psoHvWGz84wbgRObtE7j1cUqQCOIkjiljM9WfdJajMBYx/HBVjUewamnkQE1NR8MFuOVLUJrt9S2YuMt6uDMRnCoPjD2OdYxlPbb1W3c66WTLNLrrcySP7zHq+XrHoHhR8AS9W8SICQxZtEFUpAGadCz2FEzLKXEH+lMoVZlP61bC9TUQYT4njaS+MUHk+yyXRI+xcJMPsyrXQhZaomZUADnMbYhxHOEa50Zz2wYuJIkovBoD2LG0ixPcM2c+WtvYtqWfruiQjg5WUZ3hzCfzYIESBMkVqxRhqEPQLKpqaoKkeB+3qw3OOeYzWZcXl7QtkIz7JcX++STORBA4oUPWnfLk2UAQ4OjqsaSdaPXZwAxzKv9ShMA3E3hhjc/+Qm++B//wx1v2tS8CwLd/WZkKz/8ylf47//+f0bM/8gnP/1pft3v+N184pd8GjtsQcwIoAoQlo+nIQPUSBDweLm9PQHV9Fdh2d22H9QhvgcbhbJvNMmALjF2EBjAu7CjaVwcNQLLzPdiOylAdwFMvQ6owoorBg0dJ2ccJ7AeVudkXi4tREa/IkpQjHA60Mp8fKb5IgvWqxjrR26wON6113pHy+A+gTnDTObxKy3qYG9IoNppQ2WakX2MGdInlWDEc+kEDyyMYsXQHWiZomw1sJSqHvU1a+zRyxuVD3Ty6aHtEkBH0jMHVY+PcjVu6LG2opYGB8yscA5sMbxmPdZ4KjyqwgeDYeOVZSAGSVVo0mI0MJbHWpO+kOu/z5uZaWzkkTvxKu0RGL5imxvFml1QV6yolT3NrVKWo/zqWFygwbCU072XMcgH3K8DKrAN8fQxbiN+HgHeobrouVh6udAlraUT+h1lDvKq3rs4yZgY7yKcWcfWV5P6nY/2fNaLYWiWeAWzOGNAmC8bTipHZU2e+JbLk/CgG58Z68WiDZOnGd0pAIv5HEUCOGwb6upmlvfUhEHYvv5aDDeNgfCkCbWcbD3eezaDw4jmAO7ByZ2DDX7Nb/48H773Hv/1x3/8fuXwbjD1np/5iZ/g//lX/0989/f+TSoNFV1SKTwRCb/HWDjnla/30OPCO2yFk5dV+Ef2Xt9wDfFLIbH4MvlOABm2qMlRn5NjBuYqZWCPIGtk1nZjx27b3gRePN51uTVip67yJJUkOnpgFNjoGseQo/VsrNExjsFatHG8oLHSyLh6rwg1iMPBU7LJgWsq2ODUr+XQgP8CbOpliu00FnWKMrChx4qniuA4s3SxzQsrzO0IbtYIRm1UFpgys1vWdLpBVdm6JYPuV84aNFT+MFY5No8dvI5Iiggh/lBTrK4A6nAueALEG1DHmfWQ1phRz1EJJUA7FZZZO9Lv9cCbW1W8x3vfxD5SgOxr7RVH+D0Cw1doVpTTiimPpuPvJWWeLIGltEXejsMdN409IjYPx+Wez0NZXzhDa5XZNVNIaXnBfcwkrKakvC6J0j0xYD0VUZ9ZYaHK+at9f35OWblId3Fy2iI4wBbMUSA/lK2u2eoag2EhJwhjph+EAbKqEqA3nJ6eINLdusvNtc8xcHmdkWKh0kYSHFjvDmHyfVp5zsyBVcktrJ3P+a1/4A+i3nN5fs75++/x7L33+fC99zj/4Ot8+N67nL//Htv1mqHrDrOUt7Bus+bZ177K8vUGbU6gmDSQlP3teDYIvbmiNWsUw8q3eLdgJjNO9HnEoINN4gv3Bo8dGFRkwYyxhwei9ITgSm6LGOVimMkQKsfAQelFuDcnmhg79aimbGJBtJleXBwQy7rURGg6MC4Ggrs2jpg70i7hOsarH3U5p0UB0g0JIUKxZvh1Qv/JS/KS17p5wYWhM6FOsidp6EYgzfSaS+YeYE4oC3jlL3IpvdJSBu7g5eAz9giDKrUHzOEbtMdMExOI4jdGLG7CSAjgY4lNi/fkBWsgVcZZsDLK1kVR7QPhEbcCqylz/NC4kMDibUDhR8AegeErtFqgNiXI0zxoEj+bjiMCkZURxhcldDh/YJiG9XpDPwyxLJQZJULqivVmiwCL+SyfcwocUz8eM1BLm1eKuIHOe+qqyi4AOaIme2wiHc955OXTKAxszThII8yN58K9fAfbN5I5hF6FRhWMxJjQcL8HhsgQyAjopRxuwzMXQwCIcfK+i9XDJgOYBDp3CRWvMBDA7FBWDjhm1k4SUHZNjOH06VNOnz7l5/3ibw2fJbmarKMYakoMfY/rO545y9dXHTJ0tG4Lfccw9GwuzvlP/5//iZ/+icJFLcLT187AXUA1uivjl6SA+kGDy04ITOjMOq7chnM3e3jm8NjKMrZ3jHsbmb3Dx3HgixJ/O5tmfiytQsrHNcVqd7R0PEGkyn0Rif1OxnzR1D9zZigxbk/HOOxKalKWfAlgR63KMbM5sZ6XTth6eL2OYtYp27ls403X9YqHMjE1vQtzSUtkd9OKvnCVjiAn7ieCUXNj82f1CnUWVei1xUfpMa+wVcNc7hYYPJkzIkhMsYmS5wofnU5VqJySvi+O0whcAU4NdUS8STYqA/p8vGM2vh+TrSQROvrKn+9t7REYvkKrBCwhviNoTBE7jymA2khPl+6ScpWd6nOG7ad9z3kNBeTFc3V1leO9jCxwg6OdzbhabxmGHmMMbnAYY2hnLUPf41UZhoE26oH5mDlZVTUzI3x4cc6aUAkmBV8vl2NQ9V3G93J+0L3PU63KsOI0YmiNUvlRW+vRHt68wsYLCzNmjCe56lzCCgo2Jfpyk9akCN5rFKC2QHNncKjFvxITkaaLJfb+0uuATrl91U4yk49ts/eZSFhsVRXM57znF3AarnlRed6oNS+m1ufnE2D45jf9fBaVg16C1l8SAgeMBPelETirlGfuhI2rWRjDzFS01uHscF2c//1Ni3+EMb5QdfRcRE3RgyaESjUomOOO/Mn8qAlW7T+su1ZCSYsTtfOijQZlSJ2HMsklbyNCLS1zPCu9IqQaBNbWSOHPiQ0PrFBsfAJ7EpIeWlMeumDYAs3OTg3BQ1cxZeZepqmnlRlelnR0QZanjPeOQFcTQJJisT9ORkcPLxJKRi7tM0DY+Dmr4ZQkDr3RcK+fx48lxuCHlEldfuPxPpTYdG4gjSHpXFZCrORahSrNNcYECc4o3J3jSY/akUGnYJr3Z7ey8be/zhdtj8DwFVqKrVNV8FE/Ka1Ak2uEUJBd/Vi3cdy/ZAvTJ9Pst7qq6Ps+Z1jVdSooH9TnnRtYr9chicCamPavXF5eMgyOugrCxJdXV5iYoVrVNav1BWdnZ6gHr56+H/De0zQNYuwk9ug6U0IMmfe770Wi3MPVeA3K9saY4GlQxeCx6ul5WYFX35jWxUoCBqK7xDNKM5AfnIqJ80jhLslJAFWQ7aABf3Wn8zfDhq4+AcJgrRNWcGR0Xuq4uqMTuPUj457YinQLfuY//6fJtp/81m+Ffg3NAi9VUaZLQoxmdHfNTPAqbPyMjQoXTjm1QmvM4fJ397WdWbQsO6l5GRC+kQPbqyp93zMMA3Qr7ADWeWyslb0P+nSyLyQ26v5PMDDT4z1P2EuK6f8Y2NIYBxgqfwQgcKnnWDUszQnWtOTY1kOTvwSG8MRygCXcue4JSCDfy5Jlvw8yOrT5Xe7meErD3Jwxw5G1JksQW8b3ToBSqtUs17Y9KwmhzMwaZ2o2PiTBDKoMOOrJeJ5kdG6+oHwXZYxJLlatoA7nI3NYgENVWHmhFuXSGVqJAF81qgUIpUfu0CJmvH/jf/P6A9j64H1Z2Gsuo7xvUtysV2CPwPAVWtF9c0dKbtIx3iQxM4eLeU+9LyOQSmatYT5raZqa+ayNiR2AKFUDnoHFSYs6obIjoHPe03cdTdMwDAODM1S2wlahtvQw9FRGmM1axAjDMGRmSL1HxYSkkf2l294VJCCh5euUM82CJlzHlkqVRhb5wg1Q49g8AsMXap0Kg0KVJtg4mVfSxAzO1HNNlI84tOoP+9xYs/aYxaxA9UlGYlwkWYW5sThV2hSf9JLH1N0kqNRG9cpX/vMXJt/9vG/6OJgKXb6Fx4IGeRQp5F3S0SqBpVUWKFsPF054YoSuPqHpLx+m8TtgJTGGZVsGHULtcqniIjZsPwyOy8srQGjaFjs/Y6gXXF2tqeyW5XKRZVsOWmTSlKS+kOSu7vgAA6LL+6oqHR01LUYKua9DCg6lpqGCjQsPHwsZ2pwNP8rIjDI+xTh1gAW8Ed+le5+lve5uSkjcuPAmvKcKrQ21jYXgJr1llciwkBODaHweO/cpx9BFACgFg6woDW2sGHO9Jag+ry5xg6H3LY6BK39OY5ppzXSRSXhSfsZ7ZQ7T5tPnme9vBLlKkJXyLhIzQO+hrUKgwIBQpk6FLipIcp3v3MixL43SRNPFD3zoDGsvvIVnaW7xLF4BYVzaIzB8hTaZJKOLQ8oVTvFdmGyv706Hvq0rS12FCccWcYIDPc2sDscVQy0tsnvaWctqENpGOSlCDLt+iAO+cLJc5EHZq2LyqjqxBeF6RtA6jdMI8VTCKHuR3BYC2Y2jmeEMMHEI5xPPzA6snMU9gsMXZk5j+UZN0khjb6yloaaJwfXh+eeV9a6XCabsw10sx/oAxaANwQ308SqUojJy/1M8lCX2R0T4+js/w+byYvL9z/tF3wzLN9BqjvY9KSPUmIpSFqM8XrjXcKmJkbmjSOMdbEpchMkuVPmYTnnOOc4vLlguT5m1M4w1GRwtneNqteLi4pInZ6cToJe9CQlsZRbpXmRZbqdPIEAV531QXZAU/kIakvDqR6BRAuCoV9dIhVWhoyez4uNGcXwaWfEEcq5vH/tgt+ioKanwZnflvg0KXxssaz/yo5JfF2UGvFG77Oa+ro2JHR5H60mDx08iwAox8GFU9jhqGmpp6PVmrajgWnYs7BWXaqmlw+PotWPGDLDkd35yrzj+kqeXJZOzI6GStSH9gKGKzGEfq4+Esa2SABJHidw4j2nspwUoztxgEX+524sVuPSSy/691xts7ZjdChy+uoHsERi+QhsZwmTKbmT9fQfKQ6aESV41lA2ySeFd7B4oBDLFfmKUptBYa+sqN2zMkwn1SI+3VbnygeGYyTyo709sHBAT8EiNziv9uIkRi0YJj5lxLLzjUh+TUF6GhQk46Jk1tKHur9iC9z6EBsOez2ON6+h2qnR4DfBo48KxK6O0153GVgddsNfFGd6mRjLsgqkEfpQv77iRT58+4fSbfgl+9pTBhfAIjEFsnWM2IUz2fmdmXg9CJdMKSfe1YxVPwmsYn2ZONkj/Mpmku21H286YzWZ87Wtf48mTJ6xWK5qm4cMPP+T1115jMJa+H2iaMTu41EYcBzgLotPYvTv0Gec85xeXVHWFcw71ymK5xKnn8uKCuq7ZbrfUdU0/DCwXc6y1WGvo+j5WnYF+pVQzgweaugnl6vKNSTI3Y3JDaG1o63FwmBIZbhihNLntb3/dClw6yaAwfTaSfcKawPofEBA6esxUL9grXDmhtUpT7JylfuJnvXZsdMVcllRU9HcQEa2k47T+EEvwNqj6KA9U2B36vEipvxHvR3HvVT3eDRipEVOhbshdbW6UZ05wqvnJJ7JDCNSr+iJ5RWQ8dgaOZhwGFS6dySoPDokUyCtevd5gj8DwFdm4sIkd5CXFE6wGobJKVTB3R4OdBU4rHweEXTrx9udUFKeOLSGQvGU6KQk+r5gnJ5cECsNRvAbXjngJ8SwItRieWGXrgg7Vo70Y0/AwwoAdBVqFkFASBl43ulzYWV2Xk+tzDIhlLWUFLgZhg+A9bDSs9t9uPhrcccpm/PIXduILP/VL0cXrOOdR34fFjklO+jARnw8hE7z0LiqBPzm1L3haiQyQZAA4nWBLYmRwjrad5+eyXq959uwZb7zxBlVVUdU1Xj3OucmjTxN3ckOKRBYPE+IE81gg9PUJ9Q0u8745Ce5tY3AuxDtXNsRSG2NIunL9MDCbz3Hes1pt8OpDPe/e0c7aEE/thWEIoPf1154gYqNSZ0h6C82y+X5MbM/lkj4XUtLOMfA4HYOTePPNNniiMsNxU0IM7Im9Za8p6gU7FVbeMLNFLeyCAMiLCFUcjiu92AG2oRb0IQmbcKzwbxWlglTH+cIkiZ/bgOrJMVMWfbyOJFGD5Hh9VYcboKqbUF1LAyhtjWBjyEbnwwv4Rh1UAVJbUrhDDi3YkT4qf+s1xBfGvVkaz2wX9B6/kFte8cPbIzB8lRZXIsbYG9fHd1lFXmeLSmPpMHLHOzZcGArx6uvGFBldTglqBrDgCzeRUlNjMJHxS/pYBRuxd6owaYgmCK17A6Yxhlbg1Hs+0MMaWY/2fKYInaZY10KuQ6o4ibud7WHjgou3FqI7J7DTz5VtmXxX0SqBU+PBQD/YYrIKykYP7m21hyHnF9zJ5O9xAjV8+Qs/Mfnuk5/5drzXDKSDokCoH6wKz/rgY3pa+yybMZoW/30ZdsiNMP5aVRXb7Zb5YsHJyRJjDCcnJ1RVxWKxoKkbLi/PWcxmJYVFKluWnqVmyBWqUJTM6a1a6UPWsTFC3/U5jtr7ILNlrGHWNjg34L3DOUddBxHq7XabnRXGWmxl6bptyDaXFPvoAnvqYerZkHHy3smOCOA6bRjao5LgxJE7fA8gMEAuTXf0/jAmkNkbTjElKwyVVV6XMGdsHLj4XfDcKI3E8KE4Tif2tKbBMSAY5rJkpZdHweHBNkfljZBQdPseP7LdqSoKgdaMBEMCmB4FP+CGkNzZdT3eO4yxLG3FhbcYCYDaq6eMr9x9gmPyW+obwQuHOoxAY6BCmYlyZv3946xfoj0Cw1dkid4GoovixQ/3AnHlUzbkAc6rxWACIMKgPWt9Fl4qIgSUwA2u9AJLNdYKvaYN+aXzo4ZhGD8T6xBe09PK0w9w4e0jOHxgC1N2sLRKllTu7MBK3iu8N4QM1o83updjeP92xL4Q2adlNQKlt8Wx8nElL7Gf3wFfHHIn39aN7MquT4odNqy++t959u7XJtt+4pd8W5CnElCVUG0iVosYFHrgrcpjTLzInXdjnJZfkEl6RvFnwoJJ8b3SNg3b7SXPnj3j5OQEay2LRUgOG4aBZ88+xIhQ19OwkZF13GXYAli869Ul/DxvW+bzGUKotGNEMCIsFyEeermo6HxHYw3zeoYRw2I+C9vasGCdtQ3DPPS1lZ7j8cyY0TIfYbmO50wr35EQjcAhxuMGPJxKoLlc9nSUeSnqA0dwqXJDMGB5y265Xafhdbgtmz66tBXvPe8Ohi1CWQCxQnmrdiysUjO63UUMFotjQFEqKhpaNqyKfStqmuIaQpSiSircGoG2hBf55nFjeidkDNjHxrrHSR80bevVs7o8Z3CKtTaEGfQD3dUVla1YVyecNBIXt2My6G6WtiHEv5NmHvWRVQ6hH2/XARAfCGv9yNojMHyF1nnFeRdjGK7r+h+BeITCFXSdlS/5wICLwfSh/F4aOKTY+vrXJAwygjEhhtBgAUfSdUyTV2WENypFB8+lP16L89HubymBKJSeciGLVnd1hsKs2Ypy4YPg78KGz9NEM9RzqjvUwS1tlKQY2QkDtBbqGDJ7K7tB5PpubQqmQGuUhVFMf8VXfvzfTbZrFguefvITxEC1wBYi2dW18WESMol12I2umJjSVTOaO+j8Tffeb3/6IrBdOt0wvf8F62KM4ez0hNV6zQfvv0tlDMZWOK8MrmfWNizmS/akq/KhNR87A5FJw26/jBCCiLqI0DNQVxWiwR0a5nKH4GgMYG0s8Ri+rGwd42YNbdsy6DpmJAcrxcD2zppj7YobNLnMsWhB6v8je5rCBUxeHDgclv2Scddd+W26vEO4csKT6pZLiwhuvFeeOcNK993VPZLZyuAJmra7KopSNtLS6xYXWcOKmlbmI8OXj35gsaAHPs9JcDuAMN+PKXiTmJXsvQsgT+Hqao2tGl5//Yyq8AZ4VS6vrthcnnM6OyGLmqewpgIcprCZQ1ywRM+YKQeIA23et9SPXh2EfASGr9AGTeK/3MuN8Px2F/h0S2RI4UpDqMRi1DDEwOLy21t3/LiSLobWYslOxCJCZUI8iO8dq0dw+KA2qEFxeD8Uwd2K8xt67bCx7rYRQ2c8Z3XL0tdRDwxuO4FdZ82woa8Dy3yonJqkoLznPNFtmcJkr1WeSpQrZ1hapR1WmMuv8jP/9YuT7T7xrb8UmzVJBbE2u01VAzA8rTRPPPkyZCr3EoD5/SMpu3ox/nEk7m1vmi4mZ8lMomCsYblcsJg16Idfxtsn6HxJZedIIVOT9tSSWSE+vSR1udcI3Sldd9gmrVcNrJPuTNURBIqacaIvx5BoqQqKK9yeB1sg4wJ3Io1SDm8UyTQlMCw6aV4s6cBW14BhLvWtIcFtu7pX+MAZRDxndiIMdujSJn0PQvnWtH2Qv9EspXSbcdyKpdU5Ky7jOab7yPTGAdNr2zuLHoZXObZ5Z9sM5uJ+zjsU4enTpzx79oxZ2zI4R2Utl1dXLBYLniyaECoRWehJQ3bGmTJeP22o+BAmlqSMhLzVMduFua/KHoHhKzQbXR13WRn/7LDxrbFYWmo29Dj8hC30eAzl5FHSE3Gr4iXfZTZIg0CxIquNcGaUjVfcz7G7+qpMIMQSAQkQJsZOTc3anaPqaamZacugAzWGhQnDS5lperSW6C0tx6cd/pLsZ76H3RoQ7ohbv1GH851YxfYrzNXXAOVn/ttPT7b75Kc+HdkKjzE1ZcLB2gX2aBaFdUewa8N9LuLuQvjV8wRQFpOYkXzLNIPEmBgSzsbuG5g1BwtwY0SwFvysxVdHqp7saN6lxd6h1zRsdY3+4e5x404qUMVibompU0x0+c1HxmfUIylAUGAsK+qcKFde91FL3a5UZUhANN2/+NzliJvYYOKWd3yuevu1kFPhgyGkgpzcAA5Dk0N7X6scZwhWYPAaWG1TsKA6ClAHrB2R06SPCrU0VBpAtxG792wPCUhnYfG7jBkHb0iQUwv9QOh9yJQXEfo+6C5++OGHnJ6ecHlxgTGG5XLJ6upi90B748xRiSH1QSsx90+3G4p6ram+iPJGt7NHYPiKTICFDbENo3vh2JYvshXTEx9rxl2m29JZ4VA6Ce5kK5YmZiQP2tGzpZX5lLEoX5wDLoTyr5LGTy/qoHDlH4Y5erRgIiGA2hhbuHAA9VRSszRP8H6DRUhlyVJ80ejaCZPF84e07tc5fSl2JPEEyIxe018il++ACBt7yrtf+tJks0986peGeyJmD8BuEeYmunDjxyEpZQQLI6fyvEk8YcJJ0MzHpAqRkfcYJ/Upz3XMJGZ15kkwo824o6bg/WKyK9nKzKiVFpi/rprTDDeHHozk4sjLqE9JIDK2LX6ZYFtiQFNMoI1eDh/vu0bVhEn7NAEnKQBheiZFabcINgMz2pOS7hCDmJh1K4LFspSzsHi+Q++2aHRE326fQYX3hpCZdXOWcriGylpqQlm4ruvZKDR1hUjQiwToesesrWkqYds5+sExa2q2XY8qzGY1fa9AS2VAbE3nlcE5FKVqPIqnlRZ27vOdvGnXLA6lWBBYa9msNqDKYjFHVanrGmsrTk5PODk5oeu6XNby0L25aY4JX2t43/Lz1ugxKGfJ4/u/KnsEhq/IGtFIw8P1PewuK6X9rrT7yd7R9twpgnBAB+rQwY42I6wOF3KWB8ywq6GhRQCnLspVxDMUrsEdZMiYnBN/xE4ZFCAnQahixGD1xZST/UY0g9IY8sQ5slmh37ZmgZoZQeYigIRdpjfMnyEIv+nvVhJvaiPUPGwvfzUgCKa7RC6+AmJwy7f46f/0hck9MFXFx7/lW8ml8naY00Y0Zn4nncL0Dtx2yr9Le3f/Tk91572L15Y16wjyRJIn3nICD4BH5RCAlgnrk2CbiqJ+/ExlZIvysHTDSqKrZhnE7m6ZF4ylKzHd9/IZFP9CjJfDZmC4ZYtRSyPtAZYr/bIPSHbbowwhgxowNrGa4+JJAKs2EZe3ssrEmNQ7dPsEDgXP0h5O9kmHVI2xxISkmaquMvu53oZ4vboO7J+NwXT94LDGMDjPMPjIyoUxQdSCKpt+oKosXTdQNcJAj4rP80NuQ1xMhLTF69+E0d174GboyHAqGmMKPV//8EPOTk+xVcVyeUISRN9ut6xXVzx9csbBMn8ZsO4v0iZhH2lz9SQJqyQFhLpXs8i9hT0Cw1dgQojNqMZe83AHP5jFeGCzzBdMt8pB/de4qsZtjh07Mii665oLTF5KIhEMYiUGBKdVVBySisGuHPfUu1iL2eZ303sXB7FQOvDEKFfusWs/lEWur1jjxqeR/3FBKDZ+10hghU2sp5zUIsJK+fng+k2u6Kke3Msx2Z4jl18Fsbjlmzjb8uWfnJbB+9gv/EVUTU2qyxvaOWoSLoyydcLGCzObQPQD1kOO1lWzoxPRCAtLgCj5k7QACy9xekc1vdYJ/cddA1ASGY83CgEn8BfvwY4g8aRFh5T3D7Q5tXb3s712FePLyIXGa8oXKVRUubSb4tmwCosaacK4NQGw4xmnHo3pOLu/KJcg8VJkyt62xvyh893FBhWeOcPcuKMSNiU4TOA+VDYK92rWCsOQEgHHt86IMDhPZYNUkBClhIZQR7qpKy6vtszamk4EKxV1rJw0ys2EFiieTjfkXnSQ/Egu7XD/bFTpPbSdSgiD8CjLxZz1esP7H7xHU7dBd9N7uq5nNSivnZ1ExjD2w2tudljgaJEUefheQpCqCjJVFaru6Hj18pe4oz3Onq/AKlFO8krt5T9+VaXrtlR1jTXjCj+vXnaEbQ/ZsbaHY5QVDKbfSppXiEBOK0jCtuoD8EsvdXzBfME0CIrkTNjAvlxsPedq8WJJggwPP6V+Y5uq4t24WEgDYA6pT2Ky3tFIUwzsmh42oPfOoh3NwFEgEaePe0iePFeLIigclm/ibYOifOU//y+TbT75S78NjaxLjsHagdsnxtNpYF8SI34IUDxsnpqO7xLsLyxvAGbpEEnYfMoijhIfIfPW5T6jSTY6yrcIx1x2tzOvsHJC5+GkDnFwGZgVC8wS/EUkkT8agUdIQCECEgCPZ82KXjtaZlRSR+mZ8TmO6SU790zS8W2UeYp6oBFkh7CajlbmRaWV21nvZSKXdBfbqtApzGTy1HabDqT7qITqqkLS6aur0N7KjU9wPqsZBkdVGVQD4IOIz4GqMpyezKisMGsr0JIpVQZ6nPdUpsWrI2VsH5xSdsyoxcoBWFOuZyNjbK3l5GSJ+uAS925ARDg5WdJIhdcYQpDY4LQQSpYXR+S1Elly6TA4zJcQj01cPB+8sDvIFj20PQLDV2ALE2K2gt20GpFi1LrJbjdCDMPAu+98hdfffIvFcirOe2jVvX+a8kXZa+21f5ef54koxRqJiQxBYP6EKmh6qY/zaZx4IoUvYvhw4/nAWZwxt738R7ujOYLAdUUh5pokIFLmaSwTRqo0MGY0PHxrxOQarRD+dX4IJR7jYPqgpy3jC3cST9zF+xhb4xZv4iOL7QbHV3/qJyfbffJTnwkxmiTwSgRLJkAygQYQFXrvqWRa4cTHSVwRFkn/4iGuMdHulPGgowmRvdHdnaYNGJm58O94/8PYlrC8ZrCYYhHLmETGfpSOecPAl7YdPLw/GHqEVa98rIrSNIz9UIUolr9vOUwispoWe6BiRwQtDFRaM2MRJVkSoxrOIyLBBVoeHwHTZEYwZ6om0BRjGiWC1dvawP2DDZyGcm0zc3PCS3mGwXmMFYYhuEebylJVJvyNTEhjULxXrBVqO0reVLEPV9ZgTJnL6xl0QMRGkBxqXvvnTsQYO7GIjLWyEcQGkEhNXKhYamu46MZs4t4pAyaLVadDRhXD+Du3Sqwr2cMQ77u70H3A9/ue9ggMX7JZUU6rOADkQfnwki2vcG9tR1YeO1ZVFW9+/G3q+i56WTt26AXYddcc3bc8TBwI1QcAaAwxGj6wCsYiXneOHTQNL3r4wAvuZ4OU/M9iC1IqhmVlEfX4GGOkGp6bEZMnvOziVw2pi5AXNs2wOnqO21rdrxnqBXmQjw20qcxaAgHPfabbWe8b7JOneJIMDbz3377I0E1rxb79rb9kknhR5HYUV6KxHjJUtoBfYtl4uOiUyihzq9nD2lcz6udmYYmsn+bxRmKWbG6bcJAF2bUcL5c9EUre09g8bozX7OI9SCe25RSej3u0NF6MaawqmHnoXJD9eeYMbxofpty0iMlu77i41MSTHmJ3Uim3MVFgvFVKT4eqMmcRGapCAmeSRZtY1J2Jv2CfKupcO/6uXPfz9vMrL5z5QFTc5szeK5erLctFi3Me55WmhmHwbLaOWVsxOMfgPNYEcWxVInsYqtFYO2a8O6c0taWpw2eJpaukDiVQr3G1HrOxdOb+s80Ji1oCd538LupBDTNrWDul11BdxgpcOROrEk0XR+m4t007nmyRdE2LNoRtHrp00+3t1XGV36BWS9CBGkd93f9Jk1vqLLK/ki8tvHwxkDvFOOSVqT/o2miaBhPLDaX/HaNZQouO6Z1N97+7FMnuCyEji+Bjhl6m1IMLY6vCB73yfv8oSfMyTAm1iD2CGIM1JmYox+8L9iMxv4l9eXEtmtro1E5/vxz7ujzBY4vkBeUrO/GFr/+8b2JxepohQsIOU2IohF/0PoSalFey8YYPetiKcKmGjbsfIOiiBuS+6fjPSGLtjUt6zaSnafsMLEG9iz8D3g/ghxBTpS5mMTvUr1G3Bh0gf+4jkxK30SF8f8BSLQ7BsxCXRV+uorh6TpzJY2TSjQw6c7nXFkx4OvJclpyYUyrqg6B4oOdSz1n7q3Hc3m1fmW2dV/pFvFzZGdLfd7DnlcAdVLhwt4cBXR8kWPreYY1QVaHCRyg9KGz7AR8TiqrK4L3SO4cxEkEfbLueYXA4H8TynddJ1zNYDJZBOwY6NAKkQKfcfLGa+ywHn4sgiLG5Mk5KsNLczx3eDdTWMGCoBF6vPE+tZ1DYup1DFjGzQbvzZ789MoYv2XoNdStnUmha7U2gaYVOjN2yOUj1UKfbbreICMPQM5vNETN29u1mQ9O22CimmzJD00C+3W5o25As0HUddTvHZBZjbNfQD1hrCiZgtEF7HI5WZowzQzEg3gYgaNCZCu0ME0yIOQwvcaLcr7zhgy5mcN581Ed7IBs0/FQptlDCAJ4XBGlD9SGoOq92X+xTOvDm3P6Mt6l+cp1MDWP53NFlKXzlJ//zZJtPfOrTua19MWcNPkTEeg3ZpZ0PzFZjpuxS75UBmMXA+eHBb2lx13ZJ//KGHkIg+fsUKxU+TLuYiZTLGIWYEtzSmCQ5DnEK0GRyjkOnD196HGI21LJkq5ZBhQ+d4WOyX5s2g9h8ghHwJleyIJnFq0yDo2ftVzkhZTxWLOWGjm5qGa9RVYr2SxzXipZoblFxUbeHFgujnBnPuTP34pcUuPTC6S1ZQzHCybINAM4ajBLdryEUwVYBcNkqLCC9V9o4ZiQWvK6rEINoDf3gqJoqZj4HbV8rIcbWF1fUe8szN6MWx8L21HIH1/KB9UySrklzagaHcWODgnc8qQV1YT7qfdhjlt5Pjf04kTDlc7zNnJdDOF70KHl3ewSGL9m8CldOaW3qTzp1PUx+B4mTrsTYrUNrdmstlxcX1E3Ner3GDSGI1ljD0Pdsuy113eCGAWMNbnBUdcVsvmC73eKGADq9D2xPv91Q1RV9P1BVIXh4u9lwcnqa46RKEySUvpOiddclsKTxU8ct0poxjJ9B2zHFgYT4H8uA8EGnbD9qb9E3gDkVtiq0KEl6JsxyKb5G8zx3s3Tuc1p2Gwc7lCH/IO7VW9jpMmVAxilGzB5j+MkIDL3Ce72NsYLhFakkAMTaBE261+udiDEJCgYzcVRxwWbvTixda5OJaffR6XQ7khuuZAYlTrTJlVYkrGRMmeKoiqxy73sCD5Sk09OYUTagGCx2rK9mhJi0Dis1jbE8rRwfDIZehZUX1irs8aS7CQRFY6dZwZo/q2iYGVj5S0o/yUHTsU/q5FnFDx7QjITKOwqcu/2ydbexQYV3B8up8cxNUMs4Rl42tdlbM6g6jMC8DTG+YizeD6h3tE05X4RFv4jQREmOujLRczUmW4kYVKA2LYPvUByDGjq1bH3FoIbX6zV3oQayq/fI5xIrO4ULSx4whzF1rF3t87t3LIsbyKTG7bQoP7oT2SMwfMmmBGYgaNWk7N3IHu6BqfTqeRRTMIfTl7aqKlQ9VVWz3Wzw3lFVNX3fY4yhshV912WgmNLyS14wqL8Lfbel6zq6IWQtd9stwJi2v2NpZW1lRyJgd1Pd+V0kv0Ajl0CswZskAsJk4vwAIgxaMbww9+SjXWcKrL1wZjVO5GEwz6r/sVOm55lrx0ampNoeqCBw78bsvCcvq0vY/eFy1oyThojl/N2vsT5/Ntnmk5/6NEio4/FarXhN6VUQwDVcOmFpfCghWJqGuGR7yxiw+9je7TuGdzTEcPqYDEbyLGiaT3df8tTmlJ0+dZE7E2K5jKnTCSizhIsTc6hiiKJ0fovHBWBIS20Dh/feYHEqPBuCJIsp++MNFM3YnacAuKbmRM6A4CVZc5XBoacANoBgMyhUn85vds4h7Cce3u0pCwGovB7B4cU9wGF6tzfeUolSE2p+z41SmzHDu2zdLrHc9T7GCXo2m4G2rem7QBYYY+i64HEKwFInIeO7ANurp/drjFQ0Zs6gHXPrUDo6NbRmytre7hr99c/cCMbHuFqvYDyo4sVgrMU7Hyq/xHd1brRYoGleMOWku4MnGcfH6ecTGvkjYY/A8JVZMWSmFHcJGvZZZX+ymj0ODsUIT56+hq2qCODCt238ThCa2Yyh77HzKrh3VDHGMpvPw+Rjw2TvFWxdYWxwB6gF5xx4xez6ZIrV9R4ovMmvUbofC/dkAsKkX6OOlcFSyZJKuLc8w6M9n3VeGLxSmbCyTvFaIV7HhFV/6rbXDZDPbaP7ZndAvfaM7mFFjLamRfB47yNDX/Ez/8t/nGyzfO01zt78WJw7lHlK8Chel0ENvXJUbPjV2OH7qrsf5gZn/qj4m0nmbbmdqmejWxTPQpuwTk7PVKQAmZrZyKFeUPUhgWktNRVCLTUqDVYsikdUOLHKxnku1LBR2HphbstmjUhHchvjH9FrMhZwHplwJFRFEQxGLN47Nqzp6XA6IBgqGhqZh5CL5CqnYLXTIffu2/0tgcM3Kk+vwtrfrxcpIcmiJ0j/PHNQi/Ja5Qt5tQP7KQyDo6kNzimrdYcYw2bbo6osFw1972I84qGrTYBK8uMxmJAEglLLjFoCWA37G6DBq8NpH5i+4l4ctuP3OQuNG4Oo4mQsXaduyJnKFseJVS6c4dLBqZ0KhOc4/Z1QgJTxHu7VoTZ8dN76ZI/A8BWYA5zG2rMS3SxKkEaIHWvfTRHQ1iFwKEhw+YrQtu3RYaauYwmm4oizGF8I6bUxbFkFCl8Ui8VqkA4wE81DPeTdKeaKmx2KQmKW0t/7WytCIy0mlgebmaBV9ogNX771hImjllShw+DVg3do6d8sQaHIg7vP4NgAG+zB3Mg3xBemywyTmUXE8DNfmALDT/6ST3NQtLho/jbGLl3nonqplkDaodjngxtrQljZG5Azf3eAIpDju2YsGLTD41CqUbRDp9un46Qx8b2VYz6vkSoJ5cf+GM9p8TypPOteGFS48sLMjLGMOUkmD1AR/KlDtc/j2rhwtZklT60yYmhljlOHU0clDbUJ5dy2fo2agZp671KO3L2Dn9/FEjh8Wnm63uAe4J3zBK3D9wdDJY7ZNay1VxgGpetDoknfDwghDjElo4SGjvexnB8S5AvTn4nxnama1Q4REmc9Iw1W6tCHtCg3eMD2XMk7fbsU1ramykmbGvUNbVXjXQCCM+PoNSQ3rT0sdocJJQhpj3ziUUYwFYuQyZz/6hnER2D4ki2vqzW6H4oxyvuoIq9p5ZRYxVRBgLAKTXpte9VJSvfNsbOXvxZ/q8ZzhOyxQXqSZEM5r+XYmUSf56W3FIeVw6PdgXPftF4WQh3RYJ6Frbh0+sgavgLzKnQYlsIY+uAhMUVlWMCLLABf9WuGZpH/noLEl9cxkl4dOt6Pr/znaeLJJz/1bdceQwmTb3sLLbnnt2P3Rg/8edf7OGVwU6avKQaPtFRMIQi11DHjd2f/YvjIe6uy2XZ89dkVTdOMMHGCGOKzwNAazxOrvD8EBs0pVBIklkYsmKi7AChVBwa/zhN0yi+tzDzode4yQRjmcoqacKytXzNEFtR5i7KgkiqM5xNlhZ3leUSiqsE743xIe23r+s5PYC7BBXzpHm6VMahcq3coArMmJKK1jWU+q0hYUBC8Km1bMz7jpFV5OEozJOxM57cJpouAMZTKE2pp8VicdnvHGve5HZsQ9CYlJMbH5xAWDFWO869MAE6tUZ4NQcamNboPPncbvn+ygkkeJXw+CrTHIzB8iSbAwipvVJ46uRSiSzUF5eZSS1mwWSf7J3CY6y3uneGWnSoeO8uMpDgeo3Ewa+MRD7F4O26FQ3FBtzl3avNtxrC4TyueWu6v9v9oz2crJzyxLq4DgjxDsGK9G5OFkt0uEPuOdlSr8OXRbomB8hqWUJcffsCzr35lss0nPvVLD05/JZvgVWnMcVfdde+W83Ab+NDVi8lBJiBHBM0xchEo5daV298m3H8HpGflheK7ycKyOF0BkiYAUWMRTWMwJqgqeOcIVZPI4w/FsQyGU6usVaPqKRlEepWQDVuZCOoD46UibFTxMiC+xgp4GZh5TwWI6IRJFVNhNbjFB93i6FAJ99HhuOICowZLxZLT8T2Y9N3xN+c8V6sVqFJV1Z2BIQRMc2aVtdcHYQ1TC29a56cKKGU70k03GoSsw8HGWMxj50Jjic0IIA9irRhukLLbrdSEXOID4SI5RKG4imsuaPq+xbnNO4ytY+k7j/dKF3GrLXYox7oxU/3Yyca+pJPwqVdvj8DwJZkQYojeqj2VJNZt7DTGmB0XTLma2D/effrP3gSl5JcvtTH9dt1kLgWTGY4zHjlyArdvVB6xb2dGPXNrg0bZ7c/yaA9kG4W1I7rmgryKd26UHTGWlJ0ePru+tvG9rQAD5fHrfn37Y1wnVXODGxkIZRx9ZMas8OUv/MTk+3o2541f8M0M9EXokcT3JSzABBOEc71wMglon5zpaBs2fc/s5qbihgFbJM/ssawZs0UYsHtK1evL4x05XhpjxsmZzCyXQBHS8Xcrhoz+y2EYcG6I97tkjEu903HvysDHq/CMTT69sO0d/eAwxrDZDFRViK02Aq6raNoK19nQnsqyGTxGeowYnPdRjsXSNpKBTiU1lVZ0O7XAPZ7bCskYI3Rdz3w+YzbbrTN/OxOCrNHcwOUDkvbPAzHvsu/oUdMjXrFD2yuqQww3qsnJYPdqVGKQx3ku6BuGWGLEcNkrWy+R6PEpj/SgJcLnxgSTj9hk9ggMX5K1Rnmjjp0oWugwY83MaebdTWu0+1mn21zmSRWq+L8sN3HgHDL59OEYmZEBvf324Jkby4W8CD23R7vJnArvDZY3raeRuDrXtLABpz2dWzEzy4ITewGmYZX9QtjIQ3YgI9lpjAmO7sjd+sif+CWfQozQa3dw/eOjK2xmLBvf8PXBcGpDZvLuq3hsqaZuuF4/I1rX98wPXMNxm852U7/FdL0aoGScUNVP4u9LXULVqBWXUJiOE2/Js0xOWHhWun7IZ3XDgNbheiQ9gsRGicnhjWYHzCpKVQmDg74fgrjyEBY1g3rUCcbbWFBFUG8wNjCzCvR9cC+e1NWE/VKgpqEnxbqVt7J4PteAg74f6PuOtm3o+oF5e7/KVEZC3e2Vs3fWNjQSSr6laxoI5Q1fevxrwRoesrJ3jgtEF+LvCYAy99EDCSGZtc7HGHuzxvctlffsvbJ2gjHKk9ZSG2VmPfaGsS24lq/b5qM7gT0Cw5dgjShv1hoqnqTuOi6g83/HDqx50X5Qe0nk6AtzvSkdGwbCqhuvzMyCWmpSVhiEAvK2AKnX84fH7eYVWxTivo5tn+wT3AeNKI0Jg/ujvXzbqvC+q3jdKg2BQfHi2bDGMQQ5E2+YmeU9++nNVvUr+np20E170B44IxkiMPRJvkf58k9OgeHN8YWJrXcsrMeZlitnacRP5zHdZfiiifBa84AzdmSAwzl1JzEs/rcIYYnL2eBiNZrHEDFVHMuCWOvo+ZC8ABUo1FtKiLkLScct6rqm6zpQqOqGVA5vd9swjO5WyUgxiZITHGxlmJmgyOCcx6tQ29BG5zzGBBdp34cybpW1we3sNWbY+vG4CJYaq1VMpgkxZ5XU2OCIvrGnqmqUGRtC7d5j28Vr3Ghwizcy1R4UoBXFiuLv4E62Aq9ZlzOQPSGje+2F+b1jYG87uO/vEdi2dJ/ZOc7uHEreJswpCRweUPiYdLcDoDF/rfTOc+4sTS3MjUM9zKwJSgS7bSnkliYn08Mi1ikb+qNoj8DwBZjNqwShQnm9VuY2dc6bKOXpd8ch2X5M0nWvoKI4XHRtWBzD0W0N5mbq+zZ2fYPCS3HdimqvDYGWNyj1kZf50V6ObdTwNdfwmnEspGfjL8eqECJ0rBEVWpnHuJwXYdP+8bJErfP5pMZJWGRtVyve/V//6+T7T37q03Givnly9DpgBQxzQo2faIeoxntY09zgmowT27Vuf0luWz96iyX/J5h61EeJD8YSdB7BmiApg2qRs5RkuhJTqJP3PmSGDiDQdVvqqMHq3EBTh8xVHYfb+E/Kmh/BYTmOVlUq5VaM0zsxciUdVdeaj1BXFUpgyL1PzzV8ZwSWPJ3UVxYM07jN46YEUBpc5oenZiWUZPu6M6zVRDYvkA5PKs8iyiHVAnOj9LdMQrECr1vHWaWT1tZWObEjYL+rBXJjl627YcyHCJl8AP+5sxSHKLjQfU6YuCgxQTGhyBDe3+H4VakqvQexVdBvFUBdqAEf2cRdplvGFsS/TXQoxFFgcu0pqfTA/XjFePERGD6wiUDdrTC2Qm3NU3oWxoZMq9gpNpstdV1RWbsXC9EPIbC/OrBiDB3+fur2EERZc9mp2JaeDkFomGFiwkASsh3lJnboi3ClB86go8jnjivokIWv7gdA5SO93vrGsCEyhyt11OKz204Ax0DHmpoWYyp4Eezu84DCm0rh3WCdbXI5MFXHOz/1hQyCkv37H/p/8YUf/X9j5w3NYk4zn9MsFjSLBVXTBI3RGE4iEhJ5PDPOxTKzIbRErKWZL2nnM9r5vEj2uZtZa55rstHiv8mdkdd0MQYruZKDNqvb2TsAxc5tqEsxfEnASsfjEjZPsV2qW1ClbS19r1hb09QVgp+2SxNrZmLstI3tStWjZNwujR4aBMdXmwFrhLqyGBNiCcOlBUBgTWI6JV/ypH6zmHwN27xICltbKuayjOyqyeBgN/7WCFErVpi1+0BeCeEz7w2WdcEEehV6hW1veGKUp1VgnBdGubhlXe2l8ZxZZbd3Pe/y+87xxTtEQC45p8eTsw4fxwVwaCqS3E1mEyf9WPKZYJeICf2xU8ERhL8V8N6HhYErZHTGLhj7LSEGufCY7N6LLK+zO8V+BOwRGL4A88OAEUNjPTr0PNtcUVc1qsowDPhY0H25XNB1HdbaIE4thvVmQ9PUbLYdRoT5fDbpM2E1fHdaX/H4uHLKA5MRjBgq6sASJn2vvFPsyKnU3YSOn/bmstbkjX1cpr+qlC/keNyyoH34Jk4eEGXAH+1VmwdWvsHKU2bmikY2ITkAw0zmAQ68IHdyPWzoq9nNG74A8+rD5BN77lf+8xf2tvniv/+xhz2pCO18QbtY0CyWAVzGBJ/EPogxVHWNrevwbxX+NbMF9SwA09liQROPY+sGY20QtTcWY6swFlmbwWo69+zkFFMVsiN5DEhvoi9+L3XcAiDy3lNpkSCyyzYWltQSBMGY8IyHmFgUBPrDvnsOWiUwRDtr03AJBxKhBLwPAs1ewj00xAW6QtcPGGM4mVfxfhQHLi5B8l/JbehpmJElv+K3UoxhkJixePeSMgQ+9K+9mwIfDobNEffwoMLXvaAOXrN+8mSuMyvKaWLEHtQKF+u9LTLKRzKUj5w1XHcEh0n3d/RSkRlvH1k/PZCx7NQhkf/tFIwMOHWoCo3Ms5t7AjZ3GMHdJdXOpY0X9BGbzB6B4YswBaueBQODG/BeWW82gOb6w01Tc3F5ifceayuM6bHW0vc9lbVsu45h6JnPWvbf2Lv1IkUZdMDRM8R0fhFDLTVzOQmg8LrjH3ojd5ZKkz3ioH60mcXqSnJJKN3bIH8SB8mQfQYqhv5lyL492q1MEQZtWfkKJzUzs6KlxWoFosidQ+Bvby/bfVyaxoonYix+uHuZrrufUNmurtiuroB3X/z5dszWDb/u//i7+ZX/h++KnySAKIgPLmJVx6A9Vqri/Y1Cx86Nklzloi/OnxMgk1zKQpyA4eTkBDGx3u4EhO5YmWwwiflKTv0pCBACoxo8foZhCCDCGKGuK7bbHqSOh07sJ5NjBLensGVDTxcXRjNSHehdvdcwkI0MOxDkeETAWupqf2pOjOF1o79X+NBFBcZbArKFUWbyAqvu7IYEFXH042fsXVhaVpDv+YFx5EjIUwkOVQwiFYojaR+KCE4HOg0lX/H7RIP6kIhSqWeja1zUqATBe2VhT/BO99sVAWi5aDkO0stQip2lzCsMl7qfX+LRjptC1TQ0vkeHnrZpqOuKuq6wtqJtG9qmwTnHcrmkrmvaton1JIOLuR96nHOTSiOjSR7MDpz6oHVs2bLOjheLZSZzZrKMq9ndwfrIhV331c6LH8oIyV5D94vPX3PO4phJhR5gq2EF92gfLfNq2fgT1u511M+Lye8VP6wXkHgScEB09wLf9r/739MsFjfu9rPZXN/xb/7v/zeunp3HDOP4kycyAxhE6uDGiz9iq9gFfHanjrYLGIjU2g6AKvpR5EcPj1dSehogxU3qXl8cz2uMsJw3zGc1TW2orNA2lro2zNuKk2U7nirqFo4NndqgQ66bTB5Zx4l+N9ygNGMM7WzG2ekp9kDIgEjQwT02aafPvYYYxA/dzdO7FTiz/gViEGUfuOnOY0/zDzs/yW3vY5+Jz7z8uWZsyZekHtUQ9xrqchcl6lKfEpO3lzTHCoixoVIZA0FiqmFhTqipSNq/eyNcZElv5UZPpEh0P+e5NHoXX5U9MoYPbArYdsbTusnaWXNt8spmFxItZrPsj1DvY1xCITgth7v+oc8OvSZphexwGCxzFjTSkko87R7rtu6Hmyy0P9GKmj/LQeE7ruhJwLkqw+AQE0v9hQ8jw2jZuuf0TjzaCzNF2GjNu055jZ4TfKzf/RGy54wvBMIkrxq1DB1PPvZxvvv7/q/89//w71mdX3B+teZqtcJurnDrS7rViu1qFRi/9QrX9wFg+ARcQniJ9xonsjA5+Ido6wOad46vffG/8C2/8tfkzwRFbBjjjITEB2LiR5j3NLvs0mR+gLsbJ9LkRo5MShnXJ6TIwhDPfFCbNX26g3a0OG8Ye5LcTHiOaasmJqIk/blcfz4TOpL3mxxfXZYCKzjCW5tzju12i0iLMTKpGkNs8YlROuu58DIRsG4lxBY+c4aNl1h55OYWzESZ7a/fH8xG1YnjA/ZRADVJTIxI7Y5hKaWnNsS9JvbQY6lomDFoFzFnUVQi+JcZfFjsLGKJvkqDvFuYr6PotdufNXPYghzpCQfj98nvi3OO9dXlna71Ie0RGD6wGQlC1qWgqkaaXvdS2cngSRDUFgNSOBqwA9xEUFNWlTh0vKlZGlpCtnFNAoW7R45HK4Nz7mh5Pb/LEo28PpDqYe6AwoKOX2+2XF2tECOcnpzkjMEQi+7x6zWzeh7cKgeWup7Hyiiv2nqED3wNERz+nDOxiAQWOyVrtYs5v/hXf5YrJzxzQdb4Y5WjLXCxQtBn8y4DCyXUSz53hpnpqc0WQ4huUvV0mw3dakV3tcKte4arLdvVFdKtx8VmjO9Vr7i+Z+j78O8Qfl9vetaXF3SbFcNmQ7de061XQQ/QO7xz+FsyFF/74k/xC3/FrxyvSUB8j6jCsEUQXDVHozi1EHUuSTF+O3Vh8wCR7kdiC8lzpxJAc6gRr4ShMn5ZjqGHSp8Vrur8pRCAZZ64U8E+gzJlBBOUjf7ZhFD33JghXCfcw4oiFvOWZoyw3W7YbDY8OTthPtuPnzUCb1Se1gsfDIZBhdYob1ahlnGnQXz5NsOfeeFs4THQd1v6IdzfsqDCjrN1ekimz+PwGcM7Fd7fipQG1RPK6YmkM4XSsM55GvEsTIuwkxCkGskci/ohw7ww5wdptaPLg9zOIAulqmy2WwRYra+w6lhdXt3iHr0YewSGD2xWHFY2bH1wmzSmzatY4Mg7oYdXVRJTOYpV0m5Q8rjHcVBXxZqk+eUp99n5JLN27HTqG97j/LWYyA5EIVsp84eL9ZsWy9Sda3Ju1AFbrzf0wxBc7F1PVdd0mw3twuM3W+rZjKHrUO9o5ku6zZq6XbBt5o/g8BVbCIavMfRgamb6EuLwXpIZY0BdZCESuAm2tMrcehSZlMsK/0xLXaoGPboLJ8zNQG16fMk7idDO57TzObzxJo20WKo7x1Y+G4IMigA2JpZ8+OwZxljapgmxzpWl73o2m1UAefGqfuKf/yA/8a//ZT7Wu//tiwfARGA6EYNG9jC75rJLMC4MKUcCLf4b5LSEUEYuzfNd17FarfE6MjFGYD6f0bYtIyejh8fWWPM2sEVFeE724kxL5k0uTmO7i4zmfJ6d8doXKXGWIzqEaTyUoq3x0INzGGuZz2bM2sNJVWkIP7VKLY6tF+ZGaeLiYyGec5FblcObxbrKN25ZuvVfhuV5qmCQJTw/xJKyjKfzFmGba2TWSvYwxB4GcGgQzITtHbc3OLbO49VMilNAmMJUHcZUYRFULIAlLxx2G3q4XcPQs748p7Ggg8eZCnukD7wMewSGD2yN2dAz0KtisJGhK+12q6Xcn3J23vHtwlF3V+IHNjpy2gkjmc45GRt1XJzvtqQciyXqI+qAVZvZgumRdB+fHjBjDKcnJ2y2W9qmYbPZIMZwdnbG4FzQp3IDw+oSqZvgfl5fglOwHTSzm0/yaC/c+ihp4/ztSrf9rLE4/0yWTzpOBLm0nQS9vMRpISbo8sVPLwdhCyxsh5VufD+uO/E9rK5rNpsAJmezGc45qqrGGIMYoa2D+1IVGp3TNkn0Hj72Lb94Agzf+29fzL8rIRZqu9miW0H7NWZmqdsZTV1nd+zI2BkmccYJwKhn7S/pdIsRy6l9DeMNq9WKrnecnpzRNDViDOqVru+4uryg73tOTk4gsoWj+zm1D1R7VEPVFGNaxNSR5S1YRkxciI+M4PjMSuawfAxTEJKYxhS3vWfForv8OkmIhRrQPsQXXvOY01czAzOjk89aA63AapdjAKoiwcQKvFb57Nm62R4AFCY2TkquPDTAMSBxSXAwLll9fL52D4RNmniL6xk3CVV6jBgsLV7X0/OKhPK1KL2yBwwTz+y9x1iLH/yE7wjtiVtlhY8dNKAe013RrJ8xF2Hra6p2RtM0obzoK7JHYPjA5nyN6ILWaJYpuG4Vk+2eq7Hd96D8W4HOh0HgcA3WIwfU8Q1LA2WOeTy2m1g8Hh9ZobLEXilXcps2NE0Tf8LkdHW1Yr5cMih4Y6nrGuccYgx109L3HUPfMT99gt9ukOrubpxHe3HWY3hfG97i5w5j6H0AGo4gTWWkwhiDMlbjyKAxlmgLYYM+uKCBzglrFZbVGiOH3bgl+AzHUGp390zsuqp5cvYECMCjsgb75AxjbJyrwvjTtg3DMMMkjUXgE7/oWyfHOn/vXbarK5r5gqvVKpRvm89pPvbNCEI/9GzWazabDacnJ1FeRsO/FP5hmLymjYboLdQgKvTDQNcPPHnylPPzZ7TDLEjeVBWbzYbZfMF6vabve5qmyXN6BnATJBeZSXU4iHFiJQyIMFBG70ZyMefEiHzI/DAnY3vgtAxLOT3OGJany7/G3hLH1945bsMVHRrhQoznPkISgTcrPwGS5pZzQnbhFoUb9uwuiRZp+3iY1QBrVRYVzG8AoCkRJeVq3GmU32EkJIE2PFYqPDVOu7xxJRWVUXqUlRdmx9hVH0WvTWAzj59/7JACmH6NrD8Et4XmhHZ+wrB1zGctVVXRd93xY71gewSGD2xb3/BsmPN27cbi2nklurdgeKHmNYihCvBG5WiuX4hmS6vuUQB2jPPYNY0syKA9ngHFx8opRDdMql8qhXtJ2OcSR2uaBo/BiSB1xezJjJWHq0G52sLHTp9Q45kNjitvsFcXYC19e4JvljhJwdeP9lExf7ch/CNvnXZUpmGr2yhgPMP7MClIzD4VGatyhOovo1aci+7j1m4RGfYmubSfU8PF0LKoeloZ6Nkyvwl0HDKRAPYY45irysZ4x2HCcDV1VTRGOHvrY/vXv9ngjcV55enT10CVKi7Y6qrCnpyw2Wy4vLri7PQU1Kec5MjGjWNAAkTWLrBpUSo21g0OHperqytUySDw/PycqqqYz2dstx1N3YwArvCQJAFxjfqJHs9GOxayzOBtGjKzA1p19JjkQ0dAGIb2cqAJ+wZC4A4JV/EYbhgidni+watNMe07n9tYOu+utq9DeoCOPEB+5OlPpp6sEV6Ge7TyUJsmlIy9JrkkwbjAuB5xKV97IQfajoZa23hqafEawg4qqbFqcDIwN56vOzgX4UnF5DqFQHp7H1zKOVnswCMM6y9Fhg1mewHdCq1n6OnbeNtiEE7qO1zPC7RHYPjAlli6qwHOrItBqIlOBvR22WrP2zmUoHnlPJxWdxkQJGZIJu3Aw+3Jn4thYKDXoNMYCtgbclxhAoOFrtgIDJNLwZACyB3CpQvB+IOGCTT9KDJ2WIFFbXADXMxPcGLok3TGIyj8SNpPDCd8pnp1mXbA7TOSnYNr6tWeebgSz8I+CcBCUxB/ZNqj8LQkt6QEMV31ll6FlReMDNQSGfbi2KoBSK9dw9rV9FhadXgVnvp7upfuCjYKps0d0Gi0Vc1ms+XJk6dst1uurq6YzWb0w4B3jq7b8vbbn+DDDz/A+cBSTsi7IgYxiA97kqs9ldMzxgTJDhGapsFaS1UFZrZpGiDULQ6eap+BRnAfh/seBLKbUL85OplnGlMO0vOBye8jACz+mihKpEXudFQ0UmHV5+8md3wi55X/QznCLhYL2nZWZEjf3YTRO6Q7n78wuw6dyd4vGUyNUjGBjbP5yyPHyYB/6lK+hse8sdnTTmmozQzUjeSGhLK2r1WOC19x5WBZvILepz4T3cVJTDvauDxQpLtCthcwdGBr/MlbaL1Ai2o4ZWte5TT2CAxfgCnChTe0xtOieIIbRUwofZUHiYMDRPnZ+DYkcWcUgorN7V6Dp7VnafTWbgMIg+p+pzzouAjbxeDu6Wpa8sC8f6iod5auLbooBq+8O8DaH2f88tFiAPqpBaPK+7cs/fRoj/ZQ5rTDqCkE4se+7qN7Ki2Eet1yPgwMCkhHa4RGgkjzLih0arj0LSvXBLgjilNzf1AI1P0VXTW/176HJHNMZdDtkEHaerXiMgr2n56eZhAnSBAKNowSHnFUSG71JNkDJMyFiNA0FevNmmHoeeutj01kjxaLBd45zs+fcXZ2AkTYp4mFnAJ0ojyXQTBi81hVRH/mkVZi+b6yTJrmb+N/U3hNcU9UPQMdjvZA0YByQyBXoSJRSWy3WxDD5nLNYjGjjeD3rlaJYkXxkwSUFyhgDXncny5ASvC8//ngPV5BneDLLPODs48wiR3N4FAyy6g7u+5drxRt0eln4b/hndV8IMWIwamjFaWqlGeDUMfa1ApcrXsEmM9qVlcrlssZ221Y6BiBhg122HDJElGltqdsfNA6busa72Gz7amrAA77wdO2NcPgWG8edQx/zpgQshKfWqUWg4jmylFxqBo3Pkhth8/Conr63eDAOWXW3IzyhBiIfIj2vw5BaSoWLkUyWtBZEw74olUxYqm1DYG3YrFlLdQi/iYNs1sP54OytMrCjArxKyeso8zHMUvxkmkFLyIsK6Eyjq8PypW3jwDx0V6K1dRYMYXcWnjRVUPylM+gRFm5nrW3zKpzDA6VEHuZZE3GKUt4NszYaJ2nQQGMPJzkj+79cr0dkrEJYv2Gq9WKk5MTzp48Qb3HxRhAay1d1wWYVdVjfLIA+KzCEICRiWOND/I/3qMSdPxOT5acX5xTVQ3z+RxrLd57tpsN2+2G5XKBtVU89ChXk8bPXakTRYvFeamYUNyT5MAgj8RjUovu1rQYzcSFstOBSurrF+9KzrtJB+v7gd4N1FXNMHja++FCrLzCyhXF/OLxuEKJIMgvKbVpuOwtF96GuHEF9UJrXLiDQk4OShbI2+ycjlxh0CUkikz3PsxZtSihHF5qUGzWLmt+gEVXdaT65+m5Cx6vSm2UuYHzwfBa5bECTR1idJ3z9MOA67b4vsNoH97fCgY7R2hCG0UYZMAPSttC3zuqyiDG0G17nFP63oWSjC8z7mzHHoHhA9upVd6qPZVEuRYkujp0sqK9ne2guAdBPDchQyZuHuLqPQy24wo6bJZcKkEhMbQxgEgfSwz1Gl7YlQ/yJUj8TIXLKLVwYjyDh3N/PShMNp3YwvQ5s4a38NROOff2VnINj/ZotzY3gJ0Olx5PtTfXaM5M7NiCD4Bh68GaHoPLCy6fxoSJm01praNzdZZbUlU+8UBakApsHFx6gxV4eou444OMobXM65pn55ece89yGWs3i+CdY7PdcnV5yXI5R6J2XKoDvPKXoMJCFmH8KJPa8noylB6rq5rXnjxh23WsV6uI55S6qnj69MlUPF0otAmBPG7tHr7kB2Ot2xhHHUTGe7wPeowiNZgEPM1UZmb3nkSBZMc9RMlFsJWliyC8zlnhx893zCzQiLItxsCKuKB+TjtYbzpZlvUJ/Xpg4ErPJ8A73GvL111NV7Tv0ilnhlHzU4n6v1OCIX2pQowNjHG9CleDoTYKxlCZoAYgOyFRN1sSRzeBiYzzn/cOtRULq3QqXHnJ9aWNCH3f00rP0A001iDVgt7BGkNdWVzXB7e0kQAEg58aMYJzYckixmBRjDWI82Od8ldgj8Dwge312hdJJ+GzTAzmv0sqO/1z81t7UIomf3d7V/G1L3dsS1lUPIt0a5r4FFVBFLbOUYlSx7iY3itXTlh7g0PofYiXytNacVqvcOWElbO7X11jiQ4wkcVMHyuVFV43UA2ec2fo9HZCr4/28uylxxk+Tzm8G+IMl17pd8SrEQmZ+QIzmZOqDilB27MkASx2z+UoAgvTMajhygW+/9PV6v7XMLHA0J0Phl6Epeitxg13gDE0NiSoPDk7Zb3Z8OyDdxE3hGB6VWxlOTs7wdowwUoGOZrBWD6xhLhmg4AJMVohbjN6KoxhPp/TtmCMxfuQpLHL9iXXbjm+RQ6XEQxGtrCIQSy3TIlDObFBbL5DGcTLGC+5t1gmgM3bPQ6d/N73wS3Z931wQ9Z2n9G8hYlMQaAAc3P3xJPDjNUNxEIEh6JhQdQyy+0f6PO70BroCvzsVNhq4NXKglkTcHigHZl0FXhahThfp461M8xs4nA177HX/EOKIepGN3VkmMMcHsSsn1TKhRPWHtrKUA8bmuHrSFXjlm8BUarNeZwbMNYwm4VFkzFCS501OetaEAZsJVQ2sI9eQRrLdvPqZq9HYPjANn0hCyq8BIWEFXHwWggcfAFvb4PCygsLe7sHmnW0MjgtVmWFm4UYSJ2uxYuy1TWDDlitqan4cAgultcrj/PwzBlWau40lN1l21rA4BHsyMLmb4Mi2JNKWVrHpRMunKHnMUv50V6MJbAgMpZqs1GXDqZjQLlMMRiqnBU7NUF5EQERzbChq2a8VodqvkbSW3S9+R1wnWOlATHCcrHgVDboZstw+gZiLDYCavWJFyUndyxkGZnCwJqQ/5tcvymJxBeMqoTQmji7SxzDymib8TzjcWOL418GLz63Y3Qmxxbkce/QXdC8Jh2JLh3/kfBMDQaHJ2sj7rRgzwpScD6bhSoa6ovz3a8ftEaRGHdtJADDu9oh8qCUITvetDCPWCpmsswbbnSFY83AlhM7Y+WrkRUHNpGFS+c5Rl6MOojFZ4zTmBVo8VFvPSV2lNVsdG/nUdcyPuMsizNtj6hiRTit4NlgkH5Ls3oXrVrc7HWQCu99XHyEOEPneiprw7HUZNkqb0LCk7FSSDnFcKnKUFePjOHPHTugbwXjwDB2tLCSTi6Maw44+evQphsfANDc6t72B9uXD6TjZ4WcjObzmMnAJIRVX689Az0NC16rhK/2wpd7m7MpX6RZ0biGTi+u27seIYiRPq2UU+vYqLB1IamliyDxBYdiP9o3jGlgkCRolqoPs7GJ704Zz2aloo7gMdUqP9QLFaFzARo+NLsqkKtk3BZ07DKGtqp3jukxwxqdn2Gr6jgIgpipPcrEaDkuimYFhwQGA1OjjDRSeSXFwrsAaRohemIdSSBDoPMbLLHebUw+KYFGGPYMRmexvbb4RvMpnXbgB6xp8vl9/B/ASq9IAtoVNY3slFMbG56PHnRbbWCmnmNhIISJ3QAOsGgAivc+4h0tPqpiNsmgHUIM5tz0zI3l0o2t2moYmxO5sitzkw9/Q4Z9Gv81CliPGcwH5sdCT3Ea1jG6lEOsalz2xXMblNcqwV49A2O5bN+kNg0yOC4uVzR1lbe11lBZ4Wq9pW0qvNecqQ8hPtHamHzSO+om9M3V+tXpvj4Cw1dgaTWSYmtuK2Bz7IWYG2VmHJUcW+3eqlHhnwJ5liv60IJQa9lIFSc/oTVwYuAD93KGnXFlmFw/kfM4cm9qY6hQlkZx6uk9bHyo5buN7m4POYPvkVh88faRkK15IGuGjm09Q9XR6QbjhUaiwHqOuQrvzlxmtNLR680VTrwIn7EfjXu0m3xiq+m0YbaXoIpvT/NnKUZw9N8Fm5aDK9mb+FkGgBIZwYJSGo+eGci9xJHiPBCB6A7DFMbd8fuIPvMBJJZKy+0vVBqSC9yrR7XHanrW05J4qfZusma3zu4LttpozGZ/wHFZ4p2/zSBZ9P2w6xRy9Ww4MZa1r3MbOw2C7yepf0SX9HM0N4I5h0iVSYS9O6KJqNHJftmlLAZrAuPnNS78TIV1HdJd4ZdvMatrROCq61CFbTfQtnUAfYDzinOerndYY2iqiq4PUkx1bXPSifOK2/acLF5uf9m1R2D4sm3sdfnFOeR2uvEYhd06qPgAi37USjdGdjWHuCmQnIE8qJ8EOb9omziesqt7ZDtH10Hh+omxiJUxVEaZKfElH/AE3clBg4Zih8FpYhjCCtYBekO84iOg/AawAwkoEJJIet0G+ZqYZTwyWD5m9YepsQQPx0yAX2zvXt3kNlYPG/rqhroaO24Jt5N8Yqoqb2Nch2w+xM+e4sWGOGQpqyQJIds4CRPHz47M+Fr8JrEtSRVBxU4AXzjSCOxSXHSqjDFdTAfA2ZhZACnZWZI5y/IGFM8vsLsJPwbZMKUmJMoFsDG61ie3kZSYd8QlWIzHN8V939riMQ1hcu/Z5VZvZ06h01B2Lz2Hkl27jSl+f794ib1uMeKZ25a1m+PU4jUoUyzt2ObnvSMZHBLqeF9fmWT/hKniV2CWFbzHqw+sbncJtkLrOZW1bNwKtRvsbMHMSkFigPee+azO/EU/OOo6JMj0vaNtAsfbiME5P6k89CrsERi+ZAsr5jELbura/YhZudovV+5FZt7FEMR6X7qpTv+NTUuZ4HhHyngUqeJKN1VhCZNHioSsTQCPWVeNFC8WmMQ+S1QUU4hIjBoIE0WnwkYlZF4DxyQtHu1nmd2QgAKw9SsGOiDonnVsQYNmnqrSq8f5OXUNTFylo5WuzCd30Sss4/8OgNZ72Q5AOcwYhngrWX8dxKBNYAsVQvS8KWO6IjiMG2SMIMnVt3/uTCjmRWBc9Hk/bp+ZvCmrGOL7EuM4xhfmqkzlojfvNkaYTRefoZ2ZUCwWyeE4Lrgbd56nwbDgBCM2FUa91nZd2ve1lKxiBGZW2QzJIwK3aEa23sNV1OLd66nZQxx/OdbogvzNfxfm6GlNj/ew0qBFufJC7z2tiWFMh5JD7mPq4zwwNmv6vY7XM2myJ+R5x15hDMaD+AHZXuLbsyBWrQ7ne1rTcm4sCxuSfWpr4zxULELi3JEqI9VVSDqpbCx7ogEZz9vHWsnfOBYHq7DyHLUBDwtBl65hjS98eNPKiSQfl5tWWLdZg+26ZnZH7nETB1y9ZGFpOfJ7Mk0DgKS75ONK3MSVHzm4O5MX6Zec1QhWbGQplDqC4TIsc8TLIdDYqzIgDHEO6TVkRfcIvUqu3PJoP/fsqbNc1QvUh/roaw/Phpq57VmYgc5ZGmOo8KHMo1p2u1ICJafulgHnh7Kt02c3AMSRNbxdf3Q75zLWBlZq+wzp1+jJx/CxWklmaLwiZgRboxCxjJmmk4Fjn0UctQcNxob7kjKSC3SYty3HqXyk/NJO48dGFmwEiaPnBlKmdBhXU6y1Fm1KxykBpmbUkYDejTWTiwaPjOr9rbyDT+2YaGMiMCnvW7qWjPOK/VsLlQn7q0iO0JugvB0wdbhBGr04nkpqWlW2bMP5I+Zr7IatBtbQIcFjE4//MGCZsZ0ptr/87rp90/2KbKMgiLGY7io0fnaGiOCcp5EmCLdJ8EDVRicEUDqXQKhuE+dXmXwx3k/zHBVwntcegeED26jtd0xmIAlHj/WIJ64GOeJQ1pybB8B6vaHre+qqxpiRgWyamtVqja0q3DBQ1zWDG2jrJmhjEbrdMAxUxrDtekLafBXicQ6Cx8Ovpld4Ndrs1w8VujPMhd98di+REgV0ZBF3D5kkJ7JUT1r6ljpmmuQrBGuiflgaDCIodap4LBsP586w0ZF5/Ea2j1KcoQ5bAKS6f1xPwxwxilOHyBZPw9o3NGag8xWnkQywUmOp9saGduh4blSQ7IjLu7R62ByvhJKZutDGPVeyrbDbZ8jmAn/yMVy1pEw7myYNhHdRjAGfFm7HwK9MfkssfRK1Bh8n1LSoHtm7UV4rQrYsA7EvHZOvzPvU4JGVEjKIzceXAqTG91/EILYFsUBgMo0YKqmj8DJ7z/jIpe6dg2vmjrss/UU9ZnVJXVWsNsrgHCfLJd571ps1dVXTDz3LxYJhGMJ91kA+NE2NuoHz9SbUqxahbcako5J1uxG4qafTjk438d6Me4iAZWBhL1m5s2JpIc/3OsjOHxqEo0JpxFF+ZrIYmOwy3skco5i+Uhfiatsl2CaUZUSQtAjQWMJV85KIsSvFZ+sPEC5p54+APQLDB7a00tGI/qePvujsEgYf1VKSAZJ7JDP1RcWAprGxk4WXHBGc91xerfDeM5vNaNoWROi6MNG4bYcxhsvVGrPZUNc1bhjoB8fpyZLLqyvm8znrzYblYkFd13uDUglyy+t5vty5+1mvcvNCVceM5XIxllb5QaNM4r0NxdjDszqs9jsRWZUdZqNgG9Phg/s67FPFDxsrLCrl/U659OaFZ28/2t3tVgDxCOiq+xVDvcCrx+J4Wm1CtRIFpKI1BbNV/FsP94glvI024y3AYTOs6ZvlkXVgflvwwxQYWgOyfoZfvoU2JyPAKiwxgoEFS2BKOFaTQyAyRKZ4nQzGSGQsPcaYAr+FBVnK/h5f8MQMyfhuZhpP8/g6vd4CqMTnonkAnjJjG79GqGilRUyU5Am6KBiFuSzZyAqnDocjQ6ms+KCTMwX8OsIsQSK9J3m/fSthWWxs/rOAl5Fx8grdMGCMYKsgkrTdbgN54IMYed8PBCHn4GFZLpcYIwyDw5iBzWbD66+/PgqKS9GKfA3j/d5tdSUNDs/gr/bGWBFY2J4TM7Dxljqs2kk1s+9levgP9UNoo0iUBgrzwa7tqohowTbKsAHXBaZc4/PXQDysnbD1whObJId0Z9Fx0yXdDP5fhj0Cwwe2XaX26SMuBijI2XHXQoSUSEHxPqlQ16E+qVQp3T1qhyl0Xc98PqPvB1QV5waqqmYYBlarda7bbGzFrJ2x2Wwj02kiYNpxf4iA7k9Gr6L7unzS6Qs0MnxmMviWVv6lpAHBkCQibrVILSaJsR5rMXigQSDXxCy3wsVWAW820AyOD53N8YiP9uosgcFr7RZxhjA+fwEaM6AKG1/TWBNSFYoJ9F6AEO4m2H0b5rC7Arg2IWW38okR8Ms38PU8v4IJ9ExGswkLlsY82Um0kPytiFD1UzHvwGqWQCO9d5EFknG8LUeD/E8GpMDkvMesHFeKkSTuV1EhRdZ59k4kT4IG1tiLY9AelZax9nJx6L3ld5JH0Qi0i2uI96aszhI+TAzVbjzPOC5VtmbbbcO+pkK9p+97BuewzjEMjqqy9H1HXTdYa0M5Rz9Q17PwXddho/jybrv27+aBeU/CuDyTJWJgrVd7ewrCwihL44sjeUon9vNa2YdG0CaEDHSNIUZjX57ENiayAZChg2qGt208Rng/LgfhSoXXa09rpr0oh05MJqGSNUxfvnpQCI/A8MHt5oGn7GwpvkCmnXBi+9ySolgjzOctdVXTNk1YDdoQF1dXFQJYIxhb0XUd1hqaeob3nq4Pgpuow3tPVSVQ6fdXTwpqUvBt2UaJ28ffX5Idu0upDFWVxXETKDtchWB8HT2oCat/LQbkcqOds+c18S0Co72PNS/jsQzwxEJjHO/39hu6OstHyZ38EFb3awZjJyzPoJbTTESH/vJSQOEd7VCbEljcA4ZNi6+XxTxXQLLCVTzGGRZ80l7MWAKM4f7tWjOsx7ak+bxwG0taOCdGTlOrUssKhi6F+BxwL4+tCWAkv7N5YR72raVFsytcGXTAMdDQTL0ShDHJo2OU4a1f9MPBJnvejzh/7OKNdCIj0LYVszaU1xucQ0SpKsNiPgsl2MyMuqlZzGYhVk5HfT0RaOqaaj4PwLJ0r++dbb+dureB0MicQQd6DXGGe+zhzoH1Dno1CllW/KYZaVyw+Mj4WpL0mUYdyaPufN9D1ZIUdZP1CDOjQSc00sHhOQVGeQxNKD1M48pq5Fpf/YzwCAxftaVlZLHyPRpnGE2Auq6oa4t6T2NsCAiPE8/p6XKy/3zW7v2dOufp6XLv2JPmTQmAyUDrPDsBzde3uRzA7tv146KcHLsLIELvKjxQmTSeh6Dnm04kQNd3OK9UVUVlR4Zv3CiyAxrcMyk8xPuki1UO2cVFxv28d9gEGGIQ8tIaavGcO+HShQSVR/tomA7be8cbJomSIMAOxii9wiwO/PcGhfe1W7CGxyy1Vbopi2eqZo/vSaxIyZKo+pCgLKaYDA9PfIdA4eQM5RgT30M0sTFkxjAB8Mjd5+3TaW8U9Y7bKgfEttVHZnBc6FmxGJXIJvmdQ3m8OqwcWljf13YW59ccUwjALv1R10E42RpDvaNFSQSDuRpPZCbns5vfg72RKzbrEKEhKizMGb1u2eoKF8tHHjzOHc2pcOkNp8bdKOGmxTwbpmAXOQ4TAWKIaR3d9IqqC94216GJLS8WGUvreTYYzh3UIrQWjCid32JMWFSMixfGi85rjxi0lciiVzglPALDl2mpI07rOMV/YwdMIITr8VYGWgfcI7u73QQyb9f0PLLGDwxbr7eKlWuNcmqVwQfgZlBWPmRv3lWAtddQAtCGRgHgVXk2WE6skgVyd+KJrjvLxeUlla1CMXQNQeSZ6SPEulhruLi6Yta2rNdrlstFvi+Jgdhue1Q9s7bFVgFgGhEGrzjvsCnwWT14T2OENwycWvj6EKQa3EPMHY922Nw1GmYPZD0dquOsODM9Gw9f14azSqiv3/24PVfN5/uDQzjAGFY1qSJISCopAYqf4pU0AaexDditT1l3N7PGVb+mr+cjwFOfNSGDUqDdiTuOiXTFInuafbwzMqTEu5jYQjHe5ThJ4kcJ+EiQpQmhKKObV5OLWcAxUFE/l1DzxPaOs6t3pwe2eYDTPJBJdLk30mKlYuXPcdrvXMNdDkhubGVgjp+2XfJ/pt6dPBdPHi2ow/kNYpvAfKuLMYQDqj5UuvEeNfXYD+IhWwNv1J61Fy6HoNjxZi1YU9H7LSKGytT7nqZy0ZIB68h6vwp7BIYv1ZJsA4efuVKsOq9fDb5s/DAKwQIqOGDlmFRK2TUhlLA7MfC0Suv4sP2pOlZOeG8wd2LLlJAJ3YRGoQJXzrH2ltNKJ/c2TACpMNRx887hRNh2W1brNZWtYjJPy3Yb4i+fPjmj6zr6rmfbbXHe45xj1rZ0XYeIoY96b5vNlrOz01AWScAYg3MOER+DtwWvHuMD09CK8rFGWDnh2SCs/TeOe/lnpTv5GqB16g3PZMCIBRUqgRPrWLmOef/igemLsG4zZTkrk1gPRV0Jsoju2jj3mbGeeWDKpyU2EaG5gSksLbzWBhVl0J4rvQCUipqFOcWoIUnMlA7F8l1SlIGBQXtcoalgsczNCeWicrIy330hVSdjdVKjCBhyVKXopUM0qCBUUmNuK1+za4dCVjKz+fCjxV34zWliohzdMX1vYrstlplZsnLPrmmHZII2ALfrW9XKDiccPXJJpHrvq+zDDY5hr46VXiBDxbJ6CiKo60AHEIP6HlC8MXh1GGCzDZWM2rqmMoYTq2y95N5hxYJtGfyAcw4rNeqhshbZAYkpo/9Vj/+PwPBlmrKzPNm3Xj2dehqBekdRP70cA0NYtRAGIVuU1ptirGPdKw5cpfTKtW0Ov2jxUafQHVnRCLCwoQxda5RGwjDtVUkxfx7HzAqva8V7QyhNdxvzKlw6w9z4mHgobH0VYpQmLWR/cD9itqo4PTmh7/vgCLSGqqqZzYKcR9/3qCrGGGZtyzAM9H2PMYZt14VashLcMyJh/6HvaerwehmxqIlJKTH4nsgshEFLMBru16yGd3vL5asQDX+043bLBBSAWXU6JkjEt/bUXT3HuY+whccY0EPtfA7W8H/9D//z5O+T116nGVYh7m93DEksfYzREy0mPtEbJ/brrOrXDPWCRNN47zIzN9BTh+XinpVRjiFO8P/P3r/F2ratd33g72ut9d7HGPOy1tr7nLOPCU6ZQJXAwtgxBnNUqlJFoJyonKcQKZQQQlweiCwU21JCIkVEICRQXuJIDgKJB3iJIHlMXNhCjoCqYJVddlkylMylIOJizj63vdaalzFG7721rx7apbc+xpjXNdeaa68zv73nmmOO0Ue/tsu//b/v+38NqLJhcpGrNoX9yUxQ9siQr6c6d6XyMlb7duI4MicM9GxYRxDKOYJwzOkEDB/Ms1y70G/c+Pb7nTGtVx87b6FaM3UJAqY+MAuMSov5/J6jxUmLvSIysKh8XHuu85M8zLns7OFAO4wYMtBgEVXCuMa4ZXQtq4/XkvqiYvBhBGz0ODnH0A8sl8tIR4RAg8YuqiDG4hDUBF6+eg0BGtdwcnpcpI5CiEmkZObwLQD+29oTMHzPTDVw4QWxnkbnTF2EVYFRt2Ul7miiiKoSKwlU2lxXRireAE5vsuRgPTi4CbAyyhdddJVm501QZa0XZZUe0opx5Y5ZqXB2y1rLSnS5boOwsMqoyjoYrKTSgMl1kJN6bnOJpyfHWGtxNpa+sjYCPOscq+UK33mstUnOxyXdSIr213a7pe262MGNqTL4MlhXrLEEjeWUTAL8pXRf5eqwwEdOGQbeaanB70S7VUbyPawb1pxZIUtRgb0CsryBXecWvwrE3gMcXrx6yb/8R/9w9t5v/oF/G5hiEK8tsXcNALoprvDw/gRUsAg2BfevZBXdteRkgAmumeROzhZ0pA/rJCtk8NRqBPG7eT/1uFvXZdZ0XTFqZdctmESttWWgL0lxt748bjEsy4THS4hPtgdzWeeF61XnUN1TdK82NIBTh5UDwRPZbSoQa4ifIFeUqrvxfqRnMI33h7e+LQ4XsTTagnhgRP0WsQticorBDC/BWIIRBt1gOSpzw6tXrxmGMS5URk9YLPnW2YbFYsE2se7PXzxHMBwfLzm/uOTly1flGqIHquXk5BgemTd8AobvgWndCCSgOILeXAEhq+tnYkLrzpykHOQQQFS4G+aoWcvISl6V+bU0yhcbH7Wo0nnkg/q0fs4W8Fi2HBvDhZdba/uNGl3Qx9qj9Ays6PJVavlnf9C+wlyeREVYLhZMe1Bc02BD3HcWeF10OSC7KwHa18XITPcsVVOpVvkz90jaRSuBL7XCNwbD9jvArfzW3MlvEJf3JgkoAMpIdDYGtt7w7L4Y/77X8EDg8B//8v971oeabsH3/PbfMdvm6vrLBzin1Cfvn4STk02EFR2gMfkjfybTYrRMrkU9QRlDz1ov6XB0WNaSPC+V6HZhPCfnaPldA8a8+I6atTFkJVe1MmJpaPHcAvxKfZSbtyusJnPi4N3arlv2Cgbupn1owIrjjbJxa8/QbXZzxTbxWRqM6RJDCBATPMV0sRLJuIlSNcCoPYEl3gcu17GoRI43t9ZwtGx5PQ74pmO4uMA1DWdB6EOslayqBB9wjWMYBpaLJd6P0zN9xIH/CRi+azvwsD0jo2aKWllYCBoz2XLMzsHVm1IBvzQ4ZgHSGxpVcSUfOr8aUMnsG2UzR2ToxmoXVuCZU5pKekqJ8UBxktw/3qg9rXQ4zJWu6UOnuA7CNrQIjoBBpNIUq67yihHgFvcnTSuqUFwJt3XZHNpfqqAiJrms0r413hchTk55ilsY+JLzfDbGmqXhCmHgJ3t/TUTAwxgE7AOO8m+aRHMHcPiPfvEXZn//5h/4t2naff6zsIfNTqm9XVfnG4FCyrg0A2gVFIxhGlm0ZNcEIwZVZcvAouJxa2BTu56nbOusRZeyRjWLldThK5LCDA2iSkNLT18qoVx9TdU13GKA2W1Jt3cl38WkfmgHxsuH8YXHcdAnd+39tXJL6bk3QYZM4LAsFCpiQ8YtjFs4eUFITLMBTk9PozpI6xjGkSh3BGLh+LgFG2ier0DBuR5ZtPQBTk5OQJW+71kuFknAvdmLO3wMewKG74HpLJAZOhkn14bOB616wIIqBib/nb9Zgb46S3IWOXJF26srncS/84A1fduirGxc/YiAI8bIrUwapiLSQTVwyUWChfsHDASsKAuj9FfLix20yDBGVmQTYBPiORVtyPtaPW6ojz08qd5fu+2Nu61WtbU/SHO8aFr5Jqa3M8rHztN6z2tvGapi7k/2ftupt7y2HhH4jfcFhQfrId8BFF4XF3kLcHj5+hX/8h/+2uy9/8MP/a5rv9MMGSAuEyjMrtzYxt9UrifGGS6jW8+0RDBmZxN5rHo08Xz1IjhmLxsmLcPYgUXzedb9K4V6ZLHA7KEhs4p5/6RtQvlbBYwaGm3Zyro6VmV3xVY1gDywu4c1vQGc7M9J9zlEeZHuRb0nmW+ET2FSuUKLMVNITlaHyCTKlAxU368cJhDKe4du4UyUXQy5hKqsX4IYtFmhfgOJ7mjbjsx+dk1T2sigA8bFhBbTWKwEFA9tQ2MWdDZ+p20cdUxnufhHHOqfgOEDW1b2nzin6jPqZq6lZcbmaidmsFqszVfG5ZvVCukK02q1m1wpYky1Ar7uqxX41AwyU/HxJAcjGjg2lm1KMHluozBqpMD31tHA4fgPJaASWNqRczWEe8bVeVJSiqWcw9Ud64YROT+XPFCph6yOf+B5INO9vrWJJEm0mK05FXbXFKMfJyRnDM8ILMXzmVfWaj9I9vBzmZ18C3vcdT83g8Nr7B//4i/MPBVN1/E93/f9tzpsjh/s3QqQAhgfzgQxqfJEBgekfjhPYy1jkGquXZ7+EziSY1QEK7YasbUcowZjpH3kcqfkzGxhygxOY3KudNESYw2zpqGKLZ/VwvfxKMnzU0rBXb14L3ehJgYetLGlAXA6ubnd4ViHxv3DY+XuDJnGSBQNyqvXZzRNCyjjMLI6WiHAxeUlzsbyfk2q8LVcLmiaWOghKkjExI7NZoNrHNZYrD08js5F0U0Mm+rPkO1rwupjMA58InREIXgwtvIsTZBTgM44tiEm6HiEQRtOzdTO9ufxOcnzGPYEDB/YcpxfHDfmHWJqCnVtZLA02FxVV6YBJq6C5vsXDA0NIQ0wUkDCDtgRikDrhDLTCujWF5N/R9ZMS/YziBEWCF+WVEC8uEEl/a/pbC1HcoISuNCzSMHv2FbXqAQW5oi1XxyCXreyi2BZes+J3e9s+yvRq8c2SR/OPi/uDl/AoU5bX3mM2RtKmVDKn1Qu5oPnIhhj6Ah8gZGX3nMW4vN/svfbwjUVNj4P9o9+6Rdnf/9b3/8DB93I11k7Xt680R0tjyxTAsO0kJqop8Q35b5WkfUWk8YhwUlbxtHaazMT667c1xVkKBIoUhhFKYNAPGYc/4waRvGsuQDVJHR8qDxfBrkhk5HluPmYE/DM/4YbmL03tXzjbgFSASMOIyaWBVRPv9MHLBYrCXbU16K5Tvb+2C8K2FiAwPtYrQtVnI1MmzGxctfos0i1cHF5iQalaRr6ocdZR7fo2G57EMP55oLnz55NtZ/ri0txomJiSxG/RTafgVvA4jkQaz93HCcdS5g8Sza5xhUrLi04hGACW6+ce8eRNTiJaGC/EtDUnp+STz5AmyWUlDen1WuNHOZdfZdA3zcrWZ/+apvcJ0Iu1XEV+Ng/+Xzu6XyV1NjN1JDTPyYNsJmhnMcnahqIbXL77nf6fJ9aWUFo7g0KIbqW18FwbGJJI4RU6m7fhaPpOvco/Plm1Xmm94wr0gXl3aukD2bTyMT+6myb3SNV39Lq+8bgBJZyifeXrMMJ/v5yye+l/RN/xG+xbyDrcp29A3HrXctY4cHG9/tewx2kdrJdvn7Nv9h1I//gD72xWPZDWJPcyTAHS/NoxjTS5v6dXIs2GI5CR4/FJS9NASMzgiy5pK9hzaK8f308rUBk/De7OFWVIIE1l6hGgef9kefQ38r8suIxRh+IVTxjNQ5jZO9re1aGEzk4Zs03Le6Sa7ebDhnjN8sJ6Bz05Ax9s3uN5TxCOeZuKFO5BSKEMEJaLIcQGMeBcRiwNsaOjuOQZF8cGNhsNlElwhga1+CaJr5nbJwbdoBoDciNMcjYI5tX4EfC8ZcJEuNHPQPWWAwNJcRIY7UtLRXByunjgF5AcRxZrebI6gLTfX/k8ELgCRi+PVNKckGxOkv4NhPGgc+vhjGH6foywJHdoFfzZcV1HE8+TWyWILaMTYqkwgXCGAIWxYmWEkQTBOLAdR4+R0fDdnSsvRyOGb+lGYFTO68fqsEz1UuuemoVg3J4ZSazX+XstR6l8zY3g9ks71NIQ2By1RxuDNPx0gQkBjFKJ1vEK+twwqgPLoTyaLZ4SA/5DW7StyVVU9uL8AbA/S3WRb6N/ZNf+eUZo+Xalt/0278v/vEegMMCwIqgdvau5P65s9hKdX7zGNjikLK8nnta8lv1eJmP5xkL61jGytnEDn2IkvpLE/u1wRSGMBDYyCWiEsGh1OUE89ywv5DN7wswhpgFGzRWVlotFhjj5l+4dnJ5Q+SR0VN+BjrNS17Hcq4+JezF6zcoeUF9aJ9aDYc682Lnr6wWHSwWIOC9x5hY5u/4aJWAXwR6wXuMsVF3dtExDANt06S4UmW1irWfowt4t51ocqwJDBvk4usQPGH1Ed5GdtkHz6jbKGtjBDGutAUNUa5GQyi3OTKhsZ04SbJqVXsRDEHScXclzB7JnoDhA1umsvMqsUCIzNhdjcuuN9lpTfsbHPyguCqvid0rwEij3mAEMY4Rw1qFzSiMOkXfaO4EaYjsBE5sTCBpZD4sCwaVBGwOnHcnS0xY8Ho0qHkzZLBK8Y75TuyPLdVq/sZl2RX3Ot0jc69znQeqTwxuZAH6NIB5HzAmx6oy/QZaFjHL0fZY85qL8ZThAwCHRuDIKr45wm7fEmv4nWx3ZA3/8f/nl2d//1vf9/00XSXf89jgMLNee1nPaTyT6d3aFZw5rGmMkuknx09DcjLsL3Atlrx6LbHkeb2pgYsRvuXjVt/VeqwRVuaYbdiw1gtUwKtnI5eJs8zPZHd8rv0J5QDRPZ2UDcZhxFpzy7FI5oeoS4fe1gqdpnvfy7GdNoW4WLEplCLNFDKN//X1zHe+M+ZWbwkk8edotrpmt9uum6aAayHKjAmxHZweH6Udzq+9kCIaEBFsGDEX3wCFcPwJ3naIiRq2wzhisbSmlrMKSGJFBSHRuanilYKVFMDgOfeWo3TKQ4CNV9YqWFGeOVMKNTzFGH5AVkSLE5U+Teq3ZAmLHWgU13w3738i53ZzmSu2UKb3cmeIZy0gDT2GCw+XITbc62MdhEuN8jFOYGHh2ASWJrKJeUWkBBasmERrIpNpQse3eqG/UhnxdrYwygsX0zKmbjVloM3P+H6mwOV6w+V6Q+MsJyfHsah6FquuVvoHjyHzDp8la5S4Av7mN7/Fxx+94NufveTF82eICC5VUwElBEVVsNIWBvKNV//viTWiLMzd5qkne3v28tNPZ3//5u//gf2NHhMcVg2l+CiuI1rKWOww2lXvGbRyY04L9wmR7KcQ5vro+2yhiGAllmbLuzJiY/WjELcVI3g8G71kySrqm+aqMGIyBXfldatG7Tsl1bHe2/ZQJ5p8PtMm9+hsBztoBH+BzJIFHA6DTFJcNxxqEvzf/eB+p1nYTMmt4xZenQIKe8zFt1BjCUdfIBhHjB2M43XQEScteYGgYSyJRJmAiUed5lsBjCjHdsOlb1l7h4gyBsWakYXxKMKZX/KR00cf1p+A4QPbhYdnIevVVTEoUq9Ey7p0t7tWJpXP8Tams441es96vcE6izUW5+zMxZpXiyFpfqlxbFU497D2kz7hbQ+vwKAwjHAphiMjnLrIImZXaCeLMsiKRJf0t4fAhU6JLXc1I7AQ5eMm0JY6mUIQCLrl5mjMu9noY/G+YRi5uFwzDANdF2sqd12HT9VQQggYazharW4zJJWEpW9/9hLVwDCMbDYbxBi6rsV7jx89rrEMfojMw+KU8eFrajyKrYymgGzomyPa4XFZwzcRt35v7basofexzGNly+PjK7Z9fLfyzGq2CSYgkxduapBZNY5JW1SLxP7ErtUOnlmVkSo2OY+7QiwFurQ+AsDEsEnJek4JLmne76UnqGclJ1itnsuM2Uv/7ICm7XYbky6cOwyoDt6b26ONK+ek6t0IpgMQMImpzcmFAcEk1lABI8JerHd9auGKRK1Dp3wnsLj7/K/+oohgxzXm8jO0WRKWz2OSX5qbVKf5xUri9bIQdpEaiw834AtTWicyWQkc2y2DjogoKxMiowhsvWMPwD+SvUc9+sOwV97xsRoWJjJltelsJTitkPSqBiuU4Ombmsnu530/MIwjTdNwcXmJiLBarRj6PpZtc3EFK8Yw+oFtGBlswzCMNNbiUicYbcN4RwkZr3DmhXUQjq1yLCNdyhSeVo7Cqz7wKrg7g0Ij0EqM11gYODFRCzGDac/IOpzTSovcARjexIzOXwrjONIPA326pyEEmqaJ93QYEO8Ji1ACw+v4zrwkqIHycrEorOMwDPjgsen1OHqapuHk+IRvffZtBmCQDr2nvM/7ZvNKOcLQrGiGh89ovbfdMXnjwe1dJM9Ux/A7MY7GvV9TxbzaSl50awFdkUzfSUe5IklMyquJWyqqBnlY2SXcsmcoS86kz3MJvlIHPYE6i6M1Lb32hZlSDYxELdeYuJHIgl3CcKeLG2M4PTkha6taa/bw8JubHNjZ/v0LYQtE7xDAliECQRVwLqptaLwPpp4Py/29IwDKgNxIGSsOjtxVYmFdDezK3SqY/hyz/gxdnOIXL1CJ99UzIkExOAShtcsIiHeLHlTg0CcWujGuMI3TJSitHBbznlrB49r71ds/ANuq8I3R8EU8rUxSArkJG1sFPMvsV7HyeqdBXWe7+8gs08XlZeyYxnJ+fkEIgWGMGVWqAWMdo9e06r9AR48YAyGAGMzJC5C7N5PMIL4chQssz8PISWPiyhEYQuC1WsIdQWHUTFSObIwXihgtdiePZ9CeXiOgcPfI2h11wOMLc5Cz7XI8YNu1rJZLtn2PH0ca52i7lnEYabuWvu8ZxxFQjLWTOlCepHJcUsGx8bW1htPTk8I2Bh/ox4HGuSjDEBRro3NejEGbY8YPRM8wPsMcf0m6N28AxB45ceO9titL5c2BZ9hhDO11CVaPzhrq5Aqm8ojsTq87mbL5vdgVJ7ZHE8DLceLpEDv7rH9PyFHTPin7lHLcpTkGPWfrt0w6tJoqo1x3/+bXkYHs69evImu4PEaNcPKA1XWUsHf7rjqvugihSakm8Y0ICAPRWW+qyk4ZNN/5jKvndZUs3O62N5mgmO0rZPOSsHxBWLwoLn1lJEqV5drnEcSHcFUB12mp4aQp7cqkmHJVT0gLA6jJguhqHsPt3N5v256A4VuwTRC+NRq+5EIcUOsg1xwwnWNeSgDzfGB70y7uvWcco5SBdY6mcVxcbiKr5SJgUtMwBjCdxbqWYROZRdc4hn6Iv+/p4s2mQI/hm96x1sCpUxywDqbAr9tarMMc6ErVv/ii1y29rvE6xgFNoKWLgdB3vJGhDGOTeaW4Qdq2w2JpmlXS6eoBpaUFEewiu3ajFEavG9QrjbRR/gCLSo5PSkN8lagUQszcM1ZY2qioL8bQ+8B5ELa9gfaE0XUfTDyeAoNXggmJURYQQ+9WD6OD9whSNZ8r27k/Z599m+1mLkhtnXvjSioPbbr7R3Hb6d52NVd/0EQQza7eHbGxggHz4m6+87zYm9LzpNo27UcjaGpZEExgDEM8G4EtG4waLG050bmCxL6FEEupGdeyDQajwsp43ENMHhK9XSq7FYx1Z9/z81OULT0WQ4dgJGp5CkJIcmcuQ478UG4hnXPIbgX56jiAvR0kUKsBs/kM2Z4Tjr6Itqfp4zg7OQxIG6uuGBPjRCVgrI3cCTqdf7pvCPgwJkLBkQmGFosaZeMvI8DE4IiVUrwGVFsmcfPHtSdg+JZsHQyvvIsJEaZqQIkF1JTZGl0g6UuVm/lNnQJt02BPDUayVpPGGLigGOtYj8orL8QIERgBjlqCHxmNhTYwoox3inO82gKGs2C4HBIAUjmQFnLYhBi78wXnadNIpQDGcOnP6HVNoV6TNbQ8LCmfV8f1OzGqZvIvpfcqxkBDlF4QI+nzQIh6P5jg8RoYvHKplm3Ik05aXafntvXCoIZAepbWfTCgMNu4296TTM/gFm9cRu3B7X2KqbuP1QDvAGj+f/3Nn57FfFnn+Pi7fsP+d9/Kud0eYIpM6W2ahPZVQHVK+itC1/k7B4BjQW7s9vK4bTtu6IvbOn9e72eCnjGOMAG74h2YYtMa6XA0bMyaTYiC16MZuJAzOlYsOOba5JNkxhicdbjGctIoTkKRDKuvd7oaYfRjDBVyjmEcMNbSOkc/DFg7JbmNo8daizGx9JxzcYE9jCOqSuOapPa1P74qsGHAo6y0SyQIyY08yfGUb953INv93hVD/a5w+eyzMGIvvwl+IJx8GW1WMTa8ymiOzzlEzUMENCaJqFqMsTH5p+L4tPovil9LlKBJXjhBaE3HNmxQlFEGRA1ehQtv+KjJdxGu4iTfhX3OR7j31xR4FQzilWfGYyTTxjqtCjJzeCD1/3CMxzU266SxA5aKPxKzWcVYnBHWXvmWF/pD8Wk2i76mc3lgAOLvGBNnJUrhPLehxKFFUsniw8Cgaw6lvN0p1f+Oq1ZFGcOQXEBzNjhqWWn5OztY8kQSwlSecPQjlx5ehZY+aUXO5pr5BX34thvXFR16jO0K17+7eMMPMvHkkB0Aha+++U1+9X/9f87e+77/4/+JdrHY23Z/f2/AGtbu//z6FvvK1ZamOK/4T0gT81StKW6Ry+FVOyC3NEHwSW/OEBfVOU68rRYnY3dagcld1iz+K9gUMSJg7GyMF7F0GJxt8cHThw2BES8+LhyZx66JmnQeCaqkD4yJSTNR/1OYPpwzexmUXlxuUlatcnm55vj4mKCw2Q6gfUy+sJbtdlskuTQEVkcrmsZxdn5B27asNz2LRZdq/E4FBASlo8OlZENVsKYlaCDoWJ5LhtQlaoT5cFfLc12lMrtvaS9CGX/j0DupYExbCiYMmPOvxyOcfBfBdmhIPiyR6hZGWGlSfe0CAHUkBIuxjuCjp0o0P3thaY5KmxsYsOrKc3PSgImaj54RVc/oO0Rj3PwQDFuFbw+PFyr0BAzfogWFV96yMMKRSYxhcncEDWiIbOIEGaOV11kM+0ZTNKQOkAq566zXZVkG2PjAN4YrQGHZ2/thTuCFC5zaqTpwvaKXEjO0f8aeMbGGN9tdecUQAoNuUYnMnhJjskoZowJs4nN2IslFTGKKLR7hlbecq2N8Q3f9h2E77EsB1U8GRJbuHbjE//X/9k8nto3IFv7uf+//Ot/ooVnDq2JCbwCaUsOGWi5KA54A6ii6hUnkf6TnMpzt7WshKxoaLjkjaKCVjlY6rOzHKYfg0zg7jedZ8iueV/q3vCFlhNcEHkxyLDdGaM2CXmPcoWfkkrMkhxPHkIYFS3NSjj96z8tXr/Hes2pb6jKnxVcxG95j5aTFYsHl5UUsCwcJCDqMCCrC+vIyhR01hL4vno/1ekPTnNK2HX0fk2cCLUFA7DKBprjtsjqLLNhthRQ+MwH5aav9Xl7COudof7q5B0Bv/t7F+XmK8c63vvYnx9dGwGxfw7iF1UfYPrDo5rI/+TCjDgSUBoto2HmWnhCI4DAVUojA0pT2ocRwolaWNLgCOh0OZxyBwDZsSgjAt4f47BpRju3jhcA8AcO3bEGjCv6kb5hWQdlVo6DqUdkpFpRYrFok+5ApE+BMX4zvhmmYiuBJWI+erw+G4XNAPzmBj5vAiTlEqMeuaYyh1S7FBcJ8VZjkIeQGgKFUjGFmaWtqcnbYqCUYAmomVnD0Q3qe0wClacXsg2UwwtYrAwYRi/eGAUtPSZ/5jrchCF4VdyjJQWFoljTD+t2fGDx+RvI7tN/6Q7+bf+M3/+/5hZ/5v/Or/+v/g+//P/9fOHnx4vY7uCtr+AaJQm64rDKTqVh/SbFsEqVAlAK0VEIBKbWFlHIW8KgoW9aMOnAiz/a2bYcLerfYgTeBjV6iKEuJ2oTViVE7JuOLafwwwEKWEQgJGCwj84VkDq2AmKSwWi7YbLdx3AkjO0hwPnQpIC56K4Cubdn2W7wfGUdD3/d0iwWro+hKVQ0sFovoVjU5pCVE8COKONj6C3ofaMyCJcfkui1ZeSNfVyEyNcOkfZYVmC1GtALcE76O5EasDVCF75RjCGMYGUbPixcf4b1nu9ngmoZh6GNsuLX0fR/rKjcdTdsAwutXL2mcwdWZ9/FADLqlMan8Ylpc5Nek6wkhVloJQVCN3kHS5wJ0rFK8ez3PxNdGDK10DKbno1Yw4rASwevZI/IFT8DwLZsCr0dh1QqNmKIGL3tq9VOHuTNPsjuZ7ghrq1iGEPj2oJ8bUPiFJqSax/tWX9tSjmafzVftHPxr9yNVZZQxPZtKVkHYubfKoD1FEDfEIOMQYtaaiOBxnPkFXiyKiVnXZQVcg/cnq80DITPA9T0vq28YmyXuscDhh2Q3AN2TFy/4vf+3P8jv+uq/h2vvoZP5mFnKkjGXQSVN5hkUFmCSNs1IDBjoGRgoTufUBNvhhtKJiQH0eLa6QRAWsjq4TT2WTBnLYdpIFbC0smAM/bQ+VSUr98chSVguFzRtdH/WmooHTzF9uOgaFl1kQFfLrswTH71I4Lc+v4xhyvnC8dGSgYENF6lCVo6xhhxLmOexPHSW7OaZVNn+DCf5OiXnKuf5MLvPEysbcobwfB8iAiHgrKVpGi4vL3j56hWr1ZJXL19x+uwZL1684LPPPuPo6IiXL1/yG77ru1iullxcnM/2pzGrJLr0RaLkDhMJU0uM5esLPip8aLCEJHgtImx1i5Moc1My4kuySrzJVixIi2rAvSfOoydg+A5sq1HTz1lNga2p6ZdGlgFhqZZ5IzjcVerfrWoyvY5vnA+weWCx57dhQowpPAQKaz4Q9Qd9wDMYl6sJ3GBKdOEEPUDd73xdJcUJVuO5SCxLNUrDa39Eb5661V1NAR+UIAopaHuyd1cc6sb4wncFeKx7dNmd048+vvrDh3An3+b6bgKZKWRjBhRK0keYhZnsStUYv0CCFHZfVXBN1Cd1LirvXXlaIYIBRXHWshkC1ixAlMFHVi0EjRqmCrs8QC2vE99IGcDqcdJGcehUWzgyhvV3YbPZst5sWXRtqRF8GytbzUDgLrFAAaG1jRkUJuWHuE2ed+QgYCsb3jAOK5lpBJ8AXh4HBFLN++xfOeRn0bIPAGsjQzoMA2IM1lpsAo0h+Pizi3x3zKfM4dy+6oVFkdrR4qPD+xFjHCIuLkZUy6IE8nw03ZMaKFpjCRqzuI15/Hn6aQZ7BxYUNh6O7dQJNfjiXo4iqDI1zrxcu6mz74DCqYPn3zHQGIFeY57U+26NKCf2unwsUzroVGbwzhzrvazkm2lIsgWAgDUuMoVhRa9PXeo+FlQYVFjk1Y4kRif1kcwmPKpL+UOwGsy9o7jFt2lxDDAVy5RgQw1uUpLG7kJSPfQbRRYdoR9xztEHi994xFlcY+CKOK9h8PiQSqhZGAfFtoYwCN4o2+BZbwa6LlacWnYW0Xr8rQAVMgMQBkMrS7bhAkMSia7AkPeBy/UaiNWjbgsKD98/ri6wUDZK0EenyibT91NSzA4Ih+qWX8d0JPIiKnVEYPzq1WuePXuOsyTAnJ6txOPtMr+1+dEnYO/46KOPaNuWZ89CqSf97NkzjDE0TUvXdWjQpEkos/PZIyXUg/bVeTdIFduZ6R4NY6qpbAnB00qXspPjKZdsddXpxuRDJ23hyIqaR3UsPc1i78jG1HlCFTNY5Awqi50pNnwfoN9u6bqWvh9oGpuqaJgDTZeJhUxUeBZPDoCo0vgejCEYF7X5dkwAK7EwVHg3WGvv+CdWaa8rrFm7X94BIMxTjeY4paAlkcSIjXpWOF4OS/qn7nRvU3IZxuxig9plM9/y7dhBtvB9ii98UyD3kNdy075uYvoeiA11w5qxWVFaS0lamsBMxiUyQygRPDatSRp70xqzaS3DMGLbhteh5dT0e8eN2b1xgdhojGVUMwJNyRZ21rDtR6QZETV0siDnP6M6j1kzMYFDkrTNwhxhpYmj/E4iljEx3i7kseg2JMIV/eY2BRSKmDSSYifjd6xYGqa609VtLTq9Ube32tcBVjEE5dXr14lhjffu8vKSk+NVGgqma7sSFCo4a7FW+OwbnyLDBaqwbY+urKzVbzdEJRnBZgkPnY4SiRWfQgM9Gvp0mYKIhVzjGkWSRFK8Po9iMMYlZtIn/XOpjhGPsmVLQxOZSUlJonUS4yPZ00z2jqwPMASlKeTgNR05Ucq9H/j061/n+Ree8fqzM569OEFEWLUrhnFMZZRi526ahtEPoLDZbmnbDmdTI7OC7zfYzWV0ex4/i5mwOf4m7cdowG3XhGbB9grw+DZtYZQTe8BNUCeHAIddCYesihshR8SEK0H19HvSIiyTTZj0JxHBiGCcQ7Gc+e4JFL6hKdBrZE7mODC7bu45Tn7OGbE9e2iW7zFYw7uCwhtA5q5OXT1SACUhIi848lbSjEgjGB1xbYcNAlbpmxHTBozx2HD4uG1rEa/0YctWBkxrwEDTOAgaf1sPwRMkMBBjmFu6UhFjBnLiqr64wTV4Rt0wMuKwLGWqVa2qdF3LZrONc8AbMIZX2izON/5qaCeB6vSBiJvAq1BYtPJeFU8nZb/VuJyuOwt2t02Tvj8B/OIZqljW4jquBgVjhOcLi9E1WEVXHxG6k5QMOG2bgVftadtzpxOTgAKx5F90/e5uoYwMBAKddGWfkoBklvwBE/UOc8WTiigUDL1u6cyySBoVJvJtPNdb2tNs9o5MAWMsV8o6C2VVBrFxGBTbWM5fX8QYtsGz2WzZ2L7EUEAqlZbqIYcQYvbVdstghPV6w+LoOFLUKe7B9ZeEfotruig9EFL5NhHG7Rb6Lc3yOGo7vaP7k6uaNDJXrsr3I5JJUyLC7Ww+CI0M+ANxhEpmFSrwl1eOGRCSmFgjgCWYhj40nPuOQd8jVulzbFls3UJiHhKjXuuaqWdsVrgHrqN8K+3Cd51Q8ZBxhu8T8/nAphrYhihy38mSg+UUdVocZvMyxBcCLQ2NNXj1kfExAa/Cwho4gJutEaxxjGHgwhs6u6bB0jUutdvARjaMZouiWDp63TLIwFJXtNLNWKRMlmds6HVkYBtjzkR28RTjMCaXqb0lY3gXK37PeG5lcSaU2vNV2FLhYLUC6fXEkeMEiZ6rIkejcHm5xjrH0dERzlrarqV1DmOl9P+pPJ+WEJO5EiJIGDGbV8j2DG2W6PEnBNPMtsmUsMwAbPZQ7M90BoPFxVhDcVDLn4lh0J6BHhDWSdNW1NCZBQYbWeSc0GgzeziWEquC0MkiZnAXJjVd2e4Df8f2BAzfkbWGmTI9UAarWfB0HhwwIIHl0QJjBD9GRfpcYzPLCjRNQ9M0bDab4poOQVEJ+MGXQFsA6xo0KOPQR8AzjjGr1ge0aVgcnaDeI9Yx+BHsuxH6daJ87AJd5ULWVFty327ZWQ6Mk4fcEJkRzF1SEzuIgtcIVXwAr5ZRWzwOT0PAEdQ8qjr9h2a9xonZVsxJcU1BGbyvlbx9yISN9xVM3ZXlu+k63iVr+BYSaoJ6hFiDdk/svpr0ZcYY7psGZbP1YBqEwDgYhk7pDnTx0YP3ipMOt+5pVyvGIbB1I00Tme9etwUomVSBQzUwykBLV8aoDAQ0TO5lz1iSPHY9HOPocc5hxzEyUm+DWbppmE1jJqITuCKfa4nGjh4aJQErGIOyXq8RYNv3sQrUZsPz589wxyusMXcYURPI6y8x629D8JElbI/33cc5FGhHsSP+noA5TC8EoZUuinIbi9BRTdAM2rPVeVUmQbDB0VQETxYVN8aw9R7VgY6ODL4LI1q1VU06x49lT8DwHZgAKwuUouz54VcrvUy1F+ZdEKO0x1GLzwULalmGloWseH12hnMNJ8fHiMCi68oK0oesPB/BZHAtjBrBphHEtZh+jViHjAMOQaxlHAZs28XqJ3esUPIm9+bUKgtzOG4kl7rKdaWzV+iQjeNACErbdZXTeWd/xT2RvDchJJYw/56+pQqDNqx1ySgNQWySZLh+gnmy+1kgZnuq0cQKZJHYt7t6fq8rnVzFGt4WzN0W3H6OE1GioEiXQGEqXZY+gSk8JHJQpshRabVVLmU3jkmI2cU+bqxwyMmz3vSowslRy+AEzAhqopZe2Ea9xDTadCxoWbBlk9r0oVVrpU+hAc/VANp7z+V6zWKxiB6U2zCGd+o+d+9rc0w1AZxeN6jAIqzo+5HXZ68BoW1bttuetm05OlphzWF37t7ppDkBBRNGZPMK2b6GZkk4/hLB1KxeVUziClA42/3uCwGbpGb6sMEisWpJBvRXeK+kSJRlcEh8pl5p7YLBb6cSjuWi8pGVqSE8uZI/aHMCK6OlUSoS4w2KhkF+f1443VMNECYO2s42NOI4PTnFOZNiGGJLci5OAo604lChbTs+Gzwb46Dr0nHALJKifyXsP4vL4SC7/uCWs5APW+ohejtwcP76NZv1JZ/8ht94QCeS4oYIaSBVDanW5RR3EmUHhIGWno5BWsJ7IB/wnWBBhXG2jo+/J2mIlFn/AAzJncHg+1gf+Tow9zbZztvs+6Hv1zVxhp3vGZoVszZjMjipRK6BVlY4k0WxJybRYFGvLLo2emTUM4SprvmuLTrHGLOlYs1isQTj8WMguBCdDmoxBjrpMCJYdYz0c3drcm9GiX6TWDbPyFCOFRf509U1jWO56BBjaFzz8IzhHcf9QnZkdrNiaFsW9MNAsJEpHMdJ8/X05Jiua5M0zTUnUw/9mVwbLjCX345ky+rjK1hCLUzcLPbxtoAre/REsFg2epZ2GZcX/kCMQX5+IlFgPXv4AEQ9wSuN6WKWs0hyrWcgupO1/hRj+GHbkdUYO5fjG4AYB1PHcaTB4oYMzOhmGDCNoPjo7hSKCOf0PYlxEH7gYoCwo613l8QSU53STpJZPOUrz/Z6E+DUxYSc3S6Qg7NLkPZ1ZeMSBX/y7DnHJ6dT5lsd6CuS5CJiLEgIkaoPmpNRhCFYttrQ0+GlmQstP9lbNyVqfh6rIkZQNdWckN3K7yj25n1yI18Xa/jQmcafU9ZwqmObFhEh1bYtnoaoKCCkkB6J03scd20aIwJdayJQU09jJapAHLglbdPQNDE2bNkJEOhdjzQjQ3CswwpBWXDBpbmIC9JcQ5hcuWNf9HgbNvRcHAAdhUYiBMUHpbF31PdUZUxEQ/5mrAf95uOcwjzGMB1lfdkzjp7mqOPk9BTvPScnxzhnsYcW75CeV+n1eVdxlPY9Zv0ShjXaHqGLZymW8NA5zb1D5Tzvcl0pq91kRrkC7FdtH/yI2o6cQKN5/jGW0XvEuEQO5QvLyTBlpVA8y49lT8DwLZsRaPE5SIqpAOREV+8EOJRPBcGIpVTaINYAPtfXs21FDUdyEjPGJGtCxVXz6AOjXgOqbjABujCg63PEOkJ3RF/pIYpAF0bUGDwGITBibpS7iS7kWAd56vwTzT8ysA0bzCi0boH6LNOwH2GWv2+tBefQpC8GpLideE9C8Pgk76DVqtarZRMWrGnxpnZFPdm7tlHjJDu588Nc1uOq5K0P3d6V4PVN4PAx2MJb2OR5050ww0kUOVcPmW1fu/DKWwF0iHJUBgZzSDszYLLnJ33bWWFgoBHB0+NRjGwYEnNpkmtz1BEvHsecxdLEVPos3s/c5ZmtbRvaXCNZ/a1Hq4DnQl8zqsciWLEcm+cJICtTksiB1f8VJjDXKVRAhNGPbDZbxJhYms45urbl449fQMWiHba56oRASS6hvwDbEo4/QZsF092rs7yn9yLw1hTz2Zf9OWmTmzie7yEKpr4eiN6mUhWrtJTd8Ujw+FImr/I7J+ZS8WHEGoemZzfFaFZXUSXpPIY9AcO3bIaoy6chuo73Vix1oEtlMfC1pcEy6JY1l9VXdltMXTtSS2NWjS6NkEVI72ECyJgKqvsR11/GVaa1IAYdB5zvca4hIPSbNd3RCb0PWOcI44gay2DcDCx2RnnhNCXkVJ2nslEHNp+tOT0xXF6cszo5JuBLBnX2dxuxNDauGr339NsNi+WK4Ee2mw2L5RLvR1CwGhXwEWG73eCt5Sws6aV7YgjfA5vCfKZMcUkpPkV25F3b++hGfpt2FTh8T0Fhtjyt1tCAFFtW2s1u7Nat2tMB2KBKSisu7zXSxWxiGWjtGl9rKKaDBQKWueB2yZXe0Su8lsm77rxrDUGqY4SeDotDGAk0tZqCVEe7DpDckrDvh5G+j1VHnHMMfU/XNjcAwv3jS/CY7RmyeQ3WRrdxs5qgY07WEKr5Y+cENYZlbbgsc+dSwWInUJvHliuuzaufnhPQ4HCmZRvWhbgJqvR+wVob1GxYyQJTZchnZRANsTKLhggtcwLy7uEfQ0s423fYiPfuzauwVWiFqFO0OzAl2x0EosvYE3Q4AASvs+RyE4Mf+xjr8qaAR8G42Kl1u44AN8TJerVYEMLI9vU5y6NjhjCiF2fESsEQxhExFnP8gpA6iQAnNknTlBWZJLHQfBUNnTliS8/5+RkaAn4Y2WzWWGtxbcM4jGgINE3LRtc462jalmEYGIZXmJS9vQE2mzXOOYIPNG3LOI70w8Bm+Zyt7R6Xt3+yYtMaO0AqPN/rlhgFZtMg7znsPPp82ci3UHE0+ux2X3hT1nAXtF23r/u4qB8RFDbjhqFZzEFFiS3bL2+Xo5Zz0slhu2FM0PIPOe5sJceMOrKVDQNbPFHSOufo7lqoayWL2Vkby5Vj/23wWamwIROb1mAxGEa2kVHLUUfxC4Qw4glYrnIx7x+53irj3cVigYhls1mzWi3p2jYVZ7jdXCYaMP05snkFQFg+j67jHO+tNb+2cyLVW1q9qo+c48lnoudXnFqu+LIyx5Ej1BClanQb4wnT2ORRLv0xAUvQNcKGVbPCpMxkkvtYUllVMRb1odx/MQIBVBSvnvFO0mwPa0/A8B1YHyQ9bMUac7PAdf6ebum5rV7bLvmuqHoG5Erl91vvVkD7LYrgmgbvQxl0jImd00gcYp21+KCIteg40ixWeD/O2B4jASc9igMsHs8mnMd4P6HI7ogaXOfomo7gA34ci9t96Ac0KMYZuqMFZ99+RXcSg8pzcPPQ94gIfZJF0ABtt2Dot3GYFMto2idQ+J6YEJORIsWhqI4gFg0wsE35pIYtG5a8xUzidxRfONjnuHDJwLcRFMc1tYmzZfB1F4B4FWB7UJ3E92EqmQOPHLddXMnVX/tflWlM3gUIt3arRpekkwaHY0yZyFHSZAKQu2cMxIpYJTY6b6fz71V6nlxT3jR51AsMzU7KKBmjWODYLJMrNSZRKGDVMMrIGAasrK7c9z4sTKxd+dsgAm1jMbKgbVyVDWwSPtI9D1H8XJHhErP+LMrPLE4J3SkqEyDMh9mFeuVuJvZQUbyOKAGv4+zMezYYNVFP8oo2IakKi6KMusXJEqstfRA2wdLZDYIQ8JE1VEuMFBS2uuQsvKbxW1q7mECsgDEGH3qc68BYyKFi6VhePb1ukkbi49j70Js/aFNgJFYZqSMZdjOQr/72HY+nmibTERDWwcyzR+68P/DtEjEOxDBYB+MWYyxWwDGwOj7BnAo+KJ0qQeFsOyKLFYhg0uoIYsdfmC3IFo9FZWQdzvA6zFd8CQDaY8PCLJCkcdeHDWIMwcfYs4zpmqalaVpEYLU6woeo8ejVIyosukV0QRvBWMPZ1jNYN61An+zRTQQ6A6Seomnh0UiHw7HVNRu2O9UXPp+2cY5BPd5EuSmDMqAsx1v21dsAxNuAtYcAh3cBhW8xVvIgH6UKRgoGme5uEq8HJCcC5s/FYKQDE0WIDyl3zRw/M9IqgxNDk5ikoJ6ebeIO6x3ERawPUX/CYGf7KZU0dtymcYO9oKTdC+fVKIQgnDbgRBATEyIGhjRuRjY1ENjomkYahtBHZv7Kvc7d3ZMLPO5PcjUtQhQBb5ud74crpjXFjNsICP0WbY9TYok7fJ0Hwfv+m2u9OJgwEtJ/11lm+WphdM/IZVAGHWir2P9Q5IYySBY2uuBSz7HBYcv8F2G6MzYSGyaWNjQp9EvITO8toxzekn3+R9jPgYW82tNYXxPNunzXMYdRnauhKU2tXpftbjtqLM3TmAUaYvmdMUS28o2AIbBVg+QqKApiIzPXGWXZGpxErSjXuKkzNfDtEQYlJv2l027NyIkNdGbFqANbf0nA7/eCtOxViVS7ERMHz5TJVme0CcLRyUmsAEOMW5QAg/c4sbRumRaRUauwF8cFDn+tG+nJ3rUJdVOtGRSDqLKQFS2exXgFsNgFHA+RYfuWmLAyoaSJ0hOZpt452nH7bs/vTcDae8EURnPDmqFJpcUkMlcHRQiFqFCQQ1cE+rDBiY06dRjENOSkhENjdJY/yXImRZ+wFtNGMAoLVomVC2lv0cWd3dsqyoWes+QEiBmwSzlKp5ayp5ncvZJYqVk8Yg7HqSiHIwuj5Gi8fA2p3nEazFUUh6OTBQaDE3fwevNbwW/SPU17NQvAJuKDKMNy3ah64CPREbN+iWzPoh7hyZcJtmN/Urhql4ePd/V8mY57zb6qWi1l6163DLrFGcXFmWZ27N4vCBWoHrXl3Hc0smEZUp1sY8nVUESmY2V2u9Y5vg8x9FD2/vTqD9gaAZNWASF3yENu5aqvC9DJgq6KptIDr8o7SmQKVUGja2AdlHCVJMAdbZe0B1gYsBXAzeBLBI6cxQh8NijrEC9sYTxfaITGtAypkyGkTK96+Z0GHSVlpFIGVXOg3FUuXD6GWNR+DLFmtBFD47oS3IsY+gCfjSayuE/2XpkqbIOwsBObPkkWxTYWZZneYnbuO3Ajr61j1F03UeYShMEtaMbNoa++PXtXWc9v+VhlCFUgV0LJlJ9qNd7O4URcWI8pNUPKdprkwA5ZvYdpDE8uQ53Gsca0dGESuG5oY+JDgndUrk+I42EMq+jygSJ47QOjD3StY9v74q4dRh91Eq2lH2KRg9HH91pnGAcFFytiWSOgFmum81ag0aac+97lygSTegZUR1oaCsg1FrKI9KHvX/WsNExuY2MJJ5+gbnmHPUy21XUpT1fbIa1BEBxuLtWTLnAWt6ikTPERxUOKIUVibOhAj2csST6dWzMMDYNmvWBhE444D2c01tOKTXOlSbq5AQ0SWUMfs9tzEQe4Lljg7dsTMHzL5iTqGEbm3uCqeD/di7HIIIuqodbM2GGL7hBALMEPZYW48aAPBAx3LQJXBULKriKtwDWdt2cp0LSGcx9jPY6cYvBchouK/5xWR3nwMQiOSWE+1qRMx535cOKrUQdGP2B8vFYjBmcbbMpUDiGgCK8HeOWF4Smm8L20ALz2Jup+5jfni/YPxA5xHPN3Phfg8D1iC4tlRi2NE5IH1J2V7UySpRpnFrJExO5V1ts1N1wyNsvpy8kjlMd0Fa1cgkInS0ZGRh0wOSEmj0OzY+XYuEBTTwQI/eBZLKIHadsPxXsC0PuACYofA23jokyXMxFAAtutZxg81hqMEVaLOu4vYueQ6/2WeshMYCkBZEdDkDhCizSJjAhIlV178LGk5X0BPb7HbF7C2KPL54TuGH0DKOTxRaOxPmpebNU9zmA4MifJdZ+XnIn1FWLVJQ2RBRXBYmgT2EPi4lRSHKAgeEYMFoOnsxvGsS3gVhHWfsmprdzZIrm5QPBgDJntFVWs2Nn89xj2HvbsD8eMwDOrHNm0gtyR29h77qUW7H3ahCkrtvifYcBmJPXgZkRpJewNuLt/OALPXJz0Rx3Y6EWqabq/zxoiysFP8i2ac6fee/w4EMSBLPFqMWoxPrrwBy9sFNZBCG+SiPNkb90GhEElJqHUDHpicNyenlyyh2CgdtnCtwB8NsbhdYxhEfUiEU0VeaZt31tw+Nju62vM9ZcMbhn/KCzcBBZLeEIBhRE6QARGo46R2UHIIthuOJwAGEq83ARAynibj53asBHDQpdshCmGr9TFzS5FYuiMSlkAZ9AWT1XwPmCMwVmLAtYaRh/L4gmSqmFFYW4vA0FJmnlxW58WyZObPN4DUQrAKSeTQXW1GLem24mEpMw7V7VVbx0EX8gR2V7A5hW4LrmN24Pfu63N4jBndo2TWSHWeTZlxix7K9qHCd6le7MJcexxNCzMKiYMEYFi/v4Ymj3G04jHa4+apghlR6Y1qmYEHyXYojc5zZvS4q6J9Xzb9gQM35IZiQLOz11iwjTSzyakVdpDAzYRfBhiM1cliKSMp7cDDBuBZhdjZW3B+Acl4kWVXi/Y6hbQNz6lusyQ955xHNh6y1ZWeNPhEQhXQcsne59NFTZBWNn5E8vZjJ9n690SCZ6gnlFGWqYJ8aqp7b0Dh+8jS7hrYktGaV5mxpeZscqu4rS5CK1ZJjeyJZemi59dvZD0GhNGMizUtK/4zRyHN7FVjXRYEjjIruYEuuJ+DFOCSmac4j8iwqJz+KA4K6xWXTq/uE3jLNbG7xoBccqoPcY51Ctd2xBCLEcXQhXPVqgrGNXTYgtwqYmK6ubu3Yd2vGKxlsymtuRRzPoVDBt0+eJwGbu7WgathzKErvtSAb5Jsie7cYmvjcSkIVVlxCc3dQSSAz0EpTMrNv4caxwBT1ClNT19WFLX4WlNT5CBeplSn36dPSDlx9CYNwPMb2Kfg17++TIrcGyVExNY2ZhtBKQGmFehXDvJlYSzO6IZCdPKZ/CKf4uPN8dN3pRZnS+jlQWB8EYp+JF5j9nWYgT1gXEc2QbHBcd40/K5Rw/f4ZaCEabJ/ANy+8dEBVKssY/uxlu018EtYh96lwDxXQDAtxZrqKlyRCp3KRM4rGPoJj1kxUXJ4vhsyB6eqzkngOU40jcxSaJM7tU+I+6I7sqYdWxijGw5gfjLimElz+N4amKmXmSTJ/ZOAWOFLKJgS6a10jbTs8pVghrb4qSJ1TpaizFCCDthTPU6HqGV1byyx4EqU7uTUjNcXHl/ds0iqB8Jx5+k5JKHsOTCv2NFpL1+VwuCQxVbqlhxkO7dQpYECWzDGqcjrVkw6kBjOno2LIywFdhWt6mhoxNTYkfLoiOtTgRStS4TE0dTS73N2PC27AkYPrB90gS+2MSYi9i4ImtXaHQoVPW+z1iqX5M7IVodEDO5QuIvM41IQlrlHMzHexCL4DdUjVxjCb4r2rEQg30t9oZKk9eb5mBGA8F7vPdsvONCjpM74sMBEd+plhmPMjSKxMFSoOnv4Ea+a0byHd3IQ3uM15HFcDuwtm1WbPwFTQIGuU63PZBMdciER2IPP4fWDBcM7XF0r0rtYYjeC9gZVVXIpe3uarlE4xSHJ0DA+0sQg7ErNATWekYnSxrTorlEqU5tVNVzxnnJWF3IklYi6MzXAEoIffrdMAYp8wmAD4HVoqUfPMZEvbz1ZsC5QNta1uMZAjgsWwYsQicLRFyKpZuyY4tmYln8T8UIRMD1tweEs/u1/OgBQWGeKg0ti5ncT14cVH+V1wX8aiwjIQgapvmTzGKGABprG3dmxWUY6LXn2JwixmDF0tAy+D4prFoaAx83yjf6GBajCKM28VnLNOUn4joJbMdWZMREgCtaT/GPYk/A8IFtaTVKbqhMDSxZjkGZJZ0ciMuLjaeKcWB/m9krkdiARRhCj9eR3gfexuMV4LkNHJnUxHfKEM1c5DtI0WjsSHl7XxHu9T7MgdiKWNKpAsQqBLWsOSI8MYUfjFlRlknLUFLcrNyo2fburG9WEUCopw+XrK3nhb++DsvaOgTlPETZYys9SoxbmmvG3Y49BG4NEF+r4+Ti1zk7/hLeepwYrDhWwwNI+TyE3ZY1vCuDWdyDJhM/+06Y2RuJvcmuVRPH6f0ayXMrpTmrNX0ZxRPrKCKs5KgCWdMhp5jpQGAs1Z8CI0LHxJ8ncKgxCzaoYbuNgLdtY83f4GOsX9AAQbAmhRWFgA/KoJexRjINypBGXxtZzVIruYp3RIuXa5qLBNfftujCYWvGTWnH97ZCmsTn1tDQ0MY4TM2xkhns5adS/4bpSenujtOWUYbNaKCVBYNs8AxswiXrAGjLM+cxYmNSEVFSbWUDnbEMCWNvguDJOoWTRJruzJ1xwaAEH+Wq8u/HsCdg+DasrEplGqDiGw93iPxCptVPPmbQKPuhD5xnYQWOTODUhulScqdLMR6HwWzcrpVFiatSNFUEuJ0FHxjHgSE4vG8Y1OHF4l2UTXiyD8M6A61EWjiK4U4unYP2NtjCaywq4yleB0bizzftgKPlud8fTj81Z3SsaLRl7SMDtLKX8eo0ECRU7rvb26GJVQExDg1jmQKPfAzd6LXhbLB09hLU81k44d8w14Oed2Y3gcN7uLVrtYP4/6S9B0whPdRxdlqA2k1ZydWOEorQahgURBxgyr4V2OqGhSwBNwEwETSE6nyFhibJMl19SIOwXLgCG7Nk16Yf8UHZeM9SGqwR/OgxjcETaGnid2kjU2jqRY1eEboRWVBFaK5IxLmrvRE4lOgyn+ZWQy59CMrISIOUUnQTHMy6qBM4nCqS1CTHxOjFFwHBsjBHXPhXbNky6JJRA8coLguDGxeLO/jAWNWh9ioMaugkECXTr5iv0rmFMIAoW32Ye30fewKGD20HyvxMJjd8vrNtPejUhyivTPzRsbgArDgsAX3gjCYr8LHznNRxk7e+FopbZ0KreaC+eR8hBPw4sPWOc04I0iSRpydA+CGZAAsJeaguDLvIm7MUd7LrgIiA15GNrlFCiRtbmRV96hcqyuV4Tq8bchuNwR2GQTuGsKAzF6hGd3LOTn6Q1lz1SalenFohhJZNaLDAiVO2sqDz74lr+qpKLveOdZTZZF/EpNkfS3MN+5yhmifum9hCgMFHmRYnMDJEoX9pEJMFmiUd3dDJgt2nHMOKYvJJQ8vAQCeLKFdy8JJSWTubgGfFgDnbsPXwEoMapZOoc0jjUPEsaWmw5Qxioks1TxSWdQJNkN3Lcqv7cRe7CRyKmMRWJn3EUnOYAvZnQtTJld/JJI5dgJ9S2NgEpWMEQfp7+pW8UnXIQdSVwUlLK0s2ek5rLnGqwAkGw0KWWGnYhsA3B0cWjTNAa5RWhJGB9oaqMsWrSKB/m3qtN9gTMHxgC8GXwN5s9woilfy9MMNPc6YwuZDJ8YRRyV7NtHJ9CBPgxIQECrkbINzb025RpetNVfHjSO8Nl5Ldxk/2oVpTj9HFxfJ+sIVDEyvoOBxH5pQU4BCn/RT07xkZdEuQeB4ShKZZsPFbRBvA0uuCTtaoBu4aNL9nFcMzOQJri5OmEXjuNHsM0/YPG7e4MR0xlkoJBFbhHuPEQye9ZDmaWezcDngWgRDimJnYvdsmPS39mv8tHPHcBYwZ8TpgsRhc3IdEd2102VJctrVnRUQwarBq6dmyZZNiT83O3CGIaSNcE0cuoZZj0sQIDqXT6AZtjGJFUI3gs1FXqm1Ey2x8ZjWrSSa7vYU7sKd3tyvBYbl3MVayMLn5M1IyZ7F09oUh1LS9TG5ymdziNYM8LaBM6pN5zNHERKYZSz0Lc8Tgt4z0iARCiR0MOFoW1tEaYQzR8/HcKSsbE4y2IcTwkauqy6gixmLNAlCOzemb3dw3sCdg+MAWG1UotHVujLtU9a32pYF5009WCor70lGMCGUcTh37oWxhlOculAXVm1utG3XNVqqMw8DoA5d6zGgeLmj5yd4/c6LJjTzxIA8u63ST3QRMNNevBai04NLENWiMH2zNAquO3m9AwWvHgEtTm0lgMkpY3TY7+YoTmhaNRfGgZlGmOKtqrp3ZpV2y8m/GBv1LXfBcHC7FOxuEtVGW4RFjGauEvBl7WDNPMnFO9fh8F3bsMgj9YDixhiPbTjHSiWkqJ6ETK5TZuEjQxQAFozGJcKDnnIBNEjYtbanIAtMQHMvqBaYeo7RG+EJbsV3lgRuMbatWllyw6R1PoNctnoFOloWx1BBJjuaWSVb3shlbW08xsQ1Pj6U6e52Sfsp9yWXlyuaSCJSQv1R+SyUOnhlR8m/m3xOxBO+RpHu4tMec+5coSq9bVnLCpV5i1NLJkueNsgwxQbPJiwGNJS8HzbWoD/X3BGBNi6C4R5zvnoDhg1uSy6zES02q9fpme01WgcJsXkeCeLx6NFQD0QOYE+WFCzSliO0V13HT5e0wG/n3lRKkCn4c8cGzDgsGs3hQsPtk758JlFJd2a5MAHgEthBqxx3MqPzELnQsi3trlIFt2ND7S1b2mIswsvYNguVITrGirMMlXj1O7jkU73oSoAJEmhi8Q/1mem+jhtX9jg7Ap+Yc0S0vx2OeuTZOhmFExNDbmIV9p/rPD2BRr4/CAuZawlDeZPQw+kDTGIYhhjBYZw/yrtfZCo+qsPULWg10TqJYOWDt1D4guq1jtn0m+hIbJYKVBqMWn+p4+ORKDDqykmNkzw2ZQi6KWHVqjxUtnPUSBYNIWzxRNWca+bMY0iC01HWcIyh8u7GozbBhbI/SHBmvISfqzJeJ8V5N1xRdrprB9V47T4uBPBfPuyv5vse/IwBej3DmQcWwssKR0QifTV5YRGbQ0rL2FjVrRgYWZsU2bGjtgpWBlZlAaDyVWM0rxiX7BPOvGkkeava+vz0Bwwc2U61GTSWyOumZ3v2RXwUKiytCk0K/CBjwquDfPPNEgFMLK5vPQq4HgNd8Vhp+OmmjlkbaGIDPGKsIVPsJfsT7ke3YsDEr1DxszOSTvX8mqX/kuKviOrqN3RUUvoFNwsBhmoCJE/3Uv6W09z5scHQ8d8IQDB5LUEsbPXX4wvq84XSglDiqObsv5fN6YwVGjRNe7xb30kn81JzHGDsGgnnNq/EFX2hddE2GkZBKw/W2pfX31zC9qxkjiDQE72E3Fi25/7dDjwZoGvApVlAHz7G523ke+55eIqDsR7jEEfoekZgg4mwVC5hZ3dmziO9ZsbSmSzWVpw0GBgbtaWUxmz+iO1orTUJNgK5wiqABrRflZR6q/DaqOHEIOZFPC6Z626BwMo0sXWF1pQDA/HkdXyj1Tcwgb4980enaS7eMgCwUxlELUehV+OZo2CQX9bkXjq3yxTaWqatjFFuzoAkKuoyLV9PiZb5YzYuRKW41JmBuwxonO6yhSEKuFUR8RCLkqT7YA5uIwaY6vcZMCvxBw0722aEvk/n/8tZNoDC+jurtFoczTXRl3EkJ/rAtjPLMJX2v3PmutOvdw8VVkxfIxNJQTmIx89p88Ix+ZFAb4wrt9XIgT/ahWM1Kx5+wN9jzlkSRudKN3Dd1DFQGhdPvzGrsxgsKQiMtViyj37IwDSsTytUhYMTGmDQ1b+42P/B10YCKubJnXgZDIzFMJLOit7V/FmLMJJkBE8UTK26INWBMXPhpIKjSP6B+3U0WQiAExViHGBefjFSgSSTWFAbG0WOswdqr79N19oXO443Bh5hg1yP0PjCMPg159dhYnj6hvEoLIYlJDMec7sgYwZZtZMfqMxSZzRmZ5cvVWnK8XHG4lliCSke3JN5MoERV6fvhwTKQb2OuvyRnhs/ntnRu+VwBqusoKDeB7hJLmL9MvP/rcMn5OPLNXjjz8PVvfIuvf+ObqMK//trXePX6jE0QRo2JlhbFSuzR3/rWt+mHITGp8R654ODVGR+5FdtXHj8orXQIcHZ2znbb8/LVa7yfBKshJoeKCIMO82epGkF8zm7POsiPZE+M4QNbraxPYhBUwBpbShFd8+XDdg0o1OwICD6qI6QV45sifitRr9DND3YLE9jTncuVB6YptLY6uSBnIPfecM4J3nU7+3qyD9UiCZDdY7HV3FRuC7gfW3gHN/JG1yzNEckrmeahBDLS76qeBqRJ2GnDsZxGJkHjQmhlhPMAIY0NHRF0RtfZm6/TNWiZJ+Mbei3gfBOe1WjDSk6xeLZsuEy1Xjf6ml4tK3uacHR2AYZ3ItI9NKuEMUaCN4gxGOMSUIr6djm0xxrBuTg2G4GO+zFk1gjBmGnfriEAr7zBoqyMpzMJlBVXb9JYrJ+PxthT2VnYe0Z67VNm875lBpCyiN/fYBaLt8NYav43LXYuLi5YHb3rRL85U6Y5IeaKMKxYSSjex8S+VKCxMhE2QXk1OgY1NEHZrjcM52d03YJvfPNbfFfTML76DDY9y+NTtpfnGA2sTo55vV4zHq1Yv35Nv+05fXaKtY7zswuOVyd89vIltrWM5wOrhXJ2fs7R6pjPXr5ktViw2Y4EVRrnsNai3jIaT+MOOY1z27i5qtjbtCdg+Jatlj+Y4lxu/tbke56r5FfEetl6ZKTXbQlqVQxqmlsCucPWiLKwt3AfV6c8XVpeqtWr2/lOvOYYGpm5kb0f2YyWCz3GN0+g8DvJFAiqWJP13x77jKJ5HaLbeE/ypNJIE6hjn6B2Wpop1i2x+zVbRPnW/dv6ZtuDwnqzZrlYsFxkdi6D16v3XfsnbgvcviUrFlbpJNbW9cEwBMfC9alu7Eivazq7RP2QCJ04afduRTu+PTZqXudYQT1BY8kxY2xSjvA4A7ZziJFU3lPvjZRPG/imNmw0DnWaEj2CCuOgrK3n4ybQScpOzjoS2YtCLIeXFwiOtgCjPD72bGiIyS0TEzjVdZ6yb6n6j07HSe01kxUTW5htYsC/+M5BIbhhzdisgKoSCdNzrK/TE5+po9lp2RUTCiAwBOFsOGZI2oIhdVixjn/5r/4VTdfFkIrRM65jzO+wXvP82TNeffYZIjAMA59++nWcc3jv+dInX2K5XPLpNz6laRwEZX255dXLM9q2KTd12/d8/RvfjNfnHG3bMAwjzz8+ZnBjFOUuF5qvV4qw+GPZEzB8YNMwxXyU91Jjvf3AnylyC1nkl/nQHvD0uo2TaRgZtCekWp9DcAx6N7fQri0kSh3cOpN6Bvz2v7P7Tkj/1ea9Z9NLBIVPTOF3nAWdcjjzRLZnu27kdxhbCBXrgqLq8SHGo41xqooVGOySHOleRQyhRBfVYZHbN2vr4zjS9z1t2+Frz8ROjNn+9VQTMFLFUV1vl174uInwtteBC+9o7RYnyqjRfdaHDZ1dIibJgCR3GRiG5uhOdXZva2O7QrROWoi/RTWG8iRwiDHRg1PuleLeIJ7OqrKynm+NFt0L4xEufYyn/lIDnU2soUZN2ClZMVUtQenoaKTF68iaiwIQo3PTggbE2KLxNw3TkYoodaLJQFnS/tP9KO1tagE5XvGd1uTeteg2IKHqyh2c+l6R+qnaqsRrDIkJzeUPM/P2eoA+gUIhkh5ehGcvPmIcB4KCHwcu1+sItHc8e6rKMMSKM4tFx3K1BFWOj0/49NOv8z2/6X/HxfklqoFxGGici20tBPphYBgGjo6OWCwWfPbZZ3Rty2pxxCCxvGEO+8pyRlJCP56A4QdjEUvlTlk10BQ3UPShDn45/VaJg2kYD4JC4l4Z6BnDEEshVQTLEIQQ9N4RpAIs7F2b5e23jvEuOfMtKvarBvw4smEZQeFTBvJ3pBWBJn3HMidXxBd+zbymIy5S6iDy2KED6Fj6Ys9ILz3PWETR6jwfpwVWnJSgkcBQJuhkb9jcj1ZL2rbDWYfMErmU6waCtPSMm96Sov2arjiqwkwi0ysYSTJdyW2sEmPiTNKHCyGk2xFd7fdNeLnKxmZVLWQrubAyDgPE80BMjG128d6E+2guVhaCcuqiy/I87D9MRVgHy9d65YVTjiypUMC0rVfPRXiNyjTmJyf8gSPmkqmGWA7VzCRcPCOL4XBl+t52RSJpckHPWuOjmesv8e1RPCdhkhaq9B8hutpb6dJNUnq2bDQtNHIVriBsxhMuQlOBX3jm4MVHL2jbBuscZ5drhgDBNRjdsmqXbLYbhmHgCx9/xDDGxejHH33Etu/p2simrpYrvvSlL3JydMw4jKwv1xwdHbFardj2Pe0iLgZWqxUicHJywtnZGcfHR1ixeDUMDCU2kSQ5JyUR5fHsCRg+sImYopGURUwlBwnf9LDrVZ9GpvDKbyQyLyTGxFQxU2/apIwo3b1VTXX2K1thTmIPwKnDYhCxeB0ZQx9jkUzzBAq/Q80DPhWdE7lFpYX7soV3iC9cmpgIoCkebGrWFmUsER8dLYLBz1x3VLIbcYo3RvjYjamJxwVS0BAZLbmLV2FuIsI4DFycn7NcLVi0bZpgwhSOcsA6A6+9xWtgYRQrN4teG4EjM7GhLQ0L07P2K6ztMek+GHGp3F+UQvH4xNpFVkTEPQhzOLarwpzVMS2FEyssU7SIyRNANBZr7RsD1CO2jGbFc6dsB2W4YqzfqvD1QWi98sIGjt2c/Qp4bhI9L9ehHsTu8NLghstrJ/Y21eDdFZZ+dxnI11sJBSBnKSdQmN3EZbtQ5tSgAb8TB7ANC85Dswd4rcDJyRFo/N7zowWDQncUMDQ0YYEG+PjjF0WqpmRI65RKZJ3lu778CYjy0cfPkY9elIXIGAbWeoEAL55/AhqlkYwRTk5P0iKxZRMuomJlEizPlcEiw/54GqBPwPAt2JzCT3ZXnFUo8Ss+1oBPBdUjKJy2TQWE7njA3cNXq+xbnXstFHvVJqljlUE88S9JMsOYBT48NcnvZAsJLB1sQ28rG/kaW0pU+JP8z+y8MgARrGlxskoi02bqfTr/nhBdiQXD3HlguMIUtn10i42DZ7SexrkIDK+QehKglcCJNZyPwoUXFkZZGD1UkK3YqQ1l7SbEmrQn1sb44LCgMx4jYUebMU2wIbr7QhjixC9C75ZpIXC3uMNXNlaRWJQVZz3mZVfiJBVWPwPI3n5PCPsKgfcx1cDCCide+cxfrYYYgE0QvqGxHviJ0xrP3nAMnarqEKuaZIFs5G5C1G87Cei+FutH57mn5jWF/Y6V/53fbVUYK1AoRE3ehVFaU7neU9hXawxWI1A2xtJ93JU+rylmMaeYxT0acmLXyAAaBawlewcEQoqhNyZeQ0/PJ1/+Am3TpD0YnGnpw5aFuDIe1NKKj2VPs/BbtALs7vGAczbWVWNFodcPfte8IW1Yxejcp3EeBJOT0yKvqqIXIGZUW9OwDS1BnvQKv1MtKFx6OLGRlbrW3kFsYe+W0S1b3Dv1Yk8QJoCEWETcxCtWfT+zhpMLmvJ5YbKuCzG5jUnU7uv7gdOTI5yLQ3uWq7nma3GydMqgcBEML71wfMWpbO0iZs3uvN9Kw4kdOAs9ngWWkCqATGhMVKBUnFCCpmxtY0EsY7MkaLhWDLu3i6JUIuFycjkWR8V0f3NxgXwCKvMxMw9TTX9+5fHuYlFEOroqL4MWPbyrbFThW6MhoBxZTfJdDQOHr19RLrko1+poWMpRYrPNW4nZfAxTjfGUUZ93mkoy6Io2Jd0cjscTxuAQlIUZOLWWzgiNhOjCr+cnzXuc4hAjINSqK0vp0jEUYYrTtOqm4xeMH+tfx4o10R3e2AZjs85x3MoRn7dnjMmjmkHrkyv5g7U3Gehv/OY1TJ7Xq0ru3M5aiauqu6HC2x9vchWkwdsYAoZzb7jGef5k3wE25gn+XS6Xr4gvnE9EFJmR0kIlVpOIybamsA/Tok6mlm52gCARtIR7rr32TFOd9hASEC0nfS0wzGYEOoHWBILCuS44DvuM0iHAno+2kAXeXLAOgpWOXMO3bCcGNBTwVsTMNUKbIIGNrglNlybJ+vIEERuBemJuFmYVj1xpSU6gO9/lUD2Ht20KKjgTa+R+Y7A3JjkPKnxzEL6gEZy2NLy0Qs8Gh4vAwkQwkevyotHlPDLE61MP962c8x6a6y85d9CyG2telaDkamKE9PmqucAqrNzIQgwGmeSmMuKr2ydzkLnX1PMaJw8LkseI/U5hxHIsz4gMoBRmfVoIxphQg6GRLpbKk+XkRXjkcKoPpzW9bzZf6tyPF95pHLNdqkyDa/oPgXGEwbsYSHHP0z62cT12/9H0EGrNHVnTqijJtWqcMM5G4gr7CRc+2Xti2+2WLktPiOB9BCXWZiFhFzNc41+VjzJuPyWdSJoINLnJYsxdJAZi8sBtTQGfQtCsmXj4fhjxPtC0beXmTd+4ERjOWTQrafi4o76uYFiyZGBNH5Ysjc7ugUpOlohuzyjPQmFiRYVOFuzqOWbQF+diLYDdpPs6xWJL2ao+qyySLmX7Wvrkbtd4nU38lXJsYyLK6+RSvu4wv9XNGcvn3vHSLjFEwes8tqtoaTfbsOZSz9jqhlYWLN5mLeNHMItlHc6Kh6mTJU4maZfdhWMrDUZPpuea1gaNEYxmhYsacE2Lh8mmJYTr52ENY5sTmzJdnWMedfb9aS8aZaoIUxJU5R0gs4ICDU3MpC+L4tRWn1zJH57Vgs73sbhwmLuS671ZtSw5IojHpuohUeE9imbc1xqJbo07n2uykgUo6ZNq/FWSZER6R1XpvXKhhrNgCU9JJ9/xNg2tj2+Xl5e07TOG3tOnwPwQAotuETNshQgcmZjAON7vnL2QRvusJ+hToHmq0mBuZvRq+/ZoUIUvttmVne6aQNM0VWyyUup9XWd5vnvDiUgQrDgaaVh7ZQjQ2mnXGRwasclVl+9b+kMkMoUi1FUfcjKGSWPGRPtIAoUpYzwxt6qxHKmqK/clz7oBT15/GrE0/cO5X6MHJJRkw4+akBjRGFOYI6vrxJTvdYfd2M+9ZdMsYhvJF1F0MqGRhpUex2t6xCSFt2fKWi8LgWZtG8FKlZlcm6XBmARndFpKZImbWYEF1eQKrqoNpTZylWRRBopju0pdKgeHxH5dxLZLLGJZ8TBb2sxc2CklTSPDns/FJCF0ecSKX0/A8B3Y3cfcm6fFKILqULE40xaXzAbPTYK21x31yEZJjTvPEuk7uX5nfE+mSZHYIac5KK7kX3rLJe5W7q4n+06xW4CZd2ICYumHDa/Pzmhcw2azIZwo6/Ua5xwff/xxkh2p2Pz0O0PFqIRiK+bHENRjZAJMdzFnost9ktyGYRxjaTezAxJu3Y33R6neLmj9nIlqxs1eNuuuLaWhtz3n3mJQVtaC+vm1pglTQyhPO6o51K766fWoSQx4BrprLrFiWiBmdQZfNO1CGFAN9LqJlaikpTVvpvW6b/P750T4uInn0ocoT+MVPhsNl+Fm9/Zi2DA0R5S6Ogq5qpTBlCoo8fqvjsv8fFoCR2h0qGsl/3TACntXFgc7knEHvzRfEd1Gx9L1lwwut5uJxQ4pCMpgy+K2/CrznsRYjAwIATAYGwFqSCVzQ4jqBRqespI/aLvfQvzqb2n1nxFTdMLiACT3BlmtgVOnwG7JpPudcSm9VA3wxpiyst4E2KhF78iYPNmHa3Ec1f1gtjoj+U0ST+4gVeO95/zsjG3fY0QwxrBaLQkhRImTpiWLAtfxSvXyJ7/M9Wtj9r1F1aDqY9wTlavzFvbChUywpe/BcrGI52PieU7z3fUl8a61e3wtsoaWZ7bhUtZsdUT9iqVxScRmCiWZ5vlYE9sEwEQAXSs7GLGYynuSAfYuAZMgIKT4xAl6JeZUexoMgsWYRZ07/iAWsnswnU2NY7r0+BsDX5TANwbD+oDe4Z7ldlXpMwI71/4+LKIe1gRYpKeVhM2IxMPN353L/STopjCOc11HyXMR0dN1azCUCA8NikiE7SaxhiMDBpsSXGb0YOUqjixjDKVIGp/eE8QTwpjYQzdjzd+1PQHDz6lldXaTAudDCPgQ6JMr5q5mBT5ySiMP0xjrCUDEVkH3idoXS69KeGIKn2zHdpM+HstefPQCVFmtFvigjFgufJQGGYPSWqC4MCeesGQdVpcwRVZkIBnBS0isgMjtlAQK7Nj1VgtcrteEEJLYdVPqAd8OODzc/RYEi+PYHDPqyGd9IDSeE5viC/eOl5JQgO02Snw0jaXvPWKExlkUy3rsaVyE0s4K/eDxQWkbhyo4G2VOxhBwVhiG6LxtGscwCtDQti5pKD78uGMOJTEpcfyr3mosfGKgD9xYgk8S4KjFUiLRVSfnPH5feWgzKnQ6L8u3Rzyk31XgBKKktlRtrcrLV6+BmAQWUpDu5GqOYO2T447bWDNcMrTHszPKJeyUMfX1ec709EomQBgCIYyIZEkbwygem9QO7r2gewB7AoYPbGJM5RLJLtX8z24juXIvexPjriaiEmNkRGKtYR9Gth62tNxuIpibFViYkDwV9wg4Ukmrp9lplgzJ+DpJDKTz3waD3uNcn+zDtSiFIrg7atrd267ISIbo8h00xsptVbgIkuLDDEZgq8oieBa2YsevsexAEqKwrhgbyfkEJO/jVi77VsV7j7WWYRxi/Vam/d68A6o4tje3zPo10uCMsA4bFrahwRV3aHGxpUooGpRhGHBJ560fxsh+pj1eXPZ0raVtoij1dojSI8MYxaqNbRgDnF9sODnu6AcfM3oJbPrAomsoioV1AsoD2RQ/fcO9kZiWsDB6i9rMWh5LBrMxLNVM9YQFePcSn2/N+uYI0CSODhFdO7ROSqpDlKo3A6l5FUo5zsKj93zypU8YxoFvfvNbrFYrLs4vaLuWZ8+e0d2xdneWsindJp2IoyVzltUpgkZcUBjCEAFkbN6RRBGJIQKjDmk/T8DwgzFVLZNEWbmkYNVqzZB7ev7WzHVSgNT+zkuGkxFB0/63YcOoA2ehxd9TB3Bi84Cd4U1nXU+mE8tuMnLm3fx7Un+/uJTjOY8BNhHd3ut8n+zDtOQwutd3ddwi7nar/tvYv9oKXqVIKOWzakR54QJBJSX/px5br/DzjDCl3SbLf3uQLMCbXcP37wsalNFHwfuj1cnkynoLZNJt4gxrW1n4tnds/UhjG0pCBSBGynVrDDQsE6qzJnkXYvx017oYh6UUkBCSPE9QUBWGISb29L1PAKpOVpBpiNvVsnsAm/KPY2LDlPm8v2BGA7d53MH7gjAkMVtePVbbGEP5sJfwXljRubU1Y3hgyXQt6Ttn8HNFsrz4WK/XXK4viVnDp3c+R2vtrAb5LsGRR4w6CTqEMUkKhBJAEjGsxHavBmcatmEbM+mfGMMPzLT6VdP9+f3SZrVa2EyxEFxRji6vcXNgbaasDQYrDq/u3vWRvUbBVVfFZxxMx6/JxCLiq+zWW4kZiPOzD6qlhuzlEBgfpN7Ak31I9iZz9UOCwmyHpt5W4MRMWbDp6MT+G4pbNL4rCcgEilwTRLAQYo3boIHLYHDA4h7a9ApghK7tInOWFlsSfASgj5i1KgidKJ3AmW9ZmBTLlV1lSok3RAyr5YJYzcmwXNnZ+NM26f6mv7vWEnzAOUM/eoZhxFrh5HhBCIoPUZqmbV2RrIknJeXYD2lRM9EUF2Kp2CFUAtyTA+lWC4G0sJgiFpU4cjYlt+9DM63jiauF163J7LTAKJnoIZR4PWMMi8WCpmlwzmKMxRjDpy+3fHJy+/HDew91L89cD9PCVsMQ9SbVMzDgtWdFg90T54ZeAmoMBktI+QKP+WyfgOFbtMgF3KXz1lET+71AUt3RMr0kRqCRBmvcGzEOXmETlEX2QJWDTuzm3pqt6qlxkDLkoW/KCkubChACAY8PcOZBn6qcPNkhe1vxhXdIPAH4rjbwcjSsQ+zHPq10FoYUJ1R49mqtZKeJn9pDq5BrBScWgxAwrsXYJhKOaXF116tXVS4vY/awMVmRQCHHLybdwBlxecCi9Ebcrh8G+n6g7Q6vNJtxw1mwOBvlYRoX44g32x5ro6vXZoAq8MIK56FnHZQT2yTAmuCTMYXhFJtP0ueTKmdX1zxW9TRWyjNdtnbuCnfTeQvCqrMRLOR7rzkW9IGtNIZbcN+qjM3yymzYQ6ysIDhc8dJ8aDa4xf58eaUL7WqTBMhRxaSKN69fv04JZKukJBAZyaHvOTo+Bobrdjm3arFlKhBKJlM0sAln9PSkHp/ylbMETawdPohnJDAylthHJy0L9Y/6fJ+A4QObhmkwUFXW6w1t26QSVXd51Ltu2VzSKe7XGksWz4wbCHpfujAdbRNS7c3K5a3FRVazIIf3MJ2L1u8CMcg+hAgWtwF6aR+VKn+y99PGt+P9vJe11vAFE7NNR4WXo7IJwiqpP2c5iZ1AixjioYFc3UAkZj+SddaSBmKsXBknkWMbg9JB4I7ZiEVDjbyGM+SsRyTqoYlE15fM3Jp12EpGsnFC3WyHOFFdAQwBzs7OC1g7OT5GjOFivWG5WPD67JwXz58XTTZjLCfGMaoHEYyJsVhxvAwpmU7LbxEpsdr5TFU9wV+CcRhpuA4pyA6aiNqCmSV8+PhCgPPwmqU5xhI1ZefnEMqoOv1cfR5jsyxbz14ICG7PFT64xXtb+/i2dnV4wps9KxHD8+fP2G63jD7ua+YJ0Cgpdby828KxfjaTiHU+Y8Xj8QQshgUtNvr2iNWSDCN96XtO0/yertbj34joeVN7b1JC/8Jf+AuICD/2Yz9W3ttsNvzoj/4oH3/8McfHx/z+3//7+fTTT2ff++f//J/zIz/yI6xWK770pS/xn/6n/ynjOI/E/dt/+2/zgz/4g3Rdx2/5Lb+Fv/pX/+re8f+7/+6/43u+53tYLBb88A//ML/wC79wr+s4O7/g5cvXnJ1f8PrsnPPLSz57+Zrttq+2ygCq/ubtGkGoJg0xBlMxF2/KPW8DjEU8Nu9SygAXYydDcv3c3FlzbKH3I8PYk8V818Hg35+m92TvkY2aZT/egV2TeALQ9BcIASuBzihfbIVPOonlIjXGCYlEfbqYZJW5/OgGyq4+Sa7ACBJtBGq2wZimsFjoOCWhBB9/9NBP2PsRlLZp6Psen+IM0RAZQ81s5ZT5W1gNdqbcBBqNWBaLxY19/Dc8W2KMoWkaNtuepmloXMN2u0EAY21kVlMWphGHE8cQNmz8lhBC1Bf0AxpGQhippUbi7dDpB8Uzcqnns3GwuoACtZRA0EAo92x+zdmb0buH0zI0mNn5RsDbo2FLCH16PczciIJhaJYMzeHzSC0ivcirpuIzem9tcIv40yym19XP3rbNNTGr97jU3a80ruH46Gj6OY4/J8dHnJyccHJywtid3P1AEJnu3ffE0JqOpSw5liMa6bDSYswCMQ7E0Jklx+YZp+Y5z+xHPLMfc2o/wokjqN/30L1Dey9m51/8xV/kL//lv8zv+B2/Y/b+j//4j/M//U//E//j//g/8nf+zt/h13/91/kP/oP/oHzuvedHfuRH6Puev/f3/h5/7a/9Nf7qX/2r/Ok//afLNv/sn/0zfuRHfoR/59/5d/iVX/kVfuzHfow//sf/OD/7sz9btvkbf+Nv8BM/8RP8V//Vf8Uv//Iv8/3f//189atf5etf//qdr2Wz3bLebFivNywWHc46uq6lH/qbv3yNFfmXEFJc0zTQAQwBhrISvZ+NCJuQx5/qPw3ToKoaB+UdALlzssWCegbfgwjWNng1XPoPNDjmyT44a4d1cQ0Z9SwkYBLQC2GD92u87rigdkMxSKweMfAc9RVQTKxYSroozN30a+dH934yW++cS2A0u6S1uLxUleDH5MLN51H9VH+HBKScu5lBaRvHYtHRdU2KmVTato3AMsTrlARejSjKwEbPuPCXeE0LzyQfY4zFGoexLmVwTvePEsOVXKkHxo9BBy71go1e4MOmALHyHKR27sp07x/IlnJUZdKCBk8IfQSFmn8GcgOpJ34hsoQZONXemVy943pTHtf5GK13C/pmWWIod8sb5ucwNItyvZQ4wmqbNzHJhMZ0vNlKDUomfLS73bcIbHfIkdSWIlsf993KKjLIZpEAYZf6eT67HIoy/c6vc4WexzLRd1qtft/Oz8/5wR/8Qf7iX/yL/Lk/9+f4gR/4AX7yJ3+SV69e8cUvfpH//r//7/kP/8P/EIBf+7Vf47f9tt/Gz//8z/N7fs/v4W/+zb/Jv//v//v8+q//Op988gkAf+kv/SX+1J/6U3zjG9+gbVv+1J/6U/z0T/80f//v//1yzD/wB/4AL1++5Gd+5mcA+OEf/mF+1+/6XfzUT/0UEINVv/u7v5s/+Sf/JP/5f/6f3+o6Xr9+zbNnz/in//T/x8nxMc45vPcYa2mcQ1VZdCnLajdmIgciockVZAsTQNkkgkLvR5xrits2Z3BdeOXT0RHeEOuvTOBLTdRSyuc1H76yopYk+ZmqX++0JFVl8D0+jLSuw4jls63n28Gh5imK4cn2rRPl3+g8i1232JsKXB+KL7yBMcxWT17R2xodRcGv2dBjpWNhjqYvpL4gJsce7cabpdrB5MgjKSAxgrl5ItdN5kPg7PwCVVh0LctFDKI34wZz9q8ZTn8jo2kwZDmgA5bezBp52cV9k3sy3psq9i/zcWLm83thuoQta16NI8/sMxrGtF11AlXsZoTCUbQ6qIewRcSVCXbavdLrhksuQGGBo1GLEYexkY0bdQQBR1MAuGrUpXtTO+QGLc8yuejJV2XaEvdZ37P8rTp+UJME+gQmU8sQgybJE0Ex29fI+jO0O8U0qzuff+8WIIaRkTFsOPV3n0fOrHAZVjiUUxsoKhS1lysna+WwBSZglEVeJD3zch/uA1H2KbzpsMDMTaupipBxJZShGfZLJfZuETlrHcvuRQzWNKgGAgEnze1dHpIXJ9XIoMpW1zHD/jLw8ccf8+rVK05P7545/Sb26Izhj/7oj/IjP/Ij/L7f9/tm7//SL/0SwzDM3v+tv/W38m/+m/8mP//zPw/Az//8z/N93/d9BRQCfPWrX+X169f8g3/wD8o2u/v+6le/WvbR9z2/9Eu/NNvGGMPv+32/r2xzyLbbLa9fv579AJyeHPHs9ISj1ZKTk+MiNtt17ZX7uq2VOIY0ouTVCcDoFX2AJcY6GM7GfAwpsTm1AO80qZE6t5ZzOnDWaXVmeNUHXnqDmqekkyfbNwFOnGDfs0VDM26Y6qqmCUYMIg4nLc64GSsh1JVHiJOGhhhn60f8ODKOA977mLkYIuiNbs8JGN3WhFh5YRxHhmFkttaXqL34rdHy7dEwBFj7A3OtQt2Bb8sXNONmim+kYmoqL8PegVQIwZQ/g/d4PxD8OPdOFECUXPViEdOlBJ/9e1QfbayrX6TdCDDqEF28aaH9NmmRuHi26byb6SePqXmMTW2rsEgysajzJJP9EB4TRsz515HNK8LqC/jliztJCUEChQkKjGFDKx296269n//veMw/CQ09PY1EfcYMeGbVOxJjO4VBJC+Yhr3rmu4g92MQdfcne9hSx5yFFmRvWCghG71bMDTLyICm1yaFYvgInxkZGbRn6y/ZhjVex1v3m3KSJfSAsrjqZFHm2MeyRx2B//pf/+v88i//Mr/4i7+499nXvvY12rbl+fPns/c/+eQTvva1r5VtalCYP8+fXbfN69evWa/XfPbZZ3jvD27za7/2a1ee+5//83+eP/Nn/sz+B/WYfNWXb/W89zcqiSBCoeiFKHA9PhDvrMCrYFmp0kp2Xc91CkUk5ZekXldwoZQC9YXRVMGKY+uVz7zBW8dDum+e7MMxK7A0twcl79Jqwe0hTaTWLos4ScXlpJcJLOV+UHNDMn0WgWCueiyRtbhH8knbthwfHyNSM42xbzYCHxmfJjW4DIbOHJLDmO67zFiu620bhPPRcGwDbU3EFHmemWuEIQjCAlexRtOiNx0fyvv5GuH6kSNUmcxeA37Hf2KwLFJGb77IhxDYvxFA5bFS5n9nIK0oouk3RNYqNSStC/cVz1L6ZNxgLr8JYgjHXyLY6Txuk4wyuayT90dHFrKggvfl2g7ta20dXx8DTgYWZksjlqWZQNa+ydSmrlgzQM4mJiVbpg339EDvbnrgX9GanZ4OU1sIYK3gU8nZUsmrCLXHMpBO4twWgW7FSqa2rTvXIiqoJJZ0dlwpIPqx7NGA4b/4F/+C/+Q/+U/4W3/rb7FY3G2F8z7Yf/Ff/Bf8xE/8RPn79evXfPd3f/eb7TSt2g82h7SiMDt1hZXAqCNjEFSaQ9+8s42JYfiC8zRoKe4dhbVNAYBloCrB1umcqtiN7Ha+8ODNEyh8sqttYWItWc+bxePu2Ru4kQ9ZPUlOoCBNNZImm0PMX/W315EggSbJVwgGjJ0mrDucj6pyuV5zfnHBarlguUySHykOWIj3NXfZVm4WV1ZVfLikuYXW6NF4wSuOGFVodzVYywIy/6n0oeXYRiisEqs9xCzqiUWrv1tDS+oJdscsjpYubZbZumY2EaedxJ2nBe7QHB10Hd7aDoCJg6akcXRih/LXC5E122l2q5LARVVve/saufwW2h4Rli8OSn/VgDVOLbY4bUvmuxiEWLc7HvWwE/GwdM7IsdtwRE8nLoLKQ89GstTQFQseqTe94vmm65+BxTuaZwCEhqaA8kxo7M276Zy2vWf0yqJrWPee0RhaLMMw0rYOg2EYo/vZNz6iSA2EAE1jCUEJIWppbrcjxgiLNnoYQtiSBe1GPAHFicOZBRbzRiD4Te3RgOEv/dIv8fWvf50f/MEfLO957/m7f/fv8lM/9VP87M/+LH3f8/Llyxlr+Omnn/LlL38ZgC9/+ct72cM5a7neZjeT+dNPP+X09JTlclk0tw5tk/dxyLquo+veUFC3fvAZWM00kXa3nw2RoDEl/lLPGFkCDwew18HwrUH5uIFGUiZyWcWFyc0MhcUsA9/OtKYqbMNcKf7Jnqy2RuC5i6zhNtwQQ2jt/eIM34JlkNi7bt7uZ0oB06xvqvAPUQ9ByNIycUK8e61yVWW72SR5l9kngMz6nUCq1rJjO++pei50zZLjW53DF5rbMb0xj0dobXYfGkRCdZ8o418mXjM4ql2t0xg5HbOVrgDDclklUW92FrNXbzIqxWxireJDa5fRDmIsZFl1/MKgHfAQqSI2e2diuzE6Yi6/Bf05unyB706mK7gJoKpPALJuD5JA4d25U4PlWI6Ly3vvGvIz3Z23ZGdbTeyaFG5k/zokxZrqge/f0rx6Rh1iglMSmZYSCmVnYDExMVgbQzRi2IeP7TYoIcBm7WlbZRg8IDTOMaZxqXWWYYzbGmMYvWcYPYuuZVK1CaiOKMolG0YCR7rAmcW1j/Fd2KPFGP7e3/t7+dVf/VV+5Vd+pfz80A/9EH/wD/7B8rppGn7u536ufOcf/sN/yD//5/+cr3zlKwB85Stf4Vd/9Vdn2cN/62/9LU5PT/ne7/3esk29j7xN3kfbtvzO3/k7Z9uEEPi5n/u5ss27sLmj5PDkIGLmnTfFonSyxDwwxlfgUg2f9oaX3uKlidmCyeWVGcwcP6UhusVi3E7drONAHnaYgyd7smytwBdbWJgo1dLKw0mIvCtrxy1jmdWi7bqCauBosThpi6RLCDHeUMOhAMDrTcTQLTpUQ5mY4vHush+ZdU8Ry8rcXr4jZh3ffMQ5I6qFAczVKfZAU/QnI0UmOJ1r0mpEXNzNFf9dfQ7Z3Rn/6u8Yl7e3Q2Fi9JLNs08rJvQ6k8x2xrjDOK7GrHEzXGBe/zqMG8LxJ/julNvC2skdnd3tFiQvRm4JCnfOP0ZHmrjY2dtUdsBigl1SPReZ95XMjF55/oc+uiOaHejZ6AU5frX+DyoFjvlp49UjRhkHjzHQtY6udVixdG3Dom0xYrBpcdaPPgq8S0wOi4vCCfxODmwhQmxbYk+nAz+ePRpjeHJywm//7b999t7R0REff/xxef+P/bE/xk/8xE/w0UcfcXp6yp/8k3+Sr3zlK/ye3/N7APh3/91/l+/93u/lD/2hP8R//V//13zta1/jv/wv/0t+9Ed/tLB5f+JP/Al+6qd+iv/sP/vP+KN/9I/yv/wv/wv/w//wP/DTP/3T5bg/8RM/wR/+w3+YH/qhH+J3/+7fzU/+5E9ycXHBH/kjf+StXf80xFWrNzFVTNKOCRMjkNxUuWN2ZhVX3Q9+jsIWS++V12PgyCrHNrI7kkp8FY2t3JBFsGpidXCNrudADKxH7Zstz5/sg7NWlC80wsok6RWhuLUexB7YjXydLf2G0SwT41HoIZCUaZpmt0kId5osI0CSwjpJEoa+FUgUZblccXr6DCuHuliBYYw6sYZXd8UITFpZMBqurMxRWzNcMjTHwHjtdkagtdBr9m/kCbkaD+cYtcQ45zEnuxsjeeQO44Xam5Fq0hXgoQomhcRo7U68m/VuMQ171T2eLEMALWP2jQNg5ZXJiUiiATtcRNexWxBWH9+ralQh4tRHLT2IC5EZWNnd+DY7rZjSKn52DvyYvGK5DzBPsMgM8XyBMpVbOHRCQnIvT3TstabEWtOk+MCtbhh0i5WGhRwn4DrtxjaKMwEkxquqCo2xWGnSdlrdPKFxUrxr1pq06Ikxis5lSZs0d9sOEsN9xJIlAUss0yfh4efzu9j7lf63Y//Nf/PfYIzh9//+3892u+WrX/0qf/Ev/sXyubWW//l//p/5j//j/5ivfOUrHB0d8Yf/8B/mz/7ZP1u2+U2/6Tfx0z/90/z4j/84/+1/+9/yG3/jb+Sv/JW/wle/+tWyzX/0H/1HfOMb3+BP/+k/zde+9jV+4Ad+gJ/5mZ/ZS0h5cEuDwDQoSQxovaJxGzEoIdVDNcXN4oNGJfe3BLoUYRDLq6Cc+8DSBI6MsLCClbjy1pA7iUYQ6HMMC2nV+/bO78k+n+YEPmpgZRWTvYhhnoTweTM3rOldhxIwZfKu3Z9SEi1EM5ueKScKYIzbzPftNf60OwSNMxbbRQmXWV3kkrghhAB9gFfesnKBU3v1DJo1Ft+WNaJcBMPCSgRA5XzZA4X57QKsao/kNWPezGtxyE1bJt5psX1dokVtfXO0914E9UQmrj7v/FATcIiAfweG7Zzf5DoHUY/ZfIZsXqPL54TuhKsrXEUAfB04ykfXMMZzNZYsjzQD41pgz+wW78cA7idVVJRseX+KS09tMse/Jhf8JNk0B4sl+ejKIUHn9y/fZyZ2Ou/OpP8AtroFVbasE1CcfQMAH5RRRzQIwxBjBp0T/BAzk5smxsw7axj9dO7GCOMY6AdP4wzGxOdpS7hIPkZkhQOBQUdaujjHa+YyHw8cPrqO4YdiWcfwm1//2jWaQ/POl8Wqy4pYHKpjYhQOP5YYFD4SKwnE765Hz9d6y/jOZD4Uo4FOAidWaU3siI4Yq5JdzPkSzgfhM21Qd30Zqyf7zjAhss4vGjixkQmKbT5kDm2WBVzsrlqGV9VGfkuMYbZvmzWBwLF5FpmFXYRXA0EgaLr2EOONjNjiUqwHjE2ASy981OzzUpnlU52Kfdn+NXL5GZtn38PL0dCI0gh0JuzpGe6xcJVW221LrfXNUWSjbtguKHw2Gk4aQ0Oq8pLcmcZUXoUKleyWHIsfS4zN9OMeiK4u7FrWVTFpk0NZ2rvbpuOFmhWV6deBw8yffcUqXnWfqv2YkOIJ/UBYfURollw7ft4hc7fm6eI1JZHzlIwSyWotC41y1CrTNv5ppkVEfa/r+5Hf330W9b6u2oadfVz3erZ9/TLJq6WYfK8jIwMjAyHFLbZmwco8i/qS6dTPL7aIwKJruFwPHC0bjDGcX/Y4a3DOMnrPsms4v9gSFFbLBmeF1+dbgAgeFYyNbfdyvWW5aDFGaZtYEShoFLM2mkLFxDDqwNnZBV/6wiePomP4XjOGH5qVlW/19yRSIFcOLjOTyBwGDQQUIw5VCO+UZRGCWNYYNh6MV0ShSW4Pp4HGwBCEUYWNGtQ+gcIni/zMkVGeN0JnknuwcrVFUuEWM9t9E1DeMigE+CgseSlrJEuNlAD3bLGjF4mSFEJSu6Wu1Ok7pKdR73mawUmkTGRm2/heiXkrchvkA6Yj3i0y8T4mAicuMAShsSn5JIHSkBKPiqRPmO6dSaX1pitk2lZ2729+JYWF3L2jo0YFhm43k/pKm9gpxUePdEm8uOY75ZwKD5iu74D7M4PCcR1BoXGE0+8i3MN1fJ1VzSRWqDEWUkk/xadk2SzNMtWvzkBsdrkHwFlkCDW6eg+xz5lFzJ+9DX6q3N5pbHHEsowtLR7PoAOjDFiaavtA70dGn8rStWCNxNKXZLYztU9NgHOmiSnJux7jbn3whCD5srncbHGLgNUFop5et2kuNziaWNnnkefKJ2D4jk13O1XVAOr4wqu6iSAxPsbr7SbQt2pZ8DMOviMmDtAZ45q4zZM9WQYozxycOsGQaw3LPEExBcOP7QrXv0FFiqvYwndkC9ri8NP8T+kK05IwypZougdS2KvsZqoHA0EOZhQLoDkWK3st0eQiFCSV4IO5K3C677ozid4vJzGCgakaUjz1wHQR03TXoIwhMKrFiE7i3kmWxKghhAxITAydSQxWBoea7xc7yRP14lvqa5vb5SiMxNrXV45SsvNHYtI2ugZNEjmyk5E+O5fpxYQbzPSRzlUchIDZniHrl+jilLB4gRpXygs+pM3aQmJBc81vRWOVxCS0nQWpd29HyRRmaodpR6lZ5QZ56P7sMIS5uR/Yfhajm0DntXbdxxKj850anDTkyjrxe3H8UQKLoxgnLxJLP5LaWuNsaqexi/VDiCygTIuxRdeABFRGNCjeK64V2s7G+EMTXdsiwkJipZqQYmi9ekaGq87+ndgTMHxHluPv9ta107K3Wo3ebHFwzO6PmHb/fmCwyl3yZE9GbBFHNsrRLHKSSSp5RTXZTILIt2QNr7JHciHXtlBLT4ZCu9cy13WLACGkrEWJgEgDqJlYGmJsocsl1qp9BYXhkIZg/LhiA+PRbhomds944xb7JQoPWDOcM7RTJnN0z+ajTaXQsi5wK8rWx+D+tZ6V+9Foy4IlxkRAmOtIx7OvKi3VdkVzKSDiwOdLq4zk8p4TlN1ve5lLre+ispDl4Ql89wZmMLnZst32BAGvPUJkHC2OrDgh4yVme4a2R+jYYDdbFgtztcv0njavZEW17/pexcWFpu2vjTvNsYH1AiPtIn5e7fcKz0DRbJydz87+oMTlR+bumnlvxsTq/LVQ+pUwSfhkaqY1brbAsWY6yKKzaSuwS1exr5lFDHSNMKTyeV3XYiWOPeKqRUBdDk/BpnjLCMqHRyV+noDhO7T6Qe+25aKAH7c8vAPJW+aVcJZ60IccM57syR7UViZmHjs8kmPFyIBnmvLRQPCbqh/cAGHeIz3Dw2bKhKbkiT2DQsglLKO70xR3qEkJKRomsBg5jpjVOx8eFK+w1ZjtO7Mcyziz6/wRO9ul87kmT2XPNCSgJCmp4SrB68SaMAbAIWJL5ZIcZxnjDaVuIWV3NYCYRdEU8JF/y/TFnVOxMqnXZbmSktCi9f6mBXsN9KVkPFftuNzzHWATlPV6y8npaYwLX68xRvDeY8TQdR3DOIJrCO0xxlicc1xcnEdWabEiJyO80fo/g5dIB1JCOK7UYYSot5faaOqbGWwX/cHdCUjz9w/RtQdqeuwltVxjqhMzed95b+e51u0s9rarPQ5S/bP3LAq5ozgaGmmne1u3sdkiJANdykLZ4uChhf7vYI9eK/lDtGlVe9jiWC/UI9qcK5T93i/VoJQaEMTVSaCi8J/syd4j6wQ+bqUkJpFdnpL0MDOTXiaFADpya8mamh209r1gC4uJi7Ii5cdFmZCkwRdr6KZkCxOTyUxy3RmZs1fXjSmWWEpw7/B7KOkulseZu32rHElzIhrTeFV+pm1bo/hgaGRBrg9sjEXsJARe68xlpieOn7kgoVQ/0+nPj7u/mRTWaDrPCfzd4g6VSX3vk4PvGGNYLBZYa3n9+jVDP/Dq1WtevnqFaxo2mw3DMPDq9RmbzYaj1RFd16XEEEVSnOFVj0Su+7BccA3+MmjTajGW91XpDSqopjrWYuKipWIGZ4ec0FX5/n7bVYLfEsKGEPrp2G8yh9303YeeHytgWe7pjPiR6vqzXuZ0P4ACBGc73WnCj2VPjOHbshxMXq1spmE6sQApvqQiyTn0cvaWztdbpcvtVT14sid7HIsuMqUTeOGgM1Im6uxC0pSJrPWMnCfo3Un+JnvkeMKrTEr81TRpKI4cAqIaqiD/BDTqiaGwq0QFgyv6uAi4A25kSRWK5nbTdJNYTDETj3YHd8QhjvI6swLrAK00HEziOHjszNjltnQAnNWxbgU+zlmxAm7KEF0vz/crOOX9iRocLQMDBldtmb0+c8mV7Nkp478IzjnWm01aE8SQga7rGIeBEEKSMEqsnAEIcc9i9xdNmcI65G4u1199duiy6m33diElvlN1yn5XEoMrE4OaiUJN9zNr9hV5GkwEgzqk87IY2qndlFjZa9rcTpsufeQ2ZPhuRnNqO7r7zG4yIbmCczuLV6DqD7ThvRdx/DOmHL3stNruMeVqnoDhQ1vuCKSOUTKYprVt3TNzvMzNbXrSgirbpsGmD2nl/EQaPtkjWQaDjUTX8coordGkG5ZavUlB7AAaorsm9480sFq7THNYgPGBArAfgy1kzg/MGZFKekUo1w6ZRYiB/jZl4d5OU/DQCHI3zkGBi8uetmvwo6dtLJtU3zU0CxbhdrI1d7Va4jRmsWYdR50m8h3QU0O4g3C0jtcuALASVq7uacZVXkfO/RkAnXQszBEgFTBKCxaxtLKigMcKqBSIuJN4J6kylPdRpubZs2elSkYEU8JysSB0HW3X4VyMcQsacOLIEmYZHMZvhbLgmtMF1UXt3rsKJ87bzERgzHcjE/unGtum2JKtrGXfFeCu8E2cl6TafWB2zAqM7p7/HsZN+7oq07yEAVwBkPd6ww5bNwHanWMC4+jph4Gmaej7AecsbdfSb7dYa6O2sLUE77HWFOWQ/IxHHwGjdbbsMydb5XtWJwNVfO2j2BMwfFtWOtP0Rs7CnDqJFpHbK4dwyd9NnSptGFCCxEy+4ekxPtk7sspThBGSNl4EhEsTaI1gdxZHxTSWPsusYTBp1Z3jnJiyDeMEvgMMrZtrGb7n5oZLxmYJifnLi7eYP3IViEsLRbMzNdzCFbYHDQ/GGF5jCqMPjJdbjAFjYrWGYfSM3txqV3edzGI+aKyDmwqsRZYpz9JlzIzJdjWMiWxL2EcI111gppWm1TUh9KAjAY/Jnh71KAMgeEkLfGz8fqoWArl+75zpyS9nE70o1grf+ta3yFI1giLDFqzjwjaz+7dFuDg/w4fAomsrEBHrHZeYNOZ9cppLJtBxqzujgb0mKdOLet6KT80gxpGF2CODOCUbzVjTPZBmkaLveWDuSxJAdZOf5Jy0AvsH05AOH/Oq90jZwFKiePPG1b9wud6QK5qs12uOT44JXtlse4bE8pr0vMUYnLUEDRwdHeGc4+zsAtc0yBbatin6hlO317JwUVL5vEe0J0Tx0JYnOY3NNjdmQYorqO40WcfsqtV91oGar22UkZ51uEQ14DmBneLxT/ZkD2F5AW5RnMS6xlY8LUpjhNZKFag8z9ssv8okGt8LKVs1VvDJLpm4najU335zeyS2cLIZRRPfSTc1A+R6u4n1SG/rtO1NdpA/S3F401Gud5k5azFW6PsIykcfEsi5xQkQS92h0UW8K6J96HyHIDijjLohqCfoiJN2ArUlFKeqwV7e0ymw/yo3aNq+1F2W+f2e9j0iKEva8t0QNihwSU+LpZFldHuW68rnU7X1nSssoE2E0+NjStUS9UgYsGevCEdfwNtFtYvpOqJ2Y15iafkuhbXLtY/jP3epWCNwvftVpxeK4H08B1e0J6FUrpGsgZjvzc6Oq+cTY2tNuTtTRni6sRUIrEMCSi+onr+SQC3Zbb1z6mn/VxMvWZwnPZlCxORzisfouo6Ly0t835dKRcbG+saNa1hv1lEySjWFiMVzuLi45NmzZzjXMAyxTzVti6Qs5V3ZHQVUAn3oY0WWR7LHHjU/OKsbdBkvchyM7LAA1aA/z1ieqHKYJs56BabElY4SsGZ4wJn0yZ4sTuytKEujLExkBt0Ms0gZx+Of02AdR39TYtxU46Cb+0Apn1ixQmXyzuDoQ2rQ5Sbp7I3pr4mNm3C0pHk07C8cp4FhNhEaY1E1hRnRzLQlhunK8ynPAJbLFmMMbWMxJjJFxsSfG8ogA/Dt0ZKn/IVRrEJjNNZmrtqLAlsPHkMjPWMYUthBEv6ega85aJiAUwYbIQ25+zGY8dJmMCG9H/CMWOkQ0yJqCDqUbQcGBkY8vigxWjicq5rG8cOU2xwc5Xg4UYMZe4x1aLPAXiVgLRHsTcA2X0HWuowu3XhrbgEKZ81oH0gfPoeCl/BjPJfG2WqxkFlRWxYh8ZZM5Qbzjgp0LAxdfBbsCF17MoNrsZIlYapOQo5blMIwzqWMylmk3VahA8WjEedqKxbFoZXeZ7zvafeq0S1sDU3TMPSRrPFDzzgOtG3LomsRYwg+YG0sfWdzApUqSGRWrbVlIZLPpWYpN3qJYMu9fCx7AoYPbdUqC8ntXPY30bwOm1YmMttGyzZ1bNLUbisGAk8tdvNkT3YfMxKFh5cm1i/ujKakhgzVqomkmuTi+JpBnUkTVWa5p4k4dglJA+hY1RJOVpIvPpx2PLFzaZJKnb+e6OPHdQZytNotR7WXPLbE/eRPAhoEDT5OQmVckbKQrG9rH6IghzOp/FnalzVx0rbWAUrTWEJyF/bNMe1wfuW1bt0RX1CPIWLITRDOg6BJY/G5m66vD3DpLUetp9cLRIQjOcGQJuQq8DDesgr0VM1wzlYdSBipQaHkeyd4HRkYsHTxA7Gz9qhhpNchVqTARHdjvZtdu4PbNp+5Gdao69BrBMVzC5iStGpWLTKHpGSQK8/tASBGCIoGJSgEr1ij85wv9dP8k5NBMvNWXV7dklV9AV6zrgCEVLoul7Cz4pLeY7kjqWlXWqBpgVUWVhNfW7nCM1Cc+lt2W9f9bgjKZ6PhuYuekUXXsuxaEGHoFrENK5yenmIFwmKBimAkyU0FpQ/QmNjHjlersjDevw8DRiyK4nXAs2Epz4r35DHsCRg+uKUBSgUflFevz/B+5PT0hCatAtbrDYtFi/dK0JFFZ2cdelpVMQ04qgyjx1mDSqz5mBcjRjyicQh7sie7iwlgJbKCRyYyhE50GkMVooisIUlnUoBNPZwnUFflXlKYhN2/ZX+mEPK+b2AL7xJn+OhuZCb2rl7g1ZenoLLD9Ehe+MWfvOTbuys6/0MJUZ0gScVMGyTOq9q+D0IIcNQoFmUcPZebgeNVSz94GmcZRo+IMIweY4Suba691HH0hODpWksLNFY5NjHdoL7CoLAOhqNW6cNrBra00mFJsXMZwOWbAXN34I53RUSqJIibLG7npElacRV4qO5kS8OAI6AsaLAp/rHeTbXyv7UVvVoNMG7R1QuYjf77pqm/GWOq/pU/9JFdEguHXI9SLermO731+kuQInox+Ah6xpDq/5Zt8k6h9n7Fw5jqvckjIOT7cd2pRG43JE1Mpw1FnDuE6pkBhDhUZaHoEt+Z+lEOT8gMr5iKYJG0Zoh/X/q4qDnWQJPbhgjng/Jtb0sKzRddHDfPRuEsGF40yrGFbYBvj4YvNB6LxpjhalGd200gsNUNC1lN90MVzGPyhU/A8MGtD9MDtUZYLFq2W7DG8vrsAmct5xcXbPuWpnFokjLw40DXdWy3W6xzWGOw1uK9x6fA1vOLC9qmoV06RhPjFUQECWmg+XCIlid7C5abh5Xo2msEOlFWJtCaOuA5D9wygb2KqY4ulsx47dA3AjluZ2IAq3NITKMvK+c8pWj1F3Eh5BY0t6i48Xkx1VAmrdltyRNVDYaqBWHtHajdcrsIM9a8zWAnzBjY3aGhFcVbmwSzA/3g8T4wesUHxapGplAD4+iTe1l57RtO7eFs8ct1j7NC106VIWROGKGAV2iM4PWMLet4turx6jH1mcrkFo/IJDfC/WZ38JbAbBJOiDveU82g+7AZaVjIMSi4UrVl0hGU7Pa51q7+XPwQWVB7U2y4JLYuypvUT3JqMjFxBxPdlAV8pu/PQGFxbUbAltHKdZJECpEtDIWDZiqRV9309HJvGtIwc3rV9+X28EcZdYwu9136e+evFHlYMYcwgUZSXF9epCU4lpjysgcBVeHrg+VjAsdW6EMMldhWRxs1hkS89IYB4czHJLzXPlaBtzKdm5YHluujB3rd0rPFqMGKJaT/vI409vqF2Nu0J2D4wPaNXlgOgYXNWVWx+PY4evq+Z+1jrIKIsN32ONfw8uVLRODyck3TNmy2PUZiwGufMp76oQcBr55tAHtcEd8GxD8BwyebLE/KlgkENgQ6EzOInYmqbnlbZixNtAzVdjMMi5tSslbn/Kvlz/lsUNw7ZeW+94UED4ub+g0a9PvAFl5hMgMrTPepej9ne+b3b6UlqCGBwyQDpJHp3duMWF5PJCYCrT1sg4JzjD5gjND3I84ZVAVrE8ATwfvAZ97yop2zUy/HBueiHMtN1nvBucBGJ9A/MBDwWGmY9BsTOAUIVMBIC7s8SYLdfHtgcj1uvNKYKLG0a3FB5GhlPjHfKVTnBvZbhkswDjXXa3Aq0esUfKDrWv7/7b13vCVFnff/rqruPuHeO3lgAIegRIcMgriICIiuPIKoq6s+uoY1R1x9TD8XdZ81LCq6rgnXhDyKyiq6AiICYgCRHCSoKJIZmHTTCd1d398fVdXd59xzZ4YlY3/mde/cc7q7uqq6uupT3zg+1i7ekUIQnDtpmnvu0Ol2iWOD0ZrcClnm0rK5GlVIWVDPb8yzSAWJrNsMBpVrnguZssSx3gQzL49Vow5sHPP0WTHvhO4dHcqpOBY2pyPKCfaJfpQhtiwbXMgtE+esyTQbMk0vF2asGiCFAD1RpOJyboOzQdUKFkRCKhS5zQfeX7/ZFiyp9LHkzMq0s631/7p2ik7+8OVLfuTOno9S9IhZnRni3A2K2GqMjpnJcpf9yURIFJObCCEjs5Yoco8higxZ5tNCKcVsx02ceZ4j1mJiQ9wwpFlWGEG7Hbmg9SM5NViNhwoKRwLbRmipIAkUDDj7M/wCWzWqCZgjbRky5g7c0IkMCPldixt7YlPZsgwoBN1euareYXAtUZXJ30+cI7EpdfIjmBRClfSVKqpiAQuOZkG8MYQQC1JRkUBUJCjOgD7MDhtZhJV2SjrJWZcbbNwgVjARCZHW5FmGMU46HBmFMdppQBqub/smxoouFtam8fW2mzEPqVKRmOUNjE5RKkdU6XkcyGGxtRCL5LZIk1d2ZkUruhmcw8lSFbMW2ggNgx/HdkAy7m86dLGTKgUnGXfLoWsGRFfzEBwRVDqLxG02Zf4j4oidUopePyXLprBi0UFdar1TQ+Ts77IsJ01TxsbapP0UEzlHiCzPybOMifExl396oGrzdJwa/Ns137+bAnleIYZq/vYGvjWSqI0kpaM3hUaZuY6Y1XLChiJsKgviG36VsUDmIow7F28w1opYCwrL3ammU2yjBzGV64EprKFdZ2TWe+UX9aGiBcDPrQzMcVX1t8agRuXhfojwyJ5BH41Qily5BGBKXPiHIP1W402XH1MpBIWOIcKyJAbJ+kSRodfr0++njI21SLOMyETkeUYuObnOnK1CbHCGx27AKatBTC0x/CuGI4TOvmXMCA1lB4UWSqF8ANZRKl5XiBr6qCrSm4r0L0j+iunQSxELSeDc6Veq51XPGpptCzWQGl68Hlj0oybOWxfidOZBuUcat9wfob8DiSkInZN8lWrNoAILJM8Wl88r+XBnDHxbQPDJledCgK7MkNGnGTkHEa0gJSZiHGNUwfV1VHpNRl4EIrg4h8qThILbmvlD64Tx4riEQmHIJCG3hqbpkJGRqIbrBe8cEIizAqwI1uY+7Jcq+IOS0BclWQuOKKpy71xSjIpRIiw01RFtseKdoVSlLKnWvfw1HymZ8yjmgbYp2AxJ2ps8N7x/cRSRphndtE8cxWTkTEyMMzs7y/jYGFPT04XKP4oi0n5KP+2jUkUcx3S7PZRStPKcZDiDznx1rkjxg+NJKdz2nuoVKdtwnxRveujT+xBKZ1j4qDHu2VGRvqny3GCb6qo8KG0P79qcxlbmwVIjEjYZrt9bRmhbYSYfbXYggyXSt7CuD+sz5fd4wkREYSMbqmURMknnjiVAo2mqFjPMbryPHkTUxPBBhABp1bNIR+UBj4WRoa8URC5vaLvVIklitFYY7VQZUZSQS1ZGi/AeTCEMTkcsWU0M/yoRCOGYESaMkKgRCq+KOEUFacEcojE3bFJBOqpr5MB1g2VUJ77qJ7fA+9JCXZTy3ohVT9JSbe0WkY1IU+aTGm6GtDCNm97TVEAZ+nGbJH3wJmGhYnjuMUA+Khk+QgiPEREhC4lVUDmF4M6hHCviJGrFcrXxSAXO6zMjrO8AdrPyilXbVm3UUDiuUpQEQCopqfSw0ib2Kfca0Sxp3iS1bRrG+rZXF9LS+72Ii1gl2VSkMoVBf05H3PNsq/FKKJiybkZRlC9ApjJi8WFPqgaMA+1zbSoI6+heGA1PYAF0bxKiJhI1N3pp8GJtNpvkuSOCWdAeGUMcGZrNJlFkiExEkiTOMSRLMVGMznOSOAKlaCiXds78D6XpSitM4GMK4kgTmyH+Vv0gJU0Po0VGhgAAfNxJREFUG9PRjdx03ykUsU+ZOEikyjiWA6TTidNxJhi2KGP07Uu2W9hcVgijVorlkWVMC9O5pivuHZmP4m7Ig8TfNX3WKsZDH4h4KT9k0meW6TnE0GBoKufBnNHfZN88WKiJ4cMIBWQW1lkhE42Jc5oGF//Iz3phB6TRxNIYlreQo1iXW+x8cbBqPGaRKGFBJIxpZy81nzqtOqHOH+zVD7g5vGD0hKoqv6X4uyQkzk7LSaICYZCQIxhFyLcazgv1LG+uQWn6UYMk643ugGFyuBmLXha3cUF5Q+w3UEqTxi3itLPJ6+8T/DtZ1ZoDxUI5uI6GsBs5Nk+9nWVE8JwMmS8K1X5V6isuowwob2d2H8xKBtn8fcecwTS0BHvpshXnfTmbawwRiUqxkuF0H5ZcIiAdIJeqLLIgiKUUsdJ3UKYe9X2UeTVcId8TiHy2jWHJlUaR0KiYNxRi9qIMJaNkO5uBKpNVoPMu9KaxE1u48vxxF99zFN0QJsbHik1bcGAK4ydqRVgRosjQbrdLrSWKifEJCP6zfgPxP82o4ZxPZJDHzTfhjGxFKdUD55luxTnCFUUNXFCWq/GhhEZsZqvZwKrfZ9InlT45OQ3VKjze56udEkDjbQ3L/lI4J9IJDWMmJ7WQoVibec/+oc1rtSoGp70Zbg+4uIjDI0qhaPpUix1m5xx/KFETw4cRIjCTCWHLvrqvaZAT6/JlMaKITYgvBkpKP87MwvoMejQYZWRe47GLphaWxy7MDLCRnXdFHOSnZ60GJYPhUOFIMkTUZE4J5QRYpYblX0FSaEGZAWmZDPwWMjIiYoJa1R1zqalELGI3sWu+H/aERV0UiAXbn0EnY//j8uaU71OnFcbuKEIw3oIcetYSJIXW9hDpecLaQJvGgMSlIPm+XIvFWmebp6MYm2d0ux1nl9bJUVFGpLs0kmQozZ5gVEQmw/07QlLJIO3fSIsJgZdLQuTQtT2m+gmohIWJ0JfZIjZgZFLaQFu3B2O3Vb1EocgoUa2nW7z9El7xPjZEjkxW7AFhxLgvyqgEXy4cdwbbXu2TQCIHShvQqVfr6YiGshl6ZjVEDSQ816KU+SRqOPIz8Fyk9MpWjh612y2fki1IyHyrlEEkc6T0fuwAtHZOlIKQ5aGP1GC1N8FjAonLBe5JNX1RNLTQ8MHz27qiAvZQKCIdD39JcWM/b1ksmaTEKnHaALHMSmki0lZjjOzjiqewWB/6Z1j84seCUQpj3FZD65SuhemsQc+Otj9s+PBfczqpeOcH1csNmigUs8w8rKQQamL48KIixgboo+mjKMKaBUNUW/GeE4URi6DIgWzYGLvGYx5GwdJIaIZYVxtRxwRJnTuPQQnGKBTMz21YxIdfqsaJKyfLIH1UlMrikk5KEaailEQWdnFKyFRGTzq01bhLg0aom79ExJlf2AfGCDuNEyhscz1FCrZsSqEe4BRUyhPdwXVMit+lTSZQyTM7gIIwl9e7j444W5sXBDxNM2amp0kaCe2xCczEQvI8p9vr0p2cYnysTRS7cDZOWhczZywoGJVBpDwoxemFBMjbSJYONIOLYdd22OCt8RdGOZCRSa/oi6bStFSLTDIUlsiTukHP7dAdUkjLykM+r45visEwpiZQSjsnDfGUdpNqy5I4VzmPBGlh4H1U3oFNobDRzTGza8Dm2PHlbEzFP1SlgXExh0LKwFZs+Obu3Z8vxuEm7x0IIGRWqNruWdkond0otIKWEWYzRc87b2hgeZwzbgbbEBGjKaWFSlVDYbm7WywzdtJLB5u0GCNSMQ2adKRDX3pExCSq4Z6wKm1m/YAnJQWck56q9mbYwCmXwjO0v0lEU0M7tkxmzglluIdTceFskhHkOVIJY+K1fP64RtORh1dSGFATw4cbc96siqrPj8Lc/4Tz09Ky9kGuXI1HIhTiVTCVqXkE1ysm0crBkSMmkIGBeG/z3txLqqo7XkWwGSwkfspNwEo5NWIQb4QFMSOlJz0EyG1OpClUhc4mz5M1FcMD5J2XZx1QCq2baB15Qhi8HJ3YUHobUI2F9/tezvHErZ6iXPDn3ArdbpckiWk1fcaNAuE5at9m0Npneggp8QqJlF/ybe6Iu3Kx7mZmOixctAhjjEvLZS0mioiiiH6aMjUzxaIFE2htsFS9lxmoR/EYKxD/fRgizvEEtNY4LbYmzFJ5Rb0nWGZyJxeeMH1iHdPJpwYIcoRrb1dm0RgiNTGyT4OErCTLnsipINQp5GQUUllGvhrzovQSVSUxUtXIgJXAzGEDtYlpWOV99OwayHrY8S2wJhlx1mbUUMGAB0j10HwmIiLek30eIjekNq/Wp+g35TzTraXIglNuCO8Lyv5bYIRMhMkcMnFCjlmrGDOlvE7hYvu5vYcna6MkvuJj/5HTtR2U1jRp0VRtulaTMUuXjrdTdDa4bvRZRCyaCPEbM125j6o4FIloMhTKCpFWRbc1tGJJLHStkA9lKslEMZ1rlowIVm0wA2kQBSGVfmEC4epwnzr3AUVNDB8u3K+HXhPCv2ZEysUnDLtfN8HNN6BKstdPc+LYBU03RpHl1ns75giZy6rjVVdGBScQIbfWedc77uSHn0sgb3PBBbCtBmLOnRRHeZIRVIuFnZYmUg0mTFIQ16qbhFO95sXClCVtov79cw6Z0RlafGDjQspSEmAtONVv1HhA3q5CyqNwEoksY7bTITLOY7TV9DZtVSksCq1jxOc2Lql8GcYiOOxY61TIgdT3el1arQaRMaxefQ8LFy5ganqaZqPJ+g3rWLJkKUmc0O+nNJplblmgkJhqIgzBeWUwBV2W4zM1BfWvJok1YjXYHNGAOJXerEyTkXqSb+lLE6M0Td0kkz6WrGixRtGnRy45mWQkygx6wVfH9fDfqqx70dlDjiMD0qWNmlsUT6C4Zs47NSC5tXO+Kzqr8rfuz6Bn14LCkcK4VUihNrnyV/Zp4bMaQQqLU4fKG5AiKg2jvIKHvHXDZrIaagooNAdGK6yGLJfN4cSDdRmou7AksoxpFzS6a1VFQuf+8FuP0dLZSlE5ObmPJGhF6NgORkdoMShpkyNkapaedGmpsaJdXemACC01Thyk54UkMvRb1SFOM5UpFsaC8VJEQejko5dzAaZyxYSxxHrjz1sQ+nQfEdJCqInhw4chNXKNGpsDBTSVEPyTSrK1sSvcJD7T6ROnLg7mxFiL6dk+E2OaTjcFBXHsYp6laV4EYXfhSFwcO1B0+33c/l6htIut1kwin0PVFmEsmg23yzZGY60jj45AhgW/lAu4BV0TvOxVWetCOnZ/EaumkwoMSUfFiidi3sFAG7K4RXQ/HFGyuEXwKHUcQ0iSBK218woN9w4Sy8LxxGewoJT0Fp7LBRFy19lgv1hxmNBau3tEhk63y9T0FI1GgzhJaDQadL3qGUAT06eL9VI+8cbwOaU9V4WPkFtL7mPmhZ8BkVwFweHDxUm0GCVY6xw/0rxbtM1dqn2uh34p7Qvq38pCOuyRKoM3HCRBww3YBArnnuECBwjm4P+bitOsJEd31qN6k9AYxyYT2KgZbjhgo1iQphHEIXhcF+9D0dLK5qZas2HxqApSts3rjEDOnB1r5Rq/KXQOKOG93HxprDDM2d0TbWjYMs7piSJWMnTLEZuDaoV8ac6xRGPJyaRJmieI6SISM5O3QLUwymUYaaoWStxGtaFabiwTNBlBOjwkCfX7jVi5Tfma1MkdE+2uWpM5e8lRSEUxazULN5HizkUd2cxUnw8BamL4cKLmhTXuIyIlTBhbBtlVQcphywl0YLYuPYSN0aRZjjGGXpphc0uv7wzTrTiPxUwEYzR57siKI4hOdYiUmS3iyKliXYBdF/xltufUIONjPs2X5FjriI9CvN2WKtXLRVUFJ3LyzgIP8HuRRk1HNnXV33V4Y+bJq3I2u/eXHAZpYCqKDammZ2GCDNudodlIiKKEIrZbsUlUxbVORTwkuSk0W+WqLCIYbWgkDTqdDq1mi/HxcRfEWCkajQbGOMLY7/UYa7fAP4PcpgQVmkK5BdM6CYzCYqrx7vy9jXFqxfJIheQoV0ZLjyFYOnYWSxdN5p0gLDlZQf6LtlTKh0BkKl8UAsFSoqMKZ55Bj3uXz1vmspWNSWsqYzG8T8HGtjheiLM2BUFnPac6zlOktQiSNqKigXOCBA7wsSznlhQyAFW3S+HVdo4SlXclkDkrOHMEXwajJYAb6YwKSS2JEgq0dmWTC3luHUk09+Nl9e02CtpqSPw4MOgr0vewO6rAqIgxxpmWSSKdkkqTvtU0tGBUn4a2REoThdzYfnNofHt7InRyxbgBTY4gaBm2s3U9OBEJTXHxCjvW5VPO5iGF4BxqGl6avtGuKPXzle82esmDipoYPhx4ZEiLazzKoIBx4yaaMvixXwjCLCv+TFW9yqHdTFyAdescQ+IxH+rCaLQ2CBArDQZU4tKjKSC3LstBZHBx0XC2ZSIuW48jJ5pGEiG47wZVR0XQEIKarlSjBnudIGVy0pYgSRSffaUfN0nS/1ne5KqSOpCOciL2xMa6sB7i04ptVgq6+VBIgxRTKcxaF9S53+3Tn53x6S6Toi8KCdIcG89RgZZlIKyJs5FUxHFCr9dl7bp1jI+Pk3gpYVC1rl+3zsW781mWBMjJCGRcKYX0FTMzHWalRxQZFi9aUJFIOWilMLoqVfESJP8MlYKYGEHoMuuPWbTKKb1oSnkXlH0dqE8g76Kkwk9GSCcVrsyQJ74ihQ7OI5t6ilVZWiEBq9RHxHm7alEoMWUs2so1lZag01n0zD2gY+zElljTQNsUKUj2iFoJzMctxNcnvE9FcHRVlSGWF7u6+9BFgRSq8A5od2yTHVORmPp+z3MpJPriSXJ1H7qpMt3hUaFlhhpbFAi6mNcCLSuPV6W8CkWiGjRp06fHmOkAMbNZm1Rgoe7TVGMosSBpYW8ZkEpGhtC3kKgYpeOyPUPSVqUUiXJzcMNaOn0zr5xPA4si6yJHbGIgarTf4D8yMpjVxPDhQK1G/quCVs4mMFYQZggBcm90bWXzdvMNLSw0Qe0Ibob0i7r1atoQF8wTjWrsN+O2yMQGBE2eCxpHwoyJikUmTIWRcXH03J1cGc1GNKCaiuOkuM941CjuXY0VV6huq4tHMTmXi4WT1Pj2qTKES8fO0Jcuy7nvoWT68djA4u8kMIpUQr7ocG9fqYoUJo2bxPeRjKZxs5C2KDQLE1jovbM7mSb3gYiHUUilhlWaw59EyG3uFk2l0KG+CsbHx+j1ekxNrgcUKu8jyoA2tFpNF7Km4qQwTH6VYoCwjxbdVkPeVP+mGD/lmRqjIhSaVAQXuqjqERr+qgQICfUTQZSmCGBcsaN1wlU1WE6QFBJs06pySQop2Fy1sb+vVN6rynErGd18ioSISI9hlA+MXty3PFenHfTMvWAaZGPLnYlCqXffBEaJDEd/VGhHmm3FNCMc03MDpOPJ4kAO7VDgqIlHKIhnIK1al9Jsa4XclicHYeomW7m5ey1xUkAtutxkyfC7UA0x5PqkqdqIQK4ycukiytBQEClLpFqI9LG2N3wrcnpYMmYFIrWIBD1wP2dmwcBcaEUxm80f6BpcnNloMx59CLczbwrQhwE1MXy4UPPCxzQUZUaSthaXs5hyMhdcKINchMlcM23N4EI2BK1gkbF+otHlAi+WEEQ65NAtJTIUi4AgdHoZ1gpxZJzNmCgiY8gzodkQsswSR07N3EwiOj0XaNkYjVbOvigsRHluaSTGG6G7Mvupc2qJvcQw2O0UqjqpSGiC2m9g8Q51ZkBagVi0CBtUh4XSuk/PYXVfEKvQ2kk4Yg19gZ6FJTGMG6fKNUVeVY1YS9cq+lbRNk1a+eaRw64WsnyaPhlNEiLdKmPHSbloZ3lOg7IzNinA8SIZJS7nrSPZAiPU7o1GQiNJIE/RG9Yi7aVIc2KO5G8UdKxojSc0tIuJN+oK8c+s5CMVv3fJSG2PlAyjDC2JaKoYpRPW24hMNA3VJh/I6FD6JyucvVgpBfd5oZXCBQuvkslAfoaPVezFwrmFOlSQOZsWNYeLBymVlRzJ+zRJ3N2UwYYA04Fb+aw12qbo7gbQEfn4FlhMWQtvLiDz9Gl4vlViELyqgwOYqhBmkAE18lx7w7llq4IQllIpFQjgKOn4kMNObq0XVJZSXG2kcpONs77N5YQBhohiBhkmsvOQRYWikzWwymJ0j6aeAhR9MTRUYyP3cmGNNmmvLaWHdy6WSRuRi8sIk4/o+p4o7u5rlseWppmnnz0yydjE3R9S1MTwoUZlYNd47KKhhS1i6wyUK++7OGtnp5Ir6JNl1pqRSgSFsyscN0LLuMUp7DHLiUZQRCWfqlwbZlMnjBKSJCZNMxcUGUtuoNvPyTKnDhag38+JjIuL54hgRKefYq2QJG7KMEbT7YdwKY405rklz5VP5zh6jKs5nwJxdBK2sOBV7b4axOT0Se+jmuW6bLz84GduZcs+GqAZ1jnUoFwf9CxMWcUGa2jpNlttIm/prEpR4tKxpfRIisDK7r5pltPr9hAR5+HtpT4DtkWqWrOqPSROpiAWK7m3PdMjs1iU9mAabRRinEx4LgqZc/lNDspq+lnfjc9Wc4Cru3ZYUIpGyO5Z8l4E6+LGkRGLoUWClsh7JMNMLiyJ22hpjZgCZeDP4JmulSdHVoUGemIaxvVc6Z9SYENGnIJ4Ky+xdO+QeHLlwu1U3hpV9opCoU27rFuR9B7//nkiZwXV3wB5Dzu+AtGJp6z+WZoGIb2jEJ73wKQwKAAdeCjzS5FcesvgPS1+c+j6pJAke6muc8bPXRsG4hoOEsABVFS1RvuyBTJvyqAVcwjkA4KqsBNK6WV1uznifrM5TOcJkbG06PjYv9Zn1skZ3FoUpRNhaPoDxcZkHuSS07VTLlyXbiF5q6jy8FUCdEUxlSuaZuP941TJwyn/Hj7UxPChRsWoucZjE5FyAagbQ7YlEv5ZwSrtQxg4b7eGyugSwpSoUuKohTEDSWEInxcykbLc8FtR2heV96yuNv00xa0njohpII7d4qG1JsssSrtQNka7ZKiR0fQEly9Va2zFSCcI9pzQUlUrNPfvyvGByVfEqXl0hGIwy0F1nRQsHfq0GBUHbvMQ7trUQ8/HeiKhnYxvQSSMSc66TDOVKzDzk8MNqkOEQaOIMWSepA/cV1zYn0BICvtCSolP6MwgKQukK0jGrHVxMZT3GC8W/Y20dNRiNR9sJnR7fYwyLghxs1HEjxtqDFXyVEQOVIZEN4gkJseiiFwqM6VoaNiQZ/Rsn5Zu+3LswJgpTBS8vWspR5TCDjWgNAKQQtITaIML/N0ZaK1Co01JSEWcatoiiK1YiTkmUqz0gUS618hJC8XmQ70uqP4sxGPYqIHYzLVFO/vPXFXCJhckp4pwP2GuF8o8UsYhMeccPklln1E9vyCHXhrreV3ViWfuIAkxRZ1TlEKhvJetk+g+iOlYgz0yqpQUjjoNYcZqjO6RqE4YkZTviFPXdr20WqNJXWRC2iQYXC5mPSo/e+XxCJCRYSUnUhpoEjybR21bYyU0tJR2oiOgUEQqJpLIB9p++FETw4caNSd8TEMrWBxZWkYYuYsWIUezIY9YrCwGAZXTjmdIRNNULWLlVFcRTornJuS8XEjnrC1e6hYWLR1iCJaqHqUUrUbs9iXG2QmJFbRWtGLvKWytP25c1Rt+H6NhYkL79mmsD10SR4Ysy3FOKJp+P0MbhTZBqhmcKqrrkwxVXrnAtKpHw+fiCN+XKkFFQuLXbEOHnJZsfDG6KR/zQcAV+dBjSJSwLMpJfP5VBX7B1AimuG+kFUtjS5Qp1uWayLRYGFXi5okgkpLYwWm0RQw+h0JxzyRmyeJFpNkwqQhN9G0VvK2cf24EiZl1Tid+gVbaDHmejkAgOfMdGroqig1pD4wxJHHsAvYOPa7CDnGgpOA3a2iosZLQBhUuwcZWM2MzhBmaqo1RQTpT9aj3C7lk/rlIuTBX+6ggMaXkM9iPBl2nYEm9vDRWLSdFo6SbxWo/3EvFKxby+fjyCkmjDPSJthnkfWxrcSiU8Jq6d7O6dRtt4xjI1RwaONTfwzaSVVVz0RDr+7RobzUCACA52sRY6zaSVZo/as4qSbd7FsaowmS46AhV2WUVB8uJahQdnh+l9zVeYlydQwY/uDNza8lESPQ0RqdYm4BSGOVUtBkZkdLeJ16IxeViN+LSb47s9xDTMnylHKHURMQqIZUmzEMIq0g2FdvItzihSVqJ8WlGBqB/aFATw4cSG5moazz6oYBxLSww4vOKMmeiVUoRAQuNi+/Wt116dEHlRH7nqZUlVg3wyuYQ7sWGSXaEy6WID1+BrhCIMLEJoAsDcnBSQEIez8IwH2egDgSzaq1dO6zq4wJft4iMJvJzVhIbf39LsxGkCH1X9yHbL6pEtXpEaWJpoFXspBkEsuNJgG75hd2RBis5qTLE/emRzyGNx9g6cjlZc7F0rTBjLT0boRQsinIaPsxG4aRjs0IioVTIfWqdB7FjJcxYzYTkmBBGpiC9gwugpylF+YKzydwwOYkxhkaSkMRDUsWKQ1pJgsInp0IelgpVu3Z+bP58Y61gIk1uc1Cx91MYHGihLbk26IrQLtxmUC7iaZUfW+NGWJslrM8N2gqJgabRNLT2fRqipwsUBv9qYCyUFZHAUosKuHNUQfZd2HZvT6dyIqoxMhkkVEWVy/AsBSmVgXDfFOGhwud0FlBYHRfkqdrvw09g+PPG1Ifz2g2GS4Q5Di4leRy0h6xeWtgtWldIz8JsrmgbSIZNVyu2dwq8mUi5OaJ4NtUJaejzfVr2PHUfHEoEO+rBfaX7kJMR6Q5auVignXwClKUVbUDEMC3CQq1YoBf74rzH9rA7uGf0ikGbz/LNVrT1OEoUPRQTRuha5o1j6BwMNy9YUKQiEomLrFKN+0ClH2jUxPChRK1GfkyjqYXFPir+nIkxQCk0ikZFGJNX9pwpPaxkRKpZsUpyMQCxQRldhhgBSsmK5ChtnGosSGKAOblBKReG0tBecAb/jmQW5fr/M/pYyb0Rd7koFC2UHGu7CJYuKbFqkOgxwLjA0RXpTFETr77SaBLVdAuuzZw9kHb5crPcck9qiA0sjfEk1tU5TcadJDXYOHnjfhFn+h9pJ0FqGUWUd5jJU4wSWkb7aTdId5SzMQwesF56GMJ7xMqlIOyJsxka889RiYCKXHy30K5ANnye3lA3rRVRFNPr9UZ6JYf+HBg1qsw+Y33cuBBovCqNG718lBK4uRig5aVERgsmNi6n7PB1Ul7p/tAuLqQPl6ONdhKoERKnUFRD5yyKADFOZee9iDPr06FFxj0zyQn5ifXgXUc001N4r4ZWWpFbTZpGYCDXKcYmxDp2/CWQJjcAXYq38FGHpnrC4N/jOS0K0iSx7p3rTYNJkMJrtSK9uw9ruwrOKXMIkBr47fcpoQOKiaSQNPsxtzH1JYC1uQtTZXO6Fiat87heojfuHVsts9wOVSWPc3GfKM58c+eohyGBWAuR7uFMDDRJ1EGRgSi62QKaOiHW1m8MKv05ssJ+jPgTAokM32kilLIsjEEpYX0Ka7L7mh6w2gQhk5Sez3wSk9BQDfLNkDQ+WKiJYY0aDwBaWlgei5MueQQHA8BLMeYutolKsJKT+3AcTioXU3pkVk8PO1xh0IDISwerHovYgkJKyGNXCAhLuUmweSzLsCPnynKxC6q+qoQMH1okATI04mzLCMSzVDNVSaoMla2UywAwLRsYZwHGq4/zAQmJpdfvoZSh1+sx1m5gjClIRtjrF4319dSqT9OkXvAwURRYqLZtBlVbKbEu1AsK7cNO9K0zJG8p68mg8mQ6KfsmLCjhsVeltyIu/qPd+MJb1sEved420Tn1mELKKX4MiCc5A5eiyFVU6e9BKCBSMRpdBBvXYuh3UqZ6M4y1x2i3x+ZcJOJGllK4cePtp1yw80qauNA9A2NF09bBWD+MP4eZHNanlqVJRdJabDykJJzFZigQJFepLHdmEI1E008t1iqXJ9o2yToGxiPQkOXWp4CEyECWZ0Te6aqRaHr9nCjSREaVr5iVgToXfWGtkzTnPaS5bB4SPnekj3KYIRCPor1UiEngflXpHMW7HHiUWFuGq/Gkt1T5zoVCfKBsw7jJaemcgXjVm0NsB7xm7sux4leJTTqwVCS5QwgqXiflE2LV96c2aKiYxZGUxHujt6iMPz/upErQgsmOhGR9ak6O5GFY6/eyI05zM7ClR5eUPgpFEx+EftO1fdBQE8OHChvbTtV41EIBLVOSQqlM41ASMBgcAuUZhpZeQJDcWG8QHVLIudnExwEsiqxIjFSlJsrl0HVSQ+sXzpKYBqeBqrG4Ix24a7zKumxcuVvWePI1724elI5QRLRVy1+nPZktiVARKiQYs1cIhFOjR7T0GBrDdKZYl2lSFGMhTIYSZmdmQQVnmdzFWwz9WVHhVyz03CSvysAeg8/QqZIlxGEcemJaQVtZOhj61ik8ta/LyJd6oAvdGOj1+xijMaYxIDGcbyms2tCVdpmqUBuWUq3RdbACk5lBpmZpj5kiMHmAxtAOBFm5O/bzjKneepLIh7wZ3aTqXSikRU6kXSx+gaKXIz28DcG8oXSyQinGIrinDwsEZ2caFvGqlDlIwObYOLrfNhBpce9hrBNs3yDkpKlPI2ldth8RwbQ01uaIyhBRiFVYq93fhbQtSA5L0iaVd0DnffeMombxboQMP+E59qXrtQIKE0Le4BwdtJdMR4Qc0VTe26psK7z/1V0HlUdf9pPyddZq8PQBDLTHZbnRQ5qCzWOGG0HVbrRqG+lJYS936utYCy3jNS0D7aT8DAVRG4UUZ+oiCAZDpCJiGkQ6JgjuN2f5dWRSCjORUIXimK+D2+jlKLHEyszbU4JLmYeyjJthp0EhJ6MrHVLvFBMRE6noYSWFrh41HhrUauTHFJRyRHDCCBNOa4V4VaT1i4quSGtCeItS9hCkTeXxXPp07CyI0FBNFxw4dxKrwvZFBfVdmKQYmkRKcYJIXkyygaCIWGwuhS2hAAQnAK+OlUotU1KUKBLVLCZlW7C5kHN4mJyogc8VAUfxWRWq6yAHKdvSVC0EF6bHorzApqzT2FibsGBHxtsCVdbKUiXrrwnq50otSttL326b+6wWlaXYe1wKMGaEaVtetTmokjuXSjDkM/Z1UWrkglLYVooLUSNS5hAO5c0nnQqwNqeXWZJY0++nPrvNoPSw9Nx0iDSMt8dI+ym9fp92FPv6FBUb0chKH1b6rviuKqVR1UKCY4f7qqENGpdbNlbes35g0+NJvy1jAhrlvfgVGKVI85x+P3WhVayzn9NKM9YKsRFBaUWrGXvpbQirZOmnYbG39HoCSUQUqZK+Fns85d9jT9yyHugI0RHB01l7b/6AlNQv/IpIYjL65XspnqTbBUSqfCdDUPiS9kpZ5pAksRhpavB5qkIqN/+IdUctgnZjfcCWdfNHOpWc3yOPE4JVu9KnU+HezLhtcA6tXFjqbX8HAuTPy2xDyUJfenRlFouQkNDW495xY3jzvAlUyWt4x4ZtxPH9JZpgQz0Ru8iQ6/MwVw1yyhTFrFW0dZiPPCX06uNgSpTQoKlabH6FHzzUxPChwsP/rGvcR7h5VbzsK8TuyolURqIzFugWDa/aC/NHbvvM2CkMmraaKOzMHMEIC2dQiTi1h/tOsOQYZchJmZFJl3dWjRFLUqhmq1tfVVxZ0hWXqs4TPyuVc8N1uiAdoFE6poiJ6O3FworspvO4VD2r0ig8E8iskxm1ND5q38Ay5u5bOHIMTu9BslNIQ6HYpQfv04aGxRF0LTS1CiZfxHFMp9tzRMdESBEzcGgBqXxUqCLrRs86tU1Tj3uuEqSz83gBKk2sLUtjy/pMkws+i80mXurKIiFeMtPr9TFGoeO4bPPIS6WwhQsSIHUfNpYuPDSk/ZSJiYlCxbgxWGvpdruIFcbG2n4YSOVhuo9uc8Kc7lZaV3pkBEmYI+EqyY1GaA3yqWLMVm9TSJ6koGYo5fI3j7VigqFgs+GeZRwPxofTxsWRdDVQGB1hbUarCQrrswMlFQcLRxwLnhDeYgEkR6UdJG65DYx1KQZLEllt69Bo8YUILtIeyqLUcLo9mdPHVcoh1UJL0TulZE2VTnADUIOPAhzZVSU5LCu5cXJYbqAiZNjOsCIpdCprBWj6uWVdbkgr9HPGKmxm2ELlJANDdZCgDQb6dm3tSgeLxRDRUmMY5pe4DXgZV88ZIoECdLuZG1uRC9+U524+zTNLFDvv/X5qEZuzIIpAFKkVJLdkPmqAsu5vYy2zfUtXK4zuYHQXW3iLKxo0aXhNy8MtLYSaGD50mPMm1thcKEoBiYyYK6uSqFGf79u9hEgJsc5QpBjVQ+FzveICU2sfa86oBOcFLASpm0aR6Jhc8nJhrU6wUk6eqpCoeM9fLJaMhm6R0KSbzzIr0zRViybtijymlABCMJ4flBSUEoTKl0V1HNGwWDI7S267JKLRKkaZhBAjTsQWQZQLhxTldsX39jQdX/oCY1lkXHiX4d4MtKi6OA9IDitEFBRoXdhEagULIlhQXOfKE6Xp9XpYm9OPG0xMjHviHBYOKW/vKXdDt0mKekDpsZmjbOqei4mpVlBJWPQMoqClLY0kRxf38SdvzEjcP4M0zciyjCRpeJvOyjMZCcEqW9RFiyPt4olZlcBXyxEoRpNbBm1hWzWKYwRyUWxZlPL5qV3MSsRJwEN0tTkqOS9FK6a3IYnLqPuqIeYU/mrpUUti+d3gmPbkR4f3wTtOqeCVXx197tycnD5d2mZBIYCzOsIMx8WsqLGDzVrZQ4FcCNqmYDOktZjcOoeZKAp2nYMkY2NwPHdA9le0vWShIwob4DVlcOvBd2o0in2NVIsJ5NIwEEJoEwiEOQTOHjkWKm2btYreCLu8rlWszzTLYj/vVM1nfDlhDJTwzwJDU7WJVDyHWJV9KmSSOQ9mYiJVDY41t2vdNKnIsow8dxmL4khjBR/qKqfb7aOUsyNMREiUIlMuU4xY8cNTkLSHShSJ6ZGTkksIaaRoMUbiQ5Q9Ekgh1MSwxiMcCmiRId0OShvypElf9MAJDXFquh4apaBhM7A5YiL6ymDFBRpVIqSe9BjlvosUGGXpSw9BMMrS0KkngmV+1nAzpcIkZ/2Ozy+KSoHN0crQYpxcZaVnY3F1WKwpZqEwQSuBpmrTEcusdWSwZcaYyafo0aVBq1jgi6XR2yqN7jcf061yWHwKtZyMvu3Qkw6CJUK7OIHSR6yTIhZ1o5KdQ4Wpy9lRhXypGzJNJsKWiQxYS4RMCUVA7iIESdn+0tjbO0GIQlV20qHmzonBLTrWWvI8xxjNWLvpVDMSpDXG/w3O2MtgJaMnM74JftEWiEzD9WfWc8+xaHcZ5sepfWyhxjWBahT2Uptc9gHFxPgYIRB0YRqwCfRUBwG0VSTSRKvIqbsLlWEpFULhsoMoXEq/NMdECWNjC7zZQIWaB3LpibDYHMH6/hwjy/OSOCgNuctAkgeTQjUwqMqHWdmZDZITGTolSLSqxVhMCM/EEPksrlM4b+jKLQvSwQDJKR1XQstBK0NM0wdppkiVJxVJ3TDlKCVVZSYbNxYtujsJJiY3juxHUez7esTudSMINDmQnFDngXYP9URxpVQ6fbNv6vusOgeFI5JXtBsb92qu1kNJ7ryyB7KqzK2RiPPsH1VTAaZy7XLCR1BI8TZFUJUqPHnnlune31RSZ+upcqxYmqpFNBRMf26xCu2Gv/PA98mRSrMUbx4kGp0obOb6KzGKbuaOKV2aP4DCigHVL14NgyFR5Wb8kYKaGD4UCFKaGv8zpD2k30NFEZHkGB27qMth0cp6WCssaI/TiDQz69ajjCa3QmtsIblAgqBF6ClDQ0NiU2IltJIGiGXGdulLt3hOhVBngFxVF1aNwuDUscFYXQriERGFqCoEpRcjJttqLDWNoq0nQBQ92yVRTRLdIBCj4RE0sPgGz+Ni6RVC+JWqhEaUMJNNktEjEJyqbMMFFg6Ss5KAhjuG7lgUWfqpJvWTfCp4xxdnU5VL5gPBNov2lQt3tR/CIpVTuu6Vsp7yQn+llItmnucDEqyqcXpVsuNcelJH5CtrTIsJd23aAROBrqqSSyajygiSbrJn7mnFTauobgqUQhcBnX0955kTwnONJCHRDW+7ZgGL2LSQYIZhJRLC4jib0jzL6czOgs0xWsjE27T5chWayA9OpRTKGKx1qQzbY2Ou4CKgujOViGNN5I3ujfESpUofBOm4kLs4iLh8tyGcTYXJzUNf3DiqesUW53lbwmK8+gNam8KjulC3K0ceKRbakmgpnJtHOeZVRfI7SDAr1apsJqQg1ybroNJZ8rHl5CIYY0p1vZRSqlLiOKdVc9rvRE8lW6sS07mnV/u0+o5uGsW7MUTiwjtZkMNqlIKqY0j4XK2bwo+X4dScUi0epWCBEbpWirmjCosjh+M6JzJ6431A2c8JjlxlVoGyaOXsQFPp05MuOeVmMSKiQXOjHaRQxFEI6u8k0jZy72+GxYpgJKPZ1BiTIAImcYkDstxi4oiuBp3nEEUgll4OXTVGYvoUCVAfobSgJoYPBTbDWLzGxiDoKELFDXS/g5U+WZq6yTioRfMcZjIWLFlEVzIQjVEa1ZlE57kjlcaQ93qgINUK0YZWkng+Ehaw4TtXwsx4UmJUTKJaRDpxC70t89dWQ0pU1b2IUISfGTXP+YlWAW01TmRiZu00DdWEog4V0hdIVrEIhTNKCqm09jmRhWAYnpMiwfMZ5YmVHlmnqryukALh2tXWluWx5d5U09bCmHHBoEWEPl360iOmRayaBA/PIhBvhRyI5Fjb8+XGWBWTSYdIxS4DjJeKhoVPwDtyeCP/av/5/4t6Dne1lBIE7ac+ZXMnMYybFao6QuJTLHqq2vFz+ivYR5Yq6+HNBQWB2dhirtDe5igEHqIkglifas7VoaqVU7ig5HEUY/spvX6XKBYKyaY4ZwdDg0IFrCPvmOJNCGwlRIe3J3SELZCuMJ6Cu2fYQAjWdulJF4vQVmMYUy7AZXeFcgZbLEiRf1f8OUVoHsmpbqpC6jsXf7Ls1+BRPPxwlNKlDWvR71XRY6UDw1AiBOjOHVnCObpom6M765BknMw03BvnpbKBxORknpDkzobQ38KOeOaihJ506NseQbKkpNQOqMJ72cGFsyptUIPphdIVZ4uhZqGKX0VvO8tO7+E+XKdCcuiCeReb3uAFr1TFFrF6v0AJhytQntgyihVY1ueKmVzPyRxSXLIJaWEgfuLtC0VgfSb0Vc6YmcZZb4Z0h8q/95q2Kk1PBu5Zee5Q+oqGkEhRpLF57tcdtxE22jpBhTIu+oJRNBJDJoouilnvvKaiBKMyMgFtE3oYYtVH65xc5T4Z6iOHI9TEsMajAjZLnXTQKPI0Q6wlajbp93ooBXFrHLIujjA4lVgSJ2yYnCRuuMDCqIRWI8Fa5+0ZJ7FfMIRYN1HWOX5Ycj+BSzHHOUKYkKgmWmlyybA2w/jFsSAvgWgNCCxUMTGPJAQySO3cV4KVDJRzljA6JiYeJKp+skvFhcyIQho2bdwCmYfwIeLXLE9W1OAkNBj9XxWLcaiH/zr8KqScbS2sSHJiVWluYeBYWYZC+3TwtKxKEQLJEFAxVnK6MkuTMa/qGZIqiNDtdbFiSaLEtWNInRaIaHWy1z4guHibOaOcU4LK+2BTJFpU7QFHjCrSEeXJRrBLHI1SqlJNa1e0s0I6Bu2nhi3LVOVKVZIvVXpNhmwixV0rBWitabdb9G0HnSTYedab0EdiMzeqlHYBjxUonCeI1t7tquADquTEYTOkquNZk9DwF4xyPNLkSjOVQeado5Qn7G0DyntguzEsI/ISh4qrgrQOqBzVnBFTfQpetUdhj+fuNtfEo9Lk4n/r66J7k4CQNSbcWNK6fM88csnp0xuqhRQkcRh9eoMkamj4hHfUEDGmnFahVHOX5HwOCjs/GA5tVJpIVJ9fJeCWhNBXwXTCVs6Zj8QMEcNRhxEaRrFcW9paWJfpAZvDhgq2eeX7VEVRP4TMW79mpAgpaE2iAhkPpjYuNJChQaIaI+0QS5vYufOztcJMJ2Ws3WC2m6GVot005FY7z3dtyXNFmmY0kog0y1BKsQBFlGXoWMijDoqc1CZ0sjFyIvq0kGiKhupj1COLij2yalOjxghI3AK/sNs4QZkuEWC1RuuIKIoQE5HE7pzx8XGazSZaKVrNJv00ZWJ8otS6+l22BCkemkic923s7T1yyRxJFJcdwOBIZCZ9utYR0EgvJKTHGpy7qmIct0CGG8+3/62enZPRl24xnVksQiCdfkpTpXSnY6cRsYzhpRcSuf7SEVTtMVFExLQZB0qCphVF8nilTUHeqqrqIEtTFcartaY5pIpWQIwjbGbIhmdAkhMIt/ImARUWZ4iI1bD9j2dVytlyaZURxwlKa28rVkoykDJWnquHYUwt8G3OsdJDSeQypPp0Zm6MhVYMqpyDutFJfENY29EPsZQUVvpPcKSu6AeKRa/ULGe+/8tUeaUgTKG99MxWVdFlqxmosC++kwrphmmSdoNmO2GUPWRlK+IlQNUg30Mn+8/WukXXic8gSA5dPduVk1VZRxUWc1jfFxJtaRv3lPriJH1N40OeFBlEwoYhEPNqPcI4CnaCoWMrHVDZ1AQzg+C8U4ZvCs9X5naPKi39RFwOcZ11Uf0pbGsJuc+xW2gbinchPKNhyj8XczLMFAcGP4ZyYpWgRHkHJr9RGZJ0zXffIjh+pVR0VNhcziWXwZs4hLHZDJtDCWF/Ku0Y1QXi0oZORM7Ge7U3S9FAW/sA6qM8DavtQdGgRUxpa73YaFARmYS0hX4WVZHbxJcz6Mg6FZu3yn2zzJJlzq7ZhX0KG3wncUUZ+v2MfupyxU/NdGm1Ez8XCsbk9JUjsInu0dcNMhuTY+jZFn09TUNZtxl7hKAmhjUe0RCgi4GkXa4sjbE5r7YCxhK3aLdabnGyAu2xcdq4Ha/NU5QStEmgSlJwtnU9mSEjQyuDJiJSMZFOsGLJpE9m+z60hLujlawwXA+m/U6tpCuTsxqqZViA/TcVYpST0bWz9MWpu9tmokik7iRjFPcuJjFPS+MKYRNJAeW8jEPqLg+Xfm5ESrZCmuX+KILtVuyxwvMI5fnWDE7eyhHD2HtsuzZWPZJL9V2QTEVmzBF1NJFSRGpBWHIpnEAqciCtNOPjYwQHm/C/bz0paSkVUIBoBumxxuWhFnTaARMjOirqH1RmxeioZCrxVBqnXhtENRB12BuoCnHu9VKsiEttpzVaQ5paksR5tqc5tBqKNLek/ZxWMyaKILeO7Frr5VsWtBK0dnlrs8z6xaqsixUXE7DRbhI3ojlEY0BiXGmbIN5Y3o1Rq2KXdrCgPIaqVAlx5ysTDZxXSMYLcuXGbC6KVBQLtfiQPxQ5YYtRUnVaGUZljFZrX3pqh+dQflc8q4rKW6Eq49KRuyDhS1Sj8q45QmWxGLGYznokapLHbbAWrUNqSi+B9JJLi2za7s9LgFWlXoPNHHxoGkNMUhBj5Q1sw3sS3sVixBVll+9GeB7FneZR1VY3DMGDv4hxqCDEIA3tCOcN+upt5DmGeytoG8VSsaxO3VxXOLBtwulEofw8MxfR5krggvbEbyzKua5sfW6FRmLIrYt9GeKQam3o9TKUEjKbI8qS5RlxQ5PnGUorrKrKzUEpwaiMMMByibADZzwyUBPDGo94VAUE4YshLsK4sX6naXy4Cj10rUKHcCQoqlk+ymCqjmblWHJJSaUzR/JQrYQLmhskN7ZStjtehJDwRvxhB269xBEUWseIKHrSoWc7WITIZ/+IiOnIDLHyREvCaiWFCKZ0sBiGZmgJ8OupCoyl0rmeoELZDl+2y+wcTlQEW0W3DFQkmaIKO6iSxIWVVc1JVi/FeT5VlTIEKesgjSvL8XI7osh5TVrrbcyKlUSRkdGVKdpqHCMRIspndQnnaLQxKGXQtu/SmSVjRZ7bog/mm6ml7PvRx/2vIVvK0IxuJ0UEGg1XN5f/2JBZCKE+4siQ586mSSHkucvWgbgFKstdn8WRQWuh189pNKJBxw2xSJ7T7/VJ2hHzV3iogsN7maJR4sjiUCgWcIuds0kr0zgG/lb1aA+IlKOXA8MzSFTDGBLrte3iLcVSFC5AtKbq0BLeYV/PSiSA8Ga6v92kURDiOW10XxSqXq+mLkPAgOpNQd7Hjm/pNiSeFDppoypSF4JzcGgxRk5OTuYClft3JVS9NHkYfBeH/iyQeEn8QPYgBh56xfSj3NwNlqhcvEL3cOaQ0aqiQ1WudYTQxzgUBu0LGRrrRb02LvErqqVcStFYCX0JQaLnEzU+wKhoRwYiUFTm/VYjGnjl3eZfuUgXnkKNjSV07BTOfttL01GQg1IRCQ2cviKjYboIilxiEtWnpeIRc97Di5oY1njUo6GFJTGYkIlDOQP8sFiUUqdAbipTnrc50xWipYqVzV0/dxEpjxX7ymJSsQyEHqgIkUKAV3dfCAGjnUOI0NBtv25oDBEWF0akqds4lXVe3NHxUe2J21yrqtKZJkgVoFgWK44aRRsUhWSsSOklgihbTpqVfsjJWZtZIKWhezRpeUeZcL/Se3RObuBCajF3QQy9WkoLfVsqtonWWmZmHbleMNF26fp8MRGRI4VEg/dwFfH398+nPwNivRp53oc8BBnZ36PbFz67X5ExGOPs0SKjCp4vImijIctJ05wkNp7rSvGsjHaSwlIFLeTeVjYXi7XGpRRTrn/SfkqrEWOTEKB8SBo1D6xsrH2qODYoGArlK9+3FS/2stvcBkDc0ZyQVpCCsBWq+krgd60MfekxKzNuA6gXYvAZaipq+jC+K6t3WSUppfngyF/PdohUk4ikIGgJCUHlHEahq7uLWai7k0hzAVbHoJyKMjw/6z3HnSTSSawiH/7IisVK5rZRytHcXOW4zDb5wECpvhnOA985nkQSFZvDUepnhUK09ir3ktRWz3D/+Xel6s09VFLxwKoYCoA9agy5mnsp6CakfcPXafx4wAXP3xgeDLo4t0zxYwdyEbLUEseu7yziQtf4taLYC/pczZK7oBkARmtaRWQGIcfSZRZtpgFFrCISNfEgtOj+oSaGDyK2aGgWNzSZhTtmczpWGIsUC2JNop26p5ML3VzYsmmINGzoW+7qDi6kCliSaBLjXrp1fUvPQqRgaUOjlSKzwtq+Jf8fvDVbNTULE01q4fbZjO4mNCD/EyxvaJaEvujkdHJhzCgWJGVfdHOhkwtbNA2xhslUuLMz2lhbK1gUa8YjRaJdfDlrfewosW4RLVRK3hZkaEkL6hc9ZNg/HzSGVjReqCkFIbc5mXXGwxpNJmm5WElYrgwxEYJxZE63ICw7PpWUswsUUjKsdOky66SGKvFxB3vEOE9dbWLXGnESEkNMM2oR+9A2Nut70qF9m4YW84p6iYoEQiq/ir+lwqMroTRSSenkCbnEWCMkXlxVqBDDzYakZqUDil+UwgImgijtYsGpuNzJewlVljoHG2uF3DoprDFu0Rxc/jQRkQsNU4lDOdgDCiU5qjftQtSYijpqI0OgSjSVUmgTgeAyXgRCVWwAqtzEfY6MZmK8SZBnWa+achJTIUkiYuP6JEnceBBxEsTI6MIhKvJhNLJciKwmjrULkaENRjlyl+deaj7Shq38LkiKg7dsFPlMPla7Pg99ohRR0vLEzbhjIRyShAUykEr3zEq7T0+2xL2nBs2sVSwwg972CG5FtZkniU4SX0rFS5VpIE5zpLJQbtLESbkcGxXPG50EsmtnaWrtHZx80PlqqklfM+vV6qazHkyEbfi85sEZyUvUqza5wRkkzBFaabR3pApdb8UiypKrrEJanT1s8U74WjjHqcHYreFYMaJ9vt7y19wNrS5ihXoPb1Fzhd8bUy2LRZSBQA4r9Sg5uSo3YCMLGh6PYX6SUiHySIAf8yD0U0tuLVFs6PcycnFaizTNyXNLFDnCmItGG43KhChR9PtOcpg2oBG75xt556xU9QEX1kwVG4JHDh5Z8svHENpGsaxp+NxnP8vs5HoWNzTbjRm2G4u484838MPvnsrPf3IGSXeKbccisu4sn/rEJ1jSMIxHg4NkYaJZqFKuv/Q3TN55Kyvbjs9v3TKk6+7h+kt/Q9SZZGnjvj/OWMHihuEzn/40t938JxYlD/yQaBnF8qbhi5//PFPr1rAk8X0xHnHXTTcWfRF1Jtl2LEL6XT7xb//G4kQzEc19YcYixc4TEYtUys/PPpP/+u53uOuuu4jj2MdY8w4VQajgY3ENqE2ChEx8+rj5jMA9YpWwtLEVs+t6nH3GOZz2ne9z9eXXEqsmE40ltJMFNJNx4qjJrEwza6eYsZPM2MkikLTCGVVrHWFMgjYJWjtJQNO0XMYT3aBlJoh1k5SMsWQhE8kSFjaW0pFZorjJH/7wR35z8W/RJkKUomUmaCULuPTSK7jxxpuIGxMo08R5Ievix3mduv+V3/0rrdEmcsS8l9Ltp2S5CwWjoxhtYrSJ0CZ2EgPt1LCRSlgUWSa0xsgCkMTdR5xRtkUV93HOCYY4aRLHDeKkifKBx23BGVRRvw996EOsXbcOrQ0f+9jHuOOOO9E6wqLIRZienibkpHUSiiCBdUbvUdzAxAlR0nT1Fv/stSfmYlFZF7IeRC2fI3l42zA/BIjihJtv/gt33HknJorLI97mrppzVSqBvUN+XqXAaGgkmshojFYksSrUsJEupbZaO3vCyCgXmD1SJLGh3YxoRBGtJKHViAspRZB499KNx0rTUUyUNNxPlKCNYf369Rx//PFO3e7TeqGck1eW5bzzne9E63CslEBXlvdCiiLVPoGCJC2MLH2r6BX8oZRSOU5Vho5y2YScbV1MXPRJlUuWAyCQlArbCcdUSepFxAUWFhcsvErmqvUJG02TdVFZB9ta7ImRKtsYQsUQnG+C1LRqThHehfKdMDoqwl41cJmOgsds5DeAsUpcvvRA8Is6Ohlb0WIfEsWpdy0imVf5Dv5YH3KnWr/yZ2Mjv3IsSAuDg4lQbMCC7WZx/qhxF55H8eOu1wqakTCmhfFohJNLaHbVJvCBxChC7M1GYk/8+v2cfpqTZW496aeZt/uFKHLe+ZacXAwWU5qKDC2pRplCdawfQQ4nVdTE8EHC8qbmkksu4YwzzmDx4sUsiBWd9Ws5/PDD+bu/+zsuueQSvv/977Pnnnvy29/+lrGxMS6++GLOO+88lg8RvETBHXfcwcEHH8xLX/pSEqNYGCvGY83/+T//h4MPPpjf/va3NLRiUaLZumXYtm3YqlWSzPFIsaKpefx4xLZtw+PahiWJLsyzTjvtNO68806WNMpj4d1LNGzR1Kz0ZU5EijFf3pZNTayd9HLLpmZFU88htssbmiuuuILvf//7LFu2jIlY0ZtczzOe8Qye97zncckll/CDH/yAvfbaiwsvvJBWq8UVV1zB2WefzfLm4IsTKVjZNvzkrLN4whOewLe+9S1+85vfcNBBB3HcccehtEFHkSc2CVGUOC9W44JRFzZDShMlDeKkhTERiGB0xES8mEXxchbFy1kYL2M8WojGMBEv4ec//zl77LEHP/zhD7n88st55zvfyZe//GUAPv/5z/P+97+fhmkxES1mIl7CgngJi5MtGYsXEJkIrVyaMRNFGG1c4FRCYGwwRhObGK0VkYoZjxdy1113seuuu6KUZklzBVpp3vve93LwwQdz8cUXo7RCG8NVV13FU57yFN7+9rcXEihHJrT3pHOLmLVu4dZae0Nqt2BNT0/zl7/8hXvuuYepqUlya8kyZxsVvDhdmB8/WZoGSxpjrGjHrGhHjCUN1+fGEMKemMhJP/ppSjCyP+SQQ7j66quJ4tj9RDFRnLifyBG02267jSxzXrrf+ta3WLNmDSaKiOMGSdKg1WrRbDYYG2sTxQkmKq+P4hilNS960Ys4++yz3XeRcQRXR5goxsQNVNRwhKa9GJW0MXGDyP8EQmyiBBMn6Cj20rFBSevHP/5xvva1r/l2R2hftokTJ01Uyn3nSVeA0roo20SJiyEYxCU6QkXunq4ejhgYX46JEvfZuLboyqbG+DpEUYTRmvGFi1gwsYhmNEakK1JR3wRjIj73uc/x/ve/H20MURQzPT3N1772NfeuxbEfJ2Won7/85S+AU/Fqpcp6mJCRJdjUeg9Q/x6aKMYY50WeGMPyZkQUJ45oeVri3lv/fsQJaCcRbpo2C+OlLGospxG1fbvnWbpGEAap/N+XPpntkoghmHwE+W4RzJnggOMIi+6sR5IJbFTGZFRQEt7iHfGZP5RBqchLK/VAHcrrVTmaKn+4DcQwSXVkzgUbD+W7qAMqaAU8YVPh8qIdXWw+g81nkbxD4f2uIoLkM2ya59eYqMpvkAGC6Y8U9a+SyHmKG4a4zcziyLI8zokLTcdgfzGgxtjMsu8vKqZJkdG0WjGtZozRirFWwlg7oZFE7ljSwKjEOX7lBjEJUcOluqtC+0iioV2PNGkh1KrkBwWxgrFIc+KJJ/KP//iPhQ3bW97yFrbaait+9rOfFeqmdevWsW7dOgBe85rX8KlPfYofH3YYDZ1XdtQOixYtot/v8/vf/54dd9qJyclJfvWrX7HnnnsCMBFrmqRccskl3H777ey0007svffebOhbFiaa3/3ud2y33XZccsklZFnGU5/6VJaNlWmERIRf/vKXzM7O8tSnPpWF4y3W9HIe1464/fbbufCyy3jc4x7HPvvsg1KKP/7xj7TbbbZfsRVWYP29q1m/fj0777wzf5hywTwjBeOx5tOf/jSvfvWri754+9vfztKlSzn77LOLSX7Dhg3cc889ALz2ta/l4x//OM985jNpGkXX68gXJ5r169bxohe9iO9///s84xnPAODDH/4we+21F0960pN4yUtewl133UWapvR6Pa699lqe9KQnsfXWW5OlfUwUFW2dmZnhoIMOYvHixcS0uPXWW2k0Gqxbt44bbriBAw88kK222hqAE044geOPP543vOENRZ9lWcbs7Cx/+MMfuPvuu7n00ktZtmwZW2+9Nddffz1PeMIT+PnPf87OO+/MzjvvzJo1a7jgggvYaqutePKTn4yIJbdCHEXccsstXHLJJey8887sscceANxwww3cc889XHrppWit2XfffQF4xjOewde//nWe/OQnA/D1r3+dI4880gd/hjhucMstt3D55ZfTarU46KCDmJiYQERYu3YtU1NTGGO47LLL2Geffdh+++3pdDqMj43RaDaY3LCB3OasWLEV69at4+c//zlJknDwwQezcOFCAO68804uvfRSVqxYwf7770+apiRJwu9+9zt22mknfvWrX9Hr9Xj6059Oo9Hg1ltv5a677uLqq6+m3++zyy67MD09TZ7n9Ho9rrjiCo4++mje+ta3smjRoqKPrbWcf/75xZhduHAhWmuuvfZanvCEJxDHjiD9/ve/Z6uttqLT6XDbbbdx3XXXsXTpUnbYYQeWLl1Kp9PhoosuwlrLQQcdRHvZjigTceutt9FoNFizZg3XX389z3/+81m3bh2/+tWvSNOU3XffnZ133pk0LTIGz3nn16xdR6fTAeDSSy/lSU96Ettuuy033XQT11xzDU9+8pPZcsstAbjllltotVrceeed3HLLLTzlKU9hyZIlANx+++0YY5icnOSaa67hec97HojmN7/5DRs2bODAAw9k6dKl5HnOFVdcwX777YdkGToyTE/PcMcdd7DbbruxcNkKVq9ezc/OPYOVK1fypCc9idT26KbTTj1pTDFuV69eXYzb8C7OzMxw3nnnsXTpUg466CA3prTblACYyEkXwzPefffd2WWXXUj7ZUadOE7405/+xOLFi/nzn//MrbfeyuGHH874+Di//e1vuffeeznssMNoNBoopZiZmeE3v/kNU1NT7LXXXjz+8Y933p3KbSx32223ok5PfvKTXWrELHjKFrSIUmJVTW3o1J8u4LEQiSfqEmLeBQKmCuGRUhqVdZxqu+lVyJ6UhMDxQVKIjy4QvO6Fiu2gKlP9SeV3ab5SxkItCKEnJNXrqraXjiMNuXmp4OUcQrXg/x8K6O0dYVyfhHaEzEUbJyqhd50qOWR3Km13Qz3+J+Qt1oEYD3TWIGRT0s0HHpFRREXUgtCHEIXNnh8zkWpgdI4xTj/Us4rICEYP11dhiEi9Q9UjEbXE8EHAWKRI05Qf//jHHHnkkQgwOTnJD37wAz70oQ8xnQnXbUi5cTKFsYVsvd0ObOhbDj30UH7+858zMzPDWDT60bziFa/gG9/4Blopvve973HssccSx2XMt8985jN8+ctf5oorruANb3gD//RP/8RCrx5+8YtfzLOe9SxOO+00vvCFL3DIIYeQBzsi4N3vfjennHJKQTjyzgyPa0f88Ic/5ClPeQrnn38+b3rTm3jVq14FuEXs4IMPZmr9OrLuLIcddhg33ngjuZQGxGORIs9zfvjDH/LMZz4TwS06p512Gh/84AeZzeF63xe2Oc7jdngCG/qWpz71qVx44YVMTk4yVpFATsSa008/nSc+8Yk84xnP4J5ORrffZ8GCBbzlLW/hlFNOAeCUU07h6KOP5s1vfjO/+MUvOOCAA7jwwguJkwaTk5Pst99+nHTSSfz0pz/lwAMP5LrrrkMpxac+9SmOPfZY3vve93LWWWex1157FVKSOI65+uqrXbBsjyiKWL9+PZdeeinXXXcdJ598MhdeeCGrV6/m6U9/Os95znM466yzuOmmmzj99NM54IAD+PWvf81HPvIRnv/856OUJo4iPvGJT/C//tf/4uKLL+Z1r3sd73//+wE455xz6HQ6nHzyyfy///f/ivsec8wxnH322XQ6Hfr9PqeffjoveMELiuNr167lZS97Gb/5zW847bTT2GeffbjjjjvQWnPmmWfynOc8h1e+8pX8+te/5pBDDuGMM85giy23YP2G9XS7XdasXcvy5Vtw+umns2rVKs477zzOPvtsTjjhBADOPvtsDjzwQM4991ze8Y538Pd///fFOHzOc57D8573PL7zne/w6U9/mmc/+9mICJdddhlr167lxz/+MSeffDJ33303X/va13juc5/La1/7Ws4//3w6nQ7HHHMMd955Z9GWN7/5zcWYfdrTnlYQtBe+8IX8+c9/9imrFK9//eu57LLLuP7667n99ts577zzOPnkk/nzn//M6tWr2XffffnqV7/KKaecwt57780dd9+DUpoTTjiBY445hne+852cd9553Hbbbeyzzz6ce+65XHbZZcWzcFKinEGPTIfvf//7HHvssbz+9a/n3HPPZb/99uPEE0/kbW97G2eeeSb77LMP9957L0o5SeNRRx3Fv/zLv/CTn/yEffbZhz/+8Y8opfiP//gPjjnmGN761rdy7rnn0u12Ofzww/nXf/1XzjzzTPbee+9ik/AP//APXHTRRS6+njZ86lOfKiTY3/rWtzj44IO56KKL+MAHPsDLX/5yYt2goVs+mK5i3bp1A+P2oosuAmB2dpYXvOAF/OxnP+N1r3sdH/zgB1FK0ev1OPjggwG3Kdhnn30455xzuPzyywvC6GzdfG5mpXjve9/L0UcfzYknnsgpp5zC3/zN3/Ce97yHL37xi3zhC1/gqKOOKiTSxx13HKeffjoXXXQRf/u3f8u3vvUtjIno9/s8+clP5thjj+XnP/8573jHO3jd616HMU4SHKRopVS3/Oz+d+1VGJpqgoZeiI7GfESAHJt3sXkHH/maIuA6gupNIXGLXLn0e2Ituc0KlXlQq6oibV8O5D5QtydhNsNaP24k5Fd3Zh5OJR8cyLzZgTdFsMEMwealXSBVqWCFFFZRfDG/vSAESacPih/EjJtBvAYkhyqYj7j7lar9eS6clweV1xYS54FzHyEEal4bTOeZH2lN00DbCIsiS0uPjv0YqwZNWhj1yFQlIzUeEGzYsEEAufiWe+XebibXX3+9bLPNNiIi0s+tXHLJJZIkieR5LrfNpPK79f2Bnz9NpSIisuuuu8pvfvMbWdvLi2P3dDK56aabZPHixbJmzRp5whOeIFmWycEHHyxXX3217L///vKTn/xkTp263a4sX75cpqenRURkjz32kI9+9KPF8aOOOkq+8pWviIjIU57yFHnf+95XHPv7v/97+fSnPy0iItttt51ccMEFIiLS6/Vk++23l1/96lciIvLhD39Yjj76aPmHf/gHefvb3y4iIn+ZLtt3TzeTP/7xj7LFFlsUfXHllVeKMUbSNJXbN9IXe+yxh/zyl7+UdZW+yK2Vt73tbfKKV7xCRERum+pJr9eTPM/kjDPOKPr8hBNOkFWrVkme5yIi8p3vfEee9rSniYjI+973PnnXu95VtPWb3/ym/P3f/72IiLztbW+TF7zgBcWx1772tfKpT31KRESuvfZa2WuvvaTZbMohhxwin/nMZ6Tf74uIyCc/+cmi/SIit956qwBy/fXXi4hIlmWyYsUKufHGG0VExForhxxyiJx77rly2223yYoVK2T9+vXFc1u5cqXcfvvtcscdd8iWW2458Fyf+9znyle+8hV5/etfL9/+9rflBz/4gbz85S+XU089VY444og540BE5IMf/KB8+MMfFhGRb3zjG7L11ltLt9sVEZHzzjtPnvjEJ7rn0+tJZ3ZGbr/9NsmyTLbYYgu5+OKL55S32267yVlnnSUiImmayq677io//elPRURk2223lVNOOWWg3X/+859FRGSvvfaSyy+/vCjnX//1X+XAAw8Ua23x3fbbb1+cv/vuu8vHPvaxos+e/exny1e/+tWiDr/73e8kzzIRETn00EPlvPPOExGRZz/72fLf//3fRZnvfve75Y1vfGPx+R3veIe8+c1vFhGRN7/5zXL00UcXx0477TQ55phj5rS53+tIvzcr/V5XrLXymte8Rj70oQ+JiMgXvvAF2WuvvYrx9vrXv16e9rSnFe160YteVNT7DW94gxx11FFFuR/96Eflla98ZVHPww8/vLjua1/7mhx22GHF55NOOql4xv/2b/8mr33ta0VEJM9z2X777eWqq66S2dlZWb58udxyyy1Fv+23335y8cUXS5alvg0dERH5xCc+Iccdd1xRl7/85S+ilCr6/4YbbpDHPe5xIiIyOzsrzWZTRER++MMfyrOf/ew5fdTrdqTXnZVed1ZERP7u7/6ueC+stbLzzjsXfZZlmWy55ZZy8803zynnuuuukz322ENERDqdjgDFs+12u7LNNtvINddcI3mWSa/XkX6v63960vN/u7r4n86UdDuT0u1MVX6mpTO7QTqz90pnZrV0ZzdIvzsjvc6M9Lozks1uEHvX9ZJN3Sud2Sn/MymdmUnpzE5Kd3ZKep1Z6ff6/t4d6XdnB3563Zm5P50Z6fqfXvX8nuu3e++9R9atXSt33XWXrF1zr0xNbZBeZ1a6s9PS7cxIvzsr3Vl3ba8T6jtb3D/tdX1ZM9KZuVc6M3dLZ+Zu6c6ulX53plK3Wel1O9Lv9f3fZR0H2jGiXaOv70qv1xtsU+Un1GvUseF7pP3B/kznqcND8jN876E2pP1u2R9+/M3XB6PGxXzn3Lv6LgFkw4YNc96PBxu1KvlBgFbKSbrGxgCX+qnZbJKmKWma+h17udtzXrnu8/j4OFNTU/OKcpcsWcK+++7Ll770JTqdTqFyDLjwwgt597vfTafTwRjD1NQUt912G7vssgsAhxxyCBv6lnbk7L2uvPLK4tpDDjmEqdQSa3fst7/9LevXry8kg3d3c7ZsOnXilVdeyd/8zd/wvve9jwMOOIDf//73XHXVVazt5UxX4g1oGOwLgWazSZ7n9Pt9jArps8q+yIf7orLlEn99kCiZitPI7OwszWZpB3TwwQejlCLPUw455BBe+9rXAnDxxRezbt06jjrqKESEyclJpqeni+sOOOCAwutw++23Z/Xq1QDsstvOXHnllfzpT3/iF7/4Bf/6r//KjTfeyOc+97lK/YQ07xXPatddd8VKzi233MK9997LcccdV9jP3HzzzVx33XV0Oh16vR4veclLimPT09PccMMN7LbbbkXZM/0NjCULi8+veMUrOP7442k0Ghx33HHcfffdxbF+v8/b3/52fv3rX5MkCWvWrOHwww8vjj/5yU+m0WjQSzMOPvhgbrjhBnq9HpFxziKLFy/mlltuIc9zDjjgAFbffTeznVm22eZx5HnODTfcwNOf/nQ2bNjAggULirEUVPsHHngguc8runLlSu6++26233774v7r1q0rxsRTnvIURIRuZ5ZWe4xhHHLIIeR5htZ6zpjdFKwPQnzllVfyj//4j0xO9YgixdOf/nQ+/vGPF+f9zd/8jbfBdJL7D3/4w+yzzz484xnP4FWvehW77rprpdTRUoP9998frZ191MqVK4v2hc9hHIU2BenQIYccwne/+92BuoTrrrzySp7+9KcDzjP7sMMO433vex8A//t//2923313Pv3pT3PxxRezePFi9txzT6655hqmpqZ4/etfX4ynO++8k+uvv57999+PIBqqBmAWEZ/RBLbccku23357rM3ZfvvtB8ZVwFOf+lSOP/549t57b57xjGfwyle+kic+8YmEMCl5JfXb/vvvX9iYrly5svhsjGGbbbZh9erVbLfddpxyyimceOKJhQTxlltuKcpQSnHwwQdj84xGo8GBBx7IVVddxaonPtELoioOD9YF1i5y3SJYm2JtyiBcP7gpxBTq6MLbNp0BHZGHgPiV40XoKW0I/tKjxsVIVaETPZd/ugYSQt2Id7DKbU7aN8T9mI5W9Hp9ojii2WzS7XZJkqR4x/IsR2nFgolxL8n0Aah1jBTZj3T1jmEUuHGgTOlYMoyNRmso47RKsFec/8x5Sxm+Ljj1UA1F9BCrkCuVGfo89LEajmtOjunReKSqkANqYvggILfC8uXLWbt2LQCZhd12240VK1bwq1/9iqc+/TAyEYxSLG9oIq2YSt3gWrt2LcuXLy/I0Si84hWv4Nhjj+WTn/zknGOvfOUr+epXv+oXOmGrrbZy3nUes7OzNL1348zMTLF4hWONoWPNZhNrLb1ej4m4UZwXrrvkkku49957ERGuuuoq9tpvf3TXFlYtuVD0hYiQWWGnnXZi5cqV/OIXv+DwI59Jusm+KNvXyYXDDz+cV73qVfT7fRY3jPO51YYLLrhggPzMzs56T0Ez0FZjDG94wxuc/ZZH1Zg9iqLSxqdCPLXSZDZl2+1X8orHv4IlS5bwjne8ozgeFr/YG/oHkqpEYYyh2Ww6M4DKvVqtFhdccAE77LAD3/zmNwee5fj4OGvWrCkW91Y0PnD8gAMO4LbbbqPf73PIIYfwve99rzj2jW98g9WrV3P55ZdjjOETn/gE119//UDfAMRGMz097Z00InLbRfI+cdRifHyc2dlZ8jxn6dIlLJFFGO8gEEURs7OzjC9YiFJqYEyEPizCtgx5fItIYScY+klECueTYczOzvrg2WrgOUZRRJqmLgQObswO3yfco91uMzMzQ7MRoTRz6ttsNoPxFEuXLuXKK6/kd7/7HWeccQYHHXQQN954I0uXLMbm2bxarcjbroY2V9sz3AdubDp12fB76MaNc0YJ9QaF1tFAvYOd6g9/+EPOPvtsXvGKVwBufC9YsICTTz554L7tdrsw4K/G2gzjNoREKeotc+sdsHjxYi6//HKuu+46zjzzTP7mb/6G6667ji2WLyPNU2bsJC0mKuW59szXL2vWrOG4447juuuuY/ny5dxyyy2sWrVqoI7dbpfxcdf2mZkZ2u12YUMYMuC4MnVxvzL0jGZuU8qJRakIKmq9EM7IJuPFXBzsCVWRAjD0oR0ubpMYIAYqUDRAhCSOmJnJieO4cJbr9VOiOCKOYmZnOy5WZTpDo9EgiiL6/RRlcQQxViWZUZF3NJlTgUqdXTo2CQHKR507om3l1xYRXap/N9oPCgbykFOORVX+V6ik/d9z80E/OA4o1ptB5W76p2E2X4k9x/4yODo+8NV80FHbGD4I6FonaTLGOA9LEZTWHHfccbzlLW/h+muu5nHtiOWx8P3Tvscvf/lLJmLNhg0buPfee1m1alXhbDEKRx55JKeeeiove9nL5hybnJxkfNwRiO985ztzdvsnnXQSsRImN2zg1FNP5cgjjyyO/ed//ifa5nRmZjjllFM48sgjaTabPO1pT+Pzn/887Ujz+9//nvPPP59DDz2UdevW8dKXvpRvfOMbfPWrX+UlL3kJnalJtmqVE2w3F7bZZhsmJib4y1/+4mwPleId73gHb3vb27j2qiuLvvjhD77P+eefz0TsyModd9zBnnvuOdAXk6nl6U9/OkuXLuVd73oXWa+LMYYf/ehHnHzyybzxjW8szv3xj3/MbbfdBkrxxS9+sWjrC1/4Qr7yla+glGLJkiVMTEwMSHPmww++fzpr7llLpGOyLOOcc85h5513BmDp0qXccsstbpEd8pi0Ytl2221ZtWoVJ598MosXL2bJkiX0ej1mZ2c59NBDuf3227noootYsmQJS5YsKezRFi1axPT0NOt8+JYqlFKccsopfPvb357jpTk5OUmr1UJrzbp16/j6178+cPz888/nhhtuQGvNl770JZ7xjGdgjCHNu1hJEZuybNky9t13X0488US0iTBRwurVqzHGcOSRR/If//EfxEZz8803c9ZZZw2Q8vmwdOlS/vKXv8ypb7ATHIWTTjoJwTknVcfsjjvuyAUXXIBSiksuuYQrrrhizn0CnvWsZ/HlL3/ZSY7yjC996Us861nPmnMvpTV/+ctfmJ6eZvfdd+ftb3874+PjfpO3uVP8plesb3/726xfvx4rwkknnTTwHhalWMuznvUsTj31VNasWYPSms9+9rNFvUWEV7ziFXzhC1/gRz/6ES95yUvIsozddtuNLbbYgv/6r/8qxtrs7Cy9Xo8QY1J8ZpHquJ3j6buR5t5yyy1MTU2xatUq3va2t7Fo0SLuvfdeUC593H3N5BA2KmGT8OlPf3rOOV/84hdRSnPDDTdwySWXOMlqQdqgcMzwDhWOdAS2McrATXnv4bhiI+iPZF2wljxqOYJMyFdtCrtAh7AF3vgzt/PxGFX5w7clSRIWLVzIgokJFkxMEEUR7VaLdrtFo5HQbDZI4pixsTGMNi6Hb2SI4shFAqgS3qF/BSQcxW+6pGjTKLnnfCiP2MLusrRZHL5O5tofSkVq6UPYVElhuEH1+Lw2jA8AehbuTA13poZ7M0M+fKvqMJpPGIwjh9p4z+/NufGckEkPL2pi+ABDIcxk7gV5yUtewn//93+zINHc07O8853v5LjjjuNlL3sZW2+9NStXruR73/sej3/84wFHZP7u7/6OKIoG1LHgdt3bbrstALkyHPG/jiEaczvyrbfemlarBcAnPvEJjjrqKFatWsX555/PYYcdNuCcssMOO7Dnnnuy55578uIXv9irqZz0YZ999mGfffbhiU98IkceeSTPec5zALcwn3HGGeywww4cffTRnHTSSWy//fb83//7f3n1q1/NoYceyhFHHMHLXvYyPvKRj7Aw0YSIO9W++NGPfsTCWHFP1/K2t72Nd7/73bzyla9kq622YuXKlXzrW99ixx13BODMM8/k2GOPJUkSptNS4rkhFVJlCseLHXfckW222YbPfOYz/Pd//zd77bVXce7hhx/OS17yEnbaaSeuuOKKQnX4yle+kr/927/lSU96Ervuuiu777475557LuDUvwsWLCjKWLhwIYsXLwbguuuu46CDDmLlypVsu+22/OlPf+ILX/gCAM997nNRSrH77rvzgQ98oFChAtisg7U5p556KhdccAHbb789u+66K0cffTSTk5M0m01+9KMfccIJJ7DDDjuwyy678JrXvAZrLa1Wi+OPP55DDz2U/fbbD4AtttiiIP+r9tiNVXs7NefY2BgrVqwAnFT5T3/6EzvttBPPfOYzec5znsOyZcuKdh122GG85S1vYaedduIHP/gBn/vc50htH5EMhfLG8sLJJ5/Mueeey3bbbccuu+zCf/7nfwLwuc99jl/+8pdsv/32HHnkkXzmM58pzBVWrlw5IBXaaqutaDSctPn9738/H//4x1m1ahWXXHJJ2b+qXLYe97jHFddvs8027LzzzsWYfelLX8qhhx4KwAc/+EE+//nPs8MOO3DiiSdy9NFHF1La4447ju9+97usWrWKM844g1e96lXst99+7LzzzqxatYpdd9212EQMPnPFtddey7777suqVavYY489ePWrX80uu+wyx+lk6dKlhff0xMQES5cuHTluwEnYgjc3OFXyEUccwY477ojWupA8V8+zNueQQw7hDW94A0960pPYeeedWbt2LR/5yEfI85w8z3nOc57DmjVrOOaYYwae7/e//31OP/10dthhB3bddVde8IIXFOSrWGxtzrHHHgvA7rvvzj//8z8PjNuAYAKglGK77bYD4Prrr2e//fZj1apVrFq1ipe+9KXsvvvuiM2JSBjTrj+XL18+IA1dsWJFMVeBm7uSJGHlypW8+tWvZtddd2XPPfdk+fLlxb3AkaV169ax22678axnPYuTTjqJLbbYwqu/B2MGVklgkCi6z8PLnUbpBko3KMPKBKeTaWzcxCrtPHWD17FXmTqVYSULyUZWfwE2ZIr+iEyLgpCRDhRgtKbdatJIYhpJTBzHtNttmo0GSRIzPtZm0aIFjI+1WTAxxni7xYKJcSbGx3wIrM1b1kO8y0LqGlTKG29O6agSPhaNyQuv6KLlm+A51sf+28jNNl7Ag4BcIEfRE0XHzt1MVMfYXCeZAJdwQW2qP1UIcL9Rz5yHHEqC7qPG/cLk5CQLFy7k6ttvpjmxJVs0YjbcdTvPf/7zufjii7m7lxMpy5IkwWjnqVsmYHe7/6c97WmcdNJJbPOEnbl1tnxZ2kax3ZizgbEi/GEqK9SrO01ExN6YZjq1jMe6iEk1LAHYc889+eY3v8mee+5ZHF/dzVkU6yJzRfXae7o56/uWx41FtIwq7FmGcXfX2aZs4WMOWhH+6MPVgAvEPXPPnRx99NH89re/5e6em1CD6nhUXxx22GF89rOfZftdnsgts4MTR6Rgm5ZmLDbeNspijMuRnOcpJor55Cc/xZ133sknP/nJws7MWovN+j5gsyMeWZaNVGHmuYv3ZczcY1mWYYx7HqntkWY9mtHYHImea4ul21mHMW3iuIHy9QAKezSbZ0X8v2pfBJu3UXUAyLMMa1M6MovREWPxwuKe7hmakc/s5JNP5mc/+xknn3xy0TdiLTPpBjTahfJQCq1cXDytB+tlrYtjpvz3ofwsSzEmIsS8y7McE5niuTo7wfJzFdbm5FlKFDdGHq+OyyzLCLEYQ3zF6ljPsr7z1B3h8ecma+VtTx0JDjEG88zFW4zipHjOYWzkWVrY4ClUEStzVPkuK0tUtFlBMd4A3vjGN7Jq1Sre9KY3lWMzz6BalzzD5mkRe7Ha/jzPyPMcm2fESbPof2stMzMzGGOIY0co8jwv+kpEyFIXTsZ1Ki7m4shx686d73mUfV3pozzH5nmhUwtmB6H/whh3n8OYD++880StPp+AbrfLokWL6Ha7A8ddZhYpbby8WrJqOxka6sLM5Fjbx0n5FEolKB3PsfdSeQ8zdTfZ2FIy5WIvamVQOnJqwiCNLGIIblpaeGfqglAvj3ISzyWssszYKZTSjDE+r91ZoLUDdfTPMwSUrmhmixZvUlSlqirnkPbSe0iHXPLV8DnzXUvlVsp5yIv3wh6o95CaWYAus+SSM6Yq7R+q16b6d1MoshVtBvHKBe5JNTNWY4FFxrIsrqjXh4qYbwyU/eHtOiXMHUMI5jbV63xZk5OTLNtiRWHH/VCitjF8gDEedZmIp+hkTbbddls+9alPMTU1RbvVpJPfw709iFQLoUlfEmYzWBBrxm2PD37wg+y6667cNDVoJD2bO6KVaEUnF6rT3h+nMlpGkYnQt2BUzljk9ow96wZ0pOFx7fJR5wJ3dS2dLCcVWNOztIzbdcd+0prNc4Kg7s/T7h4NDZlkzGbOYLup3X1DvMWp1BIpRdfKgF3gPd2cnbbZhn//939ncnKSRnsBd3ct6/qWsUgRKxBcmryJWLNA+rz//e9n9913509DfaGVS7guWZ++uCC7LuTEsGF5CWuti+/ng7vaPHMLtnaTYJ6liM87GyQD4sNWpHmPjsyQSg+FJtaJS7eWCrmkZJJiMKhUEauEakaETDrM5tO0aKIQssyFBlI+JpbNy8DPeeoSbCoUNrel6kQpsrDYBnWTcs9BsEREtJSzHUvTrlPFiMswYZWLAZelObOdDmmasmDBwoG+EZuT5ikiOan0aegWWkWExGM262OVt52xurBRQwGZyxqTZy6khgCZJ41hkUn7WUEU3cJfynbcd2FSdVOjIy7Qsx260iGkWot1g5aegL5FvJ1a2u874uFJHlhS28dgyPPUkUbcc+3INOOMk/SdvV7aKPvB5j7enVdjpf2+l2C6Zyb5kERDQZb20Try11mC84CIAiw2z3173ZjT3jbRRI2BotxY9GWgivR6Yb9ubU7eyxxRR5EjjqSbmH6/T7fXZ2JiAfeuWUMjSVi7di1LlizhnnvuYYsttkArRZqlNJNKHuDKAp2nfXJP8vHETIcxjCYrbDj9RSIuu5wCfDaffr9Px3ZJiDE6canqcBuFkJoQH3ZFKV3Yb1mbVdK0CaIUHWvIJKdNRmTiEaRVivc19HlJHsr0jsXZkmNtIMOq+F+peCQpBND9acTEWO2CEwvKZc1Bgjlg+R5sBmnRCpoI66zmnsy4IM7aMm0nSaVHQ7VRSs+pSWGvOqLMQEYGHDoUrq6bQ6RUOQhKaZUbhyHDkYigRoRm8jWY+5dXxzvy7uM5FjmZyzqGCxSQqAaWYSL/IGAUux4BrWBRZOmmCiuKzIfiUQMNGMQQ3x38LkhhvXPP3POk+F1+I0WVHy7UEsMHCEFi+JfVN9GecOqsRLdpmwlAcdtsSi59GtEsseoDipl8gm7exignbYsVbEgtG9IH9pEYBbssiLnxxhvZdttt2UDC2v5D8DJWMB4pFiduUbin6wjpfHUd1RcaiJQwYYSFJkiIFEosIjmCoHVUSHPuvXcNWZax1YoVZFnmX7+QAi9E1veLxNCuu3xdFZn0mJYNgxPwCETEtNU4kS7z/Io4NYnLdRoM+gVU5CUk4Rl4UkFpqLypEdCRGfrSJVENGqqFIeTWlVJyUtkpT83M0ul0Cnuz6elpVq58HFP9taTiAq1acsb0BDGNsi5eQijWDkj7ws62SCIPxfmIz71bNeavSB4GPEgrjQ191pVZutLBkhdtiEiYMEvQFlAuO4aTxnnHA6URycklpSddABIcUe9JB1CM5zFmw21Iewl5a8mcPi16y5fl2qPJrMVUtGchgLCgiydHMcLKBbYqLQh9E0UJt99xB81mkyWLF5Nn/coiXVl0qtKYAamOM/TXRtPrzJLllkWLFrNm7VqMMWxYv57FS5bQ7XZZtmwZ3U6HXq/DxPh4QdBHSYGU0t75oDLyrIAO/RFSv3kCiyWVDpEVMkmZocO4XkCi20N9anyvlPe1EuiYz4dsbbHxSS3ckwpLdJ9YaZeJxkRce+217LnnnmRpr6yLqhLBQVIY7uCk7h3fxrjo55CVpDjPP31tc8zUneTNhfSjNjmKjIjxyOBiFFYkcdXN2kYgwJq+Zp3VLgVpnKLUBlLpO3Kkm4wxsVkSrY1icyePQtpZ6rbLzVsYzU4lHTKlzCkiDHNfoAo5y6tEUhnfN7boqmLTWBRCRTo4SN/DJibkCA8nBRtSo1z2mk31W3AC0WrzVOyTqeKe3GBxEt6F1RR9qvgVWl6Mu/m7XRVEu8gjXZRT9bou/wvRMpYvX15LDB/NCIO9M+0mIcEyaScZM10gYV1XSAViZWnHHQwZvTxlNk8RFBs2PLj1u6Ebs2jrbVndtdwzsx77EG8HpoG7NnGOyyUsTE86iWdYjGMlNDQ0tcs7OR0mIpsVk0iQsCltiKKIifExUIoNG9aT5cFr0KeNGiCGVKQOeOkGbhFGkZMzk08hatMdNsUULTXm0h1V1WG+vIIwhlASfvoVv9i6z9XJS4qJsmqUnEnKrJ3CYolIaOsMXeROpSCZlZvT6XRJs5y77rqTZcuWsXzZMtatv5f16ZpyUURjtcLQdXVR2kuIbEEMBybzMNHjiZ+UdXYEJGSX8FIDFUKBlH0RvhdrycnpS48eXazP7Qou/VqsMpcuTlxNTRSRZ2mFcLh+s5KRSR9B6NJFKUVHZohIoNdHzU5j1QQ2nZzz/AQo0nz5NGd90dzbhyVRTkNXnoUEQmq8XWZoVkks3almQC1ntGbpksWICBvWr3VmBQUvHCQZxebCS7I1mtzmaB2jlJM2Tk5Nk2W2UCePj49j85woitiwYQPr162j1UwKCZt7nsLU1DQTExOgLblkxKoByjA7M0OSxMRR5EOgaJTxi9oAMczJ8g7aZ9HokqK0oauz0JMgykmfBsZ66UGssAXZDcesaCZ7oE1KgjPgb7Xa7LTTjkxNbiDt94oSqLw74lX4pfND9cGGxXiQ5AyTQkQw/VlUf4Z+3mZdPovSinZsyJUtNzRz1Kplk0dBgH6uEKuJTcpUZ4qMXrF5S3SKrZYxD8EriP182Fxi6AobbEsYe8XYBihNWgYLHmUTV0owB5qiIv8u+ODc1TYU84f7bLF0fF75slRhVEB5QUho0lStB5QYCjDVV0zlLk/4bJyjjLclHaE6LwlxpW+GTLiqphFOY1JNPyjFtaX5hDs+NTVV1P+hRk0MHyCEh7jr43d/mGtSo0aNGjVq1HgsYGpqasBx7aFArUp+gGCt5Y477mBiYmKjxtoPFSYnJ1m5ciW33nrrQy6GfiSj7pfRqPtlNOp+mR9134xG3S+jUffLaMzXL0FquPXWW88NJfUgo5YYPkDQWvO4xz3u4a7GHCxYsKB+CUeg7pfRqPtlNOp+mR9134xG3S+jUffLaIzql4daUhhQxzGsUaNGjRo1atSoAdTEsEaNGjVq1KhRo4ZHTQwfo2g0Ghx//PFFxokaDnW/jEbdL6NR98v8qPtmNOp+GY26X0bjkdgvtfNJjRo1atSoUaNGDaCWGNaoUaNGjRo1atTwqIlhjRo1atSoUaNGDaAmhjVq1KhRo0aNGjU8amJYo0aNGjVq1KhRA6iJ4cOGL3zhC+y5555FUMuDDjqIs846C4Cbb765yK84/PO9732vKGPU8VNPPXXgPj//+c/Zd999aTQa7Ljjjnz961+fU5fPfe5zbL/99jSbTQ488EB++9vfDhzvdru86U1vYunSpYyPj/P85z+fu++++4HvFDbeLwB33XUXL3vZy1ixYgVjY2Psu+++/Nd//ddAGWvXruWlL30pCxYsYNGiRbz61a9menp64Jyrr76apz71qTSbTVauXMm//du/zanL9773PXbddVeazSZ77LEHZ5555sBxEeGf//mf2WqrrWi1WhxxxBH84Q9/eAB7o8QD0S/bb7/9nPHysY99bOCcx1q/3HTTTRx77LEsX76cBQsW8MIXvnDO2P1rHC+b0y+PxfEyjI997GMopXj7299efLc5890tt9zCUUcdRbvdZosttuBd73oXWTaYi/nRNvdW8T/tl8fimlTFqH456aSTOPTQQ1mwYAFKKdavXz/nukfdHCM1Hhb86Ec/kjPOOEN+//vfy4033ijve9/7JI5jufbaayXLMrnzzjsHfj70oQ/J+Pi4TE1NFWUA8rWvfW3gvE6nUxz/05/+JO12W97xjnfIddddJ5/97GfFGCM/+clPinNOPfVUSZJEvvrVr8rvfvc7ec1rXiOLFi2Su+++uzjn9a9/vaxcuVLOPfdcufTSS+XJT36yPOUpT3nI+0VE5BnPeIY86UlPkosvvlhuuukm+Zd/+RfRWsvll19elPGsZz1L9tprL/nNb34jv/zlL2XHHXeUF7/4xcXxDRs2yJZbbikvfelL5dprr5Vvf/vb0mq15Etf+lJxzq9//Wsxxsi//du/yXXXXSf/3//3/0kcx3LNNdcU53zsYx+ThQsXyumnny5XXXWVHH300bLDDjsMPINHUr9st9128uEPf3hgvExPTz9m+2V6eloe//jHy7HHHitXX321XH311XLMMcfIk570JMnzvCjjr228bG6/PBbHSxW//e1vZfvtt5c999xT3va2txXfb2q+y7JMdt99dzniiCPkiiuukDPPPFOWLVsm733ve4tzHo1z7/3tF5HH5poUMF+/nHjiifLRj35UPvrRjwog69atm3Pto22OqYnhIwiLFy+W//zP/xx5bO+995ZXvepVA98B8oMf/GDe8v7P//k/smrVqoHvXvSiF8kzn/nM4vMBBxwgb3rTm4rPeZ7L1ltvLR/96EdFRGT9+vUSx7F873vfK865/vrrBZCLLrpos9t2f1Dtl7GxMTn55JMHji9ZskS+/OUvi4jIddddJ4BccsklxfGzzjpLlFJy++23i4jI5z//eVm8eLH0er3inHe/+92yyy67FJ9f+MIXylFHHTVwnwMPPFBe97rXiYiItVZWrFghJ5xwQnF8/fr10mg05Nvf/vYD0exN4r70i4hb6E888cR5y3us9cvZZ58tWmvZsGHDQF2UUnLOOeeIyF/neNmcfhF5bI+Xqakp2WmnneScc86Rpz3tacVCvznz3Zlnnilaa7nrrruKc77whS/IggULir54tM6996dfRB67a9J8/VLF+eefP5IYPhrnmFqV/AhAnueceuqpzMzMcNBBB805ftlll3HllVfy6le/es6xN73pTSxbtowDDjiAr371q0glLOVFF13EEUccMXD+M5/5TC666CIA+v0+l1122cA5WmuOOOKI4pzLLruMNE0Hztl1113Zdttti3MeLIzql6c85Sl85zvfYe3atVhrOfXUU+l2uxx66KGAa/OiRYvYf//9i3KOOOIItNZcfPHFxTmHHHIISZIU5zzzmc/kxhtvZN26dcU5G+u7P//5z9x1110D5yxcuJADDzzwEdkvAR/72MdYunQp++yzDyeccMKA+uux1i+9Xg+l1EDg2GazidaaX/3qV0V7/trGy+b0S8Bjdby86U1v4qijjppTt82Z7y666CL22GMPttxyy4E2TU5O8rvf/a4459E4996ffqmW8Vhbk+brl83Bo3GOie5bE2s8kLjmmms46KCD6Ha7jI+P84Mf/IAnPvGJc877yle+wm677cZTnvKUge8//OEPc9hhh9Fut/npT3/KG9/4Rqanp3nrW98KOLuz6uQFsOWWWzI5OUmn02HdunXkeT7ynBtuuKEoI0kSFi1aNOecu+666/52wUhsrF+++93v8qIXvYilS5cSRRHtdpsf/OAH7LjjjkV9t9hii4HyoihiyZIlRX3vuusudthhhzntCccWL148b99Vy6heN+qcBxr3p18A3vrWt7LvvvuyZMkSLrzwQt773vdy55138qlPfapo02OpX5YvX87Y2Bjvfve7+chHPoKI8J73vIc8z7nzzjuL+v61jZfN6Rd47I6XU089lcsvv5xLLrlkzrHNme/ma1M4trFzHslz7/3tF3hsrkkb65fNwaNxjqmJ4cOIXXbZhSuvvJINGzZw2mmn8Q//8A9ccMEFA+Sw0+nwrW99iw984ANzrq9+t88++zAzM8MJJ5xQvISPVmysXz7wgQ+wfv16fvazn7Fs2TJOP/10XvjCF/LLX/6SPfbY4+Gu+oOK+9sv73jHO4qy9txzT5Ik4XWvex0f/ehHH1HpmO4rNtYv3/ve93jDG97Av//7v6O15sUvfjH77rsvWj/2lSX3t18ei+Pl1ltv5W1vexvnnHMOzWbz4a7OIwYPVL881takv9bx8tifHR/BSJKEHXfckf3224+PfvSj7LXXXnzmM58ZOOe0005jdnaWl7/85Zss78ADD+S2226j1+sBsGLFijmeWnfffTcLFiyg1WqxbNkyjDEjz1mxYkVRRr/fn+NpVT3ngcZ8/XLTTTfxH//xH3z1q1/l8MMPZ6+99uL4449n//3353Of+1xR39WrVw+Ul2UZa9euHWjTqDaHYxs7p3q8et2ocx5o3J9+GYUDDzyQLMu4+eabizY9lvoF4Mgjj+Smm25i9erV3HvvvXzzm9/k9ttv5/GPf3xR37+28QKb7pdReCyMl8suu4zVq1ez7777EkURURRxwQUX8O///u9EUcSWW265yfnu/rT7kTr3PhD9MgqP9jVpU/2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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], + "source": [ + "# all_other_shingles" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ - "# Plot the holdout shapes over heatmap of all other shingles\n", - "df = all_other_shingles.sample(10000)\n", - "holdout_shapes = gtfs_shapes[gtfs_shapes['route_id'].isin(holdout_routes_in_data)].groupby('route_id').nth(0)\n", + "# # Plot the holdout shapes over heatmap of all other shingles\n", + "# df = all_other_shingles\n", + "# holdout_shapes = gtfs_shapes[gtfs_shapes['route_id'].isin(holdout_routes_in_data)].groupby('route_id').nth(0)\n", "\n", - "fig, axes = plt.subplots(1, 1, figsize=(10,10))\n", - "sns.kdeplot(ax=axes, x=df.x, y=df.y, cmap=\"Reds\", fill=True, bw_adjust=.4)\n", - "holdout_shapes.plot(ax=axes, column='route_id', linewidth=3)\n", - "cx.add_basemap(ax=axes, crs=holdout_shapes.crs.to_string(), alpha=0.3, source=cx.providers.MapBox(accessToken=os.getenv(key=\"MAPBOX_TOKEN\")))\n", - "plt.show()" + "# fig, axes = plt.subplots(1, 1, figsize=(10,10))\n", + "# sns.kdeplot(ax=axes, x=df.x, y=df.y, cmap=\"Reds\", fill=True, bw_adjust=.4)\n", + "# holdout_shapes.plot(ax=axes, column='route_id', linewidth=3)\n", + "# cx.add_basemap(ax=axes, crs=holdout_shapes.crs.to_string(), alpha=0.3, source=cx.providers.MapBox(accessToken=os.getenv(key=\"MAPBOX_TOKEN\")))\n", + "# plt.show()" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "GPU available: True (cuda), used: True\n", - "TPU available: False, using: 0 TPU cores\n", - "IPU available: False, using: 0 IPUs\n", - "HPU available: False, using: 0 HPUs\n" - ] - } - ], + "outputs": [], "source": [ "# Make predictions for the holdout route shingles\n", - "res = {}\n", - "test_loader = DataLoader(\n", - " test_dataset,\n", + "loader = DataLoader(\n", + " holdout_dataset,\n", " collate_fn=model.collate_fn,\n", " batch_size=model.batch_size,\n", " shuffle=False,\n", @@ -226,118265 +184,101 @@ " enable_progress_bar=False,\n", " enable_model_summary=False,\n", ")\n", - "preds_and_labels = trainer.predict(model=model, dataloaders=test_loader)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "# Extract raw predictions and labels from the output\n", - "all_preds = np.concatenate([x['preds_raw'][x['mask']] for x in preds_and_labels])\n", - "all_labels = np.concatenate([x['labels_raw'][x['mask']] for x in preds_and_labels])\n", + "preds_and_labels = trainer.predict(model=model, dataloaders=loader)\n", + "\n", + "# Extract predictions for full shingles, and for individual points\n", + "all_preds = np.concatenate([x['preds'] for x in preds_and_labels])\n", + "all_labels = np.concatenate([x['labels'] for x in preds_and_labels])\n", + "\n", + "all_preds_raw = np.concatenate([x['preds_raw'][x['mask']] for x in preds_and_labels])\n", + "all_labels_raw = np.concatenate([x['labels_raw'][x['mask']] for x in preds_and_labels])\n", "\n", - "# Extract the input features from the dataset\n", + "mape = np.mean(np.abs(all_preds - all_labels) / all_labels)\n", + "mape_raw = np.mean(np.abs(all_preds_raw - all_labels_raw) / all_labels_raw)\n", + "mae = np.mean(np.abs(all_preds - all_labels))\n", + "mae_raw = np.mean(np.abs(all_preds_raw - all_labels_raw))\n", + "rmse = np.sqrt(np.mean(np.square(all_preds - all_labels)))\n", + "rmse_raw = np.sqrt(np.mean(np.square(all_preds_raw - all_labels_raw)))\n", + "\n", + "print(f\"MAPE: {mape:.2f}, MAPE PT {mape_raw:.2f}\")\n", + "print(f\"MAE: {mae:.2f}, MAE PT {mae_raw:.2f}\")\n", + "print(f\"RMSE: {rmse:.2f}, RMSE PT {rmse_raw:.2f}\")\n", + "\n", + "# Extract the input features from the dataset at the point-level\n", "shingles = []\n", - "for i in range(len(test_data)):\n", - " shingle = test_data[i]['feats_n'][1:]\n", + "for i in range(len(holdout_data)):\n", + " # Skip the first element of each shingle, which is the start point\n", + " shingle = holdout_data[i]['feats_n'][1:]\n", " shingles.append(shingle)\n", "shingles = np.concatenate(shingles)\n", "\n", - "# Combine into analysis dataframe\n", + "# Combine the input features, labels and predictions into analysis dataframe\n", "df = pd.DataFrame(shingles, columns=data_loader.NUM_FEAT_COLS)\n", - "df['preds'] = all_preds\n", - "df['labels'] = all_labels\n", - "df['MAPE'] = np.abs(df['preds'] - df['labels']) / df['labels']\n", - "df['RMSE'] = np.sqrt((df['preds'] - df['labels']) ** 2)\n", + "df['preds'] = all_preds_raw\n", + "df['labels'] = all_labels_raw\n", + "df['residuals'] = np.abs(df['preds'] - df['labels'])\n", + "df['residuals_sq'] = (df['preds'] - df['labels']) ** 2\n", "df = gpd.GeoDataFrame(df, geometry=gpd.points_from_xy(df.x, df.y), crs=\"EPSG:32148\")\n", "\n", "# Reproject to WGS84\n", - "reproj = df.to_crs(\"EPSG:4326\")\n", - "reproj['lon'] = reproj.geometry.x\n", - "reproj['lat'] = reproj.geometry.y\n", - "reproj = reproj[reproj['MAPE'] < 5]" + "df = df.to_crs(\"EPSG:4326\")\n", + "df['lon'] = df.geometry.x\n", + "df['lat'] = df.geometry.y" ] }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig = ff.create_hexbin_mapbox(\n", - " data_frame=reproj, lat=\"lat\", lon=\"lon\", width=500,\n", + " data_frame=df,\n", + " lat=\"lat\",\n", + " lon=\"lon\",\n", + " width=500,\n", " height=700,\n", - " nx_hexagon=20, opacity=0.9, labels={\"color\": \"Std. Dev. Speed (m/s)\"},\n", - " color=\"calc_speed_m_s\", agg_func=np.std, color_continuous_scale=\"Icefire\", range_color=[0,5]\n", + " nx_hexagon=30,\n", + " labels={\"color\": \"MAE\"},\n", + " color=\"residuals\",\n", + " agg_func=np.mean,\n", + " color_continuous_scale=\"Icefire\",\n", + " range_color=[2,3],\n", + " mapbox_style='open-street-map',\n", ")\n", "fig.show()" ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "# # Plot model accuracy over the holdout route\n", - "# fig = px.density_mapbox(\n", - "# reproj,\n", - "# width=500,\n", - "# height=700,\n", - "# lat='lat',\n", - "# lon='lon',\n", - "# z='MAPE',\n", - "# radius=10,\n", - "# zoom=9,\n", - "# mapbox_style=\"open-street-map\",\n", - "# color_continuous_scale='rainbow')\n", - "# fig.show()" + "fig = ff.create_hexbin_mapbox(\n", + " data_frame=df,\n", + " lat=\"lat\",\n", + " lon=\"lon\",\n", + " width=500,\n", + " height=700,\n", + " nx_hexagon=20,\n", + " opacity=0.9,\n", + " labels={\"color\": \"Std. Residuals\"},\n", + " color=\"residuals\",\n", + " agg_func=np.std,\n", + " color_continuous_scale=\"Icefire\",\n", + " range_color=[2,5]\n", + ")\n", + "fig.show()" ] }, { @@ -118493,115 +287,44 @@ "metadata": {}, "outputs": [], "source": [ - "plot_df = df[df['MAPE']<1].copy()\n", - "fig, axes = plt.subplots(1, 1, figsize=(10,10))\n", - "plt.hexbin(plot_df.x, plot_df.y, plot_df.MAPE, cmap='plasma', gridsize=15)\n", - "# sns.kdeplot(ax=axes, x=plot_df.x, y=plot_df.y, weights=plot_df.MAPE, cmap=\"plasma\", fill=True, bw_adjust=.2)\n", - "# cx.add_basemap(ax=axes, crs=plot_df.crs.to_string(), alpha=0.3, source=cx.providers.MapBox(accessToken=os.getenv(key=\"MAPBOX_TOKEN\")))\n", - "plt.show()" + "fig = ff.create_hexbin_mapbox(\n", + " data_frame=df,\n", + " lat=\"lat\",\n", + " lon=\"lon\",\n", + " width=500,\n", + " height=700,\n", + " nx_hexagon=20,\n", + " opacity=0.9,\n", + " labels={\"color\": \"Avg. Speed (m/s)\"},\n", + " color=\"calc_speed_m_s\",\n", + " agg_func=np.mean,\n", + " color_continuous_scale=\"Icefire\",\n", + " range_color=[0,20]\n", + ")\n", + "fig.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": [] - }, - { - "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": [ - "# Set up model\n", - "atb_base_model_list, atb_nn_model = model_utils.make_one_model(model_type, hyperparameter_dict=hyperparameter_dict, embed_dict=embed_dict, config=atb_config, skip_gtfs=skip_gtfs, load_weights=True, weight_folder=f\"{run_folder}{kcm_network_folder}models/{model_type}/logs/{model_type}/version_{fold_num}/checkpoints/\", fold_num=4)\n", - "print(f\"Evaluating: {atb_nn_model.model_name}\")\n", - "# Set up dataset\n", - "atb_dataset = data_loader.LoadSliceDataset(f\"{run_folder}{atb_network_folder}deeptte_formatted/test\", atb_config, skip_gtfs=skip_gtfs)\n", - "atb_ngrid = grids.NGridBetter(atb_config['grid_bounds'][0], grid_s_size)\n", - "atb_ngrid.add_grid_content(atb_dataset.get_all_samples(keep_cols=['shingle_id','locationtime','x','y','speed_m_s','bearing']), trace_format=True)\n", - "atb_ngrid.build_cell_lookup()\n", - "atb_dataset.grid = atb_ngrid\n", - "atb_dataset.add_grid_features = atb_nn_model.requires_grid\n", - "loader = DataLoader(atb_dataset, sampler=SequentialSampler(atb_dataset), collate_fn=atb_nn_model.collate_fn, batch_size=atb_nn_model.batch_size, pin_memory=pin_memory, num_workers=num_workers, drop_last=False)\n", - "trainer = pl.Trainer(\n", - " accelerator=\"cpu\",\n", - " logger=False\n", + "fig = ff.create_hexbin_mapbox(\n", + " data_frame=df,\n", + " lat=\"lat\",\n", + " lon=\"lon\",\n", + " width=500,\n", + " height=700,\n", + " nx_hexagon=20,\n", + " opacity=0.9,\n", + " labels={\"color\": \"Std. Speed (m/s)\"},\n", + " color=\"calc_speed_m_s\",\n", + " agg_func=np.std,\n", + " color_continuous_scale=\"Icefire\",\n", + " range_color=[0,8]\n", ")\n", - "preds_and_labels = trainer.predict(model=atb_nn_model, dataloaders=loader)\n", - "\n", - "# Extract predictions\n", - "atb_preds = np.concatenate([x['out'][x['mask']] for x in preds_and_labels])\n", - "atb_labels = np.concatenate([x['y'][x['mask']] for x in preds_and_labels])\n", - "# Extract data points and connect to predictions\n", - "atb_data = [x for x in atb_dataset]\n", - "atb_feats = np.concatenate([x['samp'] for x in atb_data])\n", - "atb_ys = np.array([x['norm_label'] for x in atb_data])\n", - "atb_res = pd.DataFrame(atb_feats, columns=atb_dataset.col_names)\n", - "atb_res['preds'] = atb_preds\n", - "atb_res['labels'] = atb_labels\n", - "# Get geometries and other features for every prediciton point\n", - "atb_res['pred_speeds'] = atb_res['dist_calc_km']*1000 / atb_res['preds']\n", - "atb_res['label_speeds'] = atb_res['dist_calc_km']*1000 / atb_res['labels']\n", - "atb_res['absolute_error'] = abs(atb_res['preds'] - atb_res['labels'])\n", - "atb_res['hour'] = atb_res['timeID']//60\n", - "points = gpd.points_from_xy(atb_res['lon'], atb_res['lat'], crs=\"EPSG:4326\")\n", - "atb_res = gpd.GeoDataFrame(atb_res, geometry=points)\n", - "atb_res = atb_res.sample(100000)\n", - "# Overall accuracy on data points\n", - "print(f\"MAE: {metrics.mean_absolute_error(atb_labels,atb_preds)}\")\n", - "print(f\"MAPE: {metrics.mean_absolute_percentage_error(atb_labels,atb_preds)}\")\n", - "atb_res" + "fig.show()" ] }, { @@ -118610,62 +333,19 @@ "metadata": {}, "outputs": [], "source": [ - "# Set up model\n", - "kcm_base_model_list, kcm_nn_model = model_utils.make_one_model(model_type, hyperparameter_dict=hyperparameter_dict, embed_dict=embed_dict, config=kcm_config, skip_gtfs=skip_gtfs, load_weights=True, weight_folder=f\"{run_folder}{kcm_network_folder}models/{model_type}/logs/{model_type}/version_{fold_num}/checkpoints/\", fold_num=4)\n", - "print(f\"Evaluating: {kcm_nn_model.model_name}\")\n", - "# Set up dataset\n", - "kcm_dataset = data_loader.LoadSliceDataset(f\"{run_folder}{kcm_network_folder}deeptte_formatted/test\", kcm_config, skip_gtfs=skip_gtfs)\n", - "kcm_ngrid = grids.NGridBetter(kcm_config['grid_bounds'][0], grid_s_size)\n", - "kcm_ngrid.add_grid_content(atb_dataset.get_all_samples(keep_cols=['shingle_id','locationtime','x','y','speed_m_s','bearing']), trace_format=True)\n", - "kcm_ngrid.build_cell_lookup()\n", - "kcm_dataset.grid = kcm_ngrid\n", - "kcm_dataset.add_grid_features = kcm_nn_model.requires_grid\n", - "loader = DataLoader(kcm_dataset, sampler=SequentialSampler(kcm_dataset), collate_fn=kcm_nn_model.collate_fn, batch_size=kcm_nn_model.batch_size, pin_memory=pin_memory, num_workers=num_workers, drop_last=False)\n", - "trainer = pl.Trainer(\n", - " accelerator=\"cpu\",\n", - " logger=False\n", - ")\n", - "preds_and_labels = trainer.predict(model=kcm_nn_model, dataloaders=loader)\n", - "\n", - "# Extract predictions\n", - "kcm_preds = np.concatenate([x['out'][x['mask']] for x in preds_and_labels])\n", - "kcm_labels = np.concatenate([x['y'][x['mask']] for x in preds_and_labels])\n", - "# Extract data points and connect to predictions\n", - "kcm_data = [x for x in kcm_dataset]\n", - "kcm_feats = np.concatenate([x['samp'] for x in kcm_data])\n", - "kcm_ys = np.array([x['norm_label'] for x in kcm_data])\n", - "kcm_res = pd.DataFrame(kcm_feats, columns=kcm_dataset.col_names)\n", - "kcm_res['preds'] = kcm_preds\n", - "kcm_res['labels'] = kcm_labels\n", - "# Get geometries and other features for every prediciton point\n", - "kcm_res['pred_speeds'] = kcm_res['dist_calc_km']*1000 / kcm_res['preds']\n", - "kcm_res['label_speeds'] = kcm_res['dist_calc_km']*1000 / kcm_res['labels']\n", - "kcm_res['absolute_error'] = abs(kcm_res['preds'] - kcm_res['labels'])\n", - "kcm_res['hour'] = kcm_res['timeID']//60\n", - "points = gpd.points_from_xy(kcm_res['lon'], kcm_res['lat'], crs=\"EPSG:4326\")\n", - "kcm_res = gpd.GeoDataFrame(kcm_res, geometry=points)\n", - "kcm_res = kcm_res.sample(100000)\n", - "# Overall accuracy on data points\n", - "print(f\"MAE: {metrics.mean_absolute_error(kcm_labels,kcm_preds)}\")\n", - "print(f\"MAPE: {metrics.mean_absolute_percentage_error(kcm_labels,kcm_preds)}\")\n", - "kcm_res" + "# plot_df = df[df['MAPE']<1].copy()\n", + "# fig, axes = plt.subplots(1, 1, figsize=(10,10))\n", + "# plt.hexbin(plot_df.x, plot_df.y, plot_df.MAPE, cmap='plasma', gridsize=15)\n", + "# sns.kdeplot(ax=axes, x=plot_df.x, y=plot_df.y, weights=plot_df.MAPE, cmap=\"plasma\", fill=True, bw_adjust=.2)\n", + "# cx.add_basemap(ax=axes, crs=plot_df.crs.to_string(), alpha=0.3, source=cx.providers.MapBox(accessToken=os.getenv(key=\"MAPBOX_TOKEN\")))\n", + "# plt.show()" ] }, { - "cell_type": "code", - "execution_count": null, + "cell_type": "markdown", "metadata": {}, - "outputs": [], "source": [ - "# axes = geoplot.pointplot(atb_res, projection=geoplot.crs.AlbersEqualArea(), s=0.1)\n", - "# geoplot.kdeplot(atb_res, fill=True, cmap='coolwarm', alpha=0.5, bw_adjust=0.5, ax=axes)\n", - "# axes.set_title(f\"Point Heatmap(atb)\")\n", - "# plt.savefig(\"../plots/model_spatial_performance_atb.png\", dpi=600, bbox_inches='tight')\n", - "\n", - "# axes = geoplot.pointplot(kcm_res, projection=geoplot.crs.AlbersEqualArea(), s=0.1)\n", - "# geoplot.kdeplot(kcm_res, fill=True, cmap='coolwarm', alpha=0.5, bw_adjust=0.5, ax=axes)\n", - "# axes.set_title(f\"Point Heatmap (KCM)\")\n", - "# plt.savefig(\"../plots/model_spatial_performance_kcm.png\", dpi=600, bbox_inches='tight')" + "### Inference on All Routes" ] }, { @@ -118674,37 +354,64 @@ "metadata": {}, "outputs": [], "source": [ - "fig = ff.create_hexbin_mapbox(\n", - " data_frame=kcm_res,\n", - " lat=\"lat\",\n", - " lon=\"lon\",\n", - " nx_hexagon=30,\n", - " opacity=0.7,\n", - " labels={\"color\": \"SD of Speed Predictions (m/s)\"},\n", - " color=\"pred_speeds\",\n", - " agg_func=np.std,\n", - " color_continuous_scale=\"Icefire\",\n", - " range_color=[0,10]\n", + "# Make predictions for all route shingles\n", + "loader = DataLoader(\n", + " test_dataset,\n", + " collate_fn=model.collate_fn,\n", + " batch_size=model.batch_size,\n", + " shuffle=False,\n", + " drop_last=False,\n", + " num_workers=num_workers,\n", + " pin_memory=pin_memory\n", ")\n", - "fig.show()\n", - "fig.write_image(f\"../plots/within_sd_preds_hexbin_kcm.eps\")\n", - "fig.write_image(f\"../plots/within_sd_preds_hexbin_kcm.png\")\n", - "\n", - "fig = ff.create_hexbin_mapbox(\n", - " data_frame=kcm_res,\n", - " lat=\"lat\",\n", - " lon=\"lon\",\n", - " nx_hexagon=30,\n", - " opacity=0.7,\n", - " labels={\"color\": \"SD of Speed Labels (m/s)\"},\n", - " color=\"label_speeds\",\n", - " agg_func=np.std,\n", - " color_continuous_scale=\"Icefire\",\n", - " range_color=[0,10]\n", + "trainer = pl.Trainer(\n", + " accelerator=accelerator,\n", + " logger=False,\n", + " inference_mode=True,\n", + " enable_progress_bar=False,\n", + " enable_model_summary=False,\n", ")\n", - "fig.show()\n", - "fig.write_image(f\"../plots/within_sd_labels_hexbin_kcm.eps\")\n", - "fig.write_image(f\"../plots/within_sd_labels_hexbin_kcm.png\")" + "preds_and_labels = trainer.predict(model=model, dataloaders=loader)\n", + "\n", + "# Extract predictions for full shingles, and for individual points\n", + "all_preds = np.concatenate([x['preds'] for x in preds_and_labels])\n", + "all_labels = np.concatenate([x['labels'] for x in preds_and_labels])\n", + "\n", + "all_preds_raw = np.concatenate([x['preds_raw'][x['mask']] for x in preds_and_labels])\n", + "all_labels_raw = np.concatenate([x['labels_raw'][x['mask']] for x in preds_and_labels])\n", + "\n", + "mape = np.mean(np.abs(all_preds - all_labels) / all_labels)\n", + "mape_raw = np.mean(np.abs(all_preds_raw - all_labels_raw) / all_labels_raw)\n", + "mae = np.mean(np.abs(all_preds - all_labels))\n", + "mae_raw = np.mean(np.abs(all_preds_raw - all_labels_raw))\n", + "rmse = np.sqrt(np.mean(np.square(all_preds - all_labels)))\n", + "rmse_raw = np.sqrt(np.mean(np.square(all_preds_raw - all_labels_raw)))\n", + "\n", + "print(f\"MAPE: {mape:.2f}, MAPE PT {mape_raw:.2f}\")\n", + "print(f\"MAE: {mae:.2f}, MAE PT {mae_raw:.2f}\")\n", + "print(f\"RMSE: {rmse:.2f}, RMSE PT {rmse_raw:.2f}\")\n", + "\n", + "# Extract the input features from the dataset at the point-level\n", + "shingles = []\n", + "for i in range(len(test_data)):\n", + " # Skip the first element of each shingle, which is the start point\n", + " shingle = test_data[i]['feats_n'][1:]\n", + " shingles.append(shingle)\n", + "shingles = np.concatenate(shingles)\n", + "\n", + "# Combine the input features, labels and predictions into analysis dataframe\n", + "df = pd.DataFrame(shingles, columns=data_loader.NUM_FEAT_COLS)\n", + "df['preds'] = all_preds_raw\n", + "df['labels'] = all_labels_raw\n", + "df['residuals'] = np.abs(df['preds'] - df['labels'])\n", + "df['residuals_sq'] = (df['preds'] - df['labels']) ** 2\n", + "df['pred_speed_m_s'] = df['calc_dist_m'] / df['preds']\n", + "df = gpd.GeoDataFrame(df, geometry=gpd.points_from_xy(df.x, df.y), crs=\"EPSG:32148\")\n", + "\n", + "# Reproject to WGS84\n", + "df = df.to_crs(\"EPSG:4326\")\n", + "df['lon'] = df.geometry.x\n", + "df['lat'] = df.geometry.y" ] }, { @@ -118713,37 +420,21 @@ "metadata": {}, "outputs": [], "source": [ - "fig = ff.create_hexbin_mapbox(\n", - " data_frame=atb_res,\n", - " lat=\"lat\",\n", - " lon=\"lon\",\n", - " nx_hexagon=30,\n", - " opacity=0.7,\n", - " labels={\"color\": \"SD of Speed Predictions (m/s)\"},\n", - " color=\"pred_speeds\",\n", - " agg_func=np.std,\n", - " color_continuous_scale=\"Icefire\",\n", - " range_color=[0,10]\n", - ")\n", - "fig.show()\n", - "fig.write_image(f\"../plots/within_sd_preds_hexbin_atb.eps\")\n", - "fig.write_image(f\"../plots/within_sd_preds_hexbin_atb.png\")\n", - "\n", - "fig = ff.create_hexbin_mapbox(\n", - " data_frame=atb_res,\n", - " lat=\"lat\",\n", - " lon=\"lon\",\n", - " nx_hexagon=30,\n", - " opacity=0.7,\n", - " labels={\"color\": \"SD of Speed Labels (m/s)\"},\n", - " color=\"label_speeds\",\n", - " agg_func=np.std,\n", - " color_continuous_scale=\"Icefire\",\n", - " range_color=[0,10]\n", - ")\n", - "fig.show()\n", - "fig.write_image(f\"../plots/within_sd_labels_hexbin_atb.eps\")\n", - "fig.write_image(f\"../plots/within_sd_labels_hexbin_atb.png\")" + "# fig = ff.create_hexbin_mapbox(\n", + "# data_frame=df,\n", + "# lat=\"lat\",\n", + "# lon=\"lon\",\n", + "# width=1000,\n", + "# height=1200,\n", + "# nx_hexagon=200,\n", + "# labels={\"color\": \"MAE\"},\n", + "# color=\"residuals\",\n", + "# agg_func=np.mean,\n", + "# color_continuous_scale=\"Icefire\",\n", + "# range_color=[1.5,3.5],\n", + "# mapbox_style='open-street-map',\n", + "# )\n", + "# fig.show()" ] }, { @@ -118752,31 +443,21 @@ "metadata": {}, "outputs": [], "source": [ - "fig, axes = plt.subplots(3,2,figsize=(6,8))\n", - "fig.tight_layout()\n", - "axes = axes.flatten()\n", - "sns.histplot(kcm_res, x=\"pred_speeds\", ax=axes[0])\n", - "axes[0].set_title(f\"KCM Prediction Metrics\")\n", - "axes[0].set_xlabel(\"Predicted Speed (m/s)\")\n", - "axes[0].set_xlim(0,30)\n", - "sns.histplot(atb_res, x=\"pred_speeds\", ax=axes[1])\n", - "axes[1].set_title(f\"AtB Prediction Metrics\")\n", - "axes[1].set_xlabel(\"Predicted Speed (m/s)\")\n", - "axes[1].set_xlim(0,30)\n", - "sns.histplot(kcm_res, x=\"label_speeds\", ax=axes[2])\n", - "axes[2].set_xlabel(\"Label Speed (m/s)\")\n", - "axes[2].set_xlim(0,30)\n", - "sns.histplot(atb_res, x=\"label_speeds\", ax=axes[3])\n", - "axes[3].set_xlabel(\"Label Speed (m/s)\")\n", - "axes[3].set_xlim(0,30)\n", - "sns.histplot(kcm_res, x=\"absolute_error\", ax=axes[4])\n", - "axes[4].set_xlabel(\"Absolute Error (s)\")\n", - "axes[4].set_xlim(0,30)\n", - "sns.histplot(atb_res, x=\"absolute_error\", ax=axes[5])\n", - "axes[5].set_xlabel(\"Absolute Error (s)\")\n", - "axes[5].set_xlim(0,30)\n", - "plt.savefig(\"../plots/model_prediction_distribution_comparison.eps\", format='eps', dpi=600, bbox_inches='tight')\n", - "plt.savefig(\"../plots/model_prediction_distribution_comparison.png\", format='png', dpi=600, bbox_inches='tight')" + "# fig = ff.create_hexbin_mapbox(\n", + "# data_frame=df,\n", + "# lat=\"lat\",\n", + "# lon=\"lon\",\n", + "# width=1000,\n", + "# height=1200,\n", + "# nx_hexagon=100,\n", + "# labels={\"color\": \"MAE\"},\n", + "# color=\"calc_speed_m_s\",\n", + "# agg_func=np.mean,\n", + "# color_continuous_scale=\"Icefire\",\n", + "# range_color=[0,30],\n", + "# mapbox_style='open-street-map',\n", + "# )\n", + "# fig.show()" ] }, { @@ -118785,38 +466,21 @@ "metadata": {}, "outputs": [], "source": [ - "fig, axes = plt.subplots(3,2,figsize=(6,8))\n", - "fig.tight_layout()\n", - "axes = axes.flatten()\n", - "sns.lineplot(kcm_res, x=\"hour\", y=\"pred_speeds\", ax=axes[0])\n", - "axes[0].set_title(f\"KCM Prediction Metrics\")\n", - "axes[0].set_xlabel(\"Hour of Day\")\n", - "axes[0].set_xlim(0,24)\n", - "sns.lineplot(atb_res, x=\"hour\", y=\"pred_speeds\", ax=axes[1])\n", - "axes[1].set_title(f\"AtB Prediction Metrics\")\n", - "axes[1].set_xlabel(\"Hour of Day\")\n", - "axes[1].set_xlim(0,24)\n", - "sns.lineplot(kcm_res, x=\"hour\", y=\"label_speeds\", ax=axes[2])\n", - "axes[2].set_xlabel(\"Hour of Day\")\n", - "axes[2].set_xlim(0,24)\n", - "sns.lineplot(atb_res, x=\"hour\", y=\"label_speeds\", ax=axes[3])\n", - "axes[3].set_xlabel(\"Hour of Day\")\n", - "axes[3].set_xlim(0,24)\n", - "sns.lineplot(kcm_res, x=\"hour\", y=\"absolute_error\", ax=axes[4])\n", - "axes[4].set_xlabel(\"Hour of Day\")\n", - "axes[4].set_xlim(0,24)\n", - "sns.lineplot(atb_res, x=\"hour\", y=\"absolute_error\", ax=axes[5])\n", - "axes[5].set_xlabel(\"Hour of Day\")\n", - "axes[5].set_xlim(0,24)\n", - "plt.savefig(\"../plots/model_hourly_comparison.eps\", format='eps', dpi=600, bbox_inches='tight')\n", - "plt.savefig(\"../plots/model_hourly_comparison.png\", format='png', dpi=600, bbox_inches='tight')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Inference on Entire Network" + "# fig = ff.create_hexbin_mapbox(\n", + "# data_frame=df,\n", + "# lat=\"lat\",\n", + "# lon=\"lon\",\n", + "# width=1000,\n", + "# height=1200,\n", + "# nx_hexagon=100,\n", + "# labels={\"color\": \"MAE\"},\n", + "# color=\"calc_speed_m_s\",\n", + "# agg_func=np.std,\n", + "# color_continuous_scale=\"Icefire\",\n", + "# range_color=[0,10],\n", + "# mapbox_style='open-street-map',\n", + "# )\n", + "# fig.show()" ] }, { @@ -118825,43 +489,21 @@ "metadata": {}, "outputs": [], "source": [ - "# Create grid of regularly spaced fake shingles to feed model\n", - "inference_shingles = data_utils.create_grid_of_shingles(100, atb_config['grid_bounds'][0], atb_config['coord_ref_center'][0])\n", - "\n", - "# Make predictions for the fake shingles\n", - "atb_dataset = data_loader.ContentDataset(inference_shingles, atb_config, skip_gtfs=True)\n", - "loader = DataLoader(atb_dataset, sampler=SequentialSampler(atb_dataset), collate_fn=atb_nn_model.collate_fn, batch_size=atb_nn_model.batch_size, pin_memory=pin_memory, num_workers=num_workers, drop_last=False)\n", - "trainer = pl.Trainer(\n", - " accelerator=\"cpu\",\n", - " logger=False\n", - ")\n", - "preds_and_labels = trainer.predict(model=atb_nn_model, dataloaders=loader)\n", - "atb_preds = np.concatenate([x['out'][x['mask']] for x in preds_and_labels])\n", - "atb_labels = np.concatenate([x['y'][x['mask']] for x in preds_and_labels])\n", - "\n", - "# Extract predictions\n", - "atb_preds = np.concatenate([x['out'][x['mask']] for x in preds_and_labels])\n", - "atb_labels = np.concatenate([x['y'][x['mask']] for x in preds_and_labels])\n", - "# Extract data points and connect to predictions\n", - "atb_data = [x for x in atb_dataset]\n", - "atb_feats = np.concatenate([x['samp'] for x in atb_data])\n", - "atb_ys = np.array([x['norm_label'] for x in atb_data])\n", - "atb_res = pd.DataFrame(atb_feats, columns=atb_dataset.col_names)\n", - "atb_res['preds'] = atb_preds\n", - "atb_res['labels'] = atb_labels\n", - "# Get geometries and other features for every prediciton point\n", - "atb_res['pred_speeds'] = atb_res['dist_calc_km']*1000 / atb_res['preds']\n", - "atb_res['label_speeds'] = atb_res['dist_calc_km']*1000 / atb_res['labels']\n", - "atb_res['absolute_error'] = abs(atb_res['preds'] - atb_res['labels'])\n", - "atb_res['hour'] = atb_res['timeID']//60\n", - "points = gpd.points_from_xy(atb_res['lon'], atb_res['lat'], crs=\"EPSG:4326\")\n", - "atb_res = gpd.GeoDataFrame(atb_res, geometry=points)\n", - "# Transform x and y to replace dummy lat and lon for mapping\n", - "transformer = pyproj.Transformer.from_crs(atb_crs, default_crs)\n", - "atb_res['lat'], atb_res['lon'] = transformer.transform(atb_res['x'], atb_res['y'])\n", - "points = gpd.points_from_xy(atb_res['lon'], atb_res['lat'], crs=default_crs)\n", - "atb_res = gpd.GeoDataFrame(atb_res, geometry=points)\n", - "atb_res" + "# fig = ff.create_hexbin_mapbox(\n", + "# data_frame=df,\n", + "# lat=\"lat\",\n", + "# lon=\"lon\",\n", + "# width=1000,\n", + "# height=1200,\n", + "# nx_hexagon=100,\n", + "# labels={\"color\": \"MAE\"},\n", + "# color=\"pred_speed_m_s\",\n", + "# agg_func=np.mean,\n", + "# color_continuous_scale=\"Icefire\",\n", + "# range_color=[0,30],\n", + "# mapbox_style='open-street-map',\n", + "# )\n", + "# fig.show()" ] }, { @@ -118870,43 +512,21 @@ "metadata": {}, "outputs": [], "source": [ - "# Create grid of regularly spaced fake shingles to feed model\n", - "inference_shingles = data_utils.create_grid_of_shingles(100, kcm_config['grid_bounds'][0], kcm_config['coord_ref_center'][0])\n", - "\n", - "# Make predictions for the fake shingles\n", - "kcm_dataset = data_loader.ContentDataset(inference_shingles, kcm_config, skip_gtfs=True)\n", - "loader = DataLoader(kcm_dataset, sampler=SequentialSampler(kcm_dataset), collate_fn=kcm_nn_model.collate_fn, batch_size=kcm_nn_model.batch_size, pin_memory=pin_memory, num_workers=num_workers, drop_last=False)\n", - "trainer = pl.Trainer(\n", - " accelerator=\"cpu\",\n", - " logger=False\n", - ")\n", - "preds_and_labels = trainer.predict(model=kcm_nn_model, dataloaders=loader)\n", - "kcm_preds = np.concatenate([x['out'][x['mask']] for x in preds_and_labels])\n", - "kcm_labels = np.concatenate([x['y'][x['mask']] for x in preds_and_labels])\n", - "\n", - "# Extract predictions\n", - "kcm_preds = np.concatenate([x['out'][x['mask']] for x in preds_and_labels])\n", - "kcm_labels = np.concatenate([x['y'][x['mask']] for x in preds_and_labels])\n", - "# Extract data points and connect to predictions\n", - "kcm_data = [x for x in kcm_dataset]\n", - "kcm_feats = np.concatenate([x['samp'] for x in kcm_data])\n", - "kcm_ys = np.array([x['norm_label'] for x in kcm_data])\n", - "kcm_res = pd.DataFrame(kcm_feats, columns=kcm_dataset.col_names)\n", - "kcm_res['preds'] = kcm_preds\n", - "kcm_res['labels'] = kcm_labels\n", - "# Get geometries and other features for every prediciton point\n", - "kcm_res['pred_speeds'] = kcm_res['dist_calc_km']*1000 / kcm_res['preds']\n", - "kcm_res['label_speeds'] = kcm_res['dist_calc_km']*1000 / kcm_res['labels']\n", - "kcm_res['absolute_error'] = abs(kcm_res['preds'] - kcm_res['labels'])\n", - "kcm_res['hour'] = kcm_res['timeID']//60\n", - "points = gpd.points_from_xy(kcm_res['lon'], kcm_res['lat'], crs=\"EPSG:4326\")\n", - "kcm_res = gpd.GeoDataFrame(kcm_res, geometry=points)\n", - "# Transform x and y to replace dummy lat and lon for mapping\n", - "transformer = pyproj.Transformer.from_crs(kcm_crs, default_crs)\n", - "kcm_res['lat'], kcm_res['lon'] = transformer.transform(kcm_res['x'], kcm_res['y'])\n", - "points = gpd.points_from_xy(kcm_res['lon'], kcm_res['lat'], crs=default_crs)\n", - "kcm_res = gpd.GeoDataFrame(kcm_res, geometry=points)\n", - "kcm_res" + "# fig = ff.create_hexbin_mapbox(\n", + "# data_frame=df,\n", + "# lat=\"lat\",\n", + "# lon=\"lon\",\n", + "# width=1000,\n", + "# height=1200,\n", + "# nx_hexagon=100,\n", + "# labels={\"color\": \"MAE\"},\n", + "# color=\"pred_speed_m_s\",\n", + "# agg_func=np.std,\n", + "# color_continuous_scale=\"Icefire\",\n", + "# range_color=[0,100],\n", + "# mapbox_style='open-street-map',\n", + "# )\n", + "# fig.show()" ] }, { @@ -118914,37 +534,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "fig = ff.create_hexbin_mapbox(\n", - " data_frame=atb_res,\n", - " lat=\"lat\",\n", - " lon=\"lon\",\n", - " nx_hexagon=50,\n", - " opacity=0.7,\n", - " labels={\"color\": \"Mean Speed (m/s)\"},\n", - " color=\"pred_speeds\",\n", - " agg_func=np.mean,\n", - " color_continuous_scale=\"Icefire_r\",\n", - ")\n", - "fig.show()\n", - "fig.write_image(f\"../plots/mesh_mean_pred_speeds_hexbin_atb.eps\")\n", - "fig.write_image(f\"../plots/mesh_mean_pred_speeds_hexbin_atb.png\")\n", - "\n", - "fig = ff.create_hexbin_mapbox(\n", - " data_frame=kcm_res,\n", - " lat=\"lat\",\n", - " lon=\"lon\",\n", - " nx_hexagon=50,\n", - " opacity=0.7,\n", - " labels={\"color\": \"Mean Speed (m/s)\"},\n", - " color=\"pred_speeds\",\n", - " agg_func=np.mean,\n", - " color_continuous_scale=\"Icefire_r\",\n", - ")\n", - "fig.show()\n", - "fig.write_image(f\"../plots/mesh_mean_pred_speeds_hexbin_kcm.eps\")\n", - "fig.write_image(f\"../plots/mesh_mean_pred_speeds_hexbin_kcm.png\")" - ] + "source": [] } ], "metadata": { From 880929992f0347a70febdec1c2a02ff54c2b9297 Mon Sep 17 00:00:00 2001 From: zackAemmer Date: Tue, 9 Jan 2024 15:21:59 -0500 Subject: [PATCH 3/3] Rough readme --- README.md | 35 +++++++++++++++++++++++++++++++++-- 1 file changed, 33 insertions(+), 2 deletions(-) diff --git a/README.md b/README.md index f0f64d9..4a7aa3c 100644 --- a/README.md +++ b/README.md @@ -1,4 +1,35 @@ -# open_bus_tools +# Open Bus Tools Tools for open bus data collection, travel time prediction, energy consumption and visualization. -If not installed as package, add [export PYTHONPATH="${PYTHONPATH}:/my/other/path"] to .bashrc \ No newline at end of file +This is companion code for a dissertation in Civil and Environmental Engineering at the University of Washington. It will be distributed as a Python package when completed. + +If not installed as package, you may need to add [export PYTHONPATH="${PYTHONPATH}:/my/other/path/to/open_bus_tools"] to .bashrc to run the scripts. + +### Workflow +There are two folders in the base directory /scripts and /notebooks. These are useful starting points for understanding how different parts of the code work together. The two main modules of the package are: +* drivecycle: Used to estimate energy use based on vehicle and driving profile from a given actual or predicted GPS trajectory. + +* traveltime: Used to predict travel times using ML-based geospatial data mining. + +The /webscraper folder has code used to gather GTFS and GTFS-RT feeds. These data are used in training the travel time models. + +### Motivation +Standardized and open source bus data including static schedules and realtime positions have become widely available in public web APIs. Though these data primarily underly popular map-based trip planning applications, they also enable new analyses in understanding, forecasting and improving bus operations across agencies and cities. Due to their lower resolution and simpler, anonymized features, these data are more challenging to work with than those of the underlying sensors, making them unfavorable for direct operations analysis by transit agencies. However, the wide scale of these data and their open source nature make them a valuable resource for researchers and planners. + +This work develops and tests a set of tools for analyzing bus operations using open source data. Central to this endeavor is the ongoing collection of a multi-year dataset from the King County Metro transit network in Seattle, Washington, rapidly approaching one billion tracked bus locations. First, these data are used in basic roadway segment matching and aggregation to visualize the spatiotemporal dynamics of different types of delays in the transit system. The findings are used to identify locations in the network where targeted transit priority treatments can generate the greatest benefit. Then a set of deep learning models and baselines are developed to forecast bus travel times under different data availability scenarios. Their generalizability is tested across different cities and transit networks. Finally, these models are used to estimate the drive cycle energy demands of a system-wide bus electrification project, and are validated using results of a more traditional approach with direct sensor data. + +### Past Work +This work will replace code in these repositories. +* [ML-Based Bus Travel Time Models](https://github.com/zackAemmer/generalizable_travel_times) +* [Bus Performance Visualization Tool](https://github.com/zackAemmer/transit_vis) +* [TransitVis Web-App](https://www.transitvis.com) + +### Data Sample +The full dataset is stored on Amazon S3 and downloaded for local analysis as needed, please feel free to reach out if you would like a sample. + +### Other Libraries and Code You Might Find Useful +* https://github.com/kraina-ai/srai +* https://github.com/NREL/fastsim +* https://github.com/smohiudd/drivecycle +* https://github.com/EricaEgg/Route_Dynamics +* https://github.com/mrcagney/gtfs_kit \ No newline at end of file