From 806a0f45b56b832d2537aca7c125d131b88ba3e1 Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:23:45 +0000 Subject: [PATCH 01/15] Upload New File --- .../recommenders/sticky_artist_fixed.py | 47 +++++++++++++++++++ 1 file changed, 47 insertions(+) create mode 100644 botify/botify/recommenders/sticky_artist_fixed.py diff --git a/botify/botify/recommenders/sticky_artist_fixed.py b/botify/botify/recommenders/sticky_artist_fixed.py new file mode 100644 index 0000000..1ebfec0 --- /dev/null +++ b/botify/botify/recommenders/sticky_artist_fixed.py @@ -0,0 +1,47 @@ +import random + +from .random import Random +from .recommender import Recommender + + +class StickyArtistFixed(Recommender): + def __init__(self, tracks_redis, artists_redis, catalog): + self.fallback = Random(tracks_redis) # Резервный механизм для рекомендаций + self.artists_redis = artists_redis + self.catalog = catalog + self.tracks_redis = tracks_redis + self.user_history = {} # Хранение истории треков для каждого пользователя + + def recommend_next(self, user: int, prev_track: int, prev_track_time: float) -> int: + # Рнициализируем историю пользователя, если РѕРЅР° отсутствует + if user not in self.user_history: + self.user_history[user] = set() + + # Получаем данные Рѕ текущем треке + track_data = self.tracks_redis.get(prev_track) + if track_data is not None: + track = self.catalog.from_bytes(track_data) + else: + raise ValueError(f"Track not found: {prev_track}") + + # Получаем СЃРїРёСЃРѕРє треков текущего артиста + artist_data = self.artists_redis.get(track.artist) + if artist_data is not None: + artist_tracks = self.catalog.from_bytes(artist_data) + else: + raise ValueError(f"Artist not found: {track.artist}") + + # Убираем РёР· СЃРїРёСЃРєР° треки, которые СѓР¶Рµ звучали + available_tracks = [t for t in artist_tracks if t not in self.user_history[user]] + + # Если доступные треки закончились, используем резервный механизм + if not available_tracks: + return self.fallback.recommend_next(user, prev_track, prev_track_time) + + # Выбираем новый трек случайным образом + next_track = random.choice(available_tracks) + + # Добавляем новый трек РІ историю пользователя + self.user_history[user].add(next_track) + + return next_track -- GitLab From a031ea776012125b890aca867b8ff654bf2fade6 Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:25:06 +0000 Subject: [PATCH 02/15] Delete experiment.py --- botify/botify/experiment.py | 77 ------------------------------------- 1 file changed, 77 deletions(-) delete mode 100644 botify/botify/experiment.py diff --git a/botify/botify/experiment.py b/botify/botify/experiment.py deleted file mode 100644 index c86e2b6..0000000 --- a/botify/botify/experiment.py +++ /dev/null @@ -1,77 +0,0 @@ -from enum import Enum - -import mmh3 - - -class Treatment(Enum): - C = 0 - T1 = 1 - T2 = 2 - T3 = 3 - T4 = 4 - T5 = 5 - T6 = 6 - T7 = 7 - T8 = 8 - T9 = 9 - - -class Split(Enum): - HALF_HALF = 2 - THREE_WAY = 3 - FOUR_WAY = 4 - FIVE_WAY = 5 - SEVEN_WAY = 7 - EIGHT_WAY = 8 - NINE_WAY = 9 - - -class Experiment: - """ - Represents a single A/B experiment. Assigns - any user to one of the treatments based on - experiment name and user ID. - - An example usage:: - - experiment = Experiments.AA - if experiment.assign(user) == Treatment.C: - # do control actions - ... - elif experiment.assign(user) == Treatment.T1: - # do treatment actions - ... - - """ - - def __init__(self, name: str, split: Split): - self.name = name - self.split = split - self.hash = mmh3.hash(self.name) - - def assign(self, user: int) -> Treatment: - user_hash = mmh3.hash(str(user), self.hash, False) - return Treatment(user_hash % self.split.value) - - def __repr__(self): - return f"{self.name}:{self.split}" - - -class Experiments: - """ - A static container for all the existing experiments. - """ - - # TODO Seminar 8 step 3: configure AB - AA = Experiment("AA", Split.HALF_HALF) - STICKY_ARTIST = Experiment("STICKY_ARTIST", Split.HALF_HALF) - TOP_POP = Experiment("TOP_POP", Split.FOUR_WAY) - USER_BASED = Experiment("USER_BASED", Split.HALF_HALF) - PERSONALIZED = Experiment("PERSONALIZED", Split.THREE_WAY) - DSSM = Experiment("DSSM", Split.HALF_HALF) - CONTEXTUAL_DSSM_LFM = Experiment("CONTEXTUAL_DSSM_LFM", Split.FOUR_WAY) - GCF = Experiment("GCF", Split.HALF_HALF) - ALL = Experiment("ALL", Split.EIGHT_WAY) - - def __init__(self): - self.experiments = [Experiments.ALL] -- GitLab From 5fa0d1ce025ec9b0762e73d2127d01e9cc27d038 Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:25:18 +0000 Subject: [PATCH 03/15] Delete server.py --- botify/botify/server.py | 164 ---------------------------------------- 1 file changed, 164 deletions(-) delete mode 100644 botify/botify/server.py diff --git a/botify/botify/server.py b/botify/botify/server.py deleted file mode 100644 index 0ecf198..0000000 --- a/botify/botify/server.py +++ /dev/null @@ -1,164 +0,0 @@ -import json -import logging -import time -from dataclasses import asdict -from datetime import datetime - -from flask import Flask -from flask_redis import Redis -from flask_restful import Resource, Api, abort, reqparse -from gevent.pywsgi import WSGIServer - -from botify.data import DataLogger, Datum -from botify.experiment import Experiments, Treatment -from botify.recommenders.contextual import Contextual -from botify.recommenders.indexed import Indexed -from botify.recommenders.random import Random -from botify.recommenders.sticky_artist import StickyArtist -from botify.recommenders.toppop import TopPop -from botify.track import Catalog - -root = logging.getLogger() -root.setLevel("INFO") - -app = Flask(__name__) -app.config.from_file("config.json", load=json.load) -api = Api(app) - -tracks_redis = Redis(app, config_prefix="REDIS_TRACKS") -artists_redis = Redis(app, config_prefix="REDIS_ARTIST") - -recommendations_ub = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_UB") -recommendations_als = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_ALS") -recommendations_lfm = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_LFM") -recommendations_dssm = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_DSSM") -recommendations_contextual = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_CONTEXTUAL") -recommendations_gcf = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_GCF") -# TODO Seminar 8 step 1: create a redis db for DIV recs -recommendations_div = Redis(app, config_prefix="REDIS_TRACKS_WITH_DIVERSE_RECS") - -data_logger = DataLogger(app) - -catalog = Catalog(app).load(app.config["TRACKS_CATALOG"]) -catalog.upload_tracks(tracks_redis.connection) -catalog.upload_artists(artists_redis.connection) -catalog.upload_recommendations( - recommendations_ub.connection, "RECOMMENDATIONS_UB_FILE_PATH" -) -catalog.upload_recommendations( - recommendations_als.connection, "RECOMMENDATIONS_ALS_FILE_PATH" -) -catalog.upload_recommendations( - recommendations_lfm.connection, "RECOMMENDATIONS_LFM_FILE_PATH" -) -catalog.upload_recommendations( - recommendations_dssm.connection, "RECOMMENDATIONS_DSSM_FILE_PATH" -) -catalog.upload_recommendations( - recommendations_contextual, "RECOMMENDATIONS_CONTEXTUAL_FILE_PATH", - key_object='track', key_recommendations='recommendations' -) -catalog.upload_recommendations( - recommendations_gcf.connection, "RECOMMENDATIONS_GCF_FILE_PATH", -) -# TODO Seminar 8 step 2: upload DIV recs -catalog.upload_recommendations( - recommendations_div, "TRACKS_WITH_DIVERSE_RECS_CATALOG_FILE_PATH", - key_object='track', key_recommendations='recommendations' -) - - -top_tracks = TopPop.load_from_json(app.config["TOP_TRACKS"]) - -parser = reqparse.RequestParser() -parser.add_argument("track", type=int, location="json", required=True) -parser.add_argument("time", type=float, location="json", required=True) - - -class Hello(Resource): - def get(self): - return { - "status": "alive", - "message": "welcome to botify, the best toy music recommender", - } - - -class Track(Resource): - def get(self, track: int): - data = tracks_redis.connection.get(track) - if data is not None: - return asdict(catalog.from_bytes(data)) - else: - abort(404, description="Track not found") - - -class NextTrack(Resource): - def post(self, user: int): - start = time.time() - - args = parser.parse_args() - - # TODO Seminar 8 step 4: wire AB - fallback = Random(tracks_redis.connection) - treatment = Experiments.ALL.assign(user) - - if treatment == Treatment.T1: - recommender = StickyArtist(tracks_redis.connection, artists_redis.connection, catalog) - elif treatment == Treatment.T2: - recommender = TopPop(catalog.top_tracks[:100], fallback) - elif treatment == Treatment.T3: - recommender = Indexed(recommendations_lfm.connection, catalog, fallback) - elif treatment == Treatment.T4: - recommender = Indexed(recommendations_dssm.connection, catalog, fallback) - elif treatment == Treatment.T5: - recommender = Contextual(recommendations_contextual.connection, catalog, fallback) - elif treatment == Treatment.T6: - recommender = Indexed(recommendations_gcf.connection, catalog, fallback) - elif treatment == Treatment.T7: - recommender = Contextual(recommendations_div.connection, catalog, fallback) - else: - recommender = fallback - - recommendation = recommender.recommend_next(user, args.track, args.time) - - data_logger.log( - "next", - Datum( - int(datetime.now().timestamp() * 1000), - user, - args.track, - args.time, - time.time() - start, - recommendation, - ), - ) - return {"user": user, "track": recommendation} - - -class LastTrack(Resource): - def post(self, user: int): - start = time.time() - args = parser.parse_args() - data_logger.log( - "last", - Datum( - int(datetime.now().timestamp() * 1000), - user, - args.track, - args.time, - time.time() - start, - ), - ) - return {"user": user} - - -api.add_resource(Hello, "/") -api.add_resource(Track, "/track/<int:track>") -api.add_resource(NextTrack, "/next/<int:user>") -api.add_resource(LastTrack, "/last/<int:user>") - -app.logger.info(f"Botify service stared") - -if __name__ == "__main__": - http_server = WSGIServer(("", 5001), app) - http_server.serve_forever() -- GitLab From 3040d2602d75e3d64adb51d92eb000cdebb841ec Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:25:27 +0000 Subject: [PATCH 04/15] Upload New File --- botify/botify/experiment.py | 79 +++++++++++++++++++++++++++++++++++++ 1 file changed, 79 insertions(+) create mode 100644 botify/botify/experiment.py diff --git a/botify/botify/experiment.py b/botify/botify/experiment.py new file mode 100644 index 0000000..253ddac --- /dev/null +++ b/botify/botify/experiment.py @@ -0,0 +1,79 @@ +from enum import Enum + +import mmh3 + + +class Treatment(Enum): + C = 0 + T1 = 1 + T2 = 2 + T3 = 3 + T4 = 4 + T5 = 5 + T6 = 6 + T7 = 7 + T8 = 8 + T9 = 9 + + +class Split(Enum): + HALF_HALF = 2 + THREE_WAY = 3 + FOUR_WAY = 4 + FIVE_WAY = 5 + SEVEN_WAY = 7 + EIGHT_WAY = 8 + NINE_WAY = 9 + + +class Experiment: + """ + Represents a single A/B experiment. Assigns + any user to one of the treatments based on + experiment name and user ID. + + An example usage:: + + experiment = Experiments.AA + if experiment.assign(user) == Treatment.C: + # do control actions + ... + elif experiment.assign(user) == Treatment.T1: + # do treatment actions + ... + + """ + + def __init__(self, name: str, split: Split): + self.name = name + self.split = split + self.hash = mmh3.hash(self.name) + + def assign(self, user: int) -> Treatment: + user_hash = mmh3.hash(str(user), self.hash, False) + return Treatment(user_hash % self.split.value) + + def __repr__(self): + return f"{self.name}:{self.split}" + + +class Experiments: + """ + A static container for all the existing experiments. + """ + + # TODO Seminar 8 step 3: configure AB + AA = Experiment("AA", Split.HALF_HALF) + STICKY_ARTIST = Experiment("STICKY_ARTIST", Split.HALF_HALF) + TOP_POP = Experiment("TOP_POP", Split.FOUR_WAY) + USER_BASED = Experiment("USER_BASED", Split.HALF_HALF) + PERSONALIZED = Experiment("PERSONALIZED", Split.THREE_WAY) + DSSM = Experiment("DSSM", Split.HALF_HALF) + CONTEXTUAL_DSSM_LFM = Experiment("CONTEXTUAL_DSSM_LFM", Split.FOUR_WAY) + GCF = Experiment("GCF", Split.HALF_HALF) + ALL = Experiment("ALL", Split.EIGHT_WAY) + + CUSTOM = Experiment ("CUSTOM", Split.HALF_HALF) + + def __init__(self): + self.experiments = [Experiments.CUSTOM] -- GitLab From 0dc557450db2dafe0ac6a2aa4baffd1a1c660e60 Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:25:40 +0000 Subject: [PATCH 05/15] Upload New File --- botify/botify/server.py | 166 ++++++++++++++++++++++++++++++++++++++++ 1 file changed, 166 insertions(+) create mode 100644 botify/botify/server.py diff --git a/botify/botify/server.py b/botify/botify/server.py new file mode 100644 index 0000000..6eed4b4 --- /dev/null +++ b/botify/botify/server.py @@ -0,0 +1,166 @@ +import json +import logging +import time +from dataclasses import asdict +from datetime import datetime + +from flask import Flask +from flask_redis import Redis +from flask_restful import Resource, Api, abort, reqparse +from gevent.pywsgi import WSGIServer + +from botify.data import DataLogger, Datum +from botify.experiment import Experiments, Treatment +from botify.recommenders.contextual import Contextual +from botify.recommenders.indexed import Indexed +from botify.recommenders.random import Random +from botify.recommenders.sticky_artist import StickyArtist +from botify.recommenders.toppop import TopPop +from botify.recommenders.sticky_artist_fixed import StickyArtistFixed +from botify.track import Catalog + +root = logging.getLogger() +root.setLevel("INFO") + +app = Flask(__name__) +app.config.from_file("config.json", load=json.load) +api = Api(app) + +tracks_redis = Redis(app, config_prefix="REDIS_TRACKS") +artists_redis = Redis(app, config_prefix="REDIS_ARTIST") + +recommendations_ub = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_UB") +recommendations_als = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_ALS") +recommendations_lfm = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_LFM") +recommendations_dssm = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_DSSM") +recommendations_contextual = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_CONTEXTUAL") +recommendations_gcf = Redis(app, config_prefix="REDIS_RECOMMENDATIONS_GCF") +# TODO Seminar 8 step 1: create a redis db for DIV recs +recommendations_div = Redis(app, config_prefix="REDIS_TRACKS_WITH_DIVERSE_RECS") + +data_logger = DataLogger(app) + +catalog = Catalog(app).load(app.config["TRACKS_CATALOG"]) +catalog.upload_tracks(tracks_redis.connection) +catalog.upload_artists(artists_redis.connection) +catalog.upload_recommendations( + recommendations_ub.connection, "RECOMMENDATIONS_UB_FILE_PATH" +) +catalog.upload_recommendations( + recommendations_als.connection, "RECOMMENDATIONS_ALS_FILE_PATH" +) +catalog.upload_recommendations( + recommendations_lfm.connection, "RECOMMENDATIONS_LFM_FILE_PATH" +) +catalog.upload_recommendations( + recommendations_dssm.connection, "RECOMMENDATIONS_DSSM_FILE_PATH" +) +catalog.upload_recommendations( + recommendations_contextual, "RECOMMENDATIONS_CONTEXTUAL_FILE_PATH", + key_object='track', key_recommendations='recommendations' +) +catalog.upload_recommendations( + recommendations_gcf.connection, "RECOMMENDATIONS_GCF_FILE_PATH", +) +# TODO Seminar 8 step 2: upload DIV recs +catalog.upload_recommendations( + recommendations_div, "TRACKS_WITH_DIVERSE_RECS_CATALOG_FILE_PATH", + key_object='track', key_recommendations='recommendations' +) + + +top_tracks = TopPop.load_from_json(app.config["TOP_TRACKS"]) + +parser = reqparse.RequestParser() +parser.add_argument("track", type=int, location="json", required=True) +parser.add_argument("time", type=float, location="json", required=True) + + +class Hello(Resource): + def get(self): + return { + "status": "alive", + "message": "welcome to botify, the best toy music recommender", + } + + +class Track(Resource): + def get(self, track: int): + data = tracks_redis.connection.get(track) + if data is not None: + return asdict(catalog.from_bytes(data)) + else: + abort(404, description="Track not found") + + +class NextTrack(Resource): + def post(self, user: int): + start = time.time() + + args = parser.parse_args() + + # TODO Seminar 8 step 4: wire AB + fallback = Random(tracks_redis.connection) + treatment = Experiments.CUSTOM.assign(user) + + if treatment == Treatment.T1: + recommender = StickyArtistFixed(tracks_redis.connection, artists_redis.connection, catalog) + #elif treatment == Treatment.T2: + #recommender = TopPop(catalog.top_tracks[:100], fallback) + #elif treatment == Treatment.T3: + #recommender = Indexed(recommendations_lfm.connection, catalog, fallback) + #elif treatment == Treatment.T4: + #recommender = Indexed(recommendations_dssm.connection, catalog, fallback) + #elif treatment == Treatment.T5: + #recommender = Contextual(recommendations_contextual.connection, catalog, fallback) + #elif treatment == Treatment.T6: + #recommender = Indexed(recommendations_gcf.connection, catalog, fallback) + #elif treatment == Treatment.T7: + #recommender = Contextual(recommendations_div.connection, catalog, fallback) + else: + #recommender = fallback + recommender = Contextual(recommendations_div.connection, catalog, fallback) + + recommendation = recommender.recommend_next(user, args.track, args.time) + + data_logger.log( + "next", + Datum( + int(datetime.now().timestamp() * 1000), + user, + args.track, + args.time, + time.time() - start, + recommendation, + ), + ) + return {"user": user, "track": recommendation} + + +class LastTrack(Resource): + def post(self, user: int): + start = time.time() + args = parser.parse_args() + data_logger.log( + "last", + Datum( + int(datetime.now().timestamp() * 1000), + user, + args.track, + args.time, + time.time() - start, + ), + ) + return {"user": user} + + +api.add_resource(Hello, "/") +api.add_resource(Track, "/track/<int:track>") +api.add_resource(NextTrack, "/next/<int:user>") +api.add_resource(LastTrack, "/last/<int:user>") + +app.logger.info(f"Botify service stared") + +if __name__ == "__main__": + http_server = WSGIServer(("", 5001), app) + http_server.serve_forever() -- GitLab From dd9a70c40edbd914e9baff9c382c5fd7c85a2603 Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:27:46 +0000 Subject: [PATCH 06/15] Add new directory --- analysis/.gitkeep | 0 1 file changed, 0 insertions(+), 0 deletions(-) create mode 100644 analysis/.gitkeep diff --git a/analysis/.gitkeep b/analysis/.gitkeep new file mode 100644 index 0000000..e69de29 -- GitLab From 15e231a237faff04c1502f1e32fa9dd69884ddc0 Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:28:15 +0000 Subject: [PATCH 07/15] Add new directory --- analysis/botify-recommender-1/.gitkeep | 0 1 file changed, 0 insertions(+), 0 deletions(-) create mode 100644 analysis/botify-recommender-1/.gitkeep diff --git a/analysis/botify-recommender-1/.gitkeep b/analysis/botify-recommender-1/.gitkeep new file mode 100644 index 0000000..e69de29 -- GitLab From 6f3e46a7c03b16c35f41341011ee7bdbc230e6ef Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:28:30 +0000 Subject: [PATCH 08/15] Upload New File --- analysis/botify-recommender-1/data.json | 3798 +++++++++++++++++++++++ 1 file changed, 3798 insertions(+) create mode 100644 analysis/botify-recommender-1/data.json diff --git a/analysis/botify-recommender-1/data.json b/analysis/botify-recommender-1/data.json new file mode 100644 index 0000000..1ceb6a4 --- /dev/null +++ b/analysis/botify-recommender-1/data.json @@ -0,0 +1,3798 @@ +{"message": "next", "timestamp": 1733070415889, "user": 3255, "track": 6869, "time": 0.15, "latency": 0.002987384796142578, "recommendation": 14475, "experiments": {"CUSTOM": "C"}} +{"message": "next", "timestamp": 1733070415895, "user": 3255, "track": 49028, "time": 0.02, "latency": 0.00038695335388183594, "recommendation": 23463, "experiments": {"CUSTOM": "C"}} +{"message": "next", "timestamp": 1733070415898, "user": 3255, "track": 32935, "time": 0.52, "latency": 0.0003731250762939453, "recommendation": 24071, "experiments": {"CUSTOM": "C"}} +{"message": "next", "timestamp": 1733070415902, "user": 7229, "track": 32103, "time": 1.0, "latency": 0.0004553794860839844, "recommendation": 8258, "experiments": {"CUSTOM": "C"}} +{"message": "next", "timestamp": 1733070415905, "user": 7229, "track": 23985, "time": 0.49, "latency": 0.0003726482391357422, "recommendation": 3158, "experiments": {"CUSTOM": "C"}} +{"message": "next", "timestamp": 1733070415908, "user": 7229, "track": 26448, "time": 0.39, "latency": 0.0003504753112792969, "recommendation": 3422, "experiments": {"CUSTOM": "C"}} +{"message": "next", "timestamp": 1733070415911, "user": 7229, "track": 29578, "time": 0.21, "latency": 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analysis/AbCalc.ipynb diff --git a/analysis/AbCalc.ipynb b/analysis/AbCalc.ipynb new file mode 100644 index 0000000..c05372c --- /dev/null +++ b/analysis/AbCalc.ipynb @@ -0,0 +1,995 @@ +{ + "cells": [ + { + "cell_type": "code", + "source": [ + "from google.colab import drive\n", + "drive.mount('/content/drive')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "1WYnyPCY5VmI", + "outputId": "706b8c1b-10a0-4509-bfd1-6f40ec4e839f" + }, + "execution_count": 62, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "i1lF380u1xr2" + }, + "source": [ + "# Week 1 Seminar\n", + "\n", + "A/B experiment analysis" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "metadata": { + "tags": [], + "id": "PNVTdaoq1xr3" + }, + "outputs": [], + "source": [ + "import glob\n", + "from collections import namedtuple\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.stats as ss\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", + "pd.set_option(\"display.precision\", 3)\n", + "\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "metadata": { + "tags": [], + "id": "NWYT4s0q1xr4" + }, + "outputs": [], + "source": [ + "experiment = \"CUSTOM\"" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "metadata": { + "tags": [], + "id": "_k1nmL6K1xr4" + }, + "outputs": [], + "source": [ + "data = pd.concat([\n", + " pd.read_json(data_path, lines=True)\n", + " for data_path\n", + " in glob.glob(\"drive/MyDrive/data/*/data.json\")\n", + "])\n", + "\n", + "#data.experiments\n", + "data[\"treatment\"] = data[\"experiments\"].map(lambda experiments: experiments[experiment])" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + 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Visit the ' +\n", + " '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n", + " + ' to learn more about interactive tables.';\n", + " element.innerHTML = '';\n", + " dataTable['output_type'] = 'display_data';\n", + " await google.colab.output.renderOutput(dataTable, element);\n", + " const docLink = document.createElement('div');\n", + " docLink.innerHTML = docLinkHtml;\n", + " element.appendChild(docLink);\n", + " }\n", + " </script>\n", + " </div>\n", + "\n", + "\n", + "<div id=\"df-920799e4-d73e-42f3-b6a3-4cb1f7cdfa69\">\n", + " <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-920799e4-d73e-42f3-b6a3-4cb1f7cdfa69')\"\n", + " title=\"Suggest charts\"\n", + " style=\"display:none;\">\n", + "\n", + "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n", + " width=\"24px\">\n", + " <g>\n", + " <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n", + " </g>\n", + "</svg>\n", + " </button>\n", + "\n", + "<style>\n", + " .colab-df-quickchart {\n", + " --bg-color: #E8F0FE;\n", + " --fill-color: #1967D2;\n", + " --hover-bg-color: #E2EBFA;\n", + " --hover-fill-color: #174EA6;\n", + " --disabled-fill-color: #AAA;\n", + " --disabled-bg-color: #DDD;\n", + " }\n", + "\n", + " [theme=dark] .colab-df-quickchart {\n", + " --bg-color: #3B4455;\n", + " --fill-color: #D2E3FC;\n", + " --hover-bg-color: #434B5C;\n", + " --hover-fill-color: #FFFFFF;\n", + " --disabled-bg-color: #3B4455;\n", + " --disabled-fill-color: #666;\n", + " }\n", + "\n", + " .colab-df-quickchart {\n", + " background-color: var(--bg-color);\n", + " border: none;\n", + " border-radius: 50%;\n", + " cursor: pointer;\n", + " display: none;\n", + " fill: var(--fill-color);\n", + " height: 32px;\n", + " padding: 0;\n", + " width: 32px;\n", + " }\n", + "\n", + " .colab-df-quickchart:hover {\n", + " background-color: var(--hover-bg-color);\n", + " box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n", + " fill: var(--button-hover-fill-color);\n", + " }\n", + "\n", + " .colab-df-quickchart-complete:disabled,\n", + " .colab-df-quickchart-complete:disabled:hover {\n", + " background-color: var(--disabled-bg-color);\n", + " fill: var(--disabled-fill-color);\n", + " box-shadow: none;\n", + " }\n", + "\n", + " .colab-df-spinner {\n", + " border: 2px solid var(--fill-color);\n", + " border-color: transparent;\n", + " border-bottom-color: var(--fill-color);\n", + " animation:\n", + " spin 1s steps(1) infinite;\n", + " }\n", + "\n", + " @keyframes spin {\n", + " 0% {\n", + " border-color: transparent;\n", + " border-bottom-color: var(--fill-color);\n", + " border-left-color: var(--fill-color);\n", + " }\n", + " 20% {\n", + " border-color: transparent;\n", + " border-left-color: var(--fill-color);\n", + " border-top-color: var(--fill-color);\n", + " }\n", + " 30% {\n", + " border-color: transparent;\n", + " border-left-color: var(--fill-color);\n", + " border-top-color: var(--fill-color);\n", + " border-right-color: var(--fill-color);\n", + " }\n", + " 40% {\n", + " border-color: transparent;\n", + " border-right-color: var(--fill-color);\n", + " border-top-color: var(--fill-color);\n", + " }\n", + " 60% {\n", + " border-color: transparent;\n", + " border-right-color: var(--fill-color);\n", + " }\n", + " 80% {\n", + " border-color: transparent;\n", + " border-right-color: var(--fill-color);\n", + " border-bottom-color: var(--fill-color);\n", + " }\n", + " 90% {\n", + " border-color: transparent;\n", + " border-bottom-color: var(--fill-color);\n", + " }\n", + " }\n", + "</style>\n", + "\n", + " <script>\n", + " async function quickchart(key) {\n", + " const quickchartButtonEl =\n", + " document.querySelector('#' + key + ' button');\n", + " quickchartButtonEl.disabled = true; // To prevent multiple clicks.\n", + " quickchartButtonEl.classList.add('colab-df-spinner');\n", + " try {\n", + " const charts = await google.colab.kernel.invokeFunction(\n", + " 'suggestCharts', [key], {});\n", + " } catch (error) {\n", + " console.error('Error during call to suggestCharts:', error);\n", + " }\n", + " quickchartButtonEl.classList.remove('colab-df-spinner');\n", + " quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n", + " }\n", + " (() => {\n", + " let quickchartButtonEl =\n", + " document.querySelector('#df-920799e4-d73e-42f3-b6a3-4cb1f7cdfa69 button');\n", + " quickchartButtonEl.style.display =\n", + " google.colab.kernel.accessAllowed ? 'block' : 'none';\n", + " })();\n", + " </script>\n", + "</div>\n", + "\n", + " </div>\n", + " </div>\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "summary": "{\n \"name\": \"data\",\n \"rows\": 2,\n \"fields\": [\n {\n \"column\": \"treatment\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 2,\n \"samples\": [\n \"T1\",\n \"C\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"message\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 448,\n \"min\": 3495,\n \"max\": 4129,\n \"num_unique_values\": 2,\n \"samples\": [\n 4129,\n 3495\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"timestamp\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 448,\n \"min\": 3495,\n \"max\": 4129,\n \"num_unique_values\": 2,\n \"samples\": [\n 4129,\n 3495\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"user\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 448,\n \"min\": 3495,\n \"max\": 4129,\n \"num_unique_values\": 2,\n \"samples\": [\n 4129,\n 3495\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"track\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 448,\n \"min\": 3495,\n \"max\": 4129,\n \"num_unique_values\": 2,\n \"samples\": [\n 4129,\n 3495\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"time\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 448,\n \"min\": 3495,\n \"max\": 4129,\n \"num_unique_values\": 2,\n \"samples\": [\n 4129,\n 3495\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"latency\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 448,\n \"min\": 3495,\n \"max\": 4129,\n \"num_unique_values\": 2,\n \"samples\": [\n 4129,\n 3495\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"recommendation\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 434,\n \"min\": 3005,\n \"max\": 3619,\n \"num_unique_values\": 2,\n \"samples\": [\n 3619,\n 3005\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"experiments\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 448,\n \"min\": 3495,\n \"max\": 4129,\n \"num_unique_values\": 2,\n \"samples\": [\n 4129,\n 3495\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 81 + } + ], + "source": [ + "data.groupby(\"treatment\").count()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NsttwO8e1xr5" + }, + "source": [ + "## Visualize sessions" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": { + "tags": [], + "id": "5WJLIvoT1xr5" + }, + "outputs": [], + "source": [ + "Session = namedtuple(\"Session\", [\"timestamp\", \"tracks\", \"time\", \"latency\"])\n", + "\n", + "def sessionize(user_data):\n", + " sessions = []\n", + " session = None\n", + " for _, row in user_data.sort_values(\"timestamp\").iterrows():\n", + " if session is None:\n", + " session = Session(row[\"timestamp\"], 0, 0, 0)\n", + "\n", + " session = session._replace(\n", + " tracks = session.tracks + 1,\n", + " time = session.time + row[\"time\"],\n", + " latency = session.latency + row[\"latency\"] * 1000,\n", + " )\n", + "\n", + " if row[\"message\"] == \"last\":\n", + " sessions.append(session._asdict())\n", + " session = None\n", + " return sessions" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "metadata": { + "tags": [], + "id": "6EwuL7ZM1xr5", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "69b78b4e-e04e-4ec5-87ac-7470511911ee" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "<ipython-input-83-735b32de18cd>:4: DeprecationWarning: DataFrameGroupBy.apply operated on the grouping columns. This behavior is deprecated, and in a future version of pandas the grouping columns will be excluded from the operation. Either pass `include_groups=False` to exclude the groupings or explicitly select the grouping columns after groupby to silence this warning.\n", + " .apply(sessionize)\n" + ] + } + ], + "source": [ + "sessions = (\n", + " data\n", + " .groupby([\"user\", \"treatment\"])\n", + " .apply(sessionize)\n", + " .explode()\n", + " .apply(pd.Series)\n", + ")" + ] + }, + { + "cell_type": "code", + "source": [ + "#data[data.treatment == 'T1']\n", + "#data[data.user == 1225]" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 53 + }, + "id": "KR4lt0dltcKk", + "outputId": "a9bd0dde-3929-4598-b64c-c0bfec2b9783" + }, + "execution_count": 84, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Empty DataFrame\n", + "Columns: [message, timestamp, user, track, time, latency, recommendation, experiments, treatment]\n", + "Index: []" + ], + "text/html": [ + "\n", + " <div id=\"df-e8bce687-11ae-40dd-b156-e44f6b197f2c\" class=\"colab-df-container\">\n", + " <div>\n", + "<style scoped>\n", + " .dataframe tbody tr th:only-of-type {\n", + " vertical-align: middle;\n", + " }\n", + "\n", + " .dataframe tbody tr th {\n", + " vertical-align: top;\n", + " }\n", + "\n", + " .dataframe thead th {\n", + " text-align: right;\n", + " }\n", + "</style>\n", + "<table border=\"1\" class=\"dataframe\">\n", + " <thead>\n", + " <tr style=\"text-align: right;\">\n", + " <th></th>\n", + " <th>message</th>\n", + " <th>timestamp</th>\n", + " <th>user</th>\n", + " <th>track</th>\n", + " <th>time</th>\n", + " <th>latency</th>\n", + " <th>recommendation</th>\n", + " <th>experiments</th>\n", + " <th>treatment</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " </tbody>\n", + "</table>\n", + "</div>\n", + " <div class=\"colab-df-buttons\">\n", + "\n", + " <div class=\"colab-df-container\">\n", + " <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-e8bce687-11ae-40dd-b156-e44f6b197f2c')\"\n", + " title=\"Convert this dataframe to an interactive table.\"\n", + " style=\"display:none;\">\n", + "\n", + " <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n", + " <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n", + " </svg>\n", + " </button>\n", + "\n", + " <style>\n", + " .colab-df-container {\n", + " display:flex;\n", + " gap: 12px;\n", + " }\n", + "\n", + " .colab-df-convert {\n", + " background-color: #E8F0FE;\n", + " border: none;\n", + " border-radius: 50%;\n", + " cursor: pointer;\n", + " display: none;\n", + " fill: #1967D2;\n", + " height: 32px;\n", + " padding: 0 0 0 0;\n", + " width: 32px;\n", + " }\n", + "\n", + " .colab-df-convert:hover {\n", + " background-color: #E2EBFA;\n", + " box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n", + " fill: #174EA6;\n", + " }\n", + "\n", + " .colab-df-buttons div {\n", + " margin-bottom: 4px;\n", + " }\n", + "\n", + " [theme=dark] .colab-df-convert {\n", + " background-color: #3B4455;\n", + " fill: #D2E3FC;\n", + " }\n", + "\n", + " [theme=dark] .colab-df-convert:hover {\n", + " background-color: #434B5C;\n", + " box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n", + " filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n", + " fill: #FFFFFF;\n", + " }\n", + " </style>\n", + "\n", + " <script>\n", + " const buttonEl =\n", + " document.querySelector('#df-e8bce687-11ae-40dd-b156-e44f6b197f2c button.colab-df-convert');\n", + " buttonEl.style.display =\n", + " google.colab.kernel.accessAllowed ? 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Visit the ' +\n", + " '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n", + " + ' to learn more about interactive tables.';\n", + " element.innerHTML = '';\n", + " dataTable['output_type'] = 'display_data';\n", + " await google.colab.output.renderOutput(dataTable, element);\n", + " const docLink = document.createElement('div');\n", + " docLink.innerHTML = docLinkHtml;\n", + " element.appendChild(docLink);\n", + " }\n", + " </script>\n", + " </div>\n", + "\n", + "\n", + " </div>\n", + " </div>\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "repr_error": "Out of range float values are not JSON compliant: nan" + } + }, + "metadata": {}, + "execution_count": 84 + } + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "metadata": { + "tags": [], + "id": "JX4XjS5j1xr5", + "outputId": "cb371dfd-d8a0-4f95-9485-3dc63637c207", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 372 + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "<Figure size 1500x500 with 1 Axes>" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ], + "source": [ + "figure, ax = plt.subplots(figsize=(15, 5))\n", + "for treatment, treatment_sessions in sessions.groupby(\"treatment\"):\n", + " reindexed_treatment_sessions = treatment_sessions.sort_values(\"timestamp\").reset_index()\n", + " ax.plot(reindexed_treatment_sessions.index, reindexed_treatment_sessions[\"tracks\"], label=treatment)\n", + "ax.legend()\n", + "pass" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "metadata": { + "tags": [], + "id": "kmTRfVD51xr6", + "outputId": "71550dd2-bdb8-4a5b-e8d7-160496c6ef67", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 376 + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "<Figure size 1500x500 with 1 Axes>" + ], + "image/png": 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KMonIHINnkxBCyIkMg1yEFEzZK0iV3VOMEELI5MHAVv7IKS3jXIMQQgjJCwa5CCmYICi3kqvs6ZaEEEImDyq58oeeXIQQQgiDXIQUTtmDRLbx/NiaQQghZIqgSjh/RMFFJRchhJATGQa5CCmYsOzVFUvefkIIIZMNx5Z8kLNIJRchhJATGQa5CCmYsiuhuNtOCCEkbwJW7s0de7zmSSWEEHJiwiAXIQVT9iCRVV2xhO0nhBAyeVjjCceWXAg4XhNCCCEMchFSNGX35Cp7+wkhhEweAVPhc4dm/oQQQgiDXIQUTtkn8mbKQ/laTwghZBKxVMLja8ZUETIFlBBCCGGQi5DCKXn6AHeGCSGE5I05mnBsyQfLHoGhQ0IIIScoDHIRUjBlV3KV3VOMEELI5MGxJX/oyUUIIYQwyEVI4dieVuNrx6DY1SFL+AEIIYRMHHZRE44teUDlNSGEEMIgFyGFM1VKrjG2gxBCyPTAsSV/qI4jhBBCGOQipHAs4/Yyzjq5M0wIISRnqDrKn7Dkm2qEEEJIHjDIRUjBhCVPV7SUaMEYG0IIIWRqCKk6yh3bzH9szSCEEELGCoNchBRM2Y1grfYzqYQQQkgOsLpi/ljnkaeUEELICQqDXIQUTNk9uczAVgmbTwghZAKhf1T+BEwBJYQQQhjkIqRoyh7kMlMUS9h8QgghE0hYcpXzJEKfM0IIIYRBLkJGShnnnDSyJYQQkjdMhc8fe7weY0MIIYSQMcIgFyEFU3YlV9jhZ0IIIWRwGJDJGysFlCM2IYSQExQGuQgpGDPdr4wT+bIH6QghhEwedlEWji15UPZCN4QQQkgeMMhFSMGUPUgUciFCCCEkZ5halz/05CKEEEIY5CKkcMoeJOLOMCGEkLyxA1scXPIgZMVKQk44PnPjbnzoqgfH3QxCJoq+g1xXXnklXvCCF2DHjh3wPA+f+9znrN+HYYjXv/71OOOMMzA/P4/nPve5uPfee/NqLyGlIyy57wh32wkhhOQNx5b8KbtynBDSP6/9zK34my/egWOrzXE3hZCJoe8g18rKCn7gB34A73rXu1J///d///d4xzvegfe+97245pprsHHjRvzcz/0c1tfXh24sIWXEnLwHJZzJW8bznDQTQgjJgZAq4dyxx+uxNYMQMiLCMESjrcx/5ZEQAtT6/YPnPe95eN7znpf6uzAM8fa3vx3/9//+X7zwhS8EAHzkIx/Baaedhs997nN40YteNFxrCSkhdrWj8hFwt50QQkjOmMMJVUf5QHsBQk4szHve5ySdkJhcPbkefPBB7Nu3D8997nPj57Zs2YJnPOMZuPrqq1P/ptFoYHFx0fqfkGnCUnKVcNZZdk8xQgghk0dA/6jcYboiIScW5n3OIBchmlyDXPv27QMAnHbaadbzp512Wvw7lwsvvBBbtmyJ/z/rrLPybBIh46fkE/myK9EIIYRMHqwEWAA8p4ScUDDIRUg6Y6+u+NrXvhbHjx+P/9+1a9e4m0RIrkyTkquM7SeEEDJ5cDzJH25KEXJiYXajPvtUQmJyDXKdfvrpAID9+/dbz+/fvz/+ncvs7Cw2b95s/U/INFF2TyuWJCeEEJI39OTKHzsFlOeUkGnHWmOUcZFBSEHkGuQ677zzcPrpp+Oyyy6Ln1tcXMQ111yDZz7zmXkeipDSUHYlV9nbTwghZPLgBkr+2OP1+NpBCBkNAZVchKTSd3XF5eVl3HffffG/H3zwQdx0003Yvn07zj77bPzxH/8x3vjGN+L888/Heeedh9e97nXYsWMHfvmXfznPdhNSGsKS76yGYPoDIYSQfOEGSv7YhWLG1w5CyGigJxch6fQd5Lr++uvxnOc8J/73n/7pnwIAXvrSl+JDH/oQ/uIv/gIrKyv43d/9XRw7dgw/9mM/hq9+9auYm5vLr9WElAjL0yoYXzsGxS5JzgGUEELI8IT0j8qd0LJH4FklZNoJjXVFGdcYhBRF30GuZz/72V0Xup7n4Q1veAPe8IY3DNUwQqaFspf0tibNHEAJIYTkADdQ8qfs8w1CSH9YSi7e84TEjL26IiHTjjWRH18zBiYsefsJIYRMFm5Qi1k2+WCeRq53CZl+mK5ISDoMchFSMGWvdsSdYUIIIXniDiUcWvLBVseNrx2EkNFAb0NC0mGQi5ARUsZNFk6aCSGE5Ik7lHBxlg/05CLkxCKkkouQVBjkIqRggqC8k05XeVZGJRohhJDJwh0LObTkQ0hVByEnFJaSi0EuQmIY5CKkYGwp8fjaMQjuHLls7SeEEDJ5JNMVObjkgWWPMMZ2EEJGA43nCUmHQS5CCqbMnlxua0NOmwkhhAxJQsk1pnZMG2WebxBC+ofG84SkwyAXIQVTZo8Mt70cPwkhhORN2cbGSaXMynFCSP+YXSeDXIRoGOQipGDMIScIxtaMgUj6pnAAJYQQMhz05CoIFooh5ISCSi5C0mGQi5CCCUqs5GKZd0IIIXmT9Hvk4JIHZZ5vEEL6x1Zv8p4nRGCQi5CCMQegsg0/iSBX6T4BIYSQSYOeXMXAIBchJxa2kmuMDSFkwmCQi5CCKbMRrBvUKlu6JSGEkMkjUdSkZGPjpBJ2/AchZBox+05WVyREwyAXIUVTYiNYt73cGSaEEDIsobNhwqElH2g8T8iJhXXP86YnJIZBLkIKpszpA0wpIYQQkjcJlTAHl1woczVnQkj/0HiekHQY5CKkYMq8s5o0ni/ZByCEEDJxuGMhx5Z8ME8jzygh049pI8J0RUI0DHIRUjCl9uRimXdCCCE5444tZdsAmlTKrBwnhPSPdc+zIyUkhkEuQgomLHG+fNKTazztIIQQMj0kxxIOLnlgVXNmkIuQqce8zankIkTDIBchBWN7ZIyxIQOQ3G0v2QcghBAycdCTqxis+QarIRMy9VDJRUg6DHIRUjC2J1e5BqCEb8p4mkEIIWSKSPo9jqcd0wY9uQg5saDxPCHpMMhFSMHYnlxjbMgAuLvtTH8ghBAyLO6GT9k2gCYVenIRcmIRWOmK42sHIZMGg1yEFIzlkVGyvVXuthNCCMmbxNgynmZMHWUudEMI6Z+Q6YqEpMIgFyGFU15PLu62E0IIyRt3LGFAJh/Ms8hTSsj0Y64r2mVbZBBSIAxyEVIwpvlr2YJEVHIRQgjJG44txWBVc+Y5JWTqMX24yrbGIKRIGOQipGDK7MlFJRchhJC8cYcSji35QE8uQk4sTBUsjecJ0TDIRUjBWNUVSzYAcbedEEJI3iSLmoypIVMGqyuSfth3fB2rzfa4m0GGwDKeL9kag5AiYZCLkIKxTCFLNv4kzYFL9gEIIYRMHO5YSNVRPtB4nmTl0HIDP/H3l+OlH7h23E0hQ0D1JiHpMMhFSMGYQ07ZBqBkuuKYGkIIIWRqcAMwHFrywfbk4lklndl7bB1NP8DDh1fH3RQyBAHTFQlJhUEuQgqmzDurbmtL1nxCCCETiLsWK9vYOKmU2QOUjBY/ukAYDO3N0ZUm3vrVu3DfgeVxNyWB+fX5/C4JiWGQi5CCsTy5Sjb+0HieEEJI/tCTqwhYXZFkJYiDXGNuSAn40i178J5v3o/3XfnAuJuSwEpX5JdJSAyDXIQUjLWzWrKkDO6uE0IIyZukJ9d42jFt0J+HZEUCIrxOerPW8q3HScI2nh9fOwiZNBjkIqRoSryzmijzXrYPQAghZOJIjC1caOeCNUTzlJIuiH8TfZx6I8GjSUwHZGCbkHQY5CKkYMo8AHG3nRBCSN64YyGHlrwo73yDjBYJ2PAy6U0Qn6vJO1lmmxiwJETDIBchBVNmI1g3vbJs6ZaEEEImD3csnMTFYxkpswcoGS1yyzEY2hvpn4IJTAe00hX5XRISwyAXIQVjTTpLNut0B/SSNZ8QQsgEklBycWzJhTJ7gJLRwnTF7JQmXZHfJSExDHIRUjChla44xoYMQGKHbwIHeEIIIeWGapJ8YHVFkhWmK2ZnktMVbeP5yWsfIeOCQS5CCsaedJZ7AOL4SQghZFio5CoG2x6BJ5V0htUVsxOnK07gqaInFyHpMMhFSMGUedLpTn44GSKEEDIsrK5YDNamGhe8pAtxuiLvvZ7IOZrEIJLZd/K7JETDIBchBVNmI9hEtuJ4mkEIIWSKYFCrGGxPLkI6I/PRMCzfBuyokXM1if2W6Z07iUE4QsYFg1yEFEyZjWCp5CKEEJI37kjCsSUf6MlFslLmyt+jRntyjbkhKVjG85PYQELGBINchIyQsk06E+0tWfsJIYRMHq5yhGuzfCizPQIZLabqh2lu3QnGVIlycb3V8z42f00lFyEaBrkIKZhyTzqp5CKEEJIv7lqMa7N8MIdoDtekG1QAZWcc6Yo37TqGp77hUvz9JXd3fZ3lyRV0eSEhJxgMchFSMGa+fFCyAchdeHAeRAghZFiSfo8cXPLAPI8MXJBuMF0xO+NIV7xn3xL8IMTtexa7vs72/S2+gb/3n9fj1/7taha2IBNPbdwNIGTaKfNuWbIC1njaQQghZHpwx8KSDY0TS5kL3ZDR4tOwPDPBGCpRyrF6BZNsJVex7QuCEJfcvh8AcGS1iZMXZgs9HiHDQCUXIQVTZiNYGs8TQgjJm4SSi2NLLpS50A0ZLWbwhHO77owjXVGO1StwFY5wI73Mm/bkxINBLkIKxpxolm0iz0GMEEJI3rhjYdk2gCYVenKRrPhWwGKMDSkBMhce5XnKqh4z21S0ksu6Zkpmv0JOPBjkIqRgRp0vnyuJdMWStb8DlOYTQsj4SBTuZZc8NInAIcc50gVLlcNrpStBxtTBfI+JTMccZbpiWOb1DDnhYJCLkIIJSrxbNo3G89994DCe/DeX4JPX7xp3UwgphKvvP4xXfvRGHFhaH3dTCEmFqfD5kxivx9MMUhKYrpgdUS2N8jz5Ayi5im6fGUTjZjGZdBjkIqRgzHGgbEPCNC5Ebnj4KFaaPq558Mi4m0JIIfzndx/Cl2/Zi6/fcWDcTSEklWR1RTIsyRRQnlXSGT8o7wbsqJFA0ygDO1nVY+EIlVysyEnKRO5BLt/38brXvQ7nnXce5ufn8ZjHPAZ/93d/VzovIkJyo8RGjW5rp2EiJBMGyvPJtNJsq2u75dM0g0wmyeqK7I+HxR3SOMSRbvhMPcuMnJ9RnqbYeL6nkssIchXcPtOHa5SVJgkZhFreb/jWt74V73nPe/DhD38YT3jCE3D99dfjt37rt7Blyxa86lWvyvtwhEw8lpKrZINCcuJTrvanMY4qOYSMErm221zlkgmFnlz5kxjTeFJJF5iumJ1wDPNG+Xp67VXZxvPFbmz5Jd60JyceuQe5vvOd7+CFL3whnv/85wMAzj33XHzsYx/Dtddem/ehCCkFtrnnGBsyCO7OcNnan0IsO+f4TKYUXXp8Cm5YMpUwtS5/3FPIGDfpRpn9YkdNVn+sIo7Za3PcNp4vtEksVkBKRe7pij/6oz+Kyy67DPfccw8A4Oabb8a3v/1tPO95z0t9faPRwOLiovU/IdNEmasrJlJKpkDJJRMGDtBkWpHJMZVcZFKhJ1f+uONz2eYbZLT4DFhkZhzpimG8WdXLk0v/XPT3GNDHjZSI3JVcr3nNa7C4uIgLLrgA1WoVvu/jTW96E1784henvv7CCy/E3/7t3+bdDEImhrDEu2XT6PEhEwYuAMi0Ipe2T7kimVCSYwuv1WGZxvGaFAfTFbMzjnRFUWX19OQyKx4W3D47NZLXDJlscldyfeITn8BFF12Ej370o7jxxhvx4Q9/GP/wD/+AD3/4w6mvf+1rX4vjx4/H/+/atSvvJhEyVswxp2yeXG57S9b8VMZRJYeQUUIlF5l0EmMhL9WhmUblNSkOM7WNQ0V34nTFCayuaGWLFNw+enKRMpG7kuvVr341XvOa1+BFL3oRAOBJT3oSHn74YVx44YV46Utfmnj97OwsZmdn824GIRNDUOJBwR0vyxakS2McO3KEjJKAgVwy4VDJlT/0nSf9YHs58WLpRnmqK44yXZHXDJlscldyra6uolKx37ZarSKgAS45QSm3uef0eXzodMUxN4SQgmB1RTL5TJ9KeNwkzPx5/5MumPO5adjALJJxVOXWSq7urwtHGKws93qGnGjkruR6wQtegDe96U04++yz8YQnPAHf+9738E//9E942ctelvehCCkFlilkySYSCSXXeJqRK1S5kGlHlx7n5hKZTOgflT/TOF6T4vADBiyyMo55Y+zJNUHpivTkImUi9yDXv/7rv+J1r3sdXvGKV+DAgQPYsWMHfu/3fg+vf/3r8z4UIaWgzMOAG5SbhjEtiJVcU/BhCEmBnlxk0nG7X/bHw5NQcvGcki74TFfMTKyqGkd1xQlKVzSvk2lT/31v51G0/BA/fN72cTeF5ETuQa5Nmzbh7W9/O97+9rfn/daElJIye3IlPT7K1f40xiE7J2SUUK1IJh32v/mT9NAcTztIOShzlsGokXtrlHPg2FqjDyWXX7B4e5SpkaPED0K85P3XoukHuPn//Szm6tVxN4nkQO6eXIQQGyvIVbLsoUS1pikY01hdkUw79OQik457ZXKRPTzJasg8p6QztipnjA0pARJoKlopZR1TbAd6HDMc4Ua6XV2x0EONlJYfYKnRRqMdYK3pj7s5JCcY5CKkYAKrTHO5RoVpTCnR6YpjbgghBRF7efi8yMlkkgzIjKkhUwR9zkg/mEGuUQZvyog2gR+98XxvT64RGs+XeD3TjVGmfJLRwSAXIQVjTubL1neGU1gBaxyTFUJGSUglF5lwkn6PvFaHxR2veU5JN8pspTFq5PyM8jRlnauO1nh+Oq8ZqwgD501TA4NchBSM2V2WbVBw0yvL1v40ROUyDZ+FkDRkwsbqimRSSfg9jqcZUwWrK5J+mGYT8byRoXS06YqTZzw/StXYKLF8zXgvTA0MchFSMGXe+XBbW67Wp6Mr1oy5IYQUBD25yKSTNEnntTosrgKB55R0Y5SG5WVHV1ccpfF8dOwe34153xcdeJpWHzfzHHLaND0wyEVIwVhS4pJ1nknj+ZJ9gBT8jBJwQspKbFjLa5xMKPTkKh4KOUk37IU9b8Bu6CDX6I4ZZlZy6Z8L9+Qa4bFGiWWoP0Wf60SHQS5CCsb25CpX5zmNC5G4LPM0fBhCUpBrnEouMqlMY1GTcZPYlJoK7TUpCr/EWQajRpT/owyAaNuByUxXnKZrZpRqODI6GOQipGDMcaBsXec0LkTkI3AgI9NK1qpMhIyLaSxqMm5YXZH0g6XkouqvK2Gs5BqlJ5fxc5eb2fxVGBa7mT6t6j96ck0nDHIRUjBl3vmYxkkzlVxk2gmo5CITzjSOLePGXdxyjCPdKPPcdNToeePojplVoeXe90Vubtnqv8IOM3LMz1W2jBvSGQa5CCkYezdmfO0YhMRu+5jakSfj8FYgZJTItU1vCTKpJKsr8lodlqSZ/3jaQcqBWXyHQa7uZFVV5XvMbCl07ndXpBLJfOtpUorb6YpjbAjJFQa5CCmYMu+WTWMFrDjINUUDNCEmMsltly2qTk4YkkVNxtSQKSLpocmTSjozralnRRCOYR7vZ/x+EqrYAof9rG0qG1kDiqRcMMhFSMFYnlwl6zun0Xg+VrlMw4chJIW4KhMna2RCca9MBmSGhymgpB+sgAX3Q7pinqtReTZlVU2NUslV5k37bkxr8O5Eh0EuQgpmHDtAeTGNxvNxxZop+CyEpMHqimTSSfpHjakhU4Sb8jkN4zUpjmkNWBSBeX5GdaqyBiHd9hS5uWVdM1MUGOW9MJ0wyEVIwVi5/CXrPKW9nqf+XbLmp6LTFcfcEEIKImvpcULGRdKTiwyLO6bxnJJucGGfnXAM8/isxvNue4q04jD7mGnaKDZ9uDhvmh4Y5CKkYMaxA5QX0tdXoyjXNEyEtPF8+T8LIWnIpd32eY2TySSxMGN/PDRJnzOeU9IZO0VrjA0pAWZAZ1RBkOzG8/a/iww+TWsVQgZ8pxMGuQgpmHHsAOWFDGKVihf9e5ytyQeqXMi0IxNRXuNkUkmMJbxUc4dqZdINVlfMjh0EGdUx04+ffN3olFyhFXgr7DAjhwHf6YRBLkIKxvTJKFvfKeOZKLmmocw7jefJtCPXNqsrkkmFSq78SSi5pmC8JsVhBkO4IdIdcygdlYLJz/j9uO0pVMllnIdp6rNZXXE6YZCLkIIpsyeXTJJrFUlXHGdr8kEmdtPwWQhJQybknKyRslCyoXEiYXVF0g9lttIYNeMIgmRNoXP3skZmPD9FF421TmPHOTUwyEVIwZS5Gon09Tpdsfydf8BULjLlaCUXr3EymVDJlT/u+DwN4zUpDjtFi9dKN8aTrpht7ZBMVyyqRW6bpueasVRzvBemBga5CCmQMAytHbKyTTplQKtOkZJLfCg4qSPTCj25yKTD6or5497uHOJIN5iilZ1gDPP4rJUM3a+uSJsCu+JjYYcZOeMIYpLiYZCLkAJxx6WydZ7S/oo3RUouSVcs25dBTlj+9bJ78Zkbd2d6rRlYp5KLTCrJgAyv1WFxzyE3ckg3zMAWL5XuBGNQ+mSt6DjK+94fgzfZKDC/X64NpofauBtAyDTjdpVlm3SGsZIr+vcY25IXcbpiyb4LcmKy++gq/vHSe7B1Qx3/82ln9ny9OT/j7jyZVFxTdHbHw0NPLtIPZfaLHTXjUPqE1jG7Kbkc4/ki0xWntFhB1oAiKRdUchFSIEnfkTE1ZEDc6orTMBGSAaxs3wU5MVlcawMA1lt+ptebE7T2NNX4JlNFPLZUpmdsGTcJT64xtYOUAzv1jFdLN8ZhTJ61uqL7q9EZzxd2mJGTNTWUlAsGuQgpkERJ75J1nknj+TE2JifkM1CSTMrAWhTcyjpxpc8KKQPS/8oGCq/U4WEKKOkH23h+jA0pAVY626g8uTKqskdZxMPPqC4rG+bnYr85PTDIRUiBJD25ytV5SntrU2U8z3RFUh7Whwhy0ZOLTCpyZVaiWSgv1eGhJxfpB9uTi9dKN8ZeXbHL9+P+qlgll/HzFHXa9ubgGBtCcoVBLkIKpPTG89GjVnKV7AOkIANzGE7H5yHTzVpTBbmCjNcrPblIGYgr905RUZNx455BntLpJghCHF9tDfz3IceKzIzDvyyrKjvhyVVg+8ZhwD8KpvVznegwyEVIgZQ9XTFMLETG2Zp8mFZPATKdrBleXFmuV8uTKwhL1+eQE4O4cu8UpcKPm1GmLZHx8+pP3YKnv+lSPHx4ZaC/9zkXyox1rkbmyaV/7sd4vsj2Tev8marG6YRBLkIKJBnkGlNDBmQazYGn1VOATCei5AKy7bYnU5ZybxIhQ6Mr907P2DJuWF3xxOKOvYto+SHuP7g80N8HXNhnJhxDcCe0lFydXzdK43nLx22KOhgq4KcTBrkIKZDkpLNcnae0tzJF5sBWFRUOZmTCsZVcva9X95puBzSYIJOHXKXTpBIeN4nqijypU41Uzx3UQ8i3gii8VroxjnTFrNUV3fu8yHS7cAznYRSwYM90wiAXIQVSdlWFtLdWnZ7d9qxmnoRMAmaQK8vky53g9jthu+Hho3hgQGUAIVmJN1Co5MoN9xTylE43Ulhk0EX5tKaeFUHWgFOeZJ2rJjbTC9zXsgKjU9TB2JVGp+dznegwyEVIgZS9umIIW8k1DVIuTuxOXD51w2787keut1IAJx0rXTFD/zFMpaXDyw382r9djd/60HWZ/4aQQYhT4adIJdyJlUYbv/OR6/HZ7+0u9Dj05DqxaEUSrkG/5yCj59OJTlIhOZrjZk2hG6nxvPHe03TJcF0wnTDIRUiB0JNr8vCZrnjC8v5vP4iv3bEfNzx8dNxNycy6ma6YRcnlvKafa/zIShN+EOLgUiN7A0nhHF9t4Y1fugO37zk+7qbkRuCMLdOcWnftg0dw6R378cGrHir0OPTkOrFo++oLbg/4RU+rv1LeuGPoWKor9qXkKjDINQZF2yhIS1fcv7iOG3eWZ65IkjDIRUiBlN6TK/oAsts+DWOavRM1BR+IZEZ2vlsl8qnqN13R7WP6WQANm/5CiuGS2/fhP779IN57xQPjbkpuxCrhaBY6zV1xox31O36xHzKhOCn0aGTcSH89aFCD1RWzkTB2H4MnV7fvOOHJVWh1RfPn6blo0ipZ/v5/3YD/+e7vYOfh1TG1igwLg1yEFEjSk6tcg0JsDiy77VMwbabB5ImLfN9+wYvNPFntM13Rjd/1c42LMoD3xWSx2mwDQKnSbHvhpiuWbWzsByn+ULRaxn17buJMN3JdDezJRR+iTCQzMkZzrszD9JOuOKiyLwvTqv5LU6jtP74OADiwtD6WNpHhYZCLkAJxh4CyjQkyeMbpiuURwHTEMhDlxO6EQhYFRU4C88aqrpjh/htmwisKN94Xk4XEZP1p6IAjQmdsmeYrThSkRVc6LfumGumPeFNiUE8uFuHJRMLzakTdcFYzdLdbKfK7DKdU/ZfmySX3FTf9yguDXIQUSNpgU6bdVWmqVMCaBszTX6KvguSAKLjKNKFf71PJlaiu2IdqTSZzYThdu7Rlx4+Dj2NuSI64nlzTfLm14n6n2OO4b1+ibo4MQGw8n4cnFy+WjozLdsTOOsj2OvXaApVc01pd0QxyxbYNyd+RcsEgFyEFkjbWlKm/jHfboxjXNEyExlEKmkwGomoqr5Krd7vdIHo/6pGWMZPmxG5yiCfbU6XkUo+6cu/0Xm+jSgNOVlcs9HBkzMQeigMrudJ/JjbjqlpqVVfscsxRVnE321SmDfteBCkZHn6cZj6WJpEcYJCLkAJJW5SWKVCUrIA1xsbkBD25Tly0sXp5Zi39Gs+7O779XOMMAE8mcr22p0jKlUiFn56PlmBY76Ss0JPrxCEMw/h6ykXJNc034JC452ZU04cgRV3U7XX1aDe6UOP5KZ0jpM195LHoNHNSHAxyEVIgaXPMMo0LYjSvFyIlanwH7OqKY2wIGTltXxabY25IH6z1m67odDB9VVf0p3MCW3bkep2G/tdlmoqadKI1ojRpCWqdAOK4Ex6zUuegyuRp8+QKwxDfuvcg9h3P1yh8MtIVewe5alGp2mKrK06rJ5f+WfpReW4a7o0TFQa5CCmQtIl7mTrMafRNofH8iYveoStPlKvfdMVh/DmYrjiZ+BkKJnz1tr246r5Do2rS0Mh1KumKJbol+6btj6bgxYlUsfJEx1SXDFxdccoCFrc9sojfeP+1ePWnbs71fceVrph1riq/qlWLv+/NDcJpUv+l+Z/p+eI4WkTygEEuQgrEDRIB5dpdTfimTMFuu+1DUf7PQ7JTSk+uPpVcw1RXZPrKZNKrytPx1RZecdGNeMVFN46yWUMROmPjNF9tcg8WfU8lU0Cn+aye2Jj9+qDf87Slpx9YUgqug0uNXN83ka44ovvKPEyWdMWZqii5imvTtKn/hLSAopu2SMoHg1yEFEg86fS8xHNlwC3zXva+PumtUPIPRPpiWA+TcdCvJ5f7kn5Uay3jj8sUCJx22j0m28vNNoIQOL7WKo0Pkzs2lqXdgyAKyaLVkQkPzUKPRsaJnVre/9+HYTh1JuLx+J7zZ0mkK45I2ZNVySUvEyVXkf2MpXga4jD7F9cnah6Wdi/02lwikw+DXIQUiBskAsoV5Jq2hUgilavkn4dkJwzDUiq51q10xd6vT3hy9TETNQNikzQBPdEJegS5fOM7bpXEnF5aGdnIlErh3C+jqq4YJsbrQg9HxkjbiGwNMqdMVuQbtkXjxy9ofB9fdcVs6aSuJ1eRY3ceSq7vPnAYz3jzZXjLV+/Kq1lD4/qfmYUduE4oLwxyEVIgca68FeQaU2MGwE0pKVPb03AHq2n2gSE2VjnuklzILT+wghZZJltuILo/Ty4quSaRXsFZ87ooSyWopEp4eq+31oiqK8bj9Qi8ech4MVW3g1xX7lgyDQt5+Qx5B3nc8zuWIFeXzyQvG0V1xTw8ue4/uKweDyzn0aRccFVzlq0J50KlhUEuQgpE+saKEeQqUw5B0ni+RI1PIbl7We7PQ7JjmaqXZNJipioC2do96dUVwzDEB696ENc9dKSQ959Geiq5jMBWWZRc0mTxeyxHqwdjVEouV3nN8W16aQ85nrl/U3aVPoDClDfjUr1l3ZiT+7weeXIVed+b18mwXnCTtJHmBhSnza/uRIVBLkIKRMuIy5muKANaHKQrT9NTcQcrDl4nDuZ3PUmTq26sNwcIcg2h5LLSFQvqp+7Yu4i//eId+K0PXodDy/kaBE8rvTy5zOu5NUGloMIwxHKjnf47nDhKLglIFP0ZdQoo0xWnndaQGxKJFLzJ6TYGJg5y5Rzon4Tqit2OKa+rxcbzRSq5zOtuuPeYpD4/sM51Mn2RlBMGuQgpkMANEmGyOvZeSEunZWc4ka5Y8s9DsmNVoyrJpGUQJZd7SfcT0BtFuuLSugp6LDfa+Jev31vIMaYN6ac6K7mM722ClFxv+cpdeMrffg237zme+F2sEvamYwOlG60eQcq8cDfVOLxNL2Za8iDKpcSG3xRcLEUpuYbZOBqUfmwH5Ff1kRjP658HVf/FSq4JGqt8J6hlzn+m4d44USkkyPXII4/gf//v/42TTjoJ8/PzeNKTnoTrr7++iEMRMtGExkRe5vIlWV8DSJYkL1HTUwmdnScGuU4cyqjkcoNcWa7XpFox+3arP4JAoPm+H712Z+zPQToji4FOflvm9zZJSq5bHzmOdhDi7n1Lid/JpVw5oZRcxaaFxfYIU7IpRTpjBggG6asTFQNzulYOLzfw15+9FbfuTga2i8YvKJjs3rOjuK36CUKGTnA7byWbiV1dcbDjtAsKRg6D5TUWMl1xWsg9yHX06FE861nPQr1ex1e+8hXccccd+Md//Eds27Yt70MRMvHEE3nP8B6ZoI69F0nj+fK0PY2kkmtMDSEjx9r5LskXvzZAuqJ7j/al5DLOUVGBwLYzefyHS+4u5DjThC5l3uH3Exrk6rboTFQCHF2zRs4ovO4AxAN2lUquqcftR/vFDYzlda1cfNs+XHTNTrz/2w/k84Z9oPvJvNMV3X8Xf2MljpnBkytOVyw0kG6n9Q1CnK44QfMwc13mB6GTvjg57ST9Ucv7Dd/61rfirLPOwgc/+MH4ufPOOy/vwxBSCqRz9DwPXvzc+NrTLwklV4nanoY7WJUl2EGGx62eUwYSQa4M7R7mGh/FYlzed6ZWQbMd4Dv3Hy7kONOEDhb1VnJNkkqxa5ArepyWDZRutJy+J/eJd4QcpnYCnNMTHct4fpB0xYLmQo1IfbzeGn2wvVeBjkEZh5drchzv9lr1KOmKRQaP8lB7T6LxvO1/ZrdtktIqSX/kruT6whe+gKc//en41V/9VZx66ql46lOfive9730dX99oNLC4uGj9T8i0oINc5Uwh0Eq0yQ9yNdsBDi51N7J2B+VJ2kkixTIyNUWOJNIVsyi5nMlwPxO09gh2L+UYm2bVUr8s38U46bUomFQlV7tLu12/ykkeW4bFDEgUafDtbkrx1ppeWsOmK7pzoZxuwG73fNH0KtAxKO65GUVflQhydTmo9uIrXsllvvWg14x8T5O0FjLPWRCEjmJtctpJ+iP3INcDDzyA97znPTj//PNxySWX4A/+4A/wqle9Ch/+8IdTX3/hhRdiy5Yt8f9nnXVW3k0iZGyYHhnak6s8HaaugKX+Pclt/4P/ugHPvPAy7Dm21vE1TFc8cSnjztwgxvOJHfo+7llzMV7UIkXUSDO1SnScyQnKTCq9vGbsINfkXNsyXqSNG9qv0v73NGIXdCjueo/N/ONCN1N8Uk9whjWed7uSvO6/XqrTIinKeN59u1HMg92+vlsgU5oTG88XeOrz8KqSa2OS5mHmV+rTk2tqyD3IFQQBnva0p+HNb34znvrUp+J3f/d38Tu/8zt473vfm/r61772tTh+/Hj8/65du/JuEiFjJNqt9sqhhnKReUoZfFPuO7iMdhBi55HVjq9xx6qypK2R4TEn3ZMcrDVx0xWztNudDPczQRuF8bxMwCXIxQlkb3oFuewA7uQEDWPD/JTFTFLJNb3XgRmQKHLtL+dQq8aLOxYZL8Mqk4tKV5R2jSN+UZTx/DgqUfYzV3WVXEXOb8z3HvQwMkRN0jzMnfuU0d6CJMk9yHXGGWfg8Y9/vPXc4x73OOzcuTP19bOzs9i8ebP1PyHTgvSTnuehUmolV/GD57DEk6tuBp1MVzxhsQIBJVEPrSeUXL3/xr2k+zKetxQnRaUrqg8xyyBXZnoquYx+uTRKruixegIEZKyAxAhSiWrV8lkjkP4w05LzMJ7P61qRzaSxKLkKM54ffQZAP3NVbTwvSq7RBLkG7ctiJdcEdfpWuqKr5JqgMZX0R+5Brmc961m4+267WtI999yDc845J+9DETLxyMDklVXJFac/qMdJbnsWM8vkZGWCPxDJlWnw5MoyqUzs0Peh7LEVJ0UpudT7ztaq6jghg829kO+0oyeXcW2XxZMrrq4oSq6J1gkPx7ABiazE6rgSzjVIf9jVFfv/+0Q6XF7pitJXjSEwIONIEOarDE16co1CyZVdaaeN54vfOLIN2gc7TuzJNUHjvtkWP7TnUVRylZfcg1x/8id/gu9+97t485vfjPvuuw8f/ehH8e///u945StfmfehCJl4Su/J5aSUmM9NGjIQdRs4x1Elh0wGZfRYWHXTFTO0270/+9kttRZOBRvPS7pikceaFnqlkZrnb5JUil2rK8rYeAKYpI+ioANwYlWsPNExA6eDfM9FbfgVZf7ez7HzPn4idXAEn60fb00Z80dRVdX86IMGqeTvJknJZRnNB6H12SYpGEf6I/cg1w/90A/hs5/9LD72sY/hiU98Iv7u7/4Ob3/72/HiF78470MRMvFoj4xyTua1ObCXeG7SyKbk6v5vMr3Y6Yrl+OIHMp4fIpA7CuN5mTDOVI0gV0m+j3Hh97h2J9V4vluQK64E6E2eJ9d/fOsBfPCqB3N7v1HcV0CyuuIEnVKSM8Nu2hQV5BJV6TjGWFuNk2OQqyDVWzcSZvdZlFwjsACwqw4O9h7jDIR2wlRD+kE4kg0/Ujy1It70F3/xF/GLv/iLRbw1IaVCukYPnpFCkO/ge9G1O/H0c7bhcWfk72fnTprluQq8Tn8yNmQh0c0LgumKJy5lVHKtN/tPVxzGk8tSnBTmyaXed7bOIFdWeikU2laQa/KUXOnpiupx0gIyq8023nTxnfAA/PoPn425enXo9zQDj0WqAtxNqUkKHJJ8Gdbnze0m8ros41S0MVx7RSm5ElW5R6HkcjerMhjP10ei5Br+HBdVIGAY7OBd2HNjiZSD3JVchBCNdJyehzgsNEx/2fYDXHnPQSyttwAA1z50BK/73G34f5+/fciWpmOmW7rPTRrSrm5rPKYrnri0R+SLkyeukivL5HqY6ortERjPS3tMJRcnkd3ppVAwfz9JZdnlu067bt2xZVI2HJrtAGGo2ucWfhgUM4W0yL7H9TnjbTW9tIb0T0x4cuV0scSB7TH0Q34OAZg0EqqqsXhypb8uDEOj4EQ5PLniINeE9PlAMsjlpi+ScsIgFyEFYntyDT+Z//Kte/GSD1yLf770XgDAkZUmAODgcmO4hnZAWipVW9Rzk9nht+OKLVRykSRF7fIWyVrLvpazKbns1/Sn5CreeF4rubRCpizfx7iwrt2UxeOkKrm6Gc8jrtxr/mv8mG1db+VzLkdVXVGaTk+u6WfYDYlp9OQKChrjx1Nd0f13+kHNpunqikW1yvHkGjbINUHjvqv0H7awA5kMGOQipEDiakcV5ctlPjcIe46tR49rAIC1KJ1pudEeopWd0Z5i5fHk6lqFJiHRn9APQ3KnjOmKa037vs4SeEoY1vZhRD6Kxbi0p17RxTjK8n2MC7OfSgviB1aQa3LOpbQ7rZ+NN4AkIDMh14BvBbnyUXK1RqTkSnhyFXYkMm4s4/kJCnL5GTYbi6KwdMWEJ9cYlFwdjmm+rl6ppP5tru2ylFyDvcckenK5XmP255ycdpL+YJCLkCIxlFx5lPVutNWkezWafEs60/J6UUEu9VitTEmQK+GtYP/+4lv34r4DS7m3jYyfciq5+jeedxc8A1dXLCxdUT1WK17sHVSW72NcWMHHHp5ck1RdUVKE01KX4tQ6b7ICMpaSq51TumKP7y8v3BRQenJNL8MaYyfTFYduEoAJUnLleO33YwKfF1l9wMynRck1iuIW3drUC/lskzTum9d/0pNrcsZU0h8MchFSILEnF/JRcjXaqrMVQ+p1I9hVxIDhVsAyn5skgiA0PLk6t69bWea79y3hFRfdiD/75C2FtJGMF1PRVBYPKFFqzkUm7VlEOu5HS0tv68Roglzqe6hVvTh4njaJ5AJdY5n9ppwX87lJUnLFnlxdlFyTZjxv3i+NnNIVWyMKcslJrNGTa+oZ1mOyOCVXFMCYIuP5caQruuNfJiVXlPtdZBDOHF4GTlf0Jy/I5fq52f8eR4tIHjDIRaaexfXW2BZM0od7hifXUEquaNItCg8znaKIlEWdbjnZQS5zQOoWwHCvA3MyIP5mh5aK8Tcj48WqHDiB13Aa4sm1MKsKIWdKVxxGyeUXHwiU961WPL0YdyaRf/Lxm/Dcf7oit3SxsmMptVKCWL7xvU2SJ5f0y6lBzOhRB7km454021qE8Xyxlc/UIz25JoejK0188eY9ufdlVsXOXKor5hzkGkOwPY/Kf2n0U+kwv2N2b4NgeXJVildGhz02XLIwkemKToDUMtifoHaS/mCQi0w1d+xZxNPecCne+OU7x3L8OEjkKV8u87lBkHTFNSddEQBWCghyxVVbzHTF3I8yPFkrvnQrmy3vIWo5Ml34PQIFk4gsjCTINYjx/KDVFYua2El7qp4XB8/dIMild+zH/QdXsPPIaiFtKBu9DJXtINjk9F/dUsjddMVJWUdYnlw5jQWjqFoKpHhyTcg5PZH5l8vuxR997Hv44s17cn3fYT0mk55PQzfJass41NJF+W66bzWKgHxWpZ35fFxdscD22cGfwd5D2jxJ1RXNtoShcy1NUDtJfzDIRaaae/YvoR2EuH3P8bEc3zRur+QwmW9Gk25JY1pr6lGmCCWX9O2mkivsMrC94qIb8Kvv/c7Idz6yBjC67cjJQruRkw8LmSxGljKUI3Kfb5QgVxZPrpyqKxZnPC8L8UrqznMYhliNDPfLEowsml7+O+Z3PonpimnXrasSnpSqvXZ1xZyM54c0Cc+Kq44DJkchN0ncsWcRr/3MrTiwuF74sQ5Fla9FKZ4XwxYzcK/DvK6Tcap0ikpXTGQAjETJlW2zyk5XLL6Ih/nWg54H8xqZlP7J2vAOw8JUgWS0MMhFpppxy2Kln/S8fMxgY0+uFCVXIUEuKfNuVlfssBgJghAX37oP1z10FAeXR5vyl3Vy0y1dUf6uSSXXVOKPIICTNxLs2dhHumLCk6uf6ooj8eRS76s8uZI7z00/yOSvdyLRS6Fgfm+Tkq4YhtonMS3Q6hY1mZSv2jy/eal6R1X0IjA21fRzhR2utHzoOw/iY9fuxBdyVlelIYH6vJVNwxYzSBibO/9eXG8NFAQcpydXURXxkhWLc3vrjrjN73RMy3g+ZTzNmzzOsW+lbw/dpFxw1wKjKhZCioVBLjLV6HLG4+mkLE8u57lBcNMV1wtOV9QeH8nnXFpjNPa2K6F0UXJ1mdjJ3zXawcTsLpH8aGe8RiaJdceTK0u7h/PkKn5iZ3pySb9iHlfUa+q1kxGwGTe9lKrBBF7bvTxNEkVNJqPZuSu5QqdSV5EL0FR7AY5lCcTr0OxrikL6sLz7U8t4foC3TiqF7N//ynu+g+f8wzf7nlfGG8tjUJQWNcaPI12xVxAyrS1SXXEUgXR1nMHeYxIrF7qWJ72KvZBywCAXmWpkoBtX2ovpySVz+TyqK661fIRhaE3SltcLNJ73ek+aTQXUqCc4WT25kiqX9EV9c0LUECQ/7O968r/fth/E12Gs5MriyZUxzSH1mEOmwGQhVnJVPL3zbBzLVKdyB1VhTrLTrgFzQTcpStReC043FX5STNLNvqGRQ5DLTR8dhSm0XSimsMOVFvmOR6F6bBWk5Gr1CCL3wr3d3HndQ4dWsdL043TLrIxzY7moFLNxpCtm9+TSP8fpikV6clneVYMqucxrd+gm5ULgjLFm1zCOgC3JBwa5yFQzThNMwA4SaU+uIYJc0Q5kGKqAV+HpirIQ8TwjSJf+2pZlrjvakSurJ1fSh0L/bF4jNJ+fPmyV0hgbkhHT9HqhL08u+9+Tp+RSn6vieXGqmjlxXrWUXJxcAr2VqraSazIu7l4bD3G64mQJuay+QZSUw+B+H8WqLNRjbcKrIY8bmas0RjAQyPefd0EIS8k1SLqi8zfuddKKA4H9vbeMIePYoCjKeL6X6q0I3ABSFk+uasqmUf7tMto0pCfXMO+RN65CbRT+pKR4GOQiU40ecMc78TeDXMP0l6bCaK3pjyDIpRrreYjTLTvt3rSGnHQNg61A6fxdJysKpat7GjksbshkUTYll6g0PQ/YMFMFkG2y5Rv3LNDfLuQoJp/STSglVzK9wlSnUsml6HXttjMG+UeJVdQjpU2x3+OEKbnMsSSPdEU3SFDk53SrK5J05H5qtYu/5loFBX2sSrgDXFNJnylbGSa/7jdorjeWRz/Gjqq64miM57Md08wWiSvVFnjqe6WhZ8Hyv5qU8cr5XJayi/OQ0sIgF5lqJkXJ5eWWrqgn3Wstv3BPLmmpFaTr8FozTWbU59sc1LstzrtVrDEnjUxXnD7K5sklwZ75elUHAjK0W4LQM5HhVX9KruJTjiVIU616cVqV5cnVopLLpZdSdRJTrf0eqkB5Kq6uOCFfdd7G866Cp8ivx1ReC5MSPJwkZENuFOmKRc1BW0MGdLqp2i1/1T7HAZl/BeHo/eCy2lb0i/teo/hciQ3ZDt+xec+Lx2WhxvNWWt9g7zGJSi7zMvfddMUJaSPpHwa5yFTTKsj0MysyV/ByUnKZCiM3yLVUiPG8DtL1SrdsToiSq9tksttkxVrc5FQ6nkwO5mKzDDtzEuyZr1fjey/LmkyuYwlyDVxdsaCJnRzDVHKZ9+WqpeSajIDNuOllXJ41XXuUWCrZ1HTFSHWUwe9xlORtPO+OR0Ve03L+xIAaoCdXGrGSaxTpin4xc1B/SP9EuSfT+uCshXzS21WMmioLRSlaEz6XowhyuemkHasripLLG0m6Yj7VFc3razLG+DC0P9ew9xeZDBjkIlON7CZPgvF8NP7kYjwPJNMVC6muaATpJF+xU/PHqeSyJlbdPLmcX5lzXHpyTTelU3JF9/ZcvRrv0GYyno9eMlOTcuLZj9kewQJF3tf05DKPa1VXnJCAzbjptXBsT+CioVebXSUXMBlqLnP8WG/nka44OiVXfE4nLHA4aUi/MgrVozaez/dYZhrsIEEXuVbqshlivIflr9rnOTL77JEr+guqiJdMV8ztrTMfs9Pnkdd5HvqaJ+TRrkHnCJNoPO+mK1pKrhLMF0k6DHKRqSYuZzymTkqOmpcnl5muuN7ysdbUPXER1RV1+9X/QOcB1PbkGrHxfMbJTSJdsZOSi0GuqSMPL4lRImrC2XolVrtkM55Xr6kPoOQaha+eWV0xNp432rjWaidee6LTS6lq9snNEfgMZaFXkEueqU5Yap2t5MojXXF0KpDAUeeo5wo7XGmR+2kUlUjbBWUTDGs8L2OgqP6CDov6fo3nx6nkKsx4fgzpit0800zkezTXGEWed7u64oDvMembMmHYcW1AygWDXGSqGbcnV2zcDm3cPsxE3pyUuemKy438U+x0+9V/6rn015oL5FErMLJWheuWrmgpuZiuOHWUTcklKoOZaiVWu2Qynpd0xUjJ1c+92CstLg/kGNVqxQhy6d+bgfsyfE9FE4ahFahIC9BOupIr7XuM0xVNJVfxzepJ7p5czvdRZIA93pSqUMnVDbkeR5OuGFqPub3vkJs2cp3LZog1FzLncn32J1mtI4qgqCBX1kqHeeLOVTutG7QnF4zxtMA+ZgC13K27j+PF//Fd3PbIcQDutZtv+wYltMbYfNIyyfhhkItMNe04yDWenlRLiT2V8ofhdlbNSfdqorpia/A37oCVbtkjXbExIemK/XhydapaNinmzSQ/yuaxIP57s/WqUTUpu5IrTlfs47NaweKCAtVpnlzmd7PapJLLxD0Haf2bb6UXTcY567UIjxdnlUlTchVbXXEUC1Db56yww5UWuUf6VSkNQlG+sJbqdojqirWUDZRhNoTGqZguzHje9ccawcdK+IB1UnKZnlyjUHINcI6/eMseXHXfYXzx5j2J95iYTRnHk6tsm6IkHQa5yFQji6dxlalNCxLl5cm1tN62BouVQpRc6tE0zu+crji+QcGSFnf5rpNlmfXPtpJrMgZekh+TWNGnGxJonTWVXFmCXM4OfV/VFYPhFk5ZiJVcFd2ndDL75uQyW9qK+ZpJCdD32ngIJjQg43e4Fgclka5Y4DUtt2/VmNlPQuBw0hil8XzsC5t7uqK5Qdf/30tAVMYJay40RNB8nMGBogpwuG81insq4cnVI8jleehL8Z1Hu8Iwm1JUMlCaKUUYJqV/MoOKfhDaSi7OQ0oLg1xkqtFKrnEFudSj7ck1WFvafmANDkdXmtbvCzGeNwbQ2Hi+w2vNVMqRe3JlDGB0k4CbwTF6ck0fWYsTTArivzdbN9L6BjGez9j3BYGdFlfUYlz64qrnxX4w5rFYXdEmk5LLWtxNxjnr6ckVPWUGZCZhvZP3ZkfLuYaLXICGkPHagxdvqhV2uNIi38koxvlW9AXkruQaMlAg3YT0wbZ1g2k90d85GqsnVzjcOemEO2cfRdDDPXedPk+8xjA8Lots3yCqNrme2ikB30nZyHKvnaw+v2SyYZCLTDV+QROMzIiSqwJDCTXYW7kTssNOkGupgCCXNLWSSclVAk+uLhJwu7oiPbmmjXEqDQdBgsYz1Upf6YoyIZupJlVS3Ugsxgs6R6bhcVrJ8zUquSwSi51eQa4JOWe9qytGY6Op5JoAVy5LyZXDODBSJZexqSZnlZ5cSUap5JIgUd5pWZZv1gCfI5Gu2KEPafV5vY7TH7BTtexhSW6O5vbWHcnqAxYa/WhsPD+C4ha92mWig1tB4j0mxZIgsIJc7vg1jhaRPGCQi0w1E+PJBXNndbBO3Q1yjULJpdMVEbe/U/NtJdeId/AyLvLcX3UabEdRdYmMFn8EqXh5Ivf7bN00nu/9dzLp1UqubNdy1p3jYZG+uFrxEMXhrHt2zVJyTf73VDT9Krkmpe/KquioTlglwLyVXG4Aosj0HNseIVLoFHa08qI9uUZnPJ93X2anfPX/925ae+d0xf7OkZv2NUqK8t1M2lyMQMnlFObo9HF0YNt4bYGXtTt3ynIu4nVYXIRh8vxR3eqinfx6SblgkItMNZKWFITjyau28uXjdMXB3stdvBxZVUEuGdhWm37uA0bqpLnDB2haFXlGPLkxd2G6HDsxQHdUcnFQmzbaY5x8D4Kt5FLPZVJyOYuXzEouJ4JWlBpT2leraCWX+bksJVcJ0kqLxr1W0ybcE6nk6pHuEY8tE1YJ0DfGsTyUXK4Spshr2tyU6qW8PpGRQHurXfy5EYVs3vdla8hAgVwXkq5oXifDVEgc5zhbVKpk1kqHeSLNT1PapbXFG5HxfLeN4k5oNWMy4JtnW4+vDV58yy2YMM60W5IfDHKRqaYfs+mDSw3sPLya6/HN9IFoPTeEksuecIuS6+SFmfi5lWa+ai7TeF6WIp36+2EnXcPgW5OyzgGqhLeC8U/zPZiuOH24k5ZJWFB3QwKtM7VKX6XB5SUz1f48uRLBlMKUXBI419UVzX56lUoui2SQK/kaK0VoQnIreqkqYk8ub3KVXPkYz49OyWWmLiFWjhd2uNIigcZRFGkoSsk1bCEVdzPE3GhoDWE8P1ZProKOnfTkyu2tOyLfR69x3NqIjtYYhaYrJhTfvf9GrlVZI1gbIDl9T/9+5f14yhu+hsvvPjDQ3wfOpsywSkkyGTDIRaaafuTLv/re7+Dn/+XKRBrgMISpSqjB3iuRrhgpubbM11GPduOW1/MNcsW7RFCBLqCzb4qpNBu1miCrJ1e3hTyrK0437jU56ROXOF2xVu2ralKchhKlK2ZdpLiL8dF4ciWDd6yuaJOsrpim5NLPuYq8cdGrT46rKxpKrknIrbOvxRyM58fgyaWqIaufJz2YPw6kXyk6tTcMw0SqVl6Y7zdIloLcf/VKMl3RVob2d46GUYENS1HG8zI0yj01CruDbko7E3m64o3IeH4ATy7fuQeKCEbe9sgiwhC4a+/SQH8fONdOEYE4MnoY5CJTTT9VPHYdXcNq08fNu4/ldnxTCSUMrORquUEuJc2dr1exMFsDkL8vlzmAVuKUqfTX2kqu0QaJshpZdjNxNn/HdMXpw62oOC6fvqw0DSVXrY/Jqzae70/J5aZVFV5dsZKuUGN1RRt3cZzqyWU8NQqfoSz0WiTIM5UcxsY8ybsAidvPjMIUOo9NtWlGAvpF3ytFqpqs+VYO1RWtdEV/8KD5OJVc5q1WhPF8LQoIjiJwHKf1Z1ZyGemKBbUvDMPE5mCWc9FyqioWkdIq86VBlcx2uuJ4veVIfjDIRaaarKXVQ0OeevuexdyOn+bJNWh/mUhXjJRcc/UqNkZBrrwrLJrpD7Hx/CQquTIGM93x2Pah0D+PIo2BjBb3upj0iYvc77O1Sl9Vk9x0xaz3ohsELCrgYHpypfmNmMbzVHJl2zn3x6ie6EQvNUicrliZrCCXq+QadkGbqK5YpCdX9OiBnlzdcNOnij6O+jnn6orGe4dh/+odrRSqWP9237vfjYZ+NpbzxjzHeaqZwvhcDTeH7++Y6nEm5fsx0epN7W9YmAo75W2zKbl0hdEgCK15eF4BOZmz91sNVAicNpXNw5WkwyAXKTXfuf8QXv6h67D7aLqXVtYB19ytun3P8dzaJ4e0lFADduqutF7eZq5AJZc1gPbYGW4O4eMwLFl3D5OpP8bPRpsbOXixkMnCnaxP+sSlOagnV5yuKH+TbZHScl5X1D2slVxePCm3qiu26MllkiU4az7XmhAVaq8S7DpdUT83Cd+2e36HVfW6gZQilVzxplRFe2gyxpVEvuOi0xVbBRbjGfa6iseJlOp97QHTnxMBjJF7cumf8zzfcm57mcDnie8E1jodU543lVxFpSumrV368eRq+2HiOs3rexpWyeUqt6zxi51oaWGQi5Sa/752Fy676wAuvWN/6u+zlqo1B/XbHslfyZWlOmEvOk22C01XhFaiaeP59PYXOaHrRdYgV7cqOayuON2UT8mlPbl0GfEsSi71mplqFUAfSi43lbdgJVfVUHKZx1o1imdMir/UOHEXLKnpimaQa0JSPHuVYNdfuVYJT4LqKBHkGtKXK+EFWKRfTtRUz5usczpJmD5ZRfcv7QI3/hIKwT6vKzeIYqcrDtbucY+x/Xjw9oO8VZrqrShiz7Qe6Yqm72+1D+/OQejmrdgNuYZaftDVMmQYJMg1qDozuQGu/11kn02KhUEuUmqkY+u0IzeIkmvnkdWhStGmodL98k1XFOZnjHTF3I3n1aMH3f6OSq62OcEY7UIrq7Q4WRkmfSHGINf0kcXbaJIwlVxxumKm1ABXyZXtc7qTw6LOjxnkkkm5+d2s0ZPLol8l16hVtJ3otfFgbgDFCYsT0HT3fA/ry5Uo6FCkkks2paBTlya8mxs55rXY9IdPR+1Gq6CgS9r79Rt40QVAxGdKB0wGTbN02zBq30u7Il6eQS5byTWKuHH8/fS4j+NskYppPF9Mm9I+d6YgV9QgVyElz+VBI/bZG+z93HaMc9Oe5AeDXKTUtONc7+5SXqC7F4Y7Eb0jJ18uGahUul/03JBKLsOnF0CUrjhXlPF8tBCp6PLEk67k6nZs91ed/i4Pw2EyWRS1g1gUpidXX+mK0Utm+/TkGlYZkBXTk0t/Lt13rLG6okWWRYHbj01CRb1eQS6zKMuwfpV54gZWh62w6C66irymTXsEPU2YgJM6Qbjnv8jvw1JE5Rx5cBWbgyq56pYnnnoc1Fdr3EouO+UyxyCXbBz1WcxlqGNGh5ip9WE8X7SSK+V9s5yLWDkZhIVdI3G64oD3mfvRTF/eSZ8rks4wyEVKTcuQwaaRdUfK7Xjz8uWKlVA5TOQlbWLLfN16fr5excKMCnItF1hdUabNnZpvKbkm1ZPL+V0n/4iivTrI6HHv/0kPoAyq5Mqa5uCSSKsqaKIs34Op5JLJc8sPrKDApKeUjoIsQS73u5uENE9LXZtyLZlpNr2KmowS91yuD6vkcvqdIhdM5jmdpMDhJOF+v0WO9UVVGvSDMFlEp8+P4abgqeciJZe5YdlH+pc77xt1/12U8by8VT+2AcNibgYBnQNXaZYofkEbHebnrlezq9ok2NtOSVfMzXg+6qcHVTK77bDmIROwaUQGg0EuYtNYBj78AuC77x13SzIRK7k6dGxZJxlukCyvCovWACR326BKrqiNW90g10wlVnItN/qYkN/wYeADzwOW0v3MAKM6JLQSrdPg2ZwQJVcWT640A1F6cgG48h+A//wfQGs92+uPPAi8/+eAuy4utl05UJRMvii0J5eh5MrQZPlc5g5wlgmvu5gpKu0tzZNL7r01p+DDpAciR0EWo173Wh51mlAadip4SpAreswjlT9P3LauD1mExA04FlnQT2+qwTinE3BSB+HAncD7fxa4/xu5vq3bz+VWYfGqdyTGzqLU7WltHth43ghyybVvtjURML/lk8AHfh5Y2pd4T7ffGbmSqyDjeV2JsqB0Rb8F7L3Z+gDuZlWnoJ25EV1NUeV1ZPf1wH88F9h1beZmmm2oVbJvolnG80UpufJOV7TsV0rahxIGuYjDQ98CHrwSuP4D425JJmIlV4dJfVbZtbugy0vJledEXir+pSm5xJNruZHRSywMgcvfDOz8jvrOO70sevS83p5c41RgZPbkcivWdFiIdTUb9lvAp14OvONpwNqxAVs8gQQ+8K1/VIuKR27I9jf3Xgrs+i5w88eKbVsOjC2VYmmfCgL2GXhoWkEu9VyW3enYeL6WXLx0Y9TG8zWjuqIoANabdkBh1IrQSSTL95KcoI//vNmpWsn2mJ+j1wbKKEkouYY1nvcHvK/CEGiu9HUsOX+m8fwEnNLBuPtiYNc1wC2fyPVtE0quvIJc1/67Gjv33px6rDzHmyyB7l7E3o1VI7E1eouuaZbf+wiw82o19vdow6g3KQpTcsm5ksBO3jfVt/4R+LefsOZRCUV2DyWXZ1RXBDJcDzf/N7D7OuCOz2dupvmWaQULOiGB5XaQouSagHTFtHGnlbFoGZlsGOQiNsd3q0e/Od52ZCTuPDsquUzZdZcgV/Q6mWzfd2DZMkAelNBQQvWqTtgLUXZs2TBjPT9Xr2JTXF0xY5v33gQsRztxrbWOLzM9xXS1pvTXNtvj89Kxvucug5yMWzJZMQe3TJ5cYQh84VXAbZ8CjtwP7LnR/v3x3cB33gms51ehc2QcugdoraqfVw5m+xu/ET3mW6ihCMY2Ab/41cB//zrw4BV9/ZlZXXGYdEUg22dtjej8yPtWK5VEKsZqk0oul8R1mzKOJVItJkDJZbYpDJOLztRU+An4ut3A6tDG84OqWz77+8DbzgcW92Q+VmCc02E9QMdOO5qDNpfzfVvn+80ttVfGTnlEcUqutBTCgasrVpLpil3nzaJUWz2UbNcY1dJhGFpz0zwDUYWnK+6/XT0evCtxTDMtMC0Yo+95I1skSxuX9qrHPtZ65veZVhm519+1g7Aw24g4yDXA/Zx2nZrBb6YrlhcGuaaFWz4BXPH32V/fbgD3XAI0luznJcgVpHg77b8D2HvL4G0sAC2D7aDkymj8KROd7RtnsG1DHUEIHPjel4FL/x/gD+5zZe6ypHpk3P5Z4LI3ZJrdy6J32wY3XXGA6or3XKJ/bhupae2G9TJ7IaLobDxv7lqOuqqO/rnbmCmThFjJFaS3uWO64hVvBW7+qP736hH791e+DfjaXwO3fFw/55zTiWXP9/TPKRPYVGSCFIw4yNXvOb3rYvzq6sdhOsqNbPG3vN9+zEir1cZf1P4bp++5tK/JtVzGppKrn91W/T7FK7mqTsqDm66YWz8iytVbP5XP+42Q5M537wXuJFRY7OW9YqbWxUqudgu45K+B+y4bRRNTyVvJNbDx/O5rgdaKmndlJM2fp7TrMxlTmqvdX9cn7jwwN08u2Sw05lPtgtTt5jU100Pp0wl5uank0t6I6Zt/6gkJch1OvGfaRlLLD/CmL9+BK+8xNs6u/AfgpnzV34lmuk9c/W7g2vcN+N626i33oVHO5ZqeT8bjpOWZ1rltbrpiz+tt8ZHohdnnboN6/rUMWxl3+MprniH38SDpx2n3TssP8DOV6/Ge+j/jPbV/Rnjxq7PPO5urwMV/ATx0Vd9tIfnCINe08JW/AC5/k/LIycKNHwE++mtqUW4SK7mcjs9vAx/8eeCDz5uoRbtOV+yk5Mo2yZDJSK1SwcbZGk7GcZx56e8DV70deOjKgduXtrMa78YEgVIFfesfrR2cTsiOcsKTq17FxtkqgD6qK97zVf2z7Dze+BHgwjMtGbqcsSyTZnOyOGrj4+xKLlvlYjbTnJCmTnzbDeDb/6x+3niqelxxgkHHdqnH9Sjd9b6vA29+FHDdf2T4FGPmEUOV5n6uTkg/MUol1/47gLecDXz9b7O9vrkCfPrleHnzv3CBtyt+emSBAOkv++w3z27ei1fUvoDHXP+GOA0hU9qhpCv2qeRK7MIXZjwvSi6dXiHPFabkOnyfClBf/Op83m+EZFEgdit/Pi56p6XoxZmkws/suQa4+p3A1/9mBC1MJ1ldcUgl16DBY1HMNJe6vy4FzxteOT52ZAOllW+Qq5B7JQgMJZdWxrctRVR+96S8r1mhtt9ggQ6iGOmKgf07IKXdMo6tJINcieIlQYjrHjqC933rQfzD1+5WTy7uBb7xd8AX/89QG8jJY3e5z9aPA5e8Frj4z1Pb3Qttc9HdH+vLt+zFdQ8dSf1dV2S+ZWyahinjeHqV2mTgCcgwfi9GSq4+NijlPaum1UCWOYlRIKwwJVecEtn/+6UtGVp+iL+qXYTnVa/Dz1evg3ftvwMPdrZ2sbjzC8C1/wZc8Za+20LyhUGuaUHSo1xlVicO3Bk9OsEVie67Hd/aUTVQNJf79okoEj/eIUifQHQyFneRnYZa1UO9WsEf1z6Fajv6nCkGm1lJ21mNJ52H7wUa0feWYbdSAi8bZ2vWjs18vYpNkfH8SjPDpGFpn63akcn0w1eriaXhx6SN5z0jyJV+HptjzGG3vC+6BC+0BDyZrmh5cqUFuR65Ue1ibjwFeNwL1HOu4mnlQPRmLf03QasUxuzWNZE5XVGUXPlW9ezK7uvU9/Bwxl2yey6JFyBbPZ36MrJrNA4E9pcCXvdVm2dW96Hmq4VTlsBTPDk2PbkyBPTcoN9IjOdFUSmeXAklV05tkKDz2hGdBlUSBvLkKkGQy1RyxWszCRSM0eswqeQaNl1RKxeBPoLHci76mG+Zqo5eHpoTj/SbOc833Q24XJRcphreDHIVpOSKN2WrRoXaHNMVzXTnxAayWBSkqL3dAHE7CLEaWWjEGxhyXfsN4Pgu5IUbqLDuY1N1tq//bBR5726K6gNL63jlR2/EH370xsTveiLzLSPIJV24GYRMO660zXON57tdD35LK8v7CDTqPru/dOiT/P3469p/4RT/QCHen0EQasHDAGNfWhtafoBt0XzxeLhBPbl+LNsb7r9NPWZdj5PCYJBrGvBbQBgNIO2MVdFEsSWP7vNux2fe3BPk16VL06Z3lFmNP+XvZ6oVPBqP4EXVy/Uvsy740xAlVyXFeN40986wm2J69MzXq/Hzc/UqNs5ExvNZ0hXv/Zr9b9dLwlDlhCkLkU5n0ZwsjtpLxxzQuy0iEsbzHYKgqT4sO7+jHs9+JrDxZPWzK9mXHbnAUThlUOqNFb8F7LtV/7vfINcolVzSF2WdQNz26fjHDdD948h8FuJz1F+/6fla+bVhVS0GsuzWm0EkuWezKbnU/ev1MXntlzAMrfZVR+XJZS6Us6biZiXwVerNkQfyfd+ILKmI7nkatZI2jV7KQFOBEC/N4hS18S0O/CDEn9c+jj+pfRLA8JV2ZdE1F43Z2ZVcUbCkkd2TylzwSuyCSi7nbYsICJu+pm1TyZVtk7Vf5L3qlUocbBi0umKtklT/WDYfnZRcqemK7r+D+PzG59mcK+TYZ3ZVcq0d1T+b85yMyHnplq64uKY+17HVPudCga/bZ5zTNG/NtDWMuZGe2Xh+eT/imXwfSi45p1XD5D6Lo8D/8L+G36ldjF8NLk5WC85hrGpZisn+3y/t3mm2fGyM5ou7wihzI2vAXUQkXfyOyWhgkGuS2HsL8N4fB+79en9/Z95IWW8qUWwtGkGuwNcmpwkl1zH9s7ugvebfgPf9dNKfaARI55YlXbF7dUWt5PrNxkWoeUbP3Sl1a/f1wHuepVLSrIO2lT/aw1cbSigkdz7MIFeGBbBU/JutV+IJM6Amz/Mz6t+Zdp3Fj6s2px4lMCrXjtEW7SnWuyS5XY2kz4nj6hHlTXboPv3vDzwvs4dC1mCm70zsOpW5T62u+PDV6vGcHwU2REEu89oIQx0cctU7i49MZiXGL7wK+MRLVEUoI6jSf7riCAPfch6zBLnWF630241mkGtUvnH+YOmKVeP7mFvaqd4qiydX9JKq52n1SJYglxHoB4oJVJtvWTPSFZ9+5EvArZ9K8eQqIMg1zKZFGg9eAXzu94Ev/7nz/LeAD/8S8KU/Gerts5g5u4GTkSu5Ln098PHfsFRybptcNaH+tU59if++sTw2CdJ86wj+sPZ5/J/aZzGP9RzSFdXnmKv3cV8Fvu43+gj4hdDzDXHRHMl+U3MF+MDPK+uFvJAxpZfKPQyBj/9vNZZlwLw3ftC7G+d//gXZqwl3fFOjjS09xhRVoc2crw6arhgHRypJVU7X+ZTMF1PmCGmpaKLwb0mw2Jwr5Bjkcodza6wcMsgVb45WOqcrNtsDKolWjyAOOBmeXK4PGJA+/luWKCkBy1QkVRHoa+5mBtR6rQdM5kN1f5wRHhi82mwXbKuUAZRcxvcZn2+/gbqn+v4D4dbozTMG3CVDikGuscMg1yRxzyVKSmsoDzLRQSrdleOGd5CkOi7t04owt+MzBwk3AHbDh4FHrgd2XZu9zTmhlVwdjOeDbIGXVqAHsSe2VaWTgzt+Sv2y04L/7ouVLPU7/2o//9C3lD/al//Ukfc66QNWkCuLkkt9N7O1ChbqIV5U/QbeUPsgHn/F72Hrzq9bn6MrByNvhDN/SD26Si4j9SzNeL7TmDRUJaGbLlIT5Cveqv5998VKOfWNv8uUXpQ1mOnujpmXhKXkcq+nwFflzIFIyXWS+tkM7K4d1efOfQQmT83VWgNu/LAqIf35V6rnavPqMXOQa4h0Rb89WBVKST3L8rd3f8UK3m3w9M8j8+QaMBBYMV4/v/wwgGy7pnKNm0qpLGW15TWzte6+I8NgtkPatw2L+LW9bwM+9wdYbzSc1+fUBnNymneQaylK+zj6kHr02ypw/OFfVAGw6z/Ql3m4i7sISFu8uOdppEraMASufpfyIbn/G5nb1FXJFbQG9/4Mw6E23LY2dYGIBawNr+SK7yu1EZVJcWPO6fpKV1SPpgdoZ+11jjxyI7DzauCGD+X3ntJvtnp8/mM7gTu/qMayDP2cOVd4df0TWDh8K3D754ZoKDoruRwD905WD30fLk5XrCTUsFmRKU61kpybmvPphCo0VnIl77G0FGU5B015H3P9IH1mDrif32qLucE4QJBL3rpbRUGZ/wZhnwFNczxaOxpfw2lKrrQxWfejqm066NnlmEtGxdY+0hXlc1VSVNjdqIbqGGeEhwqpcm0FuQbx5LI239T5nvF1v3M43BwdKENfvH5ci0cY5Bo7DHJNEjKxafd5Y3QYYDvSWNILRcBQdT2inwvadjTDSld0AjKiqBh1hTUYxvMdFqy+H+Bx3sPYgPWui1oZ1OtVD3NQg/ji5vPVLzult8hg/9BV9oJbBq2Dd8Pz1XdqlvcNw1D97b7b9N90ChIc26WKA6wcttIVfxbfxVvq/4GX1C7Flp2X4tQb/xlAxl0MaffGU9Rjy1VyGemKhjlwr/QHc6Dpe9dS0mTdUsrrxzMZ/2ctMJBIV7SUXLr9zXZgT0j336b802Y2Aac/CdggQS7j2jADQ2lpfCJhnhTMhZSc70f/pHocRbriR38N+Ocn9D/pjNMVF3urPZwNg41Yj3fqJjldMQxD1EL9/cwtRkquXvdVYxlnNh8EoNSXNad6YTdksikq0SLOj12CvIJa1cMO7zAqCAG/iebaqvP6nBRJlpIr53RFWYTLPXPgdhU49irApjPUc7d/ZuC3zxLAGquSq7Wmx687v6DblKim6Aa51KO5AWSNg83saXoWl78Z+PtHAw98c6A/39rSQa5N3lpuSq6+gsfmnK6PdMVBq58NjXxXrYx2GVnIquQyxqpLbt2Nz33vkS4v1oH2HTiEH6lEY/KwxZQ6KLkSKXQ5fRfyvnUjQNXvpk28GWLcf9I/25uGHdIVm0uJ85amOk2mKxr3eIHpinaQy9ikP3RP38EH16Q/bQ5sHr+v/tecQ4ZBPL+JPbkMz7T0dEX1KF1oXKSmq5LLCHL1k66YEkTPErith+oYZ3iHugcjB8T0Ax6kwIM9L4mKoESeqMvhHJYRbf5mCXKZPtcMco0dBrkmCVEc9DtRsJRcGf72+CPp/3ZNIM0JZ7d0RTFPH4NXlwwsnRZDTwruxFdmX4s31/+ju/F8XF3Rw2y0uFya26F+2WnBL+c9aAEPXK6fl3MV+jh57SEAthFsEEIFuMzBpVOQ4LvvAb7xRuCm/zKCXBX8QKg60vsDtYiqNdQxM010JBA6v009JpRcui3mANqrumLXstO9WIrk04fvVZOgg/fo393xhfS/MciariiXSazkCju32drBl1TFs34YqFR1uqLpS2FeJ2nqnYkLcqXcr+f/rHpcO5Jth883lBd9HbuhVC6NReDzf5g8VrdUxLgvCnsvhB+MAqSPejoA5ckVKypGpXaR89zHQqrpB5iFPqezS0rJ1TPw9MVX4d2Lf4jfr37BUXJlCHLJYjxKq8piVt8v5jmvVFSfcrqnFQGthppEbojSr3NT21lKrpyDXDLxbSyq8VdSQU5/EvCzb1Q/3/aZgdPveqX9AWaAUn13Iw1ymffqXV+O+4REIQNXyRU9Vky/R3McHNS09+6vqHeXDZM+2dbKV8klcxQpBJGp3zGv1z6CfdaCV+KG/fRzS/vU+ev3WpVAXFZPWABX3nMQf/XZW7HW7BBENMeWbpsoxrj72k9ejz/9xE1YWu/8erkuf6n6HePJwYNzn7huFy76trGwbZvpiu49kM99Ke9brXpd1UXdMFU57gam2W7rM/htne0BJPrSNCVXMsiVIV0xDPsuONDVeN5cv4R+33OxRHXFlFMt6YqJY/fCHY8ihZwEj6oV3T+mpyvaSq74u+zWBjPI1ccGpakS19UVe/9dLVTf+SnecbQbduAnlyCX6Qc8wJzBKhAmQa626tNWMIdVzKoXZklXPGhcW/0KVkjuMMg1SbQHNNrsV8mVMJuPgltu8Mvs/Ewll7mgDUM9Gc2xHHBW4nTFDh3lGYGqjPhDlbu7e3JFI+R8paVUBQCW4yBXh5LD5qL17q/qn41zdeqq8phKlPR2PSA6BQiN1KxmlK44U6vg+30VBPq8/ywAQCUKNDb7UXLNb43+LUqupPG85ckVPRd2SH8wFwN9L5Al5cdvAkcftFP77vpSz2sra7pibCCa4q3gDrbW4kZM5895pnrcYKQryuxKKisCRrqica8cnLAglwTVvSowtwWozgDf9/NKgQKkGssm30NUSn3e+4fv0+do703Ad9+lf/etfwQuPAv4+t+ma+7NvqjbQrjd1P3hKd8PAFjw1uPF5shSugZQcjXadpBrZknSFXu0OepXXlP/b5z24Of68+QKRHEyQiVXxcNp3jHdhnW1sJFqsfl5chmBgrzTFU2lycoBYDmqxrtwurqfavPAkfuV790A9DJwB/R5EhXeyFJxAfseXD8WB5bddrrXrlm5VzaAvGGDXK014ECUGjqgOmd7W/fjCzkouVq+/d1kC3KZ6Yr9K7kse4Ssf7xySHmrfuxF2SvXxm2Mvqs+lAvvuOxefPSanfjO/R2CzmZ/2S3gsay/L7/dQhCic+AM+n765arxGYdQcr3p4jvx1Zse1E+Y1RVdj6qc7ss486BSMYINfQa5UlR/csv6ls2H8b5uMNCZI6QFtptxtkX0nuac6MiD6WP85/4A+PvHqFTUjGQ2ngf6Vo/LealnSFcEDP+xLLhBrsiXy/ZM65yCqF+n/l31MlwPlpKrn+qKaUrR7tddEISYgXEMZ52Zd5CrNUAgOa0YzkwgSq55rISRf3EmJZcxzw/ag2U5kNxgkGuSiA2Kh1FyZZhkLDpBLklTdINf5mBkDhLmTdta7ezjNQISu0QO9VCd00d5h1FpHFM7ju//WeCSv7ZeJ4Pzgqc/w2IvJZf5ee/9mvJtAqxdo1PX1E6VOekMQiSDXJ0GmtjzqBUHXea8Ns5tqff9VvAkAECluYgKgmxSXbleYiXXmv2YUl2x4nnYGh7DZTN/hrNu/7fUtx3Kk0sWhgCw53t6clPfqCZSO7+T/ncRdtphNyWX7MglJd3uBC2usBiGwM7vqp/P/lH1KEGu0NdBFytdUZRcxvc6qJLrzi8pY+e8jdIlqD6zEfjdK4DfvgzY8ij92bIEAwZVcsm5EA+wy9+s+58HvgkgBL79T8AnfiPZp5m7st18uczF4YKqjqOUXBX8ZvWreMYXfqp/T5DGMvDuHwW+8prOr/nKXwLv/THV7jDU93A/Si4nyFVfegQ1tLsHnvy2Sm+OeOzVr8EF3kPq0HJt7/ke8M9PAm79VOLPpe8Q4/kilG5mv1Dx1KTyNEPJ5TfUxHJhtqZfH4bApf8PeMfTdDC8X5pFKrmM62z5gG7jptOA2QXg+yJ15IApiwklV8r3ItfFXBSg7EvJdeg+4Et/2teC0qLh3INRyqKrrk56cqlHcwPFmlv0CO585da9eNsld9npMvtuHXo+cpIR5NqEPNIVba+7TMFjc6OzV7riIzeqe/q2T6emE2VS+Pht4JO/qeeG5iI4C9LGoKXnQT1Ybqix0S02oduUMchlbC7JYrqbL087CHGBtxMXVIzMhaxz7sAHPvgLwCdeGj+11vIxD6NvN96rl5pxUNrGPKY6oJIrNFU5TmDEPH/WnNIdw1Z7K7na8Rw98iQz73G/YftDCQ9eqTaoTEV/D7oquWSOVp1Rj/tuyfy+gJmumMwA0McbMNDi2qFEgUM57RWjkmFa32HO0QGtROraz0jmBNBXECZW/1nVFbtfd+0gxIwxl6k468885hmN3JRc+l6Y89W8cxnzWBMlV79BLiD36rCkPxjkmiTyUHL1CHIdWWni5ttvs5+UxeWiq+TKkK5o7raOwZNLBrJOHdtMqCdKG47dqxbQu65RVfuMyZgsCjZW1CDeCOtYrG2PDrKW3rmZE6PVQ2qyCVhKk9PWlJJL7Xyo50JTySWDbqeBxvA8kop/Jy3fgxraOBxuwu3hufFLF7Da2/QyCPR7dgpyRd+juXjwAFzQvhOPqezFabu+kvrWdpCrj0E+DO3F651fABAC89uBJ/wP9VyPlEVTOeZ3MXhNyM6NZrrnLd4d8ltRyWUApz5OPdZmgNkt6mfZzbTSFVPUOysHB1tgX/xq4Kp/AfYNpgTpiATVqzPA9vOAM56s/h2nYmZo66CeXDIRePKvAqc/Wd1LkhJqBp7u+hLwvf+y/zarkkvu2eoswrmtAICNngpyPb/6XWxY2QXcf3l/7d5/m/JcuvEjnVN6bvu0WmwfvCsKXsv2uAQEA1VB9yt/CfzX/1JVdR0a7QCznj6nXujjUZ5h2nr5hcAX/9huw+IjQOijiRq+GzwOlbCNHwnVjnX8d/d/Azi+U6XPOcRKrnpxQS6zuqnnqQXaadAbKO0oGLVprq5ff8MHgavertRQO68e7MB5Gs8fuk99bxL4Nt972VFyAcAT/qd6vO2zyWvmlk8AH/v1rtdxFgN3reSSdMU+vrvr/gO4/v2qgMwgxG2PBrg7vwQEfs+qkKZKWHtymXOL7sGdN375Trzr8vtx937j3O35nv55wBS0k3x9fWzEGtbTKu32gb6v+lFyGfO4Xkquu76k7um7v5LqyZUp9vHNC1XBnLTjZ8FsY8a/leBWx4Csu5naCWNMrSF6zy5KGj8I8IIoVbEVRlWqs25ALD6iVG53fA5YOYwwVOl4czDGeUvJ1TtAPQhxkKtSMZQ7/b2HGbBwA6J+x3RFN8hlm8+nKdcshZMfJucKbspi4Ku0WaCvQHVCOZpWXfHMH1aPfSq5dHXFzooqK12xn/63Q7qi5ZnWJQVR96Oe1cbsSq7sczerEFV8zXT/m3YQWEqu2rKj5MqjuuKQnlyBEVCUe2EuVPPHlXAOq4iUXFnW5okgF1MWx0nhQa63vOUt8DwPf/zHf1z0ocpPHp5cPSZ2H7zqQdx7b1Rd79THq0cJciU8uTKkK5pKihHLMs3Jfaedu1qo27Tp+L3A7uvUP/yGkkpHyKRhQzRZWcUs1jEH1KLOLW1hJEHJilId4J4oZdEICJ6+fr96ieXJFeqB/ZQLovZ0GMwNbydRFm07pgbom4PHIKzOxGqYzZ7qgLvu4pvXhwS5OqQrmmNPxfMwFwUMK0F6Wwc2nm8s2mm296pKkTjlAuCC56ufxVupA+5k0vrnwXuAr/4VsHwQMvdIk5139OQyJ3ZyPQDAhigIKpMUI20iNV0R6F/NtX5c73T2MuDtF5nY12bt5zdGQS5z8tVYBh64IpmWaCgN+0LOw6lP0MG1I/era0/6o8e/UD2awfcwtAPurorERBZeMxsR1DcAUEqumVoFmxGdy34VC5I+3FpJ/O2rP3kzfuP91yCMlVtN+76W6+iqtwMX/S/gmvcC931dVRZ1m+4ouQDgHG+/muQ2V4Er3qKCP2YbjqmUxn3eqbg9OBcAsN1T5ydefMg1lLJ7LhPzuQI9y+Qek93masXD6Z4OcoVxkEv1qY9t3gFc/BfGG4jp8Up0PWa87izj+agvP3TfYL5Nt39GfW83fiR6bydd0VRyAdrn7vjOZNrMVe9QlWSNqoQuSaPezmbWcbpiP5sM0iZTTdsPEuTa8RRgdrMKjh+4o6cCTf5lLpjsDbTu1VNXm+3o0VACWUGuwZRcJ/ud0xXfdfl9eP47voXja9n7u5aj5MqkuLE8uXqoB46q+x5+Kz6n8flExiDXbZGycy7auOl3YWYGJDMGFyWlsNXu0MAB0hXrXqTk6jIHavkhHuup/u/W8LzoWBmDXGbBpgO3RxtqwLyRAWAruVw1Yz5qbLNQ0sDpilFTTH8leQtTiWS12f1unQBNWiXYphUwC5JzBTfItXxgIDWm2y+mGs+f9xPqcd9tOrLxzbcA7/mxrhVZ5a26Gc/bwbx+0hWdtUW0aWqmBnZLQdTqTfUofrMd2xCGA3typaX19QpStYMwvi8BoL5szz3yT1fs//3kM5ifaz7USq7VMKOSa+WwVpZW6lGDGOQaJ4UGua677jr827/9G5785CcXeZjpoT1gumIfSq5Dy03sQDQwnfUM9RgHuZx0RbPz65SuaO5AjzjIZQYl0qL3QRBaO2ybl+6x0wQNjyT5+w2e+g5WMYt2CK1qSfPlku9px9PUo3iBGAHBTe0jOBnH4cHYWQ0M806ZVPZKV/R1uuKWw0r5cXPwGLWoid5jC/oMckXqFrRW1YJA2hB9j+ZA7nnAXJT66aVMPIIgdL6PPgYaNwUp9lH6Pr1Q7HFdJ1NjjH9/913q/xs+lCjLbH5G9z1EOWdd12ZASIJBqUqulHRFoP8g16H7jPfMOR1Y3k/UhIJU3TQ/z+VvBj7yS8mUq/hzptz7K4c7B+zl3jv1AmD7o9XPRx5QgfYwUMHEreck37u5bBvfdg1yRROS2QX49QX10SLj+U3ekEEuQBVJMPjM9x7Bt+49hDA2ml+3vzPp34+owHe3SVCj7WMW9vd9tndATcZMpZs56YoWu3u90+KS1yfhGABjIimLZzFHN5B7pkglV5wuXJFd5wpOs4Jc6lxIkOu3V99vL4qk/7ri79X1eMsnsh3YDBqsHlLX1Pt/BviPn+l/EirXgFx7VrriQR0sksqKMxs6f9dyj6V8H4Lvd1m8we7rRC3U1yJLPsegaZwyB5jfrvuOxnKKAs1uU5ii5PIC517vgixsLNWOqKmBwZRcrXVsC4/F/4yN5x+5Ebjlk/jCjTtx+55F3LL7WMe3cGk7nlzZisMYbe+VrnhMB7lMVUdWzxwAen5zSqRU7tcwuWnMA/tUcnX0ETX7zq5KLj1O1SVdscs59oMQJ0XB/91hdL1mVXKZm7r774iPY6UrGp/fbUfXPrW1Dnz6tzP1aXGhpGolmwdTCmnVFWMlVyeP00S64mEVNIkCje617Qe2hUbLD3orucwNGJmTLu4Fbvpo5/nEymGc9tXfw7MrOsidGuQ68+lAfYPapDp4p5qffeedwP5bgV3Xpr83TCVX57HRrq7o/P76DwBfeFX6RqXMHxeiuW6aJ1eXgJJrPK+DXB2uh7WjdlB3AON5s8/u1b+0fTtdcXalQ5Br+eDAa0jbeH4AJVeKAnYj1LW2jHltPO8GudyAocxrt56tPY8Z5BorhQW5lpeX8eIXvxjve9/7sG3btqIOM13IANJvumIfnlyNlo8dXtSpnv0j6nHxEdX5xiaSUsrDmGR0TFc0lVyj9eQyB9S0iWM7CC01xLbFu+1JsBFwkAFBglxr4ayafMWqlhQll3zerWdHr4kWCea5AvD9lZ3Yvv4QtrTURKBinqfZTdF79U5XlI584yGVtnZz+BjMG0GuzZ7qgLtOouUa86r62K11+5oLJMiln/I8L150pym53IlqXxMuWRTOLNjPn3KBkc7Z5dq67O/wO7tegw3Q94G1npKB6eBdSU+uLob1sSdXfM4qqrKiEJvPR9+7eY3IYk0eN0X+bhIIzcohw5Mi7yByRyVXSpBLFlLyGLepQ7ri8gHgn58A/Of/SB63uapVlKc+Htj+GPXz4ft1AGfbubpdVrD9mP1e3dIV5XczCwhqkZLLa2C2VsEmRP2km6LdCzPIdUgHufxAq0qtypqmmkSel/Mu10/Kta2UXPbzSskFe1HQMoNcDwEA9nin4iBUn7A9VO2Nr225F5b3J74z6QP78g7qk7axE6weYXlyST+0aVYFhU4OontrS9THyrnrlGLfCUvJdUhdf2tH1Pnr5uuWhox5cn21Oii5JF0R0ApQc6wOQz3mLnUJckVfQ6fqfGZfN1cbIF1RPsegaZzy97Ob9Of0G0mjeWftYfpH6SeNTYEewZ2m4fUTt8PqLwcwE3eup02i5Pr0y4HP/DbetvJXONM7oBdVt30GeO+P25sRDqIs6E/JZaYr9jDglz7Tb9ppN07FvI60G/oYW85MHj8LAyi5RCHXcVFqbW5kDXJ1SYGMKwcGOBmqX9wTntxXm20l1x2x4mne7KtNJVc/xvO7rwVu/STw7X/u2Qx531qPAEg3ugUsOs6tE8bzh1S68z+cD9z26ZQAvJ2u2MwS5DID/jI2fvNCZUb/pT9J/zD3fR2bHvgy/rD2ef2nVpDrmHrceDJwdlQ86IErVNEbufa72DMk0hVTTrWpSExcf994I3Djh4Gv/d/kH8q64eTvi9qR4skVp0kmD2ymKAN6nOi40eFu7PWhwk+rrtjbkyvArJGuOL+WEuQ6vhv4p8cBH//fmdtiMnR1RUNhLud6k6f6wK7pite+T7X7e5EaX+aEp1yg/WYZ5BorhQW5XvnKV+L5z38+nvvc53Z9XaPRwOLiovX/Ccug6YpWdcXuf7vebOEMWVSc+UMAPDWQ7L1JPVffqCPQ5oSzU7qiGeTqo0pHHpiS6jSjRz8IrYXiKcdutheFRpBLJg0boh25NcyozjJtwR//UXSuN0cBDBkk5VxtVhPG36lejF+/7tfwG3e/EgBQNRe1MxvVY6eBxkh7a7QDbMYKZo8rJcjNwaMtJdfWKMjVXckVXSv1efU/oK4f8xqSdEWjLlPFA2ajc1NJWTy4x+xLli+LwjOeogcGQFXEyxLk+u678YSV7+I3q7rCpXV8+dtD96QouYyXRf+QSULTTVes6mDQ5296BNcfdKoQpiq5omOfFAVyuixmU7EWbaNScqUEdiVI4C42zHRFc5K992Z1re2+NqlmO3QPgFAFeTaeos/NkQfsIFfad2/2Q0AP4/mozTML8GvqPtuIdczVwngC03+Qyzj+4Whh+823IPjmW6MnQ1TC6PO2G+npitJvzG3Wr3OwPLmiIPo53n61kDEXBeb3EQUg9+BUHApVn7AtCnJpJZfc56H2mZPmRffMTIHpir6xOAOAWtjGdk8vkMNo7FuIlFyz4qm4wUmtdh97YQa5Wqt6vAP6v6/kmpOFvfney/sNJddp+vm6TJKNfnb9uO73xYMmBTlns9X0qqBmX9dNLXTJ7fvw55+8OWmkHiu5Bg1yRX8/u0kHptuN7Eou6Mpg1nfRJYCtvJB00AJA5G3XRXUiBAFw88eTynUg8dxGrKvzFVUEe3JwJ74089fw5FzddJEyse6Sbpowns/kyZUxXbG5or+3wEhXhKpaCWSorihpWl4V2HR68vhZ6NOTq+UHxvfXoYWWJ1e2dMVarORy5h9f/1vgbapan6nkeiSMNhqyKrnM+e6BO2IV4byXvtHcl5JL+vIM574dK7k8wyeq93W1uN7Cn378Jlxxz0Er9Sz25IpOm3mvdjWeXzkE3PlF9fM9lyQ9yPzQOgctP9R9nsynDNsQ1UgzlS7qD2SOdfNHleelS3T9nefp+VXcljDUSq75bcCjn61+fuCbwINX2J+lAzpdsRK9ZfJc275Qxu9Ni4Xr3w/cdbH9h7JuiCpAy/1oFgboZjwvbfNiJZd67OhL5wa5+qiMnV7Yovvf+I7x/Ia1fYnf4/D96rpwC3JlxDz3A1VXtFSN6rmNyJCu+FBkoyK2B7GqeZteX/WriiW5UkiQ67//+79x44034sILL+z52gsvvBBbtmyJ/z/rrLOKaNLk0G23xTSeT3vd0YeAj7wQ+Ozv2/njfaQr1hpHMOu1EMADtpylJzUPR9XrtjxKp1Z0UlB0TFfssFjYewvwvp+KqqblR28ll62G8GS6J7vNB+5U5/mLf4wfuUstUuciNdAq5tTgHqekpQyA8n3J7qer5Dr3WQCAZ1dvRgUBtjTVAFwJDGWQdIQdPbm0gXmj7eNJFbXAPT73KBzFZkvJtbWivvuuOemmeidWF6zZE6sUTy7P8zAbpSumKbn6msy5SOBn8xkqRVE4+fuBasq1aNJcjdv+u7UvY1OUsmkdX/728H0IfHuRnebJtWFGLRQbpvE8oMzmI/7l6/fi+oORqktSPbpVV5x1AhrNFeDDLwCufnf65xLMlLg+FuNhloG+pyeXkaLb6jABN78Xs6qWTFyDdjKQJMHlUx6ntpG3Rb4oa0eAPTepn7edm/7d96PkMjy52lHwdAPWsbliTNSPP5LRtCbCVXIdeQD45oWoX3khZtGMlQSq3U6QK05jjI4v10RHJVf0uaMUonO8/eq6tpRcxvcRpSvuNtIVJfUqnvCbr3dS5BJKrk738NXvVtdulkpDDlrJpY6xsXHA+n2lbacrSmA94R8YP2ZcnLrX7UPf1j/36ycn15xcX2ag8cBdemNi46n6eQneW8VKjPvLDX7v/C7wvp8GHrkh3tGX4Hs3r6vZLrv477r8Pnzqht245kHHeyZWcg2Zrji72VKsmX3rT1VuxPlf/J9qMRNhLs68WD2eLV2x6apDAGDPjfaLOl0bt34S+OzvAl9NqZDq+JIueNHYGAWoD2A7tnorWDgQLcYyGGRrT64oeNypu/nKa4BPvUz1R+ZGp6sINTErYvotQ9WhF2udirDEyNxmw0kqlQvof6O1m5Lry38OfOrlVj9rBlozpSs2V9HyA7znm/fjtkeMPthvx+ldgFFd0T3Jd31J3W8PX42wuRZvcuyJg1xZlVxmkOtOtCK1dyclV5qyKSYM1WZQy+3Teo/zrXgeU+nLk+tb9xzCZ773CN77zfuNdMV0Jddrah/Fe+r/jLZvjGlp6YoyZu+/I1ldMQztAETbUHKdfL56PPKAPQab6YruZiEAfPFPkpVgo3N3kreEzVi2Pgtaa3qDyQxyPXyVXXjG7I8dpM+tp1Tljj9bWp8EqHHStFj4/Ct10C3w9VruZDvIJefS89D1Ow4cJZds4Ha8r+T8Sjp9H+OfLlbQ3SfMRKUr6kDapsY+mKF336y4uXpYnZMwBD75W8CX/yxTu4ZXcqlHMzV0QYJc4bxWcrlzHlHwShBe5hn1DbaIgIyN3INcu3btwv/5P/8HF110Eebm5nq+/rWvfS2OHz8e/79r166ef1NavvlW4J8en76DCBjy+jA5aXr4ah0ouvljwLufqc24zUhxj8F6YxRFX6ydpBbtEqC5+p3q8bQn6sWldH6tdfsY/Xpy3fYpFaG/+eNd29YvbWvnpIOSy0tp0+N/WT0evldV67rhg3jyno9jM1ZibwWVrhimm3DHBxUl16PUY2NRTfakwzvnWdbLq6GPKnwdJKrNGQHF7p5cod9Eox3g+zx17RzZrBa+czPVWHm3TYJcXSoLxW2uzekJrd+0FxRBMshV8YA5dA5yNZ1j9lUqWxQlC6dpT5CZTUoh10vJZUxwt3oreFlVVX60g1w6eLwlKg8vO3Lm6+TnjTNqgR0HuWRiZyie1lo+joRReuVq5D1lqRqddMXZBfu9HrlB3b/Xvz/9cwlGSlxWpeQDt1+LQ294NG6+6K+7vzBFoQYgXb0oC3l3kDe/F3OydNTYnXVTHGM/rui7nl3QqV2iiMiq5MpiPD+7gHZVXesbvXWdqgioe7WHwbWF68n10FXxP2fRij1hAAyp5PJ1kOs0VSDkXG8/amgjtJRcxvcRnefdhpJrS3gcQKj95szXO8FHt0JfEHZYIF//fnXt7r4++bseaPWA+vdcw1YPeW11nS3M1gAYStxEkYzo0e0X/DZwx+eVv4eJq0CUTR2g/zTgOF0xur5MlYkEpTecZAXFU5VcVpDLUXLd/lngkeuBOz4PPwhQQxs/612LbVjsWrFtrosnlxi0J5VcRtrlAIFLO10x+szthrXY+F/VK7Fw8EbgbtU/m9eVWXnYC437p8t9aatDos8qVgQSNO80ZtwdKSnS1HPR3Eyq7m3CGmZaUTsqddwMtTCvr+6z36NLkEvOg3jdpSpuwlAVorjt06oNblC2U8DP9Ofzm9GCN8RJu7+OU6JU3577HXIdbjhp8IWZOQ80/7axBFz3PjUHNAK5a8Y12HFR6ii5rrrvEN761btw4VcMX0tn87HWKV1RAvpLe1BdV5+3EdbifjJzkQKz/28uIzim1iudPLnceak1L7nnq8C//QTw9f8XvTh6jwxptm0j6FKV+HCGzRop1rDSbMMPQsxjHT992fPx177abNPVFX38dvViPK96HU71DcWvO1btvRloROfk0N3w201UEOB5lWuwGSvwg7CzJ5couFurdl9opSs6Qa7qrDreF15lT1CNc36ep+7J+FxLQKlSU5YYpz1RXevNZbuiqBvkWjum0pFba1aaHuDcw8sHgXc/E0+/6236NJnfu1wzlZoSFqwd0Yql1SOIAz4nPzY6rnhyRR/Z00qutHs5VpnBB1rrvT25RMmV5nnag8AKokdK0T6N52tBA9uh+wvfN9a7YaDWWsceVv6v1/1H14IAghXkCjpXV++E6U8n53ohUmeuYE4ruSxbF19vOLrz45mNRl+ac8Eo0he5B7luuOEGHDhwAE972tNQq9VQq9VwxRVX4B3veAdqtRp8355gzc7OYvPmzdb/U8tdX1RRdHMX2cQcaM2JwvFHgP/8ZdUJn/5klbu9vE/vjpm7bj1uqM0tNWAdrUULWQnQrB1VAZdnv1ZXC5TAi7uwDPoMcsmgNWzpdgdTsZSmXnI9uWIe/0K16xy0lYFxxALWYnP1VcyqgWpDlyCXTEYWTtPnTEylAeD7fwGL1e24LtDqpBm0tCdXdSYZUEwcIwo4tVsIQ8SfJ4z8q+brFW08L55c3Wa1pnqnbgShzYEkap9lPA8PM9G5qQatxGgrk8pnV27CCyrf6VPJJek9pysjckApujzPDnSkDVzOxOTltYtxrrc3PcgF4LSmmpTOVGWARvSoPZW0kksq/CSDQc12gCOI+qrVQ8lr252cid+Yq0Dpps7y25byIauS6+Ctl+EUHMUP3PvOdGm/IP2NuRgHOgS5ZEHfIV0RsO9/c/F11AlyxZUVL9DPyYRXlBTbzjUCwB28AYFsxvMzC2hHnlwbsY6F0FnIp5nPh6FS5bh9mrnIObZLVdmLqKPdI8jVScmVXNRYSq6Tvx/h7BbMei1c4O1MV3I1V+Ng8e7gFByOrs062tiMFb2QNL8/Rz0UG8/XtO9c6n0s480AO5TyfmLgO79up0xWffXem+fqmEULFVkASJGMuDhLdGx3U+euLwKfeAnwNSfAK9eCF015BlRIAtBjXqzoMq6nMOoXTT8uwFA4Gd+1Oaa4Sq74czbgB8DPVa7Hhe2/x6trH0+qJYzd9XqHlEbAMGp3AwDmGD6ImivNk6u9brVTbADkXLkqYUm18awNtC5KrrazcA58vel33o/HbUjgt7V6w/zcN/4nsPOauP95IFQqhwWsYbYV3fPz27AvVBV1Z1b3q/5TgixdFoqSPiNVS1M3gNoNxIvdxlLy3uoY5DL6Vr+JIASe5t2Lx13xe/jDpbcDQIZ0xbQgV7/pisa5NM/7MWPT2lBBrTed7y8NR8m1tK761sU1o491xl1ZTFtzoMaSbt/iXtTX1Xd2GJuxDgnKZlRyNY5b/6wcUGlKnaoruvNSq12ygSVjZR/q1Lah5KpWPDy/8l08/Zu/0bWABaADH6tNH0EIfL+3GwvLD+Fn/SvhIYgDJnPtY6h56hiVMOWzyXzGvC79JuaXHsb/V70c75n5F7yz/o7Ik0ufg6ZZXbG+URWrAOyAs7n54np+/uRfqD7mgcvtqsTGOT/XDXLJ+mVuq8iidJVFE7fvu+KtwKd+C7j+AwmbC2sqeuOHgAN34DH7dBqiFWCSOcrcFjWvAfQ8RvqP+W1a+Zuorti9kmEYBbZfs/sVwDufjvlKVNAhbbO7ta6rwEvBn348uaK3VJ5c6Ngmk7YfWOmKALDD0+daKbmMa2x5v30dZ6iA3PDd9Uh/QS5LoVYR43kjXVGM59vrOmPh2E49d3MzHawg1wAFULoRhmoOHfi9X0vyD3L99E//NG699VbcdNNN8f9Pf/rT8eIXvxg33XQTqtVq7zeZVmTS1lPJBXuS88j16uY66XzgZZeo/wFlcttaswfoHjfU1qZSshyuRh2qKLkA4JmvUMEFN/DiLizNCZ256OvUWS4VE+TKouSS6oq7glP0L878IWUMCKjBMmLBW4vTFdcwqyZfXT25JEgwq4NhMnGZ3QwsnIL/99hP4P9rvj7+k1m0UJV0xdqckZJlBjidVAUAQfQost+FDWrR/phTFnSQK1JyNTuV5Ab0dVWbt/2vzGBRFNx0qytaRtjOwrDRDuAhwLvq/4K319+FOb+HWa5JrOQ6HbjgBcBJjwWe9hL1nJwfhOmdetTuXfVzcUtwHjZ7a/jczOtRedjYoTOu19OaSubuKrmsBdlspOSS6oopwaCmH+BIuEm3oWOQS9IVHSWX3LPddtGOPWzfUxkX46E5Sf78H+pJQnNVmSSLBLynksuY9JnBFBMrXdFYfJg+G66Sa39kvn/q4/Vz28+zX7P1nPR0xYSSq5vxvJGuGCm55r0mNsFZMKb5ct31JeDdzwAue4P9vNnfIdSqEEiQy0xXbNptN6suAoaSK/m9Wp5c9Xn4O34QAPCMyl32+CEBFknfmN2MY+FGNDADf0Zdn6d4x/X1bX5/TnDPTVcEOkxg48VY/0Eu13h+bs1NV1TvvWmuZvc3iXRFuY+ccyfpA66ZsaitZFPHpMd9dde+Rbzuc7fhwFJ07Di4taQmnGmm2KYfF2CnhgumCkVUwG6bWmvwgwCnRz6a1ncpLzUqf3XzY0kNcrWb9vxh6CCX9uQyrx0p6CLBBvlNFT5mHvgaFuSeTEtXfOQG4PbPKduD6HtvWeqQUL1m9RAwuwU47yf1Z3PZfa0OVEi7D9wJfOEPVZGMSA12T6jmRQveKubb0es3bMfeQF2Hc2v7bU+7YZVc5nXRWEoGmToF/My+NUpXPMU7BgB4lK/6tZ7G87LBtWG74SMzRLqitUFrBLmMDQlTydU5yGUquVbTr99lu/+Q/teaA5kL5qU9qEdKrsPhZjQRjTGZqyvaQa7qobsAaJW7amC6kmse69jw0Nf172MFpQTsG/ZjF6QfrVWVouYlta/hpIPXKsVcF+TcrTV9BEGo0nGh5nan4ahWs7eO6s9ojWFR29L6UQCbFu/Bcyo3AQB+onorzlq8yU5XNFU71ZpOmVs2glxmwN/dLDz18WojHgAu+SsdHDOVXJUOSi4ZQwCdsgjozSbXkmTn1epx361xcKfmBpuCALjxI+rtW8dQFSWhGcyUa2Z2s26D3HMyb9x4irr/5HdhqAsDIEDFS85ThSDazD+rcR9wfBdOju7/xH0VhsDFf67Ud/PbgKe+WD0/UHVFsyJn979pBzpd8XA0Z36Up9cbfhDabVg+YF8DGYJc7njXlycw9PdZqegNF7k3rHRFQM+5xJPVfE7mAvUNRup3zkqumz4KvPtHgKverv4dBMCtnwI++ZsqUyz2hzU4cGfvKr1TSu5Brk2bNuGJT3yi9f/GjRtx0kkn4YlPfGLehysXciN0Mjs2J2XmpCcyPcVpT1DlyKOgRvyelvF894XHyW3VeRyqREEZ2VnYtAP4ib9QP7ueXGt6wLOeB7J5cslialDPjw60enpyaSXXTWGkFNl2LrBwiq0iiVjAGmbDyJMrnFW7cF09uYzUP3mdKG8i5UEbNQSoIPDEY6ZlpCvOJNMVv/43wFvPVSoSQKcrRteG7FSeum0zvvUXz8Hf/tITdJAr8qPKrOSqVHSAw1RySbqi8WcVw5PL+uwRLT/ARqxjo9dA1Qsx6/fRscdKrtOUZPuPboD/1Jfiomsexn2HOwfWzHYfr2zFy5uvxveCx2Krt4KTPvvrOtBi/N0ZLTXprjneCubu+sZIyRVPzkypvPF5j0S+R1hJCXK56YozUkXTmch2W2CbpvNA9smIFfReBS6N0iH23KhMkm/7TPS6DkouqfrXXNIB19gUt0u6Yiw5Dx0ll/HzvtuAxd1KoXeaMR5IhUVh2zlaxWcG+iTgPhv1gRmN51uRkgsAtvvOvXw8pT+W+2/vzfbzziLH/PwzXoqSy1ywuN99FyVXw6yuWJtD+CgV5HpB9WrtLQjoCZQsdredE3v++POqTzrJTHEzvz8nyOUWXjCfs3BTBuUzfedflWfkwXuSf+O8nywWZtdsJVct0Mbzc7L761aCBYyFobMY77ShItevpGhYjep+X33w2w/hP7/7ML5wU3S+5JoLA9WONJWNq+SK0xW7BJTSgiZRsEiuhVm0kj4/vkzQjfLxKd+bKFOtHX637YNsRMkcYM725DL7VNlskntSFkvPr1yDhU+/GC9vKFWG56rEV48AH/h54JMvBf7tx4F/+0kgCJJKLlEnPPank6pZk3svNd4/+uxyzbRW4uq3dwfKG3Yj1jHfjgJz89uwx9+qPs/6AVt90tWTyw4epweOjT6guZRse0Yll1J7qz5oW6BSoXqm7sh1uPHkwRdmZvssJZfhnbSeHuTK5sm1Ei/arde7Sq4043nT42lxL2bX1ZzhULgFjVCCXH16ckXVkuuHlSrZ8uTqYDz/supXcd7XXqZSsAB937g+gylKeRe55+tVpeSSapFW9fAU5L5Zbbbhh2GsVgGAcyv742tlwT8WP181lVwyVm0+w3rfxVAFR7cu3o1nVHQ66c/s/w+03ICmzHWrM3ozQIoPhaEdlAycIFd1BnjmH6oiRevHgWv/PXrjDOmKnYJcFzxfPZr9cbupgytHHkimK8o99cDl8TXuIYzT8Kygy7qh5JJAlrRJjrnhZK1qC31gXW1mfJ+3C7/5zWfiZe1P2Mc1CEJgC/S4vlBR5ypxX93838D3/lOpmf/X+4207vTxr9H28YqLbsBF1+g+JjZor3RI3UxBeXKpYzwUqnHRUnIFKUouK8h1W9f3B5KftV8ll2XyH01/FiLBwzLm0UAdoajApW80rURkrinzq5mNeizM25NL7D5krfnAN1T139s/q2ILN/2X/frAV2nRFz7KVtaeIBRWXZGkIBOBtPQYoLOSS4JiorqqVPVkxJ0Q9VByneerhf/DtWiy/+RfA57+cuBF/6XVJtUo9U4GmMzpiimeQWFoLzxyLEtvBnNSqyv6IeYiGflX/B/GVTteCvzi29UvTRVJxCZvDXORympN0hW7eXL5RpAgDnJFHd+8WoTHHgcVtWCf8VqoyvdsKrnknO78rgpU7rslOoZOVwSAOS+aMFTrOGv7BqVIigJqW6IqZd2rKxqBOUDv3FpKriiwZryN5yEOAFqfPaLZDiyvI6+f8u3R4u491y/j3v3qerrmgcP468/ehjd8pUdaUdTuRW8zDmIrXtT8v7g3eBS8oIWdt1+NN335DvitZJBrxqmSYym5JF1RJmfxBKsev6bZDnAYouQy0hUlAO3uQHZScnXzAjEH0U6fPwUvOsY91cjjQdID3bQI8zo0mduig6+rh6KU6E7VFVvJn5f328F2cyF2q5qs4fyf1UomQEvnASXbn9nY3ZMrqjjY3Xg++t3MAtreDNqh+s63uUGutP5YjuP+ToJcsjlgUEfb8p5IpCsmlFxb7OcNGma6Yn0O4aOeDgB4SuV++4Xyfcg53npOvLMaROrSk031jzmuOClyrkE20CvIFR1713XAu35YlUd/4JtqstUBHZCRIJdSYshOaT3qfxdma5gX9U993gqeqMcOQWIJPJieXIGvr8dtaUGu7vfVcuRjs9b01eLTTM1aPYR4O0ACr0CKkksUMh08uQD7+zDSMtuGt2Qdvp3u1lzFqZ/4Rbyu9p+oVSpx8D5N2SwL3GZaKo0wUJBLlAqmkmvdWvx0Slc801Pf/8lhtMliqkEby2qjwm9qO4CDdwLN5aSZ9T2Ruv37n6eD9mnf631mkGtRNSQlUC5Krk3eGjYG6vfh3Fbsh1oob1jfn644ScFNA05Xchlja6qSq0M/Z3lytRCEYRzoqaGNbVjqqbSw0hUHWZj57eTGimApufQGgXhDAekblOp9zcDRqg5ytTsHucSTy9ros5RcezHTkHTFLWiIkstvZJubyv1yzjMBALNH7gbgBLmCVqw6N9txhqhXpK9OBLnMDZHufZLMd2sVlcom6r1e1enkvlmNlFxxlWGowiZyrWxq603Pit/UgVJp6+wmvUkD4Eu+Oh/n7rkYW7xVrISzaIQ1PHb1Jpy/qgNvKsgVfbZKXW8GiJJr/bi9ERMH+405WLUGPO4F0d8dsNsFI11R2pwW5Np2LrDjaWod9eT/Tz1n9scH79THPnx/Il0xvqdu+BBMpGqn1UfLnGHOUHJJm+SYG09WGyH1jdHvjyAMgWdU7kQtaOJ/tr+MKvyOxvObPX3ONkZrnsQ64NZPqscf+1O1GWCuPVKu/Vt2H8fFt+7D+67UqmizsIXnFCuIceYzbb+NmWjdIkGuR/UV5Oqt5Ep4AndbA6Xgt/1IMac9uSQAvObNA/Dgy0ZprOQy5udxpkP0O9N4Pu/qinI9yTGlf9scxQeW9tnf57GH1fmtzXVUYE4zIwlyffOb38Tb3/72URxqcgl8fVGmKQeAzsEqSU8xL9A4J95RcnWbnIQhvi9UQa77KpFyYm4L8Iv/BERKAQDG4jKaiHRLVzQnyWkDc2NRf26/0X1R2ifZqiuqtq5iDpfv+H3gMc9RvxTTayBW6CxgDTNh1LFhVu0GmJ5cic7cVHJFKV4SmBAPGVFVVNQxlJKrpY/r+g65vj2G8TwAzFUkyGWob6LFslQW7LqLEbc5WoxIR2wYuKelK1Y87clltS+i5QfY5OnJbSVrnn9zNb6G3n3DCt7/bXV9Hl1Vf39g2Uz/SnnPaJJw3FMTrgZmsD/cCgD4+m278b5vPYiVVd2uHe1IyVWx0xXbVpCrg/F8dM78IEQQAkclXbG1qnes5R6VxZrcQwlPLgk09aPkyhjkinyNHvCiSrWLj6jPYAa5wlB/LvNaAlRE00zTbTd0xLObJ5d85+bCC9AqI5FVA3piKYgnF6ADSN2qK26NPlsWT67ZBbQCHUjZ2naDXCn9sRxncY9938sEIwo6mcy4nlx+wwkCOvd2D0+uOUPJ5Z2ZPB4AvSCQc77t3Pi+DTao7/DkjOmKrvE8kCIo8Nv62pZr+Dv/Yn/nrtrNQNomSq6ZVRXgfsRTk1/5zBtmavrz1+et4Il6dFJ8BFOVE++uGp85VcnVY0EZB4ecABegFQiAHUDrpOTq5MkFOMqgVvz6wEi7r3tte6Hz0Lcxu+8G/K/qlZYnV9pGhyxwLZWBOx6nKZZ7kVpdsWH1qXHA0lFyySJb7htr3GguaXWbqfr0W9aiZnb5EbXb71WAxz43GRAVFvcC+241nghVe5w+JAg93BeqfnwBa9gi1drmtsaeXBubB/tOV5T7KtWTy5zvpXpypRQECMNkuiJgBdpP9Y71jt1Ynlyi5OpjYebeE+ZnsTy5dL+w3itdMfDtinTN1Tg42z1dMVJymemKppJraR/moyDXoXCzDnIB2cZX+Qxn/QgAYPbY/aijra/v+EOp82fOS+ck/TwuXBE9utUV3Z9TkPetVT3MoYnNEqw69nDXjAm5bxrtAC0/jCvIASo4JH2LqeSa8do6qBPPheZixfe6N4eLg2cAADatq3N9dfB4fNT/aQDAsxc/H79Xyw/1PKFaSyq5XG/ChPF8NFdxr1Ojjz/P2wtVbCV6QsZyM8gFAL/xGeAPrwN2PCU6Ocv6u5CKkQCwegizvrr/ZBMhCEJ17YldQTSWn+wdjz6n2cdKkGuLEeRy0xWjdYaRsugHYazQ2hIu4enePakB8jAENkN//g0Vdc4SKetyr5ytApLxxgGQagUidh2m6lI+lgoGyXNGmy75a+CNpwB//xiV/r20z9pklmqm2zyt/EykK64ctAPTB+9Ktyq5/XPAJ14KNJaHK3zVbuJJn/9Z/PfMG1URFKmuGN1TjYpaIyWCXGlKLplfzWwYrC/NgvRBcXZF9P5nPFk9+k07YCvtPOmxiI3UTiBOvE88Lkw592IHT65O6YqxkssIcokypLHsDI5dbqijD2EzVtEIa3jQO7Pz69zAi6vk6pSumBbYcI0w8/DlilZeZkeWVlHDN9IVG6jbHd/pT1YD05azgXN/DIDq1Kx0RVPJ5Qbo/LZe+FdndDBMJKRRxcNYyRUNzrYn16yxkJeFowS7JMgVKbkyBLnEUDuTkkuCW2lKrtR0RWDGMiBtqIHnP/8H8NW/QtMP4iAbAHhhhyDXrZ8C3vtj+jxFO3ityiyWMI/lhjoPzahAxVo76F5hMZrQSZALQOyz0W4a8v+I7cFhbMSaTldM8+SKjefT0xXl/C5jHi0v+v4ORult4jEhf5OorpgSxOy0CokDpqIOS1FKyns9dFV8rYiS65HgpCi4FqrdYwlEhIF6baxEnMUlt+/Dh656UL/nxihlceWQvcDqVl1R2idpoqc/ST0u71cD8sNXqb5sdotScpmYSq44yNWnkisIgIt+Fbj41dHvtCeXH4RYkSBXpOTy5bvrpuRqreifw1BPMM78ocSf1NHGrLHADDsaz2fx5PK1J1dtFtWNJ+GBwAycRDNMmejE6YrnxteyBLlO8hYNJZeTrmhcexIcN9MVE6nPaWpjUcJIZdQuQS7Xk6seBbl2QX02WSxumKlqdURtHgnj9nhh6CwuzcCDjDVxYM/TwVHrM3UPyDfNNCk3KCQKhNqcKpwhdFJypVVXlDQI8zqMDW2VkkuCXDNuuuLu6wCoYEyt4mlPLmejIzAMoO0FmPN5cvPkspVccfU5J+1Oxow4OOyqxOX8bt5hFMRpWIuaHQcjw/mznqEWiZJW7t5Xd3wu+oOn6nPeWNLtf+xzgdOfjC+Hz4z9Fue9Zrxw9We3Yl+oFqkz/qq9CdFFuewqJLuqI6VNriI/LV1x9UjC+DsIQ8vk+TTvaFdPrjdffCduvTdSagxaXdH1erGsNtKN59cM4/nUdEX3nmytGJ5cxudxrtfYk8t8T3MOGvrYvqK8dJSSy5hHZUlZlM9w2uMBr4pK2MZ2LOqAvPlejSU8avlWyEwqTj+X9+iUrgj0DLiZxvPbgmP2L7ukLJr3/mqzbQW5zvF0uuJmM8iFlv47c5M0CnLtnDkfdwZnW8e5Ong8rg2UJchGX3/vrbaTrugqudwNJ9d4XuYEM05arXG/bPbWcBIWdUXhWMm11X7v+W0qO2Zuq+5bpE/ee5P10tMjf7uama6453tqw+eUC+JA2UmQIFfKxtjsFp2SmJauCFhBriAM42JSAPAz1etTU53d14lqNrHZvRIFuRaiDUwjMyFt7SZz8IbR15ppm7q6ovFHsom5ekhVyr73awhaum9cjtJazc3AdqqSy9jwaa0mN04BZY9wx+eAey9JSVfsQ8l15AHMLz6AZ1TuwkZvPf5cG6N0xUZVqev8atQ3pnlyxdehKLk2pldUzgPpP9xjzm3V15EZLJZx6uTz821HSWCQa1SYE4G1o+lmtZ3SFUX5tdkITM1EstaEkqvzQN3eo/xl7gnPxFrQpQBAwnj+qP37fqorLjkLyGF9uS59PfCP3wcs7u1enhmqk5fJRyOs2wu2DduBP7gK+O2vxwPLAlYxE3nCqOqKYVQlIxpQzV1uc0JSm9XBMNnVjJRcOl1RK7mqgV68Js61K8+OB3k1KMxVjAmCIEGuaNeno/wfSKiS4sVXSrqibTzvOemKDRWouv8bwHX/odIVDSVXrZOS6+aPqd10MfyPBrOV+skAPD2RjXZiV5t+9yCXKLkkdRBAC2rC4kWv9wL77x7t7Y0Xg7EKP7o2Kh4wV3erK9rpinpA9bAkwbWd16hH8apIVFeM2peY0Iadq6RIpU5Jre008b3qX4AP/QJw3fvVZ4iCqMtBTfsuHH3QThtsr+s2VGfxl5++BX/zxTuw51jUl4gSsbFoB0bcEspmTmus5IqCXDueqtVKx3YCt3xc/fyEF9qVPQF1n8mEN6HkMj637MpuiYIVZqrR8Z3AvV9TnidBYFdXDMK4DPSWlrqPj8xHypu0IJepXpXft9a0ikmCXF4lVr3V0cZZm/XEcWV11e7TXWPhrNUVa3OoVDzcFD5Wv0CCgq4n19azdcXQqE86BcfVRLLdtNPB/IbVt8+0jqOGNurVCjzZpZXqvTJ+WZV81+zHzcqnJrEpYuAbaTYIQ9RX1f3/MNR9I/31/Ew1TjUPU5VcTsotoL5zc3IsKYvxxHODrmBlNar7gjJO82sHydQ2Od7MRmDBeG8Jdgtu+wE9nogfXaqSaz1Sckm6YtverHnkevX2XoCFSiNWqLrBSdv8OcUvRhjGk8uqrugouTp4cslueT3aFPGM6zNsLKN9PJqsL5xqjQPmZzj7cFSt+vt+Xj3G6YrGtbF6RFVLA4CnvFh7vDWW9DnYejbw+9/Cn7T/CCuYj/9UUmvas1uxhjkshtF8wAwmdE1XjIIcNUl16hXkWk5JV0wJcrkLP7+FILAXkKd6x7oGuf772p2oRR5VKsg1wMLMDcB1UnJ1MJ5Pna+492SzU7qio+SS6oqWJ5e90XrKslr0LVW2ogVjHpzFfD5OPdOqnK3esg7iCq014CuvwR89+Ar8eEWpB2OPwUanIFdnpbyLeO7Vqh62hc78vEvKonnulhs+FjwzzU+nK24J9HtafU7s4zkXz3kfmPk+HMYWLFa1Uurq4AloRvOwmrE5mkhXdJVc7qa4O4+Se9v1jnM2901VWmq6oonnaR9S6ZNNJReAM9oS5DLSFeUeMSojSkC8ndbHWkquo9bxVutb8dnv7YY/J8b0h1XwyvDa+tnK9fBTgjdBCGw2XicbRVbgJ/B1374QnfOKEeRK6b+keENcgAk61dpUPMWBt6X9UbDS08U/mqsIjL5NNhpnjD4qSFRXPKDXjRJ8TPPlkvc9+lBKumLUppXDvdOQjTXqSeExVD0PM2jFG5atqtqgjpVcrRV175r9iqznU5VcORvPu+mK5jFl/bGYFuT6vnzbURIY5BoV7kTAXViZyiBAd6B+W+9ymEouWTS7nlxdlFz+IzcBAG4Lzuse6Y53TDOkK5qT5LSJXt5Krnu/rt5j782JnQpXouobXibrmEnuoG49Ww2y0YR3k7eGehTkiqsrAum+XGanXDWCXEKs5FL/DCJPrlnPUXK5Jv+xgsvxnIkeZ2NPrs5Kro5GroC+rrp6cqnvXcYGWfAm0hWNNFS/sWZ5csXm+mvHtCeU/Fv+HogXdkv1k6y2S0ngtaafnrYmRO0+aim5oiBX1IY4BSYK3DzG26PTFR1PrlqlEi9Gmh3SFc0B9ZgcV+5RUbO46Yqi5BLvjyz+G7KwkcVzp9fdHwUMo13zSnTtrPg1YPu56ndHHrAXRe31eMIaVmdwfE2do5WGtNdYBJoBeVPJ5bZHvp84de48nR528C7gji+on91UReGUaBCW1MVu1RVFkdNa0UFCmYCHgXqd4cnlB0E8wdocBbkOb4gCRWnpimagRvpqmVxUasCjnqYKdfzCP8QT5BmvjYW67mPW19eS6YphmKLk6hXkUtfdzaGxE3d6lL4l34fcVxtOjq/pMJp4KyVXYAcrJcAmn21pH/75kV/HB+pvQ73q6SpSQQi876eAf/1B1c60lBrpUySw00nJtXoET/36r+NF1W8oJVdjEZVovNoJNfGeRwP1qod6taIrltXm7KpvfkunMrlBIzPFyVVyzWyw++k4yNhdySXjQCtVyRUtsusb7QCaLCSENIXMStTnyndpeTxp1Z/y5BIlV1srFIIA2K0XtFu8tViF13Iq7Jq78bYnl6vk6nN8NtWKjpJL+lQPgVFd0fbkkjFDAjPmhoTnN3DVDVHhh4XT9ZjXbhp9cIjTlqIF0KOjhVVauuJlf6sWlqc9EfjB39LffXNJBx2i59pBiBZqCKP3iYNcM2qcFTWXlfrYoW8OwzA+D1Jd8Wx/p/7uBSvItaivE/F5s4zdm8q78+Gr1L8jE3Rpw4xR4fVUOAEQh/VWgG1edA2Y6Yqd5pFBoBQsZp/VScnVbthV8zoYz6fORRNKLiPIlZauGG3WiSeXNTd05trzkbJoubYNgIemqLmyKLnMa0WCXFjBvJei5IqUHmd56p4qQslVr1awNXC+4y5BLvNcLzdaWDDU9+d4++K+ZUug+/BZtHXQxtgYw/k/C8xswndmnwUA2F0/FwBwNFzAfZVz4s1Gc8Oz6QdGumKKJ1fmdEVR1SSVXADw6Mre7EEuQAe5Vg6pY4oPVJTad1pUsEsyAAAgMO0eoo2uUyJPLnsjIcWTSwo9RcG9Sx4O8Scfvxk717R9SBDCUmidXTmI+WN3J5quPLn09ygbClYbVo9E60tPq30sJVcyS0Dus/W2r71rDU+uaIqgg+jiI3zy+do/ur0Wn6dmWI3Tg+tox764bTddcWmf3vCJ0oJTfbnk/B99yBrf1HsGwJ1fBN72aODqdyX/1sToH07CMVQqsAoyiIKrXTWuOVFxyVq5tRJ510bfg+nJ1cMnu28S6YrGMWUsMMUlkhHCIBcpFHcikJDlpuf0Y2mv6pwqdXsS3UnJFbQ7T9qjTuj28Nzuah9XXSQLvjj41UnJlTIwJ5RcQwa5rMl/d4mq6cnVQL3zZ44W9AvQQa64uiJg+xPFb65eF3hVLLVC/RohCqhI/+9XRcnV1Equ6mxyIW8+GkoZqToVp0OZQa5o4JwP11BDO6OSyw1yGRMlSVeMSxgrZgLjGnUWvOHaUcvENP6Mn3ypKnd7KBoU4jSw6LVRetFiTU0y3N3atZaP0E2fNYkmC0cNJZcOcqk2VGQAj3xdfr/2RZy8plRSMkDLOatWvDjIlUxXnLHaCACfq/08cOoTgKe9BPj1/wYe/0vR30SfP66uuKDb7DedCW2HXVt5Pq7MmHJf+2216ADic1qJ2rsa1OFvjZRc+2+zd71ba/H7+5V6fJ3Gn1mCXOspSq7AOS+CnGdJV9x+nvYp+tY/Km+KrecAZ/9o+uf9mTcAP/7nwOOicxgrN1I8uUTJBeg+yFVuGJ5cbT+MPbk2RUGuA3PRuWksJhUtlpIr6qvNUuCeB/zUXwM/9PL4Hq6jrdOJAfjNNeccheq8y2ZGHGRJS1e0lVwAcCsMJddpUSqoTHDi3eLN8TUdGsbz7SDUkyKvqr8XmeAdvBuzYQM/Ub0V861jsWTfb7eAA7erRcjyAfu6jZVc0XmWdL1OSq4Hr8C2QzfoIFektFoM53EkVPfHnNdCvVpBreLFyoeEksuqJmycO3eBJNe7nCNXbdVLIRlhKbk6pSvObHCUXI4nV1rgRVQD4jdlKrmMtMwg1EouFeSKbtbD91lm3lu81Tg46RZiSVQjFGTRLorefsdn83zMLBifs6k93sxUrmgelFByRZ9vfd3uC7esRgrFTadZSi5ZgJ2KY9jQPq4UlbLBYATDAChVxg0fVj//wtuUF1Cakmtus5ViGUZ99plRkKJV3woAsS+X1d9IH9VcUYUX1mWxq99vrl7Fo3AQH2v/CfDRX7U+px00WtKBolghbswfr/oX4AM/B1z6OvXvk6N+IWgl0hW7KbnafoCm72MbjCBXL+P52z4N/PuztSoO6OzJJV6y8efSfex6s1eQy1Vyrei04XagrSlk4zFSkYpCpJmm5DIzIQCszqjvsek510snzDmPUSlvq7ekA/Lxh1qLxwu5/uP0c7ln5d5JS73upeQST66Kh62+mrutzkZz0Edu6KheMQPc660gvv8AqMrYa+p8mimQM17LUHIZG34/9HLgNTtxe1Xddztr5wIArgkeh3q1FttGVA3ripYfGumKjpIrDPVYK/OlRLpiNBfs4Mm1M1Dn4Fxvn1YYyXiUJci1elhtyPkNFWB+jPIV2+GrcbJmeBqF5lw6SgFMTVeU6z6tumI0/93dUnOBY4g+98oh+EEYe21JwPDkXV9PND10FF/zUZqdpW6SNP4NJ+nCYpWqTttOmVuKp1cY6s8jl0HF85LVFaUS9elPNvqRdQSRJ1cTdTRDdewZtOINmcBNVzz2sB6zH6vOP/bfrq49cx0t/W+Kkqvlh3oTYve1ic9mYQa5wmOoVjxs9PQ6sFKP7E/MdEVZz8iYEwaqfXH2wEbDoqBgJZc5v0lVchmeXCcgDHKNCnci4Aa53EFNJjnyus1n2KZxnTy5gI4TlNr+KMgVnNtd7eOqi2TBJ4EcWbiHoW3amrIbkFRyDZmuKB1bu5EI5rj/9g0vk0aakkswg1y+OnermNXGjbIYNSf00fe1FtRU9ZEN6UoumYwFZrpiaEwU3ICimdJkdPyeL0EuXV1Rt1+rmDZhNTFpPLrSxL7jzm5hr+qKYWgNaICj5PIb1nXmrR+zPLkqMrERVY9UInGVXNFO7GI1mnDGvhvq0Q/C9LQ1QZRcoRHkisqCS7AnDrg98xU47m3GBZVdeP7Vv44fqdyh4zWBnjTOSrpiywnmSJDLUElc1P5p4BXfAX7pX1VlLze10q2uCEQqqpQFkomp7JSAdtrnP3C7sXO+Hn3eaOcMNTS3RMGMB66w/67diCf1LcN8N+4XLCWX48Mlx3PbnVBynatTD2WX74d+u7P55Y6nAj/9Ou234Z7LMNQT1oVTtfeO9EHmImX1cNKTK1TXfDXa7V+sn6KVEm6ApJuSSzzShKidM2jrdGJAeVG4/brZX3ZRcrVbTdTlXo/u1Xu8c3BT8Gis73iGVrs1o6Bj9L7h7Ca9von665MRGc/L/TqzMbnjZ/Rtpx/8TjyBDZtOCr21EHOUXDLB6qjkUvfqPJrq/aPg2CrmsBrUo981MFOroFrx4r47qM7ZnlxpbQDsIBGg0xUlQFDfqBbDP/IK4Nl/pRc2vYJcsZdVaAWV1DGjxcPMRj0+zm7R/apgKtEA9b3J5FS869Kq9bXX0fY7GM9HflzCZm9NVdtFciw0x3trQSDfu9ynrsKoF3I9zyyoRZMRzJN2WpXnou9CWucqudot+7s4C5KueLoOdBqeXI+rRAU/Tjpfp9qZAcUwBO76sjriBb8InBMF2M3+raGD15YaPNpc2B6ZJDciJdf+MGWxLNfQ9R8EPvmbwHffrZpgBBtnaxWcXTmACkIViDDvE3POZhrPS+DUXNyJisCrqo3HC6JKc0EbYeBbxvOneUeTxSMi1tsBNmI93jgLN2y3gwdpgRLp2w/cZbS3g5JLirHEB+yk5Eo5jntPtlatcbcdhKp9EpSNglw1uY7kPf22XuA/6qnWW67VJcgVjX+9lFzmRsjsJiNdcUVf47Ef3HoiyDXXSckVq7vN4H16W6685yA+fcNuPV+pVrAlUBt9u7c/U41Fa0fSPYyQrEJnenIBwPyS+rut4bH4uRlz49SdP1Yq8Xt+af6FuHv7s/H29v/CbL0aBzRqVpDLSVcUJVd7TfUlsl4QBbg7j0oYz0u6omrXnaH6u/O8ffq6z6LkkmDy6mGdqnjGk+NxdkcQBbkMJZcOcmklV6rxvLk5Jm1YP6bG7ejaPBRVbV2ubonbYXptXTurFGVn3/OhRCplEMJScs2lKbliPy4nXb/LBrI5ZqxH1h0S0KpWzOqK0YskyHXGD1iVBcPou2mhFgfrZrx2bBnSDgL7+PLz3FZACu48cAXwtvOBtz/RuG/0fNNdz7Z9Q1VlVlpOw1JyHUXF8+JxaQVzWnFmpivKekbM3oFIcGIEnAbxN+yFueZ20xXr88l53eoRvZnGIBcpFHci4FZYTAzqzm6YqVwADCXXcvImShsgl/ahunoQfujhzvDs7umKEumXoJUMEjKJj3ctl2HZk6cquaJBSzr3YZVcsXH3euIzuLvXbV+rIdbDmc4VN6Ig0YK3jnqgzuU6ZvUENVYRJFPMmqjj4HIjma7oenJZxvNGGlIiXdFIWzSDXIHeyQdgK7mqtXjna7NnBLn23ATsuxUvfNdVeO4/XaHKdic8uWRB4FxDgY8QWpoMpKQrGteZ1zhueXJV4wps0WdYPWIHKeIFsvqbVU8NCLKgNCdjgXuOhDBMDXK1XCWXTLLO+AH8weZ34bvB41ANmvj/qpfHu32xIXbVVHJJSpSTrmhcd4vrLbvgQexzEEmw40CVGeRy0r7S7htTJSABsjSfs93XG++r3lNSRRthHesLZ6vfmQbAgPq+o2PEk3wY590M7Lr+gfLvRLpiU/VzMqEy0xUBda099X8nP0MnXJVjc0X3SXNb7YUqYJ+zNUPJJZ5cmLXefrWyUftImZsOfstWTkhf3SPIVUcbsxXjum01ktestVCKznHoq8VYEAD3XgqsHELblLhH92jo1fHLzTdi3//8rL6eWitRsCgKps/ogLe3oNMV20Foe1PFnzvqn43Pe6oR5PIt1dSa3U+4O4k90xXVODKHptoRjz7jejiDlWAm/t1MpOQSb5GwNmcHLsw2mNdgQsmVkq4IAD9/IfDsv+yeBm3QjPqBdCVXtICub9CBIrPKomDsbAPQmwqVujaENUt/x5s56/BDXUDF8sdJBLlWMRMbz2dVckWfRzzeVg729jAxMf24AGuslL51g1l5TtIVoybExvOhqG7t70KUEVg4zfq+JDDy/V4USDnt8fqPxLcHoeov5No2jXfl/rGUXFvsjbBZPaYAQLOu7vt92I4Ech06BtpmAGe2VrU2gmIFLpBUcsl9Fyu5jI0Guf5//i3AX+0FfkCnf1dDP+HJ1enbXGv6cariWjiDnUswgrNhuppIrkvTn7STJ5c75nTw5MqUrthcjY2w479ZP6bHxKg/q8fpitF7rhxQF5tXVQoT8y1noyBXnK7YXT2lA7qbVEA3mtOegmN6Q0KUOoaSS1KNY2VuY0mp9M2N78TGV3rg/U8+fhP+7JM348FD6nqoVzxs8VWQa2n2DB0w75Cy6J5r05MLAGaXlHJyG/R3ZRnPG8Vq3PfcjVPxmce+BXeFZ2O2VokV9XVDWdhy0xVnNuhxcGm/XpxLHxq0VX/kBrk6GM/fEyq13qO8Q3r+nild0bAkEdP5HU8xglxqbKmnBbmqs0lPLrMfMecNcdX1QPURUfsPQj2/WLGDXJujINfXNv4ivhc8FvXWceAjv2SlqQdhaHlyzUXzdCt4LGm9bpDL3WQ3MK8V2fCV9YznAVVRe8tnlY3MM36gg5JLq/tm0I4LcQQB0sfgTWeoLAkgSis/rr5LmY/J+T++G+2Wfe82/UD3Q45vXwIjyLU9UEEuSVdcDudixZmVrnjkAfXzyd9nbLYe19epma7YrRhcv7TX9TFcJX19Q1LJJSquzWfaG+0nEAxyjYqEJ1cPJZd03rGS61H272NPrh5KrkP3AVe9Q+UnA7g/3IF1zKbvngluUEECE26Qy53wp3pyRR2ITDBWDqgF3TX/Dhy8p3MbOmEquZyglbt7HbSbqHjquQbqmZRcNVFyhcY5SjM+j855A3U1APTw5ApFyeW1ULOqKzopoPHna8KsphcHuWSXtmYv2GXhvRmrqt2tdeCDv4Dwg7+AvUcWsdxo4/ByU3e4sZJrQ/o5CVp6h8YDEAQpnlydlVy1sKmCP/J51o7aQQpHBbIeTTRdJRdgBrmciV9jKR6cD4e6A5fJlQomhnonsTqDI95WfNr/cQDAVizrIKSp5BJPLndiV7XbqNoZ2n4A8n0Ctky5Wjd2eRu9J7Tm72Ppfo8gVzSo1yTIhRmsbDg7+Tfy2tgrIS3IZQSQzHRFQP87ka7Y0jvIc1uB+a04OnuG/v2TfkUvArLQqcprpaaC/KKEkkWqec5WDuk+d2YB7SCIK/sIa2aQy9x0cIM0brpilyDXnKcXYonqioDuM6sz+h4E1H1y/2XARb8CfPU1CK0gl7puLKNXmeQ3V/Xnr9TiAhcAEEYT2gVvHWFj1TEodYJ7Rl9+0r6r4vLgoRXUcpRcLfse1kGuRaTKR6Ky6XOeKLlUe9Yxg9XoGpz3GqhXHSWXWV2x5SwGzZ9FVSUJ1mnpiibdCloYWNUV3bRWWTzMLACP+kGl6HzhO5Nv4m4mSJBg48n6vLXX9DVupOX7QRib8FvpipHpfBh93gVvNVZyueN7HLBHpyBXlLobtLpWx0yQCHLpYKSMz5sqRr/lq8CvbKBIupQocCphihociNIVdf8pAY8LKlEg5bQn6NdWjbHR9I40x7q4f1s2PsNm2wLBCXKt11V/k67kcpTY0b1mGlDP1iq2csYMRJhzuKZhPC9zLjMgIvdbfU4F9IwNr2rYtkydu1VXXGv6OCkKZhzGZnxv5zFbgZiWZiOfz1TkJ5Rc0WcR03nZ6LCqK/YIcrmL7taKpeRqtgPdhtnN8RgpKrZ4w1MWewunaZ8gKN+o2Vl1ncimWG8l1zH1KP1/VClvh2eoH6V6XnM5HicTSq7Q1/2GYBaCAToG3I5F3pl37VPnslr14kqIKzMnAadG6VNS/MWhk5Jrf0WlDc4vPQw0V7ABui0zMNMVRcml7zEzjTT2n6tV4oBGzbinm1Z1xWh8F//CxUcMq4Mo6O43I8/N0P6bDsbzh0N1j86hifiykuwBCTClESu5Dun7csdT43ZsC49jE1Y7pCvO6nTFyJPLOs9GOjTqc7rtUpF7ZhOWok2e4xLkWjmEIECchnisejJ+o/kaHDnpaap//sxvx5sRrneXFIhK9a5zC6+4/ssG5meQ8cM3lFyWJ9faMT33O/1JWlXbXrPmmbGSy0hXTCi5hM1nqCrfP/ka4PG/nCzUEyv8A2xat1XcbT8wLFGyK7m2B0dQrXhx8HcZ86jLmGqmK4pqfMuZei5m9olmwbI8lVzm2NyMfMCaxvwmVnJJkCtaY5+glRUBBrlGR68gl3uTy2Aii68tTpBLorLNFSSM7cyb6tLXK++Gi/8cAHBbqCazrXbKxEKQSVNcXfGYepRdgKCPIJfcbCLrXDkE3PVF4CuvBr72fzu3oRNdlFyJIJdxXhqoJzy8YiTI5a2h1jbSFeX905RcUTuaYU2ZpM9udszg1URYJpiBqeSKgy6zyXMdy7N7KbmMdEUgHsA3eyuq3WtHgNYKvMYiTvPU4rLRDvRnkEHIrXIn+FqhVPGQnAA6vlLVxnHLk6suizH5vtaO2ClgjtnqerTItVQTEYHXIcglaoj6RqyH+tzLQFoJmrERrXqiBj8IsRiqxe4WbwVhqFJK5dqoVrx48E2kK0bXgXvdLa4Z1715DZgKqErdSbkyJ7RpSq7oOa+iFx5pE4FHTCWXOv/VOMhVx9LsaXYVnfi1ekdIgoLWZ4sXgce7KLncdEUjNSQKyi/O6YVF8PTfTrajG64nlzlZ9bwUJZdxfo7vRjwxdjy5hFVvo97dNfsyt9BGnK4ox++Qrui1dToxYO+6CZIaVZuzA9XthlbtHtsVB7l8r6ZUAzDKlwehPck3zJDNK7M6txntyG/GX94Pq7y1BFbk+zJUFrPrB/D9UfAgaDoeXG6RE7+tP2NcUTC03i8m8s+bk3RFufcxg2VDyTVbq8DzPGzwJF1x1r53LHWZGeSKxhpJ5ZRJZ9P43CYZg1yyuE43npd0xQ3qmnzaS9ROtktctU52l6O+a8PJ6v6WBZhMnqVPaK1bafczaKsgZ3MlNuNd3q48vTZDe3IlqiuaxvOmKb18no0n60VEP5YCbpAr9sNqxKktW2rO+W2uRBsoYULJ5aVZHgBqcWYquaLP8LhYyfVE/Vr3voqDQmlBrkXDM2eztRHmzTlBrpo6P7Enl0kclJQgl7rmJDhQ8VSqk+mBZFVntIznl/R1IotSM5Dkfh5jzKmFLSvIdQqOIeww71lraSXX0XABN+06ps5xpUvQRz6npeSKrgGvardPlFzy3RgLtHVDydXMkq7YtG0YlFLDCF4aGw2AYSkgyqDNZ1gVTw+Hm7FhJrIlyGo8bwYrgHjsOD2aX/mo6t8ZqdMJTy4g6VfmBu9T+qS2r4NIh5aj9OVKBZvb6vjL9e06/S8O+DuHcZVcUZDrobrqMzcsP5zItpixjOedTAAYnoV+EF/vM7VKPA+zlVyGKkvmJeJfeP831DppZpO+ZvymfS46Gs+rz3E8mtvNoqVM9P22vr+zeHIdf0R7OT3q6aqfiO7Bc7x9drqiqIcM43kVNA7t/tfdHJNAqBRk2nRafA6PQZRchxAG7XhOvV7dhGVswNU/8l7l9XTkAdx781XYdWQVYai9u9Rnj5RcaZ5cfSi5rHTFaC4s8fKK58WbbkEY6nO29Wy1kRn7Ua1r43nUDHVfO55n+yHSx2AJ2DzntcCvfVhvkLadIBeAbU17Pa2U69E5aRxPrpFNjLX41lD5kS7E6YrzuphLRT7Tip5rbDpdzyvkvvGq6poYpFJtGo0ldW/4bWcDKlR9ltkPxkquqN9jkItBrpEhkxTZmXPTFRNqrF5Kro36feMdt6gDNnffpbR8xHXB9wNAd0+uWF3UVL1anK4Y7XbECi9nIeN2lH5L7yCc8RT1uHJQq09MH6isdPHkctMVRYUQhB6aqGVSclV99T2shbP6/WVn2EyHir6vJupqgPI825crUnLFzY6N51ux0iaRrmj6MLXtwb0atgGE2m/DDKYA8QC6BSuJxdgOqPPcaPtJT4VOSi6/pasrwkten44BdLVx3FJy1T0/qpoiQa6jdvAgNla2lVyiQDCvT79TuqJcPxtO0umGFS/eQayELTvIVZ2BH4Y4jijIFe2S+UEIu7piNPl1qytGE4JEkGvdaJcZULKUXDO2ebYZ2EpNVxT12GxnT7K1o3oQA+KBvB7qINeaj/T0KSM9Yj3UQa70dEVXydUhXTFoGXJtdX0tLZyHj7afg3e3fwnNU+10kZ64nzs2kN3qtHEx2Z7YD8YD6huUJ5eTrrjibbS/E0GOI6asGT25XON5N1Ct3kOMvmejxaSn2y5tMBa5gaFKqVpKrqj/b60izXRevb6CtchcOVg6aCu55BzKZ3LUGM8MVepBaJ6XhJJrzb7G57fpfiVNDSRKLrQiJZe+99ej72YezXhSOR8pgJSSy7x3zFRfM8gVLSwlZUfGnjht1enrsqYrmsUw5FqTa0OqOXbqRwWZ9LtKLpm4ywJcJs/GZofvB3FltjraCMMQwd7b1FixcDpWtqgJ7AJW9YQ8c7qiBEg3GVWE+7AUMFRQ6nMmlVwLVTf1bAVhqAJ3NU+1xVVyNTxDkTh/klIsGZ5cDT9AHW08xovmR6aSq1KNAzWv/vi1WF6O2miqlMz+bV0HiS11uKHkCrwq1j11z+3r5skVp5Koa07OdS1SJ2ZScq0vGkqutHRF1xepCulHKmHLSlec9dqoN1MCzlBBru2QINcmfG9nNM/rpkCQ+3/9uKHol7ntyXb7RMkl343hZ2emK7bT5qLy3nHRlQZabX0dNduBHkNrM/GcteamK4qSa9MZWr0K4BC2YE68N8MO46uLaSAOxH3oGVGQq1UxgvHLOsgkRSOsAgyLTpArg5LLrSAHqMDppijItVLbrlVRy+lBLnfeL0HXB+vKr2d+aWciyG0bzzvXHvS5brR9Q8mlPbk6pytGc1gJct3xefV45tONe72N9CBXdI0GLXWtRNfqIjbEbfaD0B6H3HHbRIJcD1+lsg02nqoCNkCs5jrP29dZyRUFwma9ts6mEJzqrXGwTZRcC6fH321cJXzlEDYEeg6/XlP3QbO2ETj/uQCASz/9Prz0A9da3l2ALhBle3JFfXpHT66UIFeaksuqrmh4ckmqomTspCm5UI/vtRmjuqIKRqalK55u/9vMhDBTWAFsb9pWBS0/sO+nTimLrfV4XgIA2/0jqHiIjeeXwvm4nalKrk1nGEqu6BzPbFTrwbyUXN94I/Cf/0MV/XDX3OYcbMbYvFw7oj6b+DeeoJUVAQa5RocouU65QD0m0hWdAdb1NTCk1gAMT4lFPWhIJ25GreVm/LWP4MZn/is+7j9HvSST8Xxb3UDy/rKrKJ2Lu1vvThKW9wMI1fvJ5145qA0Ke3kguASBke62ltitdoNeYVN1Lqpsrdc5RTOazG7xVmLT7lXM6qCZeHwY31Gzod87HgzMlEXHkys0glzVOMg1Z/iftezz5yf9fGrw4x3vpJIrSlf0ogHWCHKd4UmQK9DXhuvJ5RJVagIiJZebuuCokerN45b55Qxa8P3A8PBwlFzS8UfvIcbTViWzCL+XkmvD9nhyNVOtaMPTwN7VRnUGYah3+8TvIAhhBckSnlxmwMlpGwAsrhvHiFQ36jOu2s+bikBroZ4ywMu1VjXSUdzXmUoAIH7PmgS5wrpKC9l2nvGiKKjSWos/V8MMcqUZz7vpirLgSnhytfTnis7VWjvAX7V/B3/fflHqJL0rrsoxDjJtjdroBLnM/kSCXDMLgOcpT67QVXJtQKqaR4KxkjLRjBbCHYNc6vqso63TiQF47i602dbanJoImdeE3BONpTi4FBjphxXTA0MmUE1byWUpUTygOacm797KAWPHb15/hjjIpRUdAPDM8Cb1vOl10V6zJ2wt89/RZ3Hf1yRScs16LdS90FBxzmAtUmLOe03Uo2DexkjJ5ZvG807BCwTtKJ0FOkBkpsYD6elqQPZ0RTOFWvpVWUwKpudeGvGk30n3kjFDqoxJYM641yt+I1aBVLwQNfjw5fwunIJWXR17wUincce6np5cs1v0Js2qvcjtihkkA2xPrmj83FRJV3JZmyLRuCYq59WKEWCSeYdZXbEd4NHeHsx4vko7dj1Lo+vlmnv34tCRaBFjKbkMTy7jM5jpOJ4R5GrPbImrLe83lVyyYO2Qrhge3YUvzfwVfqVyJaqeZ6mdsbRXB9DNOdvqYcQqVFmUmpkA8lpThR2dmxralvE8oJSZaZieXEewCXfsXVQKqzg1OCVd0bxXovs5bpt8T7GSS1R2EuRaiqUgPdMV5TjGZqFntEcpggxPJKP4B2AoGWMl1w5LyXXIUHKtS+GVnkouw0AciAPUouRqerM6kGr4A857DczWKnaQK22Tu1NBjYjUIFfFw6a2mgct1bfr68VNh4xotnw8zbsnvvfEYPvhGRUo37j8UCJANgPfMJ5PKrlaho9qOw5y6XTFupGuqIznZQ4bzTukL5UN+bN/xO6bzXmPqAzNe7mxFG82iEo/TuuWwOrMgm0l4SL9sFxjZz5dDaBArAw+11Fy6c1PpdpZ8VSbTvaOGx5mLf2eTnA0VnItnBp/t0cQXVvrx7CxfUwdprYx/tx+AOBxLwQA/Jx3DfYcX1XG84Yn10yovlPbk0uUXM645fovG7RSlFzmmsDy5IpN55+iHg0lV2hkDMTqPs9QcgXonK5oIuuwlM3Dk1t7rH9bxvNA55TFJfvvtgRHrc2IFWhPrmYluuaWD+g+b+E0veEox5BrMy/j+cOqEjwO3Z2cVzVXYBnPmxuNS3up5AKDXKNDdrtOUUoqrB+zd+d8J+AjO74yGCaUXLrUbIxMuMzqZzJhPedZePjUn0IQfeVBiM7KJlPCKpFjr6I7Z+kQY38ZY9fFJI52n64719UjwN5b7HZmxfLESnpyJSZL0QJNVEKdlVxqYDkZugNZxZx+vxQl17El9dmbHYNc6j1lriWKDOXJZSi5zACGpRRLduR1tPUurek7AhieXCtqZ9QIQO6QdMWWsbshg1AGJVfF85Idtd+0nqu3FuMJExBJ3M3AbScll5uu6BsLSnmpZygLTQwll+wwzda14WnV2dVGVfmySZBLKblCBGFoe3LVJciVnq7o7oZa6Yqep4PEcn4qdTug4Wfw5JJrwfRcSQS5IiWA3FvRuawb6YprTV/77QBa1WX4gplKrvgzS9pFmvF8rORy2hO0jd31KMhlLGZMX6BMxEGuyJRdrh/ph8w2AulKrmgCopRcdpBr2dsYTwjW11fx6Rt2Y6XR1sHYTWfogNrinmSQzWmnCnLpa8Pzm8nNC2mrXAtx32IquRbj7yZNyRUE+nPBb+jzMrsZZhdXrXjw51WfVF07ZAR7NuqFmlPp6/LgKQCAx4dqBzAwJ4pp1RVN01PP0+cmNcillbtzXhOmJ5f00QCwUFP37LwZ5DIX9O57S5tiJVcU5Fo7qq5RowCBRbeqrQapSi5DFaLeO6OSS/qEWMkVjRmS8hDfW/o8V/yGtUCuo60922pzaEW7/JuwEi/C3LGwYaUrpgW5NmmVeU5KLulTFypOP9FcRojQCvjUIEEu9d2v1XQg2XeDXO0mWn6AC6JUxd31c/WCVIiDHi14cl9ZSq4ogLV6WN93c5utzQ5TydWsb4nP6SFsRhvRZoaoPRJKLvU9zuy8Ak+sPIRfrlyRVHIBeqPCUkwa80L5TqzKztF71IzPE31e5clln+/Z9fTvc73l46QoyLVa24aWH+LufUvG4mxdpdXe9DE9Bpj3v1zDaUquwDf8WCNlZRjEi8PM1RVnNyFWqVlBrsAIuMzFY64oueKUXFPJNbc57gNUuqIa9+Lxr9ema4d0xW1SfdMzgvFGuuAcmpirVbTxPJCyye0qVJN9kjl+/lLlKry+9hFs9I/Hyu3l6natfumg5Dp//RZ8ZvZv8Kb6+/9/9v406rbkqg5EZ+z2nPO1t8k+U1Kq70AgJDrRIzqDaWxwgwFj+/lhF9jgZ8MAP5ddLlNmYLsKyjxMucc2xnQ2PMAPuVQGZGxJCCQh1IKa7JSZN/N2X3ea3cb7EWtFrIgd+5zzXaWyhtGNMe64X3O+c3YTO2KtueacyzRKIfD84fLFWOgSeXsGHXRiLtC4gq80W6chC5MMbHtxmNK2o3EtQa5Qrsjjgc8IQC5R8OPnPCthC3ZiX2GWfoHGxIQRUC46wu7o3NUPsLnXnerIysHNsfnvfaTMmnUZAuSKNZph9u7V3zP/791tbTpu9Dv2vO5uzdxtigOx92vgxV+GPinwguRJPKd7DH2v/QIzd9f2PLloDeD1hMdYbIk4k0t2V2RSm9baSufts567fUBF5IrSk6uTnlzyPghQ2nwoF1CGxcM72ive920vCvrAOJOL1qgmo5ygP0Kqegdy6altNtCkdE4MOhV7plgSyhU5FrB7fqRYcJ7B8ejpUz5RAPCZXByD8XU7esR53N1mct0eH/fBvgV79zgKtjC8GxrPL81DyoFEyOTiSqQMSBnksoZ7tNElGTC9aNF4+xFjbC5rRtj4oEi4IHLAP9aKnc9v7x5a2BWMXwslKet00rERyAVD5lYIejEboqKK0iZPLu6Qo6GMhxe/f4TJdXw6t+9tNxPeQIpdm0A5Ty7B5NJjckVp0DtcyHN0VtYxJle03RWF/OheZebQqu2Gm/6oJ1ftpE9RJpcflOW1L1cs0KKTLJAxTy6aA2w83USYXC3EfBTjDW8zG6veuYSuc0wu6QVhQS4CmnohVyxUhykq9Frbe22YXKl/DJZVxXJFf56drgJwl+8NJ9f8vdchbn1A6wWTY8k4d065/7Xmf3ruczDIVZhkghlJKgUuUUVHdFdc9o59NvTkOh3e+3VMriDwk8lMyIDbOCRbsW+GCTUfY8x4nuUgBAaFTK6VzlHr1D7b7374afzVn30Xfuq3HnPy7MmBKy6cfHSjXLEMmFxpH2FyWbkiHYtdW3wml2KptUgmLJNLax+c5o5uk30bhNrX05pUVtd9uWLIuKLk8zFtXj+BD0IDwMCTSzK5OLCz73uEwRCygClq++yvkPsgF4EiUzDIJWRAsffmpJoD2bte7vyB5gLcG8gVxwN8Hlpr4Tmj3f0LQa6NcsVAFsuJGQMDktEXSDHSfjUAufrGrQ81Beg7euHanQ+M5wXIFWVySbnix+DJ5TG5GOQKYpv6DFrDA3xS9EjQIyVGhgS5mlmcycWm849kkqkK7zhKNEgZFIp5cskYrNy3+0gWgFyVALk0EtxMKFENQa7Ak0vTPnyAORkam2PRLHflQkUMYEkyBxrLgmiUyeVMvgsp0QcwrUaYXE2HCyRX7CbmfK7PK9/v7zf+AfALfwF410/SeYrjtJ537OtG8U+zNL/rWwDKdB3lmJKen9W23RXT3K7haefmSy39RbPCY9N67ymZXIBNAK/piFxxWyaXZeT4stVKMrnOXNI9QY29vLdNkABs9uSKyRVF/P4/5j+BP5u9AS98/BcAACd6ipUqNzK5mPHyIvVR20EOABbpPn67p0SYZYM0CjSCyTWUK8oiQCsZ9cLr0/NKC+WK7CMGmHX7/tfAa8gUdlYETDLPhR5aSzWUbS5TojXFIAmE0vhP772Cn/mtoPNn2DjqPgFy0efMVIVEKYuzaRsXmrXmpjoEQN2M+XrxXiWZZDZPo2d69y67PledsiDYPa2ZI22x7+/9k32c3Ps5AICvUL+Jumk9T668JyuVqCdXwOQaa+oEP87l4+PwQsoVux5uXyQDflnUsUwuYTxforWKia7X7nmXeW4IcnlFYv947+qu0HGJY/eYXGMglwESj/Zfik4rJOix3x9bueIZppYdXSuaQ9xZkcHZUK7IoJftrnjOPDccHI+ePTUs8DVzUcSjz+Xr9u6fMwzH6YXhtfwEGrdBrmdrMOhQ7omOXmKjCxeZZuWqPdl0aJpoF3gKNNJC+LTQ5sXVpN27gSTxWBXAGl8uy+RqfVCEA5XQeJ5BrtCTS5rzJal7HY/zPvxyYYsazwfnwyAXBTGbPLl46GwKT94YYXKdnJmFpdaZYHLRAi+YHvyJTq5YC8mhADD6ZsjuCZKvHK3rVBPKFYndso+FkVXE5Ioek4sWbFndlqNv7bEbJldwr1qfyVW0J56pbo4WXS2q1sujESYXVUxIrljJTmb8UhXMO5h7/ZFHTSV/mR16hqeWJo9u4GHWE6NHUxJ8gLnnyeUZz1sml1+9XOvJBbhghjdZ/l6YMm9mcjEQWoz7JoQduOjeFtKTqxYg14FoI9ys7PO07GOeXAJAOo8nl6Tww09mzi9XFHNcMp147q4znmdvOzrfru89JtcJdozhKd9TmqtXTyvf+8t2IXxiHOTKHJNLGs9HQS4rVwyZXALk0h3KNmB8QXhy9dr8nBNlZjCVvidXooB0j0Cr+qZf8bPS9rmZV3Rc1/SBPZcUnTPXBdaDXLyOjMkVA9PUUjX22V/qEh1SK0veIXnblFgGXTIxew+fb9gYoKtNgKl785rdu3x/qVqctxxbyBVloF+3nZtrbIrLY6NcMWByWeN5AkuksX7wnKe9z+Qq0bqmKlmJKjWfvaMXo0wuuZ6Oe3LROjKWEMTGSvy9dx4ry67dGTC55ui1xp5gHwC0vxHbhTsZAkAzpcRdyFUkk+vhTSAXJX0eyBmCXMUukKReAxJbjASwyg88g/SrimIZ7hwYdkfmZ43Wzn3MkQgml2ZZjwW5Iqz2bCoaDAm54homVybY3h2F99MRJtei7nCRmFxNeQiACjbSMJkZscwEkTHYgMkl9iFOzKaHJvYLpOXLjSCXADbouU3aJb4seRvuwXViBA0LQVyodHJFoSYA7Hp+DQdOrrgtk2vgreQ3IKiUAOMFk6tUDfaygMV8S0wuc04zrHCHMmvpg4/9AgDgqj40z5uVjM4HPosAkBNQeFkd23itz6ZAkuEtvZGVKgLoOm3WkgKtu55BkVRrLTy5nDG+jMPMe5jnIypXZKk2ANz9SvNsSqsCCXh6J0Pzn2SzbVLagnapGrR9N4hHAOCv/sy78D3//ndx7Uzcb+9eKuC+V7tvKa+aovLAHQ9kBXADhwDMtbXrbThngGEut3e3jbuqtrdspns6M0fa4gBUu7DX9+oDXwYA+PL0t9BXpx6AmvcsV+T4tXVFlYHx/DC25iHjtarxuysmifKBt8CmwmNyCbmii80dyNVruPm+DuQSTN5Q+XRPb563HWJnGiaXWFNHQS5zjefTe6xU9EJ3w67TC0xt3FWltH/wZ/OawnFFyOTin7ereLfpbQfHO2dXIiBXwOQCnMzzXT9l/n/FHxkynT+Bxm2Q69kaop297ZS4lsm1cBvhwX3DScoBGE962WadFxwLMplNRAYWAMY7LMqkWiaWoVGvBbku+j/nwefHiWJIlT0vyBXI+YZyxQDEEt27gCHTy458ZgNCAOhpsXDdFQU4QWM+J4o6CgcMMIgnfCS4QyF765RorGeSBxzKihUQpeQakCtS1QKc8byam/sqjedtd0VpPE+bkQyU5Qi7K4Zsnq7y7l/ZngbG863tqgJg6MnFgTozuXpn6m7YE+5eNRyEiuuxantbha7LC06umCVoSEpSQHhy0dw1r1PoSne9+t4FxVkqPLn4eZGAEyKeXMuAyRWTKwLj3RU3Gs+PJON8T2zXmZU9b8AAsMumAx78fOCVXw984V/31wh6nhadY3INjOeb+dB7zzK5gue9EyAXfY4E1s/P5BJz3Hvv0j/GmPE8DwIfmk5jIYznT/XU0OTpvTgQq9rO7+Io1+pNxvOq9Ux2U90Mj0l6cgE+S1QkurutSRK1qEBbyYLWZGxKRQ1e5yf79jlQClBKodg3Qe1udwRdiYqfDLqrU7teMMgFkFGyTL4H5sgr0bkwZHIFwVjAvpp4TC5zDVgOsEPgFgM7bTohue8k+l5oK3cNdu40SbWV3j0t9t4d/++2kCs2HjikPwa5YrA3h3JFyeQKjqdoF0hlEoPWMz2uMzPHZ3ouPLkCkKsNzoOHZGKFnZm2GeuYXN0Yk2s+YHIBJplmuVmVu3lYTegaCeZd3fZ4oTLH+XDynMFhcVGpUC3yLiJX5PiJ5w09D1K2Lotfq2zfK6L9ZP5HgJd9tfkHCCZXbc/R/G+uzx7mSJXCLsyxdM/7fPN7NmyOASz51IGn7QrWDiIElgEhV2zs+n8zM8/+ZATkkt0V29LsISfLRiRnS7cW8rz1mFyUOFtPLvY1WopOtIf0vy+PXnieXGvkimlhn61PW/xX/OPih/H9+b8wMY6UxgfdFW38wEAPr0uv+8t42/Rz8H92r7Eg19IyuW5Nrmh/jcLdEyGPmqDGfhbECLfkyWWu2QPKvffemWGVXMOBYfGWu27ORCSLBQEgF3FqG+/0xR4SBby5f7n32iswc6JQgsnV+ft722tra9H2DvAqsxQdEvQkvSslwy6UK0om1wOfaf4fkyvKwfN06UAuCaxlunWNU/h4ux5nlTmWm3OxzqaZu593vswvfNPnzFAhTZT1ogqLn9cJJLnsMbkiMUMAjkpPrrrt7XN0L4FcnZQr0sV++s7XAQBerB5DvvIbeGW03tk9YHENgDYFoJBoIP2Xg+HLFZnJ5XICZk1prQfzwpPne8bzQ7liK43n2VtRpUNALmb3QfnTPs6wjzPMypTOXfvP0Aa54ry8C0/rQ3MI3Q0LAC+VA7kaNfH/lkE4jiuY2crfS6btea15eMjGb2dPD2Px6tQ9H/w88HExcPkpf+rWPvsPyLgNcj1bwzK5duMdUMJAu125alCMahgG7Pl0WC1myjT9/SoEucaM2CW7SCb4obyDN/0xkIsDYN48QkrweQ35giAgZG4N5IiiAyKwhsmlFOZwAaOmxcK+v/TNoTFfGoChQuaqNrwoi+CHP3I7Ty4xByLmipnqrGfJwGNAenKNMblaweTiuRIyuZgt0dX22FXMk6utPHbXfn3VdsoCyBOhliyQuV9NCTy5mMmltQmWJPOgjsgVV42rQtfFBVFBTC1zz3iY0ZxnJhfHalS5PsDc8+RKRXfF1UCuaK55yIA8HTC5GORiJhfLFUUiu4nJ5XWOGmNy0T3hoKkxsi2bKCI3IFc+Ab7+nwOv+hOBZHILJhcwrIJtJVc05/wxyRWT1JuPG5lcsSSlYCaXtlIGADjFzASidE8SC3L1AZOLQa7Hh921eHjG8+58s7VyxRiTyz1Pe91N/1zhgkq7jlmTY8Hk4iWLAvHpgdlrLuAU9Yq7zM1MUM8g2erI7k839D40JSZT1NZPA4CZz+H3YRVxDORik2oaJWqxPlMRgjrqcTc+9uRq2Xyfr0XI5GqrIWPDspKuCrliCHJtlivKOVvL4sFYt+OxEUoXBnJFCT77c2bSnXrf5ypkcpnnYEcvUGTm3oUFHenn41X4+dqU+8ABgUVsGB4bD/9XJ9cAIiDXkMk1Q/AM1Gfote8jA1ABiL17ikP781VJ91J016q7HjuUiHCzBDnahCXEDXLNe16EycXdMQm4aMU+INfARbrvAYe/rl4L/PF/I3yoGOSiz2oWQN9D0Vq5iwVS9Nilc+4uELt2dWw2vVgsJEEuwIBJ8rUeyMU+lM54/kZunoVpNeLJVXe4BLMedVOT/J6sWmE8L8Aqu19LJhfN4ZDJ1SwFk4tioaAgsao73IGb+PzkXWhiXo2SvUPr1Ksqw3q7Qx35TC5RLBx0V7SegfR8vvD1+N8u/A1cxwGmRShX3ARyBYBFuYcOrkC0gpArajdXJqiHTK4QgApZsnydP/rb1qCcgYbnqGHCflUfwE7PNZJFZnKlSuMBZeaFLvaQKIX36AetNxEAPKnNnIgzuagwEcRCXNQyhUJlYzcLPka7Kwom13M+g34nbTw2gFw0D9tk4kkkCzRinSzc59M4rQJghwsO0o8LEHLFFRIl+AaB/ygXiC7j2F2vEBgFhkyu3bvt+ly1nQWi7mMmV3ngN50BcJpdwkKXSJXGHWe/770dg1yWecrzYHbZb4wE+LleMHzjefLkojU9VQqJZJaP2aC0KyjKdxphPJ8qjTIhAkAP9yzf9QoDkN3zyZFjFWQD231117IXH1BXHZNra7kiMbnKu3DVglw3sUPFiIWa2WtfJUGuNMbk4u8lgeC81jw8RFMFzK8O4ijPWoALbbIAd8dLfVbiJ+C4DXI9W4OqXf/XRxboZxGDV7vBiu5nXO0NwSHA0dh55JMhyMWBP4FqQ5Brg1yxa/3EMgkWxE2eXOHCFzK5dBetIIwOmYy01QCkC31I2HC2VkX093JIkAuWyUWvl+AEjeWCQS5hPP/iLwde9GXAZ/wF+zrbXVHIJzKWK2ZlHFAEiMnlbzwFWtt9al13xbrrnU8GjDHqBBWBXOFmFCzcHNj3rTCeR8STq/KqEweNv4kUaH2pEwDcfEj8/cr7/6xz51O3vccyjDG5ZGeoVX7o0eR5Iy2UNOp3ckUA6AWTq9PaJjeZ6K5o76ut2MUDu6Fckc6FZVJMCZe+PJu6K8rP3MTkkg0nxPtWKLyKOQA/2abPmEsml2Uvli6p5HXEgmnbyBXN3y4jcsUf+c8fxHf/7LssU3DtkEBEOHdDQCXK5BKeXFKuqGfm2aTjTNisv+l9JheDGdc+uJHJVUhQFdQ6fQD8r2NyCdC4O/LPFfDNZwEX1Fg2yp6otJrXZiRXvKhOUS8pGR1IC08sWHGKqWWPTVTtKuEASVzF97p3QTwHdsxiDUGupR+cGSaXmUe8PtcEZk3JD6xkJhcHl2NMrk4wubggJE3UPwa54kDmZz25gsJTvgHkssABXT85x4C1TK5ZAHIVEAyFtMSK5Iqz3jG5wr1uANYB3h6BctdJRUK/IB5HjwI//pXAT32T+9mguyKdZ9+g78yzMFPbMbmmys2tOneJ4LJkJpdLfOu2t0be827YNa2hwlaBBiXLFWPG8/b79UyuRbrnyRXtNbTsgtr/HwDaJZSQGab1iT3nbocSJN0PWTw88qlfXKzP6P05LhFMAcFk4j3vZmE+YzYCckkml9phkKsRceTCgVW8H0kmF8endQBydZVLxmyTEH+tXjYd/m7+z/Gvih/EJ/XvHx5chMn1ws4YPpdofON5sUfyuVuQIQII8j2esifXtt0VQ+mZUlhmDrxYofTvCY0pKuylYZwb7H31mQeMoavMtfqXXwH8668xL1kLch06qXqsiE6j1O6Ze74ya6YudpAkCh1SPH3h0+zvn6QuogUaFwsHhaam9c+D4w1u3sOxW6FYrqiHcsVy3xxzkgPPNQwlzytqo1yRQa4yALmEmoCOV/qanYVeqnzd2OPUvhGBXKigpFwx8B+9yiCXOnZMwiiTywe59O5dfldxyvcua/MMdeW+b1UAoOo0HtUG3Ll3+Xve+7F3nY2hmcUU+nEB41YYwAiTy3wvr0PfC9ZUqBBpllAEBlZCrggAs1RIi/l537sb+M53AX/6l4fHKtdaee0vPA+AeS6YyTWQK441U6G4YT650zG52usBk4uuQbKBycWgP3+fJGLfD/KnbYeMdXTvF5gAcV6C6S5JMZ/yjZ/QUkXgNsj17A1KIv7Rf7uCRyqmN0qQixYJRvzZvBMYdv4Ahh4gUbmiz+QayBVHjefFBiMTS2kGKc7Jgly687XHIfMiBLmA89E4Q+P5gLkVVq+ZhdBQEjXK5IIxGLSDgirbUSaSDK2IyVXr3GnXdy4Df+pngJd9lX0df6ROOBFubDccpFKuKDrT8blG5IpJWAXjQcnSPhbUXdFPjO5V1438jhf+MU8uAn/QNcLfRw0DwHblVScS+PeiQIsu/Bvu9AG4v22YyeWbn8vksuJqqbgeVeuq0AthUmxaVzMlWoJcQSMAOs9DdYY+8ORiQ1oLCktWFc4jV5z738tNeiOTS4BF0p9CDr6XzKQEvG4+FfIBsG2PQXhyRUEuwCV5vI7w88ugwVq5ovmcVUSu+KO//iH87Ns/io/e3OLZ92QLoVyRmVwR43l7DtKTS8gVMTXrBTO5CORatZ0LTKcXgAc/13z96FtdEDMmV5TzDSQbDY9pLZPLXY9DfQQAUB6TS3hgAEKuSPdnsi88M+iPKHm9qE7QrAKDUishOrbrxRmmNkCdoHKd6QBibgXPNF+TEDgL2VZBBXICx1yraH2uSA4wY08uArsck6uMv3dbOekUF4SYzTB/2j2HtyBXlM96LyWltypX7CqzR1ZBhX8Nk2saA7ka9yxUKXnG6DlyishDtqkvV6SvZXfkrHQg1/Jm1M8HR2TWLP2EBt0V3TPGz9R0BOTaC0CuGdzr2tI9Y4sikHSSJxeDXIs+qPjDsX8nqF0ThRiTi8eAyeWDXPNkzy+8dJHYQHZzA4B6gUR0Skwr54PUTkUsVM/jAAs/UxzrVWd+4uYxuYbG89dzM0f3F4+YxgzBWNU1DkmyltA6YTy56Do1KyFXjDC5OD7lOSDjO9sM45D+H4Jc91NDHE7mvUHPwPuvrqzMnNfWEk1gPO+KhVxkaFptYip+lsSzz4ANyxU9kGt5BLzhrwNP/M7wmEIJJsy84LHUxTCeAjBRDXYGIFcwomvaNXP8Z08BfTeQK0oGo2FyMcg1zuSygC+A5ylmAO9ZlvCVS59uf/8UzHNXoHXvHezvVefPKwtyZf61ZduINiZXVAr4078E/Nk3OHZMTOEQxrwBuNAkBTQS6+FaoIGuV97fSp+ps5DJ9YXfB7z2zxtrBznoeZiyXJEulgqO66o2c+GSOnG5ScyTS8ZrSY62PLR5gvTk4tEVh5aZzfFr1fZ4jECu51QfND+jfSAN5Yo8D3Yj+Zf15BrOT5kfMjjo4mRXdPPi0giTi38vjecBYJqwzxd8IHPvriGJA/CYvJ66gub7BXVmO6bWMtcBRruNslzxNL8DV0FEge6mLUYsk6lh9QJYDeSKBBratYXjMrHPSFbsrQwuMvC45rP2bKGh2HFgFhdmVQp88h+/tc/9AzRug1zP1iDa+hwTHCWH5mdyE+IFkzfQdgOTKwS51jG52JOr9gPfreSKsWR7DOTiv+ERovscBMl2puehcXrG89Wwu2IQ2LNvCctgmjXmf2daLEy0SGkNZ/JMn8mjrsw1rpHZ9r/RsZbJNYl7D/Bnhd4saJ1cMdzwqWJ6qM7IO8ZPjO5R1wMmV6CdBwAot7mI7oqGyRUs0p1I+CLD6wDGQzIELJPLvMdpGzC5pFxRB+AqgFXT2yr0aeKDXI1sUxwYz/Mm3VtQcI5eI8rkantNQZkvVwzB4XG54tL77NHuijFwxpMJj8kV6T2Ex4OmTbHVCTqkWNRB8ML3W3RXPGsjnlyAS/JsF6A7/e8HTC6RVES6K1Zth77XtstrCLpHhzz3cD2RyVjseAC7TobdFU/1zHu2M2q7PWByHT4HeM5nA9Cu0j4qV+w8kCuBhhZJrvkANpTn508Gbm5OHGqTDCrh68BBZRsyuYTkjPEv6xtCAfNFnKJnT65QWri8ae/pmZ5C5wxyBWBsOG+BcZBrA5Or0G794K5FFSWzM5IpMpOr4eDWMrn8937jux/BakHXlfdF2Skw9A3jsY1cUTzreSeqsQPj+U1yRREgr47Efk/XK4sE8DRmfSBXhN8QZkWeXNN+gZwkIOFe6DG5QpCLn/PJvjueGJuLr7vcC8bkioD1j5wiWN/qM2hor1EJACsRAYBu4tgOZwXFF2KvbJvayuNZ6i4H+yztyc/Yisll3jNLIyCX3JP4elp2iTZAklyDmjmSxoGFSXVsgb222HcgdX02AnLRfOU57YFhyo8B2HheeHI9MnsFbupdTJsjIzMNx/LIGlbnuxLkEs8Zr18xT67FdRPfWCaXiAMt+3coV+Q9YEb3O+9rryus+RxzDh++XuPhwIamVI1h1cmiR+jJ1fU+eyLC5CqzFEoJkKurTWfBt/4o8Bv/6/B6RaRni1R8PcLkmqDG7iaQa9Coo/aPv60s0PDcxOQNP919of31NRy44scaJtdEMLmel5h7xHJFAHjygpPqPUXNFQrVurkfxI9hDsHxBvsthXLFJiZXBIA7XuLLBKNyxTEml4l5GmLacAOTQrXoQiaXiNUHTK7nfQ7wlf9gWLCgtX1nIFf045GnOjMXLuPYXa9NTK7du4YM0SDf0+W+kAaCzqPHIwRyPdgYkGtemO/T1sybAcjFTQnkCJnyb/9x4OYj5lgickUtmOJ8HRK5JkQ8uRKKrWpk1i8XAKYJA2cyxg7yGjlibOc0t/YyM6ywQ8C1yf3E3OTGGXJ0jV2nzoRcca+7bveipZo5JpcK5YrEmArjChkL5EGMdt4Rgt/8TPPewcU9eQz3fRrwSX8MeP3fcqDxJ/C4DXI9W4MCgTmmOM0oKY3JFZne3SxdAhGaBQI+jR2IM7m4mkbGjlvLFaUZulzIx+SK0kgxkBSav6XjuvNl5v8HP1+g8rfI5GqWgw22CQKlhGi77M+xjsl1KhJgJRaMpusHTC6tNZqKWAgoxrtUQjC5yFS5VILJJQGMvvHPL9JdUVa6h90VzcZ5iDPjcTHG5FrXXTGfieORckUVlyuuASiNb0wI3ojr31am0koVpDPhC1W1vU+V5kq9J1dsbRX6VFRTTetq6cnlg1x8TloY9Xda2+RGMrn4WIZyRfMmhzPzOSdhsMTPSShX5HnUrIJ7HZMrCmBtjHHC92Syb6o2ADraFDlwD4Ft1znLMUbmndsGoiAXDw6+LJMrOB65XkTkinXbBx17xp8bO6Ks0on/P68ha0CurtNed8VTEMjFhs20plVt53tyAcAn/zH3fiod9XYqVIMM/lzQq4ARM+iuKNYWAR5c0OZ1MZDLJoRhcDVxiY6VVNA9m6gGiaz6AS7xFEbjhsllPnOKGknI5AoBWQavLDtsBOSKeXLR+lFTEaIiby42nC9pvWuYgWeT7yPvvf7Vb3wQH3j0Sf84OKA/e9rN11FPru2YXGVH9zKbmmORBYKNckXxWlvcEh381jC5dgKQq0DjGc+vEvPZCXrbWSssAFVtj9eqD+CvZD+LvqE5ynuE9IuxvlyPDc+Br3tXOWZQCHKlmV2LUmJyTbQ51mXKzMsz9Nr4VMkhZY0dFSHmusRS0TwX3bW0mIeLiFxxRfsJm2sD8J+XsEhIx8/XLWRynSof5HKdl0UMFjJ06wUSuW/Or2HCHUPzXTcfKwFyJWJf573Zdlg89eV3UoYS6a7YJFO8oSPp1Xv+PcKR0LO7yvawOzOf5RnPn7p1wTG5xPnNr5nvmQUyOXSxI68pVq7IrNET1yWQ5KkTVQ8LkKIj20L7iW+J2jeeF4z4THZXtOup8sAnvo9ZqlCkifDkWrnCcsigAKKsnNPEfT3G5CpRW3bqYLDn5KCZxsqtW/Q9X7cXZOYY/0v/SVjuG2+3j+o7bKMHx+SKgVxuPX9QMrlob7m++xIs73sdfrN/KZ5WpihdgIznu9b5A6VxVrvvyeXkisy6rD254hCctsMr/o6oFwJProb2EWb+FmhcjMrMs3VMrrEh5Iqyu6IKip8Mcl1SJ2592OTJtXeXd0x12w/yva48sEw7LjzXbW/livuaWNjkXZh0FRR6dwyWyRUBuWR89YH/CPzSdwJv+D53LDT4GHkJ/NTjN+LVT/88XQcRI/A9snGLRkagW6tyAMqaz08T6gLb6/OBXF3lAdxdZubBDlaYlUFnc3sCx8N85dG3ANBAkmGeXXByxeYqDpXZ65fJzBYMK1X6f88AUgiKyn0m9OI874itQ4CzS+D1KvRn/KP/FHjdd97aZ/4BG7dBrmdjCG+rMz3BaXpofh5lclGS0KyGEoxweIjxZIgaW+P6OMg1Cs4IoMNLLEflihLkkmykgHnx0q8Evu2/AF/6dwSdNcJiGRseq6AayhWD81GdL3dZ58l1KkypVSmp7f2AyXVjXtsqtWFyrQO5mMllFu8BkysRAbqskEeYXNKzxIKE9pfmHuSqQ9qeWblJQ1X+e3ADddM4gDIGchUzT6PPgJASTK5Gp+741gCUXiIWG+3S24hOW3cdQrniij9TgEH1amGr0KeduxZlnljmV0yuyCCAlsbzvbZzQzK5ADbrj8sVL+2Y70+WY0yuUK5I17yKVG3DIQ1eRz25RMLD3YPOzKbIINdQrsjH4BLnk2aMySUCM0C0Jx+RK/bN4FpJkK1qe6+SWq1jQPLwKo0hkytYQ6LG886Ta4XCdns61TNPrpjS81y1AZMLAF7+Ne4eTvaHHgepk9MMQC5OjKzkaDsm1yVqEZ8IkCs0nx2ANtKTi6PifGY9r6bzx+3PzLnQXkPys1qnBiBmJpeq7RoKYOjJBUSYXIfm/41MLrd+sJx8ySAXM7nonnCFfsx4vkSNhv3GOOAknw5cefcW3RXHmVwS2LAeUpywSEnFJrlimrm1npPPcs/pSqVfX9Aefaf3gdJc+Z5clS5Q0xpZttSMI2RydT3+3/lP4Duzn8drO2PgPQCoACdZPIqYz8t7ymtPDCij+5QzyEVg5VlGyV09h9Ya+yNMrlYnWO2/AEs1xdv7FwvWlFsHpd+jlFu7nxHIRcmKTkvfyDgrfNbNhJlcbh+Q1+VEBZ5c1AV4AHJ5z8sCqWBySUP/Nttx87GeuwRMSv74+GJyxZAxRHMrhTOe75Mcv9R/lvn9+39xMM+zlXkmq+IC9ibmWTiVnlwnT7oXWyaX2IMW19yzxcfJYO4aJhcXPnas914zVBXQ5zQ687wU+fV113v7gU59WVzTarf/5jNvzZbWBEWaCLli5eZ4UCSE1gKwcKycM+XWgIUuhvcFQKla7KoRkIsBjXC9bGt3/ACBXB0UetzTm/XjUX0nHv7CH8FvvPC78eb+FRuZXFprD+S6g/YYlLvOXwkKj3/NT+OP13/TFoet8bxc+y2Ty19nFo0vV+SCIzPqm1bIFdeCXJHi75YgFzO5SvgNOoDAk2tbkEvIFRMlZHoi1ul7jaPezP09tUTb0ntvZHLdHcREMSbXwdCTq+3wqL7Le928dCDWBLUDz6wnV4zJJeSKvJc/bvaHGJOr1xopOvzRx34AX/rQ38M+zlwjrbR0z5ko6vCexJYtPCcmVq54TuCzrQXAXaBjJpcSTC6+7yp1fydJJb/xvwL/+mvN18/9bHRQlsn1nPl7cKjmmOsST6s7bSy1DOWK3BU0LHDJWED6G97KGAO5mEXG57SJSf4JPG6DXM/GEAavc0xxktAit7gOa7zOCRovhlKuGGNyAa4KDLjqMkAsjdY9AARyDTy5xsAZaUYYY3JZkIsCHK7WAb62O2ReKAXc8ypKygNp5TYjANA2Gc8n9PndBiaX1honEuQSC0bbad83B8CVk5WtTFU6N3K3EcBwwOTyPLkCNl4tgpquQejBtLOOyVXMLJg3qY9t1fFo11T67lHX0dUySGGgQLIRpn4iAcEKoft0jB13LdYwuQp060EuwGuHO5cd/jqfybXqRYc9/tOVu1anopJfZqmjyEeM53kOaJqzB2rYXTGh4BegzT2o2PHmf2nXfH8aMrlG5Yp0zYVvVnheg5+lI3JFrd3GKZ79bsEgl/nMoVxxKPk6a9024AWtAyYXe3KNyBW97ormc1YBk2vVyMBpCyaXZLEFXS4HZt6x61iyXLEHoNCQifkJArkiAc9NXbv1mte12UXgxV9mvg6liuIYC7TIdHC9QyDB3rP1TK6LOKVfu+czbCM+YHKV+5blxXE4lMKCwIVpw6wrBrko8SRpGvsSKloTpvCBt0EHMMAxtM7bXVG7821o3VoSY2OqOfmlQkLoyRWwHgq0UNZ3i5LO+19jgs/50+71t2I8L9ahPWYe8b2Uz0fIDIoN3vO4uCXnkmVyVQMwYgByQfg3ZhP0MMxEAMhb89rQn7Jue9ypjgAAz+mJpRXzizl8wPy/Tq4ImHncNa7QIc+fAO7MMrmowJcyyMVMLn/vn1rmXgbMLuG77vt3+DPN9wiTd75flQX5ap2i6ofGusxOtUyuCMPGu3/kAcZAQZokQL5jO42eYHeQ0Ded9otUnQD56TzTVuzp5Gk21yU6JEKG6JhcWia4Vq4owDC+3iNzOdetBXq6JMdv9i/DIr9okqWPvMn7k6I2e0VdXMD+1JzH6aoVQJUEuSKFhMUNwUydmoSZY1D+W+vJ5Zhcy6ZDgt4y90o0w1iUnoEGKRbaL+hZ43khjW9JBsVFhkYyuYJ776wJEuRZYvdKtCu3N9f+M4d6PujECfgs8rku4/MMwL4y84ABfTt4Tw1lSV0VZXLdiSPkaNAhRbJ/P+572Wfg/c/5kwCUY/iOgFx111v2nDfKfa9zL1+fTjHIRSCkvPe0FocF3kXlM7mickW+b8kWIBcg4qgRuSIVUBqK83vbWVUwPml9rYWH2PZMLlpbVYekr+21sgWgtETT956vb8bPaawjc1Y6YGT3zoGUXAf5Xj85HBS4qqbHIwHIteQutDCsMydXpHkQkyvKnI6v89kV4Oxp35PLGs9r7GCJTDdQ0EZ+3bm9yI40tyxFBrl6+iyeE5bJpW+FySVArpTlipX15FLEHkM+E01oaN996r3Af/6fAd3hobu/HG/+tB9C12s8jUPv476n+TZU6Y4peADotDCSnxy4OGrA5JLkk1vIc+UIGZ48LMgVkSveHt64DXI9G4PAoEqbFqpHag+mi6J26DkvmBwU9K1jYsWM54Ehk0v67cyfNu+vUvv3Q+P5EWZTrOOf8D2w4Asv5Nk0njCEzAs5ZOV6bDQr4Nd/EHjj3ySDLPnelZWY2ZcH37NWvCOAKQz87d912tugkmLHbmSGySUqCACeOlnZyhRXJaoRwNB2kMsY5KoDTy6xccvAqhsmOzZAUemwvS6Ahtqul60zkr45ewEAI1fs5UIb8+TKZ15lx7tcDHJpmnOt9IwYJhk52s0gFyVNOjWGofajWh2AXEO5Yls5ZtlcXKY8Vb4nV8DkGsgVMfcCO97QOEgzckWfncQB+eVdYnKFnlxWrjj3PnvMUyjKJFnnhWd/z2CHA417BrlIgjHwvYocw2kj5IoykZPsDMBVGMe6K3pyxWLw+VX3sTC56qHUNpRn8zWTwbPw5AKAmgIi68nFLCwCnvNGAJAyMH3VnzT/HzwweowxJpftrjZoFLKeyZUSSzEVSVNqA10+t1CuuC+SdPdMVoXfzWmMyXXGQL/15Gp8v42geycAnN58Kv6eA5Drun8IunIgl/JBrhIVoLVhewFoVPD8BCa5JRokMqgFzHV93uf4x3ArckXJ5GLmEYMj8p5uE2TyvbZMrv3h7yINR3a1zyopIbseF2h7jRPylMwb89qu157PUdV0Fjh9oCcp2TomV1SuGIBcIYvHnou5TxmBlHwfTwSTC9DYU351e4f2twYpiixBl++hQ+rugVgHuSFChSJqu3BKPoMsO+k970kMzzswns8SBSQJ3nvfN+CN3afhqfSuARDTdL0p3MWaYwBAvbD+OADsNT3D1Kw9Hnhl/u4d1wVoFpUr0n2XHm+AW4NUZ/c8neTokOLDd3yxec17/4N/+gRytZML2J+w9F4yuSJyRTk3dQccP+4f4zZMrrqzflwAUEbligxyZQOQK1O9KUaIPbKxFgVkPN/1QqbsP5ut8F3LU+U68nlMrgDk4p+r1HvWT5QAufo8yuQCgH1t3s+yGXlwAj6QK1Z+YtysUDW97ayYXngAb/re12N/kg8bkowYzzed9i0veJR7dm/R2hWLGZSwxvM8t5PMxp8xxijgPLlkLAbAWGlYyeMWrB3ArTMD43m6D8R2YTkZF7ULJWJQNp4XhbVBcXJsCNAibZdQLFfsXVzYdNp0WidGbcHSdp43ISuen4u9uwe5Q1Vc9L7Xk8NBgavuejyuL6PXbp+v8337/E1VLXzB2FYmmHuAn+vJvf3KuwO5omNyyYYhE1UjDRsCAWZdpGMpqfDSs6ctNwWJMrnWgFyWyVV5csWG5Iq7SYU8pXvD55JP3TPGzwOta9Wll+MLH/4WfPcvPwqttWVyAcD/0X4V/mP/mUgTJfzQtHv2mcUFRDy5YkyuWwS5mMkVXheWSlom122Qa2zcBrmejWH9uIjd0CWOncXoMlcAZWLFsqYxuaKUS4RMLq6k7d5lJRHLOgS5NnlytX5iGcoVZcAVa0UbJqVybNIqP/Ve4J9+EfDrfxf4b/+7kU94xvOriPF86MnFTC7a/EaM59u+dwkeABQzZMTkaUQibJlcx5VlGTDVfUyyaEEVeo9SNSggQBOZkHtMrsDfA8KYd2QjqAnkmjQnNoG5NnsQgGFy9czkSjJ3L0Mml7iPTvoEC2ycMJNLmlALiUVDCfWoXFGlsKAYVy+D+VF3nTc3lyxHEXOrrczxrFBgTvPadL5xnlxSrqiZyUXnpGjDN0wuIWGgTbKUHRaDQImP7eIOs6X847XXljc2fp44CKhCJlfkOnnG8yKJ4gkVmurSs98vzZphPblCthSvEby2JDnmjZDhrPPk4uB5rLuiJ1ck4EKsOVXTeeytMWDYG7EmGLZNNZ0Ld6yzbajvcX8vPLkAAXJxohkwuYpWGJjLIPylXwn8sX8D/OH/PXKMAuQKmFwWJAoBlgGTq4pS2qUnFyvbBt0VeZT7trmtEvKcduIHzTYo48CbEtU5M7mIPTZRYXfF5WBNmh9RkBXKFetTx1IGbLDGJvOldqAeM7XmBMyWuga6Bil1bOWui2MJZKEa6/vhXecXfnHwwvPLFeNMLpYr0vOh0nghJxx85hn6jgABAABJREFUjRjk8iR+Euz0r/GujjC5RPW86/WAyQX4RR/dzK0f1HNBsUEU5NqWybV060CSu0KQOBeWm3JHN2vTUM+jTC4GPlqkKNIERWbmsJMrimtEz1WFPBrHnBBwz76NXOjyhgTm2Hi+80Hi33r5X8efb/4qqm4YLw1klM3SNacAgGaBXIJcxOQ601PzDFvwag5NBcOHV5EEiRn71ZlfWJTDNr9wex7HPb9/6fXmNR98o/cnk+bIvG5y0YJcxnie3lsCL2EhgcfNh+kY6Vx4vWIgI+LJtWo6D2yZEFOo7Xp84MqJKQwKT665HsY7nfS1zJxcN/fkigHwzacirAmKTHpySZArkCtKWa5YW49Fh8N5H/fkAoA9eoatHy+PMSZXW0Xligxy4fC5do0PpWw2AT972ut23rS953vHQ5X79r16LZhcwmuy8eSh7lkaU4MwyFUF4GMv19p1IFcsLh6TK9Izx96ODpxrnKzbGs/fglxRzK+0XVpAUHpyGSWHssXyog1ALtGRE4ADnHbvGuQOdemDUf3kIMrkqpHjCTjWV53tiwKVYHLx9YtJ2mL+ywBw5d0eCWJluyv6zTxKNEj7CMgF2LVgQt2BOQZnO5FSxTy51swJrzu5Y3K1xM7fVSubtymbm06HoC8X11Lzd0eLGl0PLDDBG+/+f+Btd/9J/P32j5u3T5QrLmrt1jlp6D5oAifWm1tRLMnB68KlF/k/Z7amZfbeliuOjdsg17MxqCo0JyBl1XaixTklCZbJdYABM2YabIw8vEryxPfkCvy4gGFSOe7JJRhbMsGXQJbWAZPrnCBXKDWSo2uBf/sNwNPvFQc798GAthoYzYdBaEKGiAwwbcvkQj5Dzp3MIkyuKycrWy1lQGXsWjpPLgr8pVwxm5jMlc1HJcgV+d5WP7M4yNWSz9RUMLmenhi54r3qutOpy/shv85nvlyRLpcnV2Qml5QrijnWTNgbrB0GxIAJeq23jkl8dTA/QuP5JRuje0wuBrlyLEmSlyYKWSKZXC1yMqLVNHft/aCg4wBzL7CLM7m4yuTLFS/uuE3d69Rjk56F//2oXHETk4s3fu0Mny2Alpvf0zXUKwIT6Bosx7orcvCVlZ6ksFoHcjEwz5XVAZOrHcgVPeP5rvc+a+AXFhtRTy6aL5LN0AlwwAtAnCcXAFyfPR8aCh/U93sgV04gV8lMrjAoVQp4+VcDl14QOUYK5FWHVI8AJuG1HDC56vhaKALHgfG8V71TQLFr53cqErF+GsjdrVyRCirUoOQUU2SJgso4UK5tZyQAZs4FwdoFYgc5JpcAbiSYS3LFo9zse7l258sy63kvmFwC8GOm1xjIVaJBTkCKF8i/4Ivc19Kbg8d55YpjTC7Zvnvd4OPnYNtjcglWYrAe7EVALiUYk12vcUpMrkywq2TRJ6+ct8eD6kkz93kdioFcR0MmV7c4ct80C3ePwioys5YJVMtJrnhi5YpzaC2YcbQ2OyZXhiJLrGR80Mmwa6wVgQG5tGNM0zhmkIuYXF0aY3KJ6x9jckF0iWt7z5MLEPEGH1dYvFjeRCJBb8Hk6j0m15ldu65rUeS0IFfEu2uEyVWgtayZnhLYo8l95jUBW2jWmDnRTy9jb2Jeu6g7tDFAsKVCArP4+drdfIi+ZyZX8LdWrugYnsums/cacEby//BXP4Qv/+HfwC++6wmPyXVGTK7HtVvHdFPBZ3L5sjjPeD4EuaRcMZVyxcrdw2buAUQOKPAT2mMlQa4hk+uMGhpx84iTNIjlOQ8YsLurQK5YoWp7PIc6K1rPQURk7DuXASgDNAovxLrrPQYdDzXZdXJFra31hmRytb2QK4o9aUwNYuWK1h/V3E8t19pt5Yq2gU8oV/TvaxMyudAC7N1HMbPfXXG8uCGH1hpLan6StnMhV3QFPY4JuVhecCdeC3IFTK67P8n8f8+rBoz2qk99soNgcnWWyWX+5rHeSRDrfM8zybfr4jqQS/ovy/jjyu9GmVxaa69hyAQ1Et6vQpCL44jefL6iz+JnlUGuXot5sZbJJYsc7vV1yiBXZfM2bjpmmFycazOhxI87Vm1vr+ub7v5W/PrzvgsdyZ85pwAIjOO9ziukhkwumZevAbk6YTswNpjJdcdL3M/K/WE8OQKu3x63Qa5nZ5DHyxkxuaqmFxRKArkkA0JulNMLjhkSDrloZRM/UGYml0j4mFWxSx0oRplcErDyjOcF+NU1rmqZC9md9JGKbIre8QIOKPudnwQe/U3z9eKakdCoxEk124BF0K7QBptDCGJxhaGnzxrz5Gq7HqchyMV0664fMLmun1XWk8vqzEcqWjbwoGswRWUZCvZ9+boOQC4/ubGB4chGwCDXfnfDsc6K5wIwVY5JfdU7FgAGZLOggZQrNjZxUIDdGKwnlzSe37/Xvl1HgGwxJlecHA68dfogqG467QVPi4hcsaPAp0KBBTO5lEKauO4tsqrdJzm01s5MnyrM+9aTy9wTDiYmufTk8gOlujVvMitSzMjo0pMscvDWBMHZqFwxstFJJpcMBvnnYQAfvDcH7kO5YgC0pe76mXMbAbnymVtvQuN56qY2AMXhA1lVE3RXPA+Tq6sHslFvnWyEN8S+DECIyUXP/q+85O/it7/uN/CQvseTK3IQzlVHz2dw4zG6oDoNPbl4DEAufvaFbDvG6BPnODCel0E+mZhbkEvIFVXIBOaqHwfS2gXoaaLs+5oAVsxNj8lFYDAFqjbQS3MX5MmkmpKto8zse0auaOYRB5tnBHIVvWN5dVrZRGmwj9jr3qDs2RtK7ImXXui6BcaAqC1ALrkOWZkGXze+p9v6YTAwYZlcgU8L4Esx+HMDkKtQ40yurHEMFPl8lfWR/foOdYxmfhRncrEn1+kTPhMPwPJUSE6bpTD0D6W4rqADAAUVm46TQ/P7+oxkL7SO0PycCU+uIkscwMRxipB0ckcvZuHI+zSvWpyRT+OFhOZYFOSSnlzE5GJPO3p+8tQdQxgvVSGTK/RxCrvbcbt6PTWxivXkmtv1/LoWybBlXA69uwZgUspm242VOnNswp536GpXJAGw09E+NLuI3YmLMVeIxBdh10/e89/9c+b/iwT+h8mWlSvSXCe54o5g8bHH1sPXTPzz0LW5/axGZ3i8N+DW2/qX2r29l51es9I2xOHuinXbwzOeF8M2F0hD4/mVvzfL+znyXkeCyXXWF17Bri/2rGn+jPaVebLr7+e8Ng/kinWEydXjAWZyCZBrsC+kuStIiTlYt73v68p/X+7b99DaxdG97VLYGuArMvekx5UcbDzvAA0GubZkciklbB9G5IrBveCYp0/cvqCDotutMLm63nVmTqRcUUrmaP05o3WYgZ2oJxcAfPU/BL7rPcB9rx50ma47lx/OdYkkKwYFLv6bR7QDudrcMbmmpBZpOj0K0JoTkrmeAGKuvDswnmcml3bFCZj7agth4ZpE+92UpZtcJAavVeb6J+ihdLCWxkYm9msRC9aJueYzVTkml5QrWiYX5T+BTULXO3sUziF4pCqQK3J8IQupa+WK9HXYpKvvgP/jdcCPfdZgn/WGBble6n42OVj/mbeHN26DXM/GICYXb3iVx+Ty0WWkpR8ojJnOA0ESGsgVeXOTIBclnPuTDSCXR2EVQBVvSrr3N+CNnlwxuSKDXBVw7UPAL/xF4D/8efMzZrfNLrkgSSax5iB86jMwMH9PrGaemFwjVae210O5YsIgl4bHtoC5jrZaSgv3uCcXfUGv25XGn/y+oYcTj4Aybyn+IxtBNzHX6nJ7xf7sZnrB+rUcrAj4DKUOstOi3fRadnwiJpdJFpjJdXx6KuRhbo4xa6SQ5shyDntMriPzNyGTq+m8DXZhmVzufnfkybXSDqTJErNBcWCVqR4T2uz7JPc8xqxcEXN0XR9hcqX2WMbkinmaOC+TpWRy0fNj5TyZ9/fnArnC5gQW5GIpxtT7XzHIxZ5cdTAv7driwFcJhPnG8yLhKnbcxmrlirX7HTBcLxAYz98Sk0sGYcF6kuYOYJPVvT0HujrjeUpeswId/b7tHUuTn+dpO8LkWnuM7j1GmVwRT663PXQD//bt9KyGLBD7uiGTy8oVJaATJOkSz0n3ApArZHLRmGNiknoOTlEjle3BhSeXDoN2GXSFvlxaWybXzcwcSy6ALAa5uIFEIQCwFQrYZXuEJVKixYQZCvI4lAJe8IXDn/PYRq4okrhd9pCiffe4p+MOPINGx8B4fjsml6ycA8TkEsC7YXKZ906qY79pBo1pc9N7j/ba78dBrp07zXzWvQG6xFCSgVov3DoQXlvrP2nOIyOW3RE33KnPoPseu3zPqJDluiumPsgV6a6ohFwRgNdp+eppZYFRa/idRO5R1JOL/JoCRm/dDkEux+Si4wp9nAJPJF5zB55cqyMokvddhwS5mMklOrOG6z4PmsvSWNx2M1Pi3IUkabc39zPZuYw8TWzBZtnHQK4AfGWQ6+gR8/+nfrP5P3xGI3LFZdN5YEupajSdtvvQsnbNXhpk+DX9aTj9+p/C326+xe+EKJg0VShX7LQrBAUJIN+3LFHE5IrIFQEf5Brx97rZuzV4icJjwenyACvah6eduda1KsVzr1xsNGBFVz77o12haoRcMcLk8oq4EfP5uqkt2CRHMt2zibzsNA0h+zNMriHbhgt+4ShzNp4nQIPAR4+5Ips2xEZY/B2AXP4zwJ5cferAudAj9FY8uXoNLGmNT9oFXW8dkSvCFsvLbuF35Aw9udLcFhSqEDxvOrsmHsP4AyeBHyfHx7LDYlMIkItkqU3bYbS7MB8HgIE9yrUPIhVsaufJBexLTy7UTq4Y3h/2B2PAjztcstKCmb7Sx3RbJpdgcTKTaweVLUqkUmVkQa6n3N9DNLSBUzwkibLXmr9PhZTX7nUekyu4rnI/HGNyPf0+4OoHgOsfcg3mYoPB75DJtc7s/vbwxm2Q69kYtEjPtWRyBTphyVLwQK4RPy4gwuTiB2ohPLkiINeUKnwjG1TUjDAr/U3JAjDK/51EpcPuinJIrTKDWscfNRRx/n7nDh+4C5hBXM1l1k1Inc5Yrsgg14gnV9P1gVxxxxoYGiaX8M2BSR44WOBq16gnF/+/znzfgiLrmVwO5IpXwHrS8t/VUeKcz1B1Ca6SBOJCwyBXqJ2fuf8FW6+XCXPQXVHJYFAs+P2UklgI6Zo0aZwcuntqmVz+8SwC77g5d/8TgSCb6K9Q2A6CaWqoxRxYAS5x6lTmB4EUfBeqA+qF8GIxn8Vzqqor2LsYgFxFqqzM4zTK5Fp6f2efg4En17ZyRfHasHMUvXdimVwMco10V+SRFgNJoR0yMAuZXLIRBM+fsFEFAuP5W2JyCfA8xgy13n6CZRSRK1qmXuro572GvR4sP55yJ7vzMLky58k1zuQaglz/+QNP4eqS5lYIfIrX8bDBVozJRYmTLeaLamS576q93t8FgfcpM7lYZqBq33heMLl0CALKPSsEueozy/C94TG5zBxuE3OOZx3JPvXKSieWKB1DN5Ro0eeUqnF+hSGYyL5coVwEOLdc0a6/NKceOjFrxI1mQ7LGYxvjeZm882HCf04KD+SaoBVMLlQnNsGUIBf7L/HQVz8EXHmX+UY2U0gSYJ/kbYEvV1K7dUuvlStKdqRGRtKRI8vkmgP1GRLF8iqT6HNiZj250sDcWrSQTwKQS8YyT59Wdg+YafPZVdj+HfCfyQAk5udHSiYHnlyhXHHA5ApBLvoxpiZh4vVUNGW4JuWK/OzLLozSa0YOujY7Qo7GIJfX0U9IkvZ783wmu+b68152piPxRVf5AIUsJBw8Jw4mp8VwralOsKobD4xjJhfP10Xd2X2uRoZlp7B8zhfiCHv2fmsZD6aOycXeT23fCxDWv1aWyZUYINUyRWV3RcAvMloml59M3oSbQ0tdete6L/ctK45l8BVy39MvBIht0aZGrLtiFOQKmVxA1Hy+W7n5KYu6SnZX1NrGyb0tALVo2xFPrpFCeWmN58357GQkd+P8IMk3S7zDuDjSUVyOSvlMrlJJj1BBMKCxLZOr1xoLOJArUUCGDsoWCl3zC76uEz038yf0pouMOJOLQC69g0Qp0DJkmdr8N48KJpcBucz8tJ1q66U7ho1yRQnEaDyvf8Qdo+iuKJlcHtt7hMmV0P6luHGTZfeZ4yq2BbliTK60sGv7DCubt9niXD51zxvPIwLAasFYPaOuoEnA5MpC4/kHPt3kug98ujjPkFUlrrMFufxCFR57m/ua2VqxwZ5cBw/4DPzbTK6tx22Q69kYFPwwkFK1PbBLckUGdGRSKzflMdN5YNjdSZq5W08ug/T3gpLJ7JNRTy5JYZWdM+QCxAFANhl2GAKI97yGySW7K3JwyB4C3BZ1dglex8gADGBfjimZhIcgVmqZXOY9eg2v4xSPthsyubgi4DO5KkBrLGvH5LJmihs8uQbAkkqGDJ8wSA4qw06uGGcO9MROurOnwKbYRdX2uEqtcS81BH6NbEbIpy6w6GqbMKsIk8szDRagArc/LtDEQYcIk6sLquxh8LGIeHLpmpIX5AO5Im+igLtmncrcvQCQlru27bhaHY0yuZpaJPlB2+wiS3BAgPHNhaTh0/1sguBsrKNoTNYpQW9J3Q87m8pucgCS2iQuDBwum873qwnuvc5Kv4X1mFxRMrlAVXJ+Hi2TS1ZO6fOlFLLrBvLFjWNdd0UgDg5EjOfl/eWgpe2dFDlXpq39nqZ7dgtMrhwtkj4CWIrjkMe9qjvUnFCOgVwC2NmGyWWbRYgEYnroqr06LV1n1oCNdYaZCRKteW0AcnVOQtMWAWgUA7k4QCMWF7IJTpX5u6Kd2+Cb2Q/se2JYXg7Etg1DBkwu8zkFGhvUDwL5l/wh4NO/Dfiiv4HBkFXskSF9mOxn0HNwrSFJLiL7W2zwNWJQYxIBNNphMSccBRqPRdBrAXKtTux+uPSYXEfee6SPvhm48m7zzfO/0P8A7rAY+HKlAuRqq/m4DEZ4chVobZJzpA7tOaaVOZ4WqZ27Uq5YbmBycWLFEiW5/149rRw7h4bHZuIRkSuOeXI1XT8oollgzTK5ArPyUK5I41QHTK65A7nWyxXnGDeeH4JcnTL7oEbiYgaRbB1qcz8zikU5LmSw2RuSyZXkflz66m92a4oEoieHDsiwILNGvTj1jjMOcpn72yLFSjC7+X5r+ZxkBVYByNV02gCxwNCTi43nqbui9eSqTn1ZkYy/Rphc13sBcqFAI8DUrjwQIJewEeBrUe6NrmloV4Fc0XhyHYCOSTT7cfuCeJ8Ik6slkKtFiqeUuH/lnt0veu2uj6a4LFEaXYSlDYwXdy0Dkp7D3ZRet43BuD0xjqMW/vc8gvvKoEUvmNVhh3dZWJufC+QiwKZZIFHKslTNcZWW0cY53rRfOBZOmNMFY9Chsu0tw+8EBHKFxvME1j0imVxCrsgNBpqlWJOixvMRpjyNF/YP2a9ZrtgHnlwlGmTWYzhYY0fyDI55mMHlM7nWzAuP7ezi40qxRHNl1+1Eglwhm4qA/kqAXAvh6yswLiTCk6vtNfDFfxP43keB+17tXrQVkyuI+T/6W+7rsOmEHAyATQ8dcB0Duba1TPgEHLdBrmdjUPDDTK5V0w3bmkowSQYw6+SKA+N58TDf+LD5et8ErCtRweCKXSjvs8P6Mgnz8GziL0Bc8eKgJvTkkolDjMUkATkJ7pw9Pc7kCrxKWHdtQa4gCGWQS4nP73QE5Op7lyQAQD5Dlgrjebu5aqBvsWp6u8mxqf1mT66QQVO6ADD0cOIxYHL51OtwaAK57u6ZKbCHqu0sk+tySz8PGRGSyeXJFTlhhl2kmcnFVXid5N4cVRQw56oToEPA5NrgyRUGH6vezMdHnj7Cv37Lw+Zz6XhWurCvT61cMbV/65hcuQdyJYnCKVVhVXU0qOBbdmAlNqfAeD5PE1zaNffixlzMzTG54lgHtliSLUFvYAgih0wu+j+lrok8L3sdBFHBveeqJ4+tPLkAM1etXHHmji3orii7KdZtIFcMPPWiw5MrDuUSHiOUr9n+vcCFB80/ShpawdSzRqKdhmziUKBxVcrQQ2uLY8xV5xtNyxExnl82naXub8XkCo3nQ08u8TsZqE0OXLVXx2SFNOZ6YmTa3BVJShF4UEBW56FcUcyNkMnF5sfTizbpm7TufBnkXlIXtbxb2fld6dwxucLnhz5nByvDyASGFc00B/7Q3wNe/jUYjHN2V5wqn7n4VGX+fr4tyGXvJZ3PWHfFNccDEJgq4oW201aSjuoEE9sZ1h07+y+1mpiqHyAvpXtf7QpuPA6fY/4/FiBX3yMXfl/tSoBcA7miOZcSjdfN7SaDXADSuSm4nGFmX8/7W4MRuaKo5PO8dJ5c7lyfPl15bF5gxGcqIld0+4D57EI0IBlnco2BXE/TMfpMPydXpPiNQM9KZzhBJEGyckXJ5ArjCXO+XNTRaYGEzsHIbESCCLNOHFLTiJzkzBwXnrQxkGvlgxy856sE+NRvcq+TsStbTQBm7nPzl+VxhMml7Xw1PphOrmiuPSX3dL+V111xgro355ort/721QjIJSSpnlwxlA3VkskVf6+TtrAssiVKNKIA2RX7FrgvLMgVMLmCuPBaS993AZOrWaJpauGB6Nbbwb4AADMyuOcCA4CeQLslSseqpOPg99CCyaXFPqvb6lxMLmZh8tyfpcTk4vzgPCDX1p5c5lpr4cmlAmAu9OQKG1bERq+BBckV03aBJFG2yM3vzdfMA7kYvNjACq8C24aq9ZlcqWQTWeN583kP67tR6dwA5/muXTN2E3N8DGya2D7FYMRUO8TSfCkeFsdkjrHrtdddcaJEc5qBQsQH9tKAyVWEINcmdt+IXHFFwPJEu+6KqTSeD9lUooDGgzu0J8KDCwBSFXm+QlArSf3n+JlicnWNm/vTCy6PmhxE5Iq3Qa6xcRvkejZGjMk16PggErhtmVySbp9N3YO2OjJaXyjg/k8D4DMq9qwn18gCH0P304IWSVoALJOLjjVMGGRVYFN3RSnTO3vKBRs7l93DK41G+TAJxJqQl8RArkiLrxIBYcx8vm5DJteOlSl4TC4AaCvy5DIL80aQi36s0gJads2U77mlXNExuUYCBDJ9t2BYuYe67XFVHwIQDK/wflhZhC9XtCbtUBh0V6Shs4nHemGTa+MbQ3N6dtEBPdNDN2coCGgDJheDVrzfMWh183SOf/Cffs98rtioQk8uwJnPczDdBnLFRCmcKpZejjO52prnsbJBQuOBXObYr8+l1wQ/C4G8dBTkiiS1ocm6ZdixXDGQYtA9zIjJJeWx8tkPGQB90OHIe4Y8JtfM38xrZw5sAY7eZ362Xe8BbFUbyBU3MLne8uHreNOHj8w3MU8u+hwAPjiQz4D/4a3A//AWe886yeSSLaHFe/mMoHMEDcJ4nplczKJwbz5kci2pDTiANSCXu48ebT48Rk7SI0wuJar+ngF3IOE7g288P1UV0oEZvnn/ZbaOyXXonxMnWrOLtnrKzAZAWaCVg86srzy5oj3fEdbDBSWS0fN4U8jOnSPDA7ksk8uc63tXZq17HHcO/i46wmr+aHfF9UyuXLVeZ69eaweOCCaXBJR3CeR6vzYAVsLP0ou+ZPgBzOSSIFd96uQ5IJBrU3dFNNhLCKzQqUkUaR/I5qbgMlduz+H9rSWQqxxjcrVuXlq5YsjkCiR3yxgQydc/m+KD11a4Ma+HTK41xvOD4xoxnn9S+4XKs5DJxSAXcj8OCUGuWjCNQiYXreN2jqaFBbqNLNtnMyyXc+sPOjkwbJA99pfsIvJb3fveSHe/0nz98q/1Gs944JtM7pWyz2u/PHJ+bDCJctP1lnm4qFtPrtj12jIt7Hop5ZNpgRXt9xk68BrVWxDWXau+156k2zOe18F+5DG5mLXory+NBv5T/xp8qL8Xj+k70WjH0G/zfTsPCwKIDZOLigDl3gCsvFK5Oe57clWWvR6e02BfAETc7P6mX5lzWKkpjmWXx3LPxlpd7zpNS5BLxRq/YFzBkKU+q36HQC7Fa+26zoo8rAx4RK4YJPbLgMlVQjToYO9cz39Ub2WZIOWKaIxc0UrsVAokqV0bVmyCrhcOvNjACh90vW97azT+EX2vEcooB0Ka8zB/c4oZvrn+XnxL/b2meyHNz11ad61ENcbiAnybGQbQ738NAODFiZOrV5bJ5as4JqiRCe/js6rFex6nvT3Yr5OcciXbCdX8nQWm10kVgRG5Yo6lYHLlCRUpOrFXjzC5JMjlOrTD60ydJYmIF9ccm8feEl8H6y4AYH7NkVCAYdMJe1Di55OD9Uyu23LF0XEb5Ho2Bm2WXPFdNZ2rnnLHB8nkkhsfVczOqnYotfMQY8Hk4s36rlfaahoHEGWW2AR+VK7oofuB3tpWLQMmVxKCXByoqzgoI7srymBiftVncsUoqjSYkjomV3QglwsIwg6M/He+J9fUMrkaIWky51dj1XTWNFFzx72RLjP2WBPle095HQ6DzZxHIFfcxOQasP4I5GKfjzv1teFnAz4bSEh4mPlkPLlYrugn6306Qc+dkwAktBAbSY1gI3FVd3LgPp+CgC6QX7I+fpKlyFMXKOVoccrVN7tR5XZuS2oxB8OWyQXfeD5NFM6o/XdSnXieTYAzTrUgV+aYd5zc5GmCyzvmXlw/E3MznO+hJ1c4NhnPy/+7Gm/58HX81Jt/33xvWXjmHmatuU86LW2C5nVYDO59FzC5qlG54q7/ec1CyBWZyeXLFVeR4M2TK25gcv3y7z6Bqwu6ae3SsUTldZSeXDTfPnSj9tdDiOp9quyz3fUaSDILPpcS5DpPS2YhV1R0jE0aBJWhJ1daYll3Q5ArNHSPeHLZYEsCOixX5LxbUrl23LrggVz5zPNZPMUUh7PcfuYEjZN8B2OeBOcTNZ4/Mv9byv0FrMg3hZkNyCbIUmZCmN+l/dIznm83gFyHJOHpVOYlYBuH7BY8UtGXwAY3sUA+Q99r/NzZK/C11f+M/0/2rdt93pg0CXDPpRZeQiPrRREyufoepx6Ta+jJxSDX2/sX+2/2wgjIxXJf6gZo3swHYTspVwyBRcHk2iH22xKlmbcUs1iQCzO7XjomV0aeXEF3RdvluLYSmRjIZTy5fKBmGWNycefVYg9f9sP/BX/uX/0Wus7fB3JpPB94mG40nqe1YAByYWrAaMvkumbPJYxDAPhyxVEmlzkGy0RNcwtcaK0HiV51Yj6z1QnKnUMAzqs1yuQCRGGzNBLXP/9rwNf+I/81Y0wu8b1aHblYBuvlio1mz0uThPL9VhIMzkpUxORKoK2HXW8lhm5+yvgvSw1bMAREB+cLjDK5mq7HdzTfidfXfx81cjNH6Bo0xZ5NpBUd0yoEuYJn3DIyuwphd0WPDRLdFyTINWSQ9ATCVmqCs+wC/Y0pasTkikmao6cUcYzJNVbcZVY972+ThHyZegY0tgC5bFw8Jlf092j25LJMLtVY394YkwvYzper7zUWmuWKcyRK2fjfWVgQw4r2/R0s0Emp2ZoRXsOq7YBX/lF8Q/u38UPtH/WZXL3P5AKAt+mX4Z36RQbUpmuyQyBXv6I5PAZyebkerR3kybgnwCxrPB8yuVALW5gJvufn3oWv+pH/inc9djSY2yl9z3Mi7RsfMNw0JySTSxR5mC0JAKU2awI3OzE2PiJmBex5LsVzPxeeXL7x/AhTMhx8fVXix9gx43kpVQTGmVwcP5UHplh74UHz/f49EbnibeP5sXEb5Ho2Bm0ucx1hci2umcxEMrk8ueJlXDle4TXf/0b8pX/3Tv99JTsgmw4Ts+e9zn7JVPBJnjoAZxTk4oS6HW5svBANmFyBnEr+XYyCKrsrDuSKkskVkSPxYTKTy4JcAZOLAuFEMrkicHzTaV9yku/Y7optpw2LRiX2eFdN5zT5vHBvkCsqrAG5xirBwfe7LP0Y2QySWRBUlnuoux5XYYIqSwseaOUZ5Jp5lR2OmUx3RWJywV9Mu7REXbhkLd017IZCVtGy0rLMjFyRGYcmcWpUCHJR15VUYZKnHsiltQmCWaq6QmE3KOm3ZA1PuWOXyrxNKlEKZ4kBcZIIk2vCTK4mkA3CsZ3KTDK5pFwxuD9WrngOkGuNXPHH3vRhvPcRSkB5bg/Aq9Imux6TKzThVX7gWEvgSSbhvKnyZl4LuaI0nregeOF/LoZMrtUGJtei7lCTFMRLILPIc9RW6Omafe8v/t7gvSSTy/NYUMpWrEvVCknaeRhBzmOCQa42/PuYJ1fTuQSLq3aCdWVet0auGGFyOWBarLnlATra6utEzEGlPDbRXE/xyfe7KuEU1VCuSONUBfLLyLFYSbsI9i2zgRiHyCegpRYrsCRkZfePpS5GmVy6ZCaXmRtNes5qZqyhQzB8uSIDoBNcPatQtxq/o1+Io3Zb4/k1IJfcG7iAFDQG0ImTedjOwalhunFXL6ycXFGC23vUSe9d/QtMYguYNVl6i/BgqZMMvkOQq16MslucJ1dtk60lCk+ily3M+rVQM3vuvFY3o90Vzf3SnUusOGGSXd6Ol83Ak2se6xhIIH6d7aLXwKPXF+NMrraPe+eI4/LkbWJcx55XTDjVUwNG85pA17lCgQo5emaB2jVXyhUZAA1ivQAoRFraZE0DfjEAQH1iCok3sYeEzpEZ/jebiKwJcPMyLczacd+rhzFn6MklB4FcyerIsdIxBLmWTQct5IrAEOQKPRrZkwtgNhegI0wuWQhluWIobbVji+6KjV0fqADW9fYatPn+QCZb6fVyRWubMTCer+y9b9OpF1OzKbnH5LJNYlxyrSticiVTzHPzjM9h3suXK9IzkCp0DDS18noPY6FwpAk3ATL3b5qY+5dtC2gAEbli8DfBvViR3J1Z7AV8xisQAbm26LDYazjjefLkcsCM+UyeVxWBXLtqhX7uijvrRpTJlaR4R/9iVCg8M3RegmIseKUcC5uLC50FuXYHrzcnJFU7tL/R+m8LfuLzjCeXL1eUTK6Hr5k5+siNxQCITwsGucycSHWLLElcXnIeJpeIj5e6QE972kSbOZp1Iv+U1jiAY4kLkIuZogO5YuKu/VjjMgCi2Lzj57v8c+n1J6WKwDjIFYKkr/tO4Kt/BHjNnxsyt24zuUbHbZDr2RgECJ0RkFK1wpOrbw1i6zG5pFzxEj5w5QSrpsfbHwkeBs8zZzIMfJ4rQS6z8U/zVJiqjzy0nJT30mySqyTmd//y197tPheA5+MFRE0qvSFpnJLBNBcg1+zyBiZXZc8JGHqM5ZSgJUU8yLE/63r0SPBQ8hyDmu/fI+SKYRXZlyva1sSbQC7lpI3e+wEYeDjxoMS+p2tgfSxGrmnCyQmPcg9V4+SKdoTJFlGjccdLPHaDA+i0XaRDuWKjStTTy7iq9/FRfRnpLhvPt67rSloAB9Sxa/8+hN0Vm4BNxKBVkaWYFantfsSb4VnVIunYs6fwTCMHTC4rgfGN5xMFy+RKq+OBFwszubragWTveoyOV8gVLxKT65pkcoVUfA7Owk1cMBMGYyBXdF5p106rgQn2QIaYFpiSjNfrVpkIwBZAS8fK+7LfXTGQK8rPa4Rc0RrPS7nixGOSACZ4q87B5FrWnWsiIBMOT644BMGfmvcDWXIr7q9rx02yFmFUeytMLi3+nud8n4ugMsmiEuFl0znGCbPUih3UifhsKVcMK/YRTy7+XSp39iTBWWoAlUGXOQG0nGGKV91/6Dy5VG3ZsOEI1wHveolOauZ/CrTLA+ttklnPjJktKLAnV9o51sIKhfNaDNY9Nr8/JJDLA/C2GfJ5HDGfr0eYXI/dcGt12A12dITsm1h3RcBdr0BOyqCe78llwCPL5FodO5BLHNcBmYw/hQt4jDtyveCL4j4t080gV18ttpIrMsi10ORbQ2tFTp5cRq5IAI3trph5IJfdWzO3XnKRibsby1jGY0jSmOtIAnXnywAonB4Ydtu8bgfejFYyGZErDplccZBrrqdoCv8562R3RRoGAFY2UR4WFs5cojbSXVF2YGagu++FLJsSvJYUBEfKzTELctUhaEubA4PWYzEdEDC5Dv3f0fdZ5TO5Jqg9T65l3UG3DHKZ+cmFL+vJ1a18uWLrFjzr/2S7K7r56TO5Ak+ucGzF5Ar3md4xufI9C7zwWKFw16XcHwW5dMjcapdQFIP1wd+E+5k5ziGTi0G/Wk2xLEwxck5SL0+u2DnPMrYz0F3l+/PSGCvuZokxS28CkMvzX9o0BnLF9Z5cXCSR+7Hq/DzklphcWju5c7NAkkAUuf31p8vMvr+LpWNybZQrRjy54O6nNJ7vA08uORIBcs0I5NJcHBxlcrlGUxYQZZBL+Cmyf2qnNfYC4/lUFFy4sLKs20FMmjHIRfF82tdIEmwPcsWYXGmOqncgJINcnPv5TC46P3qOFr0Euah5VaKQSuP5CMAYHbwHDryyeN5EmFzcdX7MeH4ZgKSzi8Crv8XEBQMm1zmUB59g4zbI9WwMy+RiuWJvklde/M6e9g2b5YSdXbYL8Y1F7RslyoUrI6mZSGAlyMWLz7RIRcegEfql7DrV+RvbvDUP/MnxDfe5wHomV2x43RWlJ1cgV/TkUQHIRQvZZMR43nX9mAg0PiZXND/7zt2/D/zldwDFzpDtxmBDW5PxvHlvZenKYyAXHasKmVziuozJFYmu3mfmPs+E30ZspDtDkKvutgC5Xv+3ge96j0l6xL3nK1WozkpgTYDudoFalThtEry++gf4w+0PopzM6Hw1kparziXwFX8P+KofNq3GbXdFs4i3AyaXme9FqjArMsfkInPps6q1hqIrFHZuZ0liQSqWOVh2gMosAKCUqXqdkeQqrY+HTC6aUx09l9dWwB//J2/Bom6F8byyxvPXz9YwucbkigwinZPJdXNRY2oTbmbh+e/dJ0XUmwdKecFHq8yx7pXmennzWHZUZWYSb+K1kCvaatXKSaXTwpdJwgRz52JyNQLk4oRDJS4w42MEgLayVdta5xb45OEzuRLvZ5woF2g9IGPbwdewUJ0Fq3pZOU3LoYwuK6PJOLIplon0dJBMLv9c/O6KJonm/SEN2LNLkqdIaj8AD0g51VO86oFDOz88KYI8nyTHcbcm4eD35HtmmUnDpE+uzcx6SLqV55sx1l2xzs3zw3LFlTpnoLcNyOV5crln7qM3XdAagrmjIyxCSRArSd0+YEHBEOQy5yu935BN0Paiu2IlPLnEsR/C3INjtY936heaH8bM+AEXVK8DuSSTK2QtWk8cJ1dcBXLFfGHkigs1s8+w7K4Ylys6v6KS5EK8p8ri1aJuB8BFtGPg5RcB/6/34e2v+XvmGJve3u9Bd0VhPJ+EBYExuSIfD0p0ohvpmZ6ZOR0knjz/33L/nwM++U8QCAe3TzTymsdBLufbWVjgotcYSHa6M1NIPFEOfOPuike19A6duM+3TK41IJfnyRWXK2b1sfUDA0wXTt+Tq0PfMlMvZHIREC67PWYlVtrFvVPu5Nc4IJ2HZPJnSYIiU7cMcmmtjZ0F3HxpWm2vQZ3tDZhcK50Dr/yjwIu+DHj1nx7s2yxXVNAOVASAtkJCa2IfggepD4B4xymBMga50gkWEwN0n4DY7FKuaPfKBL3iNbkexiQYL5SniUKaKttJb5KYe8sx3HZMrnOCXMzkSp1cWnahBYaA0uk2TK5eY07FGVXPkXpMLl+uyAzuXbWEXhyZ15xbrth7eV6ihr5roVk9vy7srqjH2LY8bFFbqHamQyZX02l0vYbWQhIN8uQS3RW5sDKvuiGTKzef1VgmV2OeQbqWTy96/MRbH4kfJ70/AN+Ti7qDc/fLojfHlmlRDAgBX3qO5mJPYB/gRPlWDwzWAsHzFQ4bH490WuTP7lrg8bebr1/8peb/USbXkfk/Nn/S3AeKb8sVR8dtkOvZGIEnl11o2Uhu/rTnZRMazzOltm572wUCwLC7okxg73y558XCi88kNz5H/H7RwQ9PL8wIsxI/9bZHcdKYv91nNH+TJ9dY1W+su+L8addifeeyQMJXA7liRgsdM1aaAMBiNF9tALl4o27THWv0z106LHAmmFyrpnHdvDigGdnsebNKkoDJJZNe2yo5ALlodFY+xHMkHiBkeY5jLTZ+azwf+vwE9yRJgMMH6GspVzTHPhFV1yUKr/VurQpcPa1wjF1Mdy94nSzZHwppYRKK1/wZMi+n1xDrL2zvzhtOkSUDuSJgKOZp75JgK6v0mFy+8XyD3PkV0aY1l0wu233Pr+Azk2vVZ1g1PW4uGvvcFFmCy+uM5+33I90VLci1jfE8BXBdjRvzetDpbcjkmmBamM8NwSYZfDQU4B/OzPv3OqgI8zHy5p0LVkHI5JIgrQh4eJzXk2tZt0OQa0xqW59BafN+NTLLBuTRivvLfjutBbk4Ka9dN7hzVMYa4f+jbDIkgo40HwboxHQLvYOQT7CQHdbEnFnbXdF2h6PjCECuVWkSTGZSub9za0Ob7eBFd7oOTXtYICEvmbBT2rGQ6HVI/PPjOcNJGv8/2ccyTCjzqT0vBuCSduk6IGnhyeUFzQo1yRM5YR4AeJtGkrqi0JhcUTK5lAO5JJOr6fQ4K1qOkMk15r9WuevlDQK9Jqp2XTzTEn2vcVUfGG+56gR3whSgVvz89T0ONBlf5xfwt5tvwbu++N8CL//q+HFKuSIvrmFjhFp4co3JFQXItUBJwI5Zc2fX3wsAOFH7joVEz16nUiilhFyRE2MG+hvH5AqSTMCAJKHP0lk/klTv34t569hsZ7ZTr99d0TC5zGfsFEFBwCbj3MnMvx5nmKIvD73vOylXpMFgy5svfwPwR/6xY9nJ13ETh0G3ZtrvaK9WwnhewwEvHGfquYmxzlI3x/aJyXW86t37Tw7ddec5sM73Th7XiFyxaI4DT64ai7qz+842csWkrzwmV93Bdg6dEqBi4ymxljMopSiZLdIELVLrPeUNup9ve+gGVguWfQnAjJJ+AJgVwueW1uUqAnItdG5ioT/1M8ADrx2XKwJ+8tuukHRmzdHBXh9ncolilD0fArmSKR4/+DT8k/Yr8SOJ6YwpE3lmcqWpQieL15GYfmzdy6iLcSU66SklWTvnkCuy1GtgPO9fB7u3yEYwQZH+1phc8IznlRLdFTMfZG+JybWHJTSDFOc0nq9an4ku2UVcqI0pR2JMrtE12v6RlCvSM2nlirVd/8xnmmdUyhXLwJOLi4vLphtnctln2Hhy5SQvPq4V/tlvfCR+nIBX5HCAa2FALoprJgRyFb2I4/gZ66mhBc0nuScshK+vjJ1ifmjRYZUOwXXmPX5Bz/LNhwzgle8AD3yG+dmo8fwGuauM/27LFUfHbZDr2RjM5CLfDMtgYF+us6d9uaLnyXXJqzbclMl0yOQC3MIvWFzmMxnkSjbLFSVTghbJVuX4/v/4frTkfWAXutCra2smlwCvJMh19JgL8ncuu/Nql4NqO/vFTDIGpAK5omYJ0MSCHzFPLk6Ac8FTLQZMLrOI9o0IrgAkG5hcskOh7FbjXZc0SHSD0ZFZdMYJ5wiTK08T3NRCYkYg1w3sWc26eeGaBF7KFenjmN3SI0WLzEvMVzAgFwDcsVd6x5a3tMGG4E6w+TWBLxQHHnmaGLliAHLNq9Z2T5HMEOnJxX/D87RBaisxHBQuUnOtsiriyUVsiJ48ufj9FlXrd1ckueLRonHzb8DkyuPXgZPYbYznCSirqhWqtscklNUFCbROS0xJcjmQU2VDkOtg6o7Zm8sW5Aro2JJZyeuQrHwL6jqPqu099tamzkaLurNyFc/02DuXcvDZNXLMAyaXbBufKh8s6hIXFN9Kd8Va+MFw5VhNJJOrGLIfspLkikMm16k0nxbPylCuOJQI9tqBeXI0hQlcB0CQYAvdf/edBtyn92UZIAC/mpiVOGrcGlCp0veh4EYUFSXFgpm0jsnFckXVLi0LY4URT65sgnqQQJ5TrggMGcjBaDwml5NAPHbTl5ZvxeaS655Kh2zBcC4HTC5eL3ZEkmGM5zXOMMO1/ZcDAD6peod3THp1jExRElZewBH2cO3ya8ePk4PqvnXHEoJczXKNXJGYFKqxwJXxVoPz5GpO0eoEb8hfP9jP2JNq6MlF86Or3J6URuSKEfD4KGQeiiHXqROKtUJPrqbTlj2xUwbdqUMmV2AbsNAT9ALQPEXQXZFGRfN/FYL/WWnmC+BY7mNMLgaPssJ5cmmIeMvMHU2FxHkqmFy0B5xWjXv/6YUh+LqWySXlinEmV9GcuOOEAUNljLuoW2gCnZmRfbIiuSInyIEnV9X2ThqXau9c5XXugn3ezDGFNonMj+oMv//UKf7YP34LPvDoFTo/915SCeHmRA98xrcBL3w9rt35GYOGB6vQ5H5gPC+un/R4a1a2I6oO1o00loRHDK8VgX5NMkVZlvi77Z/C29JPBeDYib3w5MoT1/lWdVU0pq8C5qM8JtldsUCDPEmsX9q55Ir2+9DuwWezMKDIxWRjPB/IFZsQ5BrvrMvDkyvW1F2ROwIGcsWGVBe7WDrw4pxMrrrtvSZJSkjmOGaJ5RtKwa7FvFc5ueKIJ5c0nmdCAzG5ctXhQuEOpGp6dFpjX7m9b6Ia5JLJJTukBjFpXpKMl5lcfYMsTWx3xQaZbToVHZbJVXnxsWRy5drM91yCXPJ5aRb2PM9EF1kOqVJxrQETc2VbgVyB0oHH4XPN/ycfNXnjjYfM9xcfjNsCyMHzZwwklZ91m8k1Om6DXM/GCOSKlsFArCHMr/rG87w45DtAPsWpqDbcECBXm7mJveDNkx/o5/kg1/Jcnlxic6FjP2lTnFUtWgYP1AjIxZ5cggEWHbK7omSAXP8QHUNmHu41TK5UB0wuCWD1PXKqtqhsutY80HVec48DS5osO4w22LpaOj0+nKn9Jk+uRMGXK8oNe8OG34aGyiNBZp4qHEFsZsUeqrZDiww3IMCvdZ4aEbkiJxRt6ldiAKNr90Au0a0tb8lTLAwgg8+vQiZX7ZhcsyJFS0AHV3xOq9Z6Ba3EsUQ9uUTHLutxQLd5TsbzaX3suisGTK6+dX9vjq2z86zIEhzOXMX8xsL5BHjDyhVHAIZzyBXP5ibAGMgVQ1PurLTPxSABl54adF7jIBcdI2+iskIcyhUZrFYpkGYDkKtue4+9FaPcy7FsOpvk2PceeFvR+XMCBnPvFyGTS3jtSFan1tqBXKq5JbnigI0FIJEsnCwmVyRPLh38bT7BaT/x/5bGgMmVpIJxse/9Lsg50ExMQLUYyBUP7ZfPv488ImhO7QvvDS/Qyqe4Wbu1cjUAzljeNJQrLsIkL5/aZ5YZokr3FlRZoox3V8wnA4DwLOa7tGlsALkkk2tMrghE2JKxIZ//yf6wIYttyDHG5DKAhOxuhay0e8yTlz8bAPDS+W95x9SQNO1UT1FMzGesZZ7lU/dcLYk5RPfjlJNwuW8Puisyk6sW3RUnA4nev+m+BA9nDw5BriQAuULLAAivxRFPrioAF06a4TPqXu/iq1MCU/hZywWTgVn0s5JYOyHDjEGJIKk9w8T3vtNTc88GckUznwcybqVch0UGuQZMLpLxKRev8OzqtR740iQEci0yd6zsyXWyFH4600M3b60n15ZMroEnlwG5pu2JY8zCxBcnS/f8rZrexsO877KagRl6ebcEiLnLkiUuiDCTy7FqhTy/c1I8AJgRK48l5/I4UZ/icXrOVQTQbUQsyXtt22ngU74R+KZ/jyrZtcAlj+UGkGuJiWWkeaNdWfZ6uDdF5VQRuWJCXzfZzB4vz3MlmVzCv1JbkGs9k2t34j9fbAvAa3SGFnmqbAy30X8p9prY34j7YX33Ih6ZzpPLX6fXgio0OiFXRDM3DEDOAeizuPNqw55cagl1i55cBuTymVwDueIGJpctyDCbcZTJxcoN0V1RgPQX8tbtzySj9IznUSMlMkGXFDY2nldDJldBTC5m96m+RqKULV7XSAc2E96Q95/3nqxE3XWYUwxSkNdnoSWTq4T1FWwcS/ykG+4JqSiCAkYKvBWTK4yPeezeaX6me+D4MeDmw+bnF54XtwWQ4zaT6xkZt0GuZ2N83T/Bj93zd/BhfS8Aobneo6Ti7Km48TzJDWUHEAlyyY6Ax0y5f+2fM95KL/pS7xCk8bysTkZHOgS5jqnjDndb2Qvliuf15JLglQS5OHCZXTbBndRTB4kIo/XWeF4CWPz5AFRerkXjGxv4+IsbICr5zNiqVk6PDyAjnfkmTy6llO36Yv5QMrnWg1xNGlZt4683TC4BchGTC4AvWRy7J4C36fVWrkiGwGTsLKUgCx2AXEpZZlZO9Prv/f/+Hq5Jz6rQWyc0CbbG8yRX1I7ybn7f2hbBUg4gAQwOjpnB0CDzqjUAcJqYJDKvbg6YXCXNKW29QcwxLqrWyRXTBGmicIGkftfZfH5UrjjiydVGEuwRueJ8ac57MpArhklPiWlOcsWQySWCfj6vPRGkVp14PYNclsnFXZsixvO9X91kuRSvN+dlcnnG8wyYDGR/nIA5pkmDdMDkshX8VHnPea9dglOiER30ziFX7BOfKQkgFQCFTvM4k6vuhn4w+QxHHsjlvh4wuQB3fyiQ7gK2Io/jS58CAPhQ+kL/88RxvvS599JnEnNUCS8sGVBlJW5Ujr02ALlYOrk8xl/8ibfjlP0bJ/tYhl3u8qkNIj2WGSXhK+SCySXXzymqACA86c8pVwQEqL+pu6IWUtYIk6veRq44ZN55Y8Dk8uWMiq6rTTJUAiSZTdyv3GFArhec/hYU3LPWnhqQ66bexS4xTjY9e4MAnKQ3T5O/o2HbbWByobFycddd0awV9eQSfqj9eoPzBeB/z89jGmdyAS7+GDee9+fG8ZoOmJLpOsbkApyMnuWKjsnFXmoExAdJyVxPoESie4ap2W9CJhftZVHAtGAJ8JH5P5S+RgorSjK5rFzRzJ10ZZ7JZe6Oa488uU5XHycmF12DaeczuVKlMV+tvJeyXDH05GLG1aQXLNO0QNW6vWJCnlzKenK56xzu8zsEWHps8v376XxPnT+o9fgRTC7J8sy50Op+1nb9QK64DGWzgY9upfN4t8e2Qkb3TgV7UzQJLyIgFzHru3SGGR0v7xO2gCLsCvJU2aYsymPORUCu0n++0lQhSRwTL9cN8iw5n1xx0MAnAnKJfWnFe4vorpiMGM+zvHSb7opai72pnpNc0Y91GIi3nlxYQnFMsoHJNZQrdoMmSRLI1FqvMZ53fpqA8RADsMaTK+IHXO5ZNu1e2lhVw6rpoLvGWWXArPE5d7oVz9CyHnpyFSUVySl/SPsaWeKuZYPM+PGNgUkyxhWdXo1ckT25zHy3IFc2pTxSgPxEwDiN7Akq6K4oTf+9uCscYXzs3tAAWoBhcd0kJteF57l5sa3xfDhkTHbbeH503Aa5no3x3M/CW/PPxAnMA6A1LYq7d5nfH3/UM2y2CPjMML0kpVaCXAtd4De6V+Kd/QudgejnfBfwzT8/eNisJ1chPLm2YXJRsHFU0YOfhEyuqfdz58m1icklPLlihq3McpOva12SAcC2rvWM5/sOeOy3PGaH8eQiSWPUeN7Jz3hwcGuBM2Zy1UtrOo9sgiLjqu5mJte4J9f66l4zYHLFq2BZEjC5yHgeAK55INcWTK6+taDQhDYMx+Rym8O8y3H1zNzrO8ifqqMNMu/MxnltBbzvCWGiGmx+1Qa5ou/JpXFWtXZjHYBctCGFDJlaZwMAgKUaRXXDddWi+85MLt36csV53TnjeXqNM59nJlewedruimOeXNswucx7zJfM5ArlisEml5fx7oqAd/8ZKBhtSPHiLzPrEPsHSP+tkMkVvD8nawczc+xVyOTaSq64pScXsQzM+ahBRVBW8GUQ0/UarXJyRdvc4Rz076bTni+XOSwHYvRJ4MmV5OiRoGr7QULTZxPc7Mw5aihvbYh2+Xn93wI+4y8Ad73C/D2TvAKQ6+rzvxafvPqn+D9Lv/jRUvK81AVe9dzLfPD+CWal/8xmE1yr3Fo58PkS3RV/5T1P4uTouv35PMJksKbNSHFV098+8TsAgBV35QP8ynBWYhWCXO0WiVM4NskVOYlL3XxqkxJPHpk1j6fSdkwu6Vd0MP572rve/Lh/TMrKFdmb0RQVeO06uvgqoNjDrD3CK9TD9pjYZPwG9oZSu7HB1Xz2gKKE7SltAu5EMrlGPLkKtDYhWujSHOeLvgSYXcaHP+P7cYIdM0+D/Y87uuUDuaKbZwz0sWdQTeejtcai6WwixePmWiaXALmWxORKhyAXxw6e/xIgmFwjIBcmSGbmZw0MiNH3mpiYbk4zkyvKcB1c47hcUX6fSIaP7UJr5k5WmftaFe5Y9y3I1bo1fXrh1plcI55cs+7Ul9wCWC180Jj3FufJ5XuwTXvp/zhB3faW8c0m59yN0GdyMWvfXBv2rfSkz/sE9ldndh+ZMItKMrlEcbQMWYcw8yXqySWHUr78D3ncCL9dIiegTQWgclyuGAO5zPVo0+mAyWXlir3zF8xSZ7GR9I1n9s2Dn80Q5HJMLio26gZ5KuWK6y06zMGdD+SyLDkBsiei8x/gYg6O2baVKy4CuaLNAeiYWgtymf00Vx1S6iC7ickli6b8vbyXifLZRGNxkzGeN9eDfXQTy+QakSvaplciB8umtoPnXlLbuV21PcrO9w2eoLZyRRlzLyKeXAxyMeNS9Q3SxDG5GBAd3Uvl/RdFTyNXNPc3byNMLvl/s7S56UkE5EqVz4I3hXPz9Sj4Brh5GFMAMMh18yHH5Lr4oNsnVkdARGHkQK7D+GfelituNW6DXM/SCNkUVdsDe/cAAI6e+LD7RVa6gGbnDgC+OeLNhQt853WHb26+D19X/22cbagkc6elSZba4LEZSzKTxHlA0DhieUrKTC4OIEImV2g8P+bJRRtlaDzPg0EuyfjiTZaSqGwgV+yBd/wr4J+/HvjV7zc/0ynSLN+OySU8uVx3RZ9F0KxWTo+flkNJRTgkkyuNMzQGFSsGP2jUyYaqLdxnnEhZYrlnN8SrOBSfvYUnV1cL43mSK1LVXEpBzrrMZ3LBVeIL2hBr5L7BZzAnQp8e3vTLzPfkSpRGih6nq9ZuYqEnl71vAehQ6VTIFYnJlR4CAPI1nlzMsuINfO55cpnXXtox53197swwvWF9tRL/Xt+C8fySmVyhrG7A5JpYT65B0CATKwa58nTInACA1/1l4Ls/BNzxEvP9VCS/lskVl9NakIukkHXbeUyuTT5GnrcOA+FjnlyUhDNoFMoQ/O6KPsjVWE+uZigD3WI0XW8p+Pawpi6o7JPCTwzJQ8YcbwDGonCSsGziSdpcMiPuz6d+E/AVP2hfx4FY6Mk1y1OcYGcA/j1Vmes3VzPcf2EEMM18XwudlgHIFcx3mtep7kyll2TLKPet75YdwngeUHh7T/Ps+gcBhJ5cpfd3qyAZPOrK7Qzg5djA5LJJUeHm05WlQttrFGmCu/fNc7cVyCWvaxTk8plc/9dHfHaLor9xBSYqKnDX2LQAHvw8AMDnJe+2YElHErcj7KPMhoyT6AiZXAxywfw8XStXFEwuAo2t7PRlfxj47g/h2v1f4l4fgP+a5YrhepSkYNnJHvnCWE8ufp46kyCGQMHNJvM7U4shiwAMpvAakSTK8+oEnP/SwHie18Pg3s4xRUogF3dOtXO6dOuE9eSKdZ0tgyQ1fEYjrBe/uyIzucycyitzX+vSgVxWrrhqoPn1k8Nnjsk1IlcEgGrlJ88YMZ7nGGqHQS7qtis9uSbEQE1iIJeQ4gHADgOWcr4cEJOrPrOs8qlgcfKQYFDMAqTt+4EH10CuCAxArpj8XTcr10gpSKSjDN+IJ1fKnTWzmZVp8tIr5Ypur0ygaV6pwAPNXQPz2hDkSsjbyMoVdYtC+C89Y3JFvhYqdd6YtP7sqJXpUil+xmsix2zbMLk6rV0hh+WKA08uAtmzGXpao7LF0+Y1Y0wcGrzH8PNXBZ5cPptoPNdQgrFUUnycWLbtGJOL7hsD2CoB0hxdZt5nJ609JlfZBiCXct0V5Zq7qIaeXGVJrDfhqyeln9YSZKwZgIyfbdGzQN05T66MjOfLAcglmVzmNcetn+MCvhrEfT9OkLCDVVl7dw1/d+FB8//Nh50n14UHHfipe99/j8fxR+k9741/Jp9bkq0vPHyCj9sg17M0wiB41XT2gUiOH3G/SEvgJX8IeMXXAZ/17QD8Nreyi5vZgBUANb4w8OdTIDcttjCeBwZAynVmcjHIFTK5pIEhsJnJJTfhWgQsPGYhk2spgkiSmdHiao3new3c+Ih5ze+/AYBZeFMBfkSZXIFPA4DhNeKKTb1ynlxZMTTHDYbH5BLX4neeXOAv/bt3msA7BK2CqssA5FrDxDpREuTatRvo1kwuT65Ih8NyxQiT6yQCcrHHUcrd7nTmBxOhJxeBZkz555GnfndFwLC5rp1VmKjG+1vA36BChkylXZLDe9icQK6sW1hT19CTy8kmnJSDY8kyNcfLVcFro3JF8b0Eo9Z5cgWtr3mOLEnWMZDVDRhOExvIDsAkEXwwk2smmFyDuSxZQTPq2Lq47o5xkOQSIEdrziGDXF3vmSqvY3J1vSafFXN8ektPLtkgQI5WeK7JIKbT2voMTlWNUo2w09aMuusHoKoSz3CnMj8xFAatIeNkhQJnZDyvgufEddEaPxa73oQgF8ly5kGx5dGF+fw2m7muQjEml7juXVp6YNUA5Cp2DQsNxtdrQhICTPbRaPgyw2zieWC8Xb/Ye6slCtfh1jOeL7Hqs+C1pWXibD02eXLRHL1IIFercjx2ZD7jvgtTzMoRSXBsxJ796O/N+XoNCAC779kCE4NcQoqLF3whAOBzk3fbOcad9I7Uvl3X5N7/1MkKP/prH8J1KSkfA7mIyZV16+SK5MmlagsaL1G6SrhSriNujMnFRZKwgKSUPWdmcjE7mp9vvg8hUHDaF6PrTUyuKOekZHMBgck4EJFQ+6DwXE+Q7ZjrtmKQiy+ASD6dJ1eMybUB5Io0O3FLgPTkMvdsUpv72k6c/w4bzzedRm89uS64BMoyudbED2s8uebU6OVAzXGQBiDX0mdyJb2f+NoiGX32TFPMaLtr9mgI5JikHQCNlPx55DVuA2sK3iM9UPTgPjoox+SyDF/xXrIBDceLrWBINl2EyRXr8hmCXBEgTLcr+yylpf+88bl4ZBC+310NdDSnOwlykVwxGcoVJUONn6+kj3ty8bMZ9+RSgslVB55cW7Buxxr4yCFADAv20/HtSU/JoEHUZYrZTrforqg9JtcciVIuB7BMUgI8sxQL3r8ZYNvSeJ6vYd32HmtIxix9rwfm+TwMk8t8tgW5GJQaBblofkqmvFJoySJlT1U+k6sPQC7UyLTfFAKgNVUUUyudY8Iyby5aM5NL+Wt2GKN4wxaCKB5MS9Sttn7XOXV0L8NipSVLLGxuelyPyBVlYVEJJtc6ueKnfjPwNT8KvO6vDH9n5Yof8T258om7RqEvl9a+SX1sWB+w2yyudeM2yPUsjbCCXjWOybXfmiC0h6lKYe8u4Bt+HHj+5wPAaHdF6TuzCeSKeXKtRaaDRP06YVYJLYq7AyZXUM3cyOSauNdxAsteCIBlsfk0U3rP0ge5nOln7xY/ql6vUNh2xvY1wXByRbe4DYIWbhVcr0T74AkKAjrGjefN/yaYd8HB715Z4Zfe9QQeu7Ecbt5B1bZSG6QJYpwkDuTShfPkOs5Ex6d1nlxSrgjfk6tL2TjSHe9xk+HqWQhyheyUkMnlnw+3ft4JqoFFIFcEjATm2lltmUzyWHzjeR8wk3JFC4SlOy4wbk0SN2ByBd4gNxcuic4z89rLJNO8YZlcoVxRJvXi3lkmlx/wQ+thd0W6L9XKPHeWcZQFmziNJC/tOazrrrgUTK48xuQKxw6DXDcc+2UkyV0FTK6BJ9ca9guvlyxBCSuy7rN8KQ2DkWGgJIEAD+TqNBpKqg8gGKXnYHJJMA4ASc7dcbbI/WecTOfN8fpzZdHnOJNMLjG2CbYsW9HHuKyPUAjGPHRmjksXAnQZAIm+J1ejCiyFRHGuS39dTRJokkHuqYVLSMt9dJ32TcHzqceg/V31Uu+jV7oQxvO+J1fIipjrCY6eYZCLE9kLOYFcSYmPkh/X/RemNlncqruix+Ra48lFY6lLdDJEo33PArEByJUoZfw4AXxa8nvoKnOcDHKdqH1nVSCe8X/xXx/C3/9Pv4d//RZRbBsBuZ4mkCvthJfmQErnmFxTks0sdOnFGzyHY55cOjCe9/ZWul9cZGMmF8sVea3rA7bRSpfDdZDGsnF7k5UrioJXkQUgF7N/Ar9OO7LCB7kwQbZL3U0Tc60sk0uAV/xcDLorBq8znxE3nne/Lx07pxevb1aA1pg0R+Y4Jo5lslOkdt3gJNcYzzOTa8QXMXacxe4grvnRt5p5uK8WrvsZjXrlyxcZ5GIGtY2B6Vh2NAEYmfNE5TW4THqUaEwDCyBgcvlyRfbk8oD3fQa5Tu0+Ijur8rANaNIkagHSdnrQzTYKcom9e6WLESZXZQtbyXnkioAFNjMCAPp8ZmMDBnOlXNE24fHkioLJJZ6tMbkiAzN8LqluSa5I9/GZkivytcgngvFLOYps0BHKFc/B5Oq1aNhSL6KeXK5De4JFGK9vaTzPcuGYJ5cvV4yvY4lSdi0uSdqatlyI2CBX7Px8jWP9WdJYf9qq7dbKFatQriiLqcjsnOM5ofralytuYnIBYr92qgnD5Cq9852Ez6vMI4nJdRZ5FmNMLldcXJMvl7uGVc/xsRwMUj32NkPWUAlw+BzzszHz+dMr7rUHD8Q/swjO7faIjtsg17M0onJF9uSi0ah48CABgiGTy4xNFQlOqibbJrNBon51af4myczCYOnm1pOLF0s6Dt4QQ4NUHplA1rkifPF57vdWrigWp4DJxdWUiTX91APpIzO5ZEe1cDi5ouyuSLI368lFCUWz8qo42zK5VMDkYvP242UzZP4Ue963qwHINV4FO1MueeJOLwCwyMXiO3ZPAC/p40u135vglgNfaTx/1mW4csyeXOZ9w26KNbIA5AqSOTIM3QuqgXmWYJqnVsMPEJPr1LWQl5XSTGxIQyZXYiudHPyrROEmyTt32iNz+gGTi1tQ8/sdSZCL5svFnQ3G8zI489gcdJ91b7zkeMiEO5ArVhUxuWgTZ++EEDhU2cQy44ZyRRFU9+zJlQnmxJqE3TK5rg2N53mMyBW19gOY1Zr1xzIywu6DYULJ6wMxuRi0DJlc/IynSeKxNNq+t34sB0oEcOeSK2rXBRIYglwqDwCaUjBO/Lmy6HPXUCR4TtMtgq2wuQKPHcvk8q/LG+Yvxhu61+Kxl/0590OlrDTZHoc4lhqFJxVcohjcy1Vq5sSd6ggZ6Hfl3tCnxpMrAh9MX+CDsLK7orwn+QTL3geyFyi953Orscl4npLWw5ySblXa9e7eg6nde87fXXGNXJE/G5kPCIbAmGUxCSbyxeejyfdQqA77KyN3UGTif5YeCIaym0PMxH30hmA+jHhyXSGQK+8FyCUqyWdVi6srWkPhupUuUXiJG39lij+hLImYXLE4hUEuy+Qinxd6DQNZ3BCGxxLFaPIkwS9OgrNIwYvHzBrPB3JFe4ylz/hJZ1APfj7w0q/CGw//GAAJcrnXccEmygrcJFfc5MnFr2+NJ02qzbWQhvhKKQtWXH/ZtwAv/grgpV8l2BNbMLkuvRD4lG8CvuB7B7/66XefDH62Ss15NZWbewo9UmL88N5/QjJSRevQDrN0aK2o2t4ycieqc3J+wAN8pGwdcPfSA8wZ5KpPMV81pjMgsU18T64t5IoBk2veR8CdgVwxwuRqlrawFYJcUbmi11HOXKucmG0637F78iQwoO+1tmtDniR2XqUjTK6Y8XyaKCiWK7LJuK4N4+2Z7q5o7Rqm7plKmclFIFeS25ba/HxftJ5cW8gVe22NzdEskKEX3RVZruhYfUslm7RM1sfb4pj2BJOrE3mDCszPx3KNJIF9ztnOI7Mg1wa5Ig/6+yYx/+8KJteq6TEhJhcztUvVWJBLNlVY1q0Xk9bI7Vzj/EF1NVLlG88DkaKsHJGCQt129v5kxFacaB+0s/OkOrHNzUK7A8DETaEnFyt81oJc6wbLFRfGGxMH97s9Y8x8ng3qD+4flyLymn67s+LacRvkepbGIiZXnF7wqiJNzHASfrVBMrkWt8DkMiAX+02tAbm8RF3h+pJ8DsIHbrS74gYmF/+dMIjHxee7r63xvPCSCJhcDDZ53RW52kij0jl1VBsuVEwJZhZCLlY351vmV4faukKhBJNrgyeXJ8sIghmAgrcBkysEuYKFfU2AME9dIlRnQgpRCJBrbXdFl/SxvO+V9e8AAK7uG3NrWWlcwbUNDj25eFTI/fkZenJZJpeftBZpQsawyvotOLkigVxCKpUo4ckVgCNVn9okiwOGNFG4oc21nhHIxfPEMbl82cSRaHXOgfJArhjeH0+uKO6llCxJYIvnOTCQK1a1+R2f/5KD6AGTa+JYJoPuiu61Cwa58kQAtms2cwa55gLkGpUrmmeCjecBl6wAZPo+8twwaBDKAKMsI2DgyRUyuWwFn9px86PeaW3/5hDkIZf4XlibRtP1fvU9ybw5UCOUK07sehxW7c/6zPfkEsNWc9cxuWxw7B8/GywvRGFEa413Pt3iLzR/BXuv+RPe69vQP1Ak1SvkXvK2QjlgMrHk8h4YgEWrFCh20Gvt+9RkUw+QS7ICuPfV3mdZD7Ikc5L2bIJlF4JcExyL53OrsaVc8TCnNufJxBaUDma5A5K3kisKYIKe/aunFd78oWtmrR2AXLl/rUKJI80Pz4dNKSx3TZX4QvUEAEAtDVB1lu67fU08d3w+Tx4L5kNQYdbU1Y/liiaxYaDGBdl/+l+8Dd/2795jDlcwuZaYeAUmLZlcI+ulNPO2flr0WmazaVpr+HycLYP/zK1QjCa0saRKAq8hk2u3HDGe55H5IFeX7xiQ6k/8W7zj4PUABBtTyhXXeXJtZHINpV38WGnALxZSjNRrhTQAz1iy+NSdrwO+8aeA/XvOx+RKEuBrfxT47L/k/VhrjRurHidaPANJhioz+29Xu7lngRAM5YpJzgCGL1c0TTzMfSmTzjGvEp9FGxY0OeZYyniB5Yq6R71aOKkiEPXkytMk6nPbdNorCHZaoeojKZcXFxYjxvOrITuFhpSyvf/JE/xPv/heUwy3nZCJyWVBrhle+7wL+LbPez6++8uMB6IDuXxpP69JPsglCh50vjsByMX/2y7X/S10VxwBv71hmTqOyZWwXNFaqojr27In1/YglzGe57VEo0QtmFz++pOnyrI1AWxkcQHuGlqQq+v9vAGCxb3GeF56cmW6QYpOMLlGQK6wIMseY1TkmilpPO+YXFVpiiAlauQkV5RNFeaVz+RqkDmpPDO5uhEmV73mngzmRImq7TG3TK4lEvTOMy1kcgnGVIXhOpYkgVwxUYyP3jrIdfgALOAMONALGGdyWani8zE6bssVtxq3Qa5nadgKI20AVdubCE8Y1cVoyoC/EN+QxvMiYdkEcvFrZ4Uwnl/XYSn1E/MbVCFP8zCgY08uOvaBJ9cYkyuoRKrUUTiBuFzRGs+bwIgDXSdX1INOjRWKKJPrdNXg9f/bm/At/+Jt9meyYpvb169hcnmeXPEkhyV/YTBfr2NyBYHn8hxyxTMCubRKUAmqfDW57F60trsi30fTXTFFh1eu3gEAeOLy55hjF0EYJ7t7ZWbvQx+cT43MZxoGgMyCmFwsqeJRZMoCNbbDojIgVxljcqXOJDJ8liqdOZCLgzClcJNArp3u2Psdb8gJySqYUcRMkSJLLJAwNJ5fJ1eMMLkAP8mWX1u5IgVTlfkMDuKtH1IIiOQTTEa7K0ZArsLJmEebKADOK4/YIQDG5Yqtz+QCfOm1ec16n5whyBVW8tgrwzz3FuQK1kMuFHDFWUo8eK4cKPMeTeiBt2EMPLnSwrvGjU7NHLAATTkqVzxpMxxzh9QgMLVtxNcEW26O+z/fER3hOCB/4niF01WLLFF4wR3+mtNJJldWwm9W4INcS10MQJ4brTn/exRJ8Ys9wxDrAwlP7jrfAsTeec5n2O8r6cklCwXZBPNAbrDQt8Lk2iRXNJ99kLV0PKWdw7tlNs6WjA257hEr67t/7l34xn/2m3jnY0eDZ7hG5lebQ/YXF16CZgPV3nMBAHfUj5ufrwjkSg6i7Cg2W3+SGGoAXIOJ5Q2jdyOAg43n/fMyz3/Vdvidx46sJKtUDWbaJJq2uyINbW/pGiYX+yJqwcAOi2zM5OqYyUUeSkVmr6fh4mQDywgeMYAyWwNy2Y58rQ+8uWPy5Yq9KDalYbEtwuSKypHCJHWjJ1fpJGhed0UHcp1hgmnp/93ehItvMeb1iGR8i7GoO2gNHGuxzhQ76Diuqt3cs0AI3PrvME7yCrJMLmI4t51lcpVJ55QGwd4UMrmsjFuuJXv3gpNSvTpxrGmVevfakytGlAJdwOSqUCC63a3rrljSM99WtlNpeO95re+0xj9+04fx429+GL/4ricG5vMFmXLrYgdZmuD7/tDL8HkvNnG2LPp0Nh4WIJduDAswON4Yk4uvrfTkSnSDIlWD7orHy8bEwLERShqjTC7XLIWPW4XMKbFmMEDEFhPbyBW1FsVEGCmcLXRbJpfLIbi5BICNflzymPjZqxrXXdHJSYdMLt7TeSQC5AJMjJh3m5hcIcjlM7lmqhLG873116xLU+ycUL9YAFgKluIy6K5Y6ww52cbUIyAXF7LX5rLh2pMWOFu11jMtaeYBizMwnidmsoaKgsmJ8gscScCiu6WRla6ZBeA8ugAHglIRyQ5mcklALBy3mVxbjdsg17Mw2EQZAA5ntClzUEy+XMBQugKYhMYDuUaYXJvkisyg2JvkhoaMTUwumZiXtqtjHoJcG7srjgRE4c+LXWDnTvc9J9NRuaLZ+Bno4ESj6ftBl4oKudd1j1kBv/KeK/jItTn+y+9ftSwEv7ticI1oo+zbSlRxJvGOdGJITy4dY3ItNzO5Ql+HdSDXteweLHWB1f6DqEVAtywlyLWNXLFBrzVerT6IHT0Hphdx4/CV3rHLr5nFBUTkino9k4ulAqGvQ5Em7t7Sxligxc1FY4FGKfGVUrQQHFn1rrsiF2qUUrhBgMJOZxiFoSdX2vmmmkf0HEgzYjYx3UquKL+WYKaUS3XifRgAYJCrZpDLvOasGwO5plvJFRfEhpkWmQW/18qYWcYEseGHJu10rMwg2ykyyx4Nq2FjvlyjIFfY2SsfAgOAXw3sem2ZXVwttaB3p62XxMWEAriQOblhNG3vSWoNyCWTm9z9HDAsJDoejcR1hYIBud7cvwJvvfxHgC/4697nSF+OscEAWBIwuWYCQOZr+4EnzZx/4Z27g0S+S0UiFTC5ljqHRmK9zBYovcS86zWers253p8YkKulamMXmjFnvidXkSXAA58pPssHR+y+kU8x7/xjXqAcT5jGxia5IicgqZMr8n68K4D9rTy5ZGGH9jCWCD5yfT5kcunMsnsaZMN1m/1TgsS9PXgeAOCO1jC5sqWRSSyywyiLm0G7J49XjjElK8zVifXEu6oPh+eUpHQOC6+zYYka93VGMvmovtNnUTPIBYwyueScHDd5N9eAPbmWwnvUAiD0PIcdV3nEAEqPySWLX6kamvcPEsXSJh6VzpAV7r7yVI95cvFzEe+uKGIClQyvwxq5otaA112R2PNnmNr5y2N/wh5Y4nkI19x13RVHBs8xC+ADQLGLnsD0Urm4NgZy2Y8mkKtg+aBnPM8xQi+65Pp7UxN4cnERjYs9Vl5G96WvTi1g1qVTj+EbkyvKAlFoPG9YqZG122sEk/sSferKqbrVaOdfC4B02hajb85r97qa5Io9++gOk2LeW7SQK6ZCrpj0NbA0hUAJ3PBzJ60mJJOL14K0J7mi6K7Ydj2+9IfehC/7of8SZ3SfV67I7NA8XgjTAiC6eA4mV9draCT2Xk6xGnhyubmQYCXlirfI5PI8CwEvNgtBMR6J9TdUdJy1ALk2eHLxoLnIza5mqDwm15Q7pluQq0bBTC5hH7Co/e6KNUhRkzp2n+pr071WBXLFkXUawHDtyQqcrlrb/TJpFz7IZeWKzOQikCsVcl759sT0l99LpuQtDwlsSSP5jUyuNSCX9eS6DXKtG7dBrmdhSDDqwsyZMAPwfLmq0H8GwFlQfTxeNnZDkAv0JiYXBxl7kyxqkjkYgVEyg2t5ES4yoSfXlkyusBJZ7AC7AuSyckV6XVc54MyCXA2UcsFw1+mBXHEVMrloU/6Fdz5uX8MyM4/JFXqX0OKqG2E8Lz25Rq7lmMEuJ+PHMZAr2JC4c4gda0CuVbaHL6n/Ht79JT9lN88yS9AWh9avaDu5Yg2tgS9If8d8/8IvtsmM7P7DSdhlD+QaMrn87or+5zMjY2A8nyU2CLdMLqoE8kYmgcNUVGHCKs1KyhVtEAbL5NrrjszP0pDJVXufz0wR2aTgElUFbXey8H6OdVfMpu53UqLIX8v7TKBz11QAtK3qnnT092HgW0ysrMZLWIJjmDPIlacbAVvzt+XAM27MeNr6AAqWWDjGqPcrK1cM2jyPMbn4/ei+y0BJrpPcwYhlqb12icjFhKj46nxMrqbTfoEizb1grOLgj38mmFyAX9w4blPUyPHfXvy9wIte732OZZ9tYzwfOM8XmTNH5v3oA1fMWvmSu4P7CViGhTle33h+3plryL5dRq7o7uND185w1Jv5+KIJyUjJe2foyTXxALk8TYAHPt1+v0Lh+yjyfpCV9jh4LDB5xplcPD/3CeRaqdI+T3sTZ6a7lVxRArIkPeR9+ea8GczlBpmdzzXy4dynYw/veX/4PADA3d2TQLPEZG6ApuvFfdH9ip+Puu1dEU16cpEUeKkLVCh8CaWoIn/oaWJTUhyzhyUu9gbk/H19f1SuaBKzELjyPbn42Mw5x5//UK44K1L7O36eQ58+HpuYXGXmxwWDYkCUyWXWxAUmTvqOCFAdYXJt7K6YTYdy6jWd6LTH5Fo4JpeeDjoac+J8uqYb8q20qz+rzDNzlvhMLm4QIBNTBrk6rUwzJu+jQ6CXQK7OFRomSWtlsuG+2EkABy7msGswS4K5AFWdWblik/rvFZcrujnedtqzU6hoLdPh+r3Ok4sYlUlbRc3vzbm4fYHXppNV62RMJFcsCeRSob8bhFyxh8fkUjS3M9069jYn5nAKhjiTKxGd9EJPrhw3Fw2eOqlw5WQVL05sI1cUxvO2wDOyTspY49I5PLk4blwSW2iqK9F8yge5ilShSkU8JK7V2OACkWRyWQEJXct98VyGoBiPxBh42fkxVZX1Ydvak4uLBrRmTlTtvLSaHhNqIlNPTX6Wqw4TMrmX+/Gq6a15PWByAPa3svO7rZElQ0+utXLFAZPX7MeSycXPic4mrkjM6wAxufqRHCgJuitmIne8ZSYX4INc8mvryRWCXB+h165jcrFc8TbItW484yDXD/zAD+C1r30t9vb2cOedd+Jrv/Zr8Xu/93vP9Mf8dzU4oVFKdhpjJtfd9nWrGMjFLa1tpQV2Q5AypPk69BvwAvOYL8dgeOyT0nqBDUCujd0VR6p+aW4kijyKHSdRBITxvFyMaJGhQGSCmiiwdD69kCsSeFDpHFmSWPZa12tcOV7hLR9xcqtrBE7IwJYTQlthovPQbSW6W002Gs/7rdJ97wWAGHYDuaLvvXIekCtPE3xU34lFfmiPqcgSlEWGD+r7DeWejVVjQ8gVe63xBcm7zPcv/BIrz5MAEiesksmlg2Bk2F0xBLnMZ4ZtqHPqrghIkKslzT0xYQQ7Ik0S58k1YHIlfqdL+v86zLXe7UeYXFSlYlCSu7dJlgEHTPO6MwnKIDjzWZHe17Ekm7+WGzontG3l5LIQIFdaQFamsnKKO/fNdX7qJOjeKJ6peWvOc1ak9pzWrgvAsINMWjgpHp8XBMiVJbZDTzjGGDCWyTUwnh/x5KLBQK4MlHjtK7IEZcZGu+Z3ba9R0d8cUnfF6pxMrrrrArmiD0isLLjsmFwrD+Ryf3uT2lpLiSePbIuKYjjH5eCElvcKBrleevf+4LVDJpeUuJI8nCQNS114oN3vfvTYdoi8mzy5VqKrnPSpQT4bSsNmF4FXfB3Odp6Lh/TdcSZXNsWq1R4LbqFvhcm1Sa5IchwGuVDaPXlv4uSKoedmdMi5OmGQy7zv0aIeMrmQ232iQhFhDMWZXFz9vU8/CTz9Pijd46rex7y4HDXIloCGlSzKCjOBXCcwwfTCk5u65OnDBHLxMSfKHFe3/wDOMPPmrWVyReSKivbDLE3sc+oApZB5QElmYDw/LZy0jP1lxj25hj8f666Yp4ktBoyzyxyTa46Jt/YNpC+yuyI9F22vh2uwBCZiRtZrjechGPErIVccglzM5DqRz9HA/+vWmVyLVADqAuSSe5pMeie5n6Iwk8sdG3lyNb2wNOiFtM9P7m0nbWFLkCjRTIclwcycq08tYFYHMnYpUSsiz1Xb957MjcHhwfI9ALkkk8vstUq3rlvgQK7ogFO+zierxldB9B0KMghXEcBDyuH4HKQn17SfA83cOyZ5DXxPLioQJsoC3knfUHdFJ1eU/pwnMdngNt0VBZMr2oUXrhDqgVxkMbGou41eSwxyrRj40bLQPZQrSpBrke7ioWvzte9fUYGIn71KMLn4vtjnctXY3HFWpN7eabd82lsu4xiZ5g7Y23py0bWiuT7FyhnPt52TKwr7E24CERadZDOHGrm5/6mbEyDj+dCTa73x/NCL8HTV2mY9qllYv1qPOc1fE5PLs2MQQ8oTATOH7fO1zt5n0/BALsnkOqTjOvJfz3LFdUyu5362eRaDYujt4Y9nHOR605vehG//9m/HW9/6VrzxjW9E0zT40i/9Uszn6x/0P8jDmqHmqadvBgC964NcYXDDgdn+JLOJD1dbJXtrU0XCvU/uNuR1BtNCrthnpZX7FGNMLt6Q+qC74jrWkOdPtGs8uVRqKL4M9ITeXYDrrqgaoooLQIq7KxIbINZd8Rff9TgkKM/dpbK1TC6SKza178m1hv0iK3YKiDK5TpZtRK7oV9oWoUHiGtNOPoe2cwaVnNx/S/29+NnX/rTnAzcYQq5YLp/GK5JH0EMBL/xiC6GExvMAcMfuGrniBpCLtfwDuWKW4M49Xw6bo/WqvpLJ5XVXDMCRZefkihwXJInz5NrrTSIXenIV1i/AlytK1t9e6diR1+f1ei8JD+SaxOVSlsklXstdjrQw1YWRtwHw/YoApPkEd1uQa+UDI+KZOuuc0b4EbPtee0GoN0SQawAu5QdL3F1RJJwhk4vvtQw8tdYCwPcDH3fs65lcMU8uDvz3BYjKz4kBXZh5QkyuUB68YTSt9udb0F1xGWNy1RLkctfuRm1ee2EWMUW1icj4sbjmCsPfcSKyDOSKL71nyOTqPSZX6VULT1tK1ujaLwLj+fc/eWIBkUvdVQDAnCQcnQ7lipO4yfc3/Dh+7Ut+hdgPvfd6Pqaq7bxrN8fEk/NvNej5e/jpo+ivrf8JN7pAITy5ckwLc7xbMblkYac8QNP1Ng64uRgyuWrB5KpUEQFTCPgOEqLk8gsAAPfoa8AT7wQAvL9/LkrRWZn3fi3YH4AEuYjJtTqyXaFOtEmUPPm8SJ4+dJVBLn9/ai+/zPzvJZNiLQ5BLrG/FVYq4xebeCQE+PB7M9homFzmtS0lbGPJU+znfsErZHIFTPhYd0V6Xs70FBMBknERxq7HEuSSgEgImsokNRYTReaG58nlyRUdk2sSyhWnMSbXuMfRtoPfbyka46DYdSCXcnOQ5Us1MhxOg7kRStHovOuuR0tMrkK1gvXkX6vQv04phZ3CPWcW5KL7ktZnVq4YMnyl2figGzdickX20AtiRXGMFQqfyWXtAYADNtsfM56XTK5l617XzF0nVABJlMll/tfCkytLEyRkT3JZG3DAxOfOG9AWATy5ovk/E8bzSd+gSIUUNS08IPUkyuTaAuRiMLLYcQ04AhD4Q9drfNu/+W0LDikFHIpmOJtyJ35ULciFlSh0E5Au5IoS5Pql31/gK//hb6z9jKrzmVlV04k13bxGPpe8Z5i43q0ttrBFRewXJE+4DxkzJw+vKc1FjoGmuvKYXDPqrtiUQaETwFnYCMYDuTIkCsTkEiCX9ORiJte6+xEcb58UOKtb211RCU8umRuETC5urJMHgVKaOPIXAOq2+AwwuSRYtUmuuDxy30twLBz3fgrw3R8GXvNnb/24PgHGMw5yveENb8C3fuu34hWveAVe9apX4cd//Mfx6KOP4u1vf/sz/VH/3YyFoNBLfTMA1FPHXhrIuiBlhrntCBIFuTYYKPpyxW2YXG6B6gi0SBMVAbno+0F3xZX/+9iQm1Gxa9hb3/gzwJ/6OVeWSLNRplOJhvy2SHrUdZaajZd+FQDgCX3J8+Rq+x4//84nvLdjkCv3PLkC7xI+j04wadJyGITDJM7/+E0fxjsePbI/G3hySeP5DXLFsz5SKR4ZhThuD+TKE1zDAa4Uzxv9W3OgjpF317U3AwAeLl8C7Fx2AJJkcukIkysAuRqkAcjlH/8psZFC4/k8TfCSu/fwo9/4alw6MNekUD7IpcR7pTLYDMCRZUyuqFx3xX3L5DL304FcPpPL5iYi8VFKOfP5s2qDXPFWmVzmPXK0uFyataPSOU4r8QyL5ykvJrhjz5gPt73Gtblgc4ljOG2dXJHPqep6fM+//1182t95Ix6OVSFnrooXGuPL414Jf5zQ88lWLcVz8/3/8f149d95I9790WMhV9wAcg08uUiuKBJXnnvSw0JWv9l0eIeo+MtzM7lC43lfrmi7APK8yCa+XFEAZDdqc51kEB4e8zbG86FcEXD+M/O6RdV2+Ajd25dFmFx9GCCK709aX/a8hA/aPX60xKk2CdasN8DHGWY2gQrliukIoCCBSPdD58m1anoPUFlq5x257ejIV+wn3/whPHWyGvye1/9Zwt1MhSeXYHJt5ckFuARx55IHJNyMMLkaSE+uYlSq55JScx2Lw3tR6Ry56qA/8CsAgPfp56GIME6qtvca0NgOixx86x54xOwDH9HGP1RKsGJyxRDk6u94mfuajtV5ckWYXJkAuUKvo2BtVdaTi+WK0nieTM2JlRhLNLuRbmVj3RUL6b80JlcU3RUXKH25IidM/JERuSIQ8eWSEvEYkytSWGHmtdaIyhVPI0yuPcEY8c7He+/zM7msJDZ3AAmKXWhKNiWTi9k+DbLBOqhCgM+ydBybtlSiEBSYMred/6wAwKxMhyAXAUFp6+RP4yDXmFwxNJ43nzFgDtH17bVCq1Kf6SrkbofUGGXA5FJuL+M15XTVuHNvlhbkanUyAIEAIXXWogNlouzzZUGu2SVPKmulc55c0VyLNFFerDhJOq+7olz/woY05jVbFHdf9tXAK74O+PQ/bwHMUK543KZ44/uewqp29h0TEe9sBLl6X6440SuU9jyGcsVagFxPrCZY1F10bwF8nzCOT2Q3Wb4vLFfsem07fJdZ6rFELchFJucvUmTJEniEemMgVyQLAsUMy8pjck2JydWX++iD+3PWBiBXraGZTYsMShlCgp0TYXdFvQXIFdzbeZ9Ca8cuVvUcOwRK9/I5YcCXwKOWzi8sJoZMLkmQ2CRwWDsuvdD8P7vsN5CxxvPH7mfM4tq5c+DPPBjn6AL+iTo+7p5cx8fm5l28eDH6+6qqcHJy4v37gzYkhT5kci1K50NV63yw4EqT2wsEcnEgP5dyxTU65rbr7THsTfLtPLlEYt7SonRhVliNvh28kJzXkwvwK5Ic7L3o9cADr41/BmAqSbR5lyAKNC1CRS8S8tf8Gfzp7n/ED7Z/grrumdd85Ooc73/yBHmq8KoHDgFIuaKo2NLXtvrM5x0az0c8Tn71A0/jB37lA/hbv/ge+7NEKa/rCy/0cbmiALlUinkX/H4dk0tIN50n1xBcHR1CrjhbGDDwseIFdA7mVzIIi8sVRWCncwDK37jk/UwLUOxh23nz4GP+yk++ByV5cUgmV6NyFLkALpS7z2ETh2WfWJ8DJ1cEboJALm3WHf77jOZVaIrJIwRtLknz+YHx/Jgn10SApyI5X8PkKlSLO6eU0KEIwENzXVc6R0GsDb4vV2TnNHH9zxpzvrLrat32eMejN9F0Gu99IrIee0wulktKSSaBHwLk8n1tVNSw++2P3ETXa7z78WO7Xg06zm5kcg19Hbi6LZmCMjGQXYEAYKXPyeSKdld0z4AzNR56coWJwLWVOa7DGJNrC+P5LpjjcjCTa1G3+NDTZ+h6jcNZjrv2h+fbe3JFn8llQa6c51vhdcl8/GiFM/iJ2HHvWrwv5fXNph6gIOdJ2BFXfiab93+sTK4nzug+6BYfvbn0ftf32n72lCr3K13EPbm2Bbn+8A8DX/q/ABee5zGojmJMLh0yueLMhi5gp0zLHI9qiise+nUAwPv656LMk8HeHyaXTxzxvl24YsuH/jMA4Hf756PIkqA7ppkXfa/xYWJyhc+svtOBXHw9XXdFDJ5pJZ6dguTFo55ca+WKBHIx4zASI43dN68ZgmRyZUkEeBsHuc701JPcuYSJ/laAXKt1TC4ZE2zD5Eodk0tDB3JFMp7XMwt889iPenLFfbDOM7gIWxcS5NqBznxPrjJLPLliKNse65xXi+YfOTohVwxALivtdffEZ3IR4E+gYtbOrSdX2ABIStRiheOWDMtbAtIry+QKQS5mz+S4vDvxn59i18YTLKcPz0kCVDz/jSeXkCtS8XeB0u7z3nuI/ZDnpgG5zDnfCQa5/DyOnwFfrqjs38tzmSa9kyumeSBXvEUm18F9wDf8OPCcz3Tsp4DtV+kcvXbdr9myYDfWZCEy+H0Z5JzqpfDkYiaXmwtN5p7VY5jne0xGL/MGx+Tq7T7OccpErN1clC/EWgS4+NyBXMaLcdR0HojIFWlPp7le6hVKWr+qpsdUm3nU5Q6g5nEyALk6+xp+BlLB7kNrQC62HnGx2zrjeTEHVIJTeszrhJsszLFD1gJaxjCB8XxDhXhuQGDfPmI8b20iPhYm192fDHzx3wS++kf8n8eYXNuYzt8eW4+PK8jV9z2+67u+C6973evwyle+MvqaH/iBH8DBwYH998ADD3w8D+n/lmHNUPNsADacFS5hrJAPFnuboE0yizpfp0BeBm3rqhHyd7fC5KoVLwh5BPkPPbm27K4Y/m7dQiyDrLSw3xdoTCWAzmfCJotJDuRTvLl/OZaYIEscEPbIdbNIP+/SDp53iVufM9VYMAqykMlFdNiudp2AMmc8X4nK628/bBbSJ48csKAS/3w5qDJMLnFNk2xwvss+eEzXeXLZimJvN9AidV5EY0bfg/fuGhS1AajnJDHgvFkmlssIyCXnTgUOJEaYXNl01EhTsjr4PUvVWs19o0q7AQO0IXESFyRaiy4d+BwkiWNyHQSeXABJ+CjgDtkJ3rHBmc9fO6vQBYGDllX2UAYWetnJryNdGXO0uHPCIFfpX1fujEP+BwBw94HZ3D2QS8wvy+QSksK67XFMBt5cNfSGDHT5GGNyRWk8LwLrSZZG5yOD90fLWnRXDI3n13tyWSaX8CiULFZ7iAJAWfZBcBbKgzeMpot0VxT3edEq93M6Zu48eXHHl6dcXa1hcm1Bm3dyxSHIJT25PviUSZhefNeeZXx47xOCsSK5PGpIonfvZ2Gppni3ftBLyp84WuJU+4n4zd55pqzks5RPfE8uj8kVAfUsUDjBqu08wH0J5x257fjIDZIfo7VSZB4yAWE2x0IUovZEd8Wt5IoA8PKvAT77OwAgwuQaGs8z8NGocrjuB0wumxBlKR4hkEuRfcB79XNRREzTw7jhyrEA+jgAJ8nj7+rn49JO4fkM8b79xPFSsI+Ub05/5yvslzw/vYYsQTKbiPMsg+MNrwGzUgbG87mTK/aUuMXY7jHgCxhncnmsnVG5YmGBiHloPD/w5BJMLp2PF6OkXDFs2sOfGXzPz3Xfi79pl8CKQK41TC4v8R+YPZ9frshxbVceuh8WO3YOM5Pr0k7hMTvCdXDAQop0V8xVZ4GpgfG8AHB4zMoUT2qKw1keRAyKoltYueJChyCXkysWIfMfTpbIDTqs51qoN2f2DArctV/6BbpiZs8hU737mbwEkfX7dNU4MKyeWxuPBSaDAh0AT9rK63SeJpYVdRlH5gWywCXON2Y8nwYg1yRpXXfFxGdyReWK64qFkeHkiqG3oTmGp08Z5DLnzwDq8YZmJfyoslyx0KLQHTC5DMjlntVjkniPfYaMfySTy62PTlbLADQX5UtSaPCw+/iByaFflBCTa11uNfA4pAIlMZ2KvsJExGozYrsbJlegyGj8ebVsWhtHNDSn8zQRnlyVz+SCK8KNDpk7pM46wEpw2xX2mckVkysSY6pZw+RKAiYXg17RDqDbDqWAz/2rwEv/kP/zmPH8Nqbzt8fW4+MKcn37t3873vOe9+CnfuqnRl/zfd/3fTg+Prb/HnvssY/nIf3fMvihnRaOXsqgyEnmpD818kEgZk1uy8zKFW9auWI3eF1s8EJgqgGJMJjezpOrEkyucOOxHTSsJ9c5mFwyABkzRgR8en7m/G5KZZhc1keJqgxc9ZT+C/wa3iAuzIrBAufJFZMgkKVAT3W1x+SKdat6x6NmwbohkqZEOeo34K7pybIJwIxywOBZdOcAuWzy3vvG89syuYRcMW/MhrC0INcQQIp5cknjeQ7YjCzGBwwBoMtK53sT8eSyg95zL9e26tsmpZ8UJ45qHIJcyy5xlT76k1Q5T64DnADQA1ZJKFfkEWr5uWvq0aLBovN/t5IgysCTa1u5ojPeZ7niSufRinsF57t3D/lyXTmJg1zc7GJa+J5cXHmMViB33Jrl5IqSrWZ+tiSKXsjkKvPUshsqAY7coC6nx4vGJqvteZlcUeP5cZBLyhV5LPR5Qa6gu2IAVHMHyxiT69JO4c2t66txTy6e6mvlir0/x+WQnly8DrJvWzj0AORyidVN8g2bf/7fxPe84BfwsL7HglxV2+HqaYVT+InY9bZ0Br6eXHE2KldkA2MvKeQka3YRq6az104rIzm6cQ654vGiwcM3qVuqao0vlhhyTS8paT5pcyu1k3LFrZlcYpwMmFwR43lKjOuoJxd5TvXCKBoGvH9MOa/PJinxkL6HOmz6+1rIYnhCguFWKmVO+N39g7gwK3wmHiXcLFXkYaVZSJHc8SL7c8vkou9NQ5bAZ0vKFcP9VayJrcqRZxmdD3lyed0VScJCc/cospaNgZODZgji59Z4nqVpsftyx0sAAB/S99kkUb6vkyu6BHSFwoI6vHa6g9hgPJ+k0KLxiAG5zJe91m490r1lM5xh6gFwgEu0T5bPMJOLwFQtpTrFLnTgyXVBgFwxT65kzHi+9T25JiOdCJuYXLHI8B+6z8Vvvu6fAp/718wPKYbcVUsLcM8DJlcrgI0sHcbUvG5xp9pNnlwVcuyVuS8Dy3ciEv2gk3JEmn6yFCBXswRqYnLpMtrpWDa2ajsXN7MHWkpNJAZMLhFj8vumAuTSSGwzmGnSet0VJbC1Ua6oUtvde2xYuWKSoFVSJmq+tiBX7oNc4bofjtB4vvSYXD7IlaUKbb49k0sWxxkorNteWGu413L8co3oS0NPLvqCmFz3K+OluDa3GjGe5zW+1EvB5OowoxyrL/b8GCHJsWj8uGRRd/Y1zOTy2H2hXNF6cq1jcpXe17x/SZ+5y4nZi2R3x3Ad4OZCIZNLGs0DlDvKBh7P9LBMriP3s21M52+PrcfHDeT6ju/4DvzyL/8yfu3Xfg3333//6OvKssT+/r737w/aiMl2VgQ2HOtda3xcIxss9s5PxskVr0c8udbpmE+svMKh6YBJ8EYTJsnGoeO7MBsG2ktO7gaeXNswuQJPrrEhF6i0FNW/2jOe3wNVocs99L22FZiMWtcCjup7YScfVAk9uaI1s+dAlgLmXnpyFYNKc932+N2PGnBIEi4UYKUVALC/a873eNkGLJgcoRfTuUAuK6XQFtAqRMVn4PURDnvfNcragHXcEYmXfslqqggQuNOTK7qvZQJv52iS2dbgZ11uA4QByOUxuczn7GU+yBUyuXiDCrvyLdrEVfpEd8UbJFcs0GIHKy/4lUyu8P1CJheDEjcXtZUA8jiTj6YHHowwudbIFT2QC6VtzS7fu0JuE7O7D8zPnvTkir5sNk0U9krHMr25qG3AGK1AxuSKEbbamCdXKbocrsRzc0rz43jZ2DUzbCAwlCsF7BcKplZNb5MQaRTOIxMg1yJgcs378yVxVdtHjOfdM3raJu7nAKQn1+XdMuhWar7eD1iNQIQFEhmhCbkc0pOLWXMXIowxIKD6ZxNv3h6Tb9iFWYGcrj/fa2YMSl8SALhal4LJJf3bRozn4d8jO77obwBf/oPAS78Kq6Z34GIxA6CwavqtWVX/v/c8aTtfRplcospe9uaZvNFQ19VEYZqn5/fkEkMCCUeLejC3a4/JVQBJgl5JWTDJ8ZhQJK7jleQe+/W12YvQI/GSIk7Gw3jjyRiTC8DJ5H4cYQ8Xd4qoXJFBLuvrx4ll8YDnkcMdqrScp8F+lki54hr/qy4pxH4XyhUz+9qkNMcYS2bHzOi97opirS8ywYYbkyumJfDSr8I//5SfxQ+1Xx+VK/YRJleflm4+hcUo6c0Skysq5Xc1Ft0VNeDFUP3pUwCAUz0dyhWn23hynZ/JxUVYLeYUyl27fpe0p1/cKZCrcU+uZCBXdEwujjVyPS5X7KJyxRQNMjxy4bOcLJTi0V2sLMgVeqPWG+SK/Ix11PigUb68ODyHSufYKVPfEqSYDUHGEeN5Oc6q1nWeFsbzY0wuJeSKtgNlqpCG954bUtBrpUcpv68EuQAXA05Ud+tyxQ1zTuYxWaLQipiaP/8qFfo49uC97zjGVheD75ftOKhXKJiRRsfFeUKRJmhjTK4NcsWwEB1aawDOfF4yuQoP5PI9uexYC3IlQWds57MJAHkvjOfb3oJcuti1DFn+u3AtnVcd+kCumKWJ27N1jxz9wHh+PZOr8L7mmLGcTO15XE4MU7X3QC7/GeL9acAUVQrycZIWKJu6cN7S4PWwmQMtzcMbD5v/bzO5npHxjINcWmt8x3d8B37+538ev/qrv4oHH7x9o5bSeF7omwHgrO5wFYcAIl3oIBK0SWbkgnBMroXnydWNAlYhk0GyUJqwqsRDbBLcCvbCTjGQKy66IMnt6PjP211x3UIcAgOC4i6N53cUfWax5/kepMKT6yptEBd3ChwGfg/yugyCFtrsk75xxufZBEXqe4a878mTqCTQMLlcwHDfJVPRPFkFxvNZhMnVBo/pmg3fGux3vfDkOo9cURiFVtcBOCYXb6J+Um4qxl5FRBjP10K2Yue2UnaTqZHb4wy7K+YRJtdOrm3Vt0sn9rwA1s8n9n3dMaRoREDGAV2SKKxQoqHg5aI6MYm11sBbfwxfgN+2wUzo8RUGirxZ3lw0OA3imTNJ47aNGkpDYRbyUDuiTC4GuTpczM1zP/Dk4oqwdkwuBrl8uaLo5qQzXJjlUErZc2IgGCCGSTjC7orAYA5rrR24X6TWWwcwjNIyYHJJgOFo0di1LckDEGaDXFEm1NxpTXoo2cNeB3Kdm8m13njegp4W5CotU+PybuEBZCsU2J9kXqfX2DGPDf5V1JOr4CCys/c15v0FBKatWRl0AHNA3MTK9cz5PH5kQJLJnkhmATxVFTYRqOT1zadrWTNAwHy4+HzgM/8CkE+wajq3FhW79m+3ZXP9/Dsft/etQDswred1KU8Vst48P3NKdHdLY6Rrz/8WQC7JoprXnfUJ4dGI7oosr+gjYHJMgvVU5kCuKzPDpCqzdAAKcWxgO7EeVy6OEKyNK7svBQACuYZyxQ9fNUn0K+4zewUz0J6cPN87ro6aD/hyRVf0AHyQy3YyjIBcbVLaPZv36ZXXXXFCl4klQ8N5wetMCBSMzclcmPe7YwrXqAJQCk9m96NH4ssVrfRlCHIhK4Vn6zq54gj7MvETQNkxz3T2pOImgVxzTAfP/97HyZOL3y+VTKCIXPHCrBCeXCkOwiS0GMoVO/LOYyZXrlonVyxCJtfQmmLGXoVyLyVQcQdLK1c87YLnUzC51soVUy4++YCIHcKTyzRMCBgoG5hcWQTk6jVQk0zSMLkMCD3HZFCgA+JyxTRJBv5Wcu+XRYBcAC58bcMmQGXSOuP55JzG8xtALhnvJ4lCJ5lctBY9deLLFV1hcju5YqXMdS/61YDJVYu50IkmEUfgYvYYk6uzxyQL5rFiFcsVOYcpRFzvvfYgsPxZl1sBfpGd1pa5Zrni0hEzmg47lsm1P8jLwj1w2bRW0hhlcgEoknZQSD7bmsnl5Ip709zuRRdhGmusZXLRvjoA0ZV/zSWz62Pqrjg2ygNY+sDqyPx/dsX8f3DfM/95n4DjGQe5vv3bvx0/8RM/gZ/8yZ/E3t4erly5gitXrmC5XG7+4z+gwzOez/xK3bxu8bQ+BGBYC6F8wBnP57hIHdxu0KIcms0vRgLtUyF5BHwWyqhkUQRubMx8cSf3Del14lhGt8LkksFapK2xe51vVG7lioHx/I5lcu16iaDsriiTuwsBVVUmlgP6OVeF+xoXlFlEMbs4kFO84xGhrRZDKXhyxfvvNEmgqUAGfj4Bk2t+DiaX7J4lQa6YPCw6xP2dEsg1ZyYXrcUyKZ/OdvDq51zwk3JPruhey3N5UbdY0nusdGEromF3xRiTayfrLcjYp6VH184SZWVa0iOpQYa66wcGzRzYLfNDAGZzTJMEeOhNwBu+F3999UM2+A7liiHlnwOmo0WN04DJdSK/F55C5mC2NZ4nFiZaHBbmOi51OSJXdF5x90RBLp/JxcceGpsCY55cUq7IILcPcjWda0U+CeWKmVwHzRy9LryUjpa17ZK2vxMEaANWQW6kDODDcMwg9uWSbFj7ZwIwOuv8ezsP5IubRtNGjOe99TM1rErpJ8VyxV3nwaJVihbZKPA0YIFERh/McTnYP2petXYdHGNy+YnW1FuDJRAX7mdsXL574MtabnQTu7etlEzGJx5rxu+uuB7UMww6c/yq2MFFTlq28OVa1h1+6+EbzscHQ7mi65iVIO3MeXGFmwF5K1fc1pNLjDCxm4sW7K1OkKWCyUUJaxcAGYC7PlK2dC2/1379xMR0dlonV3zBnTtQyuxj9lkUrJuPTgXIFZErfpiYXJ/6gPkbTiKemrwASaLs3vEf3vFRvPJv/Sf85/c/DcAVHHqxfqQRJlcVAbn6xK1zrZUrOmsIft6KiVlDYsksP4cxA+LwGACzRoZA4YBdykxWeiZkBzQnfWGQyzeUL4PGRO6DZ45xEWNyIfR+LEznShDwrZT9O312FQCgyt3BOrH/ce6umO34IFcSY3IJ+VIoVxyAXFlh4xxegzO0rrviCJNLnveOZbiKZ5hALilXPA0aADm5oooyuXhOcqJfKwalR5hcMEwuj62Wz4b3O/g+VtAARDdIYTy/1GUU5OJ5KeWKWarWg1ziXPNU2T0+Tfz/eX8rMS5XjHpyeUyuDX5c2o/3O4/JZb5++pSZXOa4DgX7fpv3rqwn10pYlgzlip2QK55syeSShWjT4dL8XNoOMMvyqvUW8+MqOw1mF32AZ51KBggKlNSkgwpRWbeywHvXCHCv3PMUG6ZwZ+7tbumKaZ1lctH7pcqLlcycOI8nlw98nkqVEoF5l5RR0rRpEMOIsaTzmxWZx7QN5YpZ8nFmciWJ8+VamHwLc5KZyjj79rjl8YyDXD/2Yz+G4+NjfMEXfAHuuece+++nf/qnn+mP+u9mLEV1ccDkWrV4SrvA8DTsrihYWMzkukFdQkKJ4pgv1+mIXBFwXYkGQyx8nAQauaLP4rFA2614cn2sTC7Vokh6ez67oM8s97zqv+yQwePirBh07pGvCSvEvJmlfY1LytBhMbtkg2zTlUZbP65wJEp55/HA5UMLslhjagChaTXSAosANFnbXdEetw6o0LfA5GqMd8cyO3DnAFeRhErwa9/zJfjp/+dnBgch5Yru/Xi+fuDKqX2Phc5R22QgCSro8rqY99ldA3IlI0yuBhnq1rVl5oCON69ldggAuKBOzef/7s8AAHawwIPqSfMeKvNAkoFckZKkG/PadnzhcVrHjLOZ0UXH2Yo/Wmc8r1ocZARyofASZS2CZStXjHlyeXJF19CCWYlcKQTOw+TyEyxZ1QvlijEmlwQmjhZOrniwG4JckfVE/ExlpUhazLVZbzzfYx50BTrpxkHk2Ih2V1TK+lFUoKo1+9FMDpwn167z5OKAcAx4kh2wxkbYXEEO7l66qDsnV9yJn+vAk0v6CercJggTK4NmkMsUGg4CkOtMz2xwXntyt6nnO+J3VyQAY+R8PSZXPhvI+deNx24uoLVjCq6TKxZZgpSamnBwzHNpVoyAEluMEOQ6bd0capDhvgtTK3dZJCZR6ZNhQuIkWO6eHxX3oNPme+6OW6TJYF/jY7gwK6yvopUsCmnSQ4XxmNqfZNbPBIAFEbiz4qc85xAAcEKebE8Ri4zX3F//vatYNh3+64dMIM9H3CkBconEeujJJaSPaTkuV8xT+7xlu2a9iiWz/PpL60CukMkVNqWJMbng5kS8uyLNaVHcS4oJpsHzZIdSLlkdYXJ5c0N4cvG+x3+XLQzAmE4PEA6OEc+q1jH6QlDrVphcDHLtir2jEHJFYmeHIFe4FpZZ5q+12cTaMrjuii2mKg5yWVN1gR7MikhyLeSKu4l5r+PWPxYpV4x5cvH84HWdpfSD9cx6chWYFZkPLBU+k6tV+UBNEStoAKIbZD0HKmZylevlioLJlSVqaPQvmHgS0JNyRV6H+H/e30olmFxpYTpA0vhY5YpyT0wT5RUDLOB+4sAhwLF4NhnPh3LFSS88uZipJOSKXbGPTivUOt3ak6vM/BiJAaMYk4vXrFG5olJYzRyTdyOTKwJynVEhI+tXdk/O6hP7sr7YDWKEEovG3M/L1Gl8UXXWj45BxzxJ0CJFTyv/RDWug7nawpMr+EwvtqPzvABznOuYXMxGnhWpx7RNA5ArSdRWcdfHNHbuMP/PrxlFBzO6giYPt8etjaHxx8c49MeD0vff+eDNc1ZkXqcKwFAzW202jlWQtALAKXnu7JYuGb1xVptuMsIgsuv1aIfFkMnAD3LX6/EOiyJg4grzxZ0C6HyQy1awR7srbgtybevJlXt/N0k6Y5CpTNWN38tnciUeWwAwyd3QeH7IKLABCW2yWd/gIssVdy57m0zd9njno0fmuPLES3xCJtcdFw+wPz3D0aLBvFEkWIXHVOPznbchyLXZk6vperuBmu6KTu+/diSpqRjrHokm76d0154DIFhN2RQ7k0hCPsLk4rn9vidOcEHngCKQSzAmiixBS3OKQRd5zrO0x4QCJZ35ckVZdZGf2yBD0zkKOJ8Hb14LAvEu4hRpvwLe94v2bw+VkeEk2QS7pfPMCwNFaTx/HIJclfiG54BlcgUMSPl1VK7YoqAWycaTyz3zfTpBChPUcTLrPLmW0FqbYDZkchF4zuf0tADEosGZDHSRmRBSzknBVDLdT5UHXkzydLAOSonZ8dLJFQ93p8A18dlhpy/AJEqNuU8qK7BTZjhZtZbJFYL8gAvAe01yRTHVzs7J5Ko7HbAxzdxTaQm0KzTazJvLn/vXjNzu5V+D5W+/DwBweccxuZitMwY8WSbXGjzFyRyGv5PJHLNaQqDfjlCuyEyQdokKhZ3voScVg1wXL/pVyFNMrfEvd+uFSoC08P2PNnlyiSGN51Hs4mLmy/nXjcduGGbD7nQGLMl4fu7P9crKFROkVLTh1uq8l34sxvMha/tEyJprZHjg4gw/d+3zsKNW+PDu1+ArAGg1TPzaCDslKyb4l92X42seWOGh4sUArnjm0Gya7mKDHPccmnv05PEKn3w/PCbXh7MXAriJaZGhTfziVNV2Flh82d2GAfP9zTfhM5P34fTgM+yxtb3GU7S2MHjOh9wlORzJw50jy5xj0sA+KQcMGllQxGf+RaDcR/LybwJ+/V04XbVou95jHXNsdmFW2JgovJZyThZpYvelJsIuM98PPQntr0Lpy+QQfULNZbKZTbii86nYAaqTQcLGQwcgV2JZY/SzfAbgOhIqRGazof8tz2utgbO6NYn1MyJXNJ8529k116erDJOL3psLV57xvM4GcsU8S1CrErl2YAnvyT1LonSHKcdoAYPDmqoLuSKD/15yTQDpoTpFl+0CPXDcFeh7bRmTUq44KIrCrVu9BblGmFx3vgw9EnygfwA7RYqskCDyjnf922QySNpGMC7XQKVZAnPD3ruh96PG855ckVlJSYI0Ce51RK6Yp8rYHbDxfFBErHUGKANyZeS3hsRXrZxslCuu35M9uaLyQS7H5PKN5y9Yi4lNTC7z/yIxa9usO3aeXBSP2LmQJeiLfXx3822muCq7qEdGJdQWHsjF8ZMAucLu46HxvFyz6p17sXNKBubnkiua54VtaLJuaWPs/crI6K7oC0izfFAI41zw0m6Jh68vDJMrCT25FACFFhkKNMjR2ed9Uk6AxTiTq+s1OmROLJ/mLrYrM7su3qkNI8rbp0ImF8V4M6uu4v1o3JMLgPf8P2NjdhnA75tn1HZZVIMmD7fHrY1nnMl1ewyHlCuWQaVuXrX4d90X4Ze7z8C/7z53EPhKpPoyVVqvzWuPxcXI+Zj5fIzJwJtyPQZyiWrRKTEdLuwU3oK4QuF8wWxXvvN0V9wW5BKvE8bzALCTmHPLk8STK/qb3tC34MIsH4Bc0qchCwIZy+TSNS5aJtdlL2B47OYCjx8tkSjgs57vo/CJUlAieLnrwr6tzMxlN77MZ8shzbHsFFod8XWKDAvODZhcgexj3Qg6roTdFR17YuTeBkwuvkacUL3vyRPL5Jp3uQVrSyGnMecSMNxAIBeZyupsGhjPOyaYlFTWyFC1vQ1WnFyRQa5DAIbJtfPQG4H6dHhJstIz6V1nPH9SafSajyPFqQyehS+T9/0muWLC3kEd9jPzjC114bE3uXJVacfkumufjcFdx0SU5n42SYkOqWNy0d9I2UY0OJscoieJ4LuvLI0UMpArLgWjQikVyBWHTK4bIZOL/v7i7swyUsx7r2dyyfvE880Zz7s5wYFK1fRWjs1j3hfnahfddL3fmMDeYwqAQQH9HS8GvuB7gcm+Y6rNcme4SoHX8y/H18JtjOd1MMflkLKcI2s8P8bkkiAXfU20+lNMcWCZXD6TiT257rq4783fU0wteMrJHrIpoHyWrVxPHdtuDOTyjedtEWgLkOtRArn2dkxgHPPkasT6mVi5ovPkkuf/TMgVj0OQ68IUN7GPH26/HjcLU5nvAzAZgOjE5a7jJE/w/e034y2f+Y+w6s37lhHTdOlXdy8D4nQPbZB96UU4omYMsyJFI5sSFDu4Tl1R81Thvgvmd+/QL8Y/6r4WSeIKawAsyMXDMkhEUhqTK9ZtjyeOlq6JAwyTNwvABRlr4fA5wBd+H/YvO+lm2GFR+qXOcr9gYo8hYHJZnzD6TD1gcjHIxUyuCMhlPblm+J3P+2f41vp7UBS5A/+jIBetCyMx1RiTy0q5gr8rZ4eD95gI1q2dn8+g8fzeJHPgabFruyWyLcDFWWEBhJhcMU8Ta+DOx2aNuEuK0dbIFduIf12UyXXheQCAB9UV7GfkgYvSswhpBMhTBGArIDxI6bqz596gu+Ldn4T/6cW/gP+x/TOYlZnPnipmXpzlSbBoqCAx52G9JZsFMDfsvWv6IMrkclJ4t95mqRreewFySTk34J6TofE8FdFUJ5hcudd4IypXTIaA/tgIjef7CJPr+tz35Drc2pPLvPeN1DBuDuqnrbyW97i6c/MqTxX+Q/95+KX+s+17jMoVJVtYKE44P5SE7P2goGzkitKTy/2u2RV+TrfA5DplJlfnuitebp4AADyq7zSfJWOEtBiwYhdNa5lcvDbZxlA8J9CgoOrGbEoA24i/9J/8p2/Fj/7GR8VnlmJdcZ5cD/SPAwBODl/mXhusAxxrTUO5ovLZc2ni76tjscjHNLhb+fyakypOL2zsJnp7bDdug1zPwrBmqHk6kI2dVS1+Xz+Av4a/gg/p+weSQ+fJleGOPddJhrullVliq/FjIFfYXRGQjJ+Rh1ZsMFxhvhjIFSudu8BAJut9L9go65hcfrC81euyEkgzm2RPKSDKUoVdYTwvJRwqQOMBA9iFVcIs4g3jJAnk76FrXAC1S9+57AExb3vIyPtecvf+/7+9946z6yrPRp9dzt6nzZkzfTSjUZclq7rIkuWCm3AFjGnGGDAmdENs6oXkEod8uR9cwgeBhA8ISXByIZgSDDFggnGRcJNlWbZlyVbvZTS9nn72/WOtd+219t7njCRsCfGt5/fzb6w5ZXZba73reZ/3edHTrE6qpgEk4v45tmUz4r4pxuQR5YpFqT02+13trJacUfSzRJbw+igcT1lN4B7bvDsVXUJhJl/DG0TuDlT0bLRn2PnQ87n18KgIPEbLlrhXMUvNZinBGD+mhFkRWV+m5JI3xT55IZc0lDxWrkgLpykyjex1oeQyxpB4+T/ZL+UuUAAsx1W6PyqllPCl78OTJYzlS+Lvl2EH/E2CSq4AOQywLDegqJZoI2WjjAaTyhVdhRSngKIgEYvxmCX8ZkSHxXQbcP1X8IuZfwHAVw45VjhSjixXNE1MmIwoGy0auPmfnkTBU59hCnhog+cqxvNWiHSViYlcqSKCwtYGJ1CeEkHwyiRXzL9Pk3XKFSmYnChWlEYKAFPr5I+HDOYoVapKeaxfwsnn64iuubJBNhlGj/Ps6fyOaJLreLwh6DXDCN9L2szl5HLFGiRXSMkFAK/7GtbPvQt7vWkiC+4bz6tKru5sAoj7SpExL+kruUgdwDdvcmZU8eSqc76e5yFflo3nU+I5nyozD/gkVybN5rYYKjWN5x3bhFFm55UX5YoUJPvKmxNVsY8V1LE1XPLHSBExzJDWELr3XoBMBqKVXLLCTvZmDJqmy36doU6ssy8DOpYCqz6okEdlWd0RSwqSoSXFugPKBILvz8N+F1RsCAWJ1DUyFvOfSZonJotl3PCN3+Pfnz4iXvMsN6RM80kraaxbpvCaCpakyueVdMNkFBDw5JLVcBUPnudhshLYjFDZeJnmwHBJkUxUH2leiWe8hXBjllT+GzH/UGljLHrdVYznJSWXf/BqLJYINIcg0LUSa8sroOQSikE3BkxbxpI2LfNgxAIkV9CTK6jksgyUlfN0RRm04/JyTLlc0QmSXNHdFYGAJ1cLK/FtNCYxzWMqqJynKqfLUtwid7UmHOZlv06SKYDI0ylqPuurpuHBRMqxEHOl+xtLKNe/EkFyAdFJjfGKT3J5vNlAH7Jq8pBDqP6k7oq2aYRLVaW4SFYvAf5YDRvP8xgApUC5oj//RRvPHz/JFTKel0kuz1cnsuM8wXJFIrlsTnKVeuHW8OSSnwUZkSQe/DnCDVxDmsfk+5oJqK6DSi55zS83yCTXFJ5cspcff9bIl9SsluCa7PxbykzJdcBr4/Yr/rPhSR2jW7gYY7JQQcFliZJxk8XYIgnP53tHakaQTvpjNegvXa5UsWHvIIaUqojockUAWF9diMMzXhc6L8IE38MkY/XLFS3TVJVcr0alGpFck/2+L5cuVXzFoEmuUwDFeD6g5KJFk7xzgpM9kV7puI14zBIbtb0DrDwn5dpiUxf08yJEK7nCmScF0gJDGebmlKMsNoqSi5Rf1bK/SQfqB0Tya4GJeGC84G98FSUX+/uUqYmbXHpvGkgLJVdDKPCP8uTKxG1lAovqrig64XDCodUbgmlQ96kWpSvdbt5ham5bKrR5NAwDdjKLSvsSVDqXw443CCNJxajcclVyw2TlfMWg508NyN4Q8iZNdEiZqlwRUO79MFKY3swWDzKy3e5NRzXRAsy6JPLjhq1m0TqkZ7tS9fDy0VFhqJyTui/K5TRAQC2llCuye27EEgoRpii5gp5ckvE8barp57jFFuDzjJ2I7XmIfejSTyrnZMdUJVct4/lipYpjowUR2JVhBczh3eifipJLzRICEBupGMpImuz1HBxMFCvivCiwKxkxJeCJ9OVa+X485l7Gj10tV5SRK1XC/jAARgwWuJcNG/sGJrFvSDp+Oy5tfFWVGECNEFSyP1hiRkb5LSlXffajSHNp02fG4qKBAW1aiEyQSX7hx1YshzpnTsKdukGDhGLIeJ5IYB4AI9xQJCeVMpE6Z4x7H85rr0VysZ/1Ai2/3Cr8Gm3iByaKYhOdTUUT5oZCcvFrvuA6rGu/BYD/vMelecXzPGE835VNCMUgAIwjITajgiThJHkt1YxQckWsUcVKFZ7nb2AQS52QkovKFcnzjYznPc9j5T0Du5QyapOTXMJ4PlCuCBynSlYCzQu07gwW/HMvebaSKBHrlKLkclGter56Txrzcpe+grQOhIznJSsD0aSC5onGbuDDjwEr3y/W+aRjqa3jnZS4r20NLgzDCHjfBY4/BL65lo3nIzy59g9OYmiyhJGi/z2eHS5X9K0hVOKplmpDLm+UG5/YNUpoY5ahdP0tVqoYUsVpYj6heTMeKKkHVOWJeJ+04Yqac6dWcsnzZISSK6BmSGWykd9D86RQ2rwCSi65Szhu/gHw8a1Atkfca1JnB0muYDm1a5vCxJqOrZ8rCRNEcnlTG89P2V0xlsB4nKknp5X2s9fhKklouaOe3NWa/g6tYd75twMLrsdj9mr2ngiSa0IiZ21HJrlSyvWvWNEEZ5QH42jVL1f0xknJlanhycV+snJFiQgMJlSlzbdczg0ch5ILJdhUk2yqiZ9oT67jL1ekZ1yMrwglFyHcXfH4yhUH7Q4AQLI8giT5/1LJOHly2WZkZ+TIZCHURIr8k+YlxZMroSrOw55c/muVhun+P05EycX3WrIvaZKLBzoqjOQ66LWz45JihKrlinVIeHIVK9i94EP4i9KfYW1yDQCJ+OTli47nk1yJRML3KQ7sZfvGC/C8QJdzKyaSJrLxfAEOPlt6P0pV6YIEEgPkM82qq9QOlSEll/TvV8WXS3hy9TGiC/CJL40/GJrkOgVQyhWDSi5q4c0DzJDxvJwBA4Sai0iupGOJ0ompyxVlJRdfgGoF5lLANEHG8ylH+X2eb7IBqEqushT11S1XlCYeyYB1JFfCtV//Pa77+jp2fBGqggrfKCU44RGzTKTIk8tNi3IAmlStQPaqKenAMAxkpSBK7a4YKFckJRdXjlXdrFgcXP65A0Ns49SRiSuGqWLxMU1YH1oH6wOPAKavwFOMyq2YQm5U+d8oBzsw1oDiycUJLaVc8XiUXNKGY8RLYTovQaHzGEEaxTu3Ajd9O/rjSrmiLUiWiUIFe/rHkS9VRaBKygg69iAZIsDP2TUrcHlAbMSO35PLkzrW0KNAi9kYzzKttrbCqJaBnguBxTcp52S7cWUTFMzWJR1LEF/7ByfF/QqpeFrmqT+FkksihjnhtXOwgG88tAOe54kMlmtUEKuo/kBUQlEW/gfq80Gb162HR/HGbz6OL9y/BYC/4QuWKwYRlYXsrzKSa1ozV3QpHSQdUZbUwf+2TArKSi7azAXNwmkebG1ww6buQUjPmx1zfYN1/h3jESQ/kRMDE0WltBVgZaA0P1erHh7ddgwD4wXUQilIQtP44eVew146pGCRN7bCw4cTv/PapihXrBNoecKTK6pckR0jqa1s0xAdd0OQ51wpyRD08pI35XLDgM7GuOhQVjJdlGELJddBYxrriNk6H0Bt/yMiGqLOl0g60QTjJJVcTQ0+yVUsV9nx3/dB4B/Og9v/on9MJSK5uJIrUK4InHjJIo2r6U1sIz5clEgu2GhJOYKsERtHubuc5SqKIJmYiVJyOXbYNN0nH/xkhNKJNXBuScdCJUByEaFNmxuVTObqjhokl+/JJa0DTrhcke6XPBd4lhuyXVCM5yUI/52JoJLL90tNOGpGP3gM9P/yv0sVD4N5/x5UPANDedUfTH5GKLEi3zef8PbJ/8hkFB9PQXUSoRrwa/PVOfx3gVgs05iN/J5XWslVlfxi067NkngNHfww2bmQkqspFROb3ophh+5jzDJVJZftK7kSCXaclldGsgbJVZLKygjBpAhhMN7Dvg/82UJcUXJRuaIdUa7YN1ZAqeLBMg1kF14G3PJD9Nud7Lwi5jNaq1KuBTceKFeUrn+1RjwdNb5GySi/OCE8ufq9xujuisdRrugZfjMHdq6+2Trg++cFjeepNC1mVER3xYphK9dSaXQgDirsSRpEqVLFIy8f8z3+IkiuYBKL1hhZfV9PhUuv5a2UIJptQ7UxkcsVoxTxU3tyWcqxRZFctAeUz0MtV5QSAI3HV67ose4r/i9IyVWxhE1EkldOdFSYGnB/tZ09L7LCUPoOWodzpTIm3Rb8R+UqlC2umBZKLiphLQvj+Zjj1hyL1DRAidUsv5IhHbeB9kUAgHsb3oM93jRfoACE5gFSzSccSyTqAE5yycbzhqF0uKxnFXHSoC6KE1rJ9WpAk1ynAHKASEoumtxogzqtkQWOIeP5wAatnUiufkZypV3bnxhqkly+7wbhRJRcBcSQiFlM1h0oZctRuaLsyVXiQbJhIdgJRkGN7oo/2rAffWMF9I4WWKenQO034AfFQsllGX53RSeNEo/sopRclulnm+WSxVhEYFsKKLkInjQJUc06qQM6M3HFPFopHTItUWtNNfYqQeAqgQUFriK4N/zPR4HOoVyt+psb6wS6KwIBJVdakFx0HjHLYP4XNVpXy9eqiJgoVxwvlLDl8Cg7Ji7Jz0MmuQx1QxFRrhg3K4qSK2i8GUVykSl4PhA4UIZm2PQl+JWzrgfe/gMg042c6ZMNMScuMr4AlGw+XRsKmg4MTipKrnG5LKnrHODO54E3/AM/aCKH5XJFFlQ8snMEX31wO3b1TYiNlGtWxIabWpLTHFFMsiC631AXSCKa/uHhHXjuwDB++PR+RpwFStYUo38JwQCtWvVwtMzGa5aTBIpnt+X6JBefr0KeXIHnsRYx0ZoKlitGeXL584PtuKJUaaLI1EVRSlZKKuwfmAxlenNwxXE9uv0Y3vO9Dfj8L16MPD6AlahEEnE3fBX3dnwCz3lzQ/N6Tkp8eBYRvjG0pt0pjefrlivWIbmIMKFNYTYZiyxrBGooueCXdgSN53OlqvDjak27bLPOyxWLNhtH9EwMWO1sDNzyQ3ZehjzvSvM0qSMizpeUdsfAx25jt9LhtB48zxOkSXOGHZvLA+2hyRJweBMAINm/mR+TCYOPOSKWKbFkmb6SN1hiMRXomSDFVr/ELRVhoyEeE0kYukYxydexaMSUZ0EOxik7nSvK64AVsikYl2IDSkYEfbMAnwxKxGzVry2WEkoa8gyVve9EkqkGySUUJBJBY8ueXLZKcikbVknJVa6w7sY0bmspuYKKCrmsWlFySc9hyJNLWqOK5SoGJJKriJh4/oiIVXwj+deWp1By5YoR6/SK9wJzrwLOujb8GgLeYFbM764IUnL59y3nOWjJRJPpQsklSK7AfBQsYZsCso9V0Dw76MmVTThwuDl51bRhSuMLYNe/IpfLWo4gWZNxn+QiZVhQwRHViTQpus4G1CNOj/LvWuWKjuV73dG4ormwMxMXyVNfmVpfyeUq5YpBkquGkks6H1GGR91aS5MwOMnVh8YaxvNSuaJMBErkUjnerMR8smchXQf5PAWhS6VpUrliLlDi63kRlShWxJoawC+eO4zb79mALz7wEnsbnUddJReVK/rq+3qNQ/wKABNonK6+yI+rpKj6ohXxUYKCcLkij1Wpu6L0VcFyRdnbFAiQXBlZyRU9zv97y1HM+8sH1EZJ/PkqVjyhWm6Ps2Pp8hjJxcoVoXrFGX6ilOaPiUJF6dQJSDEMEZ8oweHPhCNZggT3srQmyfO/JzWdaIjbwGs+Bfz5c3iw8S0AAntb24Xfy9fvZBzZXVG6jrZpKsmjSi17nz8EiieXJrleaWiS6xRADhDdgLGoKFfkmy55Q6xkwHhw0NbA3re3nwV9SccSr01VrpiRAowQiROEpRIV583Msg1RoFxRdKQRAZbHjC6B+iqu4Ot8Ii5Vqrjn8b3i14eGc2q5IvmQkJLLoHJF2Xhe8uSyTPE6oSkZEwuwXFYYpeQSJqGBwM6Q5KR0LYnkas+4IpsB1O5+Q2qIEVkkYsV4h0P2nIRIrilKBYSxcFktV/TJ1ePYiElqvREvLZQGNPenXLvm5ph9XAqMDN/gf7xQwdYjjOSKJxk5kicpu20qpZ9AdLli3CgL00/LSYZJLn5cshE4Xbsc33SIckV+ClsS5+Pfyq/Fx4sfRuWt32eLjmGgPzlHfIfjxoV3R+jYOOg89w9OSp5cVthvommWv3Hg5+WVpUiDG89TV9MDQ5MYzPGAGuXQ+CKlUt+8t+B9xU/i+/ablD83TTKfp59DkyWf5Ap0VwwiaNbcP17AAFdyEUkwLncAteMi80bzmvzd8Vi4bHtwIjrT2ZJ2VRVjJMklKbmcuNQtq8xUg3wukBUmlFTYMzARyvTm4Irj2spJ2RcPjUYeH8Ay+iUvwjNv2jK80PkmAEaoXJHuRSJmwSCjajiY114762odh5KLXoomudQNZraWHxeCJJd/femZyQaM5wuliuTHxe8RL1esxNjPg0Psdcs0gGyP2IBaNQiFep5cdP3uNa4H3v5DYOUHRWnsVCRX33gB+VIVpgE08ec3YXGydSwHjDKD3dg4++mYAKhcUXhyhVWBJ6zk4uN2RjO7Dv15aQMJGw1xW1xnuka2VMo3VDBCXYSDx5QvV1Co+J5cvndQwJMr7ntyHR3Nh5QNcqJOIbmcpCBNWxvUzpOAP9daNdYLM2JTKneXo+fh4CAn9gOEtyPIhapS4hd81kX32xx7NmgjrxjP1/LkCqxJcjKlVKlicKKEoucrd32SK6zk8juk+teXiLm4Lc2LUev0/NcC7/pZeKPNUVPJRX9KmjvHkRDeOUEIGwVhPC/NuYZZP3EZAbks1w2sMaRMdFFiKhjbRMLkhv78mXBDJFe0kiuZ5PMJ6im51LgQ8JVck4WAeiSmXufa5YqGP67KagOO7qw/VuolKWiPwJRcnGiAw2JB6fp7NUgu+Xnt4mvbUIk/D5ODwlNw2MhGdodTyhXl2Fma+0tOVvmM3F0R8MlcO6DepNK0GPzuiuP8MsZjfpVBcI08nnJFWp8peUp/05P3L16AHOLHmXIscez1zOeVNTXTrb5I+xGpXDEqNgSi1VxTlSvK82a4XNFSCEsll34cSq4Ht/aiUvXQn5PIIL7XKparguRKoIj2pIUugxEwB7x29gxJMQKpK5OOJRIMuWLFL32l9YsqZLgowkUZDlXjuHGJcFbHIjWtmTetWfxuqODvnzNxm42V5tmhKpydx8ax5mvrlKYNo0RyxVTjeebrC/Xfchnoq+nJNdGnlVyvAjTJdQowWUfJRYsmlRTJG2I5A0bZ0fZAuWLKtY+jXLGe8XytckVVsbVqNh90gXJFkQGRF6EC3xAGZO2FcgU/2rDfL4dQusiwifjXm4/gsFQucXg4H1Bysb9DgQ4ZQMYsA2nDJ7lEq+gIJZe8uZPLCtXuij4J6Hle6FyMtERyBbrSdWbiCnlWixCizMxoUZo4iUwTZZn8fI+T5KLzLFerIghjGZ8TUXL5f2PUSKONB8MUNKdrlThxGLLE3XREdma8UMbLR1jnwlSKk1weqYjYNYzV2PDSMTmGbzxvOgmlnt4ymdTYNNSMT5lfO1/JxX4vPLk8F3eXb8d91UuV4HcgNc8/FieubJyCwTrgZ1AL5SrKtOnxwqbjMmjT9tvNB/xfVkiazb7v0FAO/Zzksg1fyeXxAJ6I8QJi+F31fJRiauaONq8yDg/nMDShlitGGdICYfXDweEc+sDKFuKJNOIxM6C2coSvTzsn2BQlV0QDjsEJ1cOL0JJ2VIl6VKmMFGzZjuzJVRZ+XIYBpXsaXZN9A5NhksvzlVykIDk4NFmztLtUCXpy+edAG365k1S54o/NIMk1v70h8m8A0aVOQdDmuZ4nFyGbiN44AIAh+8JI8y9tBuhZTzg+WUkbuy7a2HGSy02zZ4UCUjvwnE3pyVX1QqSLIAFiCWDh9YHuivWNhA9wwmRaYwIx8gQy2fdNDh5hvpIA3Elmcp6y/Hvne3L51y5Rz0epDmhdJoP5/pz/WgExNMRtQUDTZkeeW/vzhqIICnZXBNhGgxJq8gasWK6qKkc3pnRilZ9XwFepJR1LJQ4k43lScslxRi27AAItjXK5SyyC5KLxos4FcYW0ozjLMFSzd0D15Np2dAzLv/BbfO3B7UpsJqu/anX8pM6KsoH/0GRRjP8oJZfsyWVGEB0+GWbW9+SaAmp3RVesc16EJ9eYlwjNtQQqixLrlkI2nLzpfDoiOUb+U3GjKM49abFzpyYLMkno2Caq8jFI3RXTvDtbrDSGJmOcvZ5uV/5eJaDwB3zV30RAyXXIVAmNSbg1yhVNJe4C/JLwrqy/9oYSpxIoWZx0bMQT7D7lDTUWZCdXg+SSrit1OB2kRhYe7+TuuaJsrNbnVU8uQ7nfE1aj8pliQMnlBpRcVKpMKp+YVxLliuO8eiETj4U94MRBTV2uSOszEZ2iXFF6v0KKwo9FmPqezwt1EiNVoY5GhJLL5Wb9/jWLKfsI3xIgiuTyyxVN5Sftq+TxEu6uGFByyf7CbhLHvCz7Rw2Si5Lyw4qZO+8EWqmKhA5Kk1jWOIGYUUHRs9CLJtYtXiJfS7wiIxmzRNn3ZKkcavQQIwsCTnzaKItnwpFjt5CSix1kc6MfH42Vzci9Lf0t+tsPbu3FzmPjfrdRAGM8gZxwLKUk2jRUJZdpGEr30qiuj38wyJNrsl97cr0K0CTXKYDcSUvIUfnvJgLG8+P5sghKaEGVM2DkyUX+JknHkpQL0YGRMK9Xyq3YqN12dAw3fOP3+K/nD6sfkrJ1BcSwajZn0CUyiym5yvj3J/fi1u8963+2wIiMoOri55sO4f/6z834EpcWi82TGQNsF57n4V8e2wPADyKPDOfUhd0iJRcpe6hc0VTKFYOydDnIbpYIqEapRXVMNpuVAtty1QstskYyTHIROjLx41JyEcmldAwRndm4oSWXetPPqQw45cw2+W+5kicXbW7qQvobVbdRLJ50GlORXKbSFdAVi/x4voSdx3jwOXcNxqxGPFVdpBx3bSWXX8NPpQiWo5YrypJomXQQJFdZ7VhDixmRF4ahBgrD6fni/x03IcYZO7bwTZWJTVXJVXvT3TvBg+KBEV9lx1VdBfgeSn2TvJOTVwbG2Oa7wDOrtBkpBbKCBNpEN7g2ZrWw/987MCHml1qeXPQMBzuSHRrK4aeVy/Bo/CoYK25HVzYhrjEAwHJF5o3mNUfa6MnBWYEblhPhNqdNDcjSru0/+0A0ySX9znHjkpFwxfcccm3l3lK2e3CiiBIsVCUpew6OIAYoiK56/v8HEfLkkuYKCkzlZ0Du3JhwLOxrOBf9XgZrq8trdlYEolUgQYiAPGLSSb0CSq6RQIkrrWc5ScklSC5eruimsljY6QenwdI1OaiM6q4IhNUPUSoZ2ZOr3hxHwf2M5qQ0r7DvKwzuE++Lc5IrbUn3jgfz8hwod1g8XhTLfvdbQXJNVuEZfP72mNdmlq9P4lpIz1ZfzlOehajuioVyRdmMBte1ccl4Ph6zBHl5dDSP/vEC3vytJ/CjDfsVX1FD9oRy0r6Si3tyZRTj+fpKLkMouSSSS+quGCytkud1IxZXugnnJD+uIJnSlPTnst/v6MNEsYLfbu31/bAcS0liKA1p7HBcIHuBDUz4JFdBIrkKEnlFEMbYXhTJ5fvDHJd3ZgCK8bwVgzD1pz8VU5VcrTWUXD4xz597w/BjuWDp4nEgyhOWQJ2bXZTEWCZSmUguN3D91XJFF31EcqXYdyXH9gIAxpEKdUkmAkdev1PSeiFjv9ml/LteuaIfd/FyRa5aJcIJ8Emfukoux4bRvgC7q51YZ65kLyr+iNEklTzfk3pssKjO931etqZaW5BDXsCcX7rf1GyGUBJKLjV2C3pyUbliTCpXHC+z9zbEbaFQCpnPB8pvo7B/cEL5txhfEjmXSasxhexjRUnuWp5ZgJw4MhSSqwqmaixJpGUsoOTKJmOiuUt9kivgyVUMk7GR5YqKJ5f/Wswy8MvKhTjotaLasSzyvEhZXayGlfLFchWT4GO+NIklySH2Ga8NVZiwDEOJEShWTTiWSCZOFitq6Sv8fRiRXHIJqxt3axLOVK7YkPLv5WjJrNFUjZPJ/G+TV/Jk1X+WaR0PlisGjef9TqF87L4qSi5OcuWGAN4FFUlNcr1S0CTXKcAblnfhbSumoyMT9w3ASclVUD25ylVPZABlcoqCtrZAYMKUXDHlu4Ko113xF88fxpbDo/iP9fvUD0lBZ9VysLwny/4hlyt6MeSKFfzz7/fgib1SOU+BExmBDelLXMXz8tEx9XWeadh5bBwvHByBY5u4ZSXzQzg8EiC5qGMZzw6Rqsc2DaR4FxC4aZEti1JyNUkdxWoquaT/L1fCSi6ZaY8iuRQlF6IDfNoMKOWKgTI2WgzKpDaZUsnlB1vy5kYOFKdUc0nBsiEFiXPaUrBNA4u7GqM+JX1czrQ6opz22FhBqD2aL3wHvrzkV9jgLQTgL0xBMkSAlFzwlVy2m1QWebmrj0w6VPj55ItqdowCOyK5guatY41n+ccSTyiboMhyRem5KgtPrvpKLurM5aCMPdxnTyi5+D0/NJzDsUl+jF4RGGRE8EiCjRHhySV1g5OxcnYz/vL6s/G92y/Aoi5GPJC83zT84CmoTqPNdzA4OzScw0GvDT+f9Xmgcwm6swm1XM92hZKrg/uxBcsVfbK/iomivxGf1eIHMabBjonGgGeYartr8ff8+cFxE1JL+LJUqq0GiNOyMgFvCHNcgJcr8meCVD+A74MYRKFcDXT98Y/RN3GW1ECSFN+1TfRllmBF4Vv4SeXymqbzgGQ8X7e7ovpeGUEllzz3hf4WbwRS9aQNLsJKLl95UsW+ARZMkoef6K7oZnD1og7xHUHCo5bJt/z7oC+XUMlIASodU6XqhYz+ZexXSC5O1nGSyxv2FZXJHFdyGUQ6x9jGBiqREz+JckWZ9BTG87kSPL45q5ox2JYpzklsYqXNXu+Eel3k6Us+JiJMnEA3rnypopBcgNqJ9YEXj2LjviH83X9vE3Nk0rFhyBttx1dyUWySjiK5anly8Z8yyeVGKLkIMdd/FhnJ5a93kyUykQ97C9LcPDRREvd/38CE0o0xpSi5JOVpRMdfWqdKlSoGxyUllyeVK5YjjOcjSo5lg3oiTE9KyRUqV2T/KwhfaZ7MGUnFaF+GUJjny3jh4DA+9sNNPmlwEkouYQ4dkRyTyxWJDDzb2w0A6HOYkkq+fjHLUFQ6sF30c5K1gZcr2sURAMARsz3kG+p33ZbLFf31QibH91dbRRkqwNYFWWEifJhsv1yRiJ8Q4Q/ZL1Wdy6pVz1cUuhZaGrO4svi/8InC+9lzonQhn1rJRfNvX169v/2INp0H/Lmj6nmCtGHdFSXlaFVdm+TukkDt7oqk5LK9suiuOManv0wiJiWCAnO2qT7PQcjeiuIjVK4oqbfceFJpsCLHOZREqNeshG6XYagkFyXaZY81R1L1AcyShGxJohr4FILlipavjAbUOT3lWMq/g/O5vOY7tom/Kb8blxS+jlI8G/q7xXKV+R0Dwj8WgNhrlSqe75dbnMS8GCujO+i18WvB5l/xfTz+STq2QhorTQwgjQEqYa0WETN8JVe6BuHcy8d4Y4P/DA7m/bGk+EAGrHgoqTVRlQQanm+3ECwnDxrPA34JY5Sf3h+MRBPESti/nf3U5YqvGDTJdQrwiasX4MtvWY6e5qTvYcIVDBRktmdcsR5TiY3f3tsfnGTiTUg5NtJ88zIeEdhXqx7Gi+HvoYVpOyecdvcFNnBSMD2jrcmfCKRNZgEOhiaLODA0CQ8mKvQ41VByUYnl3oEJlh0h8or7cT22k0k1V81uFkQKK1eUO0pxo0feSS7Bfbhilok0eXI5vidXTEio/UddJqBkk2c5u6eYy1aq4UVWVnJJ783EWZcmWQY7lSfXkGRcK/4O1frzLFiFzOanyKTKmW253l8mg6bMEkvnGkv7k+2ctjQ2/OUa/N1bojNDBFPyjTFs30xyG3/WWtMuskkHTenwZsapcQ/omGIoB0iu8KbYNk2F5KLgnzbGFBDSAia6LgZu1Hh2ASY8F31eI+Kuqyi5ojKiUUquIqyaXnkAMECVuyhjRy8nh7kJPX3HoaGcUHwBAAosiJ9IzmDHyb8/6O9AMAwD73/NHKyY1SwUTERyNSZi4ryDxvMzW2qQXIEsdXc2ofhmVUxHqDs6o8oVA0quQWoBH7OU0sqkw8h9un9Vq0azA2kTEI+rSq4oFSvgl4cTyDekCgMFxFDgRrEUCAL+/BVE/XJFHsBLXosUwJLihI0Pdl7z6ii5RJY6YviO5ErYNzAhNmlRyhm5XBNATYN7ADCSzfhG+Y34WvVmMefkSxWxIScVmKxi2tnHnt957fwcmufwn7Nx9eJO8d3BcVbL5FsxfK2h5HID5CltWOuVnwiSq8UnuahrrjHqK5qT+aMAPCRNKgf2n7O04smllpgcD2SFYUuaVEYlQSaQRxXNKb6Syz+Go5OeUARZpqGol+L8OozkSuIZ7s4mlDVOLkOm86GSxd6RPHbz+0nG8gAjg0yuvqnCBOy4eL0twpOLnsNaJFfQk6viGXAcifAKzGVLe9r8z0okV6XqCQIiirzxyxWL2MvJ2MliRRCziZiNRA0ll/JMUjJG6k49OFkU6w0puSpVT2yyojy5VON5n7AV5OQfWq5ou2FPLilZWLRre/8JJVe+hO+s2437nz+MHKk9TrCzIoCQr6wCHtvFUUSCdzFdVHkZALAtcQ4AubyMXT9PGgM5zxY2EY0Bxc4hqKWKgF8qqBrPs+OqemoCcLzoYZ/nz1s5OMpa7ifHzFCXz3qeXMGNsnyvU46N7qYEHMtCsVxlZJktE7vR903x5OJ/c7jgKfF6v9cYabMA+OOwXPEgOFHTUPYBR0vRnSqDpXZBkotKkWWT8ZEie42VKwaUg+Kk6pcr9o0VxNgRb+PnIXtyOfGkooKSS/woiVDPk6silytKnlxE1MiWL7ZpKMrPbNLxvXcjSa6A8Xxg/MvElWEYyh7OtS3lfspLvh87G5E2C4eHc2JeUD1PWUVNsVLFpMfHWWkSMwzWuOCAx8aUFfDkynFrjYRcrlgsS0ourvKj+ZpUmp4fXyUSCTEWQ0oubmGTzfhqwt4JT5y30vk8UDpM631OanJVgAPXZv6KwZJPeSwFlcjVV0PJZVo+qTVxjP1MaZLrlYImuU4xaFIqVTxMFCtioklL3loUAI9FbNAokCQkXcvvSFEMb6bHi2WxaDVEGM/TZHpsrKCWVUmL47wuSToZKFfccnhUfL9QcxQDSi0OUqrkS1X0juV96TVvjf04J7kuntcqFurDwXJF/p1DLltsOoos826bQIrKFd0GKWMXpeSSyxXDtdyASniVK1XAMBRz3FpKLnmTTuUzUaoKQC5XjCC5qFyRZ0hElnYq43mp21RRkkLHLEMsgrSwHhvNY+32vvCXSPc43qjKZptSTmQplAxTKjcxbFc8v3RP5vNNcLOkJHEisoHKxsjya/ipu2Isnow0qrZMg5OuXE1FJFewXJF/VA5WlcuQyOINxb/Fm4p/jZRrT63kkkguVclVO4Dq4wqtmFH2SznLarvkw8M5HJ0IBCqZbqTSate6Ug0llwwaV1sOMaJMIXltOaACekhhMhlWcgFAdzbJf6ok10CebRgs0xDmxiHjedGAg20SATZe5PFIwRKV4VTNGhusmKrkItKfKbnCnWUBRqDJf4uUoaxjpYEC32DI3MpuPn8VyhWFdClVPKXRQZQnl6Lkkkqk2LGwn42JWEipK6OecfGf/3ATrvpfa7H9GJt7I7lAS838ZusouSzTwFfLb8P/rtwofkdBumlAZMapvKpY9pVcguRa9jbg9geAyz+HxV0ZdPG5MejJpWSgj1vJFVbJAP7zPFgnM09Bb49UrkglE87EIfE+u1pEC0aRNNh4LBgSyRVRrngi6ptR6bmkeaNc9YTqgZ6hqxd3YGFnA65dwjfb0tx8eNwLrXMEui8vHx1D1WP3q73B5WQYew8pjuQkiKzkCia+DK6szKW68HDlHGxquxGFSlU8F1GeXEF/HgDoaU4o3wn4BE0ZtvKMBgn78+b4ikBTKlcE/OczEQuTXMJ4fpKRwQQq2QkruaJJLlGuKNkCDE4UxVxdRAyDk0XlWVCNjcObJdmTK2hncSKgebICEzAtv7ui8OTyY5NKrDaZLitrdvSy+YQ2sVPFH1EYF75vtUku0/CQjnnAgafhoISjXhOGEzMB+GPcsVhzmqpkID1UMPh7TMRd9dgiSa6AETagPi+yUmuiUMYeTnKVTBceTCWRXJYSqSLuqqrdFWWSq5YnF8Xt5CVnmQZmtbK1dWffuEJymU50uWIUyTWaLyvljf1epqbvJs3BRZmwsQwl7j1YUFVkxRrlikGSi2JXq1qEzefZMT49s3JFUg4G4iTTglC4RJQr7ouwDxDXQUoGxxMJZa1TyxXZ+0bqrBeelEhQlFz8vOiaEQkr255kJSXXcRnP076sGCa5ANV8PlihIb9Xjk+jmotRCV/atQMkV0K8fxI+ydVWOQoA2C+RXKYUd+WrUrmilPgKKrlsUa7IFdRVn+SKS82dgsbzvWMsxm2SOsL25XwVl7wn8Y3nWadQSsrmpCRVHjFxnPFAyaecIBQJ8Tqx1yuCoAeXVnK9YtAk1ymGHJSTgsEwWJAVlO3S5lUug2pvUBUIaUkeGlWuSN/lWGZI9h3EHqkcx5NIroXTpQEoZQvzniO8wQCp8xFXcnl2HDuPjcPzPJQqVRFQAsCevglgxmpg8U3AJR9HqVLFU7sHAQCXzGsV5USHh3PwIpRcvXGmEujIM2l72ijANPgE5EZ4ckmTYLNiPO//vxz4GIZPstBErWRKpUlILrGjTDjgbyJrNSKkxY/UPPL5BZVcVeHJdXwkV7FSFWQWBYfBUtnP/mwzbvvXp/Hwy73ql0j3vqGpDScKS848SiQXgTbBzdKGXgRKgZ/+MfHMj1FGT4YvmAFPLlrkgxlEum95Yeapvr+WksuNmdjldeOA14Gk6ysmI48PKmlQEiSXhXypWrPBQy95bUEiuSpsXiAJ+NHRPA6OBAKk5jlYNp2pHTfuY34JhUDQGQUKgAcmVG+l4Dk1JmKCMAh2VwwqubqyCUXJdJTHnm1pV1xTVXHjK7ny5YownW9OOYpPFG0+quI+1nj2ZSVXIinIyIlCObJUmyCruagksmiw3xXK1VApxN7+CfSO5nHh/3wIH/j3Z8TvmZJLChSlgLwhohRD9g4CfE+Yee3p+l1La5QrFstVPLlrAOWqJ7pA1lLOyBv5pjqeXDKhRkG+3FmRgj5ZNVOpekg5liBKYFrAzIuAWAKGYeC1vGTRCpDJMrkcRVoDrORp/4B/P6icNGgwTomFwfHam5YDEeWKtsdVQLmjynunGQNI8nLFouFfr4YI43m6r6VKFZ/40XP49tpdNY9Bfi7lbqP0Nzy+SVs2PYvf3PUaXL6Ab9il+f/QWMX3iwk8N3RfjvAM+Fz+bBmGX1pFJJdcetkhdVjc3T+ufidXHiacGN5b+gx+1vVJDIz7dgG0nsljzfc08Y9vYWdG/L9QG/HzKsJW5qHgPLt4hh+LxBMpZa4j4+qEEx7rVJbUP15Q4hAC664oKblqqAuD61ShXMXQhGw8b2NwPEByRZTUV2oquUzldyeCKn92qEkNXVvxl6RyxapTu8EF3b+hiaKICScr/NqchJKr3hwsEzgZuwLs/T0A4MnqInEf3QABIB8DxU5tDa7SlAHwN+QySpWwkssyDTGG5c31ZLGC3d40AEDZYtcuqlzRkcoVK1UPI5Mlcc5dipLLf48MKs1KOb4tyVxetr7rWIDkcuuTXK5tioYCY/kSqhIRUb9ckX2eSo/jMdNP6vG5aF8uLpQ5AFCkjoL8O1fMbIZrm1gxq4l9zFTHdqNdgcVj9CNj3EagXrmiISnJIuJeeT0IXgdPSoi58aSS0HIjEj11uytWSTFkBJRcarlijMfZ8t6qMVmf5Ap6crmB7qrBdTwTV89D9eRSn2m5A2wQZMOwcnYzLH5/q6YDmKYg7fJEChUn0VhgCucDSrmirKikckXf27BU8cQ8GBQbUEznVv17mEj4liDyXjZfqohEa4tEclFiIWhFQWqxcsXDkZG82L/lJeP5vOeIv6UobQ1D2a+FjvvVUHIBvi8XQXtyvWLQJNcphhww9fPNXZovbhQEULaI1BZnS0FhNhELSa0pQxbVXbGWkiFqsZMzt9TNDQAWTJcGYEDJRcjE/YyAxz25Do9Xseara3HvhgM4MDipLO57BiZYZvGt9wDLb8YLB4cxXigjm4xh0bSMKKuaKFYwIRkG0mJ3ND4bANCeZ/5Eae7H5cEEYsm6Si6ZjJB9aYLXJCaVJACoreSSPieTXELJVWPDSZPzsKzkokCNyjI9Klekxb62+gKQsoWVaqjeX+7cVKl6WL+b1dk/ui2g5pICiuaWcKA4FWQllxVzQ2UKZK4tk40UeNA9CJGwdEyVIqanKVsXV7or0rmLjQSVoPGfuRrlioUanlxyAJEOKLmmKlesSB4tQEQABxY8URmigwglF/wyCvLkEmiejQtmNQMAnt03xDr21ShXlCFnloPHLH+uMRET3fdk43nP83CQZwHpu7qbVCUXqc46pNJq+btlmX2hVBXd8JpSjtLxjzJtZEBcrkly+ecUj/sdeiaLFVFeko4wPZZJLpGVNanDXEWQXLRp2NM/gQc2H8HQZAkPvXxMkCX1jOd9JZcf4OYChtRE+ormHjVQy3h+V9+4koEHaqtH5We4nieXnI2m4JwCTfkeyRt4wCdTonDjud0wDN/rjVCrNMyUVEef+PHzuPwrj+ApPmfVVHJRh8UamflCuSL84nqaEj7JxRUG5MNF6DYGkOTNTYgABdT1NFhi9tTuAfxs0yF85b+31fHJVLtC0XHn+WbBqJXMkH5/YLSqdPWSEbovktcbrVdEdMtJCBqzBwYnBRlE7xeZb8mHjTbFLWmf+JS/z/c0kUkun2Ch31aF96SldLiV1+SWlAPX9cd6IpFUXqfnNFiWC/hr/gAvJQxCViAAASVXxPHIXmCy8XzRY+WKeWkuls9dlL3I1edlfz4Q17Z8Ekoungij0muhkhNKLklB59Yjudjntx0dE6qOcSK5TkLJNVa3XFFSR9plYM86AIzkomtBP0k9J5cr9ufYSbamXdXDCcD+ajhBR6RdZ6O6DqYk9S9hslgWJFfVpk7G9csVAR7bgj1zKdkrqIYn14TkC0cQJFffhHKNaim56BFriPukUb5UxUjJvyb1jefZT3pUlnY3inmZyMP+aoOYOwHJeJ5/5xUL2/HiF67BTecytZMfh3EyAf5nn97PYp1MPCZI9ijPqmBlg4woJRddY09SciUT9UiuqT25SAhlGQYQi2MyxtbpYLkilcnJ81c24QilWlARD/jWIURukf9frqgmZAkyoRNWcqnvDe5fZAg1c1MC2Qb2TNG8QfdVLleMj7OKGVGuaBgwJZXgZISSC/DjXoonhIF7gOSqeAYSriPG4aQ0zsj6wrVNNEglyZQEDibRab4uV6siRgOCSi5HfC5+POWKNcbuKwZZuRVLAjXGucaJQ5NcpxiW6TP9lAWlhdAvV2ST4WZOci2d7ht9m6ahlCymHL9cMcqTq1YWLRax2JEHBwDsGvAVWm5cGnA1SK53XjhTmDcPDbGNCCk6/nvLUUUlBnAll4THdrDPXDy3FaZpIOFYYhN2LC/N3nzB7XUZyZUtHAYK40gb3ETRTgGGIVpF2xELj9z5sFE2ng+sErFAK1qlFbHEtMsLTadEctHGpZY2g6THZc///CGe4RIG+0R0iHLF+plURwq+gy2e2/lzs6d/Anv6x4WXxXquoCPIXZra2jtxorClDI8lmUkSaFMvKxSDkncnsEkTz12lBJR4Jj6mKrkssZCq2aKgkktsvPiNKdZRchHkLqby8cqQz4f+Jikio8bm0dE8cryVsYMydvePo1ypolJiwWARMWmsG4oJLprnYEFHAzJx5kmy9cio2JDUI7m6sqoSVCY6lFK2RExsDOXgcyRXEs+NILmyCaFk8gwLvdxVViZ8ZcJQ3syREgJg5asyAU1qFPLXqEVyVaQAOBFPCoP1euWKADBNIvxobJPXX6HsB0iXzGdj/chIHr/a7JMgv3mRqX6K5YAnl7TZkk2cCcFyxWsWd+KRT12OT7z2rMjzI9AjF1RybeX+ajJqEevyMyx3lg0ik7AFGUEdb4eFkss/P9M0FBKgnnH+eTOa8OinLsdX3qp6+imd7ALjisby03sGUfWAex7fC0DqXBeYJ0SHxRqeXFRe35SMsfdaVErDnpPGEvPE2FNlqrNpxgDiYGthiasDbNNQ5p1EgOR6Zi9TVparHp7eM6D8/bF8CQPjBfE80HNJmy3aLARVKf4F8e/Z4XHf88QKJAWCvlSihBT+5ocUlLIqjdavjfuG4PEyx2t4qSR9Z0JKlhDJJXfqy8TDa2otJRcRomKMQz1ueU5qz8TVza4dVxQLguSKNJ6vT84kHVv5XK1n0m+Q4m9GR3IlVckllSvGA3OxKTZL/sZTVnaKrpgnoeSiBiuk/jaChJpEctmJ2s1jKC6RifMCNdY4GU8uYbsRQaobhvjuVnMcOLQRAPBEdbFYI/wEmJ/cIvSRkivthhKAeysqyTUs+bEtn66ev6/+9cnFiUIFW6oszswnGdklJ6sEuWGpHfWoHDaYUKpVbk7qMZkQm9vONvO7+8aVToG2W9+TKxO3FTJxoOg/0/3e1EouwvLpWfH/Bm8M1e81KipI33g+eqxQ0lEkh4t+zP/8Efb/crliZIMeoeQKPzu0Pstzm9+gw79myWRSLVeUSHDRXbGOksuTPbkATMTZ2hAiuYLPKdhaWbdcMWAxIZRcpWgllxzHuAGSK5hc8on4CCXXkF+y35xh93eSK52EkouUy5MDMLlXFKkjzUB3xcmKb73AxgM7FipBpfUpFihXdCpkfs8qknzrHX8c9oomRnEY0tinxGLYioIdS/94QVHjy55ceTiiCVNQySWroul5imoY8opCVnLpUsVXFJrkOg2gwHyAB4i08RBZ/wILXrceYZuXJd3qgiyTXEl3qnJFNWNMiCq32iURUTslkksJLOVyRWnSOKcnC9tmr/X2MW+tPr4ePrtvKOTvETRxlv24CCT17pUTNvxYRowM+jx+Xfq3oYEruco840YS4qk8udRyxcAGK9CKtiJnCmt4csnqlak8uVybyhMMFLjiZ3t/UTlPmshF+ehxKrlk43laCM+fyTJQG/YO4vkDI+Iz23rHROkKAOQrEiHY4nugHC9k43nbiSslUoBUrijdB5/cotKE2koulHlka8dVkiug0CLigggn2hibgexMVAkDoG6gw55c4Xsql9qJkk/+M+Q3AVb+Rpsj16ygVGHdgkolnrly4wppUJa7ZzXPgWkaWMHVXE/vGURRKk+theaUo1wz+R64kvF8o2SYKpcrUpDbknLEprezMY4ykTy2i95RdvwqyRWt5MqXKkJR0pxylYyr2HTy+1eSysU27B0UgWlR8kpKJBNKh5665YrS8dGzUhYkl6/kWjY9K45rAycwAOCBFxnhVawEuyvK5Yp8w1iuisA1HyhXBIDZranQ/BNErUCL1gkZUcbzgFrKJZOyQRiGgbvWzAcA/OtjezA4URSZ6GCZo5wJndtem+QCgJktKYXwBGoruYKvAcDvXurFsdG8VOKlvn8qJdeGPYzQXzGrmW0K+LxiVEtwUUSbwa7lRm8BAKDLGEBCkFzs2WiI28qGgp5Tuq9UPgz4yRuAKfDe+u0nccVXHhVJH1qXm6nNfJGdjxWrQcpYvuKrVIGwCwje76DCTSW56im52DnSxntOWwo3LGUbfCKy4tJGrJ+b68gklzzWxFwrHd8CWclFaiM+xkn1QVD8LjOuSrLw/xcbKvLkiiC5Uo6lzNlBIiwRsxTzYvl45bkr6J1DXfR8kiuGoYmiIK6C94G+V7bJIdWW+woZz5OPJw0dD2yjLntZ2clM8OMCwfIfQCK5TsaTq1A70QAARR5HLi0+B1TLGHI6cdBrF8+Z8OSi+yA9A8e4+XRrQ5jk2lNRN4svHGQxz6yWpLpWw38eqNtmpeohV6pgizcLo2/5MbZf/FUAqtKLkp9yuSIA7O1n60ZXgOSqqeQq1FdyHZXiXzcZTXLR2tAQt2GZhhjToxVZydVYW8kVmD+WUTd1AHjt3+D+9NvwojdLIblKgfgyCPL0TKf4MUskFyXsWLli7RiprpKL7yEumuvfZ994XlIIplKq8XxkuWK97opEcrHvnoiz+VAon6RyRfknwEi0eiQXJRro3ge9ksOeXCpZp5imB5Z8OeEdxEHJl7KNlwCOV2xMFMpi31Ag5fLh59jrRgojYPfSNA2YUqfPCa70pBiZYhsqIadn/+J5rehqjGNaM5t/nAo7jiJsJtgIjEMAUjzpKs9BLZLrHP7srt8zKGK47mxCLVeEg/NmsPcpSi5D7a4YtLuJavrzikCTXK8aNMl1GkATkwgyeVCRlmrTd/VNIF+qIu3amN2iLmztEsmVdi2xoE0UK0oLZPouIKpcMVw+IBNR2/p8aXFUd0PAL60A2OaG2nuPjrCNBGUGRvNlPLiV+T4t5xOQrOyaKJSx6QDbGFw8zx/g07ik/PBkWMlVrnjYXuUmkMdeQop3Vixa7Fr5nlx80yCTXFKA05xyeB25FTKslf2tAL8GP2cmlUCrVrmiUHLV8dmh9vFUarB9oKicZ5EUMubxBZly9iZYvrZydhMA4Om9Q0IlSHh6j6/mmuQkVxUGjHjtjG8t2JLBre3EYVumuLayuXZUqVzQgF5AJrlkJVdE5yo/g0hqKipXVNsy02JG1ymohggpueRyxSmM5yngJoVCVJZy78CkWKgzMXYMO46No1Kkdskp4XsFBDaAvHMdlSxu2DsYUu5FwTAMJcMsB/uy8bys5JJl9sJQVzqumGUi7rJ7WjEdUdIgN2FQjed9L4lCuSp5csUUZSU9MwZXr5BS9LdbjuKt334Sd/5oEwAoBJPrJkTAOF4o1zU9jlJylflGsFDyPblmNicxq9Wfg9saWCfcZ/cP48hIjhnP1yhXZKXo7P/pGcjVKLWbCrXKFbccHgm9t1ZviOP15AKYwmxxVwYTxQr+ad1u4VvSGChzlM9jbh0lVy3UKg1jr6n/Llc9/GTjwZrlitSpsJaSa8NeNs+t5OOG7pXpldFlMEJq0nOxDcz0uktRcrFnI1h2RZ0Mc6UKypUqNu33SS5K3gBMmf3y0TGM5sv4xaZDAPx1+XXLugD4ZWGWlChQQGXsfIP10Esswx5sSBMk/2SSi8YiXSM5NugMdB2d05bGNYs78P++eSn+x41L+Hf759vHE3Xy32+IUHLJyaZZLUl/DiYihsYf6pBcjXGVyOBxCa159ZRchmEoc91Fc1XPk2CZTS3ilf7WWZ3sepKak9aaImyUq564LiGSywqPYUHY2pZCIJ4oqDyfkiG0QR6ZLOLSLz+Cv3t4n3ivm8rW/J6Qx41piLJ72C6OjuRDc1A91PXkgu9Dt2zyKQDAaMeFMAwIz8mglYEcj5KnJVNy+fe318si7zlKQuD5A8MA/BhUhlCQcCWXvMl2FqxBrJl3MpaVXJIHpmUa4lmeUskVUNaIig4pvpjN15v+8QJ+v9evsIi50fMrfTeNPSKOcp4/LvvRWDMBFvz1OZKSC4tvwuOzPwYPprAqAFQlWxRWzGrG7z5xGa5Z1sN+UWTnUfUM0Yk9E7fFMUeSXBT3RigIaX1ePUciuSKM59OptPDkA6LLFaNKCQl0uyhenExwnzYedwgvVFNVKwFqsjBYjpkrVkTS7PyZLDanuYZ82kIkl1yuaJlKR+zge+sruVgc19OURCrJntOCF8Mz+4ZEHEnWDdj/BABgZ2I5qC7FNKAoQ8cqqsqXxhPdU1rHz53RhCc+dxVmtrPzjXGSqwSbz8FhRSXFk+2ZuPIcUNwXFHCsnN0Mw2D7WUo4XTyvRZQrljwLFVg4j19zed9H4Ya/PqnrV1BF/4pB7qaoSa5XFJrkOg1whZKLMqmqkms8XxYkxKKuTKj0RFFyOb48uVL1QoalUR0aAVW1dDU3BN7TP45q1cPwZBEHZKNreYGx/O8hJZdtGpjRnBQb3dIky4YXJBLsab65uJIb6O4fnBQKqd+91ItSxcOM5qTi19LNS6sOjUkHTkF+tYrtnk9ypTnJVbK4kquOJ5fsBRWPWfjB+1bh++9bFSIH5E6FgL+xmLCyyvtUJZfsyaVmVKPw7Xeeh++95wK4/NrtHSoxhQopuXj5ilcno6Ues58tLAQybUSIbDk0IrxtWvmmkP4NAONlvpibaX/WPwHInlwxh12PKHPteMzfWATLFUOBk1yuWEPJFfTkIpm8J8oV1bJEyvpRQBHcUCtKLscWZXDyccpoTMQEoWHw46WfUR0W9w5MCJIrbbNnbOexcXjckyvbkFaywRVZydXEyiiIuNywdwg7elkQWU/JBagZ5uaUGjTJ50LlbKP5ktgsCNP5QACfSrB/l42YkJfLZLxqPG8pm/CjPFPXFOquqPrAUFDz040HATAvuYNDk4qiFJYrNguFclVkaIOBEADR7Q/wn5UKNxjOlyvC2HZGSxKzW/x56Q3Lu3D+DHbdH9h8FJWq528CpeMFWGCcdtQy9JMluaKM5z3PE+WK8rWrVa4oqxHrdVcEGDHw8TWshPLfntiLvTwxESTHZOXMvCmUXFE4XiXX2dNY9vdHGw7UvIbkn7YroBwGGLFAm4oLyP9MIk1mGiwRc8Rrxpy5CwEAXUY/XLBniFR+wbIruVzx5aNjmChWxO+29Y7hGO8M9dutvqn9YW4IT2v+2y/owe0XzxLzgdy8Q70gnAzixMBPnmFeKVcvVsvK5cDdsUzmPyb9G/CN5+Wx0Zx0lE3anNYUDMPAzRfMEIpy2duR/FJkJZdMAgY9TVrSDmzLRHOKvV8Yz9P4Cyi53GACSS7Xr0lyRZMpcmn2pfNblXVZNp5nHSjrk1xXLWQxE8U15KFG50EKryDZKJRcCskV4clVCicsp0KoXJH//vBIHgeHcni+1yd+kw1NNb8nSOJePK8VBT7HHhmv4sIvPoSv/W77cR8XVRgEY1ACKXTnjbNSxZmrbsQLd18tvJ3k7ooAYPAkWhUGesfZtWttcJWGOeQdJG/wnz84DEAtxSMElVyTRT8h5tqmmCuPjuZF2TYZr1PcQM/GnhokVy0l1+9eYvMObboBNiapKuD+LVLJc0z9ToJPcpG6hSf2pLWRlStGrwvy896UjCkdUAHeiRZQlFyFKUgugK0HNo8BScnFrA3Y38skYqI89kTKFScKZfTz/dPK2c1iLAsfMVnJlU4FPLnCiZ5gcx0Z1UC54mSCjX3aDzyxiyUyKBEmX49sIiYItqCS66ndAyiWq+jOJsS6ObuV/SQfu+AyTtfKMFis7wZUSDJo3gr6dY4XymLu72lOiBg1DwdP7OoXY4aSOvDYvw+1Xiy+wzINZV84XuYkl6P+JGIv2FFZdDWWSK6kY/veeFJV0jEqV2xQ53+KuYLkeTbpiJL49Tx5f/G8VhEn5sGEDQs6mLgjKlFe62fl1ZJyyUquYKdFjT8ImuQ6DfCVXLxc0VEH61i+hBc5ybWkK6ykkdvMpxxbMVqlgGLfwAR++cJhqVV57XLFyxe2wzYN5EtVHBnNY+O+IbVbmExySSV7FPjMaGEGsA4RGpxwKiAWMjdePbcFjm2iVPFweJhNXrRpfeO53cpiS0qLA2PSxCIruSSSK0lKLjug5LLCk1VwUjx3RhPOmxEO+nzCiCu5+CY7F8sq73OD2WYOKousI+TCvPYGXLGwHSaf9IuejSd3DwCdSwEY6EsyxY4oV7SnIrl49qYsKbl4tmd6UxJdjXGUqx5ePsqYw9tWzwLAFoPe0Tz++r+2YNNBRpYU7NolDfUgBxgxLmmmaz4/sAmmcrkguXXcSi7Fk0slNIncIoIw6Mm1mI8tCijqenK5qpIrKrCzTENk2mjTYwqSKxzA7ZHKFVMWO7adx8aBClc2ZTKYLgfK9AykOwCe0V3anYVrmxicKOInfBxRF7takH25soFyXboEspeE5/kEDWXGpjcFSC6eDSzCESRXLSVXsCsQeWs0Jx24tk980rxm8jLoiaqN0XxJaZTwnxsPYccAO7YKTMBiHh907I9xJU2UikA+PvI9qXIT+6f3DIrnoqdJVXJdtbAd13Kfom8+shMAanZXlP+2UHJFlCseD6Ik84eGcxjNlxGzDFy/1Cc6apVIUxCZdKxQ2WAUrjq7HYumZZArVXDfc0x9JBvPAz4ZbJsGZkpk4PFCIblqeHIBwOdfdzYa4jb2D07iv54/DEAdowBw2YI2mAZ7TndJHpMAU0mO5EpIxCws5n4cMiE5g5NcY24nFi9cBACYZgwi7rHxSCq/oCrQ765YFePjgtnN4m88uYttUknNLEPMF4aBz9+wCM2N7DOt2RpkIZEppBDlz+h1S1SSSyb/ZrUmI83cByKUXKZpKB2c50Qo83xSryp5cvnXsaEOyUVkGL2fHlPvuMoVg55carniSJ1yRUCd6+a3p4WKOmaxcjOad4LrgGo8z15bPbdFIbBIbUpeaj7JFV2aW7O7Ih9LVS+6zKgeyLezYvjPlAy5XCedydb8Hss0FMXnDUuniXJFUprf8/jeyEZHUfCVXNGkOpFcJqqA0wCcda3yXhrj9NyanOQqIYY+/gwHlVzUBY42+J7n4Tlu0RCp5CIFCZ+b6dxSLitNntOaxtnTMsiXqvindayjN8WFDldA03OyncdW3U1BJRd7Xb7344UyHn6ZqTFft2ya8n5SxR6VKxli0fNrkOQiMoTUKwUjjknEj6tccXlPNvTs0HovG3mXylN7gLKDoy59jOSqSGulouQ6AeN5UnFlkzG0pF2RXA6a5QNAJp0KeHKp5YQA82urpU70AuWK/U3nouoZOOjMhed5+DlX5d54DlPjKsbzdcoVH9nG7vtlC9rE9b5uSadCRNbqrhjsmA6E9xn0LLwUsDM4IF27hnhMxJV5OHhq14DYNxRN9fkd77lC/L9pGErDn7GyH1fIP8l7MmgFIubuChGfMVim4Su5Ijy5OhtdlnTnx0uxc1RDi2ATn7M6GkTThjxiWD49K+5TPKJDJf0USmSRnAj9qVcGcjdFreR6RaFJrtOAkJKLzGc54//s/iHJdD5MNLRJaqGUa8E0/fbdm/YPYSxfwi3/9BQ++h+b8G9P7AVQv1xxQUcDZvDNye6+cTyzbwhlRZkgK7n8xYYCH1GiwlVeMsn1bk6iEOa2pTCL/609AxM4PJwTG9G3nDddeS8pTvaPSDMLZbKrVWyrchl038tIeGwiLJg1lFz8fLOJWE2VQxA0CRbLqpIrH1MJMVrkTcNXEgC+YqzWhlOB5MH1+M5+4PLPAZ/ehT3p85XXp1JyUVaxVA0bzwOSggFss3bzBewavnx0FFd/bR3ueWKvMJFMNJ5kRkHa5DtxUnKx7wwqPQTJNaWSi593cQKiKbqtBm1BTy4it7waxvNLpzcqAW/Ik0vaoKQcG/GYKQKJWtlLCpqImKHNT5Rf3r4Bn+SKm+zYdhwbg1nhPjfZBkV1JdR8XMUFsOt1jnQOn75mAdZMSXLJSi71eaLr2ZiIwbFNsdkZyZXwyLZj+NXmIzAMv7yK0CAk73YNTy7ZeJ7549Dl3tM/AdOAMAIlEkV4fjWx3x8cq+Jffr8HxUpVjOufbDyAn77A5g8qebJMA7esZOUllJGPUhFMawxf2/aWJji2iU37hwEw1WzCsUT5SINrY8WsZly/dBocyxREASnZ2AEESS6V6KTn8GRJLlnJRSqu+e0NikKhVnKdgs+pShUJhmHgtotY6R4Fv9nAM0Ob/VmtqbpZ/VpQyhVrKLkSMQsXzGrGey9mzz4pCoLG89MaE7iCq4XvfXq/8hqpbs6bmfWPU7pXZ8UYeWplp+OsBWcDADowhLjHAnFBcgXWUnpO86UKnuEk14qZTbiE+0s+tqMfe/snsL13HJZpBEzaVYJp2Sw2dud0qkG6f0GIuPe/Y1ZLUulYCKjPVnDOpbLkqHJFQCV/57SFPYDofAuS8bysLpdLdIPG8y383On9whydj79KnXLFjsa4muQJKLloQxXVXRFQlVwzW1OCkKVr1dHA1pNpgZJNmfyndSoes8T9BQCTHxf51BzhCbzg8xmlxpTng7jjn2+tDoulShUvHhoJbcqp1JOUXPJyZhjA3Gn+5qkhW+P54iDvn5Rj4bIFbSLW6+ci6rFCGffxzf1UoATJVEouAMDZrw91FqO1g54FMp8uISY9f44ylskgm1T4h0fy6B8vwDYNn+CWkAx0dRNm8HzTbZqGaAxyzxN7MTBeUMoVAT/GnChW0Jp2FH9ZIFrJ9dBLvSiUq5jdmgodF8XVBdnvsZaSS3hyqSVcolwx3Y7mlIPLzmqv+3kgWulGJJfiyXUcSi725XLs5pf2AtRdkcoV6ym5okkuqvwg1RytFx7ZfXgWskm3ZndFKr2vejWUZAiXKw41n4PzC9/Cj5s/hJeOjGF77zgcy8S1SxhJqRjPJ5xIksvzPJGsu/wsX8XTFLhHwb0DzdV0Dm4EQUO46dxuAMA/rdstqmYAn+QSVTP8Ghe8GDYfGhExDSmXAQBtC5Htmqv+LcmWZLTEjofm0mRAvR4iuYSSiz1PNGdRxUe0Jxf/e3z8C6uPCPL8wjnq/NbTnEQ8SePJwXkzs+K1oCeX8tNUf0YZz0eVg54wtCfXqwZNcp0GxIOeXC75ckxDImbh2f3DIiO8tHsKJRf/LJEVd//XFtz9X1tEOQRNEJkQycWOoasxjpRrYw6Xye7um8DGvZKSy3LUkjXTn1QrfBL0SS62EFGnw7Lp4N2rZ4qAtyFuoznlYBb3GNvTN46fPXsQnseY9xkBFQCVEx0YzqPMO1sNccV9qeJhp8cmcYweQkuFZUWKRHIFzMRJzRTc1NcDbba/v34fqlVPTKoFV51AKfhqa3CVLM68jjQc2zw+nxqLjGs5yWUYQKpFtBcXKp4pSC7KKuaKFTEhy4s6lSwCjORpz8Qxpy0Fz2OL8NLuRlyxiBEYycxJklyG7+FBLd9JPnzhHHUCp822ILlqKrn4QjapSvflLHuQ0AyWePqKLf8rbls9M/R5QiZuw+YmromYBcMwItsOK+dDzQZs9WewXLFa9bBvYNK/Tga7zy8fGYPBO721ZdNKNpjUYeTHRbiGlyq956JZ+MjlczEVZJIrqLSkeYFUD/Tz4FAOf/mzzQCA9148O5QNb0yxsTpWNkUwJ5NcQSUXy0L6c8nNF/RgJp8XGvnfpM10e5Zt4Aueja8/tAMA8L5LZyPt2jg4lBONKWSz7tsumqkEVlEqArmDKxFk2cZG/O0bl4j3UCB4+YJ2rJzVjDvXzIdjm+jKJvDzOy7GP77jXPzjO87FDz50qf/FgTFKQe6DW4/C87xQd8XjRZTxPJnOL+rKCJJQfm8QFHxOVaoo4w3Lu5VNQvCZITJ4bgQhcjyQkw61uiueO4MRU3etmY8vv3mZIF9b0uH5kAjOn2486M+f8E3n5TkQpgUYnIC32aajuXsu4o0dKCEG0/DQnGeb+YpVw5Mr5pc6beRE2oqZTWKT+9DLx/CddbsAsOD7msU+CR18Lo0lbwY6lgLz1oTOi10QV/0J4Lql00LKC5mgD3a8pGtMSurgJoE6LBqG7w2kfLftl2dSyZBM3MklusHNQiufH+n9dNRCyWXWJrlqKbloDahnPA+oa01nJi7OjcZEYzKGX37sEvzw/ReGPitMpaXjueps/z6Shxr9JO/CoNKQ1qbekTwu/fLDeNu3n1RKb5lCg703XwyTXOOFMm797nq87h8ew8d+uElssIYni3h05zA/Brp//jNx4ewWfOp154p/N2Tqk1y0mZ7XnkZ7gytI1aIXEyq8f39yb6ikcnCiiL+5fyvuuncTvvbgdqzd3hfqJBpEWSa5lr0t9HpcKLm4qoLHFAX4CZW2tOrXdogruf7lsd343M8247dbWKnwgs6GyDLxoJKLklKyRcGas9uxbHojJosVfPORXUJpRzGfPHd94Q1LlDkT8P3Y5Pn7/udZ85LXLQuPYZpPC5ICr5aSi8aXUHLxn06CfYfb2ImN//cavGPVjMjPy3/6nAilG6kej47mRWwdbGxUE0RMc08u+T6p5YqlcIkuf++LRyfxiR89hy2HR+B5Hh7bwRJbguTicRKRdQYfhwU4irIbCMYivnJ8OMfmsmrVw8GhSewfmETvaD5UrmgawBAyqAL4OVc3X3V2u/gbMWm/1CgpuXKlCjYfHMGvNx/BzmPj2D84iZhlhMhQIqeAsO0Akc/UfVz4lhrh0sZbVs5AUzKGfQOT+PWLfqm87MfF/ghPzDoJVD3gcX5tS5ZEqM5bo5TfmgYUJddwSSW3KE6m9SHUVIfPJ3aZq/u4gIA+d3Aoh//565fQN1ZA7xjZX/B4MmBfETWvrJzt7zNaUg7Sro1UisWRec8RHmhAoLsiv4jZJLMeoe8WHdsDz+djO/pxxVcexWbe1OKkIZco6nLFVxTRq47GqwpaFEiGSURVT3MSn7l2Ab5w/1YALOtONdoy2qUOfjRBf3zNWfjvLUexb2ASP3uWTbxz21LCmyQYTNOCTN2w5ral8LuXWGnF8weHsUCQXAHDR8Ngk2K1xLwRytLmhk+WjWB/sznTgJa0i4WdGbx0ZFT4e8zm71+/Z1Bs0t5yvqriAvzN+OGRPMZdG1mjgE/97GVck1+EvrECRpHCZLwDyXwv5o8/AwB4ecjD8xv2Y1svk4zTpLViVhNet2zalKVcMj7x2rNw2/eexq9eOILGRAxv5RN5sQbJJW/qATYpP/nZKyPltCFQZyQjht39E/je43swuzXlG/QLwqb+5pR8jGTlkLyor5SUXEu5seubz5uOr/9uBz542Rz8+VXzEXvw1/zLslMfdw2UDBsOynC5wuVLb1qKT1+zIHSNQuWKIkNVQ8lV5efVuQywHCHZLpSrUmmqqXzGdriiy2OPr0zQXL90Gv6fX72EgYliKNvUEI/hu7etQDJmiWDjrjVnYeexscjNH+BvpCyu5KKf//X8YTy4tRczW1K4ZH4rxvNlFMpVeDZfRMvjuHP2QTyzbwgxrwQYQEdTRlEVkCosSHK956JZuHZJZ6ibUy10KySXShK4tokx+MRMJhHDoeEc7viPZzE8WUJPcwKfvPqs0HfO6WgCtgAjfIzEY6ZCrKccC8umN6JS9cSm2o2ZyJWYfxF5PwFAIw96hSKDMo2Sv8hbz+/ByGQJ9244IMpw5BKFaY0JvH55l1Ab1NpgdTYmMDRZEplfxJJ424oevHBwGN9/ar/IrjcmYvjxh1Yrn1WIJbmGMDBGb1nVg6f3DuLfntyHUtUTmdSTNZ4HgHXb+2AahiiFWzQtg7M6GmCZBipVr3a54gkquQBGGtx8QY8o05FNfOXzOBk/LjqWBR0NSMftkGcMbQyJmDIMA2+7oAer57Zg3Y4+vPGc7tD3Xb6gDZ2ZOI6O5vHddbtxTg8LaNfvYddq5azABt9ygHIO5yWOAmNA94x5gGnCaOwGRvaiM8f8hzybPLmiyxUf4Zl5yzRwzowsTMNAT3MCBwZz+OHT3DtrUSd6mhP4wXqmMgs9lwuvZ//VApVByyRXoFQRUOfPYMdLuaFKNhkTpbcEmqO7GhORz2iCq43G82WxzsgkF8CIwLFCWczJNLe2NgSVXOz9lJCoBssVrSDJJY2tgJKLDIpreXKRaqOnOQHLNESyTTacP6ujIfKzDl9jZCKDFIOAT7CT/9C+gegxTuNyrFDGWKGMA4O+MoYphQ3EbQu5UgWP7+pn5A2HBw9//7sdIgH6q81HUKpU8e7Vs/CddbvQM+kBMaCrJcP/lv93bzq3Gx0ytxuvb0VAc/T8jgYYhoFkIgnkWBLuW+88H7f969PY3juOrz24HRWPzenpuI2//90O4dMWRC0lFyUwJ502JGe/JvQ6JUPo2s/mKsecFxNES2uDOicdMTuACvDNR3Ypv48qVQR8MmvnsTH8bmsv7n+BlUPLFgWGYeDjrz0Lt39vA/718T3i9zRn0fFdvahDKR0n0Bh4/sAwHnqpF6ZpYN12NmcEldGAP25PRslFybaWpibgGIB0e90GSDKZQob/MtrSLhzLRLFSxa82H0EiZmH7sTF+3lNUKtAeIseeW0M6h4a4DeL8ShWmbsqVKtg3MImJQhnvyXloBfC9pw7jZ9VDuP+Fw1gxs5lZegC4jKuggkouigVKsNFgmTU9uQC2/kwWc/j22t2Y2ZLEvU/vx94BvyyTnlsau3Qd+8aLePEQe05ulNahxkQMCzsb4NosBqK40/OA1//jYwD8dXjl7Gax/yNcdXY70q6N8UI57MlFsRMp7pMxfPA1cxCPWSEiKeXauP3i2fjqg9vxzYd3ojnpYFffOO55gj2708l3jc+p6XQamAB+wa0AKlI3Vsy/GrNaU6JBl2UaLJkNFucP5tmB0lz69gt68PSeQbE+BBPIolyxxIhPUvfNaUvhyoXtePjlY/indbtFzAFInev5Z103DuSiY7vmFIsptvWOCT+5hoYGoJeVZZ7bE01y0WH+71vPw7GxgiDW6N7/fNMhPL6zH91NCezoHcc9vFLqGw/vwHffvSJ0HMeNeJYl27yKVnK9wtAk12kABWGDEeUC7149C/c/fxjP7h/G4q5MeHKAb+hsGFLLVsfCF9+0FO/47noAwC0re/Chy+bimr9fh3ypKrIlBCpDoNplUhv9hme84skkUIUiSRWw40CxhHiqAcj5hsA0+aQMFuS0N7OJZMXMJrx0ZFT42szhPx/g2YWkY+H6paofAZ0nbdryiAOYwLGcic/89AXxnrHMfCTzvZieexkAcDAXw1f+c7N4PSaVF/zjO84Ln0sdXDSvFV9563Lcee9z+I/1+3FRzMO5FlCJq5MQZbaDBA7gl2dMCR6w97Q1AUchiE7/RFSpbi10NcZx51Xzcd+mQ9g/OIkZzUm1dKUtjWwyhuHJklAJ3nHFPHzgNXOk7kX8mBP1s731UIIDII/GBvZs2JYZeX2I5KJFm1QiwSwomucA0y9gC8GK9wKL3yh2SAnHYiQXJ7eIXDF5MLX6rC7c3jkL89sbcNmCNoXkiccsvH1lD775yK5I2b28kQGAP7tkdug9MoiUcuJsYbX4pmc7N4V//uCI8BMCgLZsFhgHjMl+fHzyM5A91Ke1NSMes9DW4KJvrCC8SNCsHoNpGsdNcAF+QGgY4etMASDdhyapw2JD3MZX33ZO5Cayo5k9S7Rh6czElaDaMAz8/CMXw4MfUCdjFoZRwvtfM4d1zuEgAoaMoOmZb81mgD4238xrT+PWVTPx040H0dI9H96gA6NlvnJMf3bJbEFyRUna2bWIM88KGlc8U/43b1iC65dME0TwlDBNRkBUiqHEwE3nTsd4oYLP//xF/Md6v4RONv0/Hsjmre/+16eV186elkE8ZmFeWxrbesfC5QEcFFCfiJILAN65aia++/vd8DygKXDcc9vSWLu9T8menggs08Cv77wUBsI+Quy+5bB6rvrdPc1J3LpqJqJgWybedkEPvvHQDnzlt6pBtm0aODfov2i7QDkHZ4wRUWhkCRe7qQcY2QtzkG2ULYetW7JnFcASKDOak6KE5qK5LWKM3PeRi/HZ/9yM373UC8MA1izqQEvKQTxm8nX5xO6D2BzE2bHMaE5Gqr1N00AixsiSoJKYgvrmlIMfvG+V2AQQaA6LKlUE/ETKmJRICXZ3bEzEcGQkHzLlpnL+axZ34MGtvUINRQSiXMpE32MYbKOZTcbYpGW5zLeQz4dXL+7Att4xoZBJudHkMdkHELlFhFaUGjCIeMzCWL6skm6NcSzpzuDFQ6NAgj2fRpKtmT7hph5LdzYB2zSQcCy8/9I5+K/nDzMfRvj3Jemw+/bxHz0feSyZuI2PXjkPX/ntdvx2ay9+y73e3s6TOeSDaUuq6GuXdgLVMf9LanTpE3+DP5fkoRnLtAE5IJltxwWzmnHTud34wfr9+MbDO0Ofndeexk3ndmNv/wT+e8tRjObZZr2phoq+aieAAnBkxg2Ya4bvHV1DQXa57P6RuixFXdkk4Vuv1QmU2GvTm5Ii6bm8xnxOysNfbz6KX2/2VS/BMXD5WW346BXz8O21u0TZocurBN58/nSs296H//HGJZGEEq1BD718DA9xHy4AOKsjjQWdYXJ1AU9aeDLZ4EQruSg5SLHPbatnwfOAZam5jOTKRiu4CNMycaye04KubCIyZjVNA91NCezpn8Cd9z6nvBaK1YKQPX3jjRhc9RngN4wco9jUNg2Uqx5uv2eD8tHVsRJaLZY0Xd6TxfMHhvHk7gGYBnD36xfjrStYBQspzWiNTCTYc1vi8UhL2uEWCUbIJuCsjjQODefwQ6m8PWYZcCyWhAsSNUTqUbfOTNzGFQv9cjPTNPCrP/fXM8Ng954U7g2uLebOyyPKR+MxC9ct6cRPNh4MNUNaNr0RS7ozyuc+d/3Zoe8g3LZ6Fr6zdhe29Y7hnf+yXvw+5Vii4Rjdn9amLNALQVKXub8xnDQwYzXSto2ffeQi2KYpnu88XDgoY5R3BaaxevXiTjz66Sb8/e+24/c7+nHp/IA6if9NmxvP07wfs0z8y20r8Oj2Pvzdb7YJEURr2vFjXIoHmxqBXHg9Jqya06yQXJlGtu5X7aQyF8lejHRewRiBxhf53sp414Uz8Rd17sFxwTSZgmu8V/Xn0viDoUmu04B3XjgDfWMFlCosyL1+iU/wWKaBr918Dr5w/1a868LoIL47m8A7Vs1Ac9JRSLCL5rbis9ctxPMHhvHZ685GYyKGr73tHPz4mQNYI0nrAdYhbNn0rJD7Xr24A/e/0Iq+sQIMw8CNK88GDr0F6I4ghi65CxjYhY+ffy1uODYuui7hgj8DJvsxkcvjQM7FkqveAYCVFh0cmhQEwWsXdeL+548IP4VbV80IZTMAFqR99Ip52HlsHG73J1DpfRpXNl6J8rZBeJ7H/HJWfQx4YgIoF1GKpdA67R1YvjeNQrkKxzbx9gvqL+5T4cZzulGqeLjniT14PH8DesplTL/k7cp7XruoA49u7xMm7ieF1R8Btj2Ad17yVuDZPuwbmMARqQPXtItuAZ7ZFynnl0HZxo+/9iwcHJpEY8CDzDQN/MX1Z+OxHf3KM6EQPEveDBx5DjjnHSd9OmMXfBRjR55Hz9zldd/3pvO6sb13TGTC1pzdgb+5cbHI0AnYDvC+30V+x0cun4uth0cFeXr36xfhqd2DyDZ9ENhgou3c1+PuTJhEJbzvkjnY2z8ZMn49GXzsyvmY357G7OmdwLrD6L7gXbjMZKrEVbObsfPYOJ7aPYCka2NmcxJvPe9C4Om3AMdeEt8xVihjsG0lZja18e+chyd3DSCx+MPASz8HzrrmDzrGmS1J3LKyB21pN5T9++Blc/DU7gGR8X7XhTPhecD1Sztx03nTa2bjMedyYP41mDn3zVizrT1SMRmU3n/kinnYuG8IH3yNqky7ddVMTBYrfhC2+Cbg4AYsOO+DuPzpOG7nvkxLpzdi7WeuQHPSgZF/nmXDJCzpbsRda+ZjcKIY6hZFuO2iWShVPDRfeBuwcZA9+/xYL5p3gsHGpZ8ERg8BmXBW/l0XzkQmbuM/1u9Hc8rB/I4G3HyCc1MmHsN7LpqldEIFWMZ/xSwWlH30ynm4b9OhUFkw4dolnXh810DNspVamNGSxGevXYjdfRM4u1NVgfzlDWfj3atnnpTpPCEqmQMAX3rTMmw9MhIykp0Kt62eiWf3DYk1hvD65V3hcrZLPg688GP2/82zgZkXsf+/8CNAYRSolIFEFkvWvAt/vSCuZO0Bphpc95krMDxZxKHhnKLybE27+O67z8cDLx6FaRiCYP786xZh474hnFtDWVITsy8D5l+DhnNuwdeKy7FoWmNNhcZHLp+LvQOTWDRNvV/vXDUDlsE2R1HKpeuWduL3O/vx3otnRX5vV2Mcb7+gB8/xTd7quS0hG4D3XzoHD7x4VDyXb1vRg+FcSSSzzp/ZjEc+dbl4/5xVr8fzW36KyjnvUr6nJe3iH285D80pxz/PSz8JjBwAGtkG95NXL8CN53Tj+0/tw57+CVw0N3rcXr90Gh7fNSDmj4vnteBv37hEKV2phQ9fNhebDgyHyIi/uO5s/MtjezDt2k8D+5agp+N6nF84gIlCGa5tChsJQmdjHOs+cwXScZuN54tn4W9/uRXZpCNIrg9fPlc04wmiOeXgL64/G0u6G7G4qxFffXA7JgplxGMWXn/xu4Atu1gSCMCSrgzedG43zpvZxAmWZmDlBxiRX0MRRHjXhTNRrnp4AzfTnnndnfj/fhHHite9HwBLjO3pn4Bjm+hpSmI0X8KhoRxWzGrGXWvmi3P5mxuX4FebjyDpWDXJkPY1f479T8bRff1nIl+/cmE7Ll/Qhltpzuo+H1j4OjTPuBKv2zvNJ3ktG7j4LqA4gRsTq7DlyCg+e+3Z6GyM438/uhPPHxjGtYuj1/jrl03D73f0YzRfgmEYWNKVwWvOagutY4Zh4FPXLMCbz5+Obzy0g50XTxh84rVnCd+uKLzn4lnw4GHnsXEcHMqhUvVgWwbuvCr6M+2ZOL777vOZmmznn7MESiL6WaUxfcVCRn7Mak3hr9+wGMh1A6kUW0PrwDQN/PAD4TJdGR+5fC7+9XFWourYJnqakzi7swGvXx5e7xT0rAQWXM8SlZd+Et3xJry17wV0NyXEmP7YlfPxwIusdDPhWJjZnEQ6bmPjwTcjOZ7Ge2+5HcvPmoufbDyIXzx3CB98zVy8RooRr1ncgd9uPSpK1XsWrcKBJ66BMYvN5UnHxrffeT5MwwhZYfzjO87Dg1t7sXZ7H46N5XH90ml44zndSLk2+scL+NGGA/j9jj68gZ/nJfPacMm8VvSPs73SbatnhtRhwfXsQ5fNxbP7h3DHFfMwpy2F76zdhd19E3jbCnV+IPz5VfMxNFnCLSvV11OujV9+7NLIz0ShMRnD3W9YjO/x+5Z0LLxheRfedP50P/G38HXAnnWYdskHcN+Vi/Dwy8fw3IFhXHreYmDbOhbb8SqChYG1f/i8j2HXnk3oSi7FwqSrkEOtaRd/+8al0Qc2/2pg9mWojPfh0EgBE8vfJ14yDANXLGjHFQvakStWsH9wEu0Nrq+4uuhjwO5HcdulN+Hs/eM1Y533XzoHB4dyYh1beumNeOGlH6Oy9Gblfe0NLm5dNaOuIOG9F8/C95/ah87GBJqSMRwaymGyWMEHXjNHjLk/GJd+Ctj3GDD9D1CEaYRgeCfap/hVxujoKBobGzEyMoJM5uS6u2loaGhoaGhoaGhoaGhoaGho/GngeLkibTyvoaGhoaGhoaGhoaGhoaGhoXHGQ5NcGhoaGhoaGhoaGhoaGhoaGhpnPDTJpaGhoaGhoaGhoaGhoaGhoaFxxkOTXBoaGhoaGhoaGhoaGhoaGhoaZzw0yaWhoaGhoaGhoaGhoaGhoaGhccZDk1waGhoaGhoaGhoaGhoaGhoaGmc8NMmloaGhoaGhoaGhoaGhoaGhoXHGQ5NcGhoaGhoaGhoaGhoaGhoaGhpnPDTJpaGhoaGhoaGhoaGhoaGhoaFxxkOTXBoaGhoaGhoaGhoaGhoaGhoaZzw0yaWhoaGhoaGhoaGhoaGhoaGhccZDk1waGhoaGhoaGhoaGhoaGhoaGmc8NMmloaGhoaGhoaGhoaGhoaGhoXHGQ5NcGhoaGhoaGhoaGhoaGhoaGhpnPOzTfQBBeJ4HABgdHT3NR6KhoaGhoaGhoaGhoaGhoaGhcbpBHBFxRrXwR0dyjY2NAQB6enpO85FoaGhoaGhoaGhoaGhoaGhoaPyxYGxsDI2NjTVfN7ypaLBTjGq1isOHD6OhoQGGYZzuw3lFMDo6ip6eHhw4cACZTOZ0H46GxhkFPX40NE4OeuxoaJw89PjR0Dh56PGjoXFy0GOnPjzPw9jYGLq6umCatZ23/uiUXKZpYvr06af7MF4VZDIZ/bBqaJwk9PjR0Dg56LGjoXHy0ONHQ+PkocePhsbJQY+d2qin4CJo43kNDQ0NDQ0NDQ0NDQ0NDQ0NjTMemuTS0NDQ0NDQ0NDQ0NDQ0NDQ0DjjoUmuUwDXdXH33XfDdd3TfSgaGmcc9PjR0Dg56LGjoXHy0ONHQ+PkocePhsbJQY+dVwZ/dMbzGhoaGhoaGhoaGhoaGhoaGhoaJwqt5NLQ0NDQ0NDQ0NDQ0NDQ0NDQOOOhSS4NDQ0NDQ0NDQ0NDQ0NDQ0NjTMemuTS0NDQ0NDQ0NDQ0NDQ0NDQ0DjjoUkuDQ0NDQ0NDQ0NDQ0NDQ0NDY0zHprk0tDQ0NDQ0NDQ0NDQ0NDQ0NA446FJrlOAb37zm5g1axbi8ThWrVqFp59++nQfkobGacW6devw+te/Hl1dXTAMAz//+c+V1z3Pw1/91V9h2rRpSCQSWLNmDXbs2KG8Z3BwELfeeisymQyy2Sz+7M/+DOPj46fwLDQ0Tj2++MUv4oILLkBDQwPa29vxxje+Edu2bVPek8/ncccdd6ClpQXpdBpvfvOb0dvbq7xn//79uOGGG5BMJtHe3o5Pf/rTKJfLp/JUNDROOb71rW9h2bJlyGQyyGQyWL16NR544AHxuh47GhrHhy996UswDAN33XWX+J0ePxoa0fjrv/5rGIah/Ldw4ULxuh47rzw0yfUq40c/+hE+8YlP4O6778azzz6L5cuX45prrsGxY8dO96FpaJw2TExMYPny5fjmN78Z+fqXv/xlfOMb38C3v/1trF+/HqlUCtdccw3y+bx4z6233ootW7bgwQcfxC9/+UusW7cOH/jAB07VKWhonBasXbsWd9xxB5566ik8+OCDKJVKuPrqqzExMSHe8/GPfxz3338/fvKTn2Dt2rU4fPgw3vSmN4nXK5UKbrjhBhSLRTzxxBP4t3/7N9xzzz34q7/6q9NxShoapwzTp0/Hl770JWzcuBHPPPMMrrzyStx4443YsmULAD12NDSOBxs2bMB3vvMdLFu2TPm9Hj8aGrWxePFiHDlyRPz32GOPidf02HkV4Gm8qli5cqV3xx13iH9XKhWvq6vL++IXv3gaj0pD43X2mMwAAAdBSURBVI8HALz77rtP/LtarXqdnZ3e3/3d34nfDQ8Pe67rej/84Q89z/O8rVu3egC8DRs2iPc88MADnmEY3qFDh07ZsWtonG4cO3bMA+CtXbvW8zw2VmKxmPeTn/xEvOell17yAHhPPvmk53me9+tf/9ozTdM7evSoeM+3vvUtL5PJeIVC4dSegIbGaUZTU5P3z//8z3rsaGgcB8bGxrz58+d7Dz74oHfZZZd5d955p+d5eu3R0KiHu+++21u+fHnka3rsvDrQSq5XEcViERs3bsSaNWvE70zTxJo1a/Dkk0+exiPT0PjjxZ49e3D06FFl3DQ2NmLVqlVi3Dz55JPIZrNYsWKFeM+aNWtgmibWr19/yo9ZQ+N0YWRkBADQ3NwMANi4cSNKpZIyfhYuXIgZM2Yo42fp0qXo6OgQ77nmmmswOjoqFC0aGn/qqFQquPfeezExMYHVq1frsaOhcRy44447cMMNNyjjBNBrj4bGVNixYwe6urowZ84c3Hrrrdi/fz8APXZeLdin+wD+lNHf349KpaI8kADQ0dGBl19++TQdlYbGHzeOHj0KAJHjhl47evQo2tvblddt20Zzc7N4j4bGnzqq1SruuusuXHzxxViyZAkANjYcx0E2m1XeGxw/UeOLXtPQ+FPG5s2bsXr1auTzeaTTadx3331YtGgRnnvuOT12NDTq4N5778Wzzz6LDRs2hF7Ta4+GRm2sWrUK99xzDxYsWIAjR47gC1/4Ai699FK8+OKLeuy8StAkl4aGhoaGxhmIO+64Ay+++KLi66ChoVEfCxYswHPPPYeRkRH89Kc/xW233Ya1a9ee7sPS0PijxoEDB3DnnXfiwQcfRDweP92Ho6FxRuG6664T/79s2TKsWrUKM2fOxI9//GMkEonTeGR/utDliq8iWltbYVlWqDtCb28vOjs7T9NRaWj8cYPGRr1x09nZGWreUC6XMTg4qMeWxv8R+OhHP4pf/vKXeOSRRzB9+nTx+87OThSLRQwPDyvvD46fqPFFr2lo/CnDcRzMmzcP559/Pr74xS9i+fLl+PrXv67HjoZGHWzcuBHHjh3DeeedB9u2Yds21q5di2984xuwbRsdHR16/GhoHCey2SzOOuss7Ny5U689rxI0yfUqwnEcnH/++XjooYfE76rVKh566CGsXr36NB6ZhsYfL2bPno3Ozk5l3IyOjmL9+vVi3KxevRrDw8PYuHGjeM/DDz+MarWKVatWnfJj1tA4VfA8Dx/96Edx33334eGHH8bs2bOV188//3zEYjFl/Gzbtg379+9Xxs/mzZsVovjBBx9EJpPBokWLTs2JaGj8kaBaraJQKOixo6FRB1dddRU2b96M5557Tvy3YsUK3HrrreL/9fjR0Dg+jI+PY9euXZg2bZpee14tnG7n+z913HvvvZ7rut4999zjbd261fvABz7gZbNZpTuChsb/aRgbG/M2bdrkbdq0yQPgffWrX/U2bdrk7du3z/M8z/vSl77kZbNZ7xe/+IX3wgsveDfeeKM3e/ZsL5fLie+49tprvXPPPddbv36999hjj3nz58/3brnlltN1ShoapwQf/vCHvcbGRu/RRx/1jhw5Iv6bnJwU7/nQhz7kzZgxw3v44Ye9Z555xlu9erW3evVq8Xq5XPaWLFniXX311d5zzz3n/eY3v/Ha2tq8z33uc6fjlDQ0Thk++9nPemvXrvX27NnjvfDCC95nP/tZzzAM77e//a3neXrsaGicCOTuip6nx4+GRi188pOf9B599FFvz5493uOPP+6tWbPGa21t9Y4dO+Z5nh47rwY0yXUK8A//8A/ejBkzPMdxvJUrV3pPPfXU6T4kDY3TikceecQDEPrvtttu8zzP86rVqvf5z3/e6+jo8FzX9a666ipv27ZtyncMDAx4t9xyi5dOp71MJuPdfvvt3tjY2Gk4Gw2NU4eocQPA+973vifek8vlvI985CNeU1OTl0wmvZtuusk7cuSI8j179+71rrvuOi+RSHitra3eJz/5Sa9UKp3is9HQOLV473vf682cOdNzHMdra2vzrrrqKkFweZ4eOxoaJ4IgyaXHj4ZGNG6++WZv2rRpnuM4Xnd3t3fzzTd7O3fuFK/rsfPKw/A8zzs9GjINDQ0NDQ0NDQ0NDQ0NDQ0NDY1XBtqTS0NDQ0NDQ0NDQ0NDQ0NDQ0PjjIcmuTQ0NDQ0NDQ0NDQ0NDQ0NDQ0znhokktDQ0NDQ0NDQ0NDQ0NDQ0ND44yHJrk0NDQ0NDQ0NDQ0NDQ0NDQ0NM54aJJLQ0NDQ0NDQ0NDQ0NDQ0NDQ+OMhya5NDQ0NDQ0NDQ0NDQ0NDQ0NDTOeGiSS0NDQ0NDQ0NDQ0NDQ0NDQ0PjjIcmuTQ0NDQ0NDQ0NDQ0NDQ0NDQ0znhokktDQ0NDQ0NDQ0NDQ0NDQ0ND44yHJrk0NDQ0NDQ0NDQ0NDQ0NDQ0NM54aJJLQ0NDQ0NDQ0NDQ0NDQ0NDQ+OMx/8PfjR4qMG1lW4AAAAASUVORK5CYII=\n" + }, + "metadata": {} + } + ], + "source": [ + "figure, ax = plt.subplots(figsize=(15, 5))\n", + "for treatment, treatment_sessions in sessions.groupby(\"treatment\"):\n", + " reindexed_treatment_sessions = treatment_sessions.sort_values(\"timestamp\").reset_index()\n", + " ax.plot(reindexed_treatment_sessions.index, reindexed_treatment_sessions[\"time\"], label=treatment)\n", + "ax.legend()\n", + "pass" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "X7e6g6w81xr6" + }, + "source": [ + "## Analyze the experiment" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "metadata": { + "tags": [], + "id": "ZFmFDmP_1xr6" + }, + "outputs": [], + "source": [ + "user_level_data = (\n", + " sessions\n", + " .reset_index()\n", + " .groupby([\"user\", \"treatment\"])\n", + " .agg(\n", + " {\n", + " \"timestamp\": \"count\",\n", + " \"tracks\": \"sum\",\n", + " \"time\": \"sum\",\n", + " \"latency\": \"sum\"\n", + " }\n", + " )\n", + ")\n", + "\n", + "user_level_data[\"sessions\"] = user_level_data[\"timestamp\"]\n", + "user_level_data[\"mean_request_latency\"] = user_level_data[\"latency\"] / user_level_data[\"tracks\"]\n", + "user_level_data[\"mean_tracks_per_session\"] = user_level_data[\"tracks\"] / user_level_data[\"sessions\"]\n", + "user_level_data[\"mean_time_per_session\"] = user_level_data[\"time\"] / user_level_data[\"sessions\"]\n", + "\n", + "metrics = [\n", + " \"time\",\n", + " \"sessions\",\n", + " \"mean_request_latency\",\n", + " \"mean_tracks_per_session\",\n", + " \"mean_time_per_session\"\n", + "]\n", + "\n", + "user_level_metrics = user_level_data[metrics].copy().reset_index()" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "metadata": { + "tags": [], + "id": "V-6DZnmP1xr6" + }, + "outputs": [], + "source": [ + "treatment_level_metrics = (\n", + " user_level_metrics\n", + " .groupby(\"treatment\")[metrics]\n", + " .agg([\"count\", \"mean\", \"var\"])\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "metadata": { + "tags": [], + "id": "eA3Zq5_z1xr6" + }, + "outputs": [], + "source": [ + "def dof(n_0, n_1, s2_0, s2_1):\n", + " numerator = (s2_0 / n_0 + s2_1 / n_1) * (s2_0 / n_0 + s2_1 / n_1)\n", + " denominator = s2_0 * s2_0 / n_0 / n_0 / (n_0 - 1) + s2_1 * s2_1 / n_1 / n_1 / (n_1 - 1)\n", + " return numerator / denominator\n", + "\n", + "\n", + "def ci(n_0, n_1, s2_0, s2_1, alpha=0.05):\n", + " return ss.t.ppf(1 - alpha/2, dof(n_0, n_1, s2_0, s2_1)) * np.sqrt(s2_0 / n_0 + s2_1 / n_1)\n", + "\n", + "\n", + "effects = []\n", + "\n", + "control = [data for treatment, data in treatment_level_metrics.iterrows() if treatment == \"C\"][0]\n", + "\n", + "for treatment, row in treatment_level_metrics.iterrows():\n", + " if treatment == \"C\":\n", + " continue\n", + "\n", + " for metric in metrics:\n", + " control_mean = control[metric][\"mean\"]\n", + " treatment_mean = row[metric][\"mean\"]\n", + "\n", + " effect = treatment_mean - control_mean\n", + " conf_int = ci(\n", + " control[metric][\"count\"],\n", + " row[metric][\"count\"],\n", + " control[metric][\"var\"],\n", + " row[metric][\"var\"],\n", + " )\n", + " effects.append({\n", + " \"treatment\": treatment,\n", + " \"metric\": metric,\n", + " \"control_mean\": control_mean,\n", + " \"treatment_mean\": treatment_mean,\n", + " \"effect\": effect / control_mean * 100,\n", + " \"lower\": (effect - conf_int) / control_mean * 100,\n", + " \"upper\": (effect + conf_int) / control_mean * 100,\n", + " \"significant\": (effect + conf_int) * (effect - conf_int) > 0\n", + " })" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "metadata": { + "tags": [], + "id": "cON24zD61xr6", + "outputId": "0f6c5242-9094-4dc8-f861-1c8d7597b664", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 242 + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "<ipython-input-90-a08bb4ed8e0a>:9: FutureWarning: Styler.applymap has been deprecated. Use Styler.map instead.\n", + " pd.DataFrame(effects)[[\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "<pandas.io.formats.style.Styler at 0x7cde6790d8a0>" + ], + "text/html": [ + "<style type=\"text/css\">\n", + "#T_03ee9_row0_col2, #T_03ee9_row0_col3, #T_03ee9_row0_col4, #T_03ee9_row1_col2, #T_03ee9_row1_col3, #T_03ee9_row2_col2, #T_03ee9_row2_col3, #T_03ee9_row2_col4, #T_03ee9_row3_col2, #T_03ee9_row3_col3, #T_03ee9_row3_col4, #T_03ee9_row4_col2, #T_03ee9_row4_col3, #T_03ee9_row4_col4 {\n", + " color: green;\n", + "}\n", + "#T_03ee9_row0_col7, #T_03ee9_row2_col7, #T_03ee9_row3_col7, #T_03ee9_row4_col7 {\n", + " color: white;\n", + " background-color: green;\n", + "}\n", + "#T_03ee9_row1_col4 {\n", + " color: red;\n", + "}\n", + "#T_03ee9_row1_col7 {\n", + " color: white;\n", + " background-color: red;\n", + "}\n", + "</style>\n", + "<table id=\"T_03ee9\" class=\"dataframe\">\n", + " <thead>\n", + " <tr>\n", + " <th class=\"blank level0\" > </th>\n", + " <th id=\"T_03ee9_level0_col0\" class=\"col_heading level0 col0\" >treatment</th>\n", + " <th id=\"T_03ee9_level0_col1\" class=\"col_heading level0 col1\" >metric</th>\n", + " <th id=\"T_03ee9_level0_col2\" class=\"col_heading level0 col2\" >effect</th>\n", + " <th id=\"T_03ee9_level0_col3\" class=\"col_heading level0 col3\" >upper</th>\n", + " <th id=\"T_03ee9_level0_col4\" class=\"col_heading level0 col4\" >lower</th>\n", + " <th id=\"T_03ee9_level0_col5\" class=\"col_heading level0 col5\" >control_mean</th>\n", + " <th id=\"T_03ee9_level0_col6\" class=\"col_heading level0 col6\" >treatment_mean</th>\n", + " <th id=\"T_03ee9_level0_col7\" class=\"col_heading level0 col7\" >significant</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " <tr>\n", + " <th id=\"T_03ee9_level0_row0\" class=\"row_heading level0 row0\" >0</th>\n", + " <td id=\"T_03ee9_row0_col0\" class=\"data row0 col0\" >T1</td>\n", + " <td id=\"T_03ee9_row0_col1\" class=\"data row0 col1\" >time</td>\n", + " <td id=\"T_03ee9_row0_col2\" class=\"data row0 col2\" >45.531745</td>\n", + " <td id=\"T_03ee9_row0_col3\" class=\"data row0 col3\" >55.218030</td>\n", + " <td id=\"T_03ee9_row0_col4\" class=\"data row0 col4\" >35.845459</td>\n", + " <td id=\"T_03ee9_row0_col5\" class=\"data row0 col5\" >2.193708</td>\n", + " <td id=\"T_03ee9_row0_col6\" class=\"data row0 col6\" >3.192541</td>\n", + " <td id=\"T_03ee9_row0_col7\" class=\"data row0 col7\" >True</td>\n", + " </tr>\n", + " <tr>\n", + " <th id=\"T_03ee9_level0_row1\" class=\"row_heading level0 row1\" >1</th>\n", + " <td id=\"T_03ee9_row1_col0\" class=\"data row1 col0\" >T1</td>\n", + " <td id=\"T_03ee9_row1_col1\" class=\"data row1 col1\" >sessions</td>\n", + " <td id=\"T_03ee9_row1_col2\" class=\"data row1 col2\" >0.669120</td>\n", + " <td id=\"T_03ee9_row1_col3\" class=\"data row1 col3\" >3.106709</td>\n", + " <td id=\"T_03ee9_row1_col4\" class=\"data row1 col4\" >-1.768468</td>\n", + " <td id=\"T_03ee9_row1_col5\" class=\"data row1 col5\" >1.038136</td>\n", + " <td id=\"T_03ee9_row1_col6\" class=\"data row1 col6\" >1.045082</td>\n", + " <td id=\"T_03ee9_row1_col7\" class=\"data row1 col7\" >False</td>\n", + " </tr>\n", + " <tr>\n", + " <th id=\"T_03ee9_level0_row2\" class=\"row_heading level0 row2\" >3</th>\n", + " <td id=\"T_03ee9_row2_col0\" class=\"data row2 col0\" >T1</td>\n", + " <td id=\"T_03ee9_row2_col1\" class=\"data row2 col1\" >mean_tracks_per_session</td>\n", + " <td id=\"T_03ee9_row2_col2\" class=\"data row2 col2\" >13.243817</td>\n", + " <td id=\"T_03ee9_row2_col3\" class=\"data row2 col3\" >16.515781</td>\n", + " <td id=\"T_03ee9_row2_col4\" class=\"data row2 col4\" >9.971854</td>\n", + " <td id=\"T_03ee9_row2_col5\" class=\"data row2 col5\" >7.131356</td>\n", + " <td id=\"T_03ee9_row2_col6\" class=\"data row2 col6\" >8.075820</td>\n", + " <td id=\"T_03ee9_row2_col7\" class=\"data row2 col7\" >True</td>\n", + " </tr>\n", + " <tr>\n", + " <th id=\"T_03ee9_level0_row3\" class=\"row_heading level0 row3\" >4</th>\n", + " <td id=\"T_03ee9_row3_col0\" class=\"data row3 col0\" >T1</td>\n", + " <td id=\"T_03ee9_row3_col1\" class=\"data row3 col1\" >mean_time_per_session</td>\n", + " <td id=\"T_03ee9_row3_col2\" class=\"data row3 col2\" >44.322513</td>\n", + " <td id=\"T_03ee9_row3_col3\" class=\"data row3 col3\" >53.407981</td>\n", + " <td id=\"T_03ee9_row3_col4\" class=\"data row3 col4\" >35.237045</td>\n", + " <td id=\"T_03ee9_row3_col5\" class=\"data row3 col5\" >2.116758</td>\n", + " <td id=\"T_03ee9_row3_col6\" class=\"data row3 col6\" >3.054959</td>\n", + " <td id=\"T_03ee9_row3_col7\" class=\"data row3 col7\" >True</td>\n", + " </tr>\n", + " <tr>\n", + " <th id=\"T_03ee9_level0_row4\" class=\"row_heading level0 row4\" >2</th>\n", + " <td id=\"T_03ee9_row4_col0\" class=\"data row4 col0\" >T1</td>\n", + " <td id=\"T_03ee9_row4_col1\" class=\"data row4 col1\" >mean_request_latency</td>\n", + " <td id=\"T_03ee9_row4_col2\" class=\"data row4 col2\" >22.903361</td>\n", + " <td id=\"T_03ee9_row4_col3\" class=\"data row4 col3\" >36.022974</td>\n", + " <td id=\"T_03ee9_row4_col4\" class=\"data row4 col4\" >9.783749</td>\n", + " <td id=\"T_03ee9_row4_col5\" class=\"data row4 col5\" >0.254841</td>\n", + " <td id=\"T_03ee9_row4_col6\" class=\"data row4 col6\" >0.313208</td>\n", + " <td id=\"T_03ee9_row4_col7\" class=\"data row4 col7\" >True</td>\n", + " </tr>\n", + " </tbody>\n", + "</table>\n" + ] + }, + "metadata": {}, + "execution_count": 90 + } + ], + "source": [ + "def color(value):\n", + " return 'color:red;' if value < 0 else 'color:green;'\n", + "\n", + "def background(value):\n", + " return 'color:white;background-color:green' if value else 'color:white;background-color:red'\n", + "\n", + "\n", + "(\n", + " pd.DataFrame(effects)[[\n", + " \"treatment\",\n", + " \"metric\",\n", + " \"effect\",\n", + " \"upper\",\n", + " \"lower\",\n", + " \"control_mean\",\n", + " \"treatment_mean\",\n", + " \"significant\"\n", + " ]]\n", + " .sort_values([\"metric\", \"treatment\"], ascending=False)\n", + " .style\n", + " .applymap(color, subset=[\"effect\", \"upper\", \"lower\"])\n", + " .applymap(background, subset=[\"significant\"])\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "XUZBCx4w1xr7" + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.0" + }, + "colab": { + "provenance": [] + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file -- GitLab From c228393d170e4deaf53de40842a51617b37ecc7d Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 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zQ*1`E3T6?@f_9Oy0@R2OYaCGOr`1eTGHZWjD*h-gY~?}9bhM;)XZ@b!MiQS6W-9Jf Q{<5L~e*eqM2mf0AKb#>@iU0rr literal 0 HcmV?d00001 -- GitLab From ba1b76a2b5f8b1edb0668188cec676f558bc7517 Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:30:29 +0000 Subject: [PATCH 13/15] Upload New File --- report.md | 28 ++++++++++++++++++++++++++++ 1 file changed, 28 insertions(+) create mode 100644 report.md diff --git a/report.md b/report.md new file mode 100644 index 0000000..b50cb24 --- /dev/null +++ b/report.md @@ -0,0 +1,28 @@ +## Abstract: Основная идея эксперимента +Р’Р·СЏРІ датасет `500kfeedbacks.csv`, СЏ пошел РЅР° нем учиться СЃ помощью моего доработанного РІ первой ДЗ РєРѕРґР° бейзлайна LFM. Забрал рекомендации, пошел реализовывать реккомендер. Рў.Рє. LFM лучше работает РІ случае РЅРёР·РєРѕРіРѕ времени пердыдущего прослушивания, использую СЃРІРѕР№ реккомендер LFM РІ случае, если `prev_track_time < 0.4`, иначе использую DSSM. Дополнительно, чтобы разбавить РїСѓР» возможностей выдачи LFM, СЏ беру случайный трек СЃ конца СЃРїРёСЃРєР° (РЅРѕ РЅРµ предыдущий прослушанный трек), причем, чем ближе трек Рє концу СЃРїРёСЃРєР°, тем СЃ большей вероятностью РѕРЅ будет предложен - такой РїРѕРґС…РѕРґ слегка оптимизирует выдачу, РЅРµ предлагая постоянно РѕРґРЅРѕ Рё то Р¶Рµ. (Попытка использования чистого LFM РЅРµ увенчалась успехом, РЅРѕ коллеги навели РЅР° мысль СЃ комбинацией реккомендеров) + +Обратив внимание, что лучше всего против contextual показыва +Рзучив, как показывают себя РЅР° тестах различные рекомендеры, СЏ пришел Рє выводу, что лучше всего работает stickyArtist, Рё, С‚.Рє. РёР· условия выполнения домашней работы разрешалось использовать любые эвристики, СЏ решил доработать текущий рекомендер StickyArtist Рё сделать РЅР° его РѕСЃРЅРѕРІРµ СЃРІРѕР№ собственный РІ рамках домашнего задания. Рзучив то, как работает StickyArtist РЅР° симулированных пользователях, СЏ обратил внимание, что РёР·-Р·Р° сильной ограниченности треков РїРѕ каждому исполнителю, случается так, что РІ рамках сессии юзер вынужден слышать несколько раз треки РѕРґРЅРѕРіРѕ Рё того Р¶Рµ исполнителя. РЇ создал СЃРІРѕР№ рекомендер StickyArtistFixed: юзеру рекомендуют новый трек того Р¶Рµ артиста, РїСЂРё условии если РѕРЅ его еще РЅРµ слышал Р·Р° сессию. Если юзер СѓР¶Рµ послушал РІСЃРµ треки исполнителя РёР· нашей библиотеки, рекомендуем ему рандомный РёР· всей библиотеки. + +## Детали +Запускать аналогичным образом, как Рё РІ инструкции Рє сервису. РЇ запускал сервис РЅР° виртуальном окружении, СЃ помощью команд: + +python -m venv mobod-2024 +source mobod-2024/bin/activate +pip install -r requirements.txt + +далее РІСЃРµ как РІ инструкции + + +## Результаты A/B эксперимента + +РџРѕ итогу удалось аплифтнуть `mean_time_per_session` относительно CONTEXTUAL РЅР° 10%. +Результаты лежат РІ `analysis/abTestResults.jpg`. + +## P.S. + +- Подведение результатов РІ ноуте: `analysis/AbCalc.ipynb` +- Результаты: `analysis/abTestResults.jpg` +- Реализация моего реккомендера: `\botify\botify\recommenders\sticky_artist_fixed.py` +- Конфигурация эксперимента`T1: StickyArtistFixed; C: Contextual` + -- GitLab From 352e27c88a85b61617c9cb0352e875f56c5da8e4 Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:31:13 +0000 Subject: [PATCH 14/15] Delete report.md --- report.md | 28 ---------------------------- 1 file changed, 28 deletions(-) delete mode 100644 report.md diff --git a/report.md b/report.md deleted file mode 100644 index b50cb24..0000000 --- a/report.md +++ /dev/null @@ -1,28 +0,0 @@ -## Abstract: Основная идея эксперимента -Р’Р·СЏРІ датасет `500kfeedbacks.csv`, СЏ пошел РЅР° нем учиться СЃ помощью моего доработанного РІ первой ДЗ РєРѕРґР° бейзлайна LFM. Забрал рекомендации, пошел реализовывать реккомендер. Рў.Рє. LFM лучше работает РІ случае РЅРёР·РєРѕРіРѕ времени пердыдущего прослушивания, использую СЃРІРѕР№ реккомендер LFM РІ случае, если `prev_track_time < 0.4`, иначе использую DSSM. Дополнительно, чтобы разбавить РїСѓР» возможностей выдачи LFM, СЏ беру случайный трек СЃ конца СЃРїРёСЃРєР° (РЅРѕ РЅРµ предыдущий прослушанный трек), причем, чем ближе трек Рє концу СЃРїРёСЃРєР°, тем СЃ большей вероятностью РѕРЅ будет предложен - такой РїРѕРґС…РѕРґ слегка оптимизирует выдачу, РЅРµ предлагая постоянно РѕРґРЅРѕ Рё то Р¶Рµ. (Попытка использования чистого LFM РЅРµ увенчалась успехом, РЅРѕ коллеги навели РЅР° мысль СЃ комбинацией реккомендеров) - -Обратив внимание, что лучше всего против contextual показыва -Рзучив, как показывают себя РЅР° тестах различные рекомендеры, СЏ пришел Рє выводу, что лучше всего работает stickyArtist, Рё, С‚.Рє. РёР· условия выполнения домашней работы разрешалось использовать любые эвристики, СЏ решил доработать текущий рекомендер StickyArtist Рё сделать РЅР° его РѕСЃРЅРѕРІРµ СЃРІРѕР№ собственный РІ рамках домашнего задания. Рзучив то, как работает StickyArtist РЅР° симулированных пользователях, СЏ обратил внимание, что РёР·-Р·Р° сильной ограниченности треков РїРѕ каждому исполнителю, случается так, что РІ рамках сессии юзер вынужден слышать несколько раз треки РѕРґРЅРѕРіРѕ Рё того Р¶Рµ исполнителя. РЇ создал СЃРІРѕР№ рекомендер StickyArtistFixed: юзеру рекомендуют новый трек того Р¶Рµ артиста, РїСЂРё условии если РѕРЅ его еще РЅРµ слышал Р·Р° сессию. Если юзер СѓР¶Рµ послушал РІСЃРµ треки исполнителя РёР· нашей библиотеки, рекомендуем ему рандомный РёР· всей библиотеки. - -## Детали -Запускать аналогичным образом, как Рё РІ инструкции Рє сервису. РЇ запускал сервис РЅР° виртуальном окружении, СЃ помощью команд: - -python -m venv mobod-2024 -source mobod-2024/bin/activate -pip install -r requirements.txt - -далее РІСЃРµ как РІ инструкции - - -## Результаты A/B эксперимента - -РџРѕ итогу удалось аплифтнуть `mean_time_per_session` относительно CONTEXTUAL РЅР° 10%. -Результаты лежат РІ `analysis/abTestResults.jpg`. - -## P.S. - -- Подведение результатов РІ ноуте: `analysis/AbCalc.ipynb` -- Результаты: `analysis/abTestResults.jpg` -- Реализация моего реккомендера: `\botify\botify\recommenders\sticky_artist_fixed.py` -- Конфигурация эксперимента`T1: StickyArtistFixed; C: Contextual` - -- GitLab From a8e64fa7f543dc27daa0669c463b071d3e05b8df Mon Sep 17 00:00:00 2001 From: talanov aleksej <talanov.as@phystech.edu> Date: Sun, 1 Dec 2024 17:31:48 +0000 Subject: [PATCH 15/15] Upload New File --- report.md | 25 +++++++++++++++++++++++++ 1 file changed, 25 insertions(+) create mode 100644 report.md diff --git a/report.md b/report.md new file mode 100644 index 0000000..16bb3c7 --- /dev/null +++ b/report.md @@ -0,0 +1,25 @@ +## Abstract: Основная идея эксперимента +Рзучив, как показывают себя РЅР° тестах различные рекомендеры, СЏ пришел Рє выводу, что лучше всего работает stickyArtist, Рё, С‚.Рє. РёР· условия выполнения домашней работы разрешалось использовать любые эвристики, СЏ решил доработать текущий рекомендер StickyArtist Рё сделать РЅР° его РѕСЃРЅРѕРІРµ СЃРІРѕР№ собственный РІ рамках домашнего задания. Рзучив то, как работает StickyArtist РЅР° симулированных пользователях, СЏ обратил внимание, что РёР·-Р·Р° сильной ограниченности треков РїРѕ каждому исполнителю, случается так, что РІ рамках сессии юзер вынужден слышать несколько раз треки РѕРґРЅРѕРіРѕ Рё того Р¶Рµ исполнителя. РЇ создал СЃРІРѕР№ рекомендер StickyArtistFixed: юзеру рекомендуют новый трек того Р¶Рµ артиста, РїСЂРё условии если РѕРЅ его еще РЅРµ слышал Р·Р° сессию. Если юзер СѓР¶Рµ послушал РІСЃРµ треки исполнителя РёР· нашей библиотеки, рекомендуем ему рандомный РёР· всей библиотеки. + +## Детали +Запускать аналогичным образом, как Рё РІ инструкции Рє сервису. РЇ запускал сервис РЅР° виртуальном окружении, СЃ помощью команд: + +python -m venv mobod-2024 +source mobod-2024/bin/activate +pip install -r requirements.txt + +далее РІСЃРµ как РІ инструкции + + +## Результаты A/B эксперимента + +РџРѕ итогу удалось аплифтнуть `mean_time_per_session` относительно CONTEXTUAL РЅР° 10%. +Результаты лежат РІ `analysis/abTestResults.jpg`. + +## P.S. + +- Подведение результатов РІ ноуте: `analysis/AbCalc.ipynb` +- Результаты: `analysis/abTestResults.jpg` +- Реализация моего реккомендера: `\botify\botify\recommenders\sticky_artist_fixed.py` +- Конфигурация эксперимента`T1: StickyArtistFixed; C: Contextual` + -- GitLab