From 873ef6a2b5e5976e89bedccca162583f1e44ca38 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 5 Oct 2024 13:30:24 +0530 Subject: [PATCH 01/21] Risk-Return Analysis with OpenBB This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers: Data collection and preprocessing Exploratory data analysis with visualizations Risk and return calculations Efficient frontier computation Portfolio optimization techniques Advanced risk metrics (VaR, CVaR) Performance attribution Scenario analysis and stress testing By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management. --- examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb | 1222 +++++++++++++++++ 1 file changed, 1222 insertions(+) create mode 100644 examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb diff --git a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb new file mode 100644 index 000000000000..f14b6f129b24 --- /dev/null +++ b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb @@ -0,0 +1,1222 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Instructions for Contributors\n", + "\n", + "Welcome to this example notebook for OpenBB! Please follow the steps below:\n", + "\n", + "1. **Fill in the details**: Customize the second cell with the name of the notebook, your GitHub profile link, and a brief description of what your notebook demonstrates.\n", + "2. **Add Your Code**: Make sure to include clean and commented code sections throughout the notebook.\n", + "3. **Test Before Submitting**: Run all cells to ensure the notebook functions as expected.\n", + "4. **Keep it Simple and Clear**: Make your explanations and code as clear as possible for others to follow.\n", + "5. **Run in Colab Button**: Ensure the \"Run in Colab\" button links properly to the notebook. You can test it by clicking the button and verifying it loads your notebook.\n", + "\n", + "Please refer to the documentation at [OpenBB Documentation](https://docs.openbb.co/) for additional guidance.\n", + "\n", + "Remove this cell before submitting your notebook." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", + "===========================================================\n", + "#### Description\n", + "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", + "\n", + "1. Data collection and preprocessing\n", + "2. Exploratory data analysis with visualizations\n", + "3. Risk and return calculations\n", + "4. Efficient frontier computation\n", + "5. Portfolio optimization techniques\n", + "6. Advanced risk metrics (VaR, CVaR)\n", + "7. Performance attribution\n", + "8. Scenario analysis and stress testing\n", + "\n", + "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", + "\n", + "#### Author\n", + "[Amit Kumar](https://github.com/HmbleCreator)\n", + "\n", + "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", + "\n", + "```python\n", + "!pip install openbb\n", + "```\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: openbb in 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install openbb pandas numpy matplotlib seaborn scipy scikit-learn" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Imports" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# Import libraries\n", + "import sys\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from datetime import datetime, timedelta\n", + "import time\n", + "from scipy.optimize import minimize\n", + "from openbb import obb\n", + "import logging\n", + "from IPython.display import display, HTML" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# Set plotting style\n", + "plt.style.use('default') # Use the default Matplotlib style\n", + "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", + "sns.set_palette(\"viridis\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# Configuration\n", + "RISK_FREE_RATE = 0.02\n", + "CONFIDENCE_LEVEL = 0.95\n", + "START_DATE = datetime.now().date() - timedelta(days=365 * 3) # 3 years of data\n", + "END_DATE = datetime.now().date()\n", + "NUM_PORTFOLIOS = 10000 # Number of portfolios for efficient frontier\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Login " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# Set up logging\n", + "logging.basicConfig(level=logging.INFO, format='%(asctime)s - %(levelname)s - %(message)s')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")\n", + "except Exception as e:\n", + " logging.error(f\"Failed to log in to OpenBB: {e}\")\n", + " raise\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. Data Collection and Preprocessing\n", + "Let's collect historical data for a diverse set of asset classes:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Combined Closing Prices:\n", + " US Large Cap US Small Cap International Developed \\\n", + "date \n", + "2023-10-05 424.500000 171.350006 67.769997 \n", + "2023-10-06 429.540009 173.000000 68.519997 \n", + "2023-10-09 432.290009 174.000000 68.419998 \n", + "2023-10-10 434.540009 175.970001 69.360001 \n", + "2023-10-11 436.320007 175.669998 69.650002 \n", + "\n", + " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", + "date \n", + "2023-10-05 37.290001 93.110001 85.830002 \n", + "2023-10-06 37.830002 92.750000 84.790001 \n", + "2023-10-09 37.650002 93.709999 86.779999 \n", + "2023-10-10 38.189999 93.620003 86.660004 \n", + "2023-10-11 38.430000 94.050003 88.470001 \n", + "\n", + " Real Estate Gold Commodities \n", + "date \n", + "2023-10-05 74.120003 168.830002 23.830000 \n", + "2023-10-06 74.320000 169.699997 23.920000 \n", + "2023-10-09 75.129997 172.820007 24.420000 \n", + "2023-10-10 75.489998 172.529999 24.360001 \n", + "2023-10-11 76.800003 173.789993 24.219999 \n", + "\n", + "Daily Returns:\n", + " US Large Cap US Small Cap International Developed \\\n", + "date \n", + "2023-10-06 0.011873 0.009629 0.011067 \n", + "2023-10-09 0.006402 0.005780 -0.001459 \n", + "2023-10-10 0.005205 0.011322 0.013739 \n", + "2023-10-11 0.004096 -0.001705 0.004181 \n", + "2023-10-12 -0.006096 -0.022599 -0.008327 \n", + "\n", + " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", + "date \n", + "2023-10-06 0.014481 -0.003866 -0.012117 \n", + "2023-10-09 -0.004758 0.010350 0.023470 \n", + "2023-10-10 0.014343 -0.000960 -0.001383 \n", + "2023-10-11 0.006284 0.004593 0.020886 \n", + "2023-10-12 -0.011189 -0.008612 -0.027128 \n", + "\n", + " Real Estate Gold Commodities \n", + "date \n", + "2023-10-06 0.002698 0.005153 0.003777 \n", + "2023-10-09 0.010899 0.018385 0.020903 \n", + "2023-10-10 0.004792 -0.001678 -0.002457 \n", + "2023-10-11 0.017353 0.007303 -0.005747 \n", + "2023-10-12 -0.014583 -0.003050 -0.000413 \n", + "Data exported successfully to financial_data.xlsx\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "from openbb import obb\n", + "from datetime import datetime, timedelta\n", + "import time\n", + "\n", + "# Define asset classes and their tickers\n", + "assets = {\n", + " 'US Large Cap': 'SPY',\n", + " 'US Small Cap': 'IWM',\n", + " 'International Developed': 'EFA',\n", + " 'Emerging Markets': 'EEM',\n", + " 'US Aggregate Bonds': 'AGG',\n", + " 'US Treasury Bonds': 'TLT',\n", + " 'Real Estate': 'VNQ',\n", + " 'Gold': 'GLD',\n", + " 'Commodities': 'DBC'\n", + "}\n", + "\n", + "# Set date range\n", + "end_date = datetime.now().date()\n", + "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", + "\n", + "# Function to fetch historical data with retries\n", + "def fetch_historical_data(ticker, retries=3):\n", + " for attempt in range(retries):\n", + " try:\n", + " # Fetch historical data using the correct function and parameters\n", + " historical_data = obb.equity.price.historical(ticker)\n", + " \n", + " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", + " df = historical_data.to_dataframe()\n", + " \n", + " # Check if DataFrame is empty and return it if not\n", + " if df is not None and not df.empty:\n", + " return df\n", + " \n", + " except Exception as e:\n", + " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", + " time.sleep(2) # Wait before retrying\n", + " \n", + " return None\n", + "\n", + "# Fetch data and combine into a single DataFrame\n", + "combined_data = {}\n", + "for asset_name, ticker in assets.items():\n", + " df = fetch_historical_data(ticker)\n", + " \n", + " if df is not None and not df.empty:\n", + " # Store closing prices with asset name as key\n", + " combined_data[asset_name] = df['close']\n", + " else:\n", + " print(f\"No data returned for {asset_name} ({ticker}).\")\n", + "\n", + "# Combine all asset closing prices into a single DataFrame\n", + "df_combined = pd.DataFrame(combined_data)\n", + "\n", + "# Check if we have any data\n", + "if df_combined.empty:\n", + " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", + "\n", + "# Calculate daily returns with specified fill method to avoid FutureWarning\n", + "returns = df_combined.pct_change(fill_method=None).dropna()\n", + "\n", + "# Display the combined DataFrame for better readability\n", + "print(\"Combined Closing Prices:\")\n", + "print(df_combined.head()) # Display first few rows of closing prices\n", + "\n", + "print(\"\\nDaily Returns:\")\n", + "print(returns.head()) # Display first few rows of returns\n", + "\n", + "\n", + "# Export the combined DataFrame to an Excel file\n", + "output_file = \"financial_data.xlsx\"\n", + "df_combined.to_excel(output_file)\n", + "\n", + "print(f\"Data exported successfully to {output_file}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Exploratory Data Analysis\n", + "Let's visualize our data to better understand the relationships between different asset classes." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Correlation heatmap\n", + "plt.figure(figsize=(12, 10))\n", + "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", + "plt.title('Correlation Heatmap of Asset Returns')\n", + "plt.show()\n", + "\n", + "# Cumulative returns plot\n", + "cumulative_returns = (1 + returns).cumprod()\n", + "plt.figure(figsize=(12, 6))\n", + "cumulative_returns.plot()\n", + "plt.title('Cumulative Returns of Asset Classes')\n", + "plt.ylabel('Cumulative Return')\n", + "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Risk and Return Calculations\n", + "Now let's calculate key risk and return metrics for each asset class." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Return Volatility Sharpe Ratio\n", + "Gold 0.380741 0.144716 2.492758\n", + "US Large Cap 0.299739 0.124285 2.250787\n", + "International Developed 0.210243 0.134082 1.418852\n", + "Emerging Markets 0.242680 0.157793 1.411217\n", + "Real Estate 0.262907 0.180249 1.347620\n", + "US Small Cap 0.262433 0.213924 1.133266\n", + "US Aggregate Bonds 0.074456 0.061964 0.878836\n", + "US Treasury Bonds 0.117388 0.159548 0.610396\n", + "Commodities -0.022117 0.146764 -0.286969\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\amiku\\AppData\\Local\\Temp\\ipykernel_17764\\2930698180.py:24: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + " plt.annotate(asset, (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]),\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Calculate annualized returns and volatility\n", + "annual_returns = returns.mean() * 252\n", + "annual_volatility = returns.std() * np.sqrt(252)\n", + "\n", + "# Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", + "risk_free_rate = 0.02\n", + "sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", + "\n", + "# Combine metrics into a DataFrame\n", + "risk_return_metrics = pd.DataFrame({\n", + " 'Return': annual_returns,\n", + " 'Volatility': annual_volatility,\n", + " 'Sharpe Ratio': sharpe_ratio\n", + "})\n", + "\n", + "print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", + "\n", + "# Visualize risk-return tradeoff\n", + "plt.figure(figsize=(12, 8))\n", + "sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", + " sizes=(50, 500), legend='brief', hue='Sharpe Ratio')\n", + "\n", + "for i, asset in enumerate(risk_return_metrics.index):\n", + " plt.annotate(asset, (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", + " xytext=(5, 5), textcoords='offset points')\n", + "\n", + "plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", + "plt.xlabel('Risk (Annualized Volatility)')\n", + "plt.ylabel('Return (Annualized)')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. Efficient Frontier Computation\n", + "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Optimal Portfolio Weights:\n", + "US Large Cap: 0.4972\n", + "US Small Cap: 0.0000\n", + "International Developed: 0.0000\n", + "Emerging Markets: 0.0000\n", + "US Aggregate Bonds: 0.0000\n", + "US Treasury Bonds: 0.0000\n", + "Real Estate: 0.0000\n", + "Gold: 0.5028\n", + "Commodities: 0.0000\n" + ] + } + ], + "source": [ + "def portfolio_performance(weights, returns):\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252\n", + " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights)))\n", + " return portfolio_return, portfolio_volatility\n", + "\n", + "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " return -(p_return - risk_free_rate) / p_volatility\n", + "\n", + "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", + " num_assets = len(returns.columns)\n", + " results = np.zeros((3, num_portfolios))\n", + " \n", + " for i in range(num_portfolios):\n", + " weights = np.random.random(num_assets)\n", + " weights /= np.sum(weights)\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " results[0,i] = p_return\n", + " results[1,i] = p_volatility\n", + " results[2,i] = p_return / p_volatility\n", + " \n", + " return results.T\n", + "\n", + "# Calculate efficient frontier\n", + "efficient_frontier = calculate_efficient_frontier(returns)\n", + "\n", + "# Find the optimal portfolio (maximum Sharpe ratio)\n", + "num_assets = len(returns.columns)\n", + "args = (returns, risk_free_rate)\n", + "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1})\n", + "bound = (0.0, 1.0)\n", + "bounds = tuple(bound for asset in range(num_assets))\n", + "\n", + "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets,], args=args,\n", + " method='SLSQP', bounds=bounds, constraints=constraints)\n", + "\n", + "optimal_weights = result.x\n", + "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", + "\n", + "# Plot efficient frontier\n", + "plt.figure(figsize=(12, 8))\n", + "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", + "plt.colorbar(label='Sharpe Ratio')\n", + "plt.xlabel('Volatility')\n", + "plt.ylabel('Return')\n", + "plt.title('Efficient Frontier')\n", + "\n", + "# Plot individual assets\n", + "for i, asset in enumerate(returns.columns):\n", + " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", + " risk_return_metrics.loc[asset, 'Return'], \n", + " marker='o', s=200, label=asset)\n", + "\n", + "# Plot optimal portfolio\n", + "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", + "\n", + "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "print(\"Optimal Portfolio Weights:\")\n", + "for asset, weight in zip(returns.columns, optimal_weights):\n", + " print(f\"{asset}: {weight:.4f}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. Advanced Risk Metrics\n", + "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "95% VaR: -0.0103\n", + "95% CVaR: -0.0141\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", + " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", + " return var, cvar\n", + "\n", + "optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", + "var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", + "\n", + "print(f\"95% VaR: {var_95:.4f}\")\n", + "print(f\"95% CVaR: {cvar_95:.4f}\")\n", + "\n", + "# Visualize VaR and CVaR\n", + "plt.figure(figsize=(12, 6))\n", + "sns.histplot(optimal_portfolio_returns, kde=True)\n", + "plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", + "plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", + "plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", + "plt.xlabel('Daily Return')\n", + "plt.ylabel('Frequency')\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 6. Scenario Analysis and Stress Testing\n", + "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Mean Return Volatility VaR 95% CVaR 95%\n", + "Base Case 0.001451 0.011292 -0.018278 -0.023135\n", + "Market Crash -0.538549 0.011292 -0.558278 -0.563135\n", + "Economic Boom 0.361451 0.011292 0.341722 0.336865\n", + "Rising Interest Rates -0.049848 0.002754 -0.054773 -0.055883\n", + "Commodity Boom 0.110285 0.003064 0.105482 0.104116\n" + ] + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def scenario_analysis(weights, returns, scenarios):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " scenario_results = {}\n", + " \n", + " for scenario, shock in scenarios.items():\n", + " # Convert shock dictionary to a Series\n", + " shock_series = pd.Series(shock)\n", + " shocked_returns = returns + shock_series\n", + " \n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean(),\n", + " 'Volatility': scenario_portfolio_returns.std(),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define scenarios\n", + "scenarios = {\n", + " 'Base Case': {asset: 0 for asset in returns.columns},\n", + " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", + " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", + " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", + " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", + "}\n", + "\n", + "# Assuming optimal_weights is defined and returns is your DataFrame of returns\n", + "optimal_weights = [0.2] * len(returns.columns) # Example weights, adjust as necessary\n", + "\n", + "scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", + "print(scenario_results)\n", + "\n", + "# Visualize scenario analysis results\n", + "plt.figure(figsize=(12, 6))\n", + "scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", + "plt.title('Scenario Analysis: Mean Return and Volatility')\n", + "plt.xlabel('Scenario')\n", + "plt.ylabel('Value')\n", + "plt.legend(loc='best')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 7. Performance Attribution\n", + "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Weight Return Contribution Percent_Contribution\n", + "Gold 0.2 0.380741 0.076148 0.208229\n", + "US Large Cap 0.2 0.299739 0.059948 0.163929\n", + "Real Estate 0.2 0.262907 0.052581 0.143785\n", + "US Small Cap 0.2 0.262433 0.052487 0.143526\n", + "Emerging Markets 0.2 0.242680 0.048536 0.132723\n", + "International Developed 0.2 0.210243 0.042049 0.114983\n", + "US Treasury Bonds 0.2 0.117388 0.023478 0.064200\n", + "US Aggregate Bonds 0.2 0.074456 0.014891 0.040720\n", + "Commodities 0.2 -0.022117 -0.004423 -0.012096\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def performance_attribution(weights, returns):\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252\n", + " asset_contribution = returns.mean() * weights * 252\n", + " percent_contribution = asset_contribution / portfolio_return\n", + "\n", + " attribution_data = pd.DataFrame({\n", + " 'Weight': weights,\n", + " 'Return': returns.mean() * 252,\n", + " 'Contribution': asset_contribution,\n", + " 'Percent_Contribution': percent_contribution\n", + " })\n", + "\n", + " return attribution_data.sort_values('Percent_Contribution', ascending=False)\n", + "\n", + "# Calculate performance attribution\n", + "attribution = performance_attribution(optimal_weights, returns)\n", + "print(attribution)\n", + "\n", + "# Visualize performance attribution\n", + "plt.figure(figsize=(12, 6))\n", + "attribution['Percent_Contribution'].plot(kind='bar')\n", + "plt.title('Performance Attribution of Optimal Portfolio')\n", + "plt.xlabel('Asset')\n", + "plt.ylabel('Percent Contribution to Return')\n", + "plt.xticks(rotation=45, ha='right')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 8. Scenario Analysis and Stress Testing\n", + "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Mean Return Volatility Sharpe Ratio VaR 95% \\\n", + "Base Case 0.365694 0.179252 1.928531 -0.290160 \n", + "Market Crash -97.914306 0.179252 -546.348481 -6.481218 \n", + "Economic Boom 60.845694 0.179252 339.329769 3.519722 \n", + "Rising Interest Rates -50.034306 0.179252 -279.239168 -3.465062 \n", + "Geopolitical Tension -14.754306 0.179252 -82.421779 -1.242631 \n", + "Tech Boom 50.765694 0.179252 283.096229 2.884741 \n", + "\n", + " CVaR 95% Max Drawdown \n", + "Base Case -0.367261 -0.076392 \n", + "Market Crash -6.558319 -97.525603 \n", + "Economic Boom 3.442621 0.000000 \n", + "Rising Interest Rates -3.542163 -49.835603 \n", + "Geopolitical Tension -1.319732 -14.695603 \n", + "Tech Boom 2.807640 0.000000 \n" + ] + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def detailed_scenario_analysis(weights, returns, scenarios):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " base_performance = {\n", + " 'Mean Return': portfolio_returns.mean() * 252,\n", + " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " scenario_results = {'Base Case': base_performance}\n", + " \n", + " for scenario, shocks in scenarios.items():\n", + " shocked_returns = returns.copy()\n", + " for asset, shock in shocks.items():\n", + " shocked_returns[asset] += shock\n", + " \n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", + " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define more detailed scenarios\n", + "detailed_scenarios = {\n", + " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", + " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", + " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", + " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", + " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", + "}\n", + "\n", + "# Run detailed scenario analysis\n", + "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", + "print(detailed_scenario_results)\n", + "\n", + "# Visualize scenario analysis results\n", + "plt.figure(figsize=(15, 10))\n", + "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# Visualize max drawdown for each scenario\n", + "plt.figure(figsize=(12, 6))\n", + "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", + "plt.title('Max Drawdown Under Different Scenarios')\n", + "plt.xlabel('Scenario')\n", + "plt.ylabel('Max Drawdown')\n", + "plt.xticks(rotation=45, ha='right')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "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": "3.12.4" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From c4ad11332456510178162c796523ed40fce7410a Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 18:44:22 +0530 Subject: [PATCH 02/21] Update COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb --- examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb | 21 ------------------- 1 file changed, 21 deletions(-) diff --git a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb index f14b6f129b24..d0d21aad4bb9 100644 --- a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb +++ b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb @@ -1,24 +1,3 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Instructions for Contributors\n", - "\n", - "Welcome to this example notebook for OpenBB! Please follow the steps below:\n", - "\n", - "1. **Fill in the details**: Customize the second cell with the name of the notebook, your GitHub profile link, and a brief description of what your notebook demonstrates.\n", - "2. **Add Your Code**: Make sure to include clean and commented code sections throughout the notebook.\n", - "3. **Test Before Submitting**: Run all cells to ensure the notebook functions as expected.\n", - "4. **Keep it Simple and Clear**: Make your explanations and code as clear as possible for others to follow.\n", - "5. **Run in Colab Button**: Ensure the \"Run in Colab\" button links properly to the notebook. You can test it by clicking the button and verifying it loads your notebook.\n", - "\n", - "Please refer to the documentation at [OpenBB Documentation](https://docs.openbb.co/) for additional guidance.\n", - "\n", - "Remove this cell before submitting your notebook." - ] - }, { "cell_type": "markdown", "metadata": {}, From 2fe728d889fa5f0853014d8fe6c64fdebe74685c Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 18:45:53 +0530 Subject: [PATCH 03/21] Update COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb --- examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb | 21 +++++++++++++++++++ 1 file changed, 21 insertions(+) diff --git a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb index d0d21aad4bb9..811d52e86c52 100644 --- a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb +++ b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb @@ -1,4 +1,25 @@ +{ + "cells": [ { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Instructions for Contributors\n", + "\n", + "Welcome to this example notebook for OpenBB! Please follow the steps below:\n", + "\n", + "1. **Fill in the details**: Customize the second cell with the name of the notebook, your GitHub profile link, and a brief description of what your notebook demonstrates.\n", + "2. **Add Your Code**: Make sure to include clean and commented code sections throughout the notebook.\n", + "3. **Test Before Submitting**: Run all cells to ensure the notebook functions as expected.\n", + "4. **Keep it Simple and Clear**: Make your explanations and code as clear as possible for others to follow.\n", + "5. **Run in Colab Button**: Ensure the \"Run in Colab\" button links properly to the notebook. You can test it by clicking the button and verifying it loads your notebook.\n", + "\n", + "Please refer to the documentation at [OpenBB Documentation](https://docs.openbb.co/) for additional guidance.\n", + "\n", + "Remove this cell before submitting your notebook." + ] + }, +{ "cell_type": "markdown", "metadata": {}, "source": [ From c0f79143ab5d7eccdbfc65991dff9160e31e6545 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 18:46:30 +0530 Subject: [PATCH 04/21] Update COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb --- examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb | 16 ---------------- 1 file changed, 16 deletions(-) diff --git a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb index 811d52e86c52..2e0963d6a2bb 100644 --- a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb +++ b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb @@ -1,22 +1,6 @@ { "cells": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Instructions for Contributors\n", - "\n", - "Welcome to this example notebook for OpenBB! Please follow the steps below:\n", - "\n", - "1. **Fill in the details**: Customize the second cell with the name of the notebook, your GitHub profile link, and a brief description of what your notebook demonstrates.\n", - "2. **Add Your Code**: Make sure to include clean and commented code sections throughout the notebook.\n", - "3. **Test Before Submitting**: Run all cells to ensure the notebook functions as expected.\n", - "4. **Keep it Simple and Clear**: Make your explanations and code as clear as possible for others to follow.\n", - "5. **Run in Colab Button**: Ensure the \"Run in Colab\" button links properly to the notebook. You can test it by clicking the button and verifying it loads your notebook.\n", - "\n", - "Please refer to the documentation at [OpenBB Documentation](https://docs.openbb.co/) for additional guidance.\n", - "\n", - "Remove this cell before submitting your notebook." ] }, { From f78a1aa8b7cfece4e530ff13f583921e98dbabb4 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 18:47:01 +0530 Subject: [PATCH 05/21] Update COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb --- examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb | 16 ++++++++++++++++ 1 file changed, 16 insertions(+) diff --git a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb index 2e0963d6a2bb..811d52e86c52 100644 --- a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb +++ b/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb @@ -1,6 +1,22 @@ { "cells": [ { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Instructions for Contributors\n", + "\n", + "Welcome to this example notebook for OpenBB! Please follow the steps below:\n", + "\n", + "1. **Fill in the details**: Customize the second cell with the name of the notebook, your GitHub profile link, and a brief description of what your notebook demonstrates.\n", + "2. **Add Your Code**: Make sure to include clean and commented code sections throughout the notebook.\n", + "3. **Test Before Submitting**: Run all cells to ensure the notebook functions as expected.\n", + "4. **Keep it Simple and Clear**: Make your explanations and code as clear as possible for others to follow.\n", + "5. **Run in Colab Button**: Ensure the \"Run in Colab\" button links properly to the notebook. You can test it by clicking the button and verifying it loads your notebook.\n", + "\n", + "Please refer to the documentation at [OpenBB Documentation](https://docs.openbb.co/) for additional guidance.\n", + "\n", + "Remove this cell before submitting your notebook." ] }, { From 6c6269d1177d162b8ffbf9fb82ece1bcd8369950 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 18:50:06 +0530 Subject: [PATCH 06/21] Rename COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb to Risk-Return Tradeoff Model Notebook (1).ipynb --- ...TE (1).ipynb => Risk-Return Tradeoff Model Notebook (1).ipynb} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename examples/{COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb => Risk-Return Tradeoff Model Notebook (1).ipynb} (100%) diff --git a/examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb b/examples/Risk-Return Tradeoff Model Notebook (1).ipynb similarity index 100% rename from examples/COMMUNITY_EXAMPLE_TEMPLATE (1).ipynb rename to examples/Risk-Return Tradeoff Model Notebook (1).ipynb From 292d0d0db361788b98d75ea53798f89cc759b93d Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 18:51:45 +0530 Subject: [PATCH 07/21] Add files via upload --- ...Return Tradeoff Model Notebook #6710.ipynb | 1222 +++++++++++++++++ 1 file changed, 1222 insertions(+) create mode 100644 examples/Risk-Return Tradeoff Model Notebook #6710.ipynb diff --git a/examples/Risk-Return Tradeoff Model Notebook #6710.ipynb b/examples/Risk-Return Tradeoff Model Notebook #6710.ipynb new file mode 100644 index 000000000000..f14b6f129b24 --- /dev/null +++ b/examples/Risk-Return Tradeoff Model Notebook #6710.ipynb @@ -0,0 +1,1222 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Instructions for Contributors\n", + "\n", + "Welcome to this example notebook for OpenBB! Please follow the steps below:\n", + "\n", + "1. **Fill in the details**: Customize the second cell with the name of the notebook, your GitHub profile link, and a brief description of what your notebook demonstrates.\n", + "2. **Add Your Code**: Make sure to include clean and commented code sections throughout the notebook.\n", + "3. **Test Before Submitting**: Run all cells to ensure the notebook functions as expected.\n", + "4. **Keep it Simple and Clear**: Make your explanations and code as clear as possible for others to follow.\n", + "5. **Run in Colab Button**: Ensure the \"Run in Colab\" button links properly to the notebook. You can test it by clicking the button and verifying it loads your notebook.\n", + "\n", + "Please refer to the documentation at [OpenBB Documentation](https://docs.openbb.co/) for additional guidance.\n", + "\n", + "Remove this cell before submitting your notebook." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", + "===========================================================\n", + "#### Description\n", + "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", + "\n", + "1. Data collection and preprocessing\n", + "2. Exploratory data analysis with visualizations\n", + "3. Risk and return calculations\n", + "4. Efficient frontier computation\n", + "5. Portfolio optimization techniques\n", + "6. Advanced risk metrics (VaR, CVaR)\n", + "7. Performance attribution\n", + "8. Scenario analysis and stress testing\n", + "\n", + "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", + "\n", + "#### Author\n", + "[Amit Kumar](https://github.com/HmbleCreator)\n", + "\n", + "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", + "\n", + "```python\n", + "!pip install openbb\n", + "```\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: openbb in 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install openbb pandas numpy matplotlib seaborn scipy scikit-learn" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Imports" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# Import libraries\n", + "import sys\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from datetime import datetime, timedelta\n", + "import time\n", + "from scipy.optimize import minimize\n", + "from openbb import obb\n", + "import logging\n", + "from IPython.display import display, HTML" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# Set plotting style\n", + "plt.style.use('default') # Use the default Matplotlib style\n", + "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", + "sns.set_palette(\"viridis\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# Configuration\n", + "RISK_FREE_RATE = 0.02\n", + "CONFIDENCE_LEVEL = 0.95\n", + "START_DATE = datetime.now().date() - timedelta(days=365 * 3) # 3 years of data\n", + "END_DATE = datetime.now().date()\n", + "NUM_PORTFOLIOS = 10000 # Number of portfolios for efficient frontier\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Login " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# Set up logging\n", + "logging.basicConfig(level=logging.INFO, format='%(asctime)s - %(levelname)s - %(message)s')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")\n", + "except Exception as e:\n", + " logging.error(f\"Failed to log in to OpenBB: {e}\")\n", + " raise\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. Data Collection and Preprocessing\n", + "Let's collect historical data for a diverse set of asset classes:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Combined Closing Prices:\n", + " US Large Cap US Small Cap International Developed \\\n", + "date \n", + "2023-10-05 424.500000 171.350006 67.769997 \n", + "2023-10-06 429.540009 173.000000 68.519997 \n", + "2023-10-09 432.290009 174.000000 68.419998 \n", + "2023-10-10 434.540009 175.970001 69.360001 \n", + "2023-10-11 436.320007 175.669998 69.650002 \n", + "\n", + " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", + "date \n", + "2023-10-05 37.290001 93.110001 85.830002 \n", + "2023-10-06 37.830002 92.750000 84.790001 \n", + "2023-10-09 37.650002 93.709999 86.779999 \n", + "2023-10-10 38.189999 93.620003 86.660004 \n", + "2023-10-11 38.430000 94.050003 88.470001 \n", + "\n", + " Real Estate Gold Commodities \n", + "date \n", + "2023-10-05 74.120003 168.830002 23.830000 \n", + "2023-10-06 74.320000 169.699997 23.920000 \n", + "2023-10-09 75.129997 172.820007 24.420000 \n", + "2023-10-10 75.489998 172.529999 24.360001 \n", + "2023-10-11 76.800003 173.789993 24.219999 \n", + "\n", + "Daily Returns:\n", + " US Large Cap US Small Cap International Developed \\\n", + "date \n", + "2023-10-06 0.011873 0.009629 0.011067 \n", + "2023-10-09 0.006402 0.005780 -0.001459 \n", + "2023-10-10 0.005205 0.011322 0.013739 \n", + "2023-10-11 0.004096 -0.001705 0.004181 \n", + "2023-10-12 -0.006096 -0.022599 -0.008327 \n", + "\n", + " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", + "date \n", + "2023-10-06 0.014481 -0.003866 -0.012117 \n", + "2023-10-09 -0.004758 0.010350 0.023470 \n", + "2023-10-10 0.014343 -0.000960 -0.001383 \n", + "2023-10-11 0.006284 0.004593 0.020886 \n", + "2023-10-12 -0.011189 -0.008612 -0.027128 \n", + "\n", + " Real Estate Gold Commodities \n", + "date \n", + "2023-10-06 0.002698 0.005153 0.003777 \n", + "2023-10-09 0.010899 0.018385 0.020903 \n", + "2023-10-10 0.004792 -0.001678 -0.002457 \n", + "2023-10-11 0.017353 0.007303 -0.005747 \n", + "2023-10-12 -0.014583 -0.003050 -0.000413 \n", + "Data exported successfully to financial_data.xlsx\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "from openbb import obb\n", + "from datetime import datetime, timedelta\n", + "import time\n", + "\n", + "# Define asset classes and their tickers\n", + "assets = {\n", + " 'US Large Cap': 'SPY',\n", + " 'US Small Cap': 'IWM',\n", + " 'International Developed': 'EFA',\n", + " 'Emerging Markets': 'EEM',\n", + " 'US Aggregate Bonds': 'AGG',\n", + " 'US Treasury Bonds': 'TLT',\n", + " 'Real Estate': 'VNQ',\n", + " 'Gold': 'GLD',\n", + " 'Commodities': 'DBC'\n", + "}\n", + "\n", + "# Set date range\n", + "end_date = datetime.now().date()\n", + "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", + "\n", + "# Function to fetch historical data with retries\n", + "def fetch_historical_data(ticker, retries=3):\n", + " for attempt in range(retries):\n", + " try:\n", + " # Fetch historical data using the correct function and parameters\n", + " historical_data = obb.equity.price.historical(ticker)\n", + " \n", + " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", + " df = historical_data.to_dataframe()\n", + " \n", + " # Check if DataFrame is empty and return it if not\n", + " if df is not None and not df.empty:\n", + " return df\n", + " \n", + " except Exception as e:\n", + " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", + " time.sleep(2) # Wait before retrying\n", + " \n", + " return None\n", + "\n", + "# Fetch data and combine into a single DataFrame\n", + "combined_data = {}\n", + "for asset_name, ticker in assets.items():\n", + " df = fetch_historical_data(ticker)\n", + " \n", + " if df is not None and not df.empty:\n", + " # Store closing prices with asset name as key\n", + " combined_data[asset_name] = df['close']\n", + " else:\n", + " print(f\"No data returned for {asset_name} ({ticker}).\")\n", + "\n", + "# Combine all asset closing prices into a single DataFrame\n", + "df_combined = pd.DataFrame(combined_data)\n", + "\n", + "# Check if we have any data\n", + "if df_combined.empty:\n", + " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", + "\n", + "# Calculate daily returns with specified fill method to avoid FutureWarning\n", + "returns = df_combined.pct_change(fill_method=None).dropna()\n", + "\n", + "# Display the combined DataFrame for better readability\n", + "print(\"Combined Closing Prices:\")\n", + "print(df_combined.head()) # Display first few rows of closing prices\n", + "\n", + "print(\"\\nDaily Returns:\")\n", + "print(returns.head()) # Display first few rows of returns\n", + "\n", + "\n", + "# Export the combined DataFrame to an Excel file\n", + "output_file = \"financial_data.xlsx\"\n", + "df_combined.to_excel(output_file)\n", + "\n", + "print(f\"Data exported successfully to {output_file}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Exploratory Data Analysis\n", + "Let's visualize our data to better understand the relationships between different asset classes." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Correlation heatmap\n", + "plt.figure(figsize=(12, 10))\n", + "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", + "plt.title('Correlation Heatmap of Asset Returns')\n", + "plt.show()\n", + "\n", + "# Cumulative returns plot\n", + "cumulative_returns = (1 + returns).cumprod()\n", + "plt.figure(figsize=(12, 6))\n", + "cumulative_returns.plot()\n", + "plt.title('Cumulative Returns of Asset Classes')\n", + "plt.ylabel('Cumulative Return')\n", + "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Risk and Return Calculations\n", + "Now let's calculate key risk and return metrics for each asset class." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Return Volatility Sharpe Ratio\n", + "Gold 0.380741 0.144716 2.492758\n", + "US Large Cap 0.299739 0.124285 2.250787\n", + "International Developed 0.210243 0.134082 1.418852\n", + "Emerging Markets 0.242680 0.157793 1.411217\n", + "Real Estate 0.262907 0.180249 1.347620\n", + "US Small Cap 0.262433 0.213924 1.133266\n", + "US Aggregate Bonds 0.074456 0.061964 0.878836\n", + "US Treasury Bonds 0.117388 0.159548 0.610396\n", + "Commodities -0.022117 0.146764 -0.286969\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\amiku\\AppData\\Local\\Temp\\ipykernel_17764\\2930698180.py:24: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + " plt.annotate(asset, (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]),\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Calculate annualized returns and volatility\n", + "annual_returns = returns.mean() * 252\n", + "annual_volatility = returns.std() * np.sqrt(252)\n", + "\n", + "# Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", + "risk_free_rate = 0.02\n", + "sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", + "\n", + "# Combine metrics into a DataFrame\n", + "risk_return_metrics = pd.DataFrame({\n", + " 'Return': annual_returns,\n", + " 'Volatility': annual_volatility,\n", + " 'Sharpe Ratio': sharpe_ratio\n", + "})\n", + "\n", + "print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", + "\n", + "# Visualize risk-return tradeoff\n", + "plt.figure(figsize=(12, 8))\n", + "sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", + " sizes=(50, 500), legend='brief', hue='Sharpe Ratio')\n", + "\n", + "for i, asset in enumerate(risk_return_metrics.index):\n", + " plt.annotate(asset, (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", + " xytext=(5, 5), textcoords='offset points')\n", + "\n", + "plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", + "plt.xlabel('Risk (Annualized Volatility)')\n", + "plt.ylabel('Return (Annualized)')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. Efficient Frontier Computation\n", + "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Optimal Portfolio Weights:\n", + "US Large Cap: 0.4972\n", + "US Small Cap: 0.0000\n", + "International Developed: 0.0000\n", + "Emerging Markets: 0.0000\n", + "US Aggregate Bonds: 0.0000\n", + "US Treasury Bonds: 0.0000\n", + "Real Estate: 0.0000\n", + "Gold: 0.5028\n", + "Commodities: 0.0000\n" + ] + } + ], + "source": [ + "def portfolio_performance(weights, returns):\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252\n", + " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights)))\n", + " return portfolio_return, portfolio_volatility\n", + "\n", + "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " return -(p_return - risk_free_rate) / p_volatility\n", + "\n", + "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", + " num_assets = len(returns.columns)\n", + " results = np.zeros((3, num_portfolios))\n", + " \n", + " for i in range(num_portfolios):\n", + " weights = np.random.random(num_assets)\n", + " weights /= np.sum(weights)\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " results[0,i] = p_return\n", + " results[1,i] = p_volatility\n", + " results[2,i] = p_return / p_volatility\n", + " \n", + " return results.T\n", + "\n", + "# Calculate efficient frontier\n", + "efficient_frontier = calculate_efficient_frontier(returns)\n", + "\n", + "# Find the optimal portfolio (maximum Sharpe ratio)\n", + "num_assets = len(returns.columns)\n", + "args = (returns, risk_free_rate)\n", + "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1})\n", + "bound = (0.0, 1.0)\n", + "bounds = tuple(bound for asset in range(num_assets))\n", + "\n", + "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets,], args=args,\n", + " method='SLSQP', bounds=bounds, constraints=constraints)\n", + "\n", + "optimal_weights = result.x\n", + "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", + "\n", + "# Plot efficient frontier\n", + "plt.figure(figsize=(12, 8))\n", + "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", + "plt.colorbar(label='Sharpe Ratio')\n", + "plt.xlabel('Volatility')\n", + "plt.ylabel('Return')\n", + "plt.title('Efficient Frontier')\n", + "\n", + "# Plot individual assets\n", + "for i, asset in enumerate(returns.columns):\n", + " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", + " risk_return_metrics.loc[asset, 'Return'], \n", + " marker='o', s=200, label=asset)\n", + "\n", + "# Plot optimal portfolio\n", + "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", + "\n", + "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "print(\"Optimal Portfolio Weights:\")\n", + "for asset, weight in zip(returns.columns, optimal_weights):\n", + " print(f\"{asset}: {weight:.4f}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. Advanced Risk Metrics\n", + "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "95% VaR: -0.0103\n", + "95% CVaR: -0.0141\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", + " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", + " return var, cvar\n", + "\n", + "optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", + "var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", + "\n", + "print(f\"95% VaR: {var_95:.4f}\")\n", + "print(f\"95% CVaR: {cvar_95:.4f}\")\n", + "\n", + "# Visualize VaR and CVaR\n", + "plt.figure(figsize=(12, 6))\n", + "sns.histplot(optimal_portfolio_returns, kde=True)\n", + "plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", + "plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", + "plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", + "plt.xlabel('Daily Return')\n", + "plt.ylabel('Frequency')\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 6. Scenario Analysis and Stress Testing\n", + "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Mean Return Volatility VaR 95% CVaR 95%\n", + "Base Case 0.001451 0.011292 -0.018278 -0.023135\n", + "Market Crash -0.538549 0.011292 -0.558278 -0.563135\n", + "Economic Boom 0.361451 0.011292 0.341722 0.336865\n", + "Rising Interest Rates -0.049848 0.002754 -0.054773 -0.055883\n", + "Commodity Boom 0.110285 0.003064 0.105482 0.104116\n" + ] + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def scenario_analysis(weights, returns, scenarios):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " scenario_results = {}\n", + " \n", + " for scenario, shock in scenarios.items():\n", + " # Convert shock dictionary to a Series\n", + " shock_series = pd.Series(shock)\n", + " shocked_returns = returns + shock_series\n", + " \n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean(),\n", + " 'Volatility': scenario_portfolio_returns.std(),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define scenarios\n", + "scenarios = {\n", + " 'Base Case': {asset: 0 for asset in returns.columns},\n", + " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", + " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", + " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", + " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", + "}\n", + "\n", + "# Assuming optimal_weights is defined and returns is your DataFrame of returns\n", + "optimal_weights = [0.2] * len(returns.columns) # Example weights, adjust as necessary\n", + "\n", + "scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", + "print(scenario_results)\n", + "\n", + "# Visualize scenario analysis results\n", + "plt.figure(figsize=(12, 6))\n", + "scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", + "plt.title('Scenario Analysis: Mean Return and Volatility')\n", + "plt.xlabel('Scenario')\n", + "plt.ylabel('Value')\n", + "plt.legend(loc='best')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 7. Performance Attribution\n", + "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Weight Return Contribution Percent_Contribution\n", + "Gold 0.2 0.380741 0.076148 0.208229\n", + "US Large Cap 0.2 0.299739 0.059948 0.163929\n", + "Real Estate 0.2 0.262907 0.052581 0.143785\n", + "US Small Cap 0.2 0.262433 0.052487 0.143526\n", + "Emerging Markets 0.2 0.242680 0.048536 0.132723\n", + "International Developed 0.2 0.210243 0.042049 0.114983\n", + "US Treasury Bonds 0.2 0.117388 0.023478 0.064200\n", + "US Aggregate Bonds 0.2 0.074456 0.014891 0.040720\n", + "Commodities 0.2 -0.022117 -0.004423 -0.012096\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def performance_attribution(weights, returns):\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252\n", + " asset_contribution = returns.mean() * weights * 252\n", + " percent_contribution = asset_contribution / portfolio_return\n", + "\n", + " attribution_data = pd.DataFrame({\n", + " 'Weight': weights,\n", + " 'Return': returns.mean() * 252,\n", + " 'Contribution': asset_contribution,\n", + " 'Percent_Contribution': percent_contribution\n", + " })\n", + "\n", + " return attribution_data.sort_values('Percent_Contribution', ascending=False)\n", + "\n", + "# Calculate performance attribution\n", + "attribution = performance_attribution(optimal_weights, returns)\n", + "print(attribution)\n", + "\n", + "# Visualize performance attribution\n", + "plt.figure(figsize=(12, 6))\n", + "attribution['Percent_Contribution'].plot(kind='bar')\n", + "plt.title('Performance Attribution of Optimal Portfolio')\n", + "plt.xlabel('Asset')\n", + "plt.ylabel('Percent Contribution to Return')\n", + "plt.xticks(rotation=45, ha='right')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 8. Scenario Analysis and Stress Testing\n", + "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Mean Return Volatility Sharpe Ratio VaR 95% \\\n", + "Base Case 0.365694 0.179252 1.928531 -0.290160 \n", + "Market Crash -97.914306 0.179252 -546.348481 -6.481218 \n", + "Economic Boom 60.845694 0.179252 339.329769 3.519722 \n", + "Rising Interest Rates -50.034306 0.179252 -279.239168 -3.465062 \n", + "Geopolitical Tension -14.754306 0.179252 -82.421779 -1.242631 \n", + "Tech Boom 50.765694 0.179252 283.096229 2.884741 \n", + "\n", + " CVaR 95% Max Drawdown \n", + "Base Case -0.367261 -0.076392 \n", + "Market Crash -6.558319 -97.525603 \n", + "Economic Boom 3.442621 0.000000 \n", + "Rising Interest Rates -3.542163 -49.835603 \n", + "Geopolitical Tension -1.319732 -14.695603 \n", + "Tech Boom 2.807640 0.000000 \n" + ] + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def detailed_scenario_analysis(weights, returns, scenarios):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " base_performance = {\n", + " 'Mean Return': portfolio_returns.mean() * 252,\n", + " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " scenario_results = {'Base Case': base_performance}\n", + " \n", + " for scenario, shocks in scenarios.items():\n", + " shocked_returns = returns.copy()\n", + " for asset, shock in shocks.items():\n", + " shocked_returns[asset] += shock\n", + " \n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", + " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define more detailed scenarios\n", + "detailed_scenarios = {\n", + " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", + " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", + " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", + " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", + " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", + "}\n", + "\n", + "# Run detailed scenario analysis\n", + "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", + "print(detailed_scenario_results)\n", + "\n", + "# Visualize scenario analysis results\n", + "plt.figure(figsize=(15, 10))\n", + "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# Visualize max drawdown for each scenario\n", + "plt.figure(figsize=(12, 6))\n", + "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", + "plt.title('Max Drawdown Under Different Scenarios')\n", + "plt.xlabel('Scenario')\n", + "plt.ylabel('Max Drawdown')\n", + "plt.xticks(rotation=45, ha='right')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "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": "3.12.4" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From 29eb80b35494666288ff628566c8f786156c5ffd Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 18:53:00 +0530 Subject: [PATCH 08/21] Delete examples/Risk-Return Tradeoff Model Notebook #6710.ipynb --- ...Return Tradeoff Model Notebook #6710.ipynb | 1222 ----------------- 1 file changed, 1222 deletions(-) delete mode 100644 examples/Risk-Return Tradeoff Model Notebook #6710.ipynb diff --git a/examples/Risk-Return Tradeoff Model Notebook #6710.ipynb b/examples/Risk-Return Tradeoff Model Notebook #6710.ipynb deleted file mode 100644 index f14b6f129b24..000000000000 --- a/examples/Risk-Return Tradeoff Model Notebook #6710.ipynb +++ /dev/null @@ -1,1222 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Instructions for Contributors\n", - "\n", - "Welcome to this example notebook for OpenBB! Please follow the steps below:\n", - "\n", - "1. **Fill in the details**: Customize the second cell with the name of the notebook, your GitHub profile link, and a brief description of what your notebook demonstrates.\n", - "2. **Add Your Code**: Make sure to include clean and commented code sections throughout the notebook.\n", - "3. **Test Before Submitting**: Run all cells to ensure the notebook functions as expected.\n", - "4. **Keep it Simple and Clear**: Make your explanations and code as clear as possible for others to follow.\n", - "5. **Run in Colab Button**: Ensure the \"Run in Colab\" button links properly to the notebook. You can test it by clicking the button and verifying it loads your notebook.\n", - "\n", - "Please refer to the documentation at [OpenBB Documentation](https://docs.openbb.co/) for additional guidance.\n", - "\n", - "Remove this cell before submitting your notebook." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", - "===========================================================\n", - "#### Description\n", - "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", - "\n", - "1. Data collection and preprocessing\n", - "2. Exploratory data analysis with visualizations\n", - "3. Risk and return calculations\n", - "4. Efficient frontier computation\n", - "5. Portfolio optimization techniques\n", - "6. Advanced risk metrics (VaR, CVaR)\n", - "7. Performance attribution\n", - "8. Scenario analysis and stress testing\n", - "\n", - "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", - "\n", - "#### Author\n", - "[Amit Kumar](https://github.com/HmbleCreator)\n", - "\n", - "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", - "\n", - "```python\n", - "!pip install openbb\n", - "```\n" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", - 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"!pip install openbb\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Dependencies\n", - "To run this notebook, you'll need to install the following dependencies:" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", - "Requirement already satisfied: pandas in c:\\users\\amiku\\anaconda3\\lib\\site-packages (2.2.2)\n", - "Requirement already satisfied: numpy in c:\\users\\amiku\\anaconda3\\lib\\site-packages (1.26.4)\n", - "Requirement already satisfied: matplotlib in c:\\users\\amiku\\anaconda3\\lib\\site-packages (3.8.4)\n", - "Requirement already satisfied: seaborn in c:\\users\\amiku\\anaconda3\\lib\\site-packages (0.13.2)\n", - "Requirement already satisfied: scipy in c:\\users\\amiku\\anaconda3\\lib\\site-packages (1.13.1)\n", - 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"metadata": {}, - "outputs": [], - "source": [ - "# Import libraries\n", - "import sys\n", - "import pandas as pd\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "from datetime import datetime, timedelta\n", - "import time\n", - "from scipy.optimize import minimize\n", - "from openbb import obb\n", - "import logging\n", - "from IPython.display import display, HTML" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# Set plotting style\n", - "plt.style.use('default') # Use the default Matplotlib style\n", - "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", - "sns.set_palette(\"viridis\")" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# Configuration\n", - "RISK_FREE_RATE = 0.02\n", - "CONFIDENCE_LEVEL = 0.95\n", - "START_DATE = datetime.now().date() - timedelta(days=365 * 3) # 3 years of data\n", - "END_DATE = datetime.now().date()\n", - "NUM_PORTFOLIOS = 10000 # Number of portfolios for efficient frontier\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Login " - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "# Set up logging\n", - "logging.basicConfig(level=logging.INFO, format='%(asctime)s - %(levelname)s - %(message)s')\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "try:\n", - " obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")\n", - "except Exception as e:\n", - " logging.error(f\"Failed to log in to OpenBB: {e}\")\n", - " raise\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 1. Data Collection and Preprocessing\n", - "Let's collect historical data for a diverse set of asset classes:" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Combined Closing Prices:\n", - " US Large Cap US Small Cap International Developed \\\n", - "date \n", - "2023-10-05 424.500000 171.350006 67.769997 \n", - "2023-10-06 429.540009 173.000000 68.519997 \n", - "2023-10-09 432.290009 174.000000 68.419998 \n", - "2023-10-10 434.540009 175.970001 69.360001 \n", - "2023-10-11 436.320007 175.669998 69.650002 \n", - "\n", - " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", - "date \n", - "2023-10-05 37.290001 93.110001 85.830002 \n", - "2023-10-06 37.830002 92.750000 84.790001 \n", - "2023-10-09 37.650002 93.709999 86.779999 \n", - "2023-10-10 38.189999 93.620003 86.660004 \n", - "2023-10-11 38.430000 94.050003 88.470001 \n", - "\n", - " Real Estate Gold Commodities \n", - "date \n", - "2023-10-05 74.120003 168.830002 23.830000 \n", - "2023-10-06 74.320000 169.699997 23.920000 \n", - "2023-10-09 75.129997 172.820007 24.420000 \n", - "2023-10-10 75.489998 172.529999 24.360001 \n", - "2023-10-11 76.800003 173.789993 24.219999 \n", - "\n", - "Daily Returns:\n", - " US Large Cap US Small Cap International Developed \\\n", - "date \n", - "2023-10-06 0.011873 0.009629 0.011067 \n", - "2023-10-09 0.006402 0.005780 -0.001459 \n", - "2023-10-10 0.005205 0.011322 0.013739 \n", - "2023-10-11 0.004096 -0.001705 0.004181 \n", - "2023-10-12 -0.006096 -0.022599 -0.008327 \n", - "\n", - " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", - "date \n", - "2023-10-06 0.014481 -0.003866 -0.012117 \n", - "2023-10-09 -0.004758 0.010350 0.023470 \n", - "2023-10-10 0.014343 -0.000960 -0.001383 \n", - "2023-10-11 0.006284 0.004593 0.020886 \n", - "2023-10-12 -0.011189 -0.008612 -0.027128 \n", - "\n", - " Real Estate Gold Commodities \n", - "date \n", - "2023-10-06 0.002698 0.005153 0.003777 \n", - "2023-10-09 0.010899 0.018385 0.020903 \n", - "2023-10-10 0.004792 -0.001678 -0.002457 \n", - "2023-10-11 0.017353 0.007303 -0.005747 \n", - "2023-10-12 -0.014583 -0.003050 -0.000413 \n", - "Data exported successfully to financial_data.xlsx\n" - ] - } - ], - "source": [ - "import pandas as pd\n", - "from openbb import obb\n", - "from datetime import datetime, timedelta\n", - "import time\n", - "\n", - "# Define asset classes and their tickers\n", - "assets = {\n", - " 'US Large Cap': 'SPY',\n", - " 'US Small Cap': 'IWM',\n", - " 'International Developed': 'EFA',\n", - " 'Emerging Markets': 'EEM',\n", - " 'US Aggregate Bonds': 'AGG',\n", - " 'US Treasury Bonds': 'TLT',\n", - " 'Real Estate': 'VNQ',\n", - " 'Gold': 'GLD',\n", - " 'Commodities': 'DBC'\n", - "}\n", - "\n", - "# Set date range\n", - "end_date = datetime.now().date()\n", - "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", - "\n", - "# Function to fetch historical data with retries\n", - "def fetch_historical_data(ticker, retries=3):\n", - " for attempt in range(retries):\n", - " try:\n", - " # Fetch historical data using the correct function and parameters\n", - " historical_data = obb.equity.price.historical(ticker)\n", - " \n", - " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", - " df = historical_data.to_dataframe()\n", - " \n", - " # Check if DataFrame is empty and return it if not\n", - " if df is not None and not df.empty:\n", - " return df\n", - " \n", - " except Exception as e:\n", - " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", - " time.sleep(2) # Wait before retrying\n", - " \n", - " return None\n", - "\n", - "# Fetch data and combine into a single DataFrame\n", - "combined_data = {}\n", - "for asset_name, ticker in assets.items():\n", - " df = fetch_historical_data(ticker)\n", - " \n", - " if df is not None and not df.empty:\n", - " # Store closing prices with asset name as key\n", - " combined_data[asset_name] = df['close']\n", - " else:\n", - " print(f\"No data returned for {asset_name} ({ticker}).\")\n", - "\n", - "# Combine all asset closing prices into a single DataFrame\n", - "df_combined = pd.DataFrame(combined_data)\n", - "\n", - "# Check if we have any data\n", - "if df_combined.empty:\n", - " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", - "\n", - "# Calculate daily returns with specified fill method to avoid FutureWarning\n", - "returns = df_combined.pct_change(fill_method=None).dropna()\n", - "\n", - "# Display the combined DataFrame for better readability\n", - "print(\"Combined Closing Prices:\")\n", - "print(df_combined.head()) # Display first few rows of closing prices\n", - "\n", - "print(\"\\nDaily Returns:\")\n", - "print(returns.head()) # Display first few rows of returns\n", - "\n", - "\n", - "# Export the combined DataFrame to an Excel file\n", - "output_file = \"financial_data.xlsx\"\n", - "df_combined.to_excel(output_file)\n", - "\n", - "print(f\"Data exported successfully to {output_file}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 2. Exploratory Data Analysis\n", - "Let's visualize our data to better understand the relationships between different asset classes." - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "data": { - "image/png": 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jRsaNG0etWrUsvROe5vxISkKPhLi4OGxsbADza0BTU5MmTWjSpAkhISFs376d6dOnM3jwYMqXL4+3t3eqHktERFKHJqYUEZF00717d+7fv281L0KCu3fv8v3335MnTx7KlClD6dKlLTfDj9u/fz83btygbNmyz3z8gIAAAgMDyZw5MyVLlrT87dq1i++//95y4/S4AwcOUKBAAVq3bm25MQ4KCuLMmTNWEz4+PuzjSXnz5iVr1qyJynL16lUOHz78t8ryTwQEBHDx4kXLk/GEv9WrV7NkyRJsbGw4cOAAbm5u9OrVy3JzHxYWxoEDB5663M/iaesZYPPmzVaff/31VwwGg2WCwydVqFCB69evc+DAAav01atXY2dnR6lSpZ4qj8uWLSNbtmy0bduWihUrWv116dKFuLg4lixZAkC7du0sEyZmzpyZli1b0qFDB0JCQggNDWXUqFG0bt0ak8mEk5MTtWvX5v333wcgMDCQ0qVLY2dnR1BQkNW/kZ2dHaNHj7a8deWf1L+NjQ1Dhw4lNjaW//3vf5b0pzk/kjp2Qu+Xx9/4cvDgwb+dvyf179+fvn37AuZASaNGjXjrrbeIi4v7Wz1DREQkbSgIISIi6aZMmTL069ePmTNn0rNnT3766Sd27drF7NmzadWqFWFhYYwbNw6DwYCHhwe9evViyZIlfPbZZ2zfvp2FCxfy9ttvU6BAAVq2bPnMx2/ZsiU5cuSgW7durFixgt27d/Ptt98yZswYsmXLhp2dXaJtSpUqxenTp5k2bRp79+5lyZIldOjQgejoaCIiIizrZcqUiZMnT7J3795Er4s0Go0MHDiQnTt3MmDAALZt28bKlSvp1q0b7u7ulgkc00rXrl2Jj4+na9euln+DTz75hNmzZ1ue8JcqVYqQkBBGjhzJnj17WLNmDR06dODOnTuJyn3x4kV27dpl9erUZ/W09Qxw9OhRBg0axO+//87333/PmDFjePXVV5PtHdOyZUsKFChA3759WbBgAdu3b2f48OEsW7aMN954w9Lr4K/cunWL33//ncaNGyd541+qVCny58/PkiVLiIuLo0KFCixYsIApU6awZ88eVq9ezcyZMwkICMDLy4vKlStz/PhxPvjgA3bs2MHWrVv5/PPP8fDwoFKlSnh6etKjRw/Gjh3Ld999x65du1i5ciVvvvkmV65coUiRIgCWvK9du5arV68+a7VTpkwZmjVrxt69e1m3bh3wdOdHwrEPHTrEvn37MJlMlvksPvnkE3bu3Mny5csZOnQoLi4uz5yvpFSqVIkNGzYwatQodu3axa+//srYsWPx8/Oz1IeIiLx4NBxDRETS1ZtvvkmxYsWYN28eI0aM4P79+/j4+FCjRg169+5Njhw5LOu+/fbbZMmShblz57JkyRI8PDx46aWX6N+//98ak+7s7My8efMYPXo0X3/9NSEhIZYx5d27d09ymzfeeIPg4GBmz57NxIkTyZ49O82bN8dgMDB16lTLZJbdu3fnyy+/5PXXX2fmzJmJ9tOyZUtcXFyYOnUqffr0wdXVlerVqzNw4ECyZs36zGX5J7y9vVm4cCGjR49m2LBhREVF4efnxxdffGEZ/vDKK69w7do1li1bxvz58/H29qZmzZq89tprfPLJJ5w7d44CBQrQoUMHjh8/Ts+ePRkxYkSSryd9Gk9bzwBdunQhKCiIvn374unpSe/evXnjjTeS3beTkxNz5sxh9OjRjBs3jtDQUPLly2dV3pSsXLmSuLg4mjRpkuw6LVq0YPTo0WzZsoV+/fphb2/PsmXLmDhxIm5ubtSpU8fyCs4aNWrwzTff8MMPP9C3b18MBgPlypVj9uzZluE7/fv3J2vWrMyfP5/vv/8ed3d3KleuzMCBAy29RRo0aMCqVav44IMPaN26NcOGDXuq8jxu8ODBbNy4kVGjRlG7du2nOj/APJxj0qRJloBi3rx5GTVqFJMnT6ZXr17kz5+f//3vf1a9LP6Jdu3aERMTw8KFC5k/fz6Ojo5UrlyZwYMHJxlAFBGRF4PB9DQzW4mIiIi8gAoXLkzfvn15++230zsrIiIi8hQ0HENERERERERE0oSCECIiIiIiIiKSJjQcQ0REREREROQ/btKkSezatYs5c+Yku05wcDCff/45v/32GwAvvfQSQ4YMwdnZ+amPo54QIiIiIiIiIv9hs2bNYty4cSmu984773D16lXL+jt27OCzzz57pmPp7RgiIiIiIiIi/0FBQUF89NFHHDhwgLx58/7luocOHWLv3r389NNP5M+fH4Dhw4fTo0cPBg4ciLe391MdUz0hRERERERERP6DTpw4gbu7O6tXr6Z06dJ/ue7+/fvJmjWrJQABEBAQgMFg4MCBA099TPWEEBEREREREfmXqlu37l8u37RpU7LL6tSpQ506dZ7qOEFBQWTPnt0qzd7eHg8PDwIDA59qH6AghIiIiIiIiEiK1tkVTu8sJK2Gb5ocJiIiAnt7+0TpDg4OREVFPfV+FISQDO+F/bL4l3k55jRh0z9O72xkCC49P+fBN/3SOxv/eu6DxhIx98v0zkaG4NTxQ75P/iGJPIMedWH4vNj0zsa/3qcdbLl/eGt6ZyND8ChTS+07lfSoC18sjEvvbPzrfdTOJr2zkOH8VU+H1OTo6Eh0dHSi9KioKL0dQ0RERERERERSj4+PD7du3bJKi46O5v79+089KSUoCCEiIiIiIiKSIoOd4YX8SysVKlTg5s2bXL582ZK2Z88eAMqWLfvU+1EQQkRERERERESsxMXFcfv2bSIjIwEoXbo0ZcuWZcCAARw9epTdu3czdOhQWrRooZ4QIiIiIiIiIvL3BQYGUq1aNX766ScADAYDEyZMwNfXly5dutC/f39q1KjBsGHDnmm/mphSREREREREJAVG27Qb+pAeRo4cafXZ19eX06dPW6VlzpyZcePG/aPjqCeEiIiIiIiIiKQJBSFEREREREREJE1oOIaIiIiIiIhICgx2eoafGlSLIiIiIiIiIpImFIQQERERERERkTSh4RgiIiIiIiIiKcjob8dIK+oJISIiIiIiIiJpQkEIEREREREREUkTGo4hIiIiIiIikgKDnYZjpAb1hBARERERERGRNKEghIiIiIiIiIikCQ3HEBEREREREUmB3o6ROtQTQkRERERERETShIIQIiIiIiIiIpImNBxDREREREREJAV6O0bqUE8IEREREREREUkTCkKIiIiIiIiISJrQcAwRERERERGRFOjtGKlDPSFEREREREREJE0oCCEiIiIiIiIiaULDMURERERERERSYLDRcIzUoJ4QIiIiIiIiIpImFIQQERERERERkTSh4RgiIiIiIiIiKTBqOEaqUE8IEREREREREUkTCkKIiIiIiIiISJrQcAwRERERERGRFBiMGo6RGtQTQkRERERERETShIIQIiIiIiIiIpImNBzjGXTq1ImcOXMycuTIRMvGjx/PihUr2Lx5syVt+/btTJs2jRMnThAbG0vu3Llp2rQp3bp1w87OLsljLF++nCFDhnD69OnnVo7Udu/ePb7//ns2bdpEYGAgnp6eBAQE0KdPH/z8/NI7e/8Kjr4+1Di0hv2t+nDvt73pnZ0Xwo6LN5m0/TgX7z7Ew8mB1mXy0S2gCAZD4m5wq49fYtgv+5Ld12cvVaBpCT8Alh+9wPwDZ7n+IBQfN2falClA+7IFktxvRmHrVwSHai9jk9kHU0Qo0Yd3ELV3Y5Lr2hUPwLlRh2T3Ff7zXGJOmOva6JUNxxrNsM1VEFN8HHHXzhOxdSWmB3efSzleRDvOXWfi1kNcuH0fTxdHWpctTPeqJZI8n1YdOcfQ1TuS3dfwZlVpVrrA88zuC+Piid/4fc133A08j7ObF6WrtaNiw17JtsO42Gj2bZzJiT0rCAm+iauHN8UCmlKxQS9sbO0t6x3ZvpgDW37kwZ2ruHlmx7/Ga5St3TlDt+/82Q3ULm0kqzuERcGBs/HsOGF6qm2ze0H3hjZMWB3HgzDrZQNb2uDqlLjeRi+LJSwyNXL+Ytl1+DhTFq3i4rVAPDO58Uq9GnRp8VKy586l6zdpO3BoovQ8ObxZPGZ4ktuM+XExC3/axJ5FU1M17y8ate/Uk88HapUykiUThEfBwXMmdv7xdO3bxxO61jcyeV18ovad2Q3qlDGSJxvExcPV27DxUDz3w5Lel/zJYKNn+KlBQYjnZOfOnfTu3Zt33nmHoUOHYmdnx8GDBxkxYgQXL15kxIgR6Z3FVHHp0iU6d+6Mr68vH330EXnz5iUoKIhJkybx6quvMmfOHAoXLpze2XyhOeXOQcC6Gdh5ZErvrLwwjly/w4AV22lQJBdvVSvB4et3mPj7ceJN0KNS0UTrV8+XnVmv1bFKMwGf/7qfsOgYquXLDsCSw+cZsfEgXQMKUzGPN8cD7zFm6xEiYmJ5PYn9ZgQ2OfxwfqUnMacOEbV9HTY58+FQ/WUwGIjasyHR+rEXThA679snUg04NWyHwd6R2AsnzSluHri070/8vVuEr5sNtnY4VmuMS+s3Cf1xFMTGpEHp0tfhq7fot2gzDYv70aeWP4euBjFhy0HiTSZ6Vi+VaP3qBXyZ3a2xVZoJE8PX7iIsKoZqBXzTKuvp6vr5gyyf8hZFyjWietP+XDt/gN/XjMFkiqdyozeT3Gbzki85sWcllRu9hU+ekgRdPcHOdRN4ePcGL3X6EoBDv81n48LPCGjQE78iVQm8dIQty0cREx1BpZd6p2UR04xvFmhX08iJKya2HDGRO5uBOqWNGIhnewqBCG8PaF/LBpskxje7OIKrk4FfD8Rx7bb1fiKiUrMEL4ajp88z6KtJ1KtSnt5tm3Pk1DmmLFqFyWSiW8vGSW5z5tJVACZ9OhD7xx4sOdgn/ZDp0MkzLP55c5LLMhK179STMzO8Wt3Iyasmth41kSurgVqlDBgMsOPkX7fvbB7QtoYxyfbt5gyd6xm5FwIrd8VjawO1ShppX8vI9F/iiY17TgUSeYyCEM/JwoULqVatGr169bKk5c6dm8jISIYNG8aQIUPIlOnff9P53nvvkT17dmbNmoW9vTlanStXLqZMmcIrr7zCyJEjmTlzZjrn8gVlMODb+RWKjnovvXPywpm66ySFs3nweeOKAFTN60NsXDyz9pyiY7lCONrZWK3v6eyAp7ODVdr8A2e5eO8hM1+rg6ezAyaTiZl7TlG/sC/v1DDfIFbM482V4BAWHTqXYYMQDpVfIu7WdSJ+ngtA7KVTGGxscKhYj6gDWxMFC0wRYcRFWD8KsS9bE6OXN2Hzv8P0aJljlUYQHUnYkomWfUQ8uIvzKz2x8c5F3PULz79w6Wzqb0co7OPJFy2qA1C1QE5i40zM3HmMTpWK4WhnfYn1cnHEy8XRKm3enpNcvPOAH7s1SrQso9r500Sy+Rbh5a5fA5C3eA3i42LZs34a5et2w87euh4iwu5zePtCarYYRED9HgDkKVIZgG0rvqZGi0E4uXqyd/10CpdtRM0Wgyzr3Lt1iYNb52bYm5SaJY3cDIaVO+MBOB9owmgwUrW4kd2n4pK8mTAaIaCQufdETDI3Gz6e5huXU1dNiZ6gZkTfL11LIb9cfNa3OwCVy5QgNi6O2at+oX2Tejja2yfa5uzlq2TPmplyxVN+0BIRGcX/pvxIFi8Pbt0NTvX8v0jUvlNP9RJGgu7D6t3mgMOFmyaMRqhc1MCe06Zk23eFggZqljQk275rljAQHQvztvwZcHgQGk+bGkaye5l7RYg8b+pP8pwYDAZOnz7NzZs3rdKbN2/OunXrcHZ2/tv7PnDgAN26daNcuXKUKFGCJk2asHbtWsvyDz74gL59+9K9e3fKli3L1Knmbn9r1qyhUaNGlCxZktatW/Pjjz9a9VIICQnhk08+oVKlSpQrV47OnTtz7NixZPNx4sQJjhw5Qq9evSwBiAT29vaMGTOGoUP/7Kq4efNm2rVrh7+/vyUPO3futCzv1KkTX375Je+99x5lypShRo0aTJs2DZPp6bqd/dtkKlWYEhOGcW3OSg53VSAiQXRsHAeu3qZOQeunwvUK+RIeE8uh6ylfHe+ERTJp+3Fal85PyeyZLekTWlenXw3rJ9S2Nkai4zJo2N/GBttcBYk9e9QqOebMEQz2jtjmzJfiLgzObjhWa0z0ke3E3bxsSbcrWIroY7utghhxQVcJmfLpfyIAER0bx/7LN6lbJI9Ver1ieQiPjuXglaAU93EnNIKJWw/RplwhSubM+ryy+kKJjYnm6tk9FCrTwCq9kH9DYqLCuXZuf6JtoiJCKFOtHQVKWfd28szmB8D9O+Yn0q37fE/NVwZbrWNjY0dcbHQqluDFYWOEPN4GTl2Nt0r/40o8DnYGcmdNuot6wRwGapYy8vvxeDYdik9yHR9PiIj6bwQgomNiOHjyDLUC/K3S61QsR3hkFIf/OJfkdmcuXaWQX66nOsa4uUvJ7O5Ok1pV/nF+X2Rq36nHxgh5ssGpa9a/gU9dNeFgZyBXMpeMAtmhegkDO06ae0clpbCvgSMXrIMYgcEwblW8AhBPwWhjeCH//m0UhHhOunbtyt27d6lbty6dO3dmwoQJ7NmzBzs7O/Lnz4+t7d/rhBIUFET37t0pUqQIy5cvZ9WqVZQsWZIhQ4Zw584dy3obNmygSpUqLFu2jGbNmrFlyxbef/99WrduzerVq2nVqhWjR4+2rG8ymejZsyeXLl1i6tSpLF68mDJlytC+fXtOnjyZZF4SAhT+/v5JLi9UqJBlTojjx4/Tp08fGjRowOrVq1myZAmZM2dm0KBBREf/eQGZP38+Tk5OLFu2jAEDBjBx4kSmT5/+t+rqRRdxJZCtRerzx+CRxIVnwAG2f9O1B2HExMWT29PVKj3Xo8+X74WmuI/JO45jNBroU62EJc1gMJAvcyZyuLtgMpl4EBHNiqMXWHfiMq+WyZjj8I3uWTDY2hIXfMsqPS7Y/CvD6JUtxX04Vm0M8fFEbv/JkmZw98Lg6Ez8w3s41m2NW58vydT/G5xf6YnBzTN1C/GCuhYcQkxcPHm8rHu05fZ0A+DKvYcp7mPS1kMYDQb61C77XPL4Inpw5ypxsTGWG4wEntnMwZzgW5cSbeORJRf12w/Dy9s6aHb28AaMNnZ4efthMBjInD0/7plzYjKZiAi7z9EdSzixZyX+NV97XsVJV56uYGtj4G6IdXrCV2TmZDpb3rhrYuzKOLafMBGfTIzf29NAZDS0qW7kvTY2fPCqDS2rGnHNgJ11rgfdISY2ltzZrb8PfX3Md3lXA5MOKJ65dI3Q8Ahe/3gk1Tv2oVGvwUycv5zYJx5P7zl6kp9+280nb3bBmIHnLgC179Tk8ah93wuxbqTBj9p7Zrekz6XAezBhTTw7Tibdvt1dwNHewP0waFjOwIBXjLzfxsir1Y1k+vvPR0WemYZjPCf+/v6sWLGCH3/8kW3btrFnzx4AsmXLxtChQ6lXr97f2m90dDR9+/bl9ddfx2g0x5DeeOMNli9fzqVLl8iSJQsA7u7u9OjRw7Ld4MGDeemll3j99dcByJs3L5cvX7YMldi9ezeHDh1i165deHl5ATBw4EAOHjzI7Nmzk5yM88GDBwBPNazExsaGjz/+mA4d/pzwrnPnznTv3p27d++SPbt5zH6+fPkYNmwYBoOB/Pnzc/78eWbPnk3Pnj0z3MRDMcEPiAl+kN7ZeOGERJmfrLs6WI+rdbY3f12FRf/1XAP3wiJZd+IynSoUxs0xcRdagCM37tJ9wRYAinp70s4/YwYhDA5OAJiinghyRZsHdRvs//qOwuDsil3xCkTt2wxREZZ0o5M5IORYoxlxgZeJWPujucdE9Sa4tO1rnhMiJmM+nUoQEmUun8uT5+mjz6FRKZ2nEaw9ep7OlYuTKZnzNCOKjDAHZ+ydrIOM9g4uAERHphxkBDh96FdO7F1FudqdcXR2t1p2/cJBFow235h45y6Of61O/zTbL6SE0+bJUy3hs0PSUxMQEpF0+uN8PA1kcoaD503sORVPFncDtUoZ6VLfhmk/xSXbzfvfKDQ8HAAXJyerdGcn8/djWETiCrt7/yH3Hjw0B7tfa4lPFi/2HT/FnFW/EnQnmOHvvP5o3xF8MWU2vdo0I3cO7+dckvSn9p16HB+130TtO9b832SmHkmxfbs8Grlap7SBG3fNc0K4OBioXdpAxzpGpv8cn6Hat7y4FIR4Bra2tsTHJ911MT4+PlHvhvz58zN8uHmG5EuXLrF9+3Zmz55Nv379WL58+d+asDFXrly0atWKuXPncu7cOS5dusQff/wBQNxjXcrz5LHuInzixAkaNLDuHle+fHlLEOLEiRMA1K1b12qd6OhooqKSnoUqIVhx//59S/AjOUWLFsXd3Z3p06dz8eLFZPMdEBBgFWwoU6YM06dPJzg42HI8ydhSGn6T0pOk5ccuEm8y8VrZgsmuk9Pdhelta3ErNIIpO07Qce5G5nSsR+aMNiY/pcBdCnVtX7IyGAxEH9xmvcDG/F1nCgshfNUPmKcBhfj7t3HtMBD7ouWJPrqTjCzhCVNywdGUztNlB88Sb4LXAoqldtZeaCaT+RpqIOn6MRhS7qB5+uAvrJs1iFwFKlCj+aBEyz0y+9Ku/xxCHgSxY+145oxsRaf3l+KS6a+vU/82llMsmWb8T0Yyrt5tnk/i5qPpC67cNnH7QRzdGthSKp+BA2czzjDJ+EeNObkmm9Q56eLsyPiP+pMnhzfeWcy/TcoWK4S9rS1TFq2iW8vG5PXNzrezFpEtsyftX66baB8Zkdp36vmHl+9kPXp+SVgkLN2ecE9j4l6oiW71bSjhZ+DQ+YzTvp8HQxKTfcqzUxDiGbi7u/PwYdJdbO/fv4+7uzlaGx4ezpgxY2jVqhVFihQBwM/PDz8/P5o0aUKNGjXYvn373wpCnD9/nvbt21OsWDGqVq1K3bp18fT0pE2bNlbrOTpa30z9VQAFzEEUV1dXli9fnmjZk/M9JEgYhnH48OEke3asWbOGTZs2MXLkSI4dO0b37t2pWbMm5cuX5+WXXyYiIoI+ffokyufjEm5IbWysJyKUjMvt0eO7sOhYq/TwR5+f7CHxpE1nrlHJzyfRRJWPy+rqRFZX81OvEtm9aPH9z6w4djHJN2/8m5ke9V5I1OPB3sFqeXLsCpUh9tJpy2SUlv1Gm3tWxFz8g8fvgOICL2OKDMeYLec/zPmLz3KeRln3+AhPpifPkzb+cZnK+XP8ZyajTODoZO45F/XEE9HoKPM59uQT1Cft2zSTbcu/IlehAF55YxK2domvT64e3rh6mJ86Z/crzffDGnB0x5JkZ+b/t4p8dOo9+UQ04dSL/AcvqLl2J3Ha1dsQGW3C29NAspGPfyE3F3Mf9LAI6x5j4Y8+uzo7JdrG0d6egFKJrxdVy5ZkyqJVnL18jetBt9m4cz+zRnxIvMlEfFwc8Y9+08TGxWE0GCw9WjMKte/Uk9C+HZ64U0v4nEJnu2Ql/LQ6H2jdhm/chYhoE94ef2+/Is9KQYhnULJkSX744QeioqJwcPjzBsdkMrF//34qVKgAmAMAq1evJiYmhmHDhlntw8nJCVtbWzJnzszfsWDBAjJnzsysWbMsaZs3b7bkIzlFihThyJEjVmmPfy5UqBChoaFER0dTsOCfT5A//vhjihQpQseOHRPts0CBApQtW5Zp06ZRs2ZN7B57RVVkZCTTpk3Dw8MDR0dHZsyYQcWKFZkwYYJlnTlz5iTK95MTYR48eBBfX19LgEcyPl8PV2wMBq4GW/+ISficL7mBzkBQSDinb92nQ7nEvSDComPYdu4GJbJntppvIpeHK5kc7QkKCU+lErw44u/fwRQfh9HT+gmRjad5rHPc3ZtJbQaAwdUdG29f8xs0ktxvPIak5rYx2vwnXs+ZyysTNgYDV+5ZD8i/8mjAbr6sHsluG/QwjNNB9+hY8b/VCwLAI2tuDEYb7t++bJUefMv8OYtP0kOjTCYTmxZ/zqFtcylcthGNu3xldYMSHRnKuaObye5X2jL+HMAza24cnd0JCQ58DqVJX/dCzE/xvdys070efb3defD3AgUOdlA0l4Frd0zceeK5i40x472iM6d3VmyMRq7etJ4759pN89w5eX2zJ9rm8o2bHDhxmgZVA6yCFFGP5rjycHPll+17iIqJof2gzxJtX/W1t3i5ZmU+fatrKpYk/al9p57gUHP79nSzDvo9mnbob7fvhP3aJBH/sjGg13NKmslYIdjnrFWrVhgMBvr06cOBAwe4fv06Bw8e5N133yUwMJBu3boBYDQaGTRoEAsWLGDo0KEcPXqUa9eusXPnTvr06YOPjw8vvfTSXx7rt99+S/R38+ZNfHx8uHnzJtu2beP69eusX7/eEuh4fILHJ/Xs2ZNff/2VmTNncvnyZVasWGEJAgBUr16dokWL0r9/f3bt2sXly5cZNWoUy5YtI3/+/Mnud/jw4Vy5coWuXbvy+++/c/XqVXbu3En37t25deuWJW/Zs2fn9OnT7N+/n2vXrrFs2TLGjh2bKN/79+9n3LhxXLx4kaVLlzJv3jyruS0k43OwtcHfNwubz16zClBtPHMNNwc7ivskPyzneOA9AErnTNwt02gwMPzX/fy475RV+onAezyIjKbQX9w0/mvFxRJ37Tx2Ba3fCGJXqDSmyHDibl5JdlOb7OYfekm+6SImmrjrj/b7WC8lm9yFMNg7EHst478dw8HWhrJ5vNl86or1eXryMm6O9pTIkXzX4OPXzY+ZyyQ3vXkGZmvnQK4C5TlzeINVvZ059CsOTpnw8SuV5Ha/r/qWQ9vmUq5OV5q+PibRE1KD0YZf5n7E3g3fW6UHXjpKZNh9svoWSf3CpLO4eLh8y0TRXNY/5YrmNhIRZeL63b+/38YB5td8Pq6wrwE7WwOXgjJOLwgAB3s7yhQtyNa9h6zOyc17DuDm4kyxAn6Jtrl97z6jvp/P5j0HrdI37NyPs5MjRfLlpkfrJsz6cojVX/O61QCY9eUQerRu8lzLlR7UvlNPXDxcuW1ud48rkstARLSJG/f+3n5jYuHqHSjia7AKRPh5g72dgau3M1b7fh7S+y0YGeXtGOoJ8Qw8PDxYtGgRY8eOpX///gQHB+Pu7k6FChVYtGgRuXL9+aqmNm3akCVLFsukimFhYWTJkoW6devy1VdfJRou8aSePXsmSvv888/p3LkzFy5c4L333iM6Oho/Pz8GDhzIuHHjOHr0KDVq1EhyfzVq1OCzzz5j6tSpjB49mhIlStCuXTvmzp0LmIc7/PDDD3z99dcMGDCAiIgI8ufPz/jx46lcuXKy+SxYsCBLlixh2rRpDB06lNu3b5M5c2YqVarEqFGjLHXyzjvvcOfOHXr3Nr/LuUCBAnz55ZcMHjyYo0ePWgIddevW5ezZszRv3pxs2bLxwQcf0L59+7+sK8l4elQuxpuLt/H+mt00L+HHkRt3mb3vNO/UKIWjnQ2hUTFcuPuQXB6uVsMuzt15gL2NkVweibt8OtnZ0iWgCN/vOomHowMBebJxJTiUqTtPUCirO81K+KVhCdNO5K71uLz6Fs5NuxJ9fA82OfJiX6EOkb+tMfdYsHfAJrOPuXfDY8MubLLkwBQbQ/yDpO9kIn9bi0vbt3Fp2Zuo/ZvNE1PWaEbsjUvEnk/+1b4ZSc9qpXhj7noGL9tGizIFOHL1Nj/uOk6/uuVwtLMlNCqaC7cf4OvpZjXs4uytYPN56pXypL4ZUaVGb7J4XDdWf9+PklVacePCIfZunEHNFoOws3ckKiKUuzfP4ZElN85uXgRd/YM9G6bjk7sERco1IvCSda++zD4FcHByJaBBT3b9PAknFw/yFKnCvVsX2bluAll9i1Cycqt0Ku3z9ftxE53qGmhdzcjhCyZ8sxioUszAxkPxxMaBvS1kdTc//Qx/yh4MsXGw86SJGiWNhEXC+RsmsnlCzZJGzlyP5+LNjHeT0r1lY/p+/h0fjplG09pVOXrmPHPXbKDPa6/gaG9PaHgEF68F4uuTFc9MbvgXK0TZYoUYO3sJkZFR5Mnpw46Dx1j8yxbe7tCKTK4uZHJ1IUc262Dk9oPm78ai+f3SoZRpQ+079Ww/EU+H2kZaVjFy5GI8vlkMVC5iYPMRk6V9Z3GH+8/QvgG2HImnYx0jbWsa2XMqHhdH88SU1++YOHPj+ZVH5HEGU0qzwEmGsHfvXrJkyUK+fH++AmnKlCksXbqUjRs3pmPO/tSpUydy5syZ5Js4/ol1ds8+90Za86oRQOVNc9hVtxP3ftub3tlJ0ssxpwmb/nGaHW/z2etM2XGCy8EhZHN14tUy+elUwfxvuf/KLXot3sawlypYBQ9GbDjI5rPX2PBWsyT3GW8ysezIBZYcPsfV+6FkcrSnTkFf3qpWwjLGPy249PycB9/0S7Pj2RYohWPVRhg9s2EKvU/U4e1E7ze/HcQmVwFc275N+M/ziDnx57nnWK8NdgVLETL5k2T3a5PDD8dqTbDJngdTTDSx544RsW2V1Zs0nif3QWOJmPtlmhwrOZtPXWbytiNcuvuAbG7OtC1fhM6ViwOw79JNes75lc+aVaV56T+7IX/x0242n7rMpoFt0yvbiTh1/JDvN6Xd8c4c3sCOteMIvnURV3dv/Gt2oEK97gBcObOHRd91plGnEZSo3JLta8ay6+dJye6rbf/Z5C5UEVN8PIe3L+Twbwu4f/syjs7uFCzTgOrN+uPg5Jbs9qmtR10YPi825RVTSWFf85srMmeCkHDYdyae3afMP+3yZDPQpb4Nq3bFceRC4p97pfMZaF7ZhrErY3lgPfUL5QsZKF/QiKcrRETD8Usmth6NT7Pu2p92sOX+4a1pczBg695DTF+yhss3gsjq5UHrBrXo0LQ+AAdOnOat4d/yyZtdaFKrCmB+88X0JWvYtu8wd+8/IKd3Vto1rkuLutWTPcb0JWv4fula9iyamiZlSuBRppbadyrpURe+WJh2YxYK54TqJY1kdjO/+eLAWRN7Tpvbcu5s0KmODWv2xHP0YuL2XSqvgaYVjUxYE5eofefMDLVKGcmZGWLi4Mw1ExsPm/72XBPP6qN2/9653vZVq5TeWUhShe270zsLz0RBiP+IMWPGsHr1akaMGEHu3Ln5448/+Pjjj3nttdd4++230zt7wH87CPFvkNZBiIwsrYMQGdWLEITIKNI6CJGRpXUQIqNK6yBERpbWQYiMLK2DEBnVvzkIsb9m8j3E01P5bbvSOwvPRMMx/iP69OlDWFgY7733Hvfu3SN79ux07dpV8y2IiIiIiIhImlEQ4j/C3t6ejz/+mI8/fnGfZD8+UaaIiIiIiIhkPApCiIiIiIiIiKTAYNTLJVODalFERERERERE0oSCECIiIiIiIiKSJjQcQ0RERERERCQFBqMhvbOQIagnhIiIiIiIiIikCQUhRERERERERCRNaDiGiIiIiIiISAqMNhqOkRrUE0JERERERERE0oSCECIiIiIiIiKSJjQcQ0RERERERCQFejtG6lBPCBERERERERFJEwpCiIiIiIiIiEia0HAMERERERERkRQYjHqGnxpUiyIiIiIiIiKSJhSEEBEREREREZE0oeEYIiIiIiIiIinQ2zFSh3pCiIiIiIiIiEiaUBBCRERERERERNKEhmOIiIiIiIiIpMBoo+EYqUE9IUREREREREQkTSgIISIiIiIiIiJpQsMxRERERERERFKgt2OkDvWEEBEREREREZE0oSCEiIiIiIiIiKQJDccQERERERERSYHBqGf4qUG1KCIiIiIiIiJpQkEIEREREREREUkTGo4hIiIiIiIikgK9HSN1qCeEiIiIiIiIiKQJBSFEREREREREJE1oOIaIiIiIiIhICjQcI3WoJ4SIiIiIiIiIpAkFIUREREREREQkTWg4hoiIiIiIiEgKNBwjdRhMJpMpvTMhIiIiIiIi8iI70/6l9M5Ckgot+CW9s/BM1BNCMryw6R+ndxYyBJeen7POrnB6ZyNDeDnmNKET30vvbPzrufb5iojNc9I7GxmCU51ObDkWkd7ZyBBql3Ri9rb0zsW/X+eaEDb1o/TORobg8sYXLN0Tn97ZyBBaVzQyeqWe3/5T77ZQb4L/OgUhRERERERERFJgMGpKxdSgWhQRERERERGRNKEghIiIiIiIiIikCQ3HEBEREREREUmB0UbzWaQG9YQQERERERERkTShIISIiIiIiIiIpAkNxxARERERERFJgcGo4RipQT0hRERERERERCRNKAghIiIiIiIiImlCwzFEREREREREUmAw6hl+alAtioiIiIiIiEiaUBBCRERERERERNKEhmOIiIiIiIiIpEBvx0gd6gkhIiIiIiIiImlCQQgRERERERERSRMajiEiIiIiIiKSAg3HSB3qCSEiIiIiIiIiaUJBCBERERERERFJExqOISIiIiIiIpICg1HP8FODalFERERERERE0oSCECIiIiIiIiKSJjQcQ0RERERERCQFejtG6lBPCBERERERERFJEwpCiIiIiIiIiEia0HAMERERERERkRTo7RipQ7UoIiIiIiIiImlCQQgRERERERERSRMajiEiIiIiIiKSEoPejpEa1BNCRERERERERNKEghAiIiIiIiIikiY0HENEREREREQkBQajhmOkBvWEEBEREREREZE0oSCEiIiIiIiIiKQJDccQERERERERSYHBqGf4qUFBCJFUtOPiTSZtP87Fuw/xcHKgdZl8dAsogiGJ1/msPn6JYb/sS3Zfn71UgaYl/ABYfvQC8w+c5fqDUHzcnGlTpgDtyxZIcr//dY6+PtQ4tIb9rfpw77e96Z2dF8LOS0FM2v0HF+6F4ulkT6sSfnQrXzDp8/LkFT7beCjZfQ2r70/TorkTpY/+7RjzD1/gwDvNUzXvL5IdJ84zcfVWLgTextPNmdbVy9G9YZW/bIe/HTvL1HW/c+7GLdxdnKjrX4R3mtfGycHess7Gg38wc/0uLgXdwdXJgYDCeen/Sh0yZ3JNi2KlixOHdrBqwUQCr13ALZMnNRq0puEr3ZOty+ioCNYsnsKBHesJeRiMr18hmrR5g+L+VZM9xuKZX7N53TymLD38nErxYjh//De2rvqOOzfO4+zmRdma7ajyUq9k6zIuNprdG2ZybOcKHgbfxM3TmxIVm1LlpV7Y2P55Xn43qCphD+8k2r7f19txdc/63MqTXnZcvMmknSf+vH6Xzke3CoWT/p48cYlhv+5Pdl+fNSxP0+J+wKPr96FzXL8fik8mZ9qUzk97/4x9/T5z9Hc2LB3L7RvncXHzJKBOO2o06ZlsmWNjo9nx8ywObl/Jg7s3cffypnSVJtRo0hPbx87Jkwc2smXVZO4EXsLVPQtlqjajZlPrdTKaq6d/Z9+v3xF86zxOLl4UrdSWMrWSb9+Pu33tOCsntqPd4F9w8/K1WnbpxEYObprE/duXcHbLQkH/ZpSpbf0dIPI8KQjxjDp16kTOnDkZOXJkomXjx49nxYoVbN682ZK2fft2pk2bxokTJ4iNjSV37tw0bdqUbt26YWdnl+xxgoKCmDBhAlu3biU4OBgPDw+qVKlC3759yZ078Q1Aarl27Rp169Zl9uzZVKxYkQ8++IDr168zZ86cv9xuxYoVLFmyhLNnz2IymShQoABdunShUaNGzy2vL5oj1+8wYMV2GhTJxVvVSnD4+h0m/n6ceBP0qFQ00frV82Vn1mt1rNJMwOe/7icsOoZq+bIDsOTweUZsPEjXgMJUzOPN8cB7jNl6hIiYWF5PYr//ZU65cxCwbgZ2HpnSOysvjCOB9xiwdg8NCubkrUpFORx4j0m7/sCEidcrFE60fnU/b2a1qW6VZgI+33SY0OhYquXxTrTNwet3WHjkwvMqwgvh8Pmr9Ju8iIblitGnWS0OnbvChNVbiDeZ6NmoWpLbbDt6hgFTltCkUkn6tajNhZt3GL9qC8Eh4Yx8/RUA1h84yXvfL6d19bL0aVaTeyFhTFqzjZ7fzWXBkB442GW8y/T5U4eZNKof5as0pHn7Ppw7dYhVCyYQb4qncaueSW7z48ShnDi8k1c6vEO27LnZvXUNE0e8w4Bh0ylYrGyi9c+ePMCWnxc876Kku2vnD7J44lsUK9+IWs37c/XcAbauHIMpPp5qL7+Z5DbrF33JsV0rqfbyW2T3K8nNKyf4fc0EHty9QZMuXwIQ+vAOYQ/vUK/NEHzzl7Ha3snF4zmXKu0duXGHAat20KBwLt6qUpzDN+4wcftx4k0melRM4vqdNzuz2tW2SjMBn284YL5+5310/T5ynhGbDtG1QmEq5slmvn5vO2q+fiex34zg8tlDzB3Th5IVX6J+635cPnOADUu/I94UT+1mvZPcZt3cERzavorazd/EN18Jblw6yaYVE7l/5wYte3wBwLnjO5g/7h1KVmxEw1cHcvPqWTYsHUNYyD2adf4kLYuYZm5eOsivP75FvlKNqNCwPzcvHWDfr99hMpkoWyfpukxw98YpfpnZG1N8bKJl187sYP2ct8lfqhEBL73LvZtn2PfrGCLC7lGtxafPqzgiVjLer5sXyM6dO+nduzfvvPMOQ4cOxc7OjoMHDzJixAguXrzIiBEjktwuOjqazp07kzt3bsaOHYu3tzeBgYGMGzeO9u3bs2bNGry8vNK4NEkzmUwMGDCAXbt28fbbb1OpUiUMBgPr16/n3Xff5eLFi7z11lvpnc00MXXXSQpn8+DzxhUBqJrXh9i4eGbtOUXHcoVwtLOxWt/T2QFPZwertPkHznLx3kNmvlYHT2cHTCYTM/econ5hX96pUQqAinm8uRIcwqJD5xSESGAw4Nv5FYqOei+9c/LCmbbnFIWzuvO/huUAqOLnTWx8PLP2n6WDfwEcbZ/ivDx8novBIfzQpnqiZRExsQzbcIisLo4EhUY+38Kko6nrfqewrw9fdGsBQNXi+YmNj2fmrzvpVLcijvbWQWWTycTXS9ZT178Iwzs3AyCgSF7i4k0s2LKXiOgYnOztmP7zdqqVKMDHrzW2bOvnnYWOo37gt2NnqV8247XxdUum4utXmG7vmG8uivtXJS42ll9XzKRek07YOzharX/75lUO7FxP+54fUrPhqwAULhHA+VOH2fbr4kRBiKjICH6cOBQPz6wE3w1Km0Klk9/XTMQ7VxGav/41APlL1CA+LpZdv0yjYv1u2Nlb12VE2H0O/raQOi0HUblhDwDyFq0MwOZlX1O75SBc3LwIunISgCJl6+OeOWcalih9TN31B4WzevB5owDgsev33tN0LPuU1++Dj67f7Wr/ef3ee5r6hXx5p3pJACrm9uZKcCiLDp/PsEGIzSsm4pOnCG16fwVAoVLViYuL5be106n2UtdE52R46H32bVlEw1ffpfrLrwOQv7j5nPxl0Tc0fPVdXDJ5ceC3Fbhnzk6b3l9hNNpQoERVwh7eZcevP/Lyax9gY5v8g71/q4MbJ5I5exHqtDPXZa7C1YmPi+XIlmmUqt4VWzvHRNvExUZzYudc9q0fh62dQ6LlAKcPLMfVIzu1232N0WiDb6GqRITd49jvs6jSdAhGm4xXl6lJb8dIHRrU8hwtXLiQatWq0atXL/Lnz0/u3Llp0aIFAwYMYMWKFTx8+DDJ7Xbs2MGlS5f4+uuvKVu2LDlz5qR8+fJMnDiRhw8fsnbt2jQuSfIWLlzI+vXrmTlzJh07dqRAgQLkz5+fN998k759+zJx4kSuX7+e3tl87qJj4zhw9TZ1Clp3d6tXyJfwmFgOXb+d4j7uhEUyaftxWpfOT8nsmS3pE1pXp9+jAEQCWxsj0XFxqZP5DCBTqcKUmDCMa3NWcrirAhEJomPjOHDtLrXzZ7dKr1sgB+ExcRy6fjfFfdwJi2Tyrj9oXTIvJX0SBz/HbD9BFhdHmhZ7fj200lt0TCz7z16mrr91z5F6/kUJj4rm4LkribY5fS2Ia3fu075WBav0DnUCWPu/vjjZ2xEfb6JSkby0quZvtU4eb3M9X7sdnMolSX8xMdGcObEf/4p1rdLLVq5HVGQ45/44mGgbj8zeDBk5j4DqfwZqjEYjRhsbYmOiE62/bPa3ZPLITOXaGXdoEEBsTDSXz+yhiH8Dq/Qi5RoSHRXO1bOJhwtERYRQtkY7CpW27oXn5e0HwP3bVwEIunoKR+dM/4kAhPl78jZ1ClqX9Zmv3ztO0LrUE9fvltXoV6Ok1bq2NkaiYzPm9Ts2JpqLp/ZSvFx9q/QSFRoSHRnOpdMHEm0TGRFKhdptKVLW+pzM7OMHwL1H52RcbDT2Dk4YjX8GhJzdPImLjSEqMiyVS5L+4mKjuXFhL3lLWNdl3pINiYkO5+bFpIcDXT39Gwc2TsS/Tm8qNhqU7L7t7Jyt6tLR2YP4uBiiozJeXcqLSUGI58hgMHD69Glu3rxpld68eXPWrVuHs7NzktsZH014snXrVqt0Nzc3Vq9eTfPm5h9Wy5cvp379+vz000/UqVOHUqVK8frrrxMUFMQXX3xBhQoVqFKlClOnTrXsIzo6mtGjR1OvXj1KlChBxYoVGThwIMHBf+/H7vz586lTpw7FihVLtKxz587MmjWLrFnNY0dv3rzJoEGDqFKlCsWLF6dmzZqMGTOG+Ph4S3lq1KjBsmXLqFmzJv7+/vTp04egoBf/Sda1B2HExMWT29N6DHeuR58v3wtNcR+TdxzHaDTQp1oJS5rBYCBf5kzkcHfBZDLxICKaFUcvsO7EZV4tUyB1C/EvFnElkK1F6vPH4JHEhWfcp/HP6vrDcGLi48nj8cR56e4CwJX7KZ+XU3afwmgw8FblxE/tdl+5xbo/rjK0nj9GMu6TgWt37hMTG0eebJmt0nNn9QTgyq17ibY5ddX8ve9gb8vbExdS8Z2RVB/4DSMX/UJUjLl7rNFo4N3W9ald2jq4senQKQDy58h44+7vBF0jNjYG7+x5rNKz+piDWEGBiQM6dnb25ClQHCdnV+Lj47l3O5DFM7/idtA1ajRobbXuySO72L1tDV36DM/QY+4B7t+5SlxsjCWAkMAzq7lu7wZdSrSNR5ZcNOowjMw++azSTx/agNHGzrKvoKt/4OiciaWT+/LNO+X46m1/VkwbQMj9W8+jKOnqz+u3m1V6rkffm5eDn+L6vfOE+fpdtbglzXL9zvTY9fvYRdadvMyrZfKnbiFeEPdumc/JLD7W7Tuzt7l937l5KdE2Xll9ad51KFmz57VKP7l/AzY2dmR5FIyoVK8Dd29e4fd1M4gIe8iVc4fZ+etsCpWugbOrx/MoTrp6ePcq8XExuGf1s0p3z2yuy/t3LiW5XVbfkrT/YBNl6/TGYLRJcp0SVTrw4O5ljmybQVTEQ4IuH+b49tnkKlITR2ePVCyFSPI0HOM56tq1K126dKFu3bqUK1eOgIAAKlSoQLly5cifP/kLUOXKlSlRogTvv/8+kydPpnLlypQvX54qVaqQN6/1l3RgYCALFixg0qRJhIWF8eabb9KsWTNatmzJ4sWLWbNmDd9++y21a9emUKFCfPXVV2zatImRI0fi6+vL2bNnLcf58MMPn6l80dHRnDlzxhIUeZKrqysVKvz5FPCNN94gc+bMzJgxA1dXV7Zu3crnn39OyZIlqVevHgD37t3jhx9+YPTo0djb2zNs2DB69OjBihUrsLV9cU/XkKgYAFwdrLuwOdub8xwWHfOX298Li2Tdict0qlAYN8ekJwU6cuMu3RdsAaCotyft/BWESBAT/ICY4AfpnY0XTsJ56WJv3Xb+PC8TjxV93L3wKNadukqnsgVwe+LcDomKYfjGw/SuVIQ8nhl3AkWAkAhzYMvlibbp7Gju6hoaEZVom+DQcAAGTl1Cowol6FyvEscv32DK2t+4FxLOVz1aJnmsy7fu8d3yTRTN5UO14hmvjUeEhQDg6Oxile7oZA7KR4b/9Q3fLytmsHrBRACq1n2FQsX/vMZEhIUwZ/JnNG37Ft458iS3iwwjMtzcm9LB0br9OTia6zY6MuWbZ4BTB37l2O5VBNTpjJOLO2AOQjwMDqJM9VcJqNeVO4Hn+W31OOZ+04nXP1mBvUPSD1H+jSzX72S/J1O4fodHsu7kZTqVL/TX1+9FW4GMff22nJNO1uek/aNzMiri6c7J4/vWc3jnaio36GQ5J/MWDaD6y935ZdE3/LLoGwCy5ylK2ze/Sa3sv1CiI811aedgXZd2Dua6jEmmfbu4J5636UnZ81WkdM3X2fPT1+z5yTyUK3OOYtRtlzHrMrXp7RipQ7X4HPn7+7NixQpatWrF5cuXGT9+PJ07d6Z27dps3Lgx2e3s7e2ZP38+77//PpkyZWLRokW8++67VK9eneHDhxMT8+cFMSYmhk8++YQiRYpQrlw5KleujKOjI++99x558+bljTfeAODs2bMAlCxZklGjRlGxYkVy5sxJrVq1qFatGqdPn37m8t2/fx8Ad3f3FNeNjIykefPm/O9//6No0aLkypWLTp06kS1bNqtjx8TE8NVXX1G+fHlKlSrF119/zZkzZ9i1a9cz5y8tmUymv1xuTOGJ3PJjF4k3mXitbMFk18np7sL0trX44uWKhEbF0HHuRu6G6am/JC/+0XmZ3BPhlB4UrzhxiXiTifal8yVaNvq3Y3i7OtLBP2M+0XtcSvVoTGJ8aOyj7tZ1Sheh/yt1qVDYj24NqvDGy9VZf+Akl24mHgpzIfAOPcfMwc7Wlm96tUpyv/928SZzzzdDMj1nUvpxV7p8Ld4dPoPWXd7lwM71TBr5jmXZ4llf4+mVjbpNOqZehl9gpkd1mVxDNhhS/on3x4FfWDnjXfIUrEDtln923W7SdQTdhiymaqM3yF2wPGVrtKVV73Hcu3WJY7tWpkb2XxiW63cyze2pr9/+KVy/29Tki0YB5uv3vE0Z8vptSvGak/I5eXzvryyePAi/IhVo+Oq7lvRVs4bx+7ofqNWsN68P+ZGWPb4gPOQ+s77uSXRUROoU4AWSGnWZnN+XD+XIthn413mTJr1+pGbrL4gMC+anH3oQG53x6lJeTC/uo+UXlK2trWX4wJPi4+MTPa3Pnz8/w4cPB+DSpUts376d2bNn069fP5YvX07hwolnpwdwcHCge/fudO/enYcPH7J3715WrVrFvHnzcHJyYvDgwZZ1H+8d4eTkhK+vr+VLy8HB/KQuKsr8pK558+bs2rWLb7/9lkuXLnH+/HkuXLhA+fLln7kuPDw8MBgMTzWUw9HRkY4dO/LLL7/w448/cvnyZU6dOsWtW7es6tPFxYXixf/szpg/f34yZcrEmTNnqF69elK7fiEkPCV+8sly+KPPT/aQeNKmM9eo5OeTaKKrx2V1dSKrqxMAJbJ70eL7n1lx7GKSb94QgT/Py9AnnuRZzkv7FM7Ls4FUyp0t0Xn528WbrD9znTntahJvMpn/MP9gio2Px2gwpPjD/d/Ezck8+VdYpHWPh/BHn10dE08OltBLonpJ6yeeVYrlZ9zKLZy+dhM/nz+Hd+w7fYmBU5fi4mjPlH4dyJnFM1XL8KJwdjF3eY+IsB53HBlh7jni5PzXvWpy5jHf6BUsVg4nZzfmTB7GuVOHCA8NYf+OXxkyah4mUzxxcfGWH/FxcbEYDEbLUMeMwtHZ/BagqCeeiCaMj3/yafST9myYyaalX5GncABt3pqErd2fT/F98/snWj9XgXI4OLkRdO3UP836C8Vy/Y76u9fv61TK4/1s1+8ffmHF8YtJvnnj38zR2dy+I5/o8RD96Jx0TKF9b/95Fr8s/Jq8RQPo2H+C5Zx8cC+I/VuXULNpL+q37mdeuWgAvvlKMO7D5hz4bTmV63dI5dKkL3tHc10+2aMp5tGcDQnLn1XYgyBO7VuCf+03qNDwUV3mr0jWXCVZOqYZp/Yvo0SV/0YgV9JXxroipwF3d/dkJ5S8f/++pVdAeHg4X3zxBadO/Xmx9vPzo2PHjixevBgbGxu2b9+e5H6WLFnCwoULLZ8zZcpEvXr1GD9+PI0aNWLbtm1W6z/5qs+/+qE1bNgw+vXrR2RkJLVq1eKbb77h5Zdf/utCJ8Pe3p4SJUpw+PDhJJeHhobSpUsXdu/eTUREBO3atWPy5Mm4urrSvHlz5s2bh4+Pz1+WBczRYBubpMe1vSh8PVyxMRi4+sTY0YTP+TIn/8rIoJBwTt+6T4PCvomWhUXH8NPJy1x5Yr+5PFzJ5GhPUEh4KuReMipfdxdsDAau3be+4bv6wPw5n1fyP2KCQiI4fecB9QvmSLRs07kbRMXF8+q8LVScsIaKE9bw/d4zAFScsIbPNh5KxVKkv1xZPbExGrhyyzrgeuXRxJH5smdJtE3ubObJJWOemIAuNs4cdHV47Lvup73HeXP8fLJ5uPHj4K5WwYmMJqt3LoxGG27ftJ77IeFzdt/EvW7uBF1nx6YVxERbB4H8CpgD1sF3gji4ewMx0VEMH9CaPm3L06dteX5aOg2APm3LM3vS0OdRnHTlmTU3BqMNwbcuW6UH3zZ/zpI96S7/JpOJXxf8j41LRlKkXEPavj3d0l0ezF3qD29fyu0b5xJtFxcbg7NrxgqQWa7fT8yRk/A5n1cK1+/b92lQOFeiZWHRMfz0x5W/uH5nvCfOXtlyYzTacC/Iun3fffQ5W86ke86ZTCbWzP6cnxeMokSFBnR5d6plWBHAg7s3MJlM5C5o/SYcb99COLt6cOv62VQuSfrLlNncvh/eta7LB48+e3j/vV6IofdvgMmEdx7ruvTyKYSDswfBQeeS2VISGIyGF/Lv30ZBiGdUsmRJjh07ZulZkMBkMrF//35KljTPguzo6Mjq1autggkJnJycsLW1JXPmpH9onjt3jnHjxhEamni8l6ura7LbpSQ4OJgFCxYwbNgwPvzwQ1q2bEnRokW5cOFCisMJkvPqq6+ydetWTp48mWjZnDlz2Lt3Lzlz5uT333/nxIkTzJkzh3feeYfGjRvj6urK3bt3rY59//59rlz58wv37NmzhISEJDnx5YvEwdYGf98sbD57zao8G89cw83BjuJJvFUgwfFA86R2pXMmvpExGgwM/3U/P+6zfvJ0IvAeDyKjKZTVI3UKIBmSg60N/jkzs/l8oNV5uencjUfnZfI3EyeCzDfYpbMn/r55o2IR5rStYfX3SnHzGPw5bWvwRsUiqVyS9OVgZ0vZArnZfPiUdfs+9AduTo6U8EscqClXIDdODnb8vO+EVfq2o2ewNRoplc88E//vx8/xyY+rKJ3Pl1mDu+DtmfwNT0ZgZ+9AwWJlObRns1VdHty1EWcXN/wKlEi0zZ1b15kz+TMO7dlklX7i8A4AfP0K0eTV3gwZOc/qr1o987wbQ0bOo8mrvZ9jqdKHrZ0DuQuW5/ShDVZ1eerArzg6ZyJH3lJJbrd1xbfs3zKXgHpdeaXnGKseEAA2Nnb8Mv8zdv0yzSr9zOFNxMZEkqdQxdQvTDqyXL/PXX/26/fNR9+TORJ/TxoNBoav38+P+62Hu564mXD9Tnko67+Nnb0DfoXLc2K/9Tl5fJ/5nPTNl/Q5uX7JGHZvnEfVhl1o2+fbROdkZu88GI02XD5j/XaN24EXCQ+9j2fWxA9x/u1s7RzInrc8F4+vt6rLi8d+xd4pE9lyJV2XKcmUOQ8Gow03L1m/XeP+7QtEhd/HzTPj1aW8mDQc4xm1atWKmTNn0qdPH9588018fHwICgpi7ty5BAYG0q1bN8DcG2HQoEF8/PHHmEwmWrVqhZeXF1euXOGHH37Ax8eHl156KcljdOvWjXXr1tGpUyf69OlDkSJFCA4OZseOHaxevdrqbRfPws3NDTc3NzZt2kTx4sWJjIxk7ty5nDhxgtKlS/+tfbZu3ZpNmzbRrVs33nnnHapWrUpkZCRr165lxowZDBw4kFy5clmGbKxevZqGDRsSGBjIt99+S0xMDNHR1q9Ye++99/joo4+Ij49n2LBh+Pv7W01w+aLqUbkYby7exvtrdtO8hB9Hbtxl9r7TvFOjFI52NoRGxXDh7kNyebhadds8d+cB9jZGy0zcj3Oys6VLQBG+33USD0cHAvJk40pwKFN3nqBQVnealfBLwxLKv9HrFQrx1oqdvP/zfpoXy82RwHvMPnCOd6oWw9HWfF5evBeCr7uL9Xl59+Gj89Il0T5zZHImRybriel+v2h+i00x74z1lDRBz0bVeGPcPAZ/v5wWlUtz5MI1ftywi34t6uJob0doRBQXAm/jm9UTLzcXnB3teatJTUYv20gmZ0fq+hfhyIVrzFy/k9fqBODl5kJUTCzD567F2cGBHo2qcTHwjtUxvT0zZcigRKNWPRk7/A2mjx5MlTotuHD6CBtW/8grHfth7+BIRHgogdcukNXbFzd3LwoVK0fhEhVYOGMk4WEh+OTw4/SJfaxfNYvq9VtZek9kyWb9isWjB34DIE+B4onykFFUe/lN5o3pxvKp/ShdtRXXLhxi1/oZ1Gk5CDt7R6IiQrkTeA6PrLlxcfPi5tU/2PnrdLLnKUGx8o24cfGI1f6yZC+Ag5MrlRv2YPu6Sbhkyky+4jW4de00v68ZT4GStchbrEo6lfb56VGxKG8u/Y331z52/d5/hneql/xn1+8Khfl+9x94ONr/ef3eddJ8/S7ul4YlTDu1mvdm5qjuLJwwgLI1WnLl7CG2//QDDV99Fzt7RyIjQrl1/RyZs+XGJZMXNy7/we/rvidn3hKUqPgSV89bn5PZchbAJZMXVRp25veffgCgQPEq3L97g80rJuKROTsVarVJj6I+d/513mTd993YOK8/hcu3IujyIY78NoOKjQZha+dIdGQowUHnyJQ5N06uyQfLHufk6kXJqp05ss1cl74FqxASfIODGyfi6pGDogEZsy7lxaMgxDPy8PBg0aJFjB07lv79+xMcHIy7uzsVKlRg0aJF5Mr1Z5e8Nm3akCVLFmbPnk3Pnj0JCwsjS5Ys1K1bl6+++grHJMYRA/j4+LBkyRImTpzIl19+ye3bt3FwcKB06dLMmDHjb9+Q29raMnbsWEaOHEnTpk1xd3e3vKJzypQphIc/e9d+o9HIxIkTmTt3LkuWLGH06NHY2tpSoEABxo8fb3nrRalSpRgyZAizZs3iu+++w9vbm8aNG5M9e3aOHLG+4DRp0oRevXoRExNDnTp1+Oijj/4Vr1oLyJ2Nr5tXYcqOEwxctZNsrk70r1mKThXM836cCgqm1+JtDHupglXw4F5YVKI3DzzujSrFyOLiyJLD55h/8AyZHO2pXzgXb1UrgYPtiz1MRdJfQK6sfPVyBabuPs27a/eSzdWRftWK06msuav2qdsPeGP5DobW86dZsdyW7e6G//V5+V8TUCQvo3u1ZvLa3xgwdQnZ3N0Y0LIenetVAuCPq4H0HDOXzzo3pXllc1C3U71KuDk7MmfjHlbsPExWd1febFKTbg3MN3FHzl/l9gNzj7c3x81PdMw3Xq7Om01qplEJ006RkgH0GjSatYsmM+WrAXh4ZaNlpwHUb9YZgCsX/mDMsJ507vMZVWo3x2hjQ+/3xrBuyTQ2rP6RB/dukzlbTl7p0I86L2esceDPyq9IZVr1Hs/vq8exdHIf3Dy8qdvqPSo16A7AzSsnmDu6M026jqB0lZacPrgeTCYCLx9n1si2ifbX8d3Z5ClckRpN38YlUxYOblvA/i3zcHLxwL9GW2o0eyfRNhlBQO5sfN20MlN2nWTg6l3m63eNUnQqXwiAU7eC6bXkN4Y1LG8VPLgXHvnX1+/KCdfv88w/eNZ8/S7ky1tVM+71O3+xSrR/eyybVkxg3ti+ZPL05qV2g6nWyPyQ7salk8wY0YVWPb+kbPVXOPmo18T1i8eZOrx9ov29PuRH8hUN4KV2g8nk6c3eLYvY/vNM3DyyUqBEVRq07m95g0ZGk7NAJep3HMeBDeNZP7sPLu7eVGo8mFI1zO37zvUTrJ3WhZptvqRw+aTfuJSUii+/h4u7Dyf3LOTobzNxzpQV34JVqdBwAA7OGbMuU9O/cejDi8hg+rv98EVS2fLlyxkyZMjfelPHXwmb/nGq7u+/yqXn56yzS3oiVXk2L8ecJnTie+mdjX891z5fEbF5TnpnI0NwqtOJLccy3hj19FC7pBOzt6W8nvy1zjUhbOpH6Z2NDMHljS9YuifpSdXl2bSuaGT0St06/VPvtvj33sjfGtI5vbOQpGwjZqd3Fp6J5oQQERERERERkTSh4RgiIiIiIiIiKclgr3tOL6pFeWG0bNky1YdiiIiIiIiIyItDQQgRERERERGR/6D4+HjGjRtH9erVKV26NN27d+fy5cvJrn/79m0GDhxIxYoVqVixIv369ePmzZvPdEwFIURERERERERSYDAYXsi/f2LSpEksXLiQzz//nEWLFmEwGOjZsyfR0dFJrj9gwAACAwOZOXMmM2fO5ObNm7z11lvPdEwFIURERERERET+Y6Kjo/nhhx94++23qVmzJkWKFGHMmDEEBQWxYcOGROs/fPiQffv20bNnT4oVK0axYsXo1asXJ06cIDg4+KmPq4kpRURERERERP6l6tat+5fLN23alGT6qVOnCAsLo1KlSpa0TJkyUaxYMfbt28fLL79stb6DgwPOzs6sXLmSgIAAAFatWoWfnx/u7u5PnV8FIURERERERERSYMhgb8dImMshe/bsVunZsmUjMDAw0foODg588cUXDB8+nPLly2MwGMiaNStz587F+Ax1oyCEiIiIiIiIyL9Ucj0dUhIREQGAvb29VbqDgwMPHjxItL7JZOL06dP4+/vTo0cP4uLiGDNmDH369GHBggW4uro+1XEVhBARERERERH5j3F0dATMc0Mk/D9AVFQUTk5OidZft24d8+fPZ8uWLZaAw5QpU6hduzbLli2jS5cuT3VcBSFEREREREREUmAw/rM3UbxoEoZh3Lp1i9y5c1vSb926RZEiRRKtf+DAAfLmzWvV48Hd3Z28efNy6dKlpz5uxhrUIiIiIiIiIiIpKlKkCK6uruzZs8eS9vDhQ06ePEn58uUTrZ89e3YuX75MVFSUJS0iIoJr166RJ0+epz6ughAiIiIiIiIi/zH29vZ07NiRb775hk2bNnHq1CkGDBiAj48P9evXJy4ujtu3bxMZGQlAixYtAOjfvz+nTp2yrG9vb0/Lli2f+rgKQoiIiIiIiIikxGh8Mf/+gXfeeYfWrVvz8ccf0759e2xsbJgxYwb29vYEBgZSrVo1fvrpJ8D81oz58+djMpno0qUL3bp1w87OjgULFpApU6anPqbmhBARERERERH5D7KxsWHw4MEMHjw40TJfX19Onz5tlZY/f36mTJnyj46pnhAiIiIiIiIikibUE0JEREREREQkBRnt7RjpRT0hRERERERERCRNKAghIiIiIiIiImlCwzFEREREREREUmAw6Bl+alAtioiIiIiIiEiaUBBCRERERERERNKEhmOIiIiIiIiIpERvx0gV6gkhIiIiIiIiImlCQQgRERERERERSRMajiEiIiIiIiKSAoNRz/BTg2pRRERERERERNKEghAiIiIiIiIikiY0HENEREREREQkBQa9HSNVqCeEiIiIiIiIiKQJBSFEREREREREJE1oOIaIiIiIiIhISgx6hp8aVIsiIiIiIiIikiYUhBARERERERGRNKHhGCIiIiIiIiIp0NsxUod6QoiIiIiIiIhImlAQQkRERERERETShMFkMpnSOxMiIiIiIiIiL7KH3w1M7ywkKVP/b9M7C89Ec0JIhvfgm37pnYUMwX3QWEInvpfe2cgQXPt8xTq7wumdjX+9l2NOc3d4r/TORoaQ+dNprD8Snd7ZyBAalLZn6vr0zsW/3xsN4P7hremdjQzBo0wtNhyJSu9sZAj1Szswdo2e3/5T/ZpqXoX/Og3HEBEREREREZE0oZ4QIiIiIiIiIikwGNSLIzWoJ4SIiIiIiIiIpAkFIUREREREREQkTWg4hoiIiIiIiEhKjHqGnxpUiyIiIiIiIiKSJhSEEBEREREREZE0oeEYIiIiIiIiIikwGPV2jNSgnhAiIiIiIiIikiYUhBARERERERGRNKHhGCIiIiIiIiIpMegZfmpQLYqIiIiIiIhImlAQQkRERERERETShIZjiIiIiIiIiKREb8dIFeoJISIiIiIiIiJpQkEIEREREREREUkTGo4hIiIiIiIikgKD3o6RKlSLIiIiIiIiIpImFIQQERERERERkTSh4RgiIiIiIiIiKdHbMVKFekKIiIiIiIiISJpQEEJERERERERE0oSGY4iIiIiIiIikwGDUM/zUoFoUERERERERkTShIISIiIiIiIiIpAkNxxARERERERFJiUFvx0gN6gkhIiIiIiIiImlCQQgRERERERERSRMajiEiIiIiIiKSEr0dI1WoFkVEREREREQkTSgIISIiIiIiIiJpQsMxRERERERERFKit2OkCvWEEBEREREREZE0oSCEiIiIiIiIiKSJZxqO8cEHH3D9+nXmzJnz1Nts2bKFXLlyUaBAgWfOXGqKiYlh3rx5dO3aFYDx48ezYsUKNm/enGZ5SKn+OnXqxN69ey2fbW1t8fT0pHLlygwYMIAcOXKkVVbZs2cPnTt3ZtOmTfj6+qbZcV/UfDwtW78iOFR7GZvMPpgiQok+vIOovRuTXNeueADOjToku6/wn+cSc2IfAEavbDjWaIZtroKY4uOIu3aeiK0rMT24+1zK8SLYeSmISbv/4MK9UDyd7GlVwo9u5QtiSKIb3OqTV/hs46Fk9zWsvj9Ni+ZOlD76t2PMP3yBA+80T9W8ZwSOvj7UOLSG/a36cO+3vSlv8B9gl784zrWbY5M1B/FhIUQe2Ebkjl+SXNehdGVcm3dLdl+hK2cSdXSXZV3Hyg2w8cpGfMgDoo7uIuL3nyA+7rmU40Vw8vB21i4cz81rF3DN5Em1+q9Sv8XrSbZvgOioCH5aMpmDO38h9GEwOfMUolGbNylWpprVeod3b2DDqh+4deMijs6uFCpRkeYdBpDJI0taFCtdXDz5GzvXfsfdm+dxcvWidLV2VKjfK9m6jIuN5sDmmZzYs4KQ+zdx8/CmSPmmBNTvhY2tvWW9M4d/Zd+G6QTfuoC9oxu5C1WmevNBuGTKmHW56/BxpixaxcVrgXhmcuOVejXo0uKlZOvx0vWbtB04NFF6nhzeLB4zPMltxvy4mIU/bWLPoqmpmvcXzcnD21mzcMJj7bsNDZ6ifR/Y+aulfTdu0ztR+96xcSlbfprH3aBreGbxoXrDttRq1CHZ/WZEV079zp5fviM46DyOLl4Ur9yWsnX+ur0f3jaT0/tXEnr/Jq4e3hT0b0rZOj2t2rs8PYPejpEqnuucENevX6d3797Mnj073YMQa9euZcSIEZYgRPfu3enQIfkbwPTSqFEjPvroIwCioqK4evUqY8aMoW3btixZsgQfH590zqEkxyaHH86v9CTm1CGitq/DJmc+HKq/DAYDUXs2JFo/9sIJQud9+0SqAaeG7TDYOxJ74aQ5xc0Dl/b9ib93i/B1s8HWDsdqjXFp/SahP46C2Jg0KF3aOhJ4jwFr99CgYE7eqlSUw4H3mLTrD0yYeL1C4UTrV/fzZlab6lZpJuDzTYcJjY6lWh7vRNscvH6HhUcuPK8i/Ks55c5BwLoZ2HlkSu+svDBsffPh1q4P0Sf2E75lFba5C+BcpwUGg5GI7T8lWj/67DEezBhhnWgw4NKkEwYHJ6LPHQPAMaAOLi+1I+rkAcI3LsPg5IpzrabYevsSsnhyWhQtzV04fZhpo96mbJWXaNLubS6cOsjaheMwmeJp2LJXktvMnfQJfxzeQbMO/cnqk5u921YzdWRf3h46gwJFywFwaNev/DBmEFXrtaFJu7cJeXCXdYsmMn54D94buQg7e4e0LGaauHHhIKumvUXhso2o0qQ/Ny4cYPvaMZhM8VRs+GaS22xd9iUn9q6kUsO38MlTkqCrJ9j18wQe3rtBww5fAnDm0M+s/aE/paq2pWqT/oSH3GHnunEsHd+FDu8tx9YuY9Xl0dPnGfTVJOpVKU/vts05cuocUxatwmQy0a1l4yS3OXPpKgCTPh2IvZ2dJd3B3i7J9Q+dPMPin9PuwVd6uXD6MFNHvUPZKi/RtF1fzp86xNqF4zGZ4nkp2fb9KScP76B5h35k9cnDnm2rmTLybd4Z+r2lff++fhGLvv+C+s27U6RUJS6dPcaK2aOJjoygYcueaVnEdBN46SA/zXyLAqUbUfGl/gRePMCeX77DZDJRvl7vJLfZvmoEp/evpHz9N8mWqyS3r51k3/oJhNy/QZ1Xv0jjEoj86bkGIUwm0/Pc/TN5Mi8uLi64uLikU26S5+joSNasWS2ffX19KVGiBE2aNOHbb7/lq6++SsfcyV9xqPwScbeuE/HzXABiL53CYGODQ8V6RB3YmihYYIoIIy4izCrNvmxNjF7ehM3/DtOjZY5VGkF0JGFLJlr2EfHgLs6v9MTGOxdx1zPejfS0PaconNWd/zU0//io4udNbHw8s/afpYN/ARxtbazW93R2wNPZ+kfx/MPnuRgcwg9tqidaFhETy7ANh8jq4khQaOTzLcy/icGAb+dXKDrqvfTOyQvHqWZT4m5eJXTlDwDEnD+BwWiDU9WXiNi9IXH7Dg8lNjzUKs0xoA42WbLzcOYoTOGhYDDgVLMp0edPErr0zyejcYGX8XjrM+zyFSXmwh/Pv3Bp7Oelk8npV4TOb5uDNMXKVCMuNpYNK2dQu0ln7O0drda/ffMqh3b9yqs9PqZ6g7YAFCpRkQunD/H7r4ssNym/LJtKMf/qtOv1qWVb7xx5+ebD9hw/uA3/Sg3SqIRpZ9fPE8maswiNOn8NQN5iNYiLi2XvhmmUrd0NuyfqMiLsPkd2LKR6s0FUqNcDgNyFKwPw+6qvqd5sEM5uXuz+ZRJ5i9WkXrs/n+h7eedj/jdtuHB8C4X8X0qjEqaN75eupZBfLj7r2x2AymVKEBsXx+xVv9C+ST0c7RM/MT57+SrZs2amXPHEgfEnRURG8b8pP5LFy4Nbd4NTPf8vkp+WTsHXrwhd3jYHtP5s3z9QJ5n2fXDXr7Tt8dFj7TvAqn2bTCbWr/yBspUb0rxDfwAKl6zErcDLbPtlwX8mCLF//USy5ChCvdfM9wK5i1QnPi6WQ1umUaZmV2ztrOs2Mvw+J3YvpHLjQfjXfh0A34Lm9r5r3ddUbvwuTq5eaVsIkUf+UX+SOnXqMG3aNN5++238/f2pWLEiX375JbGxsVy7do26desC0LlzZ8aPHw/A+fPn6dmzJ/7+/lSrVo13332X27dvW/bZqVMnPvzwQ9q0aUP58uVZuXIlH3zwAYMHD2bUqFFUrlyZ0qVL89Zbb1ltd+DAAbp160a5cuUsN+1r164FYPny5QwZMgSAwoULs2fPHsaPH0+dOnUs2wcGBjJo0CCqVq1KmTJleP311zl9+rRl+T/Nwz/h5uZGy5YtWb9+PdHR0QBER0fz9ddfU716dfz9/Xn11VfZvn07AGFhYfj7+zN//nyr/UyePJlatWoRHx+PyWRi+vTp1K1bl9KlS9O8eXNWr16dbB7i4uKYNWsWDRs2pGTJkjRs2JDFixdblu/Zs4fChQuzadMmGjRoQJkyZejatSvnz5+3rPM0x9y/fz9t2rShVKlStGjRwurf4IVmY4NtroLEnj1qlRxz5ggGe0dsc+ZLcRcGZzccqzUm+sh24m5etqTbFSxF9LHdVjc5cUFXCZnyaYYMQETHxnHg2l1q589ulV63QA7CY+I4dD3lISh3wiKZvOsPWpfMS0mfxBfYMdtPkMXFkabFEg/R+C/LVKowJSYM49qclRzuqkCEhY0tdnkKEXXKeshP1B8HMDg4Ype7YIq7MLhkwrl2C6L2byP2+kVLmtHJhZgzR6zWjbsTSHxYCHYFS6VeGV4QMTHRnDuxj9IV61qll6nUgKjIcM7/cTDRNh6ZvRk8YiHlq71sSTMajRhtbImNNV8T4+PjKVyqMlXrtbbaNluOPADcuXk1tYuS7mJjorl2bg8FS1sHVwqVaUhMVDjXz+9PtE10RAilq7Yjf8k6Vume2fwAeHD3Kqb4ePIUrkrJqq8+sU5eAO7fuZKKpUh/0TExHDx5hloB/lbpdSqWIzwyisN/nEtyuzOXrlLIL9dTHWPc3KVkdnenSa0q/zi/L7Lk2rd/pfoptO8FybTvP3/39PlwMi06DrDa1sbWjtiY6FQuxYspLjaa6+f3kq9kfav0fKXM7f3GhaTaeyjFK7XDr3htq3SPrH4APLyb8b4X04TB+GL+/cv84xyPHz+eChUqsGLFCt5++21mz57N2rVryZ49O0uWLLGs0717d4KCgnjttdfIlSsXS5cuZcqUKYSGhtKuXTvCw8Mt+1y+fDmdO3dmwYIF1KxZE4Cff/6Z+/fvM3fuXCZMmMCBAwcYM2YMAEFBQXTv3p0iRYqwfPlyVq1aRcmSJRkyZAh37tyhcePGfPjhhwBs374df3/rC01oaCjt27cnKCiIyZMns3DhQpydnenYsSM3btywrPdP8vBPFSpUiIiICC5dugTAkCFD+P333/n6669ZsWIFjRo1onfv3mzduhUXFxcaNmzImjVrrPaxZs0amjdvjtFoZMyYMcyfP5+PP/6YNWvW0LlzZ4YNG8a8efOSPP7IkSOZNGkSffv2taw/fPjwRPNbfPHFF3z00UcsWrQIW1tbOnfuTEhICECKx7x69Srdu3enaNGirFixgjfffJOJEyf+47pLC0b3LBhsbYkLvmWVHhdsDlIZvbKluA/Hqo0hPp7Ix7p2G9y9MDg6E//wHo51W+PW50sy9f8G51d6YnDzTN1CvCCuPwwnJj6ePB6uVum53M09l67cD01qMytTdp/CaDDwVuWiiZbtvnKLdX9cZWg9f4z8d8aRPo2IK4FsLVKfPwaPJC5cPUQS2HhmwWBrR/zdIKv0+Hvm9m2TOfFwnyc512qGyRRP+JaVljRTZASmuDiMHpmt1jU4OmNwcsYmA85jcDfoGrGxMWTL7meVntXHfDN3K/BSom3s7OzJnb84Ts6uxMfHc+9OIMtmjeLOzatUq2++UTYajbTsPJhSFaxvro/sMc/Jk/0pAkX/Ng/uXiUuNsYSQEjgkdUceAm+dSnRNu5ZclG37TC8vK0D4+eObMBoY4dnNj8MRiM1W35AgVL1rNY5e2Q9AFmyF0q9QrwArgfdISY2ltzZra/Tvj7mXqlXA4OS2owzl64RGh7B6x+PpHrHPjTqNZiJ85cTG2s9l8ueoyf56bfdfPJmF4wZfO6CP9t3Hqv0rD7mgP+twMuJtrGzsyfPE+17qaV9twHAYDDg45sPr6w5MJlMhIU+YOemZez9bQ01GrZ7/gV7ATy4e5X4uBjcHwUQErhnMdftg9uXEm2TKbMvNVsNxTObdXu/cGw9Rhu7RPsSSUv/eDhG9erV6dy5MwB+fn4sXbqUgwcP0qJFC7y8zE8g3d3dcXFxYfr06WTLlo1PP/2zq+R3331HpUqV+OWXX2jZsiUARYsWpWnTplbHcXV1Zfjw4djZ2ZE/f36aN2/Otm3bAHOvgL59+/L6669jfDRZyBtvvMHy5cu5dOkS5cuXx83NDcBqqEOC1atXExwczPLlyy15/uabb6hXrx7z5s1j8ODB/zgPWbL8sx+TmTKZx2aHhIRw+fJl1q5dy9KlSylZsiQA3bp149SpU8yYMYNatWrRsmVLOnfuzLVr1/D19eX48eOcP3+eSZMmER4ezqxZs/jqq6+oXdscHc2dOzfXr19nxowZiebKCA0NZcGCBXzwwQeWfxc/Pz+uXr3KlClT6Nixo2XdDz74wBI4+uabb6hVqxbr1q2jWbNmKR5z8eLFZMmShaFDh2JjY0P+/PkJDAxkxIgnxlW/gAwOTgCYop64cYuOMi9/ovthou2dXbErXoGofZshKsKSbnQy34g71mhGXOBlItb+aO4xUb0JLm37mueEyGBPAUKizE8+XOytv56cH30Oi479y+3vhUex7tRVOpUtgJuD9djckKgYhm88TO9KRcjj6ZrMHv67YoIfEBP8IL2z8cIxODoDidt3wmeDQ0rt2w2H0pWJ2LUe02Ptm9hook/sw7FCbeJuBxJ96hAGFzdcGraFuDgMSXQB/7eLCH8IgKOT9XBIh0efI8PDEm3zuA0rv2ftQnPPysp1WlKweIVk170VeJmVc78lV96iiSa4ywiiIsx1ae9o/V1m72Cuy+jIlAO2YJ6A8uS+VZSt2RlHZ/ck1wm+dYnfVn5FtlzFyVusxj/I9Ysn9NFDMBcnJ6t0Zydzuw6LiEi0zd37D7n34CFGo4E+r7XEJ4sX+46fYs6qXwm6E8zwd15/tO8Ivpgym15tmpE7R8rByn+78HDzQydHJ+tz0sHJ/B0aGf7X5+T6ld+zduEEACrXeSXJ9n3h9GHGfNoFgFz5ilGzUft/nO9/g+iE9u6QTHuPerr2fv7or5w+uJpS1ZJv7yJp4R8HIfLnz2/12c3NjZiYpCfKO3nyJOfPn0/UEyEqKsqq236ePHme3JQ8efJg99jEP48fJ1euXLRq1Yq5c+dy7tw5Ll26xB9/mMfRxsWlPLv4mTNn8PPzswQgABwcHChVqpTVcIDnmYeUJPQmcHNz4+RJ84SFCcGfBDExMZZgRYUKFfD19WXt2rX07t2bVatW4e/vj5+fH0ePHiUqKor333/fMkwFIDY2lujoaCIjrX9oX7hwgZiYGMqVK2eVXr58eWbOnMndu392jw8ICLD8v4eHB35+fpw5c4Zz586leMwzZ85QrFgxbGz+HO9ftmzZv1VfaS6lpxspzI9iX7IyGAxEH9xmvcDG3ERNYSGEr/oB83SLEH//Nq4dBmJftDzRR3f+3Vy/kOIf1VVyMz2nVNUrTlwi3mSifenEQ2BG/3YMb1dHOvjnT2JLkWQ8OulMJN2OU5r/yLFsdTAYiNyzKdGy0HXzcImLxaVpJ1ybdcEUHUXEzl8x2Nljis5YAUYAU3wK7dv41w28ZPla5C9SlisXTvDzkskE371Jn48Sv2ng5rULTPy8J7a29nR/91vLw4GMxGSKB/7quzLlMp859As/zx6Eb4EKVGs2KMl17t48z7KJ3bCxtadp97EZbmb4eMs5mfTypOrRxdmR8R/1J08Ob7yzmH87li1WCHtbW6YsWkW3lo3J65udb2ctIltmT9q/XDfRPjIiU3zCOZn08pTOnZLla1GgSFkuXzj5qH0H0fejKVbrZM6Wk37DfuD+vSB+WjyZrz5oz+ARC8j0RI+yjMaU4m+jlNvl+SO/sGH+YHLkq0Dll99N1fz9p6RwnZKn84+DEPZJPKlJ7gdZfHw8lSpVYujQxK80SuipAObJGZ/mOAnOnz9P+/btKVasGFWrVqVu3bp4enrSpk2bpykCJpMpyUYdFxeHre2fVfQ885CSEydO4OTkRN68eTl3zjw+cd68eYkm10z4oWUwGGjRogVr1qyhZ8+e/PTTT/Tr1w/489/nu+++I1++xDdqT5YzuS+++EcXm8fr6PH/T1jHaDQ+9TGfPHee3N+LKuHpZqIeD49mY7d6+pkEu0JliL102jIZpWW/0eaAUMzFP+CxG6C4wMuYIsMxZsv5D3P+4knovRAabR3MDH/UA8I1mZnHE2w6G0il3NkSTUb528WbrD9znTntahJvMpn/HtVpbHw8RoMhw3eVlb/HFGl+Ump8on0n9IAwRf51+7YvWpaY8yfNk1E+KSaKsDWzCftlETYeXsTdvwsx0TiUqUpM8L9kTpxn4ORivtZHPvFdF/Xos5OzW6JtHpcjt3koQIFi5XFyzsT8KZ9y4dQh8hX58+HGmeN7+X50fxwdXej76TSyZHvxX+/8dzg4mR86RD3R4yE6KuzR8r/u7XVg80x+W/kVvgUDaN5rErZ2iX/jXDmzmzXfv429owut+/6Ae5anmwPh38TNxfyUPizC+gFM+KPPrs5OibZxtLcnoFTi4X5Vy5ZkyqJVnL18jetBt9m4cz+zRnxovt7ExVmC7LFxceZrTgYL6Dgn277N36FOzn99TuZ8rH07O7sxb8pQzp86RP7H2reHVzY8Hg1x9StQiuH9mrBz87Jk37yRUTg4mev2yR5OCe3d3vGvvzsPb5vJrrVfkyN/AI27TdTrOSXdPddvvydvWgsWLMj58+fJnj07efLkIU+ePLi7u/Pll19y5syZv32cBQsWkDlzZmbNmkXPnj2pWbOmZR6GlCKHYJ5v4eLFi1ZP9KOiojh+/PhTv1r0afLwd4WFhbFy5UoaNWqEnZ0dBQuax7beunXLUo958uRh+fLlLFu2zLLdK6+8wvnz55k/fz4hISE0atQIgHz58mFra8uNGzestt+2bRszZsxIdFFMWH//futJb/bv30/WrFlxd/+zO9exY8cs/3/v3j0uX75M8eLFn+qYRYsW5dixY5bJN5/c34ss/v4dTPFxGD2th93YeJqH/8TdvZnstgZXd2y8fYk5fSjRMvN+4zEkFYwx2mTI13P6urtgYzBw7b71j5irD8yf83klf6ENCong9J0H1C+YI9GyTeduEBUXz6vztlBxwhoqTljD93vN3zsVJ6zhs42J618EIO7ebXP7fmJuF6PXo/Z9JzDZbY1uHthmz03UycSThgHYFSyJba78EBNF3O1AiInG4OyG0d2TuJsZawJAgCzeuTAabbj9RNluP5o40sc3cZD6zq1r7Nq8nJhHw9sS5ClQHIDgx75f929fx6Qv3sDDy5sBn8/BO0fe1C7CC8MjS24MRhvu37YeZ5/w2csn6d8vJpOJzUv+x7YVIylYpiGv9J5u6dL9uD/2r2H5pB64enjTbsDCRPNIZBQ5vbNiYzRy9ab1nE7XbprnfMnrmz3RNpdv3GT5hm2EhlsHIKMe/X7xcHNl856DRMXE0H7QZ1R97S2qvvYWPyxbB0DV197i8ymzn0dx0lXy7dv82cc3cS/EO7eusTOJ9p37sfYdGRHGvt/XJdpvVp9cOLlkIvhO0vN2ZCSZMpvb+4MnJoZN+OzpnXQPT5PJxO8r/sfONaPIV6ohTXpMwy6J9i6S1p5rEMLZ2RxdPnPmDCEhIbz22muEhIQwcOBA/vjjD06dOsW7777L0aNHLTfWf4ePjw83b95k27ZtXL9+nfXr1zNs2DAAyw1tQl6OHz+eaLhB06ZNyZQpE/379+fo0aOcOnWKwYMHEx4eTtu2bVMtD08jMjKS27dvc/v2bW7cuMH27dvp2bMnJpOJ/v37A+ZgTu3atRk6dCibNm3i6tWrzJgxg6lTp5Ir159PKXLmzEnFihUZM2YM9evXt/Q2cXNzo127dnz33XesXLmSq1evsmLFCr7++usk565wc3Pj1VdfZdy4caxZs4bLly8zb9485s+fT/fu3a0CPJ999hn79u3j1KlTDBo0iKxZs/LSSy891THbt29PREQEH374IefPn2fLli1MmDDhqesuXcXFEnftfKLZ7O0KlcYUGf6XNxM2jyZwSvJNFzHRxF1/tN/HhqnY5C6Ewd6B2GsZ7+0YDrY2+OfMzObzgVYBvE3nbuDmYEdxn+Qn5DwRZH71WensibtlvlGxCHPa1rD6e6W4ue7ntK3BGxWLpHJJJMOIiyX28lnsi1oPJXQoWo74iDDL2y6SYpvTfBMce/V8kssdy9XEub71Gx0cK9WFeBPRZ44muc2/mZ29A/mLluPIno1W7fvw7vU4ubiRp0DJRNvcvXWd+VOGcmTvRqv0k4d3AJAzj/kViScO/sacCR+Rt3AZBvxvNp6ZfZ5jSdKfrZ0DvvnLc+7IBqu6PHP4VxycMuGTJ+m3q2xf8y2Hf5tL2dpdebnbmCR7QFw4sY1f5rxPjrz+tBuwADfPjFuXDvZ2lClakK17D1nV4+Y9B3BzcaZYAb9E29y+d59R389n8x7rtz1s2LkfZydHiuTLTY/WTZj15RCrv+Z1zXOTzPpyCD1aN3mu5UoPdvYOFChalsN7NlnV5aHdGx617xKJtjG372EcfqJ9//GoffvmKYzRaGTelKFsWDXTap3L544THvoAX7+MNVlqUmztHMiRtzwXjq+3qtsLR83t3Tt30u1998/fcmzHPErX6EKDjt+qB0QqMBiML+Tfv81z7evu6elJq1at+Oqrr7h8+TIff/wxc+fOZfTo0bz22mvY2NhQpkwZfvzxRzJn/vtjuTp37syFCxd47733iI6Oxs/Pj4EDBzJu3DiOHj1KjRo1qFSpEqVLl6Zdu3Z8/fXXVttnypSJuXPnMmrUKLp27QpAuXLlWLBggdVN/T/Nw9P4+eef+fnnnwHzvBQ+Pj7UqFGDb7/9Fm/vPyc1GjNmDGPGjGHo0KE8ePCAXLly8b///Y9WrVpZ7a9ly5bs3r2bFi1aWKUPGTIELy8vxo0bx61bt/Dx8aFv37706pV0d7aPPvoIT09PRo8ezZ07d8iTJw+ffvopr75q/QqvNm3aMGjQIB4+fEilSpWYPXs2To8me0rpmN7e3vz44498+eWXvPLKK2TPnp0333yTzz777KnqLr1F7lqPy6tv4dy0K9HH92CTIy/2FeoQ+dsac48FewdsMvuYezc81lXRJksOTLExxD9I+tWTkb+txaXt27i07E3U/s3miSlrNCP2xiViz/87eoo8q9crFOKtFTt5/+f9NC+WmyOB95h94BzvVC2Go60NoVExXLwXgq+7i9Wwi3N3H2JvYySXR+Iof45MzuTI5GyV9vtF89OTYt4Z800jknrCf19Hpk4DcG39BlGHd2Drmw/HKg0I37gcYmMw2DtikzU7ccG3rYZd2GTLaW7fwbeT3G/k3s1k6tgf5wavEn3mCHZ5i+BcrTER238m/v4/f7PSi6hhq15M/F9PfhjzLpVqv8LF04fZtGYWzToMwN7ekYjwUG5eO08Wn1y4ZfKiYLHyFCwewJIZXxIeFoJ3Dj/OntjLxlUzqVqvNT6++YiJjmL+1GE4ODnTsGVPbj4RoPXI7J0hgxIVG77J0ondWPtDP0pUasWNi4fYv2kG1ZsNws7ekaiIUO7ePIdHltw4u3lx69of7Ns4He/cJSjk34jAS9avh83sUwAbWzs2zP8IewcXKjbszd2b1gE0Nw+fDBeU6N6yMX0//44Px0yjae2qHD1znrlrNtDntVdwtLcnNDyCi9cC8fXJimcmN/yLFaJssUKMnb2EyMgo8uT0YcfBYyz+ZQtvd2hFJlcXMrm6kCOb9YOd7QfN1+yi+f3SoZRpo2GrXkz4Xy9+GDOISrVbcPH0ETatmUXzDv2Tbd+FildgyYwRRDxq32dO7LNq3wD1m3fjl2XTcHHzoEjJitwKvMxPSyaTM09hKtVqkb6FTiPl6r3J6mndWD+nP0UqtOLm5UMc2jaDyo0HYWvnSHRkKPeCzuGeOTdOrl7cuf4Hh7Z8T1bfEuQv3YigK9bt3cu7QKKJbUXSisH0T8cKiAB79uyhc+fObNq0CV/fF2v87YNv+qXZsWwLlMKxaiOMntkwhd4n6vB2ovdvAcAmVwFc275N+M/ziDmx17KNY7022BUsRcjkT5Ldr00OPxyrNcEmex5MMdHEnjtGxLZVVm/SeN7cB40ldOJ7aXa8zedvMHX3aS4Hh5LN1ZE2pfLSqay5e/H+a3d4Y/kOhtbzp1mx3JZtRmw5wpbzgazv8dJTHWPq7lNM23uaA+80fy5lSI5rn69YZ1c4TY/5rLxqBFB50xx21e3Evd/2prxBOng55jR3h6fdOGD7wmVwqtUMm8zexIfcJ3LfViJ3bwDANk8h3LsMInTVTKKO7LJs49LoNeyL+hP87eDk91u8Ak7VX8bGMwtx9+8StX8rkfu2PPfyPC7zp9NYfyTtJsI8sncTPy2eyK0bl3D3ykb1hu2p29Q84/3ZE/sY91l3Orz1P8vNRUR4KL8sncLhPRt5GHwLr2w5qVqvDbUad8RoNHL6+B4mDO+R7PEatX6Txq++lRZFo0Fpe6auT5NDAfB/9u47Oorq7+P4eze9kQKEQEIIBEjohN57VXrvAoqiiKKC7VFB9KeoIEhRmiBNQOlVuiBFepHeISEk1EBCerLPHwvBJQmxhCTEz+ucHN27c2fnXnbmzn7nljOHN7BrzXhuX7uAs2sBKtTtSZXG/QEIPrObn8f3oXnPzylTowM7Vn/D7l++TXdfnV+bjSk5mUUT+6a7TY2Wr1LrmcGZXYxUXmoGEYd+feKf88Cvew4y7eeVXAoNJ7+HG52aNaBn66YA7D92ildGfs2HLz9Hqwa1APPKF9N+XsnWvYe4GXEH7wL56fZMY9o1rpvuZ0z7eSXTF61i98LUk6k+SW4VG7DhcFzGG2aSw3s2sfqnb1PO73rNu6Wc36eP7WX8x8/T65VPqNHA3PbGREexdtFkDu/eyJ3b18mbcn73TBkinJyczI6NP7Nt3UJuhAXj6OxKheqNad3t1QznkslMTSvY8c3K7PvpdP6PDexZP4GI++d72Vo9qNjAfL5fObub5ZOfo1HXzwis2oE9v4xn38b0z/e2A2fhXbx6Vh26hddbP71zcMXO/yK7DyFN9t3fye5D+FsUhJBMoSBE7pfVQYjc7GkIQjwNsjoIkZtldRAiN8vqIERuldVBiNwsq4MQuVl2ByFyi6c6CLHwy+w+hDTZd3267tGfvgEkIiIiIiIiIvJUejrWP5Qcr3r16pw6lfuWkxMREREREZHMoyCEiIiIiIiISEaewpUociLVooiIiIiIiIhkCQUhRERERERERCRLaDiGiIiIiIiISEYMT+/KHjmJekKIiIiIiIiISJZQEEJEREREREREsoSGY4iIiIiIiIhkxKhn+JlBtSgiIiIiIiIiWUJBCBERERERERHJEhqOISIiIiIiIpIRg57hZwbVooiIiIiIiIhkCQUhRERERERERCRLaDiGiIiIiIiISEaMhuw+glxBPSFEREREREREJEsoCCEiIiIiIiIiWULDMUREREREREQyotUxMoVqUURERERERESyhIIQIiIiIiIiIpIlNBxDREREREREJCMGrY6RGdQTQkRERERERESyhIIQIiIiIiIiIpIlNBxDREREREREJCNGPcPPDKpFEREREREREckSCkKIiIiIiIiISJbQcAwRERERERGRjGh1jEyhnhAiIiIiIiIikiUUhBARERERERGRLKHhGCIiIiIiIiIZMegZfmZQLYqIiIiIiIhIllAQQkRERERERESyhIZjiIiIiIiIiGTEqGf4mUG1KCIiIiIiIiJZQkEIEREREREREckSGo4hIiIiIiIikhGDIbuPIFcwmEwmU3YfhIiIiIiIiEhOFrvu++w+hDTZN38+uw/hb1FPCMn1YuZ+lt2HkCs49HqfmM1zsvswcgWHRr25OfLF7D6Mp17ej6ay2iYguw8jV3g24RRzf9MziczQq66BzxYmZfdhPPXe72rFyXMh2X0YuUKgvw+7TtzN7sPIFWqWysOSPcnZfRhPvQ7VNCPAf52CECIiIiIiIiIZMSiAkhlUiyIiIiIiIiKSJRSEEBEREREREZEsoeEYIiIiIiIiIhnR6hiZQj0hRERERERERCRLKAghIiIiIiIiIllCwzFEREREREREMmLUM/zMoFoUERERERERkSyhIISIiIiIiIiIZAkNxxARERERERHJgEmrY2QK9YQQERERERERkSyhIISIiIiIiIiIZAkNxxARERERERHJiEHP8DODalFEREREREREsoSCECIiIiIiIiKSJTQcQ0RERERERCQjGo6RKVSLIiIiIiIiIpIlFIQQERERERERkSyh4RgiIiIiIiIiGTAZDNl9CLmCekKIiIiIiIiISJZQEEJERERERETkPyg5OZnx48dTt25dKlSoQP/+/bl06VK62yckJDBmzBjq1q1LxYoV6dWrFydOnPhbn6kghIiIiIiIiEhGDMac+fcvfPvttyxYsIBPP/2UhQsXYjAYGDBgAPHx8WluP2LECBYtWsQnn3zC4sWLcXNzY8CAAURGRv7lz1QQQkREREREROQ/Jj4+nhkzZjB48GDq169PYGAgY8eOJTw8nA0bNqTaPjg4mEWLFvH555/ToEED/P39+eyzz7C1teXo0aN/+XMVhBARERERERH5jzl58iT37t2jRo0aKWl58uShdOnS7N27N9X227dvJ0+ePNSrV89i+82bN1OzZs2//LlaHUNEREREREQkIzl0dYzGjRs/9v1NmzalmR4WFgZAwYIFLdI9PT25evVqqu0vXrxI4cKFWb9+PVOnTiU8PJzSpUvz7rvv4u/v/5ePVz0hRERERERERP5jYmJiALC1tbVIt7OzIy4uLtX2UVFRXL58mW+//ZY333yT7777Dmtra3r06MHNmzf/8ueqJ4SIiIiIiIjIUyq9ng4Zsbe3B8xzQzz4f4C4uDgcHBxSbW9jY0NkZCRjx45N6fkwduxY6tevz9KlS3nhhRf+0ucqCCEiIiIiIiKSEWPuGkjwYBjGtWvX8PX1TUm/du0agYGBqbb38vLC2traYuiFvb09hQsXJiQk5C9/bu6qRRERERERERHJUGBgIM7OzuzevTsl7e7duxw/fpwqVaqk2r5KlSokJibyxx9/pKTFxsYSHBxMkSJF/vLnqieEiIiIiIiIyH+Mra0tvXr1YvTo0Xh4eODt7c1XX32Fl5cXTZs2JSkpiVu3buHi4oK9vT1VqlShVq1avPPOO4wcORI3NzfGjx+PlZUVbdu2/cufq54QIiIiIiIiIhkwGQw58u/feO211+jUqRMffPAB3bt3x8rKiu+//x5bW1uuXr1KnTp1WLNmTcr2EyZMoFq1arz66qt06tSJqKgoZs+ejYeHx1/+TPWEEBEREREREfkPsrKyYtiwYQwbNizVez4+Ppw6dcoizdnZmREjRjBixIh//JnqCSEiIiIiIiIiWUI9IUREREREREQyYtAz/MygIITIE7bj7BUm/XqQ89cjcHeyp1OlAPrXLoshjfFbyw+fZfiKHenua2Sb2rSpUPxJHm6OsePYOSat+JXzV6/j7uJIp7qV6d+8Vpr19sC2P84wZfVvnA29hquTA42DAnmtbUMc7GxTttl44AQz1+/iYvgNnB3sqBZQlCHtG5E3j3NWFCtb2PiXwbFhW6zyFyL5XiSx+7cSu+OXNLe1q1AT57b90t1X1LKZxB3ZlbKtfc1mWHl4khx5h7gju4j5bQ0kJz2Rcjyt7H28qHdwJfs6DuLWtj3ZfTg5wtmjv/Hr0nFcv3oOJ2cPKjXoSu2WL6Z7ficlxrNr/UyO7FzG3VthuLgXoFyN1tRuOQAr64fn942r59m46CsundqDlZU1viWr0rTLO7jnL5xVRctyxbygfjkj+fJAdBwcOGdi1wnTX8rr5Q7PNTEyeXUyd6It38vrAg0rGCniCUnJEHwdNh1KJuLeEyhEDnBg3x7mzp5JcPAlXPO40uKZ1nTs0v2xbc4DSUlJvP3mYOzt7fnfF19bvLf+l9WsWLaY8LCr5MvvyTPPtqFV2w5/ab9PqyMHdrJk3mRCg8/j4upOw+YdeLZj33TLHBcXy7L5U9mzYwORd25TuGhJ2nZ9gfKVagFwPTyUYS+lP+FdnUateOG14U+kLNnt1JHf2LDoG65dOYeTizvVG3WjfusB6dZlYmI829f8wIHty4i4GYarRwEq1mpF/dYDsP7TtfLYvo1sXv4dN65exNk1H0G129CgjeU2Ik/SUx+E6N27N3v2pH9Tt337dvLnz5+FR5SxgIAAPv/8czp06PBE9r9792769OmDlZUV27dvTzVJSHx8PLVq1SIyMpJNmzbh4+Pzjz4nJCSExo0bM3v2bKpXr/6P9hEaGsrBgwd59tln/1H+nO5Q8DVeX7iZ5mX8GNQgiIPB4UzccoBkk4kBdcun2r5ucR9m93vGIs2EiZGrdnEvLoE6xf/Zv9XT5tC5YF7/biHNK5dmUJsGHDx7mYkrtpjrrWWdNPNsPXKaNyb/TKsa5Xi9XUPOh91gwvIt3I6MZtTz7QFYv/84b09fQqe6lRjUpj63Iu/x7cqtDBg3l/nvvYCdzVN/SUzF2qcYLt0GEX9sH9FblmPtWxzHRu0wGIzEbF+Tavv4M39w5/vPLRMNBpxa9cZg50D8WfOSTPbVGuHUohtxx/cTvXExBgdnHBu0xrqAD5E/fZcVRXsqOPgWotrq77Fxy5Pdh5JjBJ89wMIJr1CmaksatB9C8Jn9bFk6DlOyibqtBqaZZ92Czzmycxl1W71MoaLluHrpONtWTOTOzVBa9/0fAHduXeWHUd3J61WU9gNGk5gQx5al45j39fO89PEKbGzts7KYWcI7L3SuY+R4sImtf5gonM9Ag3IGDMDODAIRnm7Qpa4RK2PqHzMuDtC7sZFbkbB8VzLWVuZAR7f6RqavSyYxl8UZTxw/xv9Gfkidug3o1acfx48dZe7sGSSbTHTp1jPD/It/ms/ZM6coW66CRfra1SuYPOkbOnTuRsWgypw+dYIZ0ycTGxdL564Z7/dpdObkYb757C2q1W5Kh54DOXPiMIvnfUeyyUSbzv3TzPP9+I/54+AuOvd+lQKFCrN982rGffom73zyHQFlgnDzyMcHX8xIlW/Tmp/Zs2MD9Zr89Rn5nyaXTh9kzteDKFejBU07vc6lU/tZv2gcJlMyDdumfa1cNfdzDvy2nEbtXsanWFlCLx5n45JJRNwIpeMA87XyzB87mDf+NcpVb0mLLm8SFnKG9T+P5V7kLdo+92FWFlH+w3LFHXfLli35v//7vzTfy5s3bxYfTca2b9+Oi4vLE/8co9HI+vXr6datm0X6tm3biIqKeuKf/1e88847eHt759ogxJRthwnwcud/7eoCULu4N4lJJmbu/IPeNUpj/8iPXg8nezycLG+U5+0+zoUbd5jVr2Wq93KrKat/I8DHi//1awdA7TL+JCYnM3PdTno3ro69rY3F9iaTia9+Xk/joEBG9mkDQLXAoiQlm5i/ZQ8x8Qk42Nowbe126pQtzgc9HgZ6/Arko9cXM9j2xxmaViqVZWXMKg71W5MUFkzUMvMNXMK5YxiMVjjUbkHM7xsgMcFie1N0FInRltcH+2qNsMpXkLszv8AUHQUGAw71WxN/7jhRi6akbJd09RJur3yMTbFSJJw/8eQLl5MZDPj0aU+pL97O7iPJcbatnIRX4UDavfAlAMXL1iUpKZGda6dSo1nfVMGCmKgI9m9dQOOOQ6nV4nkAipaqCcCmRV/RqONbOLl4sHX5BGztnej15kxs7BwAcMvnzcIJr3D14lF8S6Ze7/xpV7eMkfAIWLnbHHA4H2bCaISapQzsOW1KM1hgNEKVEgbqlzWQkE4woV5ZA/GJ8OOvDwMOEfeS6VzXSEF3CL7xZMqTXRb8OJuixfx5Y9h7AFSqUo2kpEQW/zyftu07YWdnl27eC+fP8fNPP+LubvnAx2Qysfin+dSu24Dn+g0AoELFSoReCWH1imW5NgixfMF0fIuW5KU3RgJQvlItkhITWbN4Fi3a9MDWzvL8vnY1hD07NtLnpXdo1LITAKXKVeXsycNs/mURAWWCsLGxpXhAOYt8F84eZ8+ODXTq9QolS1fMkrJltU3LJlGwSCBdB5qvlQHlzdfKX1dNo07L1NfK6KgI9mxeSIuub1HvWfO1sngZ87Vy7YLRNO/6Fs55PNj/21Jc8xak68tfYjRaUaJcbe7dvcn2X2bRque7WFlb3mOJJZOGY2SKXFGL9vb25M+fP80/ozHnFTF//vzY2z/5H5M1a9bkl19Sd7leu3YtVarkvpuxnCY+MYl9l8JoHFjEIr1J6SJExydy4HJ4hvu4ERXDpF8P0rlyScp556wePU9KfEIi+85conFQgEV6k6BSRMfFc+Ds5VR5ToWEE3Ijgu4Nqlqk92xUjVWfvIqDrQ3JySZqBBalY50gi22KFDDfOIZcv53JJckBrKyxKVKSuJMHLZLjTuzHYGePjW+JDHdhcMqDY8N2xO3bSuKVCylpRgcnEk4fttg26cZVku9FYlMidS+f/5o85QMoO3EEIXOWcaivAhEPJCbEc+nUHgIrNbVIL125OfFx0Vw+sy9VntiYKCrX70bJig0t0vMW8AMg4nowJpOJkwc2ULFOp5QABEAhv3K8Mea3XBmAsDKCryecCrHs8XAyxISdjYHC+dLOV7wg1C1jYMdxE1uOpN1bIsDHwOHzlkGMsNswYUVyrgtAJCTEc/TIYWrUqmuRXqtOPWJjYjh+7I908yYmJvLN11/Qqk17vH1SD/kZ/sko+vZ/0SLN2tqGhISEVNvmBgkJ8Zw8up/KNSzP1Sq1GhEbG83p44dS5XHP58nw0bOoWb9FSprRaMRoZU1iQnyan2MymZg95QsK+RSleesemVqGnCIxIZ7zJ/ZQporltbJstebEx0Zz4dT+VHlio6Oo1qgrpSo1skjP5+UHwK1rwSn7trVzwGi0StnG0dmdpMQE4mJz6XgryXFy3i/0J6RRo0bMmTOHwYMHU6FCBerVq8fPP//MwYMHadeuHRUqVKBbt25cvvzwB054eDhvvPEGVapUoXr16gwcOJCLFy+mvP/uu+/y6quv0r9/fypVqsSUKeYngitXrqRly5aUK1eOTp06MWvWLAICHv6gCggIYMmSJSn7GDZsGF988QU1a9akQoUKvPLKK1y/fj1l+8uXLzNgwACCgoKoU6cOM2bMoGnTpin7SE/Lli3Zs2cPt27dSkmLjY1l8+bNPPOMZZf/u3fvMnz4cOrXr0+ZMmWoXbs2w4cPJzY2FjAP8QgICGDatGlUr16d9u3bk5ycbLGPCxcuUKdOHd566y2Sksx3Llu2bKFDhw6UL1+epk2bMm7cOOLjzY3Kg6E0S5cupVEj8wXzyJEj9OjRg6CgIKpWrcrgwYMJDQ19bDlzqpDbkSQkJVPEw7Ibtq+7uRfM5Vt3M9zHt78exGgwMKhhpSdyjDlRyI0IEhKTKOJp2YvJN787AJev3UqV52RwGAB2ttYMnrSA6q+Nou6boxm18BfiEhIBMBoNvNWpKQ0rWAY3Nh08CYB/odwX5LFyz4fB2obkm5YBr+Rb5uuLVd4CGe7DsUEbTKZkorcsS0kzxcZgSkrC6Gb5b2Swd8Tg4IiVWzq/fv5DYi5f5dfAppwYNoqk6NjsPpwc4/b1YJISE/C4H0B4wN3TF4Bb4RdT5XHP78MzvYaTz6uYRfrJA+sxWtngUcCPiBtXiIuJxC2fN2vnjWT069X5bGB5FowfyJ2bT2cbkhE3J7C2MnAr0jKQcDvS/F8Pl7THjIfegkmrktl5wsQjzTgArk5gb2vgzj1oXsnAkHZG3u5kpHMdI3kcM7sU2S/s6lUSExPw9rYc7liwoDcAoVdC0s27YN5sEhIS6NHruVTvGQwGCvsWwbNAAUwmE5GRd1n/y2q2bFrPM61y5/CB62FXSExMwKuQr0V6gYLmAE1YaOqHCDY2thQtXhoHR2eSk5O5eT2MedPHcC0shIbNO6b5Ob9vW8eFM8fp8fxbGK2s0tzmaXfrmvlamc/L8kFWvgLmur0RdjFVHg9PH9r1HU7+gkUt0o/u24CVlQ35C/oBULNpT26GXWbb6u+JuXeXy2cPsWPdbAIq1MPR2e1JFEcklf9MEAJgzJgx1K1bl1WrVtGgQQNGjBjB8OHDeffdd5k7dy7Xr19n9OjRAERHR9O7d2+SkpKYO3cuc+bMwd3dnS5duhAe/vCGfsOGDdSqVYvFixfTpk0btmzZwjvvvEOnTp1YsWIFHTt2ZMyYMY89rrVr1xIREcHcuXOZOHEi+/fvZ+zYsQDExMTQt29fkpOTmT9/PuPGjWPp0qUEBwdnWN6qVavi4eHB+vXrU9K2bNlC4cKF8ff3t9j2nXfe4ciRI4wfP55169bx3nvvsWTJEhYuXGix3a+//srChQv57LPPLHqZXL58meeee47atWvz1VdfYWVlxbZt23j99dfp3Lkzq1atYvjw4axduzZlDdoJEyYQFBREy5YtWbRoEcnJybz00ktUrVqVFStW8MMPPxAaGsr777+fYVlzosg4c7DFyc6yW5vj/ddRcY9/EnLrXgyrjpyjW9VA8tj/dyYKiowx/2BzeqTMjvbm7rBRMXGp8tyOMs+o9uaUn/EvlJ+Jg7rRv0Utlu44xIezVqT7WZeu3WLckk2UKuxFnTK5b8JPg735F4MpzvJH8IPXBrvH98gyOLpgV6EmsXu3YIqLefhGYjzxx/ZiX7UhdhVrY7B3xJi3AM4dXoCkJAy2/53va3oSbt8h9krGvZ3+a+JizMFXOwfLiWDt7J3uv//Xhgqe2L+OI7+voGrDHjg4uRIdaQ5Oblo0mru3w2n/4hhaPfcp4cEnmTP6OeLjojPY49PnwSUyLtEy/cFru3R6VEfFQGzaD5gBcLw/8qBhBQPODgaW70pm9V4TBdyhZ0MjNrnsN9+9e+bvnIOjZYTlwevo6LSfDJ85fZJlS37i9Tffwcbm8de8k8eP0atreyaN/xrfIkV5tk27f3/gOVD0PXMEzMHRySLd3sFclzHp1OUDqxb/wFsDWrNh1QLqNmpNYNnKaW73y/K5lChVgVLl0n4/N4iJNl8r7R+5Vtr+zWvl0b3rObRjBTWadMfByRWAYqWqUe/Z/qxdMJqRA6vz3cfdcc7jQbdXRmdiCXIxgyFn/j1lcsWcECtXrmTdunWp0hs2bMjXXz+cpbhevXp06dIFgD59+rBw4UJ69+5NjRo1AHPPgY0bNwKwevVqbt++zZgxY7CxMbfk//vf/9i9ezc//fQTgwcPBsDV1ZUXXngh5TOGDRtGixYteP75++NWixbl0qVLzJw5M93jd3Z2ZuTIkdjY2ODv70/btm3ZunUrAGvWrOHWrVssWbIENzc3AEaPHk2bNm0yrBeDwUDz5s355ZdfUuaFWLt2bZrzL9SuXZsqVaoQGBgIgI+PD3PnzuXUqVMW2/Xv3x8/Pz/APDHlg/++88471K1bl08++SQlODF58mQ6depE9+7dAfD19eXjjz/mueeeIyQkBB8fH2xsbLC3t8fDw4M7d+5w+/ZtPD098fHxwWAwMG7cOG7evJlhWXOi5PsPp9KbwdiYwQVj8YEzJJugR7XSmX1oOVqyyVxx6dZbGpOoJd7vM9yoQiBD2jcGoGqAHyaTifHLtvBKq/r4eVk+tT9/9QYDx8/Dxtqa0S92THO/T737dWgi7S7XJtPjJ66zr1QXDAZid29K9V7U6nk4JSXi1Lo3zm2ewxQfR8zOdRhsbDHFP+YXjvynmZIff34b/sJY2+P7fmHZ9GEUKVmVRh3fAiApyRzUdcqTjy6vTMBwvx3y8PRl5ufd+OP3FVSu3y3dfT6NUqowndM4g9M7XVb3/wnuxcLiHQ+6Spi4HWWibxMryvoZOHjuH+48B/on38n4+HjGjfmC1u06UjIgMMPP8PTy4n9ffM3NGzeYP28Wb73+CmPGTcLtkXkknnYP2hTz1KipGTJoZ4Oq1iOgdEUunD3BsgXTuHUjnKEjJlhsc+bEYS6dP8Vr7+XuH8wp7fO/uFb+sWcdC78bRtHAqrTo+lZK+rKZI9i/bSkN2w6keJma3LoewsYlE5nx1QBeeHcmtn8a0ibypOSKIESjRo0YOnRoqnTHR6LaRYs+7J70YE6GP68MYWdnlzJU4Pjx40RFRVGtWjWLfcTFxXHu3LmU10WKWHaTOnbsGM2aNbNIq1KlymODEEWKFEkJdAC4uLikjBc8fvw4RYsWTQlAgHk4x1+d2LJly5b06dOHW7duYWdnx7Zt2xg2bFiqIQ49evRg8+bNLF++nMuXL3P69GmCg4NTAg4PPPoaYMSIESQkJFCwYEGL3hHHjx/nyJEjLF26NCXtwUX13LlzqVbleBDQ+eSTT5g4cSK1atWiXr16NG/e/C+VNadxuf8Y6l6c5Q+y6Ps9IJzTe0x138YTl6jpX+g/MxnlAy4O5vLei7Xs8RB9/7VzGvOpPOglUbecZW+GWqX9Gb9sC6dCwiyCEHtPXeTNKYtwsrdl8us98c7nnqllyClMseanv8ZHJq960APCFBuTKs+f2ZaqRMK54+bJKB+VEMe9lbO598tCrNw8SIq4CQnx2FWsTcLtU6m3FwHsHM1t16NP8R6MQ7ZzeHzb9vv6mWz8+SuKBFSj66uTsL7/BPrB08Hi5eqmBCAAfPwrYu+Yh/DLJzOtDDnFg94Mj8zTi939O7sMOtulK/5+T4pzVy0DDaE3ISbeRAG3f7bfnMrJ2fykOTrasrdMzP3XTk5OqfLMmz0Dk8lE1+69UoafPri/SUpKwmg0WgQ18ubNR9685mFqJQNL8fILfVi/bu1fWnnjaeLoZK7LmBjLHg+xMea6dHR8/FLYhf3MbXhAmUo4OrkwY+InnDlxmBKlHq46snfnJpyc81C+cu3MPPQcxyGda2X8/Wvloz0kHvXb2h9YO/8ripWqRu83JqZcK+/cCmfvrz/ToPWLNOv0OmDuGeFTtCzfvN+WfduWUKtp7vpeSs6UK4IQTk5OqYIBabG2Tl3c9CauTE5OpmjRonz3Xeql5v4c3Hh0gklra+tUcyVkxPYxXZetrKz+9v7+rHLlyuTLl4/169fj5OREyZIlKVy4sEUQwmQyMXDgQE6dOkXr1q1p3rw5b775Jh9+mHqZnrRmiG7fvj0lS5Zk1KhRNG3aNGX+i+TkZF544QXat2+fKk96y6YOHTqUHj16sHXrVnbt2sWIESOYMmUKy5Yte2w95USFPfJgZTBw+VakRfrl+wN2i+V3Szdv+N17nAq/Ra/q/61eEACF87tjZTRw+ZrlRJGX708cWaxg6vkGfD3NT5MSHpkKPjHJfO7Y/SnIt2bPUT6avYIinnn5dnB3Crjn3qUTk25dx5SchNHD0yLd6GE+/5JuXE03r9HFDeuCvkTu3pjm+zYlymGKjSYx+BxJ1837MTi6YHR1Jyks9bhfETD3TDAYrbh1zfI7cvv+6/yF/NPKhslkYt38T9m7eR6lq7Sk7fNfpNxUA3jkL4zBYCQpjYnskpISsbZNf3WDp9XtKEhONuHubODP3SHuTzvEjbv/rLfCg/1apzHswspAuitqPK28ChbCaDRyNfSKRfrVq+bXhX1T31/u3L6Na9fC6dqhVar3OrRuxmtvDKNm7Xrs2b2TgIBSFCzknfJ+wYKFcHZ25sb1a5lckuyX38sHo9GK8KuW82iEXzUPIS5UuGiqPNfDr3D8yD5q1m+B7Z/O06LFzfc/N2+E8+cplA/v206l6vXTvKfPTTw8fTEarbgZbnmtvHH/tad3+tfKlXP+x64N8yhXvQVdXrK8VkbcDMVkMlGkpOVcY16FS+Lo7Ma1kDOZXJLcR6tjZA7VYjpKlixJaGgoLi4uFClShCJFiuDt7c2YMWPYu3dvuvkCAwM5fNhyxvhHX/8dgYGBXLp0iYiIiJS08+fPExkZmX6mP3kwJGPDhg2sXbs21YSUYO6xsHXrVsaPH8/QoUNp06YNvr6+XL58OcPu2gDPPvssPXv2pGzZsrz33nskJpofo5QoUYLz58+n1F+RIkUIDw/nyy+/5N691OMCz58/z/Dhw8mbNy/du3dn/PjxTJ8+nXPnznHy5NP3FMvO2opKRQqw+aRlPW48fgkXe1vKFkp/8r6jV8zTj1csnPsmS8yInY01lYr7svnQSct6O3gCFwd7yvoVSpWncnFfHOxsWLv3mEX61iOnsTYaKV/MfAP429GzfDhrORWK+fDDsOdydQACgKREEi+dwbaU5YogdqUqkxxzL2W1i7RYe5tvFhODz6X5vn3l+jg27WSZVqMxJJuIP33kXx645FbWNnYUKVmFkwfWW5zfx/evw94xD4WKpr2yyuYlX7N38zyqN32ODi99bXFTDeaeEL4lKnPy4AaLGfUvnNhFQlw0viVy3+oYSclw+bp5JYs/C/QxEBNvIjT1HL5/SUKieQnOAG9DytAMAD9PsLUxEHw99wzFAPODoDJly/P7zt8svpM7t2/DydmZEiVTD7f4v+GfMnrctxZ//sVL4F+8BKPHfUvV6jWxMhqZOG40SxZZzq115vRJIiMjKVos7R+RTzNbWzsCygSx//ctFnW5b+dmHJ1cKFaiTKo818NDmTnpU/bv2mKR/sfBXQD4+j0MQURF3iH8ajDFAyuQ29nY2uEXUIWj+zZY1OXRPeZrZWH/tK+V634ay64N86jd4jm6D0p9rcxboAhGoxUXH1ld4/rVC0RHReCe37KXssiTkivCiLGxsRarSfxZnjx5Hru+c3ratGnD1KlTefXVV3n77bdxcXFh8uTJbN26NWU+iLQMGDCAgQMHMnPmTBo1asSBAweYM2fO3/78B1q1asWECRMYNmwYb731FrGxsXzyySdA+uMXH/VgSIa1tTXDhw9P9X6+fPmwtrZm7dq1eHh4EBERweTJk7l+/XrK8JSMGAwG/ve//9G2bVumTp3KK6+8woABAxgyZAgTJkygVatWhIWF8cEHH1CoUKGUnhBOTk5cuXKFsLAw3NzcWLVqFbGxsbz44osYjUYWL16Mq6srxYoVy+AIcqYBdcrz0tz1DFu8lXYVi3M4+Dqzdh3l9caVsbexJiounvPX7+Dj7mIx7OLMtdvYWhkp7JHLfySnY0DLOrw0fh7Dpi+hXc0KHD4fwqwNu3i9XWPsbW2Iionj/NXr+OR3x8PFCUd7W15pVZ8xizeSx9GexkGBHD4fwsz1O+nRqBoeLk7EJSQycu4qHO3seKFlHS5ctVxnroB7nlwZlIj+bTV5er+Bc6eXiDu0A2ufYtjXakb0xiWQmIDB1h6r/AVJun3dYtiFlac3psQEkm+nfW2N3bOZPL2G4NisC/GnD2NTNBDHOs8Qs30tyRG5bA0/yVR1nn2ZuV/3Y/HkIVSs05HgcwfZte57Gnccio2tPXExUVwPPYu7py9OLh6EXT7Bzl+mU9CvLKWrtOTKecvAfv5CxbFzcKZRxzeZ/VUf5n/zIjWb9+fe3RtsWjQG72IVKFmxUTpH83TbcTyZHg2MtK9l5PD5ZHzyGagRaGDzYfPymrbWkM8VIqIgOvWcvun69UgyPRsa6VrPyO8nk3GyN9CogoErN02cyYWLjXTp1ouP/m8YX34+kiZNW3DyxHGWLv6JPv0GYGdnR3T0PYIvX8KrYCFcXd3wK5r6nsTh/uSLJUo+XIGpQ+du/DR/Li4ueagQVInQKyHMnzeLosX8ady0Rap95AatO/fnq+GDmPTVe9Rr3JozJ4+wdtkcOvcZjK2dPTHRUVwJvoCnlw95XN0JLFOJUuWqMHfaV0Tfi6SgdxFOHN3PmqWzadCsvUXviZBLZwHwTqNHRW7UqO1Avv+iPz9OeIMq9Ttw6cxBflszgxZd38LG1p7YmCiuXTmLh6cvznk8CL10gm2rp+NdtCzlq7cg+JzltdLTuzjOeTyo3bwP29bMAKB42VpE3Ahl09JJuOUtSLWGnbOjqPIflCuCEGvXrmXt2rVpvvf111+nORFjRlxcXJg7dy5ffvklL7zwAklJSZQqVYrvv/+eEiVKpJuvXr16fPzxx0yZMoUxY8ZQtmxZunXrxty5c//2MYA5Qj99+nRGjhxJly5dcHV1ZeDAgRw9etRiHonHCQoKIl++fBQuXJgCBVIvyVegQAFGjRrFhAkTmDdvHvnz56dBgwb07duXTZs2/aXeEAD+/v4MHDiQb7/9lsaNG9OiRQvGjh3LlClTmDJlCq6urjRs2DBldQyAbt268c4779CmTRt27drF9OnTGTNmDF26dCEpKYmKFSsyc+ZMnJ0fP/Ytp6pWtCBjOjfgu62HeeOnLXi6OPJGkyr0qWl+GnDi6i0GzFnHx21q07bCw/kMbt6LxeU/tCLGo6oFFmXMi534btU23pjyM56uLrzRoQl9mpgnkT0RfJUBY+fycZ/WtK1pfiLSu0kNXBztmbNxN0t3HiK/qzMvt6pPv2a1ADh8Lpjrd8w/sl8e/2Oqz3zp2bq83Kp+FpUw6yRePEXUT5NxaNAGly4vkxwZQfSGxcT+vgEAq4K+uD43lKjlM4k7vCsln9EpT8qcEmlJOH+cyMXTcKj7LPaV65EUcZN7a+cTu3dLunlEAIqWqkHnl8ezdfkEfpo0CBe3AjTpNIyazfsDcPXSMeaMfo42/T6jQu0OnDywAUwmrl48yszPU08u2XvoLPwCq+PjH0TvobPYsnQcP3/3Gja29gRUbELTLm9jNOayJR3uu3TNPHlkvbJGOtUxEhkDmw6b2HPK3G57uUOvRlas3J3MHxf/eg+GKzdh3pZkGpQz0rG2kYQkOH3FxKZDpn884WVOVr5iEO/83wjmz/2Bzz4ZTt58+ej7/Iu062CezPzc2TN88O5bvPbGsL8VPOjWow/u7h6sXbWClcsX4+ziQp26DejZp99TN8T0rypdviqvvvMFS+dPZfznw3DPm58uz71Gy3a9ALh47hRffDiQ5wd/RN3GrTFaWfHae1+xfOF01i6bS8St6+QrUIgufQbTtJXl+X43wty9x9E59z0wSIt/mRr0fO0bNi6ZyJxxr5LHvQAtuw2j7jP9AAi9eJxpnz1HpwGfUblee47d7zVx5cJRvvu4e6r9DXh/FsVKVaNl92Hk8SjAns0L+W3tTFzc8lOibG2adR6SsoKGPMZTuBJFTmQw/dVfmPKX7Nmzh3z58lk8uZ88eTKLFi1KWXnj7wgJCeHixYvUqVMnJS08PJx69eoxb948qlTJfV1MM1vM3M+y+xByBYde7xOz+Z/36pGHHBr15ubIF7P7MJ56eT+aymqbgIw3lAw9m3CKub/pdiAz9Kpr4LOFuWzihGzwflcrTp4LyXhDyVCgvw+7TtzN7sPIFWqWysOSPf98rjYx61Dt6Z0RIHLvmuw+hDS5VE095D4ne3q/ATnUjh07eP755/n9998JDQ1l06ZNzJo1i7Zt2/6j/cXFxfHiiy/y/fffExwczPHjx/nwww/x8/OjQoXcPyZOREREREREco9cMRwjJxk0aBD37t3j7bff5tatWxQsWJC+ffvywgsv/KP9+fv78/XXXzN58mTGjx+Pvb09NWvWZObMmX95OIaIiIiIiIj8S1odI1MoCJHJbG1t+eCDD/jggw8ybZ8tWrSgRYvcOYGRiIiIiIiI/HcolCMiIiIiIiIiWUI9IUREREREREQyYNLqGJlCPSFEREREREREJEsoCCEiIiIiIiIiWULDMUREREREREQyotUxMoVqUURERERERESyhIIQIiIiIiIiIpIlNBxDREREREREJAMmtDpGZlBPCBERERERERHJEgpCiIiIiIiIiEiW0HAMERERERERkQyYtDpGplAtioiIiIiIiEiWUBBCRERERERERLKEhmOIiIiIiIiIZETDMTKFalFEREREREREsoSCECIiIiIiIiKSJTQcQ0RERERERCQDJoMhuw8hV1BPCBERERERERHJEgpCiIiIiIiIiEiW0HAMERERERERkQyYtDpGplAtioiIiIiIiEiWUBBCRERERERERLKEhmOIiIiIiIiIZESrY2QK9YQQERERERERkSyhIISIiIiIiIiIZAkNxxARERERERHJgFbHyByqRRERERERERHJEgpCiIiIiIiIiEiW0HAMERERERERkQyY0OoYmUE9IUREREREREQkSygIISIiIiIiIiJZQsMxRERERERERDKg1TEyh2pRRERERERERLKEghAiIiIiIiIikiUMJpPJlN0HISIiIiIiIpKTXT++J7sPIU35S1fL7kP4WzQnhOR60zdl9xHkDi80hi1/xGT3YeQKDcs5sP5wfHYfxlOvWQVb5v6mOHpm6FXXwGqbgOw+jFzh2YRT7K1TI7sP46lXdfvvRBz6NbsPI1dwq9iApXuSsvswcoX21axo/tyh7D6Mp966WRWz+xAkm2k4hoiIiIiIiIhkCfWEEBEREREREcmASc/wM4VqUURERERERESyhIIQIiIiIiIiIpIlNBxDREREREREJAMmgyG7DyFXUE8IEREREREREckSCkKIiIiIiIiISJbQcAwRERERERGRDJgMeoafGVSLIiIiIiIiIpIlFIQQERERERERkSyh4RgiIiIiIiIiGTCh1TEyg3pCiIiIiIiIiEiWUBBCRERERERERLKEhmOIiIiIiIiIZECrY2QO1aKIiIiIiIiIZAkFIUREREREREQkS2g4hoiIiIiIiEgGTAatjpEZ1BNCRERERERERLKEghAiIiIiIiIikiUUhBARERERERGRLKE5IUREREREREQyYEJzQmQG9YQQERERERERkSyhIISIiIiIiIiIZAkNxxARERERERHJgMmgZ/iZQbUoIiIiIiIiIllCQQgRERERERERyRIajiEiIiIiIiKSAa2OkTnUE0JEREREREREsoSCECIiIiIiIiKSJTQcQ0RERERERCQDWh0jc6gWRURERERERCRLKAghIiIiIiIiIllCwzFEREREREREMqDVMTKHekKIiIiIiIiISJbIlp4QvXv3xtvbm1GjRqV6b8KECSxdupTNmzenpG3fvp2pU6dy7NgxEhMT8fX1pXXr1vTr1w8bG5vHftZPP/3Ehx9+yHPPPcf777+f6WXJTiaTiWXLllGvXj3y5s37j/YxYcIEJk6cmPLaYDDg6upK7dq1effdd/H09Mysw03TkiVLeO+99zh16tQT/ZyscuHYNn5bOY6bV8/h6OJBhTrdqN78RQyGtKOmSYnx7N04k2O7lxJ5OwxntwKUrtaa6s1exMraNmW7w9t/Yv+WWdy5EYyLe0GC6vWgUsM+6e43Nzh2cAfL50/iash5XPK4U69ZJ5q3759umePjYlj502T271hP5N3b+PiVpFXnlygTVDvdz/hp5ldsXj2PyYsOPaFS5AzHD21n1YIJhIWcxzmPO3WadqFpu+cfW5drfv6OAzt/IerubbyLlKRl55cpXbGOxXaHft/AhuUzuBZ6AXtHZ0qWrU7bnm+Qxy1fVhQry509+hu/Lh3H9avncHL2oFKDrtRu+fjze9f6mRzZuYy7t8JwcS9AuRqtqd1ygMX5fePqeTYu+opLp/ZgZWWNb8mqNO3yDu75C2dV0Z4a9j5e1Du4kn0dB3Fr257sPpwcIU/1GvgMeAl7v6IkRtzm+rKlXJ07O93tDTY2ePd/gbzNWmDt5krMpUuEzf+RWxvWpZun8ODX8eranb11ajyJIuQIuw4dZfLC5VwIuYp7HhfaN6nHc+1apHt+X7wSRtc3h6dKL1KoAD+NHZnyuuWLw7h1526q7dZM+ZK8bq6ZV4Ac5NSR31i/aDzXrpzDycWd6o260qD1gHTrMjExnt/W/MCB7cuJuBmGq0cBKtZqRYPWL2D9p2vlvm1L+W3NTG5eu4yLa34q1WlDo7YDsbJ+/G+Bp52DvZEBXQtRs5Irjg5Gjp+J5rt5IVwOjXtsPg9Xa17s4U2lMi5YWxs4cDSS7+Zd4ebthDS3z+9hw5T/BbJk3XXmLgt7EkURSZHjh2Ps3LmTgQMH8tprrzF8+HBsbGw4cOAAn3/+ORcuXODzzz9/bP4lS5ZQtGhRli1bxptvvom9vX0WHfmTt3fvXt599102bdr0r/bj5eXFokWLAEhKSiIsLIxRo0bx8ssvs3jx4sw41P+EK+cOsGTyKwRWbknd1kMIObef31aOxWRKpmbLl9PMs/nnzzi2exk1W76CV5FyhAcfY+fqidy9GUqL3p8BcHDbj2xc8DHVmg3AL7A2Vy8eZsuSL0iIj6FGi4FZWcQsc+7kIb794nWq1GpO2+6DOHvyIMvnTyTZlMwzHQekmWfWpOEcO7ST9j1fw7OgL7//upJJn7/GGyOmUaJ0pVTbnzm+ny1r5z/pomS786cOMfWLwVSq1YJW3QZz/uQBVi0Yj8mUTPMOL6aZZ+63H3Li0A7a9BxCfi9f9mxdwZRRrzJ4+PcUL1UZgIO71jFj7FBqN+lMq26Dibxzk9ULJzFh5Au8PWohNrZ2WVnMJy747AEWTniFMlVb0qD9EILP7GfL0nGYkk3UbZX2ebhuwecc2bmMuq1eplDRcly9dJxtKyZy52Yorfv+D4A7t67yw6ju5PUqSvsBo0lMiGPL0nHM+/p5Xvp4BTa2uafN+rccfAtRbfX32Ljlye5DyTGcy5ajxKivuLVpIyHTpuBSvgLeLw4Eo5Grs39IM4//x5/gWqsO4fPncXf/PhxLlMRv2DvYuLkS/vNPqT+jQkUKdOryhEuSvY6cOsfQL7+lSa0qDOzalsMnzzJ54XJMJhP9OjyTZp7TF4MB+PajN7H90wMxO9uH/38z4i637txlSJ/OlC1RzCK/q7PzEyhJ9rt0+iCzvx5E+RotadbpNS6eOsD6Rd9gMiXTqG3a18pVc0ex/7flNG43EJ9iZbly8Tgbl3xLxI1QOg34FIDt6+awau7nlKvajGe6D+VeZAQbl0zkavBp+gyZkJVFzHLvvVyEgGKOTF94leiYJHq18+KLd4rz4vsnibyXlGYeoxE+fcsfB3sjE2YFY21loH+XQnw+rBgvf3iKpDSyvfm8L06OVk+4NE8/rY6ROXJ8EGLBggXUqVOHF198eLPs6+tLbGwsI0aM4L333iNPnrRvSM6dO8fBgweZNGkSgwcPZs2aNXTo0CGrDv2JM5lMmbIfKysr8ufPn/Lay8uLt99+m+7du3P69GlKliyZKZ+T2+1cMwlPn0Ce7fsVAEXL1CM5KZHd66dSpXG/VD8mYu5FcGj7Auq3G0q1pi8AUCSwJgBbl35FvXZDcXB2Z8/6aQRUakn9dkNTtrl17SIHfp2ba4MQq3+ego9fAP1eM/9QKxNUm6TERNYtnUmTVr2xtbOsy+thwezfuZ7uA96nfnPzzXJA2WqcO3mIret+ShWEiIuNYdak4bi55+f2zfCsKVQ2WbvoO7z9Aukz2BywLV2xDkmJiWxY9j0NW/XB1jZ1XR7ctY4uL3xA3WZdAShZtjrnTx3kt3ULU4IQvyyeQumgunR78aOUvAUKFWX0+905emArQTWaZVEJs8a2lZPwKhxIuxe+BKB42bokJSWyc+1UajTrm/r8jopg/9YFNO44lFotngegaCnz+b1p0Vc06vgWTi4ebF0+AVt7J3q9ORMbOwcA3PJ5s3DCK1y9eBTfklWysJQ5lMGAT5/2lPri7ew+khynUL/niT5zmguffgzA3d2/Y7C2pmCv3oQtmI8p3vJJqWOJkrjXa0DIlO+4OmeWOc++vSTFxlL45UHcWLuGpKiolO2N9vYUff8DEm7cwLZAgawrWBabvmgVJf0K8/Gr/QGoWbEsiUlJzF7+C91bNcHe1jZVnjOXgimYPy+VywSku9/TFy8D0KBaEAXz/7Meq0+bjcu+pWCRUnQd+AUAAeXrkpyUyK+rplO3ZeprZXRUBLs3L6RF1zep/6z5Wlm8jPlauXbBGFp0fRNHZ1c2LZ1EibK16PnauJS83kVLM/bdNpz5YyclytXKmgJmsVL+jlSv6MoHY86x90gkAEdPRzFrdGlaNc7H/BVp38PUq+aGfxEHXnz/JJeuxAJw7nIMU/4XSP3q7mzeedti+1aN8lK4YO56eCA5W44P5RgMBk6dOkVYmGW3oLZt27J69WocHR3TzbtkyRLy5MlDgwYNqFKlCvPnp37qefnyZQYMGEBQUBB16tRhxowZNG3alCVLlqRsM2vWLBo1akT58uXp27cvEydOpFGjRgCEhIQQEBDAt99+S+3atWnUqBF3794lMjKSDz/8kBo1alC5cmX69OnDH3/8YfHZK1eupGXLlpQrV45OnToxa9YsAgIeNmZnzpzhlVdeoXr16pQtW5amTZsya5b5pmH37t306dMHgMaNG6cc74EDB+jZsyfly5enQYMGfPzxx0T96Ybir0qrXg8ePEifPn2oXLky1atX5/333+fOnTsp7zdq1IipU6cyePBggoKCqF69Op999hmJiYkp22zYsIHWrVtTvnx5evXqRWhoqMVnHDlyhB49ehAUFETVqlUZPHhwqm1yosSEeILP7KZkRcsfXiWDmpMQF03I2X2p8sTFRFKxTjeKl29kke7u6QdAxA3zU5ZOg6ZTv/0wi22srGxISozPxBLkHAkJ8Zw+to+g6o0t0ivVbEJcbDRnTxxIlcctbwHeGzWPanUfPrEyGo0YraxITEhdT4tnf00et7zUbNg28wuQgyQkxHP22F4qPFKXFWs0Iy42mnPp1OWwzxdQpc6zKWnmurQm8f53Ljk5mYDyNandpJNFXs9CRQC4ERac2UXJVokJ8Vw6tYfASk0t0ktXbk58XDSXz6Q+v2NjoqhcvxslKza0SM9bwA+AiOvBmEwmTh7YQMU6nVICEACF/MrxxpjfFIC4L0/5AMpOHEHInGUc6qtAxAMGGxtcgipxe9uvFum3t2zGytEJlwoVUuWx9/MDIGLHdov0yEMHsHJ0xKVSZYv0woNeI+HmLa6vWZWpx56TxCckcOD4aRpUC7JIb1S9MtGxcRw6cTbNfKcvBlPS7/FDpk5fDMHFyfE/E4BITIjn/Ik9lK3SxCK9bLVmxMdGc+HU/lR5YqOjqN6oK6UrWd4L5fPyA+DWtWCi7twk5t5dAoMaWGxTwLs4Ti7unDj0ayaWImepXC4PMbFJ7D8amZJ2JzKJIyejqFY+/V5hlcvmITg0NiUAAXA5NI7gq7Gp8nnlt+X5LoUYNzN3td2Ss+X4IETfvn25efMmjRs3pk+fPkycOJHdu3djY2ODv78/1tZpd+ZISkpi+fLlNGnSBGtra5599lmOHDnC8ePHU7aJiYmhb9++JCcnM3/+fMaNG8fSpUsJDn54Es6bN4+vv/6aV155heXLl1O9enUmTZqU6vNWrFjBrFmz+Oabb3BxcWHAgAFcvHiRKVOm8NNPP1GxYkW6d++e8vlbtmzhnXfeoVOnTqxYsYKOHTsyZswYi2Pr168fjo6O/Pjjj6xevZqWLVvy2WefceLECYKCgpgwwdz97Oeff+aZZ57h5MmT9O3bl9q1a7NixQpGjx7NsWPH6N+//9/qNXH79m0mTpxIUFBQSi+II0eO0Lt3b4oXL87ChQsZP348R44coX///iQnJ6fknTBhAlWrVmXp0qUMHjyY2bNns2qV+eblwIEDDB48mGbNmrF8+XLatm3L1KlTU/ImJyfz0ksvUbVqVVasWMEPP/xAaGjoUzGXx50bwSQlJqQEEB5w9zT/KLt97WKqPG75CtO0+wg8Clh20TxzaANGKxs8CvhhMBjIW9Af17zemEwmYu5FcGTHzxzbvYyg+j2eVHGy1Y3wEBITEyhQsIhFen4vXwDCr15OlcfGxpYixcvg4OhMcnIyt65f5aeZX3I9PIR6zSx/KB8/vIvft67kuUEjc/WcGgA379elZ0E/i/T8XuYb52tXL6bKY2Nji6//n+ryxlUW//AFN8KCqdPU3MvEaDTSoc8wyle1vGk8vHsjAAV9S2R+YbLR7evm89vjfgDhAXdP83fyVvjFVHnc8/vwTK/h5POyPL9PHlifcn5H3LhCXEwkbvm8WTtvJKNfr85nA8uzYPxA7tzM+cHXrBJz+Sq/BjblxLBRJEXHZpzhP8KukDdGW1viLlv+cIi9EgKAfWHfVHkSb0cAYFuwoEW6fSEf8z4LFkpJy1OlGnlbtOTC559AJvW8zImuhN8gITER34KWc2D5eJl7iAZfTftJ8+mLIURFx/D8B6Oo22sQLV8cxqQfl5CYmPSnbYJxcXLkndHf0ajv6zTo8xr/N24aN27fSXOfT7tb18zXygcBhAfyFjB/F2+EXUyVx8PTh3Z9PyJ/waIW6cf2bcTKypp8Bf2wd3TBaGXN7RtXLLaJvneHmHt3uX3dMj038S1kx9Xr8fzpVhuA0GvxeHul33PBt5AdIeGp54wIDbfMZzDA0AG+bNsTwb4/IlNtL6mZMOTIv6dNjh+OERQUxNKlS5k1axZbt25l9+7dAHh6ejJ8+HCaNGmSZr5t27Zx/fp1nnnG/GS0efPmfPrppyxYsICRI80TBq1Zs4Zbt26xZMkS3NzcABg9ejRt2rRJ2c/3339Pnz596NTJ/EPm5Zdf5vjx4xw7dszi83r06EHx4sUB2LVrFwcPHmTXrl14eHgA8Oabb3LgwAFmz57NqFGj+P7772nRogXPP3+/m27Roly6dImZM2cC5iBEnz596NGjB873xw2++uqrTJkyhVOnTlGqVClcXc0TGnl4eGBvb8/3339PzZo1eeWVVwDw8/NjzJgxNGnShD179lC9evU06yo0NJSgIPMTgOTkZGJjY7Gzs2PatGkp28yYMYOAgAA++sjc9bp48eKMGTOGNm3a8Ntvv1G/fn0A6tatm9JDw8/Pj0WLFnHgwAHatWvH3LlzqVSpEoMHD04p8+nTp5k92zyBVmRkJLdv38bT0xMfHx8MBgPjxo3j5s2baR53ThIbY550ytbBcoynrZ0TAPGxf603yqmD6zi2ZzmVG/bB3tFywqor5w8wf4w58FDAtwxBDXr/28POkWLumRtBe0cni3R7B3PvnNjox9flL0u/Z8V8c6CwduP2lCxT1WLfc777mNZdX6FAoSLp7SLXiIk2fy/tHSzr0u7+69joe4/Nv2HZdFYtMAc7azbqQIk/1eWjrl29xLK5X1O4aKlUE1g+7eLun992j5zfdvZO99//a+f3if3rOPL7Cqo37oODkyu3wi8BsGnRaAoVLU/7F8dw7+4ttiz5mjmjn+PFEcuxtUu/t99/RcLtOyTk0h9t/4bV/XuDpEfO46ToaPP7Tk6p8kQeOkDslRCKvP4mF2JjuXfiOI7FS+Dz8iBMSUkY78+bZeXkhN9773Pl+2nEBefup6NR9+vLycHBIt3RwVwX92JiUuV5MNeD0WhgUI8OeOXzYO/Rk8xZvo7wG7cZ+Zr53u7MpWCu3bxN20Z16PZsEy5eucrUn1Yy8OPRzBn1AQ72uav7e0y0uf22e7TN+ZvXyj/2rufgjhXUatYbRyfzvVD56i3YteFHCngXp0yVJty7e4uVcz7HaGVNfFx0JpYiZ3FytCI6JvUEDjGxSTg6pP8s2cnRiitpBCGiY5Mo7PDwe9e+WX688tvy0djzmXPAIn9RtgQhrK2tLZ6e/1lycnKq3g3+/v4pgYOLFy+yfft2Zs+ezeuvv86SJUsshjA8sHjxYtzc3KhZ0zyuzN3dnZo1a7Jy5UrefvttnJ2dOX78OEWLFk0JQAAEBATg4uICmHsEXLlyhYoVK1rsu3LlyqmCEEWKPPxB8+C9xo0tu0DHx8cTFxeXsk2zZpZd96tUqZIShPDw8KBHjx6sWbOGkydPcunSJU6cOJFSR2k5fvw4ly5dSgko/Nm5c+fSDUJ4enoyZ86clH1HRESwZMkSnn/+eWbMmEG1atU4ffo0tWtbrjIQEBBAnjx5OHXqVEoQwt/f32IbFxcXEhLMs/CmtY+goKCUIISrqysvvPACn3zyCRMnTqRWrVrUq1eP5s2bp3ncOYnJZP43MaQTiTT8hUlsTh34hdU/DKVw8arUazs01ftueX3oNmQOkXfC2bFqAnNGdaT3O4twypO7ViJIzqgujY+vywpVGlCiVCUunTvOqp8mc/tGGK99+B0AP/3wFe4enjRu1StzDzqHMiWbn16m1+PDYHx85LxclQb4B1bi8vljrP35O27fDGPQ/01JtV1YyHkmfToAa2tb+r/1NcYM/o2eNhnW4184v4/v+4Vl04dRpGRVGnV8C4CkJPO10SlPPrq8MiHlu+3h6cvMz7vxx+8rqFy/W2YUQXKhB9+X9Ho6PmiXLNISEzn95hCKvvd/BH5jXhkr/sZ1Lo/7Gv+PPyU51tzTpPBrb5Bw7RrhC3P/5L3JKed32u+ndX47Odoz4f+GUKRQAQrkMz9sqlS6JLbW1kxeuJx+HZ6hqE9BPnz5OWxtbAgoau4JEFSqBMV8CvHi8K9Ys+13Ojar/2QKlU1S7oX+xbXyjz3rWPDd2xQNrErLrm+mpLfvNxxra1uWfP8Ri6d/iI2tA/Wf7U98fEyuCdYaDKm/h0aDAdI4xQ1AGqe4Rb60Lg1/zufjZcdzHQvyycQLRMc8ZmciT0C2BCFcXV25ezf1ckUAERERKU/4o6OjGTt2LB07diQwMBAwP1338/OjVatW1KtXj+3bt6cKQty6dYtff/2VhIQEypcvn5KenJyMyWRi+fLl9OzZEysrq3R/0AMpwZC/MpThz6tuJCcn4+zsbDGvxAO29yc3elwgBuDGjRt06dIFd3d3GjduTM2aNSlXrlzKj/20JCcn07p1awYOTD1Z4YMeGWmxtra2CKKAOTiwe/du5s6dS7Vq1TCZTGk2KsnJyRbLpNqmMXnTn+vv0bp8dInVoUOH0qNHD7Zu3cquXbsYMWIEU6ZMYdmyZWnuO6ewdzCPr4t7pMdDfJz5CdWjPSQetXfTTLYu+ZLCJavR/qVvsbZJXVZntwI4u5knBivoV4HpI5pxZMfP6a688bRydDIHAWNiLJ/uxcaYn3Q4OD6+Lr2LmIcClChdGQdHF+Z8N4KzJw8SHRXJvh3reO+LeZhMySQlJad8H5OSEjEYjLnux7PD/bqMfaQu4+6/dnB0eWz+Qr7m4VjFS1fBwTEPP07+iPMnD1Is8GGg8/TRPUwfMwR7eyde/Wgq+Tx9MrMIOYLd/Xp69CleXKy5Hu0cHl+Pv6+fycafv6JIQDW6vjop5fy2vf90sHi5uhbBNR//itg75iH88slMK4PkPolR5qfOj/Z4sLo/p1NSVNo9neKuhHDy1ZexdnPH2tWV2JBgbD09MVhZkXj3Lq61apO3SROOvdDPPMU+PPxlZGUFycm5aniGi5O5vu7FWA71ib7/2tnRIVUee1tbqpUvlSq9dqVyTF64nDOXQijqU5ByJf1TbVMhsDjOjg6cuRSSGYefozxoU1K1OfevlfYZXCt/W/sDa+aPplipqvR5Y6LFvZCdvROdBnxK697vEXEjFPd83tjaO7Jv2xI8SuWO5Yx7tvWid3svi7RteyLwSWPYhb29FffS6CHxQFR0Ek4OqVe6cLifz3h/GMZveyM4cDSSP9/+GA3mU/8xP1P+00y5fChvVsmWIES5cuWYMWMGcXFx2Nk9PLFMJhP79u2jalVzl197e3tWrFhBQkICI0aMsNiHg4MD1tbW5M2berKfB3kmTZqEr+/DMZHJycn079+fBQsW0LNnTwIDA/npp5+IiIhI6Q1x/vx5IiPNDbuLiwve3t4cOnTIYtjHkSNHHlu+kiVLEhUVRXx8PCVKPBwb/cEHHxAYGEivXr0IDAzk8OHDFvn+/HrlypVERESwbt26lB/qp06dSqknSB1pLlGiBGfOnLEIKJw/f54vv/ySN998M6WHx19lMplSPqtkyZLs22c5+drJkyeJiopK1fshPaVKleLAAcuJ8P48Wef58+eZNWsW77//Pt27d6d79+7s37+fHj16cPLkSYuAUk7jlt8Xg9GKiOuXLNJvXzO/zudVPM18JpOJTT99ysGtcwmo1JJnnvvSotGNj43i7JHNFPSrkDK/BIB7fl/sHV2JvH31CZQme+UvUBij0YrrYZZzPzx4XdCnWKo8N8KvcOroHqrVfcZiaUi/4mUAuH0jnGOHdpAQH8fINzqlyj+oaxVqNGhN31c/ycyiZLt86daluXu1V1p1eS2EM0f3UKXOsxZ1WeRBXd58OEnwvu2rmTvpAzwL+fHy+9/hntcr1f5yAw9P8/l965plPd6+/zp/obSvgSaTiXXzP2Xv5nmUrtKSts9/YXF+e+QvjMFgJCmNyVOTkhKxzmXLnErmirtyBVNiIvbeloG/B69jL15Ilcdga4dHg4ZE/nGY+KtXSYwwz5DvFGB+0BN9+hReXbtjtLOn3JzUvSCqbt3BjTWrufBZ7rlWehfIj5XRSHDYNYv0kLDrABT1KZgqz6XQMPYfO0Wz2tUsghRx8eZz2c3Fmch70WzZc5CyJYpSzOfhXBsmk4mExETcXFIPl3naeXj6YjRacTPc8l7oZrj5Wunpnf61csWc/7Frw4+Ur96CLi+NSvUw5sTBX3FwyoNfyUoU8DHfW0fducmdW2F4+6UOCD2N1vx6g92HLIee1arsSuVyLhgMlrG/Qp62XA5Nf46ckLBYihdJHUArVMCWU+ejyZ/XllLFnShV3ImmdSwfVPZs50XPdl70ees44Tdy5yTokv2y5bFfx44dMRgMDBo0iP3793PlyhUOHDjAW2+9xdWrV+nXr5/54IxGhg4dyvz58xk+fDhHjhwhJCSEnTt3MmjQILy8vGjRokWq/S9evJigoCCaNGlCyZIlU/4CAwPp0aMHp0+fZv/+/bRq1Qp3d3eGDRvGyZMnOXToEMOGmVchePADf8CAAcydO5elS5dy6dIlfvjhB9auXfvY8tWtW5dSpUoxZMgQdu3axaVLl/jiiy9YvHhxyg/2AQMGsG7dOmbOnMmlS5dYunRpypAIMC+TGRMTw9q1awkNDWX79u28+aa5W1r8/UbuwQoWJ0+e5N69e/Tv358TJ07w0UcfcfbsWQ4fPszQoUO5cOECfvdnxE5LUlIS169fT/m7cOECo0aN4vLly7Rta149oG/fvpw8eZKRI0dy7tw59uzZw9ChQyldunTKkJeM9O/fn5MnT/LFF19w4cIFVqxYwbx581Led3NzY9WqVXz00UecO3eOCxcusHjxYlxdXSlWLPWPpZzE2saOwsWrcPrQBoveHqcPrsPOIQ9efmkHUH5b/jUHt86lcqO+tH5+bKpG12C04pe5/8eeDdMt0q9ePELsvQjy+wRmfmGymY2tHSVKV+Lg7s0WdXlg10YcnVzwK142VZ4b164w57uPObh7k0X6sUM7APDxK0mrLgN5b9Q8i786TcxL9r43ah6tuuS+5U5tbO3wL1WZw7s3WtTlod/X4+DkQpHi5VLluXntCj9OHs7hPRst0o/fr0vvIuaeZ8cObGPOxP+jaEBF3vhkdq4NQID5/C5SsgonD6y3qMfj+9dh75iHQkXTPr83L/mavZvnUb3pc3R46etU57etvRO+JSpz8uAGi1VcLpzYRUJcNL4ltDqGpM8UH0/k4UO4129gke7esBGJkXeJ+tNE3Cl5EhPwfeMtPNu0e5hoNOLZsTOxwcHEnD/HlRnTOfZ8X4u/ayuWAXDs+b5cmTE91X6fZna2NlQsVYJf9xy0OL83796Pi5MjpYv7pcpz/VYEX0z/kc27LR+sbNi5D0cHewKL+WJjbc1X3//I7GXrLLbZtu8wcfEJVCqd/tKeTysbWzv8AqpwbJ9lm3N0z3rsHfNQ2D91mwOw7qex7NrwI3VaPEf3QWPS7A26e/NC1sz/yiJt+7rZGIxWqVbNeFrdikjkzMUYi7/9RyNxcrCicrmHDxJdXawoH+hssWLGow4cjaRwQXt8Cz0MZvsWsqNwQXv2H43k5u0EXh1+KtUfmIMhrw4/xc3bCU+usPKfly09Idzc3Fi4cCHffPMNQ4YM4fbt27i6ulK1alUWLlxI4cIPu1V17tyZfPnyMXv2bAYMGMC9e/fIly8fjRs35ssvv7QYBgFw9OhRTp8+zejRo9P87B49ejBt2jQWLFhA5cqVmT59OiNHjqRLly64uroycOBAjh49mtL7oHv37ty5c4exY8dy+/ZtqlWrRvv27dm/P/UyQw9YWVkxY8YMvvrqK9544w1iYmLw9/dnwoQJKT/Y69Wrx8cff8yUKVMYM2YMZcuWpVu3bsydOxeAFi1acOzYMb744guioqLw9vamc+fObNq0iSNHjtC9e3dKlixJ/fr1GTJkCG+++Sb9+/dn+vTpfPPNN3To0AEHBwdq1KjBO++889ihDGFhYdSp83AiOUdHR/z9/fniiy9SeoAEBQUxbdo0vvnmG9q1a4ezszNNmjThrbfeSjWkIj2lSpVi2rRpfPXVV8ydO5cSJUowcODAlH8rDw8Ppk+fzpgxY+jSpQtJSUlUrFiRmTNnpkzOmZPVaPkyP43vx4rpr1OuVkdCzx9kz8bvqd9uKDa29sTFRHEz7Cxu+XxxdPEgPPgEuzdMw8u3LIGVW3L1omXPmLxexbFzcKZaswHsWvstDk5uFAmsxa1rF9i5eiL5fQIpV7NjNpX2yWrZcQDfjHyJaWOGUatRO86fOsyGFbNo3+t1bO3siYmO4mrIefIX8MHF1YOSpSsTULYqC74fRfS9SLwK+XHq2F7WL/+Buk07pvSeyOfpbfE5R/ZvAx4+5c+Nmnd8kUmfDGDG2Leo0bA9F04dYtPKH2jT8w1sbc11GRZyjnxehXHJ40GJ0lUoUaYaP3//GdH3IilQyI8zx/awcflMajfphJdPMRLi4/hxygjsHBxp3mEAYSGWE1q55S2Q64ISdZ59mblf92Px5CFUrNOR4HMH2bXuexp3fHh+Xw89i7unL04uHoRdPsHOX6ZT0K8spau05Mp5y/M7fyHz+d2o45vM/qoP8795kZrN+3Pv7g02LRqDd7EKlKzYKJ2jETELnTWTgHET8P/kf9xYvQrnsuXw6t6TkO8mYYqPw+joiEPRosRduUJiRAQkJ3Nt6WIKdOlG/PXrxFy6SIGOnXApV54z770NJhPxYVeJD7PsZZdw4wYA0ady5xCh/h2e4dVPx/H+2Km0blibI6fPMXflBgb1aI+9rS1R0TFcCLmKj1d+3PO4EFS6JJVKl+Sb2T8TGxtHEW8vdhz4g59+2cLgnh3J42zu5dCrTXNmLF6Nh5sLNSuU4ezlK0z7eSW1K5VLczhHbtCo7Ut8/8Xz/DjhDarU78ClM4fYtmYGLbq+iY2tPbExUVy7cg4Pz8I45/Eg9NIJtq7+Hp+iZSlfvQXB5yx7G3t6+2Pv4EytZr2Y8eUAVs79nFJBDTl3fDe/rpxGg1YvkNczdwzHSMvRU/c4fCKSd18qwvSfQrkblUTvdl5ERSexevPDidt9C9lhY23k3GXzRKpbd0fQrVUBPn3Lnxk/m1db6t+5EBdDYtm2J4LkZDhzMfWkqwA3byem+56AyaThGJnBYPo7azfmMiEhIVy8eNHiB3h4eDj16tVj3rx5VKlShW3btlGiRAkK/mk5qw8//JDLly8za9asf/zZe/bsIV++fBZP+CdPnsyiRYvYuHHjY3LK3zV9U8bbZJbThzawY9V4bl+7gLNrAYLq96Rqk/4AXD69m4Xj+tCy9+eUrdmB7Su/Ydfab9PdV9chs/EtWR1TcjKHti/g0Lb5RFy/hL2jKyUqNqNumyEZjkXPTC80hi1/ZF2jdHD3ZlYt/I7w0Iu4eXhSv0VXmrYxr7xy6uhexo4YQJ9BH1Orobm3Tkx0FKt/nsrB3Ru5c+s6eT29qdu0I42e7ZnuXA8rF37H6p+nMHnRoawqFgANyzmw/nDWdXE8vGcTa36axLXQi7h6eFK3eXcat34OgDPH9jL+4/70fOUTajRoB5jr8pdFkzm0eyN3b1/Dw9Ob2k060+CZXhiNRk4d3c3EkS+k+3ktO73MM11eeeLlalbBlrm/ZV0TdvLABrYun8DN8Au4uBWgSsMe1GxuPr8vntzNnNHP0abfZ1So3YFfl43nt1Xpn9+9h87CL9A8WXDw2QNsWTqOKxeOYGNrT0DFJjTt8jb2jumvAZ/ZetU1sNom5z+Z9ahXjZqb5rCrcW9ubduT3YeTpmcTTrG3To0s+zy3evXx7j8Ae19f4m9c59qSxYQv+BEAl6BKBE74lvP/+4Sba1cDYLCyolD/F8jboiXWLnmIPnuG0Jnfc3dv+vVZqP8LePd/IUvLVXX770Qc+jXLPu/XPQeZ9vNKLoWGk9/DjU7NGtCzdVMA9h87xSsjv+bDl5+jVYNaAERFxzDt55Vs3XuImxF38C6Qn27PNKZd47op+0xOTmbxhq0sWb+NK+HXyePiRPPa1RjQpTX2WTjPlVvFBizdk/78AZnt6L6NbFwyketXL+DqXoAaTbpT7xlzL+dzJ/Yw7bO+dBrwP6rUa8/6xRPYvOy7dPc14P0f8C9VDYBDu1azeflkbl+/glu+QtRo3I3azbJ2oun21axo/tyhLP1MZ0crXupRiJqVXDEaDBw7c48pP14hJOzh6hdfvlucAvlseW7owx5Q+T1sGNjTm0plXEhKMrH/aCRTfrzCrTuJ6X7WulkVmbM0jLnLwtLdJjOsm1Xxie7/STp7LvVQt5yguH/RjDfKQf7TQYhz587RunVr3nrrLZo1a0ZkZCTjxo3j0qVLrFq1ChsbG9566y3OnTvHiBEjyJ8/P3v37mX48OEMHz6cDh06/OPPHjt2LCtWrODzzz/H19eXEydO8MEHH9CjR4+UJSwlc2RlECI3y+ogRG6W1UGI3CqrgxC52dMShHgaZHUQIrfK6iBEbpbVQYjcLDuCELmRghCZ72kLQmTLcIycwt/fn6+//prJkyczfvx47O3tqVmzJjNnzkwZYvDhhx8yatQoBg0axN27d/H19eX999//VwEIgEGDBnHv3j3efvttbt26RcGCBenbty8vvJD+00URERERERHJHqbsmVIx1/lPByHAPPdCWpNbPuDm5saoUaMy/XNtbW354IMP+OCDDzJ93yIiIiIiIiI5kUI5IiIiIiIiIpIl/vM9IUREREREREQyYkKrY2QG9YQQERERERERkSyhIISIiIiIiIiIZAkNxxARERERERHJgIZjZA71hBARERERERGRLKEghIiIiIiIiIhkCQ3HEBEREREREcmAhmNkDvWEEBEREREREZEsoSCEiIiIiIiIiGQJDccQERERERERyYCGY2QO9YQQERERERERkSyhIISIiIiIiIiIZAkNxxARERERERHJgMmk4RiZQT0hRERERERERCRLKAghIiIiIiIiIllCwzFEREREREREMqDVMTKHekKIiIiIiIiISJZQEEJEREREREREsoSGY4iIiIiIiIhkQMMxMod6QoiIiIiIiIhIllAQQkRERERERESyhIZjiIiIiIiIiGRAwzEyh3pCiIiIiIiIiEiWUBBCRERERERERLKEhmOIiIiIiIiIZMBk0nCMzKCeECIiIiIiIiKSJRSEEBEREREREfkPSk5OZvz48dStW5cKFSrQv39/Ll269Jfyrly5koCAAEJCQv7WZyoIISIiIiIiIpKBZAw58u/f+Pbbb1mwYAGffvopCxcuxGAwMGDAAOLj4x+b78qVK3z88cf/6DMVhBARERERERH5j4mPj2fGjBkMHjyY+vXrExgYyNixYwkPD2fDhg3p5ktOTmbYsGGUKVPmH32ughAiIiIiIiIi/zEnT57k3r171KhRIyUtT548lC5dmr1796abb/LkySQkJPDSSy/9o8/V6hgiIiIiIiIiGTD9y6EPT0rjxo0f+/6mTZvSTA8LCwOgYMGCFumenp5cvXo1zTxHjhxhxowZLFq0iPDw8H9wtOoJISIiIiIiIvKfExMTA4Ctra1Fup2dHXFxcam2j46OZujQoQwdOhQ/P79//LnqCSEiIiIiIiLylEqvp0NG7O3tAfPcEA/+HyAuLg4HB4dU23/66af4+fnRrVu3f3ag9xlMJpPpX+1BREREREREJJc7cPpmdh9CmiqVzPuP8h05coTOnTuzYcMGfH19U9K7d+9OYGAgw4cPt9g+ICAAW1tbrK3NfRmSkpJSAhZt2rRh5MiRf+lz1RNCcr2R8xKz+xByhY96WjN7a3YfRe7Qpz5MWZ/dR/H0e6kZfLYwKbsPI1d4v6sVe+vUyHhDyVDV7b+z2iYguw/jqfdswikunzmR3YeRK/iWKMXkddl9FLnDwOZQp7Vuhv6t7SvrZ/chyH2BgYE4Ozuze/fulCDE3bt3OX78OL169Uq1/fr1ljewhw8fZtiwYUydOhV/f/+//LkKQoiIiIiIiIj8x9ja2tKrVy9Gjx6Nh4cH3t7efPXVV3h5edG0aVOSkpK4desWLi4u2NvbU6RIEYv8Dya2LFSoEHnz/vXeGJqYUkRERERERCQDJgw58u/feO211+jUqRMffPAB3bt3x8rKiu+//x5bW1uuXr1KnTp1WLNmTSbVoJl6QoiIiIiIiIj8B1lZWTFs2DCGDRuW6j0fHx9OnTqVbt7q1as/9v30qCeEiIiIiIiIiGQJ9YQQERERERERyYDJ9O+GPoiZekKIiIiIiIiISJZQEEJEREREREREsoSGY4iIiIiIiIhk4N+uRCFm6gkhIiIiIiIiIllCQQgRERERERERyRIajiEiIiIiIiKSAa2OkTnUE0JEREREREREsoSCECIiIiIiIiKSJTQcQ0RERERERCQDydl9ALmEekKIiIiIiIiISJZQEEJEREREREREsoSGY4iIiIiIiIhkQKtjZA71hBARERERERGRLKEghIiIiIiIiIhkCQ3HEBEREREREcmACQ3HyAzqCSEiIiIiIiIiWUJBCBERERERERHJEhqOISIiIiIiIpIBrY6ROdQTQkRERERERESyhIIQIiIiIiIiIpIlNBxDREREREREJANaHSNzqCeEiIiIiIiIiGQJBSFEREREREREJEtoOIaIiIiIiIhIBpJN2X0EuYN6QoiIiIiIiIhIllAQQkRERERERESyhIZjiIiIiIiIiGRAq2NkDvWEEBEREREREZEsoSCEiIiIiIiIiGQJDccQyUT+BQ00rGAkvyvci4P9Z5LZceyvTaNb0AP6N7di4ook7tyzfO/NDlY4O6Tu/jVmcSL3YjPjyHOec0e38evycdwIPYejiweV6nejVosXMRjS7gaXlBjP7xtm8sfOpdy9HYaLewHKVm9NrRYvYmVtm7LduKG1uXf3Rqr8r3+1HWfX/E+sPNnpwvFt7Fw1jpth53Bw9qBCnW5Ubfr4uty/eSbHdi8lMiIMF7cCBFZpTbWmlnV5+tA69m6Yxu1r57G1d8G3ZE3qth2KU558WVW0LFXMC+qXM5IvD0THwYFzJnad+Gvnt5c7PNfEyOTVydyJtnwvrws0rGCkiCckJUPwddh0KJmIe2nvKzfIU70GPgNewt6vKIkRt7m+bClX585Od3uDjQ3e/V8gb7MWWLu5EnPpEmHzf+TWhnXp5ik8+HW8unZnb50aT6IITzV7Hy/qHVzJvo6DuLVtT3YfTo6wd/8BZs6Zx+XgYFzzuNKqZXO6de6Y7nXyz5KSknht6DvY29kxZtT/LN7bset35i34ieAroXi4u9GkYQO6de6IjY3NEypJ9rt4fBs7Vo/j1v02p3ztv9bmHN/zpzancmuqPtLmnDm0jr0bp3E7/Dy2DuY2p06b3NXmODhYMahfMerWyIejgxVHT9zlm2lnuRgc/dh8ed1tGfy8P1WC3LGxNrDn4G2+mXqWG7fiU7ZxzWPNS32KUbOKB/Z2Vpw6G8mkmec5cz7KYl81q3jQr3sR/Is4cScyka07rzNl9gVi45KfSJmfNiaThmNkhhwdhOjduzfe3t6MGjUq1XsTJkxg6dKlbN68OSVt+/btTJ06lWPHjpGYmIivry+tW7emX79+aV7slyxZwnvvvffYY5g9ezbVq1f/94XJoSZMmMDEiRNTXhsMBlxdXalduzbvvvsunp6eT/TzH/wbnDp16ol+TlbwyQfd6hs5dtnElsMmfD0NNKpgxEAy2zMIRBRwg+4NrLAypr6wOdmDs4OBdfuTCLluuZ+YuMwsQc4Rcu4AP016hdJVWtKg7RCCz+7n12VjMSUnU+fZl9PMs37hZ/yxaxl1nn2Fgn7lCLt8jN9WTuTOzVBaPfcZAFF3b3Dv7g2adH4PH/+KFvkdnNyecKmyR+j5Ayyf+goBlVpSq9UQQs/vZ/uqsZhMyVRvnnZd/rr4M47tWUaN5q/gVaQc4cHH2LV2IndvhdK8p7kuTx9cy6oZQyhfuyu1Ww0hOvIGO1ePZ9GE5+j59hKsbeyysphPnHde6FzHyPFgE1v/MFE4n4EG5QwYgJ0ZBCI83aBLXWOa57eLA/RubORWJCzflYy1lTnQ0a2+kenrkklMejLlyU7OZctRYtRX3Nq0kZBpU3ApXwHvFweC0cjV2T+kmcf/409wrVWH8PnzuLt/H44lSuI37B1s3FwJ//mn1J9RoSIFOnV5wiV5Ojn4FqLa6u+xccuT3YeSYxw7cZKPPvmM+nVr0693T44eP8HMOfNINpno2bVzhvkX/LyY02fOUr5sGYv0/QcP8fFnX1C/bh2e79uHCxcvMWP2XCLu3GXwyy8+qeJkq9DzB1g+7RVKBrWk9rNDuHJ+PztWZ9DmLPmM43uWUb35K3j5luNayP0253YozXo8bHNWzxxCudpdqf3sEO5F3mDXmvEsmvgcPYflnjZnxLBSlC7hwrc/nOdedBL9uxfhm/9VoNcre4mMSkwzj5URRo8oh4O9FWO+PY21tZGBzxVl7Cfl6fvafpKSzG3UZ++XxdfHgck/XODGrTh6dfJl4ucV6Pvafq6Gm59o1a6al8/+rwy/bAln8qwL+BV25KU+RXFzteHj0SezrB4k98vRQYi/Y+fOnQwcOJDXXnuN4cOHY2Njw4EDB/j888+5cOECn3/+eao8zzzzDHXr1k15PXjwYLy8vPi///u/lDRXV9csOf7s5OXlxaJFiwBzND8sLIxRo0bx8ssvs3jx4mw+uqdH/XJGwm7Dsp3mSPG5qyaMBiO1yxj5/WRSmj8mjEaoVtLceyIhnR8bXu7mHy4ng02pekjkVr+tnESBwoG0ff4rAPzL1iM5KZFdv0yletN+2NjaW2wfcy+CA9sW0KjDUGo2fwGAoqVqArB58Vc07DAUJxcPwi8fByCwUlNc83pnYYmyz661k8jvHUjLPua6LFq6HklJiezZMJVKDdOuy8M7FlC3zVCqNjHXpW+AuS5/W/4VddsMxdHFg99/+ZaipevTpNvIlLweBYrx4+jOnD+6hZJBLbKohFmjbhkj4RGwcrf5Zu58mAmjEWqWMrDntCnd87tKCQP1yxrSPb/rlTUQnwg//vow4BBxL5nOdY0UdIfg1J12nnqF+j1P9JnTXPj0YwDu7v4dg7U1BXv1JmzBfEzxltFVxxIlca/XgJAp33F1zixznn17SYqNpfDLg7ixdg1JUQ+f5Bnt7Sn6/gck3LiBbYECWVewnM5gwKdPe0p98XZ2H0mOM+fHBfgXLcq7b70BQNXKlUhMTGThosV0atcGO7v0f+CeO3+B+T8vwsPdPdV76zZuwjN/Pt59awhWVlZUDqpIxJ07LFm2gpcH9MfaOtfchqf4/RfLNsevtLn93rtxKpUb9sP6kTYn9l4ER+63OVUap25z6rQ2tzm7191vc7patjnzx+SeNqdMQB5qV83L0BF/8Pv+WwAcOXaHn6ZXp8MzhZj10+U08zWsk58SxZzpPWgvFy6be0ycOR/F7IlVaFw3P+t/vUbhQg5UKOPK5+NPsXpjGABHT95l5dxatGhYgJkLLgHw2gB/tu66zuffmB8OHjgSgZXRQKfW3tjZGYlTbwjJJLlmTogFCxZQp04dXnzxRfz9/fH19aVdu3a88cYbLF26lLt376bKY29vT/78+VP+bGxsUqXZ2tqm8Wm5i5WVVUp5vby8qFixIm+//TZHjx7l9OnT2X14TwUrIxQpYOBksOXF+cTlZOxsDPjmT7vrVolCBuqXN/Lb0WQ2HUz7wu7lDjFx/50ARGJCPJdO7yYwqJlFemDl5sTHRRN8Zl+qPHExkVSq142SFRpZpHsU8AMg4nowAOHBJ7F3zPOfCUAkJsQTcnY3JSpY1mXJis1JiIvmyrnUdRkfE0mF2t3wL2dZl+6efgDcuRmMKTmZIgG1KVe7yyPbFAUg4kbaN0pPKysj+HrCqRDLHg8nQ0zY2RgonE5P4OIFoW4ZAzuOm9hyJO3eEgE+Bg6ftwxihN2GCSuSc2UAwmBjg0tQJW5v+9Ui/faWzVg5OuFSoUKqPPZ+fgBE7NhukR556ABWjo64VKpskV540Gsk3LzF9TWrMvXYn3Z5ygdQduIIQuYs41BfBSIeiE9I4MgfR6lTy3LYTr3atYiJieWPY8fTzZuYmMiXY7+hXetW+HgXSvV+QkIC9vb2WFlZpaS55slDQmIi0TExmVeIHCIxIZ6QM7sp/kibU+IxbU5cbCTla3ejWNlH2pz8fsDDNsc3oDblaqXd5tzJJW1O9UruRMcksffgrZS0iLsJHDoaQY0qHunmq1bJg0sh0SkBCICLwdFcComm5v18Njbmn3zR0Q97U0THJBEfn0yePOZgWIlizngXdGDRylCL/f+88gpdX9yjAMR9JlPO/Hva5JoghMFg4NSpU4SFhVmkt23bltWrV+Po6PiP9hsSEkJAQADffvsttWvXplGjRty9e5fIyEg+/PBDatSoQeXKlenTpw9//PFHSj6TycT06dNp2bIlZcuWpXLlyrz00ksEBwenbLN161Y6dOhAhQoVqFmzJu+++y537twBYPfu3QQEBBASEpLqWHbv3g3Au+++y6uvvkr//v2pVKkSkyZNomzZsixbtsyiDKNHj6Z9+/Z/q9xp1dfBgwfp06cPlStXpnr16rz//vspxwvQqFEjpk6dyuDBgwkKCqJ69ep89tlnJCY+vOBt2LCB1q1bU758eXr16kVoqOWF7siRI/To0YOgoCCqVq3K4MGDU22TE7k7g7WVgZuRlum37j+cy5tOr9fQmya+WZbE9mMmktO5gBRwNxAbD53rGnm7sxXvdrGiQ20jzvZpb/+0i7gRTFJiQkoA4QH3/EUAuBl+MVUet3yFadlzBHm9ilmknzq4AaOVTcq+woNPYO+Yh0Xfvcro1yrz5eAglk59g8iIa0+iKNnuzk1zXT4IIDzgdr8ub1+7mCqPa77CNO46Ao8ClnV59rC5Lt09/TAYjdTv8C7Fyzex2ObM4fUA5CtYMvMKkQO4OZnP71uRlifp7fvnu4dL2kHG0FswaVUyO0+YSE7j3s3VCextDdy5B80rGRjSzsjbnYx0rmMkzz9rsnI8u0LeGG1tibscbJEee8Xc1tkX9k2VJ/F2BAC2BQtapNsX8jHvs+DDH395qlQjb4uWXPj8k6fzruwJirl8lV8Dm3Ji2CiSonPpZEL/wNWwMBISE/F+JIhQqJD5+xZyJf17kDnzF5KYmEifnt3TfL9tq2e5EnqVnxYvJSoqiuMnT7Fk+UqqValMHheXzCtEDnHnZjBJSY9pc65fTJXHNW9hGndJ3eacOfJIm9P+XfwfaXPO3m9z8hbKHW1OkcKOhIbFkPRIe3HlagyFvdNvFPx8HAm+knrOiJDQGAoXMuc7f+keew/epm+3IhT1dcTF2ZpXn/fH3s7Ipm3XAShR1AmAuPgkvvioLJsW1WHt/FoMebE4tjaaB0EyV64JQvTt25ebN2/SuHFj+vTpw8SJE9m9ezc2Njb4+/v/6y5vK1asYNasWXzzzTe4uLgwYMAALl68yJQpU/jpp5+oWLEi3bt35/hxc8R81qxZTJkyhWHDhrFu3Tq+/fZbLly4kDK/xa1bt3j11Vfp2LEja9asYeLEiezdu5cvv/zybx3Xhg0bqFWrFosXL6ZDhw40aNDAIgiRnJzMypUr6dChw1/e5+3bt5k4cSJBQUGULGm+sB85coTevXtTvHhxFi5cyPjx4zly5Aj9+/cn+U931xMmTKBq1aosXbqUwYMHM3v2bFatMj+NOnDgAIMHD6ZZs2YsX76ctm3bMnXqVItjfemll6hatSorVqzghx9+IDQ0lPfff/9v1Ul2sL/fYSYuwTL9wWu7dOafioyB2Pi033vAy91AHkcIvWViwa9JrD+QjF8BA881tcLG6vF5n0ax0eZeS3b2zhbpdvbmxjE+NipVnrSc3L+OP35fTpUGPXBwMg+rCg8+wd3b4RT0K0eXwVNo0vldLp3ew9zRvYmPe/ykT0+juBhzXdo+Upe2dn+vLk8fWsfxvcupWLcH9o5pD1G7fe0i25Z9iWfhMhQtXe9fHHXOk3J+PzIc98Hr9M7vqAzOb8f7PbwbVjDg7GBg+a5kVu81UcAdejY05srz28rZ/F1Mirbs2pUUbT7/rJycUuWJPHSA2CshFHn9TVwqV8Ho6Ihz+Qr4vDwIU1ISRnv7lLx+773Ple+nERccnGo//3UJt+8QeyU8uw8jx7kXZf4uOj3y8MXRwQGA6Ji024ZTp8/w85JlDBvyGrbpTDJZoVxZunRsz7SZs2jfrRevD30HNzdX3h/2ZiaWIOfIrDbnzKF1nNi7nAoZtTnLv8TTpwxFS+WONsfZyZromNRj96JjknBySL9BcHay5l50OvkcH+b7esoZHOytmDOpKmvn16Zza29GTTjN0ZPmfzc3V3Nj99n7Zbh46R5DPz7KnJ+Dad3Mi/97I/DfFk/EQq4ZjBYUFMTSpUuZNWsWW7duTekt4OnpyfDhw2nSpEkGe3i8Hj16ULx4cQB27drFwYMH2bVrFx4e5m5Ob775JgcOHGD27NmMGjUKX19fRo0aRaNG5u5l3t7etGzZktWrVwMQHh5OfHw8hQoVwtvbG29vbyZPnkxS0t+bhczV1ZUXXngh5XXHjh155ZVXCA8Pp0CBAuzatYubN2/SqlWrdPcRGhpKUFAQYA4ExMbGYmdnx7Rp01K2mTFjBgEBAXz00UcAFC9enDFjxtCmTRt+++036tevD0DdunXp06cPAH5+fixatIgDBw7Qrl075s6dS6VKlRg8eDAARYsW5fTp08yebZ4RPTIyktu3b+Pp6YmPjw8Gg4Fx48Zx8+bNv1Un2SFlwud0Hrz9mwdyK343zycRdtv8+vJ1E9fvJNGvmTXlixnYfyZ3Pe0zme4HtdKZRdtgyDh2emL/Lyz/fihFSlSlYYehKemt+n6OtY0dXr6lAfAtUYX8hYoz+8se/LFrGZUb9Pj3BchBHtRlejOS/5W6PH3wF9bOHopP8arUaTM0zW1uhp1j8aR+WFnb0rr/NxiMuSa+DTy589vqfjXdi4XFOx4Ec03cjjLRt4kVZf0MHDyXu87vB98NUzqVlnL+/zktMZHTbw6h6Hv/R+A35omU429c5/K4r/H/+FOSY81P9Qu/9gYJ164RvnD+Ezp6yY2SMziBjWlcJ+Pj4/ly7Dd0aNuawID0n8J/M+k71m3cTM+unQmqUJ6r4deY/eN83vtoJF/+byT29rljMsUHUtoc0nlq/hfbnF9mD8XHvyp1Wqff5iy53+a0ev7pbHMMBnh0rmKjwZBme2IwkG5vWTBXa1pv/zlfER9HJn9VkdDwWP7v82Pcu5dI43qevDu4JHFxSWzZcQMba/MBbfv9Bt/NugDAwT8iMBph4HPFmD7vIsFXct8wor8rOb3vt/wtOToIYW1tbfGU/c+Sk5NT9W7w9/dn5EjzhDUXL15k+/btzJ49m9dff50lS5YQEBDwj4+lSJEiKf9/7NgxABo3bmyxTXx8PHFx5gm1GjVqxOHDhxk/fjyXLl3i3LlznDlzhgL3J8kqVaoUrVq1YuDAgRQsWJBatWrRoEGDlKDFPzkugHr16pE3b16WL1/Oiy++yNKlS2nUqBHuaUyY9ICnpydz5swBzPUaERHBkiVLeP7555kxYwbVqlXj9OnT1K5d2yJfQEAAefLk4dSpUylBCH9/f4ttXFxcSEgwdwdIax9BQUEpQYgHAZVPPvmEiRMnUqtWLerVq0fz5s3/Vp1khwdPO20feRjy4Alp7CM9JP6OkDTGhQdfh9h4EwXcDaT7y+gpZe9oHrsS98gTk7hY89MqOwfnVHn+bPeGmWxa9CVFAqrR+ZVvsbZ5OK+Lj39Qqu0LF6+MnYML4SG5b9ZnO4e06zI+7q/V5f7NM9m27Et8SlSj7YuWdfnA5dO/s3L6YGztnej06gxc8xXOpKPPOdI9v+83QY/2gPqr4u/3pDh31fIcDr0JMfEmCrj9s/3mZIlR5jEsj/Z4sLr/FDopKu3Jb+KuhHDy1ZexdnPH2tWV2JBgbD09MVhZkXj3Lq61apO3SROOvdDPPCMoPIweWVlBcrKGZ0ianO9/F6OjLX9cPZizwckpdTf4mXPmYTKZ6NmtS8rDowffrqSkJIxGIzdv3mLNug1079KJvr17AlABCChRnBdffZ1fNmykXetnn0yhssmDNufRHg8pbY59xm3Ob8vNbU6bAWm3OcGnf2fl9+Y2p+MrM3DN+3S2Of26FaF/Dz+LtC3br1PYzSHVtg72Vty7l/bKGABR9xLT7Cnx53xd23pjMBh448Mj3I00p+07HIGzozVvDizBrztvpPTC2Ln3lsV+ft9/i4HPFaNEUWcFISTT5OgghKura5oTSgJERESkrFwRHR3N2LFj6dixI4GB5u5Cfn5++Pn50apVK+rVq8f27dv/VRDC3v7hAPzk5GScnZ1ZsmRJqu0eTGQ5bdo0JkyYQIcOHahWrRq9e/dm06ZNKT0hAMaMGcOgQYPYtm0bO3fu5M0336RSpUopP8rB8mnRn+dWSOu4wDzJZLt27Vi5ciW9evVi48aNfPPNN48tm7W1dapgRlBQELt372bu3LlUq1YNk8mU5tPU5ORki+VP05rI889lePTp16NLpw4dOpQePXqwdetWdu3axYgRI5gyZQrLli3L0ZOE3oqE5GQTHo8M8fS4397euPPPbn7tbKBUYQMhN0zceORUsDLmziU63fP7YjBacfvaJYv029fNr/MVLJ5mPpPJxPoFn7Jvy1xKVWlJm35fWtzAxEbf5eSB9XgXq0j+QsUt8iUlJuDonH6g7mnlls9clxHXLevywWsPr/TrcsuiTzm0bS4lg1rSoveXad4Mnti3knVz38Pd048OL0/Hxd0r8wuRA9yOMp/f7s6WQT/3++f7jbv/7Px+sF/rNHrZWhlId0WNp1nclSuYEhOx9/axSH/wOvbihVR5DLZ2eDRoSOQfh4m/epXECHO3MKcAc3sfffoUXl27Y7Szp9yc1L0gqm7dwY01q7nw2SeZXRzJBQoV9MJoNBJ69apFemio+bVv4dQ/cn/bsZPwa9dp06lbqvdatO3I0CGDKeztjclkokwpy27sRf2KkCePC5cu574hQyltzo2025y8j2lzfl38sM1p3ivtNufkvpWsm2duc9oPfLrbnOXrrrJjr2VP33o18lGtkjsGg2XM1LugAxeD0x8yejkkhpL+qQM8PoUcOH7aHPgt4GnP5ZDolADEAwePRtCwTn7cXG0IDjUHGGytLXuWWN9/HReviSkl8+To/kvlypXjjz/+SOld8IDJZGLfvn2UK1cOMP8QX7FiBQsWLEi1DwcHB6ytrcmbN2+mHVfJkiWJiooiPj6eIkWKpPxNmzaNTZs2AfDdd9/x6quvMmLECLp27UrFihW5ePFiyo/wQ4cO8dlnn1GsWDH69u3L1KlT+eyzz9i9ezc3b95M+XEe9adlxy5dupT6YNLQsWNHTp8+zdy5c3F2dqZOnTr/qJwmkynleEuWLMm+fZazGp88eZKoqKhUvR/SU6pUKQ4cOGCR9ufJPM+fP8/w4cPJmzcv3bt3Z/z48UyfPp1z585x8mTOfkqdlAyXrpkoVdjylCrlayQmzsSVfziiJCkZnqlmXubzzwJ8DNhYG7gYnvue7Fnb2OFbogqnDm6wCFqd3L8Oe8c8FCpaPs18vy79mn1b5lKtSV/aDxib6gbGysqGX378mF2/TLVIP31oE4kJsRQpWT3zC5PNrG3s8PGvwtnDlnV5+tA67Bzy4FUk7brcvvJrDm2bS6WGfXm2X+q6BDh/bCu/zHmHQkWD6PbG/Kf6ZjAjSclw+br5vPuzQB8DMfEmQm+lkzEDCYnmJTgDvA0pQzMA/DzB1sZA8PXcd36b4uOJPHwI9/oNLNLdGzYiMfIuUcdTr0RgSkzA94238GzT7mGi0Yhnx87EBgcTc/4cV2ZM59jzfS3+rq1YBsCx5/tyZcb0J1coearZ2tpSvmwZtu/83eI6uW3HTpydnAgsWSJVnk8++j8mjh1t8VfCvxgl/IsxcexoalarSqFCBTEajalW1wgOucLdu5F4FfB84mXLaum1OWcyaHN2PGhzGvTlmb5ptzkXjm3ll7nmNqfrkKe/zbl5K55TZ6Ms/vYcvI2TozXVKz1cCcMtjw0Vy7qx52D6Dc3eg7cp4uOIX+GHvXb8CjtSxMcxZaWNyyHR+BU2T0j5Z+VLuRJ1L5G7kYkcPhZBdEwSTernt9imTrW8JCYmc+xk2g+G/2tMJkOO/Hva5OieEB07dmTmzJkMGjSIl19+GS8vL8LDw5k7dy5Xr16lX79+ABiNRoYOHcoHH3yAyWSiY8eOeHh4cPnyZWbMmIGXlxctWmTe+sF169alVKlSDBkyhA8++IBChQqxYMECFi9ezIwZMwAoWLAgO3bsoFGjRhiNRpYvX8769evJl8+8lpuzszM//vgjNjY2dOnShdjYWFavXo2fnx/u7u7Y2dnh5OTEd999x1tvvcW1a9cYO3ZsumO7/6xo0aIpq2X07t3bYmmotCQlJXH9+vWU11FRUSxcuJDLly/zzjvvAOaJP3v27MnIkSPp2bMnN2/eZOTIkZQuXZqaNWv+pXrr378/nTt35osvvqBLly788ccfzJs3L+V9Nzc3Vq1aRWxsLC+++CJGo5HFixfj6upKsWLFHrPnnOG3oyZ6NzbQqY6RQ+dN+OQzUKu0gY0Hk0lMAltryO9qfvoZ/Rd7MCQmwc7jJuqVM3IvFs6FmvB0h/rljJy+ksyFsNz3IwWgzrMvM29sP5ZMeZ0KtTsScv4gu9Z/VV6kYgAAzStJREFUT6MOQ7GxtScuJoobV8/ilt8XJxcPwoJPsHPdNAoWKUvpKi0JvXDYYn/5ChbHzsGZms1fYPvqb3HKk5diZepxLeQUv62cQPFyDShaulY2lfbJqt78ZRZN6seqGa9TtkZHQi8cZN+m76nb5mFd3gw7i1s+XxxdPLgWcoK9G6dRwLcsJYNacvWiZV3m9SqOlbUNG378P2ztnKjefCA3w85ZbOPi5vXU3yA+asfxZHo0MNK+lpHD55PxyWegRqCBzYdNKed3PleI+BvnN8CvR5Lp2dBI13pGfj+ZjJO9gUYVDFy5aeJMzl8Y6B8JnTWTgHET8P/kf9xYvQrnsuXw6t6TkO8mYYqPw+joiEPRosRduUJiRAQkJ3Nt6WIKdOlG/PXrxFy6SIGOnXApV54z770NJhPxYVeJD7N8kp1wwzyWLfpUzg5iS/br0bUz73wwnE9GfUWLpo05fuIkPy9Zxgt9+2BnZ8e96GguXQ6mUEEv3FxdKXp/2dg/c7g/kWVAiYdP+zu0bc3PS5YBUDmoIuHXrjF3/kI88+fnmRbNUu0jN6jW/GUWT+rH6pmvU6ZGR65eOMi+zeY2x/p+m3Mr7Cyuf25zNj1sc8IeaXM8HrQ5881tTrVmA7n1SJvjnEvanMPH7nDgSAQfvRXItz+c5+7dBPr38CPqXiLL1z68vvkVdsTGxsiZ8+YHlZt+u0bvLr6MHlGOybPOA+Y5HM5fuseW7eb7+wXLQmjWoADffFqeOT9fJio6ifo189GkvicTpp8jKclETJKJ7+ddZPAL/kRGJbJ15w3KlspDz46F+XnlFSLu/ouxxSKPyNFBCDc3NxYuXMg333zDkCFDuH37Nq6urlStWpWFCxdS+E9d5Dp37ky+fPmYPXs2AwYM4N69e+TLl4/GjRvz5Zdfphq28G9YWVkxY8YMvvrqK9544w1iYmLw9/dnwoQJKT/Iv/zyS0aOHEnHjh1xcnKiQoUKfPzxx4wYMYKQkBCKFy/OhAkTmDhxIj/++CNGo5EaNWowbdo0jEYjzs7OjB49mjFjxvDss89StGhR3nvvPYtJKB+nQ4cOHDhw4C8tzRkWFmbRW8LR0RF/f3+++OKLlAk9g4KCmDZtGt988w3t2rXD2dmZJk2a8NZbb6UaUpGeUqVKMW3aNL766ivmzp1LiRIlGDhwIKNHjwbAw8OD6dOnM2bMGLp0MY+zrFixIjNnzsTZ+fHjCHOCi+EmftqWTIPyRrrUMxAZDRsOJPP7SXOgoKCHeUWL5buSOHz+rwcPfj2STFSsiSoljFQtaSAmHg6cNfHrkdzbLc4vsCYdB07gtxXjWfTdIFzcCtC449vUaNYfgLDLx5g7pg+t+n5OhVodOHVgPZhMXL10lB9GdU21v15vzaZIQHXqtR6MU558HNg6n31b5uHg5EZQva7Ua/NaVhcxy/gG1KT18xPYtWY8K6YPwtm1APXavk2Vxua6vBZyjJ/H96F5z88pU6ODeZlNk4nwy0dZ8HXquuz82mxMycncu2u+sVk8qX+qbWq0fJVazwx+sgXLYpeumSePrFfWSKc6RiJjYNNhE3tOmc9lL3fo1ciKlbuT+ePiXz+/r9yEeVuSaVDOSMfaRhKS4PQVE5sOmXLtFAaRB/Zz9oP38O4/gOKffUH8jesEfzuR8AU/AuZhFoETvuX8/z7h5lrzEMbQ76eByYRXz15Yu+Qh+uwZTg97k7t792RnUSSXCKpQno/ee4fZP85nxKefkzdvXgb0e47OHdoBcPbsOYa+/yFDhwymeZPGj9/Zn7zYvy/58+Vl1dp1LF66HA8PdyoHVaRfn164/D979x0dVdHGcfybTe8hgRQSegudUELvTapUAZGqKCIIFqyvooggoiKIKFKULl2kSe8gvfdOICHUAOlt3z8WoksSgxo2xd/nHM4xs3d2Z8a7e3ef+8xMDvhe808ULFmTNn2/Yeeq8Syb/ArOHqZrTpVGf1xzFn7Tk2bdR1G2egfTNpsPrzljU19zOg2agdH4xzVn8cQ0rjlPDaRmLrnmvD/yGANfKMYrfYpiZWXFkRN3+WD0ce7/aU2IN14uga+3A51fMC3Cn5Bo5LUPDjO4XzHeeqUkiUlGdh+4YwouPPiqGH4jjv5vHaB/zyK8NbAUBgNcvBzNeyOPsWXnH4uPzVt6hfuRCXRtX4DWzfy4eTuOqXMuMntR7ps+JFnLypjeEtWSo02YMIHt27czd65WCR8+O/3FfOTxfdjdhhmbs7oVuUPP+jBpTVa3Iud7qRmMnJcLF07IAu91sWZPnRpZ3Yxcodq231lh+8/XoBKTVgmnuHzmRFY3I1coWKI036/O6lbkDv2bQ502+jL0b21bVj+rm/CPrT2UPRdka1oxZ+22k60zIeTv27t3LxcvXmT69OkpO4WIiIiIiIiIZAcKQuQyGzduZPbs2XTs2JEWLVpkdXNEREREREREUigIkcsMHTqUoUOHZnUzREREREREchUjOW8niuwoW2/RKSIiIiIiIiK5h4IQIiIiIiIiImIRmo4hIiIiIiIikoFk7SuZKZQJISIiIiIiIiIWoSCEiIiIiIiIiFiEpmOIiIiIiIiIZMBo1O4YmUGZECIiIiIiIiJiEQpCiIiIiIiIiIhFaDqGiIiIiIiISAaM2h0jUygTQkREREREREQsQkEIEREREREREbEITccQERERERERyUAy2h0jMygTQkREREREREQsQkEIEREREREREbEITccQERERERERyYB2x8gcyoQQEREREREREYtQEEJERERERERELELTMUREREREREQyYDRqd4zMoEwIEREREREREbEIBSFERERERERExCI0HUNEREREREQkA8naHSNTKBNCRERERERERCxCQQgRERERERERsQhNxxARERERERHJgFHTMTKFMiFERERERERExCIUhBARERERERERi9B0DBEREREREZEMGLHK6ibkCsqEEBERERERERGLUBBCRERERERERCxC0zFEREREREREMpCs3TEyhTIhRERERERERMQiFIQQEREREREREYvQdAwRERERERGRDBg1HSNTKBNCRERERERERCzCymhUPEdERERERETkryz4PTmrm5CmzjVyVm6BpmNIrhdxcFNWNyFX8KjUgKhJ72d1M3IF55c+1XmZCTwqNeDkuStZ3YxcIbBYgM7JTOJRqQGXz5zI6mbkeAVLlGaFbamsbkau0CrhFHO3655jZuhW24pWLxzN6mbkeCumlMvqJvxjun2fOXJWyEREREREREREciwFIURERERERETEIjQdQ0RERERERCQDyUarrG5CrqBMCBERERERERGxCAUhRERERERERMQiNB1DREREREREJAPaHSNzKBNCRERERERERCxCQQgRERERERERsQhNxxARERERERHJgKZjZA5lQoiIiIiIiIiIRSgIISIiIiIiIiIWoekYIiIiIiIiIhlI1nSMTKFMCBERERERERGxCAUhRERERERERMQiNB1DREREREREJANGo1VWNyFXUCaEiIiIiIiIiFiEghAiIiIiIiIiYhGajiEiIiIiIiKSAaN2x8gUyoQQEREREREREYtQEEJERERERERELELTMUREREREREQykKzpGJlCmRAiIiIiIiIiYhEKQoiIiIiIiIiIRWg6hoiIiIiIiEgGtDtG5lAmhIiIiIiIiIhYhIIQIiIiIiIiImIRmo4hIiIiIiIikgFNx8gcyoQQEREREREREYtQEEJERERERERELELTMUREREREREQykKzpGJlCmRAiIiIiIiIiYhEKQoiIiIiIiIiIRWg6hoiIiIiIiEgGtDtG5lAmhIiIiIiIiIhYhDIhRDLRzoNH+X7eUi5cCSOPmyvtm9SjV7unsLKySvP4i1ev0eX1YanKC+X3Yf7Y4WnWGTt9Pj+vXM+ueZMyte3ZzfYL15i44xgXbt3Dw9GeThWL0qdaqTTH8tdjF/lo9d50n+vj5lVpU7YwAIsPn2fOgbNcjYjE182JzhWL0S2oeLr/j3IDnZeZY//e3cya8SMhIZdwd3PnqZZt6PhMt8c6d5KSknjr9UE4ODjw6eivzB5b89sKfv1lEeHXwsibz5uWrdrS+ukOOif/5HHPyRYvDuX23Xupjls56XO8PNwzrwPZyJ59+/lx5mwuh4Tg7uZO6xbN6dq542Ofl6+++TYO9vZ8+dmnZo9t3/k7s3+eT8jVUDzzeNCkYQO6du6Ira3tE+pJzuQQ4Eu9A8vY2/EVbm/ZndXNyRbOHNnKhsVfcyPsHM6unlRt0IU6LV9M95xMTIxn5+ofObj9F+7dvoZbHh/K12xDnZb9sLGxSznuRth51i4Yw8WTu7G2tqFQyWo06/I2nt4FLNW1J87R3kDfzr7UDHLF0cGaE+eimTQ3jJCwuL+sl8fdhn7P+FKpjAu2NlbsPxbJDz+HcSsiMeUYd1drerb3oXJZF1ycrQkNj2fhbzfYuuePz0wbGyu6t/WmYQ0P3FysuXItjsWrb7Jp190n1mf5b1IQIgv06NGD3bvNL1S2trZ4e3vTuHFj3njjDRwcHDLt9Ro1akT79u0ZNGhQuo9fvXo1zcfs7Ow4cuTIY73Ovn37MBqNVK1a9bGOT0hIYPbs2fTu3fuxjs/uDp86x5ufT6RJrar07/I0h06e5ft5SzEajfTp0DLNOqcvhgAw8cPXsfvTFzt7u7S/5B04fpr5qzZkfuOzmUOhN3lt6XaalSrAgFplORh6k2+3HSXZaOSF6qVTHV+3iB8/dW1oVmYERqzdR1R8AnWK+AGw4NA5Rq0/QO9qpaheyJujYbcZu/kwMQmJPJ/G8+YGOi8zx4njx/h0+AfUqduA53r24fixo8yaMY1ko5FnunbPsP6i+XM5e+YU5cpXNCtfteJXvv92HB06d6VSUBVOnzrBtCnfExsXS+cuGT9vTvSkzslbEfe4ffceQ3p2plyJomb13V1cnkBPst6xEyf58JOR1K9bmz49unP0+Al+nDmbZKOR7l06Z1j/5wWLOH3mLBXKlTUr33fgIB+PHE39unV4vndPLly8xLQZs4i4e49BL7/4pLqT4zgWzE/wiqnYerhldVOyjctn9zN3/ADKBbegUYchXD6zj/WLv8aYbKRem/5p1vlt7igObf+Fem1exr9IecIuHWfT0gncvRnK031NwbG7t8OYNrIbXr5F6PjiFyQmxLFh8dfM/Op5Bgz/FVu7zPvenJXeejGAkkWc+HHhNaJjk+nWJh+j3ixM/w/PEhmVlGYdgwGGDy6Eg4OBibNCsba2ondHHz55rTCDhp8lKQlsrK345LXCuDhZM2vpdW7dSaBWZTfeeakgNtZX2Ph7BABvv1iA4AquLF5zk0MnIila0JGBPfLj5mLDr+tvWXAksq/k5KxuQe6gIEQWadGiBe+//37K39HR0Wzbto1Ro0aRlJTEhx9+aNH29O3bl759+6Yq/zt34p599llGjRr12EGI5cuXM2rUqFwThJiycDklCxfg44GmcaxZqRyJSUnMWPob3Vo3wcHOLlWdM5dC8MvnRZWypTJ8/pjYOD75fjp5PT24futOprc/O5m08wSl8nkwokUwALWL+JKYlMxPu0/xXOWSONhamx2fx8mePE72ZmVz9p/hwu17/Ni1IXmc7DEajfy4+xRNSwbwat3yAFQv6MPlO5HMO3gu1wYhdF5mjp/nzKBI0WK8NvRdACpXDSYpKZFFC+bydPtO2Nvbp1v3wvlzLJg/hzx5PM3KjUYji+bPpXbdBvTq0w+AipUqE3r1Cit+/SXXBiGe1Dl5+uJlABoEB+GXz+vJND6bmTnnZ4oVKcI7b7wGQLUqlUlMTGTewkV0atf2L8/Lc+cvMHfBQjzz5En12Op16/HOl5d33hiCtbU1VYIqEXH3Lot/+ZWX+/XFxuY//vXRyoqAnu0pPfqtrG5JtrN56bf4FgykQ7/PAShRvi7JSYlsW/kDNZv3ThUsiI6MYO+mn2na6U1qt3gegKJlagKwdsEYmnR6A2c3Tzb+8g12Ds70fPNH7OwdAfDI68/c8QMIvXiUQiUf77tndhZY1JHgim4MG3eRvUciATh6Ooppn5WkVQNP5q24kWa9ulXdKVrQkZc/PMPlUFPGxPmQWCZ+XJx61dzZ+Ptdgiu6UqygI0NGnOPMxRgADp6IwtvLjk4t8rLx9wiKFnCgVmU3pi8OZ/7KGynHxMUl06eTD+t33CEqRr/AJXNoTYgs4uDgQL58+VL+FSpUiO7du9OmTRtWrFhh8fY4OTmZtefhv7x58z6x1zTmopVd4hMS2H/8NA2Cg8zKG1WvQnRsHAdPnE2z3umLIZQs/HhphONnLcTL3Z3WDWr96/ZmZ/GJSey7coNGJfzNypuUDCA6IZEDV9O+CP/ZzahYJm4/RqcKxSjv98ePkQkd6jC4XnmzY22sDcQnpn13IafTeZk5EhLiOXr4EDVq1TUrr1WnHrExMRw/ln62WGJiIuO+Gk3rtu3xD0g9psM++Yzefc3vLNvY2JKQkJA5jc9mnuQ5efriFVydnf4zAYj4hAQOHzlKnVo1zMrr1a5FTEwsR44dT7duYmIin48dR7s2rQnwz5/q8YSEBBwcHLC2/iPg6+7mRkJiItExMZnXiRzKrUIpyk34iCszf+FgbwUiHkpMiOfiqd2UrtzUrLxM1ebEx0Vz6XTqaZNxMZFUbdCVUpXMsxm9fAsDcOdGCEajkRP71lK5bqeUAASAf5HyvDl2a64IQABULudKTGwS+49FppTdi0zi6OloqpV3Tb9eWRdCwuJSAhAAIWFxhITFUfVBveiYJFZtvp0SgHjoangcfvlMgd8Cfqag5a5D5lPajpyOwtHBmgqBzv+ugyJ/oiBENmNvb4/B8Mf/lvj4eMaMGUPdunUJCgrimWeeYdu2bWZ1Fi1aRLt27ahQoQKVKlWiR48eHDt2LNPbtnnzZjp06EDFihWpWbMm77zzDnfvmuaIlSplujv17rvv8s477wCm6Rl9+vShSpUqlCtXjtatW7N8+XIAFi9ezLvvvptSd9euXQBs3LiRDh06UKFCBZo2bcrXX39NfHx8pvcls10Nv0lCYiIF/bzNygN88wEQEhaeZr3TF68QGR3D8//7jLrPvUKLF4fy7ZzFJD7yo3jX4eOs3PI7H7zcC0MunicOcOVuFAlJyRTMY37BLeBhSqe+dCcyrWpmvttxDIPBildq/5FibGVlRVEvN/K7OWM0GrkbE8+SIxdYcfwSz1QqlrmdyCZ0XmaOa2FhJCYm4O8fYFbu52cKlIVevZJu3Z9nzyAhIYFnn+uV6jErKysKFCyEt48PRqOR+/fvsea3FWxcv4aWrZ/O3E5kE0/ynDx9MQRXZyfe/uI7GvUeTIOer/L+15O5eSd3zmUOu3aNhMRE/B8JIuTPb5p+duVqaLp1Z86dR2JiIj27d0vz8adbt+JqaBjzFy0hMjKS4ydPsXjpMoKrVsHNNf0fQ/8VMZfD2BTYlBNDPyMpOjarm5Nt3LkRQlJiQkoA4SFP74IA3Aq/mKpOnnwBtO4xjLx+5lOoTuxbg8HaFi/fwkTcvEpczH088vqzYuZwRg+qzicvVmDOuP5E3Er/PM9pCvjZc+1mQqp0/9DrceT3SZ0h9ud6oeGp14wIux6Pv48psHDwRBQTZpqPlbU1VKvgyqWrpnP4bqRp/QifvOav9TBI8Wj5f5XRmD3/5TQKQmQTiYmJbNq0iaVLl/L00398+Xz33XfZunUrY8aMYcmSJbRo0YL+/fuzadMmANauXcuwYcPo3bs3q1atYvr06cTGxppN9cgMt2/fZuDAgXTs2JGVK1cyYcIE9uzZw+efm9LtHgZG3nvvPd5//33Cw8Pp27cvgYGBLF68mKVLl1K+fHneffddbt68ScuWLXnvvfdS6gYFBbFlyxYGDx5M586dWb58OcOGDWPVqlUMHTo0U/vyJERGRwPg7OhoVu7kaEo7jErjztHD+cuXQq/RsVkDxr03mHZN6jJ3xXqGT/zpT88dw6ffz+DFzm0pmN/nyXUim7gfZ7oD7GJnnu7r9ODvqPi/vkN8OzqWFccv0aVSMVwd0r5gHgq9RcPvfuWTtfsoltedrkHFM6Hl2Y/Oy8wRFWUKfDk6OZmVP/w7OjoqzXpnTp/kl8XzGfz629ja/vWXt5PHj/Fcl/Z8O/4rChYqQqu27f59w7OhJ3lOnrkUwvVbdyhdrDBfvj2QwT07sf/4afp//AUxsX+9qFtOFBVpOu+cHzkvnR6MbXRMdJr1Tp0+w4LFvzB0yKtm62v8WcXy5XimY3sm/zid9l2fY/Cbb+Ph4c57Q1/PxB7kXAl37hJ7Ne2A2X9ZbLTpDrq9g/kaLHYOpjvocTEZ30QAOL53NYd2/kpwo2dxdHYn6v5tANYu+IJ7EeF0fOlL2vYZwbXLJ5n+eS/i49I+13MaZ0cD0TGpMzNjYpNxckz/J5uzkzXRsamnScTEJePkkH69F57xw9/HPmWax9FT0YRdj+elrn5UDHTG0cFA2RJO9OnkQ1KyEQd7/WyUzPMfn9SXdZYtW8bq1atT/o6NjSV//vw8//zz9O9vWrjn0qVLLF++nIULF1K+vCmFvE+fPpw8eZKpU6fSoEEDPDw8GDFiBO3atQPA39+fzp07M2xY6lXE/8qkSZOYNm1aqvJnn32WoUOHEh4eTnx8PPnz58ff3x9/f3++//57kpJMH5b58pnuYrm6uuLq6kpERAQDBw7k+eefT8nseOmll1i8eDEXL16katWquD64m/Kw7vfff0+nTp3o1s10Z6ZgwYJ8/PHH9OrViytXrhAQEPBo87KN5GRTCDK9m8FWVqk/uJ2dHPjm/SEUyu+DT17TXPHKZUpiZ2PD9/OW0qdDS4oE+PHVT/Pw9spDt1aNn1j7s5OUaTrpjGVGd9wXH7lAstHIs0El0j3G392ZyZ3rcz0yhu93Hue52euZ+WxjvJxzx8JWD+m8zBzGlHFMeyDTGsf4+Hi+/nI0bdp1pGSpwAxfw9vXl09Hf8WtmzeZO3s6bwwewJdff4vHI+tI5HRP8pz84OVe2NnaUqqI6a5rUOkSFA3Iz4vDxrByy+90bFb/yXQqiyRncOvLkM55+fnYcXR4ug2BpUqmW3fct9+xet0GunfpTFDFCoSFX2fGnLm8++FwPv90OA4O6a81If9dD6/ff+ez8lHH9v7G4h+GUrhUNZp0egOApMQHNyfc89LllW9Svld6ehdk6qddObzzV6o26JoZXbAYK6vUn4MGg1Wad7StrP76TvdfPZ6cTvnznX1p29iL+Stv8PvB+wAkJhn54OuLDOntz8g3iwBwKyKBSXPDePulAsTGaT0IyTwKQmSRRo0a8eabb5KcnMyhQ4cYNWoUtWrVon///ikLPh0/bprP2bNnT7O6CQkJuLmZVmKuVq0anp6eTJw4kUuXLnHhwgVOnDhB8t9curVr16706NEjVfnDQEHp0qVp3bo1/fv3x8/Pj1q1atGgQQMaNWqU5vMVKFCAjh07MmvWLM6ePcvFixc5ceIEQErg4lHHjx/n8OHDLFmyJKXs4QXt3Llz2ToI4epsuhMVFWOelhn94G8XJ8dUdRzs7AiukHoxxNqVy/P9vKWcuXSFq+E3WLdjLz+Neo9ko5HkpKSUL56JSUkYrKzMpu/kBq72pjtzUXGJZuXR8aa/Xez/enu49aevUqOQT6qFKv8sn4sj+VxM/0/K+XnSbtpvLDl6Ic2dN3IynZeZw/nBzgrR0eZ322Ie3tV3Tj1PdvaMaRiNRrp0ey7lM+/h51lSUhIGg8Hsi7qXV168vExr8JQMLM3LL/RkzepVj7XzRk7ypM7JIgF+lC+ZelpVxcDiuDg5cuZS+lNmciqXB+dddLR59sjDNRucnZ1S1flx5myMRiPduz7zx3n54LGH5+WtW7dZuXot3Z7pRO8epvOvIlCqRHFeHDiY39auo12bVk+mU5KjOTiZvjM+mvEQHxtl9nh6dqz+kbXzx1A4MJiug77F5kEGmf2DTIri5euaXVsKFKuEg5Mb1y6fzLQ+WEq3Nt50b2s+LW3b3rtpTrtwsDf85YKQUdFJaWY8ONqnzqywtbHitb7+1A/2YOGqG0xfbJ7RE3Y9nrc/v4C7qzVuLjZcDY8jn6ct1gardHfn+K/JiVMfsiMFIbKIs7MzhQoVAqBIkSL4+vrSp08frK2t+eijj4A/vrDOnj071Zfchx/CK1as4K233qJ169ZUqFCBTp06cfr0aYYPH87f4e7untKe9Hz55Ze88sorbNmyhR07dvD6669TuXJlZsyYkerYc+fO0a1bN8qUKUPt2rVp3LgxefLkoXPn9LcMS05O5oUXXqB9+/apHnuYLZFd+fvkw9pgIOTadbPyK9dMKW5FAvxS1bkUeo19x07RrHaw2RfvuAdrYHi4uvDbtl3EJSTQ7c2PU9Wv/ewAWtWvyYcDemdiT7JegIcL1lZWhESYf4l5+HdRz/S3Qgu/H82pGxF0r1It1WNR8QlsPhdGOV9PCub5I1W0gIcLbg52hN/PfYut6bzMHL5++TEYDISFmm9lHBZm+rtAwdSfnTu2beH69XC6dGid6rEObZrx6mtDqVm7Hrt37aBUqdL45f9jIVY/v/y4uLhw88b1VHVzuid1Tt6Pimbj7gOUK1GEogF/rJFgNBpJSEzEwzX3LaiW388Xg8FAaFiYWXloqOnvggVSL+S5dfsOwq/foG2n1HeNn3q6I28OGUQBf3+MRiNlS5tn8BQpXAg3N1cuXQ7JxF5IbpLHuyBWBmtuX79sVv7w73z5015/yWg0smrOCHavn03Zai1o/8LolACE6XkLYGVlICkh9RphSUmJ2NjlvMyc3zbfZvcjC0DWDHKjclmXVJkN+b3tCQlNf+2Rq+HxFC2QOpPTz9uO039aiNLJ0cDHgwsRWNSJyfPC+GWt+ZabdrZW1K7ixvGz0YTfTODufVPQoXgh0+fu2cu573uSZB0FIbKJGjVq0KdPH6ZOnUqjRo2oV68eJUqY0smvX79OgwYNUo4dO3YsVlZWDBkyJGUKw8cf//FjYP369YDpQ/3vbLH5Vw4ePMjKlSt57733KFq0KL179+bXX39l6NCh3Lp1Cy8v89XI586di5eXFz/99FNK2YYNG1LaBanT9UqUKMH58+fNgiG7d+9m+vTpfPTRRzg5pb6rk13Y29lSqXQJNu0+wHNtmqX0bcOufbg6O1GmeOFUdW7cjmD0lDnY2NjQtmHtlPK1O/bi5OhAYNGCBPjmo3PzBmb1lqzfytL12/hp5Lu4u7qQ29jbWBMUkJcNZ6/Ss2rJlLFcd/oKrva2lPVNPz396DXTFpEV86deHd9gZcXwNXtpVaYQHzStklJ+7Npt7sbGUzKfeyb3JOvpvMwcdnZ2lC1Xgd93bKV9x2dSxnHHti04u7hQomTq6RbvDxuRaoeL7yaMBeDlga/h4+uLtcHAhK+/oGHjZrzy6h9z7c+cPsn9+/cpUjT3LZj6pM5JWxsbxkydQ+MaVfloYJ+UY7bsPURcfAKVy2S83WxOY2dnR4VyZdm243c6d2iXMpZbtu/AxdmZwJKpp6R98uH7xCeYZ5mNmzARgMEDB+Dn402y0YjBYODIseMEV/3jszLkylXu3buPr4/53VuRh2xt7SlUsion9q+h1lN9U87J43tX4+Dkhn+RCmnWW7/oK3avn02NZr1o3uWdVN8P7R2cKViyCif2r6Vxx9dTAhTnj+8kIS6aQiVy3u4Yt+8mcvuu+XvR3s5A19beVC7rwr6jphsvbi7WlCvplO72nAD7j0VSP9idAn72hISZ1r8p4GdPAb8/1nswGGDYoEKUKOzI6EkhbNt3L9XzJCYa6f9sflZuup2SIWGwgjaNvLgaHselq7lvbR3JOgpCZCODBw9m/fr1DBs2jOXLl1OiRAkaNmzIsGHD+PDDDylZsiRr1qxh0qRJfPrppwD4+fmxf/9+jh07hqurKxs2bGDWrFmAae7nX+0R/mfR0dHcuJH2B5yHhwcuLi7MmTMHW1tbnnnmGWJjY1mxYgWFCxcmz4M9xp2cnDh37hx37tzB19eXa9eusXnzZooXL86xY8cYMWJESrseHg9w9OhRihcvTr9+/RgyZAjffPMNrVu35tq1a/zvf/8jf/782T4TAqBvh5YMHPE17439gTYNa3P49DlmLVvLK8+2x8HOjsjoGC5cCSPANx953FwJKlOSymVKMm7GAmJj4yjk78v2/UeY/9tGBnXviJuLM24uzuT3Nt8mddt+03aApYsVzoJeWsYL1Uvz8sItvL38d54uV5hDobeYsfc0r9Ytj4OtNZFxCZy/dY8CHi5m0y7O3ryLnbUhZSeNP3O0taFXtVJM+f0EHg52BBfy5vKdSCbtPE7JfO60LVvYgj20HJ2XmeOZrs/x4ftD+XzUcJo0fYqTJ46zZNF8evbph729PdHRUYRcvoSvX37c3T0oXKRoqudwdDR95pUo+ccP4g6duzJ/7ixcXd2oGFSZ0KtXmDt7OkWKFqNx06cs1j9LehLnJMBzbZszbdEKPD1cqVmxLGcvX2XygmXUrlw+zekcucGzXTrz9v+G8clnY3iqaWOOnzjJgsW/8ELvntjb2xMVHc2lyyHk9/PFw92dIoULp3oOxwcLWZYq8ccCvR2ebsOCxb8AUCWoEuHXrzNr7jy88+Wj5VPNLNE1yaHqtXmZGV/0YcF3Qwiq05GQswfY/ttUmnZ6E1s7B2JjIrkRehbPfAVxdvMk7PIJtq2aQv7C5ShbrQVXzh8ye758+Yvj4OhCk46v89PnPZn99YvUat6XyHs3WbfwS/yLVqRUUNpTg3OaY2eiOXwykqH9Api2MJz7kYk829abqOhkVm2+nXJcAT97bG2sOB9iyo7Ysucuz7TMx/AhhfhpkSl40LujDxevxrJ1r2l3oNYNvShX0pmVm25z404CpYqaT307dT6GZCOs2Hibp5t4cetOAiFhcbRu5EWZ4k58MuGSpiE8kN46G/L3WBmNOqUsrUePHvj7+/PZZ5+lemz37t307NmT5557jv/973/ExMQwduxYVq5cyd27dylQoAB9+vRJmdYQEhLChx9+yMGDB7GzsyMwMJAuXbrw2muvMXPmTIKDg2nUqBHt27dn0KBBabanUaNGXL16Nc3HAObNm0elSpXYuHEjEyZM4Pz58xgMBmrUqMHbb79NwYKmRcC++eYbpkyZQq1atRg3bhwfffQR69evJz4+nsKFC9OrVy/Gjx9Phw4dGDhwIHfv3qVfv34cP36cMWPG0KJFC1atWsWkSZM4e/Ys7u7uNGzYkKFDh+Lu/s/vUkcc3PSP6/5dm3YfYPKCZVwKDSefpwedmjWgexvTftn7jp1iwPCv+ODlXrRuUAsw7TAwecEyNu85yK2Iu/j75KNry8a0a1w33deYvGAZUxYuZ9e8SRbp00MelRoQNSlzd135KxvOXOX7nce5dOc+3i6OPFOxGD2qmhZS2xtynRcXbOGj5lXNggej1u9nw5mrrO3fJs3nTDYaWXT4PAsOniMkIhI3BzsalfBnQO1yKWtRWILzS5/qvMwEHpUacPKc5eb679yxjbmzfuLqlSt45c1Ly9ZtadfhGQCOHD7I/955g1dfG5pu8OD9t03ZDp+O/iqlLDk5mdWrlrNq+a+EhV3FxdWVmrXq0r1nH5ydLZdRElgsIMefk8nJySxau5nFa7ZwNfwGbq7ONK8dTL9n2uBgZ7mt5TwqNeDymRMWe71tO35nxpy5XLlyFS8vL9q2akHnDu0AOHT4CG++9wFvDhlE8yZpLyL7xjumz/UvP/s0pcxoNLLk12UsX7Waa9fC8fTMQ5WgSvTp+Rwe/+J6/HcULFGaFbbZP4PFs14wNdfPZGfjHtzesjurm5OmVgmnmLvdcl/3T+xby8al33Dr2gVcPXwIbvQstZ7qC8CFk7uY/nkvnu47kqA6HdiwZDxblk1M97l6vTWdIoHVAbh8dj8bFn/NlfOHsbVzIDCoCc26vIWjU/rTNDNbt9pWtHrh6BN7fhcnAy908aNmJTesrOD4uWgm/xzG1fA/pqKMGloEHy9b+r5zOqUsbx5bXurmS6UyLiQlGdl/LJLJ865x50G2xei3ilCuZPrT0h72ydoanm3jTaOaHrg6W3M+JJa5y25w4Pjj7WzyuFZMKZepz2dJ367K6hak7ZUWWd2Cv0dBCMn1LPnFOjezdBAiN7N0ECK3snQQIjezdBAiN7N0ECK3yilBiJzA0kGI3OxJByH+KxSEyHw5LQiRe5YvFxEREREREXlCjEZjtvz3byQnJzN+/Hjq1q1LxYoV6du3L5cuXUr3+DNnzvDiiy9SvXp1atasyauvvkpoaOjfek0FIURERERERET+gyZOnMjPP//MiBEjmDdvHlZWVvTr1y9lHb8/u3PnDn369MHZ2ZlZs2YxefJk7ty5wwsvvEBc3OMvXqoghIiIiIiIiMh/THx8PNOmTWPQoEHUr1+fwMBAxo4dS3h4OGvXrk11/Lp164iJieGzzz6jRIkSlCtXjjFjxnDu3Dn279//2K+rIISIiIiIiIhIBozG7Pnvnzp58iRRUVHUqFEjpczNzY0yZcqwZ8+eVMfXrFmTb7/9Ns0dGO/evfvYr6stOkVERERERERyqMaN094B6aH169enWX7t2jUA/Pz8zMq9vb0JCwtLdXxAQAABAQFmZZMmTcLe3p5q1ao9dnuVCSEiIiIiIiLyHxMTEwOA3SNbWdvb2z/WGg8zZsxgzpw5vP7663h5eT326yoTQkRERERERCQDyclZ3YK0pZfpkBEHBwfAtDbEw/8GiIuLw9HRMd16RqORcePG8d133/HSSy/Ru3fvv/W6yoQQERERERER+Y95OA3j+vXrZuXXr1/H19c3zToJCQkMHTqU77//nrfeeovXX3/9b7+ughAiIiIiIiIi/zGBgYG4uLiwa9eulLJ79+5x/Phxqlatmmadt956i99++40vv/yS559//h+9rqZjiIiIiIiIiGTg3+xEkR3Z2dnx3HPP8cUXX+Dp6Ym/vz9jxozB19eXpk2bkpSUxO3bt3F1dcXBwYHFixezcuVK3nrrLYKDg7lx40bKcz085nEoE0JERERERETkP+jVV1+lU6dO/O9//6Nbt25YW1szdepU7OzsCAsLo06dOqxcuRKA5cuXA/D5559Tp04ds38Pj3kcyoQQERERERER+Q+ytrZm6NChDB06NNVjAQEBnDp1KuXvadOmZcprKgghIiIiIiIikoHkXDYdI6toOoaIiIiIiIiIWISCECIiIiIiIiJiEZqOISIiIiIiIpKB3LY7RlZRJoSIiIiIiIiIWISCECIiIiIiIiJiEZqOISIiIiIiIpIBY7bdHsMqqxvwtygTQkREREREREQsQkEIEREREREREbEITccQERERERERyUC2nY2RwygTQkREREREREQsQkEIEREREREREbEITccQERERERERyYBR0zEyhTIhRERERERERMQiFIQQEREREREREYvQdAwRERERERGRDCRre4xMoUwIEREREREREbEIBSFERERERERExCI0HUNEREREREQkA9odI3MoE0JERERERERELEJBCBERERERERGxCE3HEBEREREREcmApmNkDmVCiIiIiIiIiIhFKAghIiIiIiIiIhZhZTQqqURERERERETkr3wyNzGrm5CmD7rlrFUWclZrRf6BKeuzugW5wwuNYeGu5KxuRq7QqbqBtYfisroZOV7TivbsPHEvq5uRK9Qs7caS3UlZ3YxcoX2wNd+vzupW5Hz9m8Pc7bpPlhm61bZihW2prG5GrtAq4RT7Tt/O6mbkeFVKemZ1EySLaTqGiIiIiIiIiFiEMiFEREREREREMmBUUnCmUCaEiIiIiIiIiFiEghAiIiIiIiIiYhGajiEiIiIiIiKSAW0smTmUCSEiIiIiIiIiFqEghIiIiIiIiIhYhKZjiIiIiIiIiGQgWbtjZAplQoiIiIiIiIiIRSgIISIiIiIiIiIWoekYIiIiIiIiIhnQ7hiZQ5kQIiIiIiIiImIRCkKIiIiIiIiIiEVoOoaIiIiIiIhIBpI1GyNTKBNCRERERERERCxCQQgRERERERERsQhNxxARERERERHJgFHzMTKFMiFERERERERExCIUhBARERERERERi9B0DBEREREREZEMGDUbI1MoE0JERERERERELEJBCBERERERERGxCE3HEBEREREREclAsnbHyBTKhBARERERERERi1AQQkREREREREQsQtMxRERERERERDJg1PYYmUKZECIiIiIiIiJiEQpCiIiIiIiIiIhFaDqGiIiIiIiISAaMyVndgtxBmRAiIiIiIiIiYhEKQoiIiIiIiIiIRWg6hoiIiIiIiEgGkrU7RqZQJoSIiIiIiIiIWISCECIiIiIiIiJiEZqOISIiIiIiIpIBo6ZjZAoFIeQfMRqNLFmyhCVLlnDmzBkiIyPx9fWlXr16vPTSS/j4+DzW87zzzjtcvXqVmTNnpvn4lStXaNy4MTNmzKB69eqZ2YUn4sKxLWxd9jW3ws7h5OpJxTpdqd78RaysrNI8Pikxnj3rfuTYriXcv3MNFw8fygS3oXqzF7G2sUs57tC2+ezbOJ27N0NwzeNHUL1nqdywZ7rPmxucPryVtQvHcSP0HM6ueQhu1JV6rful2+fExHi2r/qJ/dt+4e6ta7h7+lCxVmvqte6HzZ/G8vi+dWxc+h03wy7i4p6XSrXbUr+N+TG5zfGD21j28wSuXTmPi1se6jTtTLN2z6c7lvFxMaxc8B37dqwm8t4d/AuVpGXn/pSpVMfsuO3rFrJx5WxuhV8hT15f6jbvQoMW3XPteXl4/w4Wz/6e0JDzuLrnoWHzDrTq2Dvd/sbFxfLL3B/YvX0t9+/eoUCRkjzd5QUqVK4FwI3wUIa+9HS6r1enUWteeHXYE+lLVjt1eCtrFo7n+lXT+7t6oy40aPPX7++tK39i/7alRDx4f1eq1ZoGbV4we+/u3bKErSt/5Nb1y7i656NynbY0ero/1ja2luqaxV08voXtK77m9rVzOLp4UqF2V6o1/evrzr4NP3J89xLuR1zD1cOHwCptqNbU/Lpz5uBq9qybzJ3w89g5ulKwZE3qtH0TZ7e8luqaRZ05spUNi7/mRtg5nF09qdqgC3Vapj+OiYnx7Fz9Iwe3/8K929dwy+ND+ZptqNPS/HpyI+w8axeM4eLJ3Vhb21CoZDWadXkbT+8ClupajuEQ4Eu9A8vY2/EVbm/ZndXNyRYO7dvJ/Fk/cPXyBdzc89C4RTvadkr/+19cbCyL5k7h963ruXf3DgWLlKBjt75UrFLT7LjN61awYskcwsOu4JHHi7qNWtCuSx9sbPTTUCxDZ5r8bUlJSbzyyivs37+f/v378+GHH+Ls7MyZM2eYOHEiHTt25JdffiFv3tz5RSU9V8/tZ/H3Awis0oK6bYZw5dw+ti4bi9GYTM0WL6dZZ8OCkRzb9Qs1WwzAt1B5wkOOsWPFBO7dCuWpHiMBOLBlDut+/pjgZv0oHFibsIuH2Lh4NAnxMdR4qr8lu2gxl84cYNbYVyhf/SmadhrMpdP7WLvwa5KNyTRsm3afV8waxYFtS2n49MsEFC1H6MXjrF/yLRE3Q+nwwqcAnD26nTnjX6V89RY0f+Z1roWcYe3CsUTdv03bnh9YsosWc/7UQSaNfpXKtZ6iTdeBnDt5gOU/f4PRmMxTHV5Ms86siR9y/OB2nu4+mHy+hdi1+Ve+/2wQrw6bQvHSVQDYumYe86Z8StOn+xJYoQYXzxxhyYwviY+NoXmHfpbsokWcOXmIcSPfILh2Uzp078+ZE4dYNPs7ko1G2nbum2adqeM/5siBnXTuMRCf/AXYtmEFX494nbc/+Y5SZYPw8MzL/0ZPS1Vv/coF7N6+lnpN0g9Q5GSXTh9gxlevUKFGC5p1epWLp/azZuE4jMZkGj2d9vt7+azP2Ld1KY3b9SegaDmuXjzOusUTibgZSqd+IwDYtnomy2eNony1ZrTs9iZR9yNYt3gCYSGn6TnkG0t20WJCz+9n6eQBlAxqQe1WQ7h6fh/bV5iuO9Wbp33d2bR4JMd3/0L15gPwLVie61eOsXPVBO7dCaXZs6brzukDq1jx4xDK1+5C7VZDiLp/k50rx7NwQi+6D12Mja29Jbv5xF0+u5+54wdQLrgFjToM4fKZfaxf/DXGZCP12qR9Tv42dxSHtv9CvTYv41+kPGGXjrNp6QTu3gzl6b6ma87d22FMG9kNL98idHzxCxIT4tiw+GtmfvU8A4b/iq2dgyW7ma05FsxP8Iqp2Hq4ZXVTso3TJw7zxYi3qFmnCc889yKnjh9m/sxJGJONtOvSO806k8aN4ND+3+naawC++QPYun4VY4YP5X8jJxBYthIAq36dx8zJXxNcuyHP9hnI/XsRLJwzhcsXz/L6+6Mt10H5T1MQQv62H3/8ka1btzJ//nzKli2bUp4/f36Cg4Np2bIl06ZN46233srCVlrejpXf4h0QSKveYwAoUrYeyUmJ7FrzA1Ub90n1ZSMmKoKD236mfrs3CW76AgCFAk2R6s1LxlCv3Zs4uuRh95rJlKrcgvrt3kw55vb1i+zfNCvXBiE2LPkW30KBdO7/OQAlK9QlKSmRLcsnU+ep3qnGMjoygj0b59H8mTeo2+p5AIqVNY3lb/O+oPkzb+Ds5sm+LUtw9/Kjc//PMRisKV6uNlH3brF99XRaPftOrrxbunLh9wQUDqTXINOPizKV6pCUmMjaX6bRqHVP7B4ZyxvXQti/czVdXnifus26AFCyXDDnTx1g6+p5FC9dBaPRyJpfplG5ZnOe7j4EgFLla3A97BKbf5ubK4MQS3+eQsEiJXnpteEAVKhci6TERFYums5TbZ/Fzt58HK+HXWH39nX0fOltGrXoBEDp8tU4e/IQG35bSKmyQdja2lG8VHmzehfOHmf39rV0em4AJctUskjfLG3dLxPxK1SaLv1NX3ZLVahLclIim5ZPoW6LtN/fuzbM46kur1P/wfu7+IP396qfv+SpLq/j5OLO+iXfUqJcLbq/+nVKXf8iZRj7TlvOHNlBifK1LNNBC/r9t2/J5x9Ii56m607hMqbrzp51P1ClYR9sHhnL2KgIDm//mbpt36RqY9N1p2Ap01huXTqGOm3exMnVk12rJ1KkTH2adBmeUtfTpyhzv+zM+aMbKRn0lIV6aBmbl36Lb8FAOvQzXXNKlDedk9tW/kDN5mmfk3s3/UzTTm9Su4XpnCxaxjSOaxeMoUkn0zVn4y/fYOfgTM83f8TO3hEAj7z+zB0/gNCLRylUsqoFe5lNWVkR0LM9pUf/t74zPo5Fc6dRqEgJBrxhyoirWKUmSUmJ/LpoJi3bdU113QkPu8Lv29bT5+WhNG3ZAYCyFapy6sRh1q5cTGDZSiQnJbF47lTKVwpmyDsjU+oWKR7IW688y5EDuykfFGy5TuZAycmajpEZtDCl/C1Go5HZs2fTtm1bswDEQ46OjsyaNYshQ4YAEBYWxptvvknt2rWpVKkSzz//PKdOnUr3+U+fPk3Pnj2pVKkSzZs35/fff39SXclUiQnxhJzZRclKzczKSwY1JyEumitn96aqExdzn0p1ulK8QiOz8jzehQGIuBkCQKdXplC//VCzY6ytbUlKjM/EHmQfiQnxXDi5m7JVmpqVl6vWnPjYaC6e2peqTmxMJNUadiGwsvlYevkWBuD2DdNYJiXGY2fviMFgnXKMk2sekhITiIuNyuSeZL2EhHjOHttDxeqNzcqDajQlLjaacyf2p6rj4eXD0FFzqVqnVUqZwWDAYG1DYmJCStkr731Hu+deM6trbWNLYkLuOy8TEuI5eXQfVWo0NCuvWqsRsbHRnD5+MFWdPHm9GfbFdGrW/+PHWso4pjNGRqORGZNGkz+gCM3bPJupfcguEhPiOX9iN+WqNjErLxfcjPjYaC6k9f6OjqR6oy6UeeT9nffh+/t6CJF3bxETdY/AoAZmx/j4F8fZNQ8nDm7KxF5kD4kJ8Vw5s4viFc2vOyUqma47V8+lcd2JvU+F2l0pWu6R606+wgDcvRWCMTmZgqVqU77WM+bHeBcxHXPzcib2IuslJsRz8dRuSlc2v+aUqdqc+LhoLp1O6/odSdUGXSlVyfwz4eE1586NEIxGIyf2raVy3U4pAQgA/yLleXPsVgUgHnCrUIpyEz7iysxfONhbgYiHEhLiOXFkP8E1G5iVB9dqSGxMNCePHUpVxzOvNyO+mkbtBs1TygwGA9bW1inXnbsRt4mKvE/lYPPplQEFi+Dq5sH+PdszvzMiaVAQQv6WK1euEBoaSq1a6d9R8vf3x87OjsjISLp160Z4eDjfffcdP//8M05OTjz33HOEhoamqnf//n169+6Ni4sLCxYs4MMPP2TixIlPsjuZ5u7NEJISE1ICCA/l8S4EwJ3rF1PV8chbgKbdPsLTp6hZ+ZmDazFY2+LpUxgrKyu8/Irh7uWP0WgkJiqCw9sXcGzXLwTVz50/Um5fN41lXt9CZuVePgUBuHntYqo6nvkCeLr3MPL5FTErP753LdbWtik/Vmo06c6ta5fZumIqMVH3uHz2IDtWz6BkxXo4uXg8ie5kqVvhV0hMTMDbz3ws8/maxvJ62KVUdWxt7ShUrCyOTi4kJydz+2YYC38azc1rIdRp2hkAKysrfAOK4pkvP0ajkajIu+xYv4jdW5ZRr3nXJ98xC7tx7SqJiQn45i9oVu7jZ5rTfS009Y8yW1s7ihQvkzKOt25cY/aUL7l+7QoNm3dM83V+37KaC2eO8+zzb2Cwtk7zmJzuj/d3YbPyv3x/ewfQrveHqd7fx/auw9rahrx+hXFwcsVgbcOdm1fNjomOuktM1D3u3DAvzw3u3gohKSn1dccj34Przo2Lqeq4exWg8TNpXHcOm647ebwLY2UwUL/9OxSrYB4oOntoDQBe+UtmXieygTs3TOek1yPnpKe36Zy8FX4xVZ08+QJo3WMYef3Mx/HEvjUYrG3x8i1MxM2rxMXcxyOvPytmDmf0oOp88mIF5ozrT8St1N+B/qtiLoexKbApJ4Z+RlJ0bFY3J9u4fi3UdN3xf+S6kz8AgLB0rjtFS5TGycmZ5ORkbl6/xozJYwm/dpXGT7UHwMnZFWtra25cDzOrGxl5j6jI+9wI17kplqHpGPK33Lx5EwBPT0+z8v79+7Nr166Uv/Pnz0/37t25c+cOixcvTjn+iy++oEmTJsyePZuhQ83v7q9YsYKYmBhGjx6Nq6srJUqU4L333uOVV155wr3692Jj7gFg5+hiVm5n7wxAfGzkYz3PqQOrObZ7KVUa9sTByd3ssavn9zP3S1PgwadgWYIa9Pi3zc6WYqNNY2n/6Fg6mMYyLubxxvLonjUc3PErNZv1wNHZNJZFSgdTt1Vffpv3Bb/N+wLAlBb+8heZ1fxsJTr6PgAOj4ylvaMTYLrD/FfW/DKF5T9PAKBmo/aUKFst1THnTx1k7Ie9AChQtAz1W3T71+3ObqKjTOPo6ORsVu7wYBxjov86i2b5op9YPPs7AOo1eZrAclXSPO63pbMoUboipcun/XhuEPPgnLR3NB9L+7/5/j6yZw0Htv9KrWY9cHrw/q5Q/Sl2rp2Dj39xylZtQtS92yybOQqDtQ3xcdGZ2IvsIe7hdcfh3113zhxczYk9Swmqn/q689Cd6xfZsvRzvAPKUqR0vX/R6uwn5Zrz6Dj+zXPy+N7VHNr5KzWa9MTR2Z1b4aYg79oFX+BftAIdX/qSqPu3Wb/wK6Z/3ouXhy/Fzt4pE3uSMyXcuUvCnbtZ3YxsJyrlumN+jjg+5nXn1wUzmD9rEgANmrahTPnKANg7OFCjbhPWLF9IQMEiVK1Zn3sRd5gxeSzWNtbExcZkdldyHW2OkTkUhJC/JU+ePABERESYlX/88cfExpoi2DNnzmTDhg2cPn2awoULmwUs7O3tqVChQppTMh4e7+rqmlIWFBT0BHqR+YzGZACsSHu1YiurjJOOTu3/jRU/vUmB4tWo9/SbqR738Aqg65CZ3L8bzvbl3zDzs470eHthrlup/OHWR+mt/Pw4Y3l092rmfz+UwoHVaP7MGynlS3/6iP1bltCgbX+Kla3JnRtXWL94Aj+N6Uffd340S5nNDYzJD87LdDarsDL89ViWr9qA4oGVuXT+OKsWfMedW+EMfP97s2O8vP0Z/NE0Im6Hs3L+d3z+TjeGjpqLm4dXpvQhO0g5J9N7fxv+ejeQoGr1KFWmEhfOnuCXnydz+2Y4b35kvlDimROHuHT+FK++mzsDYg+lfFb+i/f3kd2r+fm7tygSWI0WXV5PKW/fZxg2NnYsnvohi6Z8gK2dI/Vb9SU+PiZX/tjL6LrDY4zl6QO/8duMNwkoVo06bVJfdwBuXTvH4m/7YG1jR+vnx2X4uZHTZMY159je31j8w1AKl6pGk06ma07Sg+lrLu556fLKNxgejJund0GmftqVwzt/pWqD3Jc5Jpnjj+t32uelIYPzsnL1OpQqW5HzZ0+yeM4Ubt28zrvDvwbg+QFvYWtry+RvRvHD+JHY2zvQuuNzxMfFYe+Qu74HSfalIIT8LQUKFCBfvnzs3r2bVq3+mDP+5y053d1Nd1KMRmOaH55JSUnpbgH06N67OWWrIAdH02rOcY/ceYqPM0WqH82QeNSe9T+yefHnFCgZTPuXJmJjm3q7SBcPH1w8TOPsV7giUz5qxuHtC9LdeSOncnAyBaFiH7n7FP9gzQYHp78ey22rfuK3n8dQpHQwzw2ZkDKWd2+Hs3fTAuq3eZGmnQabDi4dTEDRcox/72n2bVlMzabdM7k3WcvJ+eFYmt8xiYsx3RV2zGAs/Qua0q6Ll6mKk5Mrs78fxrmTBygW+Edw0MPTGw9PbwAKF6/A8MGt2bFhUbo7b+RETs6mcYp5ZBxjH4yjUwbjWKBwcQBKla2Mk7Mr0yZ8wpkThyhRumLKMXt2rMfZxY0KVWpnZtOzHUendM7Jh+9vR9dUdf5s66qfWDn3C4qWrkbP1yaYfVbaOzjTqd8I2vR4l4iboeTJ64+dgxN7tyzGs3Tu2w7R/sF159GMh4fXnUfv7D9q34Yf2br0cwJKBNO2X9rXnZDTv7Ns6iDsHJzpOGAa7l65bxwfXnMezXj445rz1+fkjtU/snb+GAoHBtN10Lcp4/gwu6d4+bopAQiAAsUq4eDkxrXLJzOtD5L7OD+4fj+a8RDz8Prt/Nfv74IPrjulywXh7OzCD+NHcur4IUqVqYiDoxMvvvo+Pfu9xs3r18jr44eDgyOb1y5PyZgQedJyVzhbnjhra2t69uzJL7/8wsmTaV9Aw8JM88xKlizJhQsXuHXrVspjcXFxHD16lOLFi6eqV7p0aS5cuMDt27dTyo4cOZLJPXgyPPIVxMpgTcQN8zn2d66b/s7rm7q/YAq6rJv3CZsWfUbJoOZ0HDA5JQUUTF8uj+/+NeV5HsqTryAOTu7cvxP26FPmeJ7eBTEYrLkdbj7f8daDv739i6VZz2g0smzGCFbNHU25as3o9caklC+BAHdvhWI0GilYwvwC6xNQEicXD65fPZPJPcl6eX0KYDBYc+Oa+Vg+/Ns3IPVY3rx+hR0bFpMQH2dWXrC4aSHaO7euERsTxZ6tK1I9bz7fAjg6u3HnZnhmdiPL5fMNwGCwJjzsill5eJhpwdP8BYqkqnMj/Cqb1y4l/pFxLFK8DAC3HhmjQ3u3Ubl6/RwTeP2nHr6/H6aqP/Q47++lM0awYs7nlA9uRp83zd/fACcObOLi6f3YOzjjE1ACOwcnIu/e4u7ta/gXLv1kOpSFPPI+uO7cNB/Lh9chr7+47mxc+AlbfvmMEpWa0+6lySlTOP7s5N5lLP7uBVw8fOgy5OdU60jkFnm8TeN4+7r559nDv/PlT/+cXDn7E9bMG02Zqs3pPuQHs3Myj3cBrKwMJKWxEG1SUiI2drlrm1PJXN5+/hgM1lx79LoTavo7oEDhVHWuXwtl45pfU113ipYwff7dunkdgP27t3Hq+CEcHJ0IKFQUBwdH7kbc5tbNcAoXK/UEepO7GJON2fJfTqMghPxtL7zwAg0bNuTZZ5/l+++/5+TJk1y5coUNGzbQt29fFi1aRI0aNWjTpg1ubm4MGTKEw4cPc/LkSYYOHUp0dDRdunRJ9bytWrXCy8uLN954g5MnT7J7925GjhyZRguyHxtbewoUr8rpg2vNsjlOH1iNvaMbvoUrpFlv69KvOLB5FlUa9abN82NT3YmyMljz26z32b12ill52MXDxEZFkC8gMPM7k8Vs7ewpXKoqx/aaj+XRPatxcHIjoGjaY7lmwVh+Xzeb2s170eWVr1KNpZdPIQwGay6dNl99/0bYBaIjI8iTLyDzO5PFbO3sKV66Mgd3rTcbywO/r8XR2ZVCxculqnPr+lXmfP8RB3evMys/cdC0YnZAoVIYDAZmfz+MtUt/NDvm0tmjREfeJaBw7lq4zs7OnlJlg9j3+0azcdy7YwNOzq4ULZF6p6Ab4aH8+O0I9u3caFZ+5MBOAAoWLpFSFnn/LuFhIRQPrEhu98f7e535+3v3Ghyc3ChQrHya9VbPH8vOtXOo81Qvur3yZZp37XdtmMfKuWPMyratnoGVwTrVrhm5gY2tPQHFqnL2kPln5ZmDD647hdL+rNy+7CsObplF5Qa9adk79XUH4MKxzfw2623yFwmiy5C5uObxfWL9yGq2tvYUKlmVE/vXmI3j8b2ma45/kbTHcf2ir9i9fjY1mvWiU//U1xx7B2cKlqzCif1rzXbEOX98Jwlx0RQqod0xJH12dvYElqvEnh2bzc7L3Ts24uTsSrGSZVLVuREeyuRvRrFnxyaz8kP7TTvNFSpiuu6sX7WE2dMmmB2z6td5GAwGgoJzdzaeZB+5+5aLPBEGg4Gvv/6aVatWsWjRImbMmMG9e/fImzcvVatWZdasWVSrZlrAbtasWYwePZrevXsDUKVKFebOnUuBAqlTOp2cnJgxYwbDhw+nW7duuLu7M3jwYN555x1Ldu8fq9HiZeaP78OvUwZTvlZHQs8fYPe6qdRv9ya2dg7ExURy69pZPPIWxMnVk/CQE+xaOxnfguUIrNKCsIvm2y15+RbH3tGF4Gb92LlqIo7OHhQKrMXt6xfYsWIC+QICKV8z7VX2c7oGT/fnx9F9+XnCa1Su14HLZw6wbeU0mj/zBrZ2DsTGRHL96lm8vAvi7OZJ6KUTbF0xBf8i5ShX/SlCzpmPpbd/cZzdPKnVvCdbV04DoHjZWkTcCmXDkm/x8PKjWoPOWdHVJ655xxeZ8MmLTBv7JjUatuPCqUOsX/YTT3cfgp2dAzHRkVy7co68vgVwdfOkRJmqlCxbjQVTRxETdR+f/IU5fWwP65b+SO0mnfANMN0Nbfp0H35b9APOrh4Elq/O9bBLrFzwHf6FSlGjQbus7fQT0KZzX8YMe4Vvx7xLvcZtOHPyMKt+mUnnnoOwszeN49WQC3j7BuDmnofAspUpXb4qsyaPITrqPn7+hThxdB8rl8ygQbP2ZtkTVy6dBcA/jYyK3KjR0y8xdfTzzPnmNarW78ClMwfZsnIaT3V5/U/v73N4ehfA5cH7e/OKqQQUKUeF6k8Rcu6w2fN5+xfDwdGFWs2eY9rn/Vg2axSlgxpy7vguNi2bTIPWL+DlnfumEQAEN3+ZRd/2YcWPgylboyNhFw6wd8NU6rZ9E5sH153b187i/uC6c/3KCfasn4xPwXKUDGrBtUeuO56+xbG2sWXt3Pexs3cmuFl/bl87Z3aMi4dvrgtK1GvzMjO+6MOC74YQVKcjIWcPsP23qTTt9GbKOXkj9Cye+UzXnLDLJ9i2agr5C5ejbLUWXDlvPo758hfHwdGFJh1f56fPezL76xep1bwvkfdusm7hl/gXrUipoEbptEbEpP0zvRn5wauMG/0+DZq04fTJwyxfPJuuvQdgZ+9AdHQUVy9fwMfPHzf3PJQuF0SZClX4adKXREdF4hdQkOOH97Ns8SwaNX8a/wfZE83bPMNnw4YwY/JYqgTX5djhffy6YAZtO/XAx9c/azst/xlWxkcn4YvkMlPWW+61Th9cy/bl47lz/QIu7j4E1e9OtSZ9Abh8ehfzvu5Jix6jKFezA9uWjWPnqvS3IO0yZAYFS1bHmJzMwW0/c3DLXCJuXMLByZ0SlZpRt+0Q7DOYP52ZXmgMC3clW+z1ju1dy/olE7gZdgG3PD7UaPIsdVr0AeD8id1MHdWLjv1GUrlue9YtGs/Gpd+l+1zPvzudoqWDMRqN7Fg9g90b53HnxhVcPfJRvFxtmnUagrObZ7r1M1un6gbWHorL+MBMcmj3elbMn8j10Iu4e3pTr3lXGrcx7Whx+tgexn/8PM8N+IQaDZ4GICY6klULv+fQrnXcvXMDL29/ajfpTIOW3VPmNicnJ7N93QK2rJ7HzWshOLm4U7F6Y9p0HZgy7/9Ja1rRnp0n7lnktQD2/b6RJXN/4NrVS+TxykejFp1p0e45AE4c2cfoD/rz/KAPqdu4DWAax6XzprB350Yibt8gr09+GjbvQNPWXc3miO/etpaJX7zHyAkLyB9Q2GL9+bOapd1YsjvJYq93dO861i2ewI2wC7jn8aFGk27Ua2l6f587sZvJI3vTqd+nVK3XnjWLvmHDL+m/v/u99xPFSgcDcHDnCjYs/Z47N67ikTc/NRp3pXaz5yzSp4faB1vz/WrLvd7ZQ2vZuWo8d8Iv4OzhQ6W63anSyHTdCTmzi4Xf9KRZ91GUrd6BHSvGsWt1+tedToNmYDQms2hC73SPqfHUQGq2HJTZ3Uilf3OYu91yX1FP7FvLxqXfcOvaBVw9fAhu9Cy1njKN44WTu5j+eS+e7juSoDod2LBkPFuWpT+Ovd6aTpHA6gBcPrufDYu/5sr5w9jaORAY1IRmXd7C0cnNIv0C6FbbihW22T/N3rNeMDXXz2Rn4x7c3rI7q5uTplYJp9h3+nbGB2aSPTs3sXDOFMKuXCaPVz6atepIq/amndKOH9nPiPde4aXB/6N+E9M6bdHRUSyZO5XdOzZx5/ZN8vn40fipdjzVtovZdWfH5jUsmfcTN8JDyevtS9OWHWnexnI3Y6qUtNx3rsw26GvLfe/4O74ZYrnPlMygIITkepYMQuRmlg5C5GaWDkLkVpYOQuRmlg5C5GaWDkLkVpYOQuRmOSUIkRNYOgiRWykIkflyWhBCa0KIiIiIiIiIiEVoTQgRERERERGRDOTEnSiyI2VCiIiIiIiIiIhFKAghIiIiIiIiIhah6RgiIiIiIiIiGdB0jMyhTAgRERERERERsQgFIURERERERETEIjQdQ0RERERERCQDmo2ROZQJISIiIiIiIiIWoSCEiIiIiIiIiFiEpmOIiIiIiIiIZEC7Y2QOZUKIiIiIiIiIiEUoCCEiIiIiIiIiFqHpGCIiIiIiIiIZMBo1HSMzKBNCRERERERERCxCQQgRERERERERsQhNxxARERERERHJQLJ2x8gUyoQQEREREREREYtQEEJERERERERELELTMUREREREREQyoN0xMocyIURERERERETEIhSEEBERERERERGL0HQMERERERERkQwYtTtGplAmhIiIiIiIiIhYhIIQIiIiIiIiImIRmo4hIiIiIiIikgFNx8gcyoQQEREREREREYtQEEJERERERERELELTMUREREREREQykGzUdIzMoEwIEREREREREbEIBSFERERERERExCI0HUNEREREREQkA9odI3MoE0JERERERERELEJBCBERERERERGxCE3HEBEREREREcmAUbtjZAplQoiIiIiIiIiIRVgZFc4RERERERER+Us9PwjL6iakacYnflndhL9F0zEk1/v056SsbkKu8H5Xa778RTHLzPBGOyvGLdNY/luD21ixeHdyVjcjV+gQbKB5r4NZ3YxcYfX0StRpszmrm5HjbVtWn1YvHM3qZuQKK6aUY9/p21ndjFyhSklPVtiWyupm5HitEk5ldRP+sWTtjpEpNB1DRERERERERCxCQQgRERERERERsQhNxxARERERERHJgFHTMTKFMiFERERERERExCIUhBARERERERERi9B0DBEREREREZEMGI2ajpEZlAkhIiIiIiIiIhahIISIiIiIiIiIWISmY4iIiIiIiIhkwJicnNVNyBWUCSEiIiIiIiIiFqEghIiIiIiIiIhYhKZjiIiIiIiIiGQgOVm7Y2QGZUKIiIiIiIiIiEUoCCEiIiIiIiIiFqHpGCIiIiIiIiIZMBo1HSMzKBNCRERERERERCxCQQgRERERERERsQhNxxARERERERHJgFG7Y2QKZUKIiIiIiIiI/AclJyczfvx46tatS8WKFenbty+XLl1K9/g7d+7wxhtvUK1aNapVq8YHH3xAdHT033pNBSFERERERERE/oMmTpzIzz//zIgRI5g3bx5WVlb069eP+Pj4NI9/9dVXCQkJ4aeffmL8+PFs376djz/++G+9poIQIiIiIiIiIhkwJhuz5b9/Kj4+nmnTpjFo0CDq169PYGAgY8eOJTw8nLVr16Y6/sCBA+zevZtRo0ZRtmxZatasyfDhw1m6dCnh4eGP/bpaE0JEREREREQkh2rcuPFfPr5+/fo0y0+ePElUVBQ1atRIKXNzc6NMmTLs2bOHVq1amR2/d+9e8uXLR7FixVLKgoODsbKyYt++fbRs2fKx2qtMCBEREREREZH/mGvXrgHg5+dnVu7t7U1YWFiq48PDw1Mda2dnh4eHR5rHp0eZECIiIiIiIiIZSDYmZ3UT0pRepkNGYmJiAFMg4c/s7e25e/dumsc/euzD4+Pi4h77dZUJISIiIiIiIvIf4+DgAJBqEcq4uDgcHR3TPD6tBSvj4uJwcnJ67NdVEEJERERERETkP+bh1Irr16+blV+/fh1fX99Ux/v6+qY6Nj4+noiICHx8fB77dRWEEBEREREREclAVu+Ckdm7YwQGBuLi4sKuXbtSyu7du8fx48epWrVqquOrVavGtWvXuHTpUkrZw7qVK1d+7NfVmhAiIiIiIiIi/zF2dnY899xzfPHFF3h6euLv78+YMWPw9fWladOmJCUlcfv2bVxdXXFwcKBixYpUrlyZ1157jY8++ojo6GiGDRtGu3btlAkhIiIiIiIiIn/t1VdfpVOnTvzvf/+jW7duWFtbM3XqVOzs7AgLC6NOnTqsXLkSACsrKyZMmEBAQAC9evViyJAh1KtXj48++uhvvaYyIUREREREREQy8G+mPmRX1tbWDB06lKFDh6Z6LCAggFOnTpmVeXl5MX78+H/1msqEEBERERERERGLUBBCRERERERERCxC0zFEREREREREMmA05r7pGFlBmRAiIiIiIiIiYhHKhBDJREV9oUEFA3ndIDoO9p81suPE40VMffNA76YGvluRzN0o88e8XKFRJQOFvCEpGUJuwLoDyUREpf1cuUHIqa3sWf01d66fw9HZk9I1ulCpwYtYWVllWPfGlaP88m1Xug79DVfPALPHLh5bx/71E4m4cREn17yUCGpLpYYvYm1j96S6ku1cPrmVXb99zZ3wczg4e1K2ZhcqN0p/bJMS4zm4+UdO7f2FyIhruHj4UCKoDZUb9ftPjdupw1tZu3Ac16+ew9k1D9UbdaV+m37pjltiYjzbVv7E/m2/EHHrGu6ePlSq1Zr6bfph86dxO7Z3HRuWfsfNsIu4uOclqHZbGrQ1PyY3cnQw0K9LfmpWdsfJ0cDxM9F8N/sKl0Pj/rKep7sNLz7rT+WyrtjYWLH/6H2+m32VW3cS0jw+n6ctkz4NZPHqG8z65dqT6IpFOTpa80qfotStkRcnR2uOnrjHuMlnuRgS/Zf1vPLYMej5YlQNyoOtjRW7D9xh3A9nuXk7PuUYdzcbXupZlJpVPXGwt+bU2ft8++N5zpyPNHuumlU96dOtEMUKOXP3fiKbd9xg0owLxMYlP5E+PymO9gb6dvalZpArjg7WnDgXzaS5YYSE/fU5mMfdhn7P+FKpjAu2NlbsPxbJDz+HcSsiMeUYd1drerb3oXJZF1ycrQkNj2fhbzfYuudeyjE2NlZ0b+tNwxoeuLlYc+VaHItX32TTrrtPrM+WcGjfTubP+oGrly/g5p6Hxi3a0bZTz3Q/K+NiY1k0dwq/b13Pvbt3KFikBB279aVilZpmx21et4IVS+YQHnYFjzxe1G3UgnZd+mBjo58zf+YQ4Eu9A8vY2/EVbm/ZndXNEUmTMiGegMTERKZPn06HDh0ICgqievXq9OnTh507d2Z10zLFN998Q6NGjVL+LlWqFIsXLwYgISGBn376Kd1jczN/L3imroGb94ws3JbMkYtGGlSwonaZjH80e3tAl3oGrA2pj3V1gp5NDDjZwy87k1m1N5m8btCtgQEb6yfQkWzg2sX9rJ4+AA/vYjTr8Q0lKrdlz+qvObBxUoZ1b4We5Lcf+2NMTkz12JXT21kzcxDueQvTrMc3lKnRjYObfmDn8s+eRDeypbCL+1n54wDyeBfjqV7fUKpKW3b99jX71qc/ttuWjmLfuu8JrNaeln0nUjq4Mwc2TmHz4o8t2PKsden0AWZ+9Qr58hel++DxBNVuy5qFX7Pp1/THbfmsUWxY+j2V67an5+vfUq1BJzYvn8rSH/8YtzNHtjN7/Kvk9S3Mc4PHU6NJNzYv/4EVs0dboltZ6t2XC1G7qjvTFoTx+aTLeLjZMPrt4rg6p//BZjDAiDeKUaqIE99MD+Gbn0IoVdSJUUOLYp1OtdefL4izU+75sPxoaGnq18zL99PP88lXJ8njYcu4Tyvi6pL+DzFrA3zxUXkCS7jy5cTTfDHxDGVKujL2kwpYW/9x3Rn5Xjnq1vBiyqyLfDTmONbWVkwYVRE/H4eUY2pX8+Kz/5XjwuVohg4/yqyFl2nZxJe3B5V8ov1+Et56MYBald34aVE4X069grurNaPeLIxLBufg8MGFKFHEkYmzQpkwM5SSRRz55LXCKeegjbUVn7xWmKAyLsxaep1Pv73MqfPRvPNSQRrW8Eh5rrdfLECHZnnZ+HsEw7+5xKZddxnYIz9tG3s94Z4/OadPHOaLEW/hH1CY194bRZ2GTzF/5iSWzp+ebp1J40aw/rdfaNOpB2988Dm+fgGMGT6Uk8cOphyz6td5TBo3gvwFCvHae5/RqXs/tm78jfGj37dAr3IOx4L5qb7qR2w93LK6KblWcnJytvyX0yh0mMni4+Pp06cPYWFhDBo0iKCgIGJjY1m0aBF9+/Zl1KhRtGvXLqubmam2bduGq6srAMuXL2fUqFH07t0bgL59+9K9e/csbJ3l1C1nIDwCfv3dlPlw/poRgwFqlrZi1ykjiUmp6xgMUK2EFfXLW5GQxuMA9ctZEZ8IszcmpzzH3chkOtcz4OdpyorIbfav+xYvv0Aadf0cgAKl6pKclMihjT9QoW5vbGwdUtVJSozn2I5Z7FkzHhtb+zSf99S+xbh4+NGw6xgMBmsCStYmJuo2R7b+RK0272Kwtn2i/coO9q75lrz5A2nyrGlsCwaaxvbAxh+oVD/12MZGR3Ds95+p2fJNgho+D0BACdPdqZ0rxlCz5Rs4unhathNZYP0v3+JXKJAu/U3jVqpCXZKSEtm0fDJ1WvTG1s583KIjI9i9YR5PdXmDeq1M41a8rGncVv38Bc27vIGLmyf7ti7B3cuPLi9/jsFgTYnytYm6d4ttv02ndfd3sLbJnedk6WJOVK/kzv++PMeew/cBOHo6kulflKF147zM/TU8zXr1gj0oVsiRF987yaWrsQCcuxzDpE8DqV89Dxt23DE7vnUjLwr4pf15kBOVLeVG7WpevPnREX7fdxuAw8fuMn9KdTq0zM/0+ZfTrNewTj5KFHWhxyt7uHDZlDFx5nwkMyZUpXHdfKzZdJ0C+R2pWNadUeNPsWKdKWPk6Ml7LJtVi6ca+vDjz5cAeLVfMTbvvMGocaYt2/YfjsDaYEWnNv7Y2xuIyyHZEIFFHQmu6MawcRfZe8SU6XH0dBTTPitJqwaezFuR9sW1blV3ihZ05OUPz6Rk7ZwPiWXix8WpV82djb/fJbiiK8UKOjJkxDnOXIwB4OCJKLy97OjUwhR0KFrAgVqV3Zi+OJz5K2+kHBMXl0yfTj6s33GHqJicMZZ/tmjuNAoVKcGAN4YBULFKTZKSEvl10UxatuuKnb35Z2V42BV+37aePi8PpWnLDgCUrVCVUycOs3blYgLLViI5KYnFc6dSvlIwQ94ZmVK3SPFA3nrlWY4c2E35oGDLdTI7srIioGd7So9+K6tbIvJYlAmRycaPH8/JkyeZM2cO7du3p3DhwgQGBvL+++/ToUMHRo4cSVRU7sqhz5cvHw4OpovKo4u1ODs74+mZ+3+gWBugkDecvGLe/5MhRuxtrSiQL+16xf2gbjkrth83svFQ2tM2SgVYcei8eRAj7A6MX5qcKwMQSYnxhJ7fTZFyTc3Ki5RvTkJ8NNcu7E2zXsipLexb9y1BjfpTvcWb6T63ra0TBsMfd7kcnDxITkogPi53vS/TkpQYz9Vzuyla3nxsi1ZoTkJcNKHnU49tfEwkZWt0pXDZhmblHvkKA3DvVsgTa292kZgQz/kTuylb1XzcygU3Jz42mgun9qWqExsdSXCjLpSubJ4Jlte3MAC3r4ekPLedvaPZOenkkoekxATiYnPvOVmlvBsxsUnsO3o/pezu/SQOn4wkuEL6d/CqlHMjJDQ2JQABcDk0jpCw2FT1fPPZ8fwz+fn6x9xzjlavnIfomCT2HLidUhZxL4GDRyOoUTX9a21wZU8uXYlOCUAAXAyJ5tKVaGo+qGdra/pKGB39RxZZdEwS8fHJuLmZ7lmVKOqCv58jC5eFmj3/gmVX6fLi7hwTgACoXM6VmNgk9h/7Y6rJvcgkjp6Oplp51/TrlXUhJCzObNpQSFgcIWFxVH1QLzomiVWbb6cEIB66Gh6HXz7TNKuHwbFdh+6ZHXPkdBSODtZUCHT+dx3MAgkJ8Zw4sp/gmg3MyoNrNSQ2JpqTxw6lquOZ15sRX02jdoPmKWUGgwFra2sSE0xThe5G3CYq8j6Vg+uY1Q0oWARXNw/279me+Z3JYdwqlKLchI+4MvMXDvZWIEKyPwUhMlFCQgILFiygU6dO+Pr6pnp88ODBTJkyBQcHByIiIvj444+pX78+FSpUoFu3buzd+8cPgG+++YbevXszY8YM6tSpQ6VKlXj99de5ceMGb731FkFBQdSvX58lS5ak1OnRowdff/01H3zwAUFBQdSoUYOJEydy/vx5unfvToUKFWjbti2HDx9OqZNROwDmzZtH06ZNqVChAgMGDODuXfO5ig+nYyxevJh33303pWzXrl2ppmOEh4fz2muvUbVqVapXr07//v25ePFiyuO3bt3i1VdfpXr16lSoUIGuXbuye3f2n8/m4WJKv7x93zyQcOfB92sv17SnZITdhgnLktl+3EhyGjEId2dwsLMiIgqaV7HitfYG3u5s4Jm6BtycMrsX2cO9WyEkJyXg/uBH7kPuXgUBiLh5Mc16+QLK0+2d9VRu1B8rQ9qptOVqdefurUsc2jyVuJh7hF86yNFtMygQWB8HJ49M7EX2dDe9sc1rGtu7Ny6mquPmFUD9jsPI413UrPz8kTUYrG1TPVdudPt6CEmJCeT1LWRWntfHNG43r11MVcfTO4B2vYeRz6+IWfnRvWuxtrYln19hAGo27c6ta5fZsmIqMVH3uHz2INtXz6BUxXo4uXg8ie5kCwXz2xN2I55HM0hDr8fj75t+5kLB/PZcCU89Xz803LyelRW82a8gW3ZHsPfI/VTH51SFCjgRei2GpEfG7WpYDAX8078oFA5wIuRq6jUjroTGUCC/qd75S1HsOXCH3l0LUaSgE64uNgx8vhgO9gbWbzFFvEsUMf0wjotPYvSH5Vi/sA6r5tZiyIvFsbPNeOphdlLAz55rNxPSOAfjyO+T/nosBfzsCU3jHAy7Ho+/j+kcPHgiigkzzQM11tZQrYJrSgDtbqQp2OOT1/y1HgYpHi3PCa5fCyUxMQFf/4Jm5T75TWszhYWmztSxtbWjaInSODk5k5yczM3r15gxeSzh167S+Kn2ADg5u2Jtbc2N62FmdSMj7xEVeZ8b4aGpnve/JuZyGJsCm3Ji6GckRcdmXEH+MWOyMVv+y2kUhMhEISEhREREUKlSpTQf9/b2pkKFCoBpmsLevXsZPXo0S5YsITAwkN69e3PkyJGU4/fu3cvevXuZPn06X3/9NatXr6Z169aULl2aRYsWUa9ePT788EPu3Pkj/XTKlCn4+fnx66+/0qNHD8aNG8dLL71E3759WbBgAfb29nz00UcAJCUlZdiOFStWMHz4cHr37s3SpUupVKkSs2fPTrN/LVu25L333gNMUzSCgoLMHo+OjqZHjx4kJSUxa9YsZs6cSZ48eXjmmWcIDzel3n700UfExsYya9Ysli1bRpEiRRgwYADR0X+94FZWc3iQMR33yLpocQ9uKNmlk1F9PwZi49N+DMD5wXfqRhWtcHW04pedyazYbcQnDzzXyIBt7pnmnCI+1nRXyNbexazc1t705TchNjJVHQBnd58MAwl+RatTsf7z7Fo5hukfBbN0YlccXLxo3PWLf9/wHCA+xjS2do+Mrd2DsY2PS3tsH3Xu8GpO7f+VcrWexcHJPXMbmQ3FRJvGzcHxkXFzePCDLObxxu3onjUc3P4rNZp0w9HZNG5FSwdTr1VfVv38BcP7V+e7j7vh4uZJ1wG5+5x0drImOib1HLSY2CScHNP/apJevehH6rVvlg/ffHZMmns1cxqcTbg426Td/5gknB3TvyC4ONsQFZ1OvT+tl/HVpDM4Olgz89tqrJpbm85t/Pnsm9McPWl6D3i4m34Yj3yvLBcvRfHmx0eZuSCENs18ef+1wH/bPYtydjSkcw4mZ3wOxqbO+IiJS8bJIf16Lzzjh7+Pfco0j6Onogm7Hs9LXf2oGOiMo4OBsiWc6NPJh6RkIw72Oe8relSUKeDn6GQeEHN0NP0dE/3X2V2/LpjBq8+357df51O/cSvKlK8MgL2DAzXqNmHN8oVsWruMyMh7hF65xIQxH2JtY01cbMxfPu9/QcKdu8ReTXsam0h2pDUhMtHDDAF397/+Ur5t2zaOHTvGsmXLKFnStJDThx9+yKFDh5g6dSpff/01YFr4ZMSIEbi5uVGsWDFKly6Nra0tffr0AaB3797Mnz+fS5cukSdPHgBKlizJgAEDAFOgY/z48bRs2ZLGjRsDpEwJedx2zJgxg5YtW6as6/Diiy9y8OBBTp48mapfDg4OKWtD5MuXev7BihUruHPnDl9++SW2tqZf5Z9++im7du1i/vz5DBo0iMuXL1OyZEkKFiyIvb0977//Pm3atME6vRXHsomMNmz4p1sKGx58B4mKhYXbHn7pMXI70kifptaUK2zFgXM5L/r5Vx5O6UlvFW0rq3/+xWzr4mGc3reEoEYv41+8BvdvX2Hv2gmsnPYCrfv9hI2d4z9+7pwgM8b23KHfWDtnKPmLVqNmqzcytX3ZVco0s38xbkd2r2bed0MpEliNp7r8MW6//PgR+7YsoeHT/Sletia3b1xh3eIJTBvTjxfe+RE7+5x/TlpZpR46g5UVpPHRZQUY/yKj32Bllebn6Z/rBfja06ujH59MuEB0DpxT/5CVFTy6VnG6/bcizWy6lMcNaQ63Wb1CAU58P6YSoeGxvD/qGFFRiTSu5807g0oSF5fExu03sbUxNWjL7zf5bvoFAA4cicBggP69ijJl9kVCrma/H4RpnoOG9Mfyr67Zf/V4ev8Pnu/sS9vGXsxfeYPfD5p+qCcmGfng64sM6e3PyDdNGVO3IhKYNDeMt18qkON2GgEwPkgrSe8aY8jgs7Jy9TqUKluR82dPsnjOFG7dvM67w78G4PkBb2Fra8vkb0bxw/iR2Ns70Lrjc8THxWHvkPM/J0X+axSEyEQP1z6IiIj4y+NOnz6Nq6tryg9/MH1gV61ala1bt6aUeXl54eb2xxxXR0dH/Pz8Uv62tzfdJo+L+yMtsEiRImbHAxQoUMCsTnx8/GO34/Tp07Rq1cqs/UFBQWkGITJy/PhxIiMjCQ42XzwoLi6Oc+fOATBw4ECGDh3K2rVrqVq1KnXq1KFly5Ypfc2uHmYz2D/yjnr496MZEo8r/kEmxbkw8282obcgJt6Ij8c/e97szM7BFMiKfyTjIeHBmg0PH/+7ou6Gc3LPAoIavkS15oNNhcWqk69AeRaObcvJvYsoV+u5f97wHMDeMe2xjX/MsT24+Ud2Lh9D/mLBtOzz7X9me05HJ9O4PJrxEP9gzYZHMyQetXXVT6yaO4aipYPp8doEbGxN43b3djh7Ni2gQZsXadbJdE4WLR1MQJFyjHvvafZuWUytpjl/Yd/uT/vSo735FMUtuyMISGPahYODNVFp3J1+KDI67Tv+jg/qGR5Mw9i6J4L9R++nBHLB9IPeYCBV+n121adrIfo+W9isbOO2GxTwSP2Dy9HBmqio1DsCPRQZlZj+uD2o1+Vpf6ysrHjtg8Pcu28q23soAhcnG17vX4JNO26mZA7s2HPb7Hl+33eb/r2KUqKIS7YMQnRr4033tt5mZdv23k1z2oWDveEvF4SMik5KM+PB0T51ZoWtjRWv9fWnfrAHC1fdYPpi8zvVYdfjefvzC7i7WuPmYsPV8DjyedpibbAiMir990F25exs+qx8NOMhJsaUzero/NeflQULFwegdLkgnJ1d+GH8SE4dP0SpMhVxcHTixVffp2e/17h5/Rp5ffxwcHBk89rlKRkTIpZg/KtIuTw2BSEyUYECBcibNy8HDhygZcuWqR6/ePEiw4cPp3LlymlGiZOTk832On6YLfBnBsNfR5H/Th2j0fhY7Xh0scm0XuNxJCcnU6RIEb777rtUjzk9SN1r2rQpW7duZevWrezYsYMpU6Ywbtw45s+fT4kSJf7R61rCnUhITjaSx9WKP99vyvPgN93Nu/8sW+Hh81qn8b/Q2oo0d9zI6dy8CmJlsObeLfO5o3cf/O3hU+wfPW9kRCgYjfgUMv+y4ulbEnsnD+6En/1nDc5BHo7t3ZuPjO2Dv/OkM7ZGo5Ftv4zgyPbZFKvYgibdRv9nAhAAnt4FMRisuRVuPm43H/zt7Z/+uC2b+Sk7186mfPWneOal0SkBCICIW6EYjUYKlTQ/J30LlMTJxYPrV85kck+yxspNN9l10HwtoVpV3KlS3jXVXeX83nZcDk1/PvOVa7EUL5T6R3h+HztOnY8mn5cdpYs7U7q4M03rmC/U2L2dL93b+dLzjeOE3/yLeXDZxNLVYWzfc8usrF6NvARXzpNq3Pz9HLkYkv60xctXYihZLPUPwID8jhw/bboz7+PtwOUr0SkBiIcOHI2gYZ18eLjbEhJqCjDY2ZhflGwe/B0Xnz2/nP+2+Ta7H1kAsmaQG5XLuqRxDtoT8hfn4NXweIoWSL1Dk5+3Haf/tBClk6OBjwcXIrCoE5PnhfHLWvP/l3a2VtSu4sbxs9GE30zg7n3TBf3h+X32cvYL5mTE288fg8Gaa2FXzMrDQ01/BxQonKrO9WuhHDu8l9oNmmNn90dgsmiJ0gDcunkdgP27t+Hs4kqpMhUJKGRao+huxG1u3QyncLFST6I7IvIE5bwJZ9mYwWCgU6dOLF68OGWNgz+bMmUKBw8eJDAwkHv37nH69Gmzx/ft20fx4sUt1VxKlSqVYTtKly7Nvn3mK7//ed2KR6WXggemqSKhoaG4urpSqFAhChUqhL+/P19++SV79uwhPj6eUaNGERISQsuWLRkxYgRr167FYDCwadOmf95RC0hKhss3TDtZ/FlgASti4o2E3k6nYgYSEiHkJgQGWJkFIgr7mL7AhNzIXVMxAGxs7fErUpULR9eYBcAuHFmNnaMb3gUq/KPndfMqhJXBmmsXzRdejbhxnrjoCFzzBPyrducENrb25C9SlfOPjO35w6uxd3TDp2DaY/v7qq84sn02Fev1otlzX/2nAhAAtnb2FC5VlaN715qN29Hdq3FwcqNAsbTHbfX8sexcO5vaT/Wi2ytfmQUgALx8CmEwWHPxkd01boRdIDoygjz5csc5eTsikTMXY8z+7Tt6H2dHa6r8aRcCd1drKgS6mO2Y8aj9R+9TwM+Bgvn/+LFSML89Bfwc2Hf0PrfuJDBw2KlU/8AUDBk47BS37vzD1DQLu3U7nlNnI83+7T5wB2cnG6pX/iPA4uFmS6VyHuw+kP6FZs+BOxQKcKJwgT/m6hcu4EShAKeUnTYuX4mmcAHTgpR/VqG0O5FRidy7n8ihYxFExyTRpL75lMs6wV4kJiZz7KT5D/3s4vbdRM5eijX7t/9YJE6O1lQu+0dwxs3FmnIlncx2zHjU/mORFPCzN9v69eHfBx7UMxhg2KBClCjsyOhJIakCEACJiUb6P5ufp+r98f/SYAVtGnlxNTyOS1dTL36Z3dnZ2RNYrhJ7dmw2+6zcvWMjTs6uFCtZJlWdG+GhTP5mFHt2bDIrP7T/dwAKFTHdgFq/agmzp00wO2bVr/MwGAwEBdfO5J6IyJOmTIhM1r9/f7Zu3UrXrl0ZPHgwlStX5u7du/z8888sXryYL774ggYNGlCqVCneeOMN/ve//5E3b15mzZrF6dOnGTZsmMXaWrt27Qzb8eKLL/Lyyy8zZcoUmjRpwtatW1m9ejXe3t5pPufDjIajR4+mCqi0bduWH374gYEDB/LWW2/h6urK999/z+bNmxk0aBB2dnYcOnSIvXv38sEHH5A3b142b95MVFRUqkUus6Ntx5Lp3tBAh1oGDl1IJiCvFTUDrdhwyLS9pp0N5HWHiEiI/hvfLTYeSua5Rga61Dew62Qyzg5WNKxoxdWbRk7n0gWhgxq9zIopfVg3ewilqnYk/NIBDm2ZSvUWb2Jj60B8bCR3ws/i5lUQR5fH2wLW0cWT8rV7cmjzNAACStTi/p1Q9q/7FheP/JQO7vwku5RtVGnyMr/+0Ic1M4cQWK0j1y4d4MDmqdRs+cfY3g4/i/uDsb159QQHNk4hX0A5ilVsQfhl8y3WPH2KY+fw1ym2uUGjp/szdXRf5nzzGlXrd+DSmQNsXTmNp7q8ga2dA7ExkVy/ehZP74K4uHkSeukEW1ZMwb9IOSpUf4qQc+bj5u1fHBc3T2o378mWlaZzsni5WkTcDGX9km/x8PIjuGHuPSePnori0In7vPNSIabMD+VeZBI92vkSGZ3Eig1//GArmN8eWxsD5x7cFd68K4KurX0Y8UYxpi0wfQD27Zyfi1di2bI7guRkUm2L+NCtO4npPpZTHDp2l/2HI/jwjUAm/nSee/cS6PtsYSKjElm66o+dAwoXcMLW1sCZ86Yfxeu3XqfHMwX54qPyfD/9PGBaw+H8pSg2bjMtlPjzL1do1sCHcSMqMHPBZSKjk6hfMy9N6nvzzZRzJCUZiUkyMnX2RQa9UIz7kYls3nGTcqXd6N6xAAuWXSXiXs4I8AAcOxPN4ZORDO0XwLSF4dyPTOTZtt5ERSezavMfAZ0CfvbY2lhxPsSUHbFlz12eaZmP4UMK8dMi0w2n3h19uHg1lq17TRk/rRt6Ua6kMys33ebGnQRKFTXP3jl1PoZkI6zYeJunm3hx604CIWFxtG7kRZniTnwy4dI/Xksqq7V/pjcjP3iVcaPfp0GTNpw+eZjli2fTtfcA7OwdiI6O4urlC/j4+ePmnofS5YIoU6EKP036kuioSPwCCnL88H6WLZ5Fo+ZP4/8ge6J5m2f4bNgQZkweS5Xguhw7vI9fF8ygbace+Pj6Z22n5T8lJ+5EkR0pCJHJHB0dmTVrFtOmTWPy5MmEhoZib29P2bJlmT59esp6CD/++COjR49m0KBBxMfHU7ZsWX766ad0d9Z4EmxsbDJsR4MGDfjyyy/55ptvGDduHJUqVaJv374sX748zeesUaMGFStWpGvXrowZM8bsMVdXV2bNmsXnn3/OCy+8QFJSEqVLl2bq1KkpUy3GjRvHqFGjePnll7l//z5Fixblyy+/pGrVqk90LDLDpeuwaFsydcsb6FTHwP0YWH/QyK5Tpg8rX0/o0ciaZbuSOXzh8T/Art6CWRuSaVDBQMfaBhKS4PQVI+sOGnPsl5SM+BevQdPnxrNv7TesmfEKzu4+1Gg5lAr1+gJw8+oxlv/Qi/qdR1KqaofHft7qrd7C2d2X47t+5vCWH3Fyy0dAidpUa/4a9v+BXR4AAkrU4Kme49m95htW/fQKLu4+1Go1lEoNTGN748oxln7fi0ZdRhJYrQPnj6wFo5EbV46y+JuuqZ7v6f7T8S9e3dLdsLhiZWvQ/dVxrFs8gZlfD8Qtjw8tug6lbkvTQsGhF48zeWQvOvUbSZV67Tn2IGvi6oWjfPdxt1TP1++96RQtHUyLbkNx8/Rh94Z5bF31I64e+ShRrjbNOg9J2UEjtxo+/iIvPZufF7rkx2BlxbEzUXz67UUi/7SLw8CeBfDJa0evN48DkJBo5N0x5+jf3Z/BvQuQlGRk39H7TJpzNces9fBvvT/yGANfKMYrfYpiZWXFkRN3+WD0ce7/aU2IN14uga+3A51f2AWYxu21Dw4zuF8x3nqlJIlJRnYfuGMKLjwYt/AbcfR/6wD9exbhrYGlMBjg4uVo3ht5jC07b6Y897ylV7gfmUDX9gVo3cyPm7fjmDrnIrMXhVh0HDLDpxMv80IXP57v5IuVFRw/F81n34cQGf3HyTTgufz4eNnS9x1T1mhiopH/fXWRl7r5MrBnfpKSjOw/FsnkeddSzsHaVUzrebVs4EnLBqkD5a1eOArA7F/DMRqNdHwqL67O1pwPiWXYuEscOP54O+5kR2UrVmXIuyNZOGcKX336Nnm88vFsn4G0av8sABfPnWLEe6/w0uD/Ub9JKwzW1rz+/miWzJ3K8sWzuXP7Jvl8/OjWawBPte2S8rwVKldn4Jsfs2TeT2z4bSl5vX3p9eLrNG+Te4O1IrmZlfHRCf8iucynP+fChROywPtdrfnyF31cZIY32lkxbpnG8t8a3MaKxbv/I788n7AOwQaa9zqY1c3IFVZPr0SdNpuzuhk53rZl9VN+rMu/s2JKOfad/ofzQsVMlZKerLDVGhT/VquEU1ndhH+sZd/0p6VnpZXTymd1E/4WZUKIiIiIiIiIZEDTMTKHFqYUEREREREREYtQEEJERERERERELELTMUREREREREQykGzUWlSZQZkQIiIiIiIiImIRCkKIiIiIiIiIiEVoOoaIiIiIiIhIBrQ7RuZQJoSIiIiIiIiIWISCECIiIiIiIiJiEZqOISIiIiIiIpIBY7J2x8gMyoQQEREREREREYtQEEJERERERERELELTMUREREREREQyoN0xMocyIURERERERETEIhSEEBERERERERGLUBBCRERERERERCxCa0KIiIiIiIiIZMBo1BadmUGZECIiIiIiIiJiEQpCiIiIiIiIiIhFaDqGiIiIiIiISAaStUVnplAmhIiIiIiIiIhYhIIQIiIiIiIiImIRmo4hIiIiIiIikgFjsnbHyAzKhBARERERERERi1AQQkREREREREQsQtMxRERERERERDJg1O4YmUKZECIiIiIiIiJiEQpCiIiIiIiIiIhFaDqGiIiIiIiISAaMRu2OkRmUCSEiIiIiIiIiFqEghIiIiIiIiIhYhKZjiIiIiIiIiGRAu2NkDmVCiIiIiIiIiIhFKAghIiIiIiIiIhah6RgiIiIiIiIiGTAma3eMzKBMCBERERERERGxCAUhRERERERERMQirIxGo5b4FBEREREREZEnTpkQIiIiIiIiImIRCkKIiIiIiIiIiEUoCCEiIiIiIiIiFqEghIiIiIiIiIhYhIIQIiIiIiIiImIRCkKIiIiIiIiIiEUoCCEiIiIiIiIiFqEghIiIiIiIiIhYhIIQIiIiIiIiImIRCkKIiIiIiIiIiEUoCCEiIiIiIiIiFqEghIiIiIiIiIhYhIIQIiIiIiIiImIRCkKIZKGIiAju37+f1c0QkSckISGBI0eOEBUVldVNydE0jplHYykiIllNQQiRLDBlyhTq1atHzZo1CQ4OpmnTpsyfPz+rm5XjJCcns337dn788UemT5/O3r17s7pJOUZoaOhj/5PHFxYWRt++fTl8+DBxcXG0b9+ezp0706hRI06cOJHVzcsxNI6ZR2OZ+UJDQ9m6dSuxsbHcunUrq5sjIpLj2GR1A0T+a3744QcmTpxIjx49qFSpEkajkX379jFy5EiMRiNdunTJ6ibmCNevX+eFF17g9OnTuLm5YTQauX//PpUrV2bSpEm4urpmdROztUaNGmFlZfVYx+qHyuMbNWoU9+/fx9PTk9WrV3P16lXmzJnDwoULGTNmDNOmTcvqJuYIGsfMo7HMPPHx8bz99tusWrUKg8HA6tWrGT16NPfv32fChAm67mRgz549j31stWrVnmBLcp/Y2FgMBgN2dnacO3eOTZs2ERQUROXKlbO6aSJpUhBCxMJmz57NRx99RLt27VLKmjRpQrFixfjhhx8UhHhMw4cPx9bWlpUrV1K0aFEAzpw5w9tvv83IkSMZNWpUFrcwe5sxY0bKf586dYoJEyYwYMAAgoKCsLW15fDhw3z77bcMGDAgC1uZ8/z+++9Mnz6dgIAAxo4dS7169ahcuTJ58uShQ4cOWd28HEPjmHk0lpnnu+++4+TJk0yfPp3+/fsD0LNnT9577z3GjBnD8OHDs7iF2VuPHj2wsrLCaDSaBcGNRiOAWZmC349vz549vPLKK4wbN47ixYvTuXNnDAYD0dHRfPnll7Ro0SKrmyiSiqZjiFjYvXv3qFixYqryqlWrEh4engUtypl27NjBxx9/nBKAAChRogTDhg1j/fr1WdiynCE4ODjl35IlSxgxYgS9evWiQoUKlC5dmi5duvDxxx8zffr0rG5qjpKQkIC7uzsAO3fupFatWoBp6pCNjeL+j0vjmHk0lplnxYoVfPDBB1SvXj2lLDg4mE8++YQNGzZkYctyhvXr17Nu3TrWr1/PiBEj8PPz45tvvmHHjh3s3r2byZMnU7RoUd1E+Ju++uorGjduTPny5Vm5ciUuLi5s27aN999/n0mTJmV180TSpCCEiIU1a9aMmTNnpipfvnw59evXz4IW5Uxubm4kJCSkKre2ttYX67/p3LlzFC9ePFV5wYIFCQsLy4IW5VxlypRhwYIFzJ07lzt37lC/fn3i4+OZPHkygYGBWd28HEPjmHk0lpknPDycggULpir38/Pj3r17WdCinMXf3z/l3+TJk/n0009p0qQJnp6euLm5UadOHYYNG8b48eOzuqk5yvHjxxkwYEBK8KFBgwY4ODjQoEEDzp8/n9XNE0mTvqmLWJiHhwdz5sxh//79VKtWDRsbG44ePcrevXtp3Lgx7777bsqxuhuQvldffZUPP/yQMWPGpHyRDgkJ4dNPP+WVV17J4tblLKVKlWLGjBl8+OGHKemwiYmJTJo0ifLly2dx63KWt99+m/79+3Pnzh369euHr68vH330EevWrWPq1KlZ3bwcQ+OYeTSWmadYsWLs2LGDZ555xqx8+fLlaQZyJX3h4eF4e3unKndzcyMiIsLyDcrBHB0diY+PJz4+nr179zJy5EgAbt68qXVKJNuyMj6ciCUiFtGjR4/HPjatjAkxqV+/Prdu3SIpKQlnZ2dsbGy4e/duqrmmoLmlGdm7dy/PP/88+fLlo0yZMhiNRo4cOUJMTAzTp0/X3dK/6eEiqW5ubgBcuHABDw8PPDw8HnsxUEl/HPPkyZPFLct5NJaZY+PGjQwZMoTOnTszf/58XnjhBc6fP8+aNWsYO3YszZs3z+om5hi9evXCzc2Nzz77DGdnZ8C0bfkbb7yBra0t33//fRa3MOcYPHgwcXFxuLu7s2bNGrZu3UpISAgffvghBQoU4KuvvsrqJoqkoiCEiORIS5Yseexj27dv/wRbkjuEhIQwf/58zpw5A0Dp0qXp1q1bmneqJH2NGzdm0aJFeHh4mJWHh4fTtm1bdu3alTUNE5FMsWXLFiZNmsTx48dJTk6mRIkS9OvXTwGIv+nMmTP07t2b2NhYChUqBJiCY15eXsyYMYP8+fNncQtzjtu3bzNs2DBCQkIYOHAgTZo04bPPPuPQoUOMHz+efPnyZXUTRVJREEIkCyQmJqbcxQfTXar4+HgOHTpktmuGiKXFx8dja2urO/Z/w8qVK9m6dStgCo61bNkSe3t7s2OuXr3K6dOn+f3337OiiTlCYGCgto3NJBrLJ2PPnj0EBQWlWncoLi6OTZs2KRDxN0VGRrJ8+XKz4HerVq1wdHTM4pblfPHx8djZ2WV1M0TSpTUhRCxs586dDB06lFu3bqV6zMHBQUGIv2HDhg2cOnUqJZgDpARztKvD3zN37lymTJlCWFgYq1evZsqUKeTLl4+BAwdmddOyvaCgIH7++eeUbeZCQ0OxtbVNedzKygonJydGjx6dVU3MEUaOHJnywzk0NDRly+I/bxs7Z84cXn755SxuafansXwyevbsyfbt2/H09DQrP3v2LEOHDlUQ4m9ycXGha9euWd2MXOH69evMnz+fCxcu8N5777F7925KlixJsWLFsrppImlSJoSIhXXu3BkvLy969OjBwIED+eKLLwgNDWX8+PGMGjWKJk2aZHUTc4SxY8cyadIkvL29uXHjBj4+Pty8eZOkpCRatWrFF198kdVNzDGWLVvGxx9/TK9evZgyZQrLly9n48aNfPHFFwwaNIh+/fpldRNzjB49ejBhwoSULRHln+nRowdPP/00nTp1Miv/9ddfmT59OosWLcqiluU8Gst/56effkoJIKa15tBDFSpUYN68eZZsWo7Ts2fPxz52xowZT7AluculS5d45plncHFxITw8nFWrVjFmzBi2bt3K1KlTqVy5clY3USQVZUKIWNipU6dYsGABpUqVokyZMjg5OdGjRw+cnJyYOnWqghCPaenSpXzwwQd0796dBg0aMGfOHJycnHjllVcoUKBAVjcvR5k2bRrvv/8+7du3Z9q0aYDpy6KrqyvfffedghB/w8PFZENDQzl37hzVqlUjKioKLy+vLG5ZznL48GFGjBiRqrxChQqcPXs2C1qUc2ks/53nnnsODw8PkpOTee+993j33XfNdhx4mOlUo0aNLGxlzuDv75/VTciVPvvsM5o0acKIESNSAg5jx47lnXfe4auvvmLWrFlZ3EKR1BSEELEwa2trXFxcAChcuDCnT5+mZs2a1KhRQ+naf8PNmzepX78+YJr/fPjwYZ566ilee+013n//fQYPHpzFLcw5Lly4QNWqVVOVV61alWvXrmVBi3KuhIQE3nrrLVatWoXBYGD16tWMHj2a+/fvM2HCBG2X9pgKFizI8uXLU223O2/ePG2F+DdpLP8dGxublGmSVlZWtGrVSnPt/yFtO/5kHDhwgFmzZpll6VhbW9O/f/9U28mKZBcKQohYWGBgIGvXrqV3794UKVKEffv20atXL/3Y+5vc3d2JiooCoFChQil39PLnz094eHhWNi3HyZs3L+fPn0+VQbJ//37tjvE3TZw4kZMnTzJ9+nT69+8PmLJK3nvvPcaMGcPw4cOzuIU5w6uvvsqrr77Kzp07KV++PEajkf3793PixAkmT56c1c3LUTSWmad9+/bcvn2bCxcukJycDJgvLP1ooEf+2rVr15g9ezanTp3CxsaGEiVK0KVLF+2M8TclJSWlnI9/FhkZibW1dRa0SCRjhqxugMh/Tb9+/fj888+ZM2cOrVq1YtOmTbz44ou8/vrrSuf8G2rWrMnnn39OWFgY5cqVY9WqVdy+fZvVq1enWjRM/lqXLl34+OOPWbNmDQDnz59nzpw5jBw5ko4dO2Zx63KWFStW8MEHH1C9evWUsuDgYD755BM2bNiQhS3LWZo2bcrs2bPx9vZm27ZtbN++ncKFC7NgwQJ9Tv5NGsvMs2LFCho2bEj37t35f3t3HlZj/v8P/HnqtEgpy1CWtNBki8JgRiKNiVDK2LWIwdDIOsQwdhrKlsJki0kxJvuMQWOIz0dlbFOR3UhZUmSpOOf3h5/z/TSFGHPe5+48H9c11+W87/uP53VfTJ3X/X6/Xr6+vhg8eDD8/PwwbNiwtxobTcCFCxfQs2dP7NixA/r6+lAqldi+fTt69uypmpZB5dO+fXtERkaWaNJ9//59fPfdd/w3ThqLjSmJBPjzzz+hq6sLe3t7JCcnY+3atbCwsMBXX30FMzMz0fEkIScnB8OHD4eXlxcGDBiAfv36qUbNTZ48GX5+foITSktYWBg2bNiAwsJCAC+2IPfr1w8hISHQ0WG9uryaN2+OPXv2oG7dunB0dMTOnTtRr149XL16FT179sSZM2dERySid9SjRw84ODhg2LBh6NOnD9auXYvbt29j5syZGDduHDw9PUVHlIyhQ4fCyMgIixYtUh1vKSwsxMSJE1FYWIhVq1YJTigdOTk58PX1RV5eHh4+fAgbGxvcvHkTZmZm2LRpE3txkEZiEYJIMM5y/mcKCwthYGCAp0+f4siRI6hVqxYcHBxEx5KkJ0+e4OLFi1AqlbCxsVH1LqHy8/b2Rr9+/dCnT58SRYgVK1bg0KFD2L59u+iIkqBQKLB7926kpqaiuLgYf/9VhWfLy4/P8v1p1qwZduzYARsbG/j5+SEwMBAdOnTA/v37ERUVxX/fb8HR0RFxcXGws7MrsZ6RkYFBgwYhJSVFUDJpevLkCXbv3o309HQoFAo0bNgQnp6e/DlOGos9IYjUJDMzEwsWLMCMGTNgaWmpWv/666+Rm5uLb7/9FtbW1gITSsetW7fwwQcfQC6Xw8DAAMCLDvCNGjVC3bp1BaeTpoKCAuzduxcXLlyAjo4OmjRpAnd3d9XzpfIJCgpCcHAwLly4gOfPn+Onn37C5cuXsX//foSHh4uOJxkLFy7Exo0bYW9vz1+i/yE+y/fHwMAAenp6AF40ls7MzESHDh3QtGlTXLt2TXA6aalcuTKKiopKrZe1Rm9WqVIlfP7556JjEJUbd0IQqcHLGc41a9ZEeHh4iY7ku3fvxqpVq3D37l1s3bqVX6LfIDIyEhEREVi/fn2JiQ7+/v5ITk7G+PHjMWTIEIEJpefSpUvw8/PDo0ePYGVlBYVCgWvXrqFWrVrYsGEDzM3NRUeUlN9//x2rVq1CWlqa6o3UsGHD8Nlnn4mOJhlt27ZFUFAQBg4cKDqK5PFZvj9DhgxBo0aNMHHiRMTExCAxMRFr167F77//jkmTJuE///mP6IiSMWHCBNy+fRvLli1THUPNzc1FcHAwqlSpghUrVogNqOE6d+6Mbdu2oWrVqnB1dS0xGePvDh48qMZkROXDIgSRGkyaNAn37t1DVFSU6i3K/3r69CkCAwNRv359zJs3T0BCafj5558xfvx4jB49Gr6+vqhcubLqWkFBAWJiYrBixQosX74crq6uApNKS0BAAORyORYtWgRTU1MAL34ZnDBhAoyMjPjL4FtQKpWv/GUwMzMTDRs2VHMiaXJ0dMSOHTtK7Bqjd8Nn+f6kpqYiMDAQQUFB8Pb2hru7O2rUqIFbt26ha9eumDt3ruiIkpGdnY1+/fohPz8fVlZWkMlkuHz5MqpUqYLNmzeXmtZEJa1YsQKBgYGoVKnSG39Gjx49Wk2piMqPRQgiNejYsSPCwsLg5OT0ynuOHTuGadOmsYP+a/Tv3x8uLi6q0YdlWbRoEU6dOoVNmzapMZm0OTo6Ij4+vtQX5IyMDAwYMAAnT54UlEx6Jk6ciO+++67EmkKhwKpVqxAZGcnGlOX01VdfoU2bNnx7/x7wWb5fOTk5KCoqQr169XDp0iXExsbCwsICvr6+Zb5koFd79OgRdu7ciQsXLgAA7Ozs0L17d5iYmAhOJi3Jyclo0aJFqb9/hYWF+O2337gLjzQSe0IQqcH9+/dRq1at195jaWmJe/fuqSmRNF28ePGNb5q6d++OrVu3qilRxVCzZk1kZ2eXKkIUFBSgSpUqglJJ0/HjxzFlyhRVs7/MzExMnjwZFy5ceG3xjEpq1qwZQkNDcfz4cdja2pb65Zpv9sqPz/L9mTJlCqZOnar6eW5ra4tp06YhLy8PwcHBiIiIEJxQ8+Xm5mLt2rUYM2YMKleujM2bN+PJkycAXhxlS0tLw+zZswWnlBZfX18kJSWVGk9+8eJFTJw4kUUI0kgsQhCpgbm5Oa5evfraMUlXr15FjRo11JhKemQyWanO7n9XqVKlErOy6c2+/vprzJw5E5MnT8ZHH30EuVyOs2fPYubMmfDz80NWVpbq3tq1awtMqvliYmLg7++P6dOnw9zcHCtXrkSzZs2QkJAAW1tb0fEkIzY2FtWrV0daWhrS0tJKXJPJZPzi/Bb4LP+Z1NRU3LhxAwCQkJCAJk2alGrweenSJRw7dkxEPEm5ffs2fHx8oKenh4EDB8LCwgI3b96Ej48PzMzMkJWVhW3btsHLywstW7YUHVejrV+/HgsXLgTw4hjgJ598UuZ9nBZGmorHMYjUIDQ0FGfOnMH69eshl5eu/T179gwBAQGwtrbGrFmzBCSUhoEDB8LDwwMDBgx45T0//PADtm3bxlFpb8He3l715//tZ/Dyx8PL4o9MJkN6erra80nN9evX4efnh5ycHEydOpXb4Ikk7OTJk6qfOa8qhBsZGWHIkCEs6LzB7Nmz8eeff2L9+vUwNDQEgBKjjAEgMDAQ1atXR2hoqMioGu/Zs2fYvXs3FAoFQkJCEBISUuIYi0wmg5GREdq2bcsdjaSRuBOCSA2GDRsGLy8vDB48GMOHD0fz5s1hamqKvLw8/PHHH1izZg2uX7+OBQsWiI6q0Xr37o3Q0FA4OTmV+OL8UkZGBpYtW4aRI0cKSCddGzduFB1B0pKTk0utBQUF4dtvv0VmZiZSUlJUX1xat26t7niSduTIEZw/fx5yuRwNGzZE27ZtoaurKzqWJPFZvhsnJydkZGQAeFGwPXr0KHctvqPff/8d33zzjaoAUZaBAwdizpw5akwlTXK5HF5eXgBeFBw8PDygr68vNhTRW+BOCCI1uXr1KiZNmoQzZ86Uetvs5OSEWbNmlRjdSWULDg7GgQMH4OrqihYtWqBKlSrIy8vDqVOn8Ntvv6F9+/ZYuXIldHR0REeVpNzcXMjlcr45eQv29vblOirEnSTl9+DBAwwZMgTnzp1DlSpVoFAoUFBQgCZNmmDdunX8+/kW+Cz/Xbm5uaXO4lPZmjVrhl9//bXE2OcRI0Zg9uzZ+OCDDwAAN2/ehLu7O86ePSsqpiQkJCSgW7du0NfXR0JCwmvvfVmsINIkLEIQqVlaWhrOnj2L/Px8VK1aFU5OTjwr/pZiY2MRGxur6qgtk8nQtGlT9OnTB717937tvGwq2+bNmxEZGalqjlqjRg0EBgbC399fbDAJuHnzpurPCoXitQWw1/WFof8zdepUnDlzBosXL4adnR2AFzudJk6cCCcnJ8ycOVNwQungs3x/Hj58iNDQUAwaNAgNGjTAkCFDcOLECVhZWWH16tUcK/kG7dq1w6ZNm177O09GRgaGDh2Ko0ePqjGZ9Njb2yMpKQnVq1cvc2foSyx+k6ZiEYKIJKuoqAj5+fkwMzPjaLR/YOvWrZg1axYGDRqEVq1aQaFQIDk5GVu2bMH06dPRu3dv0RElw9vbG/PmzXvtL4X0Zm3btsXy5ctLHV85ceIExo4di6SkJEHJpIfP8v2ZMmUKUlJSEBUVhcuXL2PcuHGYN28e9uzZAz09PSxfvlx0RI02ePBgdO7c+bXF7VWrViE1NRWrV69WXzAiUjv2hCAiydLX11dt4aR3Fx0djSlTppRo+Pnpp5+ifv362LBhA4sQb+HmzZswMjISHUPynj17VuYW9+rVq6OgoEBAIunis3x/Dh8+jIiICNja2mLt2rX45JNP0KNHD9jZ2WHQoEGi42m8Xr16YeHChWjbtm2Zhdrz589jzZo1bxzFTUTSxyIEEZGWy8rKQvv27UutOzs7q0aAUfkMGzYMU6dORWBgICwtLUs1YOOI0/Jp0qQJYmNjMW3atBLrP/zwAxo1aiQolTTxWb4/jx8/hoWFBQDg2LFjCAgIAMDR0OXl7e2N/fv3o3fv3vDy8kK7du1QrVo13L9/H8nJyUhISECnTp3w2WefiY6q8VxdXct99PTgwYP/chqit8ciBBGRlqtduzbOnTsHS0vLEutnzpxhF/i3tGjRIgAvJmb8vQEtz+aWX3BwMHx9fXH69Gk4OTlBJpMhJSUFGRkZWLNmjeh4ksJn+f7Y2trit99+g4WFBW7duoUOHToAAOLj49nbqZxWrlyJtWvXqsZpv/TBBx9g5MiRGDZsmMB00tGrVy/Vz5j8/Hxs3rwZnTp1gqOjI+RyOc6ePYv9+/djyJAhgpMSlY09IYiItNz69esRGRmJMWPGlPiSsmzZMgwePBijR48WHVEyTpw48drrH330kZqSSN+ZM2ewbt06XLhwAUqlEnZ2dvD390eLFi1ER5McPsv34/DhwwgKCkJxcTE8PDywaNEizJ8/H5s3b0ZERARcXFxER5SUGzdu4N69e6hatSrq1avHqVbvaNSoUWjRokWpAk5MTAwOHDiADRs2CEpG9GosQhAJkJGRgQ0bNuDKlStYunQpDhw4AFtbW7Rt21Z0NNJCCoUC8+fPR2xsLJ4/fw6lUgm5XI4+ffpg2rRp/MWQiOj/u3//PnJyclQ9DU6fPg1jY2PuhCBhWrRogR07dqB+/fol1q9du4aePXvi9OnTgpIRvRqPYxCp2blz5zBgwAA0b94c586dQ1FREdLT0zFv3jysWLECnTp1Eh1RY/n6+pb73o0bN/6LSSoWHR0dTJ06FWPGjMHly5cBADY2NjA2NhacTHqKiooQFxeH8+fPlzgjXlRUpNoeS6938eJFAECDBg0AACkpKdi0aRMUCgW8vLzg6uoqMp6k8Fm+f1WrVkXVqlVVn5s3b45nz57hzJkzcHBwEJiMtFXNmjVx7NixUkWIAwcOcCw0aSwWIYjUbNGiRQgICMDYsWPh6OgIAJgzZw5MTExYhHiD2rVrl7sRE71eVlZWmesve0A8ePAADx48AMBmim9j3rx52L59O5o0aYLTp0/D0dER165dw7179147lo6AO3fu4Msvv8TZs2chk8ng5OSE4OBgDBkyBLVr14ZSqcSoUaMQGhqKHj16iI6r0fgs35/mzZsjMTGxxISRxYsXIzAwEGZmZgCAvLw89O3blz1fSIjAwEDMnj0bp06dQrNmzaBUKpGamopff/1V1aeISNOwCEGkZufOncOMGTNKrffv3x9btmwRkEg6FixYIDpChVGeztpspvj2Dhw4gAULFqBbt27o0qULZs+ejXr16mHs2LEoLi4WHU+jLViwAHK5HLGxsahUqRJWrFiBYcOGoVevXpg1a5bqnpiYGH5xfgM+y/ensLAQfz+5vHnzZvTp00dVhABQ6h4idenbty+MjY0RExOD/fv3QyaToVGjRli5ciX7lJDGYhGCSM309PTKnM2elZWFSpUqCUgkHcnJyeW+t3Xr1v9iEunjcZV/R15enqrZn52dHdLS0mBjY4Phw4cjODi41JhE+j9JSUlYvXq1akv77Nmz0a5dO/j4+Kju6devH+Lj40VFlAw+y39XWQUH7tIjkTw8PODh4SE6BlG5sQhBpGZubm5YvHgxwsPDVWuXLl3C3Llz0bFjR3HBJGDw4MGQyWRvfOPEt/dv9qopDUVFRdDX11dzmoqjRo0auHfvHmrXrg1LS0tcuHABwItz5Hfv3hWcTrPl5+ejVq1aqs9Vq1aFoaFhibfNxsbGePLkiYB00sJnSaRd/vzzT0RHR+P8+fOQy+Vo0KAB/Pz82KeENBaLEERq9vXXX2Po0KH4+OOPoVQq4e3tjYKCAtjb22PSpEmi42m0gwcPio5QYcXGxmLNmjXIzs7GL7/8gu+//x4ffPABx3O+JRcXF8yYMQPz58+Hk5MT5s6di08//RR79+6Fubm56Hga7eVUlv8lk8k4neUd8FkSaY+UlBQEBATAzs4O7du3x/Pnz3Hy5EkMGDAAGzZsQMuWLUVHJCqFRQgiNTM2NsaWLVtw/PhxpKWlQaFQwM7ODs7OzvwF8Q3K2+X56dOn/3KSimXXrl1YvHgx/Pz88P333wMAbG1tsWjRIhgYGJSaPU6vNmHCBHz99ddISUnBgAEDEB8fj88//xxyuRwLFy4UHU+jyWSyUlvaucX93fBZEmmPsLAwfP7555g+fXqJ9ZkzZ2LJkiWIiYkRlIzo1WRKdtIhIgnKz89HZGRkiVGISqUSxcXFyMzMRGpqquCE0tGrVy/4+vqiV69ecHR0xM6dO1GvXj389NNPiIyM5FjJfygtLQ01atRAzZo1RUfRaPb29rCwsChRjM3KykKtWrWgq6sLAFAoFMjOzuZxqzfgs3x/7O3tERgYWKJn06pVq9CvXz+YmpoCAB4/fox169bxWZIQzZs3x08//QQbG5sS65cuXULv3r3xxx9/CEpG9GrcCUGkZvb29q98I6Wnpwdzc3N4enriyy+/5Jur15g1axaSkpLQvn177N27Fx4eHrh06RLS0tIwbtw40fEk5cqVK2jVqlWp9VatWiE7O1tAIml51bjTl8zMzPDs2TNkZWVx3Olr8OjP+8Nn+f7Url0b+/btK7H2wQcflDoeaGFhoc5YRCpVq1bFvXv3ShUh7t27xx5PpLFYhCBSsylTpiAsLAwDBgxQndM7ffo0Nm3apHqzsnHjRujr63Mb/GscPXoUoaGhcHFxQUZGBgIDA2Fvb49vvvkGFy9eFB1PUmrUqIHLly+jXr16JdZPnjzJt/fl0Llz5xKfX442LWuNb0pfjV+c3x8+y/fn0KFDoiMQvVanTp0we/ZshIeHw9bWFgBw8eJFzJ07F506dRKcjqhsLEIQqdmePXsQEhKCvn37qtbc3NxgY2OD+Ph4xMbGomHDhggNDWUR4jUePXoEOzs7AC/6F2RkZMDe3h6DBg3CF198ITidtPTt2xczZ87E5MmTAQCXL1/GkSNHsHTpUvj7+4sNJwGVK1fGo0eP0KpVK3h4eJR6G0VERPRvCQ4ORkBAALp37w4TExPIZDI8ePAAdnZ2bHhOGotFCCI1y8jIQNu2bUutt2zZEjNmzAAANG7cGLdu3VJ3NEmxsLDAzZs3YWFhASsrK2RkZAAAKlWqhPz8fMHppGXYsGF4+PAhJk6ciMLCQgwfPhxyuRz9+vXD8OHDRcfTeMeOHcORI0ewd+9ehIaGwtLSEt26dYOHh0e5m6kSERG9C1NTU2zbtg1HjhxBZmYmlEqlalLGyx4wRJqGRQgiNatbty4SExNLvWE+dOiQaoTf9evXUa1aNQHppMPd3R2TJk1CaGgo2rZti+DgYLRo0QIHDhxA/fr1RceTnHHjxmHkyJG4ePEilEolbGxsYGxsLDqWJOjr66Nz587o3LkzCgsLkZiYiL179yIyMhIffvghunXrhq5du+KDDz4QHZWIiCogHR0duLi4wMXFRXQUonJhEYJIzUaOHInJkyfj7NmzcHR0hEKhwOnTp/HLL79g5syZuHLlCqZMmYIuXbqIjqrRgoKC8PTpU9y6dQs9evRA165dERwcDBMTEyxbtkx0PEnp1KkTevXqhV69eqFZs2ai40iagYEB3N3d4e7ujsePH+PQoUPYt28fwsPD4eDggA0bNoiOSEREFci5c+fw7bffIjMzE0VFRaWusxcRaSKO6CQSIDExEWvXrsWff/4JuVyODz/8EF988QWcnZ2RnJyMo0ePYvTo0dDT0xMdVVLy8vJgYmLC7YdvKTIyErt378bly5fh6OgIb29vuLu7cyfEP3T//n38+uuv+OWXX/Df//4XNWvWZJO7t5ScnIxLly6he/fuyM7ORv369fn/xbfk7e0NHx8fdO/eXTVSkogqDk9PTxgYGMDb2xsGBgalrvfq1UtAKqLXYxGCSM1Wr14NT09P1KpVS3QUybt48SIuXLhQZuXfy8tL/YEk7ty5c9ixYwf27duHgoICfPrpp+jVqxc+/vhj0dEk42Xh4eeff8aJEydQvXp1fPbZZ+jatSscHR1Fx5OMgoICDB06FKdOnYJMJsP+/fsxd+5cXL16FevXr1cdXaM3W7RoEXbv3o3c3Fy4urrCx8cH7du35wjoclqxYkW57+VUEhKhefPm2LZtGxo2bCg6ClG5sQhBpGYtW7bE9u3b2bfgH1q9ejXCwsLKvMZRiP+MQqHADz/8gPDwcDx+/JjP8g3+XnioWrUqPvvsM7i7u6NVq1ai40nSrFmzkJaWhu+++w49e/bEzp07UVxcjAkTJsDKyuqV//apbEqlEseOHUNCQgIOHDgAExMT9OrVC15eXrC2thYdT6O5urqW6z6ZTIaDBw/+y2mIShs0aBCGDh2Kjh07io5CVG4sQhCpWWBgINq3b4+AgADRUSTtk08+UU1v0NfXFx2nQsjKysLu3buxa9cuXLp0CR999BG8vb3Rs2dP0dE0WtOmTSGTyfDxxx+ja9euaNWqFXR0dMq8t3bt2mpOJ02dOnXC4sWL4eTkBEdHR+zcuRP16tXD6dOnMWLECBw/flx0RMl68uQJYmJisHLlShQWFsLJyQl+fn7sQ0QkUVeuXMGIESPg4eGBunXrlvr5w52hpInYmJJIzYyMjBAaGoqoqChYWVmVOr+3ceNGQcmkpbi4GD179mQB4j3YsmULdu3ahT/++AN16tSBl5cXevXqxS/M5fTs2TMAwOHDh/H777+XeY9SqeQOnbeQm5tb5jQRY2NjPHnyREAi6bt9+zZ27tyJnTt34sKFC3ByckKvXr2Qk5ODadOmITk5GVOnThUdU5KKiopw5swZ7nwiIX7++Wdcu3YNK1euLHVNJpOxCEEaiUUIIjUzNjbmD4T3wNPTE/Hx8Zg4caLoKJK3cOFCuLu7Izg4GK1btxYdR3JYOHz/mjVrhr1792L48OEl1jdu3IjGjRsLSiVNO3bswI4dO/Df//4X1apVg5eXF5YtWwYrKyvVPebm5pg7dy6LEG+QlpaGadOm4fz581AoFKWus8hIImzcuBFjxoxBQEAADA0NRcchKhcexyAiScrJyUHPnj1hZGSEunXrlmqyxi+G5ff48WMYGRmJjkGkcvLkSQQEBKBdu3ZISkpCjx49cPHiRaSlpSE6Ohpt2rQRHVEymjZtik6dOsHHxwcdOnQo86hQamoqEhMTMWHCBAEJpWPw4MEoLCxE7969MWfOHEyePBnXr1/H5s2bERoaiq5du4qOSFrIyckJO3fuRN26dUVHISo37oQgEiA3NxdXrlxRvUlRKpUoKirC6dOnMWrUKMHppGHatGkAXnSFrlSpkuA00mZkZITDhw8jOjoaly9fRlxcHH788UdYWlpy1w4J4eTkhLi4OKxduxb169fHqVOn0LBhQ0ydOhXNmzcXHU9SvvzyS/j4+Lx2IlPLli3RsmVLNaaSpnPnzmHDhg1wcHDAjz/+CDs7OwwYMADm5uaIj49nEYKE6N69O/bs2VNq5xiRJmMRgkjN9uzZg5CQEBQWFkImk6nOigNAnTp1WIQopxMnTmD9+vUce/geJCUlYdSoUejevTtOnToFhUKB58+fIyQkBM+fP4ePj4/oiKRlEhIS0K1bN4SGhpZYf/z4MdavXw9/f38xwSRo7dq18PDwEB2jQlAoFKpeJdbW1rhw4QJatWqFzp07Y9WqVYLTkbaqXr06IiIi8Ouvv8La2hpyecmvd/PnzxeUjOjVym7fTUT/mqioKHTv3h0///wzTExMsG3bNkRERKBmzZoICgoSHU8yatSogcqVK4uOUSEsX74cEyZMwIIFC6CrqwsAGDt2LMaPH49169YJTkfaIjc3F1lZWcjKysKUKVOQmZmp+vzyv2PHjnE851tq3rw5Dh06JDpGhWBjY4Pk5GQAQP369XH27FkAwMOHD1FUVCQyGmmxlJQU1a7Q7Oxs/PXXXyX+I9JE3AlBpGZXr17F0qVLYWVlhUaNGiE3Nxeurq549uwZoqKi4OnpKTqiJIwfPx5z5szBjBkzYGVlpfryTG/v/Pnzpd44A0CXLl2wbNkyAYlIG/3++++YPHmyaodY7969S92jVCrh4uIiIJ10cSLT+zNo0CBV884uXbrA09MThoaGOHnyJFq0aCE2HGmtmJgY0RGI3hqLEERqZmBgAD09PQCAlZUVMjMz0aFDBzRt2hTXrl0TnE46lixZgqysLHTv3r3M6+xSXn4mJibIycmBpaVlifXMzEyYmpoKSiVNCQkJr7ymr6+PWrVqoUWLFiyalcHLywt16tSBQqGAn58fli1bVuLvn0wmg5GREezs7ASmlB5OZHp/fHx8YGpqCjMzM9ja2mLhwoVYtWoVLCws8M0334iOR1osPz8f165dQ2FhYYl1mUzG0bGkkViEIFIzBwcHbNmyBRMnTkSDBg2QmJiIwMBAXLx4UVWcoDcbOXKk6AgVRo8ePTB37lzMnTsXMpkMjx49wuHDhzF79mx069ZNdDxJWblyJf766y8oFAqYmJgAeLFV++XbfeDFWfJ169bB3NxcZFSN9HJE7MaNG+Hk5FTqbDO9PZ4Hf7/c3NxUf/bw8GC/DRIuISEBM2bMQFFREf4+9FAmk/GlDGkkjugkUrPU1FQEBgYiKCgI3t7ecHd3R40aNXDr1i1069YNc+bMER2RtExxcTEmT56MPXv2AIDqC3PHjh2xdOnSUtu36dXWrVuH7du3Y/Hixao39pcvX8akSZPg7e0NNzc3TJs2DSYmJli8eLHgtJotIyMDFy5cKHOK0Lx58wSnk46XPQxe5WXhh8qHk4RI03Ts2BEdOnSAv79/mT+v69SpIyAV0euxCEEkQE5ODoqKilCvXj1cvnwZP/zwAywsLODr68vdEG9w//597NmzB56enjAxMcHz58+xZMkS/Pbbb6hRowZGjBiBNm3aiI4pSdevX0daWhoUCgXs7OzQoEED0ZEkp0OHDliyZAmcnJxKrJ86dQpjxozB4cOHkZaWhiFDhuA///mPoJSab+PGjapCw//uInm5tZhnoMvP3t6+xDMEXjxHmUwGHR0dnDt3TmA6aUlKSsKIESPg4eGBvXv3Ys+ePdi2bRvWrFmD2bNnc5IQCeHo6IiffvoJVlZWoqMQlRv3ORIJ8L/z2m1sbDBt2jTk5ORgx44dZTZjoxdu3LiB/v374+HDh3B2doaJiQnmzZuHH374Ae7u7jA2Nsbw4cMRHR3Nmfdvobi4GNeuXcPDhw/RoEEDWFtbs2fBO3r48CGMjY1LrRsaGiI/Px8AUKVKlVLndqmkTZs2Yfjw4Rg1ahQ6deqE7du3Iy8vD+PHj0fnzp1Fx5OUgwcPlvj87NkzXL16FUuWLMGkSZMEpZKm5cuXY/z48fD398cvv/wC4MUkoSpVqmDdunUsQpAQXbp0weHDh1mEIElhEYJIQ1y4cAHffPMNixCvsWLFCtja2iIiIgLGxsa4f/8+4uLi8OmnnyI8PBzAi22HkZGR+P777wWn1Xw5OTkIDw/HL7/8gqdPn6rWDQ0N0a1bN4wZMwY1a9YUmFB6WrVqhe+++w5hYWGqnhAPHjxAWFgYHB0dAQD79++HtbW1yJgaLysrC71794a+vj7s7e1x9uxZuLm5YfLkyViwYAH8/f1FR5SMsrZi169fH0ZGRpgzZw527NghIJU0cZIQaaKJEyfCw8MD+/fvR7169SCTyUpcZ18Y0kQsQhCRZBw7dgxLlixRvWk+duwYnj9/XuIsbvv27bF27VpBCaXj1q1b6Nu3L3R0dBAQEAA7OztUqVIFDx8+xLlz57Bjxw4cOXIEW7duLbFzh15v+vTp8PPzQ4cOHWBtbQ2lUomrV6+iatWq+P7775GUlITFixerimZUtsqVK+PZs2cAXkwRunjxItzc3GBra4ubN28KTlcx1KpVC1euXBEdQ1I4SYg00fz58/Ho0SMUFRXx/48kGSxCEJFk3L9/H7Vr11Z9TklJgY6ODj766CPVWtWqVbnVvRzCw8NhYWGB6OjoUscHPvvsM4wYMQJffPEFoqOjERISIiil9NSrV091Vjw9PR26urrw9fWFh4cH9PX1YWBggF27dsHGxkZ0VI3WqlUrREVFYfr06bC3t0d8fDy++OILpKSkoHLlyqLjSUpWVlaJz0qlEg8fPkRkZCTq168vKJU0cZIQaaJDhw4hIiICLi4uoqMQlRuLEEQkGdWqVUNOTg4sLCwAvNgJ0bRp0xJfotPT01GjRg1RESXj2LFjWLRoUZn9C4AXb6JHjhyJ2bNnswjxlgwNDV95NpxdyssnODgYAQEBiI2NRf/+/REZGYmPPvoIT548QWBgoOh4kuLq6lpqe7ZSqUTlypU5oeUtBQcHIzs7W/Xvu1evXqpJQmPHjhWcjrRV5cqVS+3OIdJ0LEIQkWS4uLggMjISixYtwsGDB3Ht2jX0799fdf3x48dYuXIlPvnkE4EppSEvL++Nv7TY2toiJydHTYkqhnv37iE8PBypqakoLi4uNbP9700CqWwNGzbEgQMH8PjxY1SuXBlbt27Fzp07YWFhAXd3d9HxJGXjxo2l1vT09GBnZ8ddJW9JT08PixcvxpgxYzhJiDTG8OHDsWTJEsydO/eVLxaINA1HdBKpwcsRaa+jVCohk8mQnp6uplTSc/v2bQwePBjXr1+HUqlE06ZN8cMPP0BfXx9xcXFYvnw5ZDIZtm3bxj4Gb2Bvb4+kpCRUr179lffcvXsXzs7O/Dv5FkaNGoWUlBR4eXmpGlP+r9GjRwtIRVRSbm4uqlWrJjpGhfHkyROEh4dz1xgJERAQgJSUFCiVSlSvXh1yecl3zCx+kybiTggiNZg3b94bixD0ZjVr1sSuXbtw7NgxyGQyfPzxx9DT0wMA6Orqonv37ggICGABopz4d/L9S0pKQkREBHfj/EOvK9zq6enB3Nwcnp6e+PLLL/n3+A0ePHiA7777DoMGDUKDBg0QGBiI//73v7CyssLq1atRr1490RE1WmFhIb777jvs3r0burq68PT0xIQJE6CjowMAOHr0KKZPn47s7GwWIUiIli1bciw5SQ6LEERq4O3tLTpChaGvr4+OHTuWWudo07c3Z84cGBgYvPI6G3y+PSMjI1XPEnp3U6ZMQVhYGAYMGKD65fr06dPYtGkT+vXrB1NTU2zcuBH6+voYNmyY4LSabf78+UhJSYG/vz8OHTqE1NRUhIaGYs+ePQgNDcXy5ctFR9RoixcvxpYtW9CzZ0/o6+tjy5YtMDExwfDhwzFnzhzExsbC0tISGzZsEB2VtBR32JEUsQhBRKSFWrdujTt37rzxvlatWqkhTcXh5eWF6OhozJo1C7q6uqLjSNaePXsQEhKCvn37qtbc3NxgY2OD+Ph4xMbGomHDhggNDWUR4g0OHz6MiIgI2NraYu3atfjkk0/Qo0cP2NnZYdCgQaLjabwDBw5g6tSpqv5DHTt2xNy5c3Hr1i1s27YNQ4YMwZgxY6Cvry84KWmzP//8E9HR0Th//jzkcjkaNGgAPz8/ODg4iI5GVCYWIYiItFBMTIzoCBXS3bt3sW/fPiQmJsLS0rLUF5OymgRSaRkZGWjbtm2p9ZYtW2LGjBkAgMaNG+PWrVvqjiY5jx8/LjFRKCAgAABQqVIlPH/+XGQ0Sbhz5w7at2+v+uzs7IybN2/i119/xbp169CmTRuB6YhejCsPCAiAnZ0d2rdvj+fPn+PkyZMYMGAANmzYwKMapJFYhCAiInpPXvYmoX+mbt26SExMhL+/f4n1Q4cOwdzcHABw/fp1NlcsB1tbW/z222+wsLDArVu30KFDBwBAfHw8bG1tBafTfMXFxTAyMlJ91tXVhYGBAaZMmcICBGmEsLAwfP7555g+fXqJ9ZkzZ2LJkiV86UAaiUUIIiKi92T+/PmiI1QII0eOxOTJk3H27Fk4OjpCoVDg9OnT+OWXXzBz5kxcuXIFU6ZMQZcuXURH1XhfffUVgoKCUFxcjO7du8PKygrz58/H5s2bERERITqeZDVv3lx0BCIAL45izJkzp9T6oEGD2C+LNBaLEERqVFBQACMjI1VX7czMTBw9ehTVq1eHu7s7z5SWE58jaZKEhAR069YN+vr6SEhIeO29Xl5easkkdT169ICxsTHWrl2LsLAwyOVyfPjhh4iMjISzszOSk5PRo0cPNmQrBxcXFxw+fBg5OTmwt7cHAHTr1g19+vThTohyKmsCy8ufP0SiVa1aFffu3YONjU2J9Xv37vH3IdJYMqVSqRQdgqiie/bsGaZPn46EhATs2bMH1tbWOHjwIMaMGQNdXV3I5XLUrl0bMTExMDMzEx1XY/E5kiayt7dHUlISqlevrvqSVxaZTIb09HQ1JiN6vaysLNSuXVt0DI1mb2+Pbt26lZgktGvXLri6uqJy5col7uVOKBJh5syZSE1NRXh4uKqwePHiRYwfPx6NGjXCggULBCckKo1FCCI1WL16NaKjozFu3Dh4eXlBLpejU6dOqFSpEuLj42FoaIjRo0fDysoKU6dOFR1XY/E5EmmPjIwMbNiwAVeuXMHSpUtx4MAB2Nraltmwkl7tr7/+wsKFC3H+/HlVI0qlUomioiLk5uYiLS1NcELNNnjw4HLfy7P3JEJ+fj4CAgKQnp4OExMTyGQy5Ofn48MPP8S6devYO4c0Eo9jEKnBrl27MHXqVPTs2RMAcOLECdy+fRvffPMNTE1NAQABAQGYNm0avzy/Bp/j++Pr61vueznRgdTt3Llz6N+/P1q0aIFz586hqKgI6enpmDdvHlasWIFOnTqJjigZc+bMwZUrV9C1a1dER0djyJAhuHLlCn799VfMmjVLdDyNx8ICabInT56gSpUq2LZtG44cOYLMzEw8ffoUjRs3houLC0dFk8ZiEYJIDW7cuAFHR0fV5xMnTkAmk8HZ2Vm1Vr9+fdy5c0dEPMngc3x/6tSpIzpChWRvb1/m+XEA0NPTg7m5OTw9PfHll1++8j4CFi1ahCFDhmDs2LGqf/Nz5syBiYkJixBvKSUlBZGRkWjdujV+//13uLm5wcHBAeHh4Th8+DD69OkjOiIRvYOEhATMnz8f33//PZo1awYXFxe4uLggMDAQ69evx+zZs9G1a1fRMYnKxCIEkRrI5XIUFxerPicnJ8Pc3ByWlpaqtXv37sHY2FhEPMngc3x/eHb53zFlyhSEhYVhwIABqtnsp0+fxqZNm9CvXz+Ymppi48aN0NfXx7BhwwSn1Vznzp3DjBkzSq33798fW7ZsEZBIugoLC1G3bl0AgI2NDc6fPw8HBwd4eXm91VEDItIcx48fR0hICLy9vWFhYVHi2vTp07FmzRpMmDABH3zwAVq1aiUoJdGrsQhBpAZNmjRBYmIibGxskJOTg9TU1FJjk7Zv347GjRsLSigNfI7/ntzcXFy5cgUKhQLA/50ZP336NEaNGiU4nXTs2bMHISEh6Nu3r2rNzc0NNjY2iI+PR2xsLBo2bIjQ0FAWIV5DT08PBQUFpdazsrJQqVIlAYmkq169erhw4QIsLCxgZWWlao6qUCjw6NEjwemI6F2sWbMGgwYNQkhISKlr9evXx5w5c6BUKhEVFYXvv/9eQEKi12MRgkgNhg0bhhEjRiA1NRUZGRnQ1dWFn58fAOD8+fOIi4tDXFwcoqKiBCfVbHyO/46XX5wLCwshk8mgVCpVRwXq1KnDIsRbyMjIKLNxYsuWLVVv9hs3boxbt26pO5qkuLm5YfHixQgPD1etXbp0CXPnzkXHjh3FBZMgb29vTJo0CQsWLICLiwsGDx6M2rVrIykpCR9++KHoeET0DtLS0jB58uTX3tO/f3988cUXakpE9HY45JhIDdq3b4/Vq1dDLpfDwcEBGzZsgLW1NQDgxx9/xN69ezFr1iy4uLgITqrZ+Bz/HVFRUejevTt+/vlnmJiYYNu2bYiIiEDNmjURFBQkOp6k1K1bF4mJiaXWDx06BHNzcwDA9evX2a38Db7++ms8ffoUH3/8MZ48eQJvb290794dcrkckyZNEh1PUoYOHYqRI0dCJpPBwcEBo0ePRmRkJO7cuVPmkRci0nxFRUUwNDR87T2mpqZ4+vSpmhIRvR2O6CQS7MmTJzA0NGSTun+Iz/HdNWvWDDt27ICNjQ38/PwQGBiIDh06YP/+/YiKisL27dtFR5SMXbt2YfLkyXB3d4ejoyMUCgVOnz6NX375BTNnzoSTkxMCAwPh5uZW5jZaeqGgoADGxsY4fvw40tLSoFAoYGdnB2dnZ+jo8P0JEWk3Hx8f+Pr6wtPT85X37NixA99//z127dqlxmRE5cPjGESC8Xzz+8Hn+O4MDAygp6cHALCyskJmZiY6dOiApk2b4tq1a4LTSUuPHj1gbGyMtWvXIiwsDHK5HB9++CEiIyPh7OyM5ORk9OjRA6NHjxYdVaN5enpi2bJlaNeuHdq1ayc6juRlZGRgw4YNuHLlCpYuXYoDBw6gQYMGaNOmjehoRPQOevbsqfp/ZM2aNUtdv337NpYuXQofHx8B6YjejEUIIjVwdXUt8w29XC6HmZkZmjVrBn9/f1UHcyobn+O/w8HBAVu2bMHEiRPRoEEDJCYmIjAwEBcvXlQVJ6h8Vq9eDU9PT8TExJR5vXXr1mjdurWaU0lPYWHhG7caU/mcO3cO/fv3R4sWLXDu3DkUFRUhPT0d8+bN47hTIokaNGgQ9u/fDw8PD/Tu3RstWrRAlSpVkJeXh1OnTmH79u2oX78+AgMDRUclKhOPYxCpwfLly8v88qxQKJCXl4eUlBRkZ2cjLi5O1eOASuNz/HekpqYiMDAQQUFB8Pb2hru7O2rUqIFbt26hW7dumDNnjuiIktGyZUvVL3/07iIjI7Fr1y4MHDgQlpaWpQoSLOSUn7+/P5o3b46xY8fC0dERO3fuRL169bBw4UKcOHECP/74o+iIRPQOioqKsGzZMmzduhX5+fmq9Ro1asDHxwcjR45kMZc0FosQRBpi3LhxAICwsDDBSaSNz/Hd5OTkoKioCPXq1cOlS5cQGxsLCwsLDB48GPr6+qLjSUZgYCDat2+PgIAA0VEkzd7e/pXXZDKZaswkvVmrVq2wdetWWFtblyhCXL9+HZ6envjjjz9ERySif+DZs2e4ceMG8vPzUa1aNdSrV4/9sUjj8TgGkYYYNGgQvvrqK9ExJI/P8d3UqlVL9WdbW1tMmzZNYBrpMjIyQmhoKKKiomBlZQUDA4MS1zdu3CgombQcPHhQdIQKQ09PDwUFBaXWs7Ky2EuHqAKQy+Xc/UmSwyIEkYYwNzcvsZ2O3g2f49u7d+8ewsPDkZqaiuLiYvx9gxy/EJafsbExvLy8RMeQvDp16oiOUGG4ublh8eLFCA8PV61dunQJc+fORceOHcUFIyIircUiBJGGyM7ORrVq1UTHkDw+x7c3ffp0pKSkwMvLCyYmJqLjSNr8+fNFR6gQXtWEViaTQU9PD+bm5vD09GTBpxy+/vprDB06FB9//DGUSiW8vb1RUFAAe3t7TJo0SXQ8IiLSQixCEGmAoqIiREVFcRTdP8Tn+G6SkpIQERGBTz75RHSUCuH27duIj4/HlStXEBISghMnTsDOzg62traio0mGj48PIiIi4ObmhpYtWwIATp8+jZ9//hne3t7Q0dHBzJkzUVxcjM8//1xwWs23ZcsWHD9+HGlpaVAoFLCzs4OzszN0dHRERyMiIi3EIgSRGkyZMqXMdaVSiQcPHuDMmTOQyWSIj49XczJp4XP8dxgZGcHCwkJ0jArh2rVr6NOnD4yNjZGTk4Pg4GDs27cPISEhiI6OhpOTk+iIkpCamooxY8Zg+PDhJdYdHByQlJSENWvWwMnJCdHR0SxCvIGnpyeWLVuGdu3asUBLREQagSVwIjX466+/yvzv9u3bMDAwwJAhQ7B7925+EXwDPsd/h5eXF6Kjo/H8+XPRUSRvwYIFcHNzw4EDB6CnpwcACA8Ph5ubGye2vIWTJ0/C3d291LqrqytOnDgBAPjoo49w/fp1dUeTnMLCQo7pIyIijcKdEERqEBMTIzpChcDn+O+4e/cu9u3bh8TERFhaWpYaycmJDuX3xx9/YNOmTSX6Gejq6mLEiBHo06ePwGTSUr16dZw8eRL169cvsX7y5ElUrVoVAHDnzh32MCmHgQMHIigoCAMHDoSlpWWpgkTr1q0FJSMiIm3FIgQRkZbT1dVF9+7dRceoEJ4/fw6FQlFqvaCgALq6ugISSZOvry9mzZqFq1evokWLFlAoFDh9+jRiYmIwcuRIZGdn49tvv4Wzs7PoqBpv6dKlAIDZs2eXuiaTyZCenq7uSEREpOVkyr/PYiMiIqJ3MnbsWADAokWL0KpVK+zcuRPGxsYICgpCtWrVsGzZMsEJpWPz5s2Ijo5GVlYWAKB27dr44osv0K9fPxw5cgQ7duzA9OnTUaVKFcFJNU9ycjIcHR0hl8tx8+bN197LcahERKRuLEIQERGys7OxefNmnD9/HnK5HA0bNkTfvn1Ru3Zt0dEkJScnB76+vsjLy8PDhw9hY2ODmzdvwszMDJs2beIXvneQl5cHuVwOY2Nj0VEko1GjRjh69CiqV68uOgoREVEpLEIQEWm5CxcuYNCgQTA0NISDgwOeP3+Oc+fO4cmTJ4iNjUXDhg1FR5SUJ0+eYPfu3UhPT4dCoUDDhg3h6enJL9FvISEh4ZXX9PX1UatWLbRo0YJHXF7B3t4eSUlJLEIQEZFGYhGCiEjLDR06FEZGRli0aJGqKWVhYSEmTpyIwsJCrFq1SnBC0jZdunTBX3/9BYVCoWo++fDhQ8hkMrz8tcXa2hrr1q2Dubm5yKgayd7eHseOHUO1atVERyEiIiqFRQgiIi3n6OiIuLg42NnZlVjPyMjAoEGDkJKSIiiZ9Ny4cQOLFi1CZmYmCgsLS10/ePCggFTSs27dOmzfvh2LFy9W/b28fPkyJk2aBG9vb7i5uWHatGkwMTHB4sWLBafVPPb29ujWrRsMDAzeeO/8+fPVkIiIiOj/cDoGEZGWq1y5MoqKikqtl7VGrzdp0iTcuXMHXbt2LdcXQCrbunXrsGTJkhKFMRsbG0ybNg1jxozBgAEDEBwcjCFDhghMqdmysrKgp6cnOgYREVEpLEIQEWm5tm3bIjQ0FMuWLYOZmRkAIDc3F4sWLULbtm3FhpOY9PR0bN68GU2aNBEdRdIePnxYZg8NQ0ND5OfnAwCqVKlS5m4TeiEiIoI9IYiISCOxCEFEpOUmTJiAfv36oVOnTrCysoJMJsOVK1dQpUoVbNq0SXQ8SbG2tsbjx49Fx5C8Vq1a4bvvvkNYWJiqJ8SDBw8QFhYGR0dHAMD+/fthbW0tMqbGkslkoiMQERG9EntCEBERHj16hB07diAzMxNKpRJ2dnbo0aOH6gsglc+pU6fw7bffYvDgwahbty50dHRKXG/durWgZNJy48YN+Pn54f79+7C2toZSqcTVq1dRtWpVrFmzBtnZ2fjiiy8QHh6OLl26iI6rcTgdg4iINBmLEERERO/J1q1bMXPmTDx79qzUNZlMhvT0dAGppOnp06fYs2cP0tPToaurC3t7e3h4eEBfXx83b95EYWEhbGxsRMfUSD/99JPqWREREWkaFiGIiLRQ586dsW3bNlStWhWurq6v3b7NiQ7l5+Ligo4dO8LX1xeGhoalrtepU0dAqorjjz/+wJYtW7Bw4ULRUYiIiOgdsScEEZEW6tWrl+pLsre3t+A0FUd+fj6GDRuGunXrio5SYTx69Ag7d+7Eli1bcP78eVSqVIlFCCIiIgljEYKISAuNHj1a9ec2bdqgRYsWpcb5FRYW4rffflNzMmnr0KED/vOf/6B3796io0heRkYGYmNjsXv3bjx+/BjVqlVDUFAQBgwYIDoaERER/QM8jkFEpOUaNWqEpKQkVKtWrcT6n3/+if79++PMmTOCkknPpk2bsHjxYnTo0AHW1taQy0vW+v+3+EOlFRUVYe/evYiNjcWZM2egq6uLjz/+GEePHkVCQgLs7OxERyQiIqJ/iEUIIiIttH79etWWdqVS+cqeEA4ODoiLi1NnNElzdXV95TWZTMb+Gq+xYMEC/PTTT3j48CFatWoFDw8PfPbZZzAzM0OTJk2wY8cONGjQQHRMSSkoKICRkZFqSktmZiaOHj2K6tWrw93dnY0riYhICBYhiIi00LNnz7B7924oFAqEhIQgJCSkxDhOmUwGIyMjtG3bFlWqVBGYlLSFvb09bGxsMGHCBHTs2LHEeFMWId7Os2fPMH36dCQkJGDPnj2wtrbGwYMHMWbMGOjq6kIul6N27dqIiYmBmZmZ6LhERKRlWIQgItJyHOf3z9y7dw/Vq1d/7T1FRUU4cOAAunXrpqZU0hMfH4/t27fj1KlTMDU1hZubGzw8PNCmTRs4ODiwCPEWVq9ejejoaIwbNw5eXl6Qy+Xo1KkTKlWqhPj4eBgaGmL06NGwsrLC1KlTRcclIiItwyIEEREhNzcXV65cgUKhAPDiiEZRURFOnz6NUaNGCU6n2Ro1aqTa4v7S+PHjERISolq7e/cunJ2dkZ6eLiqmZFy6dAnbt2/Hzp07cffuXZiZmSEvLw8rV65Ep06dRMeThB49emDYsGHo2bMnAODEiRPw9fXFN998g4EDBwIAjh07hmnTpuHQoUMioxIRkRbidAwiIi23Z88ehISEoLCwEDKZrESPiDp16rAI8QZl1fIPHTqE4ODgEoUJ1vzLx9bWFhMnTsT48eNx+PBh/Pjjj/jtt9/w5ZdfokWLFhg8eDB3lLzBjRs34OjoqPp84sQJyGQyODs7q9bq16+PO3fuiIhHRERaTufNtxARUUUWFRWF7t274+eff4aJiQm2bduGiIgI1KxZE0FBQaLjVRivav5JZdPR0UGnTp2wYsUKHDlyBF9//TUKCgowfvx40dE0nlwuR3FxsepzcnIyzM3NYWlpqVq7d+8ejI2NRcQjIiItxyIEEZGWu3r1KgIDA2FlZYVGjRohNzcXrq6umDp1KjZs2CA6HhGqVq0Kf39/7Nq1C9u2bRMdR+M1adIEiYmJAICcnBykpqbCxcWlxD3bt29H48aNRcQjIiItx+MYRERazsDAAHp6egAAKysrZGZmokOHDmjatCmuXbsmOB1RSU2aNBEdQeMNGzYMI0aMQGpqKjIyMqCrqws/Pz8AwPnz5xEXF4e4uDhERUUJTkpERNqIOyGIiLScg4MDtmzZAgBo0KABkpKSAAAXL15UFSfo9XjUgjRJ+/btsXr1asjlcjg4OGDDhg2wtrYGAPz444/Yu3cvZs2aVWp3BBERkTpwOgYRkZZLTU1FYGAggoKC4O3tDXd3d9SoUQO3bt1Ct27dMGfOHNERNZq9vT26desGAwMD1dquXbvg6uqKypUrAwAKCwuxb98+Tscg4Z48eQJDQ0MWzoiISBgWIYiICDk5OSgqKkK9evVw6dIlxMbGwsLCAoMHD4a+vr7oeBpt8ODB5b43JibmX0xSMRQUFMDIyAg6Oi82a2ZmZqpGoLq7u/PvIxERkcSxCEFERETCPXv2DNOnT0dCQgL27NkDa2trHDx4EGPGjIGuri7kcjlq166NmJgYmJmZiY6r0VxdXcvc6SCXy2FmZoZmzZrB398fdevWFZCOiIi0HYsQRERa7t69ewgPD0dqaiqKi4vx9x8LBw8eFJSMtMnq1asRHR2NcePGwcvLC3K5HJ06dUKlSpUQHx8PQ0NDjB49GlZWVpg6darouBpt+fLlZRYhFAoF8vLykJKSguzsbMTFxal6RRAREakLixBERFpu1KhRSElJgZeXF0xMTEpdHz16tIBUpG169OiBYcOGoWfPngCAEydOwNfXF9988w0GDhwIADh27BimTZuGQ4cOiYxaIYwbNw4AEBYWJjgJERFpG47oJCLScklJSYiIiMAnn3wiOgppsRs3bsDR0VH1+cSJE5DJZHB2dlat1a9fH3fu3BERr8IZNGgQvvrqK9ExiIhIC3FEJxGRljMyMoKFhYXoGKTl5HI5iouLVZ+Tk5Nhbm4OS0tL1dq9e/dgbGwsIl6FY25ujvz8fNExiIhIC7EIQUSk5by8vBAdHY3nz5+LjkJarEmTJkhMTATwYlpLamoqXFxcStyzfft2NG7cWES8Cic7OxvVqlUTHYOIiLQQj2MQEWm5u3fvYt++fUhMTISlpWWpEYgbN24UlIy0ybBhwzBixAikpqYiIyMDurq68PPzAwCcP38ecXFxiIuLQ1RUlOCk0ldUVISoqCi0a9dOdBQiItJCLEIQEWk5XV1ddO/eXXQM0nLt27fH6tWrsWXLFjg4OMDf3181ueHHH3/E3r17MWvWrFK7I6i0KVOmlLmuVCrx4MEDnDlzBjKZDPHx8WpORkRExOkYRERab+fOnXBxcYGpqanoKERlevLkCQwNDcscO0mlDR48uMx1PT09mJqaolmzZvDx8eG/eSIiEoJFCCIiLffRRx8hNjYWtra2oqMQERERUQXH4xhERFrOysoK58+fZxGChHJ1dS1zp4NcLoeZmRmaNWsGf39/1K1bV0A6IiIiel+4E4KISMtNnToVP/30E+zt7WFlZQUDA4MS1+fPny8oGWmT5cuXl1mEUCgUyMvLQ0pKCrKzsxEXF6fqFUFERETSwyIEEZGWe9X58ZdiYmLUlITo9caNGwcACAsLE5yEiIiI3hWLEERERCQJJ0+exFdffYWjR4+KjkJERETvSEd0ACIiEu/p06dISEhAWFgY8vLycOLECeTm5oqORVSCubk58vPzRccgIiKif4CNKYmItNzdu3fRr18/3L17F0VFRfj888+xdu1anD17Fhs2bECDBg1ERyQCAGRnZ6NatWqiYxAREdE/wJ0QRERabsGCBWjQoAGOHz+uakq5cOFC2NvbIzQ0VHA6oheKiooQFRWFdu3aiY5CRERE/wB3QhARabn//Oc/WL16NSpVqqRaMzU1xcSJE+Hr6yswGWmTKVOmlLmuVCrx4MEDnDlzBjKZDPHx8WpORkRERO8TixBERFru0aNHJQoQ/+vZs2dqTkPa6q+//ipzXU9PD6amphgyZAh8fHxgamqq5mRERET0PrEIQUSk5Vq3bo3Nmzdj2rRpqrXi4mJERETAyclJYDLSJhwFS0REpB04opOISMtdunQJAwcORM2aNXH58mW0adMGly9fxsOHD7Fp0ybY29uLjkhEREREFQSLEEREhNu3b+OHH35Aeno6FAoFGjZsiAEDBqBu3bqioxERERFRBcIiBBGRlluxYgUCAwNL9YUoKCjA0qVLMXXqVEHJiIiIiKiiYU8IIiItdOnSJeTm5gIAIiIiYG9vX6rh34ULFxAfH88iBBERERG9NyxCEBFpoRs3bmDEiBGQyWQAgNGjR5d5n4+PjzpjEREREVEFx+MYRERaKisrCwqFAm5ubti6dSuqVaumuiaTyWBkZAQzMzNxAYmIiIiowmERgohIy928eRO1a9dW7YogIiIiIvq3sAhBRKTlFAoFdu/ejdTUVBQXF+PvPxbmz58vKBkRERERVTTsCUFEpOUWLlyIjRs3wt7eHsbGxqLjEBEREVEFxp0QRERarm3btggKCsLAgQNFRyEiIiKiCk5HdAAiIhKrsLAQzs7OomMQERERkRZgEYKISMs5OzvjyJEjomMQERERkRZgTwgiIi3XrFkzhIaG4vjx47C1tYWenl6J66NHjxaUjIiIiIgqGvaEICLScq6urq+8JpPJcPDgQTWmISIiIqKKjEUIIiIiIiIiIlIL9oQgIiIiIiIiIrVgTwgiIi3k6+tb7ns3btz4LyYhIiIiIm3CIgQRkRaqU6eO6AhEREREpIXYE4KIiIiIiIiI1II9IYiIiIiIiIhILViEICIiIiIiIiK1YBGCiIiIiIiIiNSCRQgiIiIiIiIiUgsWIYiIiIiIiIhILViEICIiIiIiIiK1YBGCiIiIiIiIiNSCRQgiIiIiIiIiUov/ByxZC2vrIhbJAAAAAElFTkSuQmCC", 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Correlation heatmap\n", - "plt.figure(figsize=(12, 10))\n", - "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", - "plt.title('Correlation Heatmap of Asset Returns')\n", - "plt.show()\n", - "\n", - "# Cumulative returns plot\n", - "cumulative_returns = (1 + returns).cumprod()\n", - "plt.figure(figsize=(12, 6))\n", - "cumulative_returns.plot()\n", - "plt.title('Cumulative Returns of Asset Classes')\n", - "plt.ylabel('Cumulative Return')\n", - "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 3. Risk and Return Calculations\n", - "Now let's calculate key risk and return metrics for each asset class." - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Return Volatility Sharpe Ratio\n", - "Gold 0.380741 0.144716 2.492758\n", - "US Large Cap 0.299739 0.124285 2.250787\n", - "International Developed 0.210243 0.134082 1.418852\n", - "Emerging Markets 0.242680 0.157793 1.411217\n", - "Real Estate 0.262907 0.180249 1.347620\n", - "US Small Cap 0.262433 0.213924 1.133266\n", - "US Aggregate Bonds 0.074456 0.061964 0.878836\n", - "US Treasury Bonds 0.117388 0.159548 0.610396\n", - "Commodities -0.022117 0.146764 -0.286969\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\amiku\\AppData\\Local\\Temp\\ipykernel_17764\\2930698180.py:24: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", - " plt.annotate(asset, (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]),\n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Calculate annualized returns and volatility\n", - "annual_returns = returns.mean() * 252\n", - "annual_volatility = returns.std() * np.sqrt(252)\n", - "\n", - "# Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", - "risk_free_rate = 0.02\n", - "sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", - "\n", - "# Combine metrics into a DataFrame\n", - "risk_return_metrics = pd.DataFrame({\n", - " 'Return': annual_returns,\n", - " 'Volatility': annual_volatility,\n", - " 'Sharpe Ratio': sharpe_ratio\n", - "})\n", - "\n", - "print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", - "\n", - "# Visualize risk-return tradeoff\n", - "plt.figure(figsize=(12, 8))\n", - "sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", - " sizes=(50, 500), legend='brief', hue='Sharpe Ratio')\n", - "\n", - "for i, asset in enumerate(risk_return_metrics.index):\n", - " plt.annotate(asset, (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", - " xytext=(5, 5), textcoords='offset points')\n", - "\n", - "plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", - "plt.xlabel('Risk (Annualized Volatility)')\n", - "plt.ylabel('Return (Annualized)')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 4. Efficient Frontier Computation\n", - "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Optimal Portfolio Weights:\n", - "US Large Cap: 0.4972\n", - "US Small Cap: 0.0000\n", - "International Developed: 0.0000\n", - "Emerging Markets: 0.0000\n", - "US Aggregate Bonds: 0.0000\n", - "US Treasury Bonds: 0.0000\n", - "Real Estate: 0.0000\n", - "Gold: 0.5028\n", - "Commodities: 0.0000\n" - ] - } - ], - "source": [ - "def portfolio_performance(weights, returns):\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252\n", - " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights)))\n", - " return portfolio_return, portfolio_volatility\n", - "\n", - "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " return -(p_return - risk_free_rate) / p_volatility\n", - "\n", - "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", - " num_assets = len(returns.columns)\n", - " results = np.zeros((3, num_portfolios))\n", - " \n", - " for i in range(num_portfolios):\n", - " weights = np.random.random(num_assets)\n", - " weights /= np.sum(weights)\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " results[0,i] = p_return\n", - " results[1,i] = p_volatility\n", - " results[2,i] = p_return / p_volatility\n", - " \n", - " return results.T\n", - "\n", - "# Calculate efficient frontier\n", - "efficient_frontier = calculate_efficient_frontier(returns)\n", - "\n", - "# Find the optimal portfolio (maximum Sharpe ratio)\n", - "num_assets = len(returns.columns)\n", - "args = (returns, risk_free_rate)\n", - "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1})\n", - "bound = (0.0, 1.0)\n", - "bounds = tuple(bound for asset in range(num_assets))\n", - "\n", - "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets,], args=args,\n", - " method='SLSQP', bounds=bounds, constraints=constraints)\n", - "\n", - "optimal_weights = result.x\n", - "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", - "\n", - "# Plot efficient frontier\n", - "plt.figure(figsize=(12, 8))\n", - "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", - "plt.colorbar(label='Sharpe Ratio')\n", - "plt.xlabel('Volatility')\n", - "plt.ylabel('Return')\n", - "plt.title('Efficient Frontier')\n", - "\n", - "# Plot individual assets\n", - "for i, asset in enumerate(returns.columns):\n", - " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", - " risk_return_metrics.loc[asset, 'Return'], \n", - " marker='o', s=200, label=asset)\n", - "\n", - "# Plot optimal portfolio\n", - "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", - "\n", - "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "print(\"Optimal Portfolio Weights:\")\n", - "for asset, weight in zip(returns.columns, optimal_weights):\n", - " print(f\"{asset}: {weight:.4f}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 5. Advanced Risk Metrics\n", - "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "95% VaR: -0.0103\n", - "95% CVaR: -0.0141\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", - " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", - " return var, cvar\n", - "\n", - "optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", - "var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", - "\n", - "print(f\"95% VaR: {var_95:.4f}\")\n", - "print(f\"95% CVaR: {cvar_95:.4f}\")\n", - "\n", - "# Visualize VaR and CVaR\n", - "plt.figure(figsize=(12, 6))\n", - "sns.histplot(optimal_portfolio_returns, kde=True)\n", - "plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", - "plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", - "plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", - "plt.xlabel('Daily Return')\n", - "plt.ylabel('Frequency')\n", - "plt.legend()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 6. Scenario Analysis and Stress Testing\n", - "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Mean Return Volatility VaR 95% CVaR 95%\n", - "Base Case 0.001451 0.011292 -0.018278 -0.023135\n", - "Market Crash -0.538549 0.011292 -0.558278 -0.563135\n", - "Economic Boom 0.361451 0.011292 0.341722 0.336865\n", - "Rising Interest Rates -0.049848 0.002754 -0.054773 -0.055883\n", - "Commodity Boom 0.110285 0.003064 0.105482 0.104116\n" - ] - }, - { - "data": { - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "\n", - "def scenario_analysis(weights, returns, scenarios):\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " scenario_results = {}\n", - " \n", - " for scenario, shock in scenarios.items():\n", - " # Convert shock dictionary to a Series\n", - " shock_series = pd.Series(shock)\n", - " shocked_returns = returns + shock_series\n", - " \n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean(),\n", - " 'Volatility': scenario_portfolio_returns.std(),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define scenarios\n", - "scenarios = {\n", - " 'Base Case': {asset: 0 for asset in returns.columns},\n", - " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", - " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", - " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", - " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", - "}\n", - "\n", - "# Assuming optimal_weights is defined and returns is your DataFrame of returns\n", - "optimal_weights = [0.2] * len(returns.columns) # Example weights, adjust as necessary\n", - "\n", - "scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", - "print(scenario_results)\n", - "\n", - "# Visualize scenario analysis results\n", - "plt.figure(figsize=(12, 6))\n", - "scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", - "plt.title('Scenario Analysis: Mean Return and Volatility')\n", - "plt.xlabel('Scenario')\n", - "plt.ylabel('Value')\n", - "plt.legend(loc='best')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 7. Performance Attribution\n", - "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Weight Return Contribution Percent_Contribution\n", - "Gold 0.2 0.380741 0.076148 0.208229\n", - "US Large Cap 0.2 0.299739 0.059948 0.163929\n", - "Real Estate 0.2 0.262907 0.052581 0.143785\n", - "US Small Cap 0.2 0.262433 0.052487 0.143526\n", - "Emerging Markets 0.2 0.242680 0.048536 0.132723\n", - "International Developed 0.2 0.210243 0.042049 0.114983\n", - "US Treasury Bonds 0.2 0.117388 0.023478 0.064200\n", - "US Aggregate Bonds 0.2 0.074456 0.014891 0.040720\n", - "Commodities 0.2 -0.022117 -0.004423 -0.012096\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def performance_attribution(weights, returns):\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252\n", - " asset_contribution = returns.mean() * weights * 252\n", - " percent_contribution = asset_contribution / portfolio_return\n", - "\n", - " attribution_data = pd.DataFrame({\n", - " 'Weight': weights,\n", - " 'Return': returns.mean() * 252,\n", - " 'Contribution': asset_contribution,\n", - " 'Percent_Contribution': percent_contribution\n", - " })\n", - "\n", - " return attribution_data.sort_values('Percent_Contribution', ascending=False)\n", - "\n", - "# Calculate performance attribution\n", - "attribution = performance_attribution(optimal_weights, returns)\n", - "print(attribution)\n", - "\n", - "# Visualize performance attribution\n", - "plt.figure(figsize=(12, 6))\n", - "attribution['Percent_Contribution'].plot(kind='bar')\n", - "plt.title('Performance Attribution of Optimal Portfolio')\n", - "plt.xlabel('Asset')\n", - "plt.ylabel('Percent Contribution to Return')\n", - "plt.xticks(rotation=45, ha='right')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 8. Scenario Analysis and Stress Testing\n", - "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Mean Return Volatility Sharpe Ratio VaR 95% \\\n", - "Base Case 0.365694 0.179252 1.928531 -0.290160 \n", - "Market Crash -97.914306 0.179252 -546.348481 -6.481218 \n", - "Economic Boom 60.845694 0.179252 339.329769 3.519722 \n", - "Rising Interest Rates -50.034306 0.179252 -279.239168 -3.465062 \n", - "Geopolitical Tension -14.754306 0.179252 -82.421779 -1.242631 \n", - "Tech Boom 50.765694 0.179252 283.096229 2.884741 \n", - "\n", - " CVaR 95% Max Drawdown \n", - "Base Case -0.367261 -0.076392 \n", - "Market Crash -6.558319 -97.525603 \n", - "Economic Boom 3.442621 0.000000 \n", - "Rising Interest Rates -3.542163 -49.835603 \n", - "Geopolitical Tension -1.319732 -14.695603 \n", - "Tech Boom 2.807640 0.000000 \n" - ] - }, - { - "data": { - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def detailed_scenario_analysis(weights, returns, scenarios):\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " base_performance = {\n", - " 'Mean Return': portfolio_returns.mean() * 252,\n", - " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " scenario_results = {'Base Case': base_performance}\n", - " \n", - " for scenario, shocks in scenarios.items():\n", - " shocked_returns = returns.copy()\n", - " for asset, shock in shocks.items():\n", - " shocked_returns[asset] += shock\n", - " \n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", - " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define more detailed scenarios\n", - "detailed_scenarios = {\n", - " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", - " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", - " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", - " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", - " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", - "}\n", - "\n", - "# Run detailed scenario analysis\n", - "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", - "print(detailed_scenario_results)\n", - "\n", - "# Visualize scenario analysis results\n", - "plt.figure(figsize=(15, 10))\n", - "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "# Visualize max drawdown for each scenario\n", - "plt.figure(figsize=(12, 6))\n", - "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", - "plt.title('Max Drawdown Under Different Scenarios')\n", - "plt.xlabel('Scenario')\n", - "plt.ylabel('Max Drawdown')\n", - "plt.xticks(rotation=45, ha='right')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "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": "3.12.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} From 47d853eba22eec7d1fb38dabb81bd4d9f028df02 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 18:56:08 +0530 Subject: [PATCH 09/21] Update Risk-Return Tradeoff Model Notebook (1).ipynb --- ...k-Return Tradeoff Model Notebook (1).ipynb | 19 ------------------- 1 file changed, 19 deletions(-) diff --git a/examples/Risk-Return Tradeoff Model Notebook (1).ipynb b/examples/Risk-Return Tradeoff Model Notebook (1).ipynb index 811d52e86c52..82175b8aabbd 100644 --- a/examples/Risk-Return Tradeoff Model Notebook (1).ipynb +++ b/examples/Risk-Return Tradeoff Model Notebook (1).ipynb @@ -1,24 +1,5 @@ { "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Instructions for Contributors\n", - "\n", - "Welcome to this example notebook for OpenBB! Please follow the steps below:\n", - "\n", - "1. **Fill in the details**: Customize the second cell with the name of the notebook, your GitHub profile link, and a brief description of what your notebook demonstrates.\n", - "2. **Add Your Code**: Make sure to include clean and commented code sections throughout the notebook.\n", - "3. **Test Before Submitting**: Run all cells to ensure the notebook functions as expected.\n", - "4. **Keep it Simple and Clear**: Make your explanations and code as clear as possible for others to follow.\n", - "5. **Run in Colab Button**: Ensure the \"Run in Colab\" button links properly to the notebook. You can test it by clicking the button and verifying it loads your notebook.\n", - "\n", - "Please refer to the documentation at [OpenBB Documentation](https://docs.openbb.co/) for additional guidance.\n", - "\n", - "Remove this cell before submitting your notebook." - ] - }, { "cell_type": "markdown", "metadata": {}, From 1b9d5c1961274f1a219820a9f7d091c738d2c06a Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 18:56:37 +0530 Subject: [PATCH 10/21] Rename Risk-Return Tradeoff Model Notebook (1).ipynb to Risk-Return Tradeoff Model Notebook.ipynb --- ...tebook (1).ipynb => Risk-Return Tradeoff Model Notebook.ipynb} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename examples/{Risk-Return Tradeoff Model Notebook (1).ipynb => Risk-Return Tradeoff Model Notebook.ipynb} (100%) diff --git a/examples/Risk-Return Tradeoff Model Notebook (1).ipynb b/examples/Risk-Return Tradeoff Model Notebook.ipynb similarity index 100% rename from examples/Risk-Return Tradeoff Model Notebook (1).ipynb rename to examples/Risk-Return Tradeoff Model Notebook.ipynb From b387e60a91b40d38e92f390531ab82fcdebed28e Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Tue, 15 Oct 2024 19:01:21 +0530 Subject: [PATCH 11/21] Rename Risk-Return Tradeoff Model Notebook.ipynb to Risk-Return Analysis and Portfolio Management in OpenBB --- ...nb => Risk-Return Analysis and Portfolio Management in OpenBB} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename examples/{Risk-Return Tradeoff Model Notebook.ipynb => Risk-Return Analysis and Portfolio Management in OpenBB} (100%) diff --git a/examples/Risk-Return Tradeoff Model Notebook.ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB similarity index 100% rename from examples/Risk-Return Tradeoff Model Notebook.ipynb rename to examples/Risk-Return Analysis and Portfolio Management in OpenBB From e5e2632afff12ae85ae18971b4b974413d414e70 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:07:38 +0530 Subject: [PATCH 12/21] Delete examples/Risk-Return Analysis and Portfolio Management in OpenBB --- ...nalysis and Portfolio Management in OpenBB | 1203 ----------------- 1 file changed, 1203 deletions(-) delete mode 100644 examples/Risk-Return Analysis and Portfolio Management in OpenBB diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB b/examples/Risk-Return Analysis and Portfolio Management in OpenBB deleted file mode 100644 index 82175b8aabbd..000000000000 --- a/examples/Risk-Return Analysis and Portfolio Management in OpenBB +++ /dev/null @@ -1,1203 +0,0 @@ -{ - "cells": [ -{ - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", - "===========================================================\n", - "#### Description\n", - "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", - "\n", - "1. Data collection and preprocessing\n", - "2. Exploratory data analysis with visualizations\n", - "3. Risk and return calculations\n", - "4. Efficient frontier computation\n", - "5. Portfolio optimization techniques\n", - "6. Advanced risk metrics (VaR, CVaR)\n", - "7. Performance attribution\n", - "8. Scenario analysis and stress testing\n", - "\n", - "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", - "\n", - "#### Author\n", - "[Amit Kumar](https://github.com/HmbleCreator)\n", - "\n", - "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", - "\n", - "```python\n", - "!pip install openbb\n", - "```\n" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", - 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"!pip install openbb\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Dependencies\n", - "To run this notebook, you'll need to install the following dependencies:" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", - "Requirement already satisfied: pandas in c:\\users\\amiku\\anaconda3\\lib\\site-packages (2.2.2)\n", - "Requirement already satisfied: numpy in c:\\users\\amiku\\anaconda3\\lib\\site-packages (1.26.4)\n", - "Requirement already satisfied: matplotlib in c:\\users\\amiku\\anaconda3\\lib\\site-packages (3.8.4)\n", - "Requirement already satisfied: seaborn in c:\\users\\amiku\\anaconda3\\lib\\site-packages (0.13.2)\n", - "Requirement already satisfied: scipy in c:\\users\\amiku\\anaconda3\\lib\\site-packages (1.13.1)\n", - 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"metadata": {}, - "outputs": [], - "source": [ - "# Import libraries\n", - "import sys\n", - "import pandas as pd\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "from datetime import datetime, timedelta\n", - "import time\n", - "from scipy.optimize import minimize\n", - "from openbb import obb\n", - "import logging\n", - "from IPython.display import display, HTML" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# Set plotting style\n", - "plt.style.use('default') # Use the default Matplotlib style\n", - "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", - "sns.set_palette(\"viridis\")" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# Configuration\n", - "RISK_FREE_RATE = 0.02\n", - "CONFIDENCE_LEVEL = 0.95\n", - "START_DATE = datetime.now().date() - timedelta(days=365 * 3) # 3 years of data\n", - "END_DATE = datetime.now().date()\n", - "NUM_PORTFOLIOS = 10000 # Number of portfolios for efficient frontier\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Login " - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "# Set up logging\n", - "logging.basicConfig(level=logging.INFO, format='%(asctime)s - %(levelname)s - %(message)s')\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "try:\n", - " obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")\n", - "except Exception as e:\n", - " logging.error(f\"Failed to log in to OpenBB: {e}\")\n", - " raise\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 1. Data Collection and Preprocessing\n", - "Let's collect historical data for a diverse set of asset classes:" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Combined Closing Prices:\n", - " US Large Cap US Small Cap International Developed \\\n", - "date \n", - "2023-10-05 424.500000 171.350006 67.769997 \n", - "2023-10-06 429.540009 173.000000 68.519997 \n", - "2023-10-09 432.290009 174.000000 68.419998 \n", - "2023-10-10 434.540009 175.970001 69.360001 \n", - "2023-10-11 436.320007 175.669998 69.650002 \n", - "\n", - " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", - "date \n", - "2023-10-05 37.290001 93.110001 85.830002 \n", - "2023-10-06 37.830002 92.750000 84.790001 \n", - "2023-10-09 37.650002 93.709999 86.779999 \n", - "2023-10-10 38.189999 93.620003 86.660004 \n", - "2023-10-11 38.430000 94.050003 88.470001 \n", - "\n", - " Real Estate Gold Commodities \n", - "date \n", - "2023-10-05 74.120003 168.830002 23.830000 \n", - "2023-10-06 74.320000 169.699997 23.920000 \n", - "2023-10-09 75.129997 172.820007 24.420000 \n", - "2023-10-10 75.489998 172.529999 24.360001 \n", - "2023-10-11 76.800003 173.789993 24.219999 \n", - "\n", - "Daily Returns:\n", - " US Large Cap US Small Cap International Developed \\\n", - "date \n", - "2023-10-06 0.011873 0.009629 0.011067 \n", - "2023-10-09 0.006402 0.005780 -0.001459 \n", - "2023-10-10 0.005205 0.011322 0.013739 \n", - "2023-10-11 0.004096 -0.001705 0.004181 \n", - "2023-10-12 -0.006096 -0.022599 -0.008327 \n", - "\n", - " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", - "date \n", - "2023-10-06 0.014481 -0.003866 -0.012117 \n", - "2023-10-09 -0.004758 0.010350 0.023470 \n", - "2023-10-10 0.014343 -0.000960 -0.001383 \n", - "2023-10-11 0.006284 0.004593 0.020886 \n", - "2023-10-12 -0.011189 -0.008612 -0.027128 \n", - "\n", - " Real Estate Gold Commodities \n", - "date \n", - "2023-10-06 0.002698 0.005153 0.003777 \n", - "2023-10-09 0.010899 0.018385 0.020903 \n", - "2023-10-10 0.004792 -0.001678 -0.002457 \n", - "2023-10-11 0.017353 0.007303 -0.005747 \n", - "2023-10-12 -0.014583 -0.003050 -0.000413 \n", - "Data exported successfully to financial_data.xlsx\n" - ] - } - ], - "source": [ - "import pandas as pd\n", - "from openbb import obb\n", - "from datetime import datetime, timedelta\n", - "import time\n", - "\n", - "# Define asset classes and their tickers\n", - "assets = {\n", - " 'US Large Cap': 'SPY',\n", - " 'US Small Cap': 'IWM',\n", - " 'International Developed': 'EFA',\n", - " 'Emerging Markets': 'EEM',\n", - " 'US Aggregate Bonds': 'AGG',\n", - " 'US Treasury Bonds': 'TLT',\n", - " 'Real Estate': 'VNQ',\n", - " 'Gold': 'GLD',\n", - " 'Commodities': 'DBC'\n", - "}\n", - "\n", - "# Set date range\n", - "end_date = datetime.now().date()\n", - "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", - "\n", - "# Function to fetch historical data with retries\n", - "def fetch_historical_data(ticker, retries=3):\n", - " for attempt in range(retries):\n", - " try:\n", - " # Fetch historical data using the correct function and parameters\n", - " historical_data = obb.equity.price.historical(ticker)\n", - " \n", - " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", - " df = historical_data.to_dataframe()\n", - " \n", - " # Check if DataFrame is empty and return it if not\n", - " if df is not None and not df.empty:\n", - " return df\n", - " \n", - " except Exception as e:\n", - " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", - " time.sleep(2) # Wait before retrying\n", - " \n", - " return None\n", - "\n", - "# Fetch data and combine into a single DataFrame\n", - "combined_data = {}\n", - "for asset_name, ticker in assets.items():\n", - " df = fetch_historical_data(ticker)\n", - " \n", - " if df is not None and not df.empty:\n", - " # Store closing prices with asset name as key\n", - " combined_data[asset_name] = df['close']\n", - " else:\n", - " print(f\"No data returned for {asset_name} ({ticker}).\")\n", - "\n", - "# Combine all asset closing prices into a single DataFrame\n", - "df_combined = pd.DataFrame(combined_data)\n", - "\n", - "# Check if we have any data\n", - "if df_combined.empty:\n", - " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", - "\n", - "# Calculate daily returns with specified fill method to avoid FutureWarning\n", - "returns = df_combined.pct_change(fill_method=None).dropna()\n", - "\n", - "# Display the combined DataFrame for better readability\n", - "print(\"Combined Closing Prices:\")\n", - "print(df_combined.head()) # Display first few rows of closing prices\n", - "\n", - "print(\"\\nDaily Returns:\")\n", - "print(returns.head()) # Display first few rows of returns\n", - "\n", - "\n", - "# Export the combined DataFrame to an Excel file\n", - "output_file = \"financial_data.xlsx\"\n", - "df_combined.to_excel(output_file)\n", - "\n", - "print(f\"Data exported successfully to {output_file}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 2. Exploratory Data Analysis\n", - "Let's visualize our data to better understand the relationships between different asset classes." - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Correlation heatmap\n", - "plt.figure(figsize=(12, 10))\n", - "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", - "plt.title('Correlation Heatmap of Asset Returns')\n", - "plt.show()\n", - "\n", - "# Cumulative returns plot\n", - "cumulative_returns = (1 + returns).cumprod()\n", - "plt.figure(figsize=(12, 6))\n", - "cumulative_returns.plot()\n", - "plt.title('Cumulative Returns of Asset Classes')\n", - "plt.ylabel('Cumulative Return')\n", - "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 3. Risk and Return Calculations\n", - "Now let's calculate key risk and return metrics for each asset class." - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Return Volatility Sharpe Ratio\n", - "Gold 0.380741 0.144716 2.492758\n", - "US Large Cap 0.299739 0.124285 2.250787\n", - "International Developed 0.210243 0.134082 1.418852\n", - "Emerging Markets 0.242680 0.157793 1.411217\n", - "Real Estate 0.262907 0.180249 1.347620\n", - "US Small Cap 0.262433 0.213924 1.133266\n", - "US Aggregate Bonds 0.074456 0.061964 0.878836\n", - "US Treasury Bonds 0.117388 0.159548 0.610396\n", - "Commodities -0.022117 0.146764 -0.286969\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\amiku\\AppData\\Local\\Temp\\ipykernel_17764\\2930698180.py:24: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", - " plt.annotate(asset, (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]),\n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Calculate annualized returns and volatility\n", - "annual_returns = returns.mean() * 252\n", - "annual_volatility = returns.std() * np.sqrt(252)\n", - "\n", - "# Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", - "risk_free_rate = 0.02\n", - "sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", - "\n", - "# Combine metrics into a DataFrame\n", - "risk_return_metrics = pd.DataFrame({\n", - " 'Return': annual_returns,\n", - " 'Volatility': annual_volatility,\n", - " 'Sharpe Ratio': sharpe_ratio\n", - "})\n", - "\n", - "print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", - "\n", - "# Visualize risk-return tradeoff\n", - "plt.figure(figsize=(12, 8))\n", - "sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", - " sizes=(50, 500), legend='brief', hue='Sharpe Ratio')\n", - "\n", - "for i, asset in enumerate(risk_return_metrics.index):\n", - " plt.annotate(asset, (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", - " xytext=(5, 5), textcoords='offset points')\n", - "\n", - "plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", - "plt.xlabel('Risk (Annualized Volatility)')\n", - "plt.ylabel('Return (Annualized)')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 4. Efficient Frontier Computation\n", - "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Optimal Portfolio Weights:\n", - "US Large Cap: 0.4972\n", - "US Small Cap: 0.0000\n", - "International Developed: 0.0000\n", - "Emerging Markets: 0.0000\n", - "US Aggregate Bonds: 0.0000\n", - "US Treasury Bonds: 0.0000\n", - "Real Estate: 0.0000\n", - "Gold: 0.5028\n", - "Commodities: 0.0000\n" - ] - } - ], - "source": [ - "def portfolio_performance(weights, returns):\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252\n", - " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights)))\n", - " return portfolio_return, portfolio_volatility\n", - "\n", - "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " return -(p_return - risk_free_rate) / p_volatility\n", - "\n", - "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", - " num_assets = len(returns.columns)\n", - " results = np.zeros((3, num_portfolios))\n", - " \n", - " for i in range(num_portfolios):\n", - " weights = np.random.random(num_assets)\n", - " weights /= np.sum(weights)\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " results[0,i] = p_return\n", - " results[1,i] = p_volatility\n", - " results[2,i] = p_return / p_volatility\n", - " \n", - " return results.T\n", - "\n", - "# Calculate efficient frontier\n", - "efficient_frontier = calculate_efficient_frontier(returns)\n", - "\n", - "# Find the optimal portfolio (maximum Sharpe ratio)\n", - "num_assets = len(returns.columns)\n", - "args = (returns, risk_free_rate)\n", - "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1})\n", - "bound = (0.0, 1.0)\n", - "bounds = tuple(bound for asset in range(num_assets))\n", - "\n", - "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets,], args=args,\n", - " method='SLSQP', bounds=bounds, constraints=constraints)\n", - "\n", - "optimal_weights = result.x\n", - "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", - "\n", - "# Plot efficient frontier\n", - "plt.figure(figsize=(12, 8))\n", - "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", - "plt.colorbar(label='Sharpe Ratio')\n", - "plt.xlabel('Volatility')\n", - "plt.ylabel('Return')\n", - "plt.title('Efficient Frontier')\n", - "\n", - "# Plot individual assets\n", - "for i, asset in enumerate(returns.columns):\n", - " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", - " risk_return_metrics.loc[asset, 'Return'], \n", - " marker='o', s=200, label=asset)\n", - "\n", - "# Plot optimal portfolio\n", - "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", - "\n", - "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "print(\"Optimal Portfolio Weights:\")\n", - "for asset, weight in zip(returns.columns, optimal_weights):\n", - " print(f\"{asset}: {weight:.4f}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 5. Advanced Risk Metrics\n", - "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "95% VaR: -0.0103\n", - "95% CVaR: -0.0141\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", - " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", - " return var, cvar\n", - "\n", - "optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", - "var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", - "\n", - "print(f\"95% VaR: {var_95:.4f}\")\n", - "print(f\"95% CVaR: {cvar_95:.4f}\")\n", - "\n", - "# Visualize VaR and CVaR\n", - "plt.figure(figsize=(12, 6))\n", - "sns.histplot(optimal_portfolio_returns, kde=True)\n", - "plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", - "plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", - "plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", - "plt.xlabel('Daily Return')\n", - "plt.ylabel('Frequency')\n", - "plt.legend()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 6. Scenario Analysis and Stress Testing\n", - "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Mean Return Volatility VaR 95% CVaR 95%\n", - "Base Case 0.001451 0.011292 -0.018278 -0.023135\n", - "Market Crash -0.538549 0.011292 -0.558278 -0.563135\n", - "Economic Boom 0.361451 0.011292 0.341722 0.336865\n", - "Rising Interest Rates -0.049848 0.002754 -0.054773 -0.055883\n", - "Commodity Boom 0.110285 0.003064 0.105482 0.104116\n" - ] - }, - { - "data": { - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "\n", - "def scenario_analysis(weights, returns, scenarios):\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " scenario_results = {}\n", - " \n", - " for scenario, shock in scenarios.items():\n", - " # Convert shock dictionary to a Series\n", - " shock_series = pd.Series(shock)\n", - " shocked_returns = returns + shock_series\n", - " \n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean(),\n", - " 'Volatility': scenario_portfolio_returns.std(),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define scenarios\n", - "scenarios = {\n", - " 'Base Case': {asset: 0 for asset in returns.columns},\n", - " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", - " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", - " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", - " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", - "}\n", - "\n", - "# Assuming optimal_weights is defined and returns is your DataFrame of returns\n", - "optimal_weights = [0.2] * len(returns.columns) # Example weights, adjust as necessary\n", - "\n", - "scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", - "print(scenario_results)\n", - "\n", - "# Visualize scenario analysis results\n", - "plt.figure(figsize=(12, 6))\n", - "scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", - "plt.title('Scenario Analysis: Mean Return and Volatility')\n", - "plt.xlabel('Scenario')\n", - "plt.ylabel('Value')\n", - "plt.legend(loc='best')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 7. Performance Attribution\n", - "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Weight Return Contribution Percent_Contribution\n", - "Gold 0.2 0.380741 0.076148 0.208229\n", - "US Large Cap 0.2 0.299739 0.059948 0.163929\n", - "Real Estate 0.2 0.262907 0.052581 0.143785\n", - "US Small Cap 0.2 0.262433 0.052487 0.143526\n", - "Emerging Markets 0.2 0.242680 0.048536 0.132723\n", - "International Developed 0.2 0.210243 0.042049 0.114983\n", - "US Treasury Bonds 0.2 0.117388 0.023478 0.064200\n", - "US Aggregate Bonds 0.2 0.074456 0.014891 0.040720\n", - "Commodities 0.2 -0.022117 -0.004423 -0.012096\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def performance_attribution(weights, returns):\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252\n", - " asset_contribution = returns.mean() * weights * 252\n", - " percent_contribution = asset_contribution / portfolio_return\n", - "\n", - " attribution_data = pd.DataFrame({\n", - " 'Weight': weights,\n", - " 'Return': returns.mean() * 252,\n", - " 'Contribution': asset_contribution,\n", - " 'Percent_Contribution': percent_contribution\n", - " })\n", - "\n", - " return attribution_data.sort_values('Percent_Contribution', ascending=False)\n", - "\n", - "# Calculate performance attribution\n", - "attribution = performance_attribution(optimal_weights, returns)\n", - "print(attribution)\n", - "\n", - "# Visualize performance attribution\n", - "plt.figure(figsize=(12, 6))\n", - "attribution['Percent_Contribution'].plot(kind='bar')\n", - "plt.title('Performance Attribution of Optimal Portfolio')\n", - "plt.xlabel('Asset')\n", - "plt.ylabel('Percent Contribution to Return')\n", - "plt.xticks(rotation=45, ha='right')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 8. Scenario Analysis and Stress Testing\n", - "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Mean Return Volatility Sharpe Ratio VaR 95% \\\n", - "Base Case 0.365694 0.179252 1.928531 -0.290160 \n", - "Market Crash -97.914306 0.179252 -546.348481 -6.481218 \n", - "Economic Boom 60.845694 0.179252 339.329769 3.519722 \n", - "Rising Interest Rates -50.034306 0.179252 -279.239168 -3.465062 \n", - "Geopolitical Tension -14.754306 0.179252 -82.421779 -1.242631 \n", - "Tech Boom 50.765694 0.179252 283.096229 2.884741 \n", - "\n", - " CVaR 95% Max Drawdown \n", - "Base Case -0.367261 -0.076392 \n", - "Market Crash -6.558319 -97.525603 \n", - "Economic Boom 3.442621 0.000000 \n", - "Rising Interest Rates -3.542163 -49.835603 \n", - "Geopolitical Tension -1.319732 -14.695603 \n", - "Tech Boom 2.807640 0.000000 \n" - ] - }, - { - "data": { - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def detailed_scenario_analysis(weights, returns, scenarios):\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " base_performance = {\n", - " 'Mean Return': portfolio_returns.mean() * 252,\n", - " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " scenario_results = {'Base Case': base_performance}\n", - " \n", - " for scenario, shocks in scenarios.items():\n", - " shocked_returns = returns.copy()\n", - " for asset, shock in shocks.items():\n", - " shocked_returns[asset] += shock\n", - " \n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", - " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define more detailed scenarios\n", - "detailed_scenarios = {\n", - " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", - " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", - " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", - " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", - " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", - "}\n", - "\n", - "# Run detailed scenario analysis\n", - "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", - "print(detailed_scenario_results)\n", - "\n", - "# Visualize scenario analysis results\n", - "plt.figure(figsize=(15, 10))\n", - "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "# Visualize max drawdown for each scenario\n", - "plt.figure(figsize=(12, 6))\n", - "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", - "plt.title('Max Drawdown Under Different Scenarios')\n", - "plt.xlabel('Scenario')\n", - "plt.ylabel('Max Drawdown')\n", - "plt.xticks(rotation=45, ha='right')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - } - }, - "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": "3.12.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} From 0573e6d8bb68b7f1c18ac01c9b4824f7dd9d1408 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:08:06 +0530 Subject: [PATCH 13/21] Add files via upload --- ...d Portfolio Management in OpenBB (2).ipynb | 1185 +++++++++++++++++ 1 file changed, 1185 insertions(+) create mode 100644 examples/Risk-Return Analysis and Portfolio Management in OpenBB (2).ipynb diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB (2).ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB (2).ipynb new file mode 100644 index 000000000000..c6b43a0d115b --- /dev/null +++ b/examples/Risk-Return Analysis and Portfolio Management in OpenBB (2).ipynb @@ -0,0 +1,1185 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", + "===========================================================\n", + "#### Description\n", + "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", + "\n", + "1. Data collection and preprocessing\n", + "2. Exploratory data analysis with visualizations\n", + "3. Risk and return calculations\n", + "4. Efficient frontier computation\n", + "5. Portfolio optimization techniques\n", + "6. Advanced risk metrics (VaR, CVaR)\n", + "7. Performance attribution\n", + "8. Scenario analysis and stress testing\n", + "\n", + "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", + "\n", + "#### Author\n", + "[Amit Kumar](https://github.com/HmbleCreator)\n", + "\n", + "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", + "\n", + "```python\n", + "!pip install openbb\n", + "```\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", + 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"cell_type": "markdown", + "metadata": {}, + "source": [ + "## Dependencies\n", + "To run this notebook, you'll need to install the following dependencies:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", + "Requirement already satisfied: pandas in c:\\users\\amiku\\anaconda3\\lib\\site-packages (2.2.2)\n", + "Requirement already satisfied: numpy in c:\\users\\amiku\\anaconda3\\lib\\site-packages (1.26.4)\n", + "Requirement already satisfied: matplotlib in c:\\users\\amiku\\anaconda3\\lib\\site-packages (3.8.4)\n", + "Requirement already satisfied: seaborn in c:\\users\\amiku\\anaconda3\\lib\\site-packages (0.13.2)\n", + "Requirement already satisfied: scipy in c:\\users\\amiku\\anaconda3\\lib\\site-packages (1.13.1)\n", + "Requirement already satisfied: scikit-learn in 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"execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# Import libraries\n", + "from openbb import obb\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from datetime import datetime, timedelta" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# Set plotting style\n", + "plt.style.use('default') # Use the default Matplotlib style\n", + "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", + "sns.set_palette(\"viridis\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Login " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "from openbb import obb\n", + "obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. Data Collection and Preprocessing\n", + "Let's collect historical data for a diverse set of asset classes:" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Combined Closing Prices:\n", + " US Large Cap US Small Cap International Developed \\\n", + "date \n", + "2023-10-17 436.019989 174.949997 68.970001 \n", + "2023-10-18 430.209991 171.350006 67.769997 \n", + "2023-10-19 426.429993 168.619995 67.169998 \n", + "2023-10-20 421.190002 166.440002 66.570000 \n", + "2023-10-23 420.459991 165.029999 66.620003 \n", + "\n", + " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", + "date \n", + "2023-10-17 38.040001 92.449997 85.250000 \n", + "2023-10-18 37.459999 92.019997 84.500000 \n", + "2023-10-19 37.240002 91.669998 82.769997 \n", + "2023-10-20 36.790001 92.000000 83.239998 \n", + "2023-10-23 36.759998 92.360001 84.239998 \n", + "\n", + " Real Estate Gold Commodities \n", + "date \n", + "2023-10-17 76.279999 178.289993 24.840000 \n", + "2023-10-18 74.660004 180.869995 25.059999 \n", + "2023-10-19 72.889999 183.089996 25.320000 \n", + "2023-10-20 72.400002 183.589996 25.129999 \n", + "2023-10-23 71.690002 182.970001 24.969999 \n", + "\n", + "Daily Returns:\n", + " US Large Cap US Small Cap International Developed \\\n", + "date \n", + "2023-10-18 -0.013325 -0.020577 -0.017399 \n", + "2023-10-19 -0.008786 -0.015932 -0.008853 \n", + "2023-10-20 -0.012288 -0.012928 -0.008933 \n", + "2023-10-23 -0.001733 -0.008472 0.000751 \n", + "2023-10-24 0.007539 0.008726 0.005704 \n", + "\n", + " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", + "date \n", + "2023-10-18 -0.015247 -0.004651 -0.008798 \n", + "2023-10-19 -0.005873 -0.003804 -0.020473 \n", + "2023-10-20 -0.012084 0.003600 0.005678 \n", + "2023-10-23 -0.000816 0.003913 0.012013 \n", + "2023-10-24 0.012786 0.003573 0.013177 \n", + "\n", + " Real Estate Gold Commodities \n", + "date \n", + "2023-10-18 -0.021237 0.014471 0.008857 \n", + "2023-10-19 -0.023708 0.012274 0.010375 \n", + "2023-10-20 -0.006722 0.002731 -0.007504 \n", + "2023-10-23 -0.009807 -0.003377 -0.006367 \n", + "2023-10-24 0.012833 -0.000109 -0.010813 \n", + "Data exported successfully to financial_data.xlsx\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "from openbb import obb\n", + "from datetime import datetime, timedelta\n", + "import time\n", + "\n", + "# Define asset classes and their tickers\n", + "assets = {\n", + " 'US Large Cap': 'SPY',\n", + " 'US Small Cap': 'IWM',\n", + " 'International Developed': 'EFA',\n", + " 'Emerging Markets': 'EEM',\n", + " 'US Aggregate Bonds': 'AGG',\n", + " 'US Treasury Bonds': 'TLT',\n", + " 'Real Estate': 'VNQ',\n", + " 'Gold': 'GLD',\n", + " 'Commodities': 'DBC'\n", + "}\n", + "\n", + "# Set date range\n", + "end_date = datetime.now().date()\n", + "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", + "\n", + "# Function to fetch historical data with retries\n", + "def fetch_historical_data(ticker, retries=3):\n", + " for attempt in range(retries):\n", + " try:\n", + " # Fetch historical data using the correct function and parameters\n", + " historical_data = obb.equity.price.historical(ticker)\n", + " \n", + " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", + " df = historical_data.to_dataframe()\n", + " \n", + " # Check if DataFrame is empty and return it if not\n", + " if df is not None and not df.empty:\n", + " return df\n", + " \n", + " except Exception as e:\n", + " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", + " time.sleep(2) # Wait before retrying\n", + " \n", + " return None\n", + "\n", + "# Fetch data and combine into a single DataFrame\n", + "combined_data = {}\n", + "for asset_name, ticker in assets.items():\n", + " df = fetch_historical_data(ticker)\n", + " \n", + " if df is not None and not df.empty:\n", + " # Store closing prices with asset name as key\n", + " combined_data[asset_name] = df['close']\n", + " else:\n", + " print(f\"No data returned for {asset_name} ({ticker}).\")\n", + "\n", + "# Combine all asset closing prices into a single DataFrame\n", + "df_combined = pd.DataFrame(combined_data)\n", + "\n", + "# Check if we have any data\n", + "if df_combined.empty:\n", + " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", + "\n", + "# Calculate daily returns with specified fill method to avoid FutureWarning\n", + "returns = df_combined.pct_change(fill_method=None).dropna()\n", + "\n", + "# Display the combined DataFrame for better readability\n", + "print(\"Combined Closing Prices:\")\n", + "print(df_combined.head()) # Display first few rows of closing prices\n", + "\n", + "print(\"\\nDaily Returns:\")\n", + "print(returns.head()) # Display first few rows of returns\n", + "\n", + "\n", + "# Export the combined DataFrame to an Excel file\n", + "output_file = \"financial_data.xlsx\"\n", + "df_combined.to_excel(output_file)\n", + "\n", + "print(f\"Data exported successfully to {output_file}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Exploratory Data Analysis\n", + "Let's visualize our data to better understand the relationships between different asset classes." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Correlation heatmap\n", + "plt.figure(figsize=(12, 10))\n", + "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", + "plt.title('Correlation Heatmap of Asset Returns')\n", + "plt.show()\n", + "\n", + "# Cumulative returns plot\n", + "cumulative_returns = (1 + returns).cumprod()\n", + "plt.figure(figsize=(12, 6))\n", + "cumulative_returns.plot()\n", + "plt.title('Cumulative Returns of Asset Classes')\n", + "plt.ylabel('Cumulative Return')\n", + "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Risk and Return Calculations\n", + "Now let's calculate key risk and return metrics for each asset class." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Return Volatility Sharpe Ratio\n", + "Gold 0.341597 0.141020 2.280503\n", + "US Large Cap 0.300850 0.124676 2.252643\n", + "Real Estate 0.254519 0.179348 1.307616\n", + "US Small Cap 0.277234 0.213351 1.205685\n", + "International Developed 0.175739 0.133418 1.167299\n", + "Emerging Markets 0.191030 0.160170 1.067801\n", + "US Aggregate Bonds 0.074838 0.059944 0.914811\n", + "US Treasury Bonds 0.107538 0.153116 0.571709\n", + "Commodities -0.093902 0.148641 -0.766289\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\amiku\\AppData\\Local\\Temp\\ipykernel_16172\\3619997391.py:34: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]),\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "# Check if returns DataFrame is not empty before calculations\n", + "if not returns.empty:\n", + " # Calculate annualized returns and volatility\n", + " annual_returns = returns.mean() * 252\n", + " annual_volatility = returns.std() * np.sqrt(252)\n", + "\n", + " # Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", + " risk_free_rate = 0.02\n", + " sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", + "\n", + " # Combine metrics into a DataFrame\n", + " risk_return_metrics = pd.DataFrame({\n", + " 'Return': annual_returns,\n", + " 'Volatility': annual_volatility,\n", + " 'Sharpe Ratio': sharpe_ratio\n", + " })\n", + "\n", + " # Sort and display the metrics\n", + " print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", + "\n", + " # Visualize risk-return tradeoff\n", + " plt.figure(figsize=(12, 8))\n", + " sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", + " sizes=(50, 500), legend='brief', hue='Sharpe Ratio', palette='viridis')\n", + "\n", + " # Annotate points with asset names\n", + " for i, asset in enumerate(risk_return_metrics.index):\n", + " plt.annotate(asset, \n", + " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", + " xytext=(5, 5), textcoords='offset points')\n", + "\n", + " plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", + " plt.xlabel('Risk (Annualized Volatility)')\n", + " plt.ylabel('Return (Annualized)')\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"No return data available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. Efficient Frontier Computation\n", + "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Optimal Portfolio Weights:\n", + "US Large Cap: 0.5229\n", + "US Small Cap: 0.0000\n", + "International Developed: 0.0000\n", + "Emerging Markets: 0.0000\n", + "US Aggregate Bonds: 0.0057\n", + "US Treasury Bonds: 0.0000\n", + "Real Estate: 0.0000\n", + "Gold: 0.4714\n", + "Commodities: 0.0000\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from scipy.optimize import minimize\n", + "\n", + "def portfolio_performance(weights, returns):\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", + " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights))) # Annualized volatility\n", + " return portfolio_return, portfolio_volatility\n", + "\n", + "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " return -(p_return - risk_free_rate) / p_volatility # Negative Sharpe Ratio for minimization\n", + "\n", + "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", + " num_assets = len(returns.columns)\n", + " results = np.zeros((3, num_portfolios))\n", + " \n", + " for i in range(num_portfolios):\n", + " weights = np.random.random(num_assets)\n", + " weights /= np.sum(weights) # Normalize weights\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " results[0,i] = p_return\n", + " results[1,i] = p_volatility\n", + " results[2,i] = p_return / p_volatility # Sharpe Ratio\n", + " \n", + " return results.T\n", + "\n", + "# Calculate efficient frontier\n", + "efficient_frontier = calculate_efficient_frontier(returns)\n", + "\n", + "# Find the optimal portfolio (maximum Sharpe ratio)\n", + "num_assets = len(returns.columns)\n", + "risk_free_rate = 0.02 # Define risk-free rate if not already defined\n", + "args = (returns, risk_free_rate)\n", + "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1}) # Weights sum to 1\n", + "bound = (0.0, 1.0)\n", + "bounds = tuple(bound for asset in range(num_assets))\n", + "\n", + "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets], args=args,\n", + " method='SLSQP', bounds=bounds, constraints=constraints)\n", + "\n", + "optimal_weights = result.x\n", + "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", + "\n", + "# Plot efficient frontier\n", + "plt.figure(figsize=(12, 8))\n", + "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", + "plt.colorbar(label='Sharpe Ratio')\n", + "plt.xlabel('Volatility')\n", + "plt.ylabel('Return')\n", + "plt.title('Efficient Frontier')\n", + "\n", + "# Plot individual assets\n", + "for i, asset in enumerate(returns.columns):\n", + " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", + " risk_return_metrics.loc[asset, 'Return'], \n", + " marker='o', s=200, label=asset)\n", + "\n", + "# Plot optimal portfolio\n", + "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", + "\n", + "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "print(\"Optimal Portfolio Weights:\")\n", + "for asset, weight in zip(returns.columns, optimal_weights):\n", + " print(f\"{asset}: {weight:.4f}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. Advanced Risk Metrics\n", + "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "95% VaR: -0.0101\n", + "95% CVaR: -0.0139\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", + " # Calculate portfolio returns\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " \n", + " # Calculate VaR\n", + " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", + " \n", + " # Calculate CVaR\n", + " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", + " \n", + " return var, cvar\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty and optimal_weights is not None:\n", + " # Calculate optimal portfolio returns\n", + " optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", + "\n", + " # Calculate 95% VaR and CVaR\n", + " var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", + "\n", + " # Print results\n", + " print(f\"95% VaR: {var_95:.4f}\")\n", + " print(f\"95% CVaR: {cvar_95:.4f}\")\n", + "\n", + " # Visualize VaR and CVaR\n", + " plt.figure(figsize=(12, 6))\n", + " sns.histplot(optimal_portfolio_returns, kde=True)\n", + " plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", + " plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", + " plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", + " plt.xlabel('Daily Return')\n", + " plt.ylabel('Frequency')\n", + " plt.legend()\n", + " plt.show()\n", + "else:\n", + " print(\"Returns data or optimal weights are not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 6. Scenario Analysis and Stress Testing\n", + "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Mean Return Volatility VaR 95% CVaR 95%\n", + "Base Case 0.001293 0.011180 -0.018036 -0.022964\n", + "Market Crash -0.538707 0.011180 -0.558036 -0.562964\n", + "Economic Boom 0.361293 0.011180 0.341964 0.337036\n", + "Rising Interest Rates -0.049855 0.002649 -0.054504 -0.055695\n", + "Commodity Boom 0.110197 0.003004 0.105347 0.103996\n" + ] + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def scenario_analysis(weights, returns, scenarios):\n", + " # Calculate portfolio returns based on weights\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " scenario_results = {}\n", + " \n", + " for scenario, shock in scenarios.items():\n", + " # Convert shock dictionary to a Series\n", + " shock_series = pd.Series(shock)\n", + " shocked_returns = returns + shock_series\n", + " \n", + " # Calculate scenario portfolio returns\n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " \n", + " # Store results for each scenario\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean(),\n", + " 'Volatility': scenario_portfolio_returns.std(),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define scenarios\n", + "scenarios = {\n", + " 'Base Case': {asset: 0 for asset in returns.columns},\n", + " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", + " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", + " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", + " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", + "}\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty:\n", + " # Assuming optimal_weights is defined and returns is your DataFrame of returns\n", + " optimal_weights = [0.2] * len(returns.columns) # Example weights; adjust as necessary\n", + "\n", + " # Perform scenario analysis\n", + " scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", + " print(scenario_results)\n", + "\n", + " # Visualize scenario analysis results\n", + " plt.figure(figsize=(12, 6))\n", + " scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", + " plt.title('Scenario Analysis: Mean Return and Volatility')\n", + " plt.xlabel('Scenario')\n", + " plt.ylabel('Value')\n", + " plt.legend(loc='best')\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"Returns data is not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 7. Performance Attribution\n", + "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Weight Return Contribution Percent Contribution\n", + "Gold 0.2 0.341597 0.068319 0.209640\n", + "US Large Cap 0.2 0.300850 0.060170 0.184634\n", + "US Small Cap 0.2 0.277234 0.055447 0.170140\n", + "Real Estate 0.2 0.254519 0.050904 0.156200\n", + "Emerging Markets 0.2 0.191030 0.038206 0.117236\n", + "International Developed 0.2 0.175739 0.035148 0.107852\n", + "US Treasury Bonds 0.2 0.107538 0.021508 0.065997\n", + "US Aggregate Bonds 0.2 0.074838 0.014968 0.045928\n", + "Commodities 0.2 -0.093902 -0.018780 -0.057628\n" + ] + }, + { + "data": { + "image/png": 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79m05OTnp8ePHOnfunNKkSaN79+5p3bp1qlatmoYOHap27dpp+/bt6tu3r3bt2qUKFSroiy++0J9//qkOHTrY+u7gX8T9rP7hhx/Utm1brVmzRsOGDVOvXr10+/Zt5c+fXwMHDlTJkiXVvHlzde7cWaNHj1Z4eLitS4cF4v4YmTBhgqZOnSqTyaQSJUpozpw5GjBggCIjI9WtWze9++672rdvnxo3bqyRI0fGm8yacOLVF9evx48fK126dNq+fbsGDBigAQMGqGnTpnrw4IH27dtnvgDI0+jvqy2xieWzZcum9OnTa+fOneZlzs7OKlCggHLmzKmjR49q8ODB8fYhmHh1Jdbj7NmzK2fOnNq+fbv5Yk1OTk7KkyePcufOrWvXrumLL76Itw89fnUdP35cGzZs0J07d8zLYmJidO7cOeXMmVOxsbH66KOPVL58eX3++eeKjIzUjBkz9Pvvv8vd3V1OTk6ET8+JScgdgMlk0t69e/XZZ5+pe/fuKlq0qM6fP681a9boiy++0MiRI9W3b19NnTpV8+fPl6urq1q0aGHrsvEfFixYoAsXLigwMFBZs2bVwIEDlSNHDvn4+MjHx0c3btzQ999/r+zZs6tGjRqKjIyUh4eHvv32W4WFhWnChAnq0KGDwsLC9Ouvv5onucWro1evXrp165bOnDmjmJgYNW3aVMOGDVPq1KnVq1cvZcqUSX/88YeuX7+uunXrmvcrWrSoqlWrpsqVK8vV1VUVK1bUjBkzmLT4FWcymbRv3z4NHTpUgwcPVpMmTbR161b16dNH7u7uGjhwoPLnz6/Bgwdr1apVOn78uIYPHx7vE3WkDHv37tWWLVs0adIklSpVSnv27JGbm5vq1KmjixcvqmDBgurevbuKFSum4OBg1alTR05OTswJ9Ar750iHuK/feOMNDR8+XN98841GjBhhHtGYPn165ciRQ6lTp7ZJvXg+T/f5xIkTcnV1NZ8tUKJECW3atEk+Pj6qXbu2pCc/17NmzapPP/1UVapUsWXpSKKne3z48GEZhiFfX19lz55dFSpU0I4dO5QtWzY1a9ZM0pPQwsPDQzNmzFC1atVsWTosULBgQc2ZM0cZMmTQ8ePHlSdPHnl5ealIkSLmeZHr1KmjAQMGyDAMGYahHDlyyNvb29alp3gEUA4gJiZGGzduVIMGDcyT2ZYuXVpZs2bV5MmTtXjxYo0dO1Zt27aVm5sbvyBTgPbt2+vRo0fKly+f8uTJo9SpU5svyV2yZEllz55dqVKl0s6dO9WrVy/5+Pjor7/+UtWqVdW5c2e98cYb5mN1795dLVu25JLer5iOHTvq77//1rBhw5QuXTpFR0fLy8vLvL5GjRqSpAEDBih9+vQqW7asJOnYsWN69913zaOdoqKi5OrqqsqVK7/8O4F/dffuXXl6esrT09N8ys3OnTtVv359NWnSRHfv3tU333yjd955R7t27VJkZKSGDh2qvHnzavDgwQoPDyd8SiHigiPjqcnlX3vtNZUqVUrbtm3TZ599psGDB6tChQrq3Lmz3n//fTVt2jTe7+Po6Gi5uPC27VVk/N8luiVpw4YNun79um7duqXGjRurXr16+uuvv7Ro0SKlS5dOFy5ckJubm0aOHKnUqVOrdOnSNq4elojrc9xk1A8ePDC/bocNG6ZPPvlEM2bM0I4dO+Tv768dO3bo8ePHqly5spycnDi9MgWI6/H48eO1YcMGPXz4UEWKFNHHH3+sAQMGqE+fPlqwYIF++ukn+fv768CBAwoLC9Nbb71Fj1OAixcv6tGjRypatKjc3Nx08+ZNDRkyRO7u7lqyZInq16+vPXv26Pbt22ratKn5gh8//PCDnJ2dlTlzZlvfhRSPdzJ25uDBg7p+/bouXryoN954Q2+99ZY8PDx09uxZ8x+gkZGRcnNzU9WqVXXx4kVNmzZNffr0MX+yzpXQXm39+/fXo0ePNHv2bHMK/+jRI3l5eSk2Nlbu7u7KkSOHTp8+raCgILm6uio6OlpjxoxReHi4ChYsKJPJpJiYGJlMJjk5ORE+vWKWL1+ux48f66uvvpKvr++/bvvaa69pwYIFmjlzpn755Rc9fvxYbdq0kfTkjyJez6+mmJgY7dq1S+nSpdM777yjkJAQZciQQceOHTPPB7N06VLlzp1bw4YN03fffafhw4crJCREzZo10zvvvMPQ7xTi6U/T79+/L29vb7m5uSk2NlYrVqzQ+PHjNWDAADVr1kzBwcEKCgrS/fv3ExyH8OnV9HR/x40bp/Xr16tw4cK6cuWKduzYofr16+u9995TaGio+vbtK09PT/n4+Ch16tRatmyZnJycmCcmBXi6R6tXr9aGDRs0ZMgQhYSEaPXq1Zo8ebL69++vOXPmaNmyZdq1a5fu37+v1157TaNGjZKzs7NiY2MJJl5hT/d4/fr12rp1q0aPHi3DMLRkyRLNmjVLJpNJX331lVavXq2ff/5ZZ8+eVcGCBTV48GA5OzsTPqUAwcHBat++vRYsWCBvb289evRIrVq10jfffKOePXtq1qxZ6tatm6ZPn65WrVqpUKFC5rm+Fi9erIwZM9r6LqR4vJuxI1999ZV27NghV1dXBQUFyd/fX3Xq1JHJZNLrr7+u3bt3myc4jQuhcuTIoddee818+hV/rL7azp8/r+vXr2vw4MHy9vY2/7KMGxkTd4rGhQsXlCNHDuXKlUuDBg1S6tSp5eXlpW+//db8KTy/IF9dJ06cUL58+f71U5apU6eqYsWKatq0qa5du6ZffvlFr732msaNGycXFxfeBL3i4kY77du3T0ePHtWJEyc0e/ZsffLJJ/r777/1559/KjAwUI0bNzZfjj1PnjyKiopSoUKFJIlTsV5xcSOW4v6gCQgI0IMHDzR06FD5+vrq6tWrGjlypPr162c+lcPNzU2enp58wpqCxPU3ODhYp0+f1ty5c+Xv7y+TyaTx48dr165dypAhg4YPH67q1asrLCxMqVOnVrly5eTk5MTIthQirs/Hjx9XYGCgevfurVq1akmS8uTJo4kTJ2rChAnq0aOHPvnkE33yySfm99oSIxhTgrgeHzx4UKdOnVKHDh301ltvSZJy5cql0aNHa+bMmYqMjFSzZs3UrFmzeH2lx6+2ixcvKmfOnMqePbsaNWqkNm3aKDY2Vps3b1ajRo3k4uKiBQsWqFu3bpoxY4by5MmjLVu26MKFC8qdO7e+/PJLvf7667a+G3aBj1vsxJQpU7Ry5UoNGzZMCxcu1K+//qrRo0ebJx/38/OTl5eXBg8erKioKPMvxAMHDsjb25vgKYW4cOGCrl69aj6FLrFPTH/44Qf17dtXkZGRGjZsmAYPHqyPP/5Ya9asMY+G4g/XV1NMTIzCw8N18uRJFShQQM7OzoqOjk5022PHjmnatGny9fXVhAkTNHfuXE2aNMncY8KnV9+sWbOULVs2LV68WAUKFFDq1Kn11ltvqU6dOtq9e7fu3Lmjd999V9KT136tWrU0b9485ciRw8aV47/07NlT8+fPN09UK0m//fab+ZPT0qVLq2vXrpKkGzdu6KefftKBAwfUs2dPOTk5qX79+japG89n2bJlatSokR4+fKhMmTKZf8d+9tlnKlu2rJYvX66wsDBVqlRJNWrUUIUKFcyn6vAHa8pgGIbOnDmjli1bavny5fEmjy9durQ+/fRTxcTEaNasWdqyZYskmd9rG4ZBn1OI69evq0uXLlq6dKmuX79uXp4nTx4NGTJEGTJk0JIlS7R8+XJJ8Uem0uNX17x589SrVy9FRkbK19dX5cuXN080f/36dbm4uKhu3brq0KGDbty4oa5duypDhgzq1KmTxo0bpy5duhA+JSMCKDuwbds2bdu2TbNmzVLZsmXNo2G8vb21aNEide/eXStWrFD27Nl169Yt1a9fX8OHD1ePHj20du1aDRkyhEkwU4i4K96FhoY+c5v06dPr6tWrunDhgvz9/VW3bl19+OGH5qHB/IJ8dTk7OytVqlTKnDmztm/frqioKLm4uMS70mFMTIykJ294g4ODzc+FNGnSSOKNbkoRFham8PBwXbt2TdmyZdOWLVv0008/KTIyUk5OTsqQIYMePnyo5cuXa8yYMdq4caNq1arFnE8pxGuvvabp06dr1apVCgsLkyRFRETEu9jDRx99pAEDBujo0aPq06ePxowZI0latWqV+ec1Xn2GYahAgQJKkyaN/vrrL/PyiIgISVK3bt308OFD/fHHHwn25YOCV1vc7964udsKFCigcePGKUOGDNq7d69Onjxp3rZ06dLq16+fbt68qSNHjsQ7Dh/6vbqe7rH05GqGc+bMUc6cOXXgwAHt27fPvG2ePHk0ePBgRUZG6syZMwmuQo1XV/v27TVlyhR5enoqODhYbm5umjx5spo1a6bOnTtry5Yt5guBdOjQQffu3VPLli31+PFjXr9WQACVgsX94Pvjjz/k7+8vPz8/Sf8/gZ8zZ45mz56tLl26KH/+/Dpy5Ihq1qyp8uXL68qVK8qQIYNWrVqlggUL2uw+wDKenp568OCBTpw4IUmJ/oHi7++v2NjYeJcVjcOb3Vdb3Gu6VKlSunjxon7++WfFxsaaT5uU/v+ot0ePHilr1qwJwmN+Ub7a4vro4eGhVKlS6dixY9q+fbveeOMNff7559q1a5eio6NVrFgx5c+fX0uWLNGBAwe0aNGieBcPwKsrNjZWAwcOVOfOnTV69GitWrVKkpQ1a1bdvn1bV69eNW/brl07LVmyROvWrdP06dO1YMECRjG+4v55eXaTyaSyZcvqiy++UNq0aTV06FBJMs/R9uDBA7322mvKlCnTS68Vzy/ud6/05Pdt3Iin2rVr68svv9TZs2e1dOlSBQYGmvcpXbq0pk6dqkGDBtmkZljm6R7fu3dPN2/e1N9//63SpUtr4sSJun//vhYvXqxDhw6Z98mTJ48CAgI0YsSIeO/N8GpaunSpVq9eLWdnZ+XLl08HDhxQ8+bN5eTkpNq1a6tr165q1KiR+vbtqx9++EHu7u56//339cEHH8jLy0sPHjyw9V2wS3xMnsLFxMTot99+U7Vq1eTu7m6eE2jXrl365ptvNHXqVJUvX167du3SV199pSNHjmjq1KnmH5j8sZqyvPnmmypbtqxGjhypokWLytvbO8HVlQIDA5UrVy7ly5fP1uUiCZ6+rHrc/61atdJ3332n6dOnK02aNCpbtqw5eDKZTHr06JFOnDihYsWK8RpOQeJ6feDAAf30008KCQnRBx98oNKlS2vx4sVq06aNRowYIWdnZ9WoUUPdunVTwYIFFRYWpnTp0tm6fCTB05PYfvjhh8qQIYPGjBmj1KlT6+7duzp8+LC2b9+ubNmyydfXV1WrVpWnp6fefvvteMdgFOOr6en+7ty5U5cvX1Z0dLQKFCigqlWrasqUKerRo4fatm2rjz/+2DynSNq0aZUnTx4bV4+kevqqhnPmzNGuXbt07do1eXl5qXPnzmrYsKEkmUOIdu3aqUCBApJk/lCXeRhfbU/3OCAgQDt37tTNmzdlMpnUtm1btW3bVl999ZV69+6t+fPny2QyqVSpUpKejHCVxMUDXnH37t3T/v37deTIEXl5eem9995TyZIlFRUVpbFjx8rd3V0VKlRQr169JEm9e/fW2LFj5ebmpmzZsmnGjBlKmzatje+FfTIZRLcpXosWLZQpUyZNmzbNvOz+/fu6c+dOvE/Mq1evruLFi2vSpEm2KBMvKO6P1/3792vw4MFycXHR7NmzlStXLvPk4+Hh4erdu7dMJpNmzpzJL8YU4uk3MXFvWi9evKi2bdvK3d1dzZs31wcffCBJunbtmr766isFBQXp22+/NZ+iRxD16kks6P/pp580cOBAlS9fXunSpVOPHj3Mb2YlqU2bNjp+/LgKFy6s0NBQLVu2jFOkU4inX8djxozRoUOHtHjxYi1atEizZs2SJDVr1kzly5fX7t27debMGV2/fl2vv/66Vq5cyWs4BRk/frw2btyonDlz6sGDB7p8+bI6dOigfv366ejRo+rfv7+uXbumGjVqyMvLS1988YXc3NwIJVKYgIAArVixQj169FDq1Km1c+dO7dmzRx07dlSXLl20ZcsW/e9//5Ofn58GDRqknDlz2rpkWGjGjBn65ptvNHDgQKVJk0YHDhzQN998o6ZNm2rIkCE6dOiQBg0apEyZMunzzz/nrJEU5tSpU1qyZIn27t2rvn37qkGDBoqOjlajRo306NEjjR49WhUqVFBQUJCmT5+u9evXKyYmRt9//71y585t6/Ltl4EUKzY21oiNjTXGjh1rvPfee8bJkycT3S4mJsb4448/jHr16hk7d+4074uUKTo62vjxxx+NevXqGaVLlzZGjRplfPfdd8aMGTOM9u3bG/Xr1zciIyMNw3jSe7yaRo0aZcyZM8f8/dO9int93rlzx2jTpo1RtWpVo2zZskblypWNRo0aGe3atTP3ODo6+uUWjiS7efNmvO8vXLhgVK1a1VixYoVhGIZx//594/Tp08acOXOMpUuXmrcbPXq00bt3byMwMPCl1ovk8eeffxo9evQw/vzzT/OyRYsWGQUKFDC+/PLLeNteunTJ/Nrn93LK8P333xtvvvmmcfjwYSM2Nta4e/eusXTpUqNQoULGjBkzDMMwjCNHjhh169Y1mjRpYjx48MAwDMP8Mxuvpn++/q5fv240aNDA2LZtW7zlX375pVG8eHFj3759hmEYxsqVK40uXbrwfisF+GeP7t69a3z44YfG5s2b4y1fsGCBUbhwYfPy3bt3Gz169KDHKcjT741/++03o2/fvkbZsmWNH374wTAMw4iKijLq1q1rVKtWzfj999/Ny06ePGncuHHDJjU7EkZA2YELFy6oSZMmeuedd9S/f/9E5xkYN26cDh06pFmzZnF55xTM+L+RLnFzPC1cuFAHDhzQtWvX5O/vr/z586t///5ycXHhcrCvsKCgIA0bNkw3btzQhx9+qJYtW0pKfCRURESEzp07pz///FPOzs7KkyePSpYsyeW7X3HDhw/Xr7/+qq1bt5rngjl06JCmTp2qBQsW6P79+woICNCxY8d0//59BQcHq2PHjurTp48kxbt8N1KO7du3q3v37sqZM6fmzJkT7xPUmTNnKiAgQIMGDVLDhg3NFwyROF3nVTVp0iS1a9dO3t7e5p/PU6ZM0V9//aUpU6aYt3v8+LEWLlyoFStWaNmyZcqTJ4+OHj2qfv36KVeuXJoyZYoyZMhgw3uC/xIVFRXvitCnTp1S69attXLlSuXLly/ez+SmTZsqS5YsmjFjRrxjcErWqy00NFSenp7m7+P+fpo3b55Kly4d7znQpUsXPXz4UMuWLYv3Posepyzbt2/XokWLJEmHDx+Wt7e3PvvsMzVo0EAxMTFq2LChwsPDNXjwYFWqVImrwr8k/OViB/Lmzavhw4dr2LBhioqKUsuWLVWyZElJ0tWrV7V69Wp9++23+uabbwifUgDjGadTGU/N9eTk5CQfHx8NGjTo/7V3n2FVXOvfx7+briCCSlHB3kHF3rsxiibRWEAUe0MURUVRMSaxBaVYUJCIHWki9t6TWIkae+yKFVGRLm0/L3yYP0RzTs45MWz0/lxXriS7TNZkObNnfrPWvUhPTyc1NbVA8Cir3Wmuc+fO0bBhQ6ZPn05gYCDh4eGo1WqcnZ3R0tJSLm60tbXJzc1FX18fW1tbbG1tC2xH6sRorvnz57N//35Wr16thE/wdmXSs2fP4urqyrlz56hVqxY9e/akV69eLFy4kPv37yuflfCpaPjj+drW1pbevXsTExPD1atXqVy5svKZsWPHolarmTdvHmXKlKFbt27K9yR80jz3799n48aNysM7ExMTAJ49e0ZSUlKB0NDQ0JCmTZsSHBzM69evUalUNGzYEH9/f4YOHYqnpydBQUEyzVIDLVy4kCdPnvDkyRNGjBhB586dAShZsiTFixfn559/plq1aujp6ZGZmYmuri4WFhbKn4f8JJjQTHPnziUuLo6HDx/i5OREv3790NXVxdTUFEtLS44dO4adnR26urpK0Ghqakrx4sXfuc6SPi46rly5goeHBx4eHnTo0IGHDx8SExODn58farWaXr16ERMTQ6dOnVi8eDFNmzaVAOofIncvH4mvvvoKXV1dvv32W86fP0+5cuXIzc3FwMCA5ORkNm3aJPOWi4D8T1YSEhJ4/fo1pUqVwtDQED09vQLv5/2zgYEBxYoVU7ahVqvlZkZDbdy4kblz57J48WK6du2Ki4sLK1asUFbJ+mMI9a8udOQiSDPNnz+fmJgYNmzYQK1atQqMUqtSpQpLly5lz549uLq64uDgoNR3SktLw9zcvDCbLv5D+c/HycnJlChRAktLS6ZOnUpaWhpeXl6YmprSsmVL5Tuurq5YWFjw2WefFVazxV9UsWJF1q1bx5QpUxgzZgxBQUGYmJhQq1YtduzYwZkzZ2jRooXy+ZIlS1K9evUCNdvs7OxYt24dxsbGEj5poIEDB5KRkUGTJk3Iyclh3LhxLFmyhM8//5wSJUpgY2PD7t27KVeuHF26dEFPT4/s7GxevXqlrDwtNNuAAQPIzMykQ4cOWFlZMWfOHLKzsxk8eDBGRkbY2dlx5MgRKlWqRO/evZU+fvToEfXr1y/s5ov/wfXr16lZsyYODg5oa2tTtmxZzMzM0NbWZtGiRRgaGtKlSxcOHz7Mo0ePCoyOEx+WTMH7yMTFxXHs2DFu376Njo4OrVu3pk6dOjLyqQjI/yQ9ICCAY8eOcefOHSpWrEjFihWZNWsWpUqVKuRWiv9Fbm4uM2fOZO/evcyfP59u3bpx7949VqxYwdWrV3FwcMDZ2Vn5rIRMRUte+LR+/Xpq165dIHw6c+YM1apVU47htLQ0fv/9d4yNjYmJiSEiIoLw8HCqVq1amLsg/qL8x+eaNWs4fPgwhoaGdO3alZ49e5KcnIyXlxfHjx9nxYoVtGjR4p3RUjKFtmi4ePEikyZNolSpUoSEhFCiRAnGjh3L+fPn+f7776levTr6+vp4eXmRlZXF2rVr5dxdBPTv35+MjAw2bNigTIedNWsWN2/eZNOmTWhpafHgwQMmTpxIRkYG9evXp1q1ahw5coTExES2bt0qx6+Ge18fL1u2jP379xMVFaU8pHd3d+fu3btUrVqVmjVrEhsbS3JysvRxERcVFYWfnx+RkZFYW1srr588eZKhQ4eiUqnw9vbmyy+/LMRWfpokgBJCw6xYsYKNGzfy3Xff0bx5c6ZOncqpU6dYt24dNjY2MrqpiFOr1cyYMYM9e/awYMECCaE+EosXL2b16tXExMRQtWrVAvVCVqxYwc6dOwkMDKRixYpkZWVx4sQJPDw8KFWqFNra2vj4+FC7du1C3gvxV+QPkry9vdm8eTN9+vTh/PnzpKen4+TkhIODAykpKcycOZNffvkFX19f2rVrV8gtF39F/unueX+/dOkSEydOpEyZMgQHB5Obm8ucOXM4cOAAhoaGmJubY2BgwKZNm9DV1ZVzt4ZzdnYmKyuL0NBQtLW1ldo/4eHhbN++nX79+pGSkkLbtm0xNjYmODiYn376CVNTU8qXL8/333+Prq6u1G7TYIMHDyY1NZXNmzcD/1fja8+ePaxYsQJHR0fi4+Pp0KEDNjY2rFu3juPHj6Ovr4+1tbWy2rT0cdHwvvIlFy9eZPz48cpK0nkPAOPi4pgxYwb169enb9++VKxYsTCa/EmTAOojlP8g/LN6QkLzqNVqEhMTcXFxYdCgQdjb23Py5EnGjh3LvHnzsLCw4OHDh3zxxRdyYVvEvO+GxtPTk3379jF//nzs7e25f/8+y5cv59q1awUKkwvNplarefHiBfb29lSqVIlZs2ZRt25d5f3g4GBCQkJYtGgRbdu2VV7Pzc3l999/R6VSYW5uLqMbi6CdO3fi7+/P0qVLsbGxYefOnUyZMoU6derQp08fnJycSElJwdXVFS0tLaUQqtBc+YOjxMREMjMz0dbWpnTp0ly6dAk3NzcsLS0JCgqiZMmSHDt2TCls3Lp1a7S1tWVkm4bbvXs3kyZNYvDgwUyfPr3Ae8OHD+fcuXNUqFCBBw8eULp0aXx8fLCzsyMzMxP4v/p80s+a68iRI0yaNImOHTvi6+tb4L0xY8Zw+vRpbGxsuHnzJrq6unz//fd07NgRtVpNbm6uEjhJHxcNedfWv/32G7///jt37tyhSZMmtGvXjjVr1rBkyRJGjx5Nly5dMDc3VxZwCgwMlGuvQiIBlBCFKO9iN+/kmZCQQP/+/dm0aRNXrlzB3d2dKVOmMGDAAObNm8eFCxdYt26dzFMuQvLf0Lx+/Rp9fX0MDAwAmDp1Kvv37y8QQgUFBXH06FFmz55N165dC7Pp4j9w/vx5PD09sba2ZtSoUTRt2pRVq1bx448/4ufnR6tWrQp8/tKlS9SuXVsubouI6dOnY29vT5s2bZTztb+/P/fu3WPJkiVcunQJb29v2rVrx6+//sqNGzcYM2YM/fr1IzMzEx0dHXlwoOHyP7ALDAwkNjaWa9euUaFCBdq1a4eLiwsXL15URkKtWrUKY2PjAtuQ0RKa7+nTp0RFRREdHU3Xrl3x9PQEYNy4cdy5c4dFixZhY2PD5cuXGTFiBL169WLatGkFtiEPdzXb69ev2bp1Kxs3bqRevXpKCJXXx/7+/tSsWZNnz57h6OhIs2bNWLBgQYE+lT4uWvbv38/06dOxs7Pjzp075ObmUqVKFQIDAwkNDSUsLIxnz55RrVo14uPjWbVqlYw6L0Ry5StEIcq7Ibl58yY1atTA2NiYrKwspk2bxsWLF5k+fTr9+vUDwMLCAj09Pbm4LULyh0+rVq3iwIEDFCtWjLZt2zJs2DAWLlwIwIwZMwCwt7dnxIgRWFtbS5HiIiQ3N5cGDRrg7e2Nh4cHGzZsYOfOnezbt4/FixcXKFQMsGjRIsLDwzlw4IA8fSsC1q1bR0xMDMePH8fHx4cWLVqQm5vL8+fPKVWqFAkJCezcuZP69eszcuRIGjVqhJOTEwsXLuTRo0e4u7sDMqVW0+XdbC5ZsoSwsDBmz56NmZkZQUFBLFmyhB49elCvXj2WLFnCpEmTlNUO82rLgKxmWBRYWlri6OiIWq0mKiqKYsWK8eDBAx48eKBMk4a3K1rWrFmT+Pj4d7YhwYTmUqvVlCxZkt69e6NWq9mwYQMzZswgNTWVuLg4pY9zc3OxsLCgXr16vH79usDIJ5A+Lkpu3rzJwoULmTlzJl988QW6urps2bKFTZs2MXHiRAICAujYsSP379/HwMCAypUrY2FhUdjN/qRJACVEIch/I/Lbb7/h4OCAv78/3bp1w8XFBT8/P+zs7OjXr58yJPj48eNUqFChwLLuQrPl9bG3tzfR0dE4Ojpy584dwsPDyc7OZtSoUSxcuBCVSoWXlxdv3ryhV69ejB07FpCn6UVF3sqFdnZ2LFy4kKlTpxIXF4eHh4cSPuU9TV26dCmbNm1i3bp1Ej4VEfb29mzbto1bt27h6uqKv7+/MiLm1atXPH36lNjYWCZMmADAy5cvadKkCf369cPe3l7ZjoRPmi8uLo6ffvoJX19fWrVqxS+//MJvv/2Gj48PT58+5f79+7Ru3ZoFCxawYcOGAivQiqLDzMyM/v37A28LFaekpHD06FFKliyp1ApKTU0lPT2dGjVqFHJrxX8ir8yBkZERffr0ASA0NJRnz55x4MABLCwslD5+8+YNz549o3nz5nKtVYTlrWDXunVrJTj88ssvyczMZPny5Zw5c4aWLVtSuXLlQm6pyCNXQ0L8w9RqtXIjkle0GMDd3Z19+/bh4OBA3759OX36NEOHDmXKlCk4Ozvz6tUr5syZo2xDFA379u3j4MGDrF69mkmTJtG1a1cePXrEli1bCAgIAN4GVE2bNmXr1q0FvisXRJopOTn5ndfyQqgGDRrg7++PtbU1Z86c4dSpU8Dbi+LFixfz448/smHDBurVq/dPN1v8F/JuZBo3bkzXrl3p0aMHrq6uHDlyBGtra+rVq8eZM2fIycmhbdu2qNVqtmzZQrVq1ejRowfa2trk5OQU9m6IP/HH39KcnBzi4+OpWrUqhw8fZty4cUycOJEePXqwe/duwsLCyMzMpGHDhixZskT6twgzMzPD0dGRfv36UaJECVatWgWArq4u2dnZTJo0iczMTIYPH17ILRX/qfwhVO/evRkwYADm5ub4+/sDb/s4KysLNzc30tLSGDduHCDX1kXV3bt3SUhIwMzMDB0dHWXau6OjI5mZmVy4cKGwmyj+QAIoIf5heen84sWLCQ4OxsbGhunTp9OjRw8mTJjAgQMHmDJlivJDCdC4cWNiYmLQ0dEhOztbhgYXITdv3qRKlSrY2tpy5coVIiMjmTBhAk2bNmXTpk3KRW9QUJAUKS4C1q9fj7e3N3Fxce+8lxdC2drasnDhQu7cuUNISAgXL14kICCAkJAQwsLCsLW1LYSWi/9E3o2ISqWiWLFi2Nvbc+DAAZo2bUr//v2ZMGECx48fB6BmzZpcv34dZ2dnvvrqK2WFnbybIAmSNVfeb+natWu5fPkyxYoVQ0dHh9WrVzNt2jQ8PDwYMGAA8DacSk9PR09Pr8BoNulfzZabm1vg3/MHhubm5jg4ONCnTx+2bt2Kn58f8LZW0L1794iKilJWQhNFS975t0SJEvTu3ZuBAwdy9uxZpebXxIkTuXfvHtHR0Uofy7W15sv7bc7MzFQWBmjfvj1paWl4e3sDbxcKyMnJISUlhapVq1K1atVCa694P5mCJ8Q/JH9Bw/j4eH7++We+/fZbpdB0YmIiVlZWjB8/nqVLl9KlSxc6d+5cYBs5OTlStFiD/bFopVqt5s2bN5iZmfHs2TN27NiBra0to0aN4vz580RGRuLj48Pz58+ZPn26EmDIVB3NlZSUxMGDBylRogROTk5YW1sXeD//SKhFixbh6enJyJEjyczMlPCpiMh/DObdvNrZ2TF06FB++eUXxowZQ2JionKubteuHX5+fvz00080aNAANzc3Wb67CHn+/Dnbt2/n+fPneHh40KFDB9avX8/gwYNxcnICID09nfv371OrVq1Cbq34T+Udy8eOHaNdu3bvHJPm5uY4OjqiUqnYsmULGzZswNzcnJ07dyqjoeS6S/Op1WplhkHetVj+EKpPnz6oVCpCQ0OpU6cO1tbW0sdFTF6/Hj16lPDwcLS0tPjyyy/p2rUro0aNIiQkBLVazfjx43n16hVbtmwhLi4OGxubwm66+AM52oT4B+S/oUlJSUFbW5vbt28XeDJnYmLCwIEDOXHiBG5ubkpNqPzfl5sZzZW/jx89ekSJEiUwNjbGycmJxMREXr16xenTp5WCxGlpabRo0YLBgwfTpk0bZTsSPmm2cePGYWhoSEhICDk5OTg7O/9pCGVnZ8f8+fOZO3cuCxYsoGbNmoXUavFXOTo68ubNG/r370+LFi0K9K2NjQ0nT55EW1ubefPmkZuby8SJE1myZAn29vZ8/vnnsnx3EWRmZkbz5s05cOAAEyZMYNKkSbx8+ZJNmzaRmZmJnp4e165d49WrV3h4eACyQlZRc/nyZb755ht++OGHdxaFgP8LoVJSUnjw4AFLly6VYKIIyH/dpVKpyMnJQUtLSzk2847T/NPxUlNTuXXrFt7e3tLHRYxKpeLkyZNMnDiRtm3bkpCQwKRJk8jNzWXs2LFoaWkRHBzM5s2bMTMzIzMzk5UrV2JlZVXYTRd/oFLLhFchPqj8F6pLliwhKyuL/v374+npSd26dRkzZkyBpZw9PDz49ddfSUhIYOnSpbRv376QWi7+G0uWLOHAgQOkpKQwduxY7O3tMTIyIjo6WpmCVbJkSVxdXTE2Nmb+/PnKhZMEjJrtj6sarl27Fnt7+/eGUPk/n3cTKzTbiRMnGDZsGABNmjThyZMnjBs3jkaNGin96+rqSk5ODkFBQSQlJTFv3jy2bdtGeHg4dnZ2hdh68Vfk/z3OfzynpqbSq1cvunXrhru7O9nZ2QQFBXHixAkMDAyoUqUKnp6eyjR4uWEtWp4/f86QIUPo0qWLsljA+7x69QoTExNUKpX0s4bLf/xGRERw7tw5bt26RcOGDendu/c7oxXzjv20tDSKFSsmfVxE5J8OD7B7924eP37MiBEjePToEWvXrmXDhg34+flhb2/Po0ePOHHiBFZWVlSpUkVWu9NQctQJ8YHlnTT37dvH7t278fHxoXz58jRs2JCwsDCsra3p0aMHJUqUID09ndevXzNkyBCuXLlCdHQ0TZs2VX4shebJf0MTHR1NVFQUI0eO5OLFi3z77be8evWKwYMHU61aNe7cucOwYcN48+aNMtxf6sQUDfkXDwAYMWIEOTk5bNiwAeBPR0LB24KnQvPVq1eP77//ngULFmBoaEjPnj1ZsGABtra21K9fHzc3N8aPH8+PP/5IbGwsjRs3ZtKkSVSoUEGmVhYReefq0NBQtLS06NixIxYWFhgYGNCtWzfOnz9PSkoKRkZGjBs3jmHDhlG8eHHl+3LDqvneN43dzMyM0aNHs2DBAjp16vSnx6upqSnw9nwv/azZ8vp40aJF7Nixgy+++ILGjRsza9YsHjx4wPz58yldurTy+bxjP+94lj4uOlQqFbGxsZw8eZLDhw/Trl07AMqXL8/QoUNRq9VMmjSJjIwMvv76a/r27VvILRb/jhx5QvwD9u/fz+rVq7G1taVu3brA21Xv4uPjWb58OYcOHcLa2ppr166RlpbGoEGDWLZsGadPny5w8Ss0yx8vdNPT03FxcVGK1lasWBF/f39yc3NxcXFh1apVylLPLi4uUiemiMgLGS9evMitW7fIysrCwcGB0aNHA/zLEAqQ8LiIMDIyokePHmRmZjJv3jw6dOjAunXrOHToEBs2bODkyZO0atWKZ8+ece7cORo3boyFhQWurq6AhBNFgVqtJicnhx07dpCUlERQUBDjx4+nZcuWDBkyhPXr17Nv3z569+4NgIGBQYHvSv9qtvwPCk6cOIGJiQl16tQBoFGjRlSrVo3z589ja2v7L3975ZxdNPz666/s2bMHPz8/GjduzNmzZ9HT06Nv377Ex8ejr6+PkZHRe78rfVw0qFQqDh8+zNixY7Gzs+PatWuYmppy584dqlSpQrly5Rg+fDja2trMmDEDXV1dvvjii8Jutvg35JdUiH/AkydPSEpK4tChQ9y7d49KlSoBsGDBAiIjI7ly5QqPHj2iXr16TJs2DYCXL19Svnx5mb6jwfIudENCQjh//jyXL18u8OTFzc0NeDstT6VSMWzYMFq3bq28Lzesmi8vfNq7dy+zZs3C1NSU+Ph4jhw5QlBQUIEQSltbG0dHRypWrFjIrRb/reLFi9OnTx+ysrKYPXs2Hh4euLq64uTkhI+PDzdu3CA2NpbY2FhatmxZYCSFHMua6Y91YnR0dAgPD+fu3buEhYUREBDA+vXrsbe3p0+fPuzYsYMOHTpQqlSpAg8Y5IZVs+Xv54MHDzJu3Dhq1qxJnTp1cHNzo3z58nTs2JGVK1fSr18/9PX1C7nF4j9x69YtTExMKFOmjPLaq1evMDU1pXHjxuzfv59p06bh6elJhw4dGDRoEJ999hlDhgwpvEaL/1retdezZ8/YuXMnc+bMoWfPnpw9e5aRI0eyfPlyxo0bR+XKlSlbtizOzs7o6elRu3btwm66+AvkakmIv1n+i6C88Gjw4MGYmZmxbNkyZs2axbfffqssC9qvXz/g7eiZhIQELl++zMGDB9m+fTthYWESPmmg/H28dOlS1q9fT9u2bcnMzGTbtm00atSI5s2bA29DKC0tLRYvXoylpSU9e/ZUtiM3rJpPpVJx4sQJpk+fzowZM+jWrRvbtm1jzpw5jB8/nmXLljF69GhUKhVLly5FT0+P8ePHS98WYQYGBjg5OaFSqfD29iY1NRU3Nze+//57Hjx4QLVq1bh48aJc6BYB+c/Vu3bt4sGDBzx8+JBGjRrRq1cvZsyYwZdffsm1a9cICAggKyuLly9f8uDBA0qVKlXIrRd/Vf6RT76+viQnJ7Ny5UoePnzImjVrGDhwIHZ2djg5OVG1alXCwsIkmChidu/ezdGjR9myZQvHjh2jVq1a6Ovrk5aWxpo1a1i2bBlTp06lf//+ZGRkkJ6ezvPnzwu72eK/lDfqPDw8nLi4OFxdXdHV1aVly5YEBwczcuRIAMaPH0+lSpWwsrJiwoQJcu1VREgvCfE3yn+xu2XLFq5evYqhoaFSjDozM5PQ0FDmz5+Pl5cXlStXVr4THx9PQEAAZ86cwcLCgo0bN1KjRo1C3iPxR/kvdG/dukVOTg4//vgjDRo04Oeff2bVqlUsXrwYd3d3mjVrBrxdOc3CwoIePXoUZtPFfyE7O5t9+/YxePBg+vbtS1JSErt376ZDhw6cPXsWFxcXAgMDGTVqFIaGhrRs2VIugD4C+vr69O/fHwBvb29UKhXjx4+ncuXKyshGQKbQarj8dWK2b99O27ZtSUxM5LvvvuPIkSMsW7YMW1tbbG1t6dq1K3v37uXy5cvKVHlRNOSNTjty5AgnT55kypQpykOgAQMGsHbtWs6cOYOzszPFixdHX19fAqgiplOnTuzYsYNWrVqRk5PDnj17KFeuHHp6evj6+jJq1CjlnJ1XW7NcuXKF3Grxv8jIyODatWtcu3aNX3/9VXlw36pVK1atWsWYMWNISUlh5syZVKhQQa69ihBZBU+Iv0n+YtTe3t5ERkZSt25dYmNjad26Nd999x0WFhbExMQQFhaGiYkJHh4eVK9eXdnGnTt3MDQ0RF9fHxMTk0LaE/FX/Pzzz0yYMIFixYoRGBio3LAcPXqUtWvXkpGRwaRJk2jatGmB78m0u6KnX79+1K1blxkzZuDr60tGRgaurq7K9B1bW1vmz58vgXERkv98nZqaiqGh4Xs/9+bNG8LCwvDx8cHZ2VmZIv3HlXmE5jpw4ADz5s1j6dKl1KtXT5mq4+3tTdWqVZWbGij450LO1UXL4cOHCQgIIDs7m/DwcIoXL/5OCYODBw9y5MgR9uzZw8yZM5VaX6JomDZtGtu2baNatWps2bIFPT09oqOj8fPzw87Ojs6dO1OiRAk2bdrEy5cv2bx5sxzDRUje+TcjIwNtbW10dXW5evUqc+fOJTs7mxEjRtClSxfl88eOHVP+TMhqd0WL1r//iBDir8i7aN24cSM7duwgNDSUtWvX4uHhwdGjR5k9ezYJCQn06tULJycnbt26RXR0NPB25BSgLBkq4ZNmiYqKwt/fn1mzZnHs2DHUajVly5alV69eJCYmcvv2beWz7du3Z+jQoRgaGuLl5cXVq1cLbEsuhoqW3NxcBg8eTJs2bbhy5QoPHz6kZcuWlC5dmlKlSmFjY4Ourq5MlS1CcnNzlfN1ZGQkISEhPHv27L2fzRsJNXbsWH777bcCwZOET5ot73f10aNHVKtWjXr16rF37148PT2ZNm0atra2+Pv7c/LkSaBg+ARyrtZ0f3x+Xq5cOSpUqMCNGzfYuHEjAHp6emRnZyuf6dy5M56enjg4OHDp0iXUavU72xGaI3/fqNVqGjRogK+vL1lZWTg6OpKYmEjv3r1xd3cnIyODWbNmsWLFCvT09IiKilIWehGaL+/8e+zYMTw9PZXf3Dp16jB9+nR0dXVZv349+/fvV77Trl07jhw5IuFTESS/rkL8zS5dusSgQYOoVasW58+fZ+vWrbi5uREaGqrUf+rZsycWFhbK6Jg/LhksNMfw4cOVQpeXL1/G0NCQtm3bUrVqVZydnUlLS8PT0xMjIyM6d+4MvP1RfPPmDWfOnKFmzZqFvAfir8q7AIqLiyMxMZG0tDQqVKhA9+7dUavV+Pn5ce/ePaWfb968SdOmTZk0aRK6urqF3HrxV+SfJn3x4kV27drFlStXlJWT8i/bnUdfX58RI0bg4uKiTO2Q8EnzxMfHEx8fT7ly5dDV1aVEiRLA2wU9DA0NOX78ONOnT2fq1Kk4Ojry7Nkzfv75Z2VJb+nToiWvv0JCQihbtiz29vZMmjQJLS0toqOjMTIywsnJCR0dnQLHfYkSJTA1NeXYsWNkZGRQrFixwtwN8Sfy99njx48xMDDA0dERAGtrayZPnsywYcNYu3Ytffr0wd7entevX6Ovr4+pqSkqlUpGMRYhKpWKkydP4ubmRrt27Xj69ClDhw5l/vz5dO3aVRm1GhoaSlZWFt27dwcKrlQqig45KoX4G6WlpXH+/HkqV65MamoqMTExdOjQgbFjx6Kjo4Ofnx+PHz9m6tSptGrVCpAaIpps9OjRvH79mqCgIMzNzYG30zLyLnwrVqzI5MmTycnJYdy4cQQEBCjhRJcuXZShwtLHmi8vVDhw4ACLFi1CX1+f1NRUtLW1cXV1pWfPnhgYGGBkZERUVBR3795l//79rFu3TsKnIiTvhuaHH37g4MGD1KhRgypVqhAQEEBOTg4ODg4FVlnKkzfCTcInzeTp6cn169e5efMmJiYmWFlZMXXqVBo1akT79u1xcnJi3759+Pj4FKjFV6lSJeXcLooetVrN2bNnOXHiBHp6enTu3BlXV1dWrFhBWFgYKpWK/v37o6WlpRy7jx8/5t69e0pAITRP/vBpxYoV7N+/n/j4eAYNGkSfPn2oV68efn5+TJ48mSFDhjB//nxOnz5Nhw4dKFu2rLINCZ80X/7f1Pv37+Pq6sqoUaPIzs7Gy8uL6dOno1Kp+Pzzz/H09GTGjBls376d9u3bY2hoKL/HRZQcmUL8F/7sJqR48eLMnTsXXV1dfv31Vx4/fswXX3wBvE3327Rpg5WVlVIcE5BgQkMdO3aMhIQEli5dWuAGRaVSKfUFjI2N6dWrF7Nnz0alUjFhwgQWLlyoPJnJI32s+VQqFbGxsXh6ejJx4kScnZ3Zv38/bm5uJCQkkJubS5cuXdi7dy9r1qxBS0uLVatWUa1atcJuuvgPHTt2jB07dvDjjz9SvXp1dHV1Wbt2LcuXL0etVtO/f//3joQCGSWjiQYOHMibN29wcXGhcuXKnDhxggMHDjB48GClzo+7uzvLli3j4cOHXLt2DbVazeLFi9HR0aF169aFvQviL8ofTMDb43H58uVMnz4dDw8PFi1aROfOnRk7diyBgYGEh4eTnp7OsGHDlGPXwMCAsmXLMnToUGWUnNAs+RcPiIqKYsyYMSQnJys1vvr370/dunXx9/dnypQp9O7dm5o1a+Ls7PzONoTmyruXOnv2LLGxsZw4cYI2bdoAb6dAz5kzh9zcXDw9PVGpVHTp0gVvb29Kliz5p3UbRdEgAZQQ/6G4uDisra3/dFRLgwYN0NXVxcPDA7VaTZMmTcjJyeHMmTO0bt2awYMHAzIqRtPFx8ejpaVF+fLlAXj9+jVHjhxhw4YNypQdQ0NDDhw4QGBgIO7u7qSkpLBx48Z3Aiih2bKystDV1eWXX36hffv2ODs78/jxY3744QcGDRpE165dWbRoEePGjWPt2rWo1Wq0tbUxNTUt7KaL/8Lr168xMzOjcuXKymtDhgwhJycHX19f9PT0+Prrr987EkpoFkdHRzIzM1m9erVSO7FGjRq0a9eO4OBg5s2bh6mpKUOHDkWtVrNy5UpWrVpFmTJlMDMzIywsDG1tbfk9LiLyQoXXr19TsmRJ5Vy8YMECcnJymDp1KgsXLqRz5864uLjwww8/KIFjXgBVqlQpxo4dK/2t4X7++Wf27dvH+vXrqVWrFtevXycwMJAVK1YooaKNjQ1RUVGcOnWKDh06oKWl9U5IKTRX3qhzd3d3atSoodRM7dixI9WqVUNXV5cFCxagra2Nm5sby5cvp1OnToXcavF3kABKiP9AYGAgS5YsYcuWLdSpU+e9F61503Fq1KhBaGgo3t7eXL16laSkJAYMGACgXDQJzVWsWDGuXbvGzz//jJaWFiEhIZw6dYoqVarw/fff07hxY65du0ZISAg3btygYcOGfPPNN3LTWgScP3+ejIwMVCoVzZs3V47ZFy9eULZsWRISEnB0dKR9+/bMmDGDixcvEhERQfPmzZV6MaJoeN9o1dTUVO7evUtOTg7FihVTVsr68ssvWbZsGYGBgWhrazN48GC0tbVl1JOGGjlyJImJiezduxdAKSitpaVF5cqVmTRpEmlpacyYMYNt27YxZswYunfvzqNHjzA2NqZWrVpoaWlJnZgiJiYmhvnz5xMVFUWlSpUKhFBTp07Fy8sLbW1tOnTowLfffkvZsmXfqd0m11+a54/n6qdPn2JpaUmtWrW4cuUKfn5+BAQE8PLlS2bPno2BgQHNmzenSZMmSukDCZKLlvj4eE6ePMm3335Lnz59CA8PJzQ0lJUrVzJq1CiqV6+OtrY2c+bMQU9Pj0qVKhV2k8XfRCJiIf4D7du3p127dgwcOJCrV68qT07fp2nTprRs2ZLffvsNExMTIiMjlRU55IZG87Vp04b27dszYsQIhg0bxu3bt+nbty+bN2+mX79+VKlShbZt2xIfH8+9e/cAMDc3V57ACc20ZMkSPDw8GDVqFK6urkyfPl15r0yZMoSFhfHVV1/x+eefM3v2bABMTU0xNzenePHihdVs8V/Iv9rdq1evSElJAaB79+5YW1vj6elJUlKSUt8pIyODzp0707t3b/z9/fn999/lXK2hjh07xunTp7GzsyuwgmH+kQ9mZmYMGjQIIyMjduzYAbwtXty8eXPq1KmjnKslfNJseSuh5f29Xr16WFlZMXr0aO7fv6+ES3p6egwcOJDExERcXFw4e/Ys5cuXV/pZjmXN9r4HBTo6Orx+/Zq9e/dSvXp1bG1tadeuHTo6OmzYsIGDBw8W+I6ET0XHjRs38PDw4Ny5c9jY2ABvR7T279+f69evExQUxM2bN4G30/G+++47qlatWphNFn8jCaCE+A/Url2bKVOm0LhxY5ycnLhy5cqfhlBVq1Zl5MiRhIaGsnjxYnR1dcnOzpYfyCKiZMmSzJkzh4CAAHx9ffnxxx/59ttv0dfXVwqXxsfHU6NGjXfqAMnwb800f/58Nm3axNSpUwkMDGTgwIHs3buXqKgo4O00rIYNG5KWlsagQYOAtyFGZGQkubm58vStCMkbCQNvi9gOGTKE4cOHs3jxYoyNjRkyZIhS8PS3337j1KlTfPfddyQkJODl5UXlypU5evRo4e6E+FPt2rVj4sSJXL16lcWLF/PgwQMliMivUaNGVK9enQsXLrx3O3Ku1mz5g6Ps7GwyMzOpWrUqS5YsoWTJkgwfPpy7d+8qn9HX12fkyJF4eHjQoEEDZTvSz5or/wO7qKgovv76awAGDx6Mp6cnb9684fjx4zRt2hRLS0tev35Nu3bt+Oabb5g2bVphNVv8j+Lj49HX1+f333/nxYsXyutOTk44OTlx584dfH19uX37diG2UnwockYW4j9UvXp1PDw8aNq0KQMGDFBGQuVfTeXq1asMGjSIvXv3olKplAtjedJatJiamtK5c2e6d+9O9erVefPmDfD2YjYjI4MFCxaQlZWFra1tIbdU/Dvz589ny5YtrFu3ji5dutC6dWscHR0pUaIECQkJwNvluUeMGEHVqlXp1asXTk5ODBkyhKioKBYvXoyZmVkh74X4K/LftP7444+sXr2ajh07Ym5uztatW1mwYAF9+vRhwoQJ5OTk4OTkxOzZs8nMzGTlypUAGBkZYW1tXZi7If5E3gOfYcOG8dVXX3Hp0iWCgoKIi4srEELl3dgaGxtjYWFRaO0V/538tXzWrl3L6NGjGTZsGL/99hsVKlTghx9+wMTEhNGjR3P69Glu3brFihUrSEhIYPjw4ejo6Mgqdxoufx/v27ePO3fucPXqVVxdXQGoVasWly5d4s6dO9jZ2ZGdnY2fnx85OTl0794dLS2tP52FIDRb69atGT9+PI0bN8bT05PY2Fjlvf79+/PVV1/x+vVrjIyMCrGV4kNRqf/4uEgI8ZfcvHmTRYsWcebMGTZu3IitrS3Z2dncunWLGTNmkJKSwq5du2SJ9iLkXxWvPHjwIMePH6d9+/bcu3ePX375hefPnxMdHY2urq4UvtRgPj4+REREEBERQZUqVZSi4wBjxoyhU6dO9O3bF3h7c5uWlsbGjRt58eIFFhYWdOnShYoVKxbmLoi/ICUlpcDF6vnz5wkPD6d79+60bduWlJQUwsLC2LBhA126dMHLywuA69evY2hoiIWFBXp6eixevJgtW7YQGhoqIZQGyV8jJv/5dtWqVWzdupV69erh4uJSYJGQ169f4+bmRpcuXZQajKJo8fHxISYmhn79+lGyZEn69u2rrIAVFxeHp6cnv/76KxYWFpQqVYrIyEi57ipiFi5cyI4dO/j888+5f/8+58+fp3bt2mzYsIGUlBT69evHkydPsLKyQqVSKdddf7YitdAsef106dIlbt++zf3792nSpAmNGzfmwYMHLFiwgHv37uHt7U3jxo2V7yUlJWFsbFyILRcfigRQQvwFfxYu5IVQZ8+eZePGjVhaWjJs2DBycnKIiYlRpt3JyCfNdOTIEZ4/f05aWhoODg4UK1bsTz+7e/du1qxZw6VLl6hfvz41atRg9uzZylNW6WPNtHfvXiZOnMjo0aNxd3cH/u9iaNOmTcyZMwcvLy+qVKmCoaEhFSpUUFbTEkWHo6MjvXv3VoLEI0eOsGLFCp49e0ZISAjVq1cH3taC2rx5M5s2baJ169bMmTMHgN9++41vvvkGExMTbt++TXBwMHXq1Cm0/REF5Z1j8xcZ/rMQavTo0VSsWJHc3FxcXFxITExk06ZNMv29CPr111+ZMWMG3t7e2NnZ8fjxYy5fvsz27duxsrLC09MTgP3792NgYECrVq2UEenym1w0XLhwAXd3dxYuXEiTJk3Izc3l7NmzTJ8+nYoVK7JmzRpu3brF8ePH0dbWZsCAAXLdVQTt27cPLy8vateuza1bt9DT06NWrVr4+vry6NEjFi5cSFxcHN9//z3NmjUr7OaKD0wCKCHe4z8JJm7evImPjw9nzpyhZMmSlChRgi1btkj4pOHGjBnDy5cvSUhIID4+nuHDhzNx4sR/+TQtMzOTZ8+eKSMlQFZd0XQPHz7ku+++IyUlhR49eiijIIKDg1m6dCkqlYoaNWpw5coVVCoV5ubmGBsb0717d0aOHImWlpY8YS0CNm3aRJ8+fZTj8sGDBwQEBLBr1y5Gjx6Nm5ub8tnExESio6NZvHgxbm5ujBw5kqSkJMLCwihbtiwNGjSQkU8aZP78+Tx//hxvb2/09PT+bQjVoEEDRo4cibe3N7du3WLnzp3o6urKuboIOnLkCEuWLGHDhg2cO3eOdevW8ejRI8zNzbl06RJ9+vRRRjLmkX4uWg4cOMCcOXPYvn278vAnOzub48ePM3bsWLp164a/v7/y+h+DaKH5fv/9d1xcXBg3bhw9evRAT0+P0NBQoqKiqFChAr6+vly9ehVvb2/S0tIIDw9HX19frr0+YnJnLMQf/DGYePXq1b8MJqpXr86UKVPw9vbm9evXbNq0ScInDTd8+HCSkpLw9fWlePHipKenY2lp+ad9nDdiRk9Pr8CNad7yz0JzWVlZMXv2bObOnUtMTAympqY8fvyYkJAQfH19qV27NqVKleLixYs8e/aMs2fPcu/ePTp16iR9WwTkHZtOTk4ALF++nMzMTMaPH8+UKVPQ1tZm165dlChRgqFDhwJgYmJCr169MDMzw97eHnhbJ2j06NGFth/i/TIzM1Gr1dy+fZt58+Yxc+bMAiFU3gpnWlpajBgxApVKxbZt2/jqq6+wtLRUwif5PdZ87xtpXqtWLW7dukW/fv24e/euUpuvc+fOeHh4vFN0HmQlNE32vilzpUqVQktLiytXrtCqVSvg7apnNjY2mJubs2fPHpKSkggJCUFHR0euuzRcamoqycnJqFQqpfbe3bt3MTExoX379sox3qdPHzIzM1m3bh2XL1+mQYMGTJ48mXLlymFgYFCYuyD+ATICSoh8/iyY+Cv1BO7du0eFChXQ0tKSi10NFhMTQ0REBEuWLHmnMO3x48dJTk6mevXqlCtXTooffkQePnzI3LlzuXHjBi9evCAoKIgWLVq897PydLXo+ONN69y5c9m4cSPu7u6MGDGC+Ph4li5dysWLF+nbty9Dhgx5ZxtyvtZMeTer6enprFq1iv3799OgQQO8vLz+5UioFStWcOnSJZYtWyZTdYqI/P3366+/olarMTIyolatWly+fJmffvpJqRmTx9HRkZYtWxYY3Sg01x/P1RkZGRgYGJCYmMjAgQOxsrJi4sSJ1KpVC4AXL14wffp02rRpw8aNGxk8eLDyoEFoprVr13Lq1ClOnz6NSqWif//+eHh4EBgYSEREhLKybGZmJnp6emRnZ9O4cWPc3NwYNmxY4TZe/KPkF1mI/y8mJobU1FQCAgL+o2Ai7yI5b4n23NxcudjVYLdv36Z06dJKHycnJ3P69GnWrl2rrMJhbGzMqFGjGDRoELq6ujIM+CNgZWXFrFmzmDt3Lvfv3+fRo0fKe3+8QZXwqWhQq9XKDc3WrVvp2bMnXl5eGBoa4u/vT25urjL9bunSpURHR5OSksK4ceMKbEfO15pJpVKRm5tLsWLFGD58OLm5uRw8eJC5c+e+E0LlHwk1duxY5XdZwifNl/849vX1ZcuWLQAYGhoyc+ZM2rVrh62tLXfv3mXTpk2YmZkRHh5OamoqY8eOLcymi78of/i0bt06rl+/ztmzZ+ncuTP29vb4+/vj5OTEokWLaNGiBdWrV2fNmjXk5OTw1VdfsXPnTp49e1bIeyH+FR8fH3bs2MGIESPo1q0b6enp1KtXD4D27duzYsUKAgMDcXFxUc7dKSkp1KxZk8qVKxdy68U/TX6Vhfj//ttg4o/hhKyEptmMjIx4/vy5UgRxyZIlHD58GHNzc9zd3WndujUxMTGEhobSr18/paaMKPrKly/PzJkzmTt3LuHh4eTk5ODg4ICOjo6sYljE5O+vBw8e4Onpyd69ewkKCsLd3R21Ws2SJUsAlBBq7ty53Lt3T1ZOKgLy+jdvmfXixYsrU+wOHDjwpyFUXt+qVCrUarWET0VA3rG4ZMkSIiMj8fX1RV9fH19fX2bOnMm8efNo164djx49IjAwEHNzcywtLdmyZYvUAyoi8s7VPj4+bN26lcGDB1OrVi1WrVrFwYMHOXjwIGvWrCE4OJgNGzZgbGyMubk5wcHB6OnpUbp0aUqWLAm8fxqfKFzbt29n7969LFu2TAmd8s7hubm5VK5cmSFDhrB27Vqys7MZNWoUiYmJhIeH8/TpU2rWrFnIeyD+aTIFT4j/LygoiMOHDzN//vx3gomvv/5aCSYOHTrEtm3bZGnQIiQ6OprevXsDb4uaLly4kKdPn5Keno6RkRHt27dnxowZGBsbo6OjQ2pqKp07d2bx4sWyGsdHKG86XmJiIt26dWPw4MGF3STxH8h/A5I3ve7y5cskJibSrFkz1q1bB4Cfnx/BwcHKdLzExERMTU0LBBVC8+QPF/fv38/du3epUKEC3bp1IyMjg+DgYA4cOPCn0/FE0XP79m2mTp3K9OnTady4MRcuXGDcuHFYW1vz+PFjvL29ad68OQkJCWhpaWFqaioj3IqY8+fP4+Hhga+vL/Xr1+f8+fMMGTIEX19fzM3NsbKywtjYmDdv3pCUlISBgQGmpqb4+fkRFRVFeHg4FStWLOzdEPnk/Y5+//336OrqMm3atPc+mAcIDw8nISGBDRs2oFarKVOmDGlpaaxYsUJWnP0EyVlbfNLyBxM1a9Zk27Zt9O3bVwkmOnXqVCCYqFSpErt27eLatWsSTBQRe/fuZdasWVy/fp2ZM2fSoUMHdHR0uHv3LtnZ2djZ2dGwYUPgbe0fgGvXrlGpUiWsrKwKs+niA7GyssLLy4tp06Zx+PBhevXqJYFyEZJ3cRsSEsLGjRtZtGgRxsbG3L17lyVLljBgwABCQ0OZNGkSKpUKf39/LCws6NmzJ/D+YsdCM+SfjuXt7U1UVBQWFhbcvn2ba9eu4ebmxqhRo4C3q2fNnz+fGTNmyEjVIi49PZ0HDx5gbGzMgwcPWLNmDSNHjqRJkyaMGzcOd3d3xo4di7Ozs/IdKXeg2d5X86l48eLUr1+f3bt3M3PmTDw8PGjTpg2jR4+mY8eODBo0CB0dHW7cuEFAQABPnjwhIyODkJAQCZ80VGZmJidOnGDQoEHKiKc/BlAZGRls27YNCwsLoqKi+Omnnyhfvjw1a9akbNmyhdRyUZjkzC0+WRJMfBoaNWrEuHHjiIqKIjc3l1mzZtGmTRtatWr1zk2otrY2mZmZBAcHY2JiIj+MHzErKysWLVqESqWS8KmIyD9qKTs7mwsXLjBy5EjatWsHQL169ahQoQJubm4MHz6ckJAQ3N3dsbS0pEePHsp2JHzSXHn9u2rVKnbs2EFISAj169dnzpw5BAcHo1KpcHd3Z9SoUWhpaREaGoqVlRUjRowo5JaLv+p9ow91dXXp1asX+vr6HD58GFNTU1q3bk3VqlWxtLTk1atX7N69m4EDByrfleNYs+X1T0hICC1atCAzM5Nnz54RExPDvHnzmDJlCgMGDADeBpB37txRvmtlZcXXX3+Nnp4etra2ci2mofJWhy5evDg3btwA3j0uc3NzMTAwoE6dOly5coUKFSoo/S4+XRJAiU+WBBOfBjMzMxwcHFCr1URGRqJSqfDy8lJWK9y1axdqtRpra2tevXpFWFgY8fHxbNmypUBhW/HxKVeuXGE3QfxF+Y/DO3fuYGVlxaNHjzAxMVE+o62tTePGjfnqq69Ys2YNo0ePZuXKlfTv3x+Q1e6KioyMDM6ePcuECROoX78+586d48SJE3z99dcEBwcDMG7cOEaNGkW5cuX46quvCrnF4q/Kfxy/fPmS169fY2ZmRs2aNZk8eTJZWVlERkbSq1cvqlatysuXL9HX18fT05O2bdsqtb1k+qzmyt8/W7duZenSpdSpU4cWLVpQtWpVpk+fzrRp05QQIiUlhaysLKpWrap838zMjO7duxfaPoi/Rq1Wk5OTQ/Xq1fntt9+4efMm1atXL/CZvOM9KysLkFWGxVtyJSY+WRJMfNzy90/p0qVxdHQEICIiAi0tLWbMmIGOjg4PHjxg9erVpKenY2Njg5WVFStXrpTlu4XQEPmnZfn5+XHt2jVmz55Nw4YNuXHjBteuXaN27drK562srGjcuDE3b95k+vTpLFiwAJDV7oqK169fExsbS69evUhMTGTz5s306NEDV1dX1Go1wcHB3Lp1C3d3d77++mtAbmqKgvzHcUBAAD/99BM3b96kSpUqVK1alZkzZ5KdnY1arUZXV5erV6+ybNkysrOzad26tYRPRURe/6xdu5Zbt24xc+ZMWrRoAcCQIUPIyMggIiICS0tLUlNT2bdvHzk5OcqDAunfokOlUqGjo8OQIUNwcHBg9erVTJ48mTJlyhT4XFZWFomJiTRs2FDO0wKQAEp8giSY+Lj98ssvyii2P+vr6OhoihUrhru7O+PHj6djx45kZWVRpkwZypcvL8VNhdAgeTckR48e5dSpU0yePBkrKyu++uorhg4dSlBQEIMHD6Zhw4akpKRw/PhxGjRoQLdu3QgPDycuLg5ra+tC3gvxPu97kGNhYcGUKVOwtLTkp59+IikpiX79+gGgp6eHjY0N+vr6BZbulpsazZd3HC9fvpxNmzYxe/ZsmjRpgqenJ/v372fQoEHY2NjQpEkTpTB16dKlCQ0NRVtbW0JGDffHY/n48eOcOHGC1NRU7O3tMTIyomPHjhgZGbF+/XpmzJhBxYoVqVChAps3b5YVDYuw2rVrM3v2bGbPns2bN28YNGgQdnZ2wNsRbqtWreLcuXNMnDixUNspNIesgic+GXnBBLz7Q/nixQvCw8OJjo7miy++wN3dHYArV65IMFGEBAUFERkZyejRo3FwcADe7euEhATWrl3L0aNH8fT0pHXr1u9sR0a3CaFZDh8+TEBAAFlZWYSFhWFkZATA6dOnmT59OoaGhuTm5qKnp8ebN2/YvXs3sbGxeHl5sX79eszNzQt5D8Qf5T/Pbt++ncePH1OiRAl69+6NgYEB2dnZjBw5kgoVKvDdd9+RmZmJq6srvXv3pmvXru9sQ2imvFFLubm5vHz5krFjxzJs2DC6du3KyZMnGTt2LPPmzcPMzIykpCQ6depEbGysEjZqa2vLdZeGyz8y7aeffqJNmzao1WqmTZvGgQMH8Pb2pkOHDujq6irfefjwIaVKlaJYsWJybf0RyM3NZc+ePcyePRsTExOqVKlC8eLFSUtL49atWyxfvrzASGXxaZNfbfFJCAoKYtasWURERAAoo2PylC5dGgcHB+zt7Tl06BA///wzADY2NtjZ2WFlZaVcQMkPpObq1q0bNWrUIDo6+k/7ukyZMjg7O/PmzRtu3br13u3IDY0QmsXS0pJKlSpx8+ZNNmzYoLzerFkzVq1ahYuLC507d8bBwYGdO3cCcOjQIczMzChWrFhhNVv8ifzTsX744Qe+++47IiMjCQwMZOzYsaSmpqKjo4O5uTkXLlxg69atuLi48OLFCzp37vzONoRmyr8ilpaWFjo6Orx8+ZKmTZty5MgRxo4dy5QpU7C3t2fXrl0EBweTlZVF48aNqVevnjLySa67NFf+Pv7999+ZMGEC/v7+qFQqFi5cSIsWLfDy8uLEiRPKgj7wtgZj8eLF5dr6I6GlpUX37t3ZsmULffv2VUa0NW/enHXr1kn4JAqQEVDik3D//n0WLFjAy5cv6d2795+Ojnn27BkDBw5kwIABDBkypJBaK/4XDx8+ZO7cuSQkJNC3b98/7WtnZ2caNmyojHYTQmiGPx6redMyHj9+jK+vLxcvXmTw4MEMHDiwwPdycnK4ceMGJ0+e5PHjx8TExBAaGkqtWrX+6V0Q/0L+0RKxsbEsWrSI2bNnU7ZsWY4dO0ZISAilSpUiKCiICxcusHTpUl69eoW1tTUrVqxAV1dXpuoUMT/88APa2tpMmDCBTp06YWNjQ2xsLB4eHspvdGBgICdOnCAkJAQ9Pb1CbrH4K/Ify6tWreLChQscO3aMnJwcBg8ezLRp0wBwcXHh3LlzLFq0iNatW0twLMQnTs4A4pNQsWJFvLy8KFWqFFFRUX86OsbCwkJZ8lcUTVZWVnh5eVGmTBmioqIIDw8H3vZ13tO3+Pj4AquuCCE0Q/7wafPmzSxcuJBBgwYRERFBbm4u06ZNw87OjoiICEJDQwt8Lz09nUOHDrFr1y6ePn3Kpk2bJHzSQHk3rAcOHGD16tWULVuWWrVqYWpqSvfu3Rk+fDgvXrxgwoQJNGrUiLCwMNatW0dwcDC6urpkZ2dL+KTBfHx8iIuLU/79woULHDp0iBYtWqCnp8eYMWM4f/48TZo0URaCycnJ4cSJE1SsWFHCpyIk71gOCAjgxx9/pEuXLnh7ezNgwAD27dvH3LlzgbfhYpMmTRg1ahQXL14szCaLf0D+sS0yzkW8j4yAEp+U/KNj+vTpoxSlznuaGh8fj5ubG05OTnz55ZeF3Frxv8jr6xcvXtC9e3dlRFtaWhoTJ04kKSlJKW4qhNAsCxcuZNeuXXz22Wfk5uYSGRlJy5YtCQ4O5u7du6xYsYIbN27Qo0cPRo4cqXwvNTUVQ0ND3rx5g76+fiHugfhXMjMzmT9/PgcPHqRkyZLs2rVLeS8rK4tdu3YREhKCtrY2YWFhyjRKqfmk2RwdHXn16hU7duxAT0+PkJAQIiMjqVOnDv7+/gDExcWxadMmNm7cSKtWrShZsiQPHz4kKSmJmJgYdHR0ZLW7IuTly5dMmDCB3r1707NnTwASExPZs2cPK1asoGfPnkyePBmARYsW4e7uLtPthPjEya+4+KTkHx0THR3N2rVrgbcr6KSlpeHl5QVA9+7dC7GV4u9gZWXFrFmzqFSpEuHh4QwZMoRZs2YxZswYnj9/zoYNG5T6EkIIzXH8+HF27dpFYGAgXl5e9OrVC4ABAwZw69YtKlSogIuLC5aWlty8ebPAE9bixYsDSPikYfKPNIa3q9lNnjwZR0dHEhIS+Oabb5Rzsa6uLt27d2fAgAHUqFGjwIgYCZ80l7OzMwAxMTFKn9WqVYvXr19z5swZfv/9dwCsra0ZNmwYixYtIjU1lTdv3lC/fn0lfMrOzpbwSYP98VjOWzU6/8wBExMTevToQe3atfnxxx+V8NHDw0PpYyHEp0tGQIlP0qNHj1i8eDGXLl3C0tISa2tr7t+/T3JyMpGRkVJj4iPy4sULTp8+zY4dOzAxMaFixYqMGDFCuQiSJ3FCaJYdO3YoDwh27tzJrFmzmDx5Mvb29owdOxZXV1fatGnDw4cPKVeuHFpaWjJiQoPlH7V04cIFEhMTAahXrx4lS5Zk+fLl7N27l5YtWzJjxgzls/l/g+X3WLO5uLhw5MgRNm7cSOPGjVGr1UqR+NjYWMaMGUOzZs345ptvsLCw+NPtSD8XHVeuXMHCwgIjIyNltUoPDw9MTEyUz3h7e3Pq1CnS09NxcHBg6NChhddgIYTGkABKfLIkmPi0yYWuEIXvfVOqfvzxRzZv3syMGTOYNGkSkydPxsnJCYD27dvj4OCAi4vLv9yG0Az5g8FFixaxa9cudHR0ePToETY2NgwbNoyuXbuybNkyDhw4QIsWLZg+fXqB/pRwUbM5OjoSFxdH6dKlqVatGkOGDKFevXrA//XdqVOnGDt2LG3btmXGjBmYm5sDcuwWJfn76pdffmHatGmMHj0aZ2dnDhw4wPjx43FxccHJyQkzMzMyMjKYOHEidevW5fnz5zx+/Bh/f38MDQ0LeU+EEIVN7rDFJ6t06dLY29tjb29f4HVZ8vfj874bGAmfhChc+W9oXrx4gY6ODiVLlqRHjx6Eh4czevRoZs6cqYRPL1++xMjIiIoVKxbYjtzAaqb8/RsWFsbOnTvx8/OjWrVqxMXFsWLFCoKCgjA0NGTMmDHk5uYSFRVF+fLlC6xCK+GT5urZsyc6Ojr88ssv7N69m6CgIFatWsWoUaOwtbVFpVKRm5tL8+bNWbFiBa6urvzwww9MmzYNCwsLOXaLiLzRbAAhISE8efKEhIQElixZQm5uLoMHD2bOnDnMnj2b2NhYDA0NSUxMJCkpiaCgIKKjo/n1118LeS+EEJpCzvzik/a+AYASTHx85AZGCM2Td0OzbNkynJycGD58OCtXrqRs2bI4OztjbW3N6dOnuXbtGj/99BMzZsxAX1+fzz//vJBbLv6VH374gaysrALhwrlz5+jRoweNGjWiRIkS2Nra4ubmRvHixQkPD0dfX59hw4bh5uam1BISmi1v1bq8Wpr29vYMGzaM+/fvExwczOXLl4H/W204L4TavXu3sjqtKBryrqGWL1/OypUrsbOzw8/Pjx49ehAQEMCGDRvo27cv69evp0GDBpQoUYKWLVuyfft2AK5evUqlSpXk+loIAcgIKPGJk2BCCCH+WflHJEZFRSmLBFy9epWwsDCysrIYN24cxYoVY/369fTq1YsqVapQtmxZwsPDlcUD5GZG8xw5coS4uLgCr6WkpHDx4kUlOFSr1eTm5lKrVi0cHR2ZPn06Dx48oEKFCu+sTCs0V8OGDWnWrBna2tpK2YK8VdDWrFlDcHCwMhIqr05bs2bNiI6OpmbNmoXbePEfS05O5ujRo0yePJkePXoAb0PHkiVL4uvri1qtxtHRkcaNG5OTk8O9e/c4evQo586dY+vWrYSGhmJgYFDIeyGE0AQSQAkhhBDiH5F/WlZ2dja5ubl4eHjQs2dPnj9/Tnh4OGFhYajVasaPH4+DgwPnz5+nbNmymJubo6WlJTX6NFjLli1p06YNOjo67Ny5k88++wwjIyOaNm3Kzp076dmzJ1WqVFFWvNPT06Nu3bqULl26wHYkfNJ8+cMEHR0d5dj+sxBKpVKhVquxsbEBkONYw/2xdEFmZiaPHz/G1NRU+Xc9PT3c3d25du0aQUFB6Ojo8OWXX5KZmUlQUBBXrlyhdOnShIaGUqtWrcLaFSGEhpEpeEIIIYT44PLXEVm/fj3ffPMNPj4+PHnyBAAzMzP69euHo6MjkZGRLFy4EIAGDRpgaWmpTOWRm1bNExsby/nz59HX10dHR4erV6/i7e3N6NGjyczMxMHBARMTE7799lvu3r2LtrY2KSkpxMTEYGFhQfHixQt7F8T/KO/4hLe1oYYOHcqDBw9YtWoVFy5cAAqOOpfjWDO9ePEC+L++yuvT0qVLU6lSJSIjI1Gr1ejp6ZGZmam8p6Ojw8KFCzlz5gylSpViwoQJREVFERgYKOGTEKIACaCEEEII8UHl5uYqNzQBAQH4+PiQlJSElpYWx44d4969e6jVaiwsLHBwcMDBwYG1a9cSGhpaYDtStFgzxcfH079/fy5evMju3bvJyclh3LhxvHjxggkTJlC7dm3GjRtHamoqPXv2pFevXvTv35/4+Hj8/PyU0TGiaMgLJf7ofSFUbGwsR44c+SebJ/5Lbm5ujBw5ks2bN/Ps2TOgYJ/26dOHx48f88033wBvRzCq1WpevXqFt7c3Xbp0wcfHh+zsbMqXL4+hoSFGRkaFtj9CCM2kUssvvhBCCCH+AQ8ePGDRokWMGDGCevXqcefOHYYNG0aFChWYO3eussLd06dP+fnnn+nVq5dMxyoC4uLiCAoKYuvWreTk5HD9+nUyMzPZtm0bISEhVK1alaVLl/Ly5Ut2795NYmIiZcuWpXfv3gVqCAnNdOTIEZ4/f05aWhoODg4UK1bsX34+/1Tb48eP06pVKzmONdz9+/cZPHgw+vr6PHz4kEqVKtGoUSNGjhyJqakpRkZGJCcns2HDBrZs2YKuri5169bl1q1bJCcnc+DAAbZu3Up4eDihoaHS30KIPyUBlBBCCCH+do6Ojri6utKmTRsAoqOjWb9+PZmZmQQGBlKpUiUAbt68yYgRI6hQoQLz5s2jQoUKBbYjBamLhoCAAAICAlCpVKxZs4bmzZuTnp7Ozp07CQkJoVKlSixduhQ9Pb0C35P+1Wxjxozh5cuXJCQkEB8fz/Dhw5k4ceK/XcQlfwgF0s+aLicnBw8PD1JTU/Hw8GDdunUcOnSItLQ0mjVrxsCBA2ncuDHFihXj4sWLbN68mczMTMzNzZk0aRIAs2fP5vnz5/j7+6Ovr1/IeySE0FQSQAkhhBDib+Xs7ExCQgLR0dFKfZ+XL18yceJEzpw5w6xZs3B0dFRuSG/dusWoUaMoXrw4ISEhWFhYFGbzxV/wx4Dhl19+QUtLix07dhATE8Py5cvp2LEjaWlp7Nq1i/Xr16Orq0tERAS6urqF2HLxVw0fPpykpCR8fX0pXrw46enpWFpaSv99ZPKO5du3b/PFF1/w3Xff0bdvX+Li4oiIiCA6OpqkpCTq1q1Lly5d6NevnzK17sqVK2RmZrJr1y5ltTtZ5VAI8a9IACWEEEKIv03//v158+YNoaGhFCtWjOzsbLS0tNDS0uL169e4urqSlJTEqFGj6NatmxJCXb9+nWXLlrF06VIZKaHh8odPN27cIDs7mzp16gBvp+MtXbqUnTt3EhgYSPv27cnIyCA8PJzr168zf/58qeVVBMTExBAREcGSJUveCYSPHz9OcnIy1atXp1y5clLn5yOgVqtJT0/H09OTR48e4ePjQ+XKlQFo1aoVlpaWvHjxgvj4eNRqNdOmTaNHjx788MMPnDlzhgoVKuDl5SUFx4UQ/5YEUEIIIYT4W/wxfMpbqhvg4cOHWFlZkZiYyNixY0lPT2fEiBF07dr1ncBJputorvzhk7+/Pzt27CA+Pp4GDRoodbwePnzI0qVL2b59O3PmzCE+Pp6mTZvSuHFjVCrVO6OnhObx8fHh7t27LF++HIDk5GROnz7N2rVriY2NBcDY2JhRo0YxaNAgdHV1/+20PKH5Dh48yLhx4wgODqZt27Z8+eWXGBkZsXHjRp48ecLDhw/Zt28fXl5eaGlp8ebNG16/fo2hoSGGhoaF3XwhRBEgAZQQQggh/mdDhgwhJSWFiIgItLW1ycrKUqbqTJ48GVNTUzw8PNDX1ycxMRFXV1cyMjLo378/X3/9tQQSRYy/vz/h4eFMnz4da2trxo4dS5MmTZg2bRrW1tY8evSIwMBAdu3ahYWFBbt27UJbWxu1Wi1BRREQFBTE4cOHmT9/Pnp6eixZsoTDhw9jbm7O119/TevWrYmJieHQoUNs27YNY2Pjwm6y+Buo1WpGjRrF7du30dXVpXTp0ixbtozSpUu/89n853ghhPir5GpPCCGEEP+T4OBgTp06xVdffaWMXMq7MXFzc+Pq1asMGzYMfX19srOzMTExYfny5aSnpxMbGyvhUxFz/fp1Dh48SEBAAD179kRLS4vs7GxOnTqFh4cHcXFxlC9fnrlz57J582Z2796NtrY2ubm5Ej5psOjoaOWfa9asSXJyMn379qVLly4cO3aMTp06ERYWxvDhw7GxscHd3Z2MjAyuXbtWiK0W/63c3Nx3XlOpVLRp04bHjx9jZWVFYGDge8MnQMInIcR/Rda8FUIIIcT/pFu3bpw7d46dO3eipaXFgAEDABg/fjz37t1j1apVlCtXDrVajY6ODjk5ORgbG7N582ZZLakIevbsGenp6dSrV4/bt28TEhKCh4cHrVu35osvvsDb2xt7e3s6d+5M1apVAZlWqen27t3LrFmzuH79OjNnzqRDhw7o6Ohw9+5dsrOzsbOzo2HDhsDbvgS4du0alSpVwsrKqjCbLv6iI0eO8Pz5c9LS0nBwcKBYsWIF3s8bnejs7Ex0dDQZGRmULFmykForhPhYSQAlhBBCiP+JtbU1Xl5ezJ07l23btmFoaMjhw4e5f/8+K1asoHz58gWmXo0ZMwY7OztcXV0BCSc02fvqNZUrV47KlSsTHx/Pnj17MDMzo3nz5hgZGVGyZEkOHz6MoaEh3bp1U74j/avZGjVqxLhx44iKiiI3N5dZs2bRpk0bWrVq9U7/a2trk5mZSXBwMCYmJpQtW7aQWi3+qjFjxvDy5UsSEhKIj4/n1atXTJw4scCIxPz12Xr06MHKlSv5+eefad26dSG2XAjxsZEaUEIIIYT4Wzx8+JC5c+dy6dIlVCoVmzdvxtLSkuzsbHR03j7zGjNmDL///jv79++XKRwaLn/4dPnyZXR1dSlevDjW1tY8efIEY2NjHB0dcXFxwd7enoSEBL7//nuGDRtGvXr10NLSkppPRciLFy8IDw8nMjKSzz77DC8vLwCys7PZtWsXarUaa2trXr16RVhYGPHx8WzZsgVdXV0pLK/Bhg8fTlJSEr6+vhQvXpz09HQsLS3/5fk3Li6Ozz77jMmTJzNy5Mh/sLVCiI+djIASQgghxN/CysqKb775hjlz5vDkyRN++ukn+vbtq0y7GzNmDA8ePFDCp/zBlNAsarVaCRQWLVrEli1byM7OxsrKCk9PT5o1a8ajR494+vQpqamppKSkMHPmTJKTk5XwSUa2ab78wVHp0qVxdHQEICIiAi0tLWbMmIGOjg4PHjxg9erVpKenY2Njg5WVFStXrkRHR0eOYw0WExNDamoqAQEBWFhYFHjv+PHjJCcnU716dcqVK4eRkRHw9s+EtbU1fn5+dOnSpTCaLYT4iMkIKCGEEEL8rfJGQiUkJODg4EDfvn0ZM2YMd+/eZefOnRI+abj8o5Z27drFggULmDdvnhIqXrt2jblz59KyZUsmTJjA0aNHKVOmDCVLliQiIkJGxBQBv/zyC61atQLenWaZNxIqOjqaL774And3dwCuXLlCVlYWZcqUoXz58qhUKjmONZyPjw93795l+fLlACQnJ3P69GnWrl1LbGwsAMbGxowaNYpBgwahq6v7zohF6WMhxN9JAighhBBC/O3yQqhXr17x/PlzdHV1JXwqYk6cOMGOHTuoXbs2gwYNAuDcuXOEhIRw9epVli5dSrVq1bhw4QKvXr3i888/R1tbW/pXwwUFBREZGcno0aNxcHAA3g2hEhISWLt2LUePHsXT0/O9dYAkZNR8QUFBHD58mPnz56Onp8eSJUs4fPgw5ubmfP3117Ru3ZqYmBgOHTrEtm3bMDY2LuwmCyE+cvKrIYQQQoi/nZWVFV5eXmhpaVG2bFkJn4qA/Muyx8bGEhgYyJ49ewq83rBhQ4YPH07t2rVxd3fn7NmztGjRAnt7e7S1tcnJyZH+1XDdunWjRo0aREdHExERAYCWllaBfi5TpgzOzs68efOGW7duvXc7Ej5ppujoaOWfa9asSXJyMn379qVLly4cO3aMTp06ERYWxvDhw7GxscHd3Z2MjAyuXbtWiK0WQnwq5ApBCCGEEB+ElZUVAQEBmJqaoqWlJeGTBstf8yk4OBhzc3O+/PJLEhMTCQ8Pp2XLltSoUQN4G0KNHDkSHx8foqKiaNu2rTJtT2o+ab6KFSsqq1ZGRUUB4ODgoIRQeX8OLCwssLS05NWrV4XZXPEf2Lt3L7NmzeL69evMnDmTDh06oKOjw927d8nOzsbOzo6GDRsCb1cfBbh27RqVKlXCysqqMJsuhPhEyBQ8IYQQQnxwMl1Hc+Wv+bR9+3Z++OEHgoODsbW1ZefOnaxfvx4jIyNmzJhBtWrVlO/duHGDatWqSb8WUflrtfXp00cpQJ5XPD4+Ph43NzecnJz48ssvC7m14q94/vw5UVFRREVF0bFjR2bNmgX8+fk3MzOTcePGoa2tzfLly+VYFkJ8cBJACSGEEEIIdu3aRUxMDLVr12by5MnK61u3biU8PBxDQ0OmT59eIIQCCReLsrwQ6sWLF3Tv3p0hQ4YAkJaWxsSJE0lKSiI0NFRGthUheUXkIyMj+eyzz/Dy8gLeFhPftWsXarUaa2trXr16RVhYGPHx8WzZskUWDxBC/CMkgBJCCCGEEMqULHNzczZt2oSZmZny3rZt24iIiCA9PZ1ly5bJdJ2PyKNHj1i8eDGXLl3C0tISa2tr7t+/T3JyMpGRkejq6iqjooRm+rOVDCMiIujatSszZswAYNmyZaxevZr09HRsbGywsrLC19cXHR0dmSIthPhHSAAlhBBCCPGJ+bORDsHBwWzcuJF27doxfvx4zM3NlffCw8O5evUq3377rYyS+Mi8ePGC06dPs2PHDkxMTKhYsSIjRoyQYELD/fLLL7Rq1Qr48xAqOjqaL774And3dwCuXLlCVlYWZcqUoXz58qhUKuljIcQ/RgIoIYQQQohPSP4b1djYWFJSUnjx4gVdu3bF0NCQwMBAdu7cSYsWLRgzZgxlypT5l9sQHy8Z+aS5goKCiIyMZPTo0Tg4OADvHpcJCQmsXbuWo0eP4unpSevWrd/ZjhzLQoh/kkTdQgghhBCfkLybTT8/P/bt20fx4sV5/PgxK1euZPLkybi4uJCZmcmBAwdQqVSMGDECCwsL5fv5V8wTH4/8xejzSPikubp168aFCxeIjo4G3r+SYZkyZXB2dmbfvn3cunXrvQGUHMtCiH+SnHGEEEIIIT4xGzduJCoqikWLFhETE8OMGTN48OABpUqVIjMzkwkTJvDZZ5+xc+dO9uzZU+C7fwwpxMdB+rVoqVixIl5eXpQqVYqoqCgiIiIAlBAqj4WFBZaWlrx69aqwmiqEEAoJoIQQQgghPmIJCQlkZmYCb0e5APz+++8MGDCAevXqsXv3bubMmcO3336Lrq4uc+fOBWDChAm4u7vj7OxcaG0XQvw5KysrvLy8KFOmDFFRUYSHhwNvQ6icnBwA4uPjycrKomrVqoXZVCGEACSAEkIIIYT4aL169YoNGzZw69YtAJ48eQLApUuXMDAw4OLFi8ycOZPJkyfj6OiIWq0mMjKSc+fOAdCvXz+0tbWVm1khhGbJH0JFR0ezdu1a4O30ybS0NLy8vADo3r17IbZSCCHekiLkQgghhBAfqczMTBwdHUlKSsLOzg59fX3mzZtHYGAgERERJCQk8P333/P1118D8PPPPzN//nxWr16NpaVlIbdeCPFXPXr0iMWLF3Pp0iUsLS2xtrbm/v37JCcnExkZia6urhSVF0IUOhkBJYQQQgjxkdLT02PLli2kpKQoK9sBNGnSBFNTU6pWrUrFihWBt1P1QkNDKVu2LObm5oXZbCHEf6h8+fJ4enri5uZGsWLFyM7OpmXLlkRFRaGrq0t2draET0KIQicjoIQQQgghPlK5ubncuXOHwYMHU7JkSXJycvDx8aFu3bocPHiQkJAQbty4QalSpdDX10dPT4+IiAh0dXVleXYhPhIy8kkIoSkkgBJCCCGE+Ii8LzjKyckhJydHmY63ePFibG1tuXv3Ljdu3OD+/fuUL1+erl27oq2tTXZ2Njo6OoW0B0KI/5ZarZYVDYUQGksCKCGEEEKIj0T+8CkqKooLFy5QqVIlmjdvTt26dUlMTGT48OEkJyfj7+9P9erVefr0KRUqVFC2IaMlhBBCCPEhSAAlhBBCCPERyD/ywdfXl40bN1K7dm1u3bpF3bp1GT58OC1btuTVq1cMHz6cx48fY2ZmRv369Zk7d24ht14IIYQQHzsZWy2EEEIIUcRlZWWhq6sLwG+//cbZs2cJCQmhYcOGnDhxAj8/P1avXg1Ay5YtCQsLY9GiRaSnp/Ptt98WYsuFEEII8amQEVBCCCGEEEXUjh07+OKLL5R/37RpE+fOnSM1NZVly5YpdZyOHTvGsmXLMDExYejQobRq1arAdqTmkxBCCCE+NFnaRAghhBCiCIqKimLevHksXrxYeS0lJYW9e/dy8eJFbt++rbzerl073NzcSE5Oxs/Pj4sXLyrvqdVqCZ+EEEII8cHJ1YYQQgghRBHUtm1bfv/9dw4dOoRarcbd3Z1Ro0ZRunRpFi5cyLp16xg+fDhVq1ZVPp+ZmcmRI0ewtbVVtiMrZgkhhBDinyBT8IQQQgghiqiEhASCgoI4deoUHTp0YPLkyQBs3LiRoKAgOnXqxODBg6lSpco7382/Yp4QQgghxIcmI6CEEEIIIYqoMmXKMHr0aACOHDkCwOTJkxk4cCBqtZqVK1eira1N//79qV69eoHvSvgkhBBCiH+SBFBCCCGEEEWYmZnZe0MoZ2dntLS0mDNnDuXLl38ngBJCCCGE+CdJACWEEEIIUcT9MYRSqVRMmjSJAQMGUKZMGTp37lzILRRCCCHEp05qQAkhhBBCfCSeP3/OypUrOXPmDI0aNWL27NnKezk5OWhraxdi64QQQgjxKZMRUEIIIYQQHwkzMzPGjBlDcnIyKSkpqNVqZZU7CZ+EEEIIUZhkBJQQQgghxEcmMTERY2NjtLS0CoRQQgghhBCFRQIoIYQQQoiPVG5urqx2J4QQQgiNIAGUEEIIIYQQQgghhPig5JGYEEIIIYQQQgghhPigJIASQgghhBBCCCGEEB+UBFBCCCGEEEIIIYQQ4oOSAEoIIYQQQgghhBBCfFASQAkhhBBCCCGEEEKID0oCKCGEEEIIAYAsjiyEEEKID0UCKCGEEEKIQjZ16lRq1qxJcHBwobUhKioKb2/vQvvvCyGEEOLjJgGUEEIIIUQhSklJYf/+/dSoUYPIyMhCG4UUGBhIYmJiofy3hRBCCPHxkwBKCCGEEKIQ7dq1i5ycHLy8vIiLi+Pnn38u7CYJIYQQQvztJIASQgghhChE0dHRNGvWjGbNmlG5cmXCw8MLvB8XF4eLiwvNmjWjfv36ODg4cOzYMeX9N2/e8N1339G2bVtsbW3p2rUrq1evLrCNxMREvvnmG1q2bEndunXp168fJ0+eVN7v2LEjjx49IiYmhpo1a/Lw4cMPu9NCCCGE+ORIACWEEEIIUUhu377Nb7/9Rq9evQD4+uuvOXLkCM+ePQMgNzeX0aNHk5aWxsKFC1mxYgUmJiaMHTuW+/fvAzBv3jyOHTvGtGnTCAkJoVOnTnh7e7NlyxbgbUA1ePBgDh06hLu7OwEBAVhaWjJixAglhAoICMDMzIx27doRERGBubl5IfzfEEIIIcTHTKewGyCEEEII8anavHk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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def performance_attribution(weights, returns):\n", + " # Calculate portfolio return\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", + " \n", + " # Calculate asset contribution to returns\n", + " asset_contribution = returns.mean() * weights * 252 # Annualized contribution\n", + " percent_contribution = asset_contribution / portfolio_return # Contribution percentage\n", + "\n", + " # Create DataFrame for attribution data\n", + " attribution_data = pd.DataFrame({\n", + " 'Weight': weights,\n", + " 'Return': returns.mean() * 252,\n", + " 'Contribution': asset_contribution,\n", + " 'Percent Contribution': percent_contribution # Changed underscore to space for readability\n", + " })\n", + "\n", + " return attribution_data.sort_values('Percent Contribution', ascending=False)\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty and optimal_weights is not None:\n", + " # Calculate performance attribution\n", + " attribution = performance_attribution(optimal_weights, returns)\n", + " print(attribution)\n", + "\n", + " # Visualize performance attribution\n", + " plt.figure(figsize=(12, 6))\n", + " attribution['Percent Contribution'].plot(kind='bar') # Changed underscore to space for consistency\n", + " plt.title('Performance Attribution of Optimal Portfolio')\n", + " plt.xlabel('Asset')\n", + " plt.ylabel('Percent Contribution to Return')\n", + " plt.xticks(rotation=45, ha='right')\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"Returns data or optimal weights are not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 8. Scenario Analysis and Stress Testing\n", + "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Mean Return Volatility Sharpe Ratio VaR 95% \\\n", + "Base Case 0.325888 0.177472 1.723586 -0.286317 \n", + "Market Crash -97.954112 0.177472 -552.053627 -6.477375 \n", + "Economic Boom 60.805888 0.177472 342.509563 3.523565 \n", + "Rising Interest Rates -50.074112 0.177472 -282.264728 -3.461219 \n", + "Geopolitical Tension -14.794112 0.177472 -83.472908 -1.238788 \n", + "Tech Boom 50.725888 0.177472 285.711900 2.888584 \n", + "\n", + " CVaR 95% Max Drawdown \n", + "Base Case -0.364549 -0.076392 \n", + "Market Crash -6.555607 -97.548530 \n", + "Economic Boom 3.445333 0.000000 \n", + "Rising Interest Rates -3.539450 -49.858530 \n", + "Geopolitical Tension -1.317019 -14.718530 \n", + "Tech Boom 2.810353 0.000000 \n" + ] + }, + { + "data": { + "text/plain": [ + "
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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def detailed_scenario_analysis(weights, returns, scenarios):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " base_performance = {\n", + " 'Mean Return': portfolio_returns.mean() * 252,\n", + " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " scenario_results = {'Base Case': base_performance}\n", + " \n", + " for scenario, shocks in scenarios.items():\n", + " shocked_returns = returns.copy()\n", + " for asset, shock in shocks.items():\n", + " shocked_returns[asset] += shock\n", + " \n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", + " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define more detailed scenarios\n", + "detailed_scenarios = {\n", + " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", + " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", + " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", + " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", + " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", + "}\n", + "\n", + "# Run detailed scenario analysis\n", + "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", + "print(detailed_scenario_results)\n", + "\n", + "# Visualize scenario analysis results\n", + "plt.figure(figsize=(15, 10))\n", + "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# Visualize max drawdown for each scenario\n", + "plt.figure(figsize=(12, 6))\n", + "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", + "plt.title('Max Drawdown Under Different Scenarios')\n", + "plt.xlabel('Scenario')\n", + "plt.ylabel('Max Drawdown')\n", + "plt.xticks(rotation=45, ha='right')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "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": "3.12.4" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From a28c4c89512e30c028a22309824ccfe6ea6e364d Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:08:43 +0530 Subject: [PATCH 14/21] Rename Risk-Return Analysis and Portfolio Management in OpenBB (2).ipynb to Risk-Return Analysis and Portfolio Management in OpenBB.ipynb --- ...Risk-Return Analysis and Portfolio Management in OpenBB.ipynb} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename examples/{Risk-Return Analysis and Portfolio Management in OpenBB (2).ipynb => Risk-Return Analysis and Portfolio Management in OpenBB.ipynb} (100%) diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB (2).ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb similarity index 100% rename from examples/Risk-Return Analysis and Portfolio Management in OpenBB (2).ipynb rename to examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb From 6d9e0c02cc3f954c805fd83547d22fbdd38961d7 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:24:38 +0530 Subject: [PATCH 15/21] Delete examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb --- ...s and Portfolio Management in OpenBB.ipynb | 1185 ----------------- 1 file changed, 1185 deletions(-) delete mode 100644 examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb deleted file mode 100644 index c6b43a0d115b..000000000000 --- a/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb +++ /dev/null @@ -1,1185 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", - "===========================================================\n", - "#### Description\n", - "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", - "\n", - "1. Data collection and preprocessing\n", - "2. Exploratory data analysis with visualizations\n", - "3. Risk and return calculations\n", - "4. Efficient frontier computation\n", - "5. Portfolio optimization techniques\n", - "6. Advanced risk metrics (VaR, CVaR)\n", - "7. Performance attribution\n", - "8. Scenario analysis and stress testing\n", - "\n", - "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", - "\n", - "#### Author\n", - "[Amit Kumar](https://github.com/HmbleCreator)\n", - "\n", - "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", - "\n", - "```python\n", - "!pip install openbb\n", - "```\n" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", - "Requirement already satisfied: openbb-benzinga<2.0.0,>=1.3.3 in c:\\users\\amiku\\anaconda3\\lib\\site-packages (from openbb) (1.3.3)\n", - 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"sns.set_palette(\"viridis\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Login " - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "from openbb import obb\n", - "obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 1. Data Collection and Preprocessing\n", - "Let's collect historical data for a diverse set of asset classes:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Combined Closing Prices:\n", - " US Large Cap US Small Cap International Developed \\\n", - "date \n", - "2023-10-17 436.019989 174.949997 68.970001 \n", - "2023-10-18 430.209991 171.350006 67.769997 \n", - "2023-10-19 426.429993 168.619995 67.169998 \n", - "2023-10-20 421.190002 166.440002 66.570000 \n", - "2023-10-23 420.459991 165.029999 66.620003 \n", - "\n", - " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", - "date \n", - "2023-10-17 38.040001 92.449997 85.250000 \n", - "2023-10-18 37.459999 92.019997 84.500000 \n", - "2023-10-19 37.240002 91.669998 82.769997 \n", - "2023-10-20 36.790001 92.000000 83.239998 \n", - "2023-10-23 36.759998 92.360001 84.239998 \n", - "\n", - " Real Estate Gold Commodities \n", - "date \n", - "2023-10-17 76.279999 178.289993 24.840000 \n", - "2023-10-18 74.660004 180.869995 25.059999 \n", - "2023-10-19 72.889999 183.089996 25.320000 \n", - "2023-10-20 72.400002 183.589996 25.129999 \n", - "2023-10-23 71.690002 182.970001 24.969999 \n", - "\n", - "Daily Returns:\n", - " US Large Cap US Small Cap International Developed \\\n", - "date \n", - "2023-10-18 -0.013325 -0.020577 -0.017399 \n", - "2023-10-19 -0.008786 -0.015932 -0.008853 \n", - "2023-10-20 -0.012288 -0.012928 -0.008933 \n", - "2023-10-23 -0.001733 -0.008472 0.000751 \n", - "2023-10-24 0.007539 0.008726 0.005704 \n", - "\n", - " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", - "date \n", - "2023-10-18 -0.015247 -0.004651 -0.008798 \n", - "2023-10-19 -0.005873 -0.003804 -0.020473 \n", - "2023-10-20 -0.012084 0.003600 0.005678 \n", - "2023-10-23 -0.000816 0.003913 0.012013 \n", - "2023-10-24 0.012786 0.003573 0.013177 \n", - "\n", - " Real Estate Gold Commodities \n", - "date \n", - "2023-10-18 -0.021237 0.014471 0.008857 \n", - "2023-10-19 -0.023708 0.012274 0.010375 \n", - "2023-10-20 -0.006722 0.002731 -0.007504 \n", - "2023-10-23 -0.009807 -0.003377 -0.006367 \n", - "2023-10-24 0.012833 -0.000109 -0.010813 \n", - "Data exported successfully to financial_data.xlsx\n" - ] - } - ], - "source": [ - "import pandas as pd\n", - "from openbb import obb\n", - "from datetime import datetime, timedelta\n", - "import time\n", - "\n", - "# Define asset classes and their tickers\n", - "assets = {\n", - " 'US Large Cap': 'SPY',\n", - " 'US Small Cap': 'IWM',\n", - " 'International Developed': 'EFA',\n", - " 'Emerging Markets': 'EEM',\n", - " 'US Aggregate Bonds': 'AGG',\n", - " 'US Treasury Bonds': 'TLT',\n", - " 'Real Estate': 'VNQ',\n", - " 'Gold': 'GLD',\n", - " 'Commodities': 'DBC'\n", - "}\n", - "\n", - "# Set date range\n", - "end_date = datetime.now().date()\n", - "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", - "\n", - "# Function to fetch historical data with retries\n", - "def fetch_historical_data(ticker, retries=3):\n", - " for attempt in range(retries):\n", - " try:\n", - " # Fetch historical data using the correct function and parameters\n", - " historical_data = obb.equity.price.historical(ticker)\n", - " \n", - " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", - " df = historical_data.to_dataframe()\n", - " \n", - " # Check if DataFrame is empty and return it if not\n", - " if df is not None and not df.empty:\n", - " return df\n", - " \n", - " except Exception as e:\n", - " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", - " time.sleep(2) # Wait before retrying\n", - " \n", - " return None\n", - "\n", - "# Fetch data and combine into a single DataFrame\n", - "combined_data = {}\n", - "for asset_name, ticker in assets.items():\n", - " df = fetch_historical_data(ticker)\n", - " \n", - " if df is not None and not df.empty:\n", - " # Store closing prices with asset name as key\n", - " combined_data[asset_name] = df['close']\n", - " else:\n", - " print(f\"No data returned for {asset_name} ({ticker}).\")\n", - "\n", - "# Combine all asset closing prices into a single DataFrame\n", - "df_combined = pd.DataFrame(combined_data)\n", - "\n", - "# Check if we have any data\n", - "if df_combined.empty:\n", - " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", - "\n", - "# Calculate daily returns with specified fill method to avoid FutureWarning\n", - "returns = df_combined.pct_change(fill_method=None).dropna()\n", - "\n", - "# Display the combined DataFrame for better readability\n", - "print(\"Combined Closing Prices:\")\n", - "print(df_combined.head()) # Display first few rows of closing prices\n", - "\n", - "print(\"\\nDaily Returns:\")\n", - "print(returns.head()) # Display first few rows of returns\n", - "\n", - "\n", - "# Export the combined DataFrame to an Excel file\n", - "output_file = \"financial_data.xlsx\"\n", - "df_combined.to_excel(output_file)\n", - "\n", - "print(f\"Data exported successfully to {output_file}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 2. Exploratory Data Analysis\n", - "Let's visualize our data to better understand the relationships between different asset classes." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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kd+vff//NiRMnFOFuzYULF+jbty9vvvmmjYAHyMnJ4YUXXiAsLIwtW7ZQt25d1Go1O3fu5Pfff1fGOTg48NJLL/HSSy8RFxfH33//zfz583nzzTf59ddfgbJfN7PF8vvvvy9RSFevXh2AatWqMWnSJCZOnMjZs2f57bffWLRoEZ6enopoFAgE9zYiYeEmMnz4cDIyMpg1a1axfampqXz77bfUqlVLcam5ubkVSzA4fPhwlazFbKmLj49Xtl2+fFmxDpTEoUOHqFevHo8//rgi3BITEzl//ryNCCz6pV8S/fv3JzExkblz56JSqejTp4+yr02bNsTHx+Pr60t4eLjyb8+ePXz77beKYCovdnZ2TJw4kcLCQj755BOb81y5ckWx1Jn/bdq0ibVr1yrnKXo9Jd27qnpdAF5//XWlrpy7uzsPPvggL7/8MgaDgaSkpBKPad26NX///TfZ2dnKNoPBwC+//EJ4eHipQtQanU7H5s2b6dGjB+3bt6dt27Y2/wYMGMClS5fYv38/sbGxdO3ald9++w2AOnXqMHLkSDp06KC8ZwcNGqQE6/v6+jJgwAAGDx5MdnY2OTk5tGnTBq1WiyRJNvf/woULfPXVVzau7GvRr18//P39mTx5Mnl5eTb7jEYj06dPx97evkSrl/l9P3ToUOrXr6+c759//lGOz8/Pp3fv3kp2afXq1Rk8eDAPP/ywcr3Xet3Mlsz09HSb683IyODLL78kIyODI0eO0KFDB44fP45KpaJRo0a88cYbNGjQ4LqSjQQCwd2FsLzdRFq0aMFrr73Gl19+yaVLl3jsscfw9vbmwoULLFmyhNzcXBYuXKhYdrp378727dv57LPP6NWrF4cOHbIpxXA9tGvXDmdnZ6ZMmcLrr79Obm4u8+bNK9Mt06xZM+bPn8/ChQtp0aIFUVFRfPPNN+h0OpsvTA8PD06fPs3+/ftLzf6rV68eTZo0YeXKldx///02sVoDBgxg+fLlDBs2jNGjRxMUFMTu3btZtGgRzz77LPb29hW+3hYtWtCvXz82btzIL7/8wsMPP8zzzz/Pxo0bef755xk+fDje3t5s3bqVH3/80SbGyMPDgyNHjnDgwAFatWpF165d+fzzz/nggw8YOXIkCQkJzJs3r8qK2LZr146JEycydepUunTpQlZWFvPmzSM0NJSGDRuWeMwrr7zCP//8w9ChQ3nxxRdxcHBg+fLlREdH8+2335brvH/99RcZGRmluvX69evHF198werVq/niiy8IDAzk008/JScnh5o1a3Ly5El27tzJqFGjAFlQLlmyBD8/PyIiIkhMTOS7776jTZs2+Pj40LVrV1q3bs3LL7/Myy+/TN26dTl+/Dhz586lU6dOSm1A8/3fs2cPjRs3LtFl7u7uzpQpU3jllVd44oknePbZZ6lduzYJCQmsWrWKo0ePMmXKFMUVak3t2rVxc3NjwYIFaDQaNBoNv//+Oz/99BMgu8+dnJxo0qSJkhgSFhbGlStX2LBhA7179y7X62Zvb0+/fv344IMPiI2NpWnTply5coVZs2ZRo0YNQkNDKSwsxMnJibfffptXX30VPz8/du/ezZkzZxg6dGi5XkeBQHAPIAluOjt27JBGjhwpderUSWratKnUq1cv6YMPPpBiY2NtxhUWFkrTp0+XOnToIIWHh0sjRoyQDh06JDVo0EDau3evJEmStG7dOqlBgwZSdHS0ctzevXttxkiSJEVHR0sNGjSQ1q1bp2zbuXOn1K9fP6lJkybSAw88IG3atEkaPny49M477yhjGjRoIM2ZM0eSJEkqKCiQPvroI6ljx45Ss2bNpN69e0tz5syR5s6dKzVt2lTKyMiQJEmSNm/eLLVv315q2rSpdODAgRLXKEmStHTpUqlBgwbSX3/9VewepaSkSBMmTFDm6d27t7Ro0SLJYDCUel9Lum5rkpKSpIiICKlz585Sbm6uJEmSFBUVJf3vf/+TWrduLTVr1kzq16+ftHbtWpvjlixZIrVq1Upq3ry58hpt2LBBeuCBB6QmTZpI/fr1k3bt2qXcj9LutyRJ0pw5c6QGDRoUW5v1fZYkSVq2bJn00EMPSc2aNZPatGkjvfbaa1JMTEyp1y5JknT69GnphRdekFq0aCFFRERIzz33nHTgwAGbMd27d7d5fa0ZMWKE1Lp1a6mgoKDUc4wYMUJq0qSJlJKSIiUlJUnjx4+XOnXqJDVp0kTq1auX9PXXXyuvkV6vl+bMmSP16tVLatq0qdS+fXvpvffek9LS0pT5cnNzpcmTJ0tdunSRmjRpIvXo0UOaOXOmlJ+fr4zZs2eP1K1bN6lJkybSpk2byrwH58+fl8aPHy/16NFDCg8Plzp16iSNGjVKOnz4sM24oq/D3r17pQEDBkjNmjWT2rdvLw0fPlw6ePCgFBERIU2dOlWSJEnKzs6WPvnkE2UtXbp0kaZMmSLl5eUp81zrddPr9dK8efOknj17KnNMnDhRSk9PV8ZcuXJFeuWVV6T27dtLTZo0kR5++GFp9erVZV63QCC4t1BJkuj4LBAIBAKBQHCnIGLeBAKBQCAQCO4ghHgTCAQCgUAguIMQ4k0gEAgEAoHgDkKIN4FAIBAIBII7CCHeBAKBQCAQCO4ghHgTCAQCgUAguIO454v0HjlyBEmSKlX4VSAQCO429Ho9KpVKadEnEAhuP+55y5skSdyMUneSJKHT6W7KuW4kd/p13Onrh7vjGkBcx+2E9TXcrM9EgUBQee55y5vZ4lZSM+uqRKvVcubMGerVq4eLi8sNPdeN5E6/jjt9/XB3XAOI67idsL6GS5cu3erlCASCa3DPW94EAoFAIBAI7iSEeBMIBAKBQCC4gxDiTSAQCAQCgeAOQog3gUAgEAgEgjsIId4EAoFAIBAI7iCEeBMIBAKBQCC4g7itxNv8+fMZMmRIucdv3ryZsLAwYmJibuCqBAKBQCAQCG4fbhvxtnTpUubMmVPu8bGxsXz00Uc3cEUCgUAgEAgEtx+3XLwlJibywgsvMHv2bGrXrl2uY4xGI+PGjaNJkyY3eHUCgUAgEAgEtxe3XLydOnUKT09PNm3aRPPmzct1zIIFC9Dr9YwaNeoGr04gEAgEAoHg9uKWt8fq0aMHPXr0KPf448ePs2TJEn766ScSExOrZA2SJKHVaqtkrtLIy8uz+f9O5U6/jjt9/XB3XAOI67idsL4GSZJQqVS3eEUCgaAsbrl4qwharZa33nqLt956i9DQ0CoTb3q9njNnzlTJXNciMjLyppznRnOnX8edvn64O64BxHXcTpivwcHB4dYuRCAQlMkdJd4+/fRTQkNDGTRoUJXOa29vT7169ap0zqLk5eURGRlJaGgozs7ON/RcN5I7/Tru9PXD3XENIK7jdsL6GmJjY2/1cgQCwTW4o8TbunXrcHBwICIiAgCDwQBA37596devHx9//HGl5lWpVLi4uFTZOsvC2dn5pp3rRnKnX8edvn64O64BxHXcTjg7OwuXqUBwB3BHibc//vjD5vmxY8cYN24cCxcupG7durdoVQKBQHB7cT4qiR0HLzL4oVa4OgsXqEBwt3FbizeDwUBaWhru7u44OTlRq1Ytm/0JCQkAVK9eHV9f31uxRIFAILjtmLPqHw6cukrD2tXocp/4YSsQ3G3c8lIhZREfH0+nTp3YunXrrV6KQCAQ3BFIksTZK3IyV6Cv+y1ejUAguBHcVpa3KVOm2DyvUaMG586dK3V827Zty9wvEAgE9xrxKVlkawvQ2KmpHSw8EgLB3chtbXkTCAQCQcW4EJUMQJ0avthr7G7xagQCwY1AiDeBQCC4jdh19DLvzN5EWmblCoefi0oCoH7NgKpclkAguI24rdymAoFAcK/z5syfAQjwduPNoeXvPmPm/FXZ8hZWy78qlyUQCG4jhOVNIBAIbhMMRqPyOCk9p1JzXDBZ3hrUEpY3geBuRVjeBAKB4DagsNDA5CV/Kc8rE6+WmZ1HQmo2APVrCsubQHC3IixvAoFAcBuw+3gkv/x7SnmebGV50+bryC/QX3MOs8s0OMATNxfHql+kQCC4LRDiTSAQCG4D4pMzbZ4nmixom3acoNeor+g1ej4//XW02HGZ2Xms++sYiWnZHDoTDUCTuoE3fL0CgeDWIdymAoFAcBuQV8SylpSWTaHByPYDFzAYJQxGA9O/3859jUKoY1W/bfnWgyzbcoA5q3biYmqF1aapbTcagUBwdyEsbwKBQHAbkJWbD8DTfe5DY6fGYJRISc8hLcu2ZMiSn/faPI9LzgIgX1eolBcR4k0guLsR4k0gEAhuA7JyZPHm5e5MaHUfAA6ejiYtMxeAd4b1QqWCP/eeY+2fR5Xj0k3i7sGOjagT7MtDnRpTzUe0xRII7maEeBMIBILbgGxtAQDuLk70bNMAgN92nyEtKw+Aji1q8/KTnQCYtfxv9p2IAlAscw93bsKqKc8xcVSfm710gUBwkxHiTSAQCG4DzJY3DzcnHmjfEIADp65iMMi133w8XBjycGse6tQYg1HivXlbSM3MVSxv3h7Ot2bhAoHgpiPEm0AgENwGmGPe3F0dqVHNi6b1gpR9Hq6O2GvsUKlUTBjei1pB3mRrCzh4OprMHNky5+PhekvWLRAIbj5CvAkEAsFtgFm8ebo6AdDbZH0D8PG0CDMHew2N6silQM5cTkCSQKUCT3enm7hagUBwKxHiTSAQCG4DsnNNMW8m8darbRh2ahUgu0ytCfLzAODkxXgAvNycsVOLj3OB4F5B/LULBALBLUZfaFDqvHm4yeLNx9NFKfnh42kr3qr7ewJw+nJCifsFAsHdjRBvAoFAcItJSpO7KahU4OZsaWs1pG9rPN2c6NKyns346v6y5c1glADw9hDiTSC4lxAdFgQCgeAW8s/hS3y+5E8AagZ6oza5SgFaNgrhj69fLnaM2fJmJkDUdRMI7imEeBMIBIJbxLb953l37hYAQqv78MnLD5XruAAfd+zs1EoZkeAiYk4gENzdCLepQCAQ3CL2HLsCQI/W9Vn2ybM0qBVQruM0dmpCg7yV59UDhHgTCO4lhHgTCASCW0SGqTBvm6a1cHSomCOkTg0/5XFRN6pAILi7EeJNIBAIbhHmAruVqdFWO9hXeWxOYBAIBPcGQrwJBALBLSIzWxZvXm4Vb21lfYyfl1uVrUkgENz+CPEmEAgEt4hMk9vUsxLirVe7Bnh7uNC1ZV2bDFWBQHD3I7JNBQKB4BZgMBqVZvRe7hUXb55uzmyZPRI7O/EbXCC41xDiTSAQCG4BObkFGCW5yK65q0JF0WjsqnJJAoHgDkH8ZBMIBIJbgNll6ursgL0QYQKBoAII8SYQCAS3gAxTskJl4t0EAsG9jRBvAoFAcAswlwnxqkSZEIFAcG8jYt4EAoHgFnA9maalseP3E3j5uKHRqNn263GGjemJh6doWi8Q3G0I8SYQCAQ3mEKDkXmr/yEhNRtHezuqB3ji4uQAgLurY5Wc4+zJGD5/9yfcPZ0JquHD+VOxtO3UgHZdwqpkfoFAcPsgxJtAIBDcYI6dj2XVb4dttjWsXQ0Ad5eqcZtu23oMgOzMPLIzYwGo3yioSuYWCAS3FyLmTSAQCG4wSWnZAIRW96FpPVlQnb2SCFSN5a1Qb2DnH6dsttWs44+vaJslENyVCPEmEAgEN5iU9FxAtrZ1bVnXZp+by/WLt8P7LpFpOoeZiNZ1rntegUBweyLEm0AgENxgUjJkYeXn6UqdGn42+9yrQLxt//V4sW1NWtS87nkFAsHtiRBvAoFAcINRxJuXK/WKibfri3nL0xawe8dZABqF11C2N2oWcl3zCgSC2xch3gQCgeAGk5qRA4CvlyvVfN1xdrRX9l2v23T3jrMU5OupHuJDWJNgZXtAoOd1zSsQCG5fhHgTCASCG0xKpmx58/d2Q6VSEeRnSSS43oSFI/svA9C5VxMGDulItSAvho3peV1zCgSC2xtRKkQgEAhuMKkmt6mvlysAQf4eXI5NBa7f8nb1cjIA9RsGERDoybItb1zXfAKB4PZHWN4EAoHgBpKXr0ebrwfA11MWb9V83JX9Hq6Vj3lLiEvn3Cm5plvNOv7XsUqBQHAnIcSbQCAQ3ECytXIbLDu1ChcnOdbNw80i2NycHSo1b0pSFs898qXyvHqIT+UXKRAI7iiEeBMIBIIbSG6eDgBXF0dUKhVg6yrVaOwqNe/503E2z+3tRRSMQHCvIMSbQCAQ3EBy8goAcHWyWNjC61W/7nnjY9KUx4880fq65xMIBHcO4qeaQCAQ3EDMljdra1uLsGA+fvkhQqp5VXre2KtywkO33k15cWyf61qjQCC4sxCWN4FAILiB5GpNbtMisW292zekcZ3AMo/V6Qr5d9tpcrLziu2LM1neWrarh4OD+B0uENxLCPEmEAgEN5Bck9vUzbliJUEkSWLmpJ/59O01rPz2HwCiI1PIytQCEBcti7fgmr5VuFqBQHAnIH6uCQQCwQ0kJ69ky1tp5GbnczUymciLSez4/QQAV68kExudyqgnv6JB4+rMWDSc5IRMAIJqeN+YhQsEgtsWId4EAoHgBqJY3spZjHfO51sU0WYmJTGLy+cSMBiMnDkRw/HDkRiNEhqNHV4+rlW+ZoFAcHsj3KYCgUBQAXT6QgoNxnKPzykl5q1Qb2DHHydJTc4G5Lptrw5daCPczIV3k5OySE7KUrb/vGovAD5+bqjV4mNcILjXEH/1AoFAUE4KCw0Mm7iSJ9/+Dp2+sFzHmC1vrkVi3v7YfITPJ6zlf0MXArDy252cN3VLAGjQuDqTvngagJysPGIiU5R9+3ddAMA3wAOBQHDvcVuJt/nz5zNkyJAyx5w8eZLnnnuOiIgI2rVrx4cffkhWVlaZxwgEAkFVsPdEFBejU4hNyuSD+Vu5GJ18zWNKi3k7euAKIFvcDAYjB/dcVPb5+Lkz94dRBIf44mJqXH/2ZIyyX5IkAPz83REIBPcet414W7p0KXPmzClzTFJSEsOGDaNmzZps2LCB+fPnc/jwYd55552btEqBQHCvYjRKrP3ziPJ8x8GLvPjJmjKPScvU8vcB2Urm5mIr3qoFeSmP3xm9lMS4DHmchzOvv99P2edXTbauXTqXAIC9vaUjg7C8CQT3JrdcvCUmJvLCCy8we/ZsateuXebY2NhYOnfuzMSJEwkNDeW+++7jiSeeYM+ePTdptQKB4F5h277zDJ+0kvNRSUiSxBfL/2bviSibMeYCvGbikjL5+e/jFBYaAPhyxQ5lX1G3qd7K7XricBQOjho+nD6IdX+Pp23nBso+P39bgdatd7hlX4CwvAkE9yK3XLydOnUKT09PNm3aRPPmzcscGxERwRdffIFGIyfJXrx4kQ0bNtCxY8ebsVSBQHCXk6MtIDFVTiCY/v02Tl1KYMj7y5m3+l/W/nkUlQqCAzxtjjFYJS8M/2gVny/5izV/HEGSJH7fc1bZZ25KbyY3p0B57OPnzoxFw+nYo1GxNXXrE27zvP+gtkqPVF9/YXkTCO5FbnmpkB49etCjR48KH9e7d28iIyMJDg5m/vz5N2BlAoHgXuPVqT9x5koivdqGkW7V1WD51oMAvDW0B/YaOyYv/lPZl5iWozxOz5IL6P5z+BLdW9VXtofVCqBp3SCbc+Xm5AOy+/SLJSPwK8UF2rtfBB27N+TlZxZgZ6emToNAOvVszN6dZ2nYtMZ1XrFAILgTueXirbLMmDGD/Px8ZsyYwdChQ9m4cSOurpWrdyRJElqttopXaEteXp7N/3cqd/p13Onrh7vjGuD2vI7IuDQkCf7ce67YvoahATzUoQH7T0XbbL8Sk4SPEzafIXp9IXtPXAagUe0A5o8fgNGgR6vVK2OyTZ0Snn6hEy5umjI/g9R28OXSYdhp7CgoyOfVCX14cWwv3NydquSzy/q1kCRJsewJBILbkztWvIWHy66EuXPn0rVrV/78808effTRSs2l1+s5c+ZMFa6udCIjI2/KeW40d/p13Onrh7vjGuD2uQ5JksjLl8VVrWruRCVm2+x3UBs4c+YMriqJ+1uG8OchWcQdO3OF7hE1OHnmgjI2OS2Lb37aDUCov5Py+SJJEn9uPMvlsyno9XJcXFp6EmfOyBEssVEZ+Pi74uxi62KtzLVURoCZXwsHh/J1gxAIBLeGO0q8Xbp0iZiYGLp27apsCwgIwNPTk8TExErPa29vT7169apiiaWSl5dHZGQkoaGhODs739Bz3Uju9Ou409cPd8c1QMWv449NR8nP09PvqdY3ZD35Oj0Scg/R+e8+gb7QyKIN+/hllyy8agYH0KiRHJPWpHFjgjcfZOmWg/y6P5oGIV74B1iazCdlyJasGgGevDr4fpxN8W5rvvuPHVtlkWfujBDWsB6NGoWwac0Bvpv3Dx17NOStj/pX+joOnI7ms8XbGDu4C13uq1OuY6xfi9jY2GsfIBAIbil3lHj7999/+fLLL9m1axdubm4AXL16lfT0dOrWrVvpeVUqFS4uLlW1zDJxdna+aee6kdzp13Gnrx/ujmuA8l1HbnY+X0//HYAHH22Fp3fVt4QqKLS4H328PFGrVQT4WOLQ/H08bNY57NH2HD4Xx/ELcczbcIKn+9hay+zs1Hw65mF8feQEh63rD7J6yS5lf74pU9XHzxNdvpHv5m0H4L/tZ/lw+tOVvo4vlv9DZk4+E7/5g30/jK3Qsc7OzsJlKhDcAdzybNOyMBgMJCcnk58vB/b2798fd3d3xo0bx4ULFzh48CD/+9//aNasGd27d7/FqxUIBDeKqCuWYrhZmTcmRs7sMnVy0KBWywLGy8NiEfTxsBWYh/dcIntvLEE+7mTm6liwbq/N/tGPd6BRHdkalxCbztzPtwAQGCw3ki/Il0uFuLo5sfcf2xi7gnw9lcW6DpxAILg7ua3FW3x8PJ06dWLr1q0AeHt7s2zZMoxGI08//TRjxoyhcePGLF68GDs78YElENytRF60hEVkZ90Y8aYtkC1hzk6WeC9vdyvx5mkr3nZtP016Yhb3uXrg5+mkbG8XXovXB3dj8EOtlG2XzydgNErUquNPvYayoDN3SXB1c2TPTlvxFhedVunrCPa3lDJJycgpY6RAILhTua3cplOmTLF5XqNGDc6ds/1Qq127Nt98883NXJZAILjFRF22WN6yb5TlrUC2djk7WtyfXu4WwXZi32V6tK6vNIJPNTWKj7+cyv9ebMZvhxJpWj+Y5/q2RqOx/TGZYhobHZlicy0Aajs1h/ddAsDR0Z6CAj0xUSnUrl+tUtdhMErK47ORSXRq4VapeQQCwe3LbSXeBAKBAODI/stcOhfPwGc7YDQYOX3cUp4jK/PGlPUxu02ti+l6W7lKf1m1n+TzKRTqDTi7OJCcKAuyq1eS8XJx4LMxD5Yau3f2pJwEYDRK1K4XwJWLScq+Hb+dQFdQSLUgL5reV4ttvxwjOiqlxHnKQ7bWUvy3VpB3pecRCAS3L0K8CQSC247xL30PyPFhf24+yvlTlgzIG+U2NYs3a8tbfKRFRKkMEoesmsebKSw0khiXTXiz0ueOMYmxGrX8+Hr1y7w18jtOHpFbbc3+bDMA7bqE4eEliz9zn9PKkJMrxwgv+mAQIdWEeBMI7kZu65g3gUBw72E0WtpNfTJuDXv/OYeDowaPIA8Mjuqb5jbNytTy2djV2GkLscstpHGj6gQEepZ4bNzVzDLnNlvpatXxR6VS8dGsp4t1VGjfrSH+pvnN4yuD2fLm5iJqtQkEdytCvAkEgtuKzHRbt6iLqyOfzh3CVW8V2XXdSU2/MUH4WrN4c7Ln379O8USPqagAt8hc3KJyCW8ZyrfrXqVlu+Jlia4l3rJNbbPqNJDj2NzcnfnhlzdsxoRH1FIEnTlGrqJIkkSOqQSJm4tjpeYQCAS3P0K8CQSC24qiwqV1x/o0aBKsPE9Myy56CAAfffMbg8Z/T65JvJQHSZJY/PNetvxzirx8S7bp8oU7lDEq0z8fP3ccnexp3bF+sXnioksXb/l5OvQ6uZtCo2Yhyna1Wq24SasFeaGxt8O/mizekhPKFoOlnqugEINBtly6uzhdY7RAILhTETFvAoHgtiI12Vac1aztR36Bpe5ZWlbJCQs7Dl5Am69n74lIerZpwB97znLiQhyvP9sNO3XJv1PPRyWzcJ3cxqp1k5oA2KHiamTxhAEfXzlrM7SeJQs0MNibhNh0EqKzMBQaix0DEB9jKftRq06A8vjM5QQSfTWEeHjz0TS5KK9ZvGlzC8jNycfVrWICLFubD5KEQ74RNdK1DxAIBHckQrwJBILbirQUW/EWEupPZq4lzi05L7/YMYUGI1pTwsG+E1H0aF2fD+bL9SHbN69Nh+a1SzzX+auWrM8Dp64CkJGcjdFgpFbdADr3bKxY4Xz83AHZvdmtd1PSUnJ45oWuTBq7ivw8HbHRqTRsUrwsx5kTMQCoVODtY+kMMW/NvxQ4qrjoaFTKgji7OOLm7kROdj4pSVm4ujmRlpKNl4+rUqKkLHK0BTglFeCUWsDXM37j9ff7XfOY68FgMKDXV76gsEAgsGBvb1/umrVCvAkEgtuK4pY3fzJzLIItqwSxkGtVHmP/ySjSyllO5OLV4ha2BJOlrEuvxkS0rauIN2+T5U1jb8eEyU8o4+s0COD0sRgun0ukYZNaNnP9su4AcybLnRXcPJyxs6r/5uhQ8sevX4CHLN4Ss7h0LoGp769j5OsP8PiQjte8nmytLNwAft1w6IaJN0mSSEhIICMj44bMLxDcq3h5eREYGHjNNnVCvAkEgtuKpCLxXsE1fYg5fVV5nicZMBiM2NlZLFHWtc3iU7LYfuCC8rysz8CL0cnFtiVEp2MPdOzeGDcPi9vS7DYtSp0G1WTxdj6x2L5vZv6uPA4Kti3bYV2SxJqAQE8iLyWRGJ/B5rUHADi891K5xNuJC/FIKlDdYI+pWbgFBATg4uIi+qEKBNeJJElotVqSkmRvQFBQUJnjhXgTCAS3HEmSOHkkij82H+WvX44BMPDZDnTr3RQHR3uyci2WN6NGTUpSFtWCvOTjLsWj1xts5lv56yHlsU5nu8/6nBeuFhdvRp2BoBo+hNYLQKVSMfDZDmg0alzdS44/q9NAbnd1qQTx5uPvrsS81Q2z/TB2shJv2nwdLqa2XEE1fADY+ecpLp9PAOTODNciPiWLb9b9h5NKhcrUekuSpCoXVgaDQRFuvr6+VTq3QHAv4+wst+NLSkoiICCgTBeqEG8CgeCWM3nCWv7585Ty/P6+LRjxv/sV61pOrsWyhlrF5UtJuLk78dywb4h2Ki7O4pIt1jtdYcniLTUzl8ycfNQqFT6eLqRk5AKgMkp06tFIET0vvtG7zLXXMcWrXbmQiNFotIlNMze4B4hoU6fUOdIytYp4C64pi7ej+y8r+5MSMsnP0+HkXHrttvXbjqHTG3CzV2MskK85M0OLl7drqcdUBnOMW2ndJAQCQeUx/13p9Xoh3gQCwe1LTFQq//x5CrWdmvv7NueBRyJo0qKmjcUox8otCnDqfCx52fnEGwqw/hhzc3EsNjYxteSaaeZ4t5pB3tipVYp4s9MW0rFHo3Kvv0YtXzT2avK0OuJj0wkOsVijrAsKVwvysjnO3NEBZCFZo5q8v3qIrTVLpVIhSRIxUanUa1iyK6VAV8imnSfl9UtgzntNiEmvcvFmvS6BQFC1lPfvStR5EwgEtxSzxa1V+3qM/fBRmkbUKvYBll1EkF28msy+f88hFfkEC69XXNz8faB4SyuAC6Z4t3ohfqRnW0RW/drVaNi0RrnXb6dRExgsl/i4eCZe2W40GsmxmtfH393mOG2+pR5damau8ri6yfIGcpxcY1NtuKuXi7t4zWw/cJ6M7Dz8PV2UmnIAyZUs9isQCG5vhHgTCAS3DEmS+OfPMwD0eLD05qDWQgcgOiGDg7svIqltRZ6nmxMBPraJBdGJ6SXOeTFatrzVC/HnzSHdAXCJ1fLwwFYVtipVryW3tbp41iLecnMKMBotmQNFEx5yrcVbhkW8VQv0Qm1yF/d+9D7qN64OwLFDV0o9/09/yXGCD9xnKSDcsXsjmraoWaHruNcYMmQI48ePL3Hf3Llz6dGjh822Xbt2MXToUFq2bEnz5s155JFHWLhwYZnlUtavX09YWFiVrvtGk5aWxrRp0+jduzfNmjWja9eujBs3jsjIyFu9NIEJId4EAsEtI/pyOolxGTg5O9C+a+lfcLn5tl+OVxMzyMnOLybe3FwcmfxqXwJ9LVauzJx8YpMyis158arF8tarbRj3GZ1xyNSX2r+0LIJregFw9MBlJFOygLXL1MvHFY29bfyK1qoTxJZ/TyuFiDX2drTt1ABff3d694ugjamjw4H/LihzW3M2MpGTF+PR2KlpHSZb6apV9+LDGYOU8iaC62f37t2MHj2aTp068eOPP7J582ZGjBjB4sWL+fDDD2/18qqMyMhIHn30UY4ePcp7773HL7/8wsyZM0lNTeXJJ5/k3Llzt3qJAoR4EwgEt5CTh2VLVcfuDcsMxs8rYnkzmDSbSmP7Eebu4kR4veos/XiwzfZF6/fYPNcXGoiMk7NA69X0l8+RI5+jtKzSsmjYrBoODhrOn47j0J5LAGRnWblM/dyLHaO1EqRnryQybOJKnnpnKT/+cYRJXzzND1vewMfPnfpNg3F0sic1OZuoS0nF5vlrr/xl2q1VfSSTy9TbR4i2qmb16tV06tSJF198kbp161KzZk0effRR3njjDTZs2EBW1t3hon777bcJCgpi6dKldOnShZCQEFq1asWCBQvw9/dnypQpt3qJAkTCgkAguIVEXkgFoGX7emWOyytieZPsZPUmFfFuurrIAjAnzzZGbuehSxQajGhM7sio+DQKDUZcnR0UK11utlyOpKItqQDcPZ3o3b8Fm9ceZP2K3bTqUM/G8ubrX5J4k8XiuOd6MGv5Di7Hyvdi5g9/8+QDEaBWMXfVP6z67RB1/N1Ijk4n9mqaTXsuQInXq1/Tn/S0HAC8fG9MkkJZSJJEQf6t6bbg6GR/wxMoVCoV586dIyEhgcDAQGV7//79ad269XVl3x46dIh58+Zx/PhxCgoKCA0NZfTo0fTt2xeA8ePHk5OTg1ar5ejRo4waNYpRo0axefNm5s+fT0xMDGFhYTzyyCNMnjxZsY5lZ2czbdo0/vzzT/R6PU2aNGHcuHGEh4eXuI5Tp05x7Ngx5s+fj4OD7Y8pBwcHZs2aZbN9+/btLFy4kHPnzlFYWEhYWBhjx46lQ4cOgOyWbtSoERkZGfzxxx94eHjw7LPPMnLkSJHwcp0I8SYQ3GNkZOfhaK/B2ankIrE3i4J8PXFX5ZIeTZqXHZuVV1BEvKlV2GnsinXvdHdxBLBpTm+nUqHN13HhajKNasvCx5xpWi/EX8nmzDF1cXArwfJ2MTqZ81HJJKfn4ObsyICezYp9+Tz8eEu2/HSIQ3svER2ZYmN58y3R8iavsWOLOjg6aPh00R8AODloyNEW8MH8rew+Jse5FZrEakpS8Yb1Zverq7M96aYCxzfb8iZJEmNHLOb0seibel4zTZrXZObi4TdUEDz//PM899xz9OzZk5YtW9KmTRtat25Ny5YtqVu3bqXnTUxMZPjw4TzzzDNMmjSJwsJCvv32WyZMmEC7du3w8/MD4M8//2TcuHF88MEHODk58ffff/POO+/w5ptv0qNHD/bu3cvnn3+uzCtJEiNHjsTe3p5vvvkGNzc3Nm7cyNNPP82PP/5I48aNi63lxIkTAERERJS41gYNGiiPT548yZgxYxg3bhzTp08nNzeXWbNm8dZbb7Fjxw5F5K1cuZKBAweybt06jh8/zqRJkwB48cUXK33PBEK8CQT3FGcuJzD6sx8J9PPgu4+eUWqLVRWFegPpaTn4V7t23NiFM/EYjRI+fm5Uq+5V5tgCXaHtBjtoGBHCf7m2yQjurrLwyrYq6uvqaE9Wvo6jZ2MU8XbmilxQt16I/MVYkK/HaJALbLi6OdrMeTUhncHv/mCzLTTYh/sa1iA+JQtPF/ljtFp1L5q1DOXYwSucPnaVfCsrlI+frZgqLDSgMxUWdnGy55EuTcnKyWfOqn9wdrTnvXlb2HsiShkv2csWw+TE4q45c+KDi5MDiSbLm3UP1ZuFirvbkhIREcGGDRv4/vvv2blzJ/v27QMgICCAiRMn0qtXr0rNq9PpeOWVVxgxYoRSI3DUqFGsX7+eyMhIRbx5enrywgsvKMeNGzeOPn36MGLECABq165NVFQU3333HQB79+7lyJEj7NmzBx8fOYN57NixHD58mGXLlpXo/szMlMW/h4fHNddtZ2fH+++/z+DBlhCFoUOHMnz4cFJTU5UOAXXq1GHSpEmoVCrq1q3LpUuXWLZsmbC+XSdCvAkE9wiZ2XlMmLuFfF0hkXFpLN6wl1ef7lKl51gw81c2rz3Aa+89wkMDWpU5NtIUv1W/UdA1P8QL9LbiTVKraNqxLv/9cdBmu4+H7LpKTbNkbzrba8jK13HkXAxPP9iSAl0hv+2WM1zbNJUtfjkml6naTl0s9i4+WRZMrs4OuLs4kpCazeWYVE5ejGf+j7t4e2g3Qk3VPcwiLSc7n+REi5XMv0gShNbKkmgW0L3ahjFn1T+kZ+dx4JTcDmxYv7Z8t2mfYnmznlOZK88i3tJN1+11k8WbSqVi5uLhd5zbVKPRYDQaS9xnNBrRaGy/IuvWrcvHH38MyIH9u3btYtmyZbz22muVzioNCQlh4MCBLF++nIsXLxIZGcmZM/L702CwlH2pVcu2b+6pU6d44IEHbLa1atVKEW+nTskleHr27GkzRqfTUVBgG1ZgxizyMjIyFNFYGo0aNcLT05NFixZx5cqVUtfdpk0bm9emRYsWLFq0iPT0dOV8goojxJtAcA9gNEpMXPAr8SkWy83pywlVeo7srDx+33QEgPnTtlK/UXXqN6pe6vjYq3LCQHDNa7dYKmZ5U6lQezoWG+flLreXSUu3iDd7tZzlefRcLEajxO5jV8jIzqOarzudImR3V26OOd7NsZgIMAvH0Oo+NG8QzMpfDxGdmM6a3+VrnbZsB/Nf7wpYXK65OflK4gJAWJG6cWbBZa+xw97UrN7d1XI9BqOEi5M9nSLq8N2mfeSbyu4mJxS3vGmtLG8Zini7+QkLKpWqzKST2xFPT89SEw0yMjLw9JRFt1arZdasWQwcOJCGDRsCEBoaSmhoKH379qVLly7s2rWrUuLt0qVLPP300zRu3JiOHTvSs2dPvL29eeKJJ2zGOTnZuvPLEp4gi083NzfWr19fbF/ReDYzZnfp0aNHS7Qkbt68mW3btjFlyhROnDjB8OHD6dq1K61ateLhhx8mLy+PMWPGFFunNeaM6bK6Bwiujcg2FQjuAX7++zh7jkfiaG/Hy092AmzjwqqC7VuPoSuQhY5eb2DKez8V+3LJytAq22KjTOKtVtm/vrftO29TB83MqUvFxafZ8pZuNV5lNOLkoCEzJ5/IuFQSTAK2eYPqSgKD2fLmVkKyglk4OjpoCAmUm8vHJGYo+x2sSoCYM1WTEzK5ekUuReLi6kho3QCbOad/v13eZxV36Oxor7QDAwgJ9FbEaK5BXkOJljeTtcvV2YEMs9tUlAgpF+Hh4Zw4caKYJUqSJA4ePKgE9js5ObFp0yZWr15dbA5nZ2c0Gk2l+7yuWrUKX19fli5dysiRI+natSspKSnKOkqjYcOGHDt2zGab9fMGDRqQk5ODTqejVq1ayr9Fixaxbdu2EuesV68e9913X4m16/Lz81m4cCGpqak4OTmxePFi2rZty7x583j++efp2LEj8fHxxdZtjqMzc/jwYWrUqKEIY0HlEOJNILgHOHYhDoDBD7eiRVgwALl5JbtOKoMkSfy64TAAz73cA0dHe2KiUomJSlXG7PjjJE/dP43v5slfHHHR8r7gmiWLt83/nOSNGRt4d96WYokJAOevFi+bYY55y7DqbKDTGwivL1sAj5yNJdMUD+fuYhFq2hz5XpSUaaozWd4c7TWEmFpYWQtHR3uLZcF8vHUj+aYtatqIMm2+jl1H5b6l5hg8kC1XHi4W61tokI8i3vJNdyApMZPvNu6zWZ8S8+bsQHrqrXGb3qkMHDgQlUrFmDFjOHToELGxsRw+fJg333yT+Ph4hg0bBoBareatt95i1apVTJw4kePHjxMTE8Pu3bsZM2YMgYGB9OnTp8xz/fPPP8X+mTNXExIS2LlzJ7Gxsfzxxx9KUL9OV/oPrJEjR/L777/z3XffERUVxYYNG/jhB0tsZufOnWnUqBGvv/46e/bsISoqiqlTp7Ju3boyEyw+/vhjrl69yvPPP8+///5LdHQ0u3fvZvjw4SQlJSlrCwoK4ty5cxw8eJCYmBjWrVvH7Nmzi6374MGDzJkzhytXrvDTTz+xYsUKm9g9QeUQblOB4B7A3Ng90NcDV5Nrqyotb2dPxnDlYiKOjvb0e7INR/Zd5vihSE4fu0rN2v4kxWfw+YS1APz4/S4efbodqcmylagkt2mOtoDPvv0D8w/46v4exCXburcSUrKLHWduBJ+VY0lY0OkNtAgL5sCpqxw5F4OnSWB5uFqEmtnyVlKNNxvLm0m8WYvDnLwCCg1GJElCbxqbGG+xkDVrVdtmvnir65j55mM2+9xdnZTSHzWDvHF1dsDOTo1BkrB30KDXFbJ41S76dWuKr6cs0BQXrFqtuH+F5a18eHl5sWbNGmbPns3rr79Oeno6np6etG7dmjVr1hASEqKMfeKJJ/Dz81OC7XNzc/Hz86Nnz55MmzatmFuzKCNHjiy27dNPP2Xo0KFcvnyZt99+G51OR2hoKGPHjmXOnDkcP36cLl1Kjkvt0qULH330Ed988w0zZ86kadOmDBo0iOXLlwOyW3LJkiVMnz6dN954g7y8POrWrcvcuXNp3759qeusX78+a9euZeHChUycOJHk5GR8fX1p164dU6dOVe7J//73P1JSUhg9ejQgW+0mT57MuHHjOH78uCIQe/bsyYULF+jfvz8BAQGMHz+ep59+usx7Jbg2QrwJBPcA5t6g7q6OuDqbymnkV514+3XDIQA692qMm7szjZqFyOLteDS9+9/HJ2+vsRn/4pNfAeAb4FpiaY7MnDxFuD3cuQn5Oj1xyVnYqVUYrFpOBfq6k5iSrdR7W75wB5fOxbP7XCR4y9epLzQQ0VCOOTt6Lob7GspfPtYxZuYepEUzTQEKTFmhDvZ2BPi442Bvp2SKAkgSpGbl88u6Qyxb8DeA4r4EaN3BtoadOe4wLDRAcduacbeyvNWu7otKpcLTzYm0TC0e1dxJjU5HlaNn67+nGdK3NTp9IYWmLNnsVPmc9vZ2Jd5TQckEBwczbdq0co3t3r073bt3r9D8AwYMYMCAAWWOmTx5crFtjz76qPK4pMzQ/fv307JlS/766y9l24IFC2xq0Pn4+NiUDykvISEhfPLJJ2WO8fb2Zu7cucW2F02i8PDwEIV9bwDCbSoQ3ANkW7kKzZY3nd6AvtBQ1mHlIjcnnx2/nwTgwcdaAhAeIWfG7fj9JL+sO8j503E4OtoTFCzHjOVk5RFS24+nR5WckZqjlYWln5crH77Ym0LTOr3cbQuhBvp52BTq/eGbv9m946xN26xCg5EmdQPR2KlJTs9VyoS4u5bgNi3L8mavQa1WERzgJe8wSNhn6LDP0nP+XAqLZ1viiMw9TX393alVJN4tPkW2ygX5FS/H4GIV8N8gVO784Okmu07tPOR9dnmFbNx5AkmSbKynm1bvByCiTR1RguEe4L///mPEiBHs3buXuLg4tm3bxvfff0///v1v9dIENwFheRMI7gHMljc3F0eb2m7aPB2epriqyvL3bycoyNdTs7Y/TUyN0O9rV5eW7etxaM9F5n6+BYCm99XigUdaMH/aVh4e2IpHn2nNxUsXSpzT3CHBzWSJMlu6vD2cSc20JCMkpBTPFHzwsZasPXxWeV5oNOLkYE/9mv6cuZLI1QS5NpyHleUtxeTKLMliZY55czDFttWo5sWV2FScUgtwSpHX+euSoyVeR+sO9YsJKbP7t7p/8YDtFKtEi2B/LwDFzas1fVprtAauJqTz5/5zTFksW12cDLDjNzkwfOhLts3UBXcnY8aMITc3l7fffpu0tDSCgoJ4/vnnRTzZPYIQbwLBPUCOSbx5uDqisVPj5KAhX1dI7nWKt0vnE1j2tZw5+eBj9ylCxc5OzYfTn+KD11Zw/FAkAPe1rUO33uF06y1n8Gm12muu12wlNJfr8PVy5WK0JRkgxzpuzyihVqsY+doDrBlxzmqzRKHeQHCAl2J1A0vMmyRJ7N0pj28aYVtLC2xj3gC87DTY5RlQF8iC0mivwsFOTWF+cStmSW2/4pJLt7yZ94Elfs+cQRubn4cHYKczkhesZ9Spn/E12mOHCsekfCRJolPPxmWWZxHcPTg4OPD+++/z/vvv3+qllIp1AoWgahFuU4HgLqew0KC0lzJbssxxbznXkbRQqDfwybg1ZGZo8QvwoFffFjb7nZwd+GjWMzSNqIWTswOdehRvx1MaOdqSLW+N6wSWOA7APkuPl7crru5OGK0a1ktqFVptAdX9bcWS2W164UwcSQmZODk70LpD/WJrKdDpcUgr4Mr+KLb8dIBdPxzALTIHO5NY0wY6U71XLX76exzzfrC0/FGpIKJtHZu54lOyOHouFoDqAcUtb4/3ag5Aj9aWdfTvJotdyU5FobssIB3T9Uga0HtI2OUZUKUXoFKpGDq6YvFYAoHgzkRY3gSCW0xiajb7T0XxYMfGxQLYq4JsK4FjFm2uzg6kZuaSm1/5ciHbfz1OfEwaHp4uzFn2Ih6exRtzu7g6MmPRMHQFhThWoJeqWZSZA/j1pYi3R7o0Yd/ByyRp81BJ4O3nJrtc7axclSo5pi24iFgyW94iL8olRxo3CylxjSmxGbgk5HMm4RJn/r1knhI7vRzXJmnUpGTlY6dRU7OOJb6tUbMQ3D0sVs3s3HzemLGBjOw86oX40bpx8X6uLw7sQLP61WnT1GIBbNcslIiwYI6ci0XnYY99diEe5wykdNCAWsIhUxbg3Xo3pVadgGJzCgSCuw8h3gSCW0hqRi79Xl8EgMFg5ODpaDq2qM2DHctvpboWJy7KhTNdnBwUcVgV5UJOHpV7bz40sCW+/sUbr5tRqVTXFG4Xo5PJyMqjVRNTuyql2bos3sxxbr5FBOL7I3vzTuyPJF2KQbJT4e3rRrIp09PZ0Z68Aj2SSkVubkGxGDNztqm5Ib2HV8nuY222LCQdnO0Ja1SdE4ejbPYb7VWkZuYhSRIOjhrs7e3Q6w20bGdxmRqMRt6ZvZkrsan4e7vxxVuPKW5Ya5wc7OnWqrj1LzTYVxZv7hpc7FXYZ0u4RhnxuaTHIU2+V42ahRQ7TiAQ3J0It6lAcAtZ+9dR5fH8H3fx595zfLthb5XNH5eUybhZGwHbAH1z0sL1iLeE2AwAQkxZkZVFkiTenPkzr05dR2Sc3HXB4jZ1IDMnTwnkD63uy/3t5BZEgx+SM1tDTM3lC13syHNSk5AqJwT4eZsK1apBW4J4c3aUBWVOllwmxK2U2L980z3yq+7FjEXD+XTOs8o+Ozs1aFQU6I2kZ+ehUqnw8ZOFbJtOFhF2+nICh85E4+Sg4Ys3H6OaT+lityRiPLNJb6FH5wdZ9eSP7RobdThctVhOfURtN4HgnkFY3gSCW8iFqGTlcabJApSQkoXRFHx/vZy4FK881lrVdasKy1tCnJy1GVjdq9JzgHzdCalywd39J6MIre6jdH9wc3bkcqzciSHQ1x1XZwfeHXE/3VvVp0tLuQhovfrVYIfsvvwvIZGDX24CwM/LjeiEDFCpyMnKp1G4pb+onZ1aSa7ILaNAL6C0/HIwWQ+btQxV9hkMRvy93UlKzyE+OYsagX68/ckAEuIyaNA4WBlnLhpcq7oPDWpVXOxuyTkH/qDzL8Qlyg7PM8WTI7yEeBMI7hmE5U0guIWYhYk1hQYjyRk5JYyuOIVWddyycq1j38zirXIxb4ZCA8mJsoUr0FS7rbJExacrjw+diQYsdd7cXR25EiPfo9rBcicGFycHerZtoDR0r1Hdtr2WuahuNavm7JlZWjQaO+a/+wT1Qvx46oEIZV+2Sby5e5Qs3vSm3qFOLrJ4c3Syx8XKimlOhDCXAGkaUYteDze3mSPfJADN1r7rQRtS8se2sLwJBPcOQrwJBDeZqwnpbNxxghxtgU1pCGvik4vXL6sMaVmWchw2DdRN4k1byS4LyYlZGA1G7B00+Phdn2i4mpChPD58NgajUVLqvLlaWd7q1Ci58beHVT9SO7WK90bcT9eWdXn8fmuBJrtGWzYKYcXkobz2TFdln2J5K6GvKaC0vHK2KqD7+fyhODraM2xMT4LM4q2EmnNmzNm+lRFvRZuTV3f3JPzVcNLu0+DgaVmTaIlVcYYMGcL48eNL3Dd37lx69LCtmbdr1y6GDh1Ky5Ytad68OY888kiJTdyLkpiYyAcffEDnzp1p2rQpnTp14u233+bq1atVdi0lERMTQ1hYGPv2yf1wx48fz5AhQ6553IYNG3jmmWdo3bo1rVq1YtCgQfz66683dK2CiiHcpgLBTeapt5dilCSOnI0B5Fi0HK0Oo9WXdFxyptJA/nrIyLL04Jz1lqWPptIiqwJu08S0bPy93FCrVSTEZQBQLcgTtfr6fgNai7esnHwuRicrvVjdXBy5bLK81Qn2K/F46x6lPp4u9OsWTj9TeQ0VIAHZVr1Oi5JtukfWmaFm/tp3jsTkLJyQS5+Yadi0Bhv+fRc7OzULf9oFUKz3qjV5BfJ9rox4KzAU2jyv6+FLzfpBJKsvUj0OMOl/ZxeH4gcLqozdu3czevRo/ve//zFx4kTs7e05fPgwn3/+OVeuXCm1DZVOp2Po0KHUrFmT2bNnU61aNeLj45kzZw5PP/00mzdvxsfHp8RjbzaSJPHGG2+wZ88eXn31Vdq1a4dKpeKPP/7gzTff5MqVK7z88su3epkChHgTCG46ZpH2639nAAgLrYY2X8eFq8k0qh3IsfOxSv/L68Xc5PylJzrSyqo0RUVj3v4+cIHxczbzVO8Ixj7bnWMHLgMlN5WvKNGJsttUpZL7hB46E2PpsODscE3Lm5tVP1BHe9uPNDu1ikKjpLhGS6KkmLf4lCzmrvqHbfvP4yy3DrVxlYIpWQGL27Ss1+x6LG/ZetvXKNjVA2c7+TolizFVtMS6waxevZpOnTrx4ouWWn41a9YkPz+fSZMmMWHCBDw8ihde/u+//4iMjGTNmjV4eXkBcj/Vr776ig4dOrBlyxaGDh16sy6jTFavXs0ff/zBTz/9ROPGloz3l156CUmS+Oqrr+jfvz/Bwdf/w1JwfQi3qUBwi6lTw5eZYx9lxWdDaRcu1/cqzZ1aUTKyZbept4dtiY2KircZy+QuCmt+P0JWhpZf1suN6Hs93OK61xgVnwFAx+ZyQdt/Dl0kJjHDtE5H0k2u39DqJVsnrGvjORQTb/K+nNzSxVuOEvNmsbz9sOUA2/afB0Bl6lPq4lK8aT0Uj3krCbN4cyqHeMs3FHI5K82yPr1tXGKQqzvOGvn1k+yEYLtZqFQqzp07R0JCgs32/v3788svv+DiUrzOIaBYpnfs2GGz3d3dnU2bNim9SNevX8/999/P1q1b6dGjB82aNWPEiBEkJiby2Wef0bp1azp06MA333yjzKHT6Zg5cya9evWiadOmtG3blrFjx5Kenk5lWLlyJT169LARbmaGDh3K0qVL8feXE24SEhJ466236NChA02aNKFr167MmjULo9GoXE+XLl1Yt24dXbt2JSIigjFjxpCYmFhsbkHFEeJNILjF1K3hh7eHCzWDvJX4qcrGvBmMRr5eu4v9J+VaZGa3qVeRMhgVFW/WPTffHrWUzPRcgoK96di9YaXWaUanN5CYJmeaPtazGSDHvRmMkk3WaZCfh01P1tIoWjvN3iTscnNLT8zIKSHm7cApSyySWby5upUs3sxtrlIzteQXlBz7VJGEhc8ObqfHzwtZfu6IvL4ilrfqrh64aOR5XB6QXckPD2x1zXlvNJIkkZevvyX/isYF3gief/55UlNT6dmzJ0OHDmXevHns27cPe3t76tati0ZTsiOrffv2NG3alHfeeYfevXszadIktmzZQlpaGrVr18bT01LCJj4+nlWrVjF//ny+++47Tpw4Qb9+/dBoNPz4448MGjSIL774gvPn5R8W06ZNY8uWLXz22Wf8/vvvTJ06lf/++4+vv/66wten0+k4f/48LVq0KHG/m5sbrVu3xsFB/jscNWoUaWlpLF68mN9++40XXniBBQsWsH37duWYtLQ0lixZwsyZM/n++++Jj4/nhRdeoLCwsMRzCMpPpdymV65cYefOnWi1WkVlm1GpVIwZM6ZKFicQ3AvUCba4A4P85A/yylre9p2IYumm/fzy7yk2z35RcZt6uxe1vJlj3q6dbRodmWLz/MrFRHx83fh49mDsNHalHFU+kjLykCQ57q9deCiuzg6KoOzQvPY1XaZFKWp5s7ezA/TkaksWqYV6g1LHzc2UbZqYlq00rwfAJN7cSklo8HB1xNnBjjydgbjkTOrUKB6bVxG36Q/nDgPw/r7feaJeONlFLG/VXT3I0smC0xDqyMrf3sLb1/Wa895IJEnixU/WcPxC3C05f7MG1Vn4/lM31HUcERHBhg0b+P7779m5c6eSBBAQEMDEiRPp1atXicc5ODiwcuVKVqxYwa+//sqaNWtYtWoVGo2Gp556igkTJmBvL78v9Ho9H3zwAQ0aNABk4Xf06FHefvttVCoVo0aN4quvvuLChQs0aNCA8PBwHnjgAdq0aQPI7thOnTpx7ty5EtdSFhkZGQA2YrI08vPz6d+/P71791ZcqEOGDGHhwoWcO3dOuRd6vZ5p06bRpEkTAKZPn85DDz3Enj176Ny5c4XXKLBQYfH2888/M2HChFJ/6QjxJhCUjk5f/BdnbSthYnbBJaVlU2gwVrhdVrRJdCSn53IxOkVxm3p5XNvytuPgBdb8cYSPX3oIf29L5mJMlJV4M0j4BXgwdcFz1KhVcgIBwIK1/+HooGFY/7ZlrjchzewS9UVjp6ZGNS/ORcrtqvp0aMTGHScAW4FbFvVr2q7J3pRhm1eChVGnK+T8qVjludnydvCUbQagylRtxa2UOnAqlQo/T2eik3OITSpbvJXHbVrNwY1EnVwq5nByLDm6om5TD/SmH83aQl2Z3S1uKnegB1ej0RQzQJgxGo3FrGl169bl448/BiAyMpJdu3axbNkyXnvtNdavX09YWFiJczk6OjJ8+HCGDx9OVlYW+/fvZ+PGjaxYsQJnZ2fGjRunjK1du7by2NnZmRo1aiii1NFR/tFVUCC/J/r378+ePXv44osviIyM5NKlS1y+fJlWrSpuifXy8kKlUpXL5erk5MSzzz7Lb7/9xvfff09UVBRnz54lKSnJ5n66uroqwg3k++fh4cH58+eFeLtOKizevv76azp06MCnn35KYGCgCJIVCCqAdZ9RkAvPujlb3HF+Xm7Ya+zQFxpISssu1hXgWljHXe04eAGtqUaZ9zXcpoUGIzOWbSc5PZe/9p3n6T73KWNj4iwf5p6ujsycMZjA6qXXdktIyeK7TftQqeCZB1uW2AbKTGK6LN5qBcnzPfVABB8v/J1nHmxJWGgAVxTLW+lCEWDe+Mf59b8zjH68o812B5NlMK9ISZSdf5xk+ofrlZ6pbh7OSgLCgaLizfRD1b0U8Qbg5+VEdHIOMUklW0zN7lSXcvR3TcrOBdNb4lRaIj6OtlbTIBd3UvJkN3a+4fZwP6lUKha+/5TiHr7ZODlqKvVd5OnpSVZWySEKGRkZihVKq9Uya9YsBg4cSMOGcqhAaGgooaGh9O3bly5durBr164SxdvatWsxGAwMGjQIAA8PD3r16kWvXr14/fXX2blzp414M1vhzJSVzT1p0iS2bt3Ko48+Srdu3XjppZdYvHhxpeLKHBwcaNq0KUePHi1xf05ODmPGjOGll16iefPmDB48mLy8PB588EH69+/PBx98wODBg22OKXotIFtp7eyuz2IvqIR4i4uLY9KkSQQFBd2I9QgEdy0Xo5MZ/O4PNttqF7EoqdUqAv3ciU7IID4lq8LiLdbK3bpxx0lAFmpuRYLti4q3/45cJjldFgRJphg0M1fjLcHznl6uZQo3gIsxsqVOkiBbm4+jQ+n1x9JNfUODTNf5UKfGtAgLVq7b7DYtep+K0rpJTVo3Kd7o3dHcAivHVjT/vukIer0BF1dHQusF0OfRlqY1Sxw8XUS8md2mpbTPAvAzWTbjkjJK3F8Ry5u1BetEagIt/WW3VDVnNxZ0G4Czxl6JedMWll1f7GaiUqlwLoc4vZ0IDw9nyZIlFBQUKFYtML0PDh6kdevWgGxp2rRpE3q9nkmTJtnM4ezsjEajwde35PfoxYsX2bx5M3379sXNzfZvwc3NrdTjrkV6ejqrVq1i1qxZPPTQQ8r2y5cvl5o8cS2efPJJJk2axOnTp4slLfzwww/s37+fTz/9lH///ZdTp07x33//4ecn/7DKyMggNTXVxiuXkZHB1atXqVlT/tu8cOEC2dnZJSZECCpGhRMWateuTXx8/LUHCgQCG6Yu3VZsW90SLErXE/cWb3VMcnqOaT4PG6tEnraAn5fvkR8X6DAaJdZvP6bsT0y1iLeYxAyORFqy6/SFxdsyFeVyjMXNmlVGfTWALFMsmp+XHLOlUqkIDpDdN2mZWjKy81CpoHYpmabXwixSs7LzFHeOodDA6WOyQJvx7XBmLXmB3v3kgr5R8ekkp+faFDTGdMlenqV/Ifp7yVa5s5FJJYaU5OVXoFSIlXg7mZaoJCx0qV6bCP/qADgp4k3H5aw03tv7O1esMlQF5WPgwIFKqM+hQ4eIjY3l8OHDvPnmm8THxzNs2DBAtn699dZbrFq1iokTJ3L8+HFiYmLYvXs3Y8aMITAwkD59+pR4jmHDhqFWqxkyZAh//fUXMTExnDhxggULFrBp0yZGjx5dqbW7u7vj7u7Otm3biIqK4ty5c3zwwQecOnUKna5yxbcff/xxOnfuzLBhw1ixYgWRkZGcPXuWGTNmMGfOHMaOHUtISAiBgYEAbNq0idjYWA4ePMjLL7+MXq8vdu63336bEydOcOzYMd5++20iIiIUUSyoPBW2vL355pt88sknBAcH06JFC5tfKwKBoHTiSxBjdUOKi7fqlcw4lSSJWJPbztnRXrH2FLXeLf1qG5vX7INGnkiSbBHceyJK2W/O/pQkiddnrCc63bLughJi9opyKcbS8iurjCxPgMxc+YPe17N4wH2UyeIX5OdZPotVCbiYCtcaJYmMtFx8/Ny5dD6BPK0ON3cnQusG2Iw3u0zD61VXWnWppbKzTQEa1vRGY6fm+IU4/jl0ia6t6tnsr0jCgqSyiL/LmakkauXXw83Bcn6z5S2vUM+3p/ez8vxRdsdHsvHh5/BwKN29K7DFy8uLNWvWMHv2bF5//XXS09Px9PSkdevWrFmzhpCQEGXsE088gZ+fH8uWLWPkyJHk5ubi5+dHz549mTZtGk5OJd/3wMBA1q5dy1dffcXkyZNJTk7G0dGR5s2bs3jx4koLGY1Gw+zZs5kyZQqPPPIInp6eSqmQBQsWoNVqrz1JEdRqNV999RXLly9n7dq1zJw5E41GQ7169Zg7d66SiNCsWTMmTJjA0qVL+fLLL6lWrRoPPfQQQUFBHDt2zGbOvn378uKLL6LX6+nRowfvvfeeCLeqAios3j777DNSU1N5/vnnS9yvUqk4ffr09a5LILjrSLfqdmCmJHdgUcubvtDA8QtxNK0bVGb8WFZOviISHmjfUAn2d1SpSU7MxM3dif/+PsuWnw7KbQckCVQqfvjlIACeLo5kagu4EptKvk7PucgkubG7FeYYsbKwsbyVUV9N3m8Wb8WtWmbLYaBv5QPyzaJPUqlIScqSxds52ZIY1iRYiXMzY3aZtm5SUxZvRkm+V5TdwcDP05mBPcJZ8+cx/tx3rlTxVh4RqlKpkEwnlYD9SXInDnd7y/nN4k1vNHIuPRmAK9npvPXfL3zTbYD4cqwAwcHBTJs2rVxju3fvTvfu3St8jqCgID799NMyxwwYMIABAwbYbJsyZUqxcdaZpB07dmTz5s3FxowaNQoAFxcXm/ElzVcUjUbD888/X+p3vJnyjAF49tlnefbZZ685TlAxKize+vXrdyPWIRDc1WRk51FosM1qG9CjGWG1AoqNLVqxf97qf1n9+2FqBnozYXgvGtYqOUYm0+SidHV2oGvLuop4+/eX4xz44SBqtQqjKX5LBagMEpJGxR97zgKgu5QBQc7k5ul4ZsIym44MZkrKlrWm0GAkMs7ivivLbWo0SmSb3Ka+XsUtb+a+rD5luCuvhbl5PWpIScyiQeNgtCZroKe37Tnz8vWK5a1VkxDujwlj+7ZTgNxdwbmUIr1mWjcJYc2fxzh1KaHYvvxyWt4kSVIsbyqdCslB4ky6nH3rZm85v7PGMs9p036AP6Iv8M2pfYxu2q7M8wgEgjubCou3GjVq0K5dO8XnLRAIrs36bbauBF9PV94ZVnJdKKXReXImhQYjv+2W22hdTUjnpclrGfLQfbRvUNwaZbZyebg60bJRCA72duj0Bux0smg0GiWCa/rS48Fm6PWFLPznqNmohLrQiK/RjhjT89ikTJLSilvQdYUGJEkq1bITm5SBzso6l12G5S0zJx+jbPzDx6O4QEs1FQb2KcGlWl7Mdd8kFSQnyWI4zyQYnYpY0v7cd47cPB3BAZ40qRPExFHVcIjO4b+o03Tu1biYla4oYaFy5fm45EzSs7Q2XS0Ut+k1Avrz9YVKzFuYpz9n8yzCzNvRkjDhoLbDzd6BHL2OPFPSwjv3dWPq4R1CvAkE9wAVTlj4/PPPOXny5I1Yi0BwV5KVm8+KXw/ZbMspoziuOUYtOT2HA6eiyMjOw9PNiUe6yPWSNu4sOSzBWrw5OdozqPd9BHq6YaeVrWVtOjXg23Wv8OyL3WjaohaKPxAY/kQHnn+pB3Z5FstaSckJkkQxC6I2X6cIrUsxtgV9M8sQb2bLmqebE5oSiv2a95fkUi0vjubEA5WKlERZvJmL8jo724q3nQcvAtCvazhqtQqNnZrTh2VLXI8+za55LjdnR6WF16nLFuubJEnltrzlFOgU8Ta8hW2trjoelqQNlUpFY59qynM/J1cG1m0KQHpBntI/VyC4VQwYMKBSxYIF5aPC4s3X17fUujgCgaA4K7ceIkdbQF2rYrwFutLdjz4eLjja2yFJ8JupeX375rUZObADIIulkjIazVYud1MD9TFPdebp+xqiNkKDJsFMnDFIqRlVvaaPUnwW4NHuzQgJ9cf1qhb7Aos4sxZzytqLuE7HfL6WgW8t4VJ0CpejU232ZeXks3Ddbl767EdyrGrcafN1TPt+h3K9JVGlljc1pCbbWt6KxrCZxa+55lxKUhbpqTmo7dQ0ahZCeQgJlI9NTstRtukLDRhM7upribeMfEtcZKtqNWz21fawzbgN9wm02ueNm8ZyPdrCymUbCgSCO4MKu02ffPJJPv74Y/bt20f9+vWVGi/WPProo1WxNoHgjic9S8vq3+V2Ry8O7MDJi/H88MtBXn6yU6nHqFQqQgK9uRidwm+75Xi0hrUCcDX19iw0GCk0WMSbwWjkwMmrSp02D1dL1luGaVuLVrXRWJW/CAzywjGtgAJvB5r5+uDv7YZdbQm1QUKTXoA+UHbRhXl6clpn6WsKpqQFkwfPaJQ4F5mEwSgxZelfeLnJO/y93UhOz2Hb/vNkmFp0/Xf0Mr07NCIuKZNxX27kYrRspQsOKLmWXVrm9ce8OVhZ3pJNljdztwWnIpa3fJ3FOpabk8+U99YBUKuOP47lrF/mVkLnCnNhZpXq2m7TjHyLpTLEzfa+WLtNAZpYWd4eCKmPs8YetUqFUZLI1etsYuQEAsHdRYXFmzlbZePGjSXuV6lUlRZv8+fPZ8+ePfzwww+ljrlw4QLTp0/n2LFjqNVqWrduzfjx46levXqlzikQ3Eh++usoeQV6GtauRteW9eh8X10e7Nj4mkVnH+7chNkrdyrP69f0t/niz7ey3C1at4fvNu1Tnrtbi7c0WXh5+dhar+w0djhk6nHI1ONbXS647e3rhqubE4VaHUgSXg6OLPh6BF1GzLE5tmhMm9mqdPx8HOZQuE4Rddiw/bgi3AD2HI/k6LlYftt9Fm2+Dm93ZzqFV2NIP9uuCGbSsuS1l1RGpLyYxZukki1pAHmmhIWiljfrjNDlC3dw8ohcPqVug/LH9yrFj/MtVsZ0xT3sjF0Z1fIBMvNM90sCjcp2bEqOFn93y71oWy0EB7Ud1VzcGNKwJSqVCleNA9n6AnJvo+K9AoGg6qmweNu2rXih0apg6dKlzJkzp8yaN+np6QwbNozWrVuzfPlyCgoKmDp1Ki+88AIbNmwQNecEtx1R8XJrqd7tG6JSqbBTqUqs7VaUfl2bMmfVTsze0bohftip1bg42aPN15Ovswgoa+EGcgyZmXSTePP2Kd7l4OGBrdi6/hDPv9wTMFn8Qv3IPRmD25UcHn60IY4OGhZ9MIhCg4E3v9iINl+HrlAWjnHJmXyy8HebOSUJ3Fwcadu0Fhu2HwfkGL645Ex+NbmAARrXqcakF+8nJSHapo+qGaNRqiLLm+kjzlQqRJIkxfJWVLyZ49I0ahVb11tiFJu1DC33+VxNrc5ytBbLW4apRIx3EfdwQmY249b/xrNtW9C7cX10hQa++Ps/cAYVKlQqFQ/VCmNr1DlUBSqi0tJtxFuwmyd/9HsBTwcnnOzk63S1N4k3vXCbCgR3MxWOeQsODr7mv4qQmJjICy+8wOzZs20a8pbEX3/9RV5eHlOmTKF+/fo0bdqU6dOnc+nSJQ4fPlzRSxEIqozEtGwlRssac5yXtSuzPLi5ODLkYcsPGfMXv9myY7a8xZXQS9P6XJkm8ebpU9x69cr4h1nz5zjqN7JYrUNCZWGpyTdSK0S2DjZrUJ37GoUowf86k3Ac8v5yDp+V81Or+3vSoJacbdmyUQ0a1q6GvcaO8HpBzHijv815fTxdWPDeUyWKNjM5eQWKRa9oX9aKYB3zpisoJDszj3xtyQkLeaa+nOeOXCU/T4ednZq3PnqMng81L3HuX0+e44HZSzgcbek44+ZS3G1qTrzw9rC9ji+27eJAVAyv/bgFgMX/HeRiihwzaGfKWpjW4SFq44tDgj2n45MoSqiHN95OlnldTbXgcvRlF0cWCAR3NhW2vM2bN++aY1555ZVyz3fq1Ck8PT3ZtGkTX331FbGxsaWObd++PV999VWJFrbMzIq3EhIIqoKM7DwGT1iGo4OGH6cNUwQWWILgzUkEFeHFgR1wtNfQqI4ltsnFyQHIJc8koHYevlTsOOtzmWPeirpNQa6mXrTWmVm8AQQEednsszeLt0IDianZNgkIft6uvDv8fhb89B/P92tLkJ8HW+eNwtXZAbVKhaODRknSeLxXCxwdNGUG1ZvH2qlVFutZJTA3prd3lOdITsoqtVSI2W26+085m/epYZ25v28LALacOEtYNT/qB/ix/dwlrqSkM/3PfwFYtPsQ/2tWFwBXJ/ne51plE5tdx97utpa3zCIZxyfiEpRMU7XJ/+xm78iwBi2ZfHkn3+0+zKBWzXDQlH4/zEkLwvImENzdVKl4c3NzIyAgoELirUePHvTo0aNcY2vUqEGNGrYZWN988w2Ojo7X1StNkqRKtRKpCHmmWBbz/3cqd/p13Ij1fzJ1I9naArK1Bcxftp2Xn+2s1EEzF6m1t6NS77Fn+shWH/OxziYRsvdUAt3b5bDjwPlixzjaq9FqtRgMRjJN4s3JWV2u8wcEWerHeXg52hxjr5EN9VnZOfx7yPa8Hi4OVPN2ZuLIXsp6NSooMAXgB3i7EZ2YYRprj1arLfO1yMySszXt7e2u729TkkWuxtSZIvZqMlpzAoHaqMyt0xci5epRq+DkaTnWrcv9DdFqtZxJSOatdb/i7ujAt8/04+VVm2xOcTYxBaNUh7y8PMw6MysnT5k7KVX+Yeluum4zzlblUXJzc8nS5iviTTJYPpMeaVyPBf/sJz4rm30XI2lZs/T4Xie1PGdabk6F7pv1a1FWHT+BQHB7UGHxdvbs2WLbtFothw4dYtKkSXzwwQdVsrDysGzZMlauXMmECRPw9S07ALws9Ho9Z86cufbAKiAyMvKmnOdGc6dfR2XXn5yQw5XzKbTsWBM7OzWSJLHvTDS4yH9K67af5NiWk3TsUZvWnWuRmZ1rOi6WM4brtw5LBtk6tPdMIuPn/MK5aDmm7pmeDVi5TRZUyYnxnDlTQNzVTIxGCXsXDVExkSQkFa+lVhStzlIGKC0zgfwzlm4JRoNsDbt46Qpb/rlgu67C/DL/hlwdLWIgNzPVZmxJr0V8qnzf7FRc199mTFQsqkIjKntZeP66cR9J8fLrEBcfg1EtX++fm8/hcdlS3qNeIz/SMuNJy4znUILsyswu0DFyRfFErcz8Aq5m5aKOjCQtWR6bmp6lrPvKVdmtqs/PsbkWXa7lfAePn+BsQhKS6SUqNEg2Y6u7OJKmzePg2XM452SUKq6MpkSJvZfPUyfHUGERZn4tHBxKbwV2NzF+/HhiY2PLTJIryt9//01ISAj16tW79uAbiF6vZ8WKFUqLqrlz57Jhwwa2b99+09Zwrfs3ZMgQ9u/frzzXaDR4e3vTvn173njjjZuaaLhv3z6GDh3Ktm3bihmBbiZVtY7K+yOscHFxoXPnzowZM4Zp06axYcOGqpi2VCRJYvbs2Xz99deMGjWqXP3VysLe3v6G/yHm5eURGRlJaGgozs6Vj+G51dzp13G96/92xlIun0/E3s6VZ17oQkZ6LoUOltBRyUFNbJKWn5cfp23HcMW92axpQ6r5VL5Hp5kA36uci84A4MxVWbjVCfZh+OPdFPHWqU0zAn3duXTqIEaNiuRQVxb+ep754weUNq1CgwZG/t58BRdXB+5r2czmy9/d9TTxqVqydA4kpudhp1ZjMMo14Tw9vWjUqFGp89YJSeSsab3Nm4YRVsu/zNdCczUFOIizk2OZ85aFXm/gk7G/45FTgF0NN4zA4d3Ryv4mTRoSEOSJXm/g83/+tDm2/1MdlPNeMpwH5DZZWTrbLM6GAX6cTUrhVEo63Zo3RWfnCZzEiFo5XrVDLvRbv05Nm2txvZIAyMV8LxaqyJJ06KvL83s42l53nchETqZk8M3R80TmG5j8SM9iwuxqWiYXj/0HGlifcgU/P19eb9qhXPfK+rUoK3TlXic2NpbRo0ezbNmyWy7etmzZwueff658/w0fPpzBgwff0jWVxIMPPsh7770HQEFBAdHR0cyaNYunnnqKtWvXim5NlaRKxJuZoKAgLl0qHoNTlej1eiZMmMCWLVt4++23GTFixHXPqVKpcHGpfEZbRXB2dr5p57qR3OnXUZn1x0Wncfl8IgBrv99Dy3YNcHZ2QFLLX6L9u4WzcccJVDXckE6nE3k5FX2hLG78fb1wcb7+bGh3t+KCs1vr+ri7ubHpy5EkpWZxZOclrl5O5sSRKPTucnmRM1eScHRyumapCoAZi4aXuN3cVP23PXLV9J5t6/OH6bGu0Fjm/Qzy91IeB1fzsRlb0muhNmVPOjloKv0+i41OJS+nABVgTC7umk2My6Zm7WqcOHSR7Ex5v8HfiUe7hdOjTwulLl6BKeXX19WF1FyLK7Jbg9q0r12Tz3/fyYnkDJydnfH1ll9vbX6hsu5Mk5u2mp+nzbXkF1qKIc/YthuDnyWDuJa3l83YEB9v5fHvZy/Rp2kYDzYNU7Ydj0lg1MqNZLnkg9xdjYVnD/J0w/uKFfctC2dnZ+EyLYOSimPfKoquxdXVFVfXypfVuVE4OTnh7++vPK9RowZNmzalb9++fPHFF0ybNu0Wru7OpcLZpiUhSRJxcXEsWrSowtmmFeXtt9/mt99+Y+bMmVUi3ASC8vLf37buu/de+YEl8/8Ck3gb0rcVTg4acjGid9Xww065VIZapcLFsWrcUK7Oxefp2lK2AFTzdeevNQdZOOt3ftt4mNirqWD1AZ+Ymn1d5zbXTEswzdOnQyPsTNfeIqzsv3vrzgKldVSwxtzFwf46khXM7bAA0BVv9fXh6ytYveRfoiOT5SEe9jjW9+GV8X1tChrn5MvB/z3C6jCyU2saBwbw75svMn9QfzrUrQnAudRMCgoLrYr0yoJNkiQSUuR1FC0VklNgSViQAD8Xyxevs71tMd/qnrZW289/3ym30gKOxcTz3PdrSdfmgdFWeGXpRNZpRejRowcLFy7k1VdfJSIigrZt2zJ58mQKCwuJiYmhZ0+5rM7QoUOZO3cuAJcuXWLkyJFERETQqVMn3nzzTZKTk5U5hwwZwrvvvssTTzxBq1at+Pnnnxk/fjzjxo1j6tSptG/fnubNm/Pyyy/bHHfo0CGGDRtGy5YtFbGzZYucmbx+/XomTJgAQFhYGPv27WPu3Lk28ePx8fG89dZbdOzYkRYtWjBixAibdlXXu4brwd3dnQEDBvDHH3+g08nvY51Ox/Tp0+ncuTMRERE8+eST7Nq1C5BjQiMiIli5cqXNPF9//TXdunXDaDQiSRKLFi2iZ8+eNG/enP79+7Np06Zi5zZjMBhYunQpvXv3Jjw8nN69e/Pjjz8q+/ft20dYWBjbtm3jgQceoEWLFjz//PM2BqrynPPgwYM88cQTNGvWjEcffbTKWoZVWLw1bNiQRo0a2fxr3LgxPXv2ZPfu3bz00ktVsjCQb25ycjL5pqDn9evXs3XrVt544w3atGlDcnKy8i8/v/QeigJBVXDlomx1e/bFbnTvE47BYOTIwUhlf5CvB/26hQOQX82RuBw5bsvNxQG1WoXBYOTAfxeUJILKYG05e+e5brz3wgM0DJWzUVOSsvjt58OoVCqeGtaZUW/24f5H71PGX01IZ/exKwx8awmvT19PZk75kzYKDUZStZbx3h4utA0PZfXU53n7uZ481r3s3p+eVuU+SupjWhRzIWAH+2uPLY3UJCuxWorB5OdVe4m+Ind6MNqrFeuiNVmmODJ3J0fe7NWJ9aMH4+/uilqtop6/L36uLuiMRo7FJuLqYinlcuRsDH3GLCApLQdnR3vCagUAsOnYGd5e/yspVla8Gl4e9G9qcZPaFSnQG1hEvCVl5/LVjr0A/LDvKHn6QtrXDkEtWcTb9z2fpLlfUJn3qCqRJAmtTn9L/lWlRWzu3Lm0bt2aDRs28Oqrr7Js2TK2bNlCUFAQa9euVcYMHz6cxMREnnnmGUJCQvjpp59YsGABOTk5DBo0yCZhZP369QwdOpRVq1bRtWtXAH799VcyMjJYvnw58+bN49ChQ8yaNQuQS2gNHz6chg0bsn79ejZu3Eh4eDgTJkwgJSWFhx56iHfffReAXbt2ERERYXMNOTk5PP300yQmJvL111+zevVqXFxcePbZZ4mLi1PGXc8arpcGDRoo7nqACRMm8O+//zJ9+nQ2bNjAgw8+yOjRo9mxYweurq707t2bzZs328yxefNm+vfvj1qtZtasWaxcuZL333+fzZs3M3ToUCZNmsSKFStKPP+UKVOYP38+r7zyijL+448/Lha/99lnn/Hee++xZs0aNBoNQ4cOJTtb/my51jmjo6MZPnw4jRo1YsOGDbz00kt89dVX133voBJu0zFjxpRoVndzc6Nbt26EhoZWxboA+ZdDz549+fzzzxkwYICi+KdNm1bM1GoeIxDcKJLiMwCoUcuPZ1/sRkCQF6uWy78M7VQqNBo7nu5zHz/9eRSjk+VPK7+gkF3bT7N57QGO7r9M9z7hjP/s8UqtIduqPEfv9mE2bpKLZ+XA+NC6AQx/Rc76tO7SMGv5DiLj5ASEmMQM5qz6hw9G9i7Xeaf8vpPzySmYpc0D7cPQ2KmpGehNzUDvMo81j/999xlaNa5ZrvPpTJY3x0pa3nKy8/hzy1GbbRJKMqdCZoaWbb/KFlKjg7rE3qNmC5l7CSWKVCoVbUOD+eXUBfZFxdCpfh1l35gpP2EwyK7RHm0a4OLkQE6Bjkm/bENrFTvXJCiAWU88zK9xll/kmTrbH6NBVuJtTNd2fLVzL8v2HuaxFo05HiO/7iM6tubA79Hoke9dhP/NCwaXJIlnlqzhiFXNu5vJfSHVWTH8ySpx+Xbu3JmhQ4cCEBoayk8//cThw4d59NFH8fGRXdCenp64urqyaNEiAgIC+PDDD5Xjv/zyS9q1a8dvv/2mfCc1atSIRx55xOY8bm5ufPzxx9jb21O3bl369+/Pzp3y36tOp+OVV15hxIgRSj/iUaNGsX79eiIjI2nVqhXu7vJ7wtolaWbTpk2kp6ezfv16Zc0zZsygV69erFixgnHjxl33GkpqjVkRPDxk/352djZRUVFs2bKFn376ifBw+QfwsGHDOHv2LIsXL6Zbt24MGDCAoUOHEhMTQ40aNTh58iSXLl1i/vz5aLVali5dyrRp0+jevTsANWvWJDY2lsWLFxeLBczJyWHVqlWMHz9eeV1CQ0OJjo5mwYIFPPvss8rY8ePHK4J7xowZdOvWjV9++YV+/fpd85w//vgjfn5+TJw4ETs7O+rWrUt8fDyff/75dd07qIR4e/XVV8vcn5CQUOkARHPrLTM1atSwMTEuWbKkUvMKBFVBUkImOk97vv/3GBEd6/HcSz3Y8ssRspBjs0AuVlsn2JeLMZZfprpCA5+MW6M8//u3EzRrGUrvfhHYlcMKZY25+TxQ7Ivq0jn5i7NOmOXvz1wgFiAyLg2VSi7im5mTz5nLCeU+7/L9R3G2Ot2DHRtXaN1ODvZ8NeGJco8vuE7L21dTt3J4n238rWQHquLeU/SmmnJGe5XyOlqTbWV5K4m2tWrI4i0yFo3GTqlpZxZuYbUCeO4RuZTRlhNnaRR6mvo14tnwb3sK9PZ81v8Bavp4oYuxtDzLKLC1ilb39FAej+jYivOJKfx59iL9vrZYCcKDq6GxSp7xcKhYYejrRVVMGt+Z1K1b1+a5u7s7en3J7cZOnz7NpUuXilm+CgoKbNxrtWrVKnZsrVq1sLdyj1ufJyQkhIEDB7J8+XIuXrxIZGSkkn1sMJTwJi7C+fPnCQ0NVYQbgKOjI82aNbP5Tr2Ra7gWZuuVu7s7p0/LtRXNotmMXq9XRF7r1q2pUaMGW7ZsYfTo0WzcuJGIiAhCQ0M5fvw4BQUFvPPOO4o7GaCwsBCdTlfMM3f58mX0ej0tW7a02d6qVSu+++47UlNTlW1t2rRRHnt5eREaGsr58+e5ePHiNc95/vx5GjdujJ2d5XPsvvss3pDrocLirVGjRqxZs4ZmzYq7SQ4ePMjIkSM5cuRIlSxOILhdMBiMpCRmoQ1z58zVJJZt2c//nu7K25MH8toXP+NpVT2/pIK81UN8cHF1VKxjsz/bjEql4sHHWhYbWxY92tTnn8OXCPSxjZ/S6wvZ9KOckl/PSrylZ2kxamTREuLvyfsv9sbXw5Un3v6OuOSsctX0SjaVOzF/N4dW96FhaECF1l1RzJa3yhbo3W6yplkjqVVgsLjXWrary5kTMWhNvU6N9sUtb0nZOey+LGeLujuVHLfYtpYc73cmIZkMbT7V/T25EpvKsw+1YsxTnVGb4gIlSWLt4UP0634UgPA6kRw8Vx83UzxkgdUXYkaB7ZeNk72Gn0c/KydXOdgzoU9X/rsUhdb0RWuvVuPp7IS72pEMbn4NRpVKxYrhT5KnL7z24BuAs72myhItSiqTUppb1mg00q5dOyZOnFhsn9kyBnLQfnnOY+bSpUs8/fTTNG7cmI4dO9KzZ0+8vb154ony/QAq7e/aYDCgsSryfCPXcC1OnTqFs7MztWvX5uLFiwCsWLGiWNKF2epn7pu+efNmRo4cydatW3nttdcAy+vz5ZdfUqdOHYpS9DrN44veI6Mpe976HmmKFMU2Go2o1epyn7Poe6fofJWlXLMsWbJE8d9LksTatWv5559/io07cuTIPVMfSHD3smrJP+jy9Qx9qYfyx52Wkq1YUsDS9gpT4VoXqy92Nxdb8abSG3nhfw/SrFUoj3e3WJdPH4+usHjr3b4Rbk4ajHmW+mu52fmMf/l7pQl9nQaWOKf4zGyya6nwc3Jhxdih5OkLORodh9Fe7iiQkZ1XLJC+KCfj5Fg/o0nXPNo9/IZnJJpbcFXG8lb0w9LOUYOhoLioCK1XjZp1/NmwUo4dM9qrsbOzjTV7YuEqS8xbKb2T/d1dCXZzITZHy94rV/li7KMkZ+TQvIFtEsfx2ARUjseU536ecr05V5N4yzdYrDu5JXSfaBhocY9V9/Lgx5FP8/3ew2w8doYRHVsBUNfej7j0bP7XunwlQqoSs7C8myn6vq9fvz5bt24lKChI+e7LyMjgnXfeYdiwYbRr165S51m1ahW+vr4sXbpU2Wau31aa8LCmQYMG/Pzzz6Smpio1UAsKCjh58iSPPvpola2hsuTm5vLzzz/z4IMPYm9vT/369QFISkqiW7duyrhZs2ahUql4/fXXAXjssceYN28eK1euJDs7mwcffBCAOnXqoNFoiIuLU1yYINeCvXjxIh9//LHN+c3jDx48SMOGDZXtBw8exN/fH09PT2XbiRMnaN++PQBpaWlERUUxbNiwcp2zUaNGrF+/Hp1Op7w/Tpw4cV33zky5xJtOp1M6K6hUKiVo0xq1Wo27u3uVJiwIBDeDi9HJaOzsCK3uQ3ZWHku/2gbILaX6D5I/fJMSMpGsvtcdTV9SWlMmootzyeJNk6PHOSEf3wB33Nxtf30XfV4e1GoVLRvV4MwZSzD+mu93cf50HHZ2au5/pAXhEZa4soSCXLCHlHwtD877nvgs+Ti7GipcrkrEJWdeU7xdTpGFYoEXFDrDA50aljm+KjBb3grVErkFOkXglIf01Byb5751fEg6k0SNWr7EX7S4s/2redC+W0M2rztIvkoCtYrkdMuxkiSRmG15XprbFCDc35vYHC17Ll+lT5MGVA/wLDZm9cHjNAmNUp4H+8uuGVeH4pY3B/W1RWu9AF8+6Xc/HzzUXWmZ5e3sjP1lDd7qO68G452AuXyL2R32zDPPsGbNGsaOHavEg0+fPp3Tp08rgqQyBAYGkpCQwM6dO6lXrx6nTp3i008/BVCyM81rOXnyZLGac4888ggLFizg9ddfZ9y4cTg4OCixYU899VSVraE85OfnKxmser2ey5cvM3/+fCRJUkRZ/fr16d69OxMnTuTDDz+kQYMG/PHHH3zzzTd89tlnylzBwcG0bduWWbNmcf/99yvWTXd3dwYNGsSXX36Jq6srLVu25ODBg0yfPp2RI0cWW5O7uztPPvkkc+bMwdPTk2bNmrFr1y5WrlzJ2LFjbYTxRx99xCeffIK7uzvTpk3D39+fPn364OzsfM1zPv3006xYsYJ3332Xl156iatXr5arxWh5KJd4Gz16NKNHjwbkbNMff/yxRLepQHCnkaMtYPjElRToDbzyVGc6N7QIn6Xzt9P1gaZ4+biRGJeB0d6i3goL5S9abZ5sLXG1srxZW+FcYvNQGyT8AjyK/VI2WNX5qiySJPHvX3IB2XEfD6B7n3Bln9EokZuvA1P/d7Nwc7bXkKcvJN8H4pKzaFK37IzEKylycV1UKgxOkJyjxdftxtaTKtAbMGhga+plUldvYulz5U/wiIuWxaaziwNzfxjF3O+2k3QmicwU2yzfw1fieeyZ9rQf0orN/8oxNzGmFl4Aabm27seyxFsTfy9+uxKruFjNSJJEniEVvd6NnRePMvKRRGWfv2cWDhq90n81v9BieVva68lyX691r1MP0xovp6Sz9eQ5ejeuX67afoLy4e3tzcCBA5k2bRpRUVG8//77LF++nJkzZ/LMM89gZ2dHixYt+P7776+r68/QoUO5fPkyb7/9NjqdjtDQUMaOHcucOXM4fvw4Xbp0oV27djRv3pxBgwYxffp0m+M9PDxYvnw5U6dOVYr4tmzZklWrVhESElJlaygPv/76K7/++isgx90FBgbSpUsXvvjiC6pVs/RtnjVrFrNmzWLixIlkZmYSEhLCJ598wsCBA23mGzBgAHv37i1mQZwwYQI+Pj7MmTOHpKQkAgMDeeWVV3jxxRdLXNd7772Ht7c3M2fOJCUlhVq1avHhhx/y5JO2f3tPPPEEb731FllZWbRr145ly5YpRcWvdc5q1arx/fffM3nyZB577DGCgoJ46aWX+Oijj8p178riuttjFRQU4ODgIAo7Cu5ILsekKMHxi9bvptYQiyjR5hbw0w+7eeG1B7hyIdFGvJmbjZstb9b11zRm15sEKlOMlbepMbzBUY1aZ0QlyZmO10vkxSTiotOwd9DQtnMDm30Z2XkY1LY5lptfHkJkagavrtmMwRHikktv2SVJEj8dPslPR07abE/KzrFx4d0IdPpCDI5yhujeK9FcSEqhfkD5stvM4q1heA1CQv0Iqu7FMUCbYSvGth25yIuJ6egkSe7DBYRYZc7GZWbZjHcrw/rXyNcTjVpNdHom0WkZhPh4AXA49WtOpi+nUNueujW0qNXg79SUJO0FVOoC3JwtsW1my9sHrXrSIbB4gHt58HCWrbmrDx5n9cHjLBkygA51KzfXvUDRJLmSWksVLR0xefJkJk+erDxv3LgxixcvLvUcJbWOKnpekJMBzQmBDg4ONucwYy1YPD09beqSmecwU6tWLebPn1/quqpiDSXNYU1F2o45Ozvz7rvvKiVQSqN///7079+/2HaNRsOYMWMYM2ZMice1bdvWJllDo9Hwv//9j//9739lnq93796l1pS91jlBfn8sX77cZtszzzxT5jnLQ6V+kl2+fJnXX3+dNm3aEBERwenTp5k0aVKFXijB7U+C9ghbo18kNb9qigrejpw4HaM8LtAb2Hboos3+i6YMzgtn48oUb9bWNnOAugqLbLLT2PH7nrNk13UnL1D+1ZZVBeLtv79li1HLdnVxKZIokZyeg7HIz7P6AX7U9JZdepIGUjNLrjlXaDDy0S/b+WDzX8q2AHdZgB6LSSBPV3L2XVWh0xciWa3956OnSc3RWpInSsFoNPLHZjlhqlZtWWDWCCnZAmLUqFn922GyrDJ4P375IQAiU9N5YtEqm/FlWd6cNRqaVpeTOO6f8x3RaRkAxObuAUDjsodeLeV4tzruvXF3kIXoK90tWbvmmDdHu8oHNHtarbGGlwfhwaL1kEBwN1Jh8XbmzBkef/xxTp06xSOPPKIELtrb2zN58uQb3tdUcPP4K24syfkn+TPujVu9lCrjxMV4th+K5kpsGpIkcTkm1Wb/3vPRSEC16l4AJCfIGZkXzsSXKN5y84qLNzMSYLSzWL0++/YPAHTe8tjMjMoX6zWza7ucut+xeyPT9cVxLjJJXnt6jo0AWjxErjllLvgq2alIL6FQr8Fo5KVVP7P6oCVj09vFmQ51ZAvOVzv30nrKfD7/bWexY6uKAr3BRniuO3KK/l//wGPTl5Js1SmiaOD0rxsOceJwFE7ODjw2WA4yrhniV2KNXkmj4s+955RyKtNe60edYFnofbDpL5uxjQMDSk1YMHN/mCXjbM+VaCRJIqfQtu6ZCjtC3XviopHP06G+pZSD2fLmdB3ZaGorF+mkvr3KFJwCgeDOpcKfElOnTqVp06ZKzTVzJeH33nuP/Px8li1bxmOPPVa1qxTcEgySnGVXYMi4tQupIiRJ4s3pm9Aj8dO/l/FwdkRtcvc7JucjBbmSkVeAi7uG1GoO5Bc4kJKUxdUryeRk5YG7JbA/IycPg9HIyYvyl7OLcwlZdirICXXF83IukiRRoLPNeLxet2l8TDpXLiSitlPTrmsYWbn5vPDRagD+++41ktKyMZri3hc9+xgdTe4zDydHHOzs0BkMXMxI44d9R/BydsbX1ZmaPl4cj4rn34tR2KFi9lN9aREShNFUPb+gsJBDV2NJys5lw9FTTOjT9bquoTR0+kIkq5j9jLx8NDkGgv/O5vWj37Ji0xvkZuczZvACPLxcmDD5cewdNHw7W24w//zLPQisLrtAA3zcMNqrsNNbJJwEoFKRmZNPZo5seTOXeJEkiaPRlir0fRrXZ8bAhxSLamk8GdGEn0+c40JSKtn5BeQZUtAbbV/jGq4dcbLzwslOXlu+IV3ZV2AwFSZWV1681TK5awE61i1fQWSBQFCcom7W240Kf0ocPXqUL774Ao1GU6xQ30MPPVQlfc8EN5afV+3Fy8eVbr3DyxynRoORW1O36UaQlp6L3myDMUpk5Vm6FdjlG/C1cyC6MA9tiCvaggKo5kz+6Uy+niEH23r5u5Fo6hWZmZ3Hi5+ssYg3K8ubwWhJRDA62jF/1Wj2n7QEsgf6upNPJlkZ2nLVWSuNvf+cB6B5q1A8PF04H5Wk7ItLySLJyvJWzd1N2adSqfBxdiYhJ4cj+ckc+XWHzbytguTK/KpcI/Za8LNKTpj1xMPEZ2bTfda3N7Sml87K8lbN3Y3E7BxcEmS3YkpsBkajkd07zxIfm058bDrfzvkTFXKcYsOmNej3VFtlLn9vNyR7NZhiG1VqFVl13IqeEndXOV4sKi0DvdVreF/NYEscYxnYqdW0rlWDC0mp5BToyNRFFRsT5vkoAE4a2eKWZ7CUfMk3ize7yhUmBujeoA6T+vakfe2aIg5ZILiLqbDb1NHRsdQ+ohkZGaLO221OXHQaX8/4lc/f/ematXqcND4knfHiyIr65Odff3zWrebCZTnTT2WQaO5t29JJrTOScSqppMM4su8yarWKaiEWF5fBKCnCDWyry+v1tj9qvKt5MPOH4oHQuoJCCvIrHztmFm8duzei0GDk2HmLtehqQjrxqVlIJrdtNQ9bsRJQJFvULk9SkiuOJsidF9SF8OWKnRToCln31zGOnY8F5IKxAHqDwUaoViU6vUGxvI3oKNfCU1tZztJTc9i1/bTyPD4mjUN75Yr2o9/qY1OvzdXZAZWjRRB51fTG6KCmb5cmNuf0cJPF23+XZNEV6uvNBw915+nW5c+sN7sps/MLSM6Xs4ALtA05HRmCNjuc6i5ytXZns+WtsLjlzUlT+VpparWKQa2aUcvXq9JzCASC258Ki7eOHTsyZ84cEhIsrXVUKhW5ubksWbKEDh1ufnFIQfnJs+qNmZtTsgg3Ixns+Ouj1pzZHMqGn/6+0Uu74VyKlGsN2QMREbYuJV93FxrUDkCTbSumzHKhd//7MBYxZLRsFMKDHRthp1bRqokl/V5XRLx9uWIHUfFWX9K6QuxNbZhSU7KpCAX5eoxGCUmSuHJBFqMt29Xjs2//YMYyi0CMTsggyhQ076Kxx9PZtqZcoIel+ruqUGJArTCc8+SPg0LJaNouZ6O++cXPTPt+Gy9+Irf4crZqp5N/g6xvBTo9Rg0Y7Y20rB1MgwA/NLkWoRh5MYlDeyzthzLScpVOCUE1fGzmUqlUOFnX1DMJ2mb1q1MvxJLB6uFiK94GtGjM4DYtsK+AJczdlJGqU0VxPO07ABJSarLxv3a46UejMjWcN7tNrS1vBVVgeRMIBPcGFRZv48aNQ6vV0qdPHwYPHoxKpWLKlCn06dOH+Ph4xo4deyPWKagijEaL9eJaMVfpOZYvlmhTDJDRKJGTXVDaITedy7GpxCWVXu7CmuhYOTnByU5NaA1LBqKq0Mi4Dx9l/sqXWDlnBNX9LH0kUcv1woaO7q50VXjpiU589srDzBv/OBNH9WH7wldoGGqpV5RfJLbtt91yeZ2RA9or+2vXl8efPhZd7ms9cyKawQ/N5LN3fiI/rxC9qQtBtl7H1l2nbcau/fMIJ6/KP7CqWzU1N1M/wHL9DkY1n7z8MPWq25biqB8ojzlwyuLy1ebrcLTqx3qjxFumrgCjk4Suhp6PjvzF0ucGUsvOEnO4ee1+9LpCxTWYmmwRwW5uxYsfu3tbji0wyvfN2dFe6dGqsVPj5KhBbzCw94r8mnSsRIkNNydHHO11BNf4EYOkw4UI/jsl/1AI8bYU7nW2kwVmfgnizcnu7u5SIBAIrp8Ki7egoCA2btzIc889hyRJ1KxZE61WS9++fVm/fn25CwAKbg3WbjpzqQqdIYet0aM4kbZM2ZeZk4c+12JqkjRyVuK8z7cy+c3fuXSu/E3NbxRZufk8Pf57HntzcbnatcQny3W73BztqVfbUqdMVSgRECR/sdaq6ce6mSOwNwkUSa3imRe64uPnTq4pRq5ds1r0ahuGWq2SrTpF+mFqC4pXH7+vYQ0e7S7HGObr9LRoFQrAkf2Xy3Wtl84n8P6ry8nOzOP0sRhysuS1uLg68uues8XGxyZlotfI96RJcLVi+1uH1lAeO6tkK2BR61z/jk2pFWTrXr6akC5fsykjMq+Uht3XS7QuG4O7EVSwPymanMICMhIsAm3PTjmQ+MEBtu3FnJwd0JTQUsvH3yJgU00Zti5ODjzYsRE+ni40q18dlUrFsZh4tDo93i7ONAqseP9WO5edjH1yI05OGRgLffhsbU2i0uQfF3X8LBZBc8ybttDS8aEqYt4EAsG9QaXSmry9vXnjjZLLR+Tn55fYhFdwe2At3jLTZfF2IWszyfknSM4/QbjPUAD+OXKanESLtSI5OYPzp2P5+ze5YOvl84mERxRvxnszSbFqZZSbr8PNueSyCGmZWmYs287JONlt6unqQGCgl7JfJUGNWhark1qtws3FkfQsLe/OfIpuHeV2UOayIKWdx0y2yX3nYK9R2jyNeLQdzo7mRsXQtFVtfvz+P47uv3zNpIW46DTeHbOMnGzZzZ2fpyMzXRYg3r5uNpYxkF29AT6u+IX7sDcmhtp+3kWnpEVNS1cFc3yYj6ttS6XGNapx0M/DxuUbFZ9Ow9BqONlryC8svGGWt0SjFqOjxU36y5nTFJbQkSKiW31++/kQRlO8nnXLMV1hIdn5OnzdXKgW5IVSwc+UNersZI+vlyvrZgzH0eTG/u+SfC871Kl5zezSktBr/lUef/9nBPk6+TV3dXCghpfF8ublUBsVduQWJpCpu4qnQ00rt2nVNK4WCAR3LxWyvF26dIlLly6Vun/r1q306dPnuhcluHGUZHnLyk2nUCe/FfIKZTfOP0dPkhVnCWrPSM1j6XxLTFV+Xvl7290ojFbWtowsS70yna6Qr2f8yvP9vmTPzrMsWr+bbfvPk2MSGj4eTthpLG99tVpVrCG5u6k/qZefOyqVCoPRiNZ076y7KRRFpy8kOkEWO03qWCxeEY1q4ORo+VKu3aAaDo4aUpOziY5MKTaPNT/98B8ZabnUaRCoiLzkeFm4uvq4cDHacrzBHgrDHLjorWVvjFyAONS3uHhzsmog7qGWr8fXzarHqSTRKCSgWN/Tq/Gm1lOmuLdpP2zjUnTZ668M+RiQHC2v77azxVP27ezUjPnzN5v6e9bibeDClXSc8Q1xGVkEB1usXpJZvJkspi5ODkoLKXO8W2VcpoXG/7N33uFRlGsb/832kk3vBRIChNBD7yCIgoKgIAoqIopi4diwHrvn2D0K2BBFQSxY6IIKCCjSewk1BEJ6L5vtu/P9MVtTICAe9Xy5rysX7O7sO+/Mzu57z/08z/1YsAtSUcdnP46gsNy3z8Sw4AAyqJYHE6eTmsmfMUrfK1/YtJm8NaMZzTg3mkTeysrKuPHGGxk1ahSjRo3ihhtuoKLCdzd+8uRJbr31Vh5++GGMRuM5RmrGnw2LH3k7XvAbdruDN24rZPWjfRFdUGk7RVWNmSM52VSe9VUoFh6Ts3urr/uAxfzHOuw3BWarbw4VNb78vfXf72fZl9soyKvg349/w9ETgSHe5BahACirpfe3UDSQI+UmbzXuPDeTH1k9F3lbu+0YVUYL0eFB3DW+P4IA08f3Ry6TIZfJULlDek6gQ1cpF2rv9sZviADy3O2errupL0HB0lyLC6QQokMnjdc6KZLB3VNxxMox+fXIDNdp6d4iocFxg86KaMpEWiilkGKUX0WqwiVDp1bVI28eFc5Tcbr7aC4zXv3unPO/UFjtDpwal39XLzLPSpW91nABh0Z6oUWfJOyiiE3hI3l6P/J2oljKcfzlRDYJ8aGI7vE8FbjaOuFui93B4XypCKR3yoWnf1TZTwEiRrOa3NLA6l6bw1lv++SgoQDkGH/B6XJ57Umalbf/Hm655RbS0tIa/fM0VP8rIS0tjSVLlvxh42/fvp20tDTat29PeXl5vddtNhs9evQgLS2N3NzcBkZoGnJzc0lLS2P79u0XPUZ+fj7ff//9Rb//74wm/Uq8+eabHD58mGnTphEUFMT8+fN54403+Pe//828efOYPXs2DoeDa665hkceeeSPnnMzfgfMZp9ClVW4g6yTIzCWC4AOa42SCmsW2/epUKislB4K9W5rN0skQSYXcDlFzH+y8uZyiVisvpCdv/JWUe67gbDbHJw4lAshPsKVliopIreP6MHiL7fy3Ac31Bs/yG3Y6ilSMLqPV6WUo1IGfm3Ka01UW6y0DA/lyx/2AHD98K5ktEvkl4//4c2fA9ColdjsTixWOxm9WrF3+yn27DjFmBv7NHqsJYVSzlR0bAhBBi01VWYveasWpAW/Z4cW3DiqOyve+gi5ILB0+s3EhRjQKBWNVkvKbdKftoVEYmJDfXlhQe6k+fA65M0TqvYob6LQeIutC8HnO/aRVVLO41cOotJswaWSjqtPeBJVopW8I1LBjEMvUNRLx2BbFBXJSigBl8rH8jzKm8PpC7FqlEqiggy4VDLkVpeXvNXtinG0sASnKBKh1zVY5HE+VNhPAFBYHkYA8wRmXNa33vaJeqkyv8x6lCqbz6amWXn772LkyJH885//bPC139Nc/o/C5s2bMRgu/Pq8UMhkMn766SduvPHGgOd/+eWXv4xI89hjj5GQkMDVV1/9Z0/lv44m/Ups3bqVO++809uwNjU1lSeffJLY2Fjeffdd2rdvz7PPPkuXLl3+0Mk24/ejxuRTTC3VKvZmrfc9rlJTbj3Buu1yFDI7VbmB6oFKLWfAsPb8vPog1j9Redu06yTPvL+ay3q28T5XUeMjbx7LiFHje5J9sogdde6ew90L/G13D+PmOwajVNb/Gnjy2jzkzVOsoG8g3+2ORUs5VljCc5ddxomcEjQqBWOGSMUJdYmeRqWgGrBY7XTrncr8Oes4sOs0TocTuSKQZM39zw+UFleTlyMpSNGxIRhCtBTkQkmh9ONZYpby4Hp0aMFptzVIYlgIbWPO38T9yr7t+HHrUaZcIxnaxoX5FoQwjZT/Vld5K3UTNY/ydqElT4ezCvho6TbunzSY6FDpc6g0W3hpzUacokiwRs3l6a1xuUOmnSPj0GqULDRJ4UinTsAZJMMUp+fAaemu36X0I2/B0ryrzD4bHJVCTlRoEPZEBQqH1atWajWBytsht+rWMT7mogxujQ5pjqVVUm6bUiZj3QO3U1xjpGN8/aIRrSKCCHU7yqxHOVzxBTJcuJChaiZv/1VoNBqioqLOv+FfBP+tufbt25cffvihHnlbs2YNPXr0YOfOnf+VeTSjYTQ5bNqjRw/v4549e1JVVcXcuXP5xz/+wbfffttM3P4m8FferDVKDh7f4n1sqVJRYNrHvmOniVBLlZn6SJ+61WWklXi3UW1e1X5E8Y8xaD0fft55HIvNwdYDp73PVfqFTU1GiWiFReh54e1JRMSFBLzfP/eoIeIGEOQOm3r6XhpNNlxyMIa42HfWZ85bbbaQWVCMUxR5b8lvAFw9sAMhQdr6g+IL1Zmtdlq1jSUoWIup1sqxzPyA7Yw1ZpZ8vpVf1kpGr4IgEBkTjMFNTozVVlxKgSqLFblMoGtaAqfLJGLeUI5bQ3h2+ghWzb6TrmlSWDUhwneewvUSaQsLDjyOMneepIe8WUNAlNXvMdoYnpyzii37s3noTV8P5A3Hs3G63z9v805+PHgcUSU97h6XwJUt2qJwf7wOvYAoE9lxOtfrwedS+eW8uW1Cyk2+68HqcBAaouDaB35h4qvrCIuSVMu6YVN/8gZgc9awrfhNNuQ/gdN1fnsci0s6/7VmaQ79UlsSExxEp4TYRslgarCUI3zK+C13dv6FDuGFCH/TriaiKGKy2/6Uv6ZefxeLoUOH8tlnnzFjxgy6dOnCoEGD+Oabb9i7dy9jx46lS5cu3HjjjeTk+IqHioqKePDBB+nRowe9e/dm+vTpnD592vv6448/zn333cfUqVPp1q0bc+fOBWDlypWMHDmSTp06MX78eBYsWEBaWpr3ff5h08cff5xHHnmEV199lb59+9KlSxfuueeegHBvTk4O06ZNIyMjgwEDBjB//nyGDx9+3tDryJEj2bFjR0Do1GKx8PPPP3PVVVcFbFtdXc2zzz7L4MGD6dChA/379+fZZ5/1Gvp7QrHz5s2jd+/eXHvttbjqGHxnZ2czYMAAHn74YW/3pg0bNnDdddfRuXNnhg8fzttvv43NJkVBbrnlFnbs2MHSpUsZOlRKQThw4ACTJk0iIyODnj17MmPGDPLzA39b/1fQpFs8m82GXu9LXvf8f+rUqdxzzz1/zMya8YfA5EfeijPDMZX5coQslRpMznzG3fET297oCECLzmqO7nGgVVhIumo7lXslYlBuzKfUeoQoTaBL/X8Dx89IP0zVfibDFdX1lTedXk2QQUtItIHC0/UbsJ8Lnpy3T5Zvp01SFBq1Amso1Kis3PjxV8y7+VoGtk7maJGUrC+zi9SWWRCA8cMbv5Hx2Iq8tuBnPn1+El17prB5fSbbfjlG+86+PKvy0sCwhCiKKJUKL3kDsOulr2/7VrEEadWcKasEILmJ7vpymYyoMJ+6GhHs+45HuRW3umFTk8WG2WL3hk2dWgFTlEhFtZnwkMBt68Jmd1DobiqfV1zlDbeuPSbZpYRo1FRZrHy4bSdisrQYd4qMI05nQG6SHjt0gJ9A2aNlAieP+nIxPTmBFSbftWGxOzhp+txL2kLCjVSUBgeEswHOlEvky+OBt7vsA45XSSSz2HLQW2DQGKyuSumcOKRzOrJD23NuD9Au5HqUMj3bimcRp69mQtoOthS/TMugoVTaTtEx7CZkwl9fiRNFkfE/LGJ3Sd6fsv8eUYl8M+KmP7Ql2JtvvsmTTz7Jo48+yrx583juuee8USi9Xs8DDzzAG2+8wezZszGZTNxyyy20a9eORYsWIZPJ+OSTT5gwYQIrV64kJka6QVi7di2PPPIITz/9NBqNhg0bNvDYY4/x8MMPM3ToULZt28bLL798znmtWbOG0aNHs2jRIvLz85k5cyZvvfUWL730EmazmSlTppCSksKXX36J0Wjk+eef5+zZ8/tL9uzZk/Dw8IDQ6YYNG0hKSiI1NTVg28cee4zCwkJmz55NREQE+/bt44knnqBVq1bceuut3u02btzI4sWLMZvNyGS+m66cnBxuvfVW+vfvz8svv4xMJuOXX37h/vvv54knnqB///7k5OTw4osvkp2dzaxZs5gzZw7Tp08nNjaWZ555BpfLxV133cWECRN49dVXqa6u5plnnuHJJ5/k008/berH/LfBBfu8+ePyyy+/VPNoxn8JFr9wkt2soOK0z5BWqJV6WhbvDKcyx4A+WMGQK66hIi6EjpNVaILtlLIVAIdFjsN1YYToUsBis3PGXfEYUG3aQNhU585bq/J7bcrocy/AHviP/eQ7qygqN3p7bQK89tMvVJjMHC2UiKSqSspysuvgvW07sTvrJ6iDr8ozO6+Mb9btY9DlEvld9sU2igoqvdvVJW8eGEJ85M2hkybUo0MLPt+xj0+27gagZXjTlLe68Fcku7mLHOqGTQHKq2sDMrocQQIFpec3Sj7o104MYM1vxzhbbmTnGWnBn3fzdagFOaJSBAFkToE4nVTt20snXZtOnYBK5SNdN/bojDnap6Cp3JYf5bV+SqzzNIcqPvc+VqoaVrbKjNJ7otytw0rd7a1AKirwVGI3Bk+T+V4t0+mdnMTw9Nbn3B4kRbV18NUcKr6DPGMoIBHFzUUvsrdsLgcrPuNI5bd8kTWcMstft0k2BLaI+zth5cqVZGRk1Purazg/aNAgJkyYQFJSEpMnT8bhcHDLLbfQp08fOnXqxMiRIzl+XGpZ9/3331NRUcGbb75Ju3btaNu2Lf/+978JCgri66+/9o4ZEhLCHXfcQUpKCnFxcXz88ceMGDGC22+/nZSUFCZOnMikSZPOOf+goCBeeOEFUlNTGThwIGPGjGH3bum3YPXq1ZSXl3vn0aNHD954440mKZWCIHDllVfyww8/eJ9bs2ZNg/llHtLVpUsXEhMTGTVqFB06dKjX2H3q1KkkJyeTnp7ufS43N5fJkyczcOBAL3ED+OCDDxg/fjwTJ06kRYsWDBgwgOeff54ffviB3NxcQkNDUSqVaDQawsPDqampoaKigujoaBITE+nQoQNvv/02DzzwwHmP9e+I33VLJ282k/zbwWKRiE2v6020DOnPt5/sRnS6OXx1MsbSg+z7Ssolm/aPqwiLCQVB4NThNlw5TEOOZhcgkTers2mdDS4URnsBekWMt5WQP7Jzy3C66v/wVFT7LdZe8uZWYdzk7YW7R9KvUxLHjwf+oGzJOoNGqaRbi3jvc53axMEa3zbvf/0rYqjv8YniMq5+ZwHlJjO4RPS1Mhy4cITJWHXwKBa7ndkTRtfzCvO3CykuN3LzzT1Y+uU2jhw4y28/Z3LdTVISe3mdtlnDR3UFwOBXTelwK2+d2sZx+5Ll3ud/T1/LMfFt2Hs6n+v6SMprqJ/SZ9CpqTFZWbbhIL/szAK/RhQFpdV0SI2rO1wAjp0O7B378fId2AzgjBZoERJCqFyNvNiJq5X0+WodSgRBwG53UHq2EpDCphEGLSXlZtpGR9ItKR5rmO93yHNlVJqkz1wQRATDl4j4yHRj5K3UTd4ig/SIoki1zadOHK36lqyaHxgQ8xQtggY1+H6P8nZLr0HcP/D8xM2DMouJJafOoFX04KHu6zDafWGe/WXzvXPfV/4Rw+Jfb/K4/00IgsA3I27C7PhzcmG1CuVFq25Dhw5l5syZ9Z7X6QJvXFJSUrz/93iZJib6zK7VarU3pJeZmYnRaKRXr14BY1it1gC7rZYtAy1pDh8+zBVXXBHwXI8ePfjkk08anX/Lli1R+rWsMxgM2N3m2ZmZmaSkpBAaGup9PS0trckFDyNHjmTy5MmUl5ejVqv55ZdfeOSRR+qFIidNmsTPP//M8uXLycnJ4fjx45w9e5bk5OSA7eo+Bnjuueew2+3ExcUFqHGZmZkcOHCApUt9KRYe0pmVlRVw7sFHhF988UXeeecd+vXrx6BBg7jyyiubdKx/NzSZvGVmZmK1Soui0+lEEAQyMzMx+eWWeNCzZ89LN8NmXFJYLNKPizZIwR13jyW21wmWvVvK2f0aCrMNbPznUJR2B+mdErlyTAZH3QtujclGn+iZ7NH/AwCHVY7FTd5+XLGXIwfOMuPxq+sl3V8oTlX/yK9Fz9M2eCx9Yx6t9/qxMw03j/eE4yBQebNY7Vjd7aoGZKQiiIELd4XJzNTPpNyP7Y/dTYhWwxtrf2Xj8WxGjevCwMQWPDZrJdW1VlzuGoDnrh7K5zv2c6JEKiSQOcDhcKHTKHl5ylU88M33rDuaxTMr1zGpVxfax0lO/TUWq5cgAIQatAiCQI++rTly4Cwn/bpWVJRJytuQKzty1XU9aJ0mESOP8iYKILr9zU7U+IpQOsbHkJHkI6He8Sxm1uedZGSLNPTKxq1OXr1zVMBjjUrJa/dfg93pZPGPezlwIp+Fq3ZCBPhXVFbVnLtPLkBxufQZjb+8Cz9uOUqNyYrTXf9hKjbzyYrtyGtFRLc5r9oqXUtrV+6jrKQGVbAKc7yMiGAdJZi5ulMaEXodCALFPfX0cYZhTtHgcokSqQbiwsuRq3JQCDoiNekUmndz1aBWPDx6YsDcaq02TO4FLzJIx49nd+MQA5Vlu8vIhoLHaR96Iz0i7wu4uRBxYXVJ3wdP66vzQRRFMiuK+THnGDaXk3RDCjIUuPxy3vxJp1xo/HP7K0AQBHTnuLb+qtDr9fVIVENQKOovl/5kwx8ul4uUlBTef//9eq/5k8K6hvYKhaJeLtj5oFI1fs7lcvkFj+eP7t27ExkZyU8//YRer6dt27YkJSUFkDdRFJk+fTrHjh1j9OjRXHnllTz00EM8/fTT9cZTq+sXfF177bW0bduWV155heHDh3vz+1wuF3fccQfXXnttvfc0VrQxc+ZMJk2axKZNm9i6dSvPPfccc+fOZdmyZec8T39HNJm8Pf/88wGPRVHk6aefDrjb8TjFHzly5NLNsBmXFB6TXo3b7X9U90dQX7uPN/YvJWtfLkoRBAFmPDEKmUyGwR16rKm1oJBp6B1zH9/zHXaLAqurCqfTxX+eXwZA116tGHJFx981v91l0o/d8epl9cjb6ZNF/Lyp4WsrO6+M3KJKEmNCvQULuiC1N5yqVMjRaZSYzYHkraCqBsEhErHXxDsf/sT02y/no98kdbGs1sTTY4cxoGsrft13CtHNS4e1a811GR35+LddLN13mKtateHLszsJD9EztF0q/VNbsuH4Kb7de4hv9x7i6HMPcrK4jBs++opamQ11KGgqpYpTgNbtJGJ2qgHyFh5poEsP3x1/SJgU0vMY06pVchbt3AfAE1cO5ta+3Ro8P6/v28QXx/fx9Yn9LLz8BjSKpvfPHNxDUpHWbvMplkId8bO6tnHy9tn3O9l7NNdr35EUG8YVfdvx3fr93lC0sdrK6s2ZyACXRho8Qq7Hbnfw5ce/AJA2OpWDitO0jArlwUkDGdC6JXKZDINaTU0sbMDIhk2/YZOLVLjJm0Yt3ayEqFoQompBoXk3bZKD6RgRqBJ6SLVOqUSvVrH01Eb61bHHq7DoCNOYyKz8Cr0ihvZhPosZp2BE0v0E1PJgmoIthWe4ae1X3se3pfdClP1ItV1Kem8bPIZc01ZMDumG5Y9Suptx6dG2bVuWL1+OwWAgPFwi8w6Hg4ceeogRI0bUS/j3oF27duzfvz/gubqPLwTt2rXj66+/prKy0qu+nTp1ipqamnO/0Q1P6HTt2rWo1eoG552ZmcmmTZv4+uuvvYWLdrudnJycJrXLvPrqq+nVqxerVq3iiSee4Ouvv0ahUNCmTRtOnToVQKx37NjBggULeO655+opo6dOnWLBggU8+eSTTJw4kYkTJ7J7924mTZrE0aNH6dy5c5OO+e+CJpG3hQsXnn+jZvwtYLW4Xdz9PK42HnDL+O4FufuQNFLdSk+wTrozNFnsOBxOgvSS3C6FTas5ddxHOEqLfv/i4hIbDmm5XC4ev2chOQYRdA1ftht2nuCWUT0DlLc9RyU7ichQfYNhlZKaWjQldvSFdn5ZuJu0tj7VqsJkptJk4YGbB7P3VB7Vgg2FTEaEXodMJnD34N7cPbg3P+88zpf4kvtTo8LZcNzXs9Rqd/Do0h+odYdUHDqg0mcA3KptLABnskuwWe2o1Epv2DQsItCupWtPqSWZSyEdiypaTW5lNRF6HRO6d2rwvIiiyKY8aT47inO575flvD/kWpSyC1NJ2yRFsXHXSYb2bMPaM6ew4vLswEveXC7p/6EGSSH8cetR3vnq14BxYsIN9OrYkuUbDyJXgQMRmftj79gpjvWqMyDCO9ddw9qV+ygurJJI7BVt+HbPaWodNga39RHacL2WGquvGnT2hq0YNNJNh1IuKVdyQY1SJn0+dld9X7oCYzbDu+8lr6Ab+bXVFJrr95zdmNuW3jHRxBt+Yk/ZB0Rq2hOtlc65Q5DItloe0uQCg13FgQanV7Vsx7p8A7gjjy2CBpMafBVrcu8CpHSCZlx6WCyWRs14g4ODG1SLzodrrrmGDz/8kPvuu49HH30Ug8HABx98wKZNm7yWWw1h2rRpTJ8+nU8++YShQ4eyZ88ePvvsswvevwejRo1izpw5PPLIIzz88MNYLBZefPFFgCaHmT2hU4VCwbPPPlvv9cjISBQKBWvWrCE8PJzKyko++OADSkpKvGHk80EQBP79738zZswYPvzwQ+655x6mTZvGAw88wJw5cxg1ahSFhYU89dRTxMfHe5U3vV5PXl4ehYWFhIaGsmrVKiwWC3feeScymYzvvvuOkJAQWrX6c1s5/hFoUsFCr169LuivGX9deMmb26+suLyG9YeyA7YZfk2G9/8es1qAovIaNO7uAg6rHJuzmkN7z3hfP5v9+9skiY2Qt/yz5ZSXGXFq6hMOmVVaoH/eKSULe8ibUq3gw+8kK5RrhzZ811VqrEVu9clI81/7EcHue5xdVk5STBivPnwNICWz181jq6iSVB5PtaV/A3KAZ1atI7PAF+71KHieHqhRMcGEhOlxOV3s+E0yei33U978EeFusC4qZYhAmUZa6af2645W1bCalmOsJK+2GoUgQy1XsC73JM/vWNfgtufC5NE9+fjZifzrvqvR6vz2JQjevMKX569lxL3v8+ueLLLOlvLSRz/VGyc6PIhWCRHM/ec4tEHSOLZkF6X9bWyJl4oXMqLiaRUe7lXdbpgygEiDpDpWWgNVvsigwDtwlyh6fd6UCunaUMjUKLzkrX6qR5blDXq0O8mQHhtZmX2QPrHSdyKr0ueXV2wKZsERPTHaPjhFK78WPue1y3EIbvsRedOLReR+Ydd/dr8MlVyOSub7vON1vYjWdmJ8ipTPWOsobvTmphkXjzVr1jBgwIAG/9atu/DvCUh5Z4sWLSIiIoI77riD8ePHk5eXx8cff0ybNm0afd+gQYN4/vnn+fzzz7n66qtZvHgxN954Y0BO24VApVLx0UcfYbPZmDBhAjNmzOC6664DaPKYGRkZREZG0qlTJ2+VrD9iYmJ45ZVXvBYi999/PzExMUyZMoWDBw822cYlNTWV6dOn895773Hs2DFGjBjBW2+9xfr16xk9ejQzZ86kb9++vPPOO9733HjjjRw/fpxrrrmGkJAQPvroI/Ly8pgwYQLXXnst+fn5fPLJJwQFBZ1jz39P/PVr0JtxSWFzEx2NW5mwWB2IChmi4AuFZXRL9m4vl8no0CqWw6cK+fdHa3n8poGApLxZHFUc9CNvPyzfQ6fuyVx+9cV7/rka8bg6ebRA8vNqoFm4qsqOJVpO5qkicvLLsdulY1y3+wQFpdVEhem54YqMgPccOZDL3P+sJWlECgqLLyfEWW0j/KBIWTeJKGSXVpCRFE+JO7czJrj+j0B5taTkhPkpb/5Yvl8K9d43pA/vbNyGUqMAHBjddhaCIDDy2m58Nf9XFrz3M/0vS6cwr1IaM6L+/l5+/2aee2sVlQYRs+ggXKdlYs/Gz/nqM1K4MyMqnjva9+KujUv4+uQBnus1HEUjOTsNQaVU0LG1pMi2TIygpMCX91JmNLHt4GlWbDoEwHNzfyBYr8Fic9CxdRyH/CpNYyIkgpIcH06NzY5L7cKYIH3uZpf07/jWnTiw+wzFhVWERQRx1XXd2VUuEbsqWyB5i9D7yFuYTotBrSKnQlKBFf7Km+Ahb/WrpB0yiayFGIo5Xv4pbcOrqLWrWJ3diRkZGwAoMQdhdznJrhxDsOYARkcBJZZDBNEai1w6FzpF0w1Ua+wSeR8Ql8wd7aWb3oyIu7C7zHSPvNubU6eTRyATlLhEOyZHCUHKcxeGNKPpaKqq9fPPPwc8TkxMrFdJOWPGjABVLSkpiTlz5jQ65iuvvFLvuR07dtC9e/cA0vjBBx8QGxvrfey/34bG8J9Hbm4uBQUFLFiwwPt6UVERL7zwQsCY/ujdu3fAPgRBYOPGjefcZvTo0YwePbreWE888USD20PD5/C+++7jvvvu8z4eOXIkI0eObHCeAEOGDAlor5WRkcGiRYsa3f5/Cb/LKqQZfz/Y3ERFq5XCobXuAgZTgrSwOWN0BOsDk2ifvvNKtGolu4+c5bsN0uKMKFBrrubQ3pyAbT/8zw/8HjSmLBzccwanuuHLVWZzIa+V3rfOnZclyuDzH6Ry+WnX9fP6q3nw1fzNnMkq5sS2M8gtEmsVEzSIQFCeHU2xpGg9ufwnxr6/iJfWbARo0Cnf4zHnCZvWVd4AruqYxk29ugJgdTkR8YVNAa6f3B+AnOwS9u44RUFuOUqVgrQOgcUHp/LKiEoKpXXXWKyh0nNT+3VH14jqVmOz8sGhbdI+WndmeFIb9AoVNpeTU9VlDb6nKYiuQyrLa018/v0u72OjyUp+SRUxEQbefGgsrZN8Cla420+u0mTBIbqwR0if3bWtOrBuzDT2Trifm9pmkHtaCmWld0pEpVYSrpHOb4k50EbFn7zFBgfx6a3jmdSzC/cO7oNSLo2tEDTesKmjAeXNH23DJYuQZSe7Umox8PGh/nx0cADBKimX7dU9WzlUJhWhZNdIi2yVUrrWEvX9zzm2P2rt0nevR3SiN4QVoUljZNL7RGt9SrEgyAhSSAut0V5Yf6Bm/M/gt99+4/bbb2fbtm3k5+ezfv16FixYwJgxYy5qPKvVyp133snHH3/M2bNnyczM5OmnnyY5ObnZWP9vjmby9v8MdqtE3nRaaSGrdRMIe7CSqjYGojvXd4NPSYjgiduHA/DVOl/ybN4JG1UVtcjkMm8osarSxNZNR3E6L67CySXW90fb/HMmq77d6Q2ZxoYFEode/VqjqpHI1qoNBwFwxuqpMlpIjg/n6oGBRsKV5WYO7pEUQ2OlGbn7nIy8KoOaFCks3OKMCG65/2hRCaW1JsJ1Wu4dXL8Hqcds1qO8GTRq5k4ai84vLHHf4D6EaDTI3edWlPvCpgBBBi3hbkL02VxJ6ek3pB1BBp9Vx8mzJdzyz8948p0fKKsxe3t6ju3avv6JdONgWQFVNgsJ+mDGteqITBBoFyapQ0cqLr7p9owh/YjyC1fmlFSw43AOggATR/iKJu6dMIBQg5aULjFYQ6TQsudaKTHW4tK5EDUiWoWSJ7pdRuuQCG9rrlx3W7DElhLxi9dL5KnSZsFk9+XSJIT6CgQi9DriQ4N55uqhdIiPRuEOm8plfjlvYiB5a8i/LbemGyqZtLjl1ERw1hjOxDZdva8fKpMIeoXtJEZHPmb5GUBGctCwpp5CjO5jCGpChaZe6SZvjv9Nt/hmSLj33nsZNmwYjz76KFdccQWvvPIKU6ZMuWgz/NTUVP7zn/+wcuVKRo0axW233YZOp+OTTz656FBsM/4aaA6b/j+DO1KD1k3e/NUfUSkjLiqkobdxZd927D+Wx3fr90uU3wWndktf/uT2KsY8V8Jb46Rw2HMPfcl1N/XlrodGNHleRWU1FJRWI8p85M1Tvbx5fab0WC/tL61lNIUVPvVl1LU9iNBp+O7oKfIqjRjUMmqDJaI3fXx/FPLAe5T923M9vAxLjdWrvPXrkEJhsJN9/9mBtdDEUwNH0bKlRHSqLBY6xccSpq/f9sqrvPl1GBjcNoXru3dkwba9ALRyh1LDdFpKa00SefM79wAxCWGUlxnJ3C/5i3m83Tz4+qe9OJwucooqCA1Tg0Lqn+mvPNVFgUnKxWoVHI7cHSJtFxbN7pI8jpQXMyalceJ3LqREhvHLw3dy7fufc7S4hFq7HSXQr0sK90wYQNbZUtQqBZf3SSOzoJhvj2RCpMDzE30hkNJaEy6tRJwnpHYiWhdIyvPOeMib1PEgWKXBoFRTY7eSX1tN61CJ1KXF+EKVEX6EUqdUegsWFIKm0Zy3rIrD1EXH0Gnc2jaZESs/9pKsFoZQ/tn9Mv69ewNVVuk6KKg9ywlhLQAx6gy0iqbZhAAY3V/GIOX5E+KDFHHu9zQXLfwvQ6VS8dRTT/HUU09dsjFHjBjBiBFN/y1uxt8Dv0t5q6mpISsrC5vN5u1F1oy/NrzkTS0tZEZzIIGICG2cCDxw02BaxIZ6G4EfXCaF9LStj1Jk30ZUvI/YLPtqO1nHmr7QTHj0E+7611cBz3l8tgpyJR8zbaQ0t85tAkOJIcE6Hn5sNMEy6V6kNlGHKBNo0yKKIT0CzVJFUWTvNl+Vn8NoR+4OJUdGB/PqpKtJay95RMTb1Qxsk8zANsmM6tSuUfNbT85b3VZS0wf1ZkyXdL6+w+cp5ukZaguGGpMlIJk3Nt43fnhEEN16+yqkqoxmfthyFJDyFKvdnmQROt05q8YK3eQtRudLhE8Pk0J+e0t/XysjQRC86pvLXYRx3dAuIMDkG/vwjylDkMtkLNi6x/se/z6kv2Sd8RZvJBlC642feyZQeQNIcKtvebXV3ufaxvheD9b4iJBWpfTlvPkrb3XI29GSfQGPjTYVvWJSSAwK4aGuA73Ph6o0TOvQmzvb96LGJqUWOKkgs1pyc26hbbrqBr6ct6YobwaldM03h02b0YxmwEWSt+3bt3P99dfTq1cvRo8ezYkTJ3j44YcbTJ5sxl8LTrcNgU4r5R0ZTYGl3HXz3fyhUipoGReGOTJwm6h2UthJH+YLlbqcLma/tKpJBpFGsxWLzYFCGXgD4FlkC3LLEYFqt1LVLjUw70yjViJXyLlxjGQO7VJLjKBv5+R6xObU8SKKC2rwPC2YnMhtEoHyVHamu3uMHjl4/v5/TpeLIrdBcHR4oHIUptPy6rUj6JzoSwwOdyt3thABi9KF1e7L8YtL8FUqDr2qc4Dh8YpNh7xmwwBV7hL8GMO5q6gKTZJCGetH3gbHSzYbO4rOUmxquA1XUxHvDlmKCqkQoQgTfV79gFs+/YYbP/qK/MpqVh/yJSVnl5ZjtFh5d+M2lh04CjL3uVcHEl+b1U5xoVR0kNDCp2bFN0Deog2+nqyVfj1NNUqlr9pUaJy8mZy+vE2nKPDtiR5EaaXzGqnxjR2ilq779PBoL3lTylyoFKUIooIEbdPz3cA/bHp+5a05bNqMZjTDHxdM3rZu3crtt9+ORqNh5syZXuWgffv2LFy48JxtPJrx50IURZx26SNf85vk7VZbJ3RnOAd5A4ko2YOVqA2+NjhRbSsBMPktnDq9mqOHclmzdPd553Xc3cVBow0kknaXidoaC1WVJkS54G19FB0eaIKq00jh1JEDA0OALePqh7A2/CAVXPQaEFiur1DKCXarjp4G8UcPBvpwNYSCkmpsdidqpZzYyPObs+aU+7zwHGopsd+DWD/yNnxUV7LOlpJ1thSny8V37lxDUSbZ8TndvC4u9NxtbjzKmz95SzKE0j0qARH4/szR8875XIh3798lh7FDOvHJlt3eTgXlJjMv/7gJux+B//i3XVw+az5zNm7F7nShdRNtT56bB8Yaizds7jEmBkgIksL6+X7kzZ+gd0rwEXudUhFQbaoQpH3U7cnrkEmfc9bZUfxn93CM9pbeKtxIrW/foSrp/T2iEpEJKmrtPsVMb++AUqbnQuAJmxqaoLw1h02b0Yxm+OOCydvbb7/NsGHD+Oyzz7j11lu95O3OO+/kjjvu4Jtvvrnkk2zGpYHdT7n5aWs2Fpu9Xtj0fORNq1KAIND52koAIlpXotS6FTONr03TrXcPBWD+nHXebgGNwdOCS12HvJWVl5KfK6l6hnCJWOm1qoD+oAA6t+FwfFQISbGh3udbxNb33NqyQVKBLh8VWGn15kdTkctliKJIdLxEEEqLqgO2yTpbyjPvreZwlm8BPV0gzS88SMe+7fWNXeticJvkgMe5fsbGbdsnIAgCHTNakpAcyaQnFzLpyYX88NsRCkqrUYepqGkpUBsvKV0AiWEN5yh64CNvgQrdkAQpJHuw7PeF4aLd1ikKjZxeGcmcLClHLgi0DA8FYO2RkwAMap0sHW9lNZVmCykRYbxyzeVo3OStrvLm6QSi1gT2rPQpb9J5szodiKLI9/dO5okrB3NjD1+VplalRKGQrnl/k16HaPb6s4miiKCQPk+TPQajXUOM1neuohpQ3pIMoawedRvRWl8LBlOtr9F2U1F7AcqbJ2xqcpQ0e701oxnNuHDyduTIEcaNGwfUd2ju378/eXm/L4+mGX8cbH7kze5QkF9SXS9pPqQJyhtAYncZg2buo/8/DmJQSg2Cu996DENcLf1mHOSya5Nokx6PscbiNVptDEeziwDQ6gLn8t6bS72hy7BYadEOCdKiUtYhb1pf1VS7ZJ/y0jIukLxZLXYvkWzXya/3kUKgbfsEftx6lPEz53PPrGW4FIKk+PnlpH23fj8/bj3K1Oe+5IR7zqfzJPJWdqacZx/8gtrz9PiccVlfX8WpDA6c8H1fUtrE8MFXd/P8WxOpMvrUodlf/oJTCZWRLkQZODV420olhTeVvAUqdK1DpCKArN9hFwIQ7Q7bxseHsuGU5JWWkRRP1ySfF1lCaDB3DfSZd4/q1I6V90xmeForatxx/HB1oPJmMbvbuGkDK+L8w6Yl5loGLfmAyesWkxoVwa19u6Hy6z+pV6m8BQtOpyJAGfOETnOMG5HJbDidAiaHdC5j/IhuhMZHKkNUvu9G69BIQlVSKNPiUHCysr6FzPlQcwHVphp5GAJyRFyYnRXn3b4ZzWjG/zYumLwZDIZGW4kUFBRgMJw7jNOMPw9mizvXRxCx2xXkFVUGhO0Aby/TxqBRSYuj3RxMYo8SgqIttA+9Aa08krBkI6Pf2kJy/0JO1a5m7ETJVuNM9rktKTzN5g0hgblI5ZVlvPealAwe4857CgnSoPTLBQNQ+5E5f8IWYggkBF4FUC5gFH1hX2VSEFOf+4Jn3ltNbnEVJosdp0aO0+nydmsAyCuu9P5/yfdSFekZt/ImWJ3Y7U727wrsVlEX4XodMy7rC0h2IfuPBeYwJbeOIcigpdpvv+UmM7XxYHO5FU5BwOVe76PPkfNmcTooNUvFFDF1yFurYIm87S8t4NZ1X/NR5g7O1Fw4KfDkm50pr+S9TZKf3LUZHWgdFeHd5pbeGWQkxfOPy/ry2rUjeP26ESjkMsxOBza3AlY3bOqvvPkj0UPejFV8dWIfRWYjmwtOY2ugYEqrUqJSSONb7TLkggq1THp/jT2PvNrt/FL0HAD7TrbC5rYwidb6zlW4RserfUfyRv+r0dbpBxvkzkM7Uh7Hkdqm5w5anQ6e2LoGq9PhHuf8ypsgyNC4uzdYGrA2aUYzmvH/CxdM3oYNG8Zbb73FwYMHvc8JgkBhYSEffPABQ4YMuZTza8YlhMkiqTBypQu7XUlucRW15sBQ5flz3iSiZDFKpEFATnLQUGK0gWHIAtMugkOkBflcalSt2eYlQIbQwJ6TKr3Tq3y1deehhQRpUCkDyZu/AnzDld3o2DqOO66t78dWUiyFQR0qgUkLlhB+dUvMkQpCesZyJLsIrVrpKzowqBBlUF3pI5T+zdcLyqpxuUR2HpaS3eUWiTzs3pbV6LF6EOI2SBZlcOBkPi5X/fYx1UYLDjU4NGANA1EhEB9sQI50rJ6K37qtofyRWV6EiKQeRWoCt2sZ7CO5m/JP8a9dPzN46VyuWjmfXGPTe9R6CiYcLhciMKlnF67r2t5L3vQqFeMzOiCTCdwzuA/XdEn3fl4VVkldVMpk6BWB6pPFfV162rF54FHeCk01fHncnQdIYA6cB+vOnkCpkQiSxS5DEARC1VK4OKvmBzYUPI5LtFNU2pq1u7ticRP6mDoh5hvadGF8av2+se1DJxKuGsG6nHSOmiqb1AbI4rBz54YlfHnC55eob4LyBqBVSOfU7Px9amkzfLjlllt4/PHHG3xtzpw5DB06NOC5zZs3M3nyZLp3706XLl0YPXo0H374IXa7vcEx/PH111+TlpbGSy+9dEnm/leCKIosXbqUsrKLvzbnzJlDWlqa969du3b07t2bhx56iOLi4vMP8DuxZMkS0tLS/vD9XCpcMHl7+OGHiYiIYMKECV6i9tBDDzFixAgEQeChhx661HNsxiWCySKpAzKFCxA4W1gRQEigCWFTt5N/ZXEcMkFFavAINIowb+jUg1JLJp50IeM5yNvxnGJEUbLZqKu8jb6xC2ERQfQb0g6VXlrgQoK0Ab5tdVW4YL2Gj5+dyLTr+tXb1+lcqfeqQyNQabawV1ZFcd8g1G6zysHdUxnQVVrca8OUGFvoqa7yhS+L/XL3Sqpq2X8ij4LSahQyGUqjRBLORd5cLhc7t5xA5ZTIi6AQqDZavHlz/iirrqU2HmoTBGxuIWhK725oZIEh4/BzeLztK5VUva6RcfVSHDTywHH6xbZELghkVhSzIff8BNQDg0aN1q18Dm6TwtU90nh6+08kRgdza59uvHrtlQRpGlaWKt1trsJU2nrzszSivEVrg1AIMpyiSL7JR9jOGivrjX/Hhu8QlNI4nqLqUFUqAEcqF+MUrcRpe7J532WIooxap7uCV3vuCl4PglWJXJH4JFanjmqnnZzac5PeWruN237+hk35gbmRTW1RppVL6nNDpsLN+OOxZcsWpk+fzoABA/j6669ZuXIlt99+Ox9//DHPPPPMed+/ZMkSUlJSWLZsGRbLudMr/m7YuXMnjz/+OGZz/dZzF4LY2Fg2b97M5s2b2bhxI3PnziU/P5+77777Es30fwcXTN5CQkL45ptveP755+nZsyf9+vUjLS2NRx55hCVLlhAe3nSTymb8d2H2kDelpBB8t34/x04H3tE0NWxaUxnExFY/0jf6MQDSQ6/HoEwkPfQGghTxiDixqE4DgcrbwT2nmXHLXG9D+6PZ0v6FWjtBbvLmckgLeUKqns/XPMyzb/pywEKCNAELvVLR9Es4J0+6K1ToFIx3dyXo1Cobp0NqaJ8QHUqkX/cGp05BrptYiaJIRY2PXBZUGXnmvdUARAgKb1/YgtxyCnIbXlxXL9nNUzMWsexVqU+iyp3Ptf9Y/TzRs2VVvj6u7n87JsWirUO6wnX1TYM92F8qJeJ3jYxv8PUbW3dBJggsvPwGvrhiIhNaS+ppufXc7aP8IQgC/7isH2O6pPOf8VfxzqEtLDq+l+ErPyK9bSSXp7du9L0e5S1MXf8YPORNU4e8yWUyYvX1UzPONqIWKt2mzyaLdA7DVK0CXm8VfCVVJol4VzukUHVd5e1cUMsVdAyT8t32ljZeCWpzOpmy/mu2FuagV6guyhzZYwDcrLz9Ofjqq68YMGAAd955J6mpqbRo0YKxY8fy4IMPsnTpUqqr66u/HmRlZbF3715mzpxJTU0Nq1ev/i/O/I9HU5vPnw9yuZyoqCiioqKIjY2la9euPProoxw6dIjjx49fkn38r+CCyduhQ4dQqVRMmDCB//znP8yfP59Zs2Zx0003odU2vpA047+LQvNe1py9m3Kr74K3uBdlmcJn3SCro3jotechb+6wqdnqQCFTIxMUfLtuH//6YCujE7+kV9T9xOm6A1AjlzojGI2S7YPNaueN55ZxPDOfH5ZJxq3HTkuJ/7UFNQS7w6aFR6RFyuTKR+5W2aqMEgEMCQq8xhR1lLfGcKK41EveNAYljw8fQKuIEK7ouZeaGmm/cVF6ouq03trrJlbVRgtOv/Bmrc1OcbmR5PhwNMXS3IKCpbnt2d6wcvXjcumYi3Ok3DLBPfX9x+uTt4Kq+gtBq8hwglS+EJscAW0jPU0tTge/FZwGGidvz/cezq/XTmeQ2/ct3J135iFVTcVt/brz6rUj0KtVHK/05TfO/O17yiyNE8Fsd45dRAPkzdoIeQNf6BTgsgRJSaurvHkWE4VMutaN7hZoYerUgO30ihiq3SpIhU067ugmKm8eZERIxRl7yxr3YNuYl8XO4lwMSjWLht/Im/1HMb1DH2YPvKbJ+9HK3WFTRzN5+zMgCALHjh2jsDCwQnvMmDF8//336HSNq+BLliwhODiYIUOG0KNHD7788st62+Tk5DBt2jQyMjIYMGAA8+fPZ/jw4SxZssS7zYIFCxg6dCidO3dmypQpvPPOO97Qbm5uLmlpabz33nv079+foUOHUl1dTU1NDU8//TR9+vShe/fuTJ48OSDtCWDlypWMHDmSTp06MX78eBYsWBAQQjxx4gT33HMPvXv3pmPHjgwfPtzb7H779u1MnjwZkNKqPPPds2cPN910E507d2bIkCE8//zzGI0X7ivZ0Hndu3evN3zdu3dvnnzySaqqfDdwQ4cO5cMPP2TGjBlkZGTQu3dvXnrpJRwOX9He2rVrGT16NJ07d+bmm28mPz/w+3vgwAEmTZpERkYGPXv2ZMaMGfW2+TNxweRt/PjxXHXVVXz44YcUFDR7Dv1VsSH/cYot+1mX97D3ObObvAlyke7pSayafSe/fnI/d43zhRg9fScbg6fa1GKVvgSiKPL6gp9Zt/0YG3dJthCxbvJWJd8HSIa9FrONbxdtoTBPWrD373crb27lT2GzozdIi2juAandUaXNF16qqnErb4bAsK5S3jB5M1ptrD1ykiqzhTWHjjH6vc/49ZA0nj5YjUwQ+GTqIFQKJ9UVUnw3V5hHufBTwDiHzhQFzFNwiuAmcekpMcx96gbsRinc1neQ9GPXWOi0bvjYk6y//3j9H4Simvo/cqE6DcEqvw4CdVQ4fyzJOkSpxUSCPpg+sS0a3EYtV3h908CngF0oefNAFEVK3WTNoFTjEF2szM6kymapV1AgiiLLzxwBYHBcSr2xPDlvdcOm4CtaGBSfQv+4lgDk1FQGvt9dDOBR3mrcLdBCVYH7krnCMdsdiIhUuL8fdYs7zoeMSA95a/z3cFuRlBs5OiWdjKh4FDIZj3cfwjUXoMD5lLe/ZthUFEUsTuuf8neplJ9zYcqUKZSVlTFs2DAmT57MO++8w/bt21EqlaSmpqJQNPx9dDqdLF++nMsvvxyFQsHVV1/NgQMHyMzM9G5jNpuZMmUKLpeLL7/8krfffpulS5dy9qzPKPzzzz/nP//5D/fccw/Lly+nd+/evPvuu/X2t2LFChYsWMCsWbMwGAxMmzaN06dPM3fuXL7++mu6du3KxIkTvfvfsGEDjz32GOPHj2fFihWMGzeON998M2Bunp6oX3zxBd9//z0jR47kpZde4siRI2RkZDBnzhwAvvnmG6666iqOHj3KlClT6N+/PytWrOCNN97g8OHDTJ069YI+q4qKCt555x0yMjJo27YtIJGqW265hdatW7N48WJmz57NgQMHmDp1aoAp/Jw5c+jZsydLly5lxowZLFy4kFWrVgESsZwxYwZXXHEFy5cvZ8yYMXz44Yfe97pcLu666y569uzJihUr+PTTT8nPz+fJJ59s8tz/aFxwb9O5c+eyatUq5s6dy9tvv0337t0ZO3YsV155JUFBF3bH2ow/DjaXVJzgH2IxW6RFWSYXiY0weFUmDyFrCrTusKnFJikj+SW+u51qtzoWp+0hPRaPo1Ck4HC4OJ1VzFfzf/VuW5RbQWWNmWy3GqZXmDn9Wywt+xVRcFRSGCqs2V6jVo/yFlxHeWsobGqy2Zmy4FsO5RehVsixOtxGre42WCGeQgpnFk6ngLHafWcXdJhy00ngCu9YJ4rKefTt5Wza7SFkItpiK9GtInj3ievRaZSY3QlV/Yems3bVPvbtyMbpcAZ0SACoNQZW9tqcTnQygfySKkoqjAGqX1ltw4pViFYN7qJQnaLhz83pcvHh4e0A3N6+J0pZ09RJD3krt1wceSux1GJ1OpAJAne078lb+zfz3M51PLdzHcEqNcuvupWU4HBKzbX8c/uPZFaWoBAERrWonyTsVd609ZP5J7bpSq6xise6DfFWyBbV6RThaT3lIW/VJumzV8kNyAU1TlF6/arZy3EpXdiSpP3JBSHAHqQp6BoukbeT1eVUWS1ePzh/bC+SFuE+MQ0T6aZA4855s/wFyZsoijyy/22OVJ+72vqPQvvgVrzW5f5ztor7vcjIyGDp0qUsWLCATZs2sX279B2Ljo7m2Wef5fLLL2/wfb/88gslJSVcddVVAFx55ZX861//4quvvuKFF14AYPXq1ZSXl7NkyRJCQ0MBeOONN7jmGp8y+/HHHzN58mTGjx8PwN13301mZiaHDwf25p00aRKtW0vpClu3bmXv3r1s3brVm9L00EMPsWfPHhYuXMgrr7zCxx9/zIgRI7j99tsBSElJ4cyZM17DfbPZzOTJk5k0aZJ3jb/vvvuYO3cux44dIz09nZAQ6SYwPDwcjUbDxx9/TN++fbnnnnsASE5O5s033+Tyyy9nx44d9O7du8FzlZ+fT0ZGBiARKIvFglqtZt68ed5t5s+fT1pamjfPsHXr1rz55ptcc801/PrrrwwePBiAgQMHehXB5ORkvv32W/bs2cPYsWNZtGgR3bp1Y8aMGd5jPn78OAsXLgSk1p8VFRVER0eTmJiIIAi8/fbbv6sg41LjgpW3wYMH8/rrr7NlyxbeeOMNDAYDzz33HP379+ehhx5i48aNf8A0m3Gh8Pe08ph6Wj2KijyQsI29rBMZaQncP2nwecf1vM/TqumoX85ccYVEGLWKcEJVKQgCaIMk4jD7pVVYLXbkwWpEAQQRRt4h3TUKFieOGjXb3uvIiU2J1GTrKDwQgUM0UeuQQhT+OW/+aChsuurgUQ7lS4qZh7gBKMzSAh4RIS3OZdajVJQEI4oCOq2CYSkPERfus7jAKeJwiX7EDeRmJ+pyG60VOvRaFVaL3Xsn2albS4KCtdQaLRzLrK+m+ef+ebzeEpJCAThQR32rcIfyIrXSXO8cILX+8q9MjA9rWCH66exxTtdUEKLScEPrLg1u0xA8RrkVF5Dz5g9P3lmczsCE1p2J8utOUG2z8ua+X9ldnMsVKz7ix5zjKAQZU2LSGs55O4fy1jMmia9H3EyH8BjvnOvm6Umtp0RUbp+3KrPvjtz/u1FrE3GG+K6RaG1QvVSC8yFCoyNOJc1jR/FZsqvLA9SFWruNzHLpeuwdk3RBY/tDp3Ar0tZsnC7rebb+70PgjyNOfxQUCkWjLfxcLlc9NS01NZUXXniBTZs28eOPP/L000+j1Wq5//77OXbsWIPjfPfdd4SGhtK3r2QRFBYWRt++fVm5cqU3jJiZmUlKSoqXuAGkpaV5rbcqKirIy8uja9euAWN379693v5atmzp/b+H2A0bNoyMjAzv3969e8nKyvJuU3fcHj16eP8fHh7OpEmTWL16NS+88AK33367t1ixsXOXmZnJb7/9FrBPDxH17LchREdHs2zZMu/fV199xZgxY7j99tvZsWMHAMePH6dbt24B70tLSyM4ODjgM0hNDUyRMBgM3qrg48eP06lTYAW5hzSClNt/xx138OKLL9KvXz8efvhh9uzZQ7t27Rqd+38bF6y8eaBWq7nqqqu46qqrqK6uZvbs2Xz55ZesWbOGI0eOXMo5NuMioJTpsLukXK5KWzbh6jZYrBIhEOQiWj/yptOo+OCpG5o0rqdgwewOm/oXPPircHG6HlTaslHqHVAJp45LJKw2Wo3SakdudSGzOnGpZOgLzN6eq3vmpSEDfn6pG5O+WkulLZsgZVyjOW9UWDm09wwdM3w/WGfLKwG4pXdXRnZIY9XBo3yxYx+KWumHpm3LcPd5OU1xvmSZ0T4ljrahoymzZtJn6EHsOZ05stGELUHHoO6tiVWp+Xb1HlRV7upFtw+bJ7EeQKtTk9EzhV/XZ7JnW5a3zZYHDj8i2Tkxlr1nCzipqkGhgd1HzjKsd1vv6zU2afwBSS2YcVV/ooIkwjGiU1t+OCP9+DkEEZcoklleRFZVGcOSWqNXqPjgkKQI3NquW5NtKMDntdZQ2LTWbmPu4W2MTm5Pm9DIeq8DXouRhKAQ4vTBbB9/H07RxbGKEkZ9/ymrTh9h1Wnpt6FdWBT/7n45FJQ2OJZPeTu3KuxRycrr5NbV2m0oBN/CUlnrO/cyfNfQZ1Ou562Dv7KlQgrjXyhx86CdLpQCm4lpG74D4Osrb6KXm6hlV5d7LVsuNCTrjyhNB/SKGGodRWTV/EDbkDENbme0F7C3bB6dw28lRNWywW0uNQRB4LUu92N12c6/8R8AtUx1UapbSEhIo4UGlZWVXkXJZDLx1ltvMW7cOO8CnpycTHJyMqNGjWLQoEFs3ry5ntVEeXk5GzduxG6307mzr/uHy+WSUgeWL+emm25CLpefsw+0h0Q2JeSo0fhucF0uF0FBQQF5cx6o3Pmz5yKwAKWlpUyYMIGwsDCGDRtG37596dSpk1fhaggul4vRo0czffr0eq+dq6hRoVAEkE+QSNX27dtZtGgRvXr18kZjGtqnUun7vVCp6v/2+Z+/uufS/70AM2fOZNKkSWzatImtW7fy3HPPMXfuXJYtW9bg2P9tXFRjeg8OHDjAK6+8wjXXXMOiRYto164dTzzxxKWaWzMuElLuSaX3cYVVWuytbvKGjADydiHw5ry5w6aeggOQ+nx6EKuV7gjl2sBF1aIEp0q67ILOmgjKNqK01DdY9aDSKuWpVTegvAkOF8Z9hTx8x3ycTt+PjydfLMYQRLcW8Txz9VBaB4Uic4EoQMeWEvmwOMspLpDIW3qKVDFoUCbQbcAxRt9YSbBdIOhIFXsW7Wb1/C3oCi0ozNJcaz3kzeRTiORyGd36SHd7e87j9zZ7wmg6xcdgdTmpjYcfDxwP8HurdUjnNy44iITQYFRuhXFEj3Z0io0GQB+roMfXsxn1/afcv3klcw5sYXPBafaXFaCWK5icVv+u/Fw4V87bv3atZ/aBLdy67utG3+9RlxL10oInEwSUMjkdI2IZlexrHxWnM/DtiJtJD41qdCxPh4WGlLeG5lxls+DwW4Bq7FYMKul6d7oEyv3Im8s4GoC8wnR6JieSGOHL+ytwd6S4ULTTBXa68JwLgFPVUpgzxfD7KvFlgoL0UOkm63DFl7jEhr8335+9nVM1P7C58MXftb8LhSAIaOTqP+XvYsOlnTp14uDBg1itgUqmKIrs2rXLq85oNBpWrFjBV199VW8MrVaLQqEgIiKi3msrVqzAbrfz7rvvBihKy5YtIyIiwjteu3btOHPmDJWVld73njp1ipoa6Xo0GAwkJCSwb9++gPEPHDhwzuNr27YtRqMRm81Gy5YtvX/z5s1j/fr13n3v378/4H3+j1euXEllZSVfffUV99xzD8OHD/cWB3gIUN3z36ZNG06cOBGwT6fTycsvv3xRufKiKPo8P9u2ZdeuXQGvHz16FKPRWE9tawzp6ens2bMn4Dn/Io5Tp07x7LPPEhERwcSJE5k9ezYfffQRWVlZHD36+/pBXypcMHk7duwYb731FsOHD+eGG27gxx9/5JprruH777/nu+++88aYm/Hnwe6qxeXXQaDGLlUzWmzuu2JBQK2+ONFV636fze7E6XIFKG8HTxbw8TLJZT9Wm4GALIC86YLUIAiIct8XXWF2cq6byULzXn46+xCxyVLzcH/lTXD63lhZ7jP4Lap2dxUI9uWQ3dZJCh+GRwUhd+fJWZyVlORLC2p6K8kt36CU2ma5dPncfKd0Z6nRqkhKjiQkTM/wUV0Bn/LmyXfz5GZ5yNuRQ7kBYdK6d3lRBj0Lp1xPv1YtQBAoxsyRbLc6abVR6w51t4mrr3LNm3QND3RPZ2tNDuVWszcEu60oh5d3bwBgUtuu3qbq/qHdc8FDhEwOOxZHoOno1yelRcLfW80fxWYjnx2TfgyHJ9W3B3mo60BCVBoS9MG8M3jsebsKNNZhoS5C1VoEJKPeKpvvfBttVhINUj5cQU0oRdW+67Cmuh3zVl1BVdl1gK+FGEBK8MURrP7BsdzQyheGqfU7f9ke8uZnjHyxaBsyGpXMQLU9h4MVCymzBC4k/jduNfbc372//3WMGzcOQRC499572b17N3l5eezZs4eHH36YgoICbrvtNgBkMhkzZ87kyy+/5Nlnn+XAgQPk5uayZcsW7r33XmJjYxkxYkS98b/77jsyMjK4/PLLadu2rfevXbt2TJo0iePHj7N7925GjRpFWFgYjzzyCEePHmXfvn088sgjgI8YTZs2jUWLFrF06VLOnDnDp59+ypo1a855fAMHDiQ9PZ0HHniArVu3cubMGV599VW+++47L9GZNm0aP/74I5988glnzpxh6dKlfPbZZ94xYmNjMZvNrFmzhvz8fDZv3uz1c7W51xRPRejRo0epra1l6tSpHDlyhGeeeYaTJ0+yf/9+Zs6cSXZ2NsnJyY3O1+l0UlJS4v3Lzs7mlVdeIScnhzFjJKV5ypQpHD16lBdeeIGsrCx27NjBzJkzad++vTc0fT5MnTqVo0eP8uqrr5Kdnc2KFSv4/PPPva+HhoayatUqnnnmGbKyssjOzua7774jJCSEVq1anWPk/x4ueAUfM2YMer2eK664ghdffJE+feo72Tfjz0XdajTPj7jn7lL8HcqbWuW7ZHIKKqioCVRpvlm7j9vH9kElNxCuTkOl9y1iKp1EcHQGDc7KQHLQYaiVwz8HLuiiCHmmrQBcPRE+/PcEdH6LuV9UjJKiKiKipJBUcY0RuckV0HLJYJMIW4sWEe6xRcyOSspLpMrFNi0kFcigksyGa+x53Dh5AKOv7xXQHD0vp4y1q/ZhMnrCptKPl9Z9bLHxYcTEh1KUX8nJYwV06SFVN9YafcRC5SbAWpWSazqns+VUDi4FZJ4qpENqHF/9ug9RBnInXNHVF0r1vl8hp1WUAVuFE7kgsHrUVK5c+bHX102vUDGjk1RBXFFm5Pbr5hAcqmPwFR0Yd3M/gkMaTsg3KNUoBBkO0UWF1UycuyBCFEWc5yF/s/b/hslhp0tkHCMaKEBoFRzO1nH3oFEomxSabKzDQl0oZDJCVBoqbRbu3rQUo83KnEFjqHXYSAqSyFtuTRgF1TXUWm3o1SqqzFZKq0IIdbtIe4odFIKMWQNGn3duDUErV/Bst8swaDR8lLmTaj8imV0tzeNiiaE/lDI9aSHXcrBiIfvK5nGwfAHjU5ajkUvKX6XNVzAQUqeythn1ERoayuLFi5k1axYPPPAAFRUVhISE0LNnTxYvXkxSki/14frrrycyMpKFCxcybdo0amtriYyMZNiwYbz22msB4UrA6032xhtvNLjvSZMmMW/ePL766iu6d+/ORx99xAsvvMCECRMICQlh+vTpHDp0yBvOmzhxIlVVVbz11ltUVFTQq1cvrr32Wnbv3t3o8cnlcubPn8/rr7/Ogw8+iNlsJjU1lTlz5niJzqBBg3j++eeZO3cub775Jh07duTGG29k0aJFAIwYMYLDhw/z6quvYjQaSUhI4Prrr2f9+vUcOHCAiRMn0rZtWwYPHswDDzzAQw89xNSpU/noo4+YNWsW1113HVqtlj59+vDYY4+dM+RYWFjIgAEDvI91Oh2pqam8+uqr3oKQjIwM5s2bx6xZsxg7dixBQUFcfvnlPPzww/VCn40hPT2defPm8frrr7No0SLatGnD9OnTvZ9VeHg4H330EW+++SYTJkzA6XTStWtXPvnkk79MYeYFk7c33niD4cOHo1afvx9fM/4cWOo0rvaQN5tVWhBFhIsnb0qFV+nY5/ZAa50UybVDO/P6gp+pqDZhNFsJ0qqJ0/VAqfPJ26JSIlAGjYpKvzEHDe9AUL/lHP45ULFxWOQotb7QUES4PECeF/zCjCVF1bTrKP2/6mAJibuNzNq7mKS5t9GyVbTXODcmQVI/HKKJ6ioFToccuVxGfJS0+HmUN6uzErOjHK02cMHVuU2MzSYbLpfLq7ypNL55xcRJ5K3CryNDeanv//6J3XEhEuEUFVBcLm2z6oCkprQKDkPRiBVKkduTLF4fTNvQSIJVaqrdeXKjk9MJd+eCnTpeSK3RQq3Rwlfzf6Uwr4InXrq+wTEFQSBMo6XEXEuusYo4tyVHdp2ep7V2G09v/4kwtRZBgCHxqXx1Yh8AT3a/rNEQlu4C8u/O5fNWF+EaHZU2CzvcFZ03/Pg5w5PaepW3XKP0GWaXVdAxPoZKszt/0t2mzKO8rR59G23PEcptCoLdzesDyZt07bUKuTQG5umh13OwQqqKc4o2Si2ZJOqlhbjc6kvYdoi/z+3+/wsSEhJ47bXXmrTtZZddxmWXXdakbTt27NhoEQNIBMETnszNzaWgoMDrnQZQVFTECy+8QGysFBX45ZdfGDNmTEAe2dNPP+19PTExscH9hYeH8/LLLzc6jx07dtC9e3fWrVvnfe6DDz7wjisIAjNnzmTmzJkB7/OokiDll/lbbQD07du3yUoYwIwZM7zVn+dD//796d+/f6Ov//zzz/We81cTPfOrmws4bdo07/8zMjK8BPaviCaFTfPz871VGt26daOsrIz8/PxG/5rx58LTuFohSMpTtTtsarNKn6EoCBdkD+IPQRBQuUnYPre5bFpyDOMv70pYsEQYzhZWApBiGI4h1reIWXERn1xMi+47vM+ldoznrmc6Iw8LNL4EMJfrAx63SKn0/v+lGaNIjfflmJQUSTkYBcWV6PdLJKi63MQ3C34DoKhAem9MnETSrK4qqsulO6j4qGBvyy2lTEeYu4VSsTkwDwR85E0URSxmuzfnzSQ7xf5yqbQ+LEIat9yPvPnnwNntPqPIeDd5cymgqKwal8vFiUrp8xvZqfE+e8V2aWFOCgpFEIQAI94JbXyJ0ZUVgf1iN/54iAO7Tzc6rsfK4rusQwB8cXwf161eGLDNv3b9zJJTh/j4yE4+ytzJsjOPcHeX9YxISqRThI7smnWIok8Wra4ykX2iiAuBtz3WeZQ38FXJelBqMfHliX2Ea6TzX2yWzvGpEum8VvmRN4vD7g23/p5iAg9CvOTNrXKLojfnrdUlUN5A6nHaK+oB72P/0Km/ga/V2fQetc34c2G1Wrnzzjv5+OOPOXv2LJmZmTz99NMkJyfTpYuU8rF8+XLuvvtu9u3bR15eHsuWLWPFihXecOLF4rfffuP2229n27Zt5Ofns379ehYsWPC7x23GH4smKW/Dhg1j8eLFdO7cmaFDh543ObS52vTPhcUl/WhHaTpQYN6F1VnJkcpvMVoqgSicLtlFK28AoUFqiirM/PCbu3IwWUqgbxEbRkW1iZzCCtJTYghXtyajSxf2fSERiFqnjbHX7KLmjC+c2S4tnjzzFnSRFsk/RPRdW+V5EQQn+BVBJPkWpmG92iKUWXh1q2R+Wlokbbd67X5kPm7E1l+O4bA7KXG/rggrpky5n2jnQCrd5C0xOjTg+KK1XaiwZVFk2U9LQ+BdtkqtQC6X4XS6MFabMZmlRVqhcbKvbB7pIdd7yVulH3n7db3PkNPlEr0+cDHBQZKSKRPIK6/mhz3HcMhEBBfcPCiDxlBs85A3iYw+3WMYy7IP0yUijm5RCd7tqtzkbciVnQgyaFj17U7effV73vtiej0fOoCb0zJYefoIK05n8lTPofxr13pMdfLfvnSrbABywUWHiDxkAvRpB7tL3+FUzU9Yo6poFzoOl8vF43cv4NTxQu7/MIyR3R5o9Jj80Vh7rIbgHx6P0OhINoRxqPw0WoV0IVTYtAiIZJV6yJv0mYVoNXzhPha9QkXwefLwmgKPibJHeTtSUUyN3YoAtDD8/pw3D9JDJyCKIjtLZ1Fm9f3empz+5K3xdk3N+GshNTWV//znP3zwwQfMnj0bjUZD3759+eSTT7yhwKeffppXXnmFe++9l+rqalq0aMGTTz7Jdddd97v2fe+991JbW8ujjz5KeXk5cXFxTJkyhTvuuONSHFoz/iA0iby99NJL3tj/Sy+99IcZIb733nts3bq1nrzZEFwuF9OmTaNr165Nllr/v8BsqUEUQaeIpmXQEM4YN7Kj5D9YrFL+VE213mv5cTEY0aslC3703e2neclbKPuP53G2wBdm69AxFZCS3SPjSjCEmrCX+0hDeGQQObVLkCtE1HoBq5/XauEpHcm9fI/VigrWLN2NscYsESC/CtOSoir2ns1n4aptaAB1+zA0BTaqKmo5uPcMxYUSoc3TfI5VW4atOpMqN3lLigkNOL4YbReOVS2h2Fy/kksQBBKTIzmTVcyaZXswuMU/hUYK75ZajxAWLimGHuWtrKSGw/tyAsax2yXyplIoCNVqqDBbyDJW8M12qeIpVq0nWFff7NWDIrfy1sIgzb1NaCSPZNQv3fcUcoSG67lp2mB+WXuY01nFfDR7LXf8Y3g9AtczOgmlTIbJYWfxiQP1iFtdhKpN3hasRucWbE7pmLNqfqBd6Dh2bD5B1jFJVd11eCNDOk/2dgo4Fy4obOrnE5cUFMoT3S/j7k3vAWByKLG5FKjl9ZW3TWWn+CZH+oxvb9/zkvyuBfspb0uyDvHQb5Kje0JQCJpzdMS4GERqpAreEsshRNGFIMgClDeHaMbpsiGX/fm2Bs04P0aMGNFg0YMHoaGhvPLKK5d8vyqViqeeeoqnnnrqko/djD8OTfo1ufbaa73/79OnD1FRUQ0mBlqt1npuz03Fp59+yuzZs+nZs+d5t7VYLPzzn/9k8+bN9cwF/7+jMK+CF245RXhaZ9Kf19Ev6gmOVy1jT9lcnHYpNOgSf5/y1qtdNEt+zabGJCkYnmT/lvHSovzLniymXNMLhUJOuCERD3lL6SyF1NXBPkKgC3G583QEQiJCKPZrMF5V7AuHVRfo2PRKIuvMK7zPKf0I6K/rM/np4HHkNRKJuuGqHhSfLOOHZXv4Zd1hrzKnjXATKtthqsqlfIzEOuTN441V6yimIUyefhkvPrKYbz/7jSGjpW0VaknlKbVkEhYphS09OW+/bchEFEXadkjg+GF3CNvm8CbjRwXpqTBbKNRYKSyRXh/c5tzJ5qV2iYAk6EPOuZ0nbBoaric4RMeUe4cy+6VVLPl8KxaLnfufDEzQlwkCsToDZ41VzD+ys8Ex5YJAuEZHibmWcI1fla95HzJB6T4Ph6m25fL5J75qOHOlGouzoknkzVMQovbzeSu3Hievdhuxuh5EaXxtpfzDnQn6YDpHxBGilshttVUidqLMX3mz4Ahyeonb/Z3780AXX5L074FHvauyWbzEDX6/TUhDiNCko5TpsDgrKbMeJVLTvl7TequrCp3s9+XxNaMZzfjr4YKtQoYNG9ZoWPTAgQMBSYxNQVFREXfccQezZs0iJeX81VF79uzh2muvZf/+/QQHB593+/9v+HL+L9RWucjbHYXMpUMmyGkXOo5rW35FlEJyzRZloP4d5E0QBEb08+Vj6TQSCRnRL51gvZpjZ4pZ8rO0MBqU8Vz+3E7aj8mmzbA8TOWJqIN9Rp5GQaqOi9Z0Iig0MOfIUuYLY+35rC12s4L4FiGkpkmJtHabLz4qukQ0hXaUbiPeAb3bMmCotMCv/m4XDocTQSaiDbOhcUphRY9Br4d8eqCWhQJSzlBDFhv9L0unc/dkbFYHP30r5bIpNNJ+Sy2HCXeHTT3k7dd1Ush0yBUdvb1j7TZfIcbgtvWv+1sHn9ujzezuFerf67QheJW3MLfJ79judO8rFYYcOXC2wfd4CGFebcNht9vSe9DOndjvT96AAIualb99wPEDPhXWXKHm2NEzXlWtMdisdkqLpX3HxIW6x3WwKud29pR9wKaCQIWgX6zP1DNGF4RKLidCLZG/Kg95k0NOeSV2p5MqswVXkHT+7urQmwe7Drxk0QSP8na6TpGHiO86yjMVs63sIC6/vMCLgVxQEq+TpOnc2i1A/ab1zaHTZjTjfxNNUt5effVVr3mgKIq89957hIXVz984cuSIt51HU3H48GFCQkJYsWIF7777Lnl5eefc/tdff2X48OHceeedAX3fmgHFBZWsWyUl2bucMirzlCDxHLSKcNSuaKAIBOF3hU0Bpo7piUwup19nH/GICgti2nX9ePOzDSzfeJDrh3dFr4ghul0l0e0qAVCXTyIoar73PafN39MSSAoaiC4kcDGrztNTVhxMQU4kZackQnH1/S4KTlWS5VdUVZWqpjZJRU97KJYTlSQkRZDQIoKwWBGdXu31ZNOF2ZDJRRKMN1Om2kttjQ5BgHZug14P1G7bBREndpcJlTywcGJz0YukTzrLwT3xXo86nU4iCSWWTJLcYdOsY4X8uGIvh/ZK7v0DhrVnwXs/Y7XaA4jnQ5cP4IcfDnPWIKlFEQoNKTHnVmosLol86BTnDolVVUj+ZiFu8iaXy5j+8AimjX+HovzKBt3KE4KCoYH6gvs796dXTBJ9Y1ty67rFAATbLJzeEkNiWxmKyAKcdgFTmQZDrJkNX5cCMcgVIk6HwKmN8Ty7fBP9hxbzzOs3Njrn3JwyRFEkyKAhS1xArTGDSE07RNwGyY5C7C4TSpmkzHaP9uX4mdyFVXd3SuNM7T4UMimurVLLcFhcZJWUU2u34VJLH9zVLS9tu5vGyPSg+BScopNvz67nizNrcIhOhkR1Z2a7yb+LOCbo+nHGuJHc2i10jbgDs9PTsUKqCW8uWmhGM/430aQVPDU1lffek3JIBEHg0KFD9bxa5HI5BoPhgjssDB06lKFDhzZ5+/vvv/+Cxv//hG8++y2gBVPJGQHcAo4oiuSflcJGohDo13Yx0KiUPHRz/ZL5K/u1Y85Xv3DybCnHzhTTLtlHjCxmJW0jO2BVJZEyKJ/SEyEkdCsBIEk/kH498zj0y0nv9oJFZPEHV4BLJLRSUhDKg1dSRgTgM0QVFQLTRvVjxpC+3oXwYPlC9pR9QKseIzi0SdpOF2lCQI7aFYuqYhywltTESK9y6IFCpkYhaHCIFqyuygDy5hTtnKr5EXmCSMdh0RxcJ53HCEMiAvuxOMtRh/gMYf/z/DIA2nZIICYuFKVKjtVqx+ZH3gRB4KmJl/Pogu9RaxV8+uCE855/i0t6//naX/mHTT2IjQ8FJKPh6kqTl9h54B+KjdToKbVIY8Trg+kflxw4/uIIcjJTkMlhyKMOcnZGcHJdEu2uLOTsTikX8pobe7J00S4sVRKx+e3nI+dsx5OTLRGQqCQ5mZVfkFn5BaNbfBqwTbXtLBEaSf1VyuRMadedhcf2cHOaVOQhl0mkRSlIJscRwTqKq0zsPZuPqBBBDiqZnHZh0ec4excOj/LmwaLhN5BZmcv1qR2Yue9tjtec8b62sWQ3V8cPpH3IxZt+eixCyqxHyavdjt0lXXthqlZU2LKayVszmvE/iiat4OPHj2f8+PGARLbeffdd0tPTz/Ouvw9EUcRkurhm3E2F2WwO+PdSo7zUyJqlklljRAsHZTkKDm2pYb12L527teSdV9dwzJ1vhUzA5bBf1DGf7ziUMujfJZkNu7JYtn4//5g4AIU5EYc2l12b2jP4ah1lspb0vWcZogiCAEGKRJSOSOISJL8tfaiG2koLMoeI4HAhOCSVRB3kIihYQ4ghImCfKq2Sqb26BMypsFZK/A/N2AObpFL7+IxSguSJyFBw6IRkaJvWMqrB86CUGXA4LVTVFiFX+VRmoyMf3CGwmAF7ObhOytHUqoIJVaZSYT9OrfwYwaE6qit94/Ya0Jq8ijJM7s4JNTW1mEw+0tSzfTyrX5gijaVWnvOzMZvNXuVN5nCec9tKt3ecWisL2C4sIoiKMiOnTxXSJj0u4D1RSh8BuT6lA+8fkaxdxEobRmMtMpnAuJbt+e10NjXH3FYnTvj1rS6IgjSvoz9Kkm/3fq3o0CWZpYsC29lkHjhDXFKw93i8x2ay8uFbPwBgiPdVr5yq2BDw/hLjCbQun4HqQ+37cndaDwxKNbW1tRSY3MalrljAgl4r/dTtyM5BdKtu6aFROKxWHPw++H8nNKLGa3TcNzqJg9U7WVWymeUl3wCgl2u4rcU1HKw+yaayPTyy/22eanM7XULaUGU38mXeT/QN60S6IRlRFFHLz1dsoCVMmUaF/Rjr8h8EQCHoiFB2pMKWheDQN+l77n8MjfWObEYzmvHXwQXLLw2Z3/mjpqbmgkOnfzbsdvt/zd7k9OnTf8i4a5cfxW5z0iI1jMRBR9nySQy7N5Sze8Oyetu6FDKys04gl198a9tzHUeHRB0bdsGPW48ypGMYBVuHssd0nKwjCVT2ysesDQKtRNwAYipv4kj5ERQaF1GdI8hUmIk6JodaJ3KzE12+tLBERYaTVvUSVn4FfDlFWo2cY3X6zVXq8kEBCd1LaNGnEEOcifbXnEZmkaTI/cekfK9QjbPBz17Uq0EOJ88cwuDw5SsZ5cdAD4gCkW18qkbRSRmtaqNBdZyski08/K8xvPHkOmqqpZBtUKiTJ39ZhVVwogROHD+JxV7GxUAURS95y8s+jUVZ3yMPpP6gnh6hRcW5VFb7tgsOVVFRBnt2HsYRYJkMCrdpbYJKT4LZReheB2EHHHxSuYpTI45y5XXtSRRFpllT2Og8gj7KTFRkFKePGKn7k9KtXxyVVSX15vbjym0MuUqqfvZcSzXVFhbM2k5ZsbR/ZbSvvdPxqpUBGbqnCvdQaw0knR6YZbmYg0oQRCXV5VHAWZwu6Tz8dCQL0SB9nkEO8ZJ+7z3HESxXUu6w0k8dzE9FgaTzWkV/oou1tHJG4RaE+deJj9GgxII0x11lhwkR9OS5Shmk7MRAZScUQsNmzQBaZVcqtMeQiRq0zhaE2/qhrsqgrdCdkmo5JTT9GD3H8FdovN2MZjSjcVwwebPZbHz66afs2LEDu93XM9GjXnn6mP2doFQqad26fj/GSwmz2czp06dJTk5Gq9We/w0XiJVfSElgw0d1w9J+B1s+Cczjiow2MOnuwfx74QZEnYKOHTtc1H6achxt01ws3nSKkopayqxqLDVRZB03oVXI6dypA1V2PXnFknN1t5B/kJowHFEUcYkihV0OYKp0Ysq1oasFbYkVmbuHaVxCJOnp6VQ7c/Enb5HhwfWU4OxCKzihW8RdyB/4wPt8nL4DrlqRsyVSKHBYv66kJNTPLyspjcFizSUmIZSWOt/Y2bWnOV0JMZpuOEQLLfsVcGZLHGOvH0JQdCzllZsRDCV0btWRsMjtXvI29IrevLl+EUr3GpyYkER6elK9/TYFVUYjzkzpnHRJb4+hEX+yE0ckdTEsXE/XjE4BryWnZnEmqxyFLKjeuUsH9LFRtAmJoLbaQswvv3pf2/TDSR745zgAtqyVqocTupcw877beOXBDZw6UcSg4e3R6FRotSpGXtOfirJa8FIVCYf3FnPr3cM5c+YMycnJVJZbmP381xTmSYS4U494WgzyvccuC2z5pg41kx7esPq/s+J7MEGctieW+FZQfBa9QQuYpTZfbhIYHxF5SSIIdb8TL4ao2V5xmNPyE9iMDiKUIQyL6olGpmZ07EAA0knHUBbG9oqD7KjM9BI3gCqxlipRuj432PdzXF7A9fHD6BfWuUFFTBTbYRdvQCkEIQgXd0PmfwznyztuRjOa8efjgsnba6+9xqJFi2jbti3l5eWo1WrCw8M5fvw4drud++6774+Y5x8KQRC8jXX/aGi12j9kX57qxbCwYMrDq4lsU0npiVAARoztxtT7LqfaZsP5za/o1KomzWFb9lleWbORu7t148o+gWSvoeNwuVzYrA7yzpZy1YD2LFi5k7XbTyK6w4eheg06nQ6NmAZuF47IoNZotVoe/OZ79pzNp7hGWrTsBjkUO5BbfDl83fu0RqfT4VQE5hW1abMbrXZqwMJmdVUCkBI2hEzjIuwuKQQXqWvLobJaLDYHOo2SdqnxyGX1FzytMgysIMrNAcdpM0skIkSdRLfI6SQ9s5Jw20CSElpQZdOwsxIq7CfQaFUkJEWSc0rK3woJDabUYiLWTd5kMsVFXweVVl+YMcIQgqKB+QOUFknHnJQSVW9fMXFSKLi2xtrgPK5pI5G9nWezAp4PDvN97sXuThohiUbiY1ryyvu3snbVPi4b0dnbZxZAo9GiVMuwW315bnlnysnNrgQZmGsdPHP/V5QWVRObEMZL796CMjKfNbkLUMkMOFxmXO7gpkGZSI09l2rHqQbnnVe7ndMmKezaOfJmzA5JQXL5CVei+3SFaHWX9Luo1WpBJbCu5keOm6XcNhkCt6eOZXB0/erhK3X9uDKpHyaHhVJrBaXWSuadWkqOSVJIOwSnkmcuJs9SzNunvqQ6xcS4pGGN7F3fyPMXfgz/n0Kmt9xyCwkJCQ36p82ZM4elS5cGRJs2b97Mhx9+yOHDh3E4HLRo0YLRo0dz2223NWiftWTJkvPmgS9cuJDevXv//oP5i2LOnDm888473seCIBASEkL//v15/PHHiY6+tHmndeH5DM7VquzviAsmbz/99BNTpkzh8ccfZ+7cuWRmZjJr1iyKioq4+eabz5mIfKFwOp2Ul5djMBjqNf1tRiDMte5G3joVdlct/e8/gGLX/dx4yxUEh0oLVMlZiUQ1tVjhwS9WUmG3cv8PPzH44BHendq4k3dpcTV33fAexmqJWHToI1Whbj94hgS3MhQVIlloyAQ5g2NfpMp2hlhtd1YcOMIPmScCxrMbAsNE6Z2T6DCkNf9YvJLdp3bj3xrYEJ6NyVmKXiHZVzhcFhyidKxaeTjBykTKrFJYNUSRwulCyYswPSW2QeIGoJGHApJPlj+MdknNClLGopYH0yXqJu9rwcoWKGVB2F1GKqxZ3PvYVVgsNsbd3A+XKGJxOrwkwmo9t11GQ6i2Wbhl3WLC3Tlpapm8UeIGcPa0RBwTkyPrvaYLkj4TTyVuXXjynsrdSpguwoypTEt1hRmbzYFSKff2iw2OcaAQtISECYy/pX6/QblcRuuOIRzZ7W7Q3r+U7N8i+WzuJk4cycdqkYhZUnIkr34whYgoA6dqpJy1MHUqckFNvmk7AAm6Phyt+pZq+1lsTiMque9KsDlr2VosLcLtQsYTo+1KpOY0ADUOv+OUucOml6CjQl28c+JrjtecQa/QcnXcQEbG9SNac+7KYZ1CQwtFHC30cUzFxetHFhKpDuXBtEkEKXR8dGoZ64q282XOD1we25sQ5V+jMfb/N2zZsoXp06fzj3/8g2effRalUsmePXt4+eWXyc7ObrB/6FVXXcXAgQO9j2fMmEFsbCz//Oc/vc+FhJzbq/F/AbGxsXz77beAtK4XFhbyyiuvcPfdd/Pdd9/9ybP7e+KCNfby8nIGD5ac3NPS0jh4UEoMj4mJ4c4772T16tWXbHIFBQUMGDDgko75v4qaWmmRdSrLcIpW9JFWbr1nqJe4AVis0iLZFJuQ45l5VNh9C96mvLOsP5bV6Pa7tpzwEjeAw9uy0TrAJYqcdbcKiovy+fIlG4bRJWIq1RYrr/30a73x7IbAS7NFt3hu/2IpPx05iUUMvMNV6hyUWXx5PRanRBJkggqlTI/gly+klUdzulCqXO2QGtvo8ajl0lxPVK3C6ZKIcZUth3zTNsDXwN4fgiDzut6XWjKJignhlfdupWe/NpyolIiUKJdUjVUnj2B3OeuNcS4sz85kf2kBGwokbzyt4txefR7yltQQeXP3aPWY4fqjoszIzVf9h8fvWeDtyZrQrRS5Wprv9l+Oces1b5N7WjrPEfHK86o1N942BIDgeCPpw6Tzf2hvjpe4hYTp+dfsm72KXa1dUp/0iliS9D4D3RBVMnqF9LmVWQPvpPeUvU+to4ggZTzdIu8GIN5dOVtgqqFNtFTokhIlqY5B56nU9UeJpYJy67krNwsspfxasgeAFzpO59aUUeclbnXRM7wDX/d/lfd6PEGcNgqDUs/9bSeSrI/H7LSyrfTgBY3XjEuHr776igEDBnDnnXeSmppKixYtGDt2LA8++CBLly6lurq+p55GoyEqKsr7p1Qq6z33/yG/UC6Xe483NjaWrl278uijj3Lo0CGOHz/+Z0/vb4kLJm8GgwGbTVrMkpOTKSgowGg0Bjy+WLzyyisBrbESExM5duxYo73bfv755+bWWG5UuzsTHKz1ydMeHywPrO6G6IJaRnmtpEw5XS6ufn0+1775qTd/cfe2LB54YEG9fXywdmvD+64ysX61ZMrbvX9rHnz7euISwqA4sCK1VYv6JGLWz1soqzWRGhlOjxY+QmQPClTeFh08SImxlgi9jkm9+gW8FhRtJsf4CyeqVrKj5G0OVUj5dFp5GIIgEKryedEJgsDpQikhvmNqwwnvAHqFlDNodpbyU979nKxezbIzN2JxVqKRhxKv69Pg+yLVkjFwiSWw08isA5sBySwWYEXWYZZnZ3Ih8DSL90BXh7w5nS4euv1jHpv+KYf2nvESr3OStwaUt2OH8ygtrmbv9lNs/FHaZ3B8LUFR0uf50hPfUJRf6d0+Ivr8occ+fbvy3AdXMOTxvUS2LyA6NlBteOmdW4hN8K/qlYzmgpRxJOl9yoVWHkaEWvJmO1zxhdcaQxRdZFVL3Rz6Rj2KUiblY8bpDQiA2WHnyasH8/yoYSRFhrrHPr/ytiB7JZO3Pc2UHc9yy/anuXPnv3h8/2z+c3QR5bbAxXp96U5ciPQIa0+74PMbjjcVMkFG/0ipYnpXxYVdM824dBAEgWPHjlFYGFggNGbMGL7//vuLDsHn5uaSlpbGe++9R//+/Rk6dCjV1dXU1NTw9NNP06dPH7p3787kyZO9YglI6vhHH33EyJEj6dixI927d+euu+7i7Fmf+famTZu47rrr6NKlC3379uXxxx+nqkpaK7Zv305aWhq5ubn15rJ9u6R0P/7449x3331MnTqVbt268e6779KxY0eWLVsWcAxvvPFGQCempqCh87V3714mT55M9+7d6d27N08++aR3viC5XXz44YfMmDGDjIwMevfuzUsvvYTD4asZX7t2LaNHj6Zz587cfPPN5OfnB+zjwIEDTJo0iYyMDHr27MmMGTPqbfN3wAWTtx49evDZZ59hMplITExEq9Wydu1aQDrxQUHNkv5/G06XDatZCle7VJIaIhfUyIRAhc1qc+CSwRFNFVfOlsjazqM5ZNVWcaSmgopqE2tX7eOpfyyiOEG6NDrGRTORJHCJHKko49e99dW3x+9fxJ5MKcfH3MXAA+vXctU/L6NzWnzAdumtA5Wuk8VlfLlTKm555uqhJIX7FnRRIeDS+wicUy3N58r2beiW1DJgHIXaRVbNarYUv8yRyq85VrUUAI1cUj16Rs4gJWg4VyTMxmSxUVAm5dV1aN2w8rYp7xS5NW3oGj4NpUxPsWU/vxX9y/t6j8gZ9Yx7PYjSSLmBpdZMnKKdk9Wr2VZ0iNVnjiETBC95E5xwvKJ+FWZjyKoqY19p4A9MXfJWXir1UN23M5tH7vwEU62V9M5JZPSs7yOmPwd5M9ZISqnMrxo5JLEWvZu8uVyBXSf06tAmHUNGRnuCoi04MDFwuK+91Xtf3knrdnFYnFVsLXqVL7KGc9z9GQYpYtEro4nVdkdATqg6lXah1yFDQZ5pK2vO3kWNPR+TowSHaEZATqyum3dstVzhbZ+l06u4oUdnah3Szef5lLdd5Zl8fXYtZTbf4pFnLuZg1UnWF+9g5t7/UOanxu2rkhSEy2LO3+LvQtEzXLqu9lYcxSlemGL734Ioithd5j/lr6FOKJcaU6ZMoaysjGHDhjF58mTeeecdtm/fjlKpJDU1FYXi93lnrlixggULFjBr1iwMBgPTpk3j9OnTzJ07l6+//pquXbsyceJEMjMlAr9gwQLmzp3LI488wo8//sh7771Hdna2N3+vvLyc++67j3HjxrF69Wreeecddu7cyWuvvXZB81q7di39+vXju+++47rrrmPIkCEB5M3lcrFy5cpGRZaGUFFRwTvvvENGRgZt20pV5wcOHOCWW26hdevWLF68mNmzZ3PgwAGmTp0akI41Z84cevbsydKlS5kxYwYLFy5k1SqpFd2ePXuYMWMGV1xxBcuXL2fMmDF8+OGHAXO966676NmzJytWrODTTz8lPz+fJ5988oLOyV8BF3y13Xfffdx0003cddddfPbZZ0yaNIlnnnmGzz77jGPHjjFx4sQ/Yp7NaAS1jhKWn5mEzSwlvCo10o+YUlafXFhtDpxusaHGaqXSbOHAMd9d1xefbWbFp1so66yltoUaAZjavweXt01lw1PvU6hz8K8v1vKv632qU1lJNb8FV2G9LJiEDdWsOSuF9P710ya+e+B6tr/4pXfb9DpK17qjJxGR+nj2TklCKZezdF8mLcNDUchkVOuN6Nzdl1R6JTKlnIk9O2O0+tpryZVOVLJgZIKMMFUbSq1HvMUJnh6aKrmBQXHPA/DbsROIQHRYEJGh9W80au02bl3/NQC/Xjudq5IuY33+TIz2fATkXJf8NUHKxhW7SHfPzSrbGd499Cghmu1UWGKA3oxP7cRO1R7AheCEaF3Tb3SWnDpU77m65K3WLwTqcon07N+Gp16dgEJZ32bCo7zVNkTe3OHv/pel029oW9bsfZPoDuUUHQ4jf28UGb1b0apNLN8t2kJoixpvfuD5oJL7ihiuvK49q77ZRViEhtiEUHKMv7Cl6OV6OYZ6pUSwL4t7CYuzkmBVEiGqFlyZ+C4bCp6gwpbFmrPT6e4OkxqUCfVuWuKDNJTZKsipqaBLZBy1dpt77EDy5hJdyPyqNT8/sybg9ZtbXkVKUAKnjfn8ULiFIms5bx//nJkpN3PKWcAZixR1yAht26TzcSFIDUpEK1djdlrJNRXTUt/4NfhnQBRF1uROp8Ty54R1ozWdGZH4/h9abJGRkcHSpUtZsGABmzZt8qpT0dHRPPvss1x++eW/a/xJkyZ5XQ+2bt3K3r172bp1K+Hh0u/YQw89xJ49e1i4cCGvvPIKLVq04JVXXvGa3CckJDBy5Ei+//57QGo9abPZiI+PJyEhgYSEBD744AOczgsj/yEhIdxxxx3ehkiDHgAAn/BJREFUx+PGjeOee+6hqKiImJgYtm7dSllZGaNGjWp0jPz8fDIyJANtl8uFxWJBrVYzb9487zbz588nLS2NZ555BoDWrVvz5ptvcs011/Drr79607UGDhzI5MmTASna9+2337Jnzx7Gjh3LokWL6Natmzcil5KSwvHjx1m4cCEgWZlVVFQQHR1NYmIigiDw9ttvU1Z2cbZNfyYumLylpaWxZs0ab5z64YcfJigoiD179jB06FDuvPPOSz7JZjSO41XLsNpNOG3SAt0n6W5OOj719jz0h9XmwOW33udXVnP4tE/N+e7bbVR102GKVyEXBF4eeyVXdZRc7J+bPJLp366kNBw++WA7Xbt2BB388OthrOHSZVQxPBzcqoDN6SQxOdBMN1gfWHTyW1YO4GvC3q1FPEvvuokog56Cqhru+nU+FEty+MK7b6RNYjQKuYzTZT6bEIXBwQ0pqxEEAUEQWJf3EHnuvLRgZX0rjiPZUplrekrDFU4Ffv08l5w6xP1dBnB10kfsKnmHCE3aOYkbSIRRp4jF5CgkRCP9uIdpitDIFTzUdSDXCrtQAaEHHV4ScT64RJGlWVIYVmp6JKFua6xat2IGMGp8T+6eObJB4gagN0ifxbmUN0Owhl5DYzjbSlJbO1ybTWyHSh4Y9RQKhRxX9EGcLTejlo+uN0ZDkAkKFIIWh2gmLFbGnEV3kJOTjQs7m4tewO4yEaxsQbU9x/ueCLV0/ankhgDyF63txKik+azNf4Aq22k2F70IQLAq8DPPN5dg1R2grU5kfu6nHLV2xGiXyKm/xcrawm28d/IbHmx7E70iOvBb6f6AbggAfSM7k6yPp09EJwZGZXD37pfYU3GUWyufw+42X04NSiREdel9LmWCjGR9PEeqs8muzfvLkTcAgb9flapCoWi0yM7lctVT01JTU3nhhRcAyRNv8+bNLFy4kPvvv58lS5aQlpbW0FBNQsuWvojC4cPS933YsMDqYpvNhtXqth8aOpT9+/cze/Zszpw5Q1ZWFidOnCAmRkr5SE9PZ9SoUUyfPp24uDj69evHkCFDLqijUd15AQwaNIiIiAiWL1/OnXfeydKlSxk6dGiDLTM9iI6O9qZEuVwuKisrWbJkCbfffjvz58+nV69eHD9+nP79Awue0tLSCA4O5tixY17ylpqaGrCNwWDA7m6L19AYGRkZXvLmIaIvvvgi77zzDv369WPQoEFceeWVF3RO/gq4KJ3Xk3gIUh7A9OnTL+mkmnEhEHFYfAt0SkQvuurGIGvA1NNqr0Peqmo4VVwB7jWscIABUSGgkMl46/qrGZ7u874b3CGVVutDOVVRyVGnme2/nuCK0d1ZfciXNG6qE87Zc7bx/Mcai5V9ZyXi2D/V9+OQHieRqsggPf26t+HgyUOIMkhLikbmrqwM0/n85dRxovd5gBBVipe8xWgz6u33SLaUS9UoeXMb1AKsOH2E+7sMQCMPZUCsrxm6zelEJW/cNNXqSAAC82LuaN+LWJ2BcJ0KB2Y0JSJntudDl0aH8WJr4RnyTdUEq9S0D4thW5FEbuorbxLpat0ujhlPNH4XDOcuWDDWSOQmyKDF5JCKHjTycCzqcmI6lYHchkymp+1lpZytNWNQxtcbozGo5EE4HGbsLiNRMS0oLVdRaj2I3WVCK49kTMtFfHZyECCRb0/hSEPQK6PpETmD9fkPe58LVrYI2CbLeBYP3bWJFjYW78IhiwVkXuWt2FLO28e/AODVo5+ikimxuU19B0R2xSm6kAsyWup8hClBF83wmD78ULgFu+hAh5r2oa24MXlEk8/FhSJFn8CR6mxOGfMYEt3jD9vPxUAQBEYkvo9DtJx/4z8ACkFzUapbSEhIg4UGAJWVld5KUJPJxFtvvcW4ceNo107KuUxOTiY5OZlRo0YxaNAgNm/e/LvIm7+jgsvlIigoiCVLltTbzlPgMG/ePObMmcN1111Hr169uOWWW1i/fr1XeQN48803uffee/nll1/YsmULDz30EN26dfOSGSAg5OyfO9bQvEAqPhg7diwrV67k5ptvZt26dcyaNeucx6ZQKOqRwIyMDLZv386iRYvo1atXo509XC5XgA1LQwUe/sdQN4Re18Jl5syZTJo0iU2bNrF161aee+455s6dy7Jly/5WxSNNIm/+Hi3ngyAI3HvvvRc9oWZcGETR5SVvMrmLIG1Yg8QN3Mqb37V55HQB+TU1oJa2FxXSF+f9iWMY2CYZAIfDiUIhRxAEbhvQg6dXrqMmRcXpUyWIoshhs4/8edA1MY59uQX8cuI0Y3u2Y9nOo0wdHuhztXRfJnaXi9ZR4bQID0xe9+Cusf25b/EhwqODAwiaQa0m7LoKVCddmHskB7xHI/eNFaOtz4yOnpbyzNLrNKP3wJ+8ZVWVUWquJVIrhaCtTgf3/7qCjXmnWHX1FFqH+goBRFHkUHkRy04dJtvoZHBinWPp0Jsi8z7CLPmUIN2hludUNjiHuvgxR1K5r26ZjtXpsxhpLGyqDwr8sTU7ylDJgpDLfB+Uh7yZTTZcLlfA+fUob0EGDWY3eTMoE7C5jLhEGzZXNSq5nirbaQBClMlNOg4AlSwIEyXYXEY8FLzAIimUifq+yAQFPSPv50D5pwyMfe6849VVQkPqKG+l7py06loNUdogrLJSXHITEOTNefu5eGfAe2wuOzGaCPpGdGJSy5HoFQ2bUd/Vehy9IzoSLhioPFVC+9bt/1C/yFZ6qaDneM2Zc7awKjSXsbpgM6PiB15wtevvgSAIKIVLb0D+R6JTp07Mnz8fq9WKWu37foiiyK5du+jZU8pf1Gg0rFixArvdznPPPRcwhlarRaFQEBERGGn4PWjbti1GoxGbzUabNm28zz/11FO0a9eOm2++mffff5/77rsvINr18ccfe8nLvn37WL16NU8++SStWrViypQprFixgkceeYSysjIvqfEUHAKcOROoNjeGcePGMW/ePBYtWkRQUBADBgw4/5sagCiK3vm2bduWXbsC2+gdPXoUo9FYT21rDOnp6ezZsyfgOf8ij1OnTrFgwQKefPJJJk6cyMSJE9m9ezeTJk3i6NGjdO7c+aKO489AM3n7m8PirMRukT5GhcaJQmh88bDY7Dj9yNuCDbswhQbWrPQJj/UStxWbDvHvj37ijQfHMLBbKqM6tePf32/AooO9BYVszczGUoe4PTC0H8kRYTzwzff8evI038+YzN01QwgNDpzXN3ukL9RNvbo2ugi1aRvPM6/fSGxioBwvkwnss6dAS5G2QlTAay2DLmNP2QdEajrUU21cLpHyKqk6MSG6YUWn0I+8AewqyWVEC+lu+pMju/jBTaQ25p/ykje7y8nU9d/yq9vCI8mgr0fe9EoFGwtn4bL7yKXV2rSumrnuSuLOEbGcqvZ1GmhMedMH+T6UWnsxS06PR6MIZ3jC24SqkqX3usmbKIpYzHbvYwBjtZu8BWswObPd+4qkxp6HxVnuJnEOauySE3+Ie8ymQCWTzrvNWQPuewwPeUtwN1lvH3YD7cNuaNJ4Hm8/D4KVgXf3ZdZKaX8OOUazCqUelEorEESQQjrmnWWBlcHtgpN5o8uD51VyVDIlvSI6YjKZqBJKmzTf3wNPA/uDVSf5+NQyWgUlYnXZGBnnCxNV22u5Y+cLiIhU22t5IG3SHz6vvzPGjRvHJ598wr333svdd99NbGwsRUVFLFq0iIKCAm677TYAZDIZM2fO5KmnnkIURcaNG0d4eDg5OTnMnz+f2NhYRoy4dKrrwIEDSU9P54EHHuCpp54iPj6er776iu+++4758+cDEBcXx2+//cbQoUORyWQsX76cn376ichI6XcpKCiIL774AqVSyYQJE7BYLHz//fckJycTFhaGWq1Gr9fz/vvv8/DDD1NcXMxbb73VJAUzJSXFW316yy23ID9HJAIkb7eSEl+BltFoZPHixeTk5PDYY48BUkHITTfdxAsvvMBNN91EWVkZL7zwAu3bt6dv375NOm9Tp07l+uuv59VXX2XChAkcPHiQzz//3Pt6aGgoq1atwmKxcOeddyKTyfjuu+8ICQmhVav6hV1/ZTSJvB2t0zeyGX8dmJ1lXuVNrnWc84tnsdq91Y4AtTqgTp5Kgp8K9u+PfgLgmQ9Ws+HDGWhVSrpERLK9pIjTNdV8uXkvAGqHgFUh3T2lxUTRvUU8ckHgVGk5eZXVJIYFKmsWu4OTxVKC6BXpbTgX+g89V/siAbUi8EcjWJXEdcnfopbVJ2cmiw2X+y7PoGvYJqKgtg55K/aRt8PlRd7nPb5tAFsLc/i1IBuVTM7wpDaMSWlDkW0nLtGX02Z1VmF1VtFjagE//lMqLrFUNmyQWxceQhmrM1Bl84WltPLGyJtPeauwZeHCgclRzN7SD7ks/iUAVGoFcrkMp9OFqdYaQN684/iFTXWKKNQyg0TenDVU23MRkW4WdHUI1LngMdW1uYwgB6usGKMzDxkK4rQXXqWplOmRCSrvua6b8+apFLU75RRZnCTqQauyAyLVjmo+P7GCY+7ctttbjWVXeSYPtJ30l+wy0FIfx12p45ib9R1L83w9U1vq4rzE7ueiHYjuMPH28mZPuPMhNDSUxYsXM2vWLB544AEqKioICQmhZ8+eLF68mKQk3/V0/fXXExkZycKFC5k2bRq1tbVERkYybNgwXnvttUtqJC+Xy5k/fz6vv/46Dz74IGazmdTUVObMmeMlMq+99hovvPAC48aNQ6/X06VLF55//nmee+45cnNzad26tbe7wRdffIFMJqNPnz7MmzcPmUxGUFAQb7zxBm+++SZXX301KSkpPPHEEwHFCefCddddx549e5pkEVJYWBigzul0OlJTU3n11Ve9hR4ZGRnMmzePWbNmMXbsWIKCgrj88st5+OGHG+xe0RDS09OZN28er7/+OosWLaJNmzZMnz6dN954A4Dw8HA++ugj3nzzTSZMmIDT6aRr16588sknfzunjN9X29yMPx1mRxl2sxxrmIrKqGB2Hc6hR4cWDW5babL4usEDOEWGhsZT4DRzxFQJQHyURLSMJh+xsLh72AqCQJtYibyVOayUFkg5a30M0WwyS8SmXWwUwVoNXZPi2J2Tz+aTp7mxZ2D4Mru0HBEI1WqICPp9YSa9un6OQmM5WDXuY1LIBVTKhi99D1HqFZ3IjuJc9pf68vaK/FS5437kbfVp6ebm+tad+XcfKfG12raIQvMer+O/xVmB1VlNRKqJvvcdZOs7nbBVNq1gocgshTVidEEB5O2yOJ+X2PKvtjF/zjrAV4wg7den1JX7mdqKuNDqFRirbfWKFmrc1aYGg8ZH3uSREvGyg81Vg9UmnYsQVYsLIjoqmfQDaXVJ7zcqJNuDaG2XRu1XzgeX6Asla+WBoatSt/LmcMipscikBu9yJ3FhRu7b8xIuN9G5MrYv1yUO5brEC0vm/m/jmoTBaOVqZh//0jv3V498SrfwdqToE/ilxBcyqrbXUmKpIErTeCJ5M6QqzabaZ1x22WVcdtllF70vfx9TDzx+pnURHh7eYNcGDzp06MDixYvrPX/jjTd6/3+++Q4dOrReAYPHigRosG2YB0VFRXTr1u28Ic0ZM2Y02Y+1f//+9QoO/OHfqsyDuue0b9++9XIFp02b5v1/RkYGixYtatJ8/sq4YPJ2vj5twDkvuGZcWkjKmwKHXgGCwOZ9pxolb6XuvqGCQyRyr4nksFDenj+eW2d/4d0mKUb6od+yP9v7nMsBq89s4+rkvnRKjoODh6mOUwAOBIfILX27EVySjUohJzZYWpwHtk5hd04+v5484yVvoigy99cdvP3zFgBSoxpoCG+pYH72ckbHD/KqCQ3hgaH9mbd5J09cObjJ56qmViI+OnXgXdzJqjLUMjnHq0rZWyKFAocntWFHcS6Hy4twiSIyQQjIhztaWcJDm1eyrfAs+SYp4XlkC1+ycrAqkWBVIpmVi6myZWNxVnhbdunCJLLkqD5/iyyr00GZRXpfrM5AsiGMu9r1JMEi0ivaF5t973WfrYV/2NTs8JE3o6MAm7MWhUzNhvzHEdUyQFuvaMETNtUbNJQ6pFCHVhHpDXlanTXY3OTLoKwTHz4PPN57tfZCUINVJpH+aO3vyTXxJSjXJZIe8haiMFAtOkhSJ5NtySI8pAYX0DmkDTclX0XHkKbl1PwVMDy2D1HqMDYW72J90Q5KbZX8VLgtYJsghQ6jw0R2bV4zeWvGJcWuXbs4ffo0CxYs8FbeNuO/jwsmbx5vG3+YTCYqKysJDQ2lU6dOl2RizTg/RNGF2VGO3RKFy912KTuvcb+acqNEAuRO+PCVW0lKjkSlUqDzk6QjDHpqzTbmfPVLwHvnblpLz9g0UqMDCVdIto1u3VMYoG8X8PygNsm8/fNvbM3OweaQqlCfXrmW5ft9baxSIuqTtycPvkO+uYTjNWf4uNezjR7L9EG9mDagR6O9SRuCR3nTqn2XfZXNwujvP8Xs8BGpVsHh3NimK2/u+xWTw86/dq1nfe5Jzhp9HmRmh50lp3y5Ur1ikugXF5hvBVJHgCqyA0iUJlSah1hz/py3YrfqppLJCVNLTcPv79iXI0eONPoe/7Cpv/IGUGk7hdGeT65pCzKF1KlizsurmLVgmtdWxBM2DTJoqLZLbu16RbRXNbO5aqj1dkBouPCjMYSpW3nnAWAXJOKrk9fvAvF7YXHaKLZKxx+tDeNsdQkWS2AI//H0KX+Itccfja5haXQNS2Ns4mWsK9qBDIHs2jyOVGfTKaQNYxOHsKFoF2nByX/2VJvxP4YNGzbw+eefM27cOEaOHPlnT+f/LS6YvDUkW4JUxTFjxgzGjh37e+fUjCYix7gJEScOs8LbM/PUOchbtUUiDUqXQHonXy5H+3aJ/LZNCg+GajV88O1vFJcbkQXZMaTaqdqvo2iDnluL5/KcX36D/qyNAbrogHyptYXb+DLnRx5oM4lIvY7SWhN7cvL4ZOseNp3IRi4ION15ZyHawLyzcmsV+WZJ6Sm0nN808UKIG/gpbxrfZX+wtNBL3BSCjDva9+IfnfuhU6poHx7DnpI85h8JrIB6uscwdhSfJT0sGpvTSV5tFY93G4KsgfChRi6pHh4fMvApb4JVxGK2odE2Xp5eZPKFTBsLT9rqNLkPUN6cFQGvnTH+jM0lKbCaYBs1BXpOHivg0/fXcsc/RuB0OL1hVJe6BFNNMTJBRaSmPfmmnd4xNO7wpKfPaFMRppIUrgprFqIo4nCTN43i4qsiB8Y8y69FLzAg5qmA52e57T+ClXpihEh2U8KW3FLCQrWEBpnpEdb+b0nc/JGsj+eOVmO9j/2rULv8AWbBzWjGI488wiOPPPJnT+P/PS5ZzlurVq249957mTNnDldfffWlGrYZ58DecsmdOtTRG1EuEaLiciNGk5UgXWDZ+y97sjheVAZRENqmiuV5GxmTMAQAld5J8oAcZHIXs/Z+yf6fJNPKoIFl9GqfTJUYxY4DZyk/oOYfh74nJU5NgcVM0hkXMz70+YkVmEu8fln/PvIxfVsPZOX+4zz3/c+cLqtArZDzzo3XkFNeyaLt+5hYJxduZ7lPydLIVOe0Q7gYVLtJic5PeTtYLvmxqWRyfrjmdloF+0jEsMTW7CnJo3VIBCerfGTy9vY9ub1905Lr43Q9OW38GRGfB55C68SlBJkdigoqadmqYc858OXgxWgbJxlFBXW6Evgrbw6JvEVrulBs2U9m5WIEd5ln62F5lByTyOW3C7eS0asNrdN8ZKxCLuVPxWm7oZBpaBc6jiOViymxHEYmSITT0wO2qQhRpSAgw+qqwuIqxyGTyJtWfvHkrVXwlSQFDfL2MwXJ7mNLqdR6bWbaZDaekW4KTA4H5tJQrkroyfS2wy96n39V/BULLf6PvfMOj6Jq+/C9Nbub3nuhpVFCB+lFREBRiihiQdRX7L372kV9lU9RVLBhASvFho0mVWnSOyQhvfdssnW+P2azyZIACSSEwLmvi4vszJmZc7b+5qkCgaD5aXJv01Ph4eFBZmZmc55ScBKqrEXOOlum7DCn5Q3gg+838s8eeV9qVhH3vr6Ex97+CUkFWg8zhthiPjy2lENlcpZdGsmoNLJg2/unbJ1y61hBj8Rwbul4Je88MplZD4/BPdwGdgVFmWYiulUyZ+EtLsJjVW5tvawKqxFFqPxeqOmIcFP/ngzuGMO0vt357d7p9bJQd5YcRrIqqD7kgbHCRqmlgjNBkiQ2ZKWSWeEqamqSMOqKt72Fsnh7sPtgF+EGMLNzP9ZPmMmf428jQHdmwfSx3uOZ2v53Jsf8wMSY71EptCgUYA2Sxfahfaf+vPyZdgSAKE+fk47JyXK1rqnq9CStcZt285tO38AHUaByCsl2Q7K5/psVdLw0A0mCN55dyvFkWeR4eOrIMf0N1JbwMKgDSPSV29/VZHe6N9Ftqla6OePkSi3JWBWyONWrz65GVl3hBnC0PB2rZMNH40lP33giPOr0zUXB+IhB+Ls1XF9QIBAIzneaLN6ysrLq/UtPT2fr1q28/fbbjS6mJ2g6Vns1ZpssaAqq5Ywgb20Mx1OKQFkr3hav3MnrC1YhSRIPvrmMrfvSUKmUSCrQedcGp8/a/wmrc7eSbpeTEyr+9cVWpMVNr2TuHTfwv+7308EjEoVCwcjuCSx+8Q78EuQ4rYpiOwcl+bicqkL+LtjN9mJ5Tv395bjH/ea9uHnVZkdeVqdjQ/212dhZcgjjDm8q1gVQ+lswOdVnVjvrl9SD3LDyGwYu/YClx2p7gpY53KZ1Y972O8p/dPGrL0JUSiWRnj4oFQoe7SFX/b8s8tSlTRpCq/LEXROEpybcGfQvhTnE8u60kx53pKSAn1Ll53RGQv2K+haLjd3bU1n5yy6X7Zo666tyiDe92o8En2sYFf4WelUAke5DSPSRs9J63nQI74hKigsreOY+OQvLy0dPbpV83nBDbY2lLr7Xu/Qy9Wii2xTA103+jigw70NSyC7fs7G8NcTeUrmlV4JXOxQKhYt40ypVxPk0vryJQCAQnG802W06YsSIBk3zkiSh1+t59913m2ViAlckSeKPjHsot2Rwdcw35FfLosRf05n09CJo72oZyisqJ7ewnKz8UlQqJd//bzq3v/8tFT61hRILzCXMPuToN2dTYDzghQq4b8owuoXUz/T003oxKXEAHx3Ygq1Uw5aivXTyjOLJ3e9SYTU6x10XNRoPtYGVuZsJSiggfUs4SAoifX1Our7FGSsps1RiOSbH4tmKtORUFxHv1e6kx5yMvUW1rame+Ps3oj19KLOYKCiTY730NR0lJMmZQRrjeeqMvGs7JdHey4/Ys/zR1ygNVNlAHWWDrapTWt6WORIiLo3oSBf/+iLp2fu/5uCe2uP9g9wZOLwzvfrL4sguWTHZZOtjTexdqKE3k9stQ+G4b+vpfwc/pd3MwPt3seKZQZiqHWLK24aEDS9NFF7a2oxSjdKdbn4z2JL/f2iU7miUTa+N5KvtyHHWkFu9HQC1woBa2XCNrAqrEb1Kh0qh5K+87SxI/pEkn1geir+hwfEmm5m/8rbxffoKQBZvgIt4S/ANOmV7M4FAIDjfabJ4mzVrVj3xplAo8PDwoH///m2u0F1bIcu4mQKTbIXJMf7rFG8UdsDonlxvvNVmZ9cRuQ5bZLAPOoOWTHsVwV6y5e35LndwrCKDxekrqbaZyN/rj6pafl2H9T65haxdiOzespWp+adwD/8UuhYCrT7izj3fLOepO0awTbOfEvdyfKNLKE71xcfQ8A/0xvydLEr9FQAvrTtFyBay3SVHGBbUq8FjTkVGHXep2W5j0u+yNalLujz3n8vSaJe8h8mx3am2WQGJXHM2krGaSH3wSeOG+gTXb3TfVDRKWWSHxmrIA44fzcNssqA9oXyJJElOq9uE9l3qnaeq0uwUbkNGdcYrNgVDn5/oFx5GieUYfm6dKDGnIGFHozQ4xRvg0j5NpXAjxnMkZZELiB9iZs8K+StB4ylbeGtcpnWJ876aCks2Ptp2ZxRjVZNxWmSRM2Z1yoaF8/HKbB7Y8SZRhhAejr+RNw9+gYTEqrwtjA8fSkdP19djTe5WPkpe5nS3t3cP57IQef6hBi8UyEVFugWcf03dBQKBoCk0WbxNnDixJeYhOAX7ir9hW8E7zseFpgMUVMs/fMt/t1Md3LAo2r5fLvNgCNQxYf5CTEo7ap3s9uzgHkEfv86MCx1EhbWKP43JvL9lAx0jAwjwObkADw+SLRi2QjdKfw1GF1tB5+5+zGh/FS/v+xh1Rig55VXM+/ofbn9gArMPf4F3ZBkl6d4YrVX8lLWOrYX7uKXdeLYXH+RAWTL7SpOxI3F5yAD+Uhud4m1V5jauj76cP3P+ZlBAd6LcG/ejm1UpB8HPHjiOj/Zv4WCxbG3MKCnFDSVVKhsv/LuGd/f9A0hEBZby3L4PAAjTBXJpSD+uibwUpaJZQ0IB0DrE24Qe7XhPn4q6SmLzrmMM7utaaiWvqoKMilJUCgUjI2pDEf5ZdwgPLy3ZGfIag0N9ePq1KXx+RC77sb3wfbYXvs8NHdZQUC1b7vzdEk7a7xYgxmMEu4sWoPRNB2RLlWTIAyDCUF+8KRVq+gQ2ruhmQ/i6ud4c1BWWdVmSsQqz3cLRinQe/PdNZ+cAgO/SV/BU4gzn40prFXMOf41FshLo5sv48KGMDR2ETiUnVmhVKkIMnmQby+nWgBVTIBAI2hJnlG2am5vL3r17KS8vb3C/KBfSfFRYstlRON9l27GyP7BKVUgWT9bsrnURSgpQ1P6+sX1/GlV+8HeFXAbEzWJBoQAlCmeJBINKz3/n/MHfu1IB6BF/6qKroQG1WY+WTD32fB1PTLqFUG8/vuz/EjOWfwsUkJxZiCnZgMWoRmOwEtEri1u2vOB0r76y/xPKrJXOcw0M6M5dnabwa/WHzm3VZRJP7HqH7OoCFh3/jaUD38RNdfKyGjVkOsRbJ+8APho+icFL5wGgrAm/00h4qLUUmarwdq/C073W5ZtVnc8Xqb8Q4ObDyOC+p70WwMfHlnGgPIXH4m8mWHfqwPsay1uivze6aHesByv56M8N9cRbTQ/TSA8fdI4epvt3p/Pcg18RGuFLr0Fyk/J2scGYbGX1rlNoOky+Iy4yUNf5lHPy0bbHWxuDIbA2QUTtVYZaoSNY3/2Ux54JHupQ1Ao9Vknu5OCuqi/KjdYq1ubJblUvjTtlFvm90t+/K1sK97KxYCeP75pDgNYHfzcfVAolFslKhD6Y93s/gaoBsTqhfRd+ST3AsHARlysQCNo2TRZvv/76K0888QRmc8OtfRQKhRBvzciW/DnYJBP+bvF09buJv7KfosomB/JrTK7uNIUEdhUoHVUpjheXYo6S3VoJNg8q96fCaFAe92eLz3Eu6daOoxkFTuEG0DHy1MVSNWoVXdr5kZZXSVmlCZtZwZ/rjnLzlX1xU2rJzq91WX6y7B/ce8Rg0h9F62GhwmohQh9MqaXcRbj19evMo/E3Ul1tdTaOB7CXq8n2rU1a+DlrHZMjLz3l/Ew2q1zYVgJVlYIIf282TryTQd9+gLpCfi48/LXclzSQF3euIMRPFj43xVzBlWFD+Crtd5ZlrOa7tD8ZGtgLtbK+CCg2l2G0VhNuCCKvusjZZ/LJ3XOZ3/tpNMqTf6xqxNvm/Dfp0WMAWw+6c2RfFv/mZ9IzMNw5LqVMziBtVycDduUvOwHIyy4lJ0MW0e07BlNkOlzvOjsKPyS/WnZpB+rqu13rolAoiPEYwZHA2pYybp5mAnVdUClPLZZLLRW8dWgRhaYSnkycwb7SY3yXvoKJESO4PGQAZZYKDpanUmgqJd6rHe09wlEolPi4tXdaBr009TuC7C9LwSrZCNH582q3e3l693vkVBdyY8w4wvVBLMlY5UxKqMvQoJ4NCjeAx3oO5bGeje/IIbjwufHGG9myZYvLNo1GQ1BQECNHjuThhx9u1p6lI0aMYMKECSdtFzVixIiTVmzQarXs2dO4frXbt29HkiR6966f6NQQFouFRYsWMX369EaNF7Q+TRZvb7/9Nl27duWpp57Cx8enBaYkqCGjchPpletQoGJg8DN4a6NcmnCrzR2BKud4swcobKB0bDI7erOHo8f4awaqLmAt1lDwpwcP/LmMTZ8/wIZDKS7X7BDhKt4+2reZLw/tYErHbtzdVXah3Tm+C7FxcWzYlc4L83/nmz/+5drRPTCZrBgdAe9eHjrSc0q4z38oqYp2BIXaSPRtR3//rvyQsYZPU34E5GbgEyNGkFNQxlUPfuxybU2xFzYvC6V/BKPU2lnUfyNjJw2i2i6v309bv/l8TWN57xQNM576ir6do7jvhqFoShQoUGDVS/h56Ihy9yHYtwy1yo5aMjAhYjhapYbro0azKmczGVV5LE5fyXXRo13Ob7XbeHjnW+RWF9LLN4EqW232bm51IX/lbWNUSP+TvqY1jdkBPGIOAr3Q5dr5IXmfi3hLLpPrykVI7lRXmVGqlKxdIYsdm81ORmoJAFHtAzlW9lO96+RUyVarCMMAwt1PPp8aYjxG4hG4yPnYzcNaz73ZEO8f+c5Zn+/xXXOwSxIllnLmHvmWj48tc75WAG5KLZ/3exFPjQFfbQenePNU1xdv+xzCrIt3R4J0fszt9TgllnKCdf7c0m48AwO6k11dQKGpxPleAhgR1DhrqUBQw5gxY3j66aedj41GIxs2bODVV1/FZrPx7LPPntP5zJgxgxkzZtTb3pT40uuvv55XX3210eLtl19+4dVXXxXirQ3RZPGWl5fH008/TefOp3bFCM4OSZLYmi/HuSX4THEGefu5dXL+6JlLQoFkVJVWjNFqqj1AVwxUyYHZNg1oSySqj+TjqVAweloSP6fvcF4jOaeQg8dzXa7bLsLV7bfo8E7SKkp4c+c6egWFk+QViEKhQK1ScVn/OOYv3khOYTm/rt9PQns5lijAx53rLu/J3G/Ws/iPnXz3v+lo1LXWkHFhg/k5ax3F5jIu8e+G3S7xxDs/13sOSncYUBXasJdpsANZv2i5WvUMmiBZENzX6TpGhw5wjs8zVjBvr9zj0b1YjQ0bW/alMf2ZRfjaZNej1c+Gt5udCHcvPPSy8ApVJqBVyvsNaj23d5jI7ENf8mv2hnribUvRXnId3R+2F9e2qOrgEcGxigy+S1/BiOC+qE4SL+fvVuse9e8oW/20pRJZ+SUu41LKitBn2dj2/lae75nP+Gv6UlFWK9Tzs2WRWui2isryXwEFIfoelJrTqLIVoFK40TvgHuK8JzbqS9/HrR0hQbXi0W5TnFa82SSby3NQZHasR6nBLtmdwi3SEEy6MReT3cycw19xZ8drnO9nAC91FCtyNrMhfwellgrKrZXODhudHf1t3VRagh1dHRQKBXFe0cR5ye3I9pYeZUvRPrp5dyJEf3b14gQXHzqdjsBA1yzy6Oho9u7dy/Lly8+5eDMYDPXm09JIknT6QYLziiaLt+7du5OSksLQocL90FIYrfmYbRWUWdJQKrQk+dXehQW4JTjFW2663EVBp1ZR5O34gdYCSKAED0c4nLYS7nliHGVxBVh31HZe2JScSkqGaxsqjzotq6ptVo6X1xaA/eLgv8zuWytm1GoV14/pxf8t/IvXP1tFaIBsCQsJ8OKaS7vz1W/bycov5ed1+ygtryIzr4SHbxzBpt2p6FYn8PIt/QjVB7Din0McSMnFTaNixtWXMKhHO2Z/uYZ/D2RgPVY3eUKB6YgHmiA5HmxXyRE81O6szUxlc1YJuwrk2D5sQKlcR61HXDg7DtUpp9G1kCqfDBZl/4haZccugUJyTdAYENCN/zukoNBcSpG5zGnhO1aRzjuHvwZgZHBflCjZVLiLq8KGMiFiBLdseZ6sqnw25u9kSFDPBl/bUEPtnbDW3YpXmIWyLA15R2t7kNoliX2FuYT/bMZugR2bk1Ge0ArMZpO/bLOVy/ECLgl6jFjvqwDIMm7FSxOBh6ZpWZWBhnj0fuVUFekI7lyEn0O8VdvM/O/gZxwoS2F6zJVOwXykPJ0qmwkPtYH5vZ/mv3veJ7kyk6GBvbgxZhx5piIi9MF4agx8eGwJP2au5e/C3SgUCm6IqhWGFTY33jn8NXbsLvNxU2rp6Ztw2nnfH3s9P2et44qwwU1ar6B5kSTJWWrmXOOm0zR7dwk3NzeXz53ZbGbOnDn89NNPVFRU0KlTJ+677z4GDRrkHLNkyRK+/PJLkpPlz2zXrl154oknmt3YsXbtWubMmcOxY8cwGAwMHTqUJ598Em9vb+Li4gB48skn2bJlC6+99hrbt29n7ty57N69G5PJRExMDDNnzuSKK65g6dKlPPnkkwDExcXxxRdf0K9fP9asWcO7777L0aNHCQ4OZty4cdx1111otaePOxa0PE0Wb8899xwzZ86koqKCbt26odfr643p06dxrYME9cmo3MSqrEecj4N13dCqamu4+TksNzpFOJlZsvXFy92NLCwobBIRXl7k55ehqPM76BGr54rJfXjvyLdY82o/eKu3HiHzeAkAZl87/516mctcUsuKqHs/9mf6YXK6DHAZM35oVz79cTMl5VVkF8iWl4hgH3RuGq4f04u536zni5+3OPdl5Zex/YCcBbt6dRoJ10Yzf8lGAG66si/Tx8tur//eNprrn/qCKkffznuvG8K736zDIzuURzpcwZvHvmBt/nbW5svuwYNFwYCKrj7BJJYG8JftCEq9jS5TYFj6EOZ8tR46laOPlK1XW0pkAVxt0mBU1rauAtCp3AjXB5FRlUtyRQZ+folY7TbePPgl5VYjgW6+3BRzBQFuPjzA9c7jrgofyqLjv/Fd+p8MDuzR4I+JQe3qlvbvUEhZVggVqbXJP//mZ1KQX453bX1jtv99FAC9QUuVsdYVqfM20yvgHqdwAwgzuH7+GttmzKAOYNybf2Iu1+AZZMZbEwPA+vx/2Vwol6ZZk7fNKd72lMrdH7p6d8RH68mrSfeyMX8nlwQk4aVxd+lg0MM3nh8z1wKwqWAXj8ZdT4C2G1K5Lz/lbMCOnQSvdlwTeSnHKjI4UJbCtOixBLj5nHbePlpPbowRLflaE0mSeOjWT9i/K71Vrt85KYrZn8xoFgFntVrZsGEDP/74I9dee61z+5NPPsmRI0d44403CAkJYc2aNcycOZO5c+cybNgwVqxYwXPPPcfLL79Mnz59KCgo4OWXX+bpp5/mhx9+OOt51VBUVMQ999zDE088wbBhw8jJyeGxxx7jf//7H6+88gobNmxg0KBBPPXUU0ycOJHc3FxmzJjB9ddfz/PPP4/VauXjjz/mySefpH///owdO5by8nJmzZrFhg0b8Pb2Zt26ddx///08+eSTDBw4kLS0NF566SVSUlKYM2dOs61FcOY0WbylpqZSUFDA3LlzAVc/fM2PxIEDB052uKAOkmRnX8nXBOm6EaSXuxLsLHSN+6prqQE4mBbJ9uMdSM2JQOGwmuWZjYAGhRWqdhci+ahR2GtfF22k7LIsMJViK62tJ3bwX9k0Z/K3U9LDSkK8awmFmn6ePQLC0KhUbMlN5/uUfVyqrP1R1us0vP3oRO59bTHljvZT113WA4C4aLl1Vo1wA5zCDeR2VcvX7yM9pwQfTz1TL6+t6RYW5M3d1w7mzS9W4+dtYPKoJD77aTMFxZW8O2cn1ku0qP1rRUxSpIkAmyd7vi3gL6NsLVQHmfgtZyMe+h2E3uSGSVGMXYI4Wxxl7gXkmgqprHZjXKJrpidAR48IMqpymXd0Mc90vo29pcdIM+bgpXFnTo9HGmxofmXYEJZmrCalMoutRfuIMATzwdHvuSp8GL39Ep3jxkZ8SHrlBg6WLsYrohwIwVRkcn5+fk7Zj6bUXu/87ToG4+mtZ/f2VACUajsag5UE78n1xtZQaqngvu3/I8o9hCcSbsFdXf9mqwaDOhCtwYrWYMWgDnYmK6zKrQ3ozqqqLfK8u8Qh3nxkK5qH2uDixq5LT98EJkaMYGnGagDSjAUMD/w//snbxprqZQBMbzeeLt4d6Ofo0CFoWyhom31Vf/75Z/744w/n4+rqasLCwrj11luZOXMmAMePH+eXX35h8eLFdO0qvz9vueUWDh48yCeffMKwYcPw8fHh5ZdfdibshYeHc8011/Dcc881aT7z58/n008/rbf9+uuv59FHHyU3Nxez2UxYWBjh4eGEh4czb948bDb5JrTG5erp6YmnpyclJSXcc8893HrrrU5L4h133MHSpUtJTU2ld+/eeHp6uhw7b948Jk+ezNSpcju8qKgoXnjhBW6++WYyMjKIiDh1VQJBy9Nk8fb6668TERHBHXfcQUDAqTMTBacmufwPthe8B8DNnTYBctHUugToEl0e/7kvlRUHe4JdwreoHPRqTA5jmtICUrEZRbgSymtjzKpUFgpNpewsPoRkDnM5n9UgUdrVCgo5U7MuNeKto7c/Q8PbsyU3ne+S9zK0vWvtr4R2wfzw1m28+ukKuseFO2Pfgv1dBc4NY3uzZNUupzXtp7V7+WmtbNGZfmVf3PWu5vhJI5PQalREh/qh02p47f4refb938jMLoMfQvEem4MmVBaMVZZS9v5kwG501PWKMuLVt4x27mGkVGaBQs5izS/xZGZgFwYnJrGzMhmr2cDIiFhOpJNnFH/lbye7uoC7t7/m3D4tekyDwg3AU+PO2NBBLMlYxVfHf6fYXEaBuYTD5Wl8O0A+R5G5DD9dAoH6LpSYk9F5OwosV9iotJrRqTQsP34QTWn9GJRxk3qzY0ttQWadlxmDOuCUGaG7S45QYC6hwFzCvKOLeTj+xpOO1dexCnpo5PdJbnUhe0qPOrcXmksx2cyoFCr2l8pz6eZ9+pZhKoWSW9tfTboxl61F+/i3+ABhAYPYaj2ETbLR1bsjXbxFCY+2ikKhYPYnM9qk23TEiBE88sgj2O12du3axauvvsqAAQOYOXMmarX8E7l/v1x256abbnI51mKx4OUlh1X06dMHPz8/3n//fY4fP05KSgoHDhzAbq9/I3YqrrvuOm68sf7ntEZgJSQkcMUVVzBz5kxCQ0MZMGAAw4YNY8SIEQ2eLzIykkmTJrFw4UKOHj1Kamqq08BSI/hOZP/+/ezevZtly5Y5t9XExR07dkyIt/OAJou3rKwsPvjgAwYOHNgS87moKDIdqbftxB9igzqAtPIS3t61gf8k9GXd0RSwS8QehgLHna7FS4VGZ8Y3oAK3w27Yo0qoPuYDSgnJqKa8ysRNm/+LZFHIxeAcaN3UTJjahXlpsmWl2uoq3mr6fsb6BDA6KpYgvQd5VRX8U55LN1xjODwMbrxyzxUu24J8XUXOxJHdGNyzAw//3w/OJvEAgb4eTByZVO+5UCoVXDWs1grTOzGKRbNuZNqrCynMqMB01ANNqImCEg+idkdRVGxE76FEN/44KncbAwKSeCJhOh8dW8bPWesI14Uxb/Ct5KWkoVNpGRHScFwawKiQ/hSZy0ipzGRv6THMdgtBbn6MDqlftLYuV0cM56fMtRypqO1ZWmE1Um0zsb80mef2zuOq8GHc1mECQfokdF4HAdCbrNy08gn+zZd7rEZUqAALI8clERziTVT7IIaN7sLRQ9nO8+p8zHhoTl1wNrmiNt5vXf6/3N5hIiabmY+Sl9LPv6tLLbu6Ll0PtRwvtyZ3GyALtGMVGVTaqsipLqTSWkW13YyX2p3oRhZPBrjEvxtbi/bxW/YmxvhfQqpNfo81tqae4PxFoVCg07e9eCh3d3eio+Xkl3bt2hESEsItt9yCSqXi+eefB2qFy6JFi3B3d21FWGPNWr58OY899hhXXHEF3bp1Y/LkyRw+fJgXX3yxSfPx9vZ2zudkzJ49m7vvvpt169axadMmHnroIXr27MkXX3xRb+yxY8eYOnUqiYmJDBw4kJEjR+Lr68s111xz0vPb7XZuu+02JkyYUG/fuU6mEDRMk8VbbGwsOTk5px8oOC12yVpv24mWN70qkMv/+IxsYznbszMwma1E7bFgzKnG1kEOtL+0XQy7vbbi1tGIZ7wnioJK3AeUY/zSFyPe2KtkK5zKUusy7T+yHXcNG0hcTBDrfk5lf3Geo1VULTUJAEkBYWiUKq6P7c7buzbwe1EG/2nE+vQ615ZPIQFehAf58N3/pjP2ntrCw+88Pgk3bePeijaNRIZXGXqU2KuUVJk0GPZHkHbIiEat4pV7x7LIuBh/N2/u6DAJlULFHR0mMTK4LzHuoViqLeQ14jruaj0z2stxZGa7hcNlxwnVB6JRak55nJ/Wizs7TmbesSXYJTtWSb6z/TFzLV+k/gLAssw13NZhAsG6JHTecm9ZT7OZqzpuJt4vmN0F4XhYOlFMNe06BnHNTbUB0Z7etW5PNy8z7qdpDJ9cmeH82yrZmLHleQwqHYXmUjYW7EKr1DA4UHZzG1R1LW+h/JW3je8cPUJHBvfFaKvmaEU6WVX57CuTrW5JvrFN6kQxLKgXn6X+RJ6piE1Fe8iyy3X8Er3q99IVCFqD/v37c8stt/DJJ58wYsQIhgwZQqdOsnU5Ly+PYcOGOce+9dZbKBQKHnjgAaer8YUXXnDuX7VqFdD4uNPGsHPnTn799Veeeuop2rdvz/Tp0/npp5949NFHKSwsxN/fNeP666+/xt/fn88++8y5bfXq1c55Qf0yJJ06dSI5OdlFRG7ZsoXPP/+c559/HoPB0CxrEZw5TRZvTz31FA8//DA2m43u3bs32Ms0LCysgSMvLrbuS6O0oopL+8WddIydWpN1zYdbecJLkltqpnx3CR1Wm8kZZcNvDyjSzJgiDaBQkBgfTGr0Ntz8ZbdgubYchePpV+YqwBsC7UF8O/ARMnPKmMoX2NUSw4Z0Ii5GjkmrqeBf122aXVlGblUFKoWCro52Qtd36s7c3Zs4aCzhYEk+PQ2nvjs8EZXjDtXPq/aD//r9V9I+vPHlHRYc3IZJbUOPEptRTcFRP7z2yZH9T864lIGJnRjIky7HKBQKOnnKtcQsNN2to1Vq6OJz+ppnNYwOHUD/gG5IksSClJ9YmbvZKdzq4qeLw91H/ru6TIskQZxfLnF+ufxRpAPcsfkcAGrFm8a9NotB721yWt4kScIiWZ0lT2pIcVjerom8lD+y/6bMWulSm+61AwtYnrWeh+JuIMCt9nXYVnSUZdm7AOjpG8/QoJ5sK97P0Yp03jj4uXPc0MCm9Z51U2kZGzqIb9L+YG7Kd9ix46l2J0wv7uYF5w/3338/q1at4rnnnuOXX36hU6dODB8+nOeee45nn32W2NhY/vzzT+bPn88rr7wCQGhoKP/++y/79u3D09OT1atXs3Ch3FfZbDbj5uZ2qks6MRqN5OfnN7jPx8cHDw8PvvrqKzQaDVOmTKG6uprly5cTExODr6/cas5gMHDs2DGKi4sJCQkhJyeHtWvX0rFjR/bt28fLL7/snFfNeIC9e/fSsWNHbr/9dh544AHeffddrrjiCnJycnjmmWcICwsTlrfzhCaLt+nTp2O1Wnn22WdPeidxsScs2O0Sj739E8ZqM2qVkmG9G44Jsku1QsIqVaOp0zKohusXfkvQWjPqKoj4Sf6gWfQqzJ4akCR2Rx4ixL+2W4HCrkFSWpDMoCgAvKG41IibSouxSr6epAZ/Xa3pX6eS3wZ1LW+bco4DEOcTiN4h7oIMHgwJjWF1VjLrclLpGdY08eaco0LBmw9exfHsYob2apwoqrJasNhtfHHwX+yO70BThRZ1uhxPcmm/WMYNPn9qD3pr5Juam9tdibfGg90lR5yuVCVKbJIdlUJDRJC8frtVicWoRutupSTbQGGyOygkCv2/pso6Eb3anyLTUZJtCwG5fIbez+R0b36cvIwfMv8CoLdfIs92vp0j5ekUmktRK1RMibyMm2KuILUym/1lyYTqAnh2r9zPdU/pUR7bNYdXut7tnP/W4nTAj+uiRnN99BhUCiWXBvdjZ/Ehyh0tznw0ni6JGI1lbOggFqevdFolEz3PrMG9QNBSuLm58dJLL3HTTTfx1ltv8cwzz/DWW2/x1ltv8dxzz1FaWkpkZCQvvfQSkyZNAuC///0vzz77LDfccANarZb4+Hj+97//8eCDD7Jr1y769m1caMCnn37aYMICwLfffkv37t159913mTt3Ll999RVKpZL+/fvz0UcfOV24M2bM4OOPPyY5OZk5c+aQnJzMY489htlsJiYmhoceeoh33nmH3bt3M2TIEPr3709SUhLXXXcdb7zxBmPGjOGtt95i/vz5zJ8/H29vb4YPH86jjz7aPE+w4Kxpsnh7/vnnxRftaSguM2KsloXW65+tokdcBJoGOvbUdEoAsNgr0Sj1WOyVSBLOH/LKA4XUaTmJBCjaeQF2lCYL+sBql3MezvZhREclhlJP9prlhINqsxVjtZnKKvl6drWEn1sd95tDvBVXO6x3ZhNv7FgHwGVRrsH8fQLCWZ2VzK7CxrnOY6MDOXw8n96JkS7bB/fsQGOqckmSxEvbVrHgwDYS/YIpt5hwc5O/oFQmcMuV/x47qOki4lzgp/Vyul+rbSau2fgYduyUmsvxc/Mm1KsrGv1xLFUaqku1aN2t5K25FsggrHsBHkHVFJmOEq72Z1/xV0T0ySHiX390XjZiR6dzpKKaVfnfsTx7g/Oa24r28+CO2RSYSgAYFtQbg1pu8dPeI5z2HnIx3js6TOLr479TZq0k31TMY7vmcHeHu9hWuJLMak8mRYx0KcHR2y+Rry6ZRUZVHkfL02jvEXHKVmAnw9/Nm4EB3Z1lXob49TiTp1YgOGu+/PLLk+7r27cvBw8edD7W6/U89dRTPPXUUw2Oj4yMZMGCBfW2jx071vl3jbvyZJxufw3Dhw9n+PDhJ91/7733urTgmjVrVr0xddtYent7891337nsHzNmDGPGjGnUfATnniZ/806cOLEl5nFBkVdcq7aKSo3836K/ePym+kWNTbba2l4Wu9HxfyUHf4lmx6JYek0/iO8eh7XNoMLirUFptlONHa1WRf+RHdmtW+88R0GpO2aLhtujb6Bn73Bye5Vw00tfU1pRzYGUXEoqZauepIYw99rWUjWWt+e3rqTSaibHWEGOsZwYT19mdu7nMufuDhfqzsJs2VVnt/Pu7o0klxXx1qAr0apcVerr941n2ZrdXDv6zH6g12al8OkBOWh+nyOB4prO3VixYT8KuwKVWY6t69vlzKyA5xKdyg1frReF5lIKzaX4uXnjr4vHzfuoLN7KtPRsdxU/rpbjwAZdLfc1LTEfw8etPSnlK9B62BjysOzONNu1zEvehNRAiYZjFXKsm5tSc9J+sOPDhzI+fCil5nL+u/cDjlVk8MrBLYD83ri8gbIfSoWSKEMIUYZTx9qdjokRI1iX/y8eCh09vE8eWiAQCASC+jRZvG3duvW0Yy72Ir15RbIo8/UyUFpexe8bDzC8Zzs8T7C+mWy1Tdwtdtn1aawysmNRNwC2fxaPGrB4KqiMdI0tLI2wcDy8CLVKwmZXkJbrR5VZdm8uP36QXkERhIT5MrhnB35Zt49Vmw8TECqfQ6lR4NuA5Q3gjR3rnFJgVv/Rzni4GhJ8AtEolBSbq1mVcZR3dm9kt8MKd1N8T/oFu/aprKnXdqaklBW5PPbUuHFj5578qdznrGXXKSrQpf3W+Yyf1ptCcymfp/xMO49wJkf0QudlpiLHgJepFyVb+1NZ8QvhUf707OfO7hIoNiVTbVuMhGtaf2a1J2qFhnFhg4j1jCbRqz1l1grSKnOwSjZC9YFEG0Lw1Lg3PBkH3lpPZnW7h//ueZ/D5bJrt517eIvGoXX0jOTl+DvJO559RtY7gUAguJhp8rfmjTfeiEKhcOmFdqIb9WKPect3WN6SYsPw93ZnyapdrNxyhMt7BvHSxysZ2S+OS/vFYbLXF2/J2+qn2pd3UKKs9bCiUEF5pJVk43GC3aCy2g2j0Y3gYzpyY6v57fghnuk9EqVCwaX9Yvll3T5Wbz3CwMFyRp/+hJpIOpXr20ACJnfoyoDQmHpz0arUdHP3Y3tFAbetWeKyr6DK2KTnqTGUW0wujzt6+xOg98CuBZXDYxwb1XYCaP3cvKACdpQcYkfJIfw0Xhj85IUU5VrZvlYu23LlNX3w05uhBPKr91JtkwsP61UBVNlky1xmtQ+dvTtwe4daa3ggvnTwcHVRNwYPtYFrIkfxyv5PAOjuU7/2XXMT6xGFTVl5+oECgUAgcKHJ4q2hOjJGo5Ht27fz448/8s477zTLxNoyeUWyeAvy9WBg9/YsWbWLfcdycddYWb01hc170+jXJRqTrbbzgMVuRJLsVDpaiZojJIw+8svjadBRWUe8TRiWxN7wAtIl2Qoao4mkapOZAHc9FWo72cZydhVk0yMwjD6JUXh56CguM/LvHrm7Qd3+pQA6tevbwF9n4OleDRd8BBjhG8b2CllA9AwMR6VQsDUvg4Lq5v8hrjC7irdxMfF4ad2wayVU1bIAjXV0cmgLBLr5uTxelPYbMRHy87Z3hY6C9Dx0ei2XXdmDrZWyS7zMIlvDPDUR6NQ9qKr6GbukJNfsxajQ5hNZdfuIJnqL0h0CgUBwvtJk8XayjJlhw4ZhMBj44IMPmD9/foNjLhZq3KaBfh506RiKQgFZBWWs3C7HnFVWmfluxb+oO9fGvJlspVilKuw2WZCYPFTkjpStcI/Ye/Llqt0AKPU2xo7uQB+FN7MPb0SSYLL/AGZVr8XdV8vIiFB+St3Pb8cP0iMwDLVaxfDeHfnxr71kpcmWPm931xZJbidY3mb1vxxf3cnbKPXyCGRoSAwebjreHDiOV7atZmteBoUtIN7KLbJqHRsdR6/ACKbH90KlVGLxlNA4tG98THCzX7elGB82hEqrkTB9IP8U7pFj00I7AXYKHJmz/QZ14qg1jTcO/cTEYCVqpbw91xTNlpxDDPOHzGo/bJKKpGa0kOlUWh6Pn05yZYZoUSUQCATnMY2vrtkIevXqxebNm5vzlG0OSZJIzZLjtAJ9PfAwuNEhQi5+WlFVWxrk2z92YDHXxmltynuVTbmvYbfKL4lNqQAJggslssIcJSY8LPhen853Bb/ySYrctmRK1CgCkGv76Nw0jI2Wg79XpNd2bzix1py/h2uBxbri7Z3B4xkddWpBoFEq+WDQeN4bejV6tQZ/nXy+/BZ0m/YOiuDWxD7OWnHl8TZKE6149jE469W1BcINQTwSfxPXR4/hobgbUCmU7HcvdhmzxX8nT+2ZCygot+mc29cXFpNn9uLP/ES2lEZiUOno6Nm8bWqGBPVkervxqJpQeFcgEAgE55Zm/YZeuXJlg0V7L2TyiytY9Os2istk4bJk1S4OpOSiUavo2lGuljukV23PxoFJMUQE+1BaYWLfdlfXVGrFKqd4w6YheKMKTY6djVtld6ePrxsqpYJ/iw9SYikn2hDKtOjLqTbJ9dn0bhouCZGzLlPKi/kxZT/Pbv6T2A5BKNxqY9xi/Fxdd3Vj3uomMjSWAL0cEF9YXck3R3bR5ev/Y1texmmOahwVDvHmoTmhwKUSqsPteHU6dTD++UyMexhXhQ+DADuoamNIzR2MKFGiU2qRIxBlbPjTySOKEqsBm6Qi0bMdKkXbSNQQCAQCQfPRZLfpiY15Qe6Dlp2dTVZWFrfffnuzTKyt8NTcX9h9OIulq3Yx57FJLF+/D4CZkwcSEewDwPihXfn0B9ki2aenxCXE8+aCf9j5dyxd+hxDrZbdYl6aSOxWWWQpNSrsVSosVXosWfK1+kXF4RsSxJ85/6BEyYNx09AoNc5G73o3Dd5uOmI8fUktL+b+9T8BcvapOciKIV3+oU8McnUz1rW8+ZyBeAt0FPwtqDYyb+8/VFjM/Jiyn95BZ28VqnBUAPfUNNwz0eMk29sKkyJGsjRjNYq+ZqRtWvx76nl25C108AxHo9Qwa+90fDlMpVXLG0kPkFNdxAv75qNEwTD/pnU3EAgEAsGFQZPFW90s0xqUSiVxcXHMnDnTWW36YmD34Sx2H5aVVUZeKZMeqa2KPWZgbfB3aIAXd06+hB1HdlIV9n/4a+Px80miqERP2tEQ2sfL57gqehFflcoVrO2SbIGLiNVTmQ3F5VV07RjGiJiBFJhK6O/f1dnyqa54A+jqH0Jqea0rrrDaiKIjDAiKRiqX6NPFtZxH3YQFb62OplLjNv03v7YJ+q6CrCafpyFq3KaeGtd5PdN7BPP2/sOzvUc2y3VaCx+tJ1MiR7Hk2lW8MetO4rxc69WNj3iKz5JfpLf/1US5hxLlHsobifeRl5JDX98urTRrgUAgELQmTRZvp6pIfbGxZZ/cQqp/12iKy6o4dFxued65fQj+Pq7uvCmjkghuv5I8lUSJ7QCdu8SyfoOG1MOhtI/PQq3Qo1SoKTG6o1ACDvH21j2TkapVfPHzVi7pHoO7wkDI/q74JUSAo4fp0XS5D17NNZMCQvk51bVcy/DoDswbMbnB7hjKOkVez0S81bhN63KgOA+TzVovGaKpON2mWlcL222Jfbk1oc8F0e3jppgrmBY9FrWyvgu0i08sb/Zc6LItxhBGlbK03liBQNB0JEli2bJlLFu2jCNHjlBRUUFISAhDhgzhjjvuIDi4cQlRTzzxBJmZmSf9jczIyGDkyJF88cUX9OvXr8ExAkFjaXLMm9FYPyh9165dzTKZtkZNPbcuHUP54OkpXDu6B5d0i+GuKYMaHF+lqrVM+cbIbtSMo9F0853BlVFys2/JCnaN/LIo3GyEefnz7Ae/8cv6fSxduYuf1u7li1+28uCby/j2j3+x2uz8te0oAIN7yLF1k9p3JaBO79IAnYGX+l12UqFTtyG9p7ZxzZPrEqT3QHnCuS12OweLG26uXBdJkigxVbGrIJtjpYX19pefLOaN+vUF2yoKhaJB4SYQCFoWm83GnXfeyWuvvcbw4cP58ssv+fPPP/nvf//Lvn37mDRpEgUFBa09TYGgHo02ixw4cIAnn3ySyy67jLvuusu5vbS0lKlTp9KuXTveeecdOnTocIqzXFgUFMulMQJ8PHDXa3nohpP3mgOoVtUG8YdG5QESFRVK1mV60SPAER9mt2Pyla1MGg+Jr37bxsEUuS1UTmE52/bLyQuSBP+38C/+2HSQkvIqvD109HL0D/XV6fn9yhmszDjKmKg4NEolhlPEhtVtSH+iCGsM7hotoyI78UfaYUCu/fZvfia7C7JJCgg96XHLkvfyv3/Xkm2US6aoFApWX/0foj19HWuUqHCUCvFqQLwJBALB2bBgwQLWr1/Pd999R+fOnZ3bw8LC6Nu3L2PHjuXTTz/lsccea8VZCgT1aZTlLT09nenTp1NaWkrHjh1d9mm1Wp566imMRiPXX389OTmNa1h+IZBfXIGEXM/tdFjsFViUcgkRgzoQldqOu5dc9235kS3OcVarFrOfLFTcceejpX87923Ze5wDKbmoVEpuvlKut7cvWX6++3aJRq2qfTkD9O5c1ykJbzfdKYUbyKLpbHmh7yg6+wVzZ5f+DAqV47Z2FWafdPznB7fz4IZfXISbTZLYkV8bK2e0WrA7YizbemKCQCA4v5AkiUWLFjF+/HgX4VaDXq9n4cKFPPDAAwBkZ2fzyCOPMHDgQLp3786tt97KoUOHTnr+w4cPc9NNN9G9e3dGjx7NP//801JLEVyENEq8ffjhh/j6+rJs2TIuu+wyl316vZ4bbriBxYsXYzAYmDdvXotM9HwkrbKUsnawLef0wflVNlm4SZIWD43sVvXyll3Q1lwdJaYKJEnCaqsVKcWFJswWG0EOcVhaIbdRGtyjPXdNGcS4QYnOsT3izjyz89pOSST6BvFgUsPu3sYQYvBk+RW38HjPYXTzl61tu08h3ubs2gDAHZ37sXfqg0zpmATAhuxUbl75HRuyUp3xbkqFAv0JPVYFAsH5hSRJVFVbWuVfQ4l0pyMjI4OsrCwGDBhw0jHh4eFotVoqKiqYOnUqubm5fPDBB3zzzTcYDAZuuOEGsrLqf/+Xl5czffp0PDw8+P7773n22Wd5//33mzxHgeBkNMpt+vfffzNz5kx8fHxOOsbf359bbrmFRYsWNdfczmusVht5ehMoFcz7ZysPXH5q4WORKrFUq9i8IJbC+EyuHAaevpVkpwdQ+Y8fb/j+xrRxvUCqbwV7/JZLeXj2D87H4wbLd4kj+sWyfMN+AHrEh5/xWry0On69csYZH38i3Ryu0iMlBVRYTPXi1SotZopMstXxnq4D8NC40cFbrj23+NgeANZmJXN/t4GAbHW7UOLbBIILEUmS+M9L37L7SPNkmTeVbrFhfPjMtU36nqiJZfM7oe7lzJkzXYrNh4WFMW3aNIqLi1m6dKlz/Jtvvsmll17KokWLePTRR13OsXz5cqqqqnj99dfx9PSkU6dOPPXUU9x9991nukSBwIVGibf8/Hyio6NPOy42NvaicZsWlFQ2pLNOitVuJHevH2lrQ2Gvjb29wsHd5ty/8rd0dkasxyZFgAKwWUGlRqVS0j3OVZj1dZT66NclmsT2wei0GmLC/JtjWc1CkN6DUIMn2cZy9hbm0j/EtTRJdqXc18pT4+ZMkOjoHVDvPHN2bwSgvdf5szaBQHAS2tj9la+vHFtbUlLisv2FF16gulr2cnz55ZesXr2aw4cPExMT4yL03Nzc6NatW4Ou05rxnp6ezm09evRogVUILlYaJd78/PzIy8s77biioqJTWucuJPJLKlBItfXvS4zV+BhOXmbDIlVirnA83YUqDqSHUy3ViZVTSHipPSjAkXVotYMK/LwMLo3kDToNOq3sQtSoVSx4YVpzLqvZ6BYQSnZaObsLs+uJtyxHnFuYu5dzW0fv+gKtT1AEV8QkcHW7+vEoAoHg/EGhUPDhM9c6u72ca3Ru6iZb5yMjIwkMDGTLli2MGzfOub1uaRBvb29Atiw2dH6bzYZa3fDP6Imu3JONEwjOhEbFvPXp04elS5eedtwPP/xAQkLCacddCIQFeqNQ136Yj+afOp282laOpar2wysd0qAJrXY+VqkVPBd2HygUIEko5KYL9erFBfi0jfZjNXFvuwrqx71lOSxvoe61d6Vh7l741Kkxt+TyG/j+8hu4Ob4X3m5Nrz0nEAjOLQqFAr1O0yr/ziSsQqVScdNNN/HDDz9w8ODBBsdkZ8vfX7GxsaSkpFBYWFvOyGQysXfv3npJfAAJCQmkpKRQVFTk3LZnz54mz1EgOBmNEm833ngjmzdv5rXXXsNkMtXbbzabef3111m/fj3Tpp2flqDmxsPghq3Os/dPSvopx+easl3EW/usDnSPSqK4p1wKw2aBl9//HQBVtd0p3vy8XJvI9+96evf1+UDSKZIWasRbXcubUqFwxsoBRDnKhQgEAkFLcdtttzF8+HCuv/565s2bx8GDB8nIyGD16tXMmDGDJUuW0L9/f6688kq8vLx44IEH2L17NwcPHuTRRx/FaDRy7bXX1jvvuHHj8Pf35+GHH+bgwYNs2bKFWbNmtcIKBRcqjbLjdu3alSeffJJZs2bx448/cskllxAREYHNZiMrK4vNmzdTXFzM/fffz+DBg1t6zucFWaXlLo8/3bidST26EOrt2eD4AnOOi3jL31fK5OBRfOv/PZIGFBY4kl0EkoQut4rqQNlVatDJ2acfPHUNf/5ziDtPUgD4fKNrQAgA6RWlFFUb+T3tMBkVpTzcfbAz5i3M4OVyTN3HATpX0SoQCATNjVKp5O233+a3335jyZIlfPHFF5SVlREQEEDv3r1ZuHAhffr0AWDhwoW8/vrrTJ8+HYBevXrx9ddfExkZWe+8BoOBL774ghdffJGpU6fi7e3N/fffzxNPPHEulye4gGm0E37atGnEx8fzySefsGrVKqcFzt3dnUGDBjFjxgySkpJabKLnG5WOhumJIUHoNGr+Tc/itT/WMmfKFUBtvEONOb/IXOAi3kqLjbgVyuY1q86OxiKb8dRGMxqjjWpH9K9aJf/fMyGSngn1vyTOV7y1Otp7+ZFcVsSOgiye37ICs91G94BQMirl1k51LW8glyz55uguOvsFi+xSgUBwzhgzZgxjxow55Zjo6OhTlvt47bXXXB5HRETw4YcfumybMGHCmU9SIKhDkyIoe/XqRa9evQAoLi5GqVQ6Azqbg/fff5+///77lP1Ti4uLefnll1m3bh0Al19+OU8++SQGw7m11CSEBPLcuBF0DQ9Bo1Qycf4i/th/hA1HjzOoYzQzv/qRvPIKvrn1Otw0aiqsJViMPi7nWPHnXtShSmx60JSD1d2OPsvhlnZoF5WyyR3Mzhu6+YeSXFbEirQjmO1yZu2Cg9tILSsGIMbL1TXaIzCM36+cQaC+bcT1CQQCgUDQGpyxMvD19W1W4fbZZ5/xzjvvnHbcfffdR3p6unP8xo0beeGFF5ptHo1FpVQytU8SXcKCiQsJ5IZ+3QGYs3oj1RYra4+kcCAnn50Z2ZhsZrnOm8PyZvGVM0rX/LWfYIMHxkgbpgA7Y4YnojQ7LuAQb2GBzfccn2u6+suu0z/TDzu3/Z2T5uyq0N7Lr94x8b5B+AuXqUAgEAgEJ6XVzTq5ubncdtttzJkzh3bt2p1y7I4dO9iyZQuvvvoqnTt35pJLLuHFF1/kxx9/JDc39xzNuGGu79MdgAO5eezKT3Vu33Y8k4yqPDRKm1O8BfUIBEBTYKY4vwKLn0RJDys/Hj7iTFSIjQlmVP84po3tfS6X0ayEe8hu0ZqCvHXxddPj46Y/11MSCAQCgaDN0+ribd++fXh7e/PTTz+dNmZu27ZtBAYG0qFDB+e2vn37olAo2L59e0tP9ZSEesuuPqtN4uYPf3ZuX3PsMOnGHDSKWvEWHh+IWq9GaQMp3+Ica7HZUdllk9vAHu14+e5x6HVtty1UgM61zEmnOoV4G7K6CQQCgUAgOD2tXjVwxIgRjBgxolFjc3NzCQ0Nddmm1Wrx8fFx1uM5EyRJwmg0nvHxNefQ60xUVbu2gtqXmc/8I8sY4GejyqLGrlYQ6OPOMQ8t1ior+gyoigZllYL7hvbj599WYAcUirOfU0tQVVXl8v+pMEiu9waXhXfATalkb3EekQavVllfU+Z/vnIhrAHEOs4n6q7hZAVpBQLB+UOri7emUFVVhVarrbfdzc2twfpzjcVisXDgwIGzmRprzLvwMlTWE2+SXUlekRmbl4JjXYNRWCT+XrGPYpsJe6gGryNWqkI02FGR1F3Nj3bZb1pSUnTWc2pJUlNTTzum0mZxeawsrWCKdxRlRiM9FYZWXV9j5n++cyGsAcQ6zidq1tDQ96xAIDh/aFPiTafTYTab6203mUxnlW2q0WgarJJ9OmySHZVCyfdZK1mTtROdtuE5+FRHUFp6GJtWCVpIrbJg6u8BKgVhq8sIXldNSaKO7l06g305AJGR4edlt4qqqipSU1OJiYlBrz91zJokSWgPr3dmmvbvlEiPgFAmM+BcTLVBmjL/85ULYQ0g1nE+UXcNmZmZrT0dgUBwGtqUeAsJCWHlypUu28xmMyUlJS796JqKQqFosvgrNJVy1/ZXqbDWuv4sVtf4NINWg9FsIcAcSWVFbYsnU0DtOKteib7Ais+BanR12kB5eRnOefmTpqDX6xs1P71ag9ksi7fOwWEYzpMkhcbO/3zmQlgDiHWcT+j1euEyFQjaAK2esNAU+vTpQ05ODsePH3du27x5MwA9e/Y8p3OxSlYX4TYtegwRgfkuYzoGyUkM29OyKCxpuPOCXSN/UU6fPBCLxebc7taGExXqUmqu7d8qsksFAoFAIDh7zmvxZrPZyM/Pp7paFgBJSUn07NmTBx98kN27d/PPP//w3HPPcfXVV5+V5e1MCHLzJUpXiKdaDvSdGDGCQV33M6DLfueYfp13YtBqqDBZOJZdm2ihMkr4q2Qrm+Robp/QNcJFvOndRMyJQCAQCASC+pzX4i07O5tBgwbx66+/ArJ7c+7cuURERHDzzTfzwAMPMGTIEJ5//vlzPrci0xH6+6bQxzuV0SED0CjATWNlaNI+7pv0E9df+hf+/lvoESmLtpxSuTSG9yEjhmyJijJZkKrcZQvbsw98xeIvNzrP7+bWpjzap0U4YgQCwfmI1Wrl888/Z+LEifTo0YN+/fpxyy238Pfff7f21JqFd99916WiQ1xcHEuXLgXkZL3PPvvspGMF5y/nlUJoqDfcoUOHXLb5+/s3qhNDSyMhW8lCdTomxkzEaCtw7nPXmXDXyS7U9qHFbDxWe5y62o7VQ4FklQAFGo9a9+iyr/6Rz60AjUbV8os4B8wbOoFnNv/B24PGt/ZUBAKBwAWz2cwtt9xCdnY29957Lz169KC6upolS5YwY8YMXn31Va6++urWnmazsmHDBjw95TCeX375hVdffZXp06cDMGPGDKZNm9aKsxM0lvNKvLUlFHY5fstmrUSn0pJfldLgOM+Ar4ErnI+VJjtaHxXVjgxMlaFWvJmqHaU1FKBRXxji7fLoOEZHxYogaIFAcN7xzjvvcPDgQZYvX05ISIhz+9NPP43RaGTWrFmMGjUKd3f3U5ylbREYGOj8W5Ikl33u7u4X1FovZM5rt+n5THaKHOtmV1Zjl6wcr1hTb0y892S83auICZFbd3kdqUZpg0E92jvbYNkbyEuQFAq0F4h4A4RwEwguAiRJwmi2tMq/E0VIY7BYLHz//fdMnjzZRbjVcP/99/Pxxx+j0+koKSnhhRdeYOjQoXTr1o2pU6eybds259h3332X6dOn88UXXzBo0CC6d+/OQw89RH5+Po899hg9evRg6NChLFu2zHnMjTfeyNtvv81///tfevToQf/+/Xn//fdJTk5m2rRpdOvWjfHjx7N7927nMaebB8C3337LqFGj6NatG3fddRelpaUu+2vcpkuXLuXJJ590btu8eXM9t2lubi4PPvggvXv3pl+/fsycOdOlnmFhYSH33Xcf/fr1o1u3blx33XVs2bKlya+FoOkIy9sZUqKtfeoqq4tIr1xfb0yfwPspt2QyfuBmdm9oR/LPkVQHK+nXNZp1qalUY6XSYsHLMd7TW095aRUoQH0BiTeBQHBhI0kS13/6LTvSz7zTzdnQMzKMRTOmNOlGMT09nZKSErp3797g/qCgIIKCgrDZbMyYMQOLxcLrr79OYGAgCxcuZPr06Xz99dd07doVkNs3enl58fnnn5Oens7dd9/Nxo0bmTlzJjNnzmTBggU8++yzDBs2DF9fXwA+/vhj7rrrLn766Sd++ukn5syZw7Jly3jiiSeIiIjgmWee4fnnn2fp0qWNmsfy5ct58cUXeeqppxgwYAArVqzgrbfeqteZCGDs2LGUl5cza9YsNmzYgLe3t4vwMhqN3HjjjcTHx7Nw4UKUSiULFixgypQp/PzzzwQHB/P8889jMplYuHAhWq2WefPmcdddd7Fu3bo2XzbnfEdY3s4QXy8vTDZZYG3P/BmzvRydyrVfp1KhorPvVNx1JoJUZSgASanAw+BGt45hAFRLtRmmV13bl5I4HcZQTT236e6MHGavWI/Zam3ZhQkEAsEZoGhjaUk1Filvb+9TjtuwYQP79u1j9uzZ9O/fnw4dOvDss88SGxvLJ5984hxnt9t5+eWX6dChA8OGDSMhIYH27dtzyy230L59e6ZPn47ZbHYpdRUbG8tdd91FZGQkM2bMAGRRNXLkSOLi4pg4cSJHjhxp9Dy++OILxo4dy7Rp02jXrh3/+c9/GD58eIPr0ul0zti3wMDAel01li9fTnFxMbNnzyY+Pp7Y2FheeeUVPDw8+O677wBIS0vD29ubqKgooqOjefrpp3nnnXdQqYTxoaURlrczRGFXYrJqcFPZSKn+FaUbRHsM5VDpMpdxQTr5rsxqkt/MkhIMOi2DurZjzao0LI46b+1jQwjqH05ptlxCZGdmNqEBXs7zTPn4awAMWi13Du3X4usTCASCxqJQKFg0YwpVlta5udRr1E0Oz/Dzk2+2S0pKTjnu8OHDeHp6Ehsb69ymUCjo3bs369fXelz8/f3x8qr9ztbr9S4WLzc3uXVi3VaO7dq1cxkPEBkZ6XJMTVehxszj8OHDjBs3zmX+PXr04ODBg6dcY0Ps37+fiooK+vbt67LdZDJx7JichXfPPffw6KOPsmLFCnr37s2gQYMYO3asc62ClkOItzNEbYUdC2Lp0DubiN6yq8DfbSDgKt5USjd8tZ2wmWqSERQYdFoSfeUYC5tWwS0PXsboMUm8v2Wr87hvduxmTFIcAEZzbY/Qo/mFLucvq6rm9kU/MCq+A7cN6tPcyxQIBIJGoVAoMGjbTnHxyMhIAgIC2LFjB2PHjq23PzU1lRdffJGePXs2KAztdjtqde1PqEZTf+1K5amdW005RpKkRs3jxPi/hq7RGOx2O+3ateODDz6ot6/GJTpq1CjWr1/P+vXr2bRpEx9//DFz5szhu+++o1OnTmd0XUHjEG7TM+Tgrgwy/wpm93cdANCpfPlwbyFbcmIA6Ol/p3Ps8OC32Zoi32FJDvHmpXfcmSihU68ofP092Hgsrfb8OfnOD+HuzBzn9uoT7mw/2bSdXRnZvLlyQ7OvUSAQCC5UlEolkydPZunSpeTm5tbb//HHH7Nz507i4+MpKyvj8OHDLvu3b99+Rj2xz5S4uLjTziMhIYHt27e77N+zZ89Jz3kqa2VsbCxZWVl4enoSHR1NdHQ04eHhzJ49m61bt2I2m3n11VdJT09n7NixvPzyy6xYsQKlUslff/115gsVNAoh3s4QX2/5zsNcKd/xRHkMY2dBLr+ldOGDXUPp4ltbKye3zE65UXaHKiRw12vw1MniTVJCZl4pOaXlJBcUOY8prTaRWVIGwPbjtY2iUwqLXeZxNM/VEicQCASCxjFz5kyio6O57rrr+OGHH0hLS2PPnj08/fTTLFmyhJdeeolhw4YRFxfHww8/zObNmzl27BgvvPAChw8f5uabbz5ncx04cOBp5/Gf//yHFStW8PHHH5OamsqXX37JH3/8cdJz1ljQ9u7d6+xkVMP48ePx9vbmnnvuYefOnRw7downn3yStWvX0qlTJ7RaLbt27eK///0vO3fuJCMjg6VLl1JZWUmPHj1a7okQAEK8nTHBwXKQq8Uoi7cIwyUA2FGSY/RGoah9ao8XlaC01ZiyZcubr8HR51OhIDmngI3H5CBWVbWEqloeuzdLvhtcczjZea60ohIsttokh+yycuffdbcLBAKB4NTo9XoWLlzIpEmT+Oijj7jqqqu4/fbbycnJ4fPPP2fcuHGo1WoWLFhAQkIC9957L5MmTeLw4cN89tlnJ81UbQkaM49hw4Yxe/ZslixZwpVXXsmff/7pTIRoiP79+5OUlMR1113HmjWu5a48PT1ZuHAh/v7+3HbbbUyePJnMzEw++eQTp0t0zpw5REZGcuedd3L55Zfz7bffMnv2bHr37t1iz4NARsS8nSEBfnLTeUu1GskOfm5dkDjg3G+z21E5YhdSC4tR1OgqSYFep0GjUuGh0VJhMZOcX0KashIAtRHQKrAhx7dllpQ5RRyA1W7ncG4BncOCkSTJaZ0DKDFWE+gpCiwKBAJBYzEYDNxzzz3cc889Jx3j7+/P//73v5Puv/fee7n33ntdtn355Zcuj0/sGHTifqBeR6GJEycyceLERs8D5GzVE2P4HnrooQav4e3t7cwcrbuWGiIjI3n33XdPeq3g4GDefvvtU85H0DIIy9sZ4u4hu0GRFFhNKgrL7RSWVTr3F1YbAai2Wfkz+zBKq2xNU9oVuGlkzRzoMFlnFJewMVmOd1NXgVqS4xDKq82sPHAUgN7R4YxOlO92luzYB0CxsYrSqlpTd7GxqkXWKhAIBAKB4PxBiLczROumBqUsyHakRbE/M4dia62Qyq2qAOD1f/9iszENhSNhVFMnpT3EW66xk1FdQWlVNQaNBlU1qB0u10qTmRUO8XZZQkeu7SWXHflp9wGMZgvZpbUuUxDiTSAQCASCiwEh3s4QhUKB0pGevepoAr+mHIQ6dQmzKsqotlr4/qjc2kTpSBLVuNV6qiP95Li5Mo2s7Nr7+KIANIpad+v2NDlZYVRCJ/q3iyLK15sKk5nf9h4it6zCZU5CvAkEAoFAcOEjxNtZ4BRiJiU/lbimb+/Pz+W3tENUWOQCiwqLbKXT62urWMcE+Locc3S/HNumVcoqcFtaJhLQNSyYUG9PlEoFUxzWtwV/byejxLVnXYkQbwKBQCAQXPAI8XYWaHVy8UN1KU63aA07crP45sgu5+May5tOX1swsX2QazutILWebp3CGN0v3mX7qITaWkLX9OqKr0HP0fwiPtrg2pC42Oia6i0QNAWj2cK/aVln1ORbIBAIBOcOId7OAp1BtqJ55WkJ2aEh6Dc77ofleLaNhalszk0HCZTlSpQOy1td8dY7OsLlfLP+M46Pnr2Ood07uGwfGV/72Fuv45FLBwGQXyEnSKgcMXTCbSo4HdUWKw99v5x56zbX2/f8Lyu5/tNvWXskpRVmJmhrCJEvEDQ/jf1cCfF2Fri7y4V2O6q8WPfW/cx74Fo8D1tBAhuO7NIqJdElXqgd4WkGQ63b1MNNS7RVLjniViwR4uhl6u7m2iA40tfH5fGE7p3pHlHbM69LuNxq63hRSbOtTXBh8s223fy67zBvr95EcWWt2K+2WJ3JMXU7eggEJ1LTbsloNLbyTASCC4+az9Xp2pqJOm9ngaeXXGi3vKwKjUZNz34diPPyI7e6DEkvizdVmZLwCg35EkiAp59rHbYgdBQdL0dhhWB/OfvUo05TXx+9Dq1a5XKMUqng2XEjmPzhV9gliau6JbArI5stqemYLFZnKRKBoC5Wm51FW3Y6H68+dIxJPbsA8HdymrOpeGZxWUOHCwQAqFQqfHx8yMvLA+Q6aU1tCi8QCFyRJAmj0UheXh4+Pj6oVKpTjhe/8meBj49cp62yojbWLNLTC02uEWugTXaZGpWoUmQlbXdT4uWpdzmHyWytzUR1iDRPXa3lLcDD0OC1E0ODeOnKS9mfk8+1vbsyf/0Wcssr+CclnaGx7ZptjYILhxUHjpBeXJvk8tfhFKd4W33omHP7iYkw54K88grKqkx0DPI/59cWNJ2QENnaXyPgBAJB8+Dj4+P8fJ0KId7OAn9HlwVTtZVqswWdVkOAvyduRdko7bLJs3NoEAW/ye4oq16FQedqCjWZXRvNg6vlzaDV1ttfw6SeXZjk+HtkfAe+2rqL99b+w+COMSiV4k74fCCrpIzvtu/B3U1LsKcH/dpFEuBhQKVUUm2x8ndyGnsyc5jcswthPl4tNg9Jkvh4o5zg0iUsmL1ZuWSWyhY2u13irzot2DLOseWtoMLI1M+XUFZt4rd7bibC1/ucXl/QdBQKBaGhoQQFBWGxWE5/gEAgOC0ajea0FrcahHg7C2osbwqbREFxJRHBPgQEeWLYa6bU4VLtGxzGaqtcRsSmV9cTb93jwvl900E8DLWCza2Om1TXSBfozCF9+Wn3AXZn5rB4x15nSRFB6zJ75QaW73VteaNWKlEoFKiVCqer8o/9R/ju9qn14h2bi82pGezLzkOnVnP/iAHcvnAZBY6Elz1ZOeRXGNGqVJhtNvLKKzBbrWjVLf/1YJcknvttDYWVsnV65cFjTL+kZ4tfV9A8qFSqRv/YCASC5kMkLJwFoRFyqQ+VyU5+sZyREBjsjedxs3NMWFXtD6Bdo0Dn5ireHrxhODeO683Hz17n3FY3fkR/mqDFGoI8Pbhv+CWALBjqBqMLWge7XWKTo+3ZsNh2qB29bq12OxabjSqLlVAvT3wNeo4VFLHy4NEGz1NtsbL9eCY5peVnnOG3fM9BAK7unkhsUAAAhRVG7HaJVQdll+nI+A7oNWokILOk/GSnalbWp+fyd0qG83Fd961AIBAIGkaIt7OgU2IYACqTjZz8Ug7sz+S9OX+ABD2S1Xwx/RqO78hyjpdUSgw6V8uKj6eee64bQrvwhmN99E1IPri+T3digwIorarm7dUbz2BFgubkYG4+xcYqDFoN7157JR0DXV/jOVOuYPWDtzI8tj0AOSd0zADILavgivc+Z9qC7xj21scMmf0hn2/e2eS51GQi94oKw89djwKwSRLFxirWHJJdpiPiOhDm7eWYy7kRb1uyCwCY0D0RgO3HM1369QoEAoGgPkK8nQVhEX6otCoUEmz65yjPPPIVptJqVBYJY3IpnQMC+Gd9rcvMrlbUc5uejrrxb6dDrVLyxOghAPy+77Cow9TKLNu5D4B+MZFoVCpCvD2c+w489wCjEzuhUCjwd5dd7IUV9UsvfLNtNxklcgyaSqEgv8LIJ//saPJc0ovkJIRIXx80KhW+Bvma/6ZncSS/EJVCwZBOMQR5ytnQeeX1hWRzY7PbOeSY17S+3ekY6IdNklh/NLXFry0QCARtGSHezgKFQkF0xyAANqw/SFlhpXNfdZWFL+evwWK2ObdJKgUGt8aJtzsG98XPoOeuof2aNKcekbI1sLTaJIr2tiJ55RV8s1Xua3tjv+4APHLpYPzdDTw6arCLa9zfQxZMNXFfNWSXlvPjrgMAvHDFSNY/8h8AKkxmqq02GovZanVa0iIdyQABjmt+t30PAH1iIvDW6wjykgXmiX1zW4LdWblUWW14aLUkhAQyPE4uRr36UPJpjhT8tvcQTyz7A3MT3gcCgeDCQYi3s2TEKLnUgrKwGuyu+35f9m/tA5UClAr0jbS8PThyIBsfvaPJGYh6rcbp+kouKGrSsYLmY392Hha7nY6BfgzoEA1AxyB/Nj56B7cO7O0ytsbyVlRHvFWazIyd+xlZjozQ/u2i8DXonW70EpOZxpJZUo4EGDQa/BzXqilBU2PlGhEnu26DPGXxlldeWe88zUlZVTWP/7gSgEvaRaBSKp3u4/VHUrHYhCg5GTa7nRd/XcMPu/bzT0paa09HIBC0AkK8nSWjx/dEpVairrajtLu6Kauq6vzAquWn+sSYt1NxpoUv2zka3qcUFJ/R8YKzJ6dUtnRF+fmcdqyfuyykCuskmaw/murMRA318iTKzxuFQuEUVyXVjRdv6cUlAEQ6zgEQ6OFaLHpoJ1k4BTvOn9vCbtNVh45RUGkk0KDjiVFyu7ekiBB8DXrKTSa2p2Wd5gwXL7sysp1W9dIqUyvPRiAQtAZCvJ0lXj4Ghl9+8rIcwWE+AFgVoACC/TxOOra5aF8j3gqFeGstshziLcTL87Rj/R3iLaOklAe/X87UT77h1d/XAqBTq/m/a8bWii5HTFpx9el/tPdn57Fs5z5nxmtdIVnXouuj1xHlJ7tTg73OjeXtz/1yZu2QyGBn/J1KqWSYo8D0OtFf9aTUdStXmIR4EwguRoR4awbGTzl5XFrHOLkHqaRWEB7g7lLPraWI8ZfFW02QuuDcUxNjFuZ9evFW48o0mi38tu8wO9KznZavRTOmOOMYgUZb3vLLK5n++WKe/OFPPvtbdt9P7tHFub9vTITz78TQIKc4dCYsnEXMmyRJ/Ln/CBuPHQfgSF4BP+8+6NxfYTI79/UJCXA5tl9MJAC7M3LIL69sMInjYmdNHfFW3ggRLxAILjxEkd5mIK5zOLGJYRzeX9/VExYp14KTVAo6Rvick/n46GUxUCa+2FsNp+WtMeLN4NoC7eqkREbGdyDEy4POYcEu+2rcncV1Yt7+Tk7j8WW/MzKuA0+PGY5apeTl39a4vP7dI0IZ0inG+bhnHUFYtxB0jds0v6LyjAr1Gs0Wnv15Jb/sOYibWsVfD93OjC+WkF9hJNzHi55RYaw7koLZZiPK15sIT9e1dw6TE4C2pWVyxXuf46ZR88e9t6DXNi1L+0IlraiEY3ViWcubEPsoEAguHIR4aybGT+nHm88vc9kW1S6Q5MM5ANjVStqHtlz7o7p4OKr0C5dK61ET89YYy5tapcRHr6PEUd9sWt8kuoY33NuuxjJW1/L23tp/yCuv5Ottu/lj/xGCPD04mJvvcty0vkkuMZRuGjVDOsaw7mgqN/brUef8HgS4GyioNLLteKYz2aKxzF65gV8cBYFNVhuv/PYX+Q7r2fK9h3h48a9kO6ySI2Pb1YvrbB/gh16jpspipbTaBNUm1hxOZmyXuCbN40JlzQmZuBXiBk0guCgRbtNmYvjlXbn+1iEu29JTC9j+zzEkBZh9NIQFuJ/k6OalprF9hbgrbxXsdslZaqMxMW8A0y/piV6jplt4CJ1Dg086rsZtWhPzllFcyrbjmc79RcYqp3CbMaAXiSFBdAr057KETvXO9X+Tx7L0jmlc0j7KuU2pVDCkkxx3tvYM4s62pKYDck06wCnkABZt2ekUbgAjHPFtdVEplSSEBLls+2Hn/ibP40JljaMHbc1NQbnJzJ/7j/D4st/JKjm3PWkFAkHrIcRbM6HWqLj5rpEu22qK5FYHuoFeTZCP/pzMxd1R2Pdk4m1/dh6j31nAvHWbz8l8Ljayy8qx2O1olEqn2DodM4f0Y9uTd/Pd7VNRKk+eZVybsCC/tj/skoWN5wnFnGP8fblv+ACWzpzGT3fdiFsDnTo8dG4khgbV2z40tka8pTZq7jVYbDZSHRnOg+u4aE9GYkhgg9tvHdibuOAAoh0JFuuOprK9jkC9WCmrqnYK9Su6xgNyT9z7vvuFH3cd4APxeRYILhqEeGthwmL8Mfm7ER7ohVp1bp7uGrdpQ8HMFpuNifMXcbyohLdXbzon87nYqCnREuXn06TXXKU8/dgat2mxyYwkSc4ivk+NGeocc/vA3iy85RpnLFtTS84MaB+FWqkktbCY44UljT7ueGEJFrsdg1bD4I4xzu1XJyXWGzumc+xJ5zUyvgM/3nkjf9x3C1N6yZncr/2xFrv94u4Y8tXWXVjtdjoF+jtFd916eBuPpYmuKgLBRYIQby2IQqWg3/huoFAQFeJ7zq7r6RBvZpsNs9Xqsi+9WGSgtjQ1xZFr6u01JzWWvGqrjU0p6aQXl2LQahidGMtnN0/muXEjeOjSQc4OCmeCp86NXlHhAKw9cvJuB3a7xHfb9/Di8tVUmMwczS8EoFOgvzMholOgP/cM6+88pp2/L3cP7c8LV4xs8Jwnct/wSzBoNezJymX53kOnP+ACxWKz8cnG7QDcMaQvnrr6WetZpWWkiQxzgeCiQCQstBAS4D8oij92HQOgU2TAqQ9oRtzdagsBV5jM+NXJGCw6oQWT0WzBIDL5mpVUR329dgF+zX5uDzctBo0Go8XCgn92AnB5YiwGrYb+7SLp3y6yWa4zNLYdm1PT+etwCjf179ngmAV/b+eNFesBMFttbD2eAUBscAAJoUF8f/tUwn288NHriQ8OpMJkYsFNk5wZuEbj6cuABHi4859BfXl79Ub+b+UGRiV0dMmOvVjIK6+k3GRCo1IxtnMce7NyGxy3Kfk40f4+53ZyAoHgnCMsb83MC29dT2CYDxUx7hzLLyErv5SwQG8mjTx5Id/mRqVUOgXZiXFvRZWu/U7PRQPyiwlJkjicWwDIVqaWoKa11b8Z2QBc3b2+W/JsGeZIWth6PJNKk5mjeYVcNudTluzYh9FsYeK8RU7hBrB4x16OF5UQ5u3F7YP6ANA1PAQ/dwNKpYKld0zj13umN6p0yolMv6QnoV6eZJeV89zPKzFZrKc/6AIj31E0OdBDfj493Fw7tfjodQBsOibaZQkEFwNCvDUz/YfEMfvz27AZZOuARq1i1r1XnJPivHU5WdzbiZa3c9GA/GLBYrPx/C+r2JYmB5V3CTt51ujZ4GeoTXyZ0D2RPtHhzX6NdgG+RPp6Y7HZ+Ds5jeeXryKtuJSnf/yTdUdS2J+T5xyrdMSu9YwM4/vbpzbYEkypVKBVq85oLjqNmgdHDgTgx90HuG3hstMcceGRX1Ej3mR3uMcJbfZqSqn8k5KO1XZCk2WBQHDBIcRbCxDg446bVhZv918/lIR2LfMjfipqsg8/2bSd2SvWU+2wVhTWs7y1bBuki4XyahMzv/qRb7fvQQE8OXooscEt4yo/ml9bpPWFK0aecQ/cU6FQKBhap2RIcZ33zV+Ha0uIvDJ+FHOmXMEDIwby2c2T8Pcw1DtXc3BF13hnEsT2tEyqzJYWuc75itPy5khYOTG7eED7KLx0bpSbTOzLbtilKhAILhyEeGsBVEolL901liduuZTJlya1yhxqLG+/7j3ERxu3ccOC78gtq6DwBMubcJuenrKqaqZ+8g3XfPhVgyUr7HaJGV8sYeOx4+g1at67bjw3X9JwnFhzML1/dwCu6Bzb5A4ITaG2ZEgKVnutNaem7+jnN09mUs8ujEroyMwhfVt0Lkqlgg+nXY2/uwG7JHEkr7DFrnU+cqLlTadR466ttb75uevp54h3FK5TgeDCR4i3FmJor45MGNGtRawijcH9hJiYvVm5TP7wK3Y64qTcHC4s4TY9Pd9u38OO9Gz2ZOXy4OLlLlafokojx4tK2JOVi1al4stbpjAivkOLzuf6Xl15vF8Xnq1THqQl6BsdgV6jJq+8kuNFJc7tRcYqPNy09IwKO/nBLYBCoSDeURuurtv2YuBEy5tCoaBDYG1CjI9ezwBHseWNycfP/QQFAsE5RYi3C5S6GXnX9upKhwA/8isq2Z8t/+jFO6rYC8vbqTFbbXy5eYfzcV55JS/+uhq7XeLrrbsY8MZ83l69EYBIX+8Wi3Ori06jpluQH+pG1IU7G9w06nq9VWsY2CEajerMYtjOhprCvgeyLzLxdoLlDSCmTlapt15H35gIAPZnXVzPjUBwMSLE20XAzCH9nMVOa0hw/AjmCvF2Sn7fd5i88koCPQy8fc04lAoFy3bu59d9h5jjKHL8x/4jAISeQSbl+U50A8kHgDMe7lzTMcgfkBu0X0ycaHkDVyHnpXdzPjZaLBdlRq5AcDEhxNsFyg19u5MYEsSnN04k1NuzXiB5jXgTCQsnR5IkPvv7XwCm9e3B5Z1jmdi9MwCzfvvL2Ui+hjAfr3M+x5amocxRgCGNaH/VEgQ7ihTnXkTvW0mSnMW1Q71r32P+dcSbRqXCU+fm7Cl74ntTIBBcWAjxdoEyoEM0S2dOY0CHaIB6Ffe7R4QCsngTLXUaZnNqBvtz8tCp1VzbW7Zcdg2X3YhFxqp648MuQMtblK93vW1dw4LPqoPD2RDkJYu3i8ndn1tWQbnJhEqhoF0dV+mVXeNxU6u4xJGooFAo8HbUexPiTSC4sLn4SpVfpAS411rePNy0zur/FpuNEmM1vu76kx160fLZ33I7ook9OuPrqK1WN6atQ4AfFSaz0/Uc5n1xWN4uS+x07ifioKY9WIXJTKXJXC8x50LkiKPtWLS/r0tGb6CnOxseucMlvtXHoKfIWEVJAzcXAoHgwkFY3i4S6lpKAj3c0apV+DsEnYh7q09yfhF/HU5BAdzUv4dze6egALSOQP17hvV3ybi80GPePrtpEu9dN54ZA3q12nw83LTOEhkXi8v/qKMsSidHvF9dPHVuLokj3nq5/puwvAkEFzbC8naRUPOlDqDXyK2zgjzdKaw0kltW4SzBIJD5/B851m1EXAdi6rS50qpVvHLVZWSWlDE6MZaeUeGYrTYKKirPSabpucZD58ZLV15KtdVKf0cpitYmyNOdlEIzx/IL+WXPQToF+XN559jWnlaLccxRlLljYH3xdiI+etlCXCrEm0BwQSPE20VC3XpzNW2Kgjw9OJCT32rxQ8WVVdz//S+MjOvQokVtm0qxsYofdu0H5L6aJ3Jlt3jn38FeHrw3dfw5m1trcE2vc9eXtzEEe3mQUljM/d/9gk2S8HDTMjqxU72aina7hMlqRe/o83u+U22x8sG6zQyPbU/3yFDn9pyycgAifE/vlvcxOGLehNtUILigEW7TixA3R9xMkKPsQGu5Tb/etostqRm8+sdaMkvKeHzZ7zz945+tnkCxNysXk9VGtJ8PvVugb6jg7Kh539oc75MKk7lBF+r93/3CwDfnO8tsnO/8dTiZ+eu38Pqfa122Fzlak/kZTt96rMbyJtymAsGFTauLN7vdzjvvvMPgwYNJSkpixowZHD9+8grh6enpzJw5k759+zJw4EBefvllqqrEXWZjqClzcfew/oBswYDWix1aeyTV+fcTy/7gx10HWLJjH8WtbDWoeT6i/HxarUOG4ORc3jmWcB8v7h12CZGObNjkgqJ641YcPIrRbGHZzn2nPN+323Y7W361JjUW8MO5hS43MEVGuaWdXyOSipzZpkYh3gSCC5lWF2/vv/8+33zzDS+//DLffvstCoWC22+/HbPZXG9seXk5U6dOpbS0lI8//ph58+axd+9e7r777laYedvjpfGXsvah252V2GtqZn23fQ/P/bzynM6lqNLILkerLoCtxzOcf2eWlJ3TuZxInqNlWJBn65TDEJyaEXEdWPXArdw9rL+zRdTerFw2p6Q7RU9d8VNuqv9dUsOO9Cye+2UVDy/+rVEW3y/+2cHtC5dR1gKWrUKHha3SbHa2rZMkyWl5q8l4PhU1blMR8yYQXNi0qngzm818+umn3HvvvQwdOpT4+HjeeustcnNzWbFiRb3xy5Yto6Kigvfee49u3brRtWtX3nrrLTZt2sS2bdtaYQVtC5VS6bS2QW3ZBZD7d9a1eKUUFHPjgu/5fd/hFpnLwZx8QM5mHOSoRVdDq4s3hwUkuM7zIzg/aecvi7fZKzdw8+eL2XBMttqbrDbnmMpTiLeVB44CUG4ynbbPb3FlFbN+/4v1R1NZvOPU1rwzoajS6Pz7qCNJodJswWyT1+Lnfnq3ac0Nx66M7FOuWyAQtG1aVbwdPHiQyspK+vfv79zm5eVFYmIiW7durTc+JSWF9u3b4+dX25A5NDQUX19ftmzZck7mfCFRV8gBZDlEkyRJPPfLSrYez+Dt1ZtaJAbtUG4BAHHBAdw7/BKXfRmOavKtRU0MoLC8nf/Ubc4OsP14JgBl1bWWp5PFf0mSxMqDx5yPUwqLT3mtJTv2Ov/ekpre5LmejoKKWvF2zFHbrdgh6HRqNYZGJF4M6hBNlK83BZVGPtkobmgFgguVVhVvOTk5gCzA6hIUFER2dna98YGBgeTn52Oz1d5VV1RUUFpaSmFhYctO9gLkRHGSVSpntf2x/whbUmU3ZmphMUfzm/+5rRFvscEBJEWEMq1vd+e+1rS8/ZOSzupDyUBtNX/B+cul8R0ZEdfe+bhGeJdVmZzbsksbfj8dyy/ieJ0eqXsyc9iTmdPgWJvdzldbdzsf/3U4hbdWbeRIXsHZTN8FV8ub/JmrcaU2xuoGoFWreXjUYAA+3bT9tNZEgUDQNmnVUiE1iQZarWuVdDc3N0pL61tfxo0bx7x585g1axYPPfQQNpuNF154AYVC0WCMXGORJAmj0Xj6gWdBzVrPp+QKN1wtail5BRSGBfLa73K2m5tahclq48+9hwjvL/94NNc6DubkARDj44XRaOThYf3o4OfNi7+vJa2ouMVej1PNv7SqmhlfLHE+9taoW/x9cSacj++lM6E51qEF3rxqFH8cOMqTP68ipaAIo9FIfp3vj6ySsgZfx9/3HnR5/H+rNsKqjbxx9ShGxrZ32bf2aCpZpWV46dyoNJmxSRLz129hwabtrLlr2lmvA6CgojZx6Pt/9xLp7YmXTq7P6KN3a/R7cVB0GL0iQ9mens3BzGw81afPmK77WkiSJBJ1BILznFYVbzqdHFxrNpudfwOYTCb0+vrBudHR0bz77rs8++yzLFq0CJ1Ox4033kiXLl3w8DhzK4nFYuHAgQNnfHxTSE1NPSfXORN+3rmPo+kZ5JRX4K93Y2hkMEsPp7HtaAr9vXUuY89mHTa75HQLKcuKOXBAdmtZSmS3VUpeQYOvh12SKKiqprjKjMlmI8HfB43qzIzHDc3/u4Mp2Ou4iEuyszhQ3HyWlebmfH4vNYXmWIe1RLYap+YXceDAAfbn1maf5pVXsnffflRKV0Hy2275PdbBx5NjjuMB3lv9N2E2k8vYT//ZA8Dg8EB25haR6XBxmm025/zPdh11xRvA/6352/m3xm5t0nfUzM7tSIkIwL2ylAMHGm/JrlnDiTfUAoHg/KJVxVuNuzQvL4+oqNrq7Xl5ecTHxzd4zNChQ1m7di35+fl4enqi0+kYMGAAEydOPON5aDQaOnbseMbHN4aqqipSU1OJiYlpUJi2Fl/5BfLGqo3syMjhSHEZR4rlL/rHLxuCm1rF0sNp5FtsJCQkAM2zjuTCYix2Cb1GzZBePVA67vI9Qkrhnz0UVpuJj493ufu32u3MWPQje7PznNtmDuzNfwY2rVVTQ/Nfvu8wVrudFam1LrNB7aPo373beWmBOF/fS02lOdcRXm2C9TsoMZmJ7tCRVCnVuU8CQmNinO3gAPLLKzlWsg4F8MClg7h38W/OfVal0vl+B9mNvydfHjtz5GBeW7nBKd5Avqk8fvz4Ga3DZLVSYTKTXVaByWY/6biooECXOTWGpnwy6r4WmZmZTbqOQCA497SqeIuPj8fDw4PNmzc7xVtZWRn79+/nhhtuqDd++/btvPXWW3z66acEBsrtnLZs2UJxcTEDBgw443koFAoMjSiA2Rzo9fpzdq3G0LNdFHcNtXP7omXObb2jwrmye2dn7NnxwhI0bq49FM9mHWnJcrB3bHAgHu61cXfttG4oFQpMVhtGOwR61p5/yb972Zudh0qhwMegp7DSyKbUDB5wxPc0lZr5/5OSzn+Xr3FuTwwJYskd15+Xou1Ezrf30pnSHOswGAwEeriTX1HJnHVb6rV7q5Zwucbf+44A0C0ilOEJsUCteMsuLceiUDprpmWky6I+ISSITmEhRPr5QnJtwkKlXTqjdezPzmPap99SZbE6t+k1aufjYE8Pnrx8KMv3HOLG/r3OyWut1+vbxHtfILjYaVXxptVqueGGG3jzzTfx8/MjPDycN954g5CQEEaNGoXNZqOoqMhpYevQoQNHjhxh1qxZ3HrrraSnp/PYY49x3XXXERkZ2ZpLadP0axfJxO6dsdptVJmtPHrZYBQKBWHeXhg0GowWC2lFJXRoRG/FxlA307QuWrWKYE8PssvKySwpI7BOQsWiLbsAeHjUYC5P7MSItz9hX1YuFSYzHm5Nd/GsOpzMst2H2Hbc1cpw7/BLxI9XG+XpMcN4aPGvfP/v3nr7ik8oWltTUmR4bHvUJ7jebZLE0z/+yTtTrkSpVFDkKKHj7yGLp1BvT5fxWaXlnImTcdvxDKdQ83c3EOzpwdXdE0gpKObrbbt5efwoBneKuaD7tgoEgjOj1Xub3nfffVitVp555hmqq6vp06cPn3zyCVqtloyMDEaOHMmrr77KxIkT8fHx4cMPP+TVV1/lyiuvxNfXl+uuu44777yztZfRptGqVcy6+rJ625VKBZ2C/NmVmcO+rDyneHv/34McXrON+JAgxndLcOn12RhqarzFBgXU2xfu4+UUbzX9HQsrjOx3JDhc1S0Bfw8DET5eZJSUsSMti8GdYhp1zRh/X6osFj7ZdZjVafWzCntFhTEstl2T1iI4f7i8cyxVFgtP/vBnvX11axja7RJbHaL9kvbyTd9Tlw9l1u9rGd8tnt/2HWHlwWN8sG4zdw/r7yzX4ecokltjkashs6ScdmcQellTfHdq7248d8VI53aTxcotA3oR5efT9JMKBIKLglYXbyqVikcffZRHH3203r6IiAgOHTrksi0pKYlvvvnmXE3voqd3dDi7MnP4OyWN8UkJ2CWJjZmykMo/msr6o6mM6xKHsk4w+Kmy1Sw2m9Pa1SMytN7+cF8vtqVlklFSmy34d0oaAPHBgU7rR7eIUDJKyjicV9CgeKs7h/VHU7l94TJGJ3aisLySbemuws1br+ObW68j0NNdWN3aOBO6d6a0ysRrf7j2B60r3o7kFVBaVY1BoyExNAiAG/v1YED7aNoH+NGvXRRP//gn7/71N13Dg52WN19Heyq/EzodHC8uoZ1/0xOmTrTo1eCmUQvhJhAITkmrt8cSnN8McHQ/+Ds5DUmSKKysX65gd53aWF9t2UWvWe+xqk7x07rsycyh0mzG16AnISSo3v5wHy/AtVDvekcP1Eva1ya1tPP3BeSelikFxRjNFue+f1LS6f/6B3yzTa7L9fVW2eX6x/4jbEvPQqVQ8MLYYc7xMf6+tAvwPSP3q+D8Y1rfpHrbSuqItx3pWQB0jwx1xnEqFAo6BvmjVCqY1KMzU3t3A+DD9VvrNIaXRduIuA5cnZRIouP9uzn1zAL8i5vQcF4gEAjqIsSb4JT0igpHp1aTU1bBz7sPkttAE/s1h+WithabjRd/XY3RYuHub34iv85YSZKoMluY+9c/AFzSLtLFWldDuI/caLwmWcJstTnPPzK+tvZW+wC5sv6KA0cZO/czrnjvC44XlmCz25n++WJKq028uWI9AFV1hB1AvL83V9SJI1IJa9sFhUal4rObJnFZQkcm9egMuFrealpPnZjUUJc7BvdFAWxLy2RvlnxzUlMoV61S8tqE0bw3dTwAe7JyKTdZTnaqk9KUhvMCgUBQFyHeBKdEp1Hzn8F9AHhh+Wq2pWXVG7PmUDLvrvmbGz79zmX7c7+sRJIk3l61kaSX36X3q++xKTkNvUbNTf17Nni9CIflrUa8bU5Np6zahL+7gR6RYc5x7QJky1tZtQkJyCotY9qn3/LRhtqWQF46HZIkccARY1dDjyA/FAqFs9H38DjXgqyCtk//9lG8c+2VTpFfV7wlF8jirUOAX4PHAoR4e9I3Ro6HqxF7J7pLQ709iQsOQAJ25RedeIpT8tGGrWx3fJYa03BeIBAI6iLEm+C0/GdQX3pFhVFpNvP+ernn7GXxHfj7sZkoFQoO5xXw3tp/2OVwn/aODkejVLL6UDI/7NrPvPVbMNts2CQJTzc3PrlxkjMZ4UQifGXLW1ZJGTa7nSWOzMHRiZ1QKWvfrjEOtynILtSEkEAKKo28vXqjc7vJaiWzpIySqmpUCgVPjh7KkA7RDI4MBuC7267juXEjmDGgabXiBG2HGmFUN9v0mENonS57emR8B9dzNWAhG9pJTnDZmdt48VZUaWT2yg3Ox8LyJhAImooQb4LTolYp+d/EMXi6uWG1y4VEQ7w88DXo6RkVVm/85B5dnM3m62b+BXm68+Ut1zR4TA0hXh6olUosdjurDyU7G4dP6dXVZZxBqyEhJBCVQsHL40fx+c2T6Rnpet7CSiNfbt4BQI/IMG6+pCdvT7ocD0eD70g/H6b2SXIRhYILixrxticzh2+37Sa3rMLZ//TEpvYncmLmcUOxaTVjduUXOz8bp2P3Cf1TRcybQCBoKuJXS9Aown28eL5OOYMQTzm7bnhsfZdjl7BgZgzoTVJ4iHNb17Bg/nrw9lPGGQGolEpnHa37v/sFq93OwA7RDR73yY0T+eXum+kVHY6XXscnN07kmp5duLFfd9QOQVZTH+62Qb2buGLBhUBiaBBeOjdKqqp57pdVDP2/jwAI9HDH09E39GRE+fkQH1z7vmvIQpYUEYq3zg2jxcruzNxGzWl3hqt48zHoTjJSIBAIGkaIN0GjGdc1jqm9uqBTqegbLTe7biherF2AL2qVktcnXu7c1v8kCQoNURP3Zpck+reLZM6UKxoc5+ducMa+Aei1Gl4aP4qnxwwn0EMu8Gu120kICXS6twQXF8FeHvx53wyeGD3UpT3W6axuNXxw/VWM7xbPzf17Nij2VEolA9rJsXEbktMadc5taa7ZqcLyKxAImkqr13kTtC0eHTmQsaG+tHeIpvYBfsT4+5JaKDeVn9Krq/PHKMbflxX33cIvew5xnaP0QmPoHBbM3ynpXBrfgdmTxuKmafrbNMjTnewyudn4HYP7ivptFzE+Bh3TL+lJenEpi7bsBGqzlU9HqLcn/5s45pRjBraP4rcDR9lw7PTibcPR42xJzQAgISSQ8d2a1q9UIBAIQIg3wRmgPEEIfTVjCkWVVXQMqh8AHunnw51D+zXp/PcMu4QRce1Jigg9Y6tEkMOt2yHAj8sSOp3ROQQXFnXbsXVsplZvAAPaR6IAjhYUkVVSRpjDcnwiZquVl35dDcCN/brz9JjhzTYHgUBwcSHs9YKzxs/d0KBwO1N0GjU9o8LPyp00pFMMbmoVj4wa3Gh3reDCpq54a99It2lj8NHr6OgrC7a1R1JOOu7TTf9yvKiEQA8D9w0f0GzXFwgEFx9CvAkuSK7p1ZV/n7pH1HATOKlrbWtfJ1ayOegRLIvBdY5uICeSXFDEvHWbAXjssiGnTZYQCASCUyHcpoILFhEILqiLu5uWtyaPpcpidbrVm4tEfx9ALklyYm9fSZJ44LvlVFut9IuJ5Iqu8c16bYFAcPEhft0EAsFFw5gucUx0tMxqTqK83FEqFBRUGvlk4zbsdsm5r7DSyOG8AhTA7MljRPKMQCA4a4R4EwgEgrPETa1ylrh5c+UGVh065txX05rLW68jwFHCRiAQCM4GId4EAoGgGYhytHYD2J+d5/y7pjWX6GEqEAiaCyHeBAKBoBn4z8DaHrklDmsb1FrehHgTCATNhRBvAoFA0Ax0CQ1ytpDLKatwbhfiTSAQNDdCvAkEAkEzEeIlZ7HmOLp7QK0VTog3gUDQXIhSIQKBQNBMhHp5ArLlbWd6Nkt37iOjuBQAX9GAXiAQNBNCvAkEAkEzEewQb8XGKqZ+8g1SnX0+wvImEAiaCeE2FQgEgmbCW++GTi3fE0sn7BNuU4FA0FwI8SYQCATNhEKhYGqfJJLCQ7hraD+XfUK8CQSC5kK4TQUCgaAZeXz0EACO5Rfy/trNzu3+7obWmpJAILjAEJY3gUAgaAFO7J/aPsC3lWYiEAguNIR4EwgEghbAw03r+ljn1kozEQgEFxpCvAkEAkELULcBvV4jIlQEAkHzIcSbQCAQtDBeOlHjTSAQNB9CvAkEAkELcfvA3gA8d8WIVp6JQCC4kBC2fIFAIGghHhw5iGl9uxPi7dnaUxEIBBcQwvImEAgELYRSqRDCTSAQNDtCvAkEAoFAIBC0IYR4EwgEAoFAIGhDCPEmEAgEAoFA0IYQ4k0gEAgEAoGgDSHEm0AgEAgEAkEbQog3gUAgEAgEgjaEEG8CgUAgEAgEbQgh3gQCgUAgEAjaEEK8CQQCgUAgELQhhHgTCAQCgUAgaEMI8SYQCAQCgUDQhhDiTSAQCAQCgaANIcSbQCAQCAQCQRtCIUmS1NqTaE3+/fdfJElCq9W26HUkScJisaDRaFAoFC16rZakra+jrc8fLow1gFjH+UTdNVgsFhQKBT179mztaQkEgpOgbu0JtDbn6stWoVC0uEA8F7T1dbT1+cOFsQYQ6zifqLsGhULRZkWoQHCxcNFb3gQCgUAgEAjaEiLmTSAQCAQCgaANIcSbQCAQCAQCQRtCiDeBQCAQCASCNoQQbwKBQCAQCARtCCHeBAKBQCAQCNoQQrwJBAKBQCAQtCGEeBMIBAKBQCBoQwjxJhAIBAKBQNCGEOJNIBAIBAKBoA0hxJtAIBAIBAJBG0KIN4FAIBAIBII2hBBvQElJCc8++yxDhgyhZ8+eTJ06lW3btjn3HzhwgBtuuIHu3bszbNgwPvnkkyYdD7B8+XKuvPJKunXrxqWXXsqHH35IU9rK/vjjj4wYMaLBfUVFRQwYMICZM2e26Brq8swzz5x0PieyaNEiRo4cSbdu3bj22mvZs2dPvTElJSU8/fTTdO7cmW7durWp+W/atIlrrrmGpKQkBg0axFVXXcXgwYPb3Oswd+5c4uLi6v277rrr2sQannjiiQbnHxcXR5cuXdrUa7Fv3z5uuukmevbsyZAhQ5g4ceJ5+dmu4XTfT4MGDWLz5s1NOqdAIDgFkkC65ZZbpPHjx0tbt26Vjh07Jr300ktSt27dpKNHj0pFRUVSv379pKefflo6evSotHjxYqlr167S4sWLG3W8JEnSX3/9JSUmJkoLFy6U0tLSpD/++EPq3r27tGDBgkbNb/ny5VLnzp2l4cOH19uXmZkpXXnllVJsbKx06aWXttga6rJixQopNja2wfmcyNKlS6WkpCTpp59+ko4cOSI9+uijUt++faXCwkKXcTfccIPUvXt3KTY2Vpo3b16bmf+BAwekzp07S3PmzJHS0tKkCRMmSImJidK9997b5l6He+65R3r00UeladOmSWPHjpVWrFghbdu2rc2soaysTMrLy3P+mzZtmtS3b1+pd+/e0pYtW9rMOtLS0qSkpCTprrvukg4ePChNnDhR6tKli3THHXecV++pGhr7/fTPP/80+pwCgeDUXPTiLTU1VYqNjZW2b9/u3Ga326VRo0ZJb7/9tjRv3jxp8ODBksVice6fPXu2NHr06EYdL0mS9P3330tvvfWWy3Xvuusu6fbbbz/l3MrLy6WHH35YSkxMlMaPH1/vy/G7776T+vTpI40dO1aKjY2VvvzyyxZbQw25ublS//79pRtuuKFRX/CXXXaZ9MYbbzgfWywWaejQodL8+fOd27766ispNjZWGj16tBQbGystWbKkzcx/1apV0n//+1+Xedx///3S2LFj683jfF5HzZjZs2e3+OehJddQQ8084uLipLVr17apdcyaNUsaOnSoZDKZnPP46quvpLi4OCkzM/O8WUdjv58mTJggxJtA0Mxc9G5TX19fPvzwQ7p06eLcplAokCSJ0tJStm3bRp8+fVCr1c79/fv3JyUlhcLCwtMeDzB58mQeeOABAGw2G+vWrWPLli0MHDjwlHPLyMigtLSUxYsXc+mll9bbv2bNGh599FHefPNNAGJiYlpsDQCSJPHEE09w1VVX0bdv31POHaCwsJDU1FT69+/v3KZWq+nduzdbt251btu5cyeTJk1i8eLFbW7+I0aM4MUXXwTAx8eHJ554gp07dzpf27ayjqqqKtLS0ujSpUuLfx5aag118fb2JioqilGjRjFkyJA2tY6UlBS6deuGVqt1zmPs2LFIksTWrVvPi3VA47+f5syZ06jzCQSCxnPRizcvLy+GDh2KVqt1bvvtt99IS0tj0KBB5OTkEBIS4nJMUFAQAFlZWac9vi5ZWVl07dqV22+/3RnXdSri4+P56KOPSEhIaHD/+++/zzXXXIOnpycAGo2mRdfw2WefkZ+fz0MPPXTKedeQk5MDQGhoaL1rZ2dnOx+//vrrzJo1Cw8PjzY5f5BF+ZAhQ3jttdfw9fXlnnvuaVPrOHLkCHa7nXXr1vHKK69w2WWX8dhjj5GXl9dm1lCXzZs3k5mZySOPPNLgPM7ndQQGBjr/rplHfn4+IIu/82Ed0PjvJ4VC0ehzCgSCxnHRi7cT2b59O0899RQjR45kxIgRVFdXu3zxAbi5uQFgMplOe3xdvLy8WLx4MXPmzOHQoUM89thjbWYNBw8eZO7cubzxxhv1znUyqqqqABq8dkPXrSE1NbXNzd9ut7Nw4UI++ugjqqqquP3229m2bVubWceRI0cA8PT05J133uHll1/m6NGjTJkypc2soS4LFizg8ssvJzo6usF5nM/rmDBhAnv27OHDDz/EZDKRl5fHSy+9hFqtJiUl5bxYh0AgaF3Upx9y8bBy5UoeeeQRkpKS+L//+z8AdDodZrPZZVzNl6LBYDjt8XXx8PAgMTGRxMRE7HY7Dz74II8++ig///wz8+fPd4678sorna6482ENJpOJRx55hDvvvJP4+PgGrztv3rx6a5gyZQpAg9fW6/UnXcOnn35Kr1692tT8NRoNXbt2BWSX3ZQpU5gxYwY9evRoE+uYNGkSl156Kd7e3s79OTk5PP3003Tq1KlNrKGGtLQ0duzY4QxVaGufid69ezNr1ixef/113nrrLdzd3bnvvvvYv38/y5YtOy8+G2f6/SQQCJoHId4cLFy4kFdeeYVRo0bx5ptvOu9AQ0JCyMvLcxlb8zg4OPi0xwNs27YNNzc35487QKdOnZznuu666xgzZoxzX133YVNYsWIFixYtavY17Nq1iyNHjjB37lzee+89ACwWC1arlR49evDCCy80uIYad0leXh4dOnRwufaJrp6a6wPExcXx0UcftYn57927F6PR6BIntH379ja3DsBFuNXMQaPRMH78eHQ6XZtYA8giJTAwkL59+7bY57ql1zFx4kQmTJhAXl4evr6+LFy4kLKyMnr16nVevKcEAkErc07TI85TFi1aJMXGxkovvfSSZLPZXPbNnz9fGj58uGS1Wp3b3nzzTWc21+mOlyRJuvPOO6WpU6e6bPv++++lxMREqaioqFFzfOedd06aAZaeni7Fxsa22Bqqqqqk1NRUl38vvfSSNHjwYCk1NVUqLy8/6bxHjx7tkml7sgzBmuvHxsZK33//fZuZ/8svv+wyt7rr2LdvX5tZx5tvvimNGTNGstvtzjk8/vjjUmxsrDNb83xfQw133XWX9OCDD7bo57ol1/H7779Ld911V715JCYmSmVlZefNOurSmO8nkW0qEDQfF714S05Oljp37izdfffdLjWi8vLypLKyMqmgoEDq06eP9Pjjj0tHjhyRlixZInXt2lVaunRpo46XJEnaunWrlJCQIM2ZM0dKTU2Vli9fLvXt21d67bXXGj3PU305btq0SYqNjZWmTp3aYmtoynzq8u2330rdunWTli5d6qxp1a9fP5f6YnWvHxsbK3322WdtZv4pKSlS9+7dpWeeeUZat26dlJCQIHXr1k36z3/+06Zeh71790pdunRxln64/vrrpSuuuEKaNGmSlJub2ybWUMOIESOkWbNmtfjnuqXWcezYMalLly7Se++9J23atElKSEiQEhISpLfeeuu8WkdjjxHiTSBofi56t+kff/yBxWJhxYoVrFixwmXfhAkTeO211/j444955ZVXmDBhAoGBgTz22GNMmDCh0cf37t2b+fPn8/bbb/PJJ5/g5+fHjBkzuP3225tlDevWrQNkd92JGa7NtYYzZcqUKZSXl/P2229TUlJCly5dWLBgAX5+fs4xda8PMGvWLGbNmtUm5h8TE8Pnn3/OG2+8wZ133onNZsNms/HXX3+5vBbn+zo6d+7Mxx9/zBNPPIHVanWpwD948OA2sYYaCgoKSE9Pb/HPdUuto3379sydO5fZs2fz3nvvYbPZAPjggw/44IMPzpt1CASC1kMhSU3o0SQQCAQCgUAgaFVEqRCBQCAQCASCNoQQbwKBQCAQCARtCCHeBAKBQCAQCNoQQrwJBAKBQCAQtCGEeBMIBAKBQCBoQwjxJhAIBAKBQNCGEOJNIBAIBAKBoA0hxJtAcB4jyjAKBAKB4ESEeBMIzgFLly4lLi6OjIyMRo03m828+uqr/Pzzzy08M4FAIBC0NYR4EwjOQ/Ly8vjss8+wWq2tPRWBQCAQnGcI8SYQCAQCgUDQhhDiTSBoZux2O++//z7Dhg0jKSmJu+66i9LSUpcxK1eu5Prrr6dHjx506dKFyy+/nIULFwKQkZHByJEjAXjyyScZMWKE87ht27Zxww03kJSURN++fXn88ccpKio6d4sTCAQCQasjxJtA0My88cYbvPfee0yaNIm5c+fi6+vL7Nmznfv/+usv7r77bjp37sz777/Pu+++S3h4OC+99BL//vsvQUFBzJ07F4A777zT+ffWrVuZPn06Op2Ot99+m6eeeootW7Zw0003UV1d3SprFQgEAsG5R93aExAILiTKysr48ssvuemmm7j33nsBGDx4MLm5uaxfvx6Ao0ePcvXVV/P00087j+vRowf9+vVj69at9OzZk4SEBACioqJITEwEYPbs2bRr14758+ejUqkASEpKYty4cSxZsoRp06ady6UKBAKBoJUQ4k0gaEZ27tyJxWJxuj1rGDNmjFO83XbbbQAYjUbS0tJISUlhz549AFgslgbPW1VVxa5du7j11luRJMmZyBAZGUmHDh3YuHGjEG8CgUBwkSDEm0DQjNTEtvn5+blsDwwMdP5dVFTEc889x8qVK1EoFERHR9OrVy/g5HXdysrKsNvtfPTRR3z00Uf19ru5uTXXEgQCgUBwniPEm0DQjPj6+gJQWFhI+/btndtLSkqcfz/yyCMcO3aMBQsW0LNnT7RaLVVVVXz//fcnPa+7uzsKhYLp06czbty4evv1en3zLUIgEAgE5zVCvAkEzUiPHj3Q6XT8/vvv9OnTx7l9zZo1zr+3b9/OtddeS//+/Z3b1q1bB8iZqoAzpq0GDw8PEhMTSU5OpmvXrs7t1dXV3H///QwZMoSOHTu2yJoEAoFAcH4hxJtA0Iy4u7tz11138fbbb6PX6+nfvz9r1651EW/dunXj559/pnPnzoSEhLBjxw7mz5+PQqGgqqoKAE9PTwD+/vtvOnToQFJSEg899BD/+c9/ePjhhxk/fjw2m41PP/2UXbt2ceedd7bKegUCgUBw7lFIonmiQNDsfPnll3z++efk5ubSo0cPxowZw/PPP8+qVatQKBS89NJLbNu2DYCYmBhuuukmfvrpJ0pKSli8eDEAr732Gt9++y1qtZqNGzei1Wr5+++/mTt3Lnv37kWj0dC5c2fuvfdeevfu3ZrLFQgEAsE5RIg3gUAgEAgEgjaEKNIrEAgEAoFA0IYQ4k0gEAgEAoGgDSHEm0AgEAgEAkEbQoi3/2+3DkgAAAAABP1/3Y5AVwgAMCJvAAAj8gYAMCJvAAAj8gYAMCJvAAAj8gYAMCJvAAAj8gYAMBIYYn6fqF0/CgAAAABJRU5ErkJggg==", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Correlation heatmap\n", - "plt.figure(figsize=(12, 10))\n", - "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", - "plt.title('Correlation Heatmap of Asset Returns')\n", - "plt.show()\n", - "\n", - "# Cumulative returns plot\n", - "cumulative_returns = (1 + returns).cumprod()\n", - "plt.figure(figsize=(12, 6))\n", - "cumulative_returns.plot()\n", - "plt.title('Cumulative Returns of Asset Classes')\n", - "plt.ylabel('Cumulative Return')\n", - "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 3. Risk and Return Calculations\n", - "Now let's calculate key risk and return metrics for each asset class." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Return Volatility Sharpe Ratio\n", - "Gold 0.341597 0.141020 2.280503\n", - "US Large Cap 0.300850 0.124676 2.252643\n", - "Real Estate 0.254519 0.179348 1.307616\n", - "US Small Cap 0.277234 0.213351 1.205685\n", - "International Developed 0.175739 0.133418 1.167299\n", - "Emerging Markets 0.191030 0.160170 1.067801\n", - "US Aggregate Bonds 0.074838 0.059944 0.914811\n", - "US Treasury Bonds 0.107538 0.153116 0.571709\n", - "Commodities -0.093902 0.148641 -0.766289\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\amiku\\AppData\\Local\\Temp\\ipykernel_16172\\3619997391.py:34: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", - " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]),\n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "\n", - "# Check if returns DataFrame is not empty before calculations\n", - "if not returns.empty:\n", - " # Calculate annualized returns and volatility\n", - " annual_returns = returns.mean() * 252\n", - " annual_volatility = returns.std() * np.sqrt(252)\n", - "\n", - " # Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", - " risk_free_rate = 0.02\n", - " sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", - "\n", - " # Combine metrics into a DataFrame\n", - " risk_return_metrics = pd.DataFrame({\n", - " 'Return': annual_returns,\n", - " 'Volatility': annual_volatility,\n", - " 'Sharpe Ratio': sharpe_ratio\n", - " })\n", - "\n", - " # Sort and display the metrics\n", - " print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", - "\n", - " # Visualize risk-return tradeoff\n", - " plt.figure(figsize=(12, 8))\n", - " sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", - " sizes=(50, 500), legend='brief', hue='Sharpe Ratio', palette='viridis')\n", - "\n", - " # Annotate points with asset names\n", - " for i, asset in enumerate(risk_return_metrics.index):\n", - " plt.annotate(asset, \n", - " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", - " xytext=(5, 5), textcoords='offset points')\n", - "\n", - " plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", - " plt.xlabel('Risk (Annualized Volatility)')\n", - " plt.ylabel('Return (Annualized)')\n", - " plt.tight_layout()\n", - " plt.show()\n", - "else:\n", - " print(\"No return data available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 4. Efficient Frontier Computation\n", - "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Optimal Portfolio Weights:\n", - "US Large Cap: 0.5229\n", - "US Small Cap: 0.0000\n", - "International Developed: 0.0000\n", - "Emerging Markets: 0.0000\n", - "US Aggregate Bonds: 0.0057\n", - "US Treasury Bonds: 0.0000\n", - "Real Estate: 0.0000\n", - "Gold: 0.4714\n", - "Commodities: 0.0000\n" - ] - } - ], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "from scipy.optimize import minimize\n", - "\n", - "def portfolio_performance(weights, returns):\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", - " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights))) # Annualized volatility\n", - " return portfolio_return, portfolio_volatility\n", - "\n", - "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " return -(p_return - risk_free_rate) / p_volatility # Negative Sharpe Ratio for minimization\n", - "\n", - "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", - " num_assets = len(returns.columns)\n", - " results = np.zeros((3, num_portfolios))\n", - " \n", - " for i in range(num_portfolios):\n", - " weights = np.random.random(num_assets)\n", - " weights /= np.sum(weights) # Normalize weights\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " results[0,i] = p_return\n", - " results[1,i] = p_volatility\n", - " results[2,i] = p_return / p_volatility # Sharpe Ratio\n", - " \n", - " return results.T\n", - "\n", - "# Calculate efficient frontier\n", - "efficient_frontier = calculate_efficient_frontier(returns)\n", - "\n", - "# Find the optimal portfolio (maximum Sharpe ratio)\n", - "num_assets = len(returns.columns)\n", - "risk_free_rate = 0.02 # Define risk-free rate if not already defined\n", - "args = (returns, risk_free_rate)\n", - "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1}) # Weights sum to 1\n", - "bound = (0.0, 1.0)\n", - "bounds = tuple(bound for asset in range(num_assets))\n", - "\n", - "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets], args=args,\n", - " method='SLSQP', bounds=bounds, constraints=constraints)\n", - "\n", - "optimal_weights = result.x\n", - "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", - "\n", - "# Plot efficient frontier\n", - "plt.figure(figsize=(12, 8))\n", - "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", - "plt.colorbar(label='Sharpe Ratio')\n", - "plt.xlabel('Volatility')\n", - "plt.ylabel('Return')\n", - "plt.title('Efficient Frontier')\n", - "\n", - "# Plot individual assets\n", - "for i, asset in enumerate(returns.columns):\n", - " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", - " risk_return_metrics.loc[asset, 'Return'], \n", - " marker='o', s=200, label=asset)\n", - "\n", - "# Plot optimal portfolio\n", - "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", - "\n", - "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "print(\"Optimal Portfolio Weights:\")\n", - "for asset, weight in zip(returns.columns, optimal_weights):\n", - " print(f\"{asset}: {weight:.4f}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 5. Advanced Risk Metrics\n", - "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "95% VaR: -0.0101\n", - "95% CVaR: -0.0139\n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "\n", - "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", - " # Calculate portfolio returns\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " \n", - " # Calculate VaR\n", - " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", - " \n", - " # Calculate CVaR\n", - " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", - " \n", - " return var, cvar\n", - "\n", - "# Check if returns DataFrame is not empty before proceeding\n", - "if not returns.empty and optimal_weights is not None:\n", - " # Calculate optimal portfolio returns\n", - " optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", - "\n", - " # Calculate 95% VaR and CVaR\n", - " var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", - "\n", - " # Print results\n", - " print(f\"95% VaR: {var_95:.4f}\")\n", - " print(f\"95% CVaR: {cvar_95:.4f}\")\n", - "\n", - " # Visualize VaR and CVaR\n", - " plt.figure(figsize=(12, 6))\n", - " sns.histplot(optimal_portfolio_returns, kde=True)\n", - " plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", - " plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", - " plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", - " plt.xlabel('Daily Return')\n", - " plt.ylabel('Frequency')\n", - " plt.legend()\n", - " plt.show()\n", - "else:\n", - " print(\"Returns data or optimal weights are not available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 6. Scenario Analysis and Stress Testing\n", - "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Mean Return Volatility VaR 95% CVaR 95%\n", - "Base Case 0.001293 0.011180 -0.018036 -0.022964\n", - "Market Crash -0.538707 0.011180 -0.558036 -0.562964\n", - "Economic Boom 0.361293 0.011180 0.341964 0.337036\n", - "Rising Interest Rates -0.049855 0.002649 -0.054504 -0.055695\n", - "Commodity Boom 0.110197 0.003004 0.105347 0.103996\n" - ] - }, - { - "data": { - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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w8OBBpKWloVKlSrC1tYWOjk6BzstWtWpVNG7cGAEBAejWrRsCAgLQtGlTxR9PJF4s3kjU4uLi0L17d3h5eamM16lbty5GjRqluOGgePHiAD4OKP/UmzdvcOfOHTRs2BAmJiZo1qwZBg0apHKszPE8uREaGoqJEyeib9++GDx4sKJ1YMGCBbm60eBTJUqUyHaw94sXLwB87CLOKjw8HHfv3sWIESPQpEkTpXWnTp3Cxo0bcfPmTUX3X0G9n8qVK6NJkyY4cuQI3r17B0NDQ3To0EGx3sTEBOPHj8f48ePx+PFjnDx5EqtWrcKMGTOwfv16lf3ldfvccHJywqZNm3D79m0EBwejQ4cO2Q78NzExgYWFBRYuXJjtfipVqpSv5z23SpUqBR8fH4wcORJz5sxRdA9mfr8vXLgQFhYWKq/70h8NWcfeZbbCFoSgoCDMmzcPY8eOhZubm6L48vLywu3bt3O9n5IlS0JLS0vlesksZHOje/fumDlzJl69eoWAgACUKVNGadqe3FyPWQvjOXPm4OjRo1i6dCmaNWumaGnPHE5QkLp3747JkycjMjJS5Y8nEi92m5KolS5dGjo6Oti+fTukUqnK+sePH0NfXx9Vq1ZF9erVYWpqipMnTyptExQUhCFDhkAqlaJJkyaIiIhAnTp1YG1tDWtra9SvXx8bN25UdD3kRlhYGDIyMuDp6an4BZ6enq7oev1S68qnGjdujNOnTyu1QKSnp+Pw4cOwtraGnp6eymv27t0LPT09DBw4EA4ODkr/Bg8eDG1t7RzHquX3+3Fzc8PFixcRGBiITp06KVpOnj17hlatWinGQlWvXh1DhgxBs2bN8Pz5c5X95HX73GrYsCEqVqyIoKAgnDp1KtuWSuDj3amxsbEoVaqU4nvD2toaly5dwvr166GtrZ2v5z0vOnTogO+++w6HDh1S3LzRoEED6OrqIi4uTimvrq4uFi1apBhbmdly9SljY2OVz/T69esFkh0Arl27BhMTE/z666+Kwi0pKQnXrl3L02emr68PW1tbHDt2TKlF69SpU7neh7OzM3R1dXHy5EmEhISgW7duSn+4fc31eO3aNTg4OOD7779XFG7//vsvXr16pfT+sjsXuZXTONEffvgBRkZG8PHxgYGBgdIfTyReLN5I1LS1tTF9+nQ8ePAA3bt3x44dO3DlyhX8/fff+OOPP7Bs2TKMGDECJUqUgLa2NkaOHImjR49i+vTpuHDhArZt24alS5eid+/eMDMzw7Bhw/Dff//Bw8MDJ06cwLlz5zBy5EgcPnwYVlZWuc5lY2MDAJg5cyb++ecfHDt2DIMGDVJMWZCXVowRI0ZAJpOhf//+OHLkCE6ePIlffvkF0dHRGDNmjMr2MpkMhw8fRqtWrZTG5WQqW7asYk6rt2/fFvj7+eGHH6Cvr4+bN28qBn0DQMWKFWFubo7Zs2dj7969uHLlCjZs2IC///4bP/zwg8p+crv9jRs38N9//+XqfWXq2LEjtm/fjmLFiqm0VGZydXVFhQoVMGjQIBw4cAD//PMPFi9ejCVLlqBs2bLQ1dXN1/OeV1OmTIGuri5mz56NtLQ0mJqa4pdffsGyZcuwdOlSXLp0CQEBAfjtt9/w33//Kb6fM1voDh06pJgSp3Xr1jh8+DC2b9+OS5cuYcKECYiKiiqw7DY2Nnj37h3mzZuHy5cvIygoCH369MHLly+/OAYwqzFjxuDRo0cYMWIEzp49i82bN2P58uW5fr2xsTE6duyI9evX48mTJ+jevbvS+rxej5nv7/z584qfT5s3b8aQIUMgkUiU3l/x4sURFhaGq1ev5rk7NfNav3TpktKUM4aGhnB2dsaVK1fg5OT0xaEOJA4s3kj0Wrdujd27d6N27dpYs2YNBg8ejDFjxuDu3btYsmSJ0pifPn36YN68eQgNDYWHhwc2bNgAd3d3xVQDVlZW2LZtGyQSCSZMmABPT0+8ePECK1euzNNfrA4ODvDx8UFYWBiGDBmCuXPnokKFCorb+fPShVarVi1s374dpUuXxpQpUzB+/HjI5XJs3rwZzZo1U9n+xIkTePPmTbaD7jO5uLjgw4cPOHDgQIG/H319fTg6OsLCwgJ2dnZK6zKnNFi2bBnc3d2xY8cOjBgxQnHXa1a52b5nz55YtWpVrt5XJicnJ6SmpqJTp045tn4YGRlh27ZtaNSoEXx9fTFkyBAcO3YMY8eOxeTJk7/5c/pW1atXR79+/fDgwQNs3boVADBq1ChMmjQJx48fx5AhQ+Dr64tGjRph69atil/2HTp0gLW1NSZNmqR4NFPmXGG+vr7w9PSEoaEhxo4dW2DZXVxcMHz4cBw5cgRDhgzB8uXLYW9vj5kzZ+LNmzeIiIjI9b7s7e2xbt06xMXFYcSIEdi5c+dnpynJjpubG548eYLGjRujWrVqSuvyej0CH+fE+/7777F06VJ4eHhgz549+O233/DTTz8hLCxM0UU9dOhQ3L59G0OGDEFsbGyeMhsbG2PQoEE4ceIEfvnlF6W5KzOnvfn0jycSN4mcT7ElogL04cMHtGrVCh4eHnB3dxc6DpHGmT59Oq5du8bnnhYhvGGBiArEs2fPcODAAcV4r7xOAEtE3yZzQuNdu3bxRoUihsUbERUILS0tbNmyBUZGRli8eHG24++IqOCEhobi3Llz6NevH+d2K2LYbUpEREQkIqK4YSEjIwPLly/Hd999hwYNGsDd3T3Xdz4FBQUpPdiaiIiISMxEUbytWrUKO3fuxOzZs7Fr1y5IJBIMGTJE6W6a7Dx79gwzZswopJREREREBU/tizeZTIYNGzZg5MiRaNWqFaysrLBkyRLExcV9dtLUjIwMjB8/PsdH2RARERGJkdrfsHDv3j0kJSWhadOmimXFixdH3bp1cfXq1RxnQ1+zZg1SU1MxYsQI/PPPP9+UISwsDHK5PNtH5hARERHlh9TUVEgkEtja2n52O7Vvect8REv58uWVlpctWzbHSQxv3bqFDRs2wNfXN8dHhuSFXC4v0IcHC0Uul0MmkxXJ91YU8XyJC8+XuPB8iUtRPV+5rTfUvuUt89EhWZ8Xp6+vj8TERJXtk5OTMW7cOIwbNw4WFhaIi4v75gy6urqQy+WoUaPGN+9LnaSkpODJkyeoWLGi4nmTpL54vsSF50tceL7Epaier4iICEgkki9up/bFW+Zz2GQymdIz2aRSabYnbPbs2bCwsECvXr3yNUdqairu3r2br/tUF0+ePBE6AuUBz5e48HyJC8+XuBTF85W1sSo7al+8ZXaXxsfHo0qVKorl8fHx2T4ofN++fdDT01P0F2c+M65z587o0qULZs6c+VU5dHV1UbNmza96rbrK/MvFwsKiSP3lUlTxfIkLz5e48HyJS1E9X7l9jq/aF29WVlYwNjbG5cuXFcXb27dvER4ejr59+6psf+zYMaWvb968ifHjx+PPP//8pm5PiUQCIyOjr369OjM0NCyy760o4vkSF54vceH5Epeidr5y02UKiKB409PTQ9++fbFw4UKYmZmhYsWK8PX1hbm5Odq3b4/09HS8evUKJiYmMDAwQNWqVZVen3nDQ4UKFVCqVCkh3gIRERFRvlH7u00BwNPTE25ubvD29kbv3r2hra0Nf39/6OnpITY2Fi1atEBwcLDQMYmIiIgKnNq3vAGAtrY2xo8fj/Hjx6usq1SpEu7fv5/jax0cHD67noiI6Gulp6cjNTVV6BgaRyqVKv6rpSWKdijo6urmy/RlgEiKNyIiInUil8vx/PlzvHnzRugoGikjIwM6OjqIiYkRTfEGACVLloS5uXmux7blhMUbERFRHmUWbmXLloWRkdE3/zKmvElPT4dUKoW+vn6+tWYVJLlcjuTkZMTHxwNQffBAXrF4IyIiyoP09HRF4cYb4YSROQ2YgYGBKIo3AIopTeLj41G2bNlvyi2etkYiIhGRSCR8HnIRlTnGrShNUUGFI/N75lvHSbJ4IyKNkp6eUSjHMTQ0RN26ddmdVoTx3FJe5df3DLtNiUijaGtrYZ73XkRHvizQ41SuVhqTZrvxTkQiyncs3ohI40RHvkTEvVihY1ARlJ6eAW1tYTq1vubYbdu2xbNnzzBp0iQMGjRIZb2Pjw927dqFESNGYOTIkfkVNc/279+PyZMnKy3T0tKCsbExbGxsMH78+GwfmZmTmJgYhIWFwdnZOb+jFgoWb0RERPmksFp2s8ps6f0aurq6CAkJUSne0tLScOzYMbXqHj5//jyAjzcsJCcnIyYmBvPnz4e7uztOnDiR63GIEydORMWKFVm8ERERkfhadh0dHXHu3DnExsYqTWHxzz//wMjISK0e/F6mTBkAH4u3Dx8+oGrVqvDx8UHfvn3xzz//oG3btgInLBy8YYGIiEiD2djYoEKFCggJCVFaHhwcjE6dOqm0vF2/fh19+vSBjY0NWrdujRkzZuD9+/eK9c+fP8e4cePQrFkz1KtXD61atcKSJUuQkfHxZqH9+/ejbdu2OHDgANq3b4/69euje/fuCAsL+6r8+vr6AKA09cbp06fh6uoKGxsbtG/fHkuXLoVMJgMA9OvXD1euXMGBAwcUxV7btm2xYsUKpf3269cPkyZNAgBcvnwZlpaWWLduHRwcHODi4oL//vsPlpaWOHLkCHr06AFra2u0a9cOe/fu/ar3kRcs3oiIiDRcp06dlIo3mUyGEydOqHQr3rt3DwMHDkTz5s0RGBiIhQsX4s6dO3B3d4dcLgcAeHh44NWrV/D390dISAh++eUXrFmzBqdOnVLsJz4+Hjt37oSvry927doFLS0tTJw4UbGP3Hr69Cl8fX1RoUIFNG7cGABw9uxZeHl5oUePHjh06BCmTZuGI0eOKB6xuWLFCtja2qJTp055LrTOnDmDXbt24Y8//lA82WHevHkYOnQoAgIC4OjoiN9//x3R0dF52m9esXgjIiLScJ06dcLNmzcRG/uxu/fChQswNTVF3bp1lbbz9/eHo6Mjhg0bBgsLC9jb22PRokW4efMmrly5gg8fPqBr166YNWsW6tSpg8qVK6Nfv34oW7as0nPGU1NTMX36dDRs2BD16tWDh4cHoqKi8OLFi8/mtLW1ha2tLRo1agQHBwd069YNJUuWxJYtWxTj3dasWQM3Nzf07t0bVapUQYsWLTBjxgyEhITg6dOnKFmyJHR1dWFgYAAzM7M8fU7u7u6wsLBAnTp1FMsGDRqEdu3aoUaNGpg4cSIyMjJw8+bNPO03rzjmjYiISMPVr18flStXVty4EBwcjM6dO6tsFx4ejqioKNja2qqse/ToERwcHNC3b1+EhIRg06ZNiIqKwr179xAfH6/oNs1Uo0YNxf+bmJgA+PLktQEBAQCAuLg4LFu2DK9fv8aoUaNQqVIlpYy3bt3CgQMHFMsyW/QePXqktG1eWVhYqCz7mvfxrVi8ERERkaLr9Oeff8bJkyexZ88elW0yMjLw448/YujQoSrrzMzMkJKSgj59+iAlJQWdOnVC165d8fvvv6NPnz4q2+vp6aks+1K3adWqVQEAlSpVwrJlyzBgwAAMHjwYBw4cgKmpqSLjL7/8AhcXF5XXZ97wkJ2sx86uAMscX/et7+NbsduUiIiIFF2ne/fuReXKlZValDLVqlULDx8+RNWqVRX/0tPTMXfuXMTGxuLcuXO4c+cOtmzZAk9PTzg5OcHY2BgJCQn5XtAYGhpiwYIFePnyJWbOnKmU8fHjx0oZ4+LisGDBAiQlJWW7L11dXbx7907xdUZGBp4+fZqvefMTizciIiJCnTp1ULVqVSxevDjH+c/c3d1x9+5d+Pj4ICIiAjdv3sS4ceMQGRkJCwsLmJubAwACAwPx7NkzhIaGYtiwYUhNTVXc7ZmfrKys8MsvvyA4OFhxQ8SQIUNw7NgxrFixApGRkbh06RImT56Mt2/fKlreihUrhmfPnuH58+cAADs7OwQHB+Pq1auIjIzE9OnTlYo5dcNuUyIionxUuVpp0R6zU6dOWL16NZycnLJd37BhQ6xfvx7Lli2Dq6srDA0N0bRpU0ycOBF6enqwsbHB5MmTsXHjRixduhTlypWDk5MTypcvX2CD+IcNG4ajR49ixowZaNKkCTp27IglS5Zg7dq1WLt2LUqUKIE2bdoo7jYFgF69emHixIno0qULLl26hNGjRyMxMRFDhgyBoaEhevToAScnpwLv/vxaErm6JlMjt2/fBgBYW1sLnCR/JScn4+7du6hTp06uZ6Um4fB85Z/hfdYU+CSqNa3KY+W2oUhJSVGrSU4pe3m5vj58+IDIyEhUq1YNBgYGSuvE9ngsscqcpNfAwEBpfjd197nvHSD39YZmnGUiIqJCIGTxpCmFG7F4IyIiIhIVFm9EREREIsLijYiIiEhEWLwRERERiQiLNyIiIiIRYfFGREREJCIs3oiIiIhEhMUbERERkYiweCMiIiISERZvRERE+SQ9I0M0x+7Xrx+6du2a43ofHx+0bdv2s8/3fPr0KSwtLXH58uVcH/fhw4c4c+aM4mtLS0vs378fADBp0iT069cv230nJydj27ZtuT5OUcYH0xMREeUTbS0t+KwOxpNnrwr1uBYVzTDzt+wfJp8TNzc3TJgwAQ8fPkStWrWU1slkMoSEhKB///6QSCT5GRUeHh5wcXFB69atAQDnz5+HiYmJynbly5fH+fPnUaJECQDAhg0bsH//fvTp0ydf84gRizciIqJ89OTZK9yPihc6xhf98MMPmDVrFoKCgjBmzBildSdPnsS7d+/QvXv3As9RpkyZbJdra2srrftcC6CmYbcpERGRBjIwMEDnzp1x6NAhlcLo4MGDaN68OcqXL4+AgAB06dIFNjY2aNu2LdasWYOMHLpoZTIZFi1ahO+//x7169eHg4MDxowZg9evXwMA2rZti2fPnsHPz0/RPfppt+mnPu02XbFiBfz8/PDs2TNYWlri3r17sLOzQ2hoqNJrRo8ejREjRuTHx6PWWLwRERFpKDc3Nzx79gzXrl1TLEtISMC5c+fQo0cPbNy4Eb///jt69uyJwMBAjB49Gv7+/liwYEG2+1uwYAEOHTqEOXPm4OjRo5g/fz4uXLiA1atXAwD27t0Lc3NzuLu7Y8WKFbnO6e7uDnd3d5ibm+P8+fOoVasWrKyscPDgQcU27969w8mTJ+Hq6vqVn4Z4sHgjIiLSUPXr14eVlRWCgoIUy4KCglC8eHG0bdsW69atQ9++fdGnTx9YWFjgxx9/hKenJ7Zu3Yp3796p7M/a2hrz58+Hg4MDKlasiNatW6NFixa4f/8+AMDMzAza2towMjJCyZIlc52zWLFiMDIyUnSlamtro0uXLjh27BikUikA4MiRIzAxMUHLli2/7UMRARZvREREGszNzQ0hISFITU0FAAQEBKBbt254+/YtXr58iUaNGilt37hxY6SmpuLx48cq++ratSvS09OxePFieHp6wtnZGcHBwTl2s34LJycnSKVSnDx5EgBw4MABdOnSBTo6RX84P4s3IiIiDfbjjz8iOTkZZ8+exYMHD3D37l24ubnleINAeno6AGRbJE2fPh1eXl748OEDWrdujYULF8LZ2blAchcvXhzt2rVDYGAgoqOjERYWphFdpgDvNiUiItJoJUuWRPv27RESEgJzc3PY2dmhRo0akMvlKFWqFK5du4bvv/9esX1oaCh0dXVRpUoVJCYmKpa/fv0aO3bswJIlS+Dk9P/Tljx+/BhGRkbfnDO7KUtcXV0xfPhwHDx4ENbW1ipTnhRVbHkjIiLScG5ubjhz5gxCQkLg5uYG4GOx5O7ujq1bt2Lbtm2IiopCUFAQ/Pz80LNnT5W52UxMTGBiYoKTJ08iKioK9+/fx++//447d+5AJpMptitWrBiePHmCly9f5imjkZEREhMTERkZqejidXR0ROnSpbFu3TqNaXUD2PJGRESUrywqmonumI6OjjAxMUFCQgI6deqkWP7LL79AT08PmzZtwty5c2Fubo4hQ4Zg8ODBKvvQ0dHBsmXLMG/ePPz4448oUaKEYqqQNWvWIDk5GUZGRujXrx/mz5+Phw8fIjAwMNcZO3TogN27d6NLly7YtGkTLC0toaWlhS5duuCvv/4qsO5ZdSSRi2DWu4yMDPj5+WHPnj14+/YtGjVqhGnTpqFq1arZbv/w4UP4+vri5s2b0NLSQuPGjTFp0iRUqFDhq45/+/ZtAB/voilKkpOTcffuXdSpUydfmrSpYPF85Z/hfdYg4l5sgR6jplV5rNw2FCkpKTA0NCzQY9G3y8v19eHDB0RGRqJatWowMDBQWpeekQFtLWE6tYQ8dmFLT0/Hhw8fYGBgAG9vb6SmpmLhwoVCx/qiz33vALmvN0RxlletWoWdO3di9uzZ2LVrFyQSCYYMGaLUDJvp9evXGDRoEIoVK4atW7di3bp1eP36NX755RfF7cREREQFQcjiSVMKt0z//PMPtmzZgkOHDqF///5CxylUan+mZTIZNmzYgJEjR6JVq1awsrLCkiVLEBcXh+PHj6tsf+LECaSkpGDevHmoVasW6tevD19fXzx69AjXr18X4B0QERFRfjt48CCWL1+OkSNHwsbGRug4hUrtx7zdu3cPSUlJaNq0qWJZ8eLFUbduXVy9elWlj9vR0RErV66Evr6+yr4+vSuGiIiIxGvu3LkwMDCAtra20FEKndoXb8+fPwcAlC9fXml52bJlERurOmalUqVKqFSpktKytWvXQl9fH40bN/7qHHK5HMnJyV/9enWUkpKi9F9Sbzxf304ikRT6+DOpVMoHaotAXq4vqVSKjIwMpKenK+Y8o8KVeU3J5XJRnYP09HRkZGQgJSUl24mL5XJ5tlOiZKX2xVvmhaSnp6e0XF9fP1ctaZs3b8b27dsxefJklCpV6qtzpKam4u7du1/9enX25MkToSNQHvB8fT1DQ0PUrVu3UI8ZExPDgltEcnt96ejocBy1GhDbOZBKpUhLS8v26RSZstY72VH74i3zbgyZTKZ0Z4ZUKv3sX9ByuRzLli3D6tWr4eHhgYEDB35TDl1dXdSsWfOb9qFuUlJS8OTJE1hYWPBuOBHg+fp2ufmLNr9VqFAhVz+MSVh5ub6kUiliYmKgp6eX7R2DVPDkcjmkUin09fUFua6/llwuh46ODqpUqZLt8K6IiIhc7Ufti7fM7tL4+HhUqVJFsTw+Ph5WVlbZviY1NRWTJ0/GoUOHMGHChGzno8kriURSZKdnMDQ0LLLvrSji+RIXfX19FtsikpvrS19fH8+fP4dUKoWxsXEhJaNPZXaVSiQSUY15k0ql0NLSQvHixbPNndtCVO2LNysrKxgbG+Py5cuK4u3t27cIDw9H3759s33NhAkTcPz4cSxatEijJu0jIqKCp62tjZIlSyI+Ph7Ax5n/xdT6UxSkp6crukzFULxljpuPj49HyZIlvzmz2hdvenp66Nu3LxYuXAgzMzNUrFgRvr6+MDc3R/v27ZGeno5Xr17BxMQEBgYG2L9/P4KDgzFhwgQ0adIEL168UOwrcxsiIqJvYW5uDgCKAo4KV0ZGBtLS0qCjowMtEc1vV7JkScX3zrdQ++INADw9PZGWlgZvb298+PABjRs3hr+/P/T09PD06VO0a9cOc+fOhaurKw4dOgQAWLBgARYsWKC0n8xtiIiIvoVEIkH58uVRtmxZxXM2qfCkpKTg8ePHqFKlimiGJejq6uZbK6EoijdtbW2MHz8e48ePV1lXqVIl3L9/X/H1hg0bCjMaERFpMG1tbVF02xU1mdNs6Ovra2SPmnjaGomIiIiIxRsRERGRmLB4IyIiIhIRFm9EREREIsLijYiIiEhEWLwRERERiQiLNyIiIiIRYfFGREREJCIs3oiIiIhEhMUbERERkYiweCMiIiISERZvRERERCLC4o2IiIhIRFi8EREREYkIizciIiIiEWHxRkRERKIikUigq6srdAzBsHgjIiKifJGenlEoxzE0NETdunUhkUgK5XjqRkfoAERERFQ0aGtrYZ73XkRHvizQ41SuVhqTZrshNTW1QI+jrli8ERERUb6JjnyJiHuxQsco0thtSkRERCQiLN6IiIiIRITFGxEREZGIsHgjIiIiEhEWb0REREQiwuKNiIiISERYvBERERGJCIs3IiIiIhFh8UZEREQkIizeiIiIiESExRsRERGRiLB4IyIiIhIRFm9EREREIsLijYiIiEhEWLwRERERiQiLNyIiIiIRYfFGREREJCIs3oiIiIhEhMUbERERkYiIonjLyMjA8uXL8d1336FBgwZwd3dHVFRUjtu/fv0aY8eORePGjdG4cWP8/vvvSE5OLsTERERERAVDFMXbqlWrsHPnTsyePRu7du2CRCLBkCFDIJPJst3e09MT0dHR2LhxI5YvX44LFy5gxowZhZxaHHR1dSGRSISOQbnE8yU+PF9ElN/UvniTyWTYsGEDRo4ciVatWsHKygpLlixBXFwcjh8/rrJ9WFgYrly5grlz56JevXpwdHTEzJkzcfDgQcTFxQnwDtSXRCJB3br1YGhoWCjHS8/IKJTjFFU8X+JiWsoY6RkZMDAwKJTj8XwRaQ4doQN8yb1795CUlISmTZsqlhUvXhx169bF1atX4ezsrLR9aGgoypQpgxo1aiiWNWnSBBKJBNeuXYOTk1OhZRcDHR1t+KwOxpNnrwr0OBYVzTDzN37234rnSzyMTQygraXF80VUgDS1ZVvti7fnz58DAMqXL6+0vGzZsoiNjVXZPi4uTmVbPT09lCxZMtvtc0sulxfquLnC+IZMS0sr8GNklZKSArlcXujHLUiF9cOD5+vbSSQSGBoaonK10gV+rHIVShb4MbIqaucLKLzrSyaTwdDQEDKZrFCOWdTOE1C411e9hpULt2U7PQMymbTAz5tcLs/V95/aF28pKSkAPhZgn9LX10diYmK222fdNnN7qVT61TlSU1Nx9+7dr359XpQvXx4VKlQolGOlp6cX2l/saWnpePjwIVJTUwvleIVBV1cXdevWhY5O4VxK6RkZPF/fIPN8TZrtVijH4/n6NoV5fRkaGqJ48eLQ0iqc0UQxMTHf1KCgjoS4vgqLXC4vtOsruxomK7Uv3jKraplMplRhS6XSbMf+GBgYZHsjg1QqhZGR0Vfn0NXVRc2aNb/69XmVWbQWJKlUipiYGFSoUAH6+voFfjwAhfoZFgaJRAIdHR3M896L6MiXBXqsytVKY9JsN7x7967QisWidr6Aj3+IFcYPYKlUitjYWJQvX57X11cqytdXyZIlUbJkyQI/TmHj9fVtIiIicrWd2hdvmV2g8fHxqFKlimJ5fHw8rKysVLY3NzfHiRMnlJbJZDK8efMG5cqV++ocEonkm4o/dSSXyxUtlYU1CL6oio58iYh7hfNXtI6ODs+XCGQOteD19e14fVFWRfX6ym2XvdrfbWplZQVjY2NcvnxZsezt27cIDw+Hvb29yvaNGzfG8+fPleaBy3ytnZ1dwQcmIiIiKkBf1fImk8mwd+9eXLx4ES9evMAff/yBK1euoF69erCxscnXgHp6eujbty8WLlwIMzMzVKxYEb6+vjA3N0f79u2Rnp6OV69ewcTEBAYGBmjQoAHs7OwwevRoTJ8+HcnJyZg2bRq6dev2TS1vREREROogzy1vr169Qvfu3TFnzhxERUXh1q1b+PDhA/7++2/069cPYWFh+R7S09MTbm5u8Pb2Ru/evaGtrQ1/f3/o6ekhNjYWLVq0QHBwMICPTY5+fn6oVKkSBgwYgFGjRqFly5aYPn16vuciIiIiKmx5bnlbsGABkpKSEBwcjIoVK6J+/foAgGXLlmHw4MFYvnw5/vrrr3wNqa2tjfHjx2P8+PEq6ypVqoT79+8rLStVqhSWL1+erxmIiIiI1EGeW95Onz4NLy8vVK1aVWlgnb6+Ptzd3XHnzp18DUhERERE/y/PxZtUKs3x9mZtbe0iNccQERERkbrJc/FmbW2N7du3Z7suKChI0Y1KRERERPkvz2PevLy8MHDgQHTt2hWtWrWCRCLBoUOHsGLFCpw/fx7r168viJxEREREhK9oebO3t8dff/0FQ0NDrF+/HnK5HBs3bsSLFy+wdu1apQfIExEREVH++qp53ho3boydO3fiw4cPSExMhLGxMYoVK5bf2YiIiArlQeeFcQyi/PJNj8cyMDBQet4oERFRfkpPzyi0B52npaUVynGIvlWeizcrK6svPnvr7t27Xx2IiIgok7Z24TzFMSUlBQ8fPiyUh48Tfas8F2/Dhw9XKd6SkpJw/fp1/Pfffxg3bly+hSMiIioMcrmcU12RaOS5eBs5cmSO6yZOnIh///0X3bt3/6ZQRERERJS9fG2P7tatm+IZo0RERESU//K1eHvy5AkHfBIREREVoDx3m/r5+aksy8jIQGxsLIKDg9G2bdt8CUZEREREqvKleAMAY2NjtG/fHpMnT/7mUERERESUvTwXb/fu3SuIHERERESUC4UzgQ4RERER5Ytctbz1798/1zuUSCTYtGnTVwciIiIiopzlqniTy+W53mFetiUiIiKivMlV8bZly5aCzkFEREREuZCvY96Sk5Nx9uzZ/NwlEREREX0iz3ebPnv2DD4+Prh69WqOz4Hjg+mJiIiICkaei7e5c+ciLCwMP/30E65fvw5DQ0M0bNgQFy5cwIMHD7BixYqCyElERERE+Ipu06tXr2LUqFHw9vZG9+7doaenh/Hjx2Pfvn1o3LgxTp48WRA5iYiIiAhfUbwlJSWhTp06AIAaNWoouki1tbXRp08f/PPPP/mbkIiIiIgU8ly8lS1bFi9evAAAVK1aFYmJiYiPjwcAlChRAgkJCfmbkIiIiIgU8ly8tWrVCsuWLcP169dRvnx5mJubY8OGDXj//j327duHcuXKFUROIiIiIkIui7eePXtiz549SE5OhqenJ4oXL47ly5cDAEaPHo3NmzejcePGCAoKwqBBgwo0MBEREZEmy9Xdph8+fMDvv/+OuXPnwsnJCVOmTEGlSpUAAF26dEGFChVw48YN2NjYoEmTJgUamIiIiEiT5ap4O3jwIO7du4eAgAAcOnQI+/btQ40aNeDm5oYuXbrA3t4e9vb2BZ2ViIiISOPlesyblZUVJk2ahLNnz2LNmjWoWbMmlixZglatWsHLywsXLlwoyJxEREREhK+YpFdLSwutWrVCq1at8P79exw+fBgHDx7EL7/8gvLly8PV1RUjRowoiKxEREREGu+bnm1qbGyMnj17Yvv27di8eTP09PSwcuXK/MpGRERERFnkueXtU3FxcTh8+DCCgoJw7949VKxYESNHjsyvbERERESURZ6Lt/fv3+Po0aMICgrC1atXoaOjg++//x4TJkyAo6NjQWQkIiIiov/JVfGWlpaGv//+G4GBgThz5gykUinq1q2LKVOmoEuXLjAxMSnonERERESEXBZvzZs3x9u3b1G8eHH06NEDbm5usLKyKuhsRERERJRFroq3evXqwc3NDd9//z309PQKOhMRERER5SBXxduGDRsKOgcRERER5cI3TRVSGKRSKWbMmAFHR0fY2trC09MTCQkJn33N9evX0a9fPzRq1Ajfffcdpk6dijdv3hROYCIiIqICpPbF2/Tp03HhwgWsWLECmzZtQnR0NLy8vHLcPjIyEoMHD4aVlRX27NmDJUuW4NatW/D09CzE1EREREQFQ62Lt7i4OAQEBMDb2xv29vawsbHB4sWLcfXqVdy4cSPb1wQEBKBs2bKYMmUKqlevDnt7e0ybNg2XL19GdHR04b4BIiIionym1sXbtWvXAAAODg6KZdWqVUO5cuVw9erVbF/TpUsXzJ8/HxKJRGUdu06JiIhI7L7pCQsFLS4uDqamptDX11daXrZsWcTGxmb7mho1aqgsW7duHcqUKfNN05vI5XIkJyd/9evVUUpKitJ/Ke8kEgkMDQ0L9ZhSqRRyubxQj0l5x+tLXHi+xKWoni+5XJ5t41NWghZvT58+Rbt27XJc7+Xlle3UJPr6+pBKpbk6xrx58/D3339j+fLl0NXV/eqsqampuHv37le/Xp09efJE6AiiZWhoiLp16xbqMWNiYorcD6yijNeXuPB8iUtRPF+5mZJN0OKtXLlyCA4OznH933//DZlMprJcKpV+sbUjNTUVPj4+OHDgAKZNm4YOHTp8U1ZdXV3UrFnzm/ahblJSUvDkyRNYWFgUeutRUZGbv5DyW4UKFTjfogjw+hIXni9xKarnKyIiIlfbCVq86erqZtvNmen+/ft48+YNZDKZ0i+r+Ph4mJub5/i69+/fY8SIEQgNDcWiRYvg7Oz8zVklEgmMjIy+eT/qyNDQsMi+t6JIX1+/SP2wKup4fYkLz5e4FLXzldsGAbW+YaFRo0bIyMhQ3LgAAI8fP0ZcXBzs7e2zfY1MJoOHhwdu376N9evX50vhRkRERKQu1Lp4K1euHJydneHt7Y3Lly/j1q1bGDt2LJo0aYKGDRsC+FisvXjxQtG9unbtWly7dg0zZ85EjRo18OLFC8W/7LpgiYiIiMRErYs3AJg1axYcHR0xYsQIDB48GNWrV8fy5csV68PCwtCiRQuEhYUBAA4dOgS5XI4xY8agRYsWSv8ytyEiIiISK7WeKgQAjIyMMHv2bMyePTvb9Q4ODrh//77i66NHjxZWNCIiIqJCp/Ytb0RERET0/1i8EREREYkIizciIiIiEWHxRkRERCQiLN6IiIiIRITFGxEREZGIsHgjIiIiEhEWb0REREQiwuKNiIiISERYvBERERGJCIs3IiIiIhFh8UZEREQkIizeiIiIiESExRsRERGRiLB4IyIiIhIRFm9EREREIsLijYiIiEhEWLwRERERiQiLNyIiIiIRYfFGREREJCIs3oiIiIhEhMUbERERkYiweCMiIiISERZvRERERCLC4o2IiIhIRFi8EREREYkIizciIiIiEWHxRkRERCQiLN6IiIiIRITFGxEREZGIsHgjIiIiEhEWb0REREQiwuKNiIiISERYvBERERGJCIs3IiIiIhFh8UZEREQkIizeiIiIiESExRsRERGRiKh98SaVSjFjxgw4OjrC1tYWnp6eSEhIyPXrV69eDUtLywJMSERERFR41L54mz59Oi5cuIAVK1Zg06ZNiI6OhpeXV65ee+vWLfj5+RVwQiIiIqLCo9bFW1xcHAICAuDt7Q17e3vY2Nhg8eLFuHr1Km7cuPHZ1yYnJ2P8+PGwt7cvnLBEREREhUCti7dr164BABwcHBTLqlWrhnLlyuHq1auffe2cOXNQu3ZtdO3atUAzEhERERUmHaEDfE5cXBxMTU2hr6+vtLxs2bKIjY3N8XXHjx/H33//jaCgIJw+fTpfssjlciQnJ+fLvtRFSkqK0n8p7yQSCQwNDQv1mFKpFHK5vFCPSXnH60tceL7EpaieL7lcDolE8sXtBC3enj59inbt2uW43svLC3p6eirL9fX1IZVKs31NXFwcfv/9dyxYsACmpqb5ljU1NRV3797Nt/2pkydPnggdQbQMDQ1Rt27dQj1mTExMkfuBVZTx+hIXni9xKYrnK7u6JytBi7dy5cohODg4x/V///03ZDKZynKpVJpta4dcLsekSZPQqVMntGzZMl+z6urqombNmvm6T6GlpKTgyZMnsLCwKPTWo6IiN38h5bcKFSrk6uImYfH6EheeL3EpqucrIiIiV9sJWrzp6uqiRo0aOa6/f/8+3rx5A5lMpvTLKj4+Hubm5irbx8TE4OLFi7h+/ToCAgIAAGlpaQAAW1tbeHh4YOjQoV+VVSKRwMjI6Kteq+4MDQ2L7HsrivT19YvUD6uijteXuPB8iUtRO1+5bRBQ6zFvjRo1QkZGBq5duwZHR0cAwOPHjxEXF5ftXaTlypXDsWPHlJYdO3YMCxcuREBAAEqUKFEouYmIiIgKiloXb+XKlYOzszO8vb3xxx9/wNDQENOmTUOTJk3QsGFDAIBMJkNiYiJKlCgBPT09VK1aVWkfpUqVAgCV5URERERipNZThQDArFmz4OjoiBEjRmDw4MGoXr06li9frlgfFhaGFi1aICwsTMCURERERIVDrVveAMDIyAizZ8/G7Nmzs13v4OCA+/fv5/h6V1dXuLq6FlQ8IiIiokKl9i1vRERERPT/WLwRERERiQiLNyIiIiIRYfFGREREJCIs3oiIiIhEhMUbERERkYiweCMiIiISERZvRERERCLC4o2IiIhIRFi8EREREYkIizciIiIiEWHxRkRERCQiLN6IiIiIRITFGxEREZGIsHgjIiIiEhEWb0REREQiwuKNiIiISERYvBERERGJCIs3IiIiIhFh8UZEREQkIizeiIiIiESExRsRERGRiLB4IyIiIhIRFm9EREREIsLijYiIiEhEWLwRERERiQiLNyIiIiIR0RE6AFFRULla6SJxDCIiUn8s3oi+UXp6BibNdiuUY6WlpRXKcYiISH2x25ToG2lrF85llJKSgvDwcMjl8kI5HhERqScWb0QiIZfLkZqaKnQMIiISGIs3IiIiIhFh8UZEREQkIizeiIiIiESExRsRERGRiLB4IyIiIhIRFm9EREREIsLijYiIiEhEJHLO+PlF169fh1wuh56entBR8lXmvGG6urqQSCRCx6Ev4PkSF54vceH5Epeier5kMhkkEgns7Ow+ux0fj5ULRekb41MSiaTIFaRFGc+XuPB8iQvPl7gU1fMlkUhyVXOw5Y2IiIhIRDjmjYiIiEhEWLwRERERiQiLNyIiIiIRYfFGREREJCIs3oiIiIhEhMUbERERkYiweCMiIiISERZvRERERCLC4o2IiIhIRFi8EREREYkIizciIiIiEWHxRkRERCQiLN6IiEjjpaam4vbt20hKShI6CtEX6QgdgApfTEwMHj16hMaNGyMpKQmlSpUSOhJlQy6X48CBA/j333/x4cMHyOVypfVz584VKBnlJDExEVFRUZBKpSrrGjduLEAiyklsbCymTp2KUaNGwdLSEt27d0dERARKlCiBjRs3ok6dOkJHpCwiIiLw4MEDyGQylXXdunUr/EACYvGmQWQyGSZOnIgjR45AS0sLR48exfz58/Hu3Tv4+fnBxMRE6Ij0ifnz52Pjxo2wtLRE8eLFhY5DXxAQEIBp06ZBJpOpFNoSiQR3794VKBllZ+7cuXj37h3MzMxw9OhRPHv2DNu3b8fevXvh6+uLDRs2CB2RPvHnn39i8eLF2a6TSCQaV7xJ5Fl/ylCRtWzZMoSEhGD69OkYOnQoAgMDERsbiylTpqBZs2aYOXOm0BHpE02bNsWECRPg6uoqdBTKhdatW6Nly5YYOHAg9PX1VdZXrFhRgFSUkyZNmmDTpk2oU6cOxo4di7S0NCxbtgyRkZFwdXVFWFiY0BHpE82bN0evXr3g4eEBPT09oeMIjmPeNMjhw4fx+++/w8HBQbGsSZMmmDVrFk6dOiVgMsqOVCpVOlek3hITE+Hu7o7q1aujYsWKKv9IvaSmpqJEiRIAgEuXLqFZs2YAgIyMDOjosFNK3aSmpqJLly4s3P6HxZsGiYuLQ5UqVVSWly9fHm/fvhUgEX3Od999h9OnTwsdg3KpQ4cO+Pvvv4WOQblUt25d7NmzBzt27MDr16/RqlUryGQyrFu3DlZWVkLHoyy6du2K3bt3Cx1DbfDPCw1So0YNXLx4ET/99JPS8kOHDqFmzZoCpaJP+fn5Kf7f1NQU8+bNw/Xr12FhYQEtLeW/tUaMGFHY8egzxo8fD2dnZxw7dgyVK1eGRCJRWs8bTNTLxIkTMXToULx+/RpDhgyBubk5pk+fjhMnTsDf31/oeJTFL7/8gi5duiA4OBiVKlVSub42b94sUDJhsHjTICNHjsSoUaPw4MEDpKen48CBA3j8+DGOHTuGJUuWCB2PAOzfv1/p67Jly+LGjRu4ceOG0nKJRMLiTc3MnTsXSUlJkMlkePbsmdBx6AtsbGxw4cIFvHv3TnFD0IABA+Dl5QVTU1OB01FW3t7eAIAGDRrA0NBQ4DTC4w0LGubs2bNYu3YtwsPDkZGRgVq1amHIkCH44YcfhI5GJGq2trZYunQpWrVqJXQUyoOrV6/i0aNH6Ny5M54/f46qVatCV1dX6FiURYMGDbBx40bY2toKHUUtsOVNw7Rs2RItW7YUOgbl0ocPH6ClpQU9PT08evQIZ86cga2tLezs7ISORlkUK1Ys2zGlpJ7ev3+PwYMH4+bNm5BIJGjevDkWLlyIJ0+eYOPGjTA3Nxc6In2idOnSKFasmNAx1AZvWNAwQUFBeP78OQBg1apV6Ny5M3x8fLKdVJSEdfXqVbRs2RLXrl3Dixcv0KNHD6xevRp9+/bFkSNHhI5HWXh4eGDp0qV4//690FEoFxYvXgyJRILjx4/DwMAAADBhwgQYGRlhwYIFAqejrMaOHYvZs2fj0aNHSE9PFzqO4NhtqkFWrVqFNWvWYOPGjZBIJOjduzd69OiBK1euoGXLlpg6darQEekTvXv3hoWFBaZOnYp9+/bB398fx44dw759+7Bnzx4EBAQIHZE+MWjQIISGhkIul6NUqVIq002cPHlSoGSUnTZt2mDRokWws7ODra0tAgMDUblyZdy8eRNDhw7FpUuXhI5In+jQoQNiYmJyLNw0bRJsdptqkH379mH+/Pmws7PD/Pnz0bBhQ8yaNQuhoaEYPXo0izc1Ex4ejgULFsDY2Bjnz59H69atYWBggNatW2P+/PlCx6MsGjVqhEaNGgkdg3Lp1atXKFOmjMpyY2NjpKSkCJCIPue3334TOoJaYfGmQeLj4xWDPS9evIj27dsD4Dxv6srQ0BAymQwymQyhoaH4448/AAAvX77ko8zUEO/+FRdra2sEBwfDw8NDafnmzZtRt25dgVJRTlxcXISOoFZYvGkQc3NzREZGQiaT4f79+5g+fToAIDQ0lINz1ZCDgwN8fX0Vs8B/9913uHv3LmbPns0nL6ipO3fuwN/fH/fv34eOjg5q1qyJAQMGwMbGRuholMWYMWMwaNAghIWFIS0tDatXr0ZERATCw8M5z5uaOn36NNasWaN0fQ0ePFjREKFJeMOCBunVqxe8vLzQp08fWFpawtbWFtu2bcO0adNUJu4l4U2bNg26urq4f/8+fH19YWxsjIMHD0JHRweTJ08WOh5lERoail69eiEqKgotWrRA48aNERkZiZ9//hnXrl0TOh5lYWdnh127dqF48eKoWrUqbty4gfLly2Pbtm3840gNnThxAsOGDUO5cuUwZswYjBgxAqVKlYKXl5dGjiflDQsa5tSpU4iOjkaXLl1gamqKwMBASKVS9OjRQ+holAsymYzP9lNTP//8M6ysrODj46O0fMaMGYiIiMCWLVsESkbZCQgIgJOTk8r1lJycjN27d2PgwIHCBKNsubi44Pvvv8fw4cOVlvv5+eHMmTPYu3evQMmEweKNSI29evUKkZGRyMjIAADI5XLIZDLcvHlT5YcYCatBgwY4cOAAqlevrrT80aNHcHNzQ1hYmEDJKNOrV6/w4cMHAEC7du2wd+9elacphIeHY8yYMbh165YQESkHNjY2CAoKQtWqVZWWP3nyBF27dsXNmzcFSiYMjnnTIDKZDLt27cL9+/eVbreWyWS4ffs2jh07JmA6yurw4cOYMmUKpFIpJBIJ5HK54nl+FStWZPGmZkxNTZGQkKBSvCUkJLC1VE2cPXsWkyZNUlxPbm5uKtvI5XI+JUMNlS1bFk+ePMm2eNPEG7hYvGmQP/74A/v370e9evVw8+ZN2NraIioqCgkJCewiUENr1qxB586dMWTIEPz000/YsGED4uPjMWPGDIwcOVLoeJRFmzZtMGvWLCxZsgQ1atQAAERERGDOnDlo06aNwOkIALp164aKFSsiIyMDAwYMwPLlyxU3BAEfnxlsZGSE2rVrC5iSstO5c2fMmDED06ZNU0zJc+3aNcycORMdO3YUOF3hY/GmQU6cOIF58+bByckJHTp0wKxZs1C5cmWMHj0aqampQsejLJ48eYJly5bBwsICderUwatXr9C2bVukpaVhzZo16Nq1q9AR6ROjRo3CoEGD0LlzZ5iYmEAikeDt27eoXbs2JkyYIHQ8+p/GjRsD+DgliJ2dncpkyqSefvvtNzx48AAeHh6KHojMVtKxY8cKnK7w8btWg7x58wYNGzYEANSuXRvh4eGoXr06PDw8MGrUKHh7ewsbkJTo6+srHpBtYWGBhw8fomXLlqhfvz6ioqIETkdZlShRAnv37sW5c+fw8OFDyOVy1K5dGy1atIC2trbQ8SiLJk2a4N69e3jw4EG2Y0oz51Uk9aCvr49Vq1bh0aNHePDgAeRyOSwtLRWt3JqGxZsGKV26NBISElChQgVUqVIFDx48APBxrM7Lly8FTkdZ2djYYOfOnRg/fjxq1qyJ06dPY/DgwYiIiFAUdaRetLS0ULlyZSQnJ0NXVxeVK1dm4aamNm/erCjQMsfAZf6/vb29kNHoM2JiYvDs2TPo6OigRIkSsLCw0MhrjMWbBmnVqhWmTZuGuXPnws7ODnPmzEH79u0RHBzMSXrV0PDhwzF48GCYmZnB1dUVfn5+cHZ2RmxsLJycnISOR1nIZDKMGzcOx48fVyoE2rRpg6VLl/KmBTWzdetWeHh4YPjw4WjTpg3279+PN2/eYOzYsWjXrp3Q8SiLt2/fwt3dHf/++y+KFy+OjIwMvH//HvXq1cNff/2F4sWLCx2xUHGSXg0ybtw4mJubIzQ0FO3atUOtWrXQo0cPbNmyBZ6enkLHoyzs7Oxw9OhRdOjQAaamptixYwccHR0xfPhwlbnESHhLlizBrVu3sGrVKoSGhuLy5ctYsWIFwsPDsWLFCqHjURYxMTFwc3ODnp4erKyscPv2bVhaWmLSpEkaN2eYGMyfPx9SqRSBgYG4cuUKQkNDERAQAJlMhkWLFgkdr9BxnjcNFx4ejtKlS6Ns2bJCR6EsXF1d8ccff8DKykroKJQL3333HWbPnq0yzcTp06cxY8YMnDlzRphglC0HBwfs3LkT1apVw6xZs1CmTBkMHTpU0bLNefnUS9OmTbFixQrFDSeZrly5gtGjR+PChQsCJRMGW940RFhYmGJyykwhISFISkpi4aamnj17BiMjI6FjUC69f/9eZQ4qAKhWrRpevXolQCL6HHt7e6xZswZJSUmwsrLCyZMnkZGRgdDQUBQrVkzoeJRFWloazMzMVJaXKlUK79+/FyCRsFi8FXFyuRze3t74+eefcePGDaV1Bw4cQP/+/TFr1ixhwtFnDRkyBFOnTsWZM2fw+PFjxMTEKP0j9VK7dm2EhISoLA8ODka1atUESESfM2rUKFy4cAE7duyAk5MTEhIS0KRJE0yaNAmurq5Cx6Ms6tWrhx07dqgs3759O+rUqSNAImGx27SI27VrF+bNm4cZM2agc+fO0NL6/3pdLpcjKCgIPj4+mDZtGlxcXARMSll92l2aOa8RAMWTFu7evStELMrBmTNnMGzYMHTo0AF2dnaQSCQIDQ3F8ePHsXDhQt5kooY+fPiA5ORkmJmZISEhAUFBQTA3N9fISV/VXVhYGPr37w8rKyul6+vevXtYt24dHB0dhY5YqFi8FXGurq7o0aMHevfuneM2f/75J44fP449e/YUYjL6kitXrnx2fZMmTQopCeXWiRMn8OeffyrmoapduzYGDx7MYkBkNm3ahAEDBggdg7K4desW/vrrL6Xra+DAgYr5SzUJi7cizs7ODgEBAahSpUqO2zx69Ag9e/ZEaGhoISajvJLJZJxugugb/fXXXzh06BC0tbXRtWtX9OnTR7Hu4cOHmDp1Km7fvs2WbVJrHPNWxOnr66vcqJAdTZzkUF09fPgQgwcPxn///ae0fOLEiRgwYAAiIyMFSkY5SUpKQlJSkuLryMhI+Pr6YsGCBSwC1Iifnx/mz58PY2NjlCxZEnPnzsXOnTsBAP7+/nB1dUVUVBTmzp0rcFL6VEREBCIiIhRfh4aGYtSoUfD09MSpU6cETCYcTtJbxNWtWxdnzpz57IOWT548ierVqxdiKspJVFQU+vbti7Jly0Imkymta9euHdauXYuff/4Ze/bsQaVKlQRKSZnev38Pb29vHDt2DBKJBE5OThg6dCh69uyJ9PR0yOVybNq0CWvWrMF3330ndFyNFxQUBE9PTwwbNgwAEBAQgHXr1uHFixdYuXIlOnbsCB8fn2zvaqTC9+LFCwwbNgy3b9+GRCKBnZ0dRo0aBXd3d1SoUAFyuRzDhw/HggUL8OOPPwodt1Cx5a2I+/nnn7F69Wr8/fff2a4/c+YMVq1ahZ49exZyMsrOypUrUb9+fezfvx81a9ZUWte5c2fs2bMH1atXx6pVqwRKSJ/y9fXFgwcPsGDBAixbtgxPnz5F37594ejoiMuXL+PKlSvo1KkT/vzzT6GjEoDnz5+jU6dOiq+dnJzw+PFjbNq0CfPmzcPSpUtZuKmRefPmQUdHBzt27MCBAwdgamqKIUOGwMXFBUePHsWxY8cwYMAAbNmyReiohY4tb0Vcu3bt0Lt3b3h4eKBu3bqwtbVF8eLF8ebNG9y4cQP37t1Dz5490a1bN6GjEj7epLB48eIcn11qYGCA4cOHw9vbu5CTUXZOnjyJxYsXK24eqV+/Plq3bo0BAwYoxif++uuvSuOqSDhSqVTpMUp6enowMDDA6NGj+TNQDV24cAF//vknbGxsAACzZs2Co6MjunfvrtimV69e2L17t1ARBcPiTQNMmDABTZs2xY4dO3D06FEkJibCzMwMtra2GD9+PJo1ayZ0RPqf169fo1y5cp/dpkqVKkhISCikRPQ5r169UroZyNzcHPr6+ihdurRimZmZmdJ4OFI//BmonhITE5V+HpqamsLAwAAlS5ZULDM2NkZKSooA6YTF4k1DtGzZEi1bthQ6Bn2Bubk5njx5gooVK+a4zZMnT5SKAxJORkaGSiuplpaWyg1AvKlfveno8FehOpLL5SrnRiKRKM1Xqqn4HUukRtq1a4fVq1fDwcEh218oaWlpWLt2LZo3by5AOspKIpEoTaBM6m/Dhg0wNDRUfJ2WlobNmzejRIkSStuNGDGisKNRFtldX7zePuI8b0Rq5PXr1+jWrRsqVKgADw8PNGjQACVKlMCbN28QFhaGdevW4b///sOePXs+2zpHhcPKygq2trZKrW+hoaGwtraGvr4+ACA1NRU3btzglCFqoG3btrnaTiKR4OTJkwWchr7EysoK5cuXV2ppi4mJQbly5RSt2xkZGXj+/LnGXV9seSNSI6ampti0aRMmTJiAoUOHqjwWy87ODps3b2bhpiaye6RcdufGwsKiENLQl2jqnGBixdbPnLHljUhNhYeH4/bt20hMTISpqSns7OxQo0YNoWMREZHAWLxpoJiYGDx69AiNGzdGUlISSpUqJXQkIiIiyiV2m2oQmUyGiRMn4siRI9DS0sLRo0cxf/58vHv3Dn5+fjAxMRE6IhEREX0B77fVIKtXr8a9e/ewadMmxWDq/v3749mzZ/D19RU4HREREeUGizcNcvjwYfz+++9wcHBQLGvSpAlmzZrFgbxEpFECAgJUnh8MAMnJydi4cWPhByLKAxZvGiQuLk5pNvhM5cuXx9u3bwVIRJ9z9epVpKWlqSyXSqU4evSoAInoS/bu3Yvg4GDF1yNGjMDBgwcFTESfevXqFWJiYhATE4PJkyfj4cOHiq8z/128eBGLFy8WOipl4erqim3btiExMVHoKGqBxZsGqVGjBi5evKiy/NChQyoPQSfh9e/fP9uiOiIiAuPHjxcgEX3Oxo0bMXv2bKVH9VSoUAHTpk3Dnj17BExGmc6ePYu2bduiXbt2kMvlcHNzQ7t27ZT+jRgxAo6OjkJHpSyaNWuGdevW4bvvvsOoUaNw7tw5jX5yCe821SCnT5/GqFGj0KNHD+zevRu//PILHj9+jGPHjmHJkiX44YcfhI6o8TZu3Ij58+cD+DivW06zidvY2GDXrl2FGY2+oH379hg7diw6duyotPzw4cNYsWIFQkJCBEpGn7p69SoyMjIwYMAArFixQunJChKJBEZGRqhdu7bKY89IeHK5HBcvXkRAQABOnDgBExMTuLi4oFu3bqhWrZrQ8QoVizcNc/bsWaxduxbh4eHIyMhArVq1MGTIEBZuaiItLQ2HDh1CRkYGpkyZgilTpijdBZz5y6Vp06YoXry4gEkpqwYNGiAoKEhlaEJ0dDScnZ1x69YtgZJRdq5cuQI7Ozs+11SkUlJSsGXLFqxatQpSqRR2dnYYMGAAOnToIHS0QsHvWg3DB9SrNx0dHXTr1g3Ax0LN2dkZenp6woaiXKlWrRqOHz+OwYMHKy0/c+YMKleuLFAqykmTJk0QFBSExo0bw9zcHKtWrUJwcDDs7OwwdepUxR35pF7i4+MRGBiIwMBAPHjwAHZ2dnBxcUFcXBy8vb1x9epVTJ06VeiYBY4tbxqGP6zEJT4+Hrt370ZkZCSmTJmCK1euoHbt2nzSgho6dOgQJkyYACcnJzRo0AASiQS3b9/G4cOHMXv2bEVRTuph1apVWLNmDTZu3AiJRILevXujR48euHLlClq2bKkRBYCYHDx4EAcPHsTly5dhZmaGbt26oXv37kqPntu7dy/mzJmDsLAw4YIWEhZvGoQ/rMQlKioKP/30E4yNjREXF4cjR47A19cX586dg7+/P+zs7ISOSFmEhIRg48aNuH//PnR1dVGjRg38+uuvaNOmjdDRKIt27dph3Lhx6NSpE+bPn4+wsDDs3LkToaGhGD16NM6dOyd0RPpE/fr10aZNG3Tv3h0tW7ZUelh9pmvXruH06dMYN26cAAkLF4s3DcIfVuLy22+/wczMDLNnz4adnR0CAwNRoUIFTJo0CbGxsdi6davQEYlEy9raGsePH4e5uTm6du2K9u3bY8SIEXj27BmcnJxw8+ZNoSPSJ0JCQtCuXTuVG0mkUinOnDmjceO2OeZNg8THx8PW1hYAcPHiRbRv3x4A53lTV2FhYdi6davSHafa2toYOnQofvrpJwGTUaaAgAA4OTlBT08PAQEBn92W3abqxdzcHJGRkZDJZLh//z6mT58OAAgNDYW5ubmw4UjF6NGjceHCBZiZmSktz5w6icUbFVn8YSUu6enpyMjIUFn+/v17aGtrC5CIspo0aRK+++47lCpVCpMmTcpxO4lEwuJNzfTq1QteXl7Q19eHpaUlbG1tsW3bNvj6+mLkyJFCxyOoTp3UvHnzbLezsbEpzFhqgcWbBuEPK3Fp0aIFVq9ejYULFyqWvX79Gr6+vmjatKmAySjTvXv3sv1/Un+DBw9GtWrVEB0djS5dugAATExMMHXqVPTo0UPgdAQAffv2RcmSJRVTJ02ePDnHqZM0Dce8aZhTp04pfliZmpoiMDAQUqmUP6zUUFxcHPr37483b97g3bt3qF69Op49e4aSJUti69atqFixotARiYoEmUzGKXnU3IEDBzh10idYvBGpsZSUFBw6dAh3795VTKrctWtXGBsbCx2Nsrh9+zZmzJiBhw8fZvvA87t37wqQij5nx44dWLduHZ4/f46jR49i/fr1KFOmDEaMGCF0NALHlH4OizcNIpPJsGvXLty/fx/p6elKy2/fvo1jx44JmI6y+u+//1Rm6weA1NRU+Pn5YfTo0QKkopx07doV+vr6cHV1zXbORBcXFwFSUU6CgoIwY8YMDBgwAOvXr8ehQ4dw+vRpLFy4ECNHjsSQIUOEjqjxrKyscOHCBZQqVQpWVlY5bieRSDTujyMWbxpk+vTp2L9/P+rVq4ebN2/C1tYWUVFRSEhIwMCBAzFx4kShI9In2rRpo9I9+u+//2LSpEl4+vQpbty4IVw4UtGgQQPs3bsXtWrVEjoK5YKLiwv69+8PFxcX2NraIjAwEJUrV8aBAwewevVq/jFLak11ljsqsk6cOIF58+Zhx44dqFSpEmbNmoXTp0+jXbt2SE1NFToeZdGgQQP069cPz58/R2pqKhYvXoyePXvC1NT0i10IVPisra3x7NkzoWNQLkVGRsLe3l5lub29PZ4/fy5AIqLc492mGuTNmzdo2LAhAKB27doIDw9H9erV4eHhgVGjRsHb21vYgKRk8eLFGD9+PPr16wd9fX3ExcXBx8cHPXv2FDoaZWPWrFkYOnQobt26hUqVKqnMAK9pY3LUXenSpfH48WOV585ev34dZcuWFSgVfapt27ZK81x+zsmTJws4jXph8aZBSpcujYSEBFSoUAFVqlTBgwcPAACmpqZ4+fKlwOkoKy0tLSxcuBCTJk1CUFAQdu7cqZHzGYlFSEgIoqKisGrVKpV1nOdN/fTs2RMzZsxQzM/3+PFjnDt3DsuWLcPAgQOFDUcAPnZtZxZviYmJ2LZtG9q0aQNbW1vo6Ogoxmq7u7sLnLTwccybBpk2bRpu376NuXPnIjo6GnPmzMHy5csRHByMU6dO4ejRo0JH1HiTJ09WWSaXyxEcHIxy5copdfPMnTu3MKPRFzg6OqJ///4YNGgQDAwMhI5DubB48WJs2rQJUqkUAKCjo4NevXphypQp2T47k4QzfPhwNGzYUOVGki1btuDEiRPYtGmTQMmEweJNg7x79w4TJ05E8+bN8fPPP8PDwwNnz56Fjo4O5s+fD2dnZ6Ejarx+/frletstW7YUYBLKq8znz1aqVEnoKJQLV65cga2tLdLS0hAREQG5XI7q1atzGh411bBhQxw8eBBVq1ZVWh4VFYUuXbpo3LNoWbxpuPDwcJQuXZpjPNTQlStX0LBhQ05KKRI+Pj6oWLEiPDw8hI5CudC0aVP4+/ujXr16QkehXOjQoQMGDRqE3r17Ky339/fHvn37EBwcLFAyYXDMm4ZKS0vDhQsXIJfLUaNGDaHjUDY8PT35y0VESpUqhZUrV+L48eOoVq0adHSUf7yym1u9lCpVCu/evRM6BuXS4MGDMWvWLNy4cQPW1taQy+W4du0ajh8/rvQIQU3B4k0DbN++Hfv37wfwcZBup06d8PPPPytuWDA3N8fGjRthYWEhYErKir9cxCU0NBQNGjQAAE41IQItWrSAh4cHWrVqhapVq6pMrMynLKiXnj17wtjYGFu2bMGxY8cgkUhQp04drFq1Cq1atRI6XqFjt2kR5+/vDz8/P/z4448wNDREUFAQqlSpgqSkJEyfPh1yuRxz585FpUqVsGzZMqHj0ifmzp2LnTt38pcLUQFo27ZtjuskEonGTT1B4sLirYj74Ycf4OXlBScnJwDArVu38NNPP2H16tVo06YNgI8tBqNGjcL58+eFjEpZ8JeL+CQnJyMwMBD379+Hjo4OatWqBScnJw6CJ8oHd+7cgb+/v+L6qlmzJgYMGKCRUyixeCvirK2tERISovSIpfr16yMwMBDVq1cHALx48QKtW7fGnTt3hIpJJHqxsbHo27cvEhISUK1aNaSnpyMqKgqlSpXC9u3bYW5uLnREysbVq1fx6NEjdO7cGc+fP0fVqlWhq6srdCzKIjQ0FIMGDULt2rVhb2+P9PR0XL9+HQ8ePMCmTZvQqFEjoSMWKo55K+JSU1NV5pzS1dVV+uEkkUiQkZFR2NHoK8lkMty6dSvbR/uQcObNm4fy5ctjz549MDMzAwC8fPkSXl5e8PX1xaJFiwROSJ96//49Bg8ejJs3b0IikaB58+ZYuHAhnjx5go0bN7LYVjOLFy9Gjx494OPjo7R8xowZWLp0qcZNncRZCInUVHh4OFxdXVGvXj3UqVNH8S/zmaekXi5cuICJEycqCjfg41NNJk6cyCEJamjx4sWQSCQ4fvy44g/cCRMmwMjICAsWLBA4HWV1584d9O3bV2V537598e+//wqQSFhsedMAGzZsgKGhoeLrtLQ0bN68GSVKlADwcZwOqZ+5c+dCR0cH06ZNw+zZszFp0iT8999/2LZtG3+5qCFtbe1sn6ygr68PmUwmQCL6nNOnT2PRokVKzzatXr06pk2bhqFDhwqYjLJjamqKhIQExXCfTAkJCRo5FyaLtyKuQoUKOHLkiNKyMmXKqAx2L1++fGHGolz4999/sWnTJtjY2GDfvn2oXbs2fv75Z5ibm2P37t3o1KmT0BHpE3Z2dli1ahUWLFigGJaQmpqK1atXw9bWVuB0lNWrV69QpkwZleXGxsZISUkRIBF9Tps2bTBr1iwsWbJEMTdpREQE5syZo7j5TpOweCviTp06JXQE+koZGRmKXy7VqlXDgwcPYG9vj3bt2mHt2rUCp6Osxo0bh169eqF9+/aoX78+JBIJbt26hffv32vceBwxsLa2RnBwsMoTMTZv3oy6desKlIpyMmrUKAwaNAidO3eGiYkJJBIJ3r59i9q1a2PChAlCxyt0LN6I1FT16tVx9epVdOnSBVWrVsXt27cBfHxGLbvh1E+NGjVw8OBBbNu2DQ8fPoRcLkfnzp3Rq1cvpa45Ug9jxozBoEGDEBYWhrS0NKxevRoREREIDw+Hv7+/0PEoixIlSmDv3r04d+6c4vqqXbs2WrRoAW1tbaHjFTpOFUKkpvbt24fp06djzpw5qFevHrp27YoePXrg+vXrKF26NH/BEH2je/fuYcOGDQgPD0dGRgZq1aoFd3d3xZMyiNQVizciNXbixAmULFkS9vb2OHz4MNauXYvy5cvj999/R6VKlYSOR59ISUnBxo0bce3aNaSmpiLrj9bNmzcLlIyyExAQACcnJ5XB7snJydi9ezcGDhwoTDDK1r///ovp06fj4cOH2fY83L17V4BUwmHxRkSUDyZNmoTg4GC0bNkSJiYmKuv5YHrhvXr1Ch8+fAAAtGvXDnv37oWpqanSNuHh4RgzZgxu3bolRETKQdeuXaGvrw9XV1eVRwUCgIuLiwCphMMxb0RqxM/PL9fb8tmm6uX48eOYP38+7wJWY2fPnsWkSZMgkUggl8vh5uamso1cLtfIB52ruydPnmDv3r2oVauW0FHUAos3IjXi5+cHLS2tL87uLpFIWLypGS0tLd6lqOa6deuGihUrIiMjAwMGDMDy5csV810CH68rIyMj1K5dW8CUlB1ra2s8e/aMxdv/sNuUSI34+Pjg+PHjMDQ0hLOzM5ydnWFlZSV0LMqFqVOnokyZMhg1apTQUSgXrly5Ajs7O+josA1DDCIjIzF06FA4OzujUqVK0NJSfkBUt27dhAkmEBZvRGomPT0d//zzD4KDg3HixAmYmZmhc+fOcHZ2hoWFhdDxKAfz58/Htm3bUKNGDVSvXl1lIDzHvKmfa9eu5XiDCVu21cvq1auxbNmybNdJJBLesEBE6iM1NRXnz5/HkSNHcPLkSVSpUgVOTk5wdnZGhQoVhI5Hn/jS82Y5Ua96+fPPP7F48WKUKFECxYoVU1onkUhUnkJDwnJ0dET//v0xaNCgbB9Dp2lYvBGJhEwmw549e7BkyRIkJSVp3F+aRPmpZcuW6N69O7y8vISOQrlgZ2eHwMBATpH0P+zsJ1JzcXFxOHLkCEJCQnDz5k1UrVr1i608JIzk5GQEBgbi/v370NHRQa1ateDk5ARjY2Oho1EWiYmJGjdOSsw6d+6Mw4cPqzzOTFOx5Y1IDWUt2CpXroxOnTqhU6dOvIFBTcXGxqJv375ISEhAtWrVkJ6ejqioKJQqVQrbt2//4h3EVLjc3d3h6uqKzp07Cx2FcmHZsmXw9/dH7dq1Ua1aNZUbTTRtTCmLNyI1snHjRoSEhODWrVuoUKECOnXqhI4dO6JevXpCR6Mv8PLyQkJCApYvXw4zMzMAwMuXL+Hl5QVzc3MsWrRI4IT0qT179sDX1xeurq7Z3mDCVjn1wjGlyli8EakRKysr6OrqolmzZrC2tv7strwbTr3Y29vjr7/+Ujlvt27dwpAhQ3D58mWBklF2PteCrYl3L5K4cMwbkRrJvIP04cOHePjwYY7bcZJe9aOtrZ3tXXD6+vrZPouRhHXv3j2hI1AeJSYmIioqClKpVGm5RCKBvb29QKmEwZY3IqJ88Ntvv8HAwAALFiyArq4ugI9TvYwfPx5v377Fhg0bBE5IJF4BAQGYNm0aZDKZypx8mthSyuKNiCgfPHr0CL169UKxYsVQv359SCQS3Lp1C+/fv8eWLVv46Cw1MHny5Fxvq2kD4NVd69at0bJlSwwcODDbB9NXrFhRgFTCYbcpEVE+qFGjBg4ePIjt27fjwYMHkMvl6Ny5M3r16oXKlSsLHY8APH36VOgI9JUSExPh7u7Op8z8D1veiIjyyaNHj5CUlAQbGxsAwIYNG9CmTRtUq1ZN4GRE4jZx4kTUrVsXAwYMEDqKWmDxRkSUD86dO4fhw4fD3d1d8XD6Hj16ICIiAuvWrdO4AdVE+enly5dwdnZGzZo1UblyZUgkEqX1mtbNzeKNiCgfdO/eHa1atYKnp6fS8iVLluDy5cvYuXOnQMmIxG/s2LE4evQo6tSpk+1d3ZznjYiI8qxhw4YICgpSGd8WHR2NLl26ICwsTKBkROJna2uLpUuXolWrVkJHUQtaQgcgIioKzMzMEB4errL84cOHKF68uACJiIqOYsWKoUqVKkLHUBu825SIKB+4uLhgxowZePv2LWxsbCCRSHD79m0sXboULi4uQscjEjUPDw8sXboUc+bMgbGxsdBxBMduUyKifJCeno45c+Zgz549SEtLg1wuh46ODvr164cxY8YoJu4l9ZDTnG8SiQS6urowNzdHx44deaewmhg0aBBCQ0Mhl8tRqlQplQfTnzx5UqBkwmDxRkSUj5KSkhAZGQkdHR1YWFhkO7iahDdu3DgcPnwYZcqUUTyPNjw8HM+fP0eDBg3w5s0bxMbGYsOGDWjUqJHAacnPz++z6zXtcYEs3oiIvlJCQgJKlSr12W1kMhlOnDgBJyenQkpFueHt7Y33799jwYIF0NPTAwCkpaXB29sbhoaGmDZtGhYuXIibN29q3J2MpP54wwIR0Vdq0aIFEhISlJaNHTtWadnbt28xduzYwo5GXxASEoIRI0YoCjcA0NHRwZAhQ3Do0CEAgJubG+7cuSNURMrizp07GDNmDJydndG1a1eMHTsWt27dEjqWIFi8ERF9pew6Lk6dOoXk5OQvbkfC0tHRwcuXL1WWx8fHKyaATU9PVxlbRcIIDQ1Fr169EBUVhRYtWqBx48aIjIzEzz//jGvXrgkdr9Dxu5KIqIBlnQ2ehPfDDz/Ax8cH06dPR4MGDSCXy3Hjxg3MmjUL7dq1Q3JyMlavXq0YD0fCWrx4MXr06AEfHx+l5TNmzMDSpUs1rmubxRsREWmcyZMnY8KECXB3d1cqrjt16oSpU6fi4sWLuHr1KtauXStgSsp0584dzJ49W2V537594ebmJkAiYbF4IyIijWNgYIDly5cjOjoad+/ehba2NiwtLVGpUiUAQMuWLfH3338LnJIymZqaIiEhAdWrV1danpCQoDRuUVNwzBsR0Tdgl6i4GRoawtraGnXq1IGWlhZiYmIQExOjkQWBOmvTpg1mzZqFR48eKZZFRERgzpw5aNOmjYDJhMGpQoiIvpKVlRWcnJygr6+vWBYUFIS2bduiWLFiAACpVIojR47g7t27QsWkbNy4cQMTJ07Ef//9p7RcLpdDIpHwfKmZxMREDBo0CHfv3oWJiQkkEgnevn2L2rVr46+//oKZmZnQEQsVizcioq/Ur1+/XG+raQOq1Z2bmxu0tLTg4eEBExMTlfVNmjQRIBV9TkZGBs6dO4eHDx9CLpejdu3aaNGiBbS1tYWOVuhYvBERkcaxtrbG7t27UadOHaGj0BekpKTAwMBAaYjCw4cPUbFiRRgZGQmYTDgc80ZERBqnfPnySE1NFToGfUFAQABat26Nf//9V2n5vHnz0LJlSxw5ckSgZMJi8UZERBpn2LBh+OOPP3D//n0WcWrq0qVLmDJlCtq3b4/y5csrrfPx8UHHjh0xbtw4hIaGCpRQOOw2JSIijdO2bVvEx8cjPT092/W8YUF47u7uqFmzJqZMmZLjNlOnTkVcXBzWr19fiMmEx3neiIhI44wcOVLoCPQF4eHhmDRp0me36d27N3799ddCSqQ+WLwREZHGcXFxEToCfYFMJoOBgcFntylRogQ+fPhQSInUB4s3IiLSCJMnT8bUqVNhbGyMyZMn57idRCLBH3/8UYjJKDvVqlVDWFgYqlSpkuM2169fR8WKFQsxlXpg8UZERBrh6dOnyMjIUPw/qbcuXbpg+fLlcHR0RNmyZVXWx8fHY9myZejevbsA6YTFGxaIiIhI7aSnp6N///548OAB3Nzc0LBhQxQvXhxv3rzBjRs3sH//flStWhVbt279YvdqUcPijYiINFJMTAyKFy8OY2Nj/PPPPzh27Bjs7OzQuXNnoaPR/8hkMixfvhx79uxBYmKiYnnp0qXRvXt3/PbbbxpXuAEs3oiISAMdP34co0ePxpo1a1C1alV06tQJlStXRmxsLMaPH48+ffoIHZE+kZaWhujoaCQmJsLMzAyVK1dWeuKCpmHxRkREGsfFxQUtW7aEl5cX1q1bh3379iEkJARHjhyBn5+fxs7cT+LAJywQEZHGefToEX766SdoaWnh/PnzaNWqFbS0tGBra4tnz54JHY/os1i8ERGRxilevDjevXuH9+/f48aNG2jWrBkA4L///kPJkiWFDUf0BZwqhIiINE6rVq3g4+MDY2NjGBsbo3nz5rh48SKmT5+O1q1bCx2P6LPY8kZERBrn999/h52dHQwNDbF69Wro6enh2rVrsLGxwcSJE4WOR/RZvGGBiIiISETYbUpERBrBz88PgwcPhqGhIfz8/D677YgRIwopFVHeseWNiIg0Qtu2bbFv3z6Ympqibdu2OW4nkUhw8uTJQkxGlDcs3oiIiIhEhDcsEBER/U9KSgr++OMPoWMQfRaLNyIi0ghSqRSzZ89G06ZN0bx5cyxYsAAZGRmK9efPn4ezszO2bt0qYEqiL+MNC0REpBEWLVqEnTt3okuXLtDT08POnTthYmICDw8PzJ49Gzt27ECVKlWwadMmoaMSfRaLNyIi0ggnTpzA1KlT0bt3bwBA69atMWfOHMTGxmLv3r1wd3eHl5cX9PT0BE5K9Hm8YYGIiDSCtbU1goODUblyZQBAeno6rK2tUaJECSxduhQODg4CJyTKHY55IyIijZCamgojIyPF19ra2tDX18fkyZNZuJGosHgjIiKN1qBBA6EjEOUJizciItIYEolEZZmWFn8VkrjwhgUiItIYs2fPhr6+vuLr1NRU+Pr6olixYkrbzZ07t7CjEeUaizciItIIjRs3xosXL5SW2dra4vXr13j9+rVAqYjyjnebEhEREYkIO/qJiIiIRITFGxEREZGIsHgjIiIiEhEWb0REREQiwuKNiIiISERYvBFRkffgwQOMHj0azZs3R/369dGiRQuMGjUK4eHhQkfLk6dPn8LS0hL79+8XOgoRCYhThRBRkfbw4UP89NNPsLGxQc+ePVG6dGk8f/4cW7duxd27d7FlyxY0bNhQ6Ji5IpPJEB4ejipVqsDMzEzoOEQkEBZvRFSkTZkyBZcuXcKxY8egq6urWJ6cnIxOnTrB0tISf/75p4AJiYjyht2mRFSkvXz5EgCQ9e9UIyMjTJ48GZ06dVIsO3z4MFxdXdGgQQO0bt0avr6+kMlkivUPHjyAh4cH7OzsYGdnh+HDhyM6Olqx/vLly7C0tMSlS5fg7u6OBg0aoFmzZpg/fz7S0tIU27169QozZsxAmzZtUL9+fTRp0gTDhw/H06dPFdv069cP48aNg6enJ+zs7PDrr79m22365MkTeHp6onnz5mjYsCH69euHa9eu5d8HSERqh8UbERVprVu3RkxMDHr16oVt27bh0aNHikKuY8eOcHFxAQDs3LkTY8aMQZ06deDn5wcPDw9s374d06dPBwBERkaiV69eSEhIwLx58zBnzhxER0ejd+/eSEhIUDrmuHHj0KhRI6xZswY//vgjNmzYgL179wL4WER6eHjgwoULGDt2LPz9/TFs2DBcvHgRPj4+Svs5cuQIdHV1sXLlSvTv31/lvUVERMDV1RXR0dHw9vbGwoULIZFIMGDAAFy5ciW/P0oiUhN8tikRFWk///wzXrx4AX9/f8ycORMAYGpqihYtWqBfv35o0KABMjIysGLFCrRv3x5z5sxRvFYqleLAgQOQyWTw8/ODgYEBNm7cCGNjYwCAo6Mjvv/+e6xfvx4TJ05UvK5Hjx4YPny4YpsTJ07gzJkz6NWrF+Lj42FoaIiJEyfC3t4eAODg4ICnT59i586dStm1tLQwa9YsGBkZAYBSyxwA+Pn5QVdXF5s3b4aJiQmAj8Vq586d4evriz179uTnR0lEaoLFGxEVeV5eXhg4cCDOnTuHS5cu4fLlywgKCsKhQ4cwefJktGjRAi9fvsT333+v9LqBAwdi4MCBAIB//vkHDg4OMDAwUHSBGhsbw97eHhcvXlR6na2trdLX5ubmSE5OBgCUK1cOmzdvBgDExMQgKioKjx49wvXr15Gamqr0ukqVKikKt+xcuXIFbdq0URRuAKCjowNnZ2esXLkSSUlJKFasWB4+KSISAxZvRKQRSpQogc6dO6Nz584AgPDwcEyYMAELFy5E/fr1AQClSpXK8fVv3rxBcHAwgoODVdZlvfPTwMBA6WstLS2lMXeBgYFYvHgxYmNjUbJkSVhZWam8BgBKly792feUmJiY7TalS5eGXC7H+/fvWbwRFUEs3oioyIqLi0P37t3h5eWFHj16KK2rW7cuRo0aheHDhyM9PR3AxxsJPvXmzRvcuXMHDRs2hImJCZo1a4ZBgwapHEdHJ/c/SkNDQzFx4kT07dsXgwcPhrm5OQBgwYIFeb7RoESJEoobMj714sULAB+7h4mo6OENC0RUZJUuXRo6OjrYvn07pFKpyvrHjx9DX18ftWrVgqmpKU6ePKm0PigoCEOGDIFUKkWTJk0QERGBOnXqwNraGtbW1qhfvz42btyI48eP5zpTWFgYMjIy4OnpqSjc0tPTFV2vGRkZud5X48aNcfr0abx7906xLD09HYcPH4a1tTX09PRyvS8iEg+2vBFRkaWtrY3p06dj+PDh6N69O/r06YMaNWogJSUFFy5cwLZt2+Dl5QVTU1OMHDkSM2fOxPTp09G+fXs8efIES5cuRe/evWFmZoZhw4ahV69e8PDwQO/evaGvr49du3bhxIkTWL58ea4z2djYAABmzpyJ7t274+3bt9i6dSvu3bsH4OP8c5k3RHzJiBEjcPbsWfTv3x+//vor9PT0sHXrVkRHR2P9+vV5/8CISBRYvBFRkda6dWvs3r0b/v7+WLNmDV69egU9PT3UrVsXS5YsQYcOHQAAffr0gZGREfz9/bF3716UK1cO7u7u+PXXXwEAVlZW2LZtG5YsWYIJEyZALpejdu3aWLlyJdq1a5frPA4ODvDx8cFff/2FkJAQlC5dGg4ODvDz88Pw4cNx7do1tGrVKlf7qlWrFrZv347FixdjypQpkEgksLGxwebNmxV3shJR0cMnLBARERGJCMe8EREREYkIizciIiIiEWHxRkRERCQiLN6IiIiIRITFGxEREZGIsHgjIiIiEhEWb0REREQiwuKNiIiISERYvBERERGJCIs3IiIiIhFh8UZEREQkIizeiIiIiETk/wC6KjSoU7Z4AQAAAABJRU5ErkJggg==", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "\n", - "def scenario_analysis(weights, returns, scenarios):\n", - " # Calculate portfolio returns based on weights\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " scenario_results = {}\n", - " \n", - " for scenario, shock in scenarios.items():\n", - " # Convert shock dictionary to a Series\n", - " shock_series = pd.Series(shock)\n", - " shocked_returns = returns + shock_series\n", - " \n", - " # Calculate scenario portfolio returns\n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " \n", - " # Store results for each scenario\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean(),\n", - " 'Volatility': scenario_portfolio_returns.std(),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define scenarios\n", - "scenarios = {\n", - " 'Base Case': {asset: 0 for asset in returns.columns},\n", - " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", - " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", - " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", - " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", - "}\n", - "\n", - "# Check if returns DataFrame is not empty before proceeding\n", - "if not returns.empty:\n", - " # Assuming optimal_weights is defined and returns is your DataFrame of returns\n", - " optimal_weights = [0.2] * len(returns.columns) # Example weights; adjust as necessary\n", - "\n", - " # Perform scenario analysis\n", - " scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", - " print(scenario_results)\n", - "\n", - " # Visualize scenario analysis results\n", - " plt.figure(figsize=(12, 6))\n", - " scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", - " plt.title('Scenario Analysis: Mean Return and Volatility')\n", - " plt.xlabel('Scenario')\n", - " plt.ylabel('Value')\n", - " plt.legend(loc='best')\n", - " plt.tight_layout()\n", - " plt.show()\n", - "else:\n", - " print(\"Returns data is not available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 7. Performance Attribution\n", - "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Weight Return Contribution Percent Contribution\n", - "Gold 0.2 0.341597 0.068319 0.209640\n", - "US Large Cap 0.2 0.300850 0.060170 0.184634\n", - "US Small Cap 0.2 0.277234 0.055447 0.170140\n", - "Real Estate 0.2 0.254519 0.050904 0.156200\n", - "Emerging Markets 0.2 0.191030 0.038206 0.117236\n", - "International Developed 0.2 0.175739 0.035148 0.107852\n", - "US Treasury Bonds 0.2 0.107538 0.021508 0.065997\n", - "US Aggregate Bonds 0.2 0.074838 0.014968 0.045928\n", - "Commodities 0.2 -0.093902 -0.018780 -0.057628\n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "\n", - "def performance_attribution(weights, returns):\n", - " # Calculate portfolio return\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", - " \n", - " # Calculate asset contribution to returns\n", - " asset_contribution = returns.mean() * weights * 252 # Annualized contribution\n", - " percent_contribution = asset_contribution / portfolio_return # Contribution percentage\n", - "\n", - " # Create DataFrame for attribution data\n", - " attribution_data = pd.DataFrame({\n", - " 'Weight': weights,\n", - " 'Return': returns.mean() * 252,\n", - " 'Contribution': asset_contribution,\n", - " 'Percent Contribution': percent_contribution # Changed underscore to space for readability\n", - " })\n", - "\n", - " return attribution_data.sort_values('Percent Contribution', ascending=False)\n", - "\n", - "# Check if returns DataFrame is not empty before proceeding\n", - "if not returns.empty and optimal_weights is not None:\n", - " # Calculate performance attribution\n", - " attribution = performance_attribution(optimal_weights, returns)\n", - " print(attribution)\n", - "\n", - " # Visualize performance attribution\n", - " plt.figure(figsize=(12, 6))\n", - " attribution['Percent Contribution'].plot(kind='bar') # Changed underscore to space for consistency\n", - " plt.title('Performance Attribution of Optimal Portfolio')\n", - " plt.xlabel('Asset')\n", - " plt.ylabel('Percent Contribution to Return')\n", - " plt.xticks(rotation=45, ha='right')\n", - " plt.tight_layout()\n", - " plt.show()\n", - "else:\n", - " print(\"Returns data or optimal weights are not available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 8. Scenario Analysis and Stress Testing\n", - "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Mean Return Volatility Sharpe Ratio VaR 95% \\\n", - "Base Case 0.325888 0.177472 1.723586 -0.286317 \n", - "Market Crash -97.954112 0.177472 -552.053627 -6.477375 \n", - "Economic Boom 60.805888 0.177472 342.509563 3.523565 \n", - "Rising Interest Rates -50.074112 0.177472 -282.264728 -3.461219 \n", - "Geopolitical Tension -14.794112 0.177472 -83.472908 -1.238788 \n", - "Tech Boom 50.725888 0.177472 285.711900 2.888584 \n", - "\n", - " CVaR 95% Max Drawdown \n", - "Base Case -0.364549 -0.076392 \n", - "Market Crash -6.555607 -97.548530 \n", - "Economic Boom 3.445333 0.000000 \n", - "Rising Interest Rates -3.539450 -49.858530 \n", - "Geopolitical Tension -1.317019 -14.718530 \n", - "Tech Boom 2.810353 0.000000 \n" - ] - }, - { - "data": { - "text/plain": [ - "
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0PCSje/fuCgwMVN68edWqVSvNnDlTTZs21fXr19WkSROj4yEZVqtVn376qX788cc4ha5evXqaNm0aNxfK5JYtW6auXbuqe/fuqlevntauXau7d++qb9++ql+/vtHxkAJTpkxR/fr1ValSJX377bfy8vLStm3b9O2332ru3LmU8kzu77//VufOnfX7778rZ86cio2N1YMHD1SxYkV99dVXypkzp9ERgVSjm5sb3dzc6ObmRjc3P7q5udHNE8c1zB1EaGio8ufPr4IFCxodBcmw2WwKCwuT1WqVj4+Pzp8/rxUrVqhw4cJq3749pS6TmzBhgrZs2aIRI0aoevXqiomJ0cGDBxUUFKTXX39dffv2NToikvDss89qy5Yt8vHxUWBgoN555x01aNBAe/fu1WeffaaNGzcaHRHJqFKlijZu3CgfHx916dJFhQsX1ujRo3X16lU1btxYx44dMzoikjBkyBAdO3ZMkydPtt/M6+TJk+rXr58CAgI0atQogxMC6YNubh50c3Ojm5sb3dz86ObmRjdPnJPRAZA6R44c0aNHj+Is27p1qx4+fEghN4nWrVvrzp078vHxkSSVKlVKQ4cOVWBgIIXcBDZu3KhRo0apXr168vLyUq5cudSgQQONGDFCGzZsMDoekpE9e3Y9fvxY0j/XKT179qwkydfXV1evXjUyGlLIw8NDVqtVVqtVISEhqlWrliTpr7/+Uo4cOQxOh+Ts2LFDw4cPtxdySfLz89OwYcO0fft2A5MBaUM3Nz+6ubnRzc2Nbm5+dHNzo5snjoG5SdhsNg0dOlTt2rXTb7/9Fmfdd999pw4dOmjMmDHGhEOqXL16VZ6enkbHQBo9ePBAxYsXj7e8ZMmSun37tgGJkBrVqlXTnDlz9PDhQ/n5+WnHjh2KjY1VSEiIsmfPbnQ8pEDNmjUVHBysYcOGSZJeeuklnThxQkFBQapZs6bB6ZCcx48fK2/evPGW58uXTw8ePDAgEZA2dHPHQTc3N7q5udHNzY9ubm5088QxMDeJVatWadOmTZowYYJq1KgRZ92cOXM0YcIEffvtt/ruu+8MSoiU6tKli4YMGaJdu3bp/PnzunbtWpxfyNzKli2rrVu3xlu+efNmlSxZ0oBESI3evXtr3759WrlypZo0aaLw8HDVqFFDAwcOVKtWrYyOhxQYMWKEXF1dderUKQUHB8vLy0vff/+9XFxcNGjQIKPjIRkVK1bUypUr4y1fsWKFypcvb0AiIG3o5o6Dbm5udHNzo5ubH93c3OjmieMa5ibRqlUrvfnmm3rnnXcS3WbevHn68ccftXr16gxMhtTy8/Oz/9lisdj/bLPZZLFYdOLECSNiIYV27dqljz76SK+++qoCAgJksVgUEhKiH3/8UZMmTeLmUCbw6NEjRUREKG/evAoPD9eGDRvk7e2tRo0aGR0NaWS1Wjlt3iSOHDmiDh06yM/PL8576MmTJ/Xll1/aT+MFMju6ueOgm5sb3dz86OaOh25uHnTzxDEwN4mAgACtW7dOxYoVS3Sbc+fOqW3btgoJCcnAZEitAwcOJLn+f49SQuazfft2zZs3T6dPn5bNZlPZsmUVGBhIqTO5xYsXq2PHjkbHQApcvXpVR48eldVqjbeuRYsWGR8IqXLs2DF99dVXcd5D33//fVWtWtXoaECK0c0dB93c/Ojmjolubh50c3OjmyeMgblJ1KpVS4sXL45zIf7/de7cObVr106//vprBibDk+Knr8DT99VXX2njxo1ydnbWG2+8oXfffde+7syZMxoyZIiOHz/OUWQm8O2332r48OGKiYmJt44jAQFkFLq546KbA08f3dxx0M3hqLiGuUlUqFBBu3btSnKbHTt2qFSpUhkTCKl25swZBQYG6s8//4yzfMCAAerYsaMuXLhgUDKk1MOHD/Xw4UP7xxcuXFBwcLAmTpxIEcjEZs6cqQkTJsjLy0u5c+fW+PHj9fXXX0uSFixYoFatWunSpUsaP368wUmRErNnz1arVq3spwr+31+8DjO3s2fP6uzZs/aPQ0JC1Lt3b3388cfauXOngcmA1KObmx/d3Pzo5uZEN3csdHPzopsnzcXoAEiZdu3a6dNPP1W5cuVUt27deOt37dqlWbNmaeTIkRkfDsm6dOmS3nvvPRUsWDDeaUr169fX3Llz1a5dO61evVrPPPOMQSmRmAcPHmjo0KHatm2bLBaLmjRpom7duqlt27aKiYmRzWbT4sWLNWfOHL300ktGx8X/2LBhgz7++GN99NFHkqR169bpyy+/1K1bt/TFF1+oUaNGGj58eIJ3B0fmExYWps6dO8vLy8voKEihW7du6aOPPtLx48dlsVgUEBCg3r17q3PnzipSpIhsNpu6d++uiRMn6vXXXzc6LpAidHNzo5ubG93c3OjmjoVubj5085ThkiwmMnHiRC1cuFAVKlSQv7+/cubMqbt37+q3337TyZMn1bZtW0p5JtW/f3+Fh4drzpw5cnV1jbf+0aNHCgwMVPHixTVu3DgDEiIpI0aM0MGDB/XRRx8pW7ZsWrBggS5evKhq1app8uTJkqTBgwfr5s2bWrp0qcFp8b+qVKmidevWqWTJkpL+OdW6SpUqyp49u4YOHcp19Uzmrbfe0kcffaSXX37Z6ChIob59++ratWvq37+/PDw8NHPmTO3du1fNmzfX6NGjJUmfffaZDh8+rFWrVhmcFkg5url50c3NjW5ubnRzx0I3Nx+6ecpwhLmJ9O/fX88//7xWrlypH374Qffu3VPevHnl7++vfv366YUXXjA6IhJx4MABTZkyJcFCLknZsmVT9+7dNXTo0AxOhpTYsWOHpkyZYr/p07PPPquXX35ZHTt2tF/j8j//+U+ca+8h84iKilLOnDntH7u5uSlbtmzq06cPhdyEOnfurFGjRuny5csqVapUvOvMVq9e3aBkSMy+ffs0b948Va5cWZI0ZswY1apVS61bt7Zv8/bbb2fpQg5zopubF93c3Ojm5kY3dyx0c/Ohm6cMA3OTqVOnjurUqWN0DKTSnTt3VKhQoSS3KVasmMLDwzMoEVLj9u3bKlasmP1jb29vubu7K3/+/PZlefPmjXMNRWR+DDLMqXfv3pKksWPHxlvHjYUyp3v37sX5HpgnTx5ly5ZNuXPnti/z8vJSZGSkAemAJ0M3Nye6ubnRzR0T3dyc6ObmQzdPGQbmQAbw9vbWxYsXVbRo0US3uXjxYpySh8wjNjY23hFITk5OcnZ2jrOMK1yZi4sL3wLNaMeOHUZHQCrZbLZ4rzeLxSInJ+49D8AYdHNzo5s7Jrq5OdHNzYdunjK8IwEZoH79+po9e7Zq1qyZYBF4/Pix5s6dq9q1axuQDsmxWCyyWCxGx8ATWLhwoTw8POwfP378WEuWLFGuXLnibNejR4+MjoZU+ne4YbVadeXKFRUrVkw2my3R0+phvITeQ3lPBWAkurm50c3Nj27uOOjm5kM3Txlu+glkgDt37qhFixYqUqSIunbtqipVqihXrly6e/eujhw5oi+//FJ//vmnVq9eneSRLjCGn5+f/P3943zTDwkJUaVKleTu7i5Jio6O1m+//cYpZ5nQK6+8kqLtLBYLR0iYgM1m0+TJk7V06VJFR0frhx9+0NSpU+Xu7q7Ro0dTzjMhPz8/FS5cOM5RK9euXVOhQoXsRwPGxsbqxo0bvIcCyBB0c3Ojm5sb3dyx0M3Nh26eMhxhDmSAPHnyaPHixerfv7+6desW56d3NptNAQEBWrJkCYU8k2rZsmW8ZQntqxIlSmRAGqTWzp07jY6AdLR06VJ9//33GjFihP0u7g0aNNCoUaOUL18+ffrppwYnxP/i6DAAmQ3d3Nzo5uZGN3csdHPzoZunDEeYm9i1a9d07tw5Va9eXQ8fPlS+fPmMjoQUCA0N1fHjx3Xv3j3lyZNHAQEB8vX1NToWAJhC06ZN1bt3bzVs2FD+/v5av369fHx8tH37do0dO1Y//fST0REBZFF0c3OimwNA2tHN4ag4wtyErFarBgwYoC1btsjJyUk//PCDJkyYoPv372vmzJnKkSOH0RGRhAoVKqhChQpGxwAAU7py5YrKly8fb3m5cuX0119/GZAIQFZHNzc3ujkApB3dHI6KW6Ca0OzZs3Xy5EktXrzYfo22Dh066OrVqwoODjY4HQAAT0/RokV17NixeMt//vln+fj4GJAIQFZHNwcAZFV0czgqBuYmtGnTJg0bNkw1a9a0L6tRo4bGjBnD9cAAAA4tMDBQo0aN0ldffSWbzab9+/crODhYEydOVPv27Y2OByALopsDALIqujkcFQNzE7p586aKFSsWb3nhwoX1999/G5AIAMxh3bp1slqt8ZZHRERo0aJFGR8IKVK/fn3duXNHktS6dWt98sknWrx4sR49eqThw4dr3bp16tOnj9555x2DkwLIiujmAJA2dHNzopsjK+Aa5ibk6+urX375RW+99Vac5Rs3blTp0qUNSoWUOnjwoPz9/eXiEvflFxUVpV27dum1114zKBlSas2aNfL09FSTJk0k/XOX6YYNG+qNN94wOBkScvv2bT169EiSNGjQIJUpU0Z58uSJs01oaKimTJmi999/34CESM7Vq1cVGxtr/7ht27Zq27atbt++LZvNxo31TOj27duKiorS/957vkiRIgYlAtKObm5udHPzo5ubC93c/OjmjoduHh8DcxPq2bOnevfurdOnTysmJkbfffedzp8/r23btmnq1KlGx0MyOnTooH379ilv3rxxlp89e1b9+vWjlGdyixYt0rRp0zRs2DD7siJFimjEiBGyWq168803DUyHhOzevVsDBw6UxWKRzWZTmzZt4m1js9lUt25dA9LhSfzv+ygyv2PHjql37966fv16nOU2m00Wi0UnTpwwKBmQdnRzc6Obmxvd3Hzo5o6Lbm4+dPPEWWz/++MDmMLu3bs1d+5chYaGKjY2VmXKlFGXLl0odJnUokWLNGHCBEn//40nIZUrV9Y333yTkdGQSg0bNlTfvn3VqFGjOMs3bdqkGTNmaOvWrQYlQ1IOHjyo2NhYdezYUTNmzFCuXLns6ywWizw9PVW2bFm5uroamBKJ8fPz08yZM+Pst8RUr149AxIhrVq3bi03NzcFBgYqZ86c8dbXqFHDgFTAk6Obmwvd3HHQzc2Jbm5udHPHQTdPHANzIAM8fvxYGzduVGxsrAYPHqzBgwcrR44c9vX/loLnn38+wTcpZB5VqlTRhg0b4l2r9PLly2ratGmCdwhH5nHgwAEFBATEO+0amZufn5/9KKSkZPWjIMygcuXKWrt2LZepAGAournjoJubG93cnOjmjoNunjjelUxqw4YNql69ury9vTVr1ixt3rxZAQEBGjJkiNzd3Y2Oh//h4uKiFi1aSPrnm0bTpk3l5uZmbCikScmSJfXjjz8qMDAwzvJdu3bJx8fHoFRIqRo1avD+aVKrVq3iNE8H4O3tbb9uKeBI+N5iLnRzx0E3Nze6uXnRzR0D3TxxHGFuQrNmzdKcOXO0aNEiWSwWvfPOO3rzzTd14MAB1alTR0OGDDE6IpIRFhamVatW6cKFCxo8eLAOHDigsmXLytfX1+hoSMbGjRvVv39/NWnSRFWqVJHFYtHx48e1adMmBQUF2f/zhcyJ909z8vPz0759+7iBkAP47rvv9M0332jcuHEqWbJkopdBAMyE7y3mRzc3L7q5ufH+aU50c8dBN08cA3MTql+/vj799FM1btxYEyZM0JEjR/T1118rJCREffr00Z49e4yOiCRcunRJb731lry8vHTz5k1t2bJFwcHB2rNnjxYsWKCAgACjIyIZW7du1aJFi3Tq1Cm5urrK19dX//nPf1SvXj2joyEZvH+aE6Xc3P49bfdfSV0vmNN2YUZ8bzE3urn50c3Ni/dPc6KbmxvdPGW4JIsJhYWFyd/fX5L0yy+/qGHDhpKkwoUL6++//zYyGlLgs88+U4MGDRQUFGQv4FOnTtXAgQM1ZcoULVu2zOCESE6jRo3i3VgI5sD7pzlVr16dmz6Z2Lhx4zhaBQ6N7y3mRjc3P7q5efH+aU50c3Ojm6cMA3MT8vb21oULF2S1WnXq1CmNHDlSkhQSEiJvb29jwyFZR44c0bJly+K8QTk7O6tbt2566623DEyGxKxbt05NmjSRm5ub1q1bl+S2nPaZufH+aU5Lly41OgKeQKtWreJ8fPfuXd29e1clSpSQJG3evFm1atVSnjx5DEgHPDm+t5gb3dx86OaOg/dPc6KbmxvdPGUYmJvQ22+/rV69esnd3V3lypWTv7+/li9fruDgYPXs2dPoeEhGTEyMYmNj4y1/8OCBnJ2dDUiE5AwcOFAvvfSS8uXLp4EDBya6ncVioZRncrx/AsY6duyYunTpolatWmnAgAGSpODgYEVHR+urr75SmTJlDE4IpB7fW8yNbm4+dHPHwfsnYCy6eeK4hrlJ7dy5U5cvX1bz5s2VJ08erV+/XlFRUXrzzTeNjoZk9OnTR5I0adIkVatWTevXr5eXl5d69uypvHnzavr06QYnBBwb75+Acd577z2VLFlSw4YNk5ubmyTp8ePHGj58uG7cuKGFCxcanBBIG763mBfdHDAW75+AcejmiWNgDmSwmzdvqkOHDrp7967u37+vUqVK6erVq8qdO7eWLVumokWLGh0RyBKsVqu9FADIGP7+/lq/fr18fHziLL948aJatWqlw4cPG5QMQFZFNwcyB7o5kPHo5onjkiwmZLVa9c033+jUqVOKiYmJs/z48ePatm2bgemQnEKFCmndunXauHGjTpw4odjYWL3zzjt644035OXlZXQ8JOP48eMaNWqUzpw5I6vVGm99Vr6LtFmsXLlSX375pW7cuKEffvhB8+fPV4ECBdSjRw+jowEOz8vLS3/++We8Un7jxg1ly5bNoFTAk6Gbmxvd3Nzo5uZHNweMQzdPHANzExo3bpzWrl2rihUr6ujRo/L399elS5cUHh6u999/3+h4SMaff/6pYsWKxTvFLDo6WlOnTrWfForMaejQoXJ3d9egQYPk7u5udByk0oYNGzR58mR17NhR8+fPlyT5+vpq0qRJcnd3V5cuXQxOiIR06NAhxdsuWbLkKSbBk3rttdc0cuRIjRo1SpUrV5bFYtHx48c1evRoNWzY0Oh4QJrQzc2Nbm5udHNzo5ubE93ccdDNE8fA3IS2b9+uzz77TE2aNNGrr76qMWPGyMfHR3369FF0dLTR8ZCMjh07xju98/fff9fAgQN15coVSnkmd/HiRa1ZsyZL3/zCzBYuXKghQ4aoZcuW9uuxdejQQTly5NDs2bMp5ZkUp8M7jr59++ry5cvq3LmzLBaLfXnDhg3Vv39/A5MBaUc3Nze6ubnRzc2Nbm5OdHPHQTdPHANzE7p7966qVq0qSSpbtqxCQ0NVqlQpde3aVb1799bQoUONDYgkValSRe3bt9eKFSuUL18+zZgxQwsWLFBAQIBmzpxpdDwko1KlSrp69Sql3KQuXLigatWqxVterVo13bhxw4BESInx48cbHQHpxMPDQ3PnztXFixd16tQpubi4yNfXVyVKlDA6GpBmdHNzo5ubG93c3Ojm5kQ3dxx088QxMDeh/PnzKzw8XEWKFFGxYsV0+vRpSVKePHn0119/GZwOyZkyZYr69eun9u3by93dXTdv3tTw4cPVtm1bo6MhBcaMGaNu3brp2LFjeuaZZ+Tk5BRnfYsWLYwJhhTJnz+/zp8/H+8abYcPH1bBggUNSoXUun37ti5cuKDY2FhJks1mk9Vq1dGjR9W9e3eD0yEl3Nzc5OnpqerVq+vhw4dGxwGeCN3c3Ojm5kY3Nze6uWOgm5sf3Tw+BuYmVLduXY0YMULjx49XQECAxo4dq4YNG2rz5s3y9vY2Oh6S4eTkpEmTJmngwIHasGGDvv76a1WuXNnoWEihrVu36tKlS5o1a1a8dRaLhVKeybVt21ajRo3SwIEDJUnnz5/Xnj179Pnnn3OdWZPYtGmTBg8erKioKFksFtlsNvvpg0WLFqWUZ3JWq1UDBgzQli1b5OTkpB9++EETJkzQ/fv3NXPmTOXIkcPoiECq0c3NjW5ubnRzc6Obmx/d3Nzo5omz2Gw2m9EhkDr379/XgAEDVLt2bbVr105du3bV7t275eLiogkTJqhp06ZGR8T/GDRoULxlNptNmzdvVqFCheKchsbpTZlbrVq11KFDB3Xq1CnL3zXarKZMmaLFixcrKipKkuTi4qK3335bgwcPjndUEjKf119/XZUrV1aXLl301ltvaeHChQoLC9OoUaP0ySef6I033jA6IpLw+eefa+vWrRo5cqS6deum9evX6/r16xo8eLBeeOEFjR492uiIQKrRzc2Hbu446ObmRzc3N7q5udHNE8fA3EGEhoYqf/78nLaUSbVv3z7F2y5duvQpJsGTCggI0Pr16/XMM88YHQVpcODAAfn7++vx48c6e/asbDabSpUqJS8vL6OjIYUqVaqk77//XqVKlVLHjh0VGBioOnXqaNu2bZozZ47Wrl1rdEQk4dVXX9XIkSP1wgsvyN/fX+vXr5ePj4/279+vfv36ae/evUZHBNIF3Txzo5s7Drq5udHNzY9ubm5088RxSRaTe/z4sfbt2yebzSZfX1+j4yAR/7doHzhwQFWrVpWbm5uBiZBWzZo106ZNm9S1a1ejoyANPv74Yy1YsEAVK1ZUpUqVjI6DNHB3d5erq6skqUSJEjpz5ozq1KmjZ599VpcuXTI4HZJz8+ZNFStWLN7ywoUL6++//zYgEZC+6ObmQDd3HHRzc6Obmx/d3Nzo5oljYG4iK1assP90rm3btmrcuLHatWtnv7GQt7e3Fi1axN1sM7n/WwpgPvny5dMXX3yhH3/8USVLlpSLS9y3UU7bzdzy5cun+/fvGx0DT6By5cr6+uuv1a9fP5UuXVo//fSTAgMDdfbsWXtZR+bl6+urX375RW+99Vac5Rs3blTp0qUNSgWkDd3cMdDNzY1ubm50c/Ojm5sb3TxxDMxNYsGCBZo5c6Zef/11eXh4aOrUqfr2229ls9m0fPly2Ww2jR8/XlOnTtXnn39udFwkgVJgbiEhIapSpYok6caNGwanQWq9+OKL6tq1q+rWravixYvL3d09zvoePXoYlAwp1b17dwUGBipv3rxq1aqVZs6cqaZNm+r69etq0qSJ0fGQjJ49e6p37946ffq0YmJi9N133+n8+fPatm2bpk6danQ8IMXo5o6Dbm5udHNzo5ubH93c3OjmieMa5ibx2muvqVevXvY3nGPHjumtt97S7NmzVa9ePUn/lIXevXtn6WsMmcH48eP19ddfUwoAA7zyyiuJrrNYLNqxY0cGpkFa3bx5U1arVT4+Pjp//rxWrFihwoULq3379pxSnwmVL19ee/fuVb58+SRJu3fv1ty5cxUaGqrY2FiVKVNGXbp00WuvvWZwUiDl6OaOg24OGIdu7hjo5uZCN08ZjjA3iWvXrtl/ci79c9qLi4uLihcvbl9WvHhx3blzx4h4SIUff/xR+fLl0++//67ff/89zjqLxUIpN4GIiAitX79ep06dkouLi8qUKaMmTZpwcxoT2Llzp9ERkA7Onz+vmJgY+fj4qFSpUrJYLKpUqRKFPJP632Mz6tSpozp16hiUBkgfdHPHQTc3P7q5edHNHQPd3Fzo5inDwNwkoqOjlS1btjjLXF1d41wTymKxKDY2NqOjIZUoBeZ2/fp1vffeewoPD1fJkiUVExOjVatWac6cOVqxYoW8vb2NjogUOHjwoM6dO6dmzZrpxo0bKl68ONfYM4n169dr8ODB6tu3r1588UVJ/xzV0rlzZ02bNk0NGjQwOCGArIBu7jjo5uZGN3cMdHPzopvDUTEwBzIJq9WqY8eOqVq1akZHQRI+++wzFS5cWKtXr1bevHklSX/99Zd69eql4OBgTZ482eCESMqDBw8UGBioo0ePymKxqHbt2po0aZIuXryoRYsW8Z8qE5g3b54GDx6sdu3a2ZdNnz5dy5cv14wZMyjlmdSWLVtSdKRfixYtnn4YAEgBurk50M3NjW5ufnRzc6KbJ4+BuYksXLhQHh4e9o8fP36sJUuWKFeuXJL+ORUNmV9oaKiGDh2qU6dOJXjU0YkTJwxIhZTat2+fvvrqK3shl6T8+fNrwIAB6tKli4HJkBJTpkyRxWLRjz/+qObNm0uS+vfvr08//VQTJ07UlClTDE6I5Fy+fFkvvfRSvOV16tTRxIkTDUiElAgKCkp2G4vFkqVLOcyHbu4Y6ObmRjc3N7q5+dHNzYlunjwG5iZRpEgRbdmyJc6yAgUKxLsJRuHChTMyFtJg/PjxcnFx0YgRIxQUFKSBAwfqzz//1PLly/mGYgLOzs7xTsGWJHd3d1mtVgMSITV++uknTZ48WT4+PvZlpUqV0ogRI9StWzcDkyGlChcurF9//TXOPpSkw4cPq0CBAgalQnL27dtnv7EQ4Ajo5o6Dbm5udHNzo5ubH93cnOjmyWNgbhJcW89x/P7771q8eLEqV66sb7/9VmXLllW7du3k7e2tVatWqXHjxkZHRBICAgI0a9YsTZw40X5dvejoaM2ePVv+/v4Gp0Nybt++nWBx8/LyUmRkpAGJkFrvvvuuxo4dq8uXL6tKlSqyWCw6fvy4Fi9erO7duxsdDwmwWCxGRwDSHd3ccdDNzY1ubm50c/Ojm5sP3TxlGJgDGSw2NtZeCkqWLKnTp0+rWrVqql+/vubOnWtwOiTn008/1dtvv62GDRvq2WeflcVi0bFjx/TgwQMtXbrU6HhIRqVKlbR582Z17do1zvIlS5aoQoUKBqVCarRv315Wq1WLFy+2v2cWLFhQffr00XvvvWdwOiTEZrMZHQEAEkU3Nze6ubnRzc2Pbm4+dPOUYWAOZLBSpUrp4MGDat68uYoXL67jx49Lku7fv89pgybg6+ur77//XsuXL9eZM2dks9nUrFkzvf322/FOQ0Pm88knn6hTp046cuSIHj9+rNmzZ+vs2bMKDQ3VggULjI6HFAoMDFRgYKDu3LkjV1fXFN2wBsZp2bKl3N3djY4BAAmim5sb3dzc6OaOgW5uLnTzlLHY+NECkKG+/fZbjRw5UmPHjlXFihX1xhtv6M0339Thw4eVP39+igHwlJ08eVILFy5UaGioYmNjVaZMGXXu3FlVqlQxOhoScfDgQfn7+8vFxUUHDx5Mctvq1atnUCoAgCOgmwPGopubD90cWQEDc8AA27dvV+7cuVWtWjVt2rRJc+fOVeHChTVs2DA988wzRsdDEiIjI7Vo0SIdOnRI0dHR8U5nWrJkiUHJkBLr1q1TkyZN5ObmFmd5RESEVq1apffff9+YYEiSn5+f/cY0fn5+slgsCZ5KaLFYdOLECQMSAgDMjG5uXnRzc6ObmxPdHFkBA3MASIWBAwdq8+bNqlOnjnLkyBFv/fjx4w1IhaTcvn1bjx49kiTVr19fa9asUZ48eeJsExoaqk8++UTHjh0zIiKScfXqVRUuXFhOTk66evVqktsWLVo0g1IBAACj0c3Nh25ufnRzZAVcwxzIADNnzkzxtj169HiKSfCkfvzxR02YMEGNGzc2OgpSaPfu3Ro4cKD9yIc2bdrE28Zms6lu3boGpENK/N+iPXPmTA0ZMiTetRHv3r2rIUOG6IsvvsjoeAAAk6GbOw66ufnQzc2Pbo6sgIE5kAFmzpwpJycneXt7J7mdxWKhlGdyTk5O3LHdZFq0aKGiRYsqNjZWHTt21PTp05UrVy77eovFIk9PT5UtW9bAlEjKoUOHdPnyZUn/nLpbsWLFeKX83Llz+uWXX4yIBwAwGbq546Cbmw/d3Pzo5sgKuCQLkAGGDx+uH3/8UR4eHmratKmaNm0qPz8/o2MhDYYMGaICBQqod+/eRkdBGhw4cEABAQFyceHnxWZy+PBhtWvXTpISvUaip6enOnfuzGADAJAsurnjoJubG93cnOjmyAoYmAMZJCYmRv/973+1efNmbd++XXnz5lWzZs3UtGlTlShRwuh4SKEJEyZo+fLl8vX1ValSpeLdoIbrJGZ+hw4dSvTGUBS6zM/Pz0979+5V/vz5jY4CADAxurljoJubH93c3OjmcFQMzAEDREdHa+/evdqyZYt27NihYsWKqUmTJmratKmKFClidDwkoX379kmuX7p0aQYlQVrMmzdPU6ZMUa5cuZQ9e/Y46ywWi3bs2GFQMgAAYBS6uXnRzc2Nbg4gs2JgDhjMarVq9erVmjp1qh4+fKgTJ04YHQlwWHXq1FHr1q3Vq1cvo6MgFTp06KCZM2cqZ86c6tChQ5LbLlmyJINSAQAcEd0cyDh0c3OimyMr4EJRgEFu3rypLVu2aOvWrTp69KiKFy+e7BESyBwiIiK0fv16nTp1Si4uLipTpoyaNGkS70YnyHzu3bunFi1aGB0DqVS0aFE5OTlJkooUKSKLxWJwIgCAo6Gbmxfd3Lzo5uZEN0dWwBHmQAb63yLu4+Ojxo0bq3HjxtxoyCSuX7+u9957T+Hh4SpZsqRiYmJ06dIl5cuXTytWrJC3t7fREZGEzp07q1WrVmrWrJnRUQAAgMHo5uZHNzc3ujmAzIqBOZABFi1apK1bt+rYsWMqUqSIGjdurEaNGqlixYpGR0Mq9erVS+Hh4Zo+fbry5s0rSfrrr7/Uq1cveXt7a/LkyQYnRFJWr16t4OBgtWrVKsEbQ3GES+Z08ODBFG9bvXr1p5gEAOAI6OaOg25ubnRzc6KbIytgYA5kAD8/P7m6uuqFF15QpUqVktyWO4FnbtWqVdNXX30Vbz8eO3ZMXbp00a+//mpQMqREUkeLWSwWrlOaSfn5+clisSi5ysI+BACkBN3ccdDNzY1ubk50c2QFXMMcyABFihSRJJ05c0ZnzpxJdDuLxUIpz+ScnZ2VLVu2eMvd3d1ltVoNSITUOHnypNERkAY7duwwOgIAwIHQzR0H3dzc6ObmRDdHVsAR5gCQCh9++KGyZcumiRMnytXVVZIUHR2tfv366e+//9bChQsNTghkDQ8ePND58+fl6uoqHx8fbuwFAEAWRDcHMge6ORwNA3MASIVz587p7bffVvbs2fXss8/KYrHo2LFjevDggZYuXaoKFSoYHRH/Y9CgQSnedvz48U8xCdKDzWbTxIkTtWzZMj1+/Fg2m01ubm5q27atBg8eLIvFYnREAACQQejm5kM3dyx0czgqLskCAKng6+ur77//XitWrNDp06dls9nUrFkzvf322/Lx8TE6HhJw5coVoyMgHc2bN0/ffvutBgwYoGrVqik2NlYHDx7UF198oUKFCumDDz4wOiIAAMggdHPzoZs7Fro5HBVHmANAKp07d04PHz5U5cqVJUkLFy5UvXr1VLJkSYOTAY7vlVdeUd++fdW0adM4yzds2KAZM2Zo27ZtBiUDAABGoJsDxqGbw1E5GR0AAMxkz549atmypXbu3GlftmXLFrVq1UohISEGJgOyhvDwcFWqVCne8ipVquj69esGJAIAAEahmwPGopvDUTEwB4BUmDZtmj744AP17t3bvmz16tXq0KGDJk2aZFwwIIsoUaKE9u3bF2/53r17VaRIEQMSAQAAo9DNAWPRzeGouIY5AKTCuXPnNG3atHjL27RpoyVLlmR8ICCL6dSpk4YPH64rV64oICBAFotFISEhWr58ufr162d0PAAAkIHo5oCx6OZwVAzMASAV8ubNq9DQ0Hg3ETpz5oxy5sxpUCog62jRooXu3r2r+fPna8GCBZKkfPny6eOPP9Z7771ncDoAAJCR6OaAsejmcFQMzAEgFVq2bKlRo0bp77//VuXKlWWxWHT8+HFNmzZNLVu2NDoekCW8//77ev/993X79m3ZbDbly5fP6EgAAMAAdHPAeHRzOCKLzWazGR0CAMwiJiZGY8eO1erVq/X48WPZbDa5uLioffv2+uSTT+Tq6mp0RCRh0KBBCS63WCxydXWVt7e3GjVqpJIlS2ZwMqTG1atXtWrVKp06dUrOzs6qWLGi3nrrLeXPn9/oaAAAIAPRzc2Nbu4Y6OZwRAzMASANHj58qAsXLsjFxUUlSpRQtmzZjI6EFPj000+1adMmFShQwH4399DQUN24cUNVqlTR3bt3df36dS1cuFDPPfecwWmRkCNHjqhTp07KkyePKlasqNjYWP3xxx969OiRli1bpjJlyhgdEQAAZDC6uTnRzc2Pbg5HxcAcAJIRHh6e7GllVqtV27dvV5MmTTIoFdJi6NChevDggSZOnCg3NzdJ0uPHjzV06FB5eHhoxIgRmjRpko4ePaqlS5canBYJadu2rUqVKqUxY8bIxeWfK8tFR0dr0KBB+uuvv7Ro0SJjAwIAgKeKbu446ObmRzeHo3IyOgAAZHYvvviiwsPD4yzr27dvnGV///23+vbtm9HRkEpbt25Vjx497IVcklxcXNSlSxdt3LhRktSmTRv98ccfRkVEMk6ePKkuXbrYC7kkubq66sMPP9TRo0cNTAYAADIC3dxx0M3Nj24OR8XAHACSkdCJODt37lRERESy2yFzcXFx0V9//RVveVhYmCwWi6R/roX5fwsfMpcSJUro5MmT8ZZfuXJFhQoVMiARAADISHRzx0E3Nz+6ORwV7zoAkE7+LXXIvF577TUNHz5cI0eOVJUqVWSz2fTbb79pzJgxql+/viIiIjR79mz7NRSR+XTp0kVBQUG6deuWatSoIRcXFx0/flxTp07VO++8o4MHD9q3rV69uoFJAQCAkejmmR/d3Pzo5nBUDMwBAFnGoEGD1L9/f3Xu3DnOf6IaN26sIUOG6JdfftHBgwc1d+5cA1MiKZ9++qkkafz48fHWTZ8+3f5ni8WiEydOZFguAAAApA7d3Pzo5nBUDMwBAFlGtmzZNH36dF2+fFknTpyQs7OzypUrp2eeeUaSVKdOHf38888Gp0RSduzYYXQEAAAApAO6ufnRzeGoGJgDQApwSqdj8fDwUKVKlezXtrx27ZokqUiRIkb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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def detailed_scenario_analysis(weights, returns, scenarios):\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " base_performance = {\n", - " 'Mean Return': portfolio_returns.mean() * 252,\n", - " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " scenario_results = {'Base Case': base_performance}\n", - " \n", - " for scenario, shocks in scenarios.items():\n", - " shocked_returns = returns.copy()\n", - " for asset, shock in shocks.items():\n", - " shocked_returns[asset] += shock\n", - " \n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", - " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define more detailed scenarios\n", - "detailed_scenarios = {\n", - " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", - " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", - " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", - " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", - " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", - "}\n", - "\n", - "# Run detailed scenario analysis\n", - "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", - "print(detailed_scenario_results)\n", - "\n", - "# Visualize scenario analysis results\n", - "plt.figure(figsize=(15, 10))\n", - "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "# Visualize max drawdown for each scenario\n", - "plt.figure(figsize=(12, 6))\n", - "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", - "plt.title('Max Drawdown Under Different Scenarios')\n", - "plt.xlabel('Scenario')\n", - "plt.ylabel('Max Drawdown')\n", - "plt.xticks(rotation=45, ha='right')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "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": "3.12.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} From ab1e2c744ea848bf17de5179c389c84e3e448f63 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:24:57 +0530 Subject: [PATCH 16/21] Add files via upload --- ...d Portfolio Management in OpenBB (1).ipynb | 713 ++++++++++++++++++ 1 file changed, 713 insertions(+) create mode 100644 examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb new file mode 100644 index 000000000000..68a8030fec96 --- /dev/null +++ b/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb @@ -0,0 +1,713 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", + "===========================================================\n", + "#### Description\n", + "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", + "\n", + "1. Data collection and preprocessing\n", + "2. Exploratory data analysis with visualizations\n", + "3. Risk and return calculations\n", + "4. Efficient frontier computation\n", + "5. Portfolio optimization techniques\n", + "6. Advanced risk metrics (VaR, CVaR)\n", + "7. Performance attribution\n", + "8. Scenario analysis and stress testing\n", + "\n", + "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", + "\n", + "#### Author\n", + "[Amit Kumar](https://github.com/HmbleCreator)\n", + "\n", + "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", + "\n", + "```python\n", + "!pip install openbb\n", + "```\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "!pip install openbb\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Dependencies\n", + "To run this notebook, you'll need to install the following dependencies:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "!pip install openbb pandas numpy matplotlib seaborn scipy scikit-learn" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Imports" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Import libraries\n", + "from openbb import obb\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from datetime import datetime, timedelta" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Set plotting style\n", + "plt.style.use('default') # Use the default Matplotlib style\n", + "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", + "sns.set_palette(\"viridis\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Login " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from openbb import obb\n", + "obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. Data Collection and Preprocessing\n", + "Let's collect historical data for a diverse set of asset classes:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "from openbb import obb\n", + "from datetime import datetime, timedelta\n", + "import time\n", + "\n", + "# Define asset classes and their tickers\n", + "assets = {\n", + " 'US Large Cap': 'SPY',\n", + " 'US Small Cap': 'IWM',\n", + " 'International Developed': 'EFA',\n", + " 'Emerging Markets': 'EEM',\n", + " 'US Aggregate Bonds': 'AGG',\n", + " 'US Treasury Bonds': 'TLT',\n", + " 'Real Estate': 'VNQ',\n", + " 'Gold': 'GLD',\n", + " 'Commodities': 'DBC'\n", + "}\n", + "\n", + "# Set date range\n", + "end_date = datetime.now().date()\n", + "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", + "\n", + "# Function to fetch historical data with retries\n", + "def fetch_historical_data(ticker, retries=3):\n", + " for attempt in range(retries):\n", + " try:\n", + " # Fetch historical data using the correct function and parameters\n", + " historical_data = obb.equity.price.historical(ticker)\n", + " \n", + " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", + " df = historical_data.to_dataframe()\n", + " \n", + " # Check if DataFrame is empty and return it if not\n", + " if df is not None and not df.empty:\n", + " return df\n", + " \n", + " except Exception as e:\n", + " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", + " time.sleep(2) # Wait before retrying\n", + " \n", + " return None\n", + "\n", + "# Fetch data and combine into a single DataFrame\n", + "combined_data = {}\n", + "for asset_name, ticker in assets.items():\n", + " df = fetch_historical_data(ticker)\n", + " \n", + " if df is not None and not df.empty:\n", + " # Store closing prices with asset name as key\n", + " combined_data[asset_name] = df['close']\n", + " else:\n", + " print(f\"No data returned for {asset_name} ({ticker}).\")\n", + "\n", + "# Combine all asset closing prices into a single DataFrame\n", + "df_combined = pd.DataFrame(combined_data)\n", + "\n", + "# Check if we have any data\n", + "if df_combined.empty:\n", + " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", + "\n", + "# Calculate daily returns with specified fill method to avoid FutureWarning\n", + "returns = df_combined.pct_change(fill_method=None).dropna()\n", + "\n", + "# Display the combined DataFrame for better readability\n", + "print(\"Combined Closing Prices:\")\n", + "print(df_combined.head()) # Display first few rows of closing prices\n", + "\n", + "print(\"\\nDaily Returns:\")\n", + "print(returns.head()) # Display first few rows of returns\n", + "\n", + "\n", + "# Export the combined DataFrame to an Excel file\n", + "output_file = \"financial_data.xlsx\"\n", + "df_combined.to_excel(output_file)\n", + "\n", + "print(f\"Data exported successfully to {output_file}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Exploratory Data Analysis\n", + "Let's visualize our data to better understand the relationships between different asset classes." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import io\n", + "import base64\n", + "from IPython.display import HTML\n", + "\n", + "def fig_to_base64(fig):\n", + " buf = io.BytesIO()\n", + " fig.savefig(buf, format='png')\n", + " buf.seek(0)\n", + " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", + "\n", + "# Correlation heatmap\n", + "plt.figure(figsize=(12, 10))\n", + "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", + "plt.title('Correlation Heatmap of Asset Returns')\n", + "heatmap_base64 = fig_to_base64(plt.gcf())\n", + "plt.close()\n", + "\n", + "# Cumulative returns plot\n", + "cumulative_returns = (1 + returns).cumprod()\n", + "plt.figure(figsize=(12, 6))\n", + "cumulative_returns.plot()\n", + "plt.title('Cumulative Returns of Asset Classes')\n", + "plt.ylabel('Cumulative Return')\n", + "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", + "plt.tight_layout()\n", + "cumulative_returns_base64 = fig_to_base64(plt.gcf())\n", + "plt.close()\n", + "\n", + "# Display images\n", + "display(HTML(f''))\n", + "display(HTML(f''))\n", + "\n", + "# Store base64 strings in variables (optional, for debugging or later use)\n", + "heatmap_data = f'\"image/png\": \"{heatmap_base64[:50]}...\"'\n", + "cumulative_returns_data = f'\"image/png\": \"{cumulative_returns_base64[:50]}...\"'\n", + "\n", + "print(\"Heatmap data (preview):\", heatmap_data)\n", + "print(\"Cumulative returns data (preview):\", cumulative_returns_data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Risk and Return Calculations\n", + "Now let's calculate key risk and return metrics for each asset class." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "# Check if returns DataFrame is not empty before calculations\n", + "if not returns.empty:\n", + " # Calculate annualized returns and volatility\n", + " annual_returns = returns.mean() * 252\n", + " annual_volatility = returns.std() * np.sqrt(252)\n", + "\n", + " # Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", + " risk_free_rate = 0.02\n", + " sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", + "\n", + " # Combine metrics into a DataFrame\n", + " risk_return_metrics = pd.DataFrame({\n", + " 'Return': annual_returns,\n", + " 'Volatility': annual_volatility,\n", + " 'Sharpe Ratio': sharpe_ratio\n", + " })\n", + "\n", + " # Sort and display the metrics\n", + " print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", + "\n", + " # Visualize risk-return tradeoff\n", + " plt.figure(figsize=(12, 8))\n", + " sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", + " sizes=(50, 500), legend='brief', hue='Sharpe Ratio', palette='viridis')\n", + "\n", + " # Annotate points with asset names\n", + " for i, asset in enumerate(risk_return_metrics.index):\n", + " plt.annotate(asset, \n", + " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", + " xytext=(5, 5), textcoords='offset points')\n", + "\n", + " plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", + " plt.xlabel('Risk (Annualized Volatility)')\n", + " plt.ylabel('Return (Annualized)')\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"No return data available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. Efficient Frontier Computation\n", + "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from scipy.optimize import minimize\n", + "\n", + "def portfolio_performance(weights, returns):\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", + " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights))) # Annualized volatility\n", + " return portfolio_return, portfolio_volatility\n", + "\n", + "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " return -(p_return - risk_free_rate) / p_volatility # Negative Sharpe Ratio for minimization\n", + "\n", + "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", + " num_assets = len(returns.columns)\n", + " results = np.zeros((3, num_portfolios))\n", + " \n", + " for i in range(num_portfolios):\n", + " weights = np.random.random(num_assets)\n", + " weights /= np.sum(weights) # Normalize weights\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " results[0,i] = p_return\n", + " results[1,i] = p_volatility\n", + " results[2,i] = p_return / p_volatility # Sharpe Ratio\n", + " \n", + " return results.T\n", + "\n", + "# Calculate efficient frontier\n", + "efficient_frontier = calculate_efficient_frontier(returns)\n", + "\n", + "# Find the optimal portfolio (maximum Sharpe ratio)\n", + "num_assets = len(returns.columns)\n", + "risk_free_rate = 0.02 # Define risk-free rate if not already defined\n", + "args = (returns, risk_free_rate)\n", + "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1}) # Weights sum to 1\n", + "bound = (0.0, 1.0)\n", + "bounds = tuple(bound for asset in range(num_assets))\n", + "\n", + "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets], args=args,\n", + " method='SLSQP', bounds=bounds, constraints=constraints)\n", + "\n", + "optimal_weights = result.x\n", + "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", + "\n", + "# Plot efficient frontier\n", + "plt.figure(figsize=(12, 8))\n", + "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", + "plt.colorbar(label='Sharpe Ratio')\n", + "plt.xlabel('Volatility')\n", + "plt.ylabel('Return')\n", + "plt.title('Efficient Frontier')\n", + "\n", + "# Plot individual assets\n", + "for i, asset in enumerate(returns.columns):\n", + " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", + " risk_return_metrics.loc[asset, 'Return'], \n", + " marker='o', s=200, label=asset)\n", + "\n", + "# Plot optimal portfolio\n", + "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", + "\n", + "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "print(\"Optimal Portfolio Weights:\")\n", + "for asset, weight in zip(returns.columns, optimal_weights):\n", + " print(f\"{asset}: {weight:.4f}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. Advanced Risk Metrics\n", + "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", + " # Calculate portfolio returns\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " \n", + " # Calculate VaR\n", + " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", + " \n", + " # Calculate CVaR\n", + " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", + " \n", + " return var, cvar\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty and optimal_weights is not None:\n", + " # Calculate optimal portfolio returns\n", + " optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", + "\n", + " # Calculate 95% VaR and CVaR\n", + " var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", + "\n", + " # Print results\n", + " print(f\"95% VaR: {var_95:.4f}\")\n", + " print(f\"95% CVaR: {cvar_95:.4f}\")\n", + "\n", + " # Visualize VaR and CVaR\n", + " plt.figure(figsize=(12, 6))\n", + " sns.histplot(optimal_portfolio_returns, kde=True)\n", + " plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", + " plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", + " plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", + " plt.xlabel('Daily Return')\n", + " plt.ylabel('Frequency')\n", + " plt.legend()\n", + " plt.show()\n", + "else:\n", + " print(\"Returns data or optimal weights are not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 6. Scenario Analysis and Stress Testing\n", + "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def scenario_analysis(weights, returns, scenarios):\n", + " # Calculate portfolio returns based on weights\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " scenario_results = {}\n", + " \n", + " for scenario, shock in scenarios.items():\n", + " # Convert shock dictionary to a Series\n", + " shock_series = pd.Series(shock)\n", + " shocked_returns = returns + shock_series\n", + " \n", + " # Calculate scenario portfolio returns\n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " \n", + " # Store results for each scenario\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean(),\n", + " 'Volatility': scenario_portfolio_returns.std(),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define scenarios\n", + "scenarios = {\n", + " 'Base Case': {asset: 0 for asset in returns.columns},\n", + " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", + " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", + " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", + " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", + "}\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty:\n", + " # Assuming optimal_weights is defined and returns is your DataFrame of returns\n", + " optimal_weights = [0.2] * len(returns.columns) # Example weights; adjust as necessary\n", + "\n", + " # Perform scenario analysis\n", + " scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", + " print(scenario_results)\n", + "\n", + " # Visualize scenario analysis results\n", + " plt.figure(figsize=(12, 6))\n", + " scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", + " plt.title('Scenario Analysis: Mean Return and Volatility')\n", + " plt.xlabel('Scenario')\n", + " plt.ylabel('Value')\n", + " plt.legend(loc='best')\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"Returns data is not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 7. Performance Attribution\n", + "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import io\n", + "import base64\n", + "from IPython.display import HTML\n", + "\n", + "def fig_to_base64(fig):\n", + " buf = io.BytesIO()\n", + " fig.savefig(buf, format='png')\n", + " buf.seek(0)\n", + " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", + "\n", + "def performance_attribution(weights, returns):\n", + " # Calculate portfolio return\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", + " \n", + " # Calculate asset contribution to returns\n", + " asset_contribution = returns.mean() * weights * 252 # Annualized contribution\n", + " percent_contribution = asset_contribution / portfolio_return # Contribution percentage\n", + " \n", + " # Create DataFrame for attribution data\n", + " attribution_data = pd.DataFrame({\n", + " 'Weight': weights,\n", + " 'Return': returns.mean() * 252,\n", + " 'Contribution': asset_contribution,\n", + " 'Percent Contribution': percent_contribution\n", + " })\n", + " return attribution_data.sort_values('Percent Contribution', ascending=False)\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty and optimal_weights is not None:\n", + " # Calculate performance attribution\n", + " attribution = performance_attribution(optimal_weights, returns)\n", + " print(attribution)\n", + " \n", + " # Visualize performance attribution\n", + " fig, ax = plt.subplots(figsize=(12, 6))\n", + " attribution['Percent Contribution'].plot(kind='bar', ax=ax)\n", + " ax.set_title('Performance Attribution of Optimal Portfolio')\n", + " ax.set_xlabel('Asset')\n", + " ax.set_ylabel('Percent Contribution to Return')\n", + " plt.xticks(rotation=45, ha='right')\n", + " plt.tight_layout()\n", + " \n", + " # Convert plot to base64\n", + " plot_base64 = fig_to_base64(fig)\n", + " plt.close(fig)\n", + " \n", + " # Display the plot\n", + " display(HTML(f''))\n", + " \n", + " # Store base64 string in a variable (optional, for debugging or later use)\n", + " plot_data = f'\"image/png\": \"{plot_base64[:50]}...\"'\n", + " print(\"Plot data (preview):\", plot_data)\n", + "else:\n", + " print(\"Returns data or optimal weights are not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 8. Scenario Analysis and Stress Testing\n", + "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def detailed_scenario_analysis(weights, returns, scenarios):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " base_performance = {\n", + " 'Mean Return': portfolio_returns.mean() * 252,\n", + " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " scenario_results = {'Base Case': base_performance}\n", + " \n", + " for scenario, shocks in scenarios.items():\n", + " shocked_returns = returns.copy()\n", + " for asset, shock in shocks.items():\n", + " shocked_returns[asset] += shock\n", + " \n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", + " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define more detailed scenarios\n", + "detailed_scenarios = {\n", + " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", + " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", + " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", + " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", + " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", + "}\n", + "\n", + "# Run detailed scenario analysis\n", + "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", + "print(detailed_scenario_results)\n", + "\n", + "# Visualize scenario analysis results\n", + "plt.figure(figsize=(15, 10))\n", + "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# Visualize max drawdown for each scenario\n", + "plt.figure(figsize=(12, 6))\n", + "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", + "plt.title('Max Drawdown Under Different Scenarios')\n", + "plt.xlabel('Scenario')\n", + "plt.ylabel('Max Drawdown')\n", + "plt.xticks(rotation=45, ha='right')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "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": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From 324f87cc724fd6ece5ff53ed38e5f1b3e018167b Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:25:42 +0530 Subject: [PATCH 17/21] Rename Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb to Risk-Return Analysis and Portfolio Management in OpenBB.ipynb --- ...Risk-Return Analysis and Portfolio Management in OpenBB.ipynb} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename examples/{Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb => Risk-Return Analysis and Portfolio Management in OpenBB.ipynb} (100%) diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb similarity index 100% rename from examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb rename to examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb From 2872c72158eb1e5d0d107347643a500ee42f0eb9 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:29:37 +0530 Subject: [PATCH 18/21] Delete examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb --- ...s and Portfolio Management in OpenBB.ipynb | 713 ------------------ 1 file changed, 713 deletions(-) delete mode 100644 examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb deleted file mode 100644 index 68a8030fec96..000000000000 --- a/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb +++ /dev/null @@ -1,713 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", - "===========================================================\n", - "#### Description\n", - "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", - "\n", - "1. Data collection and preprocessing\n", - "2. Exploratory data analysis with visualizations\n", - "3. Risk and return calculations\n", - "4. Efficient frontier computation\n", - "5. Portfolio optimization techniques\n", - "6. Advanced risk metrics (VaR, CVaR)\n", - "7. Performance attribution\n", - "8. Scenario analysis and stress testing\n", - "\n", - "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", - "\n", - "#### Author\n", - "[Amit Kumar](https://github.com/HmbleCreator)\n", - "\n", - "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", - "\n", - "```python\n", - "!pip install openbb\n", - "```\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "!pip install openbb\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Dependencies\n", - "To run this notebook, you'll need to install the following dependencies:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "!pip install openbb pandas numpy matplotlib seaborn scipy scikit-learn" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Imports" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Import libraries\n", - "from openbb import obb\n", - "import pandas as pd\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "from datetime import datetime, timedelta" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Set plotting style\n", - "plt.style.use('default') # Use the default Matplotlib style\n", - "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", - "sns.set_palette(\"viridis\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Login " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from openbb import obb\n", - "obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 1. Data Collection and Preprocessing\n", - "Let's collect historical data for a diverse set of asset classes:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from openbb import obb\n", - "from datetime import datetime, timedelta\n", - "import time\n", - "\n", - "# Define asset classes and their tickers\n", - "assets = {\n", - " 'US Large Cap': 'SPY',\n", - " 'US Small Cap': 'IWM',\n", - " 'International Developed': 'EFA',\n", - " 'Emerging Markets': 'EEM',\n", - " 'US Aggregate Bonds': 'AGG',\n", - " 'US Treasury Bonds': 'TLT',\n", - " 'Real Estate': 'VNQ',\n", - " 'Gold': 'GLD',\n", - " 'Commodities': 'DBC'\n", - "}\n", - "\n", - "# Set date range\n", - "end_date = datetime.now().date()\n", - "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", - "\n", - "# Function to fetch historical data with retries\n", - "def fetch_historical_data(ticker, retries=3):\n", - " for attempt in range(retries):\n", - " try:\n", - " # Fetch historical data using the correct function and parameters\n", - " historical_data = obb.equity.price.historical(ticker)\n", - " \n", - " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", - " df = historical_data.to_dataframe()\n", - " \n", - " # Check if DataFrame is empty and return it if not\n", - " if df is not None and not df.empty:\n", - " return df\n", - " \n", - " except Exception as e:\n", - " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", - " time.sleep(2) # Wait before retrying\n", - " \n", - " return None\n", - "\n", - "# Fetch data and combine into a single DataFrame\n", - "combined_data = {}\n", - "for asset_name, ticker in assets.items():\n", - " df = fetch_historical_data(ticker)\n", - " \n", - " if df is not None and not df.empty:\n", - " # Store closing prices with asset name as key\n", - " combined_data[asset_name] = df['close']\n", - " else:\n", - " print(f\"No data returned for {asset_name} ({ticker}).\")\n", - "\n", - "# Combine all asset closing prices into a single DataFrame\n", - "df_combined = pd.DataFrame(combined_data)\n", - "\n", - "# Check if we have any data\n", - "if df_combined.empty:\n", - " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", - "\n", - "# Calculate daily returns with specified fill method to avoid FutureWarning\n", - "returns = df_combined.pct_change(fill_method=None).dropna()\n", - "\n", - "# Display the combined DataFrame for better readability\n", - "print(\"Combined Closing Prices:\")\n", - "print(df_combined.head()) # Display first few rows of closing prices\n", - "\n", - "print(\"\\nDaily Returns:\")\n", - "print(returns.head()) # Display first few rows of returns\n", - "\n", - "\n", - "# Export the combined DataFrame to an Excel file\n", - "output_file = \"financial_data.xlsx\"\n", - "df_combined.to_excel(output_file)\n", - "\n", - "print(f\"Data exported successfully to {output_file}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 2. Exploratory Data Analysis\n", - "Let's visualize our data to better understand the relationships between different asset classes." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import io\n", - "import base64\n", - "from IPython.display import HTML\n", - "\n", - "def fig_to_base64(fig):\n", - " buf = io.BytesIO()\n", - " fig.savefig(buf, format='png')\n", - " buf.seek(0)\n", - " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", - "\n", - "# Correlation heatmap\n", - "plt.figure(figsize=(12, 10))\n", - "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", - "plt.title('Correlation Heatmap of Asset Returns')\n", - "heatmap_base64 = fig_to_base64(plt.gcf())\n", - "plt.close()\n", - "\n", - "# Cumulative returns plot\n", - "cumulative_returns = (1 + returns).cumprod()\n", - "plt.figure(figsize=(12, 6))\n", - "cumulative_returns.plot()\n", - "plt.title('Cumulative Returns of Asset Classes')\n", - "plt.ylabel('Cumulative Return')\n", - "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", - "plt.tight_layout()\n", - "cumulative_returns_base64 = fig_to_base64(plt.gcf())\n", - "plt.close()\n", - "\n", - "# Display images\n", - "display(HTML(f''))\n", - "display(HTML(f''))\n", - "\n", - "# Store base64 strings in variables (optional, for debugging or later use)\n", - "heatmap_data = f'\"image/png\": \"{heatmap_base64[:50]}...\"'\n", - "cumulative_returns_data = f'\"image/png\": \"{cumulative_returns_base64[:50]}...\"'\n", - "\n", - "print(\"Heatmap data (preview):\", heatmap_data)\n", - "print(\"Cumulative returns data (preview):\", cumulative_returns_data)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 3. Risk and Return Calculations\n", - "Now let's calculate key risk and return metrics for each asset class." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "\n", - "# Check if returns DataFrame is not empty before calculations\n", - "if not returns.empty:\n", - " # Calculate annualized returns and volatility\n", - " annual_returns = returns.mean() * 252\n", - " annual_volatility = returns.std() * np.sqrt(252)\n", - "\n", - " # Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", - " risk_free_rate = 0.02\n", - " sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", - "\n", - " # Combine metrics into a DataFrame\n", - " risk_return_metrics = pd.DataFrame({\n", - " 'Return': annual_returns,\n", - " 'Volatility': annual_volatility,\n", - " 'Sharpe Ratio': sharpe_ratio\n", - " })\n", - "\n", - " # Sort and display the metrics\n", - " print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", - "\n", - " # Visualize risk-return tradeoff\n", - " plt.figure(figsize=(12, 8))\n", - " sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", - " sizes=(50, 500), legend='brief', hue='Sharpe Ratio', palette='viridis')\n", - "\n", - " # Annotate points with asset names\n", - " for i, asset in enumerate(risk_return_metrics.index):\n", - " plt.annotate(asset, \n", - " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", - " xytext=(5, 5), textcoords='offset points')\n", - "\n", - " plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", - " plt.xlabel('Risk (Annualized Volatility)')\n", - " plt.ylabel('Return (Annualized)')\n", - " plt.tight_layout()\n", - " plt.show()\n", - "else:\n", - " print(\"No return data available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 4. Efficient Frontier Computation\n", - "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "from scipy.optimize import minimize\n", - "\n", - "def portfolio_performance(weights, returns):\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", - " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights))) # Annualized volatility\n", - " return portfolio_return, portfolio_volatility\n", - "\n", - "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " return -(p_return - risk_free_rate) / p_volatility # Negative Sharpe Ratio for minimization\n", - "\n", - "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", - " num_assets = len(returns.columns)\n", - " results = np.zeros((3, num_portfolios))\n", - " \n", - " for i in range(num_portfolios):\n", - " weights = np.random.random(num_assets)\n", - " weights /= np.sum(weights) # Normalize weights\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " results[0,i] = p_return\n", - " results[1,i] = p_volatility\n", - " results[2,i] = p_return / p_volatility # Sharpe Ratio\n", - " \n", - " return results.T\n", - "\n", - "# Calculate efficient frontier\n", - "efficient_frontier = calculate_efficient_frontier(returns)\n", - "\n", - "# Find the optimal portfolio (maximum Sharpe ratio)\n", - "num_assets = len(returns.columns)\n", - "risk_free_rate = 0.02 # Define risk-free rate if not already defined\n", - "args = (returns, risk_free_rate)\n", - "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1}) # Weights sum to 1\n", - "bound = (0.0, 1.0)\n", - "bounds = tuple(bound for asset in range(num_assets))\n", - "\n", - "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets], args=args,\n", - " method='SLSQP', bounds=bounds, constraints=constraints)\n", - "\n", - "optimal_weights = result.x\n", - "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", - "\n", - "# Plot efficient frontier\n", - "plt.figure(figsize=(12, 8))\n", - "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", - "plt.colorbar(label='Sharpe Ratio')\n", - "plt.xlabel('Volatility')\n", - "plt.ylabel('Return')\n", - "plt.title('Efficient Frontier')\n", - "\n", - "# Plot individual assets\n", - "for i, asset in enumerate(returns.columns):\n", - " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", - " risk_return_metrics.loc[asset, 'Return'], \n", - " marker='o', s=200, label=asset)\n", - "\n", - "# Plot optimal portfolio\n", - "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", - "\n", - "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "print(\"Optimal Portfolio Weights:\")\n", - "for asset, weight in zip(returns.columns, optimal_weights):\n", - " print(f\"{asset}: {weight:.4f}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 5. Advanced Risk Metrics\n", - "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "\n", - "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", - " # Calculate portfolio returns\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " \n", - " # Calculate VaR\n", - " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", - " \n", - " # Calculate CVaR\n", - " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", - " \n", - " return var, cvar\n", - "\n", - "# Check if returns DataFrame is not empty before proceeding\n", - "if not returns.empty and optimal_weights is not None:\n", - " # Calculate optimal portfolio returns\n", - " optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", - "\n", - " # Calculate 95% VaR and CVaR\n", - " var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", - "\n", - " # Print results\n", - " print(f\"95% VaR: {var_95:.4f}\")\n", - " print(f\"95% CVaR: {cvar_95:.4f}\")\n", - "\n", - " # Visualize VaR and CVaR\n", - " plt.figure(figsize=(12, 6))\n", - " sns.histplot(optimal_portfolio_returns, kde=True)\n", - " plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", - " plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", - " plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", - " plt.xlabel('Daily Return')\n", - " plt.ylabel('Frequency')\n", - " plt.legend()\n", - " plt.show()\n", - "else:\n", - " print(\"Returns data or optimal weights are not available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 6. Scenario Analysis and Stress Testing\n", - "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "\n", - "def scenario_analysis(weights, returns, scenarios):\n", - " # Calculate portfolio returns based on weights\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " scenario_results = {}\n", - " \n", - " for scenario, shock in scenarios.items():\n", - " # Convert shock dictionary to a Series\n", - " shock_series = pd.Series(shock)\n", - " shocked_returns = returns + shock_series\n", - " \n", - " # Calculate scenario portfolio returns\n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " \n", - " # Store results for each scenario\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean(),\n", - " 'Volatility': scenario_portfolio_returns.std(),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define scenarios\n", - "scenarios = {\n", - " 'Base Case': {asset: 0 for asset in returns.columns},\n", - " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", - " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", - " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", - " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", - "}\n", - "\n", - "# Check if returns DataFrame is not empty before proceeding\n", - "if not returns.empty:\n", - " # Assuming optimal_weights is defined and returns is your DataFrame of returns\n", - " optimal_weights = [0.2] * len(returns.columns) # Example weights; adjust as necessary\n", - "\n", - " # Perform scenario analysis\n", - " scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", - " print(scenario_results)\n", - "\n", - " # Visualize scenario analysis results\n", - " plt.figure(figsize=(12, 6))\n", - " scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", - " plt.title('Scenario Analysis: Mean Return and Volatility')\n", - " plt.xlabel('Scenario')\n", - " plt.ylabel('Value')\n", - " plt.legend(loc='best')\n", - " plt.tight_layout()\n", - " plt.show()\n", - "else:\n", - " print(\"Returns data is not available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 7. Performance Attribution\n", - "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import io\n", - "import base64\n", - "from IPython.display import HTML\n", - "\n", - "def fig_to_base64(fig):\n", - " buf = io.BytesIO()\n", - " fig.savefig(buf, format='png')\n", - " buf.seek(0)\n", - " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", - "\n", - "def performance_attribution(weights, returns):\n", - " # Calculate portfolio return\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", - " \n", - " # Calculate asset contribution to returns\n", - " asset_contribution = returns.mean() * weights * 252 # Annualized contribution\n", - " percent_contribution = asset_contribution / portfolio_return # Contribution percentage\n", - " \n", - " # Create DataFrame for attribution data\n", - " attribution_data = pd.DataFrame({\n", - " 'Weight': weights,\n", - " 'Return': returns.mean() * 252,\n", - " 'Contribution': asset_contribution,\n", - " 'Percent Contribution': percent_contribution\n", - " })\n", - " return attribution_data.sort_values('Percent Contribution', ascending=False)\n", - "\n", - "# Check if returns DataFrame is not empty before proceeding\n", - "if not returns.empty and optimal_weights is not None:\n", - " # Calculate performance attribution\n", - " attribution = performance_attribution(optimal_weights, returns)\n", - " print(attribution)\n", - " \n", - " # Visualize performance attribution\n", - " fig, ax = plt.subplots(figsize=(12, 6))\n", - " attribution['Percent Contribution'].plot(kind='bar', ax=ax)\n", - " ax.set_title('Performance Attribution of Optimal Portfolio')\n", - " ax.set_xlabel('Asset')\n", - " ax.set_ylabel('Percent Contribution to Return')\n", - " plt.xticks(rotation=45, ha='right')\n", - " plt.tight_layout()\n", - " \n", - " # Convert plot to base64\n", - " plot_base64 = fig_to_base64(fig)\n", - " plt.close(fig)\n", - " \n", - " # Display the plot\n", - " display(HTML(f''))\n", - " \n", - " # Store base64 string in a variable (optional, for debugging or later use)\n", - " plot_data = f'\"image/png\": \"{plot_base64[:50]}...\"'\n", - " print(\"Plot data (preview):\", plot_data)\n", - "else:\n", - " print(\"Returns data or optimal weights are not available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 8. Scenario Analysis and Stress Testing\n", - "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "def detailed_scenario_analysis(weights, returns, scenarios):\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " base_performance = {\n", - " 'Mean Return': portfolio_returns.mean() * 252,\n", - " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " scenario_results = {'Base Case': base_performance}\n", - " \n", - " for scenario, shocks in scenarios.items():\n", - " shocked_returns = returns.copy()\n", - " for asset, shock in shocks.items():\n", - " shocked_returns[asset] += shock\n", - " \n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", - " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define more detailed scenarios\n", - "detailed_scenarios = {\n", - " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", - " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", - " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", - " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", - " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", - "}\n", - "\n", - "# Run detailed scenario analysis\n", - "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", - "print(detailed_scenario_results)\n", - "\n", - "# Visualize scenario analysis results\n", - "plt.figure(figsize=(15, 10))\n", - "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "# Visualize max drawdown for each scenario\n", - "plt.figure(figsize=(12, 6))\n", - "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", - "plt.title('Max Drawdown Under Different Scenarios')\n", - "plt.xlabel('Scenario')\n", - "plt.ylabel('Max Drawdown')\n", - "plt.xticks(rotation=45, ha='right')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "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": "3.12.3" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} From 76341f99a188348ce46458522760796031505683 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:30:35 +0530 Subject: [PATCH 19/21] Add files via upload Images Encoding have been changes to base64 to prevent spelling errors while merging --- ...d Portfolio Management in OpenBB (1).ipynb | 824 ++++++++++++++++++ 1 file changed, 824 insertions(+) create mode 100644 examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb new file mode 100644 index 000000000000..2b6d8af9691c --- /dev/null +++ b/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb @@ -0,0 +1,824 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", + "===========================================================\n", + "#### Description\n", + "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", + "\n", + "1. Data collection and preprocessing\n", + "2. Exploratory data analysis with visualizations\n", + "3. Risk and return calculations\n", + "4. Efficient frontier computation\n", + "5. Portfolio optimization techniques\n", + "6. Advanced risk metrics (VaR, CVaR)\n", + "7. Performance attribution\n", + "8. Scenario analysis and stress testing\n", + "\n", + "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", + "\n", + "#### Author\n", + "[Amit Kumar](https://github.com/HmbleCreator)\n", + "\n", + "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", + "\n", + "```python\n", + "!pip install openbb\n", + "```\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", + 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"cell_type": "markdown", + "metadata": {}, + "source": [ + "## Dependencies\n", + "To run this notebook, you'll need to install the following dependencies:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "!pip install openbb pandas numpy matplotlib seaborn scipy scikit-learn" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Imports" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Import libraries\n", + "from openbb import obb\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from datetime import datetime, timedelta" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Set plotting style\n", + "plt.style.use('default') # Use the default Matplotlib style\n", + "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", + "sns.set_palette(\"viridis\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Login " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from openbb import obb\n", + "obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. Data Collection and Preprocessing\n", + "Let's collect historical data for a diverse set of asset classes:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "from openbb import obb\n", + "from datetime import datetime, timedelta\n", + "import time\n", + "\n", + "# Define asset classes and their tickers\n", + "assets = {\n", + " 'US Large Cap': 'SPY',\n", + " 'US Small Cap': 'IWM',\n", + " 'International Developed': 'EFA',\n", + " 'Emerging Markets': 'EEM',\n", + " 'US Aggregate Bonds': 'AGG',\n", + " 'US Treasury Bonds': 'TLT',\n", + " 'Real Estate': 'VNQ',\n", + " 'Gold': 'GLD',\n", + " 'Commodities': 'DBC'\n", + "}\n", + "\n", + "# Set date range\n", + "end_date = datetime.now().date()\n", + "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", + "\n", + "# Function to fetch historical data with retries\n", + "def fetch_historical_data(ticker, retries=3):\n", + " for attempt in range(retries):\n", + " try:\n", + " # Fetch historical data using the correct function and parameters\n", + " historical_data = obb.equity.price.historical(ticker)\n", + " \n", + " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", + " df = historical_data.to_dataframe()\n", + " \n", + " # Check if DataFrame is empty and return it if not\n", + " if df is not None and not df.empty:\n", + " return df\n", + " \n", + " except Exception as e:\n", + " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", + " time.sleep(2) # Wait before retrying\n", + " \n", + " return None\n", + "\n", + "# Fetch data and combine into a single DataFrame\n", + "combined_data = {}\n", + "for asset_name, ticker in assets.items():\n", + " df = fetch_historical_data(ticker)\n", + " \n", + " if df is not None and not df.empty:\n", + " # Store closing prices with asset name as key\n", + " combined_data[asset_name] = df['close']\n", + " else:\n", + " print(f\"No data returned for {asset_name} ({ticker}).\")\n", + "\n", + "# Combine all asset closing prices into a single DataFrame\n", + "df_combined = pd.DataFrame(combined_data)\n", + "\n", + "# Check if we have any data\n", + "if df_combined.empty:\n", + " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", + "\n", + "# Calculate daily returns with specified fill method to avoid FutureWarning\n", + "returns = df_combined.pct_change(fill_method=None).dropna()\n", + "\n", + "# Display the combined DataFrame for better readability\n", + "print(\"Combined Closing Prices:\")\n", + "print(df_combined.head()) # Display first few rows of closing prices\n", + "\n", + "print(\"\\nDaily Returns:\")\n", + "print(returns.head()) # Display first few rows of returns\n", + "\n", + "\n", + "# Export the combined DataFrame to an Excel file\n", + "output_file = \"financial_data.xlsx\"\n", + "df_combined.to_excel(output_file)\n", + "\n", + "print(f\"Data exported successfully to {output_file}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Exploratory Data Analysis\n", + "Let's visualize our data to better understand the relationships between different asset classes." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import io\n", + "import base64\n", + "from IPython.display import HTML\n", + "\n", + "def fig_to_base64(fig):\n", + " buf = io.BytesIO()\n", + " fig.savefig(buf, format='png')\n", + " buf.seek(0)\n", + " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", + "\n", + "# Correlation heatmap\n", + "plt.figure(figsize=(12, 10))\n", + "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", + "plt.title('Correlation Heatmap of Asset Returns')\n", + "heatmap_base64 = fig_to_base64(plt.gcf())\n", + "plt.close()\n", + "\n", + "# Cumulative returns plot\n", + "cumulative_returns = (1 + returns).cumprod()\n", + "plt.figure(figsize=(12, 6))\n", + "cumulative_returns.plot()\n", + "plt.title('Cumulative Returns of Asset Classes')\n", + "plt.ylabel('Cumulative Return')\n", + "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", + "plt.tight_layout()\n", + "cumulative_returns_base64 = fig_to_base64(plt.gcf())\n", + "plt.close()\n", + "\n", + "# Display images\n", + "display(HTML(f''))\n", + "display(HTML(f''))\n", + "\n", + "# Store base64 strings in variables (optional, for debugging or later use)\n", + "heatmap_data = f'\"image/png\": \"{heatmap_base64[:50]}...\"'\n", + "cumulative_returns_data = f'\"image/png\": \"{cumulative_returns_base64[:50]}...\"'\n", + "\n", + "print(\"Heatmap data (preview):\", heatmap_data)\n", + "print(\"Cumulative returns data (preview):\", cumulative_returns_data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Risk and Return Calculations\n", + "Now let's calculate key risk and return metrics for each asset class." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "# Check if returns DataFrame is not empty before calculations\n", + "if not returns.empty:\n", + " # Calculate annualized returns and volatility\n", + " annual_returns = returns.mean() * 252\n", + " annual_volatility = returns.std() * np.sqrt(252)\n", + "\n", + " # Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", + " risk_free_rate = 0.02\n", + " sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", + "\n", + " # Combine metrics into a DataFrame\n", + " risk_return_metrics = pd.DataFrame({\n", + " 'Return': annual_returns,\n", + " 'Volatility': annual_volatility,\n", + " 'Sharpe Ratio': sharpe_ratio\n", + " })\n", + "\n", + " # Sort and display the metrics\n", + " print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", + "\n", + " # Visualize risk-return tradeoff\n", + " plt.figure(figsize=(12, 8))\n", + " sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", + " sizes=(50, 500), legend='brief', hue='Sharpe Ratio', palette='viridis')\n", + "\n", + " # Annotate points with asset names\n", + " for i, asset in enumerate(risk_return_metrics.index):\n", + " plt.annotate(asset, \n", + " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", + " xytext=(5, 5), textcoords='offset points')\n", + "\n", + " plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", + " plt.xlabel('Risk (Annualized Volatility)')\n", + " plt.ylabel('Return (Annualized)')\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"No return data available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. Efficient Frontier Computation\n", + "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from scipy.optimize import minimize\n", + "\n", + "def portfolio_performance(weights, returns):\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", + " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights))) # Annualized volatility\n", + " return portfolio_return, portfolio_volatility\n", + "\n", + "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " return -(p_return - risk_free_rate) / p_volatility # Negative Sharpe Ratio for minimization\n", + "\n", + "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", + " num_assets = len(returns.columns)\n", + " results = np.zeros((3, num_portfolios))\n", + " \n", + " for i in range(num_portfolios):\n", + " weights = np.random.random(num_assets)\n", + " weights /= np.sum(weights) # Normalize weights\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " results[0,i] = p_return\n", + " results[1,i] = p_volatility\n", + " results[2,i] = p_return / p_volatility # Sharpe Ratio\n", + " \n", + " return results.T\n", + "\n", + "# Calculate efficient frontier\n", + "efficient_frontier = calculate_efficient_frontier(returns)\n", + "\n", + "# Find the optimal portfolio (maximum Sharpe ratio)\n", + "num_assets = len(returns.columns)\n", + "risk_free_rate = 0.02 # Define risk-free rate if not already defined\n", + "args = (returns, risk_free_rate)\n", + "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1}) # Weights sum to 1\n", + "bound = (0.0, 1.0)\n", + "bounds = tuple(bound for asset in range(num_assets))\n", + "\n", + "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets], args=args,\n", + " method='SLSQP', bounds=bounds, constraints=constraints)\n", + "\n", + "optimal_weights = result.x\n", + "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", + "\n", + "# Plot efficient frontier\n", + "plt.figure(figsize=(12, 8))\n", + "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", + "plt.colorbar(label='Sharpe Ratio')\n", + "plt.xlabel('Volatility')\n", + "plt.ylabel('Return')\n", + "plt.title('Efficient Frontier')\n", + "\n", + "# Plot individual assets\n", + "for i, asset in enumerate(returns.columns):\n", + " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", + " risk_return_metrics.loc[asset, 'Return'], \n", + " marker='o', s=200, label=asset)\n", + "\n", + "# Plot optimal portfolio\n", + "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", + "\n", + "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "print(\"Optimal Portfolio Weights:\")\n", + "for asset, weight in zip(returns.columns, optimal_weights):\n", + " print(f\"{asset}: {weight:.4f}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. Advanced Risk Metrics\n", + "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", + " # Calculate portfolio returns\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " \n", + " # Calculate VaR\n", + " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", + " \n", + " # Calculate CVaR\n", + " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", + " \n", + " return var, cvar\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty and optimal_weights is not None:\n", + " # Calculate optimal portfolio returns\n", + " optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", + "\n", + " # Calculate 95% VaR and CVaR\n", + " var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", + "\n", + " # Print results\n", + " print(f\"95% VaR: {var_95:.4f}\")\n", + " print(f\"95% CVaR: {cvar_95:.4f}\")\n", + "\n", + " # Visualize VaR and CVaR\n", + " plt.figure(figsize=(12, 6))\n", + " sns.histplot(optimal_portfolio_returns, kde=True)\n", + " plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", + " plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", + " plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", + " plt.xlabel('Daily Return')\n", + " plt.ylabel('Frequency')\n", + " plt.legend()\n", + " plt.show()\n", + "else:\n", + " print(\"Returns data or optimal weights are not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 6. Scenario Analysis and Stress Testing\n", + "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def scenario_analysis(weights, returns, scenarios):\n", + " # Calculate portfolio returns based on weights\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " scenario_results = {}\n", + " \n", + " for scenario, shock in scenarios.items():\n", + " # Convert shock dictionary to a Series\n", + " shock_series = pd.Series(shock)\n", + " shocked_returns = returns + shock_series\n", + " \n", + " # Calculate scenario portfolio returns\n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " \n", + " # Store results for each scenario\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean(),\n", + " 'Volatility': scenario_portfolio_returns.std(),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define scenarios\n", + "scenarios = {\n", + " 'Base Case': {asset: 0 for asset in returns.columns},\n", + " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", + " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", + " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", + " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", + "}\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty:\n", + " # Assuming optimal_weights is defined and returns is your DataFrame of returns\n", + " optimal_weights = [0.2] * len(returns.columns) # Example weights; adjust as necessary\n", + "\n", + " # Perform scenario analysis\n", + " scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", + " print(scenario_results)\n", + "\n", + " # Visualize scenario analysis results\n", + " plt.figure(figsize=(12, 6))\n", + " scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", + " plt.title('Scenario Analysis: Mean Return and Volatility')\n", + " plt.xlabel('Scenario')\n", + " plt.ylabel('Value')\n", + " plt.legend(loc='best')\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"Returns data is not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 7. Performance Attribution\n", + "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import io\n", + "import base64\n", + "from IPython.display import HTML\n", + "\n", + "def fig_to_base64(fig):\n", + " buf = io.BytesIO()\n", + " fig.savefig(buf, format='png')\n", + " buf.seek(0)\n", + " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", + "\n", + "def performance_attribution(weights, returns):\n", + " # Calculate portfolio return\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", + " \n", + " # Calculate asset contribution to returns\n", + " asset_contribution = returns.mean() * weights * 252 # Annualized contribution\n", + " percent_contribution = asset_contribution / portfolio_return # Contribution percentage\n", + " \n", + " # Create DataFrame for attribution data\n", + " attribution_data = pd.DataFrame({\n", + " 'Weight': weights,\n", + " 'Return': returns.mean() * 252,\n", + " 'Contribution': asset_contribution,\n", + " 'Percent Contribution': percent_contribution\n", + " })\n", + " return attribution_data.sort_values('Percent Contribution', ascending=False)\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty and optimal_weights is not None:\n", + " # Calculate performance attribution\n", + " attribution = performance_attribution(optimal_weights, returns)\n", + " print(attribution)\n", + " \n", + " # Visualize performance attribution\n", + " fig, ax = plt.subplots(figsize=(12, 6))\n", + " attribution['Percent Contribution'].plot(kind='bar', ax=ax)\n", + " ax.set_title('Performance Attribution of Optimal Portfolio')\n", + " ax.set_xlabel('Asset')\n", + " ax.set_ylabel('Percent Contribution to Return')\n", + " plt.xticks(rotation=45, ha='right')\n", + " plt.tight_layout()\n", + " \n", + " # Convert plot to base64\n", + " plot_base64 = fig_to_base64(fig)\n", + " plt.close(fig)\n", + " \n", + " # Display the plot\n", + " display(HTML(f''))\n", + " \n", + " # Store base64 string in a variable (optional, for debugging or later use)\n", + " plot_data = f'\"image/png\": \"{plot_base64[:50]}...\"'\n", + " print(\"Plot data (preview):\", plot_data)\n", + "else:\n", + " print(\"Returns data or optimal weights are not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 8. Scenario Analysis and Stress Testing\n", + "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def detailed_scenario_analysis(weights, returns, scenarios):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " base_performance = {\n", + " 'Mean Return': portfolio_returns.mean() * 252,\n", + " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " scenario_results = {'Base Case': base_performance}\n", + " \n", + " for scenario, shocks in scenarios.items():\n", + " shocked_returns = returns.copy()\n", + " for asset, shock in shocks.items():\n", + " shocked_returns[asset] += shock\n", + " \n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", + " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define more detailed scenarios\n", + "detailed_scenarios = {\n", + " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", + " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", + " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", + " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", + " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", + "}\n", + "\n", + "# Run detailed scenario analysis\n", + "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", + "print(detailed_scenario_results)\n", + "\n", + "# Visualize scenario analysis results\n", + "plt.figure(figsize=(15, 10))\n", + "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# Visualize max drawdown for each scenario\n", + "plt.figure(figsize=(12, 6))\n", + "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", + "plt.title('Max Drawdown Under Different Scenarios')\n", + "plt.xlabel('Scenario')\n", + "plt.ylabel('Max Drawdown')\n", + "plt.xticks(rotation=45, ha='right')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "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": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From 26f7e43ffb8a5253b78f596571b631f3d001cf01 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:34:17 +0530 Subject: [PATCH 20/21] Delete examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb --- ...d Portfolio Management in OpenBB (1).ipynb | 824 ------------------ 1 file changed, 824 deletions(-) delete mode 100644 examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb deleted file mode 100644 index 2b6d8af9691c..000000000000 --- a/examples/Risk-Return Analysis and Portfolio Management in OpenBB (1).ipynb +++ /dev/null @@ -1,824 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", - "===========================================================\n", - "#### Description\n", - "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", - "\n", - "1. Data collection and preprocessing\n", - "2. Exploratory data analysis with visualizations\n", - "3. Risk and return calculations\n", - "4. Efficient frontier computation\n", - "5. Portfolio optimization techniques\n", - "6. Advanced risk metrics (VaR, CVaR)\n", - "7. Performance attribution\n", - "8. Scenario analysis and stress testing\n", - "\n", - "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", - "\n", - "#### Author\n", - "[Amit Kumar](https://github.com/HmbleCreator)\n", - "\n", - "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", - "\n", - "```python\n", - "!pip install openbb\n", - "```\n" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", - "Requirement already satisfied: openbb-benzinga<2.0.0,>=1.3.3 in c:\\users\\amiku\\anaconda3\\lib\\site-packages (from openbb) (1.3.3)\n", - 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"execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "!pip install openbb pandas numpy matplotlib seaborn scipy scikit-learn" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Imports" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Import libraries\n", - "from openbb import obb\n", - "import pandas as pd\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "from datetime import datetime, timedelta" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Set plotting style\n", - "plt.style.use('default') # Use the default Matplotlib style\n", - "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", - "sns.set_palette(\"viridis\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Login " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from openbb import obb\n", - "obb.account.login(pat=\"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJhdXRoX3Rva2VuIjoiTk5qcWd2bFhEQ1RqZFFTbFZzSTZqNkRwYVA4aDVkSDJLWmdMUmV1ZCIsImV4cCI6MTc1OTU3MjIxMX0.Zb4KseRt5kkRbwy6JsUgFX6dV2v5YampXfCRAGwQ5K4\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 1. Data Collection and Preprocessing\n", - "Let's collect historical data for a diverse set of asset classes:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "from openbb import obb\n", - "from datetime import datetime, timedelta\n", - "import time\n", - "\n", - "# Define asset classes and their tickers\n", - "assets = {\n", - " 'US Large Cap': 'SPY',\n", - " 'US Small Cap': 'IWM',\n", - " 'International Developed': 'EFA',\n", - " 'Emerging Markets': 'EEM',\n", - " 'US Aggregate Bonds': 'AGG',\n", - " 'US Treasury Bonds': 'TLT',\n", - " 'Real Estate': 'VNQ',\n", - " 'Gold': 'GLD',\n", - " 'Commodities': 'DBC'\n", - "}\n", - "\n", - "# Set date range\n", - "end_date = datetime.now().date()\n", - "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", - "\n", - "# Function to fetch historical data with retries\n", - "def fetch_historical_data(ticker, retries=3):\n", - " for attempt in range(retries):\n", - " try:\n", - " # Fetch historical data using the correct function and parameters\n", - " historical_data = obb.equity.price.historical(ticker)\n", - " \n", - " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", - " df = historical_data.to_dataframe()\n", - " \n", - " # Check if DataFrame is empty and return it if not\n", - " if df is not None and not df.empty:\n", - " return df\n", - " \n", - " except Exception as e:\n", - " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", - " time.sleep(2) # Wait before retrying\n", - " \n", - " return None\n", - "\n", - "# Fetch data and combine into a single DataFrame\n", - "combined_data = {}\n", - "for asset_name, ticker in assets.items():\n", - " df = fetch_historical_data(ticker)\n", - " \n", - " if df is not None and not df.empty:\n", - " # Store closing prices with asset name as key\n", - " combined_data[asset_name] = df['close']\n", - " else:\n", - " print(f\"No data returned for {asset_name} ({ticker}).\")\n", - "\n", - "# Combine all asset closing prices into a single DataFrame\n", - "df_combined = pd.DataFrame(combined_data)\n", - "\n", - "# Check if we have any data\n", - "if df_combined.empty:\n", - " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", - "\n", - "# Calculate daily returns with specified fill method to avoid FutureWarning\n", - "returns = df_combined.pct_change(fill_method=None).dropna()\n", - "\n", - "# Display the combined DataFrame for better readability\n", - "print(\"Combined Closing Prices:\")\n", - "print(df_combined.head()) # Display first few rows of closing prices\n", - "\n", - "print(\"\\nDaily Returns:\")\n", - "print(returns.head()) # Display first few rows of returns\n", - "\n", - "\n", - "# Export the combined DataFrame to an Excel file\n", - "output_file = \"financial_data.xlsx\"\n", - "df_combined.to_excel(output_file)\n", - "\n", - "print(f\"Data exported successfully to {output_file}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 2. Exploratory Data Analysis\n", - "Let's visualize our data to better understand the relationships between different asset classes." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import io\n", - "import base64\n", - "from IPython.display import HTML\n", - "\n", - "def fig_to_base64(fig):\n", - " buf = io.BytesIO()\n", - " fig.savefig(buf, format='png')\n", - " buf.seek(0)\n", - " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", - "\n", - "# Correlation heatmap\n", - "plt.figure(figsize=(12, 10))\n", - "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", - "plt.title('Correlation Heatmap of Asset Returns')\n", - "heatmap_base64 = fig_to_base64(plt.gcf())\n", - "plt.close()\n", - "\n", - "# Cumulative returns plot\n", - "cumulative_returns = (1 + returns).cumprod()\n", - "plt.figure(figsize=(12, 6))\n", - "cumulative_returns.plot()\n", - "plt.title('Cumulative Returns of Asset Classes')\n", - "plt.ylabel('Cumulative Return')\n", - "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", - "plt.tight_layout()\n", - "cumulative_returns_base64 = fig_to_base64(plt.gcf())\n", - "plt.close()\n", - "\n", - "# Display images\n", - "display(HTML(f''))\n", - "display(HTML(f''))\n", - "\n", - "# Store base64 strings in variables (optional, for debugging or later use)\n", - "heatmap_data = f'\"image/png\": \"{heatmap_base64[:50]}...\"'\n", - "cumulative_returns_data = f'\"image/png\": \"{cumulative_returns_base64[:50]}...\"'\n", - "\n", - "print(\"Heatmap data (preview):\", heatmap_data)\n", - "print(\"Cumulative returns data (preview):\", cumulative_returns_data)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 3. Risk and Return Calculations\n", - "Now let's calculate key risk and return metrics for each asset class." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "\n", - "# Check if returns DataFrame is not empty before calculations\n", - "if not returns.empty:\n", - " # Calculate annualized returns and volatility\n", - " annual_returns = returns.mean() * 252\n", - " annual_volatility = returns.std() * np.sqrt(252)\n", - "\n", - " # Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", - " risk_free_rate = 0.02\n", - " sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", - "\n", - " # Combine metrics into a DataFrame\n", - " risk_return_metrics = pd.DataFrame({\n", - " 'Return': annual_returns,\n", - " 'Volatility': annual_volatility,\n", - " 'Sharpe Ratio': sharpe_ratio\n", - " })\n", - "\n", - " # Sort and display the metrics\n", - " print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", - "\n", - " # Visualize risk-return tradeoff\n", - " plt.figure(figsize=(12, 8))\n", - " sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", - " sizes=(50, 500), legend='brief', hue='Sharpe Ratio', palette='viridis')\n", - "\n", - " # Annotate points with asset names\n", - " for i, asset in enumerate(risk_return_metrics.index):\n", - " plt.annotate(asset, \n", - " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", - " xytext=(5, 5), textcoords='offset points')\n", - "\n", - " plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", - " plt.xlabel('Risk (Annualized Volatility)')\n", - " plt.ylabel('Return (Annualized)')\n", - " plt.tight_layout()\n", - " plt.show()\n", - "else:\n", - " print(\"No return data available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 4. Efficient Frontier Computation\n", - "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "from scipy.optimize import minimize\n", - "\n", - "def portfolio_performance(weights, returns):\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", - " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights))) # Annualized volatility\n", - " return portfolio_return, portfolio_volatility\n", - "\n", - "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " return -(p_return - risk_free_rate) / p_volatility # Negative Sharpe Ratio for minimization\n", - "\n", - "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", - " num_assets = len(returns.columns)\n", - " results = np.zeros((3, num_portfolios))\n", - " \n", - " for i in range(num_portfolios):\n", - " weights = np.random.random(num_assets)\n", - " weights /= np.sum(weights) # Normalize weights\n", - " p_return, p_volatility = portfolio_performance(weights, returns)\n", - " results[0,i] = p_return\n", - " results[1,i] = p_volatility\n", - " results[2,i] = p_return / p_volatility # Sharpe Ratio\n", - " \n", - " return results.T\n", - "\n", - "# Calculate efficient frontier\n", - "efficient_frontier = calculate_efficient_frontier(returns)\n", - "\n", - "# Find the optimal portfolio (maximum Sharpe ratio)\n", - "num_assets = len(returns.columns)\n", - "risk_free_rate = 0.02 # Define risk-free rate if not already defined\n", - "args = (returns, risk_free_rate)\n", - "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1}) # Weights sum to 1\n", - "bound = (0.0, 1.0)\n", - "bounds = tuple(bound for asset in range(num_assets))\n", - "\n", - "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets], args=args,\n", - " method='SLSQP', bounds=bounds, constraints=constraints)\n", - "\n", - "optimal_weights = result.x\n", - "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", - "\n", - "# Plot efficient frontier\n", - "plt.figure(figsize=(12, 8))\n", - "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", - "plt.colorbar(label='Sharpe Ratio')\n", - "plt.xlabel('Volatility')\n", - "plt.ylabel('Return')\n", - "plt.title('Efficient Frontier')\n", - "\n", - "# Plot individual assets\n", - "for i, asset in enumerate(returns.columns):\n", - " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", - " risk_return_metrics.loc[asset, 'Return'], \n", - " marker='o', s=200, label=asset)\n", - "\n", - "# Plot optimal portfolio\n", - "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", - "\n", - "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "print(\"Optimal Portfolio Weights:\")\n", - "for asset, weight in zip(returns.columns, optimal_weights):\n", - " print(f\"{asset}: {weight:.4f}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 5. Advanced Risk Metrics\n", - "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "\n", - "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", - " # Calculate portfolio returns\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " \n", - " # Calculate VaR\n", - " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", - " \n", - " # Calculate CVaR\n", - " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", - " \n", - " return var, cvar\n", - "\n", - "# Check if returns DataFrame is not empty before proceeding\n", - "if not returns.empty and optimal_weights is not None:\n", - " # Calculate optimal portfolio returns\n", - " optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", - "\n", - " # Calculate 95% VaR and CVaR\n", - " var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", - "\n", - " # Print results\n", - " print(f\"95% VaR: {var_95:.4f}\")\n", - " print(f\"95% CVaR: {cvar_95:.4f}\")\n", - "\n", - " # Visualize VaR and CVaR\n", - " plt.figure(figsize=(12, 6))\n", - " sns.histplot(optimal_portfolio_returns, kde=True)\n", - " plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", - " plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", - " plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", - " plt.xlabel('Daily Return')\n", - " plt.ylabel('Frequency')\n", - " plt.legend()\n", - " plt.show()\n", - "else:\n", - " print(\"Returns data or optimal weights are not available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 6. Scenario Analysis and Stress Testing\n", - "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "\n", - "def scenario_analysis(weights, returns, scenarios):\n", - " # Calculate portfolio returns based on weights\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " scenario_results = {}\n", - " \n", - " for scenario, shock in scenarios.items():\n", - " # Convert shock dictionary to a Series\n", - " shock_series = pd.Series(shock)\n", - " shocked_returns = returns + shock_series\n", - " \n", - " # Calculate scenario portfolio returns\n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " \n", - " # Store results for each scenario\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean(),\n", - " 'Volatility': scenario_portfolio_returns.std(),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define scenarios\n", - "scenarios = {\n", - " 'Base Case': {asset: 0 for asset in returns.columns},\n", - " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", - " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", - " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", - " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", - "}\n", - "\n", - "# Check if returns DataFrame is not empty before proceeding\n", - "if not returns.empty:\n", - " # Assuming optimal_weights is defined and returns is your DataFrame of returns\n", - " optimal_weights = [0.2] * len(returns.columns) # Example weights; adjust as necessary\n", - "\n", - " # Perform scenario analysis\n", - " scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", - " print(scenario_results)\n", - "\n", - " # Visualize scenario analysis results\n", - " plt.figure(figsize=(12, 6))\n", - " scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", - " plt.title('Scenario Analysis: Mean Return and Volatility')\n", - " plt.xlabel('Scenario')\n", - " plt.ylabel('Value')\n", - " plt.legend(loc='best')\n", - " plt.tight_layout()\n", - " plt.show()\n", - "else:\n", - " print(\"Returns data is not available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 7. Performance Attribution\n", - "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "import io\n", - "import base64\n", - "from IPython.display import HTML\n", - "\n", - "def fig_to_base64(fig):\n", - " buf = io.BytesIO()\n", - " fig.savefig(buf, format='png')\n", - " buf.seek(0)\n", - " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", - "\n", - "def performance_attribution(weights, returns):\n", - " # Calculate portfolio return\n", - " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", - " \n", - " # Calculate asset contribution to returns\n", - " asset_contribution = returns.mean() * weights * 252 # Annualized contribution\n", - " percent_contribution = asset_contribution / portfolio_return # Contribution percentage\n", - " \n", - " # Create DataFrame for attribution data\n", - " attribution_data = pd.DataFrame({\n", - " 'Weight': weights,\n", - " 'Return': returns.mean() * 252,\n", - " 'Contribution': asset_contribution,\n", - " 'Percent Contribution': percent_contribution\n", - " })\n", - " return attribution_data.sort_values('Percent Contribution', ascending=False)\n", - "\n", - "# Check if returns DataFrame is not empty before proceeding\n", - "if not returns.empty and optimal_weights is not None:\n", - " # Calculate performance attribution\n", - " attribution = performance_attribution(optimal_weights, returns)\n", - " print(attribution)\n", - " \n", - " # Visualize performance attribution\n", - " fig, ax = plt.subplots(figsize=(12, 6))\n", - " attribution['Percent Contribution'].plot(kind='bar', ax=ax)\n", - " ax.set_title('Performance Attribution of Optimal Portfolio')\n", - " ax.set_xlabel('Asset')\n", - " ax.set_ylabel('Percent Contribution to Return')\n", - " plt.xticks(rotation=45, ha='right')\n", - " plt.tight_layout()\n", - " \n", - " # Convert plot to base64\n", - " plot_base64 = fig_to_base64(fig)\n", - " plt.close(fig)\n", - " \n", - " # Display the plot\n", - " display(HTML(f''))\n", - " \n", - " # Store base64 string in a variable (optional, for debugging or later use)\n", - " plot_data = f'\"image/png\": \"{plot_base64[:50]}...\"'\n", - " print(\"Plot data (preview):\", plot_data)\n", - "else:\n", - " print(\"Returns data or optimal weights are not available for calculations.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## 8. Scenario Analysis and Stress Testing\n", - "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "def detailed_scenario_analysis(weights, returns, scenarios):\n", - " portfolio_returns = np.sum(returns * weights, axis=1)\n", - " base_performance = {\n", - " 'Mean Return': portfolio_returns.mean() * 252,\n", - " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " scenario_results = {'Base Case': base_performance}\n", - " \n", - " for scenario, shocks in scenarios.items():\n", - " shocked_returns = returns.copy()\n", - " for asset, shock in shocks.items():\n", - " shocked_returns[asset] += shock\n", - " \n", - " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", - " scenario_results[scenario] = {\n", - " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", - " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", - " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", - " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", - " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", - " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", - " }\n", - " \n", - " return pd.DataFrame(scenario_results).T\n", - "\n", - "# Define more detailed scenarios\n", - "detailed_scenarios = {\n", - " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", - " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", - " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", - " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", - " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", - "}\n", - "\n", - "# Run detailed scenario analysis\n", - "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", - "print(detailed_scenario_results)\n", - "\n", - "# Visualize scenario analysis results\n", - "plt.figure(figsize=(15, 10))\n", - "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", - "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "# Visualize max drawdown for each scenario\n", - "plt.figure(figsize=(12, 6))\n", - "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", - "plt.title('Max Drawdown Under Different Scenarios')\n", - "plt.xlabel('Scenario')\n", - "plt.ylabel('Max Drawdown')\n", - "plt.xticks(rotation=45, ha='right')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "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": "3.12.3" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} From 1a05b53b143766f63bca0aa1fd303bdc2a049591 Mon Sep 17 00:00:00 2001 From: Humble Creator <140157584+HmbleCreator@users.noreply.github.com> Date: Sat, 19 Oct 2024 19:35:46 +0530 Subject: [PATCH 21/21] Add files via upload Cell Output Images Encoding has been changed to base64 which may have caused spelling errors. --- ...s and Portfolio Management in OpenBB.ipynb | 1247 +++++++++++++++++ 1 file changed, 1247 insertions(+) create mode 100644 examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb diff --git a/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb b/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb new file mode 100644 index 000000000000..1eda22563a67 --- /dev/null +++ b/examples/Risk-Return Analysis and Portfolio Management in OpenBB.ipynb @@ -0,0 +1,1247 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Advanced Risk-Return Analysis and Portfolio Optimization with OpenBB\n", + "===========================================================\n", + "#### Description\n", + "This notebook demonstrates advanced techniques for risk-return analysis and portfolio optimization using OpenBB. We'll explore various asset classes, implement modern portfolio theory, and utilize OpenBB's extensive financial analysis capabilities. This comprehensive guide covers:\n", + "\n", + "1. Data collection and preprocessing\n", + "2. Exploratory data analysis with visualizations\n", + "3. Risk and return calculations\n", + "4. Efficient frontier computation\n", + "5. Portfolio optimization techniques\n", + "6. Advanced risk metrics (VaR, CVaR)\n", + "7. Performance attribution\n", + "8. Scenario analysis and stress testing\n", + "\n", + "By the end of this notebook, you'll have a deep understanding of how to use OpenBB for sophisticated financial analysis and portfolio management.\n", + "\n", + "#### Author\n", + "[Amit Kumar](https://github.com/HmbleCreator)\n", + "\n", + "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/OpenBB-Finance/OpenBB/blob/develop/examples/[Notebook_Name].ipynb)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you are running this notebook in Colab, you can run the following command to install the OpenBB Platform:\n", + "\n", + "```python\n", + "!pip install openbb\n", + "```\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", + 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"cell_type": "markdown", + "metadata": {}, + "source": [ + "## Dependencies\n", + "To run this notebook, you'll need to install the following dependencies:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: openbb in c:\\users\\amiku\\anaconda3\\lib\\site-packages (4.3.3)\n", + "Requirement already satisfied: pandas in c:\\users\\amiku\\anaconda3\\lib\\site-packages (2.2.2)\n", + "Requirement already satisfied: numpy in c:\\users\\amiku\\anaconda3\\lib\\site-packages (1.26.4)\n", + "Requirement already satisfied: matplotlib in c:\\users\\amiku\\anaconda3\\lib\\site-packages (3.8.4)\n", + "Requirement already satisfied: seaborn in c:\\users\\amiku\\anaconda3\\lib\\site-packages (0.13.2)\n", + "Requirement already satisfied: scipy in c:\\users\\amiku\\anaconda3\\lib\\site-packages (1.13.1)\n", + "Requirement already satisfied: scikit-learn in 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"execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# Import libraries\n", + "from openbb import obb\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from datetime import datetime, timedelta" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# Set plotting style\n", + "plt.style.use('default') # Use the default Matplotlib style\n", + "sns.set_theme(style=\"whitegrid\") # Set Seaborn style\n", + "sns.set_palette(\"viridis\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Login " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "from openbb import obb\n", + "obb.account.login(pat=\"Enter Your PAT Key\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. Data Collection and Preprocessing\n", + "Let's collect historical data for a diverse set of asset classes:" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Combined Closing Prices:\n", + " US Large Cap US Small Cap International Developed \\\n", + "date \n", + "2023-10-19 426.429993 168.619995 67.169998 \n", + "2023-10-20 421.190002 166.440002 66.570000 \n", + "2023-10-23 420.459991 165.029999 66.620003 \n", + "2023-10-24 423.630005 166.470001 67.000000 \n", + "2023-10-25 417.549988 163.720001 66.519997 \n", + "\n", + " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", + "date \n", + "2023-10-19 37.240002 91.669998 82.769997 \n", + "2023-10-20 36.790001 92.000000 83.239998 \n", + "2023-10-23 36.759998 92.360001 84.239998 \n", + "2023-10-24 37.230000 92.690002 85.349998 \n", + "2023-10-25 36.740002 92.000000 83.449997 \n", + "\n", + " Real Estate Gold Commodities \n", + "date \n", + "2023-10-19 72.889999 183.089996 25.320000 \n", + "2023-10-20 72.400002 183.589996 25.129999 \n", + "2023-10-23 71.690002 182.970001 24.969999 \n", + "2023-10-24 72.610001 182.949997 24.700001 \n", + "2023-10-25 71.050003 183.720001 24.879999 \n", + "\n", + "Daily Returns:\n", + " US Large Cap US Small Cap International Developed \\\n", + "date \n", + "2023-10-20 -0.012288 -0.012928 -0.008933 \n", + "2023-10-23 -0.001733 -0.008472 0.000751 \n", + "2023-10-24 0.007539 0.008726 0.005704 \n", + "2023-10-25 -0.014352 -0.016519 -0.007164 \n", + "2023-10-26 -0.011975 0.002565 -0.007216 \n", + "\n", + " Emerging Markets US Aggregate Bonds US Treasury Bonds \\\n", + "date \n", + "2023-10-20 -0.012084 0.003600 0.005678 \n", + "2023-10-23 -0.000816 0.003913 0.012013 \n", + "2023-10-24 0.012786 0.003573 0.013177 \n", + "2023-10-25 -0.013161 -0.007444 -0.022261 \n", + "2023-10-26 -0.004899 0.006739 0.015339 \n", + "\n", + " Real Estate Gold Commodities \n", + "date \n", + "2023-10-20 -0.006722 0.002731 -0.007504 \n", + "2023-10-23 -0.009807 -0.003377 -0.006367 \n", + "2023-10-24 0.012833 -0.000109 -0.010813 \n", + "2023-10-25 -0.021485 0.004209 0.007287 \n", + "2023-10-26 0.019141 0.001578 -0.008440 \n", + "Data exported successfully to financial_data.xlsx\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "from openbb import obb\n", + "from datetime import datetime, timedelta\n", + "import time\n", + "\n", + "# Define asset classes and their tickers\n", + "assets = {\n", + " 'US Large Cap': 'SPY',\n", + " 'US Small Cap': 'IWM',\n", + " 'International Developed': 'EFA',\n", + " 'Emerging Markets': 'EEM',\n", + " 'US Aggregate Bonds': 'AGG',\n", + " 'US Treasury Bonds': 'TLT',\n", + " 'Real Estate': 'VNQ',\n", + " 'Gold': 'GLD',\n", + " 'Commodities': 'DBC'\n", + "}\n", + "\n", + "# Set date range\n", + "end_date = datetime.now().date()\n", + "start_date = end_date - timedelta(days=365) # Adjusted to 1 year for testing\n", + "\n", + "# Function to fetch historical data with retries\n", + "def fetch_historical_data(ticker, retries=3):\n", + " for attempt in range(retries):\n", + " try:\n", + " # Fetch historical data using the correct function and parameters\n", + " historical_data = obb.equity.price.historical(ticker)\n", + " \n", + " # Convert the OBBject to a DataFrame using the to_dataframe() method\n", + " df = historical_data.to_dataframe()\n", + " \n", + " # Check if DataFrame is empty and return it if not\n", + " if df is not None and not df.empty:\n", + " return df\n", + " \n", + " except Exception as e:\n", + " print(f\"Attempt {attempt + 1} failed for {ticker}: {str(e)}\")\n", + " time.sleep(2) # Wait before retrying\n", + " \n", + " return None\n", + "\n", + "# Fetch data and combine into a single DataFrame\n", + "combined_data = {}\n", + "for asset_name, ticker in assets.items():\n", + " df = fetch_historical_data(ticker)\n", + " \n", + " if df is not None and not df.empty:\n", + " # Store closing prices with asset name as key\n", + " combined_data[asset_name] = df['close']\n", + " else:\n", + " print(f\"No data returned for {asset_name} ({ticker}).\")\n", + "\n", + "# Combine all asset closing prices into a single DataFrame\n", + "df_combined = pd.DataFrame(combined_data)\n", + "\n", + "# Check if we have any data\n", + "if df_combined.empty:\n", + " raise ValueError(\"No data was successfully retrieved. Please check your tickers and date range.\")\n", + "\n", + "# Calculate daily returns with specified fill method to avoid FutureWarning\n", + "returns = df_combined.pct_change(fill_method=None).dropna()\n", + "\n", + "# Display the combined DataFrame for better readability\n", + "print(\"Combined Closing Prices:\")\n", + "print(df_combined.head()) # Display first few rows of closing prices\n", + "\n", + "print(\"\\nDaily Returns:\")\n", + "print(returns.head()) # Display first few rows of returns\n", + "\n", + "\n", + "# Export the combined DataFrame to an Excel file\n", + "output_file = \"financial_data.xlsx\"\n", + "df_combined.to_excel(output_file)\n", + "\n", + "print(f\"Data exported successfully to {output_file}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Exploratory Data Analysis\n", + "Let's visualize our data to better understand the relationships between different asset classes." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Heatmap data (preview): \"image/png\": \"iVBORw0KGgoAAAANSUhEUgAABLAAAAPoCAYAAADOWwfbAAAAOX...\"\n", + "Cumulative returns data (preview): \"image/png\": \"iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAAOX...\"\n" + ] + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import io\n", + "import base64\n", + "from IPython.display import HTML\n", + "\n", + "def fig_to_base64(fig):\n", + " buf = io.BytesIO()\n", + " fig.savefig(buf, format='png')\n", + " buf.seek(0)\n", + " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", + "\n", + "# Correlation heatmap\n", + "plt.figure(figsize=(12, 10))\n", + "sns.heatmap(returns.corr(), annot=True, cmap='coolwarm', linewidths=0.5)\n", + "plt.title('Correlation Heatmap of Asset Returns')\n", + "heatmap_base64 = fig_to_base64(plt.gcf())\n", + "plt.close()\n", + "\n", + "# Cumulative returns plot\n", + "cumulative_returns = (1 + returns).cumprod()\n", + "plt.figure(figsize=(12, 6))\n", + "cumulative_returns.plot()\n", + "plt.title('Cumulative Returns of Asset Classes')\n", + "plt.ylabel('Cumulative Return')\n", + "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", + "plt.tight_layout()\n", + "cumulative_returns_base64 = fig_to_base64(plt.gcf())\n", + "plt.close()\n", + "\n", + "# Display images\n", + "display(HTML(f''))\n", + "display(HTML(f''))\n", + "\n", + "# Store base64 strings in variables (optional, for debugging or later use)\n", + "heatmap_data = f'\"image/png\": \"{heatmap_base64[:50]}...\"'\n", + "cumulative_returns_data = f'\"image/png\": \"{cumulative_returns_base64[:50]}...\"'\n", + "\n", + "print(\"Heatmap data (preview):\", heatmap_data)\n", + "print(\"Cumulative returns data (preview):\", cumulative_returns_data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Risk and Return Calculations\n", + "Now let's calculate key risk and return metrics for each asset class." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Return Volatility Sharpe Ratio\n", + "US Large Cap 0.324541 0.123667 2.462600\n", + "Gold 0.327863 0.140596 2.189696\n", + "Real Estate 0.307817 0.176679 1.629036\n", + "International Developed 0.208347 0.132221 1.424491\n", + "US Small Cap 0.314988 0.211940 1.391844\n", + "Emerging Markets 0.223152 0.159792 1.271348\n", + "US Aggregate Bonds 0.084281 0.059719 1.076378\n", + "US Treasury Bonds 0.137840 0.151714 0.776723\n", + "Commodities -0.115145 0.148331 -0.911104\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\amiku\\AppData\\Local\\Temp\\ipykernel_2332\\3619997391.py:34: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]),\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "# Check if returns DataFrame is not empty before calculations\n", + "if not returns.empty:\n", + " # Calculate annualized returns and volatility\n", + " annual_returns = returns.mean() * 252\n", + " annual_volatility = returns.std() * np.sqrt(252)\n", + "\n", + " # Calculate Sharpe Ratio (assuming risk-free rate of 2%)\n", + " risk_free_rate = 0.02\n", + " sharpe_ratio = (annual_returns - risk_free_rate) / annual_volatility\n", + "\n", + " # Combine metrics into a DataFrame\n", + " risk_return_metrics = pd.DataFrame({\n", + " 'Return': annual_returns,\n", + " 'Volatility': annual_volatility,\n", + " 'Sharpe Ratio': sharpe_ratio\n", + " })\n", + "\n", + " # Sort and display the metrics\n", + " print(risk_return_metrics.sort_values('Sharpe Ratio', ascending=False))\n", + "\n", + " # Visualize risk-return tradeoff\n", + " plt.figure(figsize=(12, 8))\n", + " sns.scatterplot(data=risk_return_metrics, x='Volatility', y='Return', size='Sharpe Ratio', \n", + " sizes=(50, 500), legend='brief', hue='Sharpe Ratio', palette='viridis')\n", + "\n", + " # Annotate points with asset names\n", + " for i, asset in enumerate(risk_return_metrics.index):\n", + " plt.annotate(asset, \n", + " (risk_return_metrics['Volatility'][i], risk_return_metrics['Return'][i]), \n", + " xytext=(5, 5), textcoords='offset points')\n", + "\n", + " plt.title('Risk-Return Tradeoff of Various Asset Classes')\n", + " plt.xlabel('Risk (Annualized Volatility)')\n", + " plt.ylabel('Return (Annualized)')\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"No return data available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. Efficient Frontier Computation\n", + "Let's compute the efficient frontier to understand the optimal risk-return tradeoffs." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Optimal Portfolio Weights:\n", + "US Large Cap: 0.5582\n", + "US Small Cap: 0.0000\n", + "International Developed: 0.0000\n", + "Emerging Markets: 0.0000\n", + "US Aggregate Bonds: 0.0000\n", + "US Treasury Bonds: 0.0436\n", + "Real Estate: 0.0000\n", + "Gold: 0.3982\n", + "Commodities: 0.0000\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from scipy.optimize import minimize\n", + "\n", + "def portfolio_performance(weights, returns):\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", + " portfolio_volatility = np.sqrt(np.dot(weights.T, np.dot(returns.cov() * 252, weights))) # Annualized volatility\n", + " return portfolio_return, portfolio_volatility\n", + "\n", + "def negative_sharpe_ratio(weights, returns, risk_free_rate):\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " return -(p_return - risk_free_rate) / p_volatility # Negative Sharpe Ratio for minimization\n", + "\n", + "def calculate_efficient_frontier(returns, num_portfolios=1000):\n", + " num_assets = len(returns.columns)\n", + " results = np.zeros((3, num_portfolios))\n", + " \n", + " for i in range(num_portfolios):\n", + " weights = np.random.random(num_assets)\n", + " weights /= np.sum(weights) # Normalize weights\n", + " p_return, p_volatility = portfolio_performance(weights, returns)\n", + " results[0,i] = p_return\n", + " results[1,i] = p_volatility\n", + " results[2,i] = p_return / p_volatility # Sharpe Ratio\n", + " \n", + " return results.T\n", + "\n", + "# Calculate efficient frontier\n", + "efficient_frontier = calculate_efficient_frontier(returns)\n", + "\n", + "# Find the optimal portfolio (maximum Sharpe ratio)\n", + "num_assets = len(returns.columns)\n", + "risk_free_rate = 0.02 # Define risk-free rate if not already defined\n", + "args = (returns, risk_free_rate)\n", + "constraints = ({'type': 'eq', 'fun': lambda x: np.sum(x) - 1}) # Weights sum to 1\n", + "bound = (0.0, 1.0)\n", + "bounds = tuple(bound for asset in range(num_assets))\n", + "\n", + "result = minimize(negative_sharpe_ratio, num_assets*[1./num_assets], args=args,\n", + " method='SLSQP', bounds=bounds, constraints=constraints)\n", + "\n", + "optimal_weights = result.x\n", + "optimal_return, optimal_volatility = portfolio_performance(optimal_weights, returns)\n", + "\n", + "# Plot efficient frontier\n", + "plt.figure(figsize=(12, 8))\n", + "plt.scatter(efficient_frontier[:,1], efficient_frontier[:,0], c=efficient_frontier[:,2], cmap='viridis')\n", + "plt.colorbar(label='Sharpe Ratio')\n", + "plt.xlabel('Volatility')\n", + "plt.ylabel('Return')\n", + "plt.title('Efficient Frontier')\n", + "\n", + "# Plot individual assets\n", + "for i, asset in enumerate(returns.columns):\n", + " plt.scatter(risk_return_metrics.loc[asset, 'Volatility'], \n", + " risk_return_metrics.loc[asset, 'Return'], \n", + " marker='o', s=200, label=asset)\n", + "\n", + "# Plot optimal portfolio\n", + "plt.scatter(optimal_volatility, optimal_return, c='red', s=200, marker='*', label='Optimal Portfolio')\n", + "\n", + "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "print(\"Optimal Portfolio Weights:\")\n", + "for asset, weight in zip(returns.columns, optimal_weights):\n", + " print(f\"{asset}: {weight:.4f}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. Advanced Risk Metrics\n", + "Let's calculate Value at Risk (VaR) and Conditional Value at Risk (CVaR) for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "95% VaR: -0.0097\n", + "95% CVaR: -0.0135\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "def calculate_var_cvar(returns, weights, confidence_level=0.95):\n", + " # Calculate portfolio returns\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " \n", + " # Calculate VaR\n", + " var = np.percentile(portfolio_returns, 100 * (1 - confidence_level))\n", + " \n", + " # Calculate CVaR\n", + " cvar = portfolio_returns[portfolio_returns <= var].mean()\n", + " \n", + " return var, cvar\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty and optimal_weights is not None:\n", + " # Calculate optimal portfolio returns\n", + " optimal_portfolio_returns = np.sum(returns * optimal_weights, axis=1)\n", + "\n", + " # Calculate 95% VaR and CVaR\n", + " var_95, cvar_95 = calculate_var_cvar(returns, optimal_weights)\n", + "\n", + " # Print results\n", + " print(f\"95% VaR: {var_95:.4f}\")\n", + " print(f\"95% CVaR: {cvar_95:.4f}\")\n", + "\n", + " # Visualize VaR and CVaR\n", + " plt.figure(figsize=(12, 6))\n", + " sns.histplot(optimal_portfolio_returns, kde=True)\n", + " plt.axvline(var_95, color='r', linestyle='dashed', label='95% VaR')\n", + " plt.axvline(cvar_95, color='g', linestyle='dashed', label='95% CVaR')\n", + " plt.title('Distribution of Optimal Portfolio Returns with VaR and CVaR')\n", + " plt.xlabel('Daily Return')\n", + " plt.ylabel('Frequency')\n", + " plt.legend()\n", + " plt.show()\n", + "else:\n", + " print(\"Returns data or optimal weights are not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 6. Scenario Analysis and Stress Testing\n", + "Let's perform a simple scenario analysis to see how our optimal portfolio would perform under different market conditions." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Mean Return Volatility VaR 95% CVaR 95%\n", + "Base Case 0.001439 0.011118 -0.018049 -0.022964\n", + "Market Crash -0.538561 0.011118 -0.558049 -0.562964\n", + "Economic Boom 0.361439 0.011118 0.341951 0.337036\n", + "Rising Interest Rates -0.049824 0.002629 -0.054325 -0.055655\n", + "Commodity Boom 0.110169 0.002985 0.105341 0.103996\n" + ] + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def scenario_analysis(weights, returns, scenarios):\n", + " # Calculate portfolio returns based on weights\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " scenario_results = {}\n", + " \n", + " for scenario, shock in scenarios.items():\n", + " # Convert shock dictionary to a Series\n", + " shock_series = pd.Series(shock)\n", + " shocked_returns = returns + shock_series\n", + " \n", + " # Calculate scenario portfolio returns\n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " \n", + " # Store results for each scenario\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean(),\n", + " 'Volatility': scenario_portfolio_returns.std(),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define scenarios\n", + "scenarios = {\n", + " 'Base Case': {asset: 0 for asset in returns.columns},\n", + " 'Market Crash': {asset: -0.3 for asset in returns.columns},\n", + " 'Economic Boom': {asset: 0.2 for asset in returns.columns},\n", + " 'Rising Interest Rates': {'US Aggregate Bonds': -0.1, 'US Treasury Bonds': -0.15},\n", + " 'Commodity Boom': {'Gold': 0.25, 'Commodities': 0.3}\n", + "}\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty:\n", + " # Assuming optimal_weights is defined and returns is your DataFrame of returns\n", + " optimal_weights = [0.2] * len(returns.columns) # Example weights; adjust as necessary\n", + "\n", + " # Perform scenario analysis\n", + " scenario_results = scenario_analysis(optimal_weights, returns, scenarios)\n", + " print(scenario_results)\n", + "\n", + " # Visualize scenario analysis results\n", + " plt.figure(figsize=(12, 6))\n", + " scenario_results[['Mean Return', 'Volatility']].plot(kind='bar')\n", + " plt.title('Scenario Analysis: Mean Return and Volatility')\n", + " plt.xlabel('Scenario')\n", + " plt.ylabel('Value')\n", + " plt.legend(loc='best')\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"Returns data is not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 7. Performance Attribution\n", + "Performance attribution helps us understand which assets contributed most to our portfolio's performance. Let's implement a simple performance attribution analysis for our optimal portfolio." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Weight Return Contribution Percent Contribution\n", + "Gold 0.2 0.327863 0.065573 0.180772\n", + "US Large Cap 0.2 0.324541 0.064908 0.178940\n", + "US Small Cap 0.2 0.314988 0.062998 0.173673\n", + "Real Estate 0.2 0.307817 0.061563 0.169719\n", + "Emerging Markets 0.2 0.223152 0.044630 0.123038\n", + "International Developed 0.2 0.208347 0.041669 0.114875\n", + "US Treasury Bonds 0.2 0.137840 0.027568 0.076000\n", + "US Aggregate Bonds 0.2 0.084281 0.016856 0.046469\n", + "Commodities 0.2 -0.115145 -0.023029 -0.063487\n" + ] + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plot data (preview): \"image/png\": \"iVBORw0KGgoAAAANSUhEUgAABLAAAAJYCAYAAABy5h8aAAAAOX...\"\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import io\n", + "import base64\n", + "from IPython.display import HTML\n", + "\n", + "def fig_to_base64(fig):\n", + " buf = io.BytesIO()\n", + " fig.savefig(buf, format='png')\n", + " buf.seek(0)\n", + " return base64.b64encode(buf.getvalue()).decode('utf-8')\n", + "\n", + "def performance_attribution(weights, returns):\n", + " # Calculate portfolio return\n", + " portfolio_return = np.sum(returns.mean() * weights) * 252 # Annualized return\n", + " \n", + " # Calculate asset contribution to returns\n", + " asset_contribution = returns.mean() * weights * 252 # Annualized contribution\n", + " percent_contribution = asset_contribution / portfolio_return # Contribution percentage\n", + " \n", + " # Create DataFrame for attribution data\n", + " attribution_data = pd.DataFrame({\n", + " 'Weight': weights,\n", + " 'Return': returns.mean() * 252,\n", + " 'Contribution': asset_contribution,\n", + " 'Percent Contribution': percent_contribution\n", + " })\n", + " return attribution_data.sort_values('Percent Contribution', ascending=False)\n", + "\n", + "# Check if returns DataFrame is not empty before proceeding\n", + "if not returns.empty and optimal_weights is not None:\n", + " # Calculate performance attribution\n", + " attribution = performance_attribution(optimal_weights, returns)\n", + " print(attribution)\n", + " \n", + " # Visualize performance attribution\n", + " fig, ax = plt.subplots(figsize=(12, 6))\n", + " attribution['Percent Contribution'].plot(kind='bar', ax=ax)\n", + " ax.set_title('Performance Attribution of Optimal Portfolio')\n", + " ax.set_xlabel('Asset')\n", + " ax.set_ylabel('Percent Contribution to Return')\n", + " plt.xticks(rotation=45, ha='right')\n", + " plt.tight_layout()\n", + " \n", + " # Convert plot to base64\n", + " plot_base64 = fig_to_base64(fig)\n", + " plt.close(fig)\n", + " \n", + " # Display the plot\n", + " display(HTML(f''))\n", + " \n", + " # Store base64 string in a variable (optional, for debugging or later use)\n", + " plot_data = f'\"image/png\": \"{plot_base64[:50]}...\"'\n", + " print(\"Plot data (preview):\", plot_data)\n", + "else:\n", + " print(\"Returns data or optimal weights are not available for calculations.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 8. Scenario Analysis and Stress Testing\n", + "Now, let's expand on our previous scenario analysis to include more detailed stress testing. We'll define several economic scenarios and see how our portfolio performs under each." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Mean Return Volatility Sharpe Ratio VaR 95% \\\n", + "Base Case 0.362737 0.176488 1.941982 -0.286522 \n", + "Market Crash -97.917263 0.176488 -554.922790 -6.477580 \n", + "Economic Boom 60.842737 0.176488 344.627996 3.523360 \n", + "Rising Interest Rates -50.037263 0.176488 -283.629696 -3.461424 \n", + "Geopolitical Tension -14.757263 0.176488 -83.729521 -1.238993 \n", + "Tech Boom 50.762737 0.176488 287.513660 2.888380 \n", + "\n", + " CVaR 95% Max Drawdown \n", + "Base Case -0.364549 -0.076392 \n", + "Market Crash -6.555607 -97.129013 \n", + "Economic Boom 3.445333 0.000000 \n", + "Rising Interest Rates -3.539450 -49.629013 \n", + "Geopolitical Tension -1.317019 -14.629013 \n", + "Tech Boom 2.810353 0.000000 \n" + ] + }, + { + "data": { + "text/plain": [ + "
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", 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1VUREhP755x89fPhQX3/9tVxdXdW4cWO5u7trxowZmjJlin777TeNHj1aLi4uVq4eeLG4k73vvvtOixYt0q1bt2Q0GlWvXj3Vq1dP7du314oVK/Tnn38qX758un37tn744QetWbOG8AlJVtwxe8WKFdq+fbuWLl0qb29vzZo1S/Pnz5eNjY169OihbNmy6fPPP9fSpUt1+/ZtDRs2zMqVA68WFz75+/tr48aNat++vSpXrqxMmTIpOjpa2bJl0/z589WrVy99/vnnCgsLU506dczhk8lkInxCkhQ3xcX48eOVJk0a3blzR7NmzVKXLl1Ut25dGQwG8wcIrq6uunnzphYtWkT4lIJwZMIr+fv7a/v27apevbq8vb119+5dxcTESHoy18KYMWOUPXt2ffbZZ8qRI4dKliypmJgYubi4qFOnTvrwww/l7u5u5WcBvFjcBfqvv/6qTp06ady4cWrcuLHSpUsnGxsbHThwQNWrV1fu3Ll169YtlStXTmXKlFGVKlUIn5DkGQwG/fjjjxo8eLD69u2rDBky6NGjR5o0aZJCQ0PVo0cPFSxYUEuWLNHZs2fl5eWldevWKV++fNYuHXihx48fy8bGRseOHdNHH30kb29vHT9+XHv27FGHDh20YsUKmUwmde3aVTlz5tSIESPi7cvFOZK6I0eOaPfu3Vq+fLkKFiyomzdv6siRI9q4caPy58+vTp06ae7cuWrevLkOHToUb2gpH/giqTp9+rTGjRunwYMHq1KlSvLw8NDUqVO1fPlyde/eXaNGjdL777+vS5cuKV26dCpXrhxTXKQwvPvipVauXKnt27dr1qxZ8vb2jrcu7qI9Z86cunfvns6ePauaNWsqIiJCS5Ys0e+//65Ro0YRPiHJMxgMCgoK0qFDh9SrVy+1bNlSklSyZEmdPXtWBw8e1KhRo2RjY6O1a9fqxo0batKkiVxdXa1cORDf08OS4r6Ojo7W9u3b1bZtW3Xs2NG8bcGCBdW6dWtlzZpVQ4YMUdWqVSVxcY6kafv27QoPD5eHh4eqVasmBwcH3blzR6dOnVLFihV19+5dbdmyRdWrV1e/fv3k6OiohQsX6u+//1aXLl3k5+cniZ4hSD7s7OyULl06mUwmHTx4UIsWLdK1a9eUPn16rVq1Svb29urXr5++/PJL5sdBkvb0kNILFy6ocOHCqlevnmxsbGRjY6MRI0YoJiZG8+bN0wcffKCaNWtauWJYEu/AeC6TyaRHjx7p6NGj6tmzp7y9vZ+500zcRc65c+dUoEABVa9eXSNGjNCyZct08+ZNLVu2jNtkIkkymUy6f/++3NzczO14w4YN2rlzp/z8/MwTMdvY2ChDhgwqUqSIOnfurLx58+rEiRNauXIl4ROSpOjoaElPJg2Pa9sxMTE6ffp0vBO6qKgoFS1aVAMGDNDSpUvVunVrZcqUyTwxOZCUdOvWTZcuXVJoaKgcHR21fft2BQQEyMPDQ8OGDZOXl5eCg4N148YNffjhh+b9ihYtqsKFC6tixYrmZfQMQVL073Ns6UlbvXr1qoYOHaoLFy6oUaNGatu2rapXr66RI0cqJCREsbGx5rkomXAcScmFCxf0+PFjpUqVKt4don///XddvHjRfHOTuHPuvn37avPmzTp8+LAaN24c7wM1pCwEUHgug8GgsLAw/fzzz2rSpIkkPfPGKEmnTp3SyJEjNXr0aI0ZM0alSpVSTEyMSpQowe3okSStW7dOwcHBCg4OlouLi9q1a6d27dpp6NChcnNz01dffaWgoCDzp+Wenp7q1KmTTp8+rUePHmndunXKkyePlZ8F8Kzly5fr0KFDunfvnvLmzavx48dLehK45sqVS1euXNGdO3fk4eFhPvFzdHSUu7u70qdPbz7Gc8KHpKRVq1aKjo7WrFmzlCpVKm3ZskUbN27UDz/8oJo1a6pGjRqyt7dX37595eHhIR8fH8XGxur8+fNq3LixWrVqJYmLcyRdT4dPhw8f1j///KOSJUuqePHi+vzzz/XXX38pR44cKlGihKQnx/S///5bpUuXjnduTvtGUjFz5kzt2rVLERERunv3rgYOHKh27dpJkkqUKKE9e/Zo06ZN+vDDD+Xg4KCYmBiFh4fLy8tL2bNnl8S5SEpGAIUXevjwoezt7c2frDxvWEaxYsVkMpm0d+9elS1bVnXr1rVGqUCCTJs2Td9++63q16+v4sWL6++//1aZMmUkSZkyZVLv3r117949DRgwQPPnzzevq1OnjurUqcMFDJKsyZMna9u2bWrXrp3Cw8O1ZcsW3b59W3PnzpWzs7N8fHw0a9YsFS1aVA0aNJCHh4ck6a+//lKmTJnM8/oBSUmrVq0UGRmp1atXm+fba9mypVavXq3bt29Lkuzt7SVJWbJk0ebNm7V8+XJ99913unfvnvkOvCaTiWM3kqy4EGn69Olav369YmJiZDAYNHLkSDVo0EAlSpTQH3/8oc2bNysqKko//PCD7t69q549e1q5cuBZkydP1pYtWxQQECAXFxcFBwdr8uTJKlSokEqVKiUfHx9lzpxZ69atU2xsrJo1ayaj0agtW7YoJiaGDgzvAAIovFC2bNmULl06BQYGaurUqbKzs3umO6TJZJKTk5P5FvZAUrVx40bt3LlTn3/+uXk+s+joaNnb25s/fcyYMaPGjBmjsWPHqkePHlqwYIFKly5tbvfP6wUIWNukSZO0ZcsWLVu2TEWLFpUk+fr6avLkyeZPzjt16qRbt27ps88+0+HDh5UlSxbdu3dP3333ndasWcNk+khyOnXqpIiICG3atEk2Njbm43Xq1KmVP39+ZcmSJd72NWvW1F9//aWvvvpKWbNm1dKlS2VnZ8cHB0iynu759P3335tvP58tWzYtWLBAEyZMkMFgUN26dXX79m0tWLBArq6uypYtm7Zs2UL7RpLzv//9T1999ZWWLFliPh8pWrSoDhw4oHPnzil//vxKly6dAgICNHToUM2ePVv+/v7KlSuX/v77by1evNjc8QEpFwEUXsjR0VHly5fXnj179PXXX6tBgwaytbU1nwSaTCaFhYXJzc1NhQsXliTG6yLJiWuTx44dU5MmTeJNph/3yXncCeDBgwdVunRpTZ48WaNHj1b79u21evVq+fj4SKI7MJKe2bNna926ddq9e7cyZcpknkshX758io6O1o8//qiVK1eqSpUqGjZsmPLly6f9+/fr1KlTyps3r7744gu999571n4aQDzLli3TwYMHNXr0aPPxOe54PWHCBB05ckTVq1fXjRs3lDZtWvNwpenTp8vOzs48BxoT6iMpi2vbmzZtUnh4uFq0aGGer2zy5MmKiYkxD6Vu0qSJ1q1bJ2dnZzk5OdG+keSsXr1aK1eu1O7du5U9e3ZFRETIyclJdnZ2ioiI0M6dO7Vy5UrlyZNHrVu31oIFC3TkyBGdOHFC2bNnZ/qWdwhHLTxXXHf1Pn366NChQ5o9e7aMRqNatmxpPgmUpBUrVigkJMQ8VIkLdCQ1BoNB4eHh+vHHH/XJJ5+8cLurV68qICBAFSpUUP/+/TV8+HA5OTmZhyoBSc3vv/+ur776Svnz53/mIn3nzp26efOmdu3apUuXLmnDhg3q37+/Pv74Y9WvX1/Sk78NLl6QFLVr107BwcH64osvZDAY1Lp1a0lS3759dfjwYeXOnVt79+7VkSNHJD2Z+8bBwUGDBw9WmzZtJD3pXUL7RlIXGRmp5cuX648//lCDBg3ifZA7bdo0GQwGTZw4UUajUY0bN5azs7Mk2jeSFqPRqNDQUKVPn17r16/XkCFD5OTkJElavHixfv/9d7Vt21YODg7avXu3pkyZorlz56pChQqqUKGClavH22YwMXYKLxDXrTcsLEzdunVTaGiosmfPrtatW+vChQu6du2aDhw4oMWLF6tgwYLWLhd4oaioKNWvX1+tW7dWhw4dnttTLzo6Wp07d5a7u7tmzpwpiUlrkfRt2rRJmzZtkpOTk0aNGqXcuXNr4cKFWrx4saZPn64yZcrIxcVFnTp10tWrV7V161bzBQyQFMX16nj8+LF69+6tK1euqGvXrtq9e7dCQkI0bdo0ZcmSRalSpdLly5cVHh6uoKAg3blzR8OGDeOiHEna884/wsPDNXjwYJ09e1YBAQHy9fWNt0337t1lNBq1fPlyPuhFknX79m19+eWXWrt2rWrUqKFRo0Zp2bJlmj9/vvz9/VWpUiVJUlBQkDp27Kg5c+aoevXqVq4a1kAAhZeKOxF88OCBNm3apO+++04hISFKlSqVSpQooQ4dOnBHMCR5jx8/VosWLeTu7q7AwEBJz7/lcd++fRUdHa358+dbo0wgwZ5uv1u2bNG6devk4eGhbNmyadu2bZo6daoqVapkPoavWrVKq1ev1po1a5Q+fXorVw+8XFz4//jxY/Xq1UuHDx9W6tSptWzZsueeczx9Uc+wJCRFsbGx8SbDv3r1qiIjIxUVFaUCBQrowYMH6tatm65fv67PPvtMxYsXf2Z/GxsbprpAknbnzh2tX79e69atU4YMGRQSEqLZs2fL19fX3Ib//PNP9erVSyNGjDCHUni38A6N54p7g4ub4NDV1VUdOnRQhw4dFBoaqnTp0ik2NjbecDwgKYrrpt6nTx/17NlTAQEBGjBggPlETnoyFOnRo0d6+PCheTgpkJTZ2NiYT+YaNWokSVqzZo0OHDigcePGqVKlSoqJiTFfiP/222/KlSuXUqVKZc2ygQSxtbU1t9+5c+dq4MCBOnv2rE6ePKksWbLIyckpXgj79AU54ROSmrCwMLm7u5u/nz17tn7++WdduXJFTk5O8vHx0fjx4zVv3jx1795dgwYN0meffaZixYqZ93n6mA8kVR4eHmrRooUkaf369SpevLh8fX0lyXzO/dVXX8lgMKhAgQJWqxPWxVHsHRd3MLh586ZCQkJ0+vRpSfFP5v49BClDhgyytbXlJA/JQtzJWlyPvYULF2rq1Kl6+PChDAaDDAaDoqKitHDhQl28eFG1atWycsVAwsRdkEhSo0aN1LZtWxUqVEi7du3SxYsXzcfuzz//XDt37tTAgQMZfock58aNG4qJiXlm+dMh1Geffaa8efMqMDBQ27ZtU2RkJBfiSBaaNWumadOmmb+fM2eOVq9erZ49e2r9+vWqUKGCvvrqK12+fFlp0qQx3wWsffv2+uOPP+I9Fm0eyYGHh4eaN2+uFi1a6Ny5c5owYYKkJ8f0gIAALVu2TDNmzFDGjBmtXCmshSF477C4Xk579+7V4sWLdfv2bUVHRytXrlwaNmyYChQoQDdfJCtxd9x40dxNV69e1ZdffqnFixfrvffek7e3t+zs7HTz5k2dPHlSCxcuVKFChaxQOfD6njccz9XVVRMnTtQ333yjWbNmae3atSpSpIiVKwXii4qK0rhx4/Tee+/po48+0vnz55UrVy45Ojqat3l6OF7v3r0VEhKiZs2aqVWrVnJwcLBi9cDLtWrVStHR0VqxYoVSpUqlsLAwDRgwQG3atFGNGjW0b98+DRkyRKNGjZKXl5f++usvNW/eXOHh4Zo5c6ZGjRrFPJRItp4ejlevXj2lTp1ac+fO5XwEBFDvup9++km9evXS0KFD5efnp19++UX9+/fXrFmzVK1aNdna2jLeHMlCRESEAgIC9MEHH6hUqVK6f/++3NzcntkuKipKf/zxhwIDAxUaGiobGxuVLFlSjRs3Vo4cOaxQOfDf/TuE+vLLL3XhwgU9fPhQ69at42QPSda8efM0a9YsFS9eXPb29po/f75cXV3jbfN0CNW2bVtlyZJF/v7+nJsgyeratauuX7+uDRs2mHue3rlzRw0bNlRAQIAePnyofv36me/cuGDBAu3cuVNLly5VunTpzI/DzVCQXDzvevHOnTvauHGj5s+fr6ioKG3YsIHzETAH1LvMZDJp//79atu2rdq0aaNr165p+vTpatu2rfLly6dly5apc+fOnOAhWXByctI///yjNm3aqEePHrp48aImTpyo1KlTx9vOwcFBhQsXVkBAgJUqBRIv7sTujz/+0F9//SWDwaBixYqZJxT/95xQUVFR2r59u0aPHq333nvPytUDL9azZ0/t3btXJ0+eVIcOHZ4Jn6T4w/HWrFljHj7NB2RIijp06KDDhw+rXr16iomJiddOM2fOrBUrVigoKEjDhg1Ty5Ytzfs5ODgobdq08R6L8AlJSdxwaVtbW/3+++/6559/5OjoqFKlSj33WOzh4aEmTZrI3t5eVatWVc6cOd9yxUiKGEz8DjOZTDpz5oycnZ0VHh6uVq1aqXz58ho1apRu376txYsX6/jx49YuE0iwESNGqHDhwpo/f76yZs2q1KlTP3dukX93/KQjKJI6g8Gg3bt3q2PHjvr88881d+5cnTp1SrGxseZ5oJ6eE6pFixaaP38+4ROSpKePuWFhYcqVK5datGihFStWaMmSJc/dx9bWVrGxsbK1tTW3dcInJDUtW7aU0WjU7Nmz9d1332n8+PEKCwuT9ORivFatWtq9e7cqVKigDz/8UJL06NEjHTlyRHnz5iVwQpK0YMECbd26Vba2trK1tdWOHTvUunVrDR06VG3atHnp3aPTp0+vjz76iPAJZvSAeofZ2NioRIkSOnXqlDZs2KDKlStr/PjxkqTIyEi5uLgwQRySlZiYGMXExOi9997TqlWrVLVqVfn4+DzThf3fFy1cxCCpO3v2rMaMGaOBAweqXr16unHjhjJlyiQbGxs9ePDA3Gvk6dt0P68nCWBtTw8XffjwoVKlSqWJEyfK2dlZnp6emj59ugwGgzp16vTMvk9PwsyEzEhqunfvrqioKK1atUqpUqVSQECA+vXrJ4PBoCFDhpgvxMPCwrRo0SI9ePBALi4uunXrlh48eKAFCxZIev5QJsBaHjx4oD/++EMzZ85UqlSp5OfnpylTpmjEiBHKkyePjh07phkzZig6Olp9+/Z97mNwvMbTCKDeEXFvZufPn9fvv/8uZ2dnVatWTWXLltXKlSuVI0cOdejQwbxtcHCw3N3duWU3kpW0adNq4cKFkqRx48bpo48+0vLly58bQgFJ1aJFi1SqVCmVKlXKfOz+/ffflTdvXjVs2FAODg7KnTu3JOmvv/7StGnT9Mknnyhz5sySCFSRdD0dPgUGBmr//v16+PChxo8fryJFiuijjz6SJHMI1bx5cx07dky+vr7cwRFJXo0aNVSnTh05OzsrNjZWlStX1qxZs8wX5UOHDlW6dOk0YMAA5cqVS4cPH1ZERITKly+vHj16yM7OTo8fP+Yu00hSXF1dNXDgQLm5ualPnz5q3769KlasqCZNmkiSChUqJHt7e02ZMkWSXhhCAXE4wr0D4i5gdu3apQkTJsjFxUW5cuWSj4+P/Pz8NG3aNI0YMUKffPKJUqdOLQcHBx06dEirVq2Su7u7tcsHXujpeXHCwsIUEhKicuXKydPTU2PHjtWECRPUsWNHrVixQiVLltS1a9fk5eXFJzFIkkwmk6Kjo7V9+3ZVq1ZN0v+HSXfv3tXFixd17949pU+f3nwhHxISokOHDunOnTvmAApIquKOvdOmTdOmTZvUp08fRUREKHv27JIkR0dH9ezZU7GxsZo6daoWLFigYsWK6f3337dm2cBLxR2P4y7ITSaTua37+fmZQyiTyaShQ4cqffr0atiwoerVqxcvbIqb5wxIKuLOs7NkyaIuXbrIYDBozZo1KliwoHkbBwcHtWzZUgaDQdOnT5fRaNSwYcOsWDWSOo5y7wCDwaBjx45p5MiRGjJkiFq2bKnQ0FBzT6fKlStr/fr1+vrrr/Xnn38qd+7cGjBggPLkyWPt0oEXintT3LNnjyZPnqz06dPr6tWrSpUqlWrXrq0BAwZo8ODBkqR27dqpTJkycnBw0GeffSYXFxcrVw88y2QyycHBQVu3bpWNjY2OHj2q2NhY+fr6qkCBAnJ0dNTOnTv14YcfmifXL1iwoLJly2ae+wlI6k6cOKH9+/dr2bJlKlSokEJDQxUUFKRvvvlGqVOnVt++fdW7d28VLVpUv/zyi7p168aE40jS/v2h1r/b6dMhlI2NjYYMGaJ06dI9EzbRSxtJWZYsWdS7d2/Z2dlp1apV+uabb1S3bl1JT0KoFi1aKCIiQoGBgerSpYs8PDysXDGSKgKod8Tx48dVo0YNtWzZUnfu3NGGDRu0d+9eXb58WZ6enpo1a5Y5reYkD8mBwWDQiRMnNHLkSA0bNkxNmzbVpUuXVLt2bXl6eurBgwfKlSuXhg0bpnz58unYsWMaPHgw4ROSrKcvYmJiYjR8+HDFxMQoICBAZcuWVcWKFTVnzhzFxsaqevXqcnd314oVK/To0SN6PyHZiIiIkNFoVLp06fTjjz9q8eLFunXrllxdXfX7779r7ty5Gj16tPz8/OTn5ydJDEtCknTlyhVly5YtQefNcSHUgAEDdPfuXU2bNu2Zu/QCSUlcuw4KCtKBAwd04cIFde/eXW3atFFkZKQGDRokg8GgOnXqSHoSQnXo0EHNmzdXmjRprFw9kjLGobwjnJ2dtXv3bi1ZskTNmzfXTz/9pHLlyikgIECPHz/WqVOnzNsSPiG5OHv2rEqWLKmmTZvqzz//VJcuXdSsWTP5+flpxowZunbtmrJnz67+/ftryZIlKlSokLVLBl7JxsZGtra22rJlixwdHTV8+HCdOXNGEydOVJ06dbR69Wp9+OGH6tSpkzZt2qSZM2cqffr01i4beMbz7jCaNWtWubq6qlmzZurSpYuyZcumYcOGaePGjSpUqJBMJtMzYRPhE5KagIAA9ejRQ7/++qu5h96r+Pn5aerUqTIajdwkAkmewWDQ3r171bNnT925c0fOzs46efKksmfPrl69eqlly5YaOHCgduzYYd7HwcGB8AmvxDt6ChSXWMfdXUZ68qZ3+vRprVy5Un5+fmrbtq359twLFy7k5A7Jwr8/Zfzjjz/k6Oio2NhYdezYUX5+fho/frwePHigjRs3qmDBgmrevLmkJ2+KQFL19GTj9+7dk5OTk4oUKaKNGzeqUaNGGjx4sPz9/TV27Fj9+uuv+uOPP+Ti4qIiRYrQ+wlJ0tMTjl+7dk0PHjyQnZ2dcufOrRkzZig4OFiFChVSiRIlzPvcvn1bWbJksVbJQILlzJlTadOm1dSpUzVs2DAVLlw4QT2hatSooRo1akiK/zcCJDU3b97U3LlzNWTIELVu3VqSFB0dLRsbGxkMBjVu3Fg2NjYaOHCg7Ozs9MEHH1i5YiQXpA4pTNyb348//qhVq1bJZDKpSpUqatq0qaZNm6ZHjx7JxcVFt2/flslk0syZM3X16lX5+vpau3TgpeJO1Pbv3y+j0ahatWqpcuXKGjhwoHx8fNS4cWONGjVKMTExevjwoXLmzMmFDJINg8Gg3bt3a9iwYUqVKpWMRqNGjx6thg0basuWLWrUqJGGDBmiyZMnq1ixYipcuLC1SwZe6OlJmGfNmqWDBw/qzz//VKZMmZQlSxbNmzdP+fLl0/Xr17VkyRJ5eXlp8+bNunPnjvr162fl6oEXizvPbtSokZycnLR69WpNmTJFw4cPT3AIFYfwCUlZbGyswsPDlTVrVvMyk8mku3fvqk2bNho2bJh69+4te3t78515gYTgyJfCxN3trkePHsqYMaMiIyO1evVqLVy4UA8fPpSLi4tWrlyppk2bqn379tq0aZMWLlyobNmyWbt04Bnbt2/Xd999J+nJidrdu3f1v//9T1FRUZKkfPnyyc/PT66uripatKgk6eHDh9q4caMePXrERPpINu7evas5c+ZoxIgRmjJliho0aKDhw4dry5YtcnNz05YtWyRJffr00YkTJ6xcLfBycRfg8+bN09q1a9WzZ09t27ZNxYoV0/fff68zZ85Iki5fvqxdu3Zp0aJFcnNz0+bNm2VnZ6eYmBhrlg+80NPD7WrXrq3WrVsrJiZGU6ZMSdRwPCApevqGJrdv31Z4eLiio6MlPZmLz8HBQWnTppW7u7uCg4Pl4eGhIUOGKG/evNYqGckQPaBSmPPnz2vq1Kn69NNP1aRJE129elV16tTRjh07ZDKZ1KNHD5UvX14RERFKkyaNypcvT/iEJOnq1auaM2eOMmbMKEdHR1WsWFFp06bV48ePzW+QWbJkUZs2bWQymTRmzBjNmTNHrq6uunXrlhYtWiQvLy8rPwvgxeI+KQ8NDdW9e/dUuHBh1a1bV6lSpVLu3LllMpk0YsQISVKjRo20YcMGdejQQRkzZrRy5cDzxbVpk8mk8PBwBQUFady4capUqZIOHDigb775RtOnT1dUVJQ2bNig5s2bm2/nnSZNGhkMBiYcR5IV1xPbYDAoIiJCTk5Oqlu3rmxsbLRy5crX7gkFWFtce326V16RIkXk5+enTz75RO+9916868U0adIoU6ZMkpijD4lHi0kh4g4cf/31lzw8PNSoUSPduXNH06ZNU6NGjRQbG6s1a9bI2dlZrVq1UteuXa1dMvBSWbJk0ZgxYzR79mwtXbpU0dHRqlKlijJmzBjvVsU+Pj7KkiWLGjVqpOPHjytHjhzy9fUlWEWSFzfsbvbs2bp79665W3vcvE5dunSRJI0aNUqRkZFq2bKlNm/ezEUNkqSn57MxGo2ytbVVaGioMmXKpB9++EEDBw7U4MGDVb9+fc2ZM0fff/+9atasqbRp05of43kTkANJwdPte8OGDfrll19kb2+vfv36qXbt2jIYDFqxYgUhFJKVmJgYc6h65MgRfffddwoJCVHq1KnVt29fde3aVaGhoWratKnGjh0re3t7nTlzRqdPn9bIkSOtXT6SKYOJfqLJ0v79+/X333/Lzc1NRYoUMXd9XLZsmfbv368ZM2boq6++0sWLFzVo0CA5OzurfPnysre3V9H/a+++w6I60/+Pv2dogoANKxqjrtEo9l5WIcbEuhtbbFFRIkZFsMVK7NiIYo8SRKOIBVuiEo0tMba4thRZGypiCRaUCKKUmd8f/piVmOy6342ZUT+vf9SZc8b7cJ3rDOdznud+qlQhPDz8iaRbxFZkZ2dbzs+vv/6axYsX4+DgQK9evVi8eDHJyck0a9aMIkWK4OPjQ6FChShQoIC1yxb5r8TFxeHn50fHjh1xcXFh/vz5tGrVikGDBlG6dGngUfPmOXPmsHfvXvbs2UPevHl13Rab8/iN9qxZszCZTPj6+tK7d29KlizJsWPHGDJkiKWR7bJly9i6dSvR0dE4OTlZs3SR/8qMGTNYt24dderU4ejRo7z++utMnTqVUqVKsWPHDlasWIG9vT1DhgyhevXq1i5X5DeFhITQrFkz6tevD8DOnTsZPXo0LVu2pEiRIqxduxZ3d3cWL16MwWBgwYIFHDx4EFdXV9zc3Jg4caJl9KrIf0uPmZ5DoaGhbN++nfz58/PLL79gNBqZPn06NWrUoFOnTpQpUwaz2czevXtp0aIF7u7uJCYmUqFCBVq0aEHz5s1zjSARsTU55+euXbu4desW/fv3Z9GiRaxdu5bTp0/TsmVLvv/+e65fv86iRYtIT0/Hx8eH0NBQLW0sz4XLly/z9ddf07FjR4YNGwZA5cqV6devH0ajkYEDB1K6dGlKlCjBkCFD+PDDD3Fzc7Ny1SK/LSd82rdvH7GxsYwbN47ChQvTt29fRo8eTbNmzSzhU3p6Ot9++y3ly5dX+CTPlejoaLZu3cqqVauoWLEi69atY9y4cYwZM4Zp06bx9ttvYzAYmDVrFlu2bFEAJTZp+vTprFy5kg4dOgDw888/M3v2bAIDA+nZsydJSUmsW7eO5s2bYzQayZcvHzNmzODixYvky5cPOzs78uXLZ+WjkOeZAqjnzNSpU9m8eTPh4eF4eXnx/fffs2jRInbu3EmNGjVwdXXF29ubI0eOcP78ed566y3s7e3ZunUrzs7O/O1vf6NgwYLWPgyR35XzJP3MmTOMHTsWf39/mjZtir29PXPmzCErK4umTZvSpk0bMjMzOX78ONeuXaNq1aoKn8Tm5fTGGTlyJGfPnqVx48aW95o0acLixYv54IMPsLOzo2/fvpQtW9bSZ0HElq1atYotW7ZY+obAoyXnf/75Z8LCwvDz88PJyYmUlBR++eUXlixZAqBpSvLciIuLo3PnzlSsWJGTJ0+yZs0aRowYwerVqxkzZgyTJ0/mrbfewsPDg2rVqlm7XJEnhIaGsn79erZt22ZZqOeXX37BZDLx3nvvkZSURKdOnfDx8SEgIIDJkydjMBiYOHEipUuX1ghs+UMogHqOfPzxx2zatIk1a9ZYLhq1atWiXLlynD59mmvXrnHv3j0qVKhA6dKlMZlM+Pv7U6hQIU6ePMnKlSsVPonNy5mHvnHjRho1aoSfnx8AjRo1wsnJiWnTphETE0P+/Plp3Lgx9erVs3LFIk8n50Y7f/78DBkyhLCwMH788Ud27txJ8+bNAWjatClLlizB398fR0dHgoODcXBwsHLlIv9Z0aJFSUhI4MyZM+zfv5/GjRvj4uJCv379qFChAl988QV2dnZUqlSJDz74AHt7ezUcF5v162D04cOH/PTTT+TPn5/79++zefNmmjZtSp8+fXB0dGTKlCn4+/szYsQImjVrBjxqJ6AZB2IrFi5cyNKlS5kwYUKuVaLt7Oywt7fniy++YN68eXh7ezN+/HgMBgN37tyxrIKn8En+KPrWf07ExMQQERFBcHCw5aKR88WWnZ3NTz/9xLvvvsvt27dp3749Q4cOZf78+URHR1OwYEFGjhxJ+fLlrXwUIk/n4sWLbNq0CQcHB44ePUrt2rWBRw3Hhw8fzvz58wkLC8NoNNKwYUMrVyvy7+XcyKSlpVmaLNetW5fx48czYcIEVqxYgdFotNy0NGnShKVLl1KsWDGFT2KTHm/InOPNN9/E1dWVESNGsHLlSvLmzUuNGjUA8Pb2pnHjxrnCpuzsbIVPYpMeP7+TkpJITU2lVKlSTJ06lczMTL7//nsuX75Mq1atLPv4+Pjwyiuv4O3tbXlN4ZPYipCQEDZt2kSJEiWIiorilVdeoV69etjZ2eHm5oaTkxOjRo2idevWTJo0ybKfwWDA09MT0GhV+ePom/85UbNmTV599VX27t1LiRIleOONN7CzsyM8PJwNGzYQHByMp6cnCQkJTJw4kRo1atCxY0fq1KmDyWTSl6DYtF9/qb377ru4uLgwZcoUoqOjcXNzo0KFCgA0aNCArKwsli1bxquvvmqlikWeTs65vXfvXiIiIrh58ybp6el07NiRHj16MHHiRMaPH8/y5csxGo34+PgAj0b8idiix2/O9+zZw/Xr17l48SLt2rWjfv36hIaGMnLkSJYtW4adnR1Vq1YFeOLGRb+XiC0ym82W83vOnDkcOHCAM2fO0Lt3bzp27EipUqUIDg4mPT2dunXrYjKZ2LdvH7Vr17asMK2RT2JLpk+fTkxMDF9++SXFixenbdu2TJw4kQkTJlCnTh2KFCnCmDFj6N27N/fu3ePzzz+nZMmS7Nixg0OHDrFmzRrgyWu4yP+VVsF7jsTHxxMUFESBAgX48MMP+e6774iIiGDmzJmWfgsZGRm0b9+eypUrM2PGDCtXLPKf5dygnzx5kp9++omHDx9apt3FxMQwd+5cmjZtiq+vb65RfOnp6Tg7O1urbJGntm/fPoKCgvDz8+PVV18lLi6O2NhYateuzbhx47h8+TLTp0/n/v37BAUFWa7nIrZs5syZ7Ny5E09PTwwGA4cOHWL48OG8//777Nu3j/Hjx1OtWjXee+89yyhWkedFeHg4y5YtY/r06QA4OTlZVgxbs2YN4eHhNGrUiEuXLnHv3j3Wr1+Pvb29RomITUlOTmbMmDEMHjyYihUrAo/uFTt06EBGRgbjx4+ndu3aODo6cujQIT7++GMSExPJnz8/rq6uhISEaLU7+cMpgHrOxMfHExgYSHp6OikpKcyfP5+GDRta+ig8fPiQPn360LRpU8uTGBFblfOL2vbt2xk7dixFihTh1q1blC1blrVr1wKwbt065s2bxxtvvEG3bt0sX6Aits5sNpOZmUlQUBCvvfYaQ4YMsbwXHR3NokWL6NmzJ/7+/hw8eJDIyEgmTpxoGe4uYqs2b97MjBkz+PTTT/Hy8uLQoUP07t2bZcuWUa5cOYoUKcLXX39NQEAAfn5+uc59EVvz3XffUadOHYxGI2azmV9++YUhQ4bQsmVLOnXqlGvbb775hhMnTpCamsq5c+coXLgw06ZNw8HBQSOfxCZlZGTg6OiI2Wy2TH3+vRDq9u3bpKSkYDQaKVCggFa7k2dC3cSeM+XKlWP+/Pm4ublRokQJy+s5fRSWLFnC5cuXefvtt61VoshTyQmfDh06xJgxYxg1ahRbtmxh7NixfP/993Tv3h14NB0vKCiIjRs3sn79ejIyMqxcucjTMRgMZGVlceHCBUqWLAlgOX+7detG8+bNWb16NQ8ePKBhw4YsWLBA4ZPYnBs3bvDrZ5WXL1+mdevWeHl5ERsby8CBAxk/fjyenp6MGjWKpKQkvL29iYqKIjAw0EqVi/xnixYtYtasWZZRSwaDAaPRyIULF7hz545lu6ysLDIyMoiIiODBgwcEBwezfPlyQkNDcXBwICsrS+GT2CRHR0fg0bmds/iDo6MjGzZswNHRkYkTJ3L06FGysrIoVKgQZcuW5dVXX1X4JM+MAqjnUNmyZZk9ezZms5lPPvmEb775BoAFCxYQERHB4sWLKV26tJWrFHnS3r17iYuLA/51c/7111/TpUsXOnXqRFpaGhs2bODtt9/m559/pkuXLgB06tSJmTNn0r17d8sXqcjzwMXFhbx583Lw4EHg0S+COSFUmTJlKFCggOWmJU+ePFarU+S3pKenExYWxqZNm4BHo7BNJhNXr17lxo0b7Nu3j+DgYIYPH07Xrl0xGAwcP36cY8eOAVC9enXLYikitmjAgAFERUVhMBiIj48nMzMTg8FAiRIlOHfuHMnJycCjB72Ojo5UrlyZ69evk52djcFgwGAwWBaXEHke/FYIFRISwoEDBzCZTNYuT14CCqCeU+XKlWPu3LncuXOHFStWEBgYyJIlS4iOjqZy5crWLk/kCRs3bqR///6sXLmSf/7zn8CjL8HTp0+TnJxMVlYWERER/OUvf2HcuHG89957nDx5kubNm3P8+HFatWpFmTJlrHwUIr8vZ5RIQkIC586d4/LlywC0bNmSuLg4wsPDgX89jYyPj6dYsWJPjC4RsRXOzs7kz5+fMWPG0KNHD6ZOncqDBw9o0KABcXFxDBo0iKFDh9KtWzfg0VL1RYsWfWIkn0aGiK1JSEjgzJkzwKNr8v79+2ndujU7d+7E1dWVPn36sGXLFiIjI7l58yYADx484PTp03h6euY6p9XzSZ43vw6h7t27x9y5c3n48KG1S5OXgOL651hOCNWnTx/u3r3LunXr1ChObFZKSgoAR44cwdHRkXfffZfKlSvTq1cv7OzsOHv2LJcuXaJt27YUKlSIggULUr16ddzd3cmfP791ixd5CgaDgR07djB16lRSU1MpU6YMPXv2xNfXlwsXLhATE8Px48epWbMm58+fZ+fOnaxZs0aj+sSmjRw5kv3793P06FH69++Pi4sLTZo0YcuWLZhMJgwGAykpKdy6dYuPP/6YwoULU6VKFWuXLfK7srKy2LJlC3FxcYSEhHD06FGqVavGO++8w0cffQRAq1atmD59OmPGjOH777/H2dmZ+/fvk5KSwtChQ618BCL/u8dDqF27dpGUlKTFfeRPoSbkL4DExEQASpUqZeVKRP49Pz8/Ll68CEC9evXo27cvZcuWBWDhwoV88cUX7NixA4ApU6aQmZlJcHAwDg4OVqtZ5GmdOnWKvn374u/vT/78+dmzZw/x8fH079+fFi1asHr1arZu3UpmZiYlS5YkICCA1157zdplizzh8ZW8bty4wUcffYSbmxvbtm1jwoQJdO7cmRs3bhAcHMy5c+e4efMmZcqUwcXFhaioKDVkFpt1584dChQowIkTJ+jatSuvvPIKWVlZxMTEUKhQIUaNGsX27duZOnUqrVq14tixY+zbt4+bN2/i6elJv379LDfumnYnLwKdy/Jn09n2AlDwJLYu50akbdu2nDlzhqJFi/Lpp5+SnZ1Nnz59qFixInnz5sXV1ZVly5Zx/fp1tm3bxooVKxQ+yXMhISGBr776ijZt2uDr6wtA1apV+eSTT1i0aBEZGRn06NGDHj16cP/+fRwcHHRui00ymUwYjY86NNy/f58iRYowf/58HB0dKVSoEBMmTACgc+fOhIWFkZiYyKVLl/Dw8KBGjRrY2dnphkZs0ujRo3F3d+fDDz+kRo0aNG7cmP3791O3bl3L1KPp06djNpsZPXo08GgkVK1atXJ9Ts5KYiIvAp3L8mfTCCgReSYyMzNxcHDI9SQ9Pj6efv36MX78eBwcHBg2bBiNGzdm4MCB2NvbM2TIENLT0zEajUybNk1TSsXmmc1m7ty5w4ABAzh37hxNmzZl9uzZlvfj4+NZvHgxZ8+epU2bNvTt29eK1Yr8e49fr5cvX87BgwdxdXWlY8eO1K1bF7PZzOzZs/nss8+YMGEC7dq148SJE9SqVcsy2kkjn8RWbdu2jebNm+Po6IjJZGL16tXY2dkxZcoUmjZtytChQylXrhwAo0aN4quvvmLcuHG0bt1aDwxERP4gCqBE5A8XExNDUlISbdu2fWJFxpiYGFatWsXq1avZu3cvU6dOpUGDBowaNQo3NzcePHiA2WzW8q9i8x6/Wd+/fz9z587l9u3bfPTRR/j4+Fi2i4+PZ9asWSQnJ7NkyRKd22KTHj+f58yZw2effUaLFi04ePAgefLkoX///rRp08YSQi1btoyCBQtSo0YNFixYoEbMYrOWLVtG+/btLdfeNWvWsHv3bkJCQihSpAjfffcdfn5+T4RQw4cP58aNG6xYscKa5YuIvFAUQInIHyomJoaPPvoIBwcH3NzcCAgIoFq1apbVGRMTE5kxYwYdOnTAx8eHTZs2MXfuXCpXrszgwYMpX768lY9A5N/LuVFPS0vDbDbj5OSEg4MDP/zwA5MmTbKsoNSkSRPLPhcvXsTFxYWiRYtasXKR3/Z4+HTlyhXGjx/PwIEDqVmzJgC9e/fm1q1b+Pn50aZNG+zt7dm2bRtnzpwhMDBQUzjEZp0+fZp33nmHtm3bMnLkSDw8PIiIiODzzz+nTJkyjB49muLFi/OPf/zDct3u3bs3P/74I61ataJIkSIKV0VE/kAKoETkD3Xx4kUCAwNJT0/H09OTq1evUqxYMSpWrMjQoUNxcXHhk08+YfPmzWzfvh2DwUBMTAyRkZEsX75cN+hi03Ju1Pfu3UtkZCQ3btwgMzOTTp060b17dy5fvszEiRMtIdRf//pXa5cs8ruioqJo0KCBZcTH8uXLiY6OxtXVlUWLFlGsWDEA0tLSCAgIsIRQrVq1yrV6o3o+iS07cOAAgwYNwsfHh0mTJpE3b15WrVrF+vXr8fT0ZOzYsZYQyt/fH0dHRzw9PYmJicHOzi5XXzQREfnfKIASkT/cxYsXCQgIoGLFirz++uvky5ePTz75BDc3N5o1a8a7777L9OnTqVmzJj179gQgNTUVV1dXK1cu8p/t27ePoKAg+vTpQ6lSpfjxxx/ZtWsXDRs2JDg4mDNnzhAaGkpmZibDhg2jQYMG1i5Z5Al79uxh7Nix+Pj48MEHH/DKK69w/fp1unfvzrVr11iyZAlNmza1bH///n0GDRpEXFwc06dPz/WeiK3bv38/AQEB+Pj4MGXKFPLmzUtUVBQbNmzIFUJduHCBCxcu4OPjo/BJROQZUAAlIs/EuXPnCAoKonjx4rz//vvUqlWL8PBwDh8+TFxcHJ6enpQuXZoFCxYAuaeAiNiqhw8fEhgYSKVKlQgKCrK8vnz5ciIiIvDz86N379588803fPbZZ0yZMoUSJUpYsWKR37d8+XI2bNiAl5cXfn5+/OUvf+HmzZt06NABDw8Pxo8fT7Vq1Szbp6WlMWfOHEaNGqVG42LTcn6nePx3i3379hEYGPhECLVx40ZKlizJyJEj8fT0tHyGGuqLiPzxFECJyDNz/vx5goKCcHd3Z/jw4dSqVYsHDx4QHR1NdHQ0d+/eZefOnRQoUMDapYo8ldTUVNq3b0///v1p164dGRkZlqlIY8aM4R//+AexsbE4ODiQnp6Os7OzlSsWedLjN9bLli1jw4YNVKlShffff59y5cqRlJREhw4dKF68OMHBwblCqN/6DBFb8viopbt372Jvb09WVhb58+fn22+/JTAwEG9vb0sItWrVKpYsWcI777zD0KFDrVy9iMiLTQGUiDxT8fHxBAUFkS9fPvr162dpzHzhwgXc3d3x8PCwcoUiv++3Rua1a9eO8uXLM3PmTABLCBUZGcm2bdtYu3at+uGIzXv8Jv33QqiOHTvi6enJ8OHDqV27tpUrFvnPHr9mL1myhAMHDnDlyhVcXFwYMGAArVq14sCBAwwcOJA33niDyZMnkzdvXnbs2MGbb76pUFVE5BnTpGYReabKlSvH3LlzSUlJITIykq+++gqAsmXLKnwSm5ZzI3PixAmio6MJDQ0lMTERb29vTp06RWRkJIBlBNSlS5coUaIEJpMJPdsRW2c0GjGZTMCjVe46dOjAjz/+SEREBPHx8RQtWpT169dz8uRJNm/ebN1iRZ5STvg0d+5cli1bRtu2benZsydVqlRh2LBhLF++nEaNGjFv3jy+/vprAgMDefDgAW+//TZ2dnZkZ2db+QhERF5sekQrIs9cTgjVq1cvNm7cSOPGjXFxcbF2WSL/lsFg4KuvvmL06NHUqVOHy5cvU6VKFTp16sSlS5dYv349x48fp1atWpw5c4YdO3awdu3aXKuDidiynBDKaDTSu3dvADZs2EBERIRlJNTBgwfJly+flSsVeXqJiYl8++23zJgxw9IsPzs7G09PT6ZPn87rr79OkyZNCA0NZeXKlbmu2RoBJSLybGkKnoj8aS5evIi9vT2lSpWydiki/9GlS5fo27cv/v7+dOrUCfjXao3//Oc/2b17N99++y0ZGRl4enoyaNAgKlSoYOWqRZ70+LSknMDp8Sl4j/99+fLlbNq0iZIlSzJmzBhLU2b1fJLnxalTp+jZsyeRkZGW/mVms5m0tDT8/f0pXbo0kydPzjVVWqvdiYj8OTQCSkT+NGXKlLF2CSK/KSQkhNq1a/P2229bXrt58yYmk4k6depYXnN2diYhIYF58+YRFBREQEAA6enp2NnZaeST2KTHb6x37tzJyZMnGTx4MA4ODpb3Hg+kfH19SU1NJSEhgeLFi1s+R+GT2KLf6tNnMplwdnYmMTGRKlWqYDQaMRgMuLq64uLigr29/RN9+hQ+iYj8OXS1FRGRl9qMGTNYtWoVpUuXzvV6WloaDx48ID093fKanZ0dJUqUYP/+/Rw7dgx4FEopfBJb9Hj4dPjwYVavXk1sbCwrV64kMzMzVx+ox/8eEBDAzJkzc70mYmtMJpMlfEpJSeHnn38GoEqVKlSqVImwsDB++ukny/bp6ek8fPhQo7BFRKxII6BEROSlNXXqVDZt2sSmTZuoUKFCrmlG1atXB2Dx4sXMmDGDPHnyAI+euNesWZNixYpZq2yRp5ITPk2bNo3Dhw/j7u6OyWRi9erVPHjwgPfffx9HR8dcI6FyRpQYDAbMZrNGhojNyjk358+fz759+zh//jxeXl60b9+e6dOnExAQwMCBA2ndujWFCxfmm2++4e7du/Tp08fKlYuIvLwUQImIyEspJCSETZs2ERUVRYUKFcjKyrJMy7h16xYeHh7MmDGDwYMH8+GHH+Ln54erqyuxsbHEx8er35M8F7Zv3862bdtYsmQJ5cuXx2g0Mn36dPbv34/RaMTPzy/XdLzHpzP9emqTiC34dc+yVatWMWzYMFxcXNi8eTMRERFcvXqVpUuXEhISwpEjR3B0dKRMmTIsXboUe3t79TQTEbESNSEXEZGXzscff8zatWtZu3YtZcuWzRU+RUZGEhcXx+TJk8mTJw/Hjh1j+PDhmEwmnJycsLe3Z9asWVSqVMnKRyHyny1btowdO3bw2WefYW9vj52dHffu3WPKlCkcOHAAX19fevXqhYODw2/20xGxVUePHuXw4cMULlyYzp07A3Dnzh0WLFjAwYMHmTFjBlWrViU1NRU7OzucnZ0Bcl3vRUTkz6Wrr4iIvFS2b99OREQE/fr1o2zZssC/GiyHh4ezePFiFi5caLlZqV27Nlu3buXChQuYzWY8PT3x8PCwWv0iv+e3VrtLSUkhLS0NR0dHDAYDGRkZuLm58cEHHxAbG8vWrVsxGo306tVLI0LkuXHx4kXee+89AIYOHQo8OucLFCjAsGHD2LdvH7GxsVStWhVXV1fLfmazWeGTiIgVaWK/iIi8VLy8vPjrX//KkSNHWLVqFfBoqtGSJUtYunQp8+fPp0GDBjw+QNhgMFC1alWqVaum8Els0uMNmR88eMCDBw8AaNGiBfHx8cybNw/A0jA/NTWVGjVq4OnpyZdffsm1a9esU7jIU8i5Huf8WaZMGZYsWYK7uzunTp0iIyMDg8GAyWTCxcUFLy8v7t+//8TnaISfiIh1KYASEZGXSsmSJRk/fjz58uVj06ZNxMbGEhERQWRkJKGhoTRq1Aj4143K3LlzWbhwIRkZGdYsW+R3Pd4s/NNPP2XgwIH4+vqya9cuKlasyNChQ1myZAkhISGcOnWKs2fPMnfuXEqWLMm0adM4c+YMhw8ftvJRiPy2x8PVe/fukZaWxr1792jatClTp05lz549hIWF8eDBA4xGIxkZGVy5coWiRYtauXIREfk19YASEZGX0pUrV5gyZQpnz57l9u3bLF68mAYNGuTqDzJ//nwWLlzI+vXr8fLysnLFIrmZzeZc4VNYWBjR0dE0b96cK1eu8I9//IPQ0FDeeusttm7dSmhoKEajEUdHR4oWLcqyZctwdnamW7duDBgwgMaNG1v5iERye7zheHh4OAcPHuTq1avkzZuXQYMG0axZM3bv3k1QUBBVqlShWLFi3Lt3j6SkJDZu3IiDg4OVj0BERB6nSdAiIvJSKlmyJB999BFTpkwhISGBq1evAljCp3nz5vHpp5+yYcMGKleubM1SRZ6Q0+8pZ2TIhQsXSElJYcmSJdSsWZPU1FTmz5/PiBEjyM7Opn379jRp0oSkpCSysrKoUqUKRqORuXPncv36dcqVK2flIxJ5Uk74NGfOHNasWcPgwYNJTU0lLi6OwMBAgoOD6dq1K3PnzmXkyJEkJiYyePBg2rVrh52dHZmZmQqhRERsiAIoERF5aXl6ejJ27FimTJnCmjVryMrKokuXLixatIiIiAhWr16t8ElszqhRo6hXrx7t2rUDYNeuXYwYMYJ8+fLRtWtXAFxdXQkICABgzJgxlhDKw8OD/fv3M2DAANLT04mPjyc8PJzixYtb7XhE/p1Lly6xb98+QkND+etf/wpAZmYmJUqUYNKkSbz++us0a9aMWbNmERAQwIkTJ2jZsiV58uRR+CQiYmPUA0pERF5qJUuWJDg4GA8PDz7//HN69uzJ4sWLiY6O1rQ7sTmpqal4eHjQpk0by2uvvvoq3t7e3Lx5k+TkZODR1CU3NzcGDRpEz549GTNmDPv27QOgXLlyFCxYkGbNmrFq1SoqVapklWMReRq//PILly9fpmDBgpbX7O3t6devH15eXmzYsIHs7GyaNm3KnDlziI2NZezYsdy7d8+KVYuIyG9RACUiIi+9nBDK3t6e+Ph41q5dq/BJbI7ZbMbV1ZXhw4fj4ODA2rVrWbx4MeXKlWPIkCHUr1+f/v37c+rUKYxGIyaTCVdXV/r3709wcDANGzYEoHjx4kydOpWePXtSunRpKx+VyL883po25+8mk4k8efKQmJiIyWQCHi0S4erqiqurK3Z2dtjZ2QHQrFkzpk2bxtGjR7VwhIiIDVITchERkf8vKSkJs9lMsWLFrF2KyO8ym808fPiQwMBArly5QufOnenZsydXrlxhwoQJHDt2jOjoaCpVqpSriTOQq8m+iC15/FzNzs4mNTWVfPnyAdCrVy+SkpKYNWuWZVp0eno6/v7+eHt74+fnZ+mLBpCWlkbevHmtcyAiIvK7FECJiIiI2LhfB0kAd+7cYerUqZw5c4b27dvTq1cvrl69yoQJEzhx4gSRkZFUq1bNShWLPL3Hz+/IyEiOHDnCDz/8QK1atWjRogX169fH19eX+/fv07JlSwoXLsyePXtITk5m06ZN2Nvb5wqgRETENimAEhEREbFhj9+c7969m/j4eDw8PGjfvj0pKSlMmjSJs2fP0r59e3x9fbl27RqBgYG4urry2WefWbl6kacXFhbGhg0b6NevH+XLl2fEiBE4OzuzcuVKXFxcmDhxImfOnMHZ2ZnSpUsTEhKCg4MD2dnZlml4IiJiuxRAiYiIiNiox0d1zJgxg88//5ySJUtSrlw5xo4di6urKykpKUyZMoXTp0/ToUMHevXqxa1btyhUqNATo6ZEbMnj5/f58+cJCAhgwoQJ1K9fn5MnT9KrVy9mzZpFgQIFKFKkCKVKleLevXvY2dnh4uICaFqpiMjzRL+ViIiIiNiYW7duAVhuzteuXcu2bdv49NNPWbduHWPHjiU5OZnY2FjS0tKYPHkylStX5tNPPyU2NpbChQtbGpGL2KrHp8w9fPgQs9lM/fr1+eqrr+jduzcjRozgzTffZOHChSxfvhwANzc3S/hkNpsVPomIPEd0xRYRERGxIR988IGl503OCJHz58/TrFkzKleuzIkTJ9iwYQO7d+/m7t27VK1alXnz5jFy5Eg8PT1p0aKF5bM0AkpszRdffMGFCxe4evUq1apVo2PHjuTJkwdHR0du3LhBWFgYq1atYsSIEXTt2hUAV1dX7t69+8RnqeeTiMjzRQGUiIiIiA3x8fGhXbt2ANy7dw93d3ecnJw4dOgQI0aMYPfu3dStW5fhw4dTvnx5unfvzqlTp3jjjTcYNGgQgHriiE3y9/cnOTnZEih5eHiQJ08eAMqXL4+3tzdLly6lS5culvApKyuL69ev06RJE2uWLiIifwAFUCIiIiI2pHPnzgAsX76cS5cuERQURNu2bUlOTubChQt8+OGHeHt7U6xYMdLS0qhYsSJOTk7Av3rqKHwSW9O3b1/u3r3L3LlzKV68eK7ReeHh4fz973+nf//+3L59m127dlGwYEEcHR05cOAADx8+pH///lasXkRE/ggKoERERESs7Msvv+TBgwe4uLjw9ttvA5CUlMSXX35J3rx56devH1OnTgUgIyODxMREkpOTGTlyJAaDgfr16wOakiS2KTIykrS0NBYtWkThwoXJzMy0BFDDhw9n69atbN++nfDwcCZPnszKlStZsWIF5cqVw9PTk/DwcOzt7TWyT0TkOadV8ERERESs6IMPPiA+Pp6kpCSMRiNvvfUWM2fOBOCTTz4hKiqKv//973Tr1o0iRYowdepUvvnmG/LmzUvevHmJiorSUvRi04KCgihRogQffvhhrpFPAQEBJCQk0LNnTzZv3kxqairh4eEULVqUlJQU3N3dLaGqVrsTEXn+6SouIiIiYiVdu3YlIyOD+fPnk52dzZ49e/jss8/48ssvadmyJf3798dsNhMdHQ3AgAED6NGjB7Vq1cLZ2RkfHx/s7Ox0cy42yWQykZKSwvHjx3nrrbcwGo2Wc3XFihX8/PPPREREULRoUYoVK0ZwcDDz589n3LhxuLq6WsInrXYnIvJi0JVcRERExAq6du3Kw4cPiYqKsiwr7+TkxIoVK8jIyLBsN2DAAACio6MxGAz06NGDtm3bWt7Pzs7WzbnYJKPRSIECBXBzc+PIkSO0bt3acq6+8847tG3blgIFCgBQpUoVUlNTKVWqFI6Ojrk+R1NLRUReDPptRURERORP5uvrS2ZmJjExMdjZ2ZGRkYGjoyOenp689tpreHh45Np+wIABmEwmFixYQIkSJejevbvlPU27E1tlNpvJzMzEy8uLH374gXPnzlG+fHkA3N3dc2177NgxXnnlFRo2bGjZV8GTiMiLxfifNxERERGRP0p4eDiHDx/m73//uyU8yhnxMWXKFI4dO0ZCQgLr16/n0KFDJCQkAI/65YSFhdGlSxer1S7y3zAYDDg6OtK7d28uXLhAZGQkN2/efGK7jIwMoqOjKVWqFJUrV7bsKyIiLxY1IRcRERH5EyUmJhISEsKdO3f429/+ZhnNFBgYyIEDB8ifPz+FChXihx9+ACBPnjw4OTkxZMgQS/ikhuPyvImJiWHixIm88cYbdO7cmUaNGpGamsqFCxdYtGgRV65cYdOmTTg4OGAymXI1KxcRkReDAigRERGRP9mVK1eYMmUKycnJdOvWjT179nDp0iVmzpxJsWLFcHd35+zZsyQlJfHDDz9w/fp1Jk2apF5P8twymUzs3LmTiRMnAlCoUCHu3btH6dKlcXd3Z/bs2Tg4OKihvojIC0wBlIiIiIgV5IRQP/74IwaDgfXr11OsWLF/u49uzuV5d/36dU6ePElCQgLu7u5Ur16dihUr5lohT0REXkwKoERERESs5Nq1a0yePJnr16/TvXt3OnXqBGiKnbx8NO1OROTFpwBKRERExIpyRkLdunWLTp060blzZ0CrgMmLS+e2iMjLSQGUiIiIiJXlhFB37tyhZcuW+Pr6WrskERERkT+UxrmKiIiIWFnJkiUJDg7GYDBw7tw59HxQREREXjQaASUiIiJiI27cuIGHhwdGo1HTlEREROSFogBKRERExMaoIbOIiIi8aBRAiYiIiIiIiIjIM6VHayIiIiIiIiIi8kwpgBIRERERERERkWdKAZSIiIiIiIiIiDxTCqBEREREREREROSZUgAlIiIiIiIiIiLPlAIoERERERERERF5phRAiYiIiPyPzp49y5AhQ2jUqBFeXl40btyYwYMHExcXZ+3S/itXrlyhQoUKbNy40dqliIiIyAvGYDabzdYuQkREROR5de7cOd59912qVq1K586d8fDw4OeffyYqKop//vOfrFy5kurVq1u7zKeSkZFBXFwcr7zyCgULFrR2OSIiIvICUQAlIiIi8j8YM2YMhw4d4quvvsLBwcHy+v3792nZsiUVKlQgPDzcihWKiIiIWJ+m4ImIiIj8D27dugXAr5/pubi4MHr0aFq2bGl5bdu2bbRv355q1arh7e1NaGgoGRkZlvfPnj1Lv379qFmzJjVr1mTgwIEkJiZa3v/uu++oUKEChw4dok+fPlSrVo2GDRsyY8YMsrKyLNslJyczceJEfHx88PLyom7dugwcOJArV65YtunRowfDhw8nMDCQmjVr4u/v/5tT8C5dukRgYCCNGjWievXq9OjRg2PHjv1xP0ARERF5KSiAEhEREfkfeHt7c+3aNbp06cKqVauIj4+3hFEtWrSgXbt2AKxZs4ahQ4fy+uuvs2DBAvr160d0dDQTJkwA4OLFi3Tp0oXbt28zffp0QkJCSExMpGvXrty+fTvX/zl8+HBq1arF4sWLadu2LZGRkaxfvx54FIT169ePAwcOMGzYMJYuXcqAAQM4ePAg48aNy/U5X375JQ4ODixcuJCePXs+cWznz5+nffv2JCYmEhwczMcff4zBYKBXr14cOXLkj/5RioiIyAvM3toFiIiIiDzPunXrxs2bN1m6dCmTJk0CoECBAjRu3JgePXpQrVo1TCYT8+fPp3nz5oSEhFj2ffjwIZs2bSIjI4MFCxaQJ08eli9fjqurKwANGjTgzTffJCIigpEjR1r269SpEwMHDrRss2vXLr7++mu6dOnCjRs3cHZ2ZuTIkdSuXRuAevXqceXKFdasWZOrdqPRyOTJk3FxcQHINUIKYMGCBTg4OLBixQrc3NyAR4FbmzZtCA0NJSYm5o/8UYqIiMgLTAGUiIiIyP8oKCgIX19fvv32Ww4dOsR3333Hli1b2Lp1K6NHj6Zx48bcunWLN998M9d+vr6++Pr6AnD48GHq1atHnjx5LNPpXF1dqV27NgcPHsy1X40aNXL9u1ixYty/fx+AokWLsmLFCgCuXbtGQkIC8fHxHD9+nMzMzFz7lSxZ0hI+/ZYjR47g4+NjCZ8A7O3tad26NQsXLiQtLY28efP+Fz8pEREReVkpgBIRERH5A+TLl482bdrQpk0bAOLi4hgxYgQff/wxXl5eABQqVOh397979y6xsbHExsY+8d6vV6TLkydPrn8bjcZcPai++OILZs+ezfXr18mfPz8VK1Z8Yh8ADw+Pf3tMKSkpv7mNh4cHZrOZ1NRUBVAiIiLyVBRAiYiIiPwfJSUl0aFDB4KCgujUqVOu9ypVqsTgwYMZOHAg2dnZwKPm4I+7e/cup06donr16ri5udGwYUN69+79xP9jb//0v7IdPXqUkSNH8t577+Hn50exYsUAmDlz5n/dPDxfvnyWJuuPu3nzJvBoqqGIiIjI01ATchEREZH/Iw8PD+zt7YmOjubhw4dPvH/hwgWcnJwoX748BQoUYPfu3bne37JlC3379uXhw4fUrVuX8+fP8/rrr1OlShWqVKmCl5cXy5cvZ+fOnU9d04kTJzCZTAQGBlrCp+zsbMs0PpPJ9NSfVadOHfbu3cu9e/csr2VnZ7Nt2zaqVKmCo6PjU3+WiIiIvNw0AkpERETk/8jOzo4JEyYwcOBAOnToQPfu3SlXrhzp6ekcOHCAVatWERQURIECBRg0aBCTJk1iwoQJNG/enEuXLjFnzhy6du1KwYIFGTBgAF26dKFfv3507doVJycn1q5dy65du5g3b95T11S1alUAJk2aRIcOHfjll1+Iiori9OnTANy/f9/S5Pw/CQgIYN++ffTs2RN/f38cHR2JiooiMTGRiIiI//4HJiIiIi8tBVAiIiIi/wNvb2/WrVvH0qVLWbx4McnJyTg6OlKpUiXCwsJ46623AOjevTsuLi4sXbqU9evXU7RoUfr06YO/vz8AFStWZNWqVYSFhTFixAjMZjOvvfYaCxcupFmzZk9dT7169Rg3bhzLli1j+/bteHh4UK9ePRYsWMDAgQM5duwYTZs2farPKl++PNHR0cyePZsxY8ZgMBioWrUqK1assKywJyIiIvI0DObHO1aKiIiIiIiIiIj8wdQDSkREREREREREnikFUCIiIiIiIiIi8kwpgBIRERERERERkWdKAZSIiIiIiIiIiDxTCqBEREREREREROSZUgAlIiIiIiIiIiLPlAIoERERERERERF5phRAiYiIiIiIiIjIM6UASkREREREREREnikFUCIiIiIiIiIi8kwpgBIRERERERERkWdKAZSIiIiIiIiIiDxT/w9zNUvxd2y/nAAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def detailed_scenario_analysis(weights, returns, scenarios):\n", + " portfolio_returns = np.sum(returns * weights, axis=1)\n", + " base_performance = {\n", + " 'Mean Return': portfolio_returns.mean() * 252,\n", + " 'Volatility': portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (portfolio_returns.mean() * 252 - risk_free_rate) / (portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': portfolio_returns[portfolio_returns <= np.percentile(portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (portfolio_returns.cumsum() - portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " scenario_results = {'Base Case': base_performance}\n", + " \n", + " for scenario, shocks in scenarios.items():\n", + " shocked_returns = returns.copy()\n", + " for asset, shock in shocks.items():\n", + " shocked_returns[asset] += shock\n", + " \n", + " scenario_portfolio_returns = np.sum(shocked_returns * weights, axis=1)\n", + " scenario_results[scenario] = {\n", + " 'Mean Return': scenario_portfolio_returns.mean() * 252,\n", + " 'Volatility': scenario_portfolio_returns.std() * np.sqrt(252),\n", + " 'Sharpe Ratio': (scenario_portfolio_returns.mean() * 252 - risk_free_rate) / (scenario_portfolio_returns.std() * np.sqrt(252)),\n", + " 'VaR 95%': np.percentile(scenario_portfolio_returns, 5) * np.sqrt(252),\n", + " 'CVaR 95%': scenario_portfolio_returns[scenario_portfolio_returns <= np.percentile(scenario_portfolio_returns, 5)].mean() * np.sqrt(252),\n", + " 'Max Drawdown': (scenario_portfolio_returns.cumsum() - scenario_portfolio_returns.cumsum().cummax()).min()\n", + " }\n", + " \n", + " return pd.DataFrame(scenario_results).T\n", + "\n", + "# Define more detailed scenarios\n", + "detailed_scenarios = {\n", + " 'Market Crash': {'US Large Cap': -0.4, 'US Small Cap': -0.5, 'International Developed': -0.35, 'Emerging Markets': -0.45, 'US Aggregate Bonds': 0.05, 'US Treasury Bonds': 0.1, 'Real Estate': -0.3, 'Gold': 0.15, 'Commodities': -0.25},\n", + " 'Economic Boom': {'US Large Cap': 0.25, 'US Small Cap': 0.3, 'International Developed': 0.2, 'Emerging Markets': 0.35, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.2, 'Gold': -0.1, 'Commodities': 0.15},\n", + " 'Rising Interest Rates': {'US Large Cap': -0.1, 'US Small Cap': -0.15, 'International Developed': -0.05, 'Emerging Markets': -0.1, 'US Aggregate Bonds': -0.2, 'US Treasury Bonds': -0.25, 'Real Estate': -0.15, 'Gold': -0.05, 'Commodities': 0.05},\n", + " 'Geopolitical Tension': {'US Large Cap': -0.15, 'US Small Cap': -0.2, 'International Developed': -0.25, 'Emerging Markets': -0.3, 'US Aggregate Bonds': 0.1, 'US Treasury Bonds': 0.15, 'Real Estate': -0.1, 'Gold': 0.25, 'Commodities': 0.2},\n", + " 'Tech Boom': {'US Large Cap': 0.3, 'US Small Cap': 0.35, 'International Developed': 0.2, 'Emerging Markets': 0.25, 'US Aggregate Bonds': -0.05, 'US Treasury Bonds': -0.1, 'Real Estate': 0.1, 'Gold': -0.05, 'Commodities': 0},\n", + "}\n", + "\n", + "# Run detailed scenario analysis\n", + "detailed_scenario_results = detailed_scenario_analysis(optimal_weights, returns, detailed_scenarios)\n", + "print(detailed_scenario_results)\n", + "\n", + "# Visualize scenario analysis results\n", + "plt.figure(figsize=(15, 10))\n", + "detailed_scenario_results[['Mean Return', 'Volatility', 'Sharpe Ratio', 'VaR 95%', 'CVaR 95%']].plot(kind='bar', subplots=True, layout=(3,2), sharex=False, figsize=(15,20))\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# Visualize max drawdown for each scenario\n", + "plt.figure(figsize=(12, 6))\n", + "detailed_scenario_results['Max Drawdown'].plot(kind='bar')\n", + "plt.title('Max Drawdown Under Different Scenarios')\n", + "plt.xlabel('Scenario')\n", + "plt.ylabel('Max Drawdown')\n", + "plt.xticks(rotation=45, ha='right')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "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": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +}