{ "metadata": { "name": "NFL Rankings" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "heading", "level": 1, "metadata": {}, "source": [ "Ranking NFL Teams" ] }, { "cell_type": "code", "collapsed": false, "input": [ "import os\n", "import dateutil\n", "import json\n", "import networkx as nx # read it in with NX\n", "import igraph as ig # process it in Igraph\n", "import numpy as np\n", "import pandas as pd\n", "import statsmodels.api as sm\n", "import scipy.stats as sps\n", "from sklearn import linear_model\n", "from patsy import dmatrices, dmatrix" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 40 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "Data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We're going to download our NFL data from [Armchair Analysis](http://armchairanalysis.com/nfl-play-by-play-data.php)." ] }, { "cell_type": "code", "collapsed": false, "input": [ "!mkdir -p data\n", "if not os.path.exists('data/NFL_Data_Historical.zip'):\n", " !curl -o \"data/#1\" http://armchairanalysis.com/{NFL_Data_Historical.zip}\n", "if not os.path.exists('data/GAMES.csv'):\n", " !unzip -d data data/NFL_Data_Historical.zip" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 2 }, { "cell_type": "code", "collapsed": false, "input": [ "armchair_games = pd.read_csv('data/GAMES.csv', index_col=0)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 3 }, { "cell_type": "markdown", "metadata": {}, "source": [ "The 2012 games are not included, so we'll need to append them. This is kind of a mess because the Pro Football Reference data are weird." ] }, { "cell_type": "code", "collapsed": false, "input": [ "games2012 = pd.read_csv('data/nfl2012.csv')\n", "teams = sorted(armchair_games['H'].unique())\n", "# These just happen to line up except for Seattle/SF\n", "team_names = {name: team for name, team in zip(sorted(games2012['Loser'].unique()), teams)}\n", "team_names['San Francisco 49ers'] = 'SF'\n", "team_names['Seattle Seahawks'] = 'SEA'\n", "\n", "games2012['H'] = games2012.apply(lambda x: x['Loser'] if x['Unnamed: 5'] == '@' else x['Winner'] , axis=1)\n", "games2012['V'] = games2012.apply(lambda x: x['Winner'] if x['Unnamed: 5'] == '@' else x['Loser'] , axis=1)\n", "games2012['H'] = games2012['H'].apply(team_names.get)\n", "games2012['V'] = games2012['V'].apply(team_names.get)\n", "\n", "games2012['PTSH'] = games2012.apply(lambda x: x['PtsL'] if x['Unnamed: 5'] == '@' else x['PtsW'] , axis=1)\n", "games2012['PTSV'] = games2012.apply(lambda x: x['PtsW'] if x['Unnamed: 5'] == '@' else x['PtsL'] , axis=1)\n", "games2012['SEAS'] = 2012\n", "max_gid = int(armchair_games.index.astype(int).max())\n", "games2012.index = range(max_gid+1, max_gid+1+games2012.shape[0])\n", "games2012.index.name = 'GID'\n", "games2012 = games2012.rename(columns={'Week': 'WEEK'})[['SEAS', 'WEEK', 'H', 'V', 'PTSH', 'PTSV']]\n", "\n", "games = pd.concat([armchair_games, games2012])\n", "games.to_csv('web/all.games.csv')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 4 }, { "cell_type": "markdown", "metadata": {}, "source": [ "These utility functions willl transform a Pandas dataframe into either a graph, a matrix, or a set of model matrices for using a Statsmodels/Sklearn supervised model." ] }, { "cell_type": "code", "collapsed": false, "input": [ "teams = sorted(games['H'].unique())\n", "team_ids = {team: i for i, team in enumerate(teams)}\n", "\n", "def make_graph(df):\n", " \"\"\"Turn a set of games into a graph representation.\"\"\"\n", " # convert teams to ints for igraph\n", " edges = []\n", " for gid, row in df.iterrows():\n", " if row['PTSH'] > row['PTSV']:\n", " winner = row['H']\n", " loser = row['V']\n", " else:\n", " winner = row['V']\n", " loser = row['H']\n", " edges.append((team_ids[loser], team_ids[winner]))\n", " return ig.Graph(edges=edges, directed=True, vertex_attrs={'name': teams})\n", "\n", "def make_matrix(df, elements=lambda x: (1, 0) if x['PTSH'] > x['PTSV'] else (0, 1)):\n", " \"\"\"Turn a set of games into a matrix representation.\"\"\"\n", " k = len(teams)\n", " mat = np.zeros((k, k))\n", " for ix, row in df.iterrows():\n", " a, b = elements(row)\n", " mat[team_ids[row['H']], team_ids[row['V']]] = a\n", " mat[team_ids[row['V']], team_ids[row['H']]] = b\n", " return mat\n", "\n", "def make_model_matrix(df):\n", " dummies = {team: (df['H'] == team).astype(np.int) - (df['V'] == team).astype(np.int)\n", " for team in teams}\n", " df2 = pd.DataFrame(dummies)\n", " df2['win'] = (df['PTSH'] > df['PTSV']).astype(np.int)\n", "\n", " y, X = dmatrices('win ~ 0 + %s' % ' + '.join(teams), df2)\n", " return y, X\n" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 5 }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "Getting ESPN's Power Rankings" ] }, { "cell_type": "code", "collapsed": false, "input": [ "import requests \n", "from BeautifulSoup import BeautifulSoup as Soup\n", "\n", "def fetch_power_rankings(year, week):\n", " \"\"\"Get the rankings from ESPN for a given year/week.\"\"\"\n", " url = 'http://espn.go.com/nfl/powerrankings/_/year/%i/week/%i' % (year, week)\n", " page = requests.get(url)\n", " soup = Soup(page.content)\n", " raw = [(int(td.text), td.parent.findAll('a')[0].get('href')) for td in soup.findAll(attrs={'class': 'pr-rank'})]\n", " ranks = {}\n", " for rank, url in raw:\n", " ranks[url.split('/')[-2].upper()] = rank\n", " ranks['WAS'] = ranks.pop('WSH')\n", " return ranks\n", "\n", "\n", "if not os.path.exists('data/espn.rankings.json'):\n", " espn_rankings = {}\n", " for year in range(2002, 2013):\n", " espn_rankings[year] = {}\n", " for week in (9, 18):\n", " espn_rankings[year][week] = fetch_power_rankings(year, week)\n", " \n", " with open('data/espn.rankings.json', 'w') as f:\n", " espn_rankings = json.dump(espn_rankings, f)\n", " \n", "else:\n", " with open('data/espn.rankings.json') as f:\n", " espn_rankings = json.load(f)\n", "\n", "def espn_rank(df):\n", " week = df['WEEK'].max()\n", " season = df['SEAS'].max()\n", " return espn_rankings[str(season)][str(week+1)]" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 6 }, { "cell_type": "markdown", "metadata": {}, "source": [ "We'll make a dataframe for the 2012 season to use as an example." ] }, { "cell_type": "code", "collapsed": false, "input": [ "g12 = games[(games['SEAS'] == 2012)*(games['WEEK'] < 18)]" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 7 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "Evaluation Methods" ] }, { "cell_type": "code", "collapsed": false, "input": [ "def rank_to_vector(rank):\n", " return np.array([rank[team] for team in teams])\n", " \n", " \n", "def zero_one_loss(df, rank):\n", " homebetter = df.H.map(rank.get) < df.V.map(rank.get)\n", " homewin = df.PTSH > df.PTSV\n", " return (homewin * homebetter + (1-homewin)*(1-homebetter)).sum() / float(df.shape[0])\n", "\n", "def misrank_loss(df, rank):\n", " winner_rank = games.Winner.map(rank.get)\n", " loser_rank = games.Loser.map(rank.get)\n", " return ((winner_rank > loser_rank)*(winner_rank - loser_rank)).sum()\n", "\n", "def eval_espn_similarity(rank_func, year, week):\n", " week8 = games[(games['SEAS'] == year)*(games['WEEK'] <= week)]\n", " ours = rank_to_vector(rank_func(week8))\n", " theirs = rank_to_vector(espn_rankings[str(year)][str(week+1)])\n", " \n", " return sps.kendalltau(ours, theirs)[0]\n", "\n", "def eval_description(rank_func, year):\n", " season = games[(games['SEAS'] == year)*(games['WEEK'] < 18)]\n", " rank = rank_func(season)\n", " return zero_one_loss(season, rank)\n", " \n", "def eval_in_season_prediction(rank_func, year):\n", " first_half = games[(games['SEAS'] == year)*(games['WEEK'] < 9)]\n", " second_half = games[(games['SEAS'] == year)*(games['WEEK'] < 18)*(games['WEEK'] >= 9)]\n", " rank = rank_func(first_half)\n", " return zero_one_loss(second_half, rank)\n", " \n", "def eval_postseason_prediction(rank_func, year):\n", " in_season = games[(games['SEAS'] == year)*(games['WEEK'] < 18)]\n", " post_season = games[(games['SEAS'] == year)*(games['WEEK'] >= 18)]\n", " rank = rank_func(in_season)\n", " return zero_one_loss(post_season, rank)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 8 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "Ranking Methods" ] }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "Wins" ] }, { "cell_type": "code", "collapsed": false, "input": [ "def wins(df):\n", " winner = df.apply(lambda x: x['H'] if x['PTSH'] > x['PTSV'] else x['V'], axis=1)\n", " w = {team: 31 for team in df['H'].unique()}\n", " for rank, (team, ws) in enumerate(w.iteritems()):\n", " w[team] = rank\n", " return w" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 9 }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "Pythagorean Wins" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "pythagorean wins = $\\frac{p^{\\beta}}{p^{\\beta} + q^{\\beta}}$" ] }, { "cell_type": "code", "collapsed": false, "input": [ "def pythagorean_wins(df, beta=2.37):\n", " home = df.groupby('H')[['PTSH', 'PTSV']].sum().rename(columns={'PTSH': 'PTSFOR', 'PTSV': 'PTSAG'}, index={'H': 'TEAM'})\n", " away = df.groupby('V')[['PTSH', 'PTSV']].sum().rename(columns={'PTSV': 'PTSFOR', 'PTSH': 'PTSAG'}, index={'V': 'TEAM'})\n", " newdf = pd.concat([home, away]).groupby(level=0).sum()\n", " winrate = newdf['PTSFOR']**beta / (newdf['PTSFOR']**beta + newdf['PTSAG']**beta)\n", " return dict((winrate*-1).rank().astype(int).iteritems())" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 10 }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "Eigenvector Methods" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Power iteration code comes from [The Glowing Python's blogpost](http://glowingpython.blogspot.com/2011/05/four-ways-to-compute-google-pagerank.html).\n", "\n", "PageRank with no damping (damping = 1) should be equivalent to taking the largest eigvenvector." ] }, { "cell_type": "code", "collapsed": false, "input": [ "def pagerank(g, damping=1):\n", " values = g.pagerank(damping=damping)\n", " g_pr = {vert['name']: val for vert, val in zip(g.vs, values)}\n", " return g_pr #{key: i for i, (key, v) in enumerate(sorted(g_pr.iteritems(), key=lambda x: x[1]))}\n", "\n", "def power_iteration(m, iters=10000, x0=None):\n", " if x0 == None:\n", " x0 = np.ones(m.shape[0])\n", " x0 /= np.linalg.norm(x0, 1)\n", "\n", " for i in range(iters):\n", " x0 = np.dot(m,x0)\n", " x0 /= np.linalg.norm(x0,1)\n", "\n", " scores = {team: x0[i] for team, i in team_ids.iteritems()}\n", " return {team: rank for rank, (team, score) in enumerate(sorted(scores.iteritems(), key=lambda x: x[1], reverse=True))}\n", "\n", "def eigen_rank(df):\n", " m = make_matrix(df)\n", " return power_iteration(m)\n", "\n", "def eigen_rank_scores(df):\n", " \"\"\"Uses points scored instead of dummy variables for wins\"\"\"\n", " m = make_matrix(df, elements=lambda x: (x['PTSH'], x['PTSV']))\n", " return power_iteration(m)\n", "\n", "def score_transform(s1, s2):\n", " x = (s1 + 1.0) / (s1 + s2 + 2.0)\n", " return 0.5 + 0.5 * np.sign(x - 0.5) * np.sqrt(np.abs(2*x - 1))\n", "\n", "def eigen_rank_scores_nonlinear(df):\n", " \"\"\"Uses a transformed version of score with gives less credit for blowouts\n", " See Keener (1993).\n", " \"\"\" \n", " m = make_matrix(df, elements=lambda x: (score_transform(x['PTSH'], x['PTSV']), score_transform(x['PTSV'], x['PTSH'])))\n", " return power_iteration(m)\n" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 11 }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "Bradley-Terry (and Rasch) models" ] }, { "cell_type": "code", "collapsed": false, "input": [ "def logit_rank(df, c=1.0):\n", " y, X = make_model_matrix(df)\n", " clf = linear_model.LogisticRegression(C=c, penalty='l2', tol=1e-6, fit_intercept=False)\n", " clf.fit(X, y)\n", " return {team: rank for rank, (team, score) in enumerate(sorted(zip(teams, clf.coef_[0]), key=lambda x: x[1], reverse=True))}" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 12 }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "Optimal Rankings" ] }, { "cell_type": "code", "collapsed": false, "input": [ "def optimal_rank(df):\n", " g = make_graph(df)\n", " feedback_arcs = g.feedback_arc_set(method='exact')\n", " g.delete_edges(feedback_arcs)\n", " g_sort = g.topological_sorting()\n", " return {g.vs[ix]['name']: i for i, ix in enumerate(reversed(g_sort))}" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 13 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "Evaluating our Rankings" ] }, { "cell_type": "code", "collapsed": false, "input": [ "rankers = {\n", " 'wins': wins,\n", " 'pythagorean wins': pythagorean_wins,\n", " 'eigenvector': eigen_rank,\n", " 'eigenvector2': eigen_rank_scores_nonlinear,\n", " 'btl': logit_rank,\n", " 'optimal': optimal_rank,\n", " 'espn': espn_rank,\n", " }\n", "\n", "evaluations = {\n", " 'descriptive': eval_description,\n", " 'predict_in_season': eval_in_season_prediction,\n", " 'predict_postseason': eval_postseason_prediction,\n", " 'espn_similarity8': lambda rank, year: eval_espn_similarity(rank, year, 8),\n", " 'espn_similarity17': lambda rank, year: eval_espn_similarity(rank, year, 17)\n", " }\n", "\n", "results = []\n", "for name, ranker in rankers.iteritems():\n", " for eval_name, evaluation in evaluations.iteritems():\n", " for year in range(2002, 2013):\n", " metric = evaluation(ranker, year)\n", " results.append({\n", " 'rank': name,\n", " 'eval': eval_name,\n", " 'year': year,\n", " 'value': metric,\n", " })\n" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2002\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2003\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2004\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2005\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2006\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2007\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2008\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2009\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2010\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2011\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2012\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2002\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2003\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2004\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2005\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2006\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2007\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2008\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2009\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2010\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2011\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity8 2012\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2002\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2003\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2004\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2005\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2006\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2007\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2008\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2009\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2010\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2011\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_in_season 2012\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2002\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2003\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2004\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2005\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2006\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2007\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2008\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2009\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2010\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2011\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2012\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2002\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2003\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2004\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2005\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2006\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2007\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2008\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2009\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2010\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2011\n", "eigenvector2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2012\n", "espn" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " espn_similarity17 2002\n", "espn espn_similarity17 2003\n", "espn espn_similarity17 2004\n", "espn espn_similarity17 2005\n", "espn espn_similarity17 2006\n", "espn espn_similarity17 2007\n", "espn espn_similarity17 2008\n", "espn espn_similarity17 2009\n", "espn espn_similarity17 2010\n", "espn espn_similarity17 2011\n", "espn espn_similarity17 2012\n", "espn espn_similarity8 2002\n", "espn espn_similarity8 2003\n", "espn espn_similarity8 2004\n", "espn espn_similarity8 2005\n", "espn espn_similarity8 2006\n", "espn espn_similarity8 2007\n", "espn espn_similarity8 2008\n", "espn espn_similarity8 2009\n", "espn espn_similarity8 2010\n", "espn espn_similarity8 2011\n", "espn espn_similarity8 2012\n", "espn predict_in_season 2002\n", "espn predict_in_season 2003\n", "espn predict_in_season 2004\n", "espn predict_in_season 2005\n", "espn predict_in_season 2006\n", "espn predict_in_season 2007\n", "espn predict_in_season 2008\n", "espn predict_in_season 2009\n", "espn predict_in_season 2010\n", "espn predict_in_season 2011\n", "espn predict_in_season 2012\n", "espn descriptive 2002\n", "espn descriptive 2003\n", "espn descriptive 2004\n", "espn descriptive 2005\n", "espn descriptive 2006\n", "espn" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " descriptive 2007\n", "espn descriptive 2008\n", "espn descriptive 2009\n", "espn descriptive 2010\n", "espn descriptive 2011\n", "espn descriptive 2012\n", "espn predict_postseason 2002\n", "espn predict_postseason 2003\n", "espn predict_postseason 2004\n", "espn predict_postseason 2005\n", "espn predict_postseason 2006\n", "espn predict_postseason 2007\n", "espn 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"stream", "stream": "stdout", "text": [ " predict_postseason 2009\n", "eigenvector" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2010\n", "eigenvector" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2011\n", "eigenvector" ] }, { "output_type": "stream", "stream": "stdout", "text": [ " predict_postseason 2012\n" ] } ], "prompt_number": 14 }, { "cell_type": "code", "collapsed": false, "input": [ "resdf = pd.DataFrame(results)\n", "resdf.set_index(['eval', 'year', 'rank'], inplace=True)" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "pyout", "prompt_number": 23, "text": [ "\n", "MultiIndex: 385 entries, (espn_similarity17, 2002, eigenvector2) to (predict_postseason, 2012, eigenvector)\n", "Data columns:\n", "value 385 non-null values\n", "dtypes: float64(1)" ] } ], "prompt_number": 23 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "Making Rankings" ] }, { "cell_type": "code", "collapsed": false, "input": [ "results2 = []\n", "for name, ranker in rankers.iteritems():\n", " for year in range(2002, 2013):\n", " df = games[(games.SEAS == year)*(games.WEEK < 18)]\n", " rank = ranker(df)\n", " for rank, (team, value) in enumerate(sorted(rank.iteritems(), key=lambda x: x[1])):\n", " results2.append({\n", " 'method': name,\n", " 'year': year,\n", " 'rank': rank+1\n", " })\n", "all_rankings = pd.DataFrame(results2)\n", "all_rankings.to_csv('web/all.rankings.csv')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 33 }, { "cell_type": "code", "collapsed": false, "input": [ "all_rankings.method.unique()" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "pyout", "prompt_number": 39, "text": [ "array([eigenvector2, espn, wins, optimal, btl, pythagorean wins,\n", " eigenvector], dtype=object)" ] } ], "prompt_number": 39 }, { "cell_type": "code", "collapsed": false, "input": [ "figsize(12, 8)\n", "fig = resdf.ix['descriptive'].unstack()['value'].plot()\n", "savefig('web/slides/img/desc.perf.png')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "display_data", "png": 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C7k1d8wTrdAWirozioDwUSFYJddvrUL21GjVba+AyuxB8ZjD8E1tMjmusBsf58ax5NigR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\nZ+/Ow6Is1z+Af5HVBZBthBGQ3FGOaaWleMrMJVN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PMXIrDHAzIaqwDf4pao8sU3s427e9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\nslBu06YNgHczX3Tp0gWxsbHw9fWttE92d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} ], "prompt_number": 27 }, { "cell_type": "code", "collapsed": false, "input": [ "fig = resdf.ix['espn_similarity8'].unstack()['value'].plot()\n", "savefig('web/slides/img/espn8.perf.png')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "display_data", "png": 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6rIBS2dcp99PWGY35OH/+DeTm/hft29+PTp2ehbd3ZIO+1mQx4eeMn5EYn9ig\ncaLOZDZrodUerRawj8DLK9Raua4I2H5+XZyyS2irDdJGY3EDQ7EGBoMGCoVvPaG4+vsiW+apvHqU\nl2dDcykV6kPvQudxAZEewxF10/MIDbvNLV8EEFX1xcEv8OLPL2LrvVvRJaxLjY8LYUZp6SEUFe20\nXgAPBAcPgcFwGVrtYXh5hdU4bejv37XeB94LRReQtCIJ3SO647+T/osAb/demEySrG5dshnZVVp6\nCGVlGQgI6InAwIGIiLgT4eHjKxdqtxRCACdPVrZsHDkiR55OmgSMHw9ERdl/21otcOut8rZefNFx\nx1yNEAKXLy/B2bPPoHPnv6F9+//jC1UHMZmKcfHiO8jO/gAqVQri4hbA17fhve86ow53rboLv+X8\nhjD/MHw4/kMkxic674DtIIQFZWUZ1r/rivYQozEfSmU/m4CtVPZr8pmPVhukt29XXrO3uOrHW+Rp\nOicp278Rms/vg2aYAfqOQGRUMuefkttacXQFntz0JH6e8zN6RvYEAJjNOhQX77GG5uLi3fD17YiQ\nkFusFz+/eOuTs3zgPVelqiHDlclUcPWBt2rAtn3g1Rv1eGjdQziqPorVM1YjPjTeFT8GqoPFYoRe\nf8omMJeWHgJgttlEIjBwAAICerfMSRtGI7BzZ2XLRllZZdV55Ei5p4GjXLoEDBsGvPQSMGeO4263\nFlrtCRw/PgNKZQJ69PgEXl6O789uK8xmHbKzP8SFC28hPHwc4uNfgr9/zaJDffJ0eZj4zUR0D++O\nTyd9inXp6/DkpicxvNNwvHX7W2gf5N7bvxuNhdBqD9s8Fuh0J+DrG2vzOBAYOAA+PjENfvHWaoO0\nmxxKy1VWBrz4Iso2fgHNm3dCrTpWZUeuGVe3s2WoJtf67uR3mLtuLjbNXIEY30JrcNZqj0Kp7F8l\nON8Mb+/GLzysfOCtDGC2D7wDrNXrj/avxBu73sTyacvdrkLTVsj/r0M2L4gc8UTplq5cATZulFXn\njRuBLl0q+50HDnTuhKoTJ4DERGDZMmD0aOfdD2S7zdmzT6Gw8EckJCxHUNANTr2/1sZiMSA39z/I\nyvobQkJuQnz8X6FUJjT6djIKMzB22VhM7T0Vr416zfq3ozVo8eqOV/Hp/k+xcPhCzBs8D16KlpMN\nbF9oVwZsIUw1WkPqeqHdaoP0mhNrMKTjEKctOGozduyQVYeRI6F//XFo9Buh0aSirOwCVKqpiIpK\nQUjI8HogVRZPAAAgAElEQVSnhhA5kuxvPoed6R9hW/qHuCMmGgpLIYKDb7oamocjKOhGp/Wz1lXh\nFMIEg2cnbMhKR//YJEzp/ycolX1aZoXTzdU8g3Dw6kzaAiiV/astPOrbehatnT1bWXXetw8YMUIG\n5zvvdMpounpt3w5Mmyb7rvv3d/rdqdUrcfr0PMTFvYCYmMdb9ougZiCECZcvf4XMzFcQENAbnTu/\niqCgQXbd1v7c/Zj4zUS8cMsLmDd4Xq2fczLvJOatn4d8XT4WT1iMYbHDmnL4LmcwXLJ5fK9o/fL3\n714tYA+Aj4+qdQbpsV+Nxd7svVB6KzGk4xAM7jAYQzoOwaD2gxDoE+jqQ2xZSkqAp56SD5hLlgAj\nRkCvPwuNZiXU6lQYDLlQqaZCpUpBSMjNDNXkUEKYUFp62Ka/2WA24hd1CUb0fATXxc+BUtm3cb93\n587JDYlWrwZ69waSk4Fx4+SseTtVPPCe1/yMzSc/RrdAIMy7HAH+PWpUQxu6qIeqLyaqGId1pEpP\ne9Vd0pyzmMhlzGZg9+7K8JyfL0PzxImyEqx08QuE5cuBP/8Z2LUL6Fj/Al9H0OvP4fjxu+DjE41e\nvT636yxTayeEBRrNt8jM/Au8vduhS5fXEBJyi92398PZHzArbRY+ufMTJPVOusZ9C6w4tgJP//A0\n7uh6B94Y/QZUSpXd9+1uKhYj2z4WHcbw4UWtM0gLISCEwNnCs9ibvRd7svdgb/ZeHL58GN3Cu2Fw\nzGAMiRmCwTGD0UfVB54Khr9rWrcOeOgh4O67gVdftfbd6XSnodGshEaTCoNBDZVqGqKiZiA4+KbW\n9aRGzcK2v3nH1f7mWISE3ILQ0OE4qw3AlG/nYvm0FRjVeVTDb7ioCFi5Ur4YPHkSmDkTmD5dnqZO\nS5NhIDFRTiaYNElu5GQnrUGL+767D9nFGVg6/hUEIMemsuHlFVSjP9ffv1ubfhFaOd7qoE2lubz8\nwtXxVlUXCPVv9JSVFqO0FPjhB9mysX49EB1d2bJx443uN570zTdli4eTZkxXZ7EYkJHxAtTqVCQk\nfN2kkNiaCCFQULAeGRkL4eHhic6d/4awsNubVLlfemgpnvnxGXyb8i1u6dTwn3NxeTFe2fYKvjz0\nJV5JfAUPXf9Qq81YQggoFIrWG6RrYzAbcPjyYey5uAd7c/Ziz8U9yC7JxqD2g6zBekjMEHQM7shT\nR7XRaICHHwZOnZKbuFx3nc2HdbqTUKtlqDaZCqFSTYdKlYLg4CEM1VQrg0GD4uJfUFS0E1eu7IBW\nexSBgQOsbRohIcOslaf9ufsxbtk4fDH5C4zrPu7aN24yVZ5JWb9eTi+YM0dWn6vPzL1yRY4JS0sD\nfvxRhpakJGDKFLuqbUIIvL7zdXyw7wOsnL7SeqpTtqZk1pgYYTSqoVT2rRKwZWD08mp9OyjKDRdO\n1JgJKzdcsO1L9Pfv2fonB124UFl13rkTuOmmysWC8fGuPrr6CQHMmwecOePUGdPV5ed/j1OnHkBM\nzGPo1Om5Nv0i9MqVrTh3bgHM5iLExy9CZOSUJuWXiseuj3//GBtmbUBvVW+7bufI5SOYt34e9CY9\nFo9fjBtjbrT7mNxZq+2RbsyhXCm7gn3Z+6yV6z3Ze6DwUNgE6xs63IAQP/cbUu4SQsgKxFNPAU88\nIU/tedVcXKDVHr/a/rECZnMpVKrpiIpKQVDQYL5IaaMq+psrqs1FRTthMFy62t88HCEht9TZ33xM\nfQyjvxyNxeMXX/MUI44cka0by5YBsbHAPfcAd93V8CqzTiergmlp8kxMjx6y/SMpCejeuC2M159e\nj3vX3IvXRr2GB69/sM7PM5mKUFp62CZga7XH4evb3rpFbkXA9PXt1GL+hqpuAVwRmOUWwPE1NlFw\n1y2AHc5iAfbvl1XntWtlkB4/XgbnMWOapbLrUM00Y7q68vKLOH58FhQKb/Tu/RV8fNrWmqji4r3I\nyFgAvf4cOnd+BVFRM5v8gsJsMWP+xvnYeX4nNszagA5BHZp0e0IIfHn4Szy7+VlM7jkZf7vtbwj3\nb11nkxikayGEwPmi8zYtIQcuHUBscKxNS0j/dv1dPozcpS5cAO69V4aOpUvrDRha7TGo1anQaFbA\nYimDSpWCqKgUBAZe3zaeONuoyv7mHVXmNysQGjrcGpwb0t+cnp+OkUtG4q3b38Ld/erYPlitBr75\nRlaf1Wpg9mwZoHvbV02xMhjkbnCrV8uLSlUZqgcMaFBoSM9Px+Tlk5EYn4j3xr4HH8+GLUAUwgSd\n7rQ1gFaEUYulzDotpHIsX4JLx3gKYYZef7batr6HYDIVIzCwv818bqWyT8ubz9xUej2wZUtl5Tk4\nWAbnSZNkBbqWYkSL0kwzpqsTwoTMzEXIzf0PevVagvDw25vtvl2ltPQIMjP/gpKS3xEX9xdER9/n\nkLM2eqMed6fdjeLyYqSlpDm0eHil7AoW/rQQq46vwt9u+xvuHXgvFK3kLDWDdAOZLCYcUx+zVqz3\nZu/FucJzGNBugM1ixs6hndtWMLRYgA8+AP76V3n54x/rDRZCCGi1R6HRpEKtXgEhTIiKSoFKlYLA\nwOva1s+uFTKbtbXMb469GpzlKDpf37hG/T9nXsnEiM9H4OXEl3H/dffbfrC8XFaMlyyRUwQmTrRO\nmYGnE071Viz+Wr1aVqsBGaqTk4GhQ+vtXy0uL8bs1bNRoC/Aqumr0C6wnd2HYTCoq4RVGVz1+jPw\n9+9WI2D7+DRhA446mM2lKC09bHMMWu1ReHurbAKz3E0svu3+XV+6JH8/164Ffv4ZGDSosmWjRw9X\nH53jNeOM6eoKC3/CiROzER09B507/7VVjmfV688gI+MlXLmyBbGxzyIm5o8Oe/Gcr8vHpOWTEB8a\nj88nf97gF/uNtT93Px75/hEoPBRYPGExBkYPdMr9NCcG6SYoKS/B77m/2/Rbl5vLbarWg2MGt7rT\nGLU6eVJWACMi5Km9BoxikqH60NVKdSoAWCvVSuWAtvvk24IYDGoUFf1iM79Z9jdXBOdhTVpZn12c\njRFfjMCTQ5/Eo4Mfle8UAti7V4bn1FQ5euuee4CpU5s0daPRhAAOHZKBevVquRXzlCkyVCcm1tor\nahEWvLLtFXx+4HOkzUjDDR0cNxPXYimDVnu8RsBWKPyqhdsBCAjo0aCgIYRAefmFGrdZXp4DpTKh\nWmjvDy+vlt/+JswChlwDvKO8ofBpZMVMCNlWVNGykZ4O3HGHrNKOGweEt4HngmacMV2dwaDGyZP3\nwGQqQULCN/Dz69Ss9+8sZWUXkJX1V+TlrUbHjk8gJuZxh66dyLqShbHLxmJij4l4ffTrTq8UW4QF\nnx34DAt+WoAZfWZg0chFLbp1lkHawbKLs7E3e681WP+W8xvaBbaz6bceGD0Qvl6ta4txAHJ3rb/9\nDfjwQ+C99+RUhAYSQqC09MDVSnUqPDy8rJVqpbIfQ7UbkP3NZ23H0BkuITh4mLXa7Mj5zZdLL+PW\nL27F/dfdjz/f/Gfg/Hngq69kG5HFIsPz7NlAXJxD7q/J0tMr2z/S0+WYsuRkGaQCbNsY0k6kYe66\nuXjnjncwe8Bspx1S1SBctT2kahCu6E9WKnujrOxCtTaSQ1AofG0+rzFB3J0Ji0BZZhm0x7TQHdNB\ne0wr3z6lg1eQF0xFJvh18YOyj9J6CegTAP9u/lB4Vwka5eXAtm2VW3J7elZWnUeMqLmotS1o5hnT\nVQlhwYULb+PChX+gZ89PEBk5uVnv35EMhss4f/7vuHTpS3ToMBexsU87fFrNwUsHcefXd+KZYc/g\n8aGPO/S2ryVfl4/ntzyPdenr8Obtb2JWv1kt8rmeQdrJzBYzTuadtOm3PpV/Cn1UfWwq190jurea\nfiH89psMOAMGAIsXN7oKI0P179ZKtULhX6VS3cdJB03Vyf7mQzbB2cPDs0q1uWH9zfYo0Bcg8YtE\n3BV/J17Q9JLV54MH5bi6OXNkG4U7P+BevAisWSOr1b//LitzycnAhAlAaCgA4Kj6KKYsn4JJPSfh\nzdvfbNbdwEymEmi1R2wCtlZ7An5+sTaBWbaG2N+C4g6ERaD8fLk1KFcEZ91JHbzCvKwB2RqWEwLg\nFeQFS5kFulM6m6/RHtWiPLsc/p29oQwuQEDJUSgzf4ayhw/8p94EjykTgT593Pt3s7ksXw488wzw\n66/NMmO6uqKiX3HixExERExG165vQqFoOcUro7EQFy68jZycf6Nduz8gLu55pyyk3HJuC2Z+OxMf\njv8Q0/tMd/jtN9Sei3vwyPpHEOgTiA/Hf4i+UX1ddiz2YJB2AZ1RhwO5B6zBek/2Hlwpu4IbO9xo\n028dpXR8b2Oz0euBF16Qc3s//RQYO9aumxFCoKRkrzVUe3oGV6lUN3ERGdmorb/Zz69TlW22G9/f\nbI8iXSGeXzgU9x/1xvV7L8Jj+HBZfZ440Tq7vEXJy5PVyrQ0Wbm8+Wa5UHHyZBQG++Cub++CyWJC\n6rRURARwgwl7CSFQfqG8ZoX5hA6ewZ41KsvKBCW8Qhr44kUIOfJz7VqYV2+A7nAhtD3HQhc9BFpT\nR2hPm2DINcC/h3/NCnYXf3h4ttFg/eab8izSjh1ASPOfujcaC3Hq1AMoK8tCnz4r4O/frdmPoTHM\n5lJcvPgeLl58F5GRkxEX96LT2lOWHV6Gp354CqnTUnFr/K1OuY/GMFvM+Pj3j/Hy1pdxz4B78NKt\nLyHIt2WM/mSQdhNqrVq2hFSpXIf4htTYlTHAu4WtdP/pJ+C+++Rop7feAgLt31VSCAuKi/dAo0mF\nRrMSXl5h1kp1QEBPBx5022Db37wDWu0xBAYOrBKcm9bf3GinTsHw+X9R+J/3YAgNRsd5z8Nj1iyg\nXcuuiNooKQE2bJCheuNGoH9/WJKm4I2odPwn7wesnrEaA6IHuPoo3ZoQAoZsQ40Ks/a4Fp5KzxoV\nZmUfJbxC7aj2m0xypnPFlA2drrJlY9SoGi/qzFozdCd0NY7LoDYgoGdAjePy6+wHD0UrD9gVM6ZP\nn5Zz3JtpxrTtIQjk5CxGZubL6NbtfbRr1/CWw+ZisZQhJ+ffOH/+dYSGjkJ8/MsICHDOYlQhBN7a\n9RY+2PsBNszagD5RdpzlPX5cFsp69ABuuUUWB5qwgVVVaq0af/7xz9iSsQX/uOMfmJ4w3e3bPRik\n3ZQQAqcLTtsE66Pqo+gR0cOmJaR3ZG/33zGoqAiYP1/uHLdkiVzV3UQyVP96tVK9Ej4+UVCpUqBS\nTUdAQOPm/LY0QphhsehhNutgsehgNutgNmutb1/r2mwuRknJfhiNl53W39xgBQXAihXAkiUQmZlY\ndZ0PjowdhJfnp7WeVqe6lJXJcWhpacD//ocCVRA+6nQZg+YtwriJT7n66FxOCLnor0aF+bgOHr4e\nNSvMfZTwDrczqOl0sq89PV1Wno8elf298fGVuwped51dLRvmUjO0x7U1vg9jvhEBvQJqfB9+ca0s\nYJtMsq0pIgL47DOXtb2UlBzA8eMzEBo6At26ve8W4xctFiMuXfoCWVl/RWDgIHTuvAiBgc7rKTdb\nzHhy05P4OfNnbJi1AR2D7Wi52bxZ7m787LPy72bnTjnJqGNHGaorLvHxTfq/3nl+Jx75/hG0C2yH\nD8Z9gJ6R7lssY5BuQcpN5Th0+ZDNlJBLpZdwfYfrMSRmiDVcxwRfe2KGS6SlAY88Atx/P/Dyyw5b\nhCOEBUVFv0CjWQGNZhV8fDpcbf+YDn//rg65j4Ydh4AQhgaF2cprbSM/XweLxQBPzwAoFAHVrpV1\nvN/22tNTCaWyn9P6m6/JaJTV2CVL5IPy2LEw/uFuJBd+hMCAUHyV9JX7vzh0tKvVT/WXH8P87Up4\nBYcgYtZDUEydClx/favuuRVCwKg22laXr77t4elRa4XZO9KOwGw2ywWrFWG54pKeLnds7doV6NlT\nVtl69ZK7YDqxt9dUbILueM0KtumKCQG9a1awfTv5un1lrk5arZzkceedcjSei5hMJTh9+hGUlOxH\nnz6pLltzI4QFavVyZGa+CD+/eHTu/CqCg4c69T7LTGWYvXo28nR5WD1jNUL9Qht/I59+CixYIKcl\n3VqlHcRkAg4flqF6507ZyqNQAMOHVwbrfv0aPZLUZDHhX3v+hdd2vIaHrn8IC4YvgNJH2fjjdjIG\n6RauQF9QY1dGX09f6+i97uHd0SGoA9oHtUf7wPaunxZy6RLw0EPyCe3LL+UflwMJYUZR0Y6rlepv\n4ecXe7VSPQ0+Pu3sDq81r2u/DQ8PrwaF2dqvGxaEPTxa4BOqEMCBA3LixjffyM177rkHSEmBKTgQ\nM1bNgEVYkDottW1vcgRAU3IZL749HiMPXMHUkwp4lpXLnurkZPmE5Iz52M3EoDHYBOWK8CiEqLXC\n7BNlx4vtgoLKgFw1LJ85A0RGVoblnj0r346Lc5ufq+mKqdYKtrnUbA3YVX9Ovh1byOPB5cty45kX\nX5QbebmIEAKXLy/B2bPPoEuXvyM6+oFm+/kJIZCf/x0yMv4CT88gdO78GsLCRjr9fgv1hZi8fDLa\nB7XH0ilLG58DLBbg+edlMez77689A10IICNDBuqKcJ2bK///K4L14MGAf8POgOaU5ODpH57Grgu7\n8O7YdzG552S3+p1nkG5lhBDIvJJpHcGXUZiBnJIc5JTk4FLpJQT7BqNDUAdruO4Q1AEdAjvYvC86\nMNppw9ivHiTw+efy1NCf/yy3GnfCk5gQJly5sv1qT/VqmM2lDa7Y2hOEFQp/h+wu1ark5sp5skuW\nAKWllSPruslFP2aLGfesuQcF+gKsmbHG9S/03ITRbMTTPz6NDenrsWHQO+i69eq86osXZatBcrKs\nmPq658/LmF97hVkYRe0V5nbejXtiLC8Hzp6tGZZPnZIfqy0s9+gBKN2vmtVQxkJjrS9CzHozlAnK\nGj9Xnw4+bhU2AMj9Bm69VS5AvN21OxBqtSdw/HgKlMq+6NHjY3h5OW9bdiEECgs3IyNjAYQwoHPn\nVxEePqFZ/n/OF53HuGXjMKbrGLx9x9uNb5nT6+Vj9uXLcrRnZKR9B6LRAL/8UhmsjxyRoxErqtYN\n6LP+KeMnzFs/D13CuuD9se+ja3jznXGuD4N0G2IRFuTp8pBbkmsN1zklOcgpzbF5n1qrRqhf6DUD\ndztlu6ZVDzMyZGXCYpFBq0sXh32v5EJ6vRz9tnSp7J1LTpYBevhwm53/hBB4aN1DOFNwBuvvXg9/\n72buz24BPj/wOZ7d/Cw+nfQpJvWcJP9mKsbqHT0qp+EkJ8vNPpqwkNde9Ya72irM7RsR7oQAcnJq\nb8W4eBHo1KlmWO7ZE4iObtWtMNXV96IlIKFmBdsn2sUBe8cOuXmSC2ZMV2c263H27JMoLNyMhIQV\nCAq63uH3UVT0CzIyFqC8PBedOy+CSjUNHs20/uPw5cOY8PUEPDn0STx1kx3rLi5fli/cu3eXG605\n8oW7Tic31qqoWu/eLTdyu+WWynBdS5+1wWzAP3/9J97a9RYeG/wYnr3lWfh5uXaaE4M01WC2mJGn\ny7MN2yU5yC21DeAanQYR/hH1Bu4OQR0QpYyqu+fVbAbefRd4/XXg738HHnigTT0JthpCyAfDpUuB\nb78FbrxRznueMqXGZiTy0wWe2PQE9mXvw6Y/bGoxY45cYc/FPZi2choeHPQgFo5YWFlRunRJbgCS\nliYX8o4cKVtAJk502Ar6CqYiU61hzVwqq6HVK8w+MY0IayUlcqpD9bCcni5/d6qG5YrA3KVL29zo\npBHqbaOpXsHua2cbjb1WrJAzpnftcsmM6erU6pU4fXoe4uIWICZmvkNeaJSUHEBGxkLodMcQF/cS\noqNnN+smRj9n/IwZq2bg/XHv466+dzX+Bo4dkz3tc+bIvnZnPy+bTLJKXRGsK/qsK1pBhg+36bM+\nX3QeT216CgcvHcT7497H+O7jnXt89WCQJruZLCZotJp6q9s5JTnI1+dDFaCyCdftA9vb/Dv2QjEi\n5j4Bj44dgf/8R1aVyP2dOyd73ZculePA5swBZs2qd4t4IQSe3/I8fjz3I7bcs8W+RS9tTG5JLqam\nTkV0YDSWTFlS84XHlSvAunXy1OvmzfKFTFKSfCFTz/9FdXUugCsy2fTnVgQw39gG9ueaTEBWVs2w\nfOoUUFgoK161tWKEhTXyJ0X1abaFnQ3x1lvyscNFM6ar0+vP4fjxGfDx6YBevT6ze/SnVnsCmZkv\noqjoF8TFvYD27R9s9s1glh9djvkb5mPFtBUY2dmOHuwff5SP4//4h2zrcIWKPuuKUL1zpzxDVa3P\nemPOdjy24TH0jeqLd8e8i7jQ5t/plkGanM5oNkKtVV8zcGtLC/G3Xf74w149Pr3/OmSNvqFG4O4Q\n1AERARGtfzSag5l1ZlzZegUFGwpQuKUQFr0FCj8FFP5XL34KePp7Wt+ueu3p72n7PlEOxaE9UGzf\nAs/sc1CMHgHF5LFQDOoDRZXb8PT3hIevR42gtWjbIqQeT8XWOVu5AUkDWIwWWMosKCspw8INC3Ho\n/CF8OOpDdPTtCLPeDEuZBRb91UuZBZaiMlgOn4D54AlYTmXCEhoFS3xPWDrEw+IdaPs1Vb7WrDXD\nXGJGQK+AGmHKt5PvtUeyCSE3n6mtb/ncOfniuLZWjNhYm5Yfan5CCBgu1V7BVvgrED4uHKpkFcJG\nh0Hh56D/KyGARx+VvyMumjFdncViwLlzz0OjWYmEhK8REnJLg79Wr89AVtYryM9fj9jYPyEm5lF4\nejZ/T/47v76Df+7+J9bfvR792tmxmP8//wH+8hc5mWPECMcfYFNoNPIsRkW4vtpnbRo2FN+GX8Zf\nDBtx3+hn8Kdhf3LuOq9qWm2QLvipAN6R3vIS4Q2FDx+o3Z3BbMDl0sso3roJcfNfRHafjkh9eDgy\nRKFN4C4uL0Z0YHS9Fe4OQR0Q7h/ufottmpHutA4F6wtQsKEARb8UIXBQICLGRSDsjjB4hXrZBqky\niwxY1d5n0Ve83yxD2bHTsJy/DIsqBpYO8TAHRcJSLmyDXJXbE0YBhW9lCC/xKEGeyEPX6K7wVfrW\nHuarva/WMH+Nr/Hwrhngm0qYhe3PqnqAbejH6voZ1xJuLWUWALD53oo9ipFrzEWnqE4IDwuv/4WP\nt4Ai+xwUxw9CcXgfPEP8oRh2AxS3DoUioavtC58AT9nDfK3AXFYmJ2BUD8unTsn1DtXbMHr2lBXn\nBq7QJ9cSQuBC8QXsvrgbuy/sxqWTlzDr8ix02NUB2kNahI0JgypZhfDx4fAKamKrgpvMmK4uP38d\nTp36P8TEzEenTs/V29NcXp6DrKzXoFYvR0zMo4iNfQpeXs1fYbcIC57+4WlsOrsJG2ZtQKeQRu6I\nWDGZY/VqOZmjewvYj6Giz/rqAkbLrl24GCzwa5wn+iTNRd/kuUDnzk7/vWq1QfrArQdgzDPKS74R\nigBFZbBuyCXcu+1u6+oOtFrZQ7dunXyAHT3a+qFyUzkulV66doXbqLUG7JjgGEztPRXTEqbBS9F8\nfWrNqWrVuWBDAcw6M8LHhcvwPDrMvt3djh6VbRtffSV7GefMAWbMaPDKbWEWsJTLUPj57s/x2a+f\n4avxXyHKO6rW0GhPCK3tY8IiGlZl91PIim8Dwq0wCbtCfaMr/tVuz8Or5uPQjqwdmLFqBp4c+iSe\nHvZ0w140mM1yQU9amrwoFDLEJCcDQ4bYVoUtFiA7u/ZWjNxcuQioelju2RNQqdwmDFHDaA1a/Jbz\nmwzO2bux++JuCCEwtONQDO04FB2DO+KdX9+Bt6c33hjwBnoc7IG8tDwU/VKE0FtDEZkUichJkfa3\ngLjJjOnqyssv4vjxu6FQ+KJ37y/h42Pbbmg05uH8+TeQm/sZ2re/D7Gxz8LHR+WaYzWV45419yC3\nJBff3fUdwvwb2RKl08kF4Zcvy8XMDl5j0Wyu9lkfSfs3stZ9hWFZFoT4hcJz+IjKdpD+/R0+JazV\nBumqhyKEgLnIXBmsG3AxXTHBM8TzmoHbR+VjfdszxLNNV0CdYtMmuQAxOVkuSKxl4Vpd9Ea9NXCf\nKzyHT/Z/gpySHPx52J8xZ+Acl6/0bSohBPSn9dbgXLXqHD4uHMr+Svt+HzUaOet5yRL5wDp7tnyQ\n7d3b7mP94uAXePHnF7H13q3oEub86SzCJGoG8zpCu8K7YcHXGVXuprhQdAFJK5LQI6IHPp30KQK8\nG7FTmxDAoUOVobqgQE7+KC2VYfn0aSA4uPbqcufOgFfrfDHa2lmEBafzT9uE5vT8dPRv1x9DOw7F\nkJghGNpxKOJC4mx+1y3CghVHV2DBTwvQK7IX/n7b39HHvw/yv89HXloeCn4sQND1QYhMioQqSQXf\njo3sCXaTGdPVCWFCZuZfkZv7KXr1WoLw8NthMhXj4sV3kJ39AVSqFMTFLYCvr+s2QbtSdgVJK5IQ\nGRCJL5O+bPzz2qVLwOTJzpnM4UI6ow5/3/E3rN/0IV71GYsxl5RQ/LJLFgiqz7NuRK6oTZsI0vYQ\nZgFToalR4dusNcM7ohFV70hvKJQKt3pydksFBbKXbv9+uTjlxhvtvqmd53fi9Z2vY3/ufjwx9Ak8\nfMPDCPZ13vxQR6tadc5fnw9LmQXhY8MRMf5q1TnEzoBTXi6r/0uXAtu2yckPc+bISRBNfPW+/Ohy\nPLXpKfw852e33ua1JdIb9Zi7bi6OqI9gzYw19i+0SU+XL1rDwytDc3DL+bug2hXqC7E3e681OO+5\nuAchfiGy2hwjK84Dowc2eH67wWzAJ79/gle3v4rbu96ORSMXIT40Hma9GYU/FEKTpkH+unz4d/OH\nKlmFyKRIBPRoYEipmDH95ZfAHXc04bt2vMLCn3DixGyEht6KwsItCA8fi/j4l+Dv79qRrReLL2Lc\nsnEYGT8S/xzzz8bvCFsxmePee+WLmFaYRU7nn8ajGx5FdnE2Fk9YjBHKBNt51ocPy2kgVedZN3JW\ntnEwCKIAACAASURBVFsF6e3bt2Pu3LkwmUyYP38+HnvssRqfs2/fPjzyyCMoLS1Fu3btsHXr1poH\n4qLFhhaDBaaCa4dvg8ZgfRtmNCx0q6r0eztqsUdLs2IF8NhjwB//CCxc2KTFKYcvH8Ybv7yBTWc2\nYe4Nc/H4kMcRpYxy4ME6htOqzvLGZX/Z0qXyZ9uvnwzPU6cCQY4ZR/fdye8wd91c/Dj7R/sWvtA1\nCSHw3p738MYvb+Cbqd8gMT7R1YdELmCymHBUfVSG5ou7sSd7D7KLs3FDhxswpOMQDI0ZiiEdhyA6\nsOkTkUrKS/CPX/+Bf+39F2b3n40FwxdApZRtDRajBUXbiqBJ0yBvdR68I7wRmRwJVbIKygHXeLyq\nmDH944/AgAFNPk5HMhjUyMn5CCrVdCiVCa4+HBxTH8P4r8fj0RsfbXh7V1UVkzneeQf4wx+cc5Bu\nQgiBtBNpeHLTk7g1/la8dftblX8H1fqs8euvQIcOtvOsr9Fn7VZB+rrrrsN7772HuLg4jBkzBjt3\n7kRklVcGQgj0798f//znPzF69Gjk5eXZfNx6IC1oaodZZ4Yxv+FVb2OeEQqfhvd7+3X2g2eAe2x9\n6xA5ObLVQ6ORlYsmtBsAwLnCc3h719tYfnQ57u53N54e9jTiQ+Mdc6x2qq3qXBGcm1R1BgCjUY4U\n+vZb2bphsVTuNhjn2LFBm85swuzVs7F+1nrc0OEGh9421bTl3BbMSpuFBcMX4NHBj/JMVyt3qfSS\nNTTvvrgbv+f+jtjgWGtv89COQ5GgSnDqmpDLpZfx6o5X8fWRr/HEkCfw5E1PItCncmMgYREo3lOM\nvLQ8aNI0gIBs/0hWIfim4NoXtq5YATz9tAw0bjBj2h1tz9qO6Sun45073sGs/rMafwPuPJnDiUoN\npVi0fRE+O/AZXhzxIv544x9r/n2YzTXnWQO286yr9Vm7TZAuKipCYmIiDhw4AACYP38+xowZgwkT\nJlg/Z9++fXj33XexbNmy+g+kBQXpxhJCwFzawH5vtRFlmWXwi/dD4IBABA4MhHKAEoEDAhu3w5i7\nEQL4+GNZlV64EJg/v8njsy6XXsa7e97FJ79/gnHdxuHZm59ttgqqw6rOQsh5wufPV16ysmz/rVYD\n7dvLftg5c4ChQ51yOm9r5lakrEzBmrvWYFjsMIffPtUuozADU1ZMwaD2g/DRhI9a/DoAkspN5Thw\n6YBNcC4xlFh7mod2HIrBMYNdNpP9bMFZ/OXnv2Br5lYsHLEQDw56sMaut0IIaA9rkbdahmqjxojI\nyZGITI5EaGKo7WStt9+WZ8rcZMa0O1l5bCXmrZ+Hr6d+jdFdRl/7C6qyWIDnnpOTOdavbxmTOZzg\nuOY45q2fhytlV7B4/GLcFHtT3Z8sBJCZaTvPOjtbPndeDdceo0a5R5DevHkz/vvf/+Kbb74BAPz7\n3/9GdnY2Fi1aZP2cV199FSdPnkRWVhZCQ0Px6KOPYsyYMTUPpBUH6cayGCzQndSh9GApSg+VQntI\ni9KDpYACMlxXCdgBvQKg8G5BbSNnzshqqp8f8MUXcsvgJioqK8JHv32E9/a8hxs63IDnbn4ON3e6\nuenHWo1ZZ8aVn69WnTc0sOpsNMo/4NoCcsXF01P+HOq6dOjg9IViv174FZOXT8byacsxqvMop94X\n1aQ1aHHfd/chqygLaSlpiAl23UIoajwhBDKvZNosCDyqPopekb2svc1DOg5B9/DublcM2Z+7H89v\neR7nCs/htVGvYVrCtDpn/uvP6KFZrUFeWh50p3SIuDMCkUmRCB8TDk9/hWzjO3VKjmLjLpYAgPf3\nvI83f3kT6+5eh4HRAxv3xRWTOdRqGaRb6mQOBxFC4Juj3+CZH5/B2G5j8cboNxAZ0MDe6Lw8m3nW\nHrt3t5wgvXDhQqxZswabN2+GTqfD7bffjqNHj8K/2nxSDw8PvFRljE5iYiISExPtPbRWRwgBQ44B\npYdkuC49KAN22fkyBPQKqBGwvcNcPyi/TiaT3CHrnXdkFeOeexxSYdUb9VhyaAne/OVNdAzuiOdu\neQ7juo2z+4mr3qrz+HAo+wbAo6io/pBcUU2uLyi7uHqzP3c/xi0bhy8mf4Fx3ce59FjaMiEE3vjl\nDfxr77+wcvpKnhVwYyXlJTXGz3l6eOKm2JusCwKv73B946ayuNjmc5vx3Obn4OHhgddvex23dbmt\n3s8vzy5H3po85K3OQ/G+YoSNDoNqcgQivpkPr3ZK4PPPW+VCuIayCAue2/wc1qavxYZZGxrfflgx\nmaNHD+DTT1vNZA5HKC4vxktbX8Kyw8uwaOQi/N+g/7vmos2tW7farM975ZVX3CNIV2/teOyxxzB2\n7Fib1o7vv/8eW7duxVtvvQUAmDFjBu6///4aVWlWpO1j1pqhPaq1DdhHtPAK9ULgwEBrwFYOUMK/\nq/+1N25oTgcPyj7f7t1l24fKMfM8TRYTVh5bidd/eR0A8NzNz2F6n+kN6ju0rTrnwaI1IeIGM8K7\n5CEs5Ay81BkNrybHxckQ7cZjx46qj2L00tH4aMJHSOqd5OrDIQDrT6/HvWvuxWujXsOD1z/o6sNp\n8yzCgpN5J62LAXdf3I2zBWcxIHqAzSSNjsEd3a7a3FgWYcGq46vwwpYX0DW8K16/7XVc1/66a36d\nMd+I/LX50KzW4MrPhQjxOIHIEUDkp/fBp13bq0wbzAbc9919yLySibUz1yLcP7xxN9AGJnM4wqFL\nhzBv/TwYzAYsnrC4Uet63KZHGqhcbNipUyeMHTu2xmLD/Px8jBs3Dlu3bkVZWRmGDh2K/fv3IzAw\n0OZ2GKQdR1gEyjLKrK0hFQHbVGCCsp/SWrkOHBAIZT8lPJUuXNhYViYfKL78UobpSZMcdtNCCGw4\nswF/3/l35JTk4Jlhz+DegffKHlQhgMJCiKws6Hdno2BLCQp+90LRxRAEBmQjAnsQrvsZyvZl8Iir\nIyTHxrq8mtwU6fnpGLlkJN66/S3c3e9uVx8OVZGen44py6cgMT4R7459t1m3zm3r8nX51sC8++Ju\n7M3ei8iASJsFgf3b9W/V/ydGsxH/2f8fLNq+CCPjR+LVUa82eJa8udSM/G/OIe/JNBRYboDy+nA5\nASRJBb/41t//X1RWhKmpUxHkG4Svk7+Gv3cjdwdtQ5M5HMEiLFh6aCme2/wcknsn47VRr9lsbiOE\nHItc/v/s3Xtcjvf/B/DXnchZUXOYyphTjgmJdHCqnAuVGmMM28xh+86hzQqbNUZO+xEbyyErCokV\nIdVIDpkp57OcSql07r4/vz/6ur/uFdN9V/ddvZ6Ph4f78Lmu633nkpdPn+t93ctD7r1c+e/vr3hf\nc4L0iRMnMGPGDBQUFGDWrFmYNWsWfH19AQDTp08HAGzYsAHr1q2DgYEBPvnkE7i6uhYvhEG63BWk\nFSDrYpY8WL/46wWyL2dDx1BHYWlI/W71UevdCr6wMTr6fz2QfXxU74ebn/+/tcn37uHOxWhcPh8O\nnaTH6Jz9DrSetkGa6IVnMIdMooMmrZPRuEch9GwaQLvjf8Oyhs8mq+LO8zuw2moFLxsvfGT6kbrL\noRJk5GVgwt4JSM1JxZ5xe9C0flN1l1TlFEgL8PfTvxUuCHyS9QS9WvSSh2bzd83lbeKqmxf5L+Bz\nygdrTq/B+C7jschq0du3HL16FTKrgUj7fCtS7hghJSQFOi11inpVO+mjbse6lX4G/58eZj6Ew04H\nWBpZYq392tL3iN60qWhiaffuok4T9K9k+bKiZUbXU7ArfBduJ9yGQz0HGGcZI+9eHvLu5UGiLYGO\nkQ5qG9WW/2680FhzgnRZYZBWD1mBDDlXcxRmrl/89QKiUCgsDanfvT7qdqyreJV2WcvMBL74AoiI\nKLoQ0dq65HH/nU0uth751XXKycnytcnC0Ag5DTogNbUtHlytjxfXauFG82vQGlQLdlPsYGRuVOW+\nob9JUkYSrH6zwtw+czGz90x1l0NvIBMyLD6xGFvjtyLYJZgtCVWUlJGkMNt8/tF5vKf3nkInjY76\nHUsfgKq45KxkfB/9PbZf3I7Pe3+OLy2+RAOdt+hbHxNTdIfbI0cgOnVF+p//7VUdnIIa9WoU3arc\nSR8Nejao9N+DLydfhsNOB0w3m44FlgtK93ledubYt6/oQs1q2pnjn17OJufezS02o/zy94LkAtRq\nXksekp83fo7fn/+OF01eYObomehq2rXERgAatbSjrDBIa5b8x/nFlobk3s5FnXZ1FAN2t/qoqV/G\nFzaGhgLTpgGuroCpackX82lrF19q8cpzaaN38Dz6hbzDhsgTaGzfGI2HNobeQD3ck93DylMrsevv\nXRjfZTz+Y/EfvKf3Xtl+Dg305MUTWP9mjY9MP8K8fvPUXQ69pb2X92Ja6DSsGrIKE7pNUHc5lUJO\nQQ7OPzqvcEFgbmGuwrrmXu/2qlR3SVW322m38W3ktzhy8wi+sfoG08ym/fsSl8BA4MsvFXpMCyHw\n4twLeaiWZkuhP7qoV3Ujy0aQaFeuUB1zLwZjAsdgxeAVmNhtYuk2zs4uulYoJQUIDq5WnTlk+TLk\nPch7bUguNptsrDirrGOkA53mOsXOF5mQ4Zfzv2DR8UUY33k8FtssRqPaisswGaRJLaQ5UmQnZCvM\nXL/46wW0G2jLe12/DNl13q8DSQ0VvhmmpAAeHkBWVvGgXMLaZCEEcq7lyINzxskMNDBrgMYOjYv6\nOncpua/zkxdPsOb0Gmw6twn279tXaC/qipaakwqb32zg1NEJXjZe6i6HSinhaQJG/T4KI9uPxPLB\ny8v1ph2VgUzIkFOQg9zCXOQU5iAjLwPxj+LloTkxOREmBiYKwbm1XutKP/OpCS48voCFRxfi2rNr\n+M72O7h0dnltyzwA/9pjOutylvwGMHn386A/Uh/6jvrQG6QHLR3Nbu+69/JeTA+djh1OOzCkTSlv\nk/74cdF1Qe3bV7nOHEIIFKYWvjYg/3M2ubZx7WLLL3QMdVS6mVlKdgoWRCzAoeuH5NcCvfz7zyBN\nGkMIgdw7uUW9rl8J2AVPC1Cvcz2FgF2vSz1oNyi7f/z/2ddZ5Al5cNYbWLq7CabnpmPj2Y1YfXo1\nzJqbYaHlwnLpRa0u6bnpGLR9EGxb2eLHQT8yTFRSaTlpGB80HoWyQgSMDUCTuuqfvRJCILcwVx5o\nXw23uYW5yCnIUXisME5awmtvuW2hrBB1atZBbe3aqKNdB/Vq1UO3pt3kSzRMm5mW/kIvKpXjt49j\nfsR8FMoK8eOgHzG4zeCSBwrx1j2mc+/kImVfUajOupiFxg6Ni3pVOzQu038/ysLPcT9jWcwyHBh/\nAD2a9yjdxpcuFXXmmDy5UnbmeOvZ5BJmkd80m1weYh/E4tODn6JR7Ub4eejPMDEwYZAmzVeYXogX\nF18oBOysxCzoNNdRuFtj/e71oWOo81bBTtlZ59LILczFbxd+w4qTK9CiQQsstFyoUi9qTfAi/wXs\ndtjBtJkp1jmsq9SfhQCpTAqPYx7YnbAb+1z3oWvTrgD+22temq9coH11XCm3zZfmo1aNWqhTsw7q\naP832L4ScF99/PI9+eN/e/8N+6lVoxLf6bUKEUIg6HIQvj72NQwbGsJ7kHfJa/mlUsDREWjc+K17\nTOc/yUdKSApSglOQ/mc6dG10YeBkgCYjmqBmE/XdK0EIAY9jHgi+HIww97DSLws8fLioI4ePT1GH\nDg3zxtnku/+dTU7572yyce2Sg7KKs8llTSqTYsPZDVh8YjEmd5+MFUNWMEhT5SMKBbKvZ8tvJvMy\nYMtyZcVuh16vUz1o6Wi9edZ5kB60G5bPX9RXe1ELIbDAcgGcOzlXuh+n5xTkYPiu4TBuZIxfRv7y\n5h+/UqXy+6Xf8cnBT6Al0ZKHW20tbeUCbc06qF3j7UPsq+N0tHV4XhEKpAXYEr8Fi08shpWxFb4b\n8B3eb/y+4qCsrKLOTEOHAl5epdp/4fNCPDv4DCl7U5B6JBUNejYo6gAyWh8671bckoh8aT6mhkzF\n9dTrODD+wNvfWe8lDejMUeJs8t1chcCsVUurxFnkip5NLmtPXjzBV0e+wnan7QzSVHXkP81XuBX6\ni79eIOdGDmob10ZeUt7/Zp2HNka9zqrPOpfGy17U3jHeeJDxAF/1/QqTTScX9aLWcPnSfDgGOKKh\nTkPscNzBTgRVUEZeBgqkBaitXRu1tWvzz5jULis/C2tOr8GqU6vg0tkFi6wWoVn9Zv8b8OQJYGEB\nfPMN8JFyrTel2VKkHU5D8t5kPAt9hrpt6xb1qnYyQJ33y285T2ZeJsYEjkGdmnWwa8yu0t25UiYD\n5s8HQkKKlre8/36Jw4QQkOXKIMuRFftdmiMt/t5/H0tzpP+6jfSFFHkP8lCQUgCdFjpvDMrlNUml\nKbi0g6o8Wa4M2deyUbtVbY35C/3nvT/h/ac3zj48i9nms/FJz0+KXQmsKQplhXDZ4wKZkCFwbCBq\n1tDgW8YTUZWTkp2CZdHL4PeXHz7r9Rn+0/c//+uQcvUqYGVVdAHiP+5yXFqyAhmeRz5HSnAKUval\noKZBTeg7FoXqel2Vn3gRQkAUCHlYfZzyGNP2TIOpnim+MvsKkjzJ2wfczHzIomKLXutiBllhjddv\nkyeDlo4WtOpoQau24u816tQo9trLxwrv/WPbGnVqFD2uqwWdljrQaaGjWjOAKoBBmkiN/n7yN378\n80f8ceMPTDObhjnmczTqZhlSmRQT901Eak4q9rnsg4521bkSnIgql7vP7+LbyG8RdiMMHpYemNFz\nRtH3pJc9pg8fBrp3L5NjCZlARmyGvAMIJEAThyaQ1JKUHHD/8ZpCKM6VQVJDAq06WhA6Ak+lT1G3\nfl280/id1wfVkoJvfia0Nq6F1rsG0JrzCbQa6rw5+OpoQaJVvUNuRWCQJtIAt9NuY+WplfD/2x+u\nnV3xVd+v1N6LWgiBaaHTcCP1Bg65HWLXAiLSCBefXITHUQ8kJCdgqe1SuHVxg9aeoKKbcJ08WdTW\ntAwJIZB1MQtpEWmABG8ffF95TVJDglP3T8ExwBE/DPwBk00nl66Il505PvoIWLSo0nXmqMoYpIk0\nyJMXT7A2bi18z/rC7n07zO83X95JoSIJITAnfA7OJJ1B+Afhb3fnMSKiChR1NwrzI+YjpyAH3oO8\nYbfvEiR+fkUz1CX0mFan/Vf2Y+qBqdg2ehsc2jqUbuOXnTlWrwbc3MqnQFIagzSRBkrPTYfvOV+s\njl2NHs17YIHlAlgaWVbIsYUQWHh0IY7cOoKjE49Ct7ZuhRyXiKi0hBDYd2UfFh5diOb1m+H3qHfQ\n9F4qcOjQG3tMV6SNZzdiyYklCBkfUnI7vzfx9QU8PYE9ewDLivk3gEqHQZpIg+UW5sLvgh+Wn1yO\n5vWbY6HlQgxtO7Rcu40sPbEUgYmBiPwwUiNu0kFE9G8KZYX47cJvWHLME0EBAu3amKPRrmC1LoEQ\nQmDR8UUISAhAmHsY2jRu8/Yby2TAvHnAgQNv7MxB6scgTVQJFMoKsSdxD7xjvCETsnLrRf3TyZ+w\n+fxmnJh0QrHNFBFRJZBdkI3/O/ETbD9aikf9usFs0wE0b9C8wusokBZgWug0JCYnInR8KAzqGbz9\nxtnZRUs5nj0DgoOBJpzQ0GQM0kSViBACYTfC4P2nN+6n38dXfb/CpO6TyuRCwP8783/46eRPODHp\nBAwble3FOkREFSnt7lVILcyxuF8hGn4yG/P6zquwFqMv8l9gbOBYaGtpI2BsAOrVqvf2Gz9+DIwc\nCXToAGzeDOiwU5KmK8vMydtREZUziUQCh7YOODHpBHY47cAfN/5A67Wt4R3jjfTcdKX3+9uF3+Ad\n442IiREM0URU6ekZt4f+8dNYHVUXjaPOou26tlh1ahVyC3PL9bhPXjyBzW82MGxkiH2u+0oXoi9d\nAvr0AUaMAPz8GKKrIQZpogrU17AvQsaH4PAHh5GQnIDWa1tjQcQCPH7xuFT7+f3S7/A46oEjE46g\ntV7rcqqWiKiCtW+PGkHB+PL/4nHKbANO3D2B9uvbY9tf2yCVScv8cNefXUffLX0xot0IbBq+qXRL\n78LDgQEDgGXL2N6uGuPSDiI1etmLeuffO+W9qP8tGO+7sg8zQmfgyIQj6NK0SwVVSkRUgXbvlveY\njhF3MT9iPjLyMuA90LvMLt4+/eA0RgeMxlLbpZjaY2rpNmZnjkqNa6SJqpinWU+x5vQa+J71xZA2\nQ7DAckGJvajDb4Rjwt4JOOR+qPQtmYiIKpOVK4HffgNiYiAaNsSBawew8OhC6NfVx4+DfkSfln2U\n3nXotVBM3j8ZW0dtxfB2w99+Q3bmqBIYpImqqIy8DGw8uxGrY1fDtLkpFloulPeijrwTCefdztjn\nug99DfuquVIionImBDBrFnD5srzHdKGsENv+2gbPSE/0atELywYuQwf9DqXa7eZzm/Ft5LfY57IP\n5i3N337Dl505UlOLOnM0blzKD0SagkGaqIr7Zy9q186uWHJiCX4f+zsGvDdA3eUREVUMqRRwcgJ0\ndYtmp/+7pCOnIAfr49Zj+cnlGN1hNLysvfBuw3ffuCshBBafWIztF7cjzD0MbZu0ffs6Hj0q6sxh\nYlLUmUNDbhxDymGQJqomCmWFCEoMwi/xv+CLPl+U/ja1RESVXXY2YGsL2NkBS5YovJWWk4Yf//wR\nm89vxsc9Psb8fvOhV0ev2C4KZYWYEToDFx5fwEG3g2hav+nbH//vv4Hhw4GpU4FvvuFFhVUAgzQR\nERFVH0+fAhYWgIcHMGVKsbcfZDyAV6QXQq6GYF6/eZjZeyZqa9cGAGTlZ8F5jzNkQobd43ajfq36\nb3/c8HBgwgRgzRpg/Piy+jSkZgzSREREVL1cuwZYWRX1a7azK3HI5eTL8DjmgXMPz2GxzWI4tHXA\nyF0j0emdTtg0fBNq1qj59sfbuBFYvLioM0e/fmX0IUgTMEgTERFR9fPnn4CjI3D4MNC9+2uHnbp/\nCvMj5iP2QSzmW87HEpslb98yTyoF5s9nZ44qjEGaiIiIqqc9e4A5c4CTJwEjo9cOE0LgQcaD0t35\nNSurqDNHWho7c1RhvEU4ERERVU9jxxbdrGXoUOD589cOk0gkpQvRjx4BNjZAw4ZFM94M0fQWGKSJ\niIiocpk7t+j23GPGAPn5qu/v77+BPn2AUaOK2uyxvR29JS7tICIiospHKi0K0g0bFl2AqGxburAw\nYOJEduaoRri0g4iIiKq3GjUAf3/g6lXA01O5fWzYAEyaBOzdyxBNStFWdwFERERESqlbt6i7hoUF\nYGxcYo/pEkmlwLx5QGgoEBPDzhykNAZpIiIiqrzeeQf444+iHtMtW762x7Tcy84cz58Dp07xokJS\nCZd2EBERUeXWrh0QFFR0F8ILF14/7tEjwNoaaNSo6K6FDNGkIgZpIiIiqvz69QP+7/+A4cOBe/eK\nv3/xYlFnDkdHYOtWduagMsGlHURERFQ1jB1bFKKHDi1a+6yrW/Q6O3NQOWH7OyIiIqo6hABmzwYS\nEorWTv/6K7BkSdEdEfv1U3d1pAF4i3AiIiKi13nZY/r69aLHBw8CbdqouyrSEAzSRERERG+SnQ38\n9BPw+eeAnp66qyENwiBNRERERKQE3tmQiIiIiEjNGKSJiIiIiJTAIE1EREREpAQGaSIiIiIiJTBI\nExEREREpgUGaiIiIiEgJDNJEREREREpgkCYiIiIiUgKDNBERERGRElQO0lFRUejYsSPatm2LdevW\nvXbcmTNnoK2tjeDgYFUPSURERESkdioH6dmzZ8PX1xcRERH4+eefkZKSUmyMVCrF/PnzYW9vz9uA\nExEREVGVoFKQTk9PBwBYWVnB2NgYQ4YMwenTp4uNW7duHcaOHQsDAwNVDkdEREREpDFUCtJnzpxB\nhw4d5M9NTEwQGxurMCYpKQn79+/HJ598AgCQSCSqHJKIiIiISCNol/cB5syZA29vb0gkEggh3ri0\nw8vLS/7YxsYGNjY25V0eEREREVVhkZGRiIyMLJd9S4QKi5bT09NhY2OD+Ph4AMDnn38Oe3t7DBs2\nTD6mdevW8vCckpKCunXrYvPmzRg5cqRiIf8N2kRERERE5aUsM6dKM9KNGjUCUNS5w8jICEeOHIGn\np6fCmFu3bskfT548GSNGjCgWoomIiIiIKhuVl3asXr0a06dPR0FBAWbNmgV9fX34+voCAKZPn65y\ngUREREREmkilpR1liUs7iIiIiKi8lWXm5J0NiYiIiIiUwCBNRERERKQEBmkiIiIiIiUwSBMRERER\nKYFBmoiIiIhICQzSRERERERKYJAmIiIiIlICgzQRERERkRIYpImIiIiIlMAgTURERESkBAZpIiIi\nIiIlMEgTERERESmBQZqIiIiISAkM0kRERERESmCQJiIiIiJSAoM0EREREZESGKSJiIiIiJTAIE1E\nREREpAQGaSIiIiIiJTBIExEREREpgUGaiIiIiEgJDNJEREREREpgkCYiIiIiUgKDNBERERGREhik\niYiIiIiUwCBNRERERKQEBmkiIiIiIiUwSBMRERERKYFBmoiIiIhICQzSRERERERKYJAmIiIiIlIC\ngzQRERERkRIYpImIiIiIlMAgTURERESkBAZpIiIiIiIlMEgTERERESmBQZqIiIiISAkM0kRERERE\nSmCQJiIiIiJSAoM0EREREZESGKSJiIiIiJTAIE1EREREpAQGaSIiIiIiJTBIExEREREpgUGaiIiI\niEgJDNJEREREREpgkCYiIiIiUoLKQToqKgodO3ZE27ZtsW7dumLv79y5E926dUO3bt3g5uaGa9eu\nqXpIIiIiIiK1kwghhCo7MDU1xZo1a2BsbAw7OzvExMRAX19f/v6pU6dgYmKCRo0awc/PDxEREdi+\nfXvxQiQSqFgKEREREdEblWXmVGlGOj09HQBgZWUFY2NjDBkyBKdPn1YYY2FhgUaNGgEAhg0bu7Nu\nTAAAIABJREFUhhMnTqhySCIiIiIijaCtysZnzpxBhw4d5M9NTEwQGxuLYcOGlTh+06ZNGDFixGv3\n5+XlJX9sY2MDGxsbVcojIiIiomouMjISkZGR5bJvlYJ0aURERGDHjh04efLka8e8GqSJiIiIiFT1\nz8nZxYsXl9m+VVra0atXL1y5ckX+PCEhAX369Ck27uLFi5gxYwZCQkKgq6uryiGJiIiIiDSCSkH6\n5drnqKgo3LlzB0eOHIG5ubnCmHv37mHMmDHYuXMn3n//fVUOR0RERESkMVRe2rF69WpMnz4dBQUF\nmDVrFvT19eHr6wsAmD59OpYsWYLU1FTMmDEDAFCzZk3ExcWpelgiIiIiIrVSuf1dWWH7OyIiIiIq\nbxrT/o6IiIiIqLpikCYiIiIiUgKDNBERERGREhikiYiIiIiUwCBNRERERKQEBmkiIiIiIiVU2C3C\nldW4cWOkpaWpuwyqYvT09JCamqruMoiIiKgS0/g+0uwvTeWB5xUREVH1xD7SRERERERqxiBNRERE\nRKQEBmkiIiIiIiUwSFdxXl5eWLlypbrLICIiIqpyGKQrESFEqRfHSySScqqGiIiIqHpjkNZwd+7c\nQceOHTFt2jR07doVU6ZMQa9evdC3b19s3rxZPq5Vq1bw9vZG165dMXz4cNy+fVv+3sswvXnzZgwd\nOhS5ubkV/jmIiIiIqhoG6Urg6tWrGDZsGP7++2+sXLkSZ86cQWRkJH799VdkZWUBKArLOTk5uHjx\nIiwsLLB9+3b59kIIrF+/HocOHcL+/ftRu3ZtdX0UIiIioiqDQboSaNKkCUaNGgUAOHLkCIYNGwZT\nU1PcunULx44dk4+bOHEiAGDAgAE4deoUgKIQvW3bNoSFhWHPnj2oWbNmxX8AIiIioiqIQboSaNas\nGQAgMzMTCxYswKZNm5CQkIB+/fop3PVRT08PAFCzZk358g2JRIIuXbrg7t27uH//fsUXT0RERFRF\nMUhXImlpaahZsyaaNWuGa9eu4ejRo/+6jRACpqam2LhxI0aOHIlHjx5VQKVEREREVZ+2ugugf/fy\nYkEjIyOMGTMGnTt3hqGhIUaMGPHa8S+3efm4X79++OmnnzBs2DBERESgcePGFVY/ERERUVUkEWV1\ns3EVve6+52V5P3Sil3heERERVU9lmQG4tIOIiIiISAkM0kRERERESmCQJiIiIiJSAoM0EREREZES\nGKSJiIiIiJTAIE1EREREpAQGaSIiIiIiJTBIK6lVq1ZvdWdBAPDy8sKECRPKuSIiIiIiqkgM0kp6\n9e6Br4qMjIShoWGxsURERERUtTBIVwDeQY+IiIio6mGQVkFiYiJ69+6NNm3aYOPGjUhPT4eDgwMe\nPnyIBg0aoGHDhnj06JG6yyQiIiKicqCt7gIqKyEE1q9fj19++QUNGjTA5MmTIZFIEBYWhg8++AD3\n799Xd4lEREREVI4YpJUkkUjg7OwMS0tLAMCMGTNw4MABdOjQQc2VEREREVFFqPRLOySSsvmljO7d\nu8sfm5qa4tSpU2X0qYiIiIhI01X6IC1E2fxSRnx8vPzx+fPn0bdvX9SoUaPYxYXs2kFERERU9VT6\nIK0uQggEBQXhzz//xMWLF7Fp0yYMHz4c3bp1Q0pKisJFhuzaQURERFT1cI20kiQSCT777DN88cUX\nSE5Oxn/+8x9MmjQJtWrVwrx582BlZYVnz54hISHhtT2niYiIVJWVlYVz584hNjYWsbGxiI+PR35+\nvrrL0gg6Ojqws7ODi4sL+vfvjxo1aqi7JKpiJEJDpkslEkmJM7eve51IFTyviKgykslkuH79ujw0\nx8bG4tq1a+jSpQv69OmDPn36wMzMDHXr1lV3qRohPT0dBw4cQGBgIJKSkjB27Fg4OzujX79+DNXV\njBACf//9N4KDg7F48eIyywAM0lQt8byqfKRSKY4fP47w8HB89tlnaNWqlbpLIip3aWlpiIuLk4fm\n06dPo1GjRvLQ3KdPH3Tv3h06OjrqLlXj3bhxA7t370ZgYCCePHkiD9V9+/aFlhZXulZFMpkMp0+f\nRnBwMIKDgyGEgKOjI1atWsUgTaQKnleVgxACZ86cgb+/PwICAtCyZUt07doV0dHRiImJwTvvvKPu\nEonKTGFhIS5duiQPzLGxsXjw4AF69uwpD83m5uZo1qyZukut9K5evSoP1c+ePcO4cePg7OyMPn36\nMFRXcgUFBThx4gSCg4Oxb98+NGnSBI6OjnByckK3bt3ky20ZpIlUwPNKs129ehX+/v7w9/cHALi7\nu2P8+PFo3749AGDRokU4dOgQjh8/joYNG6qzVCKlPX78WGGJxrlz52BoaAhzc3N5cO7UqRO0tXk5\nU3m6fPmyPFSnp6fLQ7W5uTmvb6okcnJycPjwYQQHByM0NBRt27aFo6MjHB0d0a5du2LjGaSJVMTz\nSvMkJSUhICAA/v7+SEpKgqurK9zc3NCzZ89i/5gJIfDJJ5/g+vXrOHToEH+sTRovLy8P8fHxCsE5\nIyNDYYlGr169oKenp+5Sq7WEhATs3r0bAQEByM7OlofqXr16MVRrmPT0dBw8eBB79+7F4cOHYWZm\nBicnJ4wePRotW7Z847YM0kQq4nmlGZ4/f46goCD4+/sjPj4eo0ePhpubG2xtbf/1QiCpVApXV1cI\nIRAQEMALh0hjCCFw584dhdB86dIltG/fXiE4t23bluFMQwkhkJCQgMDAQAQEBCAvLw/Ozs5wdnaG\nmZkZ/9zU5OnTp9i/fz/27t2LmJgYWFtbw8nJCSNGjIC+vv5b74dBmkhFPK/UJycnBwcPHoS/vz+O\nHj2KQYMGwc3NDUOHDkWdOnVKta+8vDwMHToUbdu2xYYNG/iPG6lFZmYmzp49qxCca9SoAQsLC/m6\nZjMzM9SrV0/dpZISXnZ7eBmqpVKpPFSbmpry+045u3fvHvbu3Yvg4GD89ddfsLe3h5OTExwcHNCg\nQQOl9skgTaQinlcVSyqV4tixY/D398e+fftgZmYGNzc3ODk5QVdXV6V9Z2ZmwtbWFg4ODli6dGkZ\nVUxUMplMhitXrihcEHjjxg10795dYba5ZcuWDFhVkBACf/31lzxUSyQSeah+eSEbqe7KlSvyTht3\n797FyJEj4eTkhIEDB6J27doq759BmkhFPK/KX0kdN9zc3ODi4oIWLVqU6bGePn2K/v3747PPPsOs\nWbPKdN9UvT179kwemGNjYxEXF4cmTZoohOZu3bqhVq1a6i6VKpgQAvHx8QgMDERgYCC0tbXlobpL\nly4M1aUghMD58+fl4TkzMxNOTk5wcnKCpaVlmV9wyyCt4X744QfcunULmzdvVncp9BqV8byqLF7t\nuCGRSODm5gY3N7cSr5wuS3fu3EH//v3x448/ws3NrVyPRVVTQUEB/v77b4UlGk+ePEGvXr0U2s8Z\nGBiou1TSMEIInDt3Th6qa9euLQ/VnTt3Vnd5GkkqleLPP/9EcHAw9u7dCx0dHYwZMwaOjo7o2bNn\nubYh1KggHRUVhenTp6OwsBCzZs3C559/XmzMwoULERAQAD09PezcuRMdOnQoXkgVCtKVmZeXF27e\nvInt27eru5RyxfOqbJXUccPd3b3CL8q5dOkSBg4cCD8/P9jb21fYcalySkpKUgjN8fHxaNWqlcJs\nc8eOHXkhK5XKy5/GvQzVDRo0gLOzM8aNGwcTExN1l6dWeXl5OHbsGPbu3Yv9+/fj3XffhZOTExwd\nHWFiYlJh/15oVJA2NTXFmjVrYGxsDDs7O8TExChcORkXF4cvvvgCISEhCA8Px86dOxEaGlq8EAZp\njaBqkJZKpZXiHx2eV6p72XFj586duHDhAkaPHg13d3fY2Nio9Rw4efIkRo0ahQMHDqBPnz5qq4M0\nS05ODs6fP68QnHNzcxV6Nvfq1QuNGjVSd6lUhchkMsTFxSEgIAC7d++Gnp6ePFSXNKlYFb148QJh\nYWHYu3cvDh06hE6dOsnD83vvvaeWmso0AwgVPH/+XHTv3l3+/PPPPxehoaEKY9auXSt8fHzkz1u3\nbl3ivl5XioollqvU1FTh4+MjTExMhL29vQgPDxdCCOHp6Sk++OAD+biTJ0+KwYMHCyMjI7FmzRph\nbGwsIiIi5O8fOnRIjBgxQrRr106sWrVKZGZmCiGEuH37tpBIJCIoKEh06NBBdOnSRWzfvl0IIURS\nUpKoU6eOSE1Nle/n/PnzQl9fXxQWFgohhIiOjhZubm6iVatWwsvLSyQnJ8vH3rt3T3h5eYk2bdqI\npk2bimXLlomwsDBRq1YtUbNmTVG/fn35n+2zZ8+Et7e3eP/998WYMWNEZGSkfD+enp7C1dVVzJgx\nQzRr1kz8+uuvZf1lLheafF5psuzsbLF7927h6OgoGjZsKJycnERQUJDIyclRd2kKDh48KJo2bSoS\nEhLUXQqpgUwmE9evXxfbt28XM2fOFD179hR169YVPXv2FDNnzhQ7duwQN27cEDKZTN2lUjUilUpF\nTEyMmDVrlmjevLno2rWr+O6778TVq1fVXVqZe/bsmfDz8xOjRo0SDRs2FEOGDBEbN24Ujx49Undp\nQoiyzQAqrd4+c+aMwv+oTExMEBsbi2HDhslfi4uLw4QJE+TPDQwMcPPmTbRp06bY/ry8vOSPbWxs\nYGNjo0p55W7KlCkwNDTEsWPHcO3aNbi6uuLEiRMKP5p4/vw5Bg0ahE2bNmHAgAFYsGABHj58KB8T\nEhKCRYsWwdfXF8bGxpgzZw5SUlLw/fffy/cRGBiIw4cP4/Llyxg5ciTGjh2LFi1awMLCAkFBQZg6\ndSoAwN/fH+PGjUONGjVw8eJFjB8/Hlu3bsX69evh6emJ2bNnY+fOnQCA4cOHY9CgQYiKikLDhg2R\nmJiI3r17w8PDAzdv3sS2bdvkx587dy5yc3Nx/PhxxMXFwcnJCefOnUOrVq0AAEFBQVi5ciV8fHzK\n+0tOalBYWIjjx49j586d2L9/P8zMzODu7o4tW7ao3HGjvAwdOhQ//fQT7O3tERMTAyMjI3WXROXs\n1KlTOHr0qHy2uU6dOvKZZldXV/To0aPU7RWJypKWlhb69euHfv36wcfHB3/++ScCAwNhbW2NZs2a\nyWeq33//fXWXqpRHjx5h3759CA4ORlxcHAYOHIixY8di69atar/RUGRkJCIjI8tn56qk8CNHjghX\nV1f58w0bNohvvvlGYYy7u7sICwuTPzc3Nxc3b94stq/XlaJiieUmIyNDNG/eXGRnZ8tfmzNnjli+\nfLnw8vKSz0gHBASI/v37y8fcvHlTSCQScfToUSGEEG5ubmLnzp3y9+Pj44WJiYkQ4n8z0ufOnZO/\n3759e/HHH38IIYT45ZdfxIABA4QQRTMwhoaGIjo6WgghhIeHh/j+++/l26WkpMhnqxMTE0Xjxo2F\nVCot9rn+OZteWFgomjRpovA/Znd3d7Fq1Sr5+Nf9lEGTaep5pSlkMpk4ffq0mDVrlmjatKno2bOn\n8PHxEQ8fPlR3aaXi4+Mj2rdvr/DTGKpaZDKZ8Pb2Fi1bthT/+c9/xJ49e8T9+/fVXRbRWyssLBSR\nkZHi008/FU2bNhU9evQQ3t7eJWYlTXPjxg2xYsUKYWFhIfT09MQHH3wggoODRVZWlrpLe6OyzAAq\nzUj36tULX331lfx5QkJCsQt8zM3NkZiYCDs7OwBAcnIyWrdurcphFUgWl83CdOFZurUyMTExSE5O\nVmjjJZVKYWtrix49eshfO336NLp37y5/3rp1a4U1eBEREQgNDcVnn30mfy0/Px9Pnz6VP391++bN\nm+Phw4cAACcnJ3z++ed4/Pgxrl69Ci0tLVhaWsr3m5iYiBUrVijs99y5czh79izMzc3f6orYy5cv\nIy8vT6HjgpmZGaKjozF37lwARX/GVDVcuXJF3nFDS0sL7u7uiIqKKveOG+Vlzpw5ePr0KYYOHYqj\nR48q3byfNJNMJsOXX36JiIgIxMbG4t1331V3SUSlVqNGDVhbW8Pa2hpr165FVFQUAgMD0adPHxgb\nG8tnql/+FFidhBC4dOmSvE3dkydPMHr0aHh6esLW1rZatoFUKUi/DIRRUVEwMjLCkSNH4OnpqTDG\n3NwcX3zxBSZOnIjw8HB07NhRlUMWU9oAXFYsLCxgYGCAO3fuFDtxFi9eLH9sbm6O9evXy5/funUL\n6enp8ucDBgyAo6MjnJ2dix3jzp07b6xBT08PQ4YMQUBAABITEzF+/HiF/To5OWH+/PnFtmvYsCG+\n/fbbEi8M1NbWVliA36FDB+jo6ODq1ato3749AODs2bOwsrKSj6kMFxfS6yUlJeH333+Hv78/Hj16\nBFdXV/z+++9V5ja433//PZKTk+Hk5ITQ0FDo6OiouyQqA/n5+Zg8eTLu3buHqKgotf/omKgs1KhR\nA7a2trC1tcW6detw4sQJBAYGolevXmjdurU8VFfkcrWXF0y+DM9SqRROTk74+eefYWFhUe0zgMpN\n+lavXo3p06dj0KBB+PTTT6Gvrw9fX1/4+voCAHr37g1LS0v07NkTK1euVJghrcx0dXVhaWkJDw8P\n3L17F1KpFJcuXcLZs2cVxg0ZMgTnz5/Hrl278OjRIyxZskShsfiECROwfPlyxMTEQCqVIjk5GSEh\nIW889qtB183NDX5+fggKClLonTthwgT4+vri8OHDyM/PR3p6Onbv3g2gKBy3bNlSvl47MzMTcXFx\nAIpmmxMTE5GXlwegKFgPGzYMnp6eSEpKwr59+xAWFobRo0er9gUktUpLS8Mvv/yCAQMGoEuXLkhM\nTMTy5ctx//59rFq1Cj179qwSIRooujp7w4YNaNCgASZOnAipVKrukkhFL168wIgRI/DixQscPnyY\nIZqqJG1tbQwcOBC+vr54+PAhvvvuO1y5cgU9evSAhYUFfHx8cP/+/XI5dkFBAY4ePYrPPvsMhoaG\nmDp1KnR0dLB7927cunULK1euhKWlZbUP0QA0Z6Ho60rRoBKLefbsmVi7dq3o2bOn0NPTExYWFiIi\nIkJ4eXmJCRMmyMdFR0eLgQMHyrt2GBgYiLNnzwohitb3HTx4ULi4uAg9PT3Rpk0b8fXXXwshitZI\na2lpKaxltrGxUeiMkZOTIxo0aCA6d+5crL6oqCgxZcoUYWBgIAwNDcWUKVPk7927d08sWrRIGBsb\ni2bNmokff/xRCCFEVlaWcHFxEc2bNxdmZmZCiKL11cuWLRNt2rQRjo6O8vXdQohin7Wy0OTzqrxk\nZ2eLwMBAMXr0aNGwYUMxZswYjey4UV5ycnKEjY2N+PTTT9mtoRJ7+vSp6NWrl5gyZYooKChQdzlE\nFS4/P1+EhYWJjz76SDRu3Fj07dtXrF69Wjx48ECl/WZnZ4v9+/eLDz/8UDRp0kT07t1b/PDDD+LK\nlStlVLnmKMsMwDsbVrCEhARYWloiNTW1ysz4VUZV7bx6ncLCQhw7dgz+/v7Yv38/evbsCTc3Nzg5\nOVXLfrkZGRmwsbHBqFGjii1DI813584d2NnZYdy4cVi6dCm/h1K1l5+fj6NHjyIwMBD79+9Hp06d\n4OzsjDFjxihcw/U6GRkZOHjwIPbu3YvDhw/D1NQUTk5OGD16NAwNDSvgE6iHRt2QpaxU5SB94MAB\nDBw4EA8ePICHhwcAYM+ePWquqnqrCufV6wghEBcXB39/fwQEBMDIyAhubm5wcXFB8+bN1V2e2j15\n8gSWlpaYO3cuPv30U3WXQ2/p4sWLGDp0KObPn1/iHXSJqru8vDxEREQgMDAQISEh6Nq1qzxUN2vW\nTD4uOTkZ+/fvx969exEdHQ0rKys4OTlhxIgRMDAwUOMnqDgM0pXMxx9/jD179qBRo0aYNGkSpk2b\n9lb/U6TyUxXOq38qqeOGm5sb2rZtq+7SNM7t27fRv39/rFy5Ei4uLuouh/5FVFQUxo0bh7Vr1/LP\ni+gt5OXl4fDhwwgMDERoaCi6d+8OKysrnDhxAhcuXICdnR2cnJzg4OCAhg0bqrvcCscgTaSiqnJe\nldRxw93dHT169OCPvf/FxYsXMXjwYGzfvh1DhgxRdzn0Gvv27cO0adPg7++PQYMGqbscokonNzcX\n4eHhiImJgbW1NQYNGoTatWuruyy1YpAmUlFlPq/S0tIQFBQEf39/XLhwAY6OjnB3d4e1tTWvoC6l\nmJgYeVu83r17q7sc+ofNmzfD09MTBw4cgJmZmbrLIaIqgkGaSEWV7bzKyclBaGgo/P39cezYMQwe\nPBju7u5wcHCo9jMLqgoNDcXUqVNx/PjxMu9zT8oRQuD777/H1q1bERYWxuVJRFSmGKSJVKRp51V6\nejru3bsn/3X37l2F50+ePIGVlRXc3d3h6OhYLTtulKdt27Zh0aJFiImJqdJXqlcGUqkUs2fPRkxM\nDP744w9eIEtEZa4sM4BKdzYkon9XWFiIhw8flhiQX/6SyWQwNjaGkZGR/NfQoUNhZGQEY2NjtGjR\nAjVr1lT3R6myJk6ciOTkZNjZ2SE6OhpNmjRRd0nVUl5eHiZOnIinT5/ixIkT/A8jEWk8zkhTtVSW\n59XL2eTXheTHjx+jadOmCiH55a+X4blRo0a8OFADzJ8/HydOnEBERATq16+v7nKqlYyMDDg6OkJP\nTw87duzgkiUiKjdc2qHhfvjhB9y6dQubN29Wdyn0Gm97XhUWFiIpKanEgPym2eRXQzJnkysPIQSm\nTp2KpKQkhISEoFatWuouqVp48uQJHBwcYG5ujvXr1/OiWSIqVwzSVG68vLxw8+ZNbN++Xel9+Pn5\nYd26dbhx4wa6du2KsWPHYtasWWVYpepenlfPnz9/Y0h+3Wzyq8GZs8lVS2FhIcaOHYu6detix44d\n0NLSUndJVdrNmzdhZ2eHCRMm4Ntvv+XfJSIqd1wjTRqrsLAQOTk5WLNmDczNzXHp0iU4OzujXbt2\nsLe3V3d5Cho1alRsNtnY2BjDhg2TP+dscvWjra2NXbt2wd7eHrNnz8batWsZ7spJfHw8hg8fjkWL\nFmHGjBnqLoeIqPSEhnhdKRpUYjGpqanCx8dHmJiYCHt7exEeHi6EEMLT01N88MEH8nEnT54UgwcP\nFkZGRmLNmjXC2NhYREREyN8/dOiQGDFihGjXrp1YtWqVyMzMFEIIcfv2bSGRSERQUJDo0KGD6NKl\ni9i+fbsQQoikpCRRp04dkZqaKt/P+fPnhb6+vigsLBRCCBEdHS3c3NxEq1athJeXl0hOTpaPvXfv\nnvDy8hJt2rQRTZs2FcuWLRNhYWGiVq1aombNmqJ+/fqie/fuQgghnj17Jry9vcX7778vxowZIyIj\nI+X78fT0FK6urmLGjBmiWbNm4tdffy32dfruu++Ei4uLyl/vsgRApKWlCZlMpu5SSEM9f/5cdOvW\nTSxdulTdpVRJx44dEwYGBmLPnj3qLoWIqpmyzJb8maUKpkyZgtu3b+PYsWPw8PDA5MmTcePGDYXZ\nq+fPn2PQoEH48MMPERsbi3PnzuHhw4fyMSEhIViwYAE8PDwQGRmJ2NhY/PDDDwrHCQwMxOHDh/HT\nTz9h6tSpyM3NRYsWLWBhYYGgoCD5OH9/f4wbNw41atTAxYsXMX78eEyePBnnz5/Hs2fPMHv2bPnY\n4cOHIyMjA1FRUbhx4wYGDhwIOzs7eHh4wNXVFZmZmYiPjwcAzJ07F+fPn8fx48fh5uYGJycn3Llz\nR76voKAgmJiY4Pbt23Bzcyv2dTp16pRG9oHV1dXlTCO9VqNGjRAWFoatW7di48aN6i6nStmzZw9c\nXFwQGBiIMWPGqLscIiLllVkkV9HrStGgEhVkZGSI5s2bi+zsbPlrc+bMEcuXLxdeXl7yGemAgADR\nv39/+ZibN28KiUQijh49KoQQws3NTezcuVP+fnx8vDAxMRFC/G9G+ty5c/L327dvL/744w8hhBC/\n/PKLGDBggBBCCJlMJgwNDUV0dLQQQggPDw/x/fffy7dLSUmRz1YnJiaKxo0bC6lUWuxz/XM2vbCw\nUDRp0kRcvXpV/pq7u7tYtWqVfHzr1q1f+3Xy9fUVRkZGIiMj47Vj1EFTzyvSPDdu3BAtWrQQu3fv\nVncpVcLPP/8sWrRoIeLj49VdChFVU2WZASr/GumymlEs5aLzmJgYJCcno0WLFvLXpFIpbG1t0aNH\nD/lrp0+fRvfu3eXPW7durdAbNSIiAqGhofjss8/kr+Xn5+Pp06fy569u37x5czx8+BAA4OTkhM8/\n/xyPHz/G1atXoaWlBUtLS/l+ExMTsWLFCoX9njt3DmfPnoW5uflbXUR1+fJl5OXloV27dvLXzMzM\nEB0djblz5wIAzM3NS9x27969WLRoEY4fP44GDRr867GINFGbNm1w8OBBDBkyBHp6ehg4cKC6S6qU\nhBDw9PTErl27EB0djdatW6u7JCIilVX+pR1ClM2vUrKwsICBgQGePHmCtLQ0pKWlISMjA/v371cY\nZ25ujgsXLsif37p1C+np6fLnAwYMwObNm+X7SEtLQ1ZWFt55551/rUFPTw9DhgxBQEAA/P39MX78\neIX9fvPNN8X227t3bwwYMABxcXGQSqXF9qmtra1wJWuHDh2go6ODq1evyl87e/YsrKys5M9LalUV\nHh6O6dOn4+DBgzAxMfnXz0Kkybp37449e/Zg/PjxOHv2rLrLqXSkUilmzJiBQ4cO4c8//2SIJqIq\no/IHaTXR1dWFpaUlPDw8cPfuXUilUly6dKnYP7JDhgzB+fPnsWvXLjx69AhLliyBtvb/fhAwYcIE\nLF++HDExMZBKpUhOTkZISMgbj/1q0HVzc4Ofnx+CgoIU1idPmDABvr6+OHz4MPLz85Geno7du3cD\nKArHLVu2xIIFC/Dw4UNkZmYiLi4OQNFsc2JiIvLy8gAUBethw4bB09MTSUlJ2LdvH8LCwjB69OjX\n1vdyLXVwcDB69uz5ll9RIs1mZWWFzZs3Y8SIEbh27Zq6y6k0cnNzMW7cONy8eRPHjx+GyTVwAAAg\nAElEQVR/q0kCIqLKgkFaBRs3boSxsTHGjh0LAwMDTJs2TT7b/PIiNl1dXYSFheHXX39Fnz590KNH\nD+jq6sqXdzg4OGDJkiVYv349DAwMYGFhIQ+1r+7nVa++NnLkSNy4cQPNmzdHly5d5K+bmJjAz88P\ngYGBaNmyJbp06YLw8HD5+wcOHECdOnXQt29ftGvXDpGRkQAAa2trtGvXDu+99548BK9atQrdunWD\ntbU1tm3bht27d6NVq1byWv5Z49KlS5GZmQkHBwc0aNAADRo0wLBhw5T9MhNpjFGjRmHZsmUYMmQI\nkpKS1F2Oxnv+/Dns7OxQq1YtHDx4kEu8iKjK4Q1ZKlhCQgIsLS2RmprKjhFqVNXOK6pYy5cvx7Zt\n2xAVFYXGjRuruxyN9OjRI9jb28Pa2hqrV6/mjW2ISGOUZQbgd7YKcODAAWRnZ+PatWvw9PTEwIED\nGaKJKrGvvvoK9vb2GD58OLKystRdjsa5du0a+vXrBxcXF6xZs4YhmoiqLH53qwAhISF49913MWTI\nEHTu3Blr165Vd0lEpAKJRILly5ejXbt2GDduHAoKCtRdksY4c+YMrK2t8fXXX8PDw4OTBkRUpXFp\nB1VLPK+oLBQUFMDJyQm6urrw8/Or9jOvR44cgbu7O3755ReMHDlS3eUQEZWISzuIiDRAzZo1ERAQ\ngDt37uDLL7+s1v8527VrFz744AMEBQUxRBNRtcEgTUSkgrp16yIkJARHjx6Ft7e3ustRizVr1mDe\nvHmIiIhA//791V0OEVGFqfx3NiQiUjM9PT2EhYXB0tIS+vr6+Pjjj9VdUoUQQuDrr79GcHAwYmJi\nYGxsrO6SiIgqFIM0EVEZaNGiBcLDw2FtbY0mTZrAyclJ3SWVq8LCQkyfPh2XLl1CTEwM9PX11V0S\nEVGFY5AmIiojbdu2xcGDB2FnZwc9PT3Y2tqqu6RykZ2dDRcXFxQWFuLYsWOoV6+euksiIlILrpEm\nIipDpqamCAwMhIuLC86fP6/ucspcamoqhgwZAl1dXYSEhDBEE1G1xiBNRFTGbGxs4Ovri+HDh+P6\n9evqLqfMPHjwAFZWVjA3N4efnx9q1qyp7pKIiNSKSzuIiMqBo6Mjnj17Bjs7O8TExKBFixbqLkkl\nly9fhr29PWbOnImvvvpK3eUQEWkEzkirIC0tDatXr0anTp3g4OCAw4cPAwASExPh5OSEd955B82a\nNcOXX34JALhz5w60tLQQEBCA9u3bw9zcHGFhYfL9eXl5Yfz48Zg5cyaaNWsGZ2dnXL58WS2fjYhU\nN3XqVHz88cews7NDWlqaustR2unTp2Fra4slS5YwRBMRvYJBWgVTpkzB7du3cezYMXh4eGDy5Mm4\nceMGPD09YWtri6SkJNy6dQvOzs4K2+3YsQNhYWFYuHAh3NzccPXqVfl7wcHB6NatGy5fvoxGjRph\n2bJlFf2xiKgMLViwAIMGDcKIESOQnZ2t7nJK7Y8//sCIESPw66+/4sMPP1R3OUREGoVBWkmZmZmI\njY2Ft7c3mjZtiv79+8PZ2Rl79+6FTCbDvXv3kJqairp168Lc3Fxh27lz5+K9997D6NGjYW9vj9DQ\nUPl77du3x8cffww9PT1MmTIFERERFf3RiKgMSSQSrFy5Eu+99x6cnZ1RUFCg7pLe2rZt2zB58mSE\nhIRg2LBh6i6HiEjjVPo10pLIyDLZj7CxKdX4mJgYJCcnK6x7lEqlsLW1xfr16+Ht7Y3OnTvDzMwM\nCxcuhLW1tXxc9+7d5Y9NTU1x6tQp+fNu3brJHzdr1gxPnjyBTCaDlhb/z0NUWWlpaWHLli0YPXo0\npk6diq1bt2r83+mffvoJ69atw/Hjx9GxY0d1l0NEpJEqfZAubQAuKxYWFjAwMMCdO3dQq1atYu//\n/PPPWLt2Lfz8/DB+/Hg8ePBA/l58fDwGDhwIADh//jz69u1bYXUTkXrUrFkTu3fvxuDBgzFv3jys\nWLECEolE3WUVI5PJMG/ePPzxxx+IiYmBoaGhuksiItJYmj0losF0dXVhaWkJDw8P3L17F1KpFJcu\nXcLZs2exc+dOJCcnQwiBevXqoX79+grbrl27Frdv38aBAwdw+PBhDB8+XE2fgogqUt26dXHgwAGE\nhYVhxYoV6i6nmIKCAkyaNAmnTp1CdHQ0QzQR0b+o9DPS6rRx40bs3LkTY8eOxc2bN9GhQwcsXboU\nYWFh+OKLL1BYWIi+ffti06ZNCj/GdXNzg729PXR1dbF9+3a0a9cOQNFayn/OUGnijBURKa9x48YI\nDw+HpaUl9PX18dFHH6m7JABAVlYWxo0bBy0tLRw5cgR169ZVd0lERBpPIoQQ6i4CKAqMJZXyutcr\nozt37qB169YoLCzU+PWRVV1VOq+ocrp27Rqsra2xYcMGjB49Wq21pKSkYPjw4ejYsSM2bdrEG60Q\nUZVWlhmAaY6ISA3atWuH0NBQTJs2DVFRUWqr4+7du7C0tIStrS22bNnCEE1EVAoaHaSrYus3LtUg\nopfMzMzw+++/Y+zYsbhw4UKFH//SpUuwtLTEjBkz8MMPP/D7ExFRKWns0o7bt2/DwsICT5484Y/g\nqcxxaQdpkj179mD27NmIiopCmzZtKuSYMTExGDNmDHx8fODm5lYhxyQi0gRVfmlHdnY2HB0dsXDh\nQnWXQkRU7saOHYtvv/0WQ4YMwaNHj8r9eAcOHICTkxO2b9/OEE1EpAKNm5EWQsDd3R3a2trw8/OD\nlpYWZw6pzHFGmjTRd999hz179iAyMhK6urrlcowtW7bg66+/xv79+9G7d+9yOQYRkSYrywygce3v\nfHx8cPXqVcTExHC9HhFVK19//TWePn2KUaNGISwsDHXq1CmzfQsh4O3tjU2bNuHEiRPytptERKQ8\njZqRPnr0KNzd3REbGwtjY2P56xpSIlUhPK9IU8lkMnzwwQfIyspCUFAQtLVVn++QyWSYO3cujh8/\njrCwMLRo0aIMKiUiqpw0Yo10ZmYmRo0aBSMjI4wePRovXrwoNub+/fuwtbVFp06dYGNjA39//zfu\n083NDf7+/vIQTURU3WhpaeG3335DXl4epk2bpvI3+/z8fLi7uyM+Ph5RUVEM0UREZUjpIL1hwwYY\nGRnh+vXraNmyJTZu3FhsTM2aNeHj44OEhATs2bMH33zzDTIzM1+7z/nz58PW1lbZkiqt6OhodOjQ\noVz2PWnSJCxatKhc9k1E5aNWrVoICgpCYmIiFixYoPR+MjMzMWzYMOTm5iI8PLzc1l0TEVVXSgfp\nuLg4TJkyBTo6Ovjoo49w+vTpYmOaNWuG7t27AwD09fXRqVMnnD179rX7nDNnjrLlVCpaWlq4deuW\n/Hn//v1x5cqVcjlWSbcdJyLNV69ePRw8eBAHDhzATz/9VOrtnz59igEDBuC9997D7t27y3S9NRER\nFVE6SJ85c0Y+i9qhQwfExcW9cfyNGzeQkJDwxqvEq1Pgq8j1uVwLTFQ5NWnSBOHh4Vi3bh38/Pze\nervbt2/D0tISDg4O8PX1LZN11kREVNwbv7sOHjwYjx8/Lvb6999/X6pwlpmZCRcXF/j4+KBevXqv\nHefl5SV/bGNjAxsbm7c+hjokJSVhw4YN2LFjB2xtbTFr1iyYmppi0qRJ0NXVxb1793Dy5El8+OGH\nmDdvHpo0aQIrKysAQLdu3SCRSLBlyxYYGBhgwoQJuH//PgCgVatWmD9/PrZt24Zbt27hww8/hKen\nJyZPnozo6Gi4uLhg6dKlaNCgAQBg3LhxiImJgba2NsaNG4eZM2eidevWavu6EFHZMTQ0RHh4OGxt\nbdG4cWOMGDHijeP/+usvDBs2DAsWLMDMmTMrqEoiIs0VGRmJyMjI8tm5UJKTk5M4f/68EEKIs2fP\nijFjxpQ4Lj8/XwwePFj4+Pi8cX+vK0WFEsudlZWVmDlzpnj69Kn49ddfRcOGDUV2drb48MMPRb16\n9YSfn59ISkoSrq6uwtXVVb6dRCIRN2/elD8/fvy4aNmypfx5q1athKmpqYiPjxd//fWXaNiwoejV\nq5cICQkRDx8+FObm5mLbtm3y8Vu3bhUvXrwQDx8+FBMmTBDu7u7y9yZNmiS++eabcv5KVD6afF4R\nleT06dPCwMBAREdHv3ZMZGSkMDAwEAEBARVYGRFR5VKWGUDppR3m5ubYsmULcnJysGXLFvTp06ek\nkI4pU6agc+fOVW79c0pKCs6cOQNvb28YGBjgo48+QpcuXRAWFgaJRIIePXpg4sSJaNGiBRYvXozw\n8HDIZLK33v+ECRPQvXt3dO3aFebm5jA0NMSIESPQvHlzjBw5EkePHpWPnTRpEurVq4fmzZvj2/9v\n786DorrSNoA/TVyBNgIGFVxABAQEuiEiEbEJiWDcQKwoFYIyLqUpEydajuO4gEs5htJRUaLolFsi\nCYUi4gi2sZI0mwFkkOgg4zK4IO5LBHEJ2Of7I8X9ZICMNN00yPOroop777n3vuf6ii/H0+dGRyMj\nI6NZ9yKits/HxweJiYmYPHkyzpw50+D4oUOH8OGHHyIpKQlTpkwxQoRERB2PzhPnPvnkE3z88cdw\ndnaGl5cXYmNjAQA3btzA7NmzkZ6ejtzcXOzfvx8eHh5QKpUAgHXr1mHMmDH6iR6ARqbRy3UCRECz\n2ufl5WHQoEH1pqq8/fbbyM7OBvDb1I06Tk5OqKmpQWlpKdzc3F7p+i+f37t3bzg6Okrb1tbW+PHH\nH6XtDRs2QK1Wo6ioCEIIPHr0CFevXoW9vX2z+kREbdvo0aOxdetWjB07FtnZ2dLf8R07dmDVqlVQ\nq9Xw8vIycpRERB2HzoW0XC5HWlpag/02NjZIT08HAIwcOdLgI6PNLYD1xdfXF2VlZaiurpaK6VOn\nTuFPf/oT0tLSUFxcLLU9f/48OnfuDBcXFwDQ6bXnTbXPz8/Hxo0bcfz4cTg5OaG8vBxOTk78gCHR\na2rKlCm4f/8+goKCkJOTgx07dmDfvn3IysrC4MGDjR0eEVGHovPUjo6uV69eGDZsGJYuXYo7d+5g\n7969KCkpQVBQEIQQOH36NBITE3Hjxg2sXr0aY8aMgYnJb4/b29v7d5cBbI6KigqYmZnB2toaN2/e\nRHR0dL3jLKiJXj91/yPo6uqK1NRU5ObmsogmIjICFtItkJiYCFNTUwwbNgwajQbff/89TE1NIZPJ\nMHv2bKSkpMDLywu2trbYsmWLdN6iRYuwYcMGWFhY4ODBg6+01vPLx19uHxoaisDAQCgUCkyYMAFT\np05tsi0RvT6io6MRHx+PzMxM9OnTx9jhEBF1SDLRRoYsm3rvuT7fh95a/vCHP6Bfv35Ys2aNsUOh\nJrTHvCIiIqKW02cNwBFpA2CBRkRERPT6YyFtAJxOQURERPT649QO6pCYV0RERB0Tp3YQERERERkZ\nC2kiIiIiIh2wkCYiIiIi0gELaSIiIiIiHbCQJiIiIiLSAQvpNmLv3r3w9/c3dhhtUmJiIoKDg40d\nBhEREVE9LKSN4MqVKzAxMYFWqzV2KO1CREQEjh8/buwwiIiIiOphIW1EbXEd4xcvXhg7BCIiIqJ2\ngYV0C9jZ2SE+Ph4+Pj5wcHBAQkICampqAABDhw7F0aNHpbY1NTXo1asXiouLMWrUKABAz5490aNH\nD+Tl5UlvQly9ejVsbW0xZswY/PTTT9L5e/bsgaurK3r27InQ0FD84x//qBdLRkYGfHx84OzsjOTk\nZJiYmKCsrAwA8OTJE2zfvh3u7u4ICgqqd+7evXsxcuRIxMTEYODAgVi1ahVqa2uRnJyMwMBAKBQK\n7Nq1C7/++isA4JdffsH48eNhbW0NR0dHREdH486dO9L1AgIC8MUXXyA4OBh9+/bFwoUL8csvvzT6\n/FQqFQ4dOgQAyM3NhYmJCTIyMgAA33//PZRKpRTjy9NeTExMkJiYCIVCgcGDB2PTpk3SsZs3byIi\nIgI2NjZ46623EB4e/r//IImIiIh0wEK6heLj47Fx40YcOnQIO3fuxO7duwEA06dPx/79+6V2GRkZ\nsLW1hUKhQHZ2NgDg0aNHqKyshK+vL4QQKCgoAAD861//gq+vLxYvXiyd37t3b6Snp+Pu3bsIDw/H\n1KlTUV1dLbWfPn06YmJioFar8fXXX9d7RXlsbCwOHDiAlJQULFmyBPPnz4dGo5GOFxQUoKamBmfO\nnMHSpUuxbds27NixA1u3bkVKSgr279+Pffv2AQC0Wi1mzpyJa9euQa1Wo6CgAFu2bKn3TLZt24bF\nixejsLAQOTk5SElJafTZBQQESHFkZmZi0KBByMrKkrYDAgKafO67d+9GUlISkpOTERMTI/3SsHHj\nRtja2uI///kPKioqMH/+/CavQURERNQSLKRbQCaTYcqUKRg5ciQ8PT0xd+5caRQ6IiIC6enpePz4\nMQDg66+/RmRkJICmp3SYmZlh+fLlsLCwwJw5c5Cfny8Vy2PHjoW9vT06d+6M8PBweHt7Q61WA/it\nSP/ggw8wbtw42NvbY8GCBfXukZaWhiVLlsDJyQmBgYGIiIhAamqqdLxTp05YuXIl3nzzTXTr1g3J\nyclYs2YN3Nzc4ODggD/+8Y84fPgwAMDS0hKTJk1Ct27d4ODggEWLFiEtLa3eMwkNDcV7770HW1tb\nhIWF4cSJE432V6VSITMzEwCQnZ2Nv/zlL9J2ZmYmVCpVk89+3rx5GDJkCLy8vDBixAh89913AH4r\n9G/evIk7d+6gS5cuGDFiRJPXICIiImqJTsYOoKU0Gtn/bvQKAgJ0m6+sUCik75VKJZYuXQoAsLGx\ngZ+fHw4ePIjQ0FCo1Wps3br1d6/l5uYGE5Pffrfp27cvamtrcfv2bQwaNAg5OTn48ssvcfLkSTx6\n9AhPnz7FmTNnMHnyZBQUFMDPz0+6jpeXl/R9VVUVzpw5A29vb2mft7c31qxZI217enqiS5cuAIDq\n6mqcPHkS48aNk44LIaQRbq1Wi+XLlyM7Oxtnz56FEAKPHz+u1+blZ9KnTx9UVFQ02l9fX19cuHAB\nd+7cQXFxMY4cOYKYmBjcv38fp06dkqbANOble/Tt21e6x9KlS7Fhwwa88847sLOzw+LFixEaGtrk\ndYiIiIh01e4LaV0LYH05ffo0wsLCAABFRUX1RkCnT5+OXbt2oaamBiNGjEDfvn0BAG+88QaAV/+w\noRACc+bMwWeffYb4+HhYWVnB399fOt/HxwenT5+W2hcVFUnfy+VyeHh4oLCwUFpCrrCwsF6R2qnT\n/6eBmZkZhg8fjri4OPj4+DSI5cCBA0hPT0dKSgrs7Oyg0WgQFBRUr5B+VaampvD29sbmzZvh7u6O\nzp07Y8SIEfjb3/6GwYMHw9LS8pWvVXdvKysrrFu3DuvWrYNarcbkyZNx/fp1WFhYNCs2IiIiov+F\nUztaQAiBlJQU5Obm4syZM9i5cyfGjx8vHZ80aRKKioqwZcsWTJs2Tdrfr18/WFtbo7Cw8JXu8+uv\nv+Lu3bvo3bs3unXrhj179iA/P186PnbsWKjVahw7dgxXrlxpMGc5JCQE69evx4ULF6DRaPDtt9/+\n7ihtZGQkoqOjUVRUBK1Wi4qKCmnqxI0bN9CzZ0/06tULFy5cQGxsbKPP5VWpVCp8+eWX0jSOgIAA\nxMfH/+60jsbuV3fPAwcO4Pr169BqtTAzM4OZmZn0iwsRERGRPrGQbgGZTIZ58+Zh4cKFCA0NxcyZ\nMxEVFSUd79atG8LCwnDlyhVp1LruvBUrVmDmzJmwsLBAfn4+ZDJZgxHduu2uXbsiLi4Oq1evxuDB\ng1FYWFhvNYqhQ4di9+7diImJQXBwMEJCQgAAPXr0AABpekNYWBjWrl2LjRs3SoVqY/edPXs2ZsyY\ngejoaFhaWmL06NG4cOECAGDGjBmwtbWFk5MTIiMjMWPGjCbjbur6L1OpVHj8+LE0Qj5q1ChUV1fX\nGzH/72s0dr+6fYWFhfD19YWFhQVWrlyJ7du3S8+BiIiISJ9koo0sZiyTyRodyWxqf1tgb2+PXbt2\nITAwsMk2q1evxqVLl/DVV1+1Wlzp6elYsmQJzp4922r3bG/acl4RERGR4eizBuCItAHdv38fO3bs\nwKJFiwx+r9TUVDx//hxFRUXYsGEDX6lNREREZGAspA3k73//O5ydnTFjxgx4eHgY/H47d+6EtbU1\nIiIiMH78eCxbtszg9yQiIiLqyDi1gzok5hUREVHHxKkdRERERERGxkKaiIiIiEgHLKSJiIiIiHTA\nQpqIiIiISAcspImIiIiIdMBC2sDkcjmuXLli7DCIiIiISM+4/B11SMwrIiKijonL3xERERERGRkL\naR3t2bMHEydOlLYdHR0xZcoUabt///74+eefYWJigrKyMgBAVFQUFi5ciKlTp6J3796YNWsWKioq\npHO++OILKBQKvPnmm/Dw8EBJSUnrdYiIiIiImoWFtI4CAgKQnZ0NALhx4wZqamqQl5cHACgrK8OT\nJ08afTX4rl27EB4ejpKSEty+fRsJCQkAgJKSEuzduxcZGRl49OgRDhw4ACsrq9brEBERERE1Cwtp\nHdnb20Mul+P06dPIyspCcHAwbGxscP78eWRmZsLf3x8ymazBeSqVCpMmTUKvXr0QERGBEydOAABe\nvHiBZ8+e4eLFi9BqtXB2dkafPn1au1tERERE9IrafSEtk8n08qULlUoFjUaD7OxsqFQqqFQqZGZm\nIisrCyqVqtFYFQqFtN2nTx9paoeHhwfWrl2LJUuWwNbWFtHR0Xjy5IluD4WIiIiIDK7dF9JCCL18\n6UKlUuHHH39EdnY2AgICpMI6MzOz0UK6Lt6mRERE4KeffkJeXh6+++477NmzR6e4iIiIiMjw2n0h\nbUx1hfSzZ89gY2ODkSNHQq1W48GDB1AqlQ3a/14RXVhYiPz8fNTU1KB79+7o1KkT5HK5IcMnIiIi\nohboZOwA2jNHR0fI5XL4+/sDAHr06AEHBwdYW1tL00VenjbS2DSSuu3KykosWLAAZWVlGDBgAIKD\ng/Hxxx+3Uk+IiIiIqLn4QhbqkJhXREREHRNfyEJEREREZGQspImIiIiIdMBCmoiIiIhIByykiYiI\niIh00OZX7bCwsND5hSlETbGwsDB2CERERNTOtflVO4iIiIiI9KVNrNpRVVWFkJAQDBgwAKGhoXj8\n+HGTbV+8eAGlUokJEyboejvqoDQajbFDoDaIeUGNYV5QY5gXZEg6F9Lbt2/HgAEDcPHiRfTr1w8J\nCQlNto2Li4OrqyunaFCz8QcgNYZ5QY1hXlBjmBdkSDoX0gUFBZg5cya6du2KGTNmID8/v9F2169f\nR0ZGBmbNmsWpG0RERET02tC5kD516hSGDBkCABgyZAgKCgoabbdgwQKsX78eJiZcIISIiIiIXh+/\nu2rH6NGjcevWrQb7165d+0qjy0ePHoW1tTWUSuUr/dcKp35QY1atWmXsEKgNYl5QY5gX1BjmBRnK\n7xbSJ06caPLYvn37UFpaCqVSidLSUgwbNqxBm5MnT+LIkSPIyMjAs2fPUFlZiWnTpuGrr75q0JbT\nPoiIiIioPdF5vsXw4cOxe/duPH36FLt374avr2+DNn/9619RXl6Oy5cvIykpCYGBgY0W0URERERE\n7Y3OhfQnn3yCa9euwdnZGRUVFZg7dy4A4MaNGxg3blyj53DqBhERERG9LnQupOVyOdLS0nDt2jUc\nPnwY5ubmAAAbGxskJCTg3XffhZubGwICAvDNN99ApVIhMTGxybWnt2zZAkdHR7i6uiInJwcA8PTp\nU4wbNw4uLi7w8/NDXFxcC7tLxlReXt4gL4DfX5O8sbx42cSJE+Hu7t5qfSD902de1NbWYuHChXBy\ncoKLiwsOHTrU6v0h/dBnXhw+fBgqlQpKpRJRUVF49uxZq/eH9KO5efHgwQO8++67kMvl+Oyzz+pd\nq7S0FF5eXhg0aBCWLVvW6n0h/dFXXuhUdwoDuHnzpjh9+rQQQoi7d+8Ke3t7UVlZKWJjY8Wnn34q\nnj17JubNmyfWr18vhBDi9u3bwtnZWVy9elVoNBqhVCqFEEI8efJEaDQaIYQQVVVVwtPTU1y8eNEQ\nIVMr0Fde1ElJSREfffSRcHd3b/W+kP7oMy+2bt0qZs2aJR4+fCiEEOLevXut3yHSC33lRW1trbC3\ntxfl5eVCCCHmzJkjEhISjNMparHm5kV1dbXIyckRCQkJ4tNPP613rQ8++EAkJSWJe/fuCT8/P3Hq\n1KlW7w/ph77yQpe60yBr0vXp0wcKhQIA0KtXL7i5ueHUqVNNrj2dn5+PMWPGYMCAAVCpVBBCoKqq\nCt27d4dKpQIAmJubw9/fH1lZWYYImVqBvvICAB4/foxNmzZh+fLl/KBqO6ePvKgbZVCr1fjzn/+M\nnj17AgCsrKyM0ylqMX3lxRtvvIFu3brh4cOHeP78OaqqqmBhYWHMrlELNDcvTE1N4efnh65duza4\n1vnz5zF16lRYWVkhLCysyfdhUNunr7zQpe40+OLOly5dQklJCXx8fJpcezo/Px8uLi7SOc7Ozg3W\npb5//z7S09MxevRoQ4dMraClebFixQosWrQIpqamrR88GYyueZGfn4/nz5+jqKgI27Ztw9tvv40V\nK1bgwYMHRukH6VdL8gIAvvnmG7zzzjuwtrYGAEyZMqWVe0CG8Cp5Uee/P6N16dIlKR8AwNXVFXl5\neYYPmgyuJXnxsletOw1aSFdVVWHq1KnYtGkTzM3NmzVy+HLnamtr8dFHH2HBggXo37+/IUKlVtTS\nvCguLkZZWRlCQkI4Gv0aaWleaLVa3L9/Hw4ODjh58iRqamoQHx9vwIipNbQ0L2prazFhwgRkZmai\noqICQghs27bNgBFTa2hJXgANl9zlvyWvh5bmRZ3m1J0GK6RramowefJkREZGIiQkBAAwbNgwlJaW\nAkC9taeHDx+Oc+fOSef++9//rrcu9ezZs+Hi4tLggwLU/ugjL/Ly8lBYWAh7e4mVHPwAAAQ8SURB\nVHv4+/vjwoULCAwMbP3OkN7oIy+6d+8OT09PREVFoUuXLpg2bRqOHTvW+p0hvdFHXpw/fx62trbw\n9vaGubk5IiMjkZmZ2fqdIb1pTl40xdHREbdv35a2z5071+gyvtR+6CMv6jSn7jRIIS2EwMyZMzF0\n6FB8/vnn0v6m1p728fHB8ePHce3aNWg0GpiYmEAulwMAli9fjqqqKmzatMkQoVIr0ldezJ07FxUV\nFbh8+TJycnLg5OSEH374wVjdohbS588LX19fHD16FMBvb1Z9//33W79DpBf6ygsXFxfcvXsXV69e\nxYsXL3DkyBEEBQUZq1vUQs3Ni5fP+29DhgxBUlIS7t27h9TUVAwfPtzg8ZNh6DMvml13tvSTko3J\nzs4WMplMeHp6CoVCIRQKhTh27JiorKwUEydOFP379xchISGiqqpKOmfz5s3CwcFBuLi4iKysLCGE\nEOXl5UImkwlXV1fpOrt27TJEyNQK9JUXL7t8+TJX7Wjn9JkXt27dEu+9955wc3MTc+bMEbdu3TJG\nl0gP9JkXR44cEaNHjxZKpVJ8/vnn9c6h9kWXvBg4cKCwtLQU5ubmon///qK0tFQIIURJSYlQKpXC\nzs5OLFmyxFhdIj1oaV7069dPlJaW6lR3yoTgxCAiIiIiouYy+KodRERERESvIxbSREREREQ6YCFN\nRERERKQDFtJERK85rVZr7BCIiF5LLKSJiNqQmJgYxMXFSdvLli3Dli1bcODAAYwfPx7+/v7YuXOn\ndHzSpEnw9vZGYGAgUlNTpf3m5uZYsWIFFAoF39hGRGQgXLWDiKgNuXr1KsLCwvDPf/4TWq0WTk5O\nSE5ORmxsLBITE6HVahEUFIRvv/0Wffv2xcOHD2FhYYHKykoEBASgqKgIAGBiYoLNmzdj/vz5Ru4R\nEdHrq5OxAyAiov83cOBAWFlZobi4GLdu3YJSqYRGo0FBQYH0Vq7q6mr88MMPiIiIQFJSEg4ePIg7\nd+6gvLwcZ8+ehbu7O0xMTBAVFWXczhARveY4Ik1E1MYkJycjNzcXt2/fRlRUFM6ePYsnT54gJiam\nXruysjKEhoZCo9HA0tISSqUScXFxGDVqFORyOaqqqozUAyKijoFzpImI2phJkyZBrVajsLAQwcHB\nCA8PR0pKCq5duwYAqKiowN27d3Hz5k289dZbsLS0RG5uLn7++WcjR05E1LFwagcRURvTuXNnBAYG\nwsLCAjKZDP3798fKlSsxd+5cXL9+HXK5HPv374efnx8GDhwIFxcXDB06FO+//750DZlMZsQeEBF1\nDJzaQUTUxmi1Wnh5eeHw4cOws7MzdjhERNQETu0gImpDzp07B1dXV3z44YcsoomI2jiOSBMRERER\n6YAj0kREREREOmAhTURERESkAxbSREREREQ6YCFNRERERKQDFtJERERERDpgIU1EREREpIP/A4HR\nZ2Sio3sKAAAAAElFTkSuQmCC\n" } ], "prompt_number": 29 }, { "cell_type": "code", "collapsed": false, "input": [ "fig = resdf.ix['espn_similarity17'].unstack()['value'].plot()\n", "savefig('web/slides/img/espn17.perf.png')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "display_data", "png": 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iyi/GWFVD9dBAii7zpnKCnYbEWjSjTnVVJCetUXxnD2RF0R4uGnAJS0Yt4dqk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\nTURERESkABZpIiIiIiIF/B9GJEKeb8FHaQAAAABJRU5ErkJggg==\n" } ], "prompt_number": 30 }, { "cell_type": "code", "collapsed": false, "input": [ "fig = resdf.ix['predict_in_season'].unstack()['value'].plot()\n", "savefig('web/slides/img/season.perf.png')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "display_data", "png": 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1z1ZWJomNE2jGDEitrkdnZxrc3a8wdyi9uLougVyeP7KBGYwxxoatoWE3mpp+Rnj4x1z3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\n" } ], "prompt_number": 31 }, { "cell_type": "code", "collapsed": false, "input": [ "fig = resdf.ix['predict_postseason'].unstack()['value'].plot()\n", "savefig('web/slides/img/postseason.perf.png')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "display_data", "png": 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CfHw6/PxGOjsc0k05dEXZYGBOXxW25b/Xxksx71uJ9ffvfgtJ4xTIasjA8vW/WPVvyAk4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\nNDmZ5tvZ0bPW1gQGJIoQUQ8f7SPKR2KO0NIRS41npI5Yd7W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rUaVaqcTQkBD8Xthwzm/J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C7WXnClLvn5fLi7t4BCwX7jDlsIXATw6ubF+lbglmdbMPtG9fXkLl/sQfCH/SARau/fSMEw2Jec\nDDMeD3uTk6Go4u8+NywM88NrNs5YGSSZEnCNueW2wL6+/jX2e+zX+Pq1jbi4dQgIGAVGyeDiWcIz\ntN7XWumsskKhgLW1NaKVUKBIP52OoHGVDIpITi6drNe7d+mkvUqYO3cudu8uOyVvUUQE1tYgq+wS\n7wIreyu9YoKGKREK4Dy9HzKbGIK/Z1WF5zAMA1/vfshc3A74+29E50Zj8InBGHJiCGJy2a1H11M7\nEEqEWOK0BLa7bfEw5iHA50Pc0QzcZ8ZlXvILCjzg5mYJiYSdJvB/UlIwqYp7TXVIMiXg2/GRdUO7\nUx/fykA5aELlE4JUQSKRwNbWFh4eFU8T0wRRUT8gPv5Pra2nLoGBnyM1Vf2OfG3AKBi4t3RHoR+7\ndd8F4gJwdnIQmVN1fSejYOBhNRHOfX5mdX1liBKJMMjXF0P9/CqUezuZno7Onp4oqmFXsTLkOOWU\nG3BRIC6A8Tbj8t3W7wAMI4Of32AkJiovdTb81HCc9D+p1Lk+Pj7o0KGDUufKhc9LlDJee5ljmNLp\nXObmwKZNQDWZ4adPn6JHjx5ljsWXlMCUy0WuGlnlrKIsNN/VvE4rodQ2gm4eRZx5A/A+tkNuUtle\ngtzcB/C8bQbF2DHYz98Lsx1m2OO+R59Ffgd4FPMIdnvssPjOYpRs3YzIbZaIiSrNKisUJfD07ITM\nzEusrCVnGLTx8AAvXz09fUbGwH+EP2LX1LzsS1XYCpQNSYtYzbNixc57771Ha9asoU2bNrFiTxks\nLedRZuYZKv23r50UFnqRSBRKVlbf6NqVKjEwNCDLuZaUeTqTVbtGDY3ox34/0l/cv6pdvz3vJLX1\nv0pefzix6kN1tPvgA3Lt1YsmcjjUz8+PDqWmEvP8dypMJKJfY2PpSpcu9GG9ehr3pdCzkIz6G5U5\ndjX0Ko1oNYI4H3A0vn5tw8CgPnXufJFSUvZSQYGbUtdsGLaB/uL+RXJGXu25Tk5ONH78eKXs1mtc\njziTOJR5/vl3JD2daNIkot27iR49Ivr9d6IGDaq0MXz4cBIIBBQYGPjyWMtGjegLDof2pqQo5ccL\nGDA0z3Eeze4+mz5v+7lK1+pRn25fLCbL6DSSWZiRtGtH8vxnLRERAaAE/5Vke1pBk8cU0sWwy8Rf\nwKcVA1aQoYFWH+t6dMDINiMpaEkQKRgFdW50jBq7W1F6/EGSyXIoIWEzffBBRzI3n87KWjdzcsii\nQQP62NhYrevjVseR4XuG1GpzK1b80QmshNtKQERQiNl70xWLxbCxsYGXlxdrNquCYRh4enZCfr72\nFDdUJTBwLFJSaj41TBsUxxSDZ8GDQspu9kNQIoDZDjNE51a/vR14iIdMQ0ukedVcPF0dwkUi9PPx\nwSf+/ggrKkJXLy8cS6ta6odNAkcHIvtW2czxkBNDyssRvWPk5DiBz7dTqlOcYRgMOTEEZwKqn37Z\np08fODs7K+1H3n958OruBZw/D1hYAL//DqjYcb5u3TqsXFm2Kz62uBhmPB7yVMgq7+TtxMBjA1Vu\nXtTDHgGX9yPBrD64w1ojyWMv3M8aYsL3Rvjb7W99vfg7zL2oe+i+yRqBa+oj4FE/8HgWkEjSq79Q\nCRiGQT8fH9xQU8c/82Im3Fu5Q5qrm/sGWyGuwXNjGsfAwID1bOzBgwfp4cOHdOfOHVbtVkZS0g4q\nKYmhDh0ctLKeKhQWelNo6JfUv38MGRo21LU7SrGi1Qrya+JHDcyrzoypSrwgnsQKMXXidKr2XEFA\nIjUoyKEPh/QmA0MDVv1QBhBRklhMcVIpfb5mDd2dPJkMDDTvBwByM3OjvqF9qaF16e9LnCCOBhwb\nQCmrUui9eu9p3IeKyIvOpZBJa6lxRoxO1n+BeF40MdYl9P72bmRAVf88ZPUFVPx+BBkLBxBVcm42\nI6FphZ702HgwNVAy4wcQFRf8QDZN71CrRz8Q9emj6l+DoqKiaOjQoZScnEwNXstAfxsRQS0aNaKN\nLVtWa8M92Z2+uPwFeS30ohZNW6jsgx72EAmyiD9nPJ2QhdII2SgyDPqF6jEf6totnQJDQ2rxmy19\n+quJrl3RGYISAZ04OIk+6sWlVPEEGvTxPmplUvMMLjc/nxZERlJ4v35UT8XnUlFQEQV+Gkg9nvSg\nxj0a19gXdWAr7nyrA2WxWExt27al27dvU+/evVm1XRESSSp5e3ejgQNTqV699zW+nioEB08kU9NR\n1Lz5Ml27ohSOjo60fPFy+q3pb9ThUAdWg0OhREjzHOfRP2P/Iesm1lWeyygYip62lsQ27anH/vms\n+aAql+/coaKcHLpw7pxW1iuOLqbATwNpYNLAl8c2umwkgVhA+z7fpxUf3sRz/W1qsW0JRXafTk2+\nnqATH14AAxkVd1xJ9fNGUMPMKVWfS6DDcStooOlE6tX00wrPcfS6T57RvrRt1nqV/CiKNaS0k+9T\nkUUTGv+4HVl1VP0FZtCgQbR27doyZR8xJSU0wM+PYvr3p6b161d6bV5JHvU+2pv2fb6PJnWcpPLa\nethDoWDo3va9FKX4g9ZvkVAzTgc6uOwxvdegka5d0ykF8VLCv3Ek6GRG0x63IWMrzZet1VaiN86i\nehce0bBviKzNW9H0LtNpWudpar/gTgwOpnFmZvRds2YqXScTyMivrx+1/LMlWc6yVGttNmAt7mQl\nL60Emlpq3759mDRpkkZsV0RAwChkZFzQ2nrKUFjoCze3ZlAoNDt1ji0SEhJgYWEBvhsfXl29kHOv\n5mLob7L+v/VYeHuhUudmhWQi1bA5fLY+ZN0PZcnKyoKxsTEKC7Uz2CbjXAZCpr6SnlIwCrTa2wq+\nab5VXKUZBHF54Laei4T6rRGwX7sj6quiuDgOPJ45CgqqL+96GPMQHQ92rHQL/IsvvsDZs2fV8qMo\nT4FjfWNww9ANd/6n+hbokSNHMHXq1HLH54SFYVN8fKXXMQyDSRcnYcWDFSqvqYddYjxj4bRrCB46\ndEDvLr1x+vRpTJs2DUuXLtW1a7WCnAQZHNqE40p9dzjvFejaHd3BMMCUKVAsWIDHsY+x8PZCmO0w\nw4BjA7Cbv1ulyYxhRUWwdHNDsYqN5YyCQeCYQET/pN4EZjZhK+586wPl4uJiWFtbw9/fXyP23yQj\n4zwCAkZpZS1lCQ6ehOTkvbp2QymkUikGDhyInTt3AgAyL2fCt78v61JxucW5MN1hinhBvFLn++12\nRrqhNTL8tVcj/CYTJ07EiRPaGWwTtTwKiTsTX/75WcIzdD3UVevTu7w23UNqPRu4dFuGokzt6Wsq\nS1bWNbi7t4JMVvXDl2EYDDg2ABeDL5b7rKSkBEZGRsjOrpmSiOvhfFxq4AGHlqHIjFG+5k8gEMDY\n2Bi5ublljkeKRODweCiQVSz+v89jH/r820ftUd16ao5crsDtrQfw9EZT3NiwAg/vP0Lbtm0hk8mQ\nn5+P1q1bVzoO/V3k7vpsXDd0w7Ge0SjMfkfrtgsLgU6dgKNHAQBSuRQPoh9g/q35MN1hikHHB2Gf\nx75qJR4XRERU+SJdGXG/x8F/mD/r/UfqoA+UX2P37t2YPHmyxuy/jlwuApfbFGJxilbWqw6h0B9u\nbtaQy8tLjdVGfvvtN4wZMwaK51OnGAUDz86eyH2QW82VqrP26VosvrNY6fOdh2+Er8knkEt0c4O9\nfv06hg0bppW1fAf4QuDyKvibf2s+/nb7WytrA0BBcgFc2y9AUv2W8LNXfiKeLoiK+gEhIVOrfYm4\nH30fnf/pXE6e68GDB/j4449Z8aUwW45jPaNx3dAN935Xfidm+vTpOHToULnjs8LCsCWh/OQ271Rv\nmO801+vx6pB4/0Q47RyBRyfawv2yKwBgxIgROHny5MtzvLy8YG5ujlgWJi7WFTJjpHBoEYpLDTzA\nPaKepNlbT0RE6TAid/cyhyVyCe5G3cW8m/Ngst0EQ04MwQHPA0grLJsgShOLYcLlIkdFGclsx2zw\nbfhlZS11iD5Qfg2RSAQrKysEBgZqbI3XiYhYgMTE7VpZqzqCg79EUtLu6k+sBdy/fx82NjbIeqOD\nNuNCBnwHsp9VzhZlw3SHKRLzE6s/GYBcIodf0+Fw/mQTq34oi1gsBofDQVycZgfbKCQKPPvgGeTC\n0hcCkVQEk+0m5W6WmsJ3x2Mk17PDs06LUZiqnVKTmqBQlMDbuydSUsoHmq/DMAz6OfTDlZArZY4v\nW7YM27Ypr82sDM57Bbhc3x0ObcORk1D9ONi7d++if//+5Y6HFRXBnMdD4WtZ5fySfLTZ1waXQy6z\n6rMe5ZDLFXDacQRPr5vg5oYfUCQoTYK4urqidevWkL2xA7Bnzx707dsXEhUVUeo6t3/Nwg1DNxzr\nGwORQPfZTa1z6xZgYwNUMuFVLBPjTuQdzLkxB023N8Wwk8NwyOsQMoQZWBMbi2VRURVeVxmiCBF4\n5jwUeBSw4T0r6APlN7C3t6+wDk8TCASu8PTspPVt6jcRCgPh5mYFuVz9sZLaIjU1FVZWVnBxcSn3\nGSNn4NnRE3mP81hf97fHv+F7p++VPj/dNxUZhlbw31veT23www8/4M8/NTvYptC7EF7dXtXdngs8\nhzHnxmh0TQAQpgvh0uV7pNSz1Wk9uDqIRJHg8TgQCqsu8XKKdELXQ11fZpUZhkHLli0RXIOpVpWR\nny6HQ9dIXKvHx8MtVe/IyGQyWFlZIbyCiY8zQkOxLTHxpb/Tr07HEqclrPurp3qSQlJwZ/soPDrV\nEm4XnMt89tlnn+H48fIj0xmGwcSJE7FqVcUT/N5l0sIkcGgeggvveYJ/ovYEcFrj99+BIUOqHU5U\nIiuBY7gjvr7+NYx2WKLBEyds8TyOrCLleiJkhTJ4dvJE6r+1a2KnPlB+g6KiIlhaWmrkgfQmDMPA\n3b21Uk0+miQkZCqSkrS3Xa4ucrkcw4YNw6ZNlWdqM85lwG+wH+svH1lFWTDdYYrkAuW1kr23PEBq\nPRtkh2l33CZQupXapk0bjb6EpfyTgogFES//PPLMSFwKZmeKU2X473FGYv1WcG33LfIT3s5mm4yM\n8/DwaA+ZrPIsOMMw6PNvH1wLvQYACAkJQYsWLTT683yyMw9X67nDoWME8pIrzy7//PPPWL16dbnj\noUVFsODxIJTLcdTnKLof7o5i6dtRylWXuGd/Ek+vmeHGH4shzC2b/HBzc0PLli0hrSTgyc3NhZ2d\nHW7fvq0NV986bi7PxE0DHo4PjEVxwTuUXVYogLFjgeXLlb5kZ0IsPuY/xFdXv4LRNiOMPDMSDr4O\nyBFVXOrFMAxCpoQgYlFEhZ/rEn2gXAE7duzAV199pfF1ACA+fiOion7QyloVUVQUDB7PAnJ57WuA\nepM//vgDn3zyCeRVdM8ycgYe7T2Q95T9rPKvj37FD3dV+1k5D1gNL/MxUMi0e1NlGAadOnUCl6u5\nwTZhc8Nevvkn5SfBdIcpSmSaUUwpyiyCS/cfkWbYDJ6/39HIGtokImIBwsJmVRn43o64je6Hu0PB\nKLB9+3b88IPm7xN5yTL82yECV+u548nOir9DQUFBaN68eYXfw+khIVgR6gHOTg7Cs8tnnfVojpTw\ndNzeOhaPz9jB9dSjCs8ZNWoU/v333yrt8Hg8WFhYIClJeWWDd4nkQAmOWQXjfEMveJ2r/SVfrJGX\nB7RpAyihuiNVKGDH58P7ufqSSCrC1dCrmHZlGoy2GWH02dE47nccecWv7jGJ2xLh08+H1YFybKEP\nlCtAKBTCwsICoaGhGl+rVDrKDAqFWONrVURo6Fe1pk66Kp4+fQpra2ukKTFxLv10OvyHsa9ekiHM\ngMl2E6QUKN+AKRVJEdhkEJzH7mTdn+rYvn07Fi5UTtpOHTw7ekIYIAQAbHXdqlLDoyoEHuIhvkFb\ncFvNRl4M+82aukAuF8HLqwvS0ipXJ2EYBr2O9MLN8JsYPHgw7t+/rzX/Hm7JxbV6fDh0iUR+evmA\nuFevXnj0qHww5pGXiXqPHOHgr56EnR71eLDnLJ5e5eDmxm+Qn1lx8Obu7g47OzeCnR4AACAASURB\nVDulapC3bduGQYMGVZp5ftdRKBhc/z4DjgY8nBgahxJh7QvuNEJQUGlzn59flaedz8jA8EoUxIQS\nIS4FX8KXl7+E0TYjjD0/FpcOXQLXmgtxsm7ioOrQB8qVsHXrVsycOVMra/n7D0NW1nWtrPU6RUWh\n4PHMIZcLtb62KmRkZKBZs2YVPpgrgpEx8GjrUUaNgS1WPVyF5feV334CgBR+IrIMLBB0lM+6P1Wu\nm5ICExMTFBezv/0ty5fB9UNXMDIGDMOgw4EOcEtyY3WN4txiOPf5GemG1vBYXffGYZd+/zgoKqr8\nhfxm+E10s+8GIyMjlJRoV988J0EGh7bhuFzfHS77yn6X9u7di1mzZpW7Zt7NeWjx6CTs9dlIrZAe\nnYlbWybh8fnmcD52t8pzx4wZg8OHDytlV6FQYNSoUVizZg0bbtZZEn3FOGYeiLPve8P3au1+jrLG\nxYtAq1ZATuUlFD29vXG3ks9fp1BciMv3LuOu8V0MXDQQ4y+Mx9nAsygQ1646cH2gXAmFhYUwNzev\nsGmFbdLSTiAoaKLG13mT0NCvkZCwVevrqoJCocDIkSOxdu1ala5LP5kO/xHsZ5XThelqKTt4rLuF\n5HotIIhjvySkKkaNGoULF9gfbJP3OA9+Q0qzCh7JHmi3vx2r9bPBxz0Q815HuNl+hZyImukG12bS\n0k7Ay6tLpY20DMPA7ls79P+0vNKEtqhIU/bFYJuCglcPtFP+p9DxYEd45GXBys0NIhUHDOhRjYcH\nLuHJZQvc3DgbeelVBxaenp6wtbWFWKx8xi4zMxPNmzfHgwcPaupqnUahYHBlfhocDXg49VkCpCW6\nbc7XCj//DIwaBVTwHX+cl4fOnp5KPQ/kIjm8e3ojeW8yCsQFOBt4FhMuTECTrU0w6eIknA86j0Kx\n7stb9IFyFWzZsgWzZ8/W+DoyWSG4XGNIJNpr+hKJIsDjmVfZUFQb2Lp1KwYPHlxOyqg6FFIF3Fu5\nQ+DKflb5p/s/qTVlzLnXCrhbfwFGob0b6fnz5zF69GjW7Sb8lYCYn0u1cb93+h6bn21mxa64QAzn\nAauRaWgJ/sor1V/wlsMwDMLCZiMiovISmcFjB6PFHM028lVHZowU/7YMK6MpO3HixJfqCeHZ4eDs\n5CAoIwgAMDk4GLv1WWWNkJ2YC8fNU/HkgjWeHnVU6ppx48bhn3/+UXktZ2dnWFlZKVXy9q4T51GC\n42YBOPOBDwJv1/6enxohkwEjRgAVNPWOCgjACSV+XxiGQdjsMITNCit3bxOUCHDK/xTGnh8Lo21G\n+PLyl7gUfAlCiW6y9vpAuQoKCgrA4XAQGRmp8bXCwmZrdSpeWNhsJCSwE9xoCi6XC0tLSyQnK680\n8Tppx9IQ8FkAy14BqYWpMNlugnRhukrXSYQShHzQB85T9rPuU2WIRCKYmJggNZVduZ3gScHIvJwJ\nsUwMsx1mSBCUHzahKmFnfRDVsAvcrScjK7hizc66iExWCA+P9sjIOF/uM6lUChMTE3TY2gFOkU46\n8K4st//3SlP2wpmrGDp0KIqlxeh2qBv+9XnVJOZXWAhrNcbW6qmaJ4dv4MklSzhumo7sROV2p3x8\nfNC8eXOVssmvs3HjRowYMaLKJmo9pSgUDC7NToWjAQ+nxyRCJqnD2eWsLMDODrh27eWhAKEQzdzc\nIFZUX7OdvC8Z3j28IRdV/XuVW5yLE34n8Pm5z2G0zQhTr0zFlZArKJJo72VEHyhXw59//om5c+dq\nfJ28vMfw9u6l8XWAV1quMlntnTaUk5MDW1tbODmpHxwopAq4t3RHvhv7f88f7/2Inx/+rPJ1ic6x\nyDIwR+gZH9Z9qowFCxZgx44drNljGAZuVm4oiS/B1dCrGHFqRI3sSYQSOA/5HVkGFuAtPa/VjHtt\nQSj0B4/HgUhUVpzfxcUFH330Ea6EXEHff/vqXHMdeK4paxOC0w24aNrYDDMcZmDmtZnlfJsYFIR9\nar7k6ilLbmo+HP+ciSeXLPHo4LXqL3iNiRMnYv9+9V/O5XI5hg8frnFd9rpENLcEJ5r641RjX4Tc\nr/3zCdTG27u0ue+58MHssDBsT6x+MJfgmQA8Cx6KY1Xrn8kR5cDB1wEjz4yE0TYjfHX1K1wPu65x\nGUp9oFwNAoEAZmZmiI6O1ug6DCMHn28DoTBIo+sAQHj4PMTH196bHsMwGD9+PH7+WfVA9E1S/01F\nwCj2s8opBSkw2W6CzKJMla/lr7yChPptkJ+onRcVV1dXdO7cmbUgqySpBDwLXunP6cJ4nPI/pbat\niMsBiGjUA54W45Hh/25v76akHIK3d08oFK+a9n755Rds2LABCkaBLv90wb2oezr0sCyOKzIxxnAS\n+tkNQkZW+RInn8JCNHNzQ4kS2SU9lePscAdPLjTDrS1fIjNWtXp9Pz8/NGvWrMaNoC8GPTk7O9fI\nzruEXMbg/PQU3DLg4eykpLqbXT5xAmjfHklZWTDlciGopkxSnCKGm7Ubch/UTMEoqygLR32O4pPT\nn8B4mzFmXpsJx3BHjUiU6gNlJdiwYQO+/fZbja8TG7sGMTE1Dw6rorg4BjyeGWSy2jusYffu3ejX\nrx8ro1QVEgX4dnwUuLPfRbv07lL8+uhXta516fI93GynayV7yjAMWrduDS8vdgbbZF3LQtD4IGQI\nM2C8zVitujGpSArnTzYhy8Ac3IWn3sks8pswDIOQkKlldNU7duwIb29vAMCl4Evo79C/VmSVASA6\nNxrNvm0OTr1mOPeeZ4WasuOCgnAwRXk5RT2vyEsvwM2Nc/D0KgcP9pYvy1GGyZMnY+9edkr6Hjx4\ngObNmyMrS/sDlN5mIp4W46SRH04a+SH8SR0dwLNkCVbZ22NVNeOqFWIFfPv7ImFrzUv1XidDmIFD\nXocw/NRwNN3eFLNvzMbtiNsQy9iRm9MHykqQl5cHMzMzxMbGanQdkSgCbm5WYBjVGtdUITz8W8TF\n/aEx+zXF09MT5ubmiIuLY81m6uFUBI4JZM3eC5Lyk2Cy3UTp8ZyvUyIoQUSj7ng2+yjrflXExo0b\nWRtYEfO/GMRvisdu/m7Mval6WVK0YwhCP/gI3majkeal35p/HZlMAHf3VsjKuobo6GhYWVlB8Twj\nK1fI0fFgRzyM0f3YbrFMjN5He2O/x3506tQJmyc5wtGAh5PDymrKehUUwIbPV6pmUc8rnp18gMfn\nbHDrrwlIi1SvXj8wMBDW1tasykOuXr0an3/++cvfST3KIZcxOPdFMm4Z8HB+agrkstrxsssWApEI\npnfvIqmaEr+IxREInhys0Zf9tMI0HPA8gCEnhsBkuwnm3pyLu1F3IZGrn3jTB8pKsn79eixYsEDj\n6/j69kdOTtV6mOpSXBwHLtcUUql2JcqURSAQoFWrVrh2TbUavOpQiBXg2/JR4Ml+VnmJ0xKsflK+\n81cZYu9HINuAg8ir7AfxbxIXFwczMzO1G3pex3+YP3If5qLH4R54GvdU6etkJTI4f74d2QYcuM51\n0GeRK6GgwAs8njn+/vv3cvec80HnMej4IJ1nlZffX47JlyaDYRjs2LEDCxYsqFRTdkxgIA7ps8pK\nUZgtxM2NC/D0Kgf37NUvaQKAKVOmYNeuXSx5VopUKsWgQYNY7Xl4lwi5L8Kpxr440dQf0Vzt6qJr\nku2JiZjt4wM0awbcq7g8LM0hDZ4dPSEr0Fwi8E1SClKwz2MfPj7+MUx3mOJbx29xP/o+pHLVBuno\nA2Ulyc3NhampKeLj4zW6TkrKIYSETNeI7YiIhYiLW68R2zWFYRhMnTpVY2N6U/5JQdA49uu/E/MT\nYbrDtNL59dXBW3IWMe91hDBd87I3Q4cOxfXrNRtsw8gZuDZ2hV+YH+z22EHBKJdZir0bjuDG/eFr\n8gmSeexuu9VFkpJ2o18/I1y/frXMcblCjvYH2uNJ7BMdeVY6BKXl3pYvx8+mpqbCxMQEIpHouaZs\nehlNWfeCAtjqs8rVwjv3FI/PtMDtbWOQHFazev2goCBYWVlBJGK/kSwxMREWFhZwc2N3wNC7gkzC\n4MzYRDga8HBpdioUb3nCQKxQoJmbGwKEQoDLBczNgTd6ugo8C8Az50EUobvGxqT8JOzm78aAYwNg\ntsMMC24twKOYR5Apqg/ctRYoP3v2DB07dkTbtm0r7MB1dnaGkZERevbsiZ49e2Lz5oqly3QVKAPA\n2rVrsXixZsb0vkAqzQWXa8x61rekJP55Nlm9gE7THDp0CD179tTY9DFFiQL85nwU+rCvG73o9iKs\ne7pO7etd230Lbpt57DlUCcePH8fEiTUbbFMUXASPdh5Y+WClUn9nuUQO5wn2yDEwg8tX/0Ah0wdL\nypCfn48PPqiHwMAfy312JuAMhpwYopOscoIgAeY7zeGe7F7m+OjRo3H+/Ks62jKasreKMCogAEdZ\nliisKxQJinFjwxI8vW4Kp50OrNicPn06/v77b1ZsVcStW7dgZ2eH3Ny6MVJeFwTeLsLpD31w3DQA\ncR5vb3b5RFoaRgW81jB/8CDQrRtQVCrfJsmUgG/LR/bN2jM4KkGQAHs3e/T9ty84OzlYfGcxnsQ+\nqTRo1lqg3LNnTzx79gwJCQno0KEDsrPL/qM5OztjwoQJ1S+kw0A5OzsbpqamSFRC/qQmhIRMRWrq\nEVZtRkQsRmxs7RxH6u/vrxW96uT9yQiayH5WOV4QD9MdpsgtVu+hUZRZhOj3OoG7sGZbrdVRWFgI\nY2PjGjXjpB1LQ8isEFj+bYnInKp/XvGPohDY5GP4Gw9ForNm6/vrGteuXcOoUZ+Az7dFTs6dMp/J\nFDK03d8W/8X9p1WfpHIpBhwbgL/dygdgFy5cwKhRo8ocUygYXHyuKbt3UiRacvmQ6LPKZXC/9AyP\nTrbGnR2fIiGQnQEtoaGhsLCwQFGRZnVmV6xYgYkTJ+q8DOhtRlrC4NTIBDga8HDlm7S3LrusYBh0\n9vTE47zXEnsMA8ydC8yYAYVEDv9h/ohbx17PEdvE5cVhB28HPjr6ESz+tsD3Tt/DOd4ZcsUrfWe2\n4k5DqoKCggIiIho6dCi1aNGCRo0aRZ6enuXOK/Wn9sLhcGjRokW0bds2ja5jZTWPMjJOs2ZPLE6i\n7OxrZGu7ijWbbCEUCmn69Om0b98+at++vUbXaraoGQl9hCT0F7Jqt2XTljS542Ta67FXres/tPiQ\ncOkKdTz+C8Xdi2DVt9dp0qQJTZgwgS5cuKC2jUKvQkpplUKtTVpTe7OKf16MnKFnUw9Q49GDSDBy\nOnXPcSa74a3VXvNdxMnJiSZMmEydO1+kyMiFJJGkvPysvmF9Wj9kPf357E+t+rTeeT2Zvm9KqwaW\nv4988cUX5O3tTampqS+PGRoa0IyzzaiL60dk9KyYfpsnpwO3krXpcq2luFBMNzcup+IGX5Ak4xca\n8/MjatHdlhXbmzdvplWrVtGHH37Iir3K2LFjB6WlpdH+/fs1uk5dpkEjA5r3qAXZXulBksupdNIq\nmJL8JLp2S2nu5+XRe4aG9GnTpq8OGhgQHTlCFBVFcSOvkeH7htTyz5a6crFaWpm0ov99/D/yWexD\n/Pl8sjWypZUPV1Lz3c3ph7s/0KZjJ9lbrKoo+vHjx5gxY8bLPx8+fBjr15etlXVxcYGpqSl69OiB\nlStXIiYmpkJbRIQNGza8/E/buo5ZWVkwMTFBkgbHsyoUUri5WUIkYifDGhn5PWJjf2PFFpswDIOv\nv/5aK02SL0jek4zgL4JZtxubFwuzHWYv6zbVwXWuAyIbdUNxruYkhB4/foxevdQfbOPd0xtL/1qK\noz4Vq3UkOsfC33gYApsMQtwDzU+0rIsoFApYWFi87IdITNwGP7/BZdRwZAoZ2uxrA5d4F634dC/q\nHmx22yBbVPn26cKFC7F9+/YKP5PLGOybFQ3HJs44PamOTyyrBs/rfDw81h5O9sMQ5xvPqu3w8HBY\nWFhAKNTOqN/Y2FiYm5u/lDDUoz5ikQInh8XD0YCH60sy3ors8jB/f5zPqFiVJWNfCDzqXYT0lnZ3\nvmqKQsFg7dqjsGzeGwYNGoEa1dNO6YUygXJhYSFEIhGkUikcHBwwbty4ihfSYenFC3799VeNNZ29\nIDp6JeLi1K97fYFYnAwu1wQSSe3Tvjx+/Di6dOmikYaTypAXy+Fm5QZhAPsPkm8cv8FG541qX88o\nGPBazMSzTt+x6FVZ5HI5bGxsEBSkegmKXCSHywcuMNtsBkFJWR1uRsHg2czDyDbgwHn835BL9ONu\n1cXDwwNdu3Z9+WeGUSAgYFS5+8Fxv+P45PQnGvcnpSAFVvZWeJbwrMrzuFwuOnXqVOVW/NgrPjja\nzKNua8pWQrFQjBsbVuHpjaa4/dc+yOXsl6HMmjULW7duZd1uVVy5cgWtW7dGfn7tnfT6NuF1rhDn\nGnnhmFUwUoJrPktAU3gVFMCOz4e0gnIqYYAQPA4PwqOPASsrQIOJRTZQKBhcuuSPgQPXoH79Nqhf\nvzUGDlyDS5f8oVAw2gmU8/Pz0bNnz5d/XrZsWZWjiRmGgYWFRYVSVrUhUM7IyICJiQlSNCh5JBQG\ngM+3A6OkqkBlREUtQ0zMLyx5xR4hISHgcDgIfT76Upsk7UpCyJQQ1u1G50aDs5OD/BL1HxgFyQWI\nb9AWbssvsehZWdasWaPW1MN8bj7udb6Hr65+VeZ4Cj8RPqafIeTDvoi5E8aWm+8s69evx+rVZSUH\nJZJM8PnNkZv76OUxqVyKVntbgZvI1ZgvMoUMQ08OxZZnW6o9l2EYtGnTpsrBNi4CAdq6uePMF0l1\nVlO2Inxve+Hhv51wd/cgRHtUvFtaUyIjI2Fubo6CAvZlMKvj+++/x/Tp0/X1yixRXKDAiY/jcNPQ\nDTeXqz79VRtMCwnBngpG1EtzpXBv7Y6MC88zzTt2AH36ABpq1FcXhYLB1auB+PjjdWjQoB3q12+J\n/v1/w7lzvuWy+VoJlIFXzXzx8fEVNvNlZGS8/JLdunULn332WcUL1YJAGQBWrVqF5cuXa3QNb+8e\nyMtTXqf2TcTi1OfZZPUE6zWFSCRC586dceLECZ2sLxfJ4WbpBmEQ+1nluTfnYpPLphrZCL/ghywD\ncyQ81cwDNSIiAlZWVpBVM2r0TZJ2JeGvEX+9HKPMKBi4zjtWmkUetRWyEu3pY9ZlevToAR6PV+54\nXt5/cHOzhkSS/vKYg68DRp4ZqTFf/nD+A5+d+axMY0tV/Pnnn9Xutg3z98ep9PQ6qyn7OpJiKW5u\n+A1PbzbFrc32Gskiv2DOnDmVqkVpmpKSEnTv3h1HjrDbhP6u436qABfe84SDTQjSwmpPdjm2uBhm\nPB6E8rL3BUbOIHB0IKJXviYPxzDAtGnA/Pml/69jHB1DMHToH3jvvY6oV88Offv+glOnvKosddFa\noOzi4oKOHTuiTZs22LdvHwDgyJEjL79YBw8eRJcuXdCjRw/MmTMHgYEVD2GoLYFyeno6TExMkJZW\nM73LqkhK2o2wMNUnn70gKmo5oqNXsugROyxYsACzZ8/WafYhcWciQqazn1WOzIkEZycHBeKaZXVc\nph9E2Pu9IS5gZwTnm/Tv3x9376o22MZ9kjumzZgGmUKGNO8UeJmPQdj7vRF5nX0lkXeVpKQkmJmZ\nQS6vODCNj98Af/9PwDCln0vkErTY0wL8JD7rvjyJfYJmu5ohXZhe/ckv/YsHh8OpcrDN07w8tPPw\ngIxhymrKznr7NWVfx/+eHx4c7op7+/ohgqvZev3o6GhwOBydlj9ERESAw+FU+uzWox4igQLH+sbg\nhqEbbv9aO0oof4iKwpoKJhXHrYuD/3B/MG/uEgmFQJcuwOHDWvKwLHfvhmP48I1o2LAz6tWzQe/e\nK3HsmLvS9xutBcpsUVsCZQD46aefsGLFCo3Zl0gywOUaQy5XPfMpFqc9zyYr/5DTBufOnUP79u1R\nWMi+nrEqyIvk4FnwUBTKvoTSrOuz8JfrXzWywSgY8Jt9CZcemtm1OHToEKZPV22wzV2ru9jg8Ae4\ni04jy8AcziP+hFSk2oQjPVVz+PBhzJ49u9LPGUYOf//hSEh4lTk84n0Eo8+OZtWPDGEGmu1qhsex\nj1W+dtiwYVUOtmEYBoP9/HD2tSaguqIpCwBSsQw3N67H05tN4fjnVsikmq/X/+abb7Bxo/r9EWxx\n9uxZdOjQQWvNhO8S3CP5uNTAAw4tQpERpbv7brZUChMuF2lvvAxn38wG35YPSWYlme+oqNJhJHz2\nX+or4sGDSHz66WY0atQNhobN0LPnTzhyxA0yNbT89YFyDXgxkSo9XXPBaFDQeKSnn1T5uujolYiO\n/ol9h2pAZGQkOBwO/P39de0KACBxeyJCZ7BfIx2eHQ7zneYoFNfsZSA/QYCk+i3hsfomS569Ijc3\nF8bGxsjLU06lozi9GPcaOoFrPQIRjboj4lLt+BnWNcaNG4dLl6quTxeLU+HmZgWBoFTxQiKXwHa3\nLTySPVjxQcEo8NmZz7D+P/WmeJ44caJaTfzHeXno4OkJ+Wu7Sm+7piwABD0KxP1/euL+gY8Q6qyd\n/ouYmBiYmZlBIBBUf7IW+Pbbb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UgkwMcfA3/+qb4NltEHyhpizpw5L4MONmEYBdzdW6Gw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\n" } ], "prompt_number": 32 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "2012 Ranking Tables" ] }, { "cell_type": "code", "collapsed": false, "input": [ "def emit_table(rank, fn):\n", " ranked = [t for t, r in sorted(rank.iteritems(), key=lambda x: x[1])]\n", " with open(fn, 'w') as f:\n", " f.write('')\n", " \n", " for i in range(8):\n", " f.write('')\n", " for j in range(4):\n", " ix = i + j*8\n", " f.write('' % (ix+1, ranked[ix]))\n", " f.write('')\n", " f.write('
%i
')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 30 }, { "cell_type": "code", "collapsed": false, "input": [ "emit_table(pythagorean_wins(g12), 'web/slides/pythagorean.html')\n", "emit_table(eigen_rank_scores_nonlinear(g12), 'web/slides/eigenvector.html')\n", "emit_table(logit_rank(g12), 'web/slides/btl.html')\n", "emit_table(optimal_rank(g12), 'web/slides/optimal.html')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 34 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "NFC East Matrix Example" ] }, { "cell_type": "code", "collapsed": false, "input": [ "n = A.shape[1]\n", "w,v = np.linalg.eig(A)\n", "abs(np.real(v[:n,0]) / np.linalg.norm(v[:n,0],1))\n", "\n", "A = np.matrix(\"[0 1 2 0; 1 0 1 1; 0 1 0 0; 2 1 2 0]\")\n", "mat = A.copy()\n", "for i in range(100):\n", " mat = mat.dot(A)\n", "print mat.dot(np.ones(4))" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "[[ 7.35615860e+18 -1.12086486e+19 7.02600656e+18 -1.08784965e+19]]\n" ] } ], "prompt_number": 132 } ], "metadata": {} } ] }