{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## **Assignment 1: Boolean Search, Topic Modeling, and Sentiment Analysis**\n",
    "\n",
    "**Purpose:**\n",
    "This assignment introduces you to key techniques—Boolean search, topic modeling, and sentiment analysis—for extracting and analyzing information from textual data.\n",
    "\n",
    "**Background:**\n",
    "Congratulations! As a recent BI graduate, you've been hired as an analyst for a presidential campaign, tasked with analyzing the relationship between State of the Union speeches and yearly GDP growth. The campaign team speculates that highly positive speeches may correlate with stronger economic performance.\n",
    "\n",
    "Drawing on your expertise from the \"Text as Data\" course, you will assess this hypothesis using a dataset of State of the Union speeches and corresponding GDP growth rates. The dataset is available here: State of the Union Corpus (1989-2017) on Kaggle.\n",
    "\n",
    "You are free to analyze either the entire dataset or a selected subset—just remember to specify and justify your choice of years if you use a subset.\n",
    "\n",
    "The objective of this assignment is to familiarize you with the tools and techniques, not to prove a definitive link between speech sentiment and economic growth. Use this opportunity to explore the methods provided and answer the guiding questions in your final report. Note that the code here is a starting point, and this document is for reference only. You don’t need to submit this notebook.\n",
    "\n",
    "The assignment is organized into three sections—Boolean Search, Topic Modeling, and Sentiment Analysis—each with tasks for you to complete.\n",
    "\n",
    "**Delivery:**\n",
    "The answers to the questions in this assignment should be delivered in pdf format. Clearly state the ordering of the answers, e.g., 1a), 1b) etc. Figures and tables that accompany your answers must be copied into the pdf document and clearly referenced in the text. The whole pdf document should not be longer than maximum 5 pages. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Before we start we need to load some libraries\n",
    "\n",
    "# Import standard libraries\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "import os\n",
    "%matplotlib inline\n",
    "\n",
    "# For text processing\n",
    "import re\n",
    "import nltk\n",
    "from nltk.tokenize import word_tokenize\n",
    "from nltk.stem import WordNetLemmatizer\n",
    "from nltk.corpus import stopwords\n",
    "\n",
    "# For sentiment analysis\n",
    "from nltk.sentiment import SentimentIntensityAnalyzer\n",
    "\n",
    "# For topic modeling\n",
    "from sklearn.decomposition import LatentDirichletAllocation\n",
    "from sklearn.feature_extraction.text import CountVectorizer\n",
    "\n",
    "# For visualization (pip install pyLDAvis)\n",
    "import pyLDAvis\n",
    "import pyLDAvis.lda_model\n",
    "\n",
    "# For word cloud visualization\n",
    "from wordcloud import WordCloud\n",
    "\n",
    "# For regression analysis\n",
    "import statsmodels.api as sm\n",
    "\n",
    "# For statistical analysis\n",
    "from scipy.stats import pearsonr\n",
    "\n",
    "# For sentiment analysis (conda install conda-forge::vadersentiment)\n",
    "from vaderSentiment.vaderSentiment import SentimentIntensityAnalyzer\n",
    "\n",
    "# Download NLTK data files (only need to run once)\n",
    "#nltk.download('punkt')\n",
    "#nltk.download('stopwords')\n",
    "#nltk.download('vader_lexicon')\n",
    "#nltk.download('wordnet')\n",
    "#nltk.download('punkt_tab')\n",
    "\n",
    "# Ignore FutureWarnings\n",
    "import warnings\n",
    "warnings.simplefilter(action='ignore', category=FutureWarning)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   president  year                                               text\n",
      "0     Reagan  1982  Mr. Speaker, Mr. President, distinguished Memb...\n",
      "1  Roosevelt  1902  To the Senate and House of Representatives:\\n\\...\n",
      "2     Wilson  1914  GENTLEMEN OF THE CONGRESS:\\n\\nThe session upon...\n",
      "3       Taft  1911  PART I\\n\\nThis message is the first of several...\n",
      "4    Madison  1814  Fellow-Citizens of the Senate and House of Rep...\n"
     ]
    }
   ],
   "source": [
    "# Load the dataset (adjust the file path as needed)\n",
    "\n",
    "# Define the path to your speech files\n",
    "speech_directory = 'data/sotu/'  # Replace with your actual path\n",
    "\n",
    "# Get a list of all .txt files in the directory\n",
    "speech_files = [f for f in os.listdir(speech_directory) if f.endswith('.txt')]\n",
    "\n",
    "# Initialize lists to store data\n",
    "presidents = []\n",
    "years = []\n",
    "texts = []\n",
    "\n",
    "# Loop through each file and extract data\n",
    "for filename in speech_files:\n",
    "    # Extract president and year from the filename\n",
    "    name_year = filename.replace('.txt', '')\n",
    "    try:\n",
    "        president, year = name_year.rsplit('_', 1)\n",
    "    except ValueError:\n",
    "        # Handle files that do not follow the expected naming convention\n",
    "        print(f\"Filename '{filename}' does not match the expected format.\")\n",
    "        continue\n",
    "    \n",
    "    # Read the text content of the file\n",
    "    with open(os.path.join(speech_directory, filename), 'r', encoding='utf-8') as file:\n",
    "        text = file.read()\n",
    "    \n",
    "    # Append the data to the lists\n",
    "    presidents.append(president)\n",
    "    years.append(int(year))\n",
    "    texts.append(text)\n",
    "\n",
    "# Create a DataFrame from the lists\n",
    "data = pd.DataFrame({\n",
    "    'president': presidents,\n",
    "    'year': years,\n",
    "    'text': texts\n",
    "})\n",
    "\n",
    "# Preview the DataFrame\n",
    "print(data.head())\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of speeches after 1980: 39\n",
      "  president  year                                               text\n",
      "0    Reagan  1982  Mr. Speaker, Mr. President, distinguished Memb...\n",
      "1    Reagan  1983  Mr. Speaker, Mr. President, distinguished Memb...\n",
      "2    Reagan  1984  Mr. Speaker, Mr. President, distinguished Memb...\n",
      "3    Reagan  1985  Mr. Speaker, Mr. President, distinguished Memb...\n",
      "4    Reagan  1987  Mr. Speaker, Mr. President, distinguished Memb...\n"
     ]
    }
   ],
   "source": [
    "# Filter speeches from 1980 onwards\n",
    "data = data[data['year'] >= 1980].reset_index(drop=True)\n",
    "print(f\"Number of speeches after 1980: {len(data)}\")\n",
    "print(data.head())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "         gdp  gdp_growth  year\n",
      "0  249.61550    0.022315  1947\n",
      "1  274.46775    0.019321  1948\n",
      "2  272.47525   -0.008758  1949\n",
      "3  299.82725    0.042795  1950\n",
      "4  346.91325    0.027275  1951\n"
     ]
    }
   ],
   "source": [
    "# Load GDP data\n",
    "gdp_data = pd.read_csv('data/GDP.csv')\n",
    "\n",
    "# Calculate percentage change in GDP\n",
    "gdp_data['gdp_growth'] = gdp_data['GDP'].pct_change()\n",
    "gdp_data.DATE = pd.to_datetime(gdp_data.DATE)\n",
    "gdp_data = gdp_data.resample('YE', on='DATE').mean()\n",
    "gdp_data['year'] = gdp_data.index.year\n",
    "gdp_data.columns = ['gdp', 'gdp_growth', 'year']\n",
    "gdp_data.index.name = None\n",
    "gdp_data.reset_index(drop=True, inplace=True)\n",
    "\n",
    "\n",
    "# Inspect the data\n",
    "print(gdp_data.head())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>president</th>\n",
       "      <th>year</th>\n",
       "      <th>text</th>\n",
       "      <th>gdp</th>\n",
       "      <th>gdp_growth</th>\n",
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       "      <td>Carter</td>\n",
       "      <td>1980</td>\n",
       "      <td>This last few months has not been an easy time...</td>\n",
       "      <td>2857.30850</td>\n",
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       "      <td>Carter</td>\n",
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       "      <td>Reagan</td>\n",
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       "      <th>4</th>\n",
       "      <td>Reagan</td>\n",
       "      <td>1984</td>\n",
       "      <td>Mr. Speaker, Mr. President, distinguished Memb...</td>\n",
       "      <td>4037.61400</td>\n",
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      "text/plain": [
       "  president  year                                               text  \\\n",
       "0    Carter  1980  This last few months has not been an easy time...   \n",
       "1    Carter  1981  To the Congress of the United States:\\n\\nThe S...   \n",
       "2    Reagan  1982  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "3    Reagan  1983  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "4    Reagan  1984  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "\n",
       "          gdp  gdp_growth  \n",
       "0  2857.30850    0.023308  \n",
       "1  3207.04125    0.023979  \n",
       "2  3343.78925    0.009175  \n",
       "3  3634.03650    0.027653  \n",
       "4  4037.61400    0.022554  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Merge the speech data with GDP data on 'year'\n",
    "merged_data = pd.merge(data, gdp_data, on='year', how='inner')\n",
    "merged_data = merged_data.sort_values('year').reset_index(drop=True)\n",
    "\n",
    "# Display the first few rows of the merged data\n",
    "merged_data.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### **Part 1: Boolean Search and Text Regression**\n",
    "\n",
    "**A. Conceptual Discussion:**  \n",
    "Describe in words how you could use Boolean search-based techniques in combination with text regressions to address the hypothesis that positive sentiment in speeches is associated with higher GDP growth. Discuss both the strengths and weaknesses of this approach.\n",
    "\n",
    "**B. Practical Application:**  \n",
    "Using the provided Python scripts (you may need to adjust file paths), execute the approach you described in part (a). Interpret the regression output. Can I trust this result? How sensitive are your results to the specific terms you have chosen for your Boolean search? Try at least five different specifications. Do you think this analysis captures a true causal realtionship or just a correlation? "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*Below you can find the Python code for B*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Search Terms: ['great', 'strong', 'positive', 'growth', 'progress', 'prosperity', 'success']\n"
     ]
    }
   ],
   "source": [
    "# Boolean search\n",
    "# Define your list of search terms\n",
    "search_terms = ['great', 'strong', 'positive', 'growth', 'progress', 'prosperity', 'success']\n",
    "\n",
    "# Convert the list to a set for efficient searching (also removes duplicates)\n",
    "search_terms_set = set(search_terms)\n",
    "\n",
    "# Display the search terms\n",
    "print(\"Search Terms:\", search_terms)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>president</th>\n",
       "      <th>year</th>\n",
       "      <th>text</th>\n",
       "      <th>gdp</th>\n",
       "      <th>gdp_growth</th>\n",
       "      <th>term_count</th>\n",
       "      <th>word_count</th>\n",
       "      <th>term_frequency</th>\n",
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       "  <tbody>\n",
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       "      <td>0.022554</td>\n",
       "      <td>30</td>\n",
       "      <td>5098</td>\n",
       "      <td>0.005885</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
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      ],
      "text/plain": [
       "  president  year                                               text  \\\n",
       "0    Carter  1980  This last few months has not been an easy time...   \n",
       "1    Carter  1981  To the Congress of the United States:\\n\\nThe S...   \n",
       "2    Reagan  1982  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "3    Reagan  1983  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "4    Reagan  1984  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "\n",
       "          gdp  gdp_growth  term_count  word_count  term_frequency  \n",
       "0  2857.30850    0.023308          20        3466        0.005770  \n",
       "1  3207.04125    0.023979         128       34177        0.003745  \n",
       "2  3343.78925    0.009175          21        5326        0.003943  \n",
       "3  3634.03650    0.027653          28        5720        0.004895  \n",
       "4  4037.61400    0.022554          30        5098        0.005885  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Function to count search terms in text\n",
    "def count_search_terms(text, search_terms_set):\n",
    "    # Convert text to lowercase and split into words\n",
    "    words = re.findall(r'\\b\\w+\\b', text.lower())\n",
    "    # Count how many times search terms appear\n",
    "    count = sum(1 for word in words if word in search_terms_set)\n",
    "    return count\n",
    "\n",
    "# Apply the function to each speech\n",
    "merged_data['term_count'] = merged_data['text'].apply(lambda x: count_search_terms(x, search_terms_set))\n",
    "\n",
    "# Calculate total word count for each speech\n",
    "merged_data['word_count'] = merged_data['text'].apply(lambda x: len(re.findall(r'\\b\\w+\\b', x)))\n",
    "\n",
    "# Compute term frequency (proportion of search terms)\n",
    "merged_data['term_frequency'] = merged_data['term_count'] / merged_data['word_count']\n",
    "\n",
    "# Preview the data\n",
    "merged_data[['year', 'president', 'term_count', 'word_count', 'term_frequency']].head()\n",
    "\n",
    "merged_data.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot term frequency over time\n",
    "plt.figure(figsize=(8, 4))\n",
    "plt.plot(merged_data['year'], merged_data['term_frequency'], marker='o')\n",
    "plt.title('Term Frequency Over Time')\n",
    "plt.xlabel('Year')\n",
    "plt.ylabel('Term Frequency')\n",
    "plt.grid(True)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                            OLS Regression Results                            \n",
      "==============================================================================\n",
      "Dep. Variable:             gdp_growth   R-squared:                       0.151\n",
      "Model:                            OLS   Adj. R-squared:                  0.128\n",
      "Method:                 Least Squares   F-statistic:                     6.567\n",
      "Date:                Wed, 29 Oct 2025   Prob (F-statistic):             0.0146\n",
      "Time:                        08:31:10   Log-Likelihood:                 149.51\n",
      "No. Observations:                  39   AIC:                            -295.0\n",
      "Df Residuals:                      37   BIC:                            -291.7\n",
      "Df Model:                           1                                         \n",
      "Covariance Type:            nonrobust                                         \n",
      "==================================================================================\n",
      "                     coef    std err          t      P>|t|      [0.025      0.975]\n",
      "----------------------------------------------------------------------------------\n",
      "const              0.0066      0.003      2.449      0.019       0.001       0.012\n",
      "term_frequency     1.7450      0.681      2.563      0.015       0.365       3.125\n",
      "==============================================================================\n",
      "Omnibus:                        1.878   Durbin-Watson:                   1.408\n",
      "Prob(Omnibus):                  0.391   Jarque-Bera (JB):                0.914\n",
      "Skew:                          -0.113   Prob(JB):                        0.633\n",
      "Kurtosis:                       3.715   Cond. No.                         791.\n",
      "==============================================================================\n",
      "\n",
      "Notes:\n",
      "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n"
     ]
    }
   ],
   "source": [
    "# Prepare data for regression and estimate a simple linear regression model\n",
    "X = merged_data[['term_frequency']]  # Independent variable\n",
    "Y = merged_data['gdp_growth']        # Dependent variable\n",
    "\n",
    "# Add a constant term (intercept) to the model\n",
    "X = sm.add_constant(X)\n",
    "\n",
    "# Fit the regression model\n",
    "model = sm.OLS(Y, X).fit()\n",
    "\n",
    "# Print the regression results\n",
    "print(model.summary())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### **Part 2: Topic Modeling**\n",
    "\n",
    "The campaign team is also interested in understanding the topics that former presidents have discussed in their speeches.\n",
    "\n",
    "**C. Topic Decomposition:**  \n",
    "Perform a topic modeling analysis on the State of the Union corpus. Decide on the number of topics to extract and justify your choice. Discuss the data pre-processing steps (e.g., tokenization, stop-word removal, stemming) you perform before estimating the topics.\n",
    "\n",
    "**D. Visualization:**  \n",
    "Create word clouds for each identified topic. Can you associate specific themes with particular topics based on the prominent words?\n",
    "\n",
    "**E. Presidential Focus:**  \n",
    "Analyze the importance of the different topics for each president. Illustrate your findings with appropriate figures or charts.\n",
    "\n",
    "**F. Economic Correlation:**  \n",
    "Investigate whether there is any correlation between the strength of the economy (e.g., GDP growth rate) and the topics presidents discuss in their speeches."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*C. Topic Decomposition*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>year</th>\n",
       "      <th>president</th>\n",
       "      <th>preprocessed_text</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1982</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>speaker president distinguished member congres...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1983</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>speaker president distinguished member congres...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1984</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>speaker president distinguished member congres...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1985</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>speaker president distinguished member congres...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1987</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>speaker president distinguished member congres...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   year president                                  preprocessed_text\n",
       "0  1982    Reagan  speaker president distinguished member congres...\n",
       "1  1983    Reagan  speaker president distinguished member congres...\n",
       "2  1984    Reagan  speaker president distinguished member congres...\n",
       "3  1985    Reagan  speaker president distinguished member congres...\n",
       "4  1987    Reagan  speaker president distinguished member congres..."
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Define a function for text pre-processing\n",
    "def preprocess_text(text):\n",
    "    # Convert to lowercase\n",
    "    text = text.lower()\n",
    "    # Tokenize the text\n",
    "    tokens = word_tokenize(text)\n",
    "    # Remove stop words and punctuation\n",
    "    stop_words = set(stopwords.words('english'))\n",
    "    tokens = [word for word in tokens if word.isalpha() and word not in stop_words]\n",
    "    # Lemmatize the tokens\n",
    "    lemmatizer = WordNetLemmatizer()\n",
    "    tokens = [lemmatizer.lemmatize(word) for word in tokens]\n",
    "    # Join tokens back into a single string\n",
    "    preprocessed_text = ' '.join(tokens)\n",
    "    return preprocessed_text\n",
    "\n",
    "# Apply the pre-processing function to the text column\n",
    "data['preprocessed_text'] = data['text'].apply(preprocess_text)\n",
    "\n",
    "# Preview the preprocessed text\n",
    "data[['year', 'president', 'preprocessed_text']].head()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of topics chosen: 5\n"
     ]
    }
   ],
   "source": [
    "# Define the number of topics\n",
    "num_topics = 5  # You can change this number and observe the results\n",
    "\n",
    "print(f\"Number of topics chosen: {num_topics}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Initialize CountVectorizer\n",
    "vectorizer = CountVectorizer(max_df=0.95, min_df=2, stop_words='english')\n",
    "\n",
    "# Fit and transform the preprocessed text data\n",
    "dtm = vectorizer.fit_transform(data['preprocessed_text'])\n",
    "\n",
    "# Get feature names to use later\n",
    "feature_names = vectorizer.get_feature_names_out()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style>#sk-container-id-1 {\n",
       "  /* Definition of color scheme common for light and dark mode */\n",
       "  --sklearn-color-text: black;\n",
       "  --sklearn-color-line: gray;\n",
       "  /* Definition of color scheme for unfitted estimators */\n",
       "  --sklearn-color-unfitted-level-0: #fff5e6;\n",
       "  --sklearn-color-unfitted-level-1: #f6e4d2;\n",
       "  --sklearn-color-unfitted-level-2: #ffe0b3;\n",
       "  --sklearn-color-unfitted-level-3: chocolate;\n",
       "  /* Definition of color scheme for fitted estimators */\n",
       "  --sklearn-color-fitted-level-0: #f0f8ff;\n",
       "  --sklearn-color-fitted-level-1: #d4ebff;\n",
       "  --sklearn-color-fitted-level-2: #b3dbfd;\n",
       "  --sklearn-color-fitted-level-3: cornflowerblue;\n",
       "\n",
       "  /* Specific color for light theme */\n",
       "  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
       "  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));\n",
       "  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
       "  --sklearn-color-icon: #696969;\n",
       "\n",
       "  @media (prefers-color-scheme: dark) {\n",
       "    /* Redefinition of color scheme for dark theme */\n",
       "    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
       "    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));\n",
       "    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
       "    --sklearn-color-icon: #878787;\n",
       "  }\n",
       "}\n",
       "\n",
       "#sk-container-id-1 {\n",
       "  color: var(--sklearn-color-text);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 pre {\n",
       "  padding: 0;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 input.sk-hidden--visually {\n",
       "  border: 0;\n",
       "  clip: rect(1px 1px 1px 1px);\n",
       "  clip: rect(1px, 1px, 1px, 1px);\n",
       "  height: 1px;\n",
       "  margin: -1px;\n",
       "  overflow: hidden;\n",
       "  padding: 0;\n",
       "  position: absolute;\n",
       "  width: 1px;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-dashed-wrapped {\n",
       "  border: 1px dashed var(--sklearn-color-line);\n",
       "  margin: 0 0.4em 0.5em 0.4em;\n",
       "  box-sizing: border-box;\n",
       "  padding-bottom: 0.4em;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-container {\n",
       "  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`\n",
       "     but bootstrap.min.css set `[hidden] { display: none !important; }`\n",
       "     so we also need the `!important` here to be able to override the\n",
       "     default hidden behavior on the sphinx rendered scikit-learn.org.\n",
       "     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */\n",
       "  display: inline-block !important;\n",
       "  position: relative;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-text-repr-fallback {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       "div.sk-parallel-item,\n",
       "div.sk-serial,\n",
       "div.sk-item {\n",
       "  /* draw centered vertical line to link estimators */\n",
       "  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));\n",
       "  background-size: 2px 100%;\n",
       "  background-repeat: no-repeat;\n",
       "  background-position: center center;\n",
       "}\n",
       "\n",
       "/* Parallel-specific style estimator block */\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item::after {\n",
       "  content: \"\";\n",
       "  width: 100%;\n",
       "  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);\n",
       "  flex-grow: 1;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel {\n",
       "  display: flex;\n",
       "  align-items: stretch;\n",
       "  justify-content: center;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "  position: relative;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item {\n",
       "  display: flex;\n",
       "  flex-direction: column;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item:first-child::after {\n",
       "  align-self: flex-end;\n",
       "  width: 50%;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item:last-child::after {\n",
       "  align-self: flex-start;\n",
       "  width: 50%;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item:only-child::after {\n",
       "  width: 0;\n",
       "}\n",
       "\n",
       "/* Serial-specific style estimator block */\n",
       "\n",
       "#sk-container-id-1 div.sk-serial {\n",
       "  display: flex;\n",
       "  flex-direction: column;\n",
       "  align-items: center;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "  padding-right: 1em;\n",
       "  padding-left: 1em;\n",
       "}\n",
       "\n",
       "\n",
       "/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is\n",
       "clickable and can be expanded/collapsed.\n",
       "- Pipeline and ColumnTransformer use this feature and define the default style\n",
       "- Estimators will overwrite some part of the style using the `sk-estimator` class\n",
       "*/\n",
       "\n",
       "/* Pipeline and ColumnTransformer style (default) */\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable {\n",
       "  /* Default theme specific background. It is overwritten whether we have a\n",
       "  specific estimator or a Pipeline/ColumnTransformer */\n",
       "  background-color: var(--sklearn-color-background);\n",
       "}\n",
       "\n",
       "/* Toggleable label */\n",
       "#sk-container-id-1 label.sk-toggleable__label {\n",
       "  cursor: pointer;\n",
       "  display: block;\n",
       "  width: 100%;\n",
       "  margin-bottom: 0;\n",
       "  padding: 0.5em;\n",
       "  box-sizing: border-box;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 label.sk-toggleable__label-arrow:before {\n",
       "  /* Arrow on the left of the label */\n",
       "  content: \"▸\";\n",
       "  float: left;\n",
       "  margin-right: 0.25em;\n",
       "  color: var(--sklearn-color-icon);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {\n",
       "  color: var(--sklearn-color-text);\n",
       "}\n",
       "\n",
       "/* Toggleable content - dropdown */\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable__content {\n",
       "  max-height: 0;\n",
       "  max-width: 0;\n",
       "  overflow: hidden;\n",
       "  text-align: left;\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable__content.fitted {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable__content pre {\n",
       "  margin: 0.2em;\n",
       "  border-radius: 0.25em;\n",
       "  color: var(--sklearn-color-text);\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable__content.fitted pre {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {\n",
       "  /* Expand drop-down */\n",
       "  max-height: 200px;\n",
       "  max-width: 100%;\n",
       "  overflow: auto;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {\n",
       "  content: \"▾\";\n",
       "}\n",
       "\n",
       "/* Pipeline/ColumnTransformer-specific style */\n",
       "\n",
       "#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
       "  color: var(--sklearn-color-text);\n",
       "  background-color: var(--sklearn-color-unfitted-level-2);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-label.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
       "  background-color: var(--sklearn-color-fitted-level-2);\n",
       "}\n",
       "\n",
       "/* Estimator-specific style */\n",
       "\n",
       "/* Colorize estimator box */\n",
       "#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-2);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-estimator.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-2);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-label label.sk-toggleable__label,\n",
       "#sk-container-id-1 div.sk-label label {\n",
       "  /* The background is the default theme color */\n",
       "  color: var(--sklearn-color-text-on-default-background);\n",
       "}\n",
       "\n",
       "/* On hover, darken the color of the background */\n",
       "#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {\n",
       "  color: var(--sklearn-color-text);\n",
       "  background-color: var(--sklearn-color-unfitted-level-2);\n",
       "}\n",
       "\n",
       "/* Label box, darken color on hover, fitted */\n",
       "#sk-container-id-1 div.sk-label.fitted:hover label.sk-toggleable__label.fitted {\n",
       "  color: var(--sklearn-color-text);\n",
       "  background-color: var(--sklearn-color-fitted-level-2);\n",
       "}\n",
       "\n",
       "/* Estimator label */\n",
       "\n",
       "#sk-container-id-1 div.sk-label label {\n",
       "  font-family: monospace;\n",
       "  font-weight: bold;\n",
       "  display: inline-block;\n",
       "  line-height: 1.2em;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-label-container {\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       "/* Estimator-specific */\n",
       "#sk-container-id-1 div.sk-estimator {\n",
       "  font-family: monospace;\n",
       "  border: 1px dotted var(--sklearn-color-border-box);\n",
       "  border-radius: 0.25em;\n",
       "  box-sizing: border-box;\n",
       "  margin-bottom: 0.5em;\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-estimator.fitted {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-0);\n",
       "}\n",
       "\n",
       "/* on hover */\n",
       "#sk-container-id-1 div.sk-estimator:hover {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-2);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-estimator.fitted:hover {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-2);\n",
       "}\n",
       "\n",
       "/* Specification for estimator info (e.g. \"i\" and \"?\") */\n",
       "\n",
       "/* Common style for \"i\" and \"?\" */\n",
       "\n",
       ".sk-estimator-doc-link,\n",
       "a:link.sk-estimator-doc-link,\n",
       "a:visited.sk-estimator-doc-link {\n",
       "  float: right;\n",
       "  font-size: smaller;\n",
       "  line-height: 1em;\n",
       "  font-family: monospace;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "  border-radius: 1em;\n",
       "  height: 1em;\n",
       "  width: 1em;\n",
       "  text-decoration: none !important;\n",
       "  margin-left: 1ex;\n",
       "  /* unfitted */\n",
       "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
       "  color: var(--sklearn-color-unfitted-level-1);\n",
       "}\n",
       "\n",
       ".sk-estimator-doc-link.fitted,\n",
       "a:link.sk-estimator-doc-link.fitted,\n",
       "a:visited.sk-estimator-doc-link.fitted {\n",
       "  /* fitted */\n",
       "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
       "  color: var(--sklearn-color-fitted-level-1);\n",
       "}\n",
       "\n",
       "/* On hover */\n",
       "div.sk-estimator:hover .sk-estimator-doc-link:hover,\n",
       ".sk-estimator-doc-link:hover,\n",
       "div.sk-label-container:hover .sk-estimator-doc-link:hover,\n",
       ".sk-estimator-doc-link:hover {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-3);\n",
       "  color: var(--sklearn-color-background);\n",
       "  text-decoration: none;\n",
       "}\n",
       "\n",
       "div.sk-estimator.fitted:hover .sk-estimator-doc-link.fitted:hover,\n",
       ".sk-estimator-doc-link.fitted:hover,\n",
       "div.sk-label-container:hover .sk-estimator-doc-link.fitted:hover,\n",
       ".sk-estimator-doc-link.fitted:hover {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-3);\n",
       "  color: var(--sklearn-color-background);\n",
       "  text-decoration: none;\n",
       "}\n",
       "\n",
       "/* Span, style for the box shown on hovering the info icon */\n",
       ".sk-estimator-doc-link span {\n",
       "  display: none;\n",
       "  z-index: 9999;\n",
       "  position: relative;\n",
       "  font-weight: normal;\n",
       "  right: .2ex;\n",
       "  padding: .5ex;\n",
       "  margin: .5ex;\n",
       "  width: min-content;\n",
       "  min-width: 20ex;\n",
       "  max-width: 50ex;\n",
       "  color: var(--sklearn-color-text);\n",
       "  box-shadow: 2pt 2pt 4pt #999;\n",
       "  /* unfitted */\n",
       "  background: var(--sklearn-color-unfitted-level-0);\n",
       "  border: .5pt solid var(--sklearn-color-unfitted-level-3);\n",
       "}\n",
       "\n",
       ".sk-estimator-doc-link.fitted span {\n",
       "  /* fitted */\n",
       "  background: var(--sklearn-color-fitted-level-0);\n",
       "  border: var(--sklearn-color-fitted-level-3);\n",
       "}\n",
       "\n",
       ".sk-estimator-doc-link:hover span {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       "/* \"?\"-specific style due to the `<a>` HTML tag */\n",
       "\n",
       "#sk-container-id-1 a.estimator_doc_link {\n",
       "  float: right;\n",
       "  font-size: 1rem;\n",
       "  line-height: 1em;\n",
       "  font-family: monospace;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "  border-radius: 1rem;\n",
       "  height: 1rem;\n",
       "  width: 1rem;\n",
       "  text-decoration: none;\n",
       "  /* unfitted */\n",
       "  color: var(--sklearn-color-unfitted-level-1);\n",
       "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 a.estimator_doc_link.fitted {\n",
       "  /* fitted */\n",
       "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
       "  color: var(--sklearn-color-fitted-level-1);\n",
       "}\n",
       "\n",
       "/* On hover */\n",
       "#sk-container-id-1 a.estimator_doc_link:hover {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-3);\n",
       "  color: var(--sklearn-color-background);\n",
       "  text-decoration: none;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 a.estimator_doc_link.fitted:hover {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-3);\n",
       "}\n",
       "</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>LatentDirichletAllocation(n_components=5, random_state=42)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator fitted sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label fitted sk-toggleable__label-arrow fitted\">&nbsp;&nbsp;LatentDirichletAllocation<a class=\"sk-estimator-doc-link fitted\" rel=\"noreferrer\" target=\"_blank\" href=\"https://scikit-learn.org/1.5/modules/generated/sklearn.decomposition.LatentDirichletAllocation.html\">?<span>Documentation for LatentDirichletAllocation</span></a><span class=\"sk-estimator-doc-link fitted\">i<span>Fitted</span></span></label><div class=\"sk-toggleable__content fitted\"><pre>LatentDirichletAllocation(n_components=5, random_state=42)</pre></div> </div></div></div></div>"
      ],
      "text/plain": [
       "LatentDirichletAllocation(n_components=5, random_state=42)"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Initialize the LDA model\n",
    "lda_model = LatentDirichletAllocation(n_components=num_topics, random_state=42)\n",
    "\n",
    "# Fit the model to the data\n",
    "lda_model.fit(dtm)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Topic 1:\n",
      "administration, policy, federal, energy, soviet, development, area, act, continue, international\n",
      "\n",
      "Topic 2:\n",
      "peace, spending, free, problem, better, growth, recovery, value, rate, ally\n",
      "\n",
      "Topic 3:\n",
      "federal, defense, plan, growth, free, billion, trade, place, spending, soviet\n",
      "\n",
      "Topic 4:\n",
      "rate, federal, problem, growth, billion, peace, free, increase, defense, ago\n",
      "\n",
      "Topic 5:\n",
      "care, business, community, home, ask, worker, say, challenge, plan, opportunity\n"
     ]
    }
   ],
   "source": [
    "# Function to display topics\n",
    "def display_topics(model, feature_names, num_top_words):\n",
    "    for topic_idx, topic in enumerate(model.components_):\n",
    "        print(f\"\\nTopic {topic_idx+1}:\")\n",
    "        top_features_ind = topic.argsort()[:-num_top_words - 1:-1]\n",
    "        top_features = [feature_names[i] for i in top_features_ind]\n",
    "        print(\", \".join(top_features))\n",
    "\n",
    "# Set the number of top words to display\n",
    "num_top_words = 10\n",
    "\n",
    "# Display the topics\n",
    "display_topics(lda_model, feature_names, num_top_words)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<link rel=\"stylesheet\" type=\"text/css\" href=\"https://cdn.jsdelivr.net/gh/bmabey/pyLDAvis@3.4.0/pyLDAvis/js/ldavis.v1.0.0.css\">\n",
       "\n",
       "\n",
       "<div id=\"ldavis_el74240132596913283532802416\" style=\"background-color:white;\"></div>\n",
       "<script type=\"text/javascript\">\n",
       "\n",
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\"relation\", \"relation\", \"republican\", \"republican\", \"resource\", \"resource\", \"resource\", \"resource\", \"resource\", \"responds\", \"responsibility\", \"responsibility\", \"responsibility\", \"responsibility\", \"responsibility\", \"revolution\", \"revolution\", \"revolution\", \"runaway\", \"runaway\", \"rural\", \"rural\", \"russia\", \"saddam\", \"salt\", \"sandinistas\", \"saving\", \"saving\", \"saving\", \"saving\", \"say\", \"say\", \"say\", \"say\", \"scholastic\", \"scholastic\", \"schoolroom\", \"sdi\", \"section\", \"sensitive\", \"sensitive\", \"service\", \"service\", \"service\", \"service\", \"service\", \"shall\", \"shall\", \"shall\", \"shortage\", \"shortage\", \"significant\", \"significant\", \"social\", \"social\", \"social\", \"social\", \"social\", \"sole\", \"southwest\", \"soviet\", \"soviet\", \"soviet\", \"soviet\", \"soviet\", \"space\", \"space\", \"space\", \"space\", \"space\", \"speak\", \"speak\", \"speak\", \"specifically\", \"spectacle\", \"specter\", \"spending\", \"spending\", \"spending\", \"spending\", \"spending\", \"spirit\", \"spirit\", \"spirit\", \"spirit\", \"spirit\", \"spiritual\", \"spoke\", \"spoke\", \"spoke\", \"spoke\", \"stay\", \"stewardship\", \"stewardship\", \"strategic\", \"strategic\", \"strategic\", \"strategic\", \"street\", \"street\", \"strength\", \"strength\", \"strength\", \"strength\", \"strength\", \"stroke\", \"stroke\", \"student\", \"student\", \"succeed\", \"successfully\", \"sun\", \"sun\", \"sunrise\", \"sunrise\", \"sure\", \"sure\", \"sure\", \"surprised\", \"suspended\", \"sustained\", \"sustained\", \"sustained\", \"synthetic\", \"tell\", \"tell\", \"tension\", \"tension\", \"terror\", \"terror\", \"terror\", \"terrorist\", \"terrorist\", \"thank\", \"thank\", \"thank\", \"theme\", \"thing\", \"thing\", \"thing\", \"thing\", \"think\", \"think\", \"totalitarianism\", \"totalitarianism\", \"totalitarianism\", \"trade\", \"trade\", \"trade\", \"trade\", \"trade\", \"transportation\", \"transportation\", \"transportation\", \"transportation\", \"troop\", \"troop\", \"true\", \"true\", \"true\", \"true\", \"true\", \"unborn\", \"unborn\", \"unborn\", \"unborn\", \"uncontrollable\", \"uncontrollable\", \"underway\", \"underway\", \"underway\", \"underway\", \"unfortunate\", \"unfortunate\", \"union\", \"union\", \"union\", \"union\", \"union\", \"upcoming\", \"upcoming\", \"vaclav\", \"vaclav\", \"value\", \"value\", \"value\", \"value\", \"victim\", \"victim\", \"victim\", \"victim\", \"victim\", \"waged\", \"waged\", \"wait\", \"war\", \"war\", \"war\", \"war\", \"waste\", \"waste\", \"waste\", \"waste\", \"waste\", \"welfare\", \"welfare\", \"welfare\", \"welfare\", \"wild\", \"wild\", \"winston\", \"worker\", \"worker\", \"worker\", \"worker\", \"working\", \"working\", \"working\", \"working\", \"yes\", \"yes\", \"yes\", \"yes\"]}, \"R\": 30, \"lambda.step\": 0.01, \"plot.opts\": {\"xlab\": \"PC1\", \"ylab\": \"PC2\"}, \"topic.order\": [5, 1, 3, 2, 4]};\n",
       "\n",
       "function LDAvis_load_lib(url, callback){\n",
       "  var s = document.createElement('script');\n",
       "  s.src = url;\n",
       "  s.async = true;\n",
       "  s.onreadystatechange = s.onload = callback;\n",
       "  s.onerror = function(){console.warn(\"failed to load library \" + url);};\n",
       "  document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
       "}\n",
       "\n",
       "if(typeof(LDAvis) !== \"undefined\"){\n",
       "   // already loaded: just create the visualization\n",
       "   !function(LDAvis){\n",
       "       new LDAvis(\"#\" + \"ldavis_el74240132596913283532802416\", ldavis_el74240132596913283532802416_data);\n",
       "   }(LDAvis);\n",
       "}else if(typeof define === \"function\" && define.amd){\n",
       "   // require.js is available: use it to load d3/LDAvis\n",
       "   require.config({paths: {d3: \"https://d3js.org/d3.v5\"}});\n",
       "   require([\"d3\"], function(d3){\n",
       "      window.d3 = d3;\n",
       "      LDAvis_load_lib(\"https://cdn.jsdelivr.net/gh/bmabey/pyLDAvis@3.4.0/pyLDAvis/js/ldavis.v3.0.0.js\", function(){\n",
       "        new LDAvis(\"#\" + \"ldavis_el74240132596913283532802416\", ldavis_el74240132596913283532802416_data);\n",
       "      });\n",
       "    });\n",
       "}else{\n",
       "    // require.js not available: dynamically load d3 & LDAvis\n",
       "    LDAvis_load_lib(\"https://d3js.org/d3.v5.js\", function(){\n",
       "         LDAvis_load_lib(\"https://cdn.jsdelivr.net/gh/bmabey/pyLDAvis@3.4.0/pyLDAvis/js/ldavis.v3.0.0.js\", function(){\n",
       "                 new LDAvis(\"#\" + \"ldavis_el74240132596913283532802416\", ldavis_el74240132596913283532802416_data);\n",
       "            })\n",
       "         });\n",
       "}\n",
       "</script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Interactive visualization of topics\n",
    "\n",
    "# Prepare the visualization data\n",
    "panel = pyLDAvis.lda_model.prepare(lda_model, dtm, vectorizer, mds='tsne')\n",
    "\n",
    "# Display the interactive visualization\n",
    "pyLDAvis.display(panel)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*D. Visualization:*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "# Number of top words to include in the word cloud\n",
    "num_top_words = 50\n",
    "\n",
    "# Get the topic-word distributions from the LDA model\n",
    "topic_word_distributions = lda_model.components_\n",
    "\n",
    "# Create a list to hold dictionaries of words and their weights for each topic\n",
    "topic_words = []\n",
    "\n",
    "for topic_idx, topic in enumerate(topic_word_distributions):\n",
    "    # Get the indices of the top words for this topic\n",
    "    top_indices = topic.argsort()[:-num_top_words - 1:-1]\n",
    "    # Get the corresponding words and their weights\n",
    "    words = [feature_names[i] for i in top_indices]\n",
    "    weights = topic[top_indices]\n",
    "    # Create a dictionary of word-frequency pairs\n",
    "    word_freq = dict(zip(words, weights))\n",
    "    topic_words.append(word_freq)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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Zx5NPPjmsjdfrFQsWLEgk69i3b9+wNmPFa7a0tCRSJk5Fso79+/eL6urqMdv86le/SpxjTk6O8Pl8Z32cM6msrBSAyM3NFVarVcDYqRgXL14sIJ7ScmAszzzzzIhtByfrePDBB4dtD4fD4oorrphQso6xUokOsHDhwkSyjk2bNg3b3tzcLIqKis4rTniAgwcPJpK3qKoqfv7znwtd10dt39HRIe6//34BDEu4MdFkHXPmzBG9vb3D2rz22muJGN6RknVEo1GRlpaWSPhxZpy9EEI8/vjjQ96h8ZJ1jPeODfwkeX+SvHN/hYwmhGOxmLjkkksSL+3atWvFU089JXbt2iVefPHFIS9+eXm58Hq9w/oeLIQXL14sFEURn//858Vbb70ldu7cKR566CExffr0RJsvfvGLI45xvA/+QE5liOdJ/tKXviReeeUVsWfPHrFp0ybxy1/+Ulx33XWJnMtnw+9//3uhKIq48sorxY9+9CPx+uuvi127dolt27aJhx9+WFx11VVDknWcmbnqXBmc5GFAoIwl3L/yla8MaS9Jkujo6BixbUNDg0hNTU20+8QnPiFef/11sXPnTvHoo4+K+fPnJ/q58847R+zjbITw1q1bE4k/LBaL+P/+v/9PbNq0SWzfvl389Kc/Fbm5uULTtERWp/MRwkII8fLLLwuHw5E4h9mzZ4t/+7d/E6+++qrYtWuX2Lhxo3j00UfFPffcMyTf8tkIYSGE+Md//MfEvmVlZeLXv/612L59u3j77bfF1772tUT2M5PJJPbs2TNiH4OTzaxYsUI8++yzYvfu3eLll18W9913n5Blech7OJIQrq2tFU6nM/EMnvmODUzoBiZqSSH8/iV55/4KuZAFHEpLS0ft5/bbbz+vAg5/+MMfEhrjaD/n8nEfnNVorJ/09PTzTls5mMETC0AsWbJkzPZPP/30kPYzZ84cs/1kFnCYCI8//viYBRx++9vfnncBh8Hs27dv3Gd38L37yU9+MkxjnkgBh89//vNj9u12u8Vrr7026jj9fn+i0MZIP2vWrBEHDhwYUwgLIcT69esTgniknwceeCBZwOGvgOSd+ytkLCEsRPxD88c//lFce+21Ijs7W2iaJtLT08XatWvFz372s2HVeQZz5kvf3d0tvvGNb4iqqiphs9mE2+0Wl156qXj00UfHHONEP/jNzc3im9/8pli0aJFISUkRJpNJFBUViVWrVonvfe97oqamZsz9R6KtrU08+OCD4lOf+pRYtGiRKCgoEFarVVgsFpGXlyeuu+468b//+7/C4/Gcdd9jUVdXN+Qj+tWvfnXccQ5u/7nPfW7cY3i9XvH9739fLFu2LHG98vLyxG233Saef/75Mfc9WyEshBCHDh0Sd999t8jLyxMmk0nk5+eLO++8U2zdulUIISZVCA/w5ptvii996Uti/vz5IisrS6iqKlwul5g+fbq46667xOOPP37eE42NGzeKu+66SxQVFQmz2SxcLpeYP3+++MY3viHa29vHHWMgEBDf+973xJw5c4TVahUul0ssWbJE/OxnPxOxWGxCVZSEEKK+vl783d/9nSguLhYmk0lkZ2eLG264Qbz66qtCiAtXDSzJ1CEJkQw0SzJxvv3tb/Od73wHIBmjmCRJkiTnSdI7OkmSJEmSJLlIJIVwkiRJkiRJcpFICuEkSZIkSZLkIpEUwkmSJEmSJMlFIimEkyRJkiRJkotE0js6SZIkSZIkuUgkNeEkSZIkSZLkInFuGdwvIt5wmJ2NzSwuyMNpNk9on6ius6e5hdruHmyaxmXlpTgmuO9fOxE9QK1vGyHDR7algmxLJZJ0fnMzIQQd4Ro6wzWkaPnkWGcgn2efSZL8NSCEwBCCmDBQJBlFki563ewkF5f33ZcxEImyr7mFYH8psYkgSRKKJNHs6eOhHbvpCYamcITvL4J6H1s7H+Ot1p9S492G4PxXJyJGgHc7fs8bLf/DhrZfEYh1T8JIkyR5/xMxdJ5r2M/n3n2C31dvIaTHLvaQklxkJl0TNoTAEwrR5Q9gCIHLYibdZkPrL80VjsVo9/kJRKOkWi2k22wogwphh2Mx2nw+ApEoZlUlw27DaTZjCEGb10dPMMiNVdNxWyxDjhvRdboDAfpCYWRJItNhx2U2I0kSqiyzqCAfh9nMrqaWyT7lJMMQ8Wxagn4NODnTT5IEoDcS4MnaXezrbqIp0MvluZWUuzIv9rD+KhBCsOWlPfS0e4iEotQfbSa7OINr77kUd4YTSZKoOVDPO8/toqfdg6LIrLx5EXNXz0BRFXTd4NCW4+x84wDeHj9Wh4W1H1zOtHlFyPLU6auTLoSPd3TyyK69BKJRdMPAaTHzhRXLyHe58EciPL3/ENsaGtFkGVmSuGVWFatKi1FkmZ5gkD/vO8iepmbMqoohBLfOnsnl08owDIP9ra28WV1DbXcP/+/GaylJTUkcd39LK3/ed5BwLIY3EqHQ7ebzlywl2+mY7FNMMg4m2c4lmXdT7lxBurkEu5p6sYeU5H2EEILeSJB6fzcljnTcJuvFHtKkoUgyTs2CLEm4NAsWRTvrPgwhOOntQAhBqTMDTVamYKTvQwS01nXw+mPvcNVHV7L4qjlseHobL/7uLT74lesxW034PAHS81KYNr+YusNNPPHDF8kuyiCvPJvu1l6e/NFLLLhsJjOXV9Dd2osEU75cMOlCeMupBkKxGF9dvQKLquKLREi32gDY19zK+pO1fGbZYioy0ll/spbH9+5nWkY6eS4n60/UsOVUPfevXE5xagrhWAyHyQSAIsusLSsl3+Xi++s3DstbXJKawqeWLiLFaqHJ4+VHGzezr6WVq53TJvsUk4yDJEnkWGeQY51xsYeS5H2IIQTrmo/y8Ilt/Mv8a1meWXqxhzRppJisfHzacortaSzPKiXL6jzrPrzRED88+CYWReVf511PusU+BSN9/5JdmM5VH12FK92BxWbmsR88x7X3rsFsNTFreSWzllcgyRLT5hVzYPMxOpq6ySvPRo/qhIMRUrPczFk5Hasj7jf0vhPCZWmprDtxkhePHOPKinJKU1MxqfGZ2run6ilPT2N+fi42TWN1aTGvHDvO0Y5Oshx2djQ2MTc3h4X5echnnLgkSZhVFZvJNGwbQKrVSswQtPv8+CIRrJpKdyA42aeXJEmSKSZi6Gxur6Ej5CWi6xd7OJOKKiusyi5nVXb5Oe0vhKAx0Mv+7iYqXFkYGJM8wvc/mQXpmKxxC0N6bgp6zMDX6yc9N4W6I41seWkPnk4vQW+I7tZe9Fj8GcvIT+O6+9aw4entbHxmO6tvXcKKGxdic06tJWbShfCKkiJSrBZeOnqc77yxniWF+dy7aAFpNiu+cASnxYTab19XFTmuLYfDxAyDcEzHZTGPKGTHImYYPHvwCOtP1pLvdmJW4wJ4skOgo0aYvmgrEjIuLRtVNg0aQwRvtB2DGJpsxalmDvEyDule/LFuVMmMU8tElk6bkIQQREWIkO4lZoQBUGUTFsWJJlnHnInpRpS+aBsATi0LVTYhhEHY8BPSvegiioyCKluwKk5U+ey9woUQ+GPdhA0vIGFV3FhVN9Kgtd5grI+A3gNnOHapkmXY+Z5JxAjijXagShpOLQsJmZiIENL7iBqhQdfDhSZbhhx3JAwRI6T7CBt+DBEbNqbTYzPj1LLGHFuSC097yMsxT9vFHsZ7EgEc6W2lJxK42EN5zxIOhhFG/J2PRXQMw0A1qfR29PHQvz7FnFXTueETa4mEovzuW39O7KdqCpffeQmLr5jDke0n+MsvXifQF+S6+9aimaYukGjSe1YkmTm5OVRmZrC/pZWfbt7Gwvxc1pSVku92UdPdTTAaxaQo+MIRvOEI2Q4HJkXBbTHT6vUR0XVMipIQouOZA3oCQV47Xs3q0hJunzOTnmCQo+0dk31qeKItvND4HYQwuLHgW2RZ4qZuIQTdkXpebPw3IkaAbMt0rsv/ZyzKaVPTEc+b7Oj8E0X2BVye80VMig0hBLqI0hQ4wHHvRjpCNQRiPQgM7GoamZZypjlXUmibhyKZRrwOfbF2Xmz6N3QR46aCb+HScqj17eCEdxMdoZOEdB+qbMKhZlDiWMKitDuGTB7GQwiD7kgjG9t+TVuomnRzEcsz7qZAnTuk3XHvBrZ1PoYhhmouOdYZXJv3z1iU0dfm24LHeK35h7hNOVyb908EYr0c7VtPS/AwvmgnAoFNTSXbUsFM99XkWCuRpeGPrhACb6yd6r53qPfvpifSRNQIjOrxnWWp4Ib8b2JWxjfnCSEI6TGaAr0c7m2hI+RDIEg12ZiZkkuJIx2Loo54j4QQBPUoYT2GWVGxKhohPcpJbycHe5rxRIJYVROljnTmpObhMllHnIjGJ0MRooaORVGxKBr+WITjfe0c7W2lLxrCqVkodaYzOyUXp2YZ990RQuCLhTnuaeektxNPJIgqy+TZUqhyZ5Njc2MaZ80xrMcI6hEUScaumpEAXyzMMU8bxzxteKNhNFkh2+pkZkouRfa0xER8YAwGgqiuEzFi7OtupCvsh/5+esLDBc7A+Q8+P10Y+KJhDCES13m08w/EIoT1GLIk4VDNQ5xDY4aBLxZCIr4NoCPs41BPC6f8XUR0HYdmptiRxuyUPNyj3K+Bcxu492cSXx82T+gexYRBxNAJxCJs76iLj1PoeCIh1DMmkbIkYVdNqIPuW0iPEopFEYBDM6NK8jiTewNfbGLX8r1G3eEmWus6yC7O5NC2ajLz03ClOfD2+AkHI8xYXEZ2UQaHtlTj6fIm9gsFwvg9AawOC3NWTefI9pO0nupEj+rvLyG8o7GJcCxGms2aCAUacBxYVVrMllMNvHz0OLOys3jj+Eky7TamZaShyDKrSop5aMduXjx8jMrMdHyRCKlWK9MzM4gZBt2BIK19XkLRGC19XmwmjTRr3Lta7Xfsqu/xsKOxiYbevsSYorpOTzBIq9dLKBalpc+LWVVIs9mGfAzGwyTb0CQz3dEGeiJNCSEM0B1uwBONe153hWsJxHoHCWFBR+gEQd0T127luGd3VIQ41Psau7qewhvrQEZN7NMRrqEtVE2tbzuL0+5gdur1mKThZhEhdEK6l4gRwBftpt6/l+2dTxDQe1EkDRmZgN5LX7QNm5p6VlqfEIKuSD3vtD/IKf8u0sxFLEq7g3zbrGHaqFPNJNdaRVgPEDWCdEfqiRgBwrqf0TTRAXQRI6T3oYej1Pv3sqf7WbrCtaiyGZNsi59bqJP20Alagke4LPsL5NtmD7E0DGjrb7f9klO+XQCkmYtwaVmEDT/d4QZiIoSETKqpgFRTAbnWqhGF+Ui0BD38qWYXb7Ycoy3oJahHAYFJVsm0OLg6v4oPliykyJ467GNlIHisZgfP1e9nTU4F901bzmM1O3ip4SBtQS8RI4YqKzg1M8sySvjM9FVMd2cP+7AbCH565G22ttdyTcFMbiuez2+PbWZ963G6Qn4iRgxNVnBpFlZmlfP5qktHHM/p625wtLeNh09sZVtHHZ5oiIgRQyb+Ec+3p/KBorncXjwfuzryJBBgQ2s1vzm2mSJHKv86/zq6wwH+UL2VjW0n6A77iRo6siRjVTTmpeXzg8UfINNyeoLaEfKxub2GI70tVHs7qPV24Y3GheAPD6zDpg2fNH6wZCH3lC8d8re2oJdv7nqejrCPDxTN5ePTlqON8rz/vnoLrzUdIc1s5zsLbqDYkZbYdsrfxTd2PY+MxHcX3kijv5c/nNiamFAYwkCTFZyahYXphXxu+iqqUnJGjIWPGDqPntzO8w0Hhm0rd2bw/UUfwKaOPik2hMGR3jbeba/hhLeDOl8XJ/riCsaR3la+uPXPQyYQAGkmG9+cdy3T3dmJv21sPcHvjr9L2IjxlZmXsSanYkx70rG+Nn6w/3V6I0FuL1nAR0oXYVLeH2klJAme+t9XkCSJzuZubv/itdhdNkxmjeKqfJ79xRtk5KdiGAJ3upOB6I2Oxm4eeuApLHYziqrg6fTygc9dicly9s5zZ8OkX9XeYJDXq08SicWwm0zctWAuC/JzAajMSOf+Fct44chRtpxqoDQ1hS+tuoR0W9xxa3VZCZqi8Oqxat6uqcVpNnNT1XQAuvwBfrNtB53+ACZV4cl9B0i1WvnM8sXkOJ3cs2g+zx8+ykM7djE7J5vb5swkwxHXcNp8Ph7asZtOfwCzovLY3v2k26x8etlicp0Td4ywKi7cpjy6wqfoCtcBawAQCFqChzHJViyKG2+0nb5oK6mmAiRJImqE6Ik0o8gm0s0lSJKMLmIc7n2NLR2PEDVCTHOuYqb7KtxaDgDeaAdH+97khHczWzofQZIU5qRcP6oWq4sYhzyv0hjYT7a1gmnOVaSZCpEkhUCsh5bgEbItFRMWwkII2kMn2ND+K5oDh8i0lHN5zv1kW6aP+LEpdS6jxLGEmIgQNYK80vSfNAT2TPjaAgT1Xt5p/x2qbOaSzHsotM+PC2E9QI1vG/t7XqAzXMuu7qdJMxdhU1OG7L+/9wVOerdgU1K4JPMeyp2XoMlWokaQU75dbGz/DSHdR6F9HpdmfXZCFgEhBA3+Hh7Y8xLbOutQJJkieyr5thQkSaI96KXO18VD1VvY193EN+ZeQ1VKzrB+OkO++MdTQFuwj/Utx8m0OFiSEY8MaA32Ueft4pWmwzQGevnWvOuYm5Z/xligNdjHsb52zC0qh3qa2dJRR67VxdLMYiQkGgO9NPh7eL5hP+0hL9+afx1lzoxh49GFwYaWan506E1OejtxaRamOTPJtDgIGzEa/D0c97Txo4PrOOXr4sszLxvVS7kvGuKktwNvLMShnhZ+fewd9vc0kWF2UOmKTyYCsQgdIS+pZhsOdWh4YXVfBw8ef5fefhNrSI/1T9viWnrEGK5FBmPD8wREDZ1aXxetwT46Q74xl6PaQ16q+zrIsgaH9R/WY5zs68Qfi/Bk7W5eazpMIBah0J7K/DQXujBo9Mev8xvNR+kI+fi3hTdS4coadhyJuMYrIRHRY4T0KL2RIGEjhiYpGOMsmcUMgzeaj/B03Z7+KxIX7AAxYeCJBpHPEKeKJBMzhq4VT3dnEzViHPO08XzDfhZnFOHUht6Hwdfx3fYadnXV49aslL/PPLCnLyrj+k9cRsAbJCXTRW5JJrIio6hm7nvgdppOtmEYgpziDALeEK60uJUupziDe791G35PEEmWyMhLJSM/dUrDk2AKhPBVldO4suK008Hg2bwiyyzIz2VeXvwjJUnSEBdwTZZZXVrMypKiYftnOex84/I1Q3QqqX+7JEksLypkaWFBot/B5LtcfHOUfc8GVTKTZiqkVtpKV/gUQhhIkkxMhGkPVWNX0ymyL+RA78u0haopti8GwB/rJhDrxiRbSTeXANATbmBvz/OEDR/ljhVcmfNlLIorMfZ0cwk51hmYZBv7e19mb/ez5Fink2utGnFsuohQ3fcO81JvYlnmXVhkZ/+1iH+8yxzLGC9ed0C4CmHQHjrJm60/oSN0khzrDC7L/jxZlopRtSEJCUlSMElWVElDlc5+9igQGELn0qzPUuZcjoyCJEkIIciwlBIVIfZ0P0Nb6Dg9kcYhQjhs+Kj1bQcEZc7lVLmvSFgcNMnCdPdl1Pt3c7TvLVqDxwjpfTjk4cLpTHyxML88toktHbWkmmx8rHwJtxXPJ8viRBD3VH29+Qg/P7KRXZ31/M+ht/jPxbeQYhp5Lf+kt4O2UB8fLl3Eh0sXk2tzARI9ET/PnNrHr49u4lBvCw9Wv8u/L7xp1A/lgZ4WXCYLfzd9NTcWzk5olq3BPv5ct5tHTmxle+cpHju5g7+ffQX2M7Stk32d/O/h9Zz0dlLmSOers65gaWYxDtWMQXzi8VTdHv5cu4v/q9tLrtXN3dOWjhlS0xXy85Mjb9MbDvLlfm0rz+ZGkWR6IwFO9MWFvVkZ+kGfk5rLfy6+hVj/Usa65mM8VP0uVsXEF6ouZX5awbBjZVnO3qv4bBEI/lSzk3x7Cl+ddTlrcipIMVkRQtAc8PBg9RaeqtvNod4WXmo4yJdmXjbsm6LJCh8rX8qtxfPwxyK0B7387MgGtnTUAuNH0KuywgdLF3JZbiUAUcPgB/tf42BvC5WuLL40cy0pZ0yONFmhxJE+5G85VheX507nqKed3Z0NHPO0syi9cMRntDscYFPrSXQhmJmay5zUvPeNKRpAlmVySzOx2Ib7vzhS7ExfVJb4d2qWO/G7ZtYomTn8WZtqJl0IS6JfuI72se7PXjXaNmDE7WPtN5F+x9p3okiSRJq5EEUy44t2EjYCWBQH3mgHvlg3qaZ8cizTOSa/TUfoJAIDhIw/1kNA9+DWcnBq8Q9/Q2AvfdF2FMnE7JRrsaruYceyKE6q3FdR7X0Hb6yDWt8OciwzRr22LlM2c1NvxCI7h7SJ/zr++auyBYGgK3yKje2/oSN0gjzbbFZm3keWZdoFeRGzrZWUOBajDDITS5KEiplC2zz2dT9HzAjjjbYP2S+oewjpPmRUUk35qJJ5yP4KKmnmIiRkArEeIsb4ji1CCPZ1N7GhtRpFkrixcDYfK186RCNMNdu4tWgeXSE/vz2+mW0ddWztqOWa/JkjXnEBLEov4p5py8iynL5PGWYHHylbzP7uJt5qOca2jjpO9HWwIL1w5LEhWJlVxofLFuFQT68r5tvcfHzaMg50N7Glo5aNbSe4o2TBEO3cEIKXGg9y0tuJTTHxqekruTy3MmHWVIBSRzqfrLiEjqCXFxsP8lz9PlZll4+o5Q/gi4U55evmG3Ov4er8qiECO9PiJMM8sl+Ay2Rl1qBretTThkT8nS11ZDBvBCF8oVAkmfumLeeGgtmYB8yxEhTaU/lY+RI2t52kMdDL4d5WfLEwrjMmTZIkYVZUzIpKmtmOU7OcVdyzLEnk21LIt6UAENFjOLT4s21XzcxMyRli2h8Nk6ywIquMJ2t30xX2s6W9hrlpeZjOWI4RQnDM08oJbwcyEpflVGJX3z8pflWTgmZ+/6xfwySnrdR1gwNbT3Boew29nd7xd3gfkmYqwiRbCOi9cScqIeiNNBGM9ZJuLiHDUopZdtATaSKs+wCBN9pOxPCTZi5Ek20IYdASPIouoji1TNLNxSMea0Dou7UcdBGlI3SCqDF62FWmuYwU07nPWk2yja5wHRvbfk1T4CCF9vmszf4cudYZ551PemJI5FlnJTTYIVskCYviQJFNGBgJr+kBBpseRzNDnnbQkpjIpCSkx9jcfpKecIAMs4PrC2YN+8gCmBSV6wpmUWhPJWzEeKXx8Igm1PiRJS7PnU6G2XHGRCmevOHagpmYZJW+SIgdnadGHZuMxNV5VUME8EA/qSYb1xbMBOLrrXu6Gobs2x32807bSWLCYEZKNquzpw1bV5QkiXSznZuL5mJTNBr8vWxqOzFuxMHc1HyuypsxosY8MDl/P30gixypXJ47/bQA7keSJIrtaRTY44loOsM+/NHIxRjihJAkiaqUHOak5RETBu+0naQj6BvWThcG77TV0BsJkmNzsSyzZFIUmAuCBJfeupQP/N2VaOb3x/o1TLIQ9nT5eOj7L/DdT/2OVx7fMpldDyES0/EFw5MegjQR7Go6Ti2bQKwHf6wbQ8ToDNcQFWEyzKU41UxSTDkEYt30RpsxhE5nOG56yjCXoskWYiLSn09ZYFNSMcm2UY9nlh1YlLiW7I91j6rBSSjnHW7jj3Wzoe3XNAT2oclm5qXeTIa59AIJ4Dhu0+iaVr/RGyBuZRiEQ03HoaZjEKM9VE1IPz0JFAgiRpCW4BEMDNymXCyKa9yx+GJhDvY0I4B8ewrlzsxRBUimxcHs1DwAqvva6QgN/8ABODUzpc70YUJvgBmubNwmKwaCQ70toz7jKSYrRY7Rna6q3DnYVBMRPcZRT9uQfpoDHpoCvciSxMyUXNLNI3uHS5LENFcmOVY3YSPGod4WArGxBc0lWWXnlAXqvcrAOvlImBQ1oZWG9VjCnP5exapo3FgwG1WSqfZ2sLWjbpjLZGvQy7aOWgxhsCS9mBJH2ntu0rSpqY7trY3oZ6x7S5JESqaLzPy0KV/HnUwmdaR93T5aG7qIhKIUlA13UpgsGjt7+c+n1vPnjfs42dxJIBy5YAJZk62km4qIiXjMcMQI0B46gUV2kGLKR5MtZJqnEdS99Eaa0EWUrvApNMlCiikfGQVDGIlQHkVSkcYQnHFTenxWp4sYBiO/6HEHkPP7+B3sfYXW4FFUyUTECLKv5wV6Ik0X7NpKMMSMfDZospUq9xUokok6/062dT5KS/AonkgLrcFjbOt8lEb/fiyKk0rXGqzK+Ca8kB6lJRD3ss+zuTEpo98ni6KSY40Ldl80THtwZEuQRdFwjmHes6km0szxSVlnyI8uRk7GYNfMo3rVSpKEUzPj1iwYCDrCPvT+eyiEoCcSwBMJYZIVcq2uMX0jUk02XKa49t8e9OIfRwjnWcef3LyfyLG5xhRCcmJSeG5caDViYXoh5a5MgrEIb7YcJXjG/TzQ00SdrxurYuKq/BlDwpzeC8QMg8eO7GNHa+O4Tm3vFyZVZ4+EogS8IWwOM3ml4zu9nCvpTjszCrM4UNfK+n0nmJaXwdIZRcwszCbVaU04a00Fmmwm1VwASPRGmgkZXnrCjdjUVFxaFoqkkWEpAQTd4QbyrH30RdswK07cWk5CqA4IzJiI9CeUGBlDGMRE/EVRJRPyFFaf1EWUOanXY1fT2Nn1FA3+vezqfpoVmR/HpqRcoBnxuR+jwnkpHeFajnreYn/vSxz3bkKRtETyDpNsZV7qjVS6Lp2Qdh/So0T7J0s2xTRmkhBFkrGp8XsaFXp/CNNwVEke09NUkeWE6TNq6EQMfcQPoSrJqGOcgyoriZCSSL+WpvbPuYOxKAKBjDxmeAyAWVES4w3oUaLG2Nre+yWMZaL8NWn1kiSRZXWyPLOEk30d7O9u4pSvmxnubCRJQjcMNrSeIGLEmJOax6yU3CH7CxFf0NGFwYD8kyUp/r1lqENsPAeCSAhKud8v58y4bsMQqLIc79cwEMR9WOIe5af7NPr7avb3caK3i+mpGUQMPTGJUQbG0X8euhCosjQkkmMg3hoYEietGwaGGDSO/vOTiL+PAyOOGUbCv+jMb6EuDHRDoEjSqFau0ZjUN0aSJWRFRjNrUxrc7LZb+OjaBQTCUZq6POw43sCL2w7zp7f3MrMom0vnlFGRl4HVPPkvkCwppJjyMclWeiKN9ESaCOp9ZFsrsKtpSJJMiikfi+KkI1xLb6SJsO7Hprpx9YcfKYnMUBKBWA9hw4+NlBGPF9a9BHUPAHY1FZMyuun6fJnuWsuKzI8jI4OArZ1/5KjnLcyynUsy70GTRvbUfS8gSRIW1UmV6wpa+zXgdHMRIGGSbaSbiil1LiXTXDbhrGHyEPO3YCy9RQCDJ+ajTVgMREIrHa2jRJIaGFXwxz9KY3QjxJBkN4P7Oa35inG1ifjm/g8pEu8xy+Q5Ez/v8TWpM8N/3u8okszVeVW83HiIjpCPt1urmdEfT9wU6GVPVwOqrLAiq3xIXmshBJ3BAK+fqmZbayMtfi+aLJPvcHNFYRmXF5UnLEUxw2B/RyvPnTzMsZ4uJGBOZja3T5vFtJTTSzHrG2p58th+vrxgBYe62nirvoauUIBsm4ObymewpqAUa//EdlNTHa/WVXO4q526vh7+dGw/bzXUJJ7He2cu5LZpcT+IV+qO8+fjB/nU7MVcWlCSOIewrvPAljdRZZl/WLSKVEvcQe7/Thxic9Mp/nHxavZ3tvLGqRM0+vpIMVv4YOVsLisowxMJ852tb5Frc3D//OW4zEO/ha/UHufxo/v47NylrCk4u1znkyopHW4bGbkp9Hb04fVMbVo1SZKwmFTSnDYKMlI42dxFW4+PmtZujja0U5iZwkcvW0BhZsqkHztFy8eiuOiLttEROklUhMixzEisx7q1XOxqGr2RRjrDtUSMAPmmOZhka2Lshfb5HPduxBttpy14jFRTHmdqgUIIOsIn6Y00o0gmsq0zplQQmmVHXNuWFOan3Yxf7+JAz8vs63kBu5rG/LRbhngtTwXn88kLxHrY3PEQnkgzq7I+xayUa85rvFbVlAjt6QkHxhRYMUPHE407zZlldVSTc8TQCY2iJce3x/D1mwgtqjYsnGeAsBEb1flrYHugP5bWpmhDtG+nZkaTlHicaWTs/OoBPUIwFj+OQzNjkt//mq7Rn8XqvWDMvBgivtKdxbLMEl5sOMi65qN8qHQhbpOVXV0NNAZ6+8OZKlESIYuCBq+Hb727jr0dLcxIy2RaShoRXedEbxd5dieXF8XDUqOGzmt11fznjo1k2xwsyMpDFwZvN9SysbGOf1l2GSvyipAliZ5QgB2tjXx/+wa80TALMvPId7p4t7mef970Gv+y7DJumzYTRZaxqBozUjNwaiaqe7uYmZ7FyrxiFDl+BStTT4dkdQYDHOpqozc89Nk2hOBEbxeaPDSOuj3gY0dbE787uJOdbU2UudOoSEmntq8HTzgcd3a0WMiw2Hix9hiXF5WzPPd01EJYj/F09SE84TClrrOvGDepb1Ratps5y8tZ/5dd7NtcTdWCEmRl8hfIozGdY43t7Kxu5GBdK4YQLCjP545VcynKSqEvGOaRdbtYt6ea+65eMunHd2oZ2NVUAjEPbcHjGCJGlrUisd2quHBrubSGjtIaOkZUhMi0lA0xgebb5pBtqaAxcIB9PS+QZakgxZSXEOSGMOiLtrKv5wUihp8McymljqUXzElCky0sSvsggVgv1X3vsKv7aVJMeZQ4lk65ID4X4l7qzTQHDmPX0si2VCIhI4Q452tmVTRKHOmc9HbSFPDgj0WwjmK+DegRGvw9ALhN1sT68Jn4o2G6w/5Rx+WJBOnuT9mYb0sZVRP2RIJ4IsER+xFC0BMO4IkGUaV4CsqBFpIkkWFxkG6x0xbso8HfQ9TQRzSRC+Le1QN5ivNs7oQj0nsRidOa65nJKgbjj4XpHiEV5vuPc5tGOFQza7Ir2NB6gjpfF/t7mlicXszGthPowmBxRtGQOOOQHuNPxw6wu72ZLy9cwQfKq3BoJoSIL21IkoTWr902eD387sBOilwp/Oeqa8i02hHA9aVtfGX9Szx2dC+z07NI6ddCo4ZBe9DPf6+5joqUdEDiQGcr97/1AusbariquJwUs5Ul2fksysrjYGcbT1cfYl5mLndVzUs8t7IkcT5mmq5ggENd7Xx/1dWUudOQJYmIrqPKcsL8fE1JBa/UHWdd/QkWZ+fHzddCcLynkyNd7dxWMYtM29lXtJrUr6nZonHdR1dQe7iZt5/dxaI1M6icW4QkT67gqGvr4X+ffYf8DDdXLaxkfnk+6U4bar/Ad1jNzC7O5kRz16QedwBFMpFqKqQrXEdbKNIvdE+niJMkmUxLOfX+3bQEjyCESMSoDuBQM5iXejO9kWZagkd4q/WnTHdfRqqWjyTJeCItHPdupN6/G5NsY27KDaSbikYazhQh4VAzWJr+EfyxHhoD+9jS8ShWJYVca9Xw1IxCJyYi6EaEiBEgKuKFKHQRwRvtwBA6qmRCkeOa9nhFGM4FWVKRJZVArIedXU9SZF/Yb32QQIrfN7uaSqqpYEhe79GwaybmpOaxvvU4bcE+jnraWGm2jyg8WwLx7RDPTjRaLGjYiHGsr50VWWUjrp8e6G3GH4sgIzEzJWfUCURQj3K8r50F6QUjXst93U1EDR2boiXW/AbItbopdqTRGuzjiKeV9pA3EYc6GCEExz3tdIS8WBSNmSk5mC+AJjywthc33U+8SpAiywnzZVfYjzGKkOoM+aj3dU/KWC8GSv9EXRfGmEsSoyFJEosyCil1pLG/p5ltHXWkmx0c7mnBomisyiofMtnqCQXZ0FjLtJR07qyYPcQUa9OGLvntbW+hrq+Xf1y8mnynO/FkzsnIpjI1g73tLXQEAwkhrEgyK/OKmJV+Ok1rZWoGhU43bQEfoVgMzKfXnpX+9ef47/JZpR0ei5gwuKF0OrPTT78rA8/SADPSMpiVnsXm5nraAj7yHS5iwmBHayNhPcaqvGIs5+ATMelvVPmsfD79r7fw4Pee40dffYyr7lzGzMWlONzWMd3GTRaNrPzRQy4Gk5fu4psfuYLcNBdmbeRTWDmzhEUVUxPkL0sK2ZYKDnteJ2IEKbDNw6amDWmTY52OLqJ4o+041HRcataQc5MlmXLnJciSwrsdD9MY2Edj4AAm2RpPcWcEMDBwqhksyfgQM91Xo8gX1kkkHitazJrsz/Ja8/+jI3ySTe2/5YqcL5Fhia97GMLgpHczu7qfRhdRdBFDF1F80U4AOsN1vND4HVTZjIyKIqmUOpexNP3DI4ZTnauJUJIk0kyFVDhXcaxvPce9Gznu3TikjYyKWbGTZipicfqdlDiWjJiCcwCTrLI2t5Ln6vdT5+viz7W7KXNmkGcbmljFFw3zRM1Omvy92FUTNxXOGbPowSuNh7g0e9oQ4SiEoC3k5fn6A0QNPZ6KMqNkzHN+rn4/l+ZMI8/qHtJPg7+HFxsPAlDkSBuW8MOhmbmxYDb7u5s40dfBX07t49OVK4fEwg7080TNTiKGzqyUrHi+4QtgiXFrVsyySjAWpd7fTcwwJvSxtSomiuxpnPR2cri3hRpvJ1XuoROZsB7j+YYDNAc8U3kKE+Zsn/e4JSOubbUGvXSFfWSfQ03iDIuTa/JncrCnha3tdThUM20hL6WOdJZmFg/xmO8MBugOBVhTUDpsLfRMavt68EUjPHRoJ/9XfXDIthpPD7ow6IucjvFXZIlpKelDjmdSFMz9tegvlAe0BMxMHz0EEcBtsnBdSSX/sf1t3m2u54OVs+kNhXjt1AkqUzOYl5l7Tu/HpArhllOd/PFHL+PtCeDzBGk40cZD//E8JrOK3WVFUUd/kcpmFvCt334SVRvfJd6sKaQ4rAnNdyRSnaM7MAkRwzDaEP0xt5LsQJazxgwVGoyETJZlGhnmUgyhk2+bjUUeGkuYason11pFUPeQbi7BoQ33FlckjXLHCjLMJZzwvktz4BDeWAcgcKgZ5FinU+pYRoa5bFRhoUgaKaY8LIoDm+Iesc1YyJKK25QLiGFZu6BfqzeXsyb7s7zT/nvCuo+Dva+yIvPeficxQdQI9ycm6e8TGZc2NERNCB0dHV2EiegBBn9+NNlCqrmAmBFNrJuPhCqbSTUVIBCYB1Vlileq8bCv53naw9XY1FRsaipm2cbAqpshYoQMH/5YN03Bg3jb2rlR/ddxM4FVODP5eMVy/vPAG7zVcoyAHuGjZYvjMcPEcxA/XbeHVxoPI0sSNxfNjedxHqVPVZKp9/Xwnb0vc1fZEman5qFI8ZzPj53cwf7uJiyKyk1Fcylxpo/YB8QzIB3ztPHA7pe4s3Qhle64o98JbwePndzBcU8bdtXEbcXzh00aAK7Or2JXVz0vNR7k99Vb8EZDXJM/kwyzA10YHO5t4U+1u9jdVU+aycYnK1dQYDv79a5zocKVRY7VxQlvB0/W7sKtWVmQXogiSehCEIxFSDHbyLYMzQzn0sysyi5nc3sNDf5e/uvAG9xdvowKVyYQv1evNx3lufp9ODQz3mh4Ss9DCMEpXzftoXholy8Wpivk51S/Ft4d9vN/p/aQYrLhUE3YVTOpZhuljvRRvcwVSWZxRjEvNhygLdjHz45s4DOVq8iwxM2+MUMnrMcocqSN6flukhUuzZnGYyd30ODv4ZXGQ4T0KJfnVg7LbKaLuE1BmYBF0xACSYLZ6TkUOIcuyVySV4RZUci2ne5fQhqWCGXQFRz3eGeDLgx0YaCNEJkrSdK44ViSJLEyv5iK1AyeP3mEG0qns6u9ieM9nXxpwSXYtXNTkiZVCPf1+Nn8yn70WNyEpKj9ZhNd0Ncz9hqMtzcw4XjUpq4+/rL5IPddvQS3/ewdlYThwe/5HpHIZgDMlmuwu76JJE1MiEmSRLa1ktuLfoAANMk8LOTFpeVwU8EDGBgokopZHj0hglvLY0HaLcxOuS4RriRLCqpkRpHGTsHm1LK4If9bgIE6Qqap8bCrqVyT+w8YGP21ekcQ9hIU2OZxS+G/9Ye2KIljSchUuFZR7Fg04WOqkgmJ0w98jmU6txZ+DwGjXieIJzu5pfDfgXhc8ABRI8iu7qfZ2/0c2dbprM76NFmWafFwroQjsCAmIjQG9rG5/Q/0RdupD+wmw1KKMsZrIEsS1xfMoinQy59rd7OlvYYD3U2kmm1ISHiiQfoiIcyKyuW50/lExSVjhrXk2tysyirntabDfHfvy6SabSiSHF/jjcbLCF6WU8kHSxaMqU2X9Jc9fL3pCPt7mkg1WZEkmZ5wAG80hElWualwDtcVzBpxvdelWfh05Uoihs5bLcd4vGYnLzUcxGWyEjV0esIBgnoEl2blE5WXsDanYtJMf+ORb3NzU9EcfnV0E7XeLv5936tkWhxoskJQjxKIRfhC1aV8pHTxkP0USeay3Eo2t59kQ+sJtnee4khvK2n9yUg80SCBWISF6YXMTc3nkZPbp/Q8YsLgl8c2saG1GkOIfvOxSDjUtYd8/PjQ+oSpVUamwp3Jfy2+dcSJE8Qf55VZZSxIK2RPdyMbWk9woKeZVJMNQxj4YxFSzXZ+uOTWEQt3DKbEkc789AJebjxEjTeCW7OyKrt8WNx4qsWKXdOo7/MQisWwqKO/Lzk2B1ZFZUVeIR8onzni+LUx4u3HpT/Z3ViyQpFlhGBI+UghBH2RML5IBIv13MVeusXGlUXl/O7ATvZ3trKluQGTrLA8Z+T0shNhUoVwaqaLWz+55pxMCJm5qRN24vIGwrT1es9jHd7AEB6EETeZCtHH2c66FEnDpo6uGciSMqJmORLx3MYayjnEJMqSgm2Cxxlt//HGOVCc4cyqRRAfuyZZRkw1OVEUWcMmj69lKZI64hh6Io1U98VNz/NTb6bEvnjUOOASx1Kq+97B62unL9KKIfQxHc3iiS8sfKZyFRXOTF5oOMhRTytNAQ+IuGl3blo+1xfM4pr8qlHzIyf6Az5YuoBZqbk8e2of1X0d+GPxertF9jSuzJvBR8oWkztO0gsJuHfaMqa5Mnm16TC13i78sQgWRaXMlcE1eTO5q3wxqaaRLUKSJFHmzODrc66myp3Nq01HaPT3Uu/rRpFk0i12lriK+UDRXNbmVoy5FpxndbM2p4KwESNjlOxSZ4MmK3ykdDFCCF5rOkJToJd6fzcyElbVRKrJNmJhC0mSyLW6+KfZV5FpcbKto472kJdTvm5MikKWxcXanEo+UXFJPOY04EGTlWG5kZ2ahTU5FYT0KKXjCLI5qXHv32yrE+sZ76+ERJkjA296aJS9h5NvSxlz8jVwjl+fezWPnNjOnu4G2oNeukJ+NFnBoZlJN9sn5MWuyQrX5s/kjeajRA2dmSk5THMNN8mmW2wszMpnXf0JNjTWcnlhWUKQ6oZBSI9hVTVkSWJRdj7Zdgev1lVzeWE5GVZbor9QLO6x7z4PIWyS43HrHcF4icyREuhkWOITkiPdHQmnQ0MIdrc30+TrI8N67mGemixzaX4Jjxzewyu1x9nW2sC8zFxK3BNbSh2JSRXCWfmpfPzrN01mlyOS7rLhsJjx+EM4reMXxU7y14031k7Y8KPJVlxa1piJOAyhExUDda5tE3YQc2hmbiycw+W502kOeOiLxvuwqSZyrS7co1RNOpOYMLAoGrcXz+fK3Ok0BTwE9QiqrJBhdpBjdU1I44wKA7tq5t5py7m5cC4tQQ8hPZqob5xldSZCTEZjIHnDJytXcmvx/P46yREUSU54eE+kmPuK7DJWZJeN2eZskCQJl8nCZ6bHx9URitdvlvtNly7NSpZ1ZGEvSRIlznT+Zd61tAb76A4HCOtRNFkh3Wwnx+pKmHr/a8mtI/ZRaE/lR0tvm9BYPz195ajbVFnmszNWTaifs0GSJGan5vHdhTfQ1n+OA8ImnnHNnsi6Nh5ZVidmWUVG4sq8GSNObhyaiU/MWsjR7g6+9e46ns/Jp9ydRljXqevrocydxv3zl2PXTFSkpPO5ucv4713v8Ok3/sKi7HzcZjPdoSDHejpZml3A5+cvG8MEPTZ5DhfTUzN4pe44AOUp6QSjEZblFrIoO176M+4Elsn/VR8irOuUulKp9/ZyuKsDt9lyXk6hkiRRlpLGpQUlvFBzFF0YfGbOkmFOXGfDey/WZALYLSYcVhM/fnYTVYVZuGynH5zsVAdr5pSPsXeSvzYssgtFMhHS+2gPnSTDXDosIYcQgrDh43jf27QFj6NIGjnWyrMKt5IkCbtmpsJ9filZRX+lsRSzjZQJfiyHdxL/nyxJpFvspFvOPjRiALk/bGkytNjJRJZksq3Oc3I80mSFQnsqhfYLs459MbAoGsWOdIodo/sOjIUhBG81H8MXC1PhymRF1sgTKUmSmJ6WyX+vuY6nqw+xt72FY92dmBWF/H6hOLDkocoyN5fPINtm59kTR9je2kggGsFhMjM9NYMlOfmJTG92zUS+w4VdG7p2LSGRZbVjV03Dsk85NBP/uHg1fzi0m93tzWxrbSDDYqcq/fQ7medw8c1la/jTsf3saW9md3/s7xfmL2NbayOtfu+Q9W2XyUKR0z1qTP6ZqJLMdSWV/F/1IaanZrIk5/wcgN+XQtjjD9HtCyBJcKK5c8iNmpaXkRTCf2OkmgvJtlRQ49vKrq6nCMR6yLZWYlGcCCGIiiC+aCcN/n3U+XcQMQIU2ReSb5t7XrGFSZK8Xxnwfn+z5Vg8TCirnDzb6EsgshT3Yv7KwhX4opF4CkfArKjYNVMiTji+PKWwIq+YeZm5BKJRdBH3breqGjZNS1ho1haUsjArD5dp6ITZrCh8c9ll8dBOy1BHTUmSmJmexb9ecjmBaAQhQFVkXINCqmRJYk5GDmXutERlK4uq4jSZWZiVR9QwcJtOK263TpvJlUXlZFgnPpFVJBlFkrkkr4isc4gNHsz7Ugjnpbv4h9vXjrjtQjmPJHnvYFPcLM/4GGHDT3PgMFs7H8Ws2FElMwKBIWJEjAC6iGJRXFQ4V7Es42PYx1jTT5Lkr4nBRTwNIWj09/CbY+9Q6+uixJ7G9QWzMI/jkyJJElZVm5DpVZYknCYzTtMYxUo0EzZtuAe3JEljrtvKkoTLZB4mvCdyfPcIIVbjjfNMdCF4u7EWu2ZiTX7JOZvWB5gyISyEwNsboLvNg6fHT8gXJiM3hZKqPJTzzKKlyDJOqzmefi4cRdcNLGYNTZGT68N/g0iSTJalghvyv0m9fzfNgcP0RpsJ634kJDTZikNLJ9NcTq6tigxz6ZihUEmS/LWxs/MUz9XvB+Jx7Sf6Oqj1dWFTTHyycgVVKWOVEE2iGwZ9kTAxYXCgo40Xao5yWWEZczLO/7pNuhAWQhAORdmz8RivP7mV6gMN+PuCCENw+e1L+OwDt6JY47OfU8db2L3xGDanhdU3zMfmmJiHrRCCDo+fN/dWc7ShnUhUJ81lY0VVMUumF2FSz937Lu76HkaIAEJEAREP25FMSJIdUM9N0AuBIIoQQRBhBDrxJHsqkmwDLOc8gRAijDB8CKJIkglJcvXHPA8kcDAQwo8QgbhTgmRFkuxnVSc4fl1CCBHsvy5GPMxIMiFJNiRJSxzvYiBJEnY1jRmuy6lwXorA6C+6MFCFWO7P1JWcqCX526Mz5GN9y3F6+1OdqrJMhsXBXWWLub5g1pgVuZJAdyjID3e9Q723l0avh0yrnftmLTzn2ODBTLoQjoZjrH9mB0/85HU6mnsHxWlCLBobUmkmEory4sObCAUilM7IpWJu0YQ+kMFIlEff2k1bj5cZhVlYzRpNXR4ef3sviiyzvKr4LEc9kKg8TDSyi2h4E7HoQXS9GdCRJDuyko9mWojJfBmKWoaEOqH1xLjwiqFHjxCJbCYW2Y+u1yMML0gmZDkT1TQbk3kNqja/XziO3K8QBtHwRgyjvX88ixEiTCjwJJHQ6xhGJ4pSiNn6AUyWa5AlOwKdaGQX4eBTRCP7kCQNVZuJ2XoLmmk5oIx5zYUQIIJEo7uIhDehR4+g660gwkiyDVkpQNPmY7KsRVGnc86TlElCkmRUaezyfBcaCYk5qfncWjSPFLMN5znmX5YlWJpRgk0xkWlxjFuGMEmSASpdWdxVvoS2YLw+drbVxaL0Iuam5mNRLu47+37ApCgU9qfhXJSVzzUlFVSmZkzKdZtUISyEYPfGozz+v6/T3eahtCqPqkUldLV62Lbu0LD2mflpFEzLZvu6QxzZVce0OYUTOqmmTg9NnR6+dvul5KbFi27HdIOXdxxl/f6TZy2EJSwIo5dA4OeEAk8ijBFyTkf3Egm9Qkh9HKvtHiy2jyJJY3u2CiEwjFZC/kcIBZ7GMFqBoblwdY4QjWwk5H8Ck/lSrI7PompzRtFSdQK+XxCNbEY1LcGV8hNCgccJ+H4D9Odqjh0nGtmJTW/C6vgs0fC7+DzfQtfrGFgZikX3EQltwJn6QzTTpWOM3yAWPUTQ/zsioXUI0XvmcCB6gEjoVYKBP2Kx3YnFdheK8v43bRmGIBiJEohECYQjBCNRYnq8Zmisv/7oQJIFVZExqQomVcGiadjNGlazhirHtW5ZkrixcDY3Fs4+rzHJksxd5ZNfkGQiCCHQDYEvFMYfjhCKxAhFY8R0Hd2Il0SUAFmWUWQJTVEwayoWTcVm1rBbTOeXpOFvjGhMpy8YxhcKE4xECUf1088doPQ/c/Hra8JpNWM1acMSbQxQ7srk8/2Zw94P6IaBPxTBF4rEn7dBzxrEnbFUWUZTFRwWEw6zGZtFm7JnzG22cP/85VPS96QK4aA/zOt/3kZ3ex9LLp/J5//9DjLzUnn1iS0jCmG7y0JxZQ7b1x3ixIFGhCEYKWHTmUR1A01VsJpNCaGtyBJuu4VIdPTybqMhRBC/938IB58FYnFtVHYjYUagI4w+hPAABnrsJH7v/0MAVvt9o6e6FAI9dhx/338QCa8nLrEAyYYsp5zuW/gQRi9C9BAOPU8suh+H+3to5tVjx7vGThEOvUIw8Diy7AbJijC6EcKLEB6C/kdQtBkEvD9F15uQ5RyQNAy9DQhjGM0EvL/AlbYISRoemiKEQSS8EX/fd9Fjx4kLcCV+XSQHEgqCMMLwIIQfQ28k4P0psehRHO5voyj5Z30fLha6YeAJhOjsC1Df1cuJlk5OtHbR7QvgC0boC4bwhyNEYwYxw0h8DJT+ouGaKmPRVMyair3/g+i2WchyOyhMT6EsO438NBcumwW3zYxpjIxD7wWEEPjDEfoCYTr6/Bxr7qCmrZuWnj66fAH6AnFBHIxEicR0YrqOYcSrOSmynJiUWE0aNrOG02om1W4lJ8XJtJx0KvMyyHI7SHPYsJoubD70cyGm67T2+ghGRi9BKQFZbseQcMmJIoQgEtNp9/g42dbFwfo2jrd00u7x4QmE+gXxaSE0MPGzaCpWk4bLZiHVbiXL7aA0K5WqgiyKM1NIsVlxWMzIk1xAZyoIRaJ0+QLUd/ZysL6NY80ddHh89AZC9AXDBMOR+LNmGEjEz19TZMyaittmwW2zkOawUZGbwZyiHEqyUslw2bGZxo9zv9hM6tegp8NL7ZFmrHYTN96zisy8sbOIqKpCSoYTWZHpbO2dcNrKTLedmK7zwtbDLJteiMWs0dTpYd3u48wrzzvrcUcjWzGEF5AxmS/HZL0eVZ2BLKciRBg9dpJw6BXCwZeJr4v6CAUexWy5AlkpGfEcDaMbv/dHRMIbiAtgM5p5BWbLtajabGQ5BSFC6HoDkdCbhIMvIEQvul6L3/sfOJX/QVGHVysa3H/Q/xCqNgub435kOYtoZDP+vv+HEL0YRjsB70/QYzVYbB/GYrsNSXIRCjxB0P9HIIQeO44eO4Fsmj+kbyEEeuwkAe8PEgJYkjOwWG9FM69EUYqQJDOG0Usseohw8Dmika1AlEjoDYJKPnbX15GmsPbx+TCg1fUGglQ3d3KgvpW9dc0cb+7EF4q/7FFdH7cf3RDoxNsGwsM/0LIkoSnx2brLaqEg3U1lXgYz8jKpzMskL82FbZDGfLEQQhDTDXzhCI1dHg6cauFAfWu/4PUSjESJDtJCxurH0OPXIxiJ4gkMzRQ1oCFbTCo5KS7mFuWwqDyfOcU5ZLkcmNSxl0bO9xwHONtj9PiD/Mczb7H/VOuobRRZ4svXr+K25RO3dhhC4AuGOdLUzobDtWyrrqe5u49wNEZUH716lNEvtCP92nKbJ563XZLiKSFNqkKW20FFbgazC7NZUJpPSVYqdrNpzHz7F5qYbuAJBNlf38qWo6fYe6qFpi4PoWiMaEwfNYeh4PT5+8NRun2n6wZvOlKLWVPJcjuYW5zL8opCFpUXxKvsXeT3bDQmVxP2hfB0+UjPcZNXMnZFCoi/DGaLhqLIREJRJiiDSXfauWP1PP6y+QBv7atG1wU2i8bCaflcOb9i/A7OwDDaARmz9Xbsrn9GlrOHaKGKWolmWgaIfm1ZoMdqiEZ2YrYWAcO14XDoZSKhdUAUkLFYP4DN+Q/ISu4ZfU9HM12Cqlbg9/0EYXQSix4m6H8Iu+tbY+SzjiEMHzbHF9FMl8S1ELWQSPgdIqFXAJ1YdC+aaRk2xxf7jythsX8svrYbO4phdKPr9ahi3hn3KkIw8DCx6CFAIEkp2F3/jMV6K4MdyBRA1eaimS/B1/t1opF3gSih4DOYLNeimZa95x56wzBo7vGy5dgpXtl7jJq2bjz+0Jj1Z8/5WEIQjumEYzq+UITmnj62n2jAZtZItVspz05neWURC8vyKc1Kw2a+sFqhEBCORjnZ1sWOE41sOV5PbVs33f4A4ej4k5CzRTcEuhE3Y/f6QxxtauflPUcpykhhzawyrplXSWl22qgm1bNFCEHQH6bmYANdLb3kFGcybW4RsgyhYARFlTFN4JobAnyhyLBJxWBkSaK5p2/CY4vpOntqm3lm20G2n2iks89/3hWDhCAhnHyhbmraunnrwEnSnTZmF2Vzz5qFLCh9b1ioOr1+Nhyq4bV9xznS2I7HH5qUcg1R3SCqRxLnv25/NdPzMrlqXgVrZpaR3798+V5iUoWwYQh03UAzqchjVEwaYMCT2tANLDbThC+OLEssm17IrKJsOjw+YrqB02Ymw20/5zUBVZuH3fn3KErusG2SJCEp6VjtnyQS3tSfc1rvF8I3c6YQNvR2QoHHGFinVbXZ2JxfQ1byhp2jJElIkgOL/aMYRgcB36+AKOHQa5jMl2G2Xs9oXseqVoWqzUr0KUkWTObVREKvE9e+BSbL9cjK6TKKspyJqlaix44CMQy9tb9t/FEQQhCL7CMSfIn4+rUJi+0jWKx3II3g8CRJMqpahs35Ffp6jiGMToTRRTj4NJo2F8ZZN79Q6IZBbVs3z+44zMbDNdR3etCnQPBOhEA4SiAcpam7j01Ha0lz2FhcXsA/37KGTNfUZ62K6QZN3R62VTew/uBJjjS10+0NTHLNmonhC0U43NjOkcZ2Xth5hFuWzuLGRTPISz2/j6UQgsYTbTz2o5fYvf4wvr4gN9yzmpKqPGRZ4rEfvoTJovGhL12D2Xr+Dm5CCNo9vnHbGULQ2uPlT5v38uz2w/T4g+Pucz5EdZ3WXi+RWIw7L5k7pccaDyEEfcEw7xyp47FNezja1DEhi9P54AtF2FXTxL66Fp7ecoC7Ll3AlXOm4badezTKZDOpQthiM+FwW/F0+wj0jZ+0PBSI0FDdhq4b5BZnTDh5UUw3iMRiOKwmnLbTKduiuk4oEsNiOsvTkqyYrTchK2NXwlCUIlS1gmgkXvhBj9WB0IfISCEMopFdxKLH+/9iwmy9DVnJH+emWzBbbyMcfBldP4kwevoF8VqkESsLSf19Dk3pp6ilxBfWdcCCqs1g8CRBksxI8unax8LoBWKcfhTChMPrMYyO/nPOw2K7tT8EaXRUbSaaNp9IeB0A0ch2dKMFVb642csMIWjr9fLSrqM8s+0gjd2eCVtcLgRCQLc3gCJL2MxT5+08sM57orWL1/ceZ8PhWhq7PBesXut4CKCxy8MvX9vCpiO1fPaqZSyvLDrnSXXQH+b/fvEGNQcb+cjfX8+GZ3cmtqmmeGnV7W8c4JqPrCC76NzSPp45/o4+P0KIUd/zmG6w5fgpHnxzB3tqmy/otS/OTKU85/zP81yJ6Qb7T7Xw2KY9bDxcS+gcfHfO6/iGwYnWLr7/zHrePljDPWsWsrAs/z1hnp/UEbjTHeSXZuHtDbB70zF03Rh1ndcwBMf31bN/SzWyIlO1qBR5gtmuGjt7eWXHMSKxobOo2pZuXt99fJS9RkeWXGimpRMwn9uQ5JTEv4XwMbz6UoRYdC8DWrAkp6CZlkzINC8reajanIHeiUUPYfRXehqOgiynD3PeijtZ9WvGsqM/Zlgasp8knQ6REUSGnIMwvMQiuxJ/U7QqZCWX0bTx08d19k8A+uv3Gj3xScpFJKrr7DzZyH88s57frNtGQ9d7SwAP4LCYWTG9GNsUOil1eQP8+KV3+Pqjr/DE5n3Ud/a+ZwTwYHRDsP9UC99/Zj0bDtWcs6bU095H9f56rvrQJdz0ibWk56QktkmSRHZhOt4eP8HA5NUU9gbDIwqXgTX3Nw+c4P89t4HdtU0X/NrPKcrBZT230LjzIe50FuON/dV856l1vHngxAUXwIOJxHQ2Hanle8+8xat7jhGOxibsizRVTKoQdqbYWHblLBRF5sWHN7H55b34+840twiCvhB7Nh3jDz94gdb6Looqcpi9tGzCuR48/hDHmzqGmRN7/UF2n2g863HLShaykj1+Q0lBYpC2IqKIM0KOhIgQix5N/FtR8pGViSX8lyQzqna6BqehN/WvV4+EgiSPlOtVJiGEJSuSdGZmKAkGC24hhswj4uvEpwaNv2RE7+nhY1f6NWytv9sghj7a2KeeUDTGs9sP8e0n32DD4RqCkYv34o9HcWYKi8sKptQ8FjMM9tW10NTdR2wMp5/3AkJAQ5eHH72wic1HT53TeMPBCCF/mJKqPFRtuDatagqGYcQjMiaJQCQeUnMmMcPgrYMn+OHzG6lt77ngE0GbWWNOUQ5m7cJ75fvDEZ7acoD/fPZtatq6x3XuuxAYQlDT1s1/PbeB/9t64KJ/Gyb1rsiyzOW3LebU8VbeemYnP/7HP1FcmUMkHD/Jwzvr+O+vPU5Xm4f64634PEHSsl186P4rycpPG/cjFNN1TrZ0cbK5i64+PwfrWrH0P1hR3WDTwdpzcm6R5YyhwnUsxvtOikh/ko/+vpWsceOJT6MOMYkLEUHXm9AYKTZUGqLRDhmgJPULVgXpLKoEARh6SzyrVz/h0MvEogeYyAzJ0BuJm7aJT1DE+Gtkk40Q0BsI8vimPTz89u4xw0reC8iSxOWzp5Hpntq14CyXg6vnVVLb3kP4ImoiZ0Njl4f/fekdnFYTC0vHW84ZismiYbGZ6WwZHnWhx3RqDjXiSLFjtU+edugPRfEGw2S6Ti8fRXWd1/dW8z8vbkp4MV9ost1OZhVmX/A10B5/kIfe2sFT7x7AHx4+ObnY9PiD/PSVd/EEQnx09QLc5xBeNhlM+tQoJcPJx/7+OuwuK+uf2cmxffWJ2WZTTTtNte0g4jPRspn53PaZy7jkmrlIE4hli+kGu0808ebeE5xq66G915eIgVNkmfx0N3ddvvDsBy3ZYLR437NEiDCI0+vhkmSNZ9eayDAASbYSX8ONO1YJwzPGHmOPWRqkFU8UQ/SBOP2RNvRTGIM044kjSMRGX0DaPV5+u247z+888p4XwACZLjuXTC9Cm+K1KVmWuGJOOa/vPc7R5o7z6ksCNFVBUxRUJZ6cY+ADP2B6jeoG4WjsvM2uNW3d/G7dDv7tw/G4z4mSlu2mYn4x657cQl5ZJpFQhFAwQntTN4e317DxuV0sv3YuqVmjVw46WwLhCL7QafO2YQg2HKrl56+9e9EEMEBVftaUT/IGI4TAF4rwmze2nbemqcgSZlVFU5Uhz5lhCHTDINIffXCuJmVfKMIjG3ajG4JPXbEEy0WIW590ISxJEpl5KXzs769l9tIydrx1mIaT7Xg6vUQjMcxWE2lZLqYvKGHNzQsonJaNNkFHKrOmctvKOUzLy2D93hN8eO38xEWTpPh2xzmse8TXVSdrlhgXnqdRmLDVX5JgmOAcTZBN0axWxBg6fpXxhP1ISJISzy19gRBC4A9FeOitnZMigCUpPrHTFIU0h400hxW3zYLVpKGpceFjGIKoruMPxRN6dPuC9PiChGMxjP4sUuMxszCb8pz0C6Kl5Ke5WTOrjOrWzgmbBSXi2ZmsJo2cFCd5qS5yU51kpzhItVtJtVuxmk2YlPhzG9FjeINhurwBmrv7qG3vprqli44+/zmt7xpCsPNkI28fruH2ZbMnfJ2sdjM33Luah3/wPP/z5T/i7fVjtpqo3lePp9NL5YISrvnICkyWyfvoBiJRfKFIQiCcbOvi129spbFzrIn0aRRZQpVl3DYLGS47qXYrNrMJU//zFjPiExtvMEynN0BXnx9/OIren0lrJCRgcXn+lE/yBhPTDZ7bcYhnth08awEsASZNpSDdTVlWGoUZbvLSXGQ47fFroSgIxKDr4Ke+08Opjp54gh1v4KzDDX2hCH/avI+SrFSuXzhj0kLkJsqULBJIkoTdaWXFtXNZcvlMfJ4gQX8YQzdQNQWrw4IrxYZ8lg+GJEmYNZWKvAxURSY3zYV2HsUapgTJBINNwCKCQJ+YyBQCRJShgvfCmkjiYUgD90XGYr8Hs+Xac+kJRT3bHN7nTlQ3ePLd/fzftoPnZW61mFTy09zMLsxmTnEO5dnpZDjtWE0aFpOKpsgosowsSwjB6dl4NEYgHKUvGKKmrZtjzR2caOmiqdtDa693xOQLiixx9dyKxJLKVGPWVK6YM42Xdx+loWtsweCwmMhLczEtJ53F5QVMz8sk3WnDZbVgN2v9oXVjP9UDGlFbr5fdtc28uvcY++pahjlUjkcoGuMv2w5y2axy0p0TW9qRJInyOUV8+YcfY8ur+zi4pRpfXxC708J1d69i5Q0LSM92T+rkJxLT8QTi8a6+YJhfvraVo01jWx0kIM1pY1pOOkvKC6gqyCI31YXTYk5M+BRZij9vhiDaL4gD4bjpu6GrlwOnWjnY0EZDVy8dnqHxxqkOKzMLsy+YYNENg3ePneL363eOmMBmLLLcDhaW5XPNvApm5GeR5rBinUDGK90w8PYnLdl2vJ5X9h7jeHPnWT1nnkCIX762lZLM1Atuup/St1+SJExmjbSsyVXxUxxWFjjeG0HnZyJJZmQ5LSFGDdELIgw4x9grjsDAMLpJaKKSjKxc2HyvkpwGktY/BANZzuhPBnLxXflHY8Dz9MG3dpyzAM5yO1gxvZgrZpczoyCLLJdjgun+lGGpF+cW5yZSEbb2ejnZ2sWe2mZ21zZT39mTSExQkpXGovKzW+s8X8pz0rh8TjkPv717yN8lwG23UJiewsoZJSyrKKQ4M4V0h23CUQtnIkkSTqsZp9VMeU4618yv5LW9x3ls055+B6WJmxCPNnWw/UQD18yrnHAaRlmWyMxP5eZPruWmT6wZMq6poqPPh79fs3r70MlR2ymyRHlOOlfNrWDljBKm5aSPn8JTARNgN5tI67cuVxVkcfW8SgLhKI3dHo41tfP2oRoOnGql0+unNCuN4syUC/KMCSE4WN/GT195l3aPf8L7OS1mrl1QyW3LZlOZl3nWVfAUWSbFbiXFbqUyN4PrF81g/YGT/OndfVS3dE7YEa6+s5ffvLGNb95+Odkp43+vJ4v3dhLbUYjqOr2+ICkOK5qi4PEHOdbYgcNqpiIv46JqxxImFKWMKNuAuKOTIbzIZExg7yi6Xnu6L8mBopx9Gs7zQVFykSUXOvEZvKE3xksgTsBD+mIghKC6pZOH396FN3j24SYuq4VLphfx4RXzmFWYjdmkTorWMGC1Kc5MpSgjhVVVJXiDYQ41tLG1uoE9NU0sKi8g6wKu1UE8reFVcyt5cedRunwBzJpCXqqLldNLWF5ZxKzCbNw2C+ok1+aWJAm3zcJty2ZRlp3GL1/byo6TDRP+QEZiOhsO1bBmZumE4ql9ngCnjrVQMbcIk2W4NiWEwN8XpL2xG1mRycxLxeY8/wQObb0+thw/xdNbDoxo/ZCATLeD6xdM57bls8lPc09KHXSbWaMiJ51p2WlcPnsaNe3d7DzRiNNqxj6F8eeD8QRC/HHjbk60jhZWORSJePzyvZct4tr5ldjNE0/YNGqfkkS6w8Yty2YxuyiHn7y8mS3HT014+WVrdQPP7zzCvWsXXrAc75NeRQlBYrlyIuaqM5nITejo9fPga9v59HXLSHPaeOTNXew72YyiyNx39RKWz7hwZtBhSGZU01wI/gkQGHobeqwWVS1hvHVcYQSIRfYn/q0opUjyhQ2wl+QUFK0SXY/P4mPRQwijG+T3phD2hSI8uXkfx8Yx+41EcWYK965dxBVzppFqt06ZtiBJEiZVJd2psrqqlKXTCunyBdAUBeUctczzGcv0vAyWVRbR0tPHqqoSLptVTkG6G4s29SXtVEVhYWk+X71xFf/65OtUt4xQsWwUDje20dHnpzhzfKHS0dTDE//zMp/5zh0YhsBkUsksSEPV4vmpu1o9PP7fL7Fnw1EkSWLBpTP44P1Xk110fuvz26ob2HmykdZe77BtEnEfgPsuW8zqqpJJT84ysERgt5iYXZhDVX5WvODBBdKCNxyu5Z0jdRMWeBW5Gdx/3QpWVZVMavUjSYrnKJ+Rn8k/fuBSvvfMenaeaJyQj0YwEuWlXUe4dGYp0/MujBVyUoVwR3MvL/3xHfJKMlhz80IstvGdpI7uOcWhbSeZt7KCaXPGzlg1QK8/iC8YxmrSqG7qYH9NC1+59VKONXaw4UDNRRXCkqSgmZYgyzkYRgtCBIiEXsJkXjVi2scBhBBEo7uJxY70/0VFMy9FlieiQU8ekuTCZF5LJPQmEEGPnSASfhOLcs/oFaMuIu8creON/dVn7YwxvySPf7plDTMLsi6oIJQkCYtJIz9ttJzgU4/FpPEPN61GlmVSHdYL7ogiyxKzCrP5wjUr+Jc/vTZibO1IdPT5OdLYTnFm6rhtDd3g5P4Gfnj/H+jt9KGZVVbfuIDbP38VzlQ777y4m51vHuKy25disZl5889bMdtM3PfNWybsKDoSx0bxPJckiZXTi/mHmy+lNCttyisbSVJ/ub8L4JAlhKC5p48/btg94VCkoowU/vmWtSwqz5+y90+SJEqz0vjHmy/l355+i/2nWia036mOXp7ZdpB/uPnSC1J+c1LPvrvNw9O/eouNL+4lHBx/UV6SJKr31fPw/3uJ9c/uwjgbj01ZJhCOsH7fSeaX5zGjMIuCDDe+ScyAc25IKGoFJsvV/SPVCQdfIxJ6CyFGcxQQGHodQf9DiVrGilqM2XLDWcf5ni+SpGCyXI6qxavBCOEn4PsN0ci2McZ/GiEMDMMzJNZ4KhBC0O0L8OTmffSdhRlaliSWVhTy7TuvZE5RzgXXRN8rZLodpDttF1wADyBJEquqSrhyTgXKBAWSPxShpq17wsk7opEYFpuZD95/FWtuWczW1w+w5dV9ANQdbqKoMpdbP3sFH/ryNVx/72qO7Kyhu21insxngyxJrJhexL9+8ArKsqdeAF9oYobBq3uOU90yMTO0w2Li/utWsHhawZS/f5IkUZmbyWevWkqGc2IhbjHDYN3+E9S0dV+QbFoX/Qtkd1nRTCqt9V0Tzl6T4bYTien89pVt7Ktt5vJ501BkiV5fENMI2XEuNJKkYrV/FEUtA0CIHvze/yIcehlD70aICELoCBFDGAGi0UP4+r5PNLy1vwcLFuudqFrlRRm/LGdjtX8cSYrHUBp6Az7PtwgFn0aPNWIYPoQI9f8EMQwfht5JNLKLUOBRfJ5vEIscnNIxCmDr8XoONrSd1X4zC7L40nUrKM1OG79xkinFpCpcv3A6KbYzs7qNjCDuPDPR8DNnqp0Pf/U6rr9nNR+8/2oWrqni2O46YEBAm1A1BVmWqZhXTNAXIuCd/MljVUEWX7h2BTkpzvdM0YDJQghBS4+X1/Yen5C5V5FlrpwzjUtnlk5VkOUwZFliUXkBl8+ZeB77Do+PLcdOXRAhfNEds0wWDVmR8fYGGJ6HeWTSnXY+etkCdlU3ctm8ciryM9ANgdmksnJm6dQOeIIo6gxsjvvx9/0XhtGCHjuGz/NNNG0eqmlR3MwsgsRiNUTDm/sdsgxAwmy5CovtQ0gXODxpAEmSMVuuIxY9QijwMEIE0GNH8XseIKQUoWiVyHI2SCpCBBF6B7p+CkPvwBA9IGJYrHdM6RhDkSiv9Od+nShpDhufvGIJswtzLpoG+F5G1w0aTrZjsmjkTUJRg/GQJCleX7kgk81HJ5YQps3jIxiJ4hwnH4AkS1hsJjLzUlFUBYsi4053UHe0OR7DbQxyXiGuDMSiOrFJLuGY5rByz5qFzCzI+qsTwBBPmrH5SB01bRNb289NcXLHJXMvmLPYADaTxvULZvD63uP0jlGScgABrD94kluXzcI9wUniuXJRhbAQglAggh7TQYgJl1KTZYmF0/JZOG1omNLauRe3Ys9gJEnFbL0FSbLj9/43euwYwugiEn6LSPitUfZxYLJch931z0hyBhMuKzXpSEiyDZvzy8hKNkH/7zH0eoTwEosdIhY7NPbeki0e5jRFCCE43Ng+ZpH1M5EliduXz2Z1VSnKBVgnqznawvGDjVxz2+IJZYN7L6DHdA7sqCU1w3HWQriprpPdm6u54SPLz8rcmmK3Mr8kj63H6yfk0NPlDRCOjT/xsjosWGxmtry6D4vNjLfXz+HtJ2lv7ObtZ3bQeLINh9tGtD+ZhLfHjyzLKJMYWSFLEjcvmcXaWWV/tcse3b4Abx08SXgCMbmKLHHVvAqq8i9s2CXEJ3yziuKx/5uO1E1on5Nt3RxubGd5RdGUTqDOSwgLIYao64nfBf2zzdHXbgxd0NXmYfeGo4SCETJyU8/7RKMxnb5gePyAfklBlrORlRIAZDmLiVnmJWQ58/R+Sl5/ashRWksaJsu1KOo0goFHiYTWx+vtiiDxHMsyYEKSnajaHCzWWzFZrkSSRjdbyUoOslKCJFmQpOHOPZJkQlGKESKMrOSPIAwlZDlt0LmnjirsJcmB1f5xNNNywsGniITWYxhd/eMfMAnKgIYkWZHlFBStCrPlclRt1qjX5XwJR2NsOlJLjy8w4X2m5aZzx/I5Zx2DeLboMQNPj5/tbx+l6VQncxaXoqgyKekOLP11a2NRHU+Pn0g4hs1hxum2JQRXwB8mFolhsmj09cRjLV2pdixWE4Ye79tqNxMORgn4w1htJlyp8VheYQh83iB+bwhFVUhJsye8gQ3DwNPdv28oSsDXv29/0pxQMEJPp5cFK6bhTh2+dhaNxOjrDRAJx9A0BYfbitmiYRiCvh4/Ozcd5+CuWhasrEBVZNzpdqwTcMyUJYlpOenYLWb6JqCheINhQhPIwpSe42bxFbN44aENbHh2J+FgFLNVY9k1c/nTj19BUWX0mMHbz+yganEZ657cgjvdgStt4qkxxyM/3cWtS2eNH//7PuZgQxtHmyZWqCXb7eTKudMuWgipWVW4tKqULcfrJ+RX4AmE2H+qlUVlBVP63ThnISyEoKO5l/V/OV2ns6O5B2EIWhu6eP4PGxMfnZGIRmIc23uKg9tOIksSs5aWnbfDQku3l2ffPciXblk1ZjtJcuNw/0s8zzP0C7R4CI5hGLT1+DhS3057ry8ef5efQVleOiZVxeb8KmbbZ9l3spmuvggr5yicamvleGMH0ZhBTpqT2aU5pDqs/SEDCopaidXxz3T5r+dgzXrau49iNUeZUZhPWV4FVussVHUGkpyCJKls2HcSk6Ywvzyf1u4+Dta1EQxHcDsszCv9GpkZJkBClpyEIjGONrRT29JFIBzFMCII4x8Agd1q44qFLryBXrYdraeqKIuZxdlYbB/DbL0VAN2wsuNYGw0dHi5fUEGqwzroOkmAhqrNRlXLsNg+Rix2DEOvxzB6QYj++sSpKEohilqGrGT2TyKm7qHt9YfYcaJxwpYTTZG5em4FOalTvybn9wZZ9+wuNr9xkGAgwuO/fBO7w8L1H15GSUUO0UiMt1/ax46Nx9BjOjaHhQ98bAVl/cXm9245waHddaRnuTlxuIlYVOfmuy5h9uJSAoEwj/3iLUoqsmms7aCjxUNJZTa33bcam91MzbEWXn5yG56eAJIEC1dUsPaGeVjtZoL+CE/8aj1F5Vk01XXS3tJLcXkWt39iNXanlfbmXl7601aqDzZx5S0Luf5DyxLnFAnHeOv53ezdVoOhG+gxgytvWciytTMI+sK89fweNq87RHe7lyd++SZWm5mrb1tM5ZyCca+XJEnkpDixmbQJCWG9P2PUeGgmlRvuvZTUTBfHdtdhc1pYfu1cKueXsOqmhaiawsmDDfz5f1/lL79+C1mRuPUzV5CaOXm5pC+tKrtgiTKmgmg4ysGtJ5i1fBqmEQrjxPR4dixvaGKOkbOKsinJPH9l61yJa8M52M0mPBN41gD21TXjD0UwOabOJH1emnB3m4enfrkOf9/QE2qu7eBPP3l9Qn1IksSsJaUsvWLmuDfHFwyjGwZWs4muvuEZWRo6eun0jp+pRZIUJGm4Y44Qgq1H6nnole209fqwmjUi0RiSJHHLytl8aO18LKYUdMPJO4dOsPFADSdbYdP+GgwhCIQjBMMxFk8v5J8+tDYhiAXw7qF2Hnyljh5vDhZzIeFIDE2VuX31XG5bPQdZOX0rnns3bu5t7/Hx9Kb9+IIRIlGdqK7zzY9eQU56PAQrGtN5cv1untl8ELfdgllVqW/vobMvQEGGmyUzClk9N57c5Mm391KWm86/33ctmuoC4h+bLq+PB1/ZQSgS5fL500a9R0h2VLnyojmLDeZkWzwd5ETJS3NzxdyKC7IObHdauOb2JfR2+ejrDfKJr12LokjYHBaEENQcbWHds7u445NrKCzL5M3n9/D0Qxv5/Lc+gCvFRjgUZdc71dz00eXc86WrMHQDV79mKgxoqe/C2+vnto+vxp1mj4c8WTRCgQjP/P4dcovSuP2+S+nrDfDYz9fhSrGx4qpZcQeahm56Orzc/onVpGbEMwKZ+yfK+cXp3PmptTz6s3UEA0PDTLo7+nj7pf3c+NHlVM7Ox+8NYXdakGQJq8PMlbcuIhSMcvJoM5/8h+uQFRmbfeL+DGkO24RTdwrEhNIRSpJESoaT6+5exZV3LkdWZBQ1nhRjIBQytySD7IJ0Th1tpmBaNpULSibNHG0za1w5d9r72vegs6WXl/+wgWnzikYUwj3+IAcbWie0jCBLEisqi7FbLuxa8JlkuewUZaRwoH5iS1m17T30+INDlJPJ5ryEcElVHt99+LPUHG7m8M4aju4+RcupTswWjZRM55i5oWVZwu6yMnf5NK7+0HIy88afIW08WEtHr4/lVUX8+xNv9mdYOb3dF4qQdo4XSwhBXWs3//30BrJTnfzr3VdRkOnGGwjzfxv384fXdlCQ4ebyBacFVUN7L9uOnOJTNyxjRmEWgXCUP7+9lxe3HuGSmcXcfMlMhBCcaOrkv5/eQFluOl+5/VJy05z0+kM88eYefvfyNvIz3Fw6t2zIePbXtOALhvnw2vlUFWdjCEGXJ0Blwen1lOONHTz65m6uWTydu69ahMtmYXd1E//+2BvMK8/la3eswWrWcNssXDZ/Gs+/e4jqpk6qik47iRyobaGmpYs718wjZQoftMnCEILdNU0TDkuSJYnlFYUUZVyYuFxFVXCnxc3H4VCUlPTT6S+FEOzdcgKn24bNbsbrCZJbmM6mVw/Q1d6HKyW+jOJOs7N0bRWZOcPHLMsSVQuKqZwztP5wa00Hbc093PmZNeQVp5NblEZ5VR77d9SyaHVlYt8Z84uYPrdw2LumqAp2p2XEggZWu5mUDAc7NhzF6bZSPjMPuyOeXUpRJNyp8ZKAJpNGSrrzrC1aVrM2YXOfEJxVTmBJkjD1m80HlssGzt1sMTF7+TRmLx958nk+zCzIpiI3g3AgwmuPvoMjxUbjiVa6Wj1MX1TKZXcsS0zMulp6eeOJd2mubScl08WaWxdTPie+Dtla38n6p7Yxa9k0drx5EE+HlyVXzWb1BxbHfWr8YTa/uIdDW6vRYwYZ+al84NOX485wEo3E2LfpKFte3ose05m+sJQ1ty3B5rRSe7iRLS/tJaswjcPbTmIYBsuuncfSq+agxwx2vnmQDX/ZwcEt1fzin59AM6lccv18LrlufuIcm7s91LZ1T+h6pNqtzMjPvOhr4y6bhfw014SFsDcYpqatm7IpjKY4ZyEsSRIWq4mqRaXMWFDC1R9axr53q/n3Tz/ItDmFfOpfPoAjZfS1WUWVcbhsWO0mFFWZkIliSUUB4ZhOV5+foswUbls5B9OgGXR9Ww9bJuhleSZCCDYdrKXXF+TLt13K4sr4Ry4nVfDBtfN49/ApXt91jDXzTgtLVZG5YflM1swtR1VkhBDcsKyKTQdqOdbQjrhkJrpusGH/SQLhKHddsZD55XlIkkR2qpM7185j+7EG3th1nNVzSodcg2hM58blM7l26YzEg1ueO3T9vbmrj0AoyrKqIrJSHHGrQkk2xdmpNHX24Q9F4h84TWH1nFKef/cQmw/WMi0vA5OmEInpbDpQg1lTWTm7lGAsyssnj5PrcFLd04UnFGJxbj5Lcgvi1UuEoC3gZ0N9DY3ePvIdLtYWlZJtjx+7ze9jc+Mp6vs8SJLEopw8lg7sS7zo+baWBg50tGEIQaHLzbWllThMJiK6zoGOVrY0NSCEYFFOPoty8zArQx9RXzDM0eaOCceKOq1mllcWXZCg+4ng6QnQWNfJi09sRVFkDCGYuaAY06AEES63Dc008nhVTcWVYhv2vkRCUQzdwNZfH1eSJBwuK92dXmL9QkvVlBH3HQ9Xio2PfeEK3l13mKd+t4G0TBcfuHsFZTNyJ8W0KMNZrRNO1IVTj+k013awY91BWuo6mLlsGqtvXICkyLSe6sRk1sjIm3xzsarIzC7MxmU1E+gLcmJ/PS11Hdxw3xqKpuex7k9bUDWVa+5aibfXz+M/fBGz1cTqmxdxbHctj/zHc3zpf+4mPSeFoC/Mttf209vRx7zVM5BlmbTs+OQsGonx6h83sWfDUa766ArMVhMhfxhFi7+r+zcf45lfvMEVdy5HNamsf3ob0WiMmz55Gb7eAOv/bxvzVs1g+fXzqTvcxFP/+yrF0/PILkqnuCqfeZ1eTh1t5qoPr8DqtJCZNzRJyv5TrQQmGC6W6bZTmJEyqdf5XLBoKtkpTmRJmnAGrbqOeLzwVJnRz9s7WpIkJEXCpMjkFmWQkunEbDORW5yBO31yUx1mpsT7i+k6q2eXMrc0d8jL67CYOFA3sawoZ2IIweFTbQgBxxra6RhU/zMYjhKN6TR19hGJ6YkPutNqYVpeeiIrjSRJpDhtmDSFYH8FkZhucKS+HYTgQG0Lp9p7Ev16A2Fiuk5jh4eYbgw5F6fNzJyy3CEzxzMfArOmIssS3kAYQwhk4k5LgVAUl808ZFwV+RlUFWfxzsFabrxkJrlpLtp7vOw72cLM4mwKM1MIxXReqTmOLgTL8gqIGga/2rMdRZZZnleIJxzm13u2442EqUrP4t2meqp7uvjKkhU4TWaafX3U9HaTZrXR4vPys11b+P8uWcu8rBwieoxnjh9mXd0JLskvQpVl+sJhdGEghGB7SyMP7d/F/KxcdGHwm307+LixkDWFJUPOuy8YommcCkCDyXTZmZF/4cNDpP4qS/H/nD52WqaTshm53PvlqxMF5SWJhPCM/1tCGiWKUpJGTu1qtZtRVYW+3gAZ/Rp0T5cPh9OKpqlEI7F4vepzvA75JRnccu9KVl0zmz/9aj1vv7SP/OIMLLa4eTGu/Q5om2d5DEmadLOtEIJju+t4+PvPU3OokaA/bjlZcd08ZOC5376FYQg+8a1bsTkmNxTQoqnMKc5JXGtJkqiYX8yaW5cghKCnzcPOdQe58sOXUHe4mcYTbfzd9z9MwbQcCitz2fHGQRqOtZCekwJAKBBmyVVzWHTZrCGX1tvj592X9nDb569m+XXz+k8ckCAUiLDrzUOUzS5k1c2LAOjr8rHt9f1cd8+lAKiqwlUfWUHlwhIq5xez+cXddLd5yCvLIr8si972PqwOCxULinGmDHVYE0JwqKFtwrm/c1OcuM6hzOxkI0kSqXYrqiJPyKISiem0e/zvbSE8GGeqjawzZktTQVFmCvnp7mEp2fLSXdxz5eJz6lMI6POH8IUivLT18LAwFofVRHaqMx5f2C8rNVUetsYhSyAhJWbrhhD0+UP0BcI8/+6hYaY6t91CVqpjWLYwTVWwjbAOM4AkSVQVZVFZkMkT6/cQielkuu1sPFBLe6+PG5ZX4RrknWrWVK5bMoMfPPEWO481cOPymew50UyPN8iKWSU4rCZ6QvG1/bmZ2Xxm3hJihsH3t27g1ZrjLM0tYG9bMyd7u/n2qsspS0njYEcb39jwOrW9PczNymFuZg6zM7PRZIWuYIAH3nmTI13tzMvKodXn44UTR/n0/MVcWRwPJRv4XAeiUV46cYx5WTl8YeEyDCH48c53eb76CKsKilEHPfzdvuBZFUivKsjCbbvw8dYZ2W6qDzZRfagJh9tKWqYLi1Vj4coKtm84yoEdtVTMzicSihKN6EyblY9yHm9jdn4qheVZrH9xL5Ik0dvto/ZoCzd/bAUms5oIxRmNgC+Ep9tP0B/G7w3R3eHF5jBjtmh4ewOcONxMakbc1DzgFT34iU3LdNLb5af6YCNOt43UDMekC7ezwe8J8uxv1xMKhvnaT+/l2d+cDgvUTCpZhelsfHYXnk7vpI/TYTFTln06xEtWZDLz0xLLcxn5qfjfOkQkFKGtvpP2hi5+/29/wWRW0XWDUCCSmDQAOFJsZOanDQt16+v2EY3o5JUNmmT2/y8SjNBc005ncw+tdfFUmt5ePxabmUgwvubvznCSkhl3VtTMGqqqxMNFJ0AwEqOhs3fC16Qs+8LUzJ4IbpsFbYJCGKDHFyQU1bGZp8aUPqlC2OGysvL6eYSDUTTz1IUgy7LMSEsLZk0lL/3cvBslKS4QM912/vWeq8lLG96PqsrYzCb0gdCrCdRUlSUJt91CTpqTf//EdSOGT6mqPGKmr9G0oQEyUxx84rqlfP/xN3nkjV1YTSr5GW7+8c61rJhVMqQEnSRJLKwoIC/DzYZ9NSyfWcy63ccpyHSzZPrpNUKTolLsTkWR43VzC5xu9rS1ENF1jvd00eTt46c7t2BSVEJ6lFAsRk8oGPeWD/jZ1HCKur4efNEIdZ5elubGPWTb/D4EUJmacVpD6B9bXyRMTW83tZ4emr3xxPf1fb24zRbCegxVPj3RqWnrnnCCDgmYVZg95mRmqlh2WRXtLb38+bcbSM+Km2/zSzIoqcjmo393ORte2c+Wtw6jaQoLV1ZQPjNeLcvhspKZlzKiP4WsSGTlpeBwDl+7N1s0PvTZtbz61Hae+OVbKJrC9R9exsKVFUhSvB5tVl4qDvfI6/5vPr+Ho/sa6Gz10NXeR0dLL8svr2LFlbMIh2NsfPUAnm4/qiqTU5jGtXcswWI9fV3nX1JOY10nf/7dBlIznNz44eWUTs+ZpKt59nS3ezh1tInbP38Vy6+Zyxt/2jJke2Z+Kj5PgFBgYrmOz4aCdNcQrS+eDyGc+D0cjPY7iilYbGYy8lK5/QtX4c44XT4vY5AyI/fXrz4TzaQhDIPICHV7ZUXG6rSwYO1MrvjQ8sTfTRYNS/+kQ5alcWPYR9va3uej6yxCBAsukE/GRLCatLMqz9nrDxKKRqfsOzKpklJWZK7/2EoQTKkQNoSgpqWLHccb6PWFGJxpqyAjhZuWzzzrPmVJZl55PtuO1NPS1cec0tyEpi2ESHgAnu1kTlNl5pXlsfdEM209XqYXZCa07IF+z9VMaBiCt/eeYFp+Bl++dTUZbhuKIsfN1CP0l+aysWp2KS/9/+y9d3hc53nm/Tt1egEGvXew906xSKJ6tWzJduQS23GceGNnN3VT9ks2cbLJJs6m2ol7L7JkNas3SmIRe+8gei8DTC+nfX8MOCQEkBiQYJHs+7p0iQBOnTnnfd73ee7nvned4O0jbbT0DHPP6rkUeM+nmizLQjOM7L9100QUBEQBFFGkyOnilup63GomMD7UJDCvoIi4rvG1Q3sYSya5v3EuqijREwlnjyuJApZlYliTa7miIGCTZZrzC1hXXpX9vd9un1QT7hoey6mWAxmjgrI877SpzoSm8dapNjpGxnAoCpvn1FKZ78/pHBdDXoGbj/7WzZk0sChiGyc8iZLIotV1zFlcha4biGLGc1uSM8/EkrX1LFxRm93+QjhdNj75329Hvog0a2GJj4987ma0tIEgCNgcSnbwdrhsfPyLtyHLUw8+Wx5cxs33Lpnwu3NGBoEiL7/1J/ei6waCkPm9ok50XPL4nHzw0xtIJTUsQLXJJDU9qyWQMVjL/N981+9C8eSMDTimg6Eb6LqJv2BqX1hDM3IKQpeDQq97Atvb0A1O729npG8skybf10b1nDIUVaZ2fjk2h0o4GKV+UVWWbKXYpne08hd4KKsrZteLhyiuDCBJIlpax+l14HDbmbO8lmPvtOB023H5HGgpHdMwcxarsY1PsoZ6goiiiGKTsyzp4XAs5zYfyEiUDk/R0XI9kNByq2OfQzydRpsBGXCmmNVIKQjClFT22UYwEuffn9mOZpgUel0TZonTydldDIIA6xfU8OzOY/zg1f2kdYPmykJEQSQcT9LWN8L8mhLmVRfP6LiSKLJhUR3P7TrBd17aQyyZpqGsAEGAUCxJa1+QJQ0ZA4qZwjBNuobGiCbS7D7Vic/lQBTAaVepKc6jLOCb8NmIgsCGhbW8vPcUz+w4Rlo3WDmnasIqPGXonBkdQTMM0qZBe2iMMrcHRZRoDhTySvtZav15LCgszszqDQNFFBlOxGkbG+W+hjlsqqyhLTRKOHU+pVbkdKOIEkeGBqjx5SEKQjbAe1Ubtb48LGBdRRU2ScYwTTTTRH7XjHUoHMs5CHvsKoVe1yUHM8uyONzVz3e272dTc23Ox54O596Fqd4HURSztdR3Q1FklIu8QoIgXFIA41LnzOx78faQSx+X7PValkUirTE8GiGaTBNJpogmUiQ1naSmZ9r00hopTSetG6R0g/T4vzM/66S1C/6tGyTTGt3B8EXPfzmwOWw43XZ624Ym6f9qaZ3TBzrw5ruuSsrc77RPYHuLkkgynuLbf/1z4pEkpmHyiT99IEP8rC7grk9s4JUf72D7Lw4A4HTbefSP78NWcul2HqfXzv2fvYXH/vkF/vX3f4CqysiqzMf+6D6KKgOsv3cZPa2DfPVPfoLDbUdL66y+fSFbPrIup/sori6goqGE7/z1k+QV+djwwHJW3LoAy7IIx5M5k7IA/u35HXzj1d05b381EUtpxHJ07oJMXThXe8bLwXXXjr4cDIxGMC2LP//orbMmwCAIAhUFPv70127lWy/u4evPvZOdqQPYVZk/+vAtl3XcmuI8/vTXbuWbL+ziK8/sAM6ri50TA5kpzg2GTeWFPL3jGN9+cQ+ikKlFa4ZJvtvJ5+9fy6bF9RM+n9rSACuaK3ly21GWNZYzv7p4wt9FQeDY8CBf2vEG4VSacDrFJxcsQRAElhSVsrGyhn/as50qrx/dNHArKp9dshKfzcbcQBHPtJzk7FiQkUR8wgq01O3h1+Yv5qcnjrCnrxtFlJBFkc8uWUmR08Ujcxfy1f27+NM3X8FnsxPT0mysrOGe+ubsMUzLYjgSy5kM4rLbLumcEkok6QqGePt0Oy5VYVVtBQ5VocibIQCGE0nG4knyXQ66R0PopkWpz0PAnSkpaIZB71iEUDyBz+mgzO/JkvYsyyKcSNEzliGRlfm9+BxXbhp/rZB5vnRGo3EGwzHO9o/QNhika3iMgVCUWCpNMq2TSGskNR3NMHL+Xq4FCkr9LNnQzAs/2IbL5yAaiiMrEqcPdrD/zRO8/ex+7v3URvKLZ0+c4xx8LvsEkqUkiay8bSErtiwgFU8TKPVnGc6yIrPu3qU0LatldCCEKAnjtdrMdZXWFPD5v/8oRZWTZURFUWTOilq++P8+zlBPENO08Pid5I8TugKlfj79vx6ir32IVCKN3WmjqDLTalO3oJLP/e1HsuIkdqfK73z5UYoqzrfiePwufuOvPsRA1wimblJcnRmnTMsiGE3k7HoHTOmv/F6BZhhTZvBmC7MahHXNyD7sTo992ry7ZVloKZ10SsPmULMSe9PBrsh4nfZx5vDsDWqCIDCvupi//tQdtPePMjAawTBNPA4b5QU+SsfrzZIocteqOSxtLKckf2K6K+B18QePbMoIdVxw3EV1pfyfz9xNW3+QwbEYpmXiddqpKPRRkjdxIPj4bcuJJdJ4XRdfnUQTab7yzA6OtfXzpU/fSXGeB0kUMEyL7qEQX3/+HX78xkFWzanCeQF5zKHK1Jbko0giW5Y14njXqskuydxaXU+NL4+4nmZOoIgyd+YeHbLMpxctZ0NlDV3hsUz92OvHZ7MjCQKfW7qSY0ODRLQUjXkBDNNCGU99SYLA3XVNzC8oomU0iIVFmduD35ZZicwLFPK/N9zK0aEB4rpGwO6gMX/i5CSR1ojMwLbQocqXzIz0joZ59XgLR3r6GYnGef7wKYq9bkp9HmyyzNGeAX68+xD1BQGGojGSms7t8xu4Y0ETSU3n5/uO8vaZdlw2lXAixa1z6/nAsvmossSZwRG+vW0vibSGYVq4bCqf3biS+qKrb4xwudAMg1AsydmBEfac7eZ41yBdw2P0jYZz0ga+kaDYZB747C3omsF3/88zhINRBEFg7+vHsDtt3Prwau76+IZZ1Yo+B1WeXA6SZYnq5rIptxdFkaKK/AkB8BzsThs1c8un2CsDQRDIK/KSVzR5MiEIAnaXjdr5k5XLXF4HLu95foAkS9TOm7ydN9+NN39il4thWjmJIr1foBvmjCYcM8WsBuG+jmG+8ddPUTe/gg/91i0TvuSLYd9bJ3nrmf1semA5q26df8maa9fQGN3DIZJpjVgyxXdf2cuyhnKcdoVzwdjnsjOvamYp4wshCAJOm8q86uKLpp4FAZori2ieIoXssqtsWFg3xT4CLoeNBbWl017D0oaLv3Tn0DMcYvvRdu5bO4/1C2onvPRlAS9vHT7Lqe4hEml9QhCOJdOc7BrE73awrHHyeSzAqSisq6ia9DdBEFAlifkFRcwvmHzvPpt9yv3O7SsJAnX+fOr8kwcbQRAIOJxsqrq4C1YqnUl55gqXXb2ktWVjcQGV+T6e2HeM470D/N7tNyGK4oRUYtvQKDc31/HpDcuxILvSPTMwzOsnz/Lpm1awsKKEnWc7+cHOA6yqq6Tc7+WZgydwqSq/f/sGdNPkX1/dwbOHTvLFLetuKBWlcyveM31D7DrTxe6WLk73DhNNprPcgPciBEEgUOLjY390LytvXUDL4U7i0SQOl42GRVXMXVmHw2Wb9cyEKAgokngBW1nA5rChXAdy4NWCaZqMxXKvB7/XcbUzPLMahGPhBHvfPIlumDlZggmCwEh/iO0vHMbtc7Ly5rkgXnzQPNTay4t7TwGZftjD7X209A1PEGJoriy8oiD8XoFmGOiGMWmGZlkWg6NROgfH8Lsd4xOU8zjZOci+090sb6qg4j2ma6ubJkaOIh0AHrvtkgxzWRJxCAqKnGGCO1Rl0ufhddhYVl2O1zGxdni0Z4CUZjAUibG7rZuxeIKRaJzesTBum8LJvkHqCwMc6u4HMgS3loFh0rqO/WJF32uMZFrjePcgz+07ydsn2hiKxHIWQXkvQBAEXB4HyzbPZemmORN+f/XOyYQMoMNl40NfuP39FYQtSM6Q3PQrXBzXvSbs9jpQVJn+rpFpZxy3LG5gzdzqS25zoygjXW1UFvpZ1ljB0zuOoRsGNSUBLMuia2iU7UfbCcdT/O5DG3CoCp2Do+w+2cVoJM7L+07jsqs8snkxtnfp9XpUld9dsY58x40pX6kb5oxYtKp85Y+3S1WnlFSMpdJEUymOdPdn/75lXgNFHheaYRJPafSMhdnX3g1AgdtJTXX5tAEgOBjm7RcPs+62BRSW+if9PZXUOLSzBY/PwdxlNZd1T7phcrJnkB9tO8j2k+0Eo7NvZH+j4d2fu6EbjA1H8Oa7syzwWTvXBf8WJXFCu9GlENPS/PDEIfIdDlpGRxhMxFheVMYDDfNwKxlVue29HbzR1Uo4nSLf7uDB+nksLCimPx7la4f38NE5i2jKy5RxTgaHePzMUT63cBWFztlzh7KwSM+y7/IvM657EJYUCUEUiEeTk1iM74bTrk5Irf4yw+ey84UH1/PktqPsO9PNm4dbAchzO1neVMHGRXUsrsvUoILhOC/vPc1oJE5taT4f3LCIuVNkCxRJojkwc5LYtYJumjNiKc6G/djFQmZlvp9ir5uPr1tKRV6GZGOYFrIoEk2lKM/zMq+smI+tWYIoCpmWHJjE9n43gkMRnvnedpoWVk4ZhPW0zraXjiDL0oyD8Dmy2C/2neB7W/fTNxa+ochU1xKjQ2G+8Zc/59E/uIfKxuvXz3whdNPkyPAAA/Eon5q/DMMy+empIyiSxCNNCzEtC8MyWVNaiVe183zbKf7ryG7+/qY78CgqumnyckcLjf4AhmWxs6+TYDKBzza7DHDLIidP518hN1zXIGyZ1rjqi46syDPuwbUsA9Nox0gfxiKNKBYgq8sRRD+m0YuhHUVW1yOILiwrhZZ8BVldgSiVYJqjGOlDSEoTevowlhVCkuchqwvHJwMp9PR+TKMTUchHUpcjiPmXncqyLAPGrRMzN2pDEC5fgUUQBEryvXzqzlU8snlxNo0oSxmlLfsFfZzzqov528/chWGa2FUFt0O97kLqlwPLsmbUQnQ1M+1Lqkp57UQLP919hDV1laQMg5Sms7GpBrfdxobGGl44cpp8l4N8l5PReIKKPC/Lqqer91tYl5hoCGJGeOOc13CusCyL3tEI339zP8/uPZ6zAcZMII6L14iZxvds/7tARhhCkSRsioQqy6iShDr+b8uyONM3PKN6/5UindToPN2HNoXQxfWEJAosLSrljppGTMuiKxLi7Z52PtgwH5sksamiNuPVjkVC1/ju8QNEtDQlTjerSip4tvUE4XQKw7I4ONjHxopa1FnPDlpXlaj0y4YrCsKWZU2o0WX+bWV/r1+CUWnoBh2n+tn+wmHSSY2SqpnLmpn6aRLhf0CSq0FQMcx9iFIlkujH0FtJxb6HpCxAwIVlJUhFv47oLUSUSrCMQVKxryPKjQiCHSwt838WAmnS8Z+gJd9CUhrQ9TcRUm/i8P5PEKZu/p8OhraPROhvAA1BLMLh+yskeWoS00xgV2Xs06TTVEWmwHfdkx5XDFEQkGYgrpBrfbPU551ShcvvtDOvvBjbFGntIo+L37llLS8dO8NLx85gkyUWVpQgSxKiIHDbgka8TjvbTreT1HQKPC4arpAZbVkWo8NRBrqD5BXO7DnsH4vw5WfeYuux1lkhXMmSiN/pIM9tx+d0kO92kO92EvA48TvtOG0qLruamRAqCjZZQpJEZFFEEoWsIpskigyGo/zR95+newaa4O9GOqURHAhBjrGhv2OYVGL21bKuFJIgUuryjAvkCBQ73ezq7yZlGEiiwPaeTrb1tpMyDAZiUSLpVFbXeGVJOY+dPsKp0SFkQWIslWR58dSM7CuBgDBJMvhXuHxc9shsWRZtJ3r5xpeezv4uFklgGhYtR7r4u//23Ysq+0AmCPd3jjDUN4ZqV1h1y7xLWh9OBVPvApKork8gSlVk3sDcj2Ea/aiOh1Ec943vN673rJ8lnfgFDu+fIymLMY1O4qO/g6EdRVLXXNZq2DIjGNpRII0gVZxfFf8KOUOWxBmt4HPRhpVEkZvn1AGTGe3zyoqZV3YxhrxAVcDPZzeunPLvDkVhc3Mdm5snH/fdSCXSvPbUfg7tbCESijM6HOG7//Ri1trwHEzTYqA7yHB/iFseWDbtcWE8cMcS/N+n3+S1I2enLflcDE6bQqHXTUNJPktry6krzqfQ6yLP7cTntGPL0QltKmjjAeZK0HN2kL//7W9h5FirTKc0EtEbj+FrWRZxPZ39d0LXkIXM5GV3fxdfOfQOn1mwgoUFxRwY7ONHJw9l9w3Ynawvq+bljhbcisrc/ELKXLPfBy0ITHCvmw5+l4OPbVhCvvvirno3MtwO21W99itaHomiQDQUZ7BnlEQ0STqVWU1ERuMceadl2v0FAVweBxvvX8bi9TM3i5fURYipGhLhLyGrq1BsNyPK9TnvL4heJKUJONdSkBkIDL0NywySTjyFkHwF0LCsKKY5xC8H7evGhDy+ksoV8XSanJdG1xGSLFFRW0hvxzADPUEM3WCgO0hoZKJRhSAIePNd3Hz/UtbetiCnY8dTGj946wBvHmubcQCWRIECj4u1zdWsbapmfmURRT43iiQhidPrpl9LpJMaY0Nh1t2zBLd3+gEzFIyy97Vj1+DKZgbNNDgw2EdvNJxJKQ/1MSe/AEUUCSYT2GWZxrwANlnmzNhINmBDhm9wU3k1f73rDVyywsfnLUW5CmUnYVxmNlfYZIktixqpKbr65j5XA1fiPpYLrigIV9QX8+f/9Wl62oY4dbCDA9tOc3jHGTx5LmrmlF5yJSxJIv4CDwtW1bHq1gW4PDNXExLEYuzeP0RP7UBLvoqe2o7D+ydIytwptjaBiSlHAQWY3JYCBgIKolSMIGQa1W2uTyMp82d0fe8VZEhDFmAhIOb8PWT2MwEB8Qrq27lCkaQZpcHC8VSGLHWDz5xkRWLh6jqal1Rx8mAH//EXT/LJ37+ThneJLAiArEq4vU7UHLTZTctiV0snT+0+NuMUtN9pZ9P8Ou5fMY+5FUW47eoNFXSngr/Aw4c+f1tObOSes4Oc2NN6Da5qZpBEkVRa58v7thFKpVAliQfq5yIIAgsLSnip/Qz/tG87HlXFJskTSFeCINDgD+BRbKQMnXmBq2PhKSDgmAGjPG0YmJb1nuShXAtcdhAWBAFZkbJKL0tuamLxukb+7NGvUjevjC/+3Ufw5l+cFi+KAqpdQZJyH/QnQ0MQvKiOe5DVlSTCf4We3o2kzEUQHFhWHMuMY4kWpt6JaY5Of0hAlGpBdCOra5CUJeO/1WEGAeq9BN3SeXngWUZSQ3y06lMoQm4M9KHUAM/3P8kcz3zWBDZe5asEp03FacudHZ9Ma0ST6UmtWDciBCFjEVhaVUB5bSGBIh/F5Ve2chgci/LjbYcYmqFwfmNpAV+4ax2rGitxzeDzvp6wu2zMXVGHy+vMSb/e7lIvqt99PSELIpsr6thYUUNS1ylxuQnYMyv7aq+f/73uVvpiUWySRInTTTCVoMBxfpxVJYkCh5N6fz75tqvTaihJwiXlYN+NREr7FZv6Epi10emcfFpBqR9JlnB57LhzUMy6EuipbWjJ1xGlIiwzjGWOIcmZ1aoo1SBKZSQj/4QkN2AaHdNaA56DpDSh2u8hGf13JGXBuGRKCpvr1xGk6RWvbjRYlsVIepiUmaTcUTn571gMpQboT/TMKGVpYpIyUxjWtekZVCSJPFfuz1QspTEaS0xpH3mjIq/Azcd/9/Yr9uW2LIs3jp3lYHtvzvuIgsCCqmL+14duZU75zA1FricqG4v57f/z4Zx7fr35bh767duyOss3EhRRpME/hVa0IFDgcE0Iut7xlbBumgSTCVpDQfpiET6zYMVV00yQRJEin3v6DceR0vRfKoWtmWJ2/YR9Toor8zOKMddgwSjJjZjqEJYZQpQDKI57syljQczD7vkD9NTbYBmotvXI9i2IUsX43wtQnY8giFMxVlVU10cR5XpMvQVECVGqQRDfmzUN3dLZE9yOZmqUl08OwpeLIlsJn6j+TWTh2qgBCQIUeF2IgpBTq1I0mWIoFKWh5MbVa343FFWmbu6VM1ojyRSvHz1LMp37CqSuOJ/fvfsmmsoKr/j8M4FhmlfcryyKIuoMTNedbjsb7ls6YzLo1YQgCLgUFbs082F5JBnn3w/spC8e5Z66Zmp9V2+sEsjoFNhkKSdNcQsYeA8bOFxtzGoQdrpt3P7IatIpHds1ENUQ5UpU6UNY5iCm0YdljqIlX8v03woOBDGA4ngAUZzMEBSlAKrzQ1MeN5NydqDYNmKqCzGNHiwjiJ7cigUIgg1B9CKIxeN14xtbki5pJGiNnabUPlmg/UogCiIO6dquMkv8465ZOYzasVSawVA028LxXsC5TMSVXK9lWXSPhDjRPZjzPg5V4eG1i1haV3bNta013cCYZT/h6SAIwlUxb7gSuGSF3168GvtlKL3l2Rz8xsIVCAiUuNxIV1WaUyDP5cDtsJGKxHPap3No7Kpdz3sdsxqERVFkw71LZ/OQU8KydEyjCz21Bz31BoZ+EssMYpkxQANEEFQEwYsolaM47kR13IcgluYkkJERAekiHX8MPfUGpjGIZYaBc0xEBUFwIoh5iHIlsroaxX4nktI4a/do6l0kY1/D0I4DIEql2FyfQVZz/3xHUkO8MfQyPYlO2mIt9CS6aIudzf794cqPU+mYKAPamWjj0Nh+ehNd2CQ787yLWOJfgVvO9KValsXZ2Gme63sCwzIQEVmVfxPrCjZNOE5YC/FC/1NUOWvxK/nsDm4jpI3hlj0sz1vDPO9CFPG8R20wPcz+sd20RE+SMBLZYCQJEov9y1lfcDOqqNJQEkAWBXJpATZMi1O9GREIh3pjT5TOIRFL8cJPdlFUnsf62xdMWqn1tA3x3I/fYdM9i2lefPE+8yMd/TMyXV9SU8odS5qui+xrLKVdc83qyGiM1x/fxfp7l1EwhTLZ9YAkipS4ck/zXghVkqj2XrtMXYnfQ77byUiOQfh03zCmaU3wN/8VMrjxGStTwNTbMn27+mkmMp4FQAIssOJYVhzD7MfQDqGn3hrv+513yWNbloGe2koy8uXxvt5zKy5x/NgmkMKyUljGKKbRip56G8tK4VD+YJbur5NE+K/Rkq8COqJUieL65IzZ2aIgUWwrxSW56Ul0UmIvZ4n/fF+rV/ZN2H5UC/J0z2MU2IqoddXTEW/j6Z6fEkwPc0/pQ0hCZoAutBWxoWALA8le3hh6iWB6eNK5dUujM97GmchJ7JKdamcdfiWPluhpftT5TT5a+SkW+ZcjCiJRPcwTPT9iINnHusAmbJKdw6H9nI4c57aie2j2zEceP3dZvhefy8FgKDrpnFPhaFc/0WT6PROEQ8EYrz21j6XrG1l/x+Q2JFmROL6vHVWVLxqELeBge1/O5xQFgTuXNuN3zb7BfS4YicanFEu5moiG4rz62C4Wrm267kHYsixOjgxzcKCPSCqFTZJpyM9nR3cX6yurWFNemd1ma0cbY8kETfkFbKmtx2+3E9XSPH7iGFU+P6eGhxhJxFlcXMItNfW4VRXTsugIjfFq21n6o1Gq/X7uqGugyOmiKxziyVPH+diCJQScmazW/v5eDvT38vDchXhtU1uB5rkclOV5OdM3+d2fCj3BMEPhKMX+yxM7ej/jqgVhy7IwdINUUiMZS5NKpHG4bfgCniueDQmiHwQnYILgRJSqkZQmRLEUQfQCOobeiZHei2l0ADp6aifJ6Ddw+v8GQbg4ucfUW0lG/mU8AIMgliGryxDlGgTBA6QxzVFMowtTO4lpDCEIDhTbTVd0TzDe8mMOkoj8I1ryNUBHEEuwe/4IxX4HQo6s5XPwK3msL9jMSHqId4JvUe6o4qaCm7N/Fxjv9RyfZ6TMJIv8y1kX2IQq2hjTgvyo81ucCB9hU+Ft+JSM65JPyWNZ3ip6Ep1sG37jouc3LZMxLcivlX6G+d7FCIJAf7KXb7T+K8cjR5jjXYBdcjCYGqA91sLGwi1sLrodAYFSezk98U4cspNS+3njA6/DRlmeJ+cg3D0SonNolELv7AnYX00kE2kSsRTltYVT+nHbnSp5hR4Gey/O9NcNg55g7upT+W4Hc8oLr4vFomVZDIWiJK4wCJumhTGDYyQT6XHFrBujj3wwFuVnx4+ypbaeV9pOUZ+Xj9dm44mTx5hXUMhoIsm/7tlJY16ApkABO7u76I9F+MyS5aR1g5dbW7DLMhuraigW3Xz/yEEcssJtdQ0Mx+P825538NvtNI/v2xMO8Tsr12CXZQ4O9DO3oJfbausxLYvX2lpJ6Bq2S6TrRVGguayAt4635vQJDoWjtA+NUuRzv2dKQ9cKVyUIm6ZFf+cwbz5zgEM7TjM6FEHXDNbftYhH/8dd2Mbt9UYHw/R3jaDaFaqbSpBzbCURxACq8xGMdD2yfTOSsghRzAfBiSCImVSmlcDQT5II/RWGto9MIH4dQ29Fkudd9EHQUq+Np4AtRKkah/9vkZUlILjHU9kWlmVgWVEsYxBd249lDCIqc6Y83kxgmf0kI/8PLfELQEOQynB4/gjFcc9l1Z0zur1ClhUuwCX7eX1KHot8y3DJmZRYQC2gzF7BkdABUkYSLmMxWWovp9kzD5uUmVGX2Svwq3mEtFF0KzNops0UpmXhlr3Z1bZb9iCLMnF9YnuN3+WgrjjAofa+nF7+sViS3S3dLK0tmzKo3WiwzIwur3KRHntBFJBlKSuMMxVC8RThGaSiC7wuSv3e6zI4aoZJ5/DYFa+ER/pG+cW338LMMa0dCkaJhW8s96h8h4MPzJnH2bEgi4qKWV5axj/s3EZM03i9oxWvauMzS5aT53DQlF/A/9n+JrfW1lPsdGNaFqvLKvj4wiVYlsXp4AhHBge4ra6BvX3dRNIp/mDNeso8XhrzAvzvt9/gA81hmgIFLCgsYldPFxurqgmn0pwODvPw3AXYpiGILa0tR5GlnJTposk0RzsHWFpbPivGKtcSkUiSeDxFUdHVeUdmPQgbusG+N0/y3X94jrbjvRNaXsaGIxPE6Xs7hvmn3/8RggB//l+fprq5NKebFAQxQ6pyPowgTL4FQRBAcCIpS7F7f49Y8HNgRbHMEUztBJJ8kZS0ZWGkj3Cu9ivbb0FWN7zrmgQEQUYQ/CD6xxW3rnw2beidJMP/Fy35PKAhyg3YPX+MYt8y5T1eDdhFOz7Fn/1ZFCRkUcbEHBfzmDk8incCeUsWZSRBwrTOD5ZFthIKbUXsDe6kyFaMKtrYN7oL3dRocDdPOJ4qSyypLePlQ6eJJqfX/tUMg52nO3ho9fz3RCrM7lRxeey0nuhD14xJgjehkRj93SPMX1570WMkUlpOA+M5+F0OvM7rk4oOxZOc7Bm64uMEB8I8/c03yC/y5jSZ11I62gyY49cCXpsNRRRxyAr5DieqJGFa1nhQHabGn4dbzWTDil0unIpCZyhEsdONU1Go9edlFeVcqkJ6XKDldHCE1tEg/2f7W8iSSELT0E2TcCqFKAhsqW3gy+9soyscoi+ayTAtLp7eWaq+JJ/qwrycU9Jbj53l3uVzKfZfXt37emHPvjbOtAzwm5/ZNP3Gl4FZHd0ty+LUgQ6+8/e/oP1kH/4CN1VNJcQjSc4c7pq0fUlVgMJSP4d2nuH0oU6qmkpzdr7JZWUoCCDJc5Hkegwto7FqGj1kgubFTqSRDaqWTqYGPN3MbYZKX0gwHlgty8IyekiGvzReA9YQ5SYc3r9Atq29ZgE4c10Cwgy0t3OBiDhtf3aeGmBL8T082fNjftL1HWzjk4H7yh6m/l1BGGBhZTH5bmdOQRjgZM8Q75zp4v4Vc2/4VFh+oZc5i6vY8cpR6ueVsXxDM4ot4zQ0NhLliW9sZWw4ytL1FycBpnV9Rr7Lbpt6XVLRAO2Do7T05zaIT4dAiZ8/+LdPUlA6PUGpt22Qf/3DH83KeWcLF74n7/46HLJM2tCzrXmGaaGZJrZxIp0AExSpBM4vDWySTLU/j4fmzsMlZ4K4JIo05OUDUOvPo8rnZ3tXJz2RMKvLKsi3T9+PX+BxMb+ymLP9Izm1DLYOBNl7tpu7ljVft+ftcqBpxkUzU7OBWR3hdc3g9Sf30tUyQFVTMZ/50wdoWFjBm8/snzIIu70OqppKOLTjDC1Hurn1gytBnM2bFRBEz4T+Xsu8RC1REBClajIfi46eehsjvQdJXQrMomyfoCCgjteAh0hGvoyWfAUwMilw758h29bNWgA+93IbljFtu871eDUsTPqTveQp+Xyg4qO4ZQ+KoOKUXdn09IUo8rlZUFVC5/BYTsdPpjWe33+Sm+fX4XHYbuhAbHMo3P7wSjrODPDNv3+OV57YS6DYi64bdJ0dJDgYZvP9S5m/vOaix7DIqYMrC1kSr6rt48VgmCbbT7YTmQVbRUEU8AfcFFXkE8hBgENLa9gcN55i1sWwpLiUl862MBCLUur2cDo4jGlZVPv80+67oLCIHd2dFDpcNAcKMLFI6QZOJbOQcasqq8rKeeb0KSzL4u6G5pw02mVJYl1zFa8facnJGjOSSPHK4TOsm1M9I9Gd6426ukLOtAwwMhLF53NOeFdEUbjiMtesBuHgYJiju1uRZJGHf+tWVtycWXlc7GFX7QqFZXkIokBf5/BVMhiXmHibl14hKPZbSSeexjL7MI124mO/h2K/C8VxdyaNLcxc43oyVBBULHOAZOSfSCeeAnREuRmH90+RbZsQpgg+lwtFVHHLHroTnQynh3BKTnRLxym5UMTLYw1b42kyyChuXUkvrmbq9CW7iBsxhlOD43VgAZtko9hWikNyTji2225j07xa3jjaQiKHlKIF7Gvt5rUjZ7l/5dyr2kN5pRAEgaaFlfzu336Il5/Yw/G97bSd7EMQBQqKfXzgUxtZfes83L6L92dn3KZyv8eUpmNZV9d/+d2wLIv+0ci4teKVtyeV1xXxuS89jDcvt1SnzaHSsLAS9T0SiDdV1XJkcIC/3/k2eXYHvdEwH5wzj0qvj3Dq0gFwWWkZqwbK+ZfdOyl2u9EMgxK3m08tXo7fbkcUBFaWVfD9I4cIOJw0BwpyLAvCstpy5pQXsrule9rtLWB3Sxc7TnZw97LmG3oyPAEWjASj/OXfPE1VZQC7Tc6uVtasqmfViumd0i6FWQ3C0bE4Q72j5Bf5aF5WM+2HLAgCDpcNWZaIR5IzdnnJELCimEY/ptExrg89gmWFwUpgWekMQUs7NP3BxiGpS7F7fptk5CtYZj+m0UUq9jXSiZ8hKytQHHcgqSsRpYoZs5XPQRBULCtKKvpfpONPkAnATTh9X0JSV+XUyzwTOCUX6wKbeaH/Kf7r7D9hlxxIgsSHKz9J2RQylpdCTI/yysBzDKX6CWshonqYvaM76Ul04pBcLPWvZJE/N5u9czAsnTwlwKnIcZ7o/hGCIIw/CxbVrjo+VP4x8tTzftOiKLCyoYLaogDHuwdyOkdKM/ju1n00lRUwt6Lohk6HiZJIVUMxn/mje0jEUiRiaURRwO1zICvTWwY6VGVG5JdQPEla16+pxrZpWTy77wRtg8FZOZ7L66BpSU3O2+cVevncXz98w+hHLygspsDpwmuz8bEFi8l3OHGrCl9cuZaAw4lDUfi91es5ExwhlEpS7vVS48vUgD02G19ctZZyz3lRoo/OX5x9xl2Kym8uXUnb2CgDsSg2WabS68Ojnr93j2qjyOni5praGYmFFHhdbFnUyMH2vpx4CJFEiu9s3cvC6hIqA773RCC2LIs5zaXMaZ4sWexyTd3CNRPM6ltnGCZ6WsfuVC/poHQO59qYLMtCUeWcZ+KZNG4QPfVWhs2c3pcxZ7B0wGA8IXfBf7lDEFRUx4cRpDLS0W+iawczAd0cRUu9ipbehihVo9hvRnHcjyQ3MvNUtUEq9j3SiSc5RwITUEC48i90KkiCxMr8dRTYCulNdGNi4pY8+JS87N+X560h5okivascMN+7hAK1KCvWIQkSRbZiXLILy4KFvmUTznNuO4fkYnPh7dilyWmn9YGbEQUJVVQxLJ3XBl+gLdbCg2UfocRehiiI6JZOZ7yN5/ue4njkCOsCGzO19HHku51sWdTAyZ7BnOpRAG2DQb7+6m7+4P6NlOdfHzbwTCAIAk63Had7ZqQpr8M2o77o0ViCYDROad7se89OBdOyON49yNO7j+f83V0JLMvCNMysWIQoiYiSiOsqa9vnCkEQCDid2T7dOQXnZUOXlJwf+F2qOuHnc1AliSXFE3/fHCiY8LNNlplTUDjh2JApCcQ0jaNDAyR0jZVlFTMqSYmCyPo5NTyz9zhHO3ObEJ/uHeZ7W/fxu/fc9J5w52qoL6audmop19kQH5nVICwrEjaHSiKWQk9PPyvSNYOR/hC6ZpBX6M0pH5YhMvWSiPwDevJ1LOtcv6SIIPoRxGIE0YcgOMZXqjJ6eg+WmauEn4AgOlFstyHL89GSL5FOvpRZTVtxsBKY+klS0Ra05Kuozo+iOj4AYiDnh8nQz2LobZnjjVMoDP0kqehXcHj/EqSyWX0wBUFAFVSaPfNp9kwW/JAEiYW+qZW4mjxzafKct4a0Sw7WFWye9pwOycHqwNS90yvy12b/HdJGORo6yDzvIpbnrUYeT49bloVP8bN18GWiegTTsrjweRcFgS2LGnh69zE6cqwNm5bFtpPt+Jx2/vs96/G7HDfkAJBrRuhi125TZAIzcLkZDMfoGgmdlwS9irAsi4GxCN9+fQ89o7n3Ml/uudIpnZZDHZw92k08msTlsVM7r5zGxdWo9qlsTH+50B0J8+973mEkEeeWmjoqPDObnAoClOV5uW/FPE72DOWkfGZaFr/Yd5KqwjweXrMQuyrfUN/Du6VjBSFjvasbJol4GptNRp2BleN0mNUg7Mt3U1IVoPNMP6cPdVJeV3jJD7e3fZgD204DMHd5TW6zCitOIvJ3aIlnyNR3bci29aiODyApTVkhDwE1w0C2NGKjn0NP5a6jC5k2KEGuQHV9CsX5AQztBFriGfTU9nGGtY6pnyEZ/nsM7RAO718iSAXTHvfcPSA4x6Uu55OKfhPLGhvXvfbg8P0l4Lm2RbrrBBEJSZAYTg0ykh4mTw1gYRHToxwc20vCiFNqL59E0BIEgeoCP/etnMfXXtmVc0tOStN5du9xdMPki3evuyHFA1KJNKcPd3HyUBfxaHJKrkRlfRFbPrB8yv0FQWBOeSFvn2jL6XyxZJq3T7SxuLr0qqekhyNxvvLiTrYea71KHJDzCPaH+Nl/vMxbT+/DskBRpExbkgAb7lvGw1+4g8IrdKt6r6PQ6eLjC5fgVBSqfL7L8vyVJZE7Fjfx4oFTHGjLzbUrlkrztVd2EUumeHTjMryOq5MFnCmSmk5fMIzHacvaNRqGyd797Tz97H5isTQPPbicdWsaeOPNE8yfV05Fef4VnXNW3zh/gYflm+bScaqPx//rNUqqAtQvKJ+0nZbW6WkdyvQSn+ihpCrAkpuaph0MLctET21HS75EJgCr2Fwfw+75fQTBPWXQsiwdrMsnfgiCiCDkI9rWI6trMI0OtOQbpOM/xdRPASm0xHNIchM29xdyG9AFDw7vH2dW0IIDBAfJyD+ClSSdeApRKsfm+TwCN0a67GrCLXvYWLiFVwee49vtX8Eje7GwSBhxYnqMDYW3Msczf8rPVRRF7l8xlz0tXew+05Vz4UEzTJ7dd4K+0TC/sWUVS2vLrrmspWVZmRd+NEL7UJDVjVW4bCqapvPsD3bw+Ne2IkoisiIRGoniC7gxTYvwaIzi8jzu/Mjqix5bABZWlSCJAoaZ26fyyqEz3DK/niW1s5uFOQfLsugJhvmX57bx6uGWGbVQXQ7SSY2nvv46e147xiNfvIN5K+pQHSqpeJrje87y7Le2otoVPv5H972nWNJTIZVMMzoQprA8b8amFE5FYVEOPcHTIeBx8hu3ruIvfvoKw5Hc/KtD8STffH0vncNj/OZtq6kq8F/WJOBKYFkWad0gGI1zuKOflw+d5kzfMF+4ez23Lcq0AZ5uGeBnP9/D5o1zOHyki3AkiaJItLYPYZrWjRWEJVnk5geXc3xvK0d3t/L/fv9HLNs0h+BgGMiIzz//g+0EB0Ic2HaajlN9qHaF2x5ZTVnNpVfNGaTRtb1gZZRuRLkK1flRBPHiIgwWKSwrN5Hx6SAIEqJUi81VgayuJBH6cwztIKCjJV/D5vokCL7pDoMgepHVtSBkrlt1fhhTbyEdfxJIkYp/H1GuHVfKujFmiFcLgiCwIm8tpfZyOuKtRPUIIiJu2Uu5o5JyRxWqePFBstjn4dENS+kYGqN/BnZplmWxt7WH3p+9yh1Lmnhw1XzK830oknjVgpA5HngHxqIc7xrgUEcfu8504bQpLKgswWVTGRuKsuPlo1Q1FPPh374FXTf49j++wKf/8G4cLhtvPLOfRCzNTXcsuuT56orzKc3z0j2SW8q3bzTCD98+SEmeZ1bT0pZloRkGJ7oH+cZre9h2ov2qB2CA4ECIwztOc+vDq7nnkxsn+AzXLaggFk6w9/VjjA6FKanKMYN1g6LrzADf+tJT/PFXP4Uv//oJYaxsqOCBVfP44VsHSOaogJbSdF44cJreYJgPrV3IuuYa/C77VQvGlpWR003rBqF4khPdgxxo62V/aw+tA0GiqRQORZlQEuroHKG2ppC771jE4HgsEwQBl9NGLJ6bVsGlMOu5p4r6Ij7xh/fwnb//Bcd2t9LdOogwnmY+tb+D04c6s/Vip9vOHR9Zw92PrsuJyIWlYxrn0x2iVIsgXcp8PEPgMs3+K7mlCcgMTiqSshDV9Wskxo4BaSxzCNMcQRKnD8KZtYpwQc3Bj839O5jGEHrqDSxzhGTkXxHEAmTbTbPOlr7RoIgKNa56alz1M95XFAVWN1bx0OoFfP3VXTNqdzm3Ovvem/t5+0Q7dyxuYm1zFXXF+bjtVz75sSwLw7QYCkfpCYY52z/CvtYejncPMByOE0tlXuC64vzsSx+NJAgFYzzyW7ewfGMzXa2DqDaZkop8qptKKCz189W/eor9205z90fXTHleQRAo8XuYX1lMTzCUU9rXtCzePN6KQ5X54j3rKfTOzmA+GI7y4oHT/Pydo7QPjV4TIhZk3KhioQRNi6snBGDIeDY3La1h65N7ScSuvEf5esPQDaJjsQlqhNcDDlXhkbWLaB0IsvXY2ZzLDYZpsr+tl5b+ERZVl3L3smZW1FdQ5HPPWjA2TZPRWJLukTHaBkc50tnPofY++sciRBKpSz6XiiKRSumYF3y+6bTOSDBGUeGVkxlnPQiLksi8FbX80b99gtd/vod3Xj7KcN8YiVgK0zCRFQlnsZ3qplLu/tg6Fq1txJEzzduaqEIgiFxKXsKyrIzDkZG7o0yuEAQBUSzKXIPFJa8jF4hSFQ7vn5AIRdHTuzCNsyQjf4tD/HtkdfGsXPONhNNtg5xpG+Dumxdc8arLaVN4dMMSukbGeG7fyRkP9LphcqZvmJb+YX607QBVBXksqytjfmUJFQEfHoeKU1WxKTLyeHO+QCZwmZaFphukdIOUphNPaYzFEnQMj46rQY3QNxpmOBwnmkxNmzI/N5D68lwIQkYnWlFlxoJRqoH8Qg9l1QUc29t20SAMGXLW3cvmsOt0J2M56kgnNZ1n9p6gJxjm07euZGFVCd4ZiptYlkU8rdEbDLPjVAfP7T/Jmb7hSxJ2bLJEsd9DTzCUc/p8OsiKhKzKjA6HJ/WwW5bF6GAIRZVzm/zfYNA1g3deOszuV46g2hVKqib29e59/Rj9HcP4Ah4OvH0Sy7S479ObqJlbzrZf7Gd0KMLdH7sJxSbT1dLPk//1Op/60wfw5LkY6h3l5R/vZLB7hLHhCIIgsPzmeWx5ZE1O43Rpnof/ce9NhONJ9rX2zOi+wokU2062s+tMJxUBP81lBSypLWNOWSEBjwuHTcGhyCiyhCRmBGYsK6O1bpiZjMv59zBNOJGiazjE2f7hbKZsMBQllJiaZ3ExLJxfwfYdZ/jnf3+Z/v4Q3p5RTp3uIx5Ps+QSdqK54qqwMARBoKDEx8O/fSt3P7qewZ4goZEoWtrA5lDIK/RSUhVAtc3w9IKCKJ83pjf1VixjEET/pE0tS8dI7ycV/TbTCXRk9zFjmEYvglSIIHguKpiR6U9OoqW2gqVlLk0MIIiBmd3PBRAEAVFuxO79M+Jjv4ept2BoJ0iG/xaH/x/H+5JnNhhGYykQMsSCeFLDaVfwec4zgjXNIBRNkE4bSJKA3+tEHe9DNUyTUDiBy2kjnkiTSKZxOmx43XZEMdPHG42niMZSiKJAns+JMl6PisZTYGWMPGKJNKoqked1IkkihmEyFo6zfW8L/cMRFs2tQJZE8nxO7LbLr8t6HDa+cNd6gtE475zuvKzB3LIgGE0QjCY41NGLKIi4bAr5HmfGxNyuokgyipwJwoZpoZsmibRGPJUmkkgzFksQTaYwzIyAyUyvwuZQcbht9HWOYFkWDqcNr9/JkV2tzF9eSzKpER6NoWvTE9GW1ZaxtrmaFw+eynnQMS2LPWe7Odk7xOLqUlY1VLK0toxiv3t8EiJmCZSmlVnFaLpBPKXROxriRPcQh9p7Odk7xGAoOu33oMoSD6yaz11Lm/nTH71I32juJYVLIa/IS82cMl78wXbKagqpaChGlCQM3aC7pZ+XfriDxsVV5Bflkrm6cWBZFmePdvHz/3yVuz52E4FSPy98f9sEHezRoTCv/PQd1t65iE0PLkdLGfgCbsBiuHeUge4g5nhJIBFN0XKoE13LtIo+882tpOJp7vnkRg5tP8Wul4+w4pb52By5vZuCIFBTmMcfPrCJv/jpy5zuHZ7xO6AZJm2DQdoGg7x86AyKLFHgceJ3OvA6M+13siSNcx7MTADWDRKaRjylEUmkCMWTxFJpzMt8Dy9EUaGH3/zMJra+dRJNMzBNi7JSP7dsnktx0Q24Ej4HQcikWz1+Jx7/xdV9ZgYVSVkCOIAEpt5BKvYd7O7/hiAFONfuk+np3Uo69n1MozNje2glmK5n2DSHiYf+FFEqRlaWIynzEeXKcQvDTFrEIoWpd6EnX0GLP0WmL1lCtm1AEK7sCxEEEUlZhN39BRLhv8IyR9DTu0hF/xO79w8Af86B2DQtXn77BJ29QQzTYmQ0ht0m84mH1lBTkY8gCOw+3M7Lb53IrOTSOmuX1XL/lkWoikw0luLrP93OnLpiWjuHGRyJMK+hlIfvWYbdptDZO8rPnttHcCyGacHKxdXcvXkBNlXm9R2naGnPiPIHQzFSaYMP37ucZfMricSSPPfGMd7c1UIqrfNtbQdup40P3LGU2sorm8SU+N184a71WBbsOtOFcQW1R8sCwzIJJ1KEEynaubh14GzCl++ivKaA1hO9pFM6bp+D2jllbH32AIIoEI8kOba3jds+uHL6YzntfGDVfA629844uEXGVyV7znbjtqsUeFwUel14nfasxV1aN4inNYKROCPRzEo/kdJI5chUFwWBzfPr+PXNy8n3OCn2eWYtCLu8Du782Hq+8zdP849f+C5VTSU4XHbi0SRdZ/opKMvjzo/dhNNzfYwrLheWaXFs11kqGkq46b5l2J0q8XCCH3z5+QnbiZLI5g+spLjq/Ds1XeubZVl0ne5n0wdW0Li4CgTY89oxFJs8I2nGc+z8/3HvBv71+e2c6BmasRDTOZiWRUrT6QmG6QmGL+sYV4rh4SjxeJo7b1uIBUiigMOhzlqb0rWTyJkFCIKIrK5Btq1CT70JpEnHf4qh7UeU5yAITiwzhKGfyQRfK45s24AkzyUV+y4wXVrOwDJ60dLvoCWeQxDzM73HggdBdJEJ8GOYZjCzAkcDRGR1JarzkVkhswiChOK4B9PoIRn9KlgR0onHEaUybK5Pjfso54Z4Is3hkz184ZObKS7w8vMXD/D4C/v5nU9sxmFXqCzN49EHVuJ22zndOsBPnt3LykU1VJdnapSdPUEM3eShO5dmV8CKIqHpBj95di95PieP3LOc0XCcr/14G+XFflYtriae1Nh7pJPPf2wjDTWFvPT2cZ548QBz6opxu+zcv2UhI6NREimN3/zoTUiiiHsWlGcEQWBuRRF//OBm/u2F7bxx9OyspTevFVweO/c+ug7LtJBlEUmWuPn+pbSd7OOJb7yJKArMX1HLpvuWTHssQRBYWlfGh9ct5isv7ZyRs9I5pDSdlKYzEolzqvfK3Y4uxKrGSn73npuoCGRWo3PKCznYnluLy3QQBIGFaxv54j8+yquPvcOZQx2MDUWwOVQ23L+MLR9eS0Vd0Q3XnjYdTMtiqHeU4or8bCo9UOqflFYvLM/D5XNOSsNPwgWrREEQKCjz03m6j4GuEdpP9OLyOLBfBntcEkXWNFXhtKn86/Pb2dfafdVb0q4W2jqGeOGlI1iWhdfroLTER3VVAUWFHoqLfXhmKKbzblzVIKyldUIjUaLhBMlYCl03sNkV7C4bvnw3Hr9zxi+BKOXh8P45ibCBntoLJDG0YxjasQnbCYIP2fEgds/vY5kh0omnsMxLB2FBsCNKlZjGIJDEMgcvIfIhIIiFKPbbsbk+iyRfeW3g/HXYsLl+HcuKkYp+A6w4qdjXEAQXquvRnBykzqG5rpj5TWWoisTmNU3863feIBJL4rArlBX7GRmNEUukcDlUJEkkHDnvsSqKAkvnV9L8rsGqb2CUsx1DPHTnEhIpDZuaqdOcPNvPsgWV4+ctYvmiKpx2lZULq3lrVwuabuCRRPzeTOrZsizyfa5ZUZ3JXrMgUFuUx59/8BaKfG6e3XOcSI5uSzcCBEFg0eqJBLXK+iL+x98/QvfZQURJpKw6gDcvNzEOu6Lw4fWL6Bga5dm9J64JM3k6KJLI2qZq/vjBzVQV+LO/X1ZXzmM7Ds8aeUuSJeoWVPDZ+R8kGU+jpTRUu4LNceOrNF0MAhm7y0Q8lQ2qWlqf5KMsSdKUMgOCIEzYNplIY4yXNgRB4NaHV/OtLz3FQNcILo+Dj/yPOy87WyCJIktqSvnSR27nqy+/w0sHT+fMmr6RsHxpDc1NpQwPR+juGaWtfYhnnztAb98Yj3xwFffcdWWcnasShLW0TuvxHt54ch8nD7Qz2B0kEU1hYSFKIt48F1UNJay4ZS6rtyygsMw/o3SHKDfj9P0DWup19NRODL0FrBggIYgBJGUOsm3DuBORH8QoDu+fY5lBJGUBFyNRCWIJDv/fYaT3YmgnMPRWLHMAy4phWWkEJATRjSiWIipzkG03ISuLQXBd9Jjnr7kJh+//A8sA0Y0gTS2Ddv5i3OPBvR7LzKToBKkoU4OeQRB2OlQEIfOC2WwyCAKptI6uGzzz2hGOnurF73VgGCbR2ETikKrIeN2TDSviSY1wNMkbO0+z+1A7AB6XjZILmIJejyOrXSuKAggXKQZchbFQEATy3U6+eNd6mkoL+PG2g7T0j7znVsXnIAgCvjwXvhUX9xC+FFw2lf9251oSaY2tx1qv60DotCnctbSZz9yyMrsCPof64nz8LgfB6JW3FJ6TxJUkCUHMaNSfIxZZloWu6YCAJF+dlrSrBVESaVpczTPf3Epv6xD+Qg8H3z6VEzNaEATyi33sef0YQ72juDwO9rx2bMIKebA7SHFVgPs/vRm3z4HL67yiFawgCJTle/nDBzZRXxzg8XeO0D0SumYs+dnAwGCY/Qc7GBoKMzoWx9BNysvzWbm8lnlzy674+LMehNMpjW3PH+Kn//4K3WcHMQ1zvD5M1uRyMJZioCvI0d1n2bf1JB/7/btoWJA78UgQhIyalfRrKI77wYxhYWQs+wRlXLjDeb61R/CgOh/M4bgiklyT0YZ2JLHMBJACy8DCJNNWJAF2BNE1LouZ2zVLciWS/Mmcts3eoxRAdT6c8z5TIRRJZMkJsXgaAXDYFPqHI7yy7QSPPrCKRXPKGRqJcKZ98qp/qu/E5VTJ9zt56M4lzKk/3+ivKjKSJJ6//kt8NKIoZILyVbLvEQQBl13l/hXzaCot5Gc7D/NajpZr1xoC516Oq3R8QaDI5+Z377kJn8vBs3uOE09rV+18F4PfZefXblrCw+sWEXBPzoIFPC6qCnyzEoRTiTTbnztIYVkeC9c1TkzLmhY7nj+EZVmsvWsx6hUQAq8H5q+uZ+8bx/jWl57E43chqzL+wvNaCYKYmVxMhTnLa3nz6X187f97HJfXgWpX8BV4MgRO3SAWTtB1pp8f//MLiIKAzWnjvk9vYs7Smmyr6UwhCAI+p52PbljC/MpifvbOYd461nZdnsHpYFNkmssLKfGf/zyPnejhRz/ZSX1dEUsXV9HYUEJlRT5uty073l0JZjUIW5bF3jdO8J2/+wVDvaN48pzUz6+gurmUQLEPWZFIRJP0dwVpOdJFV8sAe14/TjKe4o/+7RPkF81Ut1QeX+n6Z/M2xq/BgTCF+cB7DSfPDrD3SAelhT5eefsEC5rLcLtspDQdLNB1g+BYjN2H2hkN5Tb4FRd4aKotZtues3jdduw2hbFwgrJiP4U5igUU5ns42zHEqdZBPC4bgTw3DvvsD4aKLLGgqpiG0pu5dVEDj+88wqH2PkZjiel3vsoQBYHyfC8b59fivMqBQBAEyvN9/O7dmezAd7buo3t47IpYo7lClSXmVxbz6zcvZ31zDao8tVmL32WnviTA4Y7+K14pjQ1HePprr7P8lnksXNc44W+CKNBxspeD204xd0UdRRVXpnh0LSEIAt58N5/6swcZ7AlmzB9K/ISD0ay95cpbFjBvZf2kliJBECiqyOd3/v6jBAdCyLJIoMRPKBjF43fRcaqPPa8f4/N/+2HyCr2Ypslz332bHc8fpHZe+WXVhi+EXZFZ2VDBvMoi3prfxuPvHOFE9yDR61wuEkWBQo+LBVUl3L2smUXVpRR6z5d7Vq2oo7jIS1vbEL19Y5w5O4gsi/h9TtavbZzSXWkmmNUgHAsneP4H2xnuG6NmTimf+bMHWLC6Htu7hNIzfXphXvjRTp759lsc3XWWd145yl2/tnbaIKyZOkPJMAGbB5s084ErrMUZSoYRBCi0+fAokwNtXE8R0uIU2rzI4nuvj/BC1FYE2HO4g8HhKEUBNx+5bwU2VaakwMs9Ny/glW0nsNsU5tSXsHZZXbZNSBJFSou8OKd48WRJ4hMPreaZVw/zw6f2YFkWRQUeHrozYwLh9zjQdSP7XdpUhYqSiZJ0G1c1MDgS4Xs/f4fCgIdH7llORQ5m7JcDQRBwqAqb5tWxsr6S031DvHa4hbdOtDEwFs2KZlwL2BSZAo+TprJC1jdXs7qxisqCy9PsnSkEIdPK9fDahSypKeOpPcfYevQsvaORK2KSXwxOVaGxtIAHVs1j8/w6CjyuS77fkiiysKqEFw6cIp66slVSMpYiFklQ2Vg66ZyCIFBWV8RbT+8jEcuth/pGg9vnnOApfSFHwBdwj7ckTYYgCOQXecm/oLXGM75vLJIgHk5kXPBUiURUZ2woTFlt0Yz8qS8FQRBw223cvWwON82p4UhnRipy15kuhsOxnJn1VwqnqhDwOplbXsTapmoWVZdQW5SfbbO8ELIk4vM6KCv1k8n6j9HVHeRMywAV5fk3VhAODoZpP9WHzaHwwc/dwrKNzVPWes/VJu7/1MZMc/hP3+HIOy3c8ZE1TDcWjaSi/MupX/BbjXdQ6y6e8TX2xIM827OHE+FuHq3ZyJaSyUX1lmgfr/Uf5tN1W/Cps9VedX1QUuTjkw+tBiGzKrSNO5ZIksCdm+axeW0TADZVxjBM5PGH0OWy8fmPbUK9iJhBns/J+i3VeEfgpoJ5eO1OVCWzwrl1XTOmZWUf6OryfP74c7fjsJ8P6IE8F596eC1pTUcUBOzTrIKPhzrpSQxzW8nMvIrfDadNYXF1KXPLi3hozQKOdQ1wpLOfg2299I5GSGk6aV2/4vqxQGayosoSTptCeb6XuuIAC6qKWTAuAuJQlazowLWEIAg0lgb4wl3ruHvpHLadbOPtE+10Do8ST2mXxaKGzGBlV2QKPC4WVBWzqrGStY3VFHhdSKKQU5ZrbkUR5fk+gpGpszIepw1FysUmNTPZv1i6UJJFDMOYoIJ0MYjj6dSAe/qxQBIF7LPosHMtUTOnjDkr6vjhl59HUWV0zaCg1M/GB5YjX4V78jrtrG2uZmltOR1Doxzq6ONQey9HOwcYicZJaTqablxRtkYUBBQ58x66bSp1xfk0lhbQWFrAvMpiSvM82BUZUbj483noSBcvvHSYvDwXxUVeGuqLuWldEyUlPnyzYIc5q59sMpEmMhanoMTHnKXV05Kt3D4H81bUsvXp/QQHQuTCALCwiBspjMs0ZWj0lPJozUb+/fTzaObUg02jp4wSex5u5b3VQzgVBMBuU1CmCKayLOG+YOZ34SxQFIQpV8HZ4woC/VqQvdFTbKqYP0Fo4939c5Ik4nJOTo3ZVBlbji/3mUgPe4KnrzgIZ8+tyNQW5VNTmMeWhQ0Eown6RsOcHRihpX+EnmCYUDxJOJEikkiR0jQ03UQ3TXTDRBQERFFAEkVsioRdUXCoMh67Da/TTsDjpCzPS3Whn/qSAPluJx6HDad6Y9jnncsOzK8sorm8gAdWzqN9cJTDnf2c7h2ifzTCWDxJJJEintbQDQPDtBAEkEURVZFxKDJuuw2/y0GBx0llgY95lcU0lxVS4HHhsqtZcl6uaCgp4J8/dR+6MfW7KYoixTlIatocCnanjY5TvZiGiXhBMDZNk64z/didNmw5lAHyXA7+5AM3k9RyWZ0LBDzvzYm7x+/iw1+8g9BwBF03kBUZX8CNwzUz1bSZQBQEnDaFuRVFNJcXcs+yOYxE47QPjnK6d4i2wSBD4RhjsSThRDI7SdQNA32cbyRl30MZh6rgsil4HDZ8TjuFXjfVhX6qC/OoCPjIdzvwODITuVzvaeH8CuprC1FUmXRaRxQF/D7njdknLEkiiiqj2hXkHCzRBEFAtStIsojNnhvJySIjFbht6AQ/69xBytS4o3QpqwKNSIKIaZkcGG3jtf7DRPQEta5iHqxcTZ4yLgMoSrhk+5Rp5pSh8Vjndk6EuvEqTn678c4JK+GxdIzne/dxKtyLIkpsKVnMivxMO8l/tbzMykADK/IbEAWB0XSU77a+wS3FC1mUV0MoHeOFvgOcDHUjiRJbShaxIr8B5WqluwUoDLiz7OiribF0jKFUCFmQKHXk45IzkxfN1BlJhRnTYggIFNp95CkZ60DTMhlMhrBLCpppMJwOYxMVKp0FKKKcKVmkowykxnBJNjRr9tJUlmUxFk0gIOBz27GrCmX5CmX5XpbXV2SdVeJpjURKI5HW0Awjq85zLhglkhr/8djbfOT2ZcyrLUGVJRyqgtOmYBufXc8EhmnSPxymJOCdFcJHLhAEAUWSKM3zUprnZW1zNbphEk4kiaU0kmmNlJbJDJiWhUCmhqaMr/LtiozLruKyq8jilTONVVma0LZ0ucgv9jFneS2vP7GbysYSFq5tRLUrpFM6x3ef5fXHd7P4pmbyiqcX2JElkbL8K1dGupFh6CZ7drbw0nMHkSSRW+9cyKq1jRcleF0NiIKAx2HD47BRU5jHpnl1WJZFIq0RS6WJpzRSuo5umBimmcliCJn9JFFElkRsspQNxk6bMqNgezE4XSpn2wb5+VP7CIczXBKXy8YD9y1l2ZLqbPbwcjG7fsIBN6XVBQz3jxEZi1FSdWkFJMMwGegOkkqkaVxclRP7TkBgTIsxkAxxe+kSBpJjfLf1DfJVN02eMs5G+/nW2de4u2w55c58nu/dz/fbtvKbDbfjkC5NLFBFmXvLVuBTnLw2cAT9goHfsEx+1PE2Y+ko95WvIJiO8t22N7BLCov8NRTYvLzef4SFvmocskprdICWaD8frd6AYZn8uGMbw6kw95SvYEyL8b22raiizLK8uqsyyxQFgTs2zgMgEU/T3zeGaVqoikxh8ewN8sOpEN9rfw1FlBhIjtHkKefTdbfjku2cifTyZPd2DMsiqieQBYnfbryHSmchaVPnqZ6dpA0N3TJIGClkUeYzdXcQUD20RPv4TtsriAg4ZRuDybFscL9SWBY8++ZRyov83LKycdLfz62UbYpMnuvi6aZQNIEdifI8L3XFV07uGR6N8bUndvCHn7wVt/P6uWfJkki+28l1NOS5YtgcKvf/xmaG+8b4jz/5CUXl+TjcdpKxFAPdIzQvreH+z2zGfh0/5xsJfb2jfOurr9HemhFk6Wwbora+iJLr6Ld8rrXy3CTveqGtbYif/mw3G29qoqY6o9Pd0TnCE0/tw+lQWTC/YvqDXAKz7ie86tZ5PPPtt9jx4hGqGktQ7VOn30zTortlgH1vnMjsd8u8nEUb7JLKLcULWZZXh2YZvDFwlJPhHurdJewdOUuR3cfKQAN2SWVD4Vy+dfY1Quk4jmnYfYIgkGdzE7B5kd7lXDSSinB8rJMPV99Ek7cMwzJ5pf8QR8c6WeivZnFeDW8PHWc4FaZCCrBnpIUFvir8qotgKsrRUCcfrFxL8/i+r/Yd4shYB0v8tUhXqUXnHA4f7ORr//Eq0UiSmroi/tdfP4RnFmoZAFE9yaaiBazKb+ZEuIuvn32BoVQIl2yn2lXEZ+rvxCXZCaYjfLXlOY6OdVDpzPRIG5ZBS7SX35/zEAHVi4mVXfW+NXQEp2TjtxvvIWmk+a+W50mZufW36oZJW88Ix1v70XSDgM/FsrkV+NwOBoMRDpzqYeu+FmpK8xkMRvC5HWxaXo8iy+w70YXPbWdeXab16kznEF39o9yyqgnLsghFk+w62kEskaKs0DeBxWuaJt2DIQ6c7MYwTRoqC5lbW4wiS/QNhznTOUjA5+JUxyCiILCosYza8gC6YXKyfZDtB1s50T7AE68dwqbKLGgoZUH9lZE+flkhCAJVTaX81pceYftzB2g53EkiliJQ7GPD/cvYcN8ySnOyT/3lQGgsTiRynqQ2MhwlHpsdwmJGaz+T6REQEKXc+AE3ClrbhqioyOP2LQuyMaqxoZjOrhFaWgevTxDW0jrGFOQNQRDY8qFVDHQFeeWxXYiSwMqb5xEo8eEYlz3U0jrRUIKO03384rtv09M+xAd+YzMNC3PvE7ZLCj4l02eoCjJ+1cVYOoZuGfQkgpwId/PlE08jCAIpQ8Ol2EmbV8a2DGlxBlMhHuvcznO9+wAYTmW0TA3LpNJZgFdxcjTUiV91cSrSw0erN6CKMmEtzmAyxBNdO3mp7wAAQ6kQc6nAwETi6qZ8tLTO2GicSDhBIBC/bB3XqVBs9zPPW41bcVDjKsYCkkbm5bVLKhEtTku0l5CWMfqO6OcJNwICte4SqpwTFbki6Shd8SGW+uvJVz2YlsVcbyWHxtpyuqYznUN8/cmd1JUHUGSRtp4R6ioC+NwONN1A03WSKQ1RFJGkc4YEAmld5819LVSX5mWD8Mn2Ad7c18Itq5pIpDR++MJe2nuDNFcXceRMH/0j57WO23qDfO2JHRTle5Alga17W/i1u5azZmENPUMhvvX0LiqK/FSX5dHRN8q2g638yadvw+O0kUprpDUdXTeRpPHreg8NVDciRFGktKaAD35+C4loCl3TkWQJp9uOkCNR7JcFXp8Dl9vGyFDmec4vcONwzt7qs6c7yI43T5IfcLN20xxcsyBTey1xTgzl/DOTcW+ajXf0soLwCz/cwRtP7Zvwu3OpA1ESScZShEaj/PhfXuK5723DF3Bjd9oQRAFdM4hHkoz0h0inNArL/MQjSU4f6mLOspqcVsO6aZIeXxWZlkVST2OXlIzrjWxjkb+aj1RvyNZbZUEkYLuymo5NlPErLj5UtY66C1jZHtmBIkiosswSfw2Hxzpwy3YEBOZ6MxMLVcpMFB6qXEOj5/zKxi3bUS7i1PRegUOyna9rjz8DFqCbBq8OHODNwSPUu0txSDbienLCBEBAwCtPFm0wLAvN1LGPlw8EQB3/fnNB/0gYXTe4f9MCKor8mNb5l6W8yE9xwMPru8+wdlENt6w8L+QQnUbIo7VnhIOnevjDT9xCY1UhJ9sHOHCqG4BUWueVd05SlO/hdz+6EQT46csHeeqNI6ycl5E0jSfTfOCWRSyfW0n/cJj/+W/P0jsUYmFDGSvmVSFLIkda+nhw88Lrmo5+P+GckYxrljI/71eUlufx6795My/+4iA2m8wd9y6hqGT2HKbeePko3//GmzTNKWXRspr3VBCeO6eMrW+f5Dvf38ac5kzL26nTfXR2j3D7lvlXfPzLCsKD3UFO7m/PadtQMEYoGLvo34d6x/jpv7/CoR1n+Luf/g5iDoyzqJ7g4GgbxXYfw6kIQ6kwde4SFEFieX493297k5iepMIZQDMN0qaOJIgZwo2pEzdS6KZBytSI6ylUUUYWJUzLJGVopAwNwzSJGylchh2bKFNs91PpKuBspJ9mTzmqJBPXUxmto/FBfHl+PduGTvDGwBEW+qtxj9cwi2w+qpyZfed5K7BJCjE9hcD7dzYe0RNsGzrO0rx6PlixnmA6yolw5+QNp7j9TKbDRV8yiGlZ6JbBcDKcMyN+QX0p+0908c8/3MqChlI2LK2nrvycy9blo28ojNtpo8CfIfmVFvjwjYu3x5NpWnuCxBNpvvKzbQB0D4ZIJNMkxnteC/xuSgsyk0GXQ0WRJTT9+ms5/wq/giSJrNs0hzU3NYGQ6dm+XIWsd0PXDI4emuLdf4+gvCyPT31iAy+9fISnntmPBdRUF/Cpj99E1TS8p1xwWUG4dl45G+5dcsUnvxBlNYU514SL7X4GkiG+euZFRtMxluXXMc9XmXFO8VezOtDID9vfQhVlTMtkSV4t95WvRBYlnu/dx5lIHx2xIZKGRk88yM3FC5jnq6QvMcZT3bvojA3Rlwzyw7a3qHYVcn/FKlyyjYer1vNYx3b+9fQvkAUJVZT5cNV6fGqm2b3E4afUkcfhsXYerDxvuG6TFB6uWsdjnTv411PPIYuZfT9UtQ6/mpsQ/3sNiiDhURx0xYc5FGrjdLibvkSQhb7p9Y8dkspCfy0v9e2j2nmYpKlxJNSOV8mt9aPA7+KzD63j0Oke3t5/lv947G1+++GbaK4uOr+RAFOqWV+gcW1ZFrp+QS/p+ON54V4XTqIEAYry3dRXFABQX1GAz+NAHe8UkCRxClGO946G7q/w/sU5mVnxKnRrDA6E6e8dm/XjXiuIokBDXRHlv76RZCJTanM4VOwX4TvNFJcVhDfet5T1dy0CJkr/vrvUeOH1TSURfOHvBFGY0Mt3MQRsHv5gzgN4FAdD4zXZUkcedjHT7+eQVB6pXs/m5ALiegpFlCi0eVFFGQtYll/HXG8F95evzF5kid0PgF91cWvJwgnnU0UFm5j5mJo9ZXyx+R5GUhFMTDyyY0Ka2ynZ+Ez9FsJagkpnYMIX1OQp44tNdzOcjmBa5/b18F5GnuKm0VOGMv75qILMPG8VLsmOS7bzgfK1vNx/gNcHDtLoLufBirX4lMykQxREKp0FU7aKiYLIxsIFmKbJzpGTlNjzuLN0RbauPB003cRlV9mwtJ65tcX88w/f5NjZvguCcIb9nEjpE55BScy0OARD8UyZI6nR1hvMkq9KA16i8RTDYzHyvU76h8OMjbtOOe0qtWUBwrEkt61pRlVkTNNCN4yLCp68G5IkIpCxD3Tz3knX/Qq/wsVgWRYdbUMEh2fHJ/p6wLIsEgmNs62DDA2HsSwoLPRQX1uE03nljlyXFYQVVUa5TqowqihT5sy0g0wlOXlumwrn5DSBAFS7iibvMA6XbGOO9+JMN0EQ8Kuui65eBUGgyO6jyD65liIIAj7VlV01vx+wwF/DAn9N9mef6uK/Nz+Y/bnJW0HTRT5PVZS5t3z1RY/tku3cU76Ke8pXzfi63jnSzraDrQR8LqLxFLFEiubq83V8URBYtaCaF7Yfp2dwjKI8D7evbcZhV1ncXM6PXtjHv/34LTTDoK17JFufrasIsHROBV97YgeNVYUMBiPI4xNHmypz57q5fO3nO/jyD7aS73UQTaRZUFfCHevm5nTdZQU+vG4H//n4dkoLvCyfV8nixvJJ25mmSSyaIhpJkkppGPq4aIEsYrPJOBwqLo/9svoXLcsiFk0RDsVJpTIWeZIs4nCoeH1O7I7Ln/1blkUknGA0GMM0TNweO/kFngntcqZpEhqLExqLgwVujx1/nmuSX+7FYJoWobEYY6NxBAG8Xgf+fNcE4SDDMAkOR4hGk5n30ufE53fmtAi4HjANk3A4QTSSJJ3OaL4rioTTZcPjdaDablyFrlRK58SRblKp956F4TkER2N85/vbaG0bwuvJxJxwJEFNdQGfeHQ9xUVXxje6cb+9K4CmGYRDGRawqsp4fZPTmLpmEA4nMM2MO5LTpeKcggyTiKeJxVKAhdvjwGaTJ+lgG4bJaDDGmVN9dHcGCYczA4gvz0V1TQH1jcX48zK+ubkMYKGxOJqmI8sSHq8DSRIxTZNwKEHL6X7OtgwQCWVWYF6/k4rKADV1hRQX+664ud6yLFIpnWgkSSZVKuBwKDgvoZpjWRaxWIqujhFaWwYYHAijpXUcTpWiYh/N88ooLfOjqnJO9x8OJUinNSRJxOtzIkmZen40kszef2g0s1r1eh2UludRU1tIWUUesizRVF1IMq0RiaWoKvHzwOYF1Jadn5QJAty+Zg75XifBcJwCvwtZkhAFgfWLa/E47XQNjFLgd3PvhvkEx40tHDaFR+9azt7jXcQSaTYsreOWlU2UF2YmXVUlefzuRzdy8HQv8USa+gob88dbjCqL/Dx086JsQLepMo/ctoSKIn/2uvJ9Tj7/8HqOtWYMDHzv6lFOJtKcPd3Pgb3tnDnVS2/3KOFQnHRKRxAF7DYFj89BfsBDZXWAOfPLWbikmoIiz7Sfu6Eb9PWOsW/XWQ7ubaerY5hwKIGm6ag2mUCBh+qaQpatrmPl2gZ803iBnzrey7Y3jmNZsPm2+dQ1FnPyWC8//f52Tp/oRUsblFbkcfvdi7n5jgW43Xa0tM72N0/y0i8O0drSD1aGMLRmQzN33b8Un3/ie/zO26c5fLADWRK556Hl5Oe72be7lad/tpuzpwcQRIHKqgB3PbCMjbfOQ5ZFUimdV184xMu/OERfzyiSJFJVW8Btdy1m/eY5OKcgDJ052cfbrx8nnc50hGzaMo8588tzepa3v3mSY4e6ME0Lh1Pl9nsWU1o+sffWsiwOH+hg51unEQRonFPKzbcvwDQterqC7HjrJAf3ttPXMzr+XoLTqVJQ5KW2oZgNN89h/qIqFDU3YYrjR7rZ8dZJdO3ifITyyjy23LV4RgxpQzeJxZLEYikGesfo7hyhq2OEXdtPZ7cZHAzzg2+9NeVYew4lZX7u++CKCZMzy7I4cbSH7W+exNBNZFlk2eo6lq6ondGkMByK8+KzBwkORwEoKvFy1/3LLnmfh492Ew4n+LM/vo+8PCcCAqNjMb7+rTfZf6Cdu+5YlPP5p8L7Mgj3947yD3/zLKFQnAWLKvn9P7lvUr25tWWA//iXlxkbjSHLEvc+sIwHH1456Qt99aUjPPPEXjTN4PP/43ZWXmC4fi4w7Nx+hheePUBn+zCJRBp93CRbUWScLhu19YU88MGVrFhdl1Mg+sq/vMzJ4z3UNRTzhd+7E5/fydFDXTz1xB6OHe4iGkmij7eIyYqEw6HS0FjC7/3JvRRfAaPRsizisRTPPrmPV148gq4b5Oe7+dBHVrN2Q/MU5QQLy7Q42zLAU4/v4dD+DsKhBKmUhmlmdHttdoVAgZubt8xnyx0LKSnzT3v/3/3Gm+zdfZaiYh9/8Kf3UVDoobVlgCd+upsDe9uIRpJomgFYyLKE3aFQUurnT//yA1RUBSgJeCkJXHx2KggCLofKpuUNk/5mUxVWzq9i5fyqKffzuR3cuqppyuOKokBxwMsdayefuzjgoThwvvygKjK3rZkz6fh1FQXUjdeUz8GyLEaGIjz9+B62vnyUkZFo9hm7EFGSDA9FaGsZZP/us7zxspNHP72B+z+4EkG6+ARK1w12vHmKJx/bReuZAZKJie18sWiK0ZEYLaf6eWf7aVaubeDhj62jrqH4oqIvnW1DPPWzPaRTOgVFXlSbwjf+/RWOHe7Klq3CoTj9PaOAxZ33L2PvrrN8/d9fZWggnD3OaDBGW0vGEvWRj69HvmCSeeRgB0/+dBeWabFgSRU9nUG++R+v0dE2dH7/kSi9PaP4/A4WLa3mzVeO8p3/fINw6LyLVnAkSlf7CKZlcdtdiyatiLs6hnn68T0k4pl6YFVtAXPmT85QTIVD+9t59vG9GIaJP8/FslW1k4IwVibQ//wn7wCwcm09azc0c/hAOz/53nbOnOjLrIAvQCScYKA/xPGj3ezecYaHPrKGO+5dfMnJ8jm0tQzw9GO7L7k6Xby8hg03z5tREO7uHOYbX3mN3q5RotEkiXiKVFKf0BExFozx4jMHLnmc+YsquefBZZOeLdM0eeOlIwwPRRAEGBoMM3d+xYyusaN1iJ9+bzuRceWrux9YNq2iYDqlUVmRT2mJL/vZlhT7qKkumJUV/vsyCNvsCqZp0ds9it2mEAknJsyiLcui9ewgLaf6sw/38WPd3P3A0glasqZpcepELx3twzhdKt53tTkMD0X47jfe5K3XT5AYL9grqoTX68AC4rEUY6MxDuyN0XJ6gAc/tIIHP7QKr+/S7RLDQxF6u0fBglg0yfEj3fzXf7yaJTdIkoiiyOi6gZY20NIJFJs8rQnCdIjFUvzk+9t59sn9xGMpCou83HnvElauaZiSNGfoJjvePs13vrGVro4RIBOIXC4bkiyRSmrEYynisRQ//M42Dh/o4Dd/ZwuN07iOBEei9HaPEg0niYQTdHeO8PWvvEZrywCWNS6bqEiZ+9cy/5WWCVOuYt7rsEyLM6f7+PZXX+fg3nYM4/zqRRAyz/q5ZzaV1EgmMwHUskC1yTQ2l10yzappBi88vZ/vfX0rkfB5sYZzqU5FkUilNEJjmRV3LJrizVeP0dk2zKc/fwsr1tRfUiPesizOnOqjo22IU8d7KSzyIQhkJxKhsTjPPrGXiqoCfvTttxkZipAfcGN3KAwPRUindBKJNM89uY81NzVR21A0KciYpsWRg52cPd1PX+8oxaV+DMMgOBzFNC2GB8P8/Ce7MAyLn35/B7FoiqISH6IoMDwUQdcMRoYjPP2z3SxZXkNxqf9yvqpZw2B/mLe3nuD7X9vKQH8IAIdTxedzIqsSWlpnNBgjndKxTIvB/hDf/8ZWTNPkgQ+tnLZU6PbYKa3IJxpJkE7ppFI6WlrPycziUggGYxzY3TZpwjAbEASBuoZiFiypYusrx7AsOHygg+7OERrn5CZoY1kW72w7TSyaec7tdoV1m5qxTTNu1tcXs/9gB0eOdVMY8GCReX47OkfYvHEOA4MhsMDrc16WHev7Mgh7vA4qKvM5daKXUCjO0GB4QhBOp3Tazg6STuvIioSuGXR3BgmNxSkqPr+SjMVS9PWMZqz6irwECjJpPcuCeDzFt7+2lddfPoJhWHh9Dm7eMp9lK2vJG9f7GxoMs3tnCzvfPk04nOCxH72Dphk8+usbcgqYobE4B/d38LMf7SQcSrB0RS2r1tRTXpmPokgkEmlazw5y5EAny1fUXrYK1rk64He/+SbPP32AdFqnpMzPb3/xdlavbZgyxW2aFu/sOMPX/uNVBvpD2GwKy1fVsn7THMrH08KxaIpTJ3t58RcH6e0e5dCBDv7r31/lf/5/DxIocE87Y49Gkxw73MUvnt5Pf+8Y8xdWsmZ9IxVVAWw2mWRSo71tiGOHu2hoKsGf994Uzr8U2tsG+cqXX+T40e4skdrjdbBgcSUr1zVSXpGfrdPGYykG+sY4fbKPY4e7mDu/nNqGi3MgdN3g7dePTwjAXp+DLXctYs2GZgIFblSbQjKepqdrhO1vnmLHWyeJRVO0tgzw1f/3En/0Fw8yd8GlFYN2bTuNJEs89NE1bLlrEVjw+stHeOJH75BO6/R0BfnGf7xKd8cI939oJVvuWoTb62DnW6f4/jfeJB5LMTQY5uihTqrrCpGmWNW//IuDqHaFT33uZlatbySV1PjZD3by1hvHMXSTE0e7GRmKEByJ8uinN7DhlnkIgsDrLx3hse9vR9dNOtqGaTnVf92DcG/PKN/4t1cZG43h8zvZeMs81m+eQ1GxD9Umk0pqdLQP8fJzh9i36yxa2iAWTfHM43tYuKSa5nlllzz+qvWNNM0rI5lIk4hrJBNpQmNxvvXV1xjoC53fcIal/5q6Iv74Lx+cEMwTiTRP/2wPZ0/3A5nywgd/bQ2+KUqE5+D1O6ccc+wOlU1b5rPjrVOkUzqjwSg73jpFQ3NJTinp0WCM/XvastdXU1+UU1khOBKlszPIP//by9nrHhvLcA5C4fMZlUc/vIalS6qnvY53430ZhO12hbKKfCRJJBJOMjIcob6xOPthx2Ip2loHAVi0pIrDBzoY6B9jbDQ2IQhHwnGGxxVkCou82UBuWSa7d7aw7c2TGIaFx+vg1z+7mS13LJxAXGmeW8bSFbU0NJXwna9vJRZN8dJzh1iwqIpVa+un/fITiTSP/XAnqZTGxz+1gc1b5uPPy9RIM5MBi9XrGnngoRUXKD/NDOfIMo//ZBcvPnsQTdMpK8/j0791M6vXNiBeJI0ZHIny88d2MzgQQpJE7nlgKQ//2lry813ZlZdlWSxcUkV9QzH/8g/PMzgQ5uihLt56/TgPfGjllIPphTBNi8d/sot4PMWDD6/i3geXEQi4keQL77+BxAeWZ9RrroEn77VEKqnx1GO7OX2iNxuAq2sL+dCja1lzUyNuj2MCz8CyMio+N9++gGAwBpaF3XHxyV5X+zBP/nR3NgAXFHn52Kc3cvPtCyYRsCprCliwpJrq2gJ++O23ScTT9HYHefyHO/m9P7sfl/viWYhwKMGKNfU89OHV5AXcWJbF/R9cye4dLZw93Y+mGbSc6mf+4ko+/In15AcyE7Rb7ljA7u1nOLA3o5TW2jKArhlTpsBHR2N84JHV3Hn/UlxuO5Zl8eCHV3HiaDf9fWPEoik6E8Os3dDEg4+szl7vHfct4e3XT9DVMYyhG5w908/6zXMmHf9aQkvrjKV1Cgo9fOwzm9h02/xJLNzyqgB1DcV866uv89ZrxwEYGYqwZ+cZmuZO9lC+EA6HOknCNxpJ8tPvbwdCU++UA/x5Tm66eSIJMRJOsu2NE5wdLwu7PXZWr2+cMM5OhamuXxBgzvxyqqoLaDndj2lY7Nt1lgcfXokv79KEV8uyaD0zQE9XEMhk05avrs9p4VJXV8jnP3fLtNtVVlyefvz7a9QahyAIVFTm43CopNM6/X2hCbOz0Ficnu5RFFVi5ZoG3B478Viars6RCccJjSUYGYkiSSIVVYGsHWA8luaVFw6TiKczTe4bmthy50Ic73pRRFHA7bZxxz2LWbWmAUGAsdEYLz9/CC09vSuQaVoMDoS4676l3PPgMgoKPcjyefKFIAioqow/z5XzKjgTIM9fYzSS5OeP7ebpJ/aQTGqUVwb49OduZv3G5mywmwoH9rZx8lgPlgW19UU89OHVBArcE1KfgpBJGy9bWcuGm+ciyxKGYfLm68ezNZnpMNAf4uYt8/nQR1dTXOJDVibev6JkiHf+aV7C9xosy6Lt7CA73jyFPi7o4c9z8enP38qtdyzE53dlJ2PnkPGJFrE7VMrK8yiryL/oxMQwTLZtPUnb2QEgwy24457F3HLHgknPMWSeZY/Xzr0PrWDVusZsRmjf7laOHe66ZCpTVWUWLa3Gn+/KXmdewEXz3PMrNsuyWL2+kbz88xkSn89JZU1BtmY32B+akI6/EE6njaUra7MlCUEQKK/Ip7q+cMJ1rN3YjNtjzyppFRX5KC71Za9hoG/sovdxLSFJInfct5Sbb1+Aa4o6rygKlJblcdf9S/F4x13LNIPTJ/qm5AtcFmaYnT73mU78713bQFak6FL/Xez4eflulq2qywqJdLQN0XK6f1opXl0z2L+7Ndvn6/E4WJnDQgigIOBh4YKKaf/z+y8vE/e+DMKQIU+cm+12tA2hXVCnOHumn2gkSX7ATX1jMWXl+ZimxcljvROO0d05QiqpISsSDU3nUx4tp/s5cyqTXvH5ndx258KLmkMIgoDDoXLnvUtwOFQsC44e6qKjfTgnDeeyinzuvGfxFdd7z8FuVzin/hgOJ/jO17fyxE92EY+lqWso4nf/8C5u2jznku0tumbw1hsn0DQDSc5MQoqKvRd9oGVZYs26RpyuzGfU0z1K+wXkmUuhsMjD3fcvm1SPf7/DsizefuNEplVnHHfct4SVa+tzbte5FEaGIryz7XR2MlhRFeC2exZjn8ZD2umycf+HVuDzZ76PeCzFG68cJZW8uNi/3aFQXVc4acJQVXuegCbLInPmlU8YtEVJJD/gzj6LobH4RYO9x+ugtCxvwjlUm0x5xXlWvMtto6GpZMJ+kiySX+BBEDJ19NDY7GqrXy6KS/1suWvRpb8PUaBpbhlFJf7s74aHwhOMGK4IN6CYnygK3HTz3GxWMhFPs23riWnr0CMjUfbtPpv9ef7iSqprCy+xx7XD+zYIBwo8FI73b3W2D5Menx1alsXpU/2kkhoFBR5qagsor8gbJ2sNkEqdZ4aebcmsEhwONfuFmaZJ69lBwuNtK+WV+VTkIF1WUZVPeWUmXTE6GqW9dXDal10QoL6xmOJSX04ztlzgcGaM1iPhBN/+2laef+YAqZRO05xS/vsf3cOiJdXT2hwODYWzWQNFlpifg/lGYbEX97jEYyScoL93LKfBrqqmgMrqwKzd/3sF8ViKwxdIw56rDc6WBWVXxzBdHcPZnxcvqyZQmJt4TFVNIQ0XkOtOHu2ewGh+NxRFIj8w+dgXZm/cHgeeKQiLdoeSza5oaWO8pXAyHA4Fr3/i/pIkZleJAHkBN84p0uZOp5pVbEmn9UmiQ9cDTfPKxjsJLr2dy22fwIVIJTXS7+Ge3FxQVVvAoqXV2c/mwJ42esfTzFPBsiyOHuykr2cMyHzfq9Y33jBEzvdlTRjAZpOpqing6OEuhocjRMIJvF4H8Xiaro4RTNOkuMSHz++ibJzoNDIUZWQ4Sll5HqZp0dmeGaSKis/Xg7W0weDA+fR2Sal/WnYdZEygCwo9nDnVj2VlXEUMw7xkHVMURUpL/bNa63Q4VBLxNC8+d4hXXziMYZg0Npfyud/ZQvPc0pzqyqPBWLZP2bQsdu1o4eyZgUvuEwknswxy08z0FWfamC59vtKyvGtmcH8jYWggzOgFmusVVYFZnYy1tw6Nt3llUN9YgpKjuIfbY6eiKsC+XWexrExGpbsrSNVFVhaiJE4p2K9csKK3O5RJPfhwXkUMwBp3rpkKsiJhf5fn7DkBk3NwuW1T3uO5c1iAZY5b713nZWBdfVHOHI8Lxx9dNy+asn+/wOFQWbm2gX27zhKLphgajHD4QAdVtYVTjhXxWJrD+zuyqejiMj8Ll1TdMBP7928QVhVqxgeFDGs0RHlFPmOjMXq7g0iSSHVtRq+6uqYAu0MlGIwyOBCitMxPJJzIkrLKK/Jxe8brLroxocfQ47XnNHipNhmX+/ysfDQYm7YlQBC4JOHlciBJIi89f4gnH9tNMqmhKBJLltfQPK8s52Afi6ayATWd0vn5Y7tnfB2ppJaxB5vmo5vt+7/RoJsmCU3DJsmoFzxHwZEosWjG1UkQoKjEl30GZwN9PaNZezZFlSgo8uYs2C9JIkXFPhRFJp3WScbTDA1cnNAjSSKKeukvWlEkJOny0+yyLCErk59f4YJgqqpyDqpYN8AyGGbE0H63eNCNcg9XC4IgsHhpNRVVAU4d70VL6+zZ2cLGW+eTlz+ZGzI4EOLIwY7sz8tW1mWzpDcC3rdBWJQEKqoDOJwq8ViK3p4gy1bWMtAfYmgwjKLINI33l1XXFuLx2OntGaWjbZiFi6sYHAgRGosjSgKV1YFszdcyLTTtfLpHVeScBi9RFCfUWVOpXNJeuelpzwSHDnawc/sZ4rHMAK9pBq+8eIT6xmI23zovp0Cs60Z2ti2KAq5xr+iZIFepvffrKlgzDHa1d/HTA0eJpdN8ctVS1tRU8vLJFlZUlhOLpkiPl0ZEUSTvXdKLV4qx0fOTQFVVcDhmpoHr9tiRZZF0+pxCXQLLsqY8xrsJZFNBFC+P3Z89hzyRcDjlNjlcx42CG2LyeQPH8kCRl/Wb5nDmZF9Gz+F4L6eO92RcoC6AZWUY1OcWVL48J6vWN+aUvbxWeN8GYUEQKCnx4fM56e8bY2CcWdlyuh9dNygq8VFS5gcyLMyKqgC9PaO0jLdMDA9lUthOp43K6kB2gBBEYcLKV9OM7IriUjBNM6tyBZmZ//UYDoYHI7hcNtZvbMYwMq1WoyNRvvv1Nyks8jJ/YeW0g6EoCoiigGlm+qM/+/lbZ+w9WlLqv2G1eq8FjvQO8K1d+1lXW8W+rh5G4wkUSeJgTx+KJKFo5yc6gihckqBzObiQqCjJ4ozlThVVmjD5POc2NVV5IafAd4UvQ27B9b0RgIHrps0/ATfwx3VOtvK5J/cx0B8iEk6w461TLF9dh6Kc/+xi0RT7d7eSGhexqW8sobH50i1c1xo3wDd99VBQ6MWflwnCQ4ORjCvO2UEsCyoq87OMW7s9k7revbMlIz0ZTzPQH0LTDPLyXZRf0P91Ts/5HKLRJLphTut5o6UN4vHzDFKf3zFrfp0zgdfn4CMfW88tt88nFk0RCSc4fqyH3p5Rvv/Nt/jiH95NeUXeJR9Sh0NFtSnoeqauW9dYTENjyUW3/xUm4+TAEE2FAT65ailD0UztVxQEPDYb4WSSAuFcYLFgXJ98NjFBl9e8eK31YjAMc0ImJ1dd9F82WOblLSh/9UleGoIgUFVdwJwFFQz0Zzg6Rw92MjQQpuyC8bqvZ5SW8U4WQYDV6xpnJHN5LTDrS5GxeILd7d3sONsx5X+72roYiuRmSXelsNkVKqszbRCDAyGCI1G6O4OIYuYLPFejVW0yNXWFyLLIyEiEvt5RentGASgo9FBwQf1AVWVKyvzZ1WJ/31h2lnUpxGIphgfPM0jLx8VErjUKi7zcfvciAgUZkf/f+Pyt1DdkHIYOHejg+998k6HBS9uO5eW7sqzTVFLLsg5/2aEZBl3BEPs6e9jV1sXBrl76QuEpA5wkihjvqkekdZ2RWByXqmKzKVmdZNO0iI/Xh2cLrvFeWQBN0yesjHNBMqFhXlCSyKSzZ/US3xfQNP2GaHm6LNzgl63aFDbeOi9L8OvrGeXw/o4J2+zf00poLBNvAoVelqysvaKyx9XArK+Ej/YO8gdPPM9YfOpeNbdN5S/uvZX7Fl19VRpBgKY5pbzywmGGhyJ0dYwwGozicKrUNZ4XnxcEgYqqAF6fk2gkSXvrEH3jQbi2oXhCj64oCjQ0ZiQSgyMxujpG6O4Kkh9wX/JaerqCWbUWr89BTV3u7MfZhMAFHs6CwLwF5Xz287fyb19+ge6uIG9tPYnNrvIbn7/lor25RSU+yivyGejLZAv27jrLug1N161+a1gGx0LH2Te6HwuLO0tup8xxaem+2Ub3aIgf7j7IG6fa6A9H0HQDmyJT7vfywOJ5fGjZAvzO88SqlVXlvNnSxv997W1ODw4TTqY41NtPOJliWWUZw+kgdoeasRM0LQYHQ6RT+qzZ1pWUZiaShmGRSmqMjcawTCun7IxlWRld5/HAbbMr5AWmlyH9ZYNhmETCyZzKVb/CzCGKAvMXVVLbUMTpE30ZIaDXjnHz7Quw2RXisRS7tp0Z9wwXWLC4koqqG6/d8X1flKuuLUCWRWKRJJ3tQ4TDCdxue5Y5fQ6lZX78eS6SCY3urhEGx/sea2sLUd9Vn6mpL8w2/YdDcd5+48SE/uILYVkW6bTO1teOZxnF9Y0lVN0gva+iKLJwSRUf+9QGfH4numbwxqtHefbn+8Z7JicPIKoqs/amJmRZxDQt9u1u5cypvpxn/JZlzerqQESk2lXFIt9CeuK9xPRrk2k5h2gyxX9sfYcf7T5E+8goSU3HsCziaY0zgyP851u7eHz/EVIXEPqq8/18cdNabLKMQ1UIJZO4VZUvbFxDscdNQZF3Qtmjv2eU0WB01j632vqibB3YsjKCNrqRm9JSMpGmv2c0u8J3uWyUVeRNs9d7Fxe2SUFGrCaX7yEeSzEajF69C/sVyMtzsXz1eX371jODtLcNYVkW7a2DdI73wtvsGbW0y/HYvtp4XwdhQRAIBDz481ykNZ0Tx3pJxNMUlfgIFExcubrcdsor8jAMk7OnBxgbjY1rUOdNWrG6XLaMTrRdQddN3nrjBLt3tmAa5oSX07IsDN3kne1n2P7WSUzTwm5XuOW2+TdMozhkSGIbNs/l3geXodpkkgmNpx7fw64dLVOmUgVBYPW6BmrrM+YAgwMhfvidbXS0DWGakz+Dc/9pmk576yA93aOzev2CIOBTfFQ5K1HEyaxHy7IIpkc5MHqQA6MHGUqdVysLa2HORFoYTA6yf/QAB0cPMZoezf7dsiyGUsPsC+5n58gudo68w77RA8T180pWLUNBXj91lpQ+dRCLptI8d+QUA5HzA7IkiswpLuR3Nqzmb+65jb++ewv/bcNqGgoDiIJAoMAzwfKut3t02l7smaCypoCCC8Q5jh3uylr1TYfgSJTWlvPXUljso6z88nRz3wtwONUJGYJIOJFTjX40GMs6n/0y40JWvznLE3BBFFi9vuG8scJojBNHukindE4e7SEyLqpUURmYpMh2o+B9TcwC8Oe7KC7xMXI0khWCb2wumSQzKUkCzfPKeHvrSY4d7UbTdAqLvJSUTiYpiaLImpuauPWOTl567hDBkSj/9uUXaTnVz4rV9Vlhj9FgjHd2nOH1l48yNhpHlkU23zqPmzbPuSFWwRdCtcl86CNrCIUSvPTcQcZGY3zrP1/H5bKxZHn1pPaY4hI/j/76Bv7zX1+mvy/Erh0t9HQFWXNTI0uW1WReCiHDmh0ZitJ6diBrC/nBD6/mA1N4N18NWJZFe7yDp3uexa/4QIA3h97mvrK7qXfX05vs47GuxwmoAfJUP4PJIaRhiU/WfByv4qE32cfPup6g0llOSItweOwId5bcxlxPc/Ych3v6CScuXbPtGQvTMhSkKt8PQF84Qm9oapWpSr+PApeLdZua2bfrLKZpoWkGT/9sN/MXVuD1O6/4sysq8bFkeS39vWOYpkXLqX4O7mvnps1zL1kmMU2LHW+dypZrBEFg7YYm3N7Z62G+0ZAXcKOqMjEy33HL6X4ScQ3Fd/Hh07Is9u9pZWTo0vyK9ztEUZhAhIpFU7NudVhdV8SiZdXjFocWe3a2sGpdI3vHxWQkKcOkLiy+cXqDL8T7Pgi73XbKK/I5frSHRCJjuNDQWIJqm7hiEgSBhqYSZFnMEq0CATdFF/niHA6VT3xmI5ZlsfW144wGY/zoe9t54rHdeMZFFcKhRPaBs9sVbr1jAY9+ckNWvvFGg9tj52O/fhPplMZrLx2luyvIN776Gr/ze3cy912WX6KYWQ2LgsB3vrGVtrNDdHWO0PWjER7/8TuoaqZ/Wksbk1cN15CokjRTbBvaToWzgg+U349lWbwx+CYv97/KZ+sytmMxPcaDZfez0LeAkfQI/97yVQaSA3hkN2ciZ5BFmQfLHySqRxlJDVPhrMApn5cKzIVoqJsmI9Hz2+1o6+Qn+w5nf9ZMg7F4ElkS+bPbN7O5oZZVaxuoayzOsjuPHOjgu1/fyiMfX09Rse+SwdKyLJIJDVESJnhkn4PNprDl7kUc3NdGb/cokXCCJ360k5JSP41zpm7hMA2TY0e6eObxvVm1rYqqfG4aN+d4vyIv3015VSCrYHbsUBeH97ezblPzlL3bpmnScqqfZx/f894lZcGsULRlRaLkAuGR0ZEoJ4/1zGpt1um0sW7jHPa+c5ZoJElH6xD7d7dmFQ/zC9ysXt90wz6j7/sgLIoCdY3F5O1uRdN0vD4nFVX5UzwAAoVFXiqqAowMZ2avdQ3FlyTC5OW7+ORvbKK6tjDjmdszipbWs43hkiRitysUl/i4/e7FbLlz4ZSKLu+G06ni8dqRZQnbLPQLyoo0PjGwcLonO7JciPyAm498bD0jQxFOn+pjaDDMkz/bQ1l53iSnIlmWWLm2nvyAm2ee3MeBva2EQwk0zSA1rl8rCAKyLCIrEl6vg6a5ZcxdcGmtacf4/QNTBpCZIGUk6Uv2c1vxrUiChIVFhbOcfWP7iY7Xjn2KjxJ7MQjglJzIgoxmZa5fEqRMKt1Mo5lpLEAUJg68Yg6DiUAmBX0Od89r4pbGOiBDQjUtk47gGD/ae5hCt+v/Z++v4+y+7jt//PnByzTMDNLMiNGSLJkpcdhhbJK2aZpt0m27u233993tdrvbdttts6WUkzicxnbimC2zGEc0zMyX4UO/P+7MSCMNXEkjsJtXHnJm5n7o3M85533OG16vdCgl18u7P7CVf/6blwkF4+i6yYvPNDM2EuSeh9bTuL4Ut9s2bwhM0ySZ1BkfDdLVPkpn+yi7961h07bKRZ+ppr6Ahx7dxHf+5Q2SCY22C8P83V++wEc/s4e1TcVphikhXQ8eiyVpPtnHj79zgLGRGSBNDfvwezdTtEJJ29sdXp+D9ZvKuXB2AEM3Cc5E+f633kRRZZo2lKIoMoKQ9hLEYylOn+zhqR8eYbB/ClkW51WwbjUsy0LXzXTIyLSwrPQzW5ZFJJyYz3aHtAcrEk6kVdtEAXG2ZE4QhVniocyITxRFpmZNIapNJpXUSSY1nvrRUUrKsqmozkOWRBDSpVymaWLOJgcuJYizGAQBGtaVUF6Zy7nmfiKRJG++cmFeqa1+bRHll4iF3G54xxthgPsfXs/W7VWYpoUsS+QX+K6U2BLSPMX/3x99aF5ZxrsIofzCcwSyst285wNb2L6zmuZTfXR1jKYFn0kbtKqaPNY2lVBYFFi242qmQUd4FL/q5Ne++gCJuAYChNQEHeFRqtx5S0728+cqTgqd/vm/pwyd09N9TBREef9/3kmDtwiX3bYgHq2ZBp3hMbyKgyKnfzZTPIvf+r1H53VmJVnE6Vw8hi3LEnVri/i18mwG+ibTLufuifmyAJtdISfXQ3lFLhVVueTmeeel5JbCZ7+4j8c+thNIy/ddz/xuYWFaJpKQ7uqCICAJUrr8lvSkIwsyoiDNUhzOER2m2Z9q3NUcmTrGjwd+gmGZZKlZFF+WeV3gXT4zHtJCF4W+izFYh6LgUBYuMLKdTl5p76ZtbIKmwnxEUWDfvQ2MDc/wxA+PEI+lSCY0jhzo4FzzADl5njSdpdsOlkU4nGBqIkI4HCccjCPJIg3rSpZ8JptN4aH3bKK/d4KXnzuDYZicPdXH/+l7ipq6AkorcnC5bIRDcTrbR+nrHp+nbFUUiX33N3L/uza843ScL4eqyuzet4aDr7fO8wy0XRjm//7Rz1jTVExpWQ6KIhEKxehsG6W/d4JQME4gy8Xm7VW89WoLiQzKGG80dM3guZ+dYrB/kngsRTyeIhZNEo0m06yCl+RqdLaO8Af/5Ud4PHYcTnX2nw2nU6Wg0M+9D6/PSD5VFAUa15VQVZM/L33a3jLEH/+3J2jaWE5evhdRFIjHNcKhOMHpGBVVuXzuSyvr916KQJaLHbtrOX92gHgsydnT/WiajixLbN9du4Ay+HbDvwsj7PU6MpLCUxSJktKVFZEuhyxLlJRlZ6SmtBSShsZbY+00+IrYVVQLgG4a/EvnG0TDSb5cfx+isLg7JWXqHBzvoM5bsMAIW1hMpaK8EWojoiW5u2wtPtW56Lk13nyKZs8VBIGcXC/uLAdP9Z9kT27tsh4BQUgnq9WvLVqgEXutyMv3Qf51XwYAm2inwJ5Pb6yXJl8DFhbD8REckgO37GY0OQYs7XmzSw6ckoNqVxX59nxybbl4lIVGd0NJIVkuJ5PR2BJXgaaifGpyL/aPSDJFJLkwjhxNafRMTVObe6n8np0Pf2o3ufk+fvj4gflYbDSSIBpJu96WwkrUh4Ig4PM7+eJX7sfhtPHKC2cIhxLMTEU5dqiTY4c6Fz3P53fyyPs2877Hts8nxLzTUVWbz+e+dA9/8+fPzSdbTU1GOPBaK9B6xfGBLBef+9I9lFfmpnVsbwMjrGkGz/70xHx4YzkkEho9nWOLflZWkcP23bUZa5gHst18+ot38Zd//DRjI0EsK51oOLREguZKoi6LQVZktu+q5emfHGNsNDQfBiws9rNxS8VtTX/7tjPChmkynYriURyEtTgJU8cj2/AqjlmhcYuQFieiJ5EFkSybC0W82MyEoTGTimFYJooo4VedKIKEbpkEtRgOSSWkpVf72aobRbwoIp8+N4ppWXgUB2457drVTINgKoZTTp9rWBYB1YlDUhecG0zF0CwTVZTwK04UMW1UY0aKqVSU+4uayFKvdFebFkynomimgVNW8SsXE3NiepLJZIR7CxuvOFcVZe4vbEI3TV4aOXfFdefOvadgLVm2i+dalkVUT9EVGWP/yHmKnQEMy8Qt2/GrThKGRkRPkGvzzD9HREuQNHX8qhNJuLkdPisZ2qUAAKYrSURBVGWm6Ix0MRgfIqiFOB+6QFSPUeupwSk5uSNnJ88MP8vTQ89gYdEZ7eLu3H3IwvLd37IsEkacoBbiQriF7mgPdsnOBv96qlyV822vzs3iQ5ub+O7R04QTCw2rANTkZfO5XVvIdl00WK91dPNE8/kFx0ZTKYp9XraVFS/4u8Op8vB7N1G3toiXnz/DqWPdTIyHScRT6FqaLlIQ5oQSZGw2haxsN9vuqKa+YflF0Zwh/vyX72Xjlgpefu4MLecGiIQTaNocFaWIapNxu+3UNxbz8Hs2sX5z+RWlewue2aVSWBwgmdDIK/AuSovpcKrzGeC5+b5FJ0qX207B3HVmd01z8PqcFBUH0HWTnNw5TWAd0wwiilkgpPMc5u6RleNeNI7u9TspnFVOy85dPAdEFAW276rF7bHzs387xrnmfsKhOKmkjmGaCIKAqsh4vHbWNpXw8Hs3sXFrJTPTUeobiuntHsfrc6Kqi4RXhHTuyqXZ8GqG3MaCkPa4zZ2bl+9DWiL2KQjpkFv0OolfcvN9Vx1f3bytkt/+r+/j508e5+zpvvR3l9Ixjdm+K0uoqozdrpCdk5mk5qUQhHTG/7pN5bz83Jn5v2/aVple1N/GEKxVzhx4s6P3hpJ1TCYjfL3lRTYGyjg3M8hEMsK2nEo+Ur4DSRBoD4/yne6D84b0zrx6Hi3ZiCJKxPUU3+85zPngEJZlYWLxSzV7afQV0Red5G/bXqHUFaA/OkVET7Ivv573l25BEkSiepIf9h7l3MwAAHl2L5+s2kWRw89gfIa/anmJEleAweg0M1qMBl8Rn6vei1uxEddT/LD3COdmBjGxMC2Lz1bvYZ0/7Sq8EBrmB92H6YlO8PHKnTxYtA64uBM+Pd1Prs3DzOwi4Qs1+6h05yAIAheCQ3y/5zA9kQk+WrGDh4vXX/GdPTN4mheHz/Hf1r9vwU64JTjM93sO0x0Z5yMV23mkeAOQjk8eHO/k54OnODDeyfpACR7ZzvacKh4qWk9raJhvdx3gd5veTcDmwrIsvtN9kKAW53PVd+KUby4tXFSPcXDyECEtRMpMoYgKiqiwO/sOsm3Z6KZOb6yPC6EWACpdFdR5alFEhbHEGGdD59iRtR2X7CJlpnht7HXW+dfhV/y8NPoyM1qQCmc5CDAcH2YsOcYvVX4Wh3RxJzAZjfF0cwsvXeigZ3KGpK7jc9hZX1zAR7etZ2NpIcolKkH900F6p2fmfxdIu6jLs/wEnI5FQw+WlSbWmJ6K0ts9zmDfJMGZGJpmIEkiDqdKIMtFXoGf0oocfH4HNpuScbzWNEwikQQ9neN0to8wPRVF03TsdoXcfB8VVXmUlGXh9jhWJJpJxFNEIon57FSf37mQKtOySCV1QrNxO1kS8V52DKRF26PR9HVkScQXcM67v6ORBPFYOk6vKBI+vxNN7yIU+z7Z3v8CCLPnp42OqqaN5OXu80g4QSK+8DpLfWeWaRGJJBjsn6K7Y5TxsRCJhIYsiWRlu6muK6C8Mhf37H3ShB3pPAlRFPB6HVfwQluWRTyeWmAcfX5nml9+iefQTZMLE+NcmBhjZiZGUyCP6qwsFFnC53MuuugxTYvgTHRBjPrFrg5qAllUBjIvMVvqXS0Fy7LonJ7iQH8f0UiCUsOFNZ5iaiJMMqkhiiIuj52sbDcFhX7KKnIIrEB+tNR9nv7Jcf7fnz4DpHMW/n//+8Ns3Vl9W+csvO12wqZl0h4axS3b+UjFdhyyiixISIJAzEjxL51vUuvJ577CBobiM/xt637qvQU0+IroiU7w+lgbv7n2QbJtLoJanHx7epWkWyatoWHqvPn8Wv29DMam+du2/azzl1LrzeeNsTZOTvXw5fr7cMoqT/Qd5/GuA3x17QMYs+cWOf38St3dBFMx/uTcM+zMqWFbTiX9sSleHW3lK2vuo8DuJaTFybVfXHHXevL5fO1evt7yInHjSrfVaCLEZ6r3kG/38oOew3y/5xC/2fAQdkmh1pPPF2r28f+WOHc51Hjy+ELNXv5f60vE9YvnCghszCrDKat0Rcb5TNUeKtw52EQFVZSocOUQM1KcnRlkT14tcSPF8akeHihswi7dfHUSl+zkvvylY0iyKFPtrqLaXXXFZ3n2PO6x583/rooq9xfcB8BUaopzoXN8qOQDVLursSyLjkgnPxl8kpSZWmCEs11OPrFjI4801TMTj2OYFjZZJsftxG2zXRHXLg34KA1c3QpdENJCDoXF6oJd02pBlES8PifrN5ezfnP5dV3L7lCvEJ2wLJOU3o6AimGOoSjVeP1jWBjYlHoEQcSyTAxzgpTeiYCAYqsl23ExkdK0kiRTnRjmBLItj2xXFYKgYlkaKb2FaPwF4sljxBL7QVBQbbXkupb3Brg99oxlIgVRwON1sKaxmDWNxSseL0niFQmNV1xTEHA6bUvmXSyGwXCIPznwOiVeH3kuNza/Sm6ed9kkQVEUCGQtNG4vHerBk+Vk+w2W9lNECc00eW6giy9s2sKje6/cLFwvDN2k9fzg/O8V1XnU1Bfc1gYY3oZGGAQkQWR3Xg01nvwFX3BPZIL+6CT3FqwloidxyzYs4EJwiDW+QvyKE7sk8+roBe4uWEuVOxenfLHjexUHu3JrKXNlU+IM8L2eQ7SGhil1ZfH6WCt35tdT5y1AAO4vbOJPzj/DWCKdCe1W7Nydv5ZydzZY2XhVB5PJWfksxYFTUnhttIV7Cxqo9uThuuS+iiDhVRyo4uIunnX+YjYESlEEifsKG/mz888R1hLYJQVZlPAqdlTx6l+lLEp4FMcV5wqCgEu24VedyELaZZ9tuzh4vaqD7dlVvDnWxubscrrCY8R1jc1Z5RllCr9dYBftlDpLeWHkJUqdrSTMJAOxAdZ61+CWr3SZyaJIrsdFrmflDPhoKsVLrZ281tFNQltYN/mhjU3cU3flguHtD5Op0F8gCCqGMYEouhBFL5reS8DzZVz2u0ikTjIT+QaCYMOyNEAky/tVbEodphljJvKPJFLHkcQcdGMYl+M+vK5PgKWRTJ0hkTqNYYwSTx1BEGxIog+Fm0theiORMnQGw2EOD/Yzk0jyuY01FLrdlHn982MvrmkMRcJohkGWw0mu8+LOXjdNhsNholqKgMNxBT10XNcYCodJGQbZDge5Ttd8mG86kV5cKpLEWDSSTuL0eHEoCqZlMRmPMR2fDcfZ7eS53IhCWtij3O/nvfVrOD48yI2AZVn0dI9z8miaC0JRJLbvql1xAXQ74G1ohMEmyXjkKzNsI3qSoBbjmcHm+R1Znt1Dji09YeY7fHyl/j6eHTrD/2t5iQp3Dp+rvpP82V2pIkrzBkkURJySjZiewjBNQqkEPsU5y70sYJcURASiehKHrGIXZZyyms6tFUASROacPnl2L7++5j6eHzrLX7e+TLkrm89W30mhw5fRKs0l2xBId2abqCCQTuS6ldiVW83/Of8cfdFJjk/1ssZXuCCu/E6AQ3Lw7sJ30RHpIKiF8As+mrwNVLgqrjvufbinn+8db+bu2kr8DseCxLAS/+1JKrAasKwkTtsuFLmcydCfkuf9j4RjT5BMncWh7iAU/T6qXEvA86tYlsZ48P8jHHsC1fvbJLTTxJMHyPb9J1SlgXjiTabCX8dp24siV+NxfgAwCaOR5f2PCIjA7Vkbeq0IJpM829HGiZEhJmJRftp6gWynk0+t24hLVYmkUvzDyWO0TIwjCQIIAr+6eRtNeelMx1d7u/l28yl8Njsem8pQ+CJhTCSV4p9OHuP8Jef+yuatrMtLbzxe7O7k7NgoHtXGaDSCbpr82tYd1GfnMBGL8tfHDjMZj6MZBpph8Jt37KYxJ++m7ERTSZ0Dr7XMl5fm5nvZuafutt8Fw9vUCM8ZpMvhVexkq24+XbWbCvfFurA5gwmw1ldEhTuX3ugE32h7hVdHW3isfBuQTp6KGck03aRlEtbieBUHsiiRa3czkQhhpWtbiOoJLCy8ih3NMkEQlsywBVjjLaTClUN/bIq/a3uF/SPn+WjFDuQlMp4vxUwqNk/3FtUTCIKA4ybEXYXZ/5mLpA2UOLModPh4a6yDC8FBPly+PaO2vJ0gCAJexcPmwKZVv/bATIjNpUV8/o6tSMK/HxlAQbAhSbmIYgBJzEKWChEFN5YVxzSn0+5qQSES/3m6ftoMoVu9WFaSZOosphUjkTpBSmtFNyYxzCl0YxhVqSE9nUmzvVZGeIf1R4Asu4NPrdtITVY2/5I6wZe37STf5cY5uxs9NNDP6dFhfnf3Prw2G98/d4ZvNZ/kD+++j6Ru8N2zp3mgqob7q6rpnJ7mtd70ztG0LI4MDnByZJj/vHsvAbuDH5w/wzdPn+QP774fhyxjmCZHhwb57Tv2sCG/AMO08NnTHj2PzcYn123AZ7OjmxZ/duhNXuvppj4rZ0EuxI2AZVl0to3w2svnMU0LURTYsqP6uqpVbibelkZ4KZS7cqh05/LK6AUeltYjiyLTyRjVnlzsNoXh+Az90SmybW4sy8ImKZjWxSSFsJbglZEWVFGmLzpJRE9S7yvALsnclb+WH/QeZq2/CJdk4+eDp2nyl5Bt8zCSCC77XGOJMD3RcXJsHkzLwi4p84bNsiwieoLJZIS4oRFKxZlMRnDL9vRqFLgQHObwRCcFDh/PDJ1hQ6AM96w7O6wlmEhGiBspQtrcuTZUUUa3DEJagmAqTsLQmEimXUhu2Y4oCIS1uftedq4kI5De7bsVGyenelFECbdsI8uWdjE5ZJUdOdV8r+cQfsVJve/2Esq+3ZHjdjEYDGGYJpL8jhqGyyK9VBWZpS9BQAIELCwsdCwriWmF0Ix0AqRNXYcqVyMIEpYVx7I0dGMEQUj3f6/zMWTpneNuXgmSKOKx2XAqCrIo4lZVvLb0d5HQdQ4O9uG32RmPRZmIx3CrKi2TE8wkkkzGYsRSGneUlJLncpPlcFLkSXtdNMPg4GAfPrudiXiMqUQct6rSOjnBTCKBw50OR5V6fWwrKsZrWxhDt0syWQ4nw+EwMU3DrapMxGMYlsWNzBIxTYvujlG+9Y+vMdg3CUBhcYD7Hl6P3XHz81OuBW+70S8JIsXOALZFiPodksKv1t/DD3uO8A/trwICRU4/Fe70iiimp3ii7zgxI4UqSlS6c3mwaN38Ljnb5sa0LP6l4w0Spsanq3bPk2TsyqshrCf4fs9hDNOkypPHRyt2oIoSqihR4ggsiK0WOfx4lHRHjRlJnuo/SVRPoogSFe4cHileP+/S/FHvUdpCo0ynYhye6KQjPMr7y7awzl9CQHXzSPEGDk90MhSfocDu45OVu+bv9ePeo7SGRphKRTky0UVXeIz3lm5mc1Y5neFxvtt9kKlUlJie4h/aX6PKncsnq3bhlFX+re8YrcFhJpMRjk520x0Z59GSjWzNrgQBcmxuHivfzrODzRyd7ObeggbuLWyYr1femFXGD3qP0OgvxqdmVjP4C6RR7PPyveOn+b2nX6Q+Pxf1kkzT7WUlrC3IW+bstzsWX6yJog9FLsWubsLn+uys4TUBE0GQUZUapFQOXtcnUOWKWUpIg0t1aARBTnur0HmnuaJXgmlZhJJJ+kJBnmlvm/+a762sRpUkEoaeDmnNLvokQcA++/P8ucEgz15y7n2V1dgu2cn67fYrQjGWZdE8NsLfHT9KnstNtsPBQChEmW91S4OGB6c5frgTVZWRVYlETKO3a4wjBzsYGpjCstIZ0e//yA5q6t8+m4K3nRH2q05+u/HhRY2wIAjk2Tz8cu0+UqaeLjkQJeyzx1a4c/j99e+5WNcnyqiX1AHLosi7iteT70h3Hqekzk8XqijzcNE67s5fg4mFTZRRRTl9T7uX32p8eEFm8G+sfWC+Drjclc3vrXt09r7M3leeT3j4cPkODGuhAo9DUpEEkXeXbEBEwLBMNMuYb8/cMz9Wvn3RcwGqPXn8x4aHFnwmCeL8cz5Wvg3dXHiuXbro5pZFib159WzPrpxvs3zJAEwYGk5JZVduLcs743+ByxGMJyjx+zAti57J6QXZ07W5ty/F3o2EKHhxOx4mHHsKLAtRCmAa09jUdThsO7Cr24jGX2Ym/A3s6hYskmBZuJ2PIgnpMavIFVhWjGD0u8hiPja1CUUuu8UtuzmQRZESjw+bJPM7u+5EmS3FsgC7LOOz2TAti+l4nCK3h5imEZoljJFEkRKvD0kQ+Z1dd6LOGt65c+cgzP/nIjTT5PnODnKcTn5zxy5kUeTrRw6SMjOTxswUYyNBvv+ttwjOxNI14WaaXnOOm15WJO5+oIm7H2hCXqRE63bFLTHC1zNdi7OZu0teWxCwSQq2RUplJEFc9lzLmssYXrxcQRYl3ItkMC923Ut/F5e5ryAIuJWln+lSw77YXnO5cxVBuoIha6lnXAqyKOIWF34fIS1Ob2SSl0bOUeLMotKdu8TZv8BS2FFRwqaSwkU/s71j3dMCdnULspSPJHpx2LbB7A7XspLprHz7Q4higHjiLUyjF1ksQBLTNaySmEOW96tE4y+Q0E4hYsembkTg4sJRVRrwuT5HInUYQxhDURbnzX4nQhFF9pVX8L8PvM7L3Z1U+ANEUkkkQWRHcQnFHi9FHg9Ptl4grmu0TU4yFo1cPLesgv/11uu81N1JVSCLSCqJKAjsKC6dD40tBgFwKgoDoSDdM9OMxaIcHxli3WwymGVZTMXjDIZDRDWN8ViUoXCILIcDu5y5y9i0LLSUPi+wcyl8fid77l7Lxz+7J2Mmr9sFt2S0r1TofytglxSqPXnYpHfqBLh6GIrN8N3ugxQ4fHyq6o5lFwK/wOKwyfKixnYqFiOR0Ml1v7MyzQEEQcLv+fz87wHPlwBwOx6c/5soOnDZ78Jlv2uR8wUUuXTBNS6HKNjwON+Nx/nu1Xvw2xBe1UZtVvaCskZBEFiXl89Xt+/i6fZW9vd04VIUHqxO0+DaZZnf2H4H/3r6JI+fOU1DTi4fXNtIliPNNtiYm8dXd+zi6fYWXu3txnnJuQA5Thflfv8VBlkWRT6wpoF/PnWCbzafpNjj5RNNGwgmE4iCgG6afPdcM51Tk5iWyeHBAVonJvhI4zo2F2Yezy8sDvCu92+hu3OMaDiBaVl4vQ5q6gvZuLWSqpq8K2rT3w646YxZHruN//ne+3mgoXbRz+dgWRa6aRJPacQ1nZRuYFhpwXhJFJFEEbss41AVHIp83f7/S7+Gt0ssIRPohklK13GomTMnrYTLu8xi17Usi5RhkNB0krqOZpjos+otJhYCaWUWSRSRJRFVkuYNk3wb87zeaDzRfJ6kpvPRLatPZnC9sKw029v8mDR0DNPCMNP9QRQFFFFElSXsSnpcSm8TcYfL5xvNMDDMtPiHIAiIgoAiSbNzTrqf3sp5Yrn5aqkp3QKSmk5c00gZBvrcmJw9XkBAFIX0mJx/j7Ntvexamd5zJVzNd7jSPebCe0ndIKFppPR0qZRupvutNT/vCEhi+n2qsoRNTs89V9tXZ+JxWsYn2FRUuGBBPRWL0zM9zcbCwow2nDd92ycAyhKT7NzEPR6OcnZolJaRcQamgwzNhJmJJ0jo2iwTkYRLVcn1uCjyeakvyKGxMJ+KnAAuVbmmgX81ncG0LGIpDdNcWqJMlWVs8tK0c6sBwzSJpbRlO+dkJM6Pj55hTVEuWyqKyXG7UKTMZMiWwnJGN5JI0Tk+Scf4FAPTQUbDEcbDUUKJJLFUipRhpjOCBQFZFHGoCm6bit/pIMvloMDjpjjgo9jvpSzLh8/hwCZL80X/NxqXTsarCXV2oHdMTJHrdpHQNIaCVwq+t41NUOJfvYQWy7LQDJOEtkh7BAFVSk+0K50/EYnSMT7JheFxeianGQmFmYrGiWsaSd1AQECVRNx2G1kuB/keN2VZfuoLclmTn0PA5UCVbux4uBpYsyV/CV2nfzpI28gEnRNTDEyHGAmFCcYTJGYX/5IooMoyHrtKnsdNkc9DRU6A2rwc6vKycdtUJPH6xtTVYrl7XWQXs0jqOuPhKB1jk/ROzdA/HWQkGGY6liCSTBJPaWjmxc2NIkm4ZsdkwOUg1+OmwOum0OuhPNtPScCHQ1FQJWmBgbkZbV9q3knqBtOxON0TU3ROTNE3GWQsHGEyGpuddzR0w8CwLKTZxdTcvJPldJDtdpLncVPs91KelW6j26airjDvjEdjPNPSRn1uzgIjPB6N8m9nztGUn78kAdOluPlGePZLuBy6YXB+eJz9rZ282trF4EyISDJ1BaPLpbgwklaQUWWJHJeTtYV5PNxYx521FXjty+vmXg/CiST/9akX6ZmaWfKYD25q5NM7V7++9FL0TQX5Hz/fz8Qy6j1f2L0Vn9POi+c6ePLEedaXFLCzpoz6ghx8Dsd1yQTCLO+tptM8OMIb7d0c6x1kaCY9iaWMa0vMsCty2jA7HNTl57C9opg1BXlU5Wbhtd941/ehrn7+9MU3VvWa71pXz2d2bubJ5vPcW1fNuZExnmg+j8++MN4+FArxiS0bVu2+FvBGRw9/uf/AFZ9JgsC716/hl3ZtWXSs6IZJ5/gkL1zo4JXWLoaD6fe6WN34YhAFAa/DRrHPy67qMu5bW0NDYd4NrxtdCZZlMRaOcqx3kFfaujjdP8xUNF2+s3LLRgFQJAm/w051bhb76irZU1NOVU7WbbHzn2vfqYFhXmvr5lT/MJPRGJFkct5rcTUQBQGHIuOx2ynwumkozGNTaSFrC/Moz/bfkvdpWRahRJIzgyO83NLJyf5hxsNRgvEE+jKbo6UgAHZFwTu7iEzPOyU0zLbRqV50c1vWbP69aZLU0yInxuw9LctiIhqbTXjL7Lu+JTvhS1fepmUxHAzzncOn+NmZFibC0Qwf/SJSusFQMMxQMMwbHT1sLS/mkzs2ckdlGY7FVEuuE7pp0jM5Q9vYxJLHjM+240auD5O6Tuf4FKPhyJLHCILAF/ZuI6ZpdI9Pcaizj+8cPEVKN9hQWsi+NZVU5CzsZJkinEhypGeAHx8/y7G+wSsUhK4VCU0noelMRGJ0jE/y7NlW/E47ldlZ7KktZ29tJRXZaa/Hai+0LCCUSNI2uvS7vRZsKy/GwuKXdm7BpSqcHhrm3Y31PLR2YVjmp2dbVtcdb6UzsZdqT0nAR1zTcV4yTizLondqhp+cOMfTZ1oW3bFnAtOymIklmIklODc8xhOnzvNwYx0f3baBimz/TTdYlmUxFYvz7NlWfnLyPB1jk9e8UNQMg/FIlPFIlCM9Azx++BT3r63ho9vWUxrw3RJjbFkWE5EYPz/Tyk+bL9A5PklSv/4MZdOyiKY0oimNkVCYUwPD/OBYM/mzBvnO2gq2V5RSEvAi3wSPwEwszv6WLn7afIEzgyNEV8FrZZGm+4xrGqPhCBdGxvlZcws5bidVuVncWV3B3roKSgN+FEnkH48c52BfHx2TU3z1Z6EF3t1ISuPRtfUZ94GbboTFS2rTNMPgeO8gf/PaYY73DmKsQng6pRsc6OyjdWSC921s4LN3bM6Iy/cdDQGcqkJ5tp+kbhCOpzjS1c/R7gFO9g1RnZvFJ+7YSElWZm5Q07LoGp/in946xv7WLoLxxeP/qwULmI4lmI4NcWpgmB8eO8Pnd2/lEzs2vu0Ko+bkDDeXFOFSVYp8Cykqa3KyiF/GJX0jMTQTIhRPzBth3TQ52jPAn734Ji0j49e0q1gKE5EY3z1ymlP9w3xhzzbuWVN103ZRSV3naM8A3z58ioNdfaRWwTjNwbQsBmdCfOvQSY70DPDJHRu5f20NnpvgtZlDUtc50j3Avx48zpGeQbRrXFxkCsOy5jc+r7V3U5kd4H9/4CHWFty4SgndNGkdGefvXj/Cmx09N3ycmLMehbFwlKPdA/zw+Bn+04N7uau+ivc1rSXb5eTnLa08VFeLe3YTIwgCOS4n6wryM+bRv/lGWBSwKTKmafJGe9pN1j42mbGLK1NMRmM8fvgkkUSS/3DPLrJcjtsmHnUzYVoWQ9MhmvtHONDRy2goQnVeNr9y9w6aivMIxpP84EgzT59u4Vfv3rHi9QzTpGVknD9+/nVO9A2t6iSdCebi8X6n421ngC9FU2H+ov1xd2U55lX7gq4dI6EIwUSSAp8HzTA43N3PHz37Gt0TUzfkKQzL4uzQKH/64hsIAty3tuaGin5YlkVC03nq9AX+5cBx+qeDqz7XzMG0LM4Pj/HnL71Jz+Q0v7RrCz7HlRz3q4l0zN7gp6cv8E9vHad3cvom9p400kmX1g1ddMz1za/vP8jZodEb9g6XgjHbj/xOOwKQ73ZzZ0U5KV3n4fq66wqT3XQjrEgSiiRxrG+IP37+dfqmZm5Yp0nqBv928hwI8JW77yDnHVj2sRL6p2Z45mQLNlliV205X6zZToHPPZ9IkOt1s7u2nNdaule8lmVZXBge5w+feYVTA8M3+tGXRF1+DlvLi9/Wi6qlXFU3InyyHEKJBEMzIWpzsznSM8AfP/86XRNTN/SeFjAwHeTPXnyTXI+LDSWFN8wQxzWNbx48yT+9dYxIMnVD7nE5JiIx/vXACcKJFF+9d9eK+SmWZYE5iWl0YVkpLo0lilIJorx0rbNpWfz8TCt/9uKbzNxgj9RSkASBO6rKKPJ5bsiYtCyLtzp7+ZPn37jhfXM5bCwtpD4/d76NOS4n72lYi3OZxMZMcNONsEORGZoJ8X9ffoveZRKbJEHAZVNxqAo2SUIUxXSxtmEQSaaIJJNkshjSTZMnTp3Hrsh8ed9OvI7MdEPfKch2O/nK/buozAngsi0e911fUkBpBq7ogekQf/7Sm5y+CgNsl2WcNgW7LCNLad1ni/SOWjMMkrpBNJXK2D0oiyL3ra0h1700Ccn1QACyXQ7WFecTT+nzijApw0DTDVKGOVv2cH0egDNDo0iiQMNl9JSnB4fxOxyUZ/mv6/qZwjAtWkcnKPJ5+PMX36R9bHLZ4xUpzV1sV5T5LHvTSieoRJMpoiskU16K3qkZvr7/IP/jPfdRcpXaypkgGE/w+OFT/OObRzN2XcqiiMduw6Gk+6soCPPzTjylEc4wuSllGPzo+BlEAX7trp3zYYjFYJlDpIL/HcscAWwLEklk+6NLGmHTsjjeO8Rf7j+QsQEWBQGnqqQznGUJWRQRhTR3t25apHSduKYTT2kZ93Gf087DTXU3LA7ePjbJn76QuQEWYLZ0VcGuyAvaaJjpKo6kphNNaRm77VVJ4pGm+gWL5LnyyoFQ6IqkPrssUx7wZ7S4vOlGOBhP8o03jnJuaOzKhxFFst1ONhQXsKmsiLIs/7wouiqJ6KZFNJliOBSmZWScYz0DnB8ZXzEhKKUbPHnqPJXZWTy2pem2yGC8WXDbbNTlZxNNakSTCxO4FEnC77ST5XaStYJR0w2DH584y/G+wWUnWUEAn8NOQ2Ee64sLKM/yk+/14HfaccxO3HPlTNGkRjCeYDQcYTgYomdyhvaxSUZDEWKpFJpx5SRQ5PdwR1XZDX2HW8tL+JdPf5CEphNNpWYXfWkDc+nvkUSKcDLJZCTGoe7+q4qNnxgYQpWkK4zwge4+Cjyem2aETcvicHc/54dHaV0iecsuy5Rk+dhUUkhDUR6lAT9ZLgeOWREBzTAIJZKMhiK0jI5zqKuP9rHJjHaeJ/qGeLq5hV/avRVVXr34cFLT+fGJs3zr0IkVDbBNlij2+9hQUkBjUT7lWen2OVUVWRLRDZNoKsVkJEbv5DSnBoZpHhhhJBRZ1lDppsmTpy4QcDr4pd1blkx+NLWzIIAt8A0EwcMCKyws7RmZiET514PHGQktnZgJ6YVTnsdNU1E+TUX5lGb5yHY58drTiylJFDCstAEOJ5JMReOMhaMMTAfpGJ+ka2KaYCxONKUt6gbeVFpETe6NUSxK6QaPHz5F1/jyBlgSBfwOB03F+WwsKaQk4CPX7cLntM33U9OySOnpTdxMPMFYOMLAdJDuiWm6JqYYD0eJprT5TOdLUZWbxcbSwgUhsLim8YPTZ3i2tZ2kYSz4rCY7i//50P3z9J/L4aYb4clojKme+BW1rV67jYca63jXunrq83Pw2G1L1mg1FedzV10lk5ubONDVx7cOnqR1dHxZ4xCMJ3n8yCm2V5ZQmR14W7syrwaaYfDiuQ5+evICU5eVMtUV5PA/PvDAirFVazYJ44Xz7ctmW6qSxLaKEj66bT0bSwvx2e0Z1STP1ebGUhqheJLO8UlODQxzdnCUc8NjzMTi8+92c1kx5Vn+G/b+BEFAlgTckg233UYOi4cwTMuaJzsYC0f4rR8/m5ERNmfbqs0O2kuzc1O6znAoQt6sYs3NwrHeASyLKwyKIEBpwMcHNzVx39pq8r2eFTPS766v4oObGnmjvYfvHWteMcs8qes8f76dBxtrqczJWpX2WJbFoe5+Hj98imB86QW6ABT5vbx/YwP3r62hyO/FZVOX3b2YVgXvTTTQPTHFT5tbeLq5hdAym4BoKsUPj59hbWEe99RXLf7dWSaiVIYgFsyWDK7cty3L4mjPAMf7hpY9zmO38d4Na3l0/RrKs/x47LaMFrDWJQZrKhqjbWySY70DNA+M0D05TXx25+dUFfZUl+N1rH482LIsOsYnea29e9m53aEo3LumivduaKChKA+f3Y4krswrMFcDH02lCMWTtI1NcLRngPPDY7SNThBOJLGYdbdXlpLrcS245ng0yiud3XxkfRNbSooXlHuqkjzP3b0SbglH4+UGuCzg4z/efyf76iqwK5nFxBRJosDn4f0bG9hQUsBf7j/IK62di+6e5tAxNskPjjXzW/ffectrFW8WRoJhDrf3cV9jLRvLFsbeHKqScXLT0Z4Beqaml/zcJkt8csdGPnPHZnLdrqsyknO14z6HhM9hpzTLx766SiLJFH1TMxzs6uetzh56J2d4pKkO2yrumK4VoiCgyhIq0jxZQybonw7y9dcPcm54FMOyeKGlY/4zCwunqvLJratXJ5wJFhszqixx35pqvrhnG3X5ORm3T5UlSgI+PrJ1PVvKi/lfz73Koa7+ZSfRrokpXm3rpmIVFsfWbMnjX796iOFlSqsUSWRvbSW/unc7DYV5GbdPFAR8DjsbStJ1stsrSvj6/gN0TyydEDUWjvKN14/QWJhHvtd9RRtFZQ164mmM5KuzrudLBBNEN4Lov+Ka0ZTGq23dyy78ct0uvnbfbt61rv6qiVIEIZ1Aa1Nkst1OavJyeKixlolIjK6JKQ509vJmRy8OVWF3TfkNielrhsmbHT2MLbPTd6oKv37XHXxoSxMem3rVbVRlCVV2EHA6KM/2c299NcF4gr7pGd7o6OWN9m5CiSQPNtZe0UbNMPE77OyqKKfAc+0L51tOlFyVk8XvPXIXu6rKrmkACoJAdW42v/vwPlyqwk9PX1i21OnZs2083FjPhpKCfxe74XhKJ9vt4uF1deRcY6mWBRzo6ls2Br+npoIv7N5GwLU65OmCIOCx22gsyqehMJ+Pb1/PwHSIYr930feWMgzGY1HynK7beoFV7Pfy1X27+N6J06QMk7uqK9IfCGmBkIosP/nXMaBXA6ok8Zmdm/nsrs3LxjKXgygK1OXn8PuP3M3vPvkCzQMjSxqppG7wensPj21uwn2dGbYp3eD7x5o5OzS65DGKJPKRrev55Tu3kXeN3/WcJOADDbUEnA7+6NlXl3TnA5wdGuVnzS18bvcW5MspH81xLGOQVOgPEKRcuESBV7a/C8X18SuuNxmJLttGmyzzse3reXT9mlUZD4KQFqrJ97rJ97rZWVnGZ+7YTDCeoMjnWXDszFSEAy+e46HHtl+XTkBc0zjSM7BkvxEFgYcaavn49g3Lsr5dDURRIOByEHA5WF9cyCe3b2QsHKFskfBQltNBwOHgje4e9lSWp9mxZpsriyJeW2aEUbfUCPscdj67azPbK0qu2yDme9x8fvdWOsenaB4cWfK48XCUl1s6qS/IwZHhrvvtDL/TzlQ4RuvIBA5VWbCam9vNrfTdJzWd/qngkp+LgsCDDbX4nDcm6U0QwKmq1OUvLfE3Go3wd6eO8JXNOylwe5Y87lZDFkVKAz7uqqkiZRjsqSq/1Y+0AAJw75pqPrdrMwHn9S+oKrOz+OSOjfzPqVeX5JOH9G54JBSh+ip3M5fCsixaRsd55kzrsiUsu6vL+eKebasikiEKApvLivjCnq384TOvLOn+Ni2Ln59t5aHGWkoCvgVtFKUqVO/vL3qeIOYv+vfJaJyJyNJMeXkeF/fUV1+TAdY1Ay2lo9hkErEUlmlhcyioNiUdOtIMkgkN1YBCp3t+TjFNi2Q8RduZAY6/0cYd9zYiSQJ2p4pqUxYco2k6iiJjcyiIS3ghwokkgzOhJZ/Trsg81FS3agb4cghCev70LzGvaYbBdDzO3x06wjMtbXhsKnM+6TK/j9/YfUdG3/8tNcK7q8u4b821dZTLIQgClTkBPr59A60/G18ydmkBr7d384FNDasWg7qdIYoCsWSK//X0q6wtysXrsM+7oIsDPj6zZ/OKLunIbELSUnDbVMqz/be0bjff5ebXNu0g23FjsqZXGxuLC7gGBsEbjkK/ly/s2UrWNe6AL4coCuyqKmdzaRH7W7uWPG48HGVgJkh17rWPyYSm88L59mUZvnLcTr6wZxt5nqsLmSwHRZK4u76al1u6eO5c25LHdU1McbhngCK/d4ESkSDlIEk5WFYKy5wGTAQxC1h6QTIZjaEvE3or9HmumaSo7ewAh/dfoKIun+NvtJGIp7j70U3sfqCJZFxj/09P0nyki2Q8hcfv5OGP7GDNhlISsSQvPXmCgy+do69zjL/9w6dQbQr3vGcTm3fXYpom7WcHef5HR5mejODPcvHAh7axZn0pwiI75jn+7qUQcDpWlWf9amGXFR6ur+XemuorPvPb7bcvWcccPHYbH9jUiH+R1fZQ7wSjA9Os31mNdAkdWF/7KOFgjMati6fsS6LIPfVVPHmqiEPd/Uveu38qyMGu/lWJQd3uEAWBbZUlbCq/UjIs1+PKyHCmDGPRjME5yLOqK7fiu9QMg6c6LvBGfy+iIPCfdu6lwHXRxXhqdJgDQ32szc7l5Z5OYrrOe2rWcFdZJQld54Wedg4N9RNOpih0e3hsTRM1/iwEQWAyHuOJtvOcmRil0hcgYLejmyafX7/1up9bkSSm4wk6J6fQLyuTKPJ5b4mUoU2WeWxzE2tWmfUo4HRw75pq3uzsXbIUzbQs2kcn2Vtbec2Luc7xKV4437HkLliRRB5dv4aNNyAU5VIVPryliTfau5ekUUzpBi9e6OCe+qoFixzLMjG1E2jRf8YypwALQfAgOz+GZLsTQbgyqzqhaVjLRNrnxAeuBYlYiqOvtaDaZR774l1YloV7VqNXlATKa/OpaSzG7lD42XcP8sz3D1M2KyN450Pr0mVr5hk+/9uPIEkiLk96JznSP813//pltu2rZ/2Oao6+2sJ3//pl/sMfvJ/cQv8Vz5HUdcxlVqqKJCLdQllcr93GQ/V1aRGJ2UTLaxEpuWVGuDY3m42lRYt2lKHeSc4c7qRpW+UCI9zbMcr5Ez1LGmFIG/d3r1vDqf5hEvriq6iYpnGsd4D3bFiLe4na2XcKslwOHmmqv67EiXSd3dKJK5FkiulYOuP9ZhtiWRS5t7yabIeTvz15mORl7zyYTPBsVxuhZJJ3VddjWBZFs+5q0zJRRZl7yqpxqyrfPX+ab545wX+5Yx92SeYHLWc4PjLIp5s2MZ1I8A+nj9KQnbfYY1w1uien+YvXDtA3HUQShAWG53M7t/CuxvpVuc/VoCY364bUewqCQGNRPjku57K71N6pmXTS5jX0IdOyeLWti9FlkngKfV4eXb8W+QblDDQU5lNfkMuJZTKWLwyP0z05vdAIG71okb9Fst2FqKwBJEy9Ez32bQTBjmTbfcV1VEladrEyHo4ST2nXHFKQFZk9D6yjrGZhf1dUmdqmYiLBOMmkTnlNerecjGu43HYCOR68fieqTSG3wId4yfx9/kQPWkqnak0hkiRS3VDES0+dYKh3clEjrFym1HQ5ZmKJZTPTbzQsy2IkHOHpllZOD4+wqaiQj21YT+/MDAldZ0Nhwe1ZJzyHLeXFuC5jBzJNk3g0RTyaJJXUiIQSyEp6wOiazmDP+IrXFQSBTWVFFPjc9EzOLHlcy8g4k5HoO94IA8RTGv1TQULx5IK1s8eu0lC0slFx29QFBP+XI2UYHOruZ1tFyaJC9TcSgiAQsDso8fiQl5ANM0yTR6rqWJe7ML7mkBXuLa9Ct0xM02JPSTn7e7vm9Vabx0a4u6yKO0sqSBkGBwb7lvUIXA2O9Q9iWRZ//r6Hr6D7c1+DmMb1QpxlPSr0rn48XRDS7tGAy7GsEZ6IRK/5HjOxOEd7B5cVZNhcVkjZDSAFgXQ/9DlsNBbmcXpgeElCj1AiwZmBETaXFl2UHNRbEaRCZOdHEQQZEBCVDVjGAIZ2ZlEjnOVyLrtYGg1FaB4cofAaWazcPgcO55Xu8PBMjBefOE5/1zh2u8LI4DRaUicTxaCZyQijg9P8+J9eR5YlTNMkO9eDJC/eDp/DvmwlRCSZ4kj3AI1FmfM0ryaiKY1vnThJ30wQr81G2/gEhmUyFYvxckcXTfl5iLdrTFgUBLaUFS3yguP88Bv7OXO4i6nxEC2n+i4eI4DNrvCBz+9b8foFXjeNRfnLGuGRUISB6RDl2YHracptj1hK5x9fP8bR7gFEIR0fdqgK09E4D62vZ21R3oruP4eiUBLwLpuN+ezZNvZUl7OtouS2I0PJdjjJdjiv6G9xXePFnk5Ojg6hmSb9oSCCACaQ0jWiWtpFLQoCNkkiz+liNLo8MUKm0AyD+rxcqm6TvASvw8aW8uJVJcy4FHZFJt/j5hxXkvTMYSaWyIgFbzEMBcO0jiy9SHcoMpvLipdkjVsNzO34VUkibi7uhUtoOm1jk2iGedl3Pae5trCPCkuMzhy3i2yXc0lClGA8wQ+Pn6GpKP+a2MhEQVjUI3HsjTaOv9HGJ79yH8UVuRx8+RyHXr6w8Jlnz7v8Vbp9ToorcvjkV+7HF3DOHYzHt/hu3Wu3UejzLDmPp9kQz7GntoK6vOyb7oUbj0bpnprha3fuIppK8YPTZxEAv8PBRDSWMb/1LTHCOW4npYukfHv8Tj78K/dQVpPP+eM93Pv+LfOrJEkSCeR4yFnEbXE5nKpCQ2EeL17oWDIGldINzgyNsLvm9spOXW2MBMOc6R/h1+/dSVzTOdU3zHs2ruXl853keJwZxd8EAXZWlfH8ufYl17uDMyH+6LnX+LV9O9hXV3lbZZ6nBdev/Psrfd18/0Izv7JxO3VZ2ezv7eK1/jSHtiyIyKJEXEvH9ywgaejLxuGuBmsL8nj86ClO9A9R6Esb+rlHTHsebu5uuMDroaEw74ZNZKIgrJjspZkGumlck5Rj88DIssx5AaeDxhvYvjlU5QRQZXlZlq6+qRmC8cR84pSorEeP/Rgt8n8RlY2AjKmdwdTOoLh/Y9Fr5LidNBTlLUn9awGHu/r5w2de4Wv37qYmL3tVFsdaSkdRZVSbQnAqwpkj3SSTC2Pg3oCTRCxFd8sw3oALt9eO022naWsFB148y4VTvWzeXYehG8QiSZzuxbOPHarC1vISDnYtnd/TMT7FHzz9Mv/hnl1sLC28qZ44i9kKE0kiesnfpmPxjKpO5nBLjHC+141/EQ5nURTwZblYv6MaX8BF45YKpGtYmQuCQE1uNm5VZUqPL3qMYZp0jk/dkjjmzYRumHidNmrycxgJhsGC4oCXPXXlfO/Qad6/uTGjENy28mIKfZ5l3YltoxP8wdP7ebCxlsc2r6MyJ4BdkW/o92taFklDJ66l6eZiukZc17BJ8oouqqlEHJ/NTrk3zfF6fnJ83p3ps9sp83o5PDzA1sJiQskk5ybGKHStjrt2OhanZ2qG//rMSxR4PQvYdR7b1MS9dVdmXN5I1ORm3XDpvZUWZqZpXRMnt2VZnOofWpYfIMftovAy2cgbAY/djtduW5ZEYzQUIZJMzRthQSxA9XwVLfZjtOg3ARNRrkZx/zqi0rjoNdw2ld3V5bzR3rPkbtiwLF5r72ZoJsQHNjVyz5pqCn2eFatRVJuMP9u1IB9nDpt21dB5fojvf+MV3B4HFfUFOFy2BWVGNY3FNG6p4PG/eglfwMUDH9xK45YKCsuyeewL+3j5qROceLMdURIpr8mnsGxxyktVkthVXcZ3jpxiKrr4PA5p6tPfffIFHmqs5X0bGyjPCmTE1He9yHU5KfF7+cbhoxR6PIyEwzxx9jwHevt5qL4W+XZmzMp2OXHbl17p5xUHyM73LgjqXy1KAl6cNoWp2OIvzwLGQhGSup4xS9fbEXOx3Egiic9hZ2A6yLGeQcZCkYzJywVBoDTgZ19dJT86fnbZiXIqFudHx89yuHuAe9dUc3d9JQ2FefMr1NUeGJPxGN8730xvaIahSJh/bj5OqdfHx9auJ9fpQhSEdOb2Inv+bQXFvNHfw58fewunnBaZ8Ki2dJajKPHemgb+/vRR/tub+/HabGBZyKuUjVmdk8Wv37m4dGRt7tL10DcKVTlZC4TJbwQyyWS9Fnd0QtMZmF66nhSgJOC7KUxrqiSumGcSjCfmPSwAgiCC3IjqqcSyoqSzo10guJZcIAuzMfy1hXkc7RlY8l6WBW1jk3z9lYM8d66dd62r5666Sgp8niUrGmqbSigqz7noMr4EuQV+Pv3VB4hF0vk6Lo+DRCyF+xKXsstj58O/cheRYBxBBK8vfR1JEmncWkFFXQGxaBJREnC67Dhdiy/+BEFgbUEu2ytKeO5c+9JthFk951O82dHLu9bVs7e2ksqcwDx3840wyG5V5ZObNvLE2XOcHBomlExysK+fnWUl3FdTnXGW/003woKQTipYjthaEIQFBljXDYKTEexOG053ZiwkPoedgNOx7OCcjicIxpPvaCOc63FRm5uNXVHI8ThZW5TL3796BAH45K5NGSeiqrLEx7ZtoHlwZFHxjUuhmyZdE1P0vDXNk6fOs62ihHetq6epKJ9cj2tVkyjcqso95VUYlsmnmzYCaWafueSmjXmFFHu8i9YP12Xl8D/uvI+JeAy7LJPndDGTSOC3pTVgN+YX8gd77mU8HsWr2vlByxnGY6sTE67IClCRFZgXPxBIZ/bfKrav0izfDY3lXxntXD2MR6JMRpcmroB0YlimO5PrgSiKqCu4RJO6TuiynbIgCGmjewlXuWVOYRoRRLls0esUeN18ZucmWkfGV8wSjqU0Tg0Mc254lB8cO8OdtRXcVZdeILsvI0ix2RVs9sXnREEUcHsd8yVLc8df3hany7aocRVFEY/ficefWR26XVH4zM7NnOwfXjbzHdJ5Fq2jE3SMT/LDY2fYVlHCI031NBXn478Bus6CIFDm9/HlO3YyHY+TNAycioIvQ37uOdx0IyyLIjnuK5NkLsXE8Awv/ttR3vuZO7E7VX72+FsceeUCWblePvKldMx4JSiSRL7HzRmWTiaak157J8OmyNzTUD1v+D6zewsPNtWhSBJ53qsjLKjOzeI/3L2LP3r21WVlKOdgWhbjkSjPnG3lpZYOqnOy2FFZyv1ra6jKzcJnt18XrR2kM5ybcpfuDx6bDY9t8ZW2KAjku9zkX1JX7FFtCz7Pc7nJm/18ToZxNWCYJqeHRvj+8WYmZg1IjsvJRzevZ0NxwU1NblMliSyX85ZkmK4GpmNxgonlxTP2t3bSMT55w9uY1HR6JpfmWIf0zi22RC3xpTBSRzD1DlT3ry/6uSSm+a8/u2sz33j96BXleYtBM0w6xifpGJ/kR7OJW/euqWZ7RQklAR/OFQQ6bgXWlxTw5X07+forB5ZlCZuDYVoMzIQYOHWe5861sbYwjzsqS9O749wAngzpJFeCbpqcGRnl2MAgocTCpMICj5uPblyf0cLvphthURCWnBTnMDY8w0D3BLIi0ts+wqGXz/PuT+zi/PFuDr18LiMjLIkivhW0g+MpbYFb6J0K00pLQM7EEiR1HbdNxefInNFlDpIockdVGb/1wJ382Ytv0ju5NGn95UjpBhdGxmkbm+RnzS2sLylgR0UJu6rLKQn4cNzg2PFqwKWoC4z09aB9fJJ/OnicDUUFPLi2dlYxZop/PHiM37x79w2ThlsMdkW+rRLprgaWZRFJpoivYNS6J6bpnljeON40WGm+bFM7D2IAELH01isOM1OnYBGijkuhSCKf2L6ReErjxyfOMb1E+G0xRJIpDnX3c7J/iDyPm81lReytrWRzWRFZLsc1EU/cCEiiyLvW1WNaJv/w5rFlqSwvR1zTOdE3xJnBEX504iyby4rZXV3G1tkcF5t87fPOaDjC3x48QkXAf4WAg9duv33d0aIg4rItP+D1lI7LY8c0LU4daKe0Ko9dDzRh6CbnT/RkdB9JEFYsR0jo+rLSfO8EWJZFc98wPzjSTNf4NKIwy3dbXsxn79yyolficqiyxN11VbhVlb957RAn+4evKpnGME0mozFeae3iYGcfPzh2hj015dxdX8264vwrXGO3Ez5U34hurU6dcPPQCCV+L5/buXl+tbyvppL/9eLrnBsZu6lGWJWl20KZ6loRTiTfduNYNw30xEuISgNYCbTo3yCIC3MBTGMU2Xb3stcRZlWdvrhnG8V+H986dIKuq1xsJHWD/ukg/dNBXmntoiY3mztrK9hXV0ndbFb1rR6TLpvK+zY2kutx89evHuLC8NhVeaU0w2QsHOW5c2280d5DccDL3poK7ltbw5qCnGsyxpIokO92s7eygnUF+Qu8V5Io3L60laLAimnk/hwP48MzvPTEcQ7vv8Cnv/YgoiiQjGfuOhYEYcXVvW6a15SN+XbCaCjCs6daWVdSwKd2bUaVJaZjcZ46cZ7HD5zkNx7YfdWxOlkS2VlVSlVuFs+cbeXHJ87SPTGdcV3cHBK6TvfkNN2T0zx1+gJ1+Tm8d8Na9tZWrnrseDWQtYq81LppokhSmi1rtp3pcgdx1QhBMoUoiDclXnojYM7uhN9OmBsliuvTgIqReA7J/giy40MLjjMSL87SWK4Mr8POY1ua2FpezLcOneTFC+1MLyOYsRRCiSQn+oc4OTDE946eZmdlGY9uWMP64gK89tVx414r7IrMPfVV1OXl8MPjzTx7to3BmdBVh4iiqRRtoxO0jU7wk1Pn2FBcyCPr6rijqpxslyPjNrpVG26bwp+89gZ5bveCxMOKgJ/f2rvndhVwEFYc8CWVudxxfyOnD3Zwz/s2U7e+DEM3SSU1ateVZHYXgRWzPQ3TvOkT3s1GKJ7Epsg8tn3dAkJ3uyzzrQMnLnIEXCUEQSDf6+Yzd2zmnvoqnjh1nufOtTM4E1xW03nJ50wkOdY7yMm+IdYU5PJwUz0PNNRQ7PcuGx8djI0QNWKUO0uwSW8f9rP1RQW80tbFvx45SWNhHpYFZ4dH6Zma4UObmm7qs4gC1x2bv1WwIKNY6O2IOZ1gUV2PaDUhSgULPrfkGkyjO+PrSaJITV42v//I3Tyyro6nTl3gzc5eJsLRqzZUlpXWQf5p8wVeaulgY0khH9rSxJ7qcjy30BgLgkBplo/fuHc371q3hidPnef58+2MhSLLlqgthalonFfaunijo4d1xfl8cHMTd9ZUZLQJmIhGaR2f5Fd3bqcqa6EOgV2WM87ruPlGWFg5XVxWJO593xb2PrwBxSajqDKWZXHfB7ZmXLYksPJ9LCvtrn0nw+e0M2O3MTAVnHX1pl0z3RNTlGb5Sep6Oht9VtbwaiEKAmVZfn5173buW1PN/tYuXrzQQe/UzJJEKcvBsCzODY/RNTHFSy0dfHzbBu6ur1rSTf36+GGagxf49drPUuwoWOSKtyfq83L49PZNPHXmAi+3dSIgUOz38rkdm6nIurksbsINzV2+wbBYVk3o7QBBqlr076K6BdHacNXXU2WJ7RWlNBTmcbp/hKfPtHCoqz+tvHQNm45YSuNgVx/nh8fYV1fJBzc3sb64YNaFe9WXWxXIokh9fg7/4Z5d3LummufPt/NmRy+DM6GMSy8vhW6anOwfpmNskhfK2vnQ5ib21JTjUJZOVPPYbJQH/HRNpfkmZFGcH0Zem50SnzcjHvSbb4QtMnJbKqqMKAqEgzF0zcDjd2FfhMt0mdusuMsVhcz99m9XyKJANJniD3/2CmsKc3EoMuPhKG2jE6wtzOMvXngLgJr8bB7btu6a7iEIAnZFobGogLr8XN69fg37W7p4pbWLCyNjGWWCXo64pnOqf5iu8SmO9w3yye0bqc7LvuJ9jSTGsYk2nNL1a9/eTCiSxJ6qctYV5RNOpEAAr812y11+b0e83b8vYQlxFEFQV0zMWgqiIOC129lTU8Gm0kJaRifY39LJ6+3ddE9MX/Wu0QJm4gl+1tzCib4hPrCpkY9t24DPcWt3xc5ZVq2monwe29LESxc6eelCB50TU9e0CQgnU7ze3sPZwVHev6mRT+3YSL7XvWgbddPEsiwujI3TNTWdXszOHlbq87K1pIhMtjU33QhbrMyKY1kWneeHePrxtxgZmMayLBwuG3sf2cDuB5qwOVbumJbFiveRRGFJQem3AwzTymBBI7CxrJCmkosZ5UUBLxvKChcctZRw9dVAENKr8KqcLCp3B/jgpkZaR8d5/nw7B7r6GAmGrzqBJpRI8qPjZznVP8xX7r6Du+qrFoQz7JKNuJFYkmP3dkUslSKpG/gddvyO9AIiXdIVw2u33TCh8ncaBIEVk8oE4LO7ttBUtHJVxc2AKAisL7notTG0FrAiSOpCiUwj1QyChLQEa1YmEARw221sLS9mU2khn9ixkaM9A7x0oYOzQ6OMhaNXlcthWhb908H55KjfvH8PZVn+W7qZEYQ0xWV9fi51eTl8aHMTZ4dGebmlkyM9/QwHI1cddpyKxfnXA8c5OzTKl+/ayZayoivcy3luF79/712LPxPcvolZlmUtK9QMMDUe5gd/+zI1TSXc9ehmFFViqG+SN59tRlFl7nx4/Yr3MS2LWHL5HZgsSgvoAt9uMCxzxQGU7XZw35oa4pp2hdtOkaSLZVyrPIYEQSDgcrCjspSt5cUMzIQ42TfE6x09nOgdYiIay3hgmJZF6+gE/+Pnr2BaFvfUV8/zC6/zreFnQy8xnpzEp1ybYsytwFtdfVwYHefX79xxkfDesvj20ZPsrChld9U7m9N8tSAIAvYVEj0toKkon4eb6m7LpZqlX8A0Rq4wwqZ2AsuKX5cRvhSSKFLs91K4YS0PNtTSPTHNga5e9rd20TU+RTCRuYCGbpq82NJBJJXit++/kzUFubds7GmGwWQkRrbbmeaH8LrJ87jYW1tBz+QMh7v7eLOjl7NDo0xF4xkvOgzL4kh3PxORKL/78F3cUVW2wLCGkknaJiZZX5C/INl4Jh6nbyZIU0F+Rv3tphvhdDbj8uwuw70T2Owq7/7EHTjdaaaTtZvK0ZI6F072ZmaETZNIavmsSbsiY3sb7zhSeprwfjnEUhpPnDjHqd5h4pq2YJBV5gb42oN7bugqVhAEZEmiIjtAacDHPWuqaRkZZ39rFwe7+uiZmF5Wfu5SjIYj/PWrhyj0eWgqykcQBJp89bRHunl2+BUeLrybIkcB0mXuPQFQRGVZTeSbjZFw+Are8rlSkKHQ0vzcv8BCCKR3eqIgLDu5xlIpLMu6rTxflmWAFccy42AlsMxL3ruVwtT7EKTV0a++FKIg4FAVGoryqM3P5l2z+uuvtXVxoKuPyUgsI3e1ZcGR7gG+8cYRfu/huxckft5MDE6H+N/Pvsbvv/vuecUoQRBQJInavGwqswM83FTPheExXjzfkfbKhcIZJZBaQNf4FH/1ykHKAj5KAr75MTsWifL0hVZqsrMWGOGxSJQfNZ9lTV7ussyQc7jpFsgwLULx5Y3w3PsXLinfYHFlrSWhmybTy5B+Q9qF8XYlKQBIaNqKcY/RYITm3hE+uLWR8mz/gi/RqSo3dWcwR6Cyo7KUTaVFDAfDvN7ezU+bW2gdGc/IGLeNTfAvB07we4/cRbbLyYnps4wnp7gQaud8qB2P4kYSFnZ8m6jyy9Ufv60St0RBRDPNBcnplmWRMozbcrd2u0IQBLx2G05VWbZUaSISwzAtbjA99lXBMsfQwn+JqZ3EssIYyTcXfC6IHmTHu27oMyiSRKHPQ4HXzb66StpHJ/j52VZeb++mbyq44q5RN01ebeumoTCfL+zeekuy7HXTZDIaXdKzJksi2S4ne2oq2FpeQs/kNK+1dfPsuTbaRydWXHBYwOmBER4/cpqv3rsLuyxjzd43oemYpoU5e28TmIjFmEkkMk76velGWDdNxiPpOMRSO7DS6jxSKY3H//IFmrZXYbMr9LQOc/pwF+/99JUC14shZRiMhpfnGnXb1BXJ1m9XWJZFML4ySUG2O80X3T8VxKmqC8q2jFuYVarKEuXZfj6ZtYmHGut4rb2bn5w8R/PAyLKxfMuCN9q7ebW1jA9samQ0OU5cj1PhXLp0TRUVRG6j2RdoKMjlxdYOnj3fRkNBLpYFLaPjtIyO866Gulv9eG8r+Bx23DZ1WSM8NBOanaRvH1ISQcxD8XwNI/4kpjGA7Hj3JZ/KCFIxgrj6O+FFn2U2yWlDaSFNxfl8bNsGfn6mhZ+cPMdwMLxsiVNC0/m3E2e5f201FdmBjNzSpmXRMjzO8+famAjHqMjx8+iGteR73YQSSb5z6BTl2QFahseYiMbYUlbEQ011uO02DNPkaHc6rg0C5dn+jN3odkVmTUEu9fk5vGfDWp4718YTJ8/ROTGFYS59EdOy+PmZFu6uq2RbRQn/fPQEh/r6aZ+c5LeeeQ5FnOtXFqFkkofr625vFaWpaJyEpi2pmerLcvGxL9/H/idP8Mx3D6FpOoWl2Tz6iTtYtz0zibepaPwKkvTLEXCmZcfejtBNk9FwZMWVakLT6ZucIRRP0jk2ucAlW5bto7Eks7jFjYIgpGXm3r+xgTuqyvjO4VP84PiZZTm9w8kUL13o5P61tXyo5BHMFVmsBBTx9go7NBbk8aENjfzgRDOp2cWQIol8eNM66vNzb/HTvb2Q63aR5XIwsgzBf/fkNEndwKHePp4vQZAQpHyw7UUwRpHUxVW1bjYkUaQi288v793OjspS/vGtYxzs7FvWU9U/HeRAZx9lWX6kDIzw0EyIv3rlIOuLC7i3oZr9LV3885vH+cq9d6AZxnwM95GmeqoMgx8eO4PXYeeBxlp6J2f4u9ePsLu6nJq8bJ4503rVhC2CIFDg9fCpHRu5o6qM7x09zVOnLyybrzQZSTP9rS8p5JE1dbhtKpppcndVFa7ZfiUKArluF5uKCm/fxCyAiUiUUCK1pBEWBIGKugI+8ZX7iUUSmKaF3anidNsyjukMTAeJLcMLLQiQ73FfU23spanoS8FYJXrDpaAZJoPTwRWPi2saoiDw1Qd3p+MZl3wmS+Jt4foUhLTyUZHPw5f27UASRb5z5NSypU3nhkcZDYWpzb/5sn+rAUWWeWhtLZtLixiPRAGBXLeTXLfrbctedavgddgp8Ho4Pzy+5DGjoQjjkciqVAGsNgS5FklevFb4VkGYFavfUl5MtsvJX7z8Fi+1dC656DctiwOdfXxwc1NGJBVHewaQRZH3bWog2+3EY7fxJ8++zmgo/Y5EQWBPTQUPr6vDAg529dE5NgmNtZzqH8Zjt/H+zQ1ku5yIosC5oaWFepZuI8iSRH1+Dl+9J+1h/fHxs0u6py3geN8QM7E4xX4vd1dXopsm72lYg89+7f3qlhjhkVCY6WiMAq970c9TSY3wTAx/jocsZ1qI2zItZiYjyIq0ogyWZVm0j00uu5uSRZHavJxryuiTM+AFXSkD/HqR1HTaxiZXPM6pKEiiyF+9dJAivwdZkuYNb3HAx2f2bL4tDDGkB77HbuNzuzYzFo7ws+aWJQf9dCxO9+T029YIC6QngCKfl6KbIDb/ToYkCqwrLuDVtu4l+8tUNMa5oTQn9+2WQS8gYWFiGkNgLZw3BNGDIN5c8pZLIQoClTkBfuPeXXRPTtO+zJzTPTnNZDRGsX/l/tw9MU3b6AR/+PNXkASRhK4jigKxlIbfacehyhQHLrLl2RUFbTZMNTQTotDrwTlLpFHo81xXSZ8gCPiddn5t3046x6c43ju4pPt9OBhmcCZEkd9LrsvF+xrX4rzOvKJbYoSD8STtY5OsLVw83tHfOcbPv3OQL/yXR3G60+5iCzj40jnisSQf/Py+Za8fTqY4Pzy2bPabTZZpKr62ukFZklakxJyIxK6ZEjITDMwEGchgJ2xTZO5rrFk0aSHgdNw2BvhSZLmcfHBzEwe7+hgLRxc9xjSteTnFpJFiRguRMBKLTsKiIFBgz3tb0Vr+AleH7RUlyyZnRVMah7sHuG9tzW2XB2JZIbTw1zH0C2DFAJH05GGhOD+N7PzALX0+QRCoysnifRsa+NMX31jyuEgyyXg4kpERdqkqawpy+dzuLfMhAkkUKfR5iKVSCAhXuLXnRrZDURi7JBSnGcZ10w/P0fB+eMs6WkbGl+xHSV1nYDrItooSREHAqSjzGzLTsojOPrvrKiQhb1mg7EjPAO9ev2bRHWV4JoZpWsjyRUMnigIOl43e9pEVrz0SDHNheHnh+QKvh0Kf5+ofnDTXrncF98NYOEJS129IDMq0LJoHR5jJQLbM67BxX0MN0VSKwekQsWSKLLeTfK8b520UH7sc1blZFPo8SxphizSRR0SL8szIKxyaPElIC8/HhwUETEwkQcIru/la/RcodRbdxBb8AjcTpVk+qnOzOD2w9PxwvG+Anonpa1583ygYWjOm3oLq/mX05JsIYgBRKkNPvIxwG7mpN5YWYpdlEktwdWuGkTE73sbSQg539WNYFkU+D8Ysf4QqiaykGLymMIfX2rrpmZyhLNvP8Z7BVVPRaizKI+B0LGmEDdMkPPtZJJXi5Y4utpUUU+T1cKRvgJ+1tCIJAp/ZsukKPumlcMuM8OmBYSYiUfI8V7qkJVlCS+kLsnctyyKZSGXUqGO9A7NxtqXRUJhLjvvaVHEEQVjx3KlonNFwhIrs1XclhRNJjvYMEM/Q5d06Ms7jB07SNxVEEgUM02JDaSFf3LfttoyRwUWh+WVhWTQHW3h++DWyVD87sjZxLtSGU7JT5S6nO9pPTI/xnuL7ybXdPGnAX+DmI9vlZFt5ybIesOFgmOfPt7GmMPf2irub0whKPZJtH6beD4ITyf4uTGMYU2tGUjfe6idEEATcNhWnTVnSCFuQsVDE+pICdlaX8o+vH8VtVzFMi+q8LD61c9OK5zYVF1CXn81fvPQW2W4nWOBfQTs+UzgUBa/DBsuqQaZbORWL83xbO+sLC5hJJPjWiVMUeT2YlsWT5y7wG3vuQL6djXDv5AwHOvt4dP2aKwL5ReU5REJxfvb4ATbvrkWxyQx0jfPW82e57/1blr3udCzOz8+2LbsycqkK2ypKrrlGWBLEdM3tMhgLR7kwPH5DKN3ODI5wpGcgo2MnI3HeaDnBmoJcvrBvG6okMRNP8MTxc/z46Bm+sG/bqj7baiETZjWnqnI22EqW6ufXaj5FhauUv+r4JtlqgI+VvYfpVJBv9f6EkcT4bUXU8QusPiRR5IGGWp4738bA9OKi75ph8tTpC9y7ppoNJYW3T2xY8IIZwbJMBDELI3UUy3YHWGEsbg+FqDka4OVCfLIorsheNgeHqvDZXVsYagwxE0ugzjJduWwqdkXmdx7aS94l5B+f37N1PgToc9j5jft2MzAdxDAtivwepmNx8r3X5tm8FIZlLWs7REHEqaTDGZphYJNkXKrC6aERUobBF3dsZSIa4+8PH8UwzYwWe7fMCKcMgx8fP8vmsiLKsvwLPsvK8/CRL93Dk//yBm89fwZRFFBUmbse3ciOexqWvKZhmrzc0smZZVxSAOXZAbZXlF7zIJREgdrc7GVZepK6zsstneyqLrtIDXmdsCyLcCLFd46czlgrdCoaQzMMHt20lhy3E0EQKLEsTNPiWwdOYllXR4JyszAeiTE0s/hkCuk4b5HPQ7sWpsiRT649nXBjE1VSZgrDMgioPrYG1vHz4f3sy91JoePm1Fz+ArcGNXnZ3L+2hm8ePLnkuBwLR/l/rxzif77vfvI9ixPz32yISgOW0QtoiOom9MSzJGd+ExBR3V+51Y83C4ueyRkiiaWJlpyqurL36hKocppJj8ucVKIkUZO38I+Xb3o8dtuCnKKrue9yGJwJMbmMF1WRRfJmE4qdqoJpWRzpG+C5tnYeqKsh2+lkJBy5KrWqW1o8eXZ4lCdOneeLe7YuKFcSBIE1G8v4yh9+kNBUFC2l481y4fE5kZXFS4osy6J7YprvH21etp5NEGBfXSX5S2RmZ4qSLD/ZLueybu/DPf2c6BtiX13lquyGddPk2XOtHOrqy5iNRZEkdMNkMhIj4HQgChaaaTIaiqRjwis8lmVZaIaJJAoZ62NeL3TT5FBX37LfrV2RKc3y05tQSZjJ+UnXo7gYTUySMJO4ZRcu2UlEj5E0317C77/A1cOhyLxr3RpebumibzZpbzEc6ennH984yhfv3E6ex3XDDbFlWRiWNS93d/n9BDEH2fkRwIYgFqB6fgdTO4colyPINVdczzTTIjiKdOW1bszzp6s99rd2LutuznY50u7hVYBpWeiGiSyJN0UcIr3TN3i1tWvZmmOvzUaRP73jznG62F1RxpPnLlDs83JXVXqeH49GKfX5bu864TkkNJ0fHjtDsc/LezeuRbmEZ1MURTw+Jx5fZi91NBThH948unJClsfDfWuqV1ReWQ6CkNZ+Lc/2L2soJsJRvn3oJNW5WVfs9q8WmmHwensPf//G0YxjwQD5XjeaZvD1Fw+ws7oUt11lcDrEyd4hPrN75fKkuKbxxKnz+Ox2tlWUZCR2fb1oGR7nJyfPLZvkUZblp9DnoUjI59DkCcJ6BK/ipthRyLGpZjoivdS5K+mM9GJZ5i/c0f8OIAgCdXk5vG/jWv7m1cNL7kY0w+THJ88RTen8yt5tlGcFbpg3KKUb9E3NcLR3AL/DwYMNtVfcKy1lOOctExDkMkS5bMlrDofC/Kz5AhtKCmkozMNrt99Qb5ZhmrzS1sWbHb3LHre+pBDHKnHxz8TiPHnqPMUBH1vLislyOW7wgsPiRN8Qz55tW9blXleQS/bsrluVJd7XuJa9lRW4VAWPLV3Js7W4iI2Fhbc3Y9almIzG+D8vvkEkmeL9mxquWk91bgf8l/sPsL+1c1keUAF49/p66vOvX/HDY1PZW1vJ6YHhJV+aBRzu7ud/P/cav/PgXsqz/Nd038lojCdPnefbh04xcpXk/g5V4Zfu3MKBjj7eau8lkkhSEvDxpXt2sqmsaMXn0Q2Tw939vNLaRVVOFlvKitlXV0ldfg45bieyKK3aBKAZBif7hvjTF97g/MjSxAuyKLKzspRct4sN4lrOhdqYTM5Q7Chgjaeal2UXf9fxOAHVx0hinAZvLQHlF7W4/x6gSCIf3bqBk/3DvNnes+TOLaHpPHX6PBdGxvjcrs3sqa4g4HJc9wLTtCzCiSRj4SjNA8Psb+2iZWSc4WCYX927nQcaarjc/WRqrZj6BWT7eyCDxWI0meJ7R5r5p7eOU5Obxd7aSvbUlFPs9+J3OFaVvzkYT/DzM63841vHCC7DQOhSVe6qq1y1hLekbvDcuXZaR8epyctmd3U5u6vLqcwOkO12Igriqs07sZTGke5+/s+LbyxLdWyTZfbWVCxgWbTJMgUeNynDIGUYqJI0L02aKW65EYa0WPRf7n+LkwNDvG/DWtYXF+Jz2pEuFXC4DLphMB1LcLi7n28ePMG54bEVKRxr83NmGV2u/+0JgsBddZU8cfIc3ZNLp9IZlsUrbd1Mx+J8cscmtleUEHA65qX4FsMckX8wluDUwDA/PnGWI90DV2QlzrVjOc5TSDMKPbSujvsba7CsdDxVEpf+bheDZpi0jk7QNjbJE6fOUZWbxfriAhqL8mkozCPP48KpKthkOWO3tWWl3WqRRIruyWn2t3bydHPLsvSDkC5HebCxFkkUKXeV8OWaT+OfNbI5tgAfLXsPzw2/ymhygh1ZG3mgYC9ueXUUXizLwiK9OzDNtJsxmtRWrFNMGQbRZArLSr83SRARMyB9+QWuDoIgEHDa+fK+nYyHo7SOjC9piE3LomVknP/+9H42lBSyp6acHRUlFPq8OFQFVZYWnYNMy8KYTVJK6ToJTWcqFqdzfJLzw+N0jE3SPjbJRCSaUWzQ1NsxUieR7e+9qraGE0lO9g/TPDDCtw+fpC4vh8aifDaVFlKbl4PXYcOhKNhkKeOxblkWCV0nnEhydmiUJ0+e562uvmWJjwRgW0XxrF7z6vbnpG5wbmiMC8PjfO/Iaapys9hQUsiGkgJq83LIdjvn551Mx9JciC2cTNI6Ms6z59p4paWLiejyxVFrCnLYXV0+71WzLIuxaJTnW9tpHh5lfWE+H1rfRP9MkJRh0Jifl9Ez3XQjXBrw4VDkK9ie4prOi+c7ONozQFNRATsqSqjMDZDrduG121FlCcM0iaU0RkMRWkfHOdw9wJnBEWZW4IiGdEbdp3ZspOwSKarrRXm2n/vW1vDNgyeWjUNblsWp/mG6J6ZpKspnZ1Updfk55HncuG0qsijOK3IE4wmGg2HaxiY41T9M2+gEwXjiiolEFkX21JQTjCc42T+85L0Tmk7r8DjlOYH5umDLshgOhklqOhU5mdWyXdqWuKbPDwyH2oLXbqM8y09VbhalAR/5XjfZrjQVnVNVUCUJURSwrPRuN5pKEYwlmYxG6ZsK0jwwzIXRcSYjsRXlxVRJ4t3r1lCXl4MggG7oeBQ3IKSl6gSRek8Vpc5CNFPDJtpwSPZl2zi36NF0g8TspBrXdBKaRkKb+332Z10nntKIzf9LMR1LMDCzPHHK0Z5B/vSFN2YVf1QcqoxzVsXLrsjYZRn73M/z/xQcioxNllEkCVWWfmG0M4AgCKwrzudLe3fwZy++Qd8KpDaxlMbBrj5O9g3xuMtBZU6AyuwA+V43focDmyIhCiKmaaLNzkGRRJLJaJzRUJihYJjJaGy+P6y0KL4CogcEBQsTrKuP8xqWxVQ0zqHufo71DvLjEyrZLgfl2QGqctJjMtfjwuewp8ekIqeZ84R0fDmh68SSKWbiCUaCETrGJzk3NErH+BQz8fiK4gjZbiePbVmH26beMLe4aVmEkylOD4xwdnCUJ06p+BzpeacmL4fSgI8ct5MslxOvPb34UKT0Qtc00+M7ltKYicUZC0fpm5qheXCElpFxpmPxFd+ZQ5F5bPM68n3u+TbGNI1vHz9F++QkHpuNc6NjvH9WoOiVrm7W5OYg3m5ShqIg8Oj6NdxZU8HvPfUCXRMLd5DmbGd6vb2bNzq6casqLps6v7uamywjyRThRDJjcWabLPGhzU083Fi3qnqiNlnmA5saOdU/xNHewWWPtUjv+N/s7OVAVx8eu4pLVVFlGWm2o+imSVzTiCRSS9bizWFtYR5fvXc3L17oWNYIj4Ui/FN7H199cDdO1Tf/956JaV5t6eY/v2vfNa9dTcsimkwRTaYYDoY51N2PQJqla251qkrS/K7bstKc2ppukNB0YiltxXZejjtrK3hsSxP22fKy7/f/jJHEGGXOYipdpRTYc/EpXnyKO+Pdb0o3+O8/38+F4TF000Q3TDTTSP+/Yc6WZqR/100z4353KXomp+lZxGMiCgKKJCKLYpqJTRSRL/199ueSgI/fe/guCq6RYObfGyRR5O76KgQB/uT51xlYJtN+DgldZzgYZjgY5kBnH5B+P+lkKjAtMC3z6o3sSs8qN2IkXkNP/BRRrkfgkiRV0Y8gZU7NqpsmwXiCYDxB18Q0r7R2pZmd1PQCb25BJwoCgnDRG5WaHZORZOqqMnudqsJHtq5nd3X5Tcs0N2Zd/uFEkoHpEG919iEIAnb54ryjSOIl846FMWuIE5pONJnKWMMc0p6rBxvreKipboFW+VgkSsfkFF/bs4uYpvGD02cRSDMRzikFZoKbaoT9DjubSovYWFrIbz+wlz/4+X6Gg4vHOC0rTT8Zvkp1jMuhSCIf2tzE53dvwX0DFJPKs/x85Z5d/P5TL9A3tTKNJKSNVzCeJLiCrvJSqM3L5jfv201dXg7900EEli6Sj2sapmUt4FZNa7DamQhHV51a04L53eNqQhIEtlWU8DsP7CXX7Zpfja71VJMyUrSFuzg8eQoBsEs2fIqHMmcxFa4Sih0FlDgLUcXF68INy6JtdIILy8ShbxTM2brEJAawdCJaOJG86gXLv3eosjRLU2njj59/jfaxyateQJmzC/8bCVPvxDLa0SKvIwheEC4aYdn+bhTXJ6/v+pZFJJm6aqWhleBQZD69cxOf2rnpuribVwNpD51GfBnRnmuBKqX70G/cs+sKulMLC1EUsMnyvFhQerMVR5EyDwHc1G8u3+umNi9dz3lnTQW//cCd/PWrh+iamMpYD/JqYJNl3r+xgV/bt5OA8+qC5ZlCFAW2lBXx1Xt386cvvLHkomI1IAAVOQF+54G9bCsvRhQFin1e3DZ1ycWKTZZJ6jqTkRjZrnSdsG6ajATD6YHzNvBuOlWFvbUVfPmunZRlLQwnbM/exJas9eimzowWYiQxzmhinKH4KL2xAQ5MHgcL/svaX6PMVXwLW/EL3AoIwM7KUv7nex/gnw8c5/X27lU3RtcLUVmD6vn9RT+7leINyyHgtPOpnZv45PaNeN6mcrArwWNTed/GBj5zx+ZFxYZyXS6KPB7+6ehxCr0eRiMRnr7Qyps9vdxTU4WcYUXGTTXCawpy54krZEnk/rU1eO12/u71w5zoG7omN99SyHI5eP/GBj63a8uq1a4tBVEQuH9tDaZp8fdvHKFjfGpV2wLpneCcC3pnZel8YpfPaSfP4yacnFr0vFyPi6DPwz+8dpT7G2tx21SGZ0I8d6aNRzeuXdEGi6KIx2ZblpjkRiLP4+IjW9fzgU0NFHg9V6wuRYS0Lqs4+/NsbDhhpJhKBUkZKXJtWci3mZ7wL3BzIMy6XRuL8vjPD+1lfUkB3z/aTO/kdMYUi9cLcVYcYCnBe0H0IYi+BbX/y+2iVFnCaVMQwpnTRK4WJFGgPj+HT2zfyMNNdTiUzIUKrgayKOK2q7Mu81W//LIQBCjyefn0zk28b0MDXsfiFTtuVeWTmzfwo+ZzHOztJ5hI8HJHFzvKSnigtibj+PhNm5kEQWB7RckC/V5FkthVXUZVToDvHDnFz5pbGA9Hr6tj2WSJreUlfGrnRnZWlt0UN4kgCCiSxMNNddTl5/D9o808f76dyRWy7TJFoc/Do+vX8MFNjZRdVuYUcNop9HvonFjcCLtsKr+0dytPnTjPD480Y5gmTlXh/qZaHmiqXfHeTkXhS/t2UJbl54Xz7fRMzhBN3didxNyktaOylI9tW09DYd6CGvJLcWrmPKdmztEXGySsxRAEsEt2ShwFvLvwXkqdRfhVLwHFt+j5v8C/DwiCQJ7Hzad3bGRPdTlPnjrPa+3ddE9Oo6+QDHhN9yPN4rSmIIc7ayvYVVWeNsKLHGtZFlgxTP0CljGGKNeCXIVlTqalDIWFXrxiv5c/fM/9/LT5Akd7BumfnlkxofF6oUgildkBHl2/lgcbaynxe1c1v+ZyBFwO/tODe3nubDv7WzvpmZxeNZGGpSCJAmUBP/vqKnnvxrXU5eUsW+khCAIVgQBf27OLyXiMlG7gVBT8DvtVERutuoVyqgpV2VmEXAszlr0OO41F+Vc8nCgIFPm9fO2+PTzUWMf+1i5eae1icDpIJJXKaBWkShLZLicNRXk81FjHvtoKPFdZb7wakESRuvwcfvfhfTy6YQ3Pn2vnUHcfw8HIVSWSiYKA126j0OdhX10lDzbUUpe/eIdwKAobSwoZC0UWvb7HrlLg8/Crd+8gpRskdQOHKi9p1K54FlGgJODjl+/cxmNbmrgwMs6p/mGO9gwwMB0knEwRS6WuaxIQhHSdodduoyYvm721FWwrL6EqN2vF53xh5HVOz5yn3lvN3Xk7qXKXUewoxCNnzoQkCuk2JlY5nrQUUrrB1EyM7IALy7QYm4qQ5XPisCmMT0fwuGw4bArJlM74dBTTNPGrdhQx/V1YlkUypTMdipFMGaiKRI7fharKmKbFTCiGLEskkhqxRAojZVCdkzW/MjdNi6lgjGg8hU2VKfF7USUJ05o9V5JIpjRiCQ27TSHH70JaQbpzRQgCOW4XNblZSx5SGsicZehaIYoiNXnZ/Ob9e/j49g0c7R3ktbZuzg6NMhOLE0mmrsnjY5Nl3DaVbJeTuvwcNpUWsr6kgNq8bGyyvHxftCKkIv8XM3UUy4ygOD+OLFegxx5HVJqQ7Q8sOFyRJLaUF7OxtJCRUITTA8Mc6R7g3PAo4+Eo4WSKeEq7Ls+VJAq4bTZy3E7WFRdwR1UZ2ytKKPDeHKpPWRSpz8+lLi+Hj21fT/PACKcGhjnVP8zQTGi+jVeTRHY5xFlRCr/TQW1eNvtqK9lZVUqx35uREZ2KxTk+OEhtTg6FHjfqVcSBL4VgZcp/mCG0S+ohL72wKAi47eqyxdyWZZHSjXSh++AIF4bH6JsOMhIMMxOLk9B1DNNClSVcNpVct4tCn4c1+Tk0FRdQlZOFx65eN72iZVrEIgl0TUcURZweO9JVMmxZlkVS15mIxGgZGefCyDh9UzOMhSJMxxKEk0k0w8Cy0u4lhyITcDpn3VZ+GovyZ8uYXFe8XEM3iIXjmLNZmrGURlLXwQJRFnF5HAiz34HLpizbOUzDJBqKYy7SmUVRxOl1LJiA52rsYimNsXCE3qkZhmZCDAfDTERiBOMJQokE0aRGQtdI6Wa6ptay0pmmkohDkXHbbPgcdnI9Lop8HiqyA/MlTi5VzbiO+bXxw5yaPsd4cpKkmSKg+Mi1ZVPszKfMWUyRPR+HbMcmqkuyZlmz2ZaGaS3os5fffanPLh9AK302PB7kGz96iy9+aBfReIr/9Q8v8KlHt7NzQwV/+e1X+cD9GyjO9/NvL5ziQucICOB12fnSY3uoLM7GMExePtzG68c60gkpCY3dm6t5/33r0XSDx396lJlwnFRKJxhJIIjw0XdvpawogGlaHDvXx89eOQtYWBbcubmaD9y7ASz43s+PMT4VIaUZRGJJEimNT71nO5vWllzX5DtX2pbQ9CW/V1kUburi2bIszNmEnuFgmM7xKTrHp+ibmmEiEmUqmjbKSd1AN420x0sUsSsKbpuK12Ejx+0i3+Oi0Jdm0KvKycJrt81WdGTWh43kW2jRb6J6/xN6/CkEwYPs+gJa9G8QkFDcv7psGywgqelEUymGZsJ0T04zPBNiLBxlKhZjOpYgkkjOl91pszXupmUhiWkvnkNJU9h6HTbyvW4KfR6qcrKoy88h1+0ix+XElqE4w42AOWsb5t5Vz8Q0w6Ewo6EIE5EoM/F0G2MpjZimoxsGxiVtlEURh6LgsdsIOB3keJwU+bxU52ZRnZtFvteDU1WuimxkOBzmT197k8lojMb8PLaXltCQn4vf7rgqStFV/1YVScJ/jUlQgiBgU2RKs3yUBLw80FAzX4+ZnDXA1tyXKknzKenOqxBQzgSxSIJ//YN/o/mNFrKLAnz5/3yS4uqr0yAVBAG7olAS8FES8HF3fRWxVDp7L6kb6U4yu1IRZzuJTZZxqDIuVZ0tIVi8TWP9k/zFV/6VmfEryy4Kq/L46tc/iz83s/KcyZEZ/vI3vsl4/+QVn+WVZfOVP/80eaUXydQFQUCV0zWrfqeduvyc+TKHhKaT0tPMMbqRNr5znLlzSdhpohARRRJnFx/p0onl2rsc7szZxtbAOqJ6nLHkBB2RHvqiQxydaubN8aNYQImjgI+UvYcc2+JJLoIg4F0lkY1MYOkmAYcddItQME62y0kskkQwQLYEqgqyOdsxTF//FL/9mXuxqTI/fv4UT7zUzNc+czeiKLC2Mp/6ijwcdpVjZ3t55vXz3LWtBrfTRjyh0dE7zm99Ln3u9589zuuH2/n1j+9jbCrMC69d4N27G9ncWEr/8DTffPIwW9aUUl6URTypc65jmN/+/H0EvE6efLmZp189y/r6YmTp2seYMFsmcztpWAtCWjjebbNRm2ejJjd73ignNJ2kbswKxlvz8VpREJAkEUVM9990jbdy1eQ3l8IyJxHkEkS5GgT7/LOBuKKKkiAICKSZ8RyqQo7bxfqSgtlNgEFST49JzTDQzYsL4rlNkiik25Q0DP77a/vpnJliOBrhQmKcV8a64Tz47HZ+/867WJ9fcE3tWw2IgjBfPx9wOmgozJvdEKTLjlKGcUkZoTXbxtl5R7g476iz9faO2fd2PexieS4X//muvXRPTfFqVw+PnzyNhcXmoiL2VVXQcLuSdQCEY0kef/4YXQOT1Jfn8vEHtuC0L0z/nouz+hzSqqkQZQrTNBkbmKS3ZYhELIWWvH43pSSKeOy2VckktCxIJTWi4TiphEYqoZGMpS6yOemZu2gsy0JP6UTDcbTZayXiKSzTQtMMtNTKZTFz7ypTF/dqQhREnJIDRVSQRQmP7KbcWUJXpJfWcBdd0T7Gk5O8u+jeJY3wzYbLYaMgx0vf8DRDY0G2NpUxMR1hcGwGh11FlkWOneklL8tNIqmRSGrkZbt55XA7sXgKl0OlMNfH2FSYmVAMu6pgGCaxRAq305ZORKotpKY8F8uy2L25mm//9AjJlEZb9xiGYbJrUyU+j4Nsn5Nnsz2cbh2kJN8PwLq6IhqqCwGLDWuK+e7TxzIWDLkUlmWRMqPEjRk0M45p6bOGT0URHNglL4rovCrjZVo6SSNCwgiiWUksy0AUJGTBjl3yYpM8iMK19cNLjbLbdvMyfgWpFCv+JEbqVFrSULBhaGcwtdPIjvdd2zUvMVqZIJpKke1x0hcJEtNSTCfSu07DsshyOIjrNydUczVIbwhk1Fu0Q5dEkTy3izy3i22lJYxFIhwbGOKn51s4OjDINz7wnoy8B7fk6Z12hQ/sW8+P959mcDw471b9BTJDXmkW/+kff5lYKE4skmC0d4Lv/snPGOwcveprZRX4+dpff45oME48nGBiaIrv/9nP6T6XmV7xrcbRqdOcC7YxnpxiKjVDVI9hWAY+xUOps4j3+x+k0J5Hnj1zwoMbDVWRKMj1MTA6w+R0hLu217H/cBsdveMU5HgAgVA0ychEiCdfagbSu5YtjWn5zWg8xQ+ePUHf8BR5WR5iiRSJlLYgf8JhS+84BUHArsrpRZVuEEumkCQRVZXnP3c7bUSiifkYotfjmI0fp43S1RpgyzKJ6hN0Rd6kN3KIoDZIwgiim0kEQUQR7dhFHx6lgDzHGsqcW8lzrEUSFt8lm5ZBTJ9mON7MYOwkU6kewtooSSOMiY6IjE3y4FEKyLevoc57H9m26kWNcdKIcHLq+0T0MSRBYa3vYQocTRm0yWI61Uvz9L+hW0nsko9NWR/BJV9/vxKVRiTbXaTCf4RlzgASRuotJNvdSOru675+JnAoCr9/513MJBJEtRShZJJvHDvCkaHlSYj+PWNuJz4dT3B2dIy3enrpDwaRRZH3rllzYwUcYokUr5/qYnN9CXmBdP1UOJbk0NketqwpIeBxMjoV5kznMKFoApdDZVNd+lhh1i2Qn+Uh2+dkMrRQhWg6HONEywDbGsrwuuyYpsUrJ9qpK82jNN+PZVmMToU52TZIIqVRUZhFU1Uh8k2S9bodICsyBeW587/nl+bw079/+dquJUvkl+ZAafr36bEQz/zra6vxmDcFx6fP0BsdJMcWYL1vDSXOQgrteWTbAthEFZukInJ79Q1BEMjP9nDyQj+qIlNRlIUiS7T1jrFzQyV2VSY3y01elpvPfWDn/LMLQnoB29w6xJEzPXzlE/uoKsmhtXuUjr6LRCMWMBW8yNgTDMdRFAmbqhDwOtF1g0g0iV2V0zKXMxFqynLmuciv55uyLIuJZAfHJr/FQPQEmhUHBERE0tSiBgkjTMIIMaP1Mxg/xVi8hXsKf2dJgxY3pnlr/K/ojx5HM2NpesdLrmmgEdXHierjjMUvMBA7we68L1Ps2DCrUHQRimgnoo/SFnoJARFJUMmzr11x92xhMBA7zoXgz7GwKHPtQFxi0XD1UJCdH0FUt2DpnViWjihXIipruKiudGMhCgIFbg8F7jQjW8rQeaLl/E2599sVM4kEPzh9hhODacbCpoI87qutpj4nB5/DfmOlDA3T5MCZbuLJFO/ftx7LsmjrG+OJ15rZsqYUwzQ5eqGf8z0jeJx2Os9McPRCP7/9ibuxrxATmpiJ8m+vNlNblovXZceyLH7yajMfvncjpfl+xmcifP2Hr+Nx2nHaFV462sZj92xk78bq21Kc/he4sfhgycNggUt2Ypcy7/i3GoW5XobHgjTWFBLwOckJuHjtyBDvv3cDdrvCzg0VfPunRzjdOkh+todoLL2DbaotRJJELAuCkQR9w1McONVNJHYJ+5oF59pHONrci8Ou8PKhNjY3lKLIEnUVefg8Dp5/8wLb15fTNTBBMJxgXV3RqpScJM0wRye/SW/kEBYmbjmfAkcDPqUYRXSimTHC+hghbYhgapCEESLHXoNdXFrlShGdGJZOyoygii68ShEBtRSvUoQs2kmZUcYSrYzGz6NbCSaTnRyd+Ff8hb+HW8lbcC1RkKl276Mz/DqGlWIwdpKoPo5HWT7emTJj9EYPY2EhCzZKnJuxi6tDIZpeZNmQlEZQGlflmr/AjUdM0wgnUzy2vol1BXnkuFzXpCJ1TUbYZbexa10l+4+18a7djViWxeHzvTRVFeJ3p11ZD+5YwyO71iIKAhd6Rvn6D19nfCZKaZ7/Wm4JpJWT9h9vR1VlfvPjd6FIIs8eauHHr5xme0PZFXHlX+Cdj1xb9soH3YbIDbgpL8qmviofVZFZU5lP98Ak+TkeREFgS0MpumGy/1AbiaSG3SZz7856AGrKcnhkbyPPvX4el9NGU20hhmmiKundnCBAbUUuB051Mz4dobwwwPvv3YAggN/j4Fc+vJufvHiabz55GLfTxi99cCflRVloukFulnuBwpfLaaOsKHO93bFEK/3Ro1iY+NUy7in4HfLs9YjCxalmLlYc0oYYT3SQ71iLJC49dhXBwYbAB8m2VVHq3IpfLcUh+RbsclNGlJbQcxyb/DYJI8hYooX+2HHWeB+6wguS72ggx1bDaOI8M6kBhmLN1Hnzrtg1X4rxRDsTiQ4A3Eo+Za7tyx5/NbCsFEbiBfTE82At5BaQ7A+iOD+8Kvf5BVYXRR4Pv7V393V72a7JCAsCrKsu5GdvnqV3eAqvy865rhG+8OjONMMJMD4T4XhLPzOROJPBKNFECv0aiq0vjUalNIOO/gmGJ0L8w1MHARibjhBPpIgmUlcYYcuyMA2TeCRBKqFh6CYWFpIkodhk7E4VxZZ5ZvWlCUymZSHJEnanisNlR8ygjtKyrLRqSTRJMp7C0IzZ5xFR7Sp2lw1ZubZas9sNpmkSjyRJxpLouoEoiiiqjMNjR1FXqJtc7Hqz7zEeS2IaJqIootoVnB4HkpyZu9myLLSkTjyaQEtqWCYoNhmX14Fiu3rXomVaJOOp+XI2QRCQFRmnx45qX75fOR0qv/35exFnxQF2rK9ga1MZymwpnCSJ3LGhkm1NZVhWeszNGUebKvPoXU08fGcDgpA+1jTT/Sg1m0hXnOfnk49umy/RkC4J1xTn+/nSx+7ENC0EAZRZqTtFlnjfPesWPGdDTQH1lXkZl/3NpPowLA0BkUJHE/n2tVcYK0EQsElucsRacmxX6usuhiLHBgod6xBYfHyokos67wOMJ9ppDT2PYaWYTHaiW0kUYaFL1yH5KXfvYCLZgWGl6Iy8TqVnD6qwOLOeYWoMxk6QMNLc8KXOLXiUq6uWWA6mdgYt+k9I9vsQxBwu/T5EuT7j6+imSTSVIqZrWJaFLEq4VQWHfGNYrVaCOSuLGNc0UqYxq3ImoIgSTkXBvlL99BLXjGkpolpaPlRAwCZLuFUVRby5c6cFdE9N82pXNyPhyILciSKvh09v2ZTRzvgajbBAfpaHgiwP57pH8Lsd2GZjW4IgMD4V5q//7U3yA24aqwrxOO2c6Vxa6WdZWNYCRhvTsgh4HJTk+RGA0jw/+zZV47rEAFuWhaGbjPZNcOyls1w40sFo7wSRYAzTNHF5nWQX+imrL6JxZw3r96zB7lo8G1IQ0u0dH5jijSePcur1C4z1T6KldNw+J2Vriv7/7b1nfFznead9nTZ9Bhhg0HshWMEGUuykCiWqN1uOJEveTZRNHDlx7DiON4k3b9brJO8msR3Hyc923C3ZWq0lW50qVKFESixgbyBA9N5mMJh+5pT9MABICAAJFpCSM9fHmXPOPHPOzHM/z13+N8u3LGLNtqU4M6bP9ExN/knaG3o4faCVxoOtdDX1ERoTYnC4bOSX5zBvRTmrblpC+aJihMsoebiWmKZJJBhl/xvHOLzzFO0N3YT8ESx2BV+hl/l1lay/cyVlCwoRZ4jjnz7QQuuJLtxeF6u2LkGNJzn41gn2v3GUtpPdxMJxLHYLeaU+lm9ZyNrblpFX4kOYodxgfPHTcrSDva8eofFgKwPdfvSkjq/Iy6LrqskunJo5Xb2slKqlZVOEKkwztZA6/kETB948TtOhNkaGRpFlicxcDwtWVXHdtqXMW1424yJPEAQs52SuSpIw6XPG5RYtM8htfvj4KWtAARRl+jjnuMGd7nX5Q69LonhRdffjldYmZiojGh3RnP63nHrtwr/x8eMEzj8Oq+gkz7aAxtEdmOjEtACGmeTDcVVBECl1Xsep4KuEkr0MxhsJJNrJtS2YdpwxPUBP9CgmBorooNhZhyxcuVitqfcgKotQnH+AgMxs3A4Herpp8g+T43SysaSMsKrydlsLO9tbOeP3o+o6WXY7tXn53DlvPrW5eWPdoOZ2Thmvve4Lh6nv7eZIXx/NAT8DkTAJXcMmy/gcThb5cthSVsHy/IIZjXGz38/Bvh7sssz15RWIgsi+7k5eaz7DqaFBRhMJLKJEkcdNXUERN1ZUUpPtu2ohqZFYnO/u2cdILE6ZN2OSDsHF3OdLzo6WRIENyyp5bU8DOV4XNaU5ZLpS9cEd/SMMBsI8fv8GCnMy2HuifdbScFaLTFLTicRSJTd9/hDDwVTyliJLzCvJoaGtn1vXLsBmUVIGTtMnTSqxcJw3frmb7T/dSWdj74wlOx+8fIgl6+Yxv65yZiMsinQ29vLSj9/h2K7T6B/azZ8+0Mp7z9Vz7BNreOxrn8SVOVWpydANnvrnl9jx1Pv4+4JTrgHQdLid3S8e5LUn3uOx//kAa29f/rEzwqZh0tPSz8//7jn2vnaEeGRyl6jW413U7zjOO7/aywNfuI0tn7gOm2PqfX//pYM8+53XyCnOxpvrYftPd7L7pYNER2Mful4n9W8c5YOXD/F7f/sJalZWTHvPdE3nvefr+fnXn6OvfTBVF5zlQlYkGupbOPT29AkoD//FXZQvKp4iVhLoD/Lk//8Cu16oZ3Q4POmc9oYejr7XwFtPf8DNn97A/Z/bhitzbrXLz0UUBYrzvdis16Zsw2spQxIUdDNJV/QAp4OvUenejFWcqvt9pREEEZuUgSQoaKaOZiYwzOn/+5lKCcWOFZwK9hLVhumM1uOzVSMx1SMyEG8koLYB4LWUkG9bdEW/S2r3awIaCLN7bi81NvDksSNUZWXhvdHOTw4f4O221oluPgCtIwEO9PbwZkszj69ew73zF8654IYJ7O5s5x93v0dLIEBcn67EcYhdHe38puEkDyyu5bN1q3FZps4D+3u6+fp7b+NULGTa7Ozt7uKp40fwxybPA43+Id5tb+PFxga+uul61peWXZW+NP5YlGA8zleu30R1dtYl/yYu+YkIgsCiinyefLWefn+IP3vo+olBFOZ4cNktPL3jEJluOz2DoxOrE9M06R0a5VBTN0fO9NDvD7H9g1OUF2ZRN7+EnEwXlUXZ/PDFPVQX+RgKns2eVmSJratqONHSxzd++Q45XheRuEplYRZ3rl+MJAkkYipP/dNLvPjDt4hHEljtFqqWFlK9rJycIi+iKDLUE6C9oZuelgFW3Vx73kkyOBziiX94jp6WAeavqmDVTUvIKc5GUzVO7Gli/+tHCQ6H2fHUboqq87j3j25GsUy+raIk4spwEB6J4ivMpHxRMTUrK/AVeZFlif6OYfa8epiWox10n+nnp//r15TUFFBSU3Cpj+ea0N3Sz7//+ZMcfuckdpeN1TfXUrthPtmFXmLhOE2H2jjw5nG6zvTxo7/5FYmoyu2/twV5hlrGoR4/P/wf/5fGQ23klWaz9aH1VC4pQZREupv6eP/lg3Q29XF0VwM///vn+Mp//AGe7MndTkzT5MQHTfzkb59loHOY0vmF3PXfbmTBqkpkq0xwcJTdLx7k9Sd3kYip5JVmU7e1lqKqPJZvWThlZxgJxvjh//i/vP3MXhSLzMLrqlh9cy25pT40VaP9VA97th+mr22AX317O0lV49G/uhfLBdzdkVCMwe7AlHI9xSJTUJY94z36MBZF5t6bls7q2Lkg1zafYscqOiJ7ieujvDfwHc6E3qbStYliZx1uOR9RuHg35LmYpkHSiJM0o+imhmFqmKaBiU5YGzrnOJOZWhwoooMK1wZaQrtIGKO0hXdT49mKR5n8nzNMjbbwblQjFastd23AJl1ZHXJBysfU2kmMfAlRWcS5O3dJqUWyrpnx3K7gKF9/921ODw+zLD+f9cWlFLrdjCYS7OvuYndnO52jQb61ZzdOReH2efPndKcoAJk2O8FEApfVQm1mHkty86j0ZuFULIzEY9T3dPNuexuD0Sg/O3yIMk8GDyyunfGagXiMb+3ZTePwMG6rhYeWLGVJTi5WWaFrNMhrzU2cHh7i9PAQ//TBLr6XlTWR5T2XWCWZTJstZfAv455e1rLIl+Hk4VvqSCQ1KovOJsjkZbn5o/s3crylB4sis2VFNT2DQbyelLFLJDXC0QRLKvNZVJGPbhiEognAxGaReeyuNew90U4iqbNmcRnXr6imrCDlLvRlOvmTBzZxqLGL0UiCIl8GtVUFiKKAYRjU7zjG9p/tJB5J4Ml2cf/ntnHTg+vwZLnG3J8pMQs1rtLV1IevKOu88dzoaIxeVePGT63j01+5G29eRio7Fdh8/3XUrKzgib9/jlAgwq7n67nhgbX4PuTaFASBTfeuxuG2U728jMLKPCw2JbXDGhvPxnvq+PH/9yv2vnqU7jN9HH+/kaKqvFnFmj8KxCMJXvrh2xx/vxGb08bDX76brQ+vx5XpQJRETMPkpt9Zx+Gdp/j3Lz/JUHeAF37wJrUba6hYXDLtNZMJjYb9zSzdvJBH/+oeqpeWTSxwtKTO6m1L+ebjP6anZYAT7zfRerKLZZsWTB5XVOX9lw4x2DWMK9PBQ1++k433rJq4jmmaVC0rY6gnwAcvH0K2KNz6mc1ULilBkiff+6Sq8e5v9vH+y4dQLDLbHt3EJ/7kVrILMlPHmqlxrb19Od//70/RcryTN57cxeqtqcXITO5ygJP7Wvi3v3yaSGiy5npRRQ5f/eHvkzONu/yjiFV0syr7UcCkO3oIzUzQFT1Ib+wEGSOFlDpXU+pcg89WfVG7Y9M0iOujDCYa6Y+dYkTtJKwNkjSiJI04uqmim0k0I45mxi94PUEQyLUtJNtaSU/sMCNqN73RY7g9+RNjMk2TcHKQvvhJTAxskocSxyqudP9P0xhBkEoAHVPvnnR9Uyo877lRLcmJwUEeWbqMx1bUkeNwIokihmly9/yFPHX8CP++fy+DkQi/OHaU64pKyHXOTk3vUhAEgfk+H19cu558l5sFPh9OxTLhCjdMk/sWLOInhw/y3fq9RJIqr7ec4Z75C2cU3dAMgyP9fdRk+/jzdRtZV1wyIcWrGQY3VlTytzvf4mBvDw1Dgxzo7eG26po5d0tn2Gx4bDb+7YO9bCovw32OwEuGzcqq4qJZhXIuywjLksjW1TVTXpdEkZrSHGpKz9ayVhefrQGsKMymonDmrNZcr5u7Nk5fQD8ej7517cIp78VCKTd0eCSKxaZw++9ez32P34zVPjlhS1bAarew8LrqC31FAMoXF/PJP711knwjgNNjZ+Pddex59TAH3zzBYHeA3rbBKUYYIKc4i22f2TytTJpoESmZV8D1n1zL8febCAejdDb2oiaS07prP4p0nenj/ZcOkkxo1N20hNt/73rsrnN0gEWwuyRW37KUDTtX8sIP3qK3bZB9rx9NxcBn+MO4vE4e+NNbWbi6alIJjUUSWXhdNWtuXcYL//Em8WiC5qMdU4xwNBTjzNF2TBN8hVks3bRgkqdCEATcmU5W37KUD14+xGC3nzOH26hZUT5lLIGBUd56+gPikQSL1lRz/+e2kVeaPWnsFklkyfoatj68np9//TlGhkLsfukgC1ZXYjlP9r4318OyDTWMDIWIhhP0dQwx3BckGo5fklrVtSJl3OazKffzNIZ2cDr4OsFkN7qZwK+2ElDbaQq9TaF9KYsy76TAvmTGZKsUKfnB/vhJDvmfpj92kpgexOTckI6ALFhSYh/jmaGzwCa5KXetoyd2BNWI0BndT6V786RErqFEM6NqSrDCZ52H11J6xd3qorIEi2eGuUi4cMVHicfDf1m2ggLX2UWNKAh4bTYeXLyUne1t1Pd0c7S/j5ODA+Q6K67k8KdgESXuXbBoWiMoCgIZNhv3zF/Iy02naQ746R4dJRCPk+ea2rN3HIei8EjtMjaXlU9KdrJIEotycrljXg2nBgeIaRonBwfYWlE15673sKrij0bpC4V46dTplFbF2HvlXi8riwqZjXbbRY9SM3Q6wiO4FRs59ktfUfVFQ2iGQaHTM/GwdNOgOzxKfyyEVZKpzsjGIc/8IxyIhhlNxqnOSBn41pNdNB5oBaCqtpRbH900xQBfLLIisfbW5RRWTp8N6cx0MG95OQffPEEiphIYCE573HiizUwIokDxvHwcHjvhYJTRQOSi5CevNfvfOMZw7wiSLHHDJ9ficE+fuCIrKUP8yk92klQ1ju06zf2f2zbFhT9OzYoKatfXTFvDKkkiC1ZXsf2nO9E1lYGuqfrXmqoRHAoB4M504HRPr2ueW5Tq7qNrOv0dQ9Mec3JPE22nUhPyxrvryCmevj+sJIks37yQ33jfIB5NcOKDRiLB2HmNcNWSYr7wjYdJJjQioTjPfu9Nfv39t2Y8/qOMIIh4LAWszPo089w30h7ZS2t4F0PxMySMEBFtkKbQm3RFD7Ak8x6WZN6LXc6c9lqGadAZ2c97A99hNNkDCDjlLPJsiymwL8GjFGKTPEiiBRGJzuh+9g39FN28cLtNAYlS52qOBn5NWOunO3qYEbWTHFuqxaeJQUv4XQx0JMFKuWs9Fmku4vsyIGJoDalWhso8BKkipSk9ixhxXWERJZ6MKb9FQRDIdjjYWlHF4b5e4lqSXR3tXF8+t0Z4XM/6fGQ77BS5PTQH/ES1JNELyGJWebO4oaJy2mxjURBYnJOH22olpmn0hlK2Za63L7kuJ39z0w2Y06z6JFGcO8WscFLlX4/uYl1+Ob9TvexiT5/gvd5WIkmVh+YtxyqlhmGYJm0hP9s7TnNkuIdvrr+LBd7cGa/xaudpPuhr57tb7sc0TDoaeggOpybc2o3zyS7IvOTxjePw2KmsLZmxlZskiTg9qYnd0A3U+Pl/TKZpousGsVAcNa6iJXV0zcAwDIZ7Rya6GelJ/ep3s75EdE3ndH0LuqbjcNuQFYmO0z0zHh+PqkiKRFLVCAyMEh6J4s2dXqxhfl0F8nkEXpwZjomOUR9OBINUPH58IRaLJFDjyWmT8MZ/N6Ig4PRMnWgN3aD5aDvR0RiyImF1WOlpGZhxXKFABHlsYREKRAkMBPHmzRxLTC3SBKx2C4IoXPbi8aOAKIhkWIqotdzHgoxbGYw30hzaSXt4D2FtgJg+wkH/U+imRl32Iyji1IVbKNlH/fATjCZ7EBApda6mLvtRcm0LplW58qttXNgEpBAEgUxLCUWO5ZwefZ2o5qct/D4+azWCIDCa7KUvdhwAj5I/J65oYKyV4b9gqHvHWhl+GtlZNmMrww+zKCf3vLvzZXn5WESJqGHQODyEZhiXJCpxKRimQSypER0rUxpvIBFRVVRDHzvGvGDbxcU5eXimSd4ax2U526EvpmmX1cZxtsiiiHeaZkWaYTAcieK2Wmf1a7nk/XoqXpLqkWuT5IkaraSuoxo6dllBHIsBRJIqdjnVJko3DCKaysb8cixj500MRhBZn19Ojt3F1+qnNqlPFfnrxHUNWRAxTXNid6lpOsO9I+iagWyRySvzTUyCl4PFppCZM7OaD5xbfmHOaDgNwyTkD9N0uI1T+5rpbOol0D9KdDRGPJZqEpGIqYQC4WnP/ygTDccJjHV0ioUT/MvnfzolnnouumaQGFN4SiaS522Q4buAUMQkl9c0997hslG5pITmox0M9vhpqG+m7qbaifGZpkkiqnLgrRMA2JxWKpeWTrmOGk+OLZJMDEPnx3/7DIplZmeToZuEg6lkHi2pE49eeGf224qAgEV0UGhfRo6thir3Fo4FfkNreDe6qXIm9DbV7uvx2aa6ZPtiJwioHQA45WxWZD00be0xjC1wTRXDnL0egSjIYwla75I0Y3RG66n13odFdNEfO0VEGwIECu3LcCk5F7zepWAkj2FqHVgzvoUWf2HsVRkEK6bWct5zBcBnP//uPNNmw6EoRLUko2qCWDI5KX55pTHH6oMbhgc50NMz4XIOJuIpY6zrJHSNkfiFY/fj5Dqdk0RkPsy5i5BrHb4ZicX4wb56vrxl49w1cDBMOObv5fBQD/5ElLqcYh6ct5wMi419A5282d3EHy/ZQJbNgT8e5WsHdvDHS9ZTk5nDQCzMT0/Xc9Lfz5bCSh6dXzexExYEAVkQsIjStKvZQCLGU2cOc2SohwKnh/g5Lgxd04mEUqnrikVK9dS9ArEbURKx2i5PI9Y0TU4faOFX397Oyb1nCA6FMA0TxargzLBjc1jHhENkIsEohn7xoibXklQnp5SRMU2TUCBygTPOkjJqM7vdZyodmy12t531d61k32tHGB0K8ct/eoloKE7V0lIUq8zocJh9rx9lz/bDiKLAss0LmbesbMp1kkmN2Dk77UgwOuWYmRj3fvxnRxAELELKGLvkHEbUDvxqG1HNz1CieVojPJLsQjNS/+tMSwnZ1qoZlapMdCKaH+MC7f8+TK5tIVnWCvrjJ/En2vAnWvFZq+mKHkA3k1hF9xWvDZ40bmMIQS5BVOZBIrWzSs1d0gVbGQLYL5A5L4vShDFI6joJXWeucodN02QwGuWnRw7y4ukGBiJhkoaBJAh4rKnFgFWSsMk2omrKIM8GuyIjXpXCowsTUVXiSQ2PzcpAJDJl190fCjMYmf0ceElGOKEn8YeifHHZJjTD4Psn9+CQFR6dX0c4maA7EkQbq8/TTIP20Nl6sVy7i88uXsd/nNjDQGzqF5gJ3TB4rvUE9QOdfHHpZsJagn89uguP5Zw/xsS1hCvmNRIQzpvVeiFM06TpcDvf/NyP6Tzdi2JVqF1fw+b7rqNsYRGuDDsWuwXZItPV2Mu3/uQnDHUHrszgrxLmWH9SAG9uBp/56n34CjNnda7NYcWbex437WXce0jVzdbduJiH/+Ju/s83XqJhfzPfPNaBNzcDWZGIhmIEh0LIVoUNd9fx6F/dO6XMCUg5OcbKh+wuG4/85T2Uzp9dCZliVShfWHRZ3+NCmKZJZDRGd8sApw930Hy8E3//aEqcxm2jpDqfZRtrqFpSPBEXN02TgzsbeOa7OyipzuN3//Ju7K6z/6f6d07x/A/fQY0n2fqpNdxw3yrkMQGQREzllSd3s+e1Y9zy4Fq23FM38d6FEAQBj1JApqUEv9oGmCSN6Rc1upEYa9gAFtF13kYLUS1AT/TwrMZwLk45i3LXOoYSZ1CNMJ2RehTRPuGKzrZWphLI5ijb9mwrwyPntDI8PtbK8J4Lnq9dsAudOSluOZembDAa4R92vctLjacxMan0ZnFzZRVriorxOZzY5JT3M6Fr/M07b7Knq3NW1xU5f07N1eRwTy97O7q4b8ki/vq1HYiCMMkjF9c05LkW61AkiQ05Raz0FWECh4a62TfQyUPzll/wXEkU8VrtuBQrQXX27ohQMsFRfy+bCyqpzc5HN03W5Zdxwp9q3yfJEo6x2GxS1YiOxsbc1df2ySViKi//6O2UAbbI3PLpDWMTvXtCjWuc4FDoY9OA4FysdstEDNM0DRbUVVC+uPgaj+osilXh5kc20t3Szys/fmdCVtI0TXJLfay4fjF1Ny1m9S1LcXuniq1Aql53PNnMMAwqFhWz4oZFV/urzIi/P8gPvvYbDr17mvDouEdIRhBS7vBdrxzhhZ+8y+a7V/DwF28jeyw+LckizSe6GewOcO/v3zBhhLWkzol9zRx45xSmaeLNdbNuWy2ujJTrMx5TOfDOKY7vPcNtj2yYKKWL66Mogg1RmFkq0TRNYvoIoWTqvysK8owdlGxSJqKgoJsqYa0f1YiiiNPF4RI0ju6gP3bxnX8EQaTMuZaG4GsEk110xw5jkZxEtQACAuWu9Vil84WkLo9UK8NNH2pl+D6SdfOsWhlGkucPdai6TiyZ2gRZJGnOsoZN02RHSzNvtjSjmwZrior5m803MC/bhyRMVk0LxuPIV0h7+2qzJD+P0sxMoskkeS4XDy9fistyNodjIBLmmWMnZn29S3oakiCSYbFNZMF5LDbiukZyGrdiqtH85fvoVUMnmlTJsqWkIaWxzx03WpIskZ2fqtfUVI2+tiGSqnZBkYS5ZtQf5vSBVFwnKz+TW//LZjJ809dHRkMxksmPlysawO60TSRWRYIxhnpHqFgyfe3vtcAwTA7sOMbuFw+SW5LNI395D7UbUpq8kiylNKhdtvNKhSo2hewCL6IooMZSmdjjes0fBSw2C6P+CJIssmz9PCoWFZFT6EWSRfz9o9S/fZLmE1289ex+CstzuP8Pb0yVExVn4c50EA3HGej2U1iRintGw3E6Gvuw2hUMw6SjqZ9oKD5hhKOhOP2dfpwZDvKKsyZ2KQeGn0ARneTZFpJtrcAmeVJyk2MHGKZOKNnHqeD2sV0wuJV8sqzTZ+z6rFVYRRdR3c+I2kVz6B3me7aNJXEJmBgk9DBNozs4FngWzVRJ7fUubs7xKAUUOZYTDHYRSvbRHt5D0ozhkLIodCxDnFWxyaWiIDse+lArw0pEeSEI02fzj2MCvaHQeY8ZikUnQndemx37HBlhVdc51NdLOKkiCQKfWLiYmmzftLWyqp6azz+OZNhsZNhs9I6GuL6ynNqCPGzn3FNf2IHXfv5Y/rlcYkw4lZQFY26wpIpFlCYKsnXDnAiOx3WNuHZxMZppByqI2CSZ0PjnAjEtOeHOFkWBkpoC3F4XI4OjHN/TSKA/SF7ptW3mHg5EiIVTY84qyCQ7P3Paid4wTLqa+qZIM34ckBWJ+XWV7H/9GJqmc/Ct49TdtPiKtMa7EoT8YZ773g6GewI8+KU72HjPqotenEmSSNXS0lQJ2UiUQztPsfGeVRNG6VrjyrDz6JfvAKCg3IfH65y4/4ZhsPGO5fzzF56g7VQPe3ec4LZHNuBw2cjOyyA7P4PTh0bo6xie8B6FAhE6GnsprSkA02SwZ4TejiFyi1OlXH0dw4RHo3h9bnIKz/6mhxLN9EQPYxXd2GUvbiUfp+xDEW0Ypk442U9A7SCk9WOYGlbRzeKMO2dsJZhjm0+RYyVNoTdRjQj1wz+nO3qYvLEewGFtiIF4A0PxM0iCwsKMW+mM1BPS+i/q/imigzLnWs6E3iGq+YnpQcAkx1ZNlmV6OdQrhhkGBCRlKShn1c5M0wQzimkkQMxAmMEVf3JwAN0wpjV2JnCkr4+kYSCOCWlcjBb4xRDXtQlJSYeiUJbpnfGzhqIRukOjczKOq0We28XtC2qmZJp77XY+u3Y1ijS7hdslPQ1V19nT30FDYIDj/j7qB7pYmVOEIkrkO9z4E1GODPfSFgrwcvupSW7nhK4xkogR1VTiepIRNU5UUzFJ1QmH1ARBNU7S0AmqcUbVOLph4LHYWJSVx7s9LTSNDHJ0uJd9A5PjCZVLSiZEFpqPtPPaz98jEbu2qy3FqiCOZeImogmS6vQLkv6OIXY9X3/Nx3uprNm2jNySLEzDZNfzBzi1r/m8CVeQKvsxLxjPunyCQyGGe0cAUBMasVAc4xISpZasm0fV0lTS1qG3TrB3+2G0C3guDMO44H24EgiCwMK6ChbWVZCZ7Z60ABJFkcpFRSzfWIMkiQQGRhkdS56TFYnKRcWo8SS9bUMT36fzTD/B4TAl8/JYsraaWDRBy4nuicV115l+4pEEOUXeSeVlTjkHSbAQN0YJqO10RPZyKvgyRwPPcnzkOdoiHxBMpq7jtZSxIfdx5mfcijRDPaxN8rDa9xnKnGsQBZm4PkpreBd7hn7A+4Pf42jgGfpix3HIXtbm/DfW+H4f31id78XevwJHLT5rFSYGxlgnqCr3DcjnabN4JdDV3WixZ9HVvehqPaaeqgwxkkdJjP4VieAXSUZ+jDmDEtihvl4ahoamZAWbpslAOMybrc1ohoFDUdhUWj5n30MWRKxjhidpGMSTyWkzlVVd54XGBgajs09u/CgiCgKKNFVoRpZECj2eWYcWL3onLAoChU4PbouVH53aRyARozrDx13lqfhYlSeb28sW8IvGg7gUK2XuTJb7ClHGJoVdva281d1Mc3AYzTT4lyPvsdxXwIPVyxmOR/n56QN0hAKEkgmeaDxIrt3J7y9cQ4HDzV1lixiMRfjfh94hx+6iOiMb7ZwJzu62cdt/3cKp/c2EAhFe+MFbIAhsfWg9GT7XhP6untRRE0mGegL0tw+x5rbls04quVgycz3kFmfT2zJAf8cwB986wY2/sw7LWMa1ltQZ6Bzml//4Aqf2NSMIwnlT7MdrkQ3DwNANDN1k1B+amDx1zWDUH0K2SIiSiCiKSJKIbJGnfEfDGLuWfs61hkNoqj7xWaP+cEp6UhRT15NEFIs0Rcu4eF4+Wx/awDPf3s5gt58ffPVpHvj8bSxaU419zNVrGiZaUiMWTtB+qpvWk13TynxeaTJzPOSWZNPXNsgbT+6iq6mX3BIf8ngZlSBgsSn4CrxULSulfFExDrdtyp/Lm5fBHb+7hdbjHYz6w/ziH18kFk6w7o7lONz2lDynaaIldRJRlb72QU7ta+a6W5eldpRXgfGOUWo8SVLVUu07x2ozJVFEkAS0pDbxjAVRpHJxKmmst32IeDSBrEg0He1A1w3KawrIzs9EUzU6GvvQkqm2lD1tg6gJjfKxbljjrPU9RrFjJUOJJoJqNxFtmKSR0niWBBmr5MajFJJjq6HUuRqvpey83ZEEQSBDKWZL3p9xJvQOPbHDjKo9JI0YkmjBKfvwWedR5d5Ejm0BAiLLvA9Q6FiGRymcNn48ExbRSblrPT2xIwB4lEIK7NMr911JTCNCMvIfCFKq8YAgV2Nxfwk9sQNBzEWy3YsWfQLDsgrJsmLK+f2RMP9ev4fPrVpLhdeLRZIwTIOhaJSfHD7IycEBBASuKyxmoW9qmZVhmiQ0Dd00MUwD3TCJ6xoJ7WwdbzCewB+LIgoi0lgikiJJKOd0ZrIrChWZXmRRJK5p7GhtZlFOLl67HXFMYnIkHmf7mUZ+dfL4nN7TjxMXbYSdioU/rl2PXVIIJRMkDYNMqw3nmLKVQ1b49LyV3Fa6ANOETKuNmJacyGJemVM8oXA1jl1OGaRMi50Hq5ehm5Mz+bLH4sCFTg9fWLqJETWGTZKxSQoJ4+zOUhAEVtywiG2f2cTLP3qb8EiEZ76znb2vHqZicXEqC1eA0eEwfW2D9LYNkluSzaqttXNmhO1OGxvuWsmJPU1ERqP8n2+8RF/7EOWLijAMk4GOIfa9dpTm451ULy0l5A/T2dQ34/X6O4d54fs7iIbixCJxYuEEIX+Y7uaU+22we5hv/+nPcGU4sbus2F02XBkO1ty2fIqk41BPgOe++waR0RjxcIJoOE54JEL7qZTQhr93hO/+xS/weF3YXTbsLhsOj53VN9dSd9PkycliU9j26CZ6WwZ459m9nK5v5Tt/9gQVS4opnV+IzWElEVcJ9AfpOtPHcE8Ai83CdduWzqkRNk0TV6aD2393C63HOwkFIux77eiU40RRQLEpZGS7WXvbch788zvx5nomGWJJlrju1mVsO9zO89/bQU9zPz/+n8+w89d7xwy3HU3VCAwE6WkdYLDLjxpPMm9F+ZwbYdM00VSd9sZeGg+303qqh4FuP5FQnERMRY0nCQymFlipv1fqPyYIUFieg9Wu0Nc5TCySwOaw0tbQCyaU1uST6XNjtSv0tA0SGRMr6e/0g2lSsahw0j1yKbnM99xClbllTMdZxTRTfbMFBERBRhZtWEQ74iw7BgmCgEvJYan3PuZ7bkYz4ximgSCIyIIFi+hAEs5KpBY6llLouJQmFsJE9rWASL59MS5lZrGgK4loWYfF/WdgxkiGf4Chd2Iao0iW5UjW6zHUPZh6OzDZCCuiSE22j7daW2gfGWFtcQlFbg9hVeVAbzcHentIGgbFHg8PLVlKpm1qmdVIPMaTRw/TFw4TSSaJqCqRpErjcEqBLqyqfGvPbnKdTpwWCw5ZwaEorCsp5daqs14HURDYXFbOy2dO0xEM8vzpU0STSVYXFmFXFAYjEfb3dLG3uwuPxUqVN4uDvZfY4va3iIs2wpIgkm1LyVU6lKluGkEQsMsKRfLZshOXcrbW02u147VOvzq1SBLFrswZP1sQBNwWK+5zlFPc54iTCYKAzWHloS/dSXZ+Jq/+/D06G3tpPtpB89GOaa9XVJ03pzn7kixywwNraTneyTvP7KW/Y5inv/kykiyldi26gcWmsP7OlXzqC7fx3nP1PPXPL814vaFuP89//80Z3alqLEnD/slJARabQmauZ4oR9vcFeeH7b87oUlUTSRoPtk16TVYkHG7bFCMMkF2QyWP/6wGyCjLZ8cvdBAaCHHr75LStAhWrQmFlHtbzSDleCeKRBHtfPcL2n72LltTJLsjEmeEYE+tIJfCYhjkmOTrKQOcwL/3obQAe+9oDU5SrrHYLD/75nbi9Tl57che9rQMc293Isd2NUz5blESKq/NnlPC8Upimyag/wtPfeZ1drxxmuC+IxSrjzfFgd1pRrDLuDAexSILwyOT6RUEQyM7zkJ2fyVDPCMHhMIIg0N0ygCfLSUGZD6vDSl5JNt0tg4wMh7HZLfR1DGFzWimpnhrLFQQBRbBNq4B1OYiCPKO85ZVANSK0hnYBqV1xhWtDSo96jhEEG6JUjCDmgRkH0YapdYAZHXtfANGDaU5VhDOBz9Zdx6vNTbzd1sKpocEpx1R6vXz+unVsKiufNrYdjMd5+sRxesPTJ3hphjHRpehcdNNkW9W8SdPn8vwCHl+1hm/v/YDecIhnT53gNw0nJ3bCoiAwLyubr2zYTDSp0jg8vUTsfyauTdPROcaZ4eCez25l3R0rOPJuAyf2NNHfMUQkGAMB3F4neSU+qpaVUrthPsqHeq/anVYe/NKdbHskpT2dUzJzswlREll/58qJjkeVtZOzggVBwO118gd/9yB1Ny7mwFsn6DjdQzySwOG2U1iZS91NS1i1tRaH24Yr08m8FeX4irxYp2neULqgkK8+8fhFJX+KokhJzdTJsqgqj7/+2eMXpTAzsXCZ4T1vbgaf+ev72HTPKo6810DjoVb6O4ZJJpJYbRYycz2ULShkfl0llbWl5BRP3QXf+DvrWLCqCtM0p22kcC6VtSV85Yd/gKEbUxpsqIkkz/7ba/z6315HEOCBP72NNbcuIyPHPalFoWEYxCMJ2k/18PS3XqFhfzMfvHyIWz69kerlk4U7BEHA6bHzic/fyvo7V3J092mO726kt22ARExFVmS8uR6KqvOpXlpKzcoKCirndjelJpI89e1XefEn72K1W7j+njpuuH8VheU5OD12rHYFWZF58huv8Oz33pxyvjfXQ26Rl8YjHfS0DmLoBv2dwyxdPw9Ptgubw0pxVR5dZ47R3TKAryCTwZ4R8kqy8frmvmXc1cA0DXqjRxhMnAEg17aAfPviq/LZorIILfZr1OCXMdExjQCmPohpDCIkM9HleRjJRmT7/Cnn6oaBx2rl727cyvudnexsb6VxeIiEruNzOFiZX8ht1TVUZWXNGKPMdbr4h5tuvugE2mJPxpT9i1WWJ7Kit59p5OTgAIF4HEUUKfZksLKgkBvKKyjLyCSkqnxr2x2IgkC+c2pt/sbSUr697Q5006Am24d4npKmYreHv7/xFuJaklyn64ICJh8lPj4jvUhEUSSv1MfWhzew5f7r0DR9IglIFAUkRUKxyGPtDT8UWFdkFq6umuXnCBRV5VFUNb1hGsfhtrHhrjpW37IUTdXGslBFZCVVIjMeV8styZ5iTM4lI9vN+jtWzmpsF8LtdbLujqkxpstFViSql5dRsaSYZEJD01I62IIgII7FpxVFnlGIo2xBEWULZidukZnjYe1ty6d9r691kDd+sZtYJM7m+1Zz3+duxuawTrsbAMgry6G7uZ+mQ22ERiIMdA9PMcLjSJJIUXUeBRU53PDAGvSkPraYEZAkEckioSjyVWlF2dMyyN4dxzEMk7W31PLYV++Z4ko3TRM1kZw2Ec5qt1BYnkPDwTZ62obQdYNEPElJdT5Otx1JFimpzmPfjuO0nuyeyKnIK87C7f1oZIdfDiYmUT3A6dE3UI0wsmCjwr3xivcNnglBKkVx/QmGugcEBdGyBkFwYRoh9MTrqKNfR5SrkZTptfo1w8BjtXFzVRWby8pJ6jomIAkCVlmeFLedDqfFwuayK9fUQRJFluXls8CXg6rrGKaJQEpr2SKdraLxWK3nbSZR7Mmg2DO7Z+C2WtlcVn5lvsBV5rfWCENq1yJJAtJlSh9eKURJTLUm/Ji0J7wcBEFAVuRZN6OfC3rbBhnqDaS6La2qwu48v3tUFAUcbhuiNDZhXcBBIAgCkixhl+eyhvTCDPYECAWiKBaZJWuqphhgSGWFD3YHppXPFASBsjH1r4GuYWKRODa7hZJ5eUhyasIsX1CIYpFpP92LrEipWHJFzm9Fo4mEPsqxwG/ojNYDkGOrGcvGvjrPVRCkVOx33MgKZ/sZi3I5sv0TCGImCOc3SJIg4lBEUK6tNgKMhQZleVL9bJrpSd+hNL+1GLoBpokpCKhx9YIKapFglIb6FpIJDbfXRVZ+5tUb7GUgSmIq+9w0Ux4fc2IeB1KT+Yl9zRzf2zzjNSoXFyErEkN9QXrbhnBlOqhYWDRxv8rmF+DKcDDQHcAwTBSLTMXCwvPez48ipmlyyP8UCT2EJCok9DD98QaGE83opopdyqQu69O45Llp1nBepmlFiOBGEH87XP5ppidthNP81pJX5iPD58bfF+Td3+xn+ZZFlC0sTLULHCsFMw2TeFRlqMfPKz/Zya7nU7uhBasrKVtQeFXGOR6T1zUDXTeIn1NPbhgmsUiCeDSBJEtIYwb3XONXWJ5DVq6HjsY+3nvxEJWLiiipzkcQUu0bT9a38vS/voaaSM4YAsjOTwnJdDcPEIsmKK7MJe+ceL3H66R0Xj5njncSGBzFardQfpXuz5WmLbKHvtixD70q4JR91GU/SrGzjrlVWE6T5ixpI5zmt5aC8hzW3b6CN365m9bjnXzz8R+xdPMC8ktTGb+6phMJRhnoTLU47G7uR0/qFFXnc98f3XzZHZxmS3tjHwffOUU4GCUWSRANxWkay+YfGQzxi29sJyPbhc1pxe6wUFiRy9pblqRCG0BOkZct99Tx9Hde51R9K9/4wpMT9btDvQH62ofJKfLyiT+8ked++M60Y3B67BSU+9i34wSmabLpzhWTXM12p5XS+fnsf/sEmFCzvIxM3zSNLj4GeC2lRJKDJM2UupNdyhyrNd5CiXPVVXNDp0kDaSOc5rcYu8vGp75wO6IksvPX+2hv6KG9oQdBTCVPmcbkFoOeLBdL1s/j7j/cyqI11VfN1dp0pJ1ffGs70dBURaRoOM57Lx2a9FrtunksXVc9YYRlReKu/7oJQzPY9cphBrr87H3jOIpFIsPnpnZdNZ/8o624vQ52vnCQRGxq/2an20ZheQ6mYQACVYuLJ0l7KlaZkup8JFkimdAors67YIz9I4kAa3yPsTzrUxhmytsgC1bsUiaK6PjYudfTfPwRzGvdATlNmjkmEVNpPdHF0fcaaD3eiX8gOFFO5HDb8BVmUbG4iPl1lRTPy8fhnr3K0pVguD9Id8sAujY7eUtXhn0iUepcdN1guG8Ef1+QRDyJrEi4vU5yi7zYHFaSqkZbQw/JhEbl4mJsjslJVf2dw/S2DyMIUL6gkIwPtXQM+sO0n+5F1wxyi7MoKMv+yOiD/2fjBwf3s/1ME6Zp8tebrmdV4dy2ykwzd6SNcJr/FIzLORq6MSaMz1jb6VS/aFEUzttFKU2ajxKaYaCPSfYqknjeGto0H23SRjhNmjRp0qS5RqSXT2nSpEmTJs01Im2E06RJkyZNmmtE2ginSZMmTZo014i0EU6TJk2aNGmuEWkjnCZNmjRp0lwj0kY4TZo0adKkuUakjXCaNGnSpElzjUgb4TRp0qRJk+YakTbCadKkSZMmzTXi/wGn+epvtMro3AAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a word cloud for each topic\n",
    "wordcloud = WordCloud(\n",
    "    width=400,\n",
    "    height=200,\n",
    "    background_color='white',\n",
    "    colormap='viridis',  # Change the color map\n",
    "    max_font_size=80,    # Set maximum font size\n",
    "    random_state=42      # For reproducibility\n",
    ")\n",
    "\n",
    "for idx, word_freq in enumerate(topic_words):\n",
    "    # Initialize the word cloud object\n",
    "    wordcloud = WordCloud(width=800, height=400, background_color='white')\n",
    "    # Generate the word cloud from frequencies\n",
    "    wordcloud.generate_from_frequencies(word_freq)\n",
    "    \n",
    "    # Plot the word cloud\n",
    "    plt.figure(figsize=(6, 3))\n",
    "    plt.imshow(wordcloud, interpolation='bilinear')\n",
    "    plt.axis('off')\n",
    "    plt.title(f'Topic {idx+1} Word Cloud', fontsize=20)\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*E. Presidential Focus:*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>year</th>\n",
       "      <th>president</th>\n",
       "      <th>dominant_topic</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1982</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1983</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1984</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1985</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1987</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   year president  dominant_topic\n",
       "0  1982    Reagan               4\n",
       "1  1983    Reagan               2\n",
       "2  1984    Reagan               2\n",
       "3  1985    Reagan               5\n",
       "4  1987    Reagan               3"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Assign Topics to Documents\n",
    "\n",
    "# Get the topic distribution for each document\n",
    "doc_topic_dist = lda_model.transform(dtm)\n",
    "\n",
    "# Assign the dominant topic to each document\n",
    "data['dominant_topic'] = doc_topic_dist.argmax(axis=1) + 1  # +1 for 1-based indexing\n",
    "\n",
    "# Preview the data with dominant topics\n",
    "data[['year', 'president', 'dominant_topic']].head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "dominant_topic  1  2  3  4  5\n",
      "president                    \n",
      "Bush            0  1  1  1  9\n",
      "Carter          2  0  0  0  0\n",
      "Clinton         0  0  0  0  8\n",
      "Obama           0  0  0  0  8\n",
      "Reagan          0  2  1  2  2\n",
      "Trump           0  0  0  0  2\n"
     ]
    }
   ],
   "source": [
    "# Analyze Topic Distribution Across Presidents\n",
    "\n",
    "# Group by president and dominant topic\n",
    "topic_counts = data.groupby(['president', 'dominant_topic']).size().unstack(fill_value=0)\n",
    "\n",
    "# Display the topic counts per president\n",
    "print(topic_counts)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot the topic distribution for each president\n",
    "topic_counts.plot(kind='bar', stacked=True, figsize=(8, 4))\n",
    "\n",
    "plt.title('Topic Distribution Across Presidents')\n",
    "plt.xlabel('President')\n",
    "plt.ylabel('Number of Speeches')\n",
    "plt.legend(title='Topic')\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*F. Economic Correlation:*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Topic_1</th>\n",
       "      <th>Topic_2</th>\n",
       "      <th>Topic_3</th>\n",
       "      <th>Topic_4</th>\n",
       "      <th>Topic_5</th>\n",
       "      <th>year</th>\n",
       "      <th>president</th>\n",
       "      <th>gdp</th>\n",
       "      <th>gdp_growth</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.131290</td>\n",
       "      <td>0.000119</td>\n",
       "      <td>0.180606</td>\n",
       "      <td>0.683829</td>\n",
       "      <td>0.004157</td>\n",
       "      <td>1982</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>3343.78925</td>\n",
       "      <td>0.009175</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.185163</td>\n",
       "      <td>0.780485</td>\n",
       "      <td>0.016642</td>\n",
       "      <td>0.000109</td>\n",
       "      <td>0.017602</td>\n",
       "      <td>1983</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>3634.03650</td>\n",
       "      <td>0.027653</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.052249</td>\n",
       "      <td>0.791885</td>\n",
       "      <td>0.130275</td>\n",
       "      <td>0.000121</td>\n",
       "      <td>0.025470</td>\n",
       "      <td>1984</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>4037.61400</td>\n",
       "      <td>0.022554</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.000139</td>\n",
       "      <td>0.029859</td>\n",
       "      <td>0.358057</td>\n",
       "      <td>0.000138</td>\n",
       "      <td>0.611807</td>\n",
       "      <td>1985</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>4338.98050</td>\n",
       "      <td>0.017359</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.000175</td>\n",
       "      <td>0.000175</td>\n",
       "      <td>0.834234</td>\n",
       "      <td>0.000175</td>\n",
       "      <td>0.165242</td>\n",
       "      <td>1987</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>4855.21625</td>\n",
       "      <td>0.018307</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    Topic_1   Topic_2   Topic_3   Topic_4   Topic_5  year president  \\\n",
       "0  0.131290  0.000119  0.180606  0.683829  0.004157  1982    Reagan   \n",
       "1  0.185163  0.780485  0.016642  0.000109  0.017602  1983    Reagan   \n",
       "2  0.052249  0.791885  0.130275  0.000121  0.025470  1984    Reagan   \n",
       "3  0.000139  0.029859  0.358057  0.000138  0.611807  1985    Reagan   \n",
       "4  0.000175  0.000175  0.834234  0.000175  0.165242  1987    Reagan   \n",
       "\n",
       "          gdp  gdp_growth  \n",
       "0  3343.78925    0.009175  \n",
       "1  3634.03650    0.027653  \n",
       "2  4037.61400    0.022554  \n",
       "3  4338.98050    0.017359  \n",
       "4  4855.21625    0.018307  "
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Ensure that 'doc_topic_dist' contains the topic distribution for each speech\n",
    "# If not already done, get the topic distribution from the LDA model\n",
    "# doc_topic_dist = lda_model.transform(dtm)\n",
    "\n",
    "# Convert the topic distribution to a DataFrame\n",
    "topic_dist_df = pd.DataFrame(doc_topic_dist, columns=[f'Topic_{i+1}' for i in range(lda_model.n_components)])\n",
    "\n",
    "# Add 'year' and 'president' to the topic distribution DataFrame\n",
    "topic_dist_df['year'] = data['year'].values\n",
    "topic_dist_df['president'] = data['president'].values\n",
    "\n",
    "# Merge with GDP data\n",
    "topic_gdp_data = pd.merge(topic_dist_df, gdp_data, on='year', how='inner')\n",
    "\n",
    "# Display the merged DataFrame\n",
    "topic_gdp_data.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "     Topic  Correlation Coefficient   P-value\n",
      "0  Topic_1                 0.470702  0.002493\n",
      "1  Topic_2                 0.378191  0.017602\n",
      "2  Topic_3                 0.291576  0.071701\n",
      "3  Topic_4                -0.052294  0.751874\n",
      "4  Topic_5                -0.587417  0.000084\n"
     ]
    }
   ],
   "source": [
    "# Calculate Correlations Between Topics and GDP Growth\n",
    "\n",
    "# Initialize an empty list to store correlation results\n",
    "correlation_results = []\n",
    "\n",
    "# Loop through each topic and calculate the correlation with GDP growth\n",
    "for i in range(lda_model.n_components):\n",
    "    topic_name = f'Topic_{i+1}'\n",
    "    topic_values = topic_gdp_data[topic_name]\n",
    "    gdp_values = topic_gdp_data['gdp_growth']\n",
    "    \n",
    "    # Calculate Pearson correlation coefficient and p-value\n",
    "    corr_coef, p_value = pearsonr(topic_values, gdp_values)\n",
    "    \n",
    "    # Append the results\n",
    "    correlation_results.append({\n",
    "        'Topic': topic_name,\n",
    "        'Correlation Coefficient': corr_coef,\n",
    "        'P-value': p_value\n",
    "    })\n",
    "\n",
    "# Create a DataFrame of the results\n",
    "correlation_df = pd.DataFrame(correlation_results)\n",
    "\n",
    "# Display the correlation results\n",
    "print(correlation_df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the Relationship Between Topics and GDP Growth\n",
    "\n",
    "# Set up the matplotlib figure\n",
    "plt.figure(figsize=(5, 3))\n",
    "\n",
    "# Create a bar plot of the correlation coefficients\n",
    "sns.barplot(x='Topic', y='Correlation Coefficient', data=correlation_df, palette='viridis')\n",
    "\n",
    "# Add labels and title\n",
    "plt.title('Correlation Between Topic Proportions and GDP Growth')\n",
    "plt.xlabel('Topic')\n",
    "plt.ylabel('Correlation Coefficient')\n",
    "plt.xticks(rotation=45)\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                            OLS Regression Results                            \n",
      "==============================================================================\n",
      "Dep. Variable:             gdp_growth   R-squared:                       0.465\n",
      "Model:                            OLS   Adj. R-squared:                  0.402\n",
      "Method:                 Least Squares   F-statistic:                     7.376\n",
      "Date:                Wed, 29 Oct 2025   Prob (F-statistic):           0.000217\n",
      "Time:                        08:31:17   Log-Likelihood:                 158.51\n",
      "No. Observations:                  39   AIC:                            -307.0\n",
      "Df Residuals:                      34   BIC:                            -298.7\n",
      "Df Model:                           4                                         \n",
      "Covariance Type:            nonrobust                                         \n",
      "==============================================================================\n",
      "                 coef    std err          t      P>|t|      [0.025      0.975]\n",
      "------------------------------------------------------------------------------\n",
      "const          0.0149      0.001     13.650      0.000       0.013       0.017\n",
      "Topic_1        0.0095      0.003      3.057      0.004       0.003       0.016\n",
      "Topic_2        0.0071      0.003      2.203      0.034       0.001       0.014\n",
      "Topic_3        0.0063      0.003      1.863      0.071      -0.001       0.013\n",
      "Topic_4       -0.0041      0.003     -1.201      0.238      -0.011       0.003\n",
      "Topic_5       -0.0039      0.001     -2.790      0.009      -0.007      -0.001\n",
      "==============================================================================\n",
      "Omnibus:                       11.258   Durbin-Watson:                   2.058\n",
      "Prob(Omnibus):                  0.004   Jarque-Bera (JB):               10.720\n",
      "Skew:                          -1.123   Prob(JB):                      0.00470\n",
      "Kurtosis:                       4.246   Cond. No.                     1.63e+16\n",
      "==============================================================================\n",
      "\n",
      "Notes:\n",
      "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n",
      "[2] The smallest eigenvalue is 2.36e-31. This might indicate that there are\n",
      "strong multicollinearity problems or that the design matrix is singular.\n"
     ]
    }
   ],
   "source": [
    "# Regression Analysis \n",
    "\n",
    "# Prepare the data for regression\n",
    "X = topic_gdp_data[[f'Topic_{i+1}' for i in range(lda_model.n_components)]]\n",
    "Y = topic_gdp_data['gdp_growth']\n",
    "\n",
    "# Add a constant term (intercept) to the model\n",
    "import statsmodels.api as sm\n",
    "X = sm.add_constant(X)\n",
    "\n",
    "# Fit the regression model\n",
    "model = sm.OLS(Y, X).fit()\n",
    "\n",
    "# Print the regression results\n",
    "print(model.summary())\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### **Part 3: Sentiment Analysis**\n",
    "\n",
    "Finally, you are asked to apply a simple dictionary-based approach to extract the sentiment of the speeches, focusing only on the first paragraph of each speech.\n",
    "\n",
    "**G. Manual Scoring:**  \n",
    "Manually assign a sentiment score between -1 and 1 to the first paragraph of each speech, where -1 indicates very negative sentiment, 1 indicates very positive sentiment, and 0 is neutral. Each memebver of the group should do this independetly. After all members have done the manual sentiment scoring, you can compare your results. Do you agree? Create a summary measure for each observation. Also try to illustrate the uncertainty related to this summary measure. Discuss your resaoning. \n",
    "\n",
    "**H. Automated Scoring:**  \n",
    "Use a sentiment dictionary (e.g., VADER, AFINN, or create your own) to compute the sentiment scores of the same paragraphs you analyzed in part (g).\n",
    "\n",
    "**I. Comparison:**  \n",
    "Compute the correlation between the sentiment scores from your manual assessment and the automated method. Discuss any discrepancies and possible reasons for them."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*g. Manual Scoring:*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>year</th>\n",
       "      <th>president</th>\n",
       "      <th>first_paragraph</th>\n",
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       "      <th>0</th>\n",
       "      <td>1982</td>\n",
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      "text/plain": [
       "   year president                                    first_paragraph\n",
       "0  1982    Reagan  Mr. Speaker, Mr. President, distinguished Memb...\n",
       "1  1983    Reagan  Mr. Speaker, Mr. President, distinguished Memb...\n",
       "2  1984    Reagan  Mr. Speaker, Mr. President, distinguished Memb...\n",
       "3  1985    Reagan  Mr. Speaker, Mr. President, distinguished Memb...\n",
       "4  1987    Reagan  Mr. Speaker, Mr. President, distinguished Memb..."
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Define a function to extract the first paragraph\n",
    "def get_first_paragraph(text):\n",
    "    # Split the text by newline characters\n",
    "    paragraphs = text.split('\\n\\n')  # Assuming paragraphs are separated by two newlines\n",
    "    # Return the first non-empty paragraph\n",
    "    for para in paragraphs:\n",
    "        if para.strip():\n",
    "            return para.strip()\n",
    "    return ''\n",
    "\n",
    "# Apply the function to extract the first paragraph\n",
    "data['first_paragraph'] = data['text'].apply(get_first_paragraph)\n",
    "\n",
    "# Preview the data\n",
    "data[['year', 'president', 'first_paragraph']].head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
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       "      <td>NaN</td>\n",
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       "      <th>8</th>\n",
       "      <td>2015</td>\n",
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       "      <td>Mr. Speaker, Mr. Vice President, Members of Co...</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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      ],
      "text/plain": [
       "   year president                                    first_paragraph  \\\n",
       "0  1982    Reagan  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "1  1983    Reagan  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "2  1984    Reagan  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "3  1985    Reagan  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "4  1987    Reagan  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "5  2008      Bush  Madam Speaker, Vice President Cheney, Members ...   \n",
       "6  1986    Reagan  Mr. Speaker, Mr. President, distinguished Memb...   \n",
       "7  1995   Clinton  Mr. President, Mr. Speaker, members of the 104...   \n",
       "8  2015     Obama  Mr. Speaker, Mr. Vice President, Members of Co...   \n",
       "9  2014     Obama  Mr. Speaker, Mr. Vice President, Members of Co...   \n",
       "\n",
       "   manual_score  \n",
       "0           NaN  \n",
       "1           NaN  \n",
       "2           NaN  \n",
       "3           NaN  \n",
       "4           NaN  \n",
       "5           NaN  \n",
       "6           NaN  \n",
       "7           NaN  \n",
       "8           NaN  \n",
       "9           NaN  "
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a DataFrame to store manual scores\n",
    "# For demonstration, we'll use the first 10 speeches\n",
    "manual_scores = data[['year', 'president', 'first_paragraph']].head(10).copy()\n",
    "\n",
    "# Initialize the 'manual_score' column with NaN\n",
    "manual_scores['manual_score'] = np.nan\n",
    "\n",
    "# Display the DataFrame\n",
    "manual_scores"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
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       "      <td>0.2</td>\n",
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      ],
      "text/plain": [
       "   year president  manual_score\n",
       "0  1982    Reagan           0.8\n",
       "1  1983    Reagan           0.5\n",
       "2  1984    Reagan          -0.2\n",
       "3  1985    Reagan           0.3\n",
       "4  1987    Reagan           0.7\n",
       "5  2008      Bush          -0.1\n",
       "6  1986    Reagan           0.0\n",
       "7  1995   Clinton           0.6\n",
       "8  2015     Obama          -0.5\n",
       "9  2014     Obama           0.2"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Example manual scores (replace these with your actual scores)\n",
    "manual_scores.loc[0, 'manual_score'] = 0.8\n",
    "manual_scores.loc[1, 'manual_score'] = 0.5\n",
    "manual_scores.loc[2, 'manual_score'] = -0.2\n",
    "manual_scores.loc[3, 'manual_score'] = 0.3\n",
    "manual_scores.loc[4, 'manual_score'] = 0.7\n",
    "manual_scores.loc[5, 'manual_score'] = -0.1\n",
    "manual_scores.loc[6, 'manual_score'] = 0.0\n",
    "manual_scores.loc[7, 'manual_score'] = 0.6\n",
    "manual_scores.loc[8, 'manual_score'] = -0.5\n",
    "manual_scores.loc[9, 'manual_score'] = 0.2\n",
    "\n",
    "# Display the DataFrame with manual scores\n",
    "manual_scores[['year', 'president', 'manual_score']]\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*H. Automated Scoring:*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
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       "      <td>Reagan</td>\n",
       "      <td>0.5</td>\n",
       "      <td>0.5859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1984</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>-0.2</td>\n",
       "      <td>0.5859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1985</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>0.3</td>\n",
       "      <td>0.5859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1987</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>0.7</td>\n",
       "      <td>0.5859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2008</td>\n",
       "      <td>Bush</td>\n",
       "      <td>-0.1</td>\n",
       "      <td>0.0000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1986</td>\n",
       "      <td>Reagan</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.5859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>1995</td>\n",
       "      <td>Clinton</td>\n",
       "      <td>0.6</td>\n",
       "      <td>0.0000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>2015</td>\n",
       "      <td>Obama</td>\n",
       "      <td>-0.5</td>\n",
       "      <td>-0.9393</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>2014</td>\n",
       "      <td>Obama</td>\n",
       "      <td>0.2</td>\n",
       "      <td>0.0000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   year president  manual_score  automated_score\n",
       "0  1982    Reagan           0.8           0.5859\n",
       "1  1983    Reagan           0.5           0.5859\n",
       "2  1984    Reagan          -0.2           0.5859\n",
       "3  1985    Reagan           0.3           0.5859\n",
       "4  1987    Reagan           0.7           0.5859\n",
       "5  2008      Bush          -0.1           0.0000\n",
       "6  1986    Reagan           0.0           0.5859\n",
       "7  1995   Clinton           0.6           0.0000\n",
       "8  2015     Obama          -0.5          -0.9393\n",
       "9  2014     Obama           0.2           0.0000"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# We will use VADER (Valence Aware Dictionary and sEntiment Reasoner)\n",
    "\n",
    "# Initialize the VADER sentiment analyzer\n",
    "analyzer = SentimentIntensityAnalyzer()\n",
    "\n",
    "# Function to compute the compound sentiment score using VADER\n",
    "def compute_sentiment_score(text):\n",
    "    scores = analyzer.polarity_scores(text)\n",
    "    return scores['compound']  # VADER's compound score ranges from -1 to 1\n",
    "\n",
    "# Apply the function to the first paragraphs in the manual_scores DataFrame\n",
    "manual_scores['automated_score'] = manual_scores['first_paragraph'].apply(compute_sentiment_score)\n",
    "\n",
    "# Display the DataFrame with both manual and automated scores\n",
    "manual_scores[['year', 'president', 'manual_score', 'automated_score']]\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*I. Comparison:*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Pearson Correlation Coefficient: 0.573\n",
      "P-value: 0.084\n"
     ]
    }
   ],
   "source": [
    "# Compute the Correlation\n",
    "\n",
    "# Remove any rows with missing scores\n",
    "comparison_data = manual_scores.dropna(subset=['manual_score', 'automated_score'])\n",
    "\n",
    "# Get the manual and automated scores as arrays\n",
    "manual = comparison_data['manual_score'].values\n",
    "automated = comparison_data['automated_score'].values\n",
    "\n",
    "# Compute the Pearson correlation coefficient and p-value\n",
    "corr_coef, p_value = pearsonr(manual, automated)\n",
    "\n",
    "print(f\"Pearson Correlation Coefficient: {corr_coef:.3f}\")\n",
    "print(f\"P-value: {p_value:.3f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 400x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot the manual scores vs. automated scores\n",
    "# At the 45-degree line, the manual and automated scores are equal\n",
    "plt.figure(figsize=(4, 3))\n",
    "plt.scatter(manual, automated)\n",
    "plt.title('Manual Scores vs. Automated Scores')\n",
    "plt.ylim(-1, 1)\n",
    "plt.xlim(-1, 1)\n",
    "plt.xlabel('Manual Sentiment Score')\n",
    "plt.ylabel('Automated Sentiment Score')\n",
    "\n",
    "# Add the 45-degree line\n",
    "x = np.linspace(-1, 1, 100)\n",
    "plt.plot(x, x, 'r--', label='45-degree line')\n",
    "\n",
    "plt.legend()\n",
    "plt.grid(True)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "gra4164",
   "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": "3.11.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}