WSB to Numerai Signals.ipynb

wsb-to-numerai-signals.ipynb

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    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/gist/CY0xZ/8c4f6531f07c922f33ec8b0b0cefc2e3/wsb-to-numerai-signals.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### This notebook is built upon the works of,\n",
        "\n",
        "1.   [Can we actually predict market change by analyzing Reddit’s /r/wallstreetbets?](https://medium.com/the-innovation/can-we-actually-predict-market-change-by-analyzing-reddits-r-wallstreetbets-9d7716516c8e)\n",
        "2.   [Sentiment Analysis for Trading with Reddit Text Data](https://medium.com/analytics-vidhya/sentiment-analysis-for-trading-with-reddit-text-data-73729c931d01)\n",
        "\n"
      ],
      "metadata": {
        "id": "icG8fVIeYy2r"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "hiq8AA2Xsx1j"
      },
      "source": [
        "!pip install praw\n",
        "!pip install vaderSentiment\n",
        "!pip install ffn\n",
        "!pip install yfinance\n",
        "!pip install numerapi"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Fr3oGWNS-oKD",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "dd557c68-2fd7-4ae1-8d81-3c28b98736e3"
      },
      "source": [
        "import gc\n",
        "import re\n",
        "import csv\n",
        "import json\n",
        "import time\n",
        "import datetime\n",
        "import requests\n",
        "from tqdm.auto import tqdm\n",
        "\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import seaborn as sn\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "import praw #reddit data api\n",
        "import ffn #for loading financial data\n",
        "import numerapi #for numerai tickers\n",
        "import yfinance\n",
        "\n",
        "from vaderSentiment.vaderSentiment import SentimentIntensityAnalyzer #VADER sentiment model\n",
        "import tensorflow as tf\n",
        "from tensorflow import keras\n",
        "print(tf.test.gpu_device_name()) #run to make sure tensorflow is connected to gpu (if applicable)\n",
        "\n",
        "%matplotlib inline"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "/device:GPU:0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "GrrEFxCW-v-1"
      },
      "source": [
        "# Data Collection"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "yh1i82rlOl9i"
      },
      "source": [
        "[How to set-up PRAW](https://towardsdatascience.com/scraping-reddit-data-1c0af3040768)"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "reddit = praw.Reddit(client_id='XXXXXXXXXX',\n",
        "                     client_secret='XXXXXXXXXX',\n",
        "                     user_agent='XXXXXXXXXX')"
      ],
      "metadata": {
        "id": "1w6ivz92Y5Qu"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "to-nEtMn_Oo4"
      },
      "source": [
        "### Tickers we(Numerai) want"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "dFyhCdi9_HKW",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "260f4dd6-e729-4fac-822b-e5824a5b351f"
      },
      "source": [
        "napi = numerapi.SignalsAPI()\n",
        "\n",
        "eligible_tickers = pd.Series(napi.ticker_universe(), name=\"bloomberg_ticker\")\n",
        "print(f\"Number of eligible tickers : {len(eligible_tickers)}\")\n",
        "print(eligible_tickers.head(10))\n",
        "\n",
        "ticker_map = pd.read_csv(\n",
        "        'https://numerai-signals-public-data.s3-us-west-2.amazonaws.com/signals_ticker_map_w_bbg.csv'\n",
        ")\n",
        "print(len(ticker_map))\n",
        "\n",
        "#Yahoo <-> Bloomberg mapping\n",
        "yfinance_tickers = eligible_tickers.map(\n",
        "        dict(zip(ticker_map[\"bloomberg_ticker\"], ticker_map[\"yahoo\"]))\n",
        "    ).dropna()\n",
        "\n",
        "bloomberg_tickers = ticker_map[\"bloomberg_ticker\"]\n",
        "print(f\"Number of eligible, mapped tickers: {len(yfinance_tickers)}\")\n"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Number of eligible tickers : 5030\n",
            "0    SVW AU\n",
            "1    GEM AU\n",
            "2    WAF AU\n",
            "3    AZJ AU\n",
            "4    NXT AU\n",
            "5    TWE AU\n",
            "6    SGR AU\n",
            "7    CKF AU\n",
            "8    BGA AU\n",
            "9    QUB AU\n",
            "Name: bloomberg_ticker, dtype: object\n",
            "5030\n",
            "Number of eligible, mapped tickers: 4978\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "EV4HLokLsXU0"
      },
      "source": [
        "# positive/negative sentiment analysis using VADER"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DqNgslwWsXU2"
      },
      "source": [
        "## get comments from reddit using pushshift and praw"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "vwYGGgYHsXU2"
      },
      "source": [
        "#function to get data from pushshift api\n",
        "def getPushshiftData(query, after, before, sub):\n",
        "    url = 'https://api.pushshift.io/reddit/search/submission/?title='+str(query)+'&size=1000&after='+str(after)+'&before='+str(before)+'&subreddit='+str(sub)\n",
        "    print(url)\n",
        "    r = requests.get(url)\n",
        "    data = json.loads(r.text)\n",
        "    return data['data']\n",
        "\n",
        "#get relevant data from data extracted using previous function\n",
        "def collectSubData(subm):\n",
        "    subData = [subm['id'], subm['title'], subm['url'], datetime.datetime.fromtimestamp(subm['created_utc']).date()]\n",
        "    try:\n",
        "        flair = subm['link_flair_text']\n",
        "    except KeyError:\n",
        "        flair = \"NaN\"\n",
        "    subData.append(flair)\n",
        "    subStats.append(subData)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "iMWnxL0fuqEs",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "a9a5b9eb-21f8-48a9-b7c4-a3707484c54d"
      },
      "source": [
        "TIMEDELTA = 100 # days\n",
        "b_date = datetime.datetime.today()- datetime.timedelta(days=1)\n",
        "a_date = b_date - datetime.timedelta(days=TIMEDELTA)\n",
        "\n",
        "b_date, a_date = b_date.strftime('%d/%m/%Y'), a_date.strftime('%d/%m/%Y')\n",
        "print(a_date, b_date)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "29/10/2022 06/02/2023\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "D9DxRfQ8sXU3",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "5bdfbe5a-a536-4942-9a3b-302d96b3e2aa"
      },
      "source": [
        "#Subreddit to query\n",
        "sub='wallstreetbets'\n",
        "#before and after dates\n",
        "before = str(int(time.mktime(datetime.datetime.strptime(b_date, \"%d/%m/%Y\").timetuple())))\n",
        "after = str(int(time.mktime(datetime.datetime.strptime(a_date, \"%d/%m/%Y\").timetuple())))\n",
        "print(after, before)\n",
        "#query string\n",
        "query = \"Daily Discussion Thread\"\n",
        "subCount = 0\n",
        "subStats = []"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "1667001600 1675641600\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "JoKL3NmhsXU4",
        "scrolled": true,
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "0c1df2b7-35a1-4774-e054-cc8295af21ec"
      },
      "source": [
        "data = getPushshiftData(query, after, before, sub)\n",
        "# Will run until all posts have been gathered\n",
        "# from the 'after' date up until before date\n",
        "while len(data) > 0:\n",
        "    for submission in data:\n",
        "        collectSubData(submission)\n",
        "        subCount+=1\n",
        "    # Calls getPushshiftData() with the created date of the last submission\n",
        "    print(len(data))\n",
        "    print(str(datetime.datetime.fromtimestamp(data[-1]['created_utc'])))\n",
        "    before = data[-1]['created_utc']\n",
        "    try:\n",
        "        data = getPushshiftData(query, after, before, sub)\n",
        "    except Exception as e:\n",
        "        print(e)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "https://api.pushshift.io/reddit/search/submission/?title=Daily Discussion Thread&size=1000&after=1667001600&before=1675641600&subreddit=wallstreetbets\n",
            "64\n",
            "2022-11-04 10:00:10\n",
            "https://api.pushshift.io/reddit/search/submission/?title=Daily Discussion Thread&size=1000&after=1667001600&before=1667556010&subreddit=wallstreetbets\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "UZnUaOt-sXU4"
      },
      "source": [
        "#organize data into dataframe\n",
        "data={}\n",
        "ids=[]\n",
        "titles=[]\n",
        "urls=[]\n",
        "dates=[]\n",
        "flairs=[]\n",
        "for stat in subStats:\n",
        "    ids.append(stat[0])\n",
        "    titles.append(stat[1])\n",
        "    urls.append(stat[2])\n",
        "    dates.append(stat[3])\n",
        "    flairs.append(stat[4])\n",
        "data['id']=ids\n",
        "data['title']=titles\n",
        "data['url']=urls\n",
        "data['date']=dates\n",
        "data['flair']=flairs\n",
        "df_1=pd.DataFrame(data)\n",
        "df_1=df_1[(df_1['flair']=='Daily Discussion')]"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "4O3qyATVGYcD"
      },
      "source": [
        "## Download data from Reddit using praw"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Zj5zK56jsXU5"
      },
      "source": [
        "#collect comments using praw\n",
        "comments_by_day=[]\n",
        "for url in tqdm(df_1['url'].tolist()):\n",
        "    try:\n",
        "        submission = reddit.submission(url=url)\n",
        "        submission.comments.replace_more(limit=0)\n",
        "        comments=list([(comment.body) for comment in submission.comments])\n",
        "    except:\n",
        "        comments=None\n",
        "    comments_by_day.append(comments)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "8vG2EdUvGgoe"
      },
      "source": [
        "## Symbol filtering"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "D7fEtl0WHj5E"
      },
      "source": [
        "Use some stop words that might create ambiguity with stock names in comments"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "wtbKNE74riFz",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "b6d0e531-a80d-4608-8e80-743d301b87a3"
      },
      "source": [
        "!wget https://gist.githubusercontent.com/ZohebAbai/513218c3468130eacff6481f424e4e64/raw/b70776f341a148293ff277afa0d0302c8c38f7e2/gist_stopwords.txt\n",
        "\n",
        "gist_file = open(\"gist_stopwords.txt\", \"r\")\n",
        "try:\n",
        "    content = gist_file.read()\n",
        "    stop_words = content.split(\",\")\n",
        "finally:\n",
        "    gist_file.close()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "--2023-02-07 19:48:30--  https://gist.githubusercontent.com/ZohebAbai/513218c3468130eacff6481f424e4e64/raw/b70776f341a148293ff277afa0d0302c8c38f7e2/gist_stopwords.txt\n",
            "Resolving gist.githubusercontent.com (gist.githubusercontent.com)... 185.199.111.133, 185.199.109.133, 185.199.110.133, ...\n",
            "Connecting to gist.githubusercontent.com (gist.githubusercontent.com)|185.199.111.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 6271 (6.1K) [text/plain]\n",
            "Saving to: ‘gist_stopwords.txt’\n",
            "\n",
            "\rgist_stopwords.txt    0%[                    ]       0  --.-KB/s               \rgist_stopwords.txt  100%[===================>]   6.12K  --.-KB/s    in 0s      \n",
            "\n",
            "2023-02-07 19:48:31 (80.1 MB/s) - ‘gist_stopwords.txt’ saved [6271/6271]\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Jr4S85hiriAM"
      },
      "source": [
        "#Add more stop words that are used in the discussions\n",
        "stop_words += ['ATH', 'SAVE', 'US', 'ALL', 'LOVE', 'FOR', 'ME',\n",
        "               'GET', \"BEAT\", 'JACK', \"PUMP\", \"BIG\", \"KIDS\", 'STAY',\n",
        "               'TRUE', 'EDIT','PLAY', \"ROCK\", \"NICE\", \"DIE\", \"COST\",\n",
        "               \"WORK\", \"MF\"]"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Nh8GQ-wrHBzF"
      },
      "source": [
        "- Remove stocks with only nubers as their mention will be next to none,\n",
        "\n",
        "- Remove symbols with length smaller than 2 to reduce similarities between common English words."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ATmsBcW3jzYj"
      },
      "source": [
        "filter_init = bloomberg_tickers#[bloomberg_tickers.apply(lambda x: (x.split(\" \")[1] == \"US\") | (x.split(\" \")[1] == \"CA\"))]\n",
        "filter_init = filter_init.apply(lambda x: x.split(\" \")[0])\n",
        "ticks = filter_init[filter_init.str.len()>=2].values"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "FBRAP-PQK2ZT"
      },
      "source": [
        "ticks = [t for t in ticks if not str.isdigit(t)]\n",
        "ticks = [t for t in ticks if t not in stop_words]"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Ixpt4bwwBtDO",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "bc0eafca-7086-4a33-b607-aada618dd7de"
      },
      "source": [
        "\"BB\" in ticks"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "True"
            ]
          },
          "metadata": {},
          "execution_count": 14
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "6_Jig8J3A9EP"
      },
      "source": [
        "#Assert tick is not in stop words\n",
        "ticks_ = []\n",
        "for tic in ticks:\n",
        "    if tic.lower() not in stop_words:\n",
        "        ticks_.append(tic)\n",
        "\n",
        "ticks = ticks_"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "CEaaKmqEMjTF",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "9ec1ffe3-bea0-4931-9e12-3345104875d8"
      },
      "source": [
        "np.intersect1d(ticks, [s.upper() for s in stop_words])"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([], dtype='<U15')"
            ]
          },
          "metadata": {},
          "execution_count": 16
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_D3ByN0OHtdj"
      },
      "source": [
        "## **Idea is:**\n",
        "\n",
        "1. Score all comments for a day based on sentiment\n",
        "\n",
        "2. Log all tickers mentioned in those comments\n",
        "\n",
        "3. Assign the daily sentiment to tickers involved"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "1IoCeQKdlGNW"
      },
      "source": [],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "7a07-RYM_0iS",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49,
          "referenced_widgets": [
            "be3414c0f2894ac9b3fa183f8c0ba2d5",
            "977ca5cda3d044aab53c9f961bc4c1e5",
            "970e8fe4d6934105b1ca0aafba073c7d",
            "96e73f9c28384b56bc96e2af7bcd759e",
            "61cb992cef124753a67ce4f8b3d4780e",
            "a5c981dab364430f83be0f3678001c7b",
            "8b73aa25faf847048b9b4655cb081303",
            "6ab30b904ac34277b4f1b2855f23fe98",
            "00d9c14f0b7848998c4f69712c9e664f",
            "a7a01c8c0281429596400cf16a1c71cd",
            "db7d1f229b6c4d63815ef7dc1263c6a4"
          ]
        },
        "outputId": "cab154d3-4400-4cb8-ca4a-78bd07483bfd"
      },
      "source": [
        "## run vader sentiment analyzer\n",
        "\n",
        "analyser = SentimentIntensityAnalyzer()\n",
        "\n",
        "scores = [] #For entire market\n",
        "daily_tick_sentiments = [] #array of dictionaries with daily ticker sentiments\n",
        "\n",
        "for comments in tqdm(comments_by_day):\n",
        "    sentiment_score = 0\n",
        "    c_tickers = []\n",
        "    ticks_sent = dict()          #daily sentiments for tickers\n",
        "    for tick in ticks:\n",
        "        ticks_sent[tick] = 0     #initializing with 0\n",
        "    try:\n",
        "        for comment in comments:\n",
        "\n",
        "            ticks_in_comment = []\n",
        "            for tick in ticks:\n",
        "                #Scanning for ticks mentioned in the comment\n",
        "                if (\" \" + tick + \" \" in comment) and (tick.lower() not in stop_words):\n",
        "                    ticks_in_comment.append(tick)\n",
        "\n",
        "            comment_score = analyser.polarity_scores(comment)[\"compound\"]  #general score\n",
        "\n",
        "            for tick in ticks_in_comment:\n",
        "                #updating the scores of comment to all ticks in the comment\n",
        "                ticks_sent[tick] = comment_score + ticks_sent[tick]\n",
        "            sentiment_score = sentiment_score + comment_score\n",
        "\n",
        "        daily_tick_sentiments.append(ticks_sent)\n",
        "    except TypeError:\n",
        "        sentiment_score = 0\n",
        "\n",
        "    scores.append(sentiment_score)\n",
        "\n",
        "df_1[\"sentiment score\"] = scores"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "  0%|          | 0/64 [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "be3414c0f2894ac9b3fa183f8c0ba2d5"
            }
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "620ynRzdM6Il",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "e66de701-2022-4b02-c442-9efa486143fc"
      },
      "source": [
        "daily_arr = []\n",
        "for day in daily_tick_sentiments:\n",
        "    daily_arr.append(pd.Series(day))\n",
        "\n",
        "day_df = pd.concat(daily_arr, 1)\n",
        "day_df.columns = df_1.date.values"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-18-e6391d762fff>:5: FutureWarning: In a future version of pandas all arguments of concat except for the argument 'objs' will be keyword-only\n",
            "  day_df = pd.concat(daily_arr, 1)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "olmeJcPTbIIK",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "64ffc514-61a1-489f-a70e-758e40f1f2ef"
      },
      "source": [
        "day_df.mean(0).sort_values()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "2022-11-10   -0.001766\n",
              "2022-12-08   -0.001522\n",
              "2022-12-02   -0.001176\n",
              "2023-01-16   -0.001012\n",
              "2022-12-07   -0.000893\n",
              "                ...   \n",
              "2022-12-13    0.001521\n",
              "2022-11-21    0.001629\n",
              "2023-01-26    0.001635\n",
              "2022-12-19    0.001868\n",
              "2022-12-28    0.002481\n",
              "Length: 64, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "p69dhCQBtpgp",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "ddb9a60d-c77b-464c-89ee-923dbb1e4cad"
      },
      "source": [
        "#select 400 extreme symbols as theere are only a few symbols\n",
        "#that are discussed daily\n",
        "top_up = day_df.sum(1).nlargest(200).index\n",
        "top_down = day_df.sum(1).nsmallest(200).index\n",
        "\n",
        "tickers = top_down.append(top_up)\n",
        "tickers"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Index(['AAPL', 'NVDA', 'LOW', 'AMD', 'RED', 'WOW', 'AIR', 'DOW', 'DTE', 'ADP',\n",
              "       ...\n",
              "       'AKSO', 'AKTS', 'AKYA', 'AKZA', 'ALA', 'ALB', 'ALBO', 'ALC', 'ALD',\n",
              "       'ALE'],\n",
              "      dtype='object', length=400)"
            ]
          },
          "metadata": {},
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "8TpAlTqFIwEq"
      },
      "source": [
        "1. Transpose,\n",
        "2. calculate rolling average\n",
        "3. Transpose"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "XrFq6TOzvTPa"
      },
      "source": [
        "ps = day_df[day_df.columns[:]].T.rolling(window=14).sum().T #Rolling sum over all dates\n",
        "\n",
        "ps = ps.iloc[:, -1] #Scores for yesterday\n",
        "#ps = ps.iloc[:, -7:].sum(1) #This can also be used\n",
        "\n",
        "#ps = ps[ps!=0] #Remove tickers with no 0 sentiment scores\n",
        "ps = ps.loc[tickers] #Or choose specific tickers"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "U8xUWe9_1Ehx",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "outputId": "abaf2c24-0ec1-4054-ce37-b1ab9ae7d9a0"
      },
      "source": [
        "scores = ps.rank(pct=True).sort_values(ascending=False).reset_index()\n",
        "scores.columns = [\"bloomberg_ticker\", \"signal\"]\n",
        "scores"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    bloomberg_ticker  signal\n",
              "0                 TA  1.0000\n",
              "1               NVDA  0.9975\n",
              "2                SPX  0.9950\n",
              "3                KEY  0.9925\n",
              "4                DTE  0.9900\n",
              "..               ...     ...\n",
              "395              TGT  0.0125\n",
              "396             TSLA  0.0100\n",
              "397              CPI  0.0075\n",
              "398              RED  0.0050\n",
              "399             AAPL  0.0025\n",
              "\n",
              "[400 rows x 2 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-bd4f30fa-24c7-4217-9bf5-a23367c3bf93\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>bloomberg_ticker</th>\n",
              "      <th>signal</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>TA</td>\n",
              "      <td>1.0000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>NVDA</td>\n",
              "      <td>0.9975</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>SPX</td>\n",
              "      <td>0.9950</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>KEY</td>\n",
              "      <td>0.9925</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>DTE</td>\n",
              "      <td>0.9900</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>395</th>\n",
              "      <td>TGT</td>\n",
              "      <td>0.0125</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>396</th>\n",
              "      <td>TSLA</td>\n",
              "      <td>0.0100</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>397</th>\n",
              "      <td>CPI</td>\n",
              "      <td>0.0075</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>398</th>\n",
              "      <td>RED</td>\n",
              "      <td>0.0050</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>399</th>\n",
              "      <td>AAPL</td>\n",
              "      <td>0.0025</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>400 rows × 2 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-bd4f30fa-24c7-4217-9bf5-a23367c3bf93')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
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              "\n",
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              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
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              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-bd4f30fa-24c7-4217-9bf5-a23367c3bf93 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-bd4f30fa-24c7-4217-9bf5-a23367c3bf93');\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
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              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 29
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "lh0sG7kkJpn9"
      },
      "source": [
        "map shortned symbols back to bloomberg symbols"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nzx9HrJe1gD7"
      },
      "source": [
        "mapping = pd.Series(\n",
        "    bloomberg_tickers.values, index=bloomberg_tickers.apply(lambda x: x.split(\" \")[0])\n",
        ")\n",
        "scores[\"bloomberg_ticker\"] = scores[\"bloomberg_ticker\"].apply(\n",
        "    lambda x: mapping[x] if type(mapping[x]) == str else mapping[x].values[0]\n",
        ")\n",
        "scores.set_index(\"bloomberg_ticker\").to_csv(\"Signal_WSB_ema.csv\", index=True)\n"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "V5XjSL3VsXVF",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 67,
          "referenced_widgets": [
            "ab350ec28346463e8513cdb9f12d7b76",
            "c624e126398e4027978d89eb2c45aa19",
            "eb9de9697c08484695cab6a776c2d69f",
            "31d1c0cc62564c8e86ba4d152750e58c",
            "ff5f3b45cc29449fb3fb508b3cbe984c",
            "49aa106885654174b10396e5ad45a4c9",
            "41a037cb278a4fb2b48135c792c7f36d",
            "a2820f7370344c2b91ae8c5c5c2a6a76",
            "95cd46bea884410da1eaa57cc2eee6c0",
            "481613b412394fc4bbb401b335fdb5f4",
            "b8336e07a1be41fca90f8132a1735943"
          ]
        },
        "outputId": "0cf20247-e87a-48d8-828d-9e1e61d60a82"
      },
      "source": [
        "## merge with spy price and plot\n",
        "\n",
        "spy=yfinance.download(\"spy\")\n",
        "spy.index = spy.reset_index()[\"Date\"].dt.strftime(\"%Y-%m-%d\")\n",
        "spy = spy[\"Close\"]\n",
        "\n",
        "spy_vals=[]\n",
        "for date in tqdm(df_1['date'].astype(str).values):\n",
        "    try:\n",
        "        spy_vals.append(float(spy.loc[date]))\n",
        "    except KeyError:\n",
        "        spy_vals.append(None)\n",
        "\n",
        "df_1['spy']=spy_vals"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\r[*********************100%***********************]  1 of 1 completed\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "  0%|          | 0/64 [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "ab350ec28346463e8513cdb9f12d7b76"
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          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "S0cBnAwfsXVG"
      },
      "source": [
        "df_1=df_1[['date','sentiment score','spy']]\n",
        "df_1=df_1.set_index('date')\n",
        "df_1=df_1[df_1['spy'].notna()]"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "VP0PrvYasXVG",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 624
        },
        "outputId": "878769f3-d79c-48dd-bf19-e314a5e9c540"
      },
      "source": [
        "df_1.plot(secondary_y='sentiment score', figsize=(16, 10))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f9f63d35940>"
            ]
          },
          "metadata": {},
          "execution_count": 33
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1152x720 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "yTRTvCEhsXVG"
      },
      "source": [
        "## fourier transform\n",
        "\n",
        "close_fft = np.fft.fft(np.asarray(df_1['sentiment score'].tolist()))\n",
        "fft_df = pd.DataFrame({'fft':close_fft})\n",
        "fft_df['absolute'] = fft_df['fft'].apply(lambda x: np.abs(x))\n",
        "fft_df['angle'] = fft_df['fft'].apply(lambda x: np.angle(x))\n",
        "fft_list = np.asarray(fft_df['fft'].tolist())\n",
        "\n",
        "for num_ in [5, 10, 15, 20]:\n",
        "    fft_list_m10= np.copy(fft_list); fft_list_m10[num_:-num_]=0\n",
        "    df_1['fourier '+str(num_)]=np.fft.ifft(fft_list_m10)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "flparmbPsXVH",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 771
        },
        "outputId": "50cd219a-a655-4d11-9ec7-4cd31bc40f48"
      },
      "source": [
        "df_1[['sentiment score', 'fourier 5', 'fourier 10', 'fourier 15', 'fourier 20']].plot(figsize=(16, 10))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.8/dist-packages/matplotlib/cbook/__init__.py:1317: ComplexWarning: Casting complex values to real discards the imaginary part\n",
            "  return np.asarray(x, float)\n",
            "/usr/local/lib/python3.8/dist-packages/matplotlib/cbook/__init__.py:1317: ComplexWarning: Casting complex values to real discards the imaginary part\n",
            "  return np.asarray(x, float)\n",
            "/usr/local/lib/python3.8/dist-packages/matplotlib/cbook/__init__.py:1317: ComplexWarning: Casting complex values to real discards the imaginary part\n",
            "  return np.asarray(x, float)\n",
            "/usr/local/lib/python3.8/dist-packages/matplotlib/cbook/__init__.py:1317: ComplexWarning: Casting complex values to real discards the imaginary part\n",
            "  return np.asarray(x, float)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f9f63c3b730>"
            ]
          },
          "metadata": {},
          "execution_count": 36
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1152x720 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "1mTbkLTTsXVH",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 661
        },
        "outputId": "65aa6afc-dbef-4f95-8145-30b3d8db9f6c"
      },
      "source": [
        "df_1[['spy', 'fourier 20']].plot(secondary_y='fourier 20', figsize=(16, 10))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.8/dist-packages/matplotlib/cbook/__init__.py:1317: ComplexWarning: Casting complex values to real discards the imaginary part\n",
            "  return np.asarray(x, float)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f9f62629730>"
            ]
          },
          "metadata": {},
          "execution_count": 37
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1152x720 with 2 Axes>"
            ],
            "image/png": 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0Exygaf7ppdAAhmHQ0uBSh+gUKQgWEREREZH8E8sET1YODVZJdB7OCu70+CftDB3TGu0QbZpmBlc1uygIFhERERGR/DPQAcXzoHT+5M/XNltjkvIoWDzhD+ELhmmapDN0TGu9ixOBEMd8wxlcWfoZhvFdwzCOGYbx3oTHqg3DeM4wjP3R4xR/2IlRECwiIiIiIvnH0wHzJ9kPHFOzCkYGwdeduTWlqHNsRvDk5dBgZYIB2mbfvuAHgatPeex+4HnTNJuB56Nfp0xBsIiIiIiI5J+Bjsn3A8fExiTlUXOsTvfUM4JjWuujY5JmWRBsmuZvAfcpD98IPBT99UPATXbcS0GwiIiIiIjkF9OEgcMwf9nUrxkbk5RHQfBYJnjqIHh+eRF1ruLZmAmeTL1pmrFUfg9Qb8dFC+y4iIiIiIiISMYM9kI4OH0m2LUQCsusfcF5otMdoLKkgHmlhdO+rrXBxb786xBdYBjGWxO+/rZpmt+O92TTNE3DMGzZ4K0gWERERERE8stMnaEBHA6oWZlf5dAzdIaOaa138f3XOhiNmDgdp88TzlFh0zTPS/CcXsMwFpqm2W0YxkLgmB0LUTm0iIiIiIjkl+lmBE+UZ2OSOt3+aTtDx7Q0uBgORzgc3UM8i/0CuCf663uAx+24qIJgERERERHJL2NB8DTdocFqjjVwGMK5P07INE26PIFpO0PHxJpj7e3xpntZGWMYxqPAq0CrYRhdhmH8IfAPwFWGYewHPhT9OmUqhxYRERERkfzi6YDyOiiaIWta0wxmBNwHoW5NZtaWpOO+YYbDkbjKoZvrKzAM2NszyNXrM7C4DDBN844pnrrS7nspEywiIiIiIvlloGP6/cAxNSutY/+B9K7HBp2eAEBc5dBlRQUsqS5jb+/syQRnkoJgERERERHJL54ZZgTH1KyyjnnQHKtrbDzSzOXQYJVE750bY5JspyBYRERERETyx2gYTnTFlwkuqYSKhvzIBEebXC2umjkTDNaYpPZ+P8HQaDqXNSspCBYRERERkfzhPQLmaHyZYLCaY+VBJrjTHaC2opjSImdcr29tcDEaMXn/+GCaVzb7KAgWEREREZH8MRDHjOCJalblxZgka0ZwfKXQMN4hel+vSqITpSBYRERERETyhyfOGcExtc0Q8MBQf/rWZINOT3wzgmOW1ZZT5HTQpn3BCVMQLCIiIiIi+WOgAwwHzGuM7/Wx5lg5vC84PBrh6EAwoUxwodPBigXl7FMQnDAFwSIiIiIikj88HVDZCM7C+F4/FgTnbkl094kgoxEzoUwwwOoGdYhOhoJgERERERHJH/HOCI6pWgqOwpxujtU5Nh4psSC4pcHF0RNBvMFQOpY1aykIFhERERGR/BHvjOAYZwFUr8jpcugudwAgqUwwoJLoBCkIFhERERGR/BAKwGBPYplgyPkxSZ0ePw4DFlaVJHReS7RD9F51iE6IgmAREREREckPA53WMZFMMEDNSnAfhMio/WuyQafbz8J5pRQ6EwvPFleVUlFcoH3BCVIQLCIiIiIi+SHRGcExNc0QCY2fn2M6PYGEOkPHGIZBS32FguAEKQgWEREREZH84Gm3jolmgmubrWNfbu4L7nQnNiN4otaGSvb2+jBN0+ZVzV4KgkVEREREJD8MdICzGCrqEzuvJhoE5+CYpGBolGO+4YQ7Q8e01lcwHIrg8atDdLwKsr0AERERERGRuHg6oKoJHAnm8sproHR+TjbH6vJEO0MnUQ4NcMcFS7j7omU4HIady5rVFASLiIiIiEh+GEhwPNJENatyckzS2IzgJMuhiwucdi5nTlA5tIiIiIiI5AdPR+JNsWJqmnMyCB7PBCcXBEviFASLiIiIiEjuC56A4EDymeDaVeDrhuHc6qTc5fZTVOBgQUVxtpcyZygIFhERERGR3OdJcjxSzFhzrNzKBnd6/DTOL9We3gxSECwiIiIiIrkvNuM36Uxwbo5J6nQHkt4PLMlRECwiIiIiIrlvLBO8LLnzq1cARs6NSer0+JPuDC3JURAsIiIiIiK5b6ADilzWqKNkFBRD1ZKcKof2BUMM+EPKBGeYgmAREREREcl9sc7QRgp7Z2ubc2pWcKdbnaGzQUGwiIiIiIjkvlRmBMfUNEP/+2Ca9qwpRanOCJbkKAgWEREREZHcZpowcDj5ztAxtasgNATeo/asK0Wd7mgQrD3BGaUgWEREREREctvQcQj57ckEQ840x+ryBKgoLmBeaWG2lzKnKAgWEREREZHcluqM4JiaVdYxR5pjdbqtGcFGKvucJWEKgkVEREREJLelOiM4pnIRFJbnzKxgazyS9gNnmoJgERERERHJbWNB8JLUrmMYULMyJ8qhTdOk0x1QU6wsUBAsIiIiIiK5zdMBZbVQXJH6tXJkTFL/0AiB0KiaYmWBgmAREREREcltAx2p7weOqWm2Ok2HgvZcL0ljnaGVCc44BcEiIiIiIpLbfD3Wfl471DYDJrgP2nO9JB3qGwJgWa2C4ExTECwiIiIiIrlt2AfFlfZcq2aldcxyh+i9PT6KChwsqynP6jrmIgXBIiIiIiKS24YHodhlz7XGxiRld1/wnh4fzXUVFDgVkmWafsdFRERERCR3mSYMe+0Lgotd4FqY9TFJe3u8rG6wKbstCVEQLCIiIiIiuWtkCDDtC4LBygZnMRPsHhqh1zvM6gYbvyeJW9xBsGEYTsMw3jEM44no158xDOOAYRimYRi1E15nGIbx9ehzOwzDOCcdCxcRERERkTlg2Gcdi2wYjxQTG5NkmvZdMwFtPV4AVi9UEJwNiWSC/xewZ8LXW4EPAR2nvO4aoDn6333At1JZoIiIiIiIzGEjg9bRrsZYYGWCgwPgd9t3zQTs7bECe5VDZ0dcQbBhGI3AtcB3Yo+ZpvmOaZrtk7z8RuBh0/IaUGUYxkI7FisiIiIiInPMsJU1tbccutk6Zqkkuq3bR015EQtcxVm5/1wXbyb4a8DngUgcr10MdE74uiv6mIiIiIiISGJi5dB2BsG10Q7RfVkKgnu8KoXOohmDYMMwrgOOmab5tp03NgzjPsMw3jIM461wOGznpUVEREREZLZIRxBctRScRVnJBI9GTPb1DtJar1LobIknE3wxcINhGO3AY8AVhmH8YJrXHwGaJnzdGH3sJKZpfts0zfNM0zyvoKAggSWLiIiIiMicMRzbE2xjYyyHE6pXZGVM0mG3n0BoVJngLJoxCDZN8y9M02w0TXMZ8FHgBdM0PzbNKb8A7o52ib4QOGGaZrc9yxURERERkTllLBNsc+Y0S2OS2rqtPc5r4mmK5XfDa9/KWhfr2SrpOcGGYfypYRhdWJneHYZhxJpmPQkcBA4ADwCfTnmVIiIiIiIyN6WjMRZYQbD7EIxmdmtmW48PhwHN9XFktnf/HJ6+H9wH07+wOSShOmTTNF8CXor++uvA1yd5jQn8sQ1rExERERGRuW7YZ+3fLbC5k3JtM0RCMNABNSvtvfY02nq8LKstp6TQOfOLYyOcYtlwsUXSmWAREREREZG0GxmEIhv3A8eMjUnK7L7gvT0+VjfEmdUOeKxjbFay2EJBsIiIiIiI5K5hn/2l0GBlgiGjY5KGhsN0uP2sjmc/MIwHwcMKgu2kIFhERERERHLXsM/+plgAZdVQWp3R5lj7en2YJvFngmPl0MoE20pBsIiIiIiI5K50ZYIh2iH6/fRcexJ7e6y9vYlngrUn2E4KgkVEREREJHcNe+2dETxRbXNGy6HbenyUFzlpnF8a3wkBNcZKBwXBIiIiIiKSu4YH05sJHuyBoDc91z/Fnm4vLQ0uHA4jvhPUGCstFASLiIiIiEjuSmc5dG3mOkSbpsneXl/8pdCmqcZYaaIgWEREREREclda9wRnLgju9Q4z4A+xZmGc38uwDyJh69cjKoe2k4JgERERERHJTaNhCAegKE1BcPVyMBwZ2Rfc1mOVXLfWxzsj2D3+a2WCbaUgWEREREREclMsA5quTHBBMVQtyUgmuC3ZztCgPcE2UxAsIiIiIiK5aTjNQTBYJdEZmBXc1u1l4bwS5pUVxndCbEawo1CZYJspCBYRERERkdyUiSC4ttmaFRyJpO8eWJng1Q0JfB+xTPC8Ro1IspmCYBERERERyU0ZyQSvgpAffEfTdouRcIT3jw+yemGcpdAwHgRXLVFjLJspCBYRERERkdwUKwNOdyYY0toc62DfIKFRM7lMcFWTyqFtpiBYRERERERy07DVUTntmWBIa3OsvYk2xQIrCC5yQel8NcaymYJgERERERHJTZkoh3YthKKKtAbBe7p9FDoNViwoj/8kvxvK5luBcDhojYsSWygIFhERERGR3JSJINgwoGZlWsuh9/Z4WbmggkJnAuFXwGNlgYsrrK+1L9g2CoJFRERERCQ3xcqAiyrSe580j0lq6/GxJpGmWAABN5RWj3/v2hdsGwXBIiIiIiKSm4Z9UFgODmd671PbDAOdEArYfukT/hDdJ4K0JtIUC07PBGtMkm0UBIuIiIiISG4a9qa3FDqmZhVggvug7Zdu67GaeyXUGRqsPcGl0T3BoOZYNlIQLCIiIiIiuWnYl8EgmLQ0x2qLdoZOqBw6EoHgAJRVj3//ygTbRkGwiOQt0zR5oa2XXm8w20sRERGRdBgeHC8HTqdYEJyG5lhtPV6qygqpcxXHf9LwCTAjpzTGUibYLgXZXoCISLJ2d3v5xINv4TDgitV13HZeE5evrkus86KIiIjkrkxlgosrwLUobZng1Q0uDMOI/6SAxzqqMVZaKAgWkbzVPzgCwDXrF/JGu5tf7znGAlcxt57byG3nNbG8NoFZfDK3hEdg6BjMa8z2SkREZDrDPihfnpl71a6yPRMciZjs7fFx23lNiZ3ojwXB88c/BFAm2DZKl4hI3vIFraHxf3plM6/efwUP3H0eZzZW8e3fHuTyf3qJ2//zVf77nS6CodEsr1RyzmvfhH89E9p+le2ViIjIdDKVCYbxMUmmadslOz1+/COjiTfFimWCyyZmgrUn2C4KgkUkb3mDIQAqSwsocDq4am0937nnPH53/xV8bnMrPd4gn93yLhd8+Xke3HqI0Yh9/6hJnjveBpEw/Oge2PdstlcjIiJTyVR3aLD2BQdPgL/ftkvGmmKtTmZGMFiZ4IJicBQoCLaRgmARyVveQDQILik86fH6yhL++PJVvPjnl/HovReyoXEeX/rlbm7491fY3jmQjaVKrvG0Q8MGqF8LWz4G77+Q7RWJiMipTNMqAS7KQGMssGYFg60l0W3dPgwDWuoT/B4m7gk2DOv3QOXQtlEQLCJ5yxsM4XQYlBU5J33e4TC4aGUND39iI9+48xz6Boe5+Ztb+cv/3smAfyTDq5Wc4mmHhjPg939uvel59E5ofyXbqxIRkYnCQatqJ5OZYLBKom2yt9fL0uoyyooSbMXkj2aCS+ZZx+JKNcaykYJgEclb3kCYypKCGbstGobBtRsW8us/+z0+cfFytrzZyZX//Bt+8nYXpo37fiRPhILg64b5y6y9Vr//c5i/FB65DQ6/lu3ViYhITKz8N1NBcNUScBbbngluTXQ/MFiZ4JJ54IwGz8XKBNtJQbCI5C1fMERlaeHML4xylRTyxevW8svPfJClNWX8nx+/y+3/+Rp7e7THZk4ZOGwdq5Zax4oFcPfj4GqAH9wKXW9nb20iIjJuLAhOcD9tshxOqF5h25ikwMgoh/qHWN2QxPoDbms/cExRhfYE20hBsIjkLW8wjKsk8UlvaxdV8pNPfYB/vOUM9h3zce3XX+arT7cpKzxXeNqt4/xl44+5GuCeX0J5DfzgZji6PRsrExGRicaC4AztCQaoWWlbJnj/MR+mCWsWJpkJLq0e/1qZYFspCBaRvOUNhE5rihUvh8Pg9vOX8MKfX8b1Zy7imy+9z+uH3DavUHLSZEEwwLzFViBcXAnfvwl6d2V6ZSIiMlGmy6HB6hPhOQSj4ZQv1dZtrb81qUywZ5JMsIJguygIFpG85Q0mHwTHVJcX8Xc3raeowMEzu3psWpnktIEOKCiFirrTn6taAvf8wnr+oRvgWFvm1yciIpZsBME1zVYzroGOlC+1p8dLaaGTJdVliZ/sd1t9K2KKXcoE20hBsDH0eucAACAASURBVIjkLW8gTGVp4uXQpyovLuDS5lqe3dWrkui5wNNuNcKaqqFa9QorI+xwwsM3QJ89e8NERCRBmd4TDLaOSdrb46OlwYXTMX0Dz0lNmgnWnmC7KAgWkbxlRyY4ZtO6Bo4MBNh11GvL9SSHedpPL4U+Ve0quPsXEBmFh64H96FMrExERCYaiQZ9mZoTDLaNSTJNk7YeH6vrk8hiR0YheOKUPcHRTLA+rLeFgmARyUvh0Qj+kdGEukNP50Nr6nEYqCR6tjPN+IJggLrVVtfocMAqjY51lRYRkczIRjl0WbUVfKaYCT4+OIx7aITVyTTFCp4AzJMzwcUVYEYg5E9pXWJRECwieckXtBpWJNMdejLV5UWcv6yaZ3f12nI9yVF+t/VJejxBMEDDemuOcPCElRH2Hk3r8kREZIJhHxhOKCzN7H1rm6H//ZQucaDX2r/bkkwm2B9t1DlxT3AsG67mWLZQECwieckbDAHYVg4NsHldA3t7fbT3Ddl2Tckxsc7QsRnB8Vh0Fvz+z2Co3wqEffqgREQkI4Z9VhZ4qh4O6VLTnHI5dKfHytgm1RQr4LGOJ2WCo8G0mmPZQkGwiOQlb8DKBNtVDg2waV09oJLoWc0T3dsbbyY4pvE8uOvH4O22mmUN9dm+NBEROcXwYGZLoWNqV8FgLwST7xNy2O3H6TBYOK8k8ZMD0UzwqY2xQM2xbKIgWETy0ngm2J5yaIDG+WWsX1ypIHg2G5sRnEAmOGbpRXDnFvB0wMM3jZeriYhIegx7sxME10Q7RKeQDe50B1hUVUKBM4lwa9JMcDQIVibYFgqCRSQveQPRINjGTDDA5rUNvNM5wDFv0NbrSo4Y6IDyOigqT+785ZfAHT+Evn3w/ZshMGDv+kREZFysHDrTxsYkJT8i77Dbn1wpNIx/yHpSJjj6+6BMsC0UBItIXoo1xrI7CN60rgHThOf2aN/nrBSbEZyKlVfA7T+A3l3wg1tSKpcTEZFpZCsInr8MDEdKmeAuj5+m+UkGwQEPYEBJ1fhjsd8HNcayhYJgEclLsXJou7pDx7TUV7Cspoxn1CV6dop3PNJMWjbB/3gQurfDD2/TmxIRkXTIVhBcUGw1UOxPLhPsHwnTNzhCU7KZ4IAbSqvAMSFUGyuHnt2ZYMMwrjYMY69hGAcMw7g/XfdRECwieckbCGEYUFFkbxBsGAab1zXw6vt9Y4G2zBKjITjRZU8QDLDmOrjlO9D5Ojz6URjR7EYREVuNDI43hMq02uaky6E73QGAFIJgjzWreKI5MCLJMAwn8A3gGmAtcIdhGGvTcS8FwSKSl7zBMK7iAhwO+8cmbFrXQGjU5MW2Y7ZfW7LoRBeYEfuCYIB1N8PN/wntr8CWuyCkveQiIrYZ9kFxZdwvH/CPMBKO2HPvmmYrExxJ/HqdbutD0ab5Sc439rtP3g8M40Hw7G6MtRE4YJrmQdM0R4DHgBvTcSMFwSKSl7yBkO37gWPObqpigauYZ1USPbskMyM4Hhtugxv+Dd5/AX50N4RH7L2+iMhcFBm1Ar44y6EPHPNxyVdf5M9//K49969dBeEAeI8kfOphdwozgsHKBJedkgl2OKCwfFZngoHFQOeEr7uij9lOQbCI5CVvMERlSXqCYIfD4Kq19by09xjB0Gha7iFZMDYeaZn91z7n9+G6f4H9z8BP/sAqvRYRkeTFMp5xBMED/hH+6KG38AXDPLHjKB39Q6nfv2aVdUyiOVanx09ZkZPq8qLk7h2YJBMM1r7g/N4TXGAYxlsT/rsvWwtRECwieckbDFNZau9+4Ik2r2tgaGSUrQf60nYPyTBPOzgKoXJReq5/3ifgmq9C2xPws/tgNJye+8w24eFsr0BEclEs41k8/Z7g0GiEP/7hNo4OBPnWXedQ4DD4r1cOpX7/sVnB7yd8amd0PJJhJLllKzBw+p5gsEqi83tEUtg0zfMm/PftU54/AjRN+Lox+pjtFASLSF7yBkK40pQJBrhoRQ2u4gKVRM8mAx1QtQQczvTd44JPwlV/C7t+Bo9/2irnk6m991P4x2UwpA+bROQUsWBvhkzw3z6xm60H+vnyR87gmjMWctNZi/nRW514hlLcmuJqsILOviQywe4AjcmORxoNwbB3ikywa7aXQ78JNBuGsdwwjCLgo8Av0nEjBcEikpd8wXDayqEBigocXL66jl/v6WU0YqbtPpJBdswIjsfFfwpXfAF2bIFf/mlSTVXmjNe+BSE/9OzM9kpEJNeMBcFTN8b6/msdPPxqB5+8dAW3ntsIwL2XriAYivCD1zpSu79hWCXRCZZDm6bJ4WgmOCmBAet46p5gsILgWdwYyzTNMPAZ4BlgD/Aj0zR3peNeCoJFJC9ZjbHSVw4NVkl0/9AIb7W703ofyRC7ZgTH49LPwaWfh3d+AE/+HzD1QcppendD15vWr/v2ZXctIpJ7hr3WcYpM8O8O9PGlX+ziitV1fP7q1WOPt9S7uLx1AQ+92p56X48kxiT1D40QCI3SVJ1kZ+iAxzpOlgkuqpjtmWBM03zSNM0W0zRXmqb59+m6j4JgEck7oxET33B6M8EAl7UuoKjAwTMqic5/wRPWG4tMBcEAl/8lXPy/4K3/ghe/nLn75ottD1t7tAvLFQSLyOliGc9J5gS39w3xPx/Zxoracv71o2fhPGVc4r2XrqBvcIT/fifF7aQ1zXCiE0KBuE9JvTN09IP32dkYK2coCBaRvDMYtBoOpWtEUkx5cQGXrKrl2d09mMrk5TdPtCwuk0GwYcCH/gbW3hQt+43/TdSsFwrCjsdgzXVQvxaO7832ikQk10yxJ9gbDPFHD7+FYcB/3XP+pP1BLlpRw/rFlTzw8kEiqWxpqlkJmAk1xxqbEZzKeCSYs5ngTFEQLCJ5xxu0xs+4StJbDg2waV09XZ4Au7u9ab+XpFG6ZgTPxDDg3I9bn9zvfy6z985lbU9Yb/TOuQdqW5UJFpHTTRIEj0ZM/vTRd2jvG+Kbd53DkprJA03DMLj3khUcPD7EC23Hkl9DbaxDdPwl0V0e6wPPxvlJlkP7o5ngSfcEV8zqPcGZpCBYRPJOLAhOdzk0wIfW1OMwUEl0vkvnjOCZLL8UyuvgvZ+kdp2OV8cz2vlu20PWBxLLf896kznYO94MRkQEJg2C/+GpPby09zh/c+M6PrCydtrTP3zGQhZXlfLtlw8mv4YkZgUf7vdTW1FMWVGSH9RPmwl2QTioWfQ2UBAsInnHG4iVQ6c/E1xTUcx5y6p5dldP2u8laeRph5IqKK3K/L0dTlh3E+x7Jvn5jn43fP8meOkr9q4tG9wH4dBv4ZzfB4cDFrRajycxhkREZrFhHxSUgNP6wPsnb3fxwMuHuOeipdx1wcxVPYVOB39w8TLeOORme2eSH7IVlUPl4oSaY3V6/Mk3xQJrT7DhnLwrduwDgfyeFZwTFASLSN7JZCYYrC7RbT0+OvqHMnI/SYOBjuxkgWPW32p9et/2ZHLn7/iRdf5s2Du77ftgOOCsu6yva1usY98s+N5ExD7DvpOywP/+wn7OXlLFF69bG/clPrpxCa6SAh5INRucSCY4lfFIYGWCS+db22lOVRxtEqaS6JQpCBaRvOMNWEHwvDQ3xorZtLYegGdVEp2/MjUjeCqN58O8Jnjvp4mfa5pW+TBYzVnyuUnbaBi2PwLNm6FykfXY/GXgLJ4dAb6I2GdCEOwfCdPh9nNZSx0FzvjDl4riAu66YClP7ewea1iVsJpVViY4jp+9odEI3SeCNM1PIQj2uyffDwzjnbLVHCtlCoJFJO/4Yt2hM5QJbqouY+3CSp5RSXR+iozCwOHsZoIdDlj/EXj/+fGmJ/HqehOO7Yb6M2D4BAwdT88aM2H/M9b+33PuHn/M4Yy+yVRzLBGZYEIQvL93ENOE1obJZwZP5+MfWIbTYfBfrxxKbh21zdGfvX0zvrR7IMhoxLQnEzyZWGZcmeCUKQgWkbwTK4euyEB36JjN6xp4+7CH477hjN1TbOLrhtGR7AbBAOtvgUgYdj+e2HlvP2TN0v29z1lfJ9ClNOdsexgqGqB508mP1zYrEywiJxv2je2L3dtj7YFdnUQQ3DCvhBvOXMyWNzsZ8I8kvo6aWIfomUuiOz1Wtrkx1T3BUwXBY5lg7QlOlYJgEck73kCYiuICnI5J9sukyeb19ZgmPLdbJdF5JxszgifTsMF6M5VISXTwhPX6M26FhWdZj+VrA6kTR2D/s3D2XeA85QOsBa3Wvu1QMDtrE5HcM+IbC/raenyUFDqSzrDee+lyAqFRHnn9cOIn10Y7RMfxs/dwtOQ6tUzwAJROUQ6tPcG2URAsInnHGwxRmcEsMEBrvYsl1WU8u1sl0Xknm+ORJjIMKxvc/gp4u+M7Z+ePIRyAc++BeY3W3tl8zQRv/yGYETj7Y6c/V9tiPed+P/PrEpHcNKEcem+vl5Z6F44kP/xe3VDJpS0L+N7WdobDo4mdPK8p+rM3jkyw20+Bw2DhvBQywX5lgjNBQbCI5B1vIERlhppixRiGweZ19fzuQD++oObz5RVPu9WNeF5TtldiBcGYsPvnM7/WNOHtB6HhDFh0TnTv7Mr8DIIjEXjnYWsucPWK05+PjUlSSbSIxEwMgnsGaa1PvBR6ovsuWUHf4DCPv3M0sRMdTuvnVhxjkjo9ARbPL02+Ui08DKEhKJtqT3B0bJIaY6VMQbCI5B0rE5zZIBisfcEjoxFe3JvHjYnmIk87VDaOzZrMqgUtVlC78yczv/boO9CzE865Z3xURr4GwYdespqTTWyINVHNKsBQcywRGRcNgvsHh+kbHE6qKdZEF6+qYe3CSr798kEikQS77Neuiutn72G3P7XO0AGPdZyyMVasHFqZ4FQpCBaRvOMLhqkszWw5NMA5S+ZTW1GsLtH5ZqAju+ORTrX+VjjyFrhn6FT69oNQUAobbht/rKbZOm80nNYl2u7th6w3dWuun/z5wlKoWqJMsIhYwsNWQ8PiiglNsSpTuqRhGNx36QoOHBvkpX3HEju5phk8h2B0+kqwLrefplQ7Q8PUe4ILisFRqEywDRQEi0je8QZDuLKQCXY4DK5aW89LbccS31Mk2eNpz/5+4InWf8Q67vrZ1K8Z9lkNsdZ/BErmjT9eswoiISuwzxdDfdD2KzjzDusN3FQWtOZv0y8RsVcsyCuupC0aBKeaCQa4dsNCFs4r4du/PZjYibXNVnd/z9Q/e4eGw/QPjdCUSmfo2Ai9qTLBYGWD1RgrZQqCRSTveAPhjDfGitm0rp6hkVF+d6A/K/eXBI34rbm0uZQJrloCTRfAzmm6RL/3U+tNzrkfP/nx2tiojjwqiX73UStwn6oUOqa2xWo8E9EHTCJz3rDXOha72Nvjo7q8iNqKopQvW+h08ImLl/PaQTc7ugbiPzGOMUmx8Ui2lEOXTZEJBihyKRNsAwXBIpJXIhETXzDzjbFiPrCyhoriApVE54tYxnT+8uyu41Trb4Fju+DYnsmff/shWLAGGs8/+fGa6KiOfAmCTdOaDdy4EerWTP/aBa0QDlp7h0Vkbot1Py52sbfXR2u9C8OwZyziRzc24Sou4IGXZ9iSMlHNSus4TbXK4X47xiMpE5wpCoJFJK8MjYSJmGSlMRZAcYGTy1fX8dzuXkYTbawhmZcrM4JPte5mq2P1ZDODu3fA0W1WFvjUN31l1dZesXwpGz78mtXs6tx7Zn5tbYt1nCvNsYZ9+be3WyRTokFepLCCfb0+W0qhY1wlhdxxwRKe3NlNZ3Su74zKqqGsZoZMcAAgvXuCwRqTFMuUS9IUBItIXvEGrTeN2WiMFbN5XT39QyNsO+zJ2hokTrkyI/hUFXWw/FIrCDZP+TBl20PWTMqJDbEmqomvS2lO2PawVbq37uaZXzuXguDIKHzjAtj6tWyvRCQ3RTPBx4aL8I+MstrGIBjg4x9YhgF8b2t7/CfVNEP/1LPMO91+KooLmF+Wwof0frfV+KqofOrXFKsc2g4KgkUkr8Rm9GYrEwzwey0LKHI6eOY9lUTnPE87FJZbn+DnmvW3gPugNQopZmQIdvwI1t009Z6w2ub8CIIDA7Drv+GMW6d/QxdTVg3lC+ZGh+hje8B7ZOpyeJG5LhoEH4gmPFtsDoIXVZVy/ZmLeOzNw5zwT9/xeUztqmmrcDrdfhrnl6ZWth3wWD8Lp7uGyqFtoSBYRPKKN2BlgrPRHTrGVVLIxatqeGZ3D+apWTzJLbHO0DbtJbPVmuutT/wnlkTv+rlV5nbONOXDNSvB1537mYD3fgLhwMwNsSaqbZ0bmeDO16yjTx+kiUwqWu67z2P97G6ptzcIBrj3khX4R0Z55I04u+3XNMPQMQiemPTpTo8/tf3AYAXB0+0HBjXGsomCYBHJK95ANBOcxXJogM3rGuh0B9jTrYH1OW2gI/dKoWNK58OqD8F7P4NIxHrs7QetN1pLPzD1efnSHOvth6DhDFh0dvzn1DZbmeDZ/uFS5xvW0ded3XWI5KpokLfLHaGpupSKYvv/zV+7qJJLmmt5cGt7fGMPY935+07/2WuaJp3uQGr7gSEaBE+zHxiUCbaJgmARySveHCiHBvjQ2noMA3WJzmWmmXszgk91xq3gOwqHX4Xe3dD1htVEarrMdU0ejEk6uh16dlgZ7USy8AtaITgAQ8fTt7ZccHhCJni2B/wiyRj2AQY7e0O01lem7Tb3XrKCY75hfrH96MwvHvsA8vSS6L7BEQKh0QxlgqNBsH52pERBsIjklfFMcHaD4NqKYs5bOp9nd/dmdR0yjaHjEPLn1ozgU7VcDQWlVkn0tofAWQRn3jn9OdXLASO3g+BtD0FBCZzxPxI7by40x/L1WBUKrkUQGlKXV5HJDPswiyt4vz9Aa0NF2m5zSXMtqxtcPPDywZm3N81fDoZz0p+9h6NdppuqS1NbkN8NZTMEwcUVYEasf98kaQqCRSSvxLpDu0qyWw4NVkn0nm5v/CMWJLNytTP0RMUV0HoN7P45vPuYtU+4fIYmXoWlUNWUu0HwyBDs/AmsvQlKqxI7d0GrdZzNzbE6X7eOa2+wjtoXLHK6YR/hggpGIyatDenLBBuGwb2XrGBf7yC/2TdDBUpBkfWh6iTNsbo8NswIhvgzwaB9wSlSECwiecUXDFFW5KTQmf0fX5vXNQAqic5ZuToj+FTrbwF/v1UGPF1DrIlqpu9SmlWx5l7xzAY+VeViq5v3bM4Ed75hjcBq2Wx9rX3BIqcb8RFwWAGl3eORTnX9mYuoryzmgZcPzvzimsm78x/ut4LgxvkpBMGhgNVMcMY9wdEPBYbVkyQV2X8XKSKSAG8gnBNZYICm6jLWLKxUEJyrYpngqiVZXcaMmq+C4nlQvQKWXRLfObF5lbm4J2zbw9b6llyU+LmGMd4ca7Y6/BosPgeqomX6ygSLnG7Yhy9SQqHTYHltHCPWUlBU4OAPLl7O1gP9vHdk8s7PY2qjP3tjzQyjOj1+6lzFlBQ6k19IwGMdZ8oEF0czwSMKglOhIFhE8oo3GMp6U6yJNq2t560OD32Dw9leipzK0w4VDVb5cC4rKIZbvgM3fQsccf6zXLPKegM0mGN70o+1WeN/zrk7+bFUC2bxmKRQALrfhaYLwGVVkuCNoyGPyFwz7MMzWszKBRUZqfy6Y+MSyoucM2eDa1ZZ2Vpv10kPH3b7U+8M7XdbR5VDZ4SCYBHJK95gKOtNsSbavK4B04Rfq0FW7sn1ztATtWyCJRfG//raHB2T9M73rdnHZ96R/DVqW8B7ZHaW+h19ByIh68+6qNyqAFAmWOR0wz6OjxTRmuZS6Jh5pYXcsXEJT+zo5shAYOoXxjpEn7IdpdMdoGl+ih+4xjLBZXGMSAKNSUqRgmARySveQJjKHCmHBliz0EVTdalKonNRLs8ITtUUb8SyKjwM238Iqz8MFQuSv06sOVYufW92iY1GatxoHV0N2hMsMolI0MvxkeKMBcEAf/DB5QB875VDU78oNiu4//2xh0KjEbpPBGxoihVvJjj6e6JMcEoUBItIXsm1TLBhGGxe28DWA/34ojOMU3Z0O+x9yp5rzVXhETjRNXuD4MpGawRRLmWC235lvYk75+7UrjObxyR1vmHtl451AHc1KBMsMolI0McQJWlvijXR4qpSrtuwkEffOMyJwBT/nlfUW0HohFnBRwcCRExotKMzNMTRGEt7gu2gIFhkFnj/+CDffeUQP3qrk6ff62brgT52dA1wqG+IvsFhhsOj2V6ibXzB3GmMFbNpXQMjo5GZxyvE66n/Dx79KDz/t7nZ+CgfnOgEzNyeEZwKhwOqV56Ujci6bQ/BvCWw4orUrlO9AhwFs685lmla45GaLhh/rHKRMsEipzJNnKFBfJSmdTzSZO69ZAVDI6M89sbhyV9gGNZ2lAmVKp1uq3w65Uyw9gRnVG69kxSRpPz147t45UDftK8pKnBQWVKAq6QQV0mB9V9x7Nfjj/1eywKa6zP3yWsiTNPEG8itxlgA5y6dT015Ec/s6uW6DYtSu1h4BLq3Q3kdvPxPVpbo+q+BM7e+55zniZazzdZMMFhvxHp3ZXsVFk87HHwJLvvL+Jt7TcVZaAXCsy0T3LffypQvmRAExzLBkUjqv28is8XIEAYmIWcFi+aVZPTW6xfP4wMra/je1nb+4OLlFBVM8veyphkOvzr25WG3NR4p5cZYAY9V4VM0w3XGgmBlglOhIFgkz3mDIV472M/HP7CMP/zgcrzBEL5gOPpf6KSj95THjnmHGRy2Xjs4HAbgp9uO8NT/inNMS4YFQqOEI2ZOlUMDOB0GV62t54kd3QyHRykuSGFEQu97EA7Czf9hddr9zT9YHYD/x4PjJVAys3yZEZyKmlVWCfJoKPsfkmz7PhgOOPsue65X2zL7guDO161j04QGaK6FVqOsgBvKa7OzLpFcEw3uyivnYyTbZT4F9166gj/43pv88t2j3HJu4+kvqFkFO38EI34oKqPT46fQadBQmWLAHnDPnAUG6wOzogo1xkqRgmCRPPebvccJR0yu27AwpU8hRyMm39t6iL/71R7aerysznAJUjy8AStQz7VMMFhdoh97s5Pfvd/P5a11yV+o6y3r2LgR1t0MlQvhic/CQ9fBnT9OreHQXOJpB2exNSJptqpphkjYCvhj3aKzYTQM2x+BVR+CeZO8YUzGglbY93RuBPh26XzNeoNbM+HPyrXQOnqPKggWiTKHfRjA/PlxBIRpcFnLAlrqK3jg5YN85JzFpwfisZ+37oPQsJ7Dbj+Lq0pxOlIM2AMDM+8HjimqUCY4Raq9Eclzv97TS015EWcvSe0fC6fD4KazF+N0GPz8ndycW+mNNp6qLM29z+8uWllDeZGTZ3elOCqp6w1wLYJ5i62vz/04fPSHVlb4u5usf3RlZp52qFoyu0tMa3JkTNKB56x9refcY981a1usAH82/f/e+Ya1H3ji/5OxIFjNsUTG9Lv7Aaityc4HQ4ZhcO8lK2jr8fHy/km2mtXEOkRb+4K77JgRDNae4HgywWBVhikTnJJZ/O5AZPYLjUZ4se0YV6yuS/0TSKC2ophLm2t5fPsRIpHca8gU676ci5ngkkInl62u47ndvYym8nvX9SY0nnfyY63XwD2/sD4l/s5VcGRbaovNYYf7/fZcKJ9mBCerZqV17M/yKKFtD1t72Fs223fNWIfo2dIcy++2yrubNp78uCtaqaDmWCJjunqsD5MX1qVQVZWiG85aRJ2rmAdenuSDuNjP3j7rA8jDdgXBAQ+UxRkEF1WoMVaKFASL5LE3D7nxBsN8aG29bde86ezFdJ8I8voht23XtEusHDrXukPHbF7XQN/gMO8c9iR3gcHjVvDWeP7pzzVthD98FgrL4MHrYP+vU1prLnrtYD+X/r8X+d370zd5i8tsnhEcU1YNZTXZzQR7u2HfM9ZeYDvLlmfbmKTON6zjxP3AYI1bAWWCRSboPW5NWmhqyF4QXFzg5OMXL+Pl/X3sPuo9+cmicmtMXf9+BofDePyh1DtDQ/x7ggGKXcoEp0hBsOQGjYFJynN7eikqcHBJs30lQ5vWNlBe5OTn7xyx7Zp2GS+Hzr1MMMDlrQsocjp4ZleSb2iPxPYDTxIEA9Q2wx89BzUr4NHbYdfPk7tPjnppr/XG5+n3UgwIAh4Inpj9QTBYJdF9WQyCtz8C5iic/fv2Xre4wnqTOWuC4NessU+Lzj758YIiKF8AvtzcgiKSDf39Vjm0a1529gTH3LVxKWVFTr4zVTa4bz+dsc7Q81MMgk3T+rcroT3BCoJToSBYsm/ED/95CWz912yvJK+Ypsmv9/TywVW1lBXZlxktLXJy9fqFPLmzm2Aot+YLewO5Ww4N4Cop5AOranh2dy9mMh/sdL0ZfaN81jQ3aYCPP2mNkHntm8kvNge9etB64/P8nmPJ/f7FeNqt42ydETxRTXP2MsGRiFUKveyS8fJAO9U2z55y6MOvw8IzJx99EhuTJCIADAxEK9GKs9ugc15ZIbef38Qv3j1K94nAyU/WWj97D/cPATbMCA75YXQksT3Bw96ZXydTUhAs2ffSl6FnJ3T8LtsrySv7egfpdAe4ysZS6Jibz16MbzjMC23HbL92KrzB3C6HBiuT3tHvZ29vEl0bO9+AhjOgsHT615VUQsMGGMytP59U+IIh3jtygsVVpRwZCCT3+xczFgQvs2Npua1mJQz2QDALb4baf2uVndvZEGuiBa3WbN1IJD3Xz5TwCBzddnopdIxrofYEi0SFRyMEBwesL4pd2V0M8ImLlxMxTb63tf3kJ2qaYdhLX08XAE3VM/y7PRN/NPAvizMTrHLolCkIluw6sg1e/Yb164HD2V1Lnvn1HqtxxJWr7d8zc9HKGupcxfx3jpVEewMhigsclBSmMIc3za5aW49hwDPvJdglOjJq/X2YqhT6VBV1syoIfrPdzWjE80PCbgAAIABJREFU5PNXtwJWNjhp7a9AQYmVLZ/taqNdSt3vZ/7ebz8EJVWw5vr0XL+2BUJD4M2tn0MJ69lhzf4+tSlWjDLBImPa+/2Umn5GHYVQUJzt5dBUXcaHz1jID18/PLYlCxgbkzTcuxdXcQHzUt2mFYj2Eok3E6xy6JQpCJbsGQ3BL/7Eagxy1l1WEKy9wXF7bncvZzZVUZfqcPZJOB0GN561iJf2HsMzNGL79ZPlDYZzdj9wzAJXMecumZ/4vuBje6w3/PEGweULrNePDCW+yBz0uwP9FDkdbF7XwIbGeWMf8iQsPAw7fwKrr7Wal8x2sTFJmd4XPNQPbU/AmR+FQvt/BgFWJhjyf19w5+vWsemCyZ93LbI+0BoNTf68yByyt8dHOUHMouxngWPuu3QFg8NhtrzROf7g/OUARDwdNFWXnT5LOFGBaCY43j3BxS4YHdbPjRQoCJbs2fqv0PseXPvPVgnoyOB4OYhM65g3yPbOAa5ak77OiTedvZjQqMmvduZOmZ43GMrpUuiYzesa2N3tHWuYEZeuN63jqeORphLrKjtLssGvHuznnKVVlBQ6uXJ1Pds7B+gbHE78QvuehuAAnHmn/YvMRdUrACPz+4J3PGbtXzvn7vTdo3aWBMGHX7NmVlcunPx5VwNgzpq/yyKp2NvjxWUEcJTkThC8obGKC1dU892thwiNRrdnRDO2QZ8n9VJoSC4TDDCcwtahOU5BsGTH8X3wm3+EtTdZGZuqaAObgY7sritPPB/dq2vnaKRTrV1YSUt9RU6VRHsDoZxtijXRpnXWn8uzuxPIZna9ZY27iX66PKOK6Acgs+CN84B/hN3dXi5aYXU5v3JNHaYJLyazJ337o1DRACsvt3mVOaqg2AqwMjkr2DSthliLz4P6dem7T3mtVW6dz82xTNPKBE+1HxisPcGgkmgRoK3HR13xCI4sN8U61X2XrqD7RJBf7YgmBqJBaNh/wp7xSAnvCY4GwdoXnDQFwZJ5kQj88k+teacf/n/WY1VLrKOC4Lj8encvTdWltNan75NSwzC46ezFvN3h4XB/AhnNNMqHcmiApTXlrG5wJVYS3fUGNG6EeEuqyhdYx6H8D4JfP+TGNK296ADrFlXSUFmS+L7gweNw4DnYcBs4cnffuO1qM9whuvMNON6W3iwwWH8XFrTmdyZ4oAMGe2HJFKXQEM0Eo+ZYIsC+Xh8LCkdyoinWRJe11LGqroJv//agNb2goAjTWUKJ6afJlhnB0UxwSVV8rx/LBCsITpaCYMm8t/4LDr8Km788ns0aC4LVHGsm/pEwrxzo40Nr6lPfgzKDG89aDMDPt+dGNtgXCFGZB+XQAJvWNfBWu5v+eEp6Ax7rjX68pdAwq8qhX32/n5JCB2c2zQOsD2CuWFPHy/uPMxxOYEzXzh9DJAxnzZFS6JiaVdD/fuZ6Kmx72HoDtv6W9N+rtiW/M8GHZ9gPDFC5yDoqCJY5zj8SpsPtZ54jmHNBsMNhcO8ly9nd7eV371vj/MKF5bgI2BcEF5bF32Mh9vujcuikKQiWzDrRBb/+Eqy4/OQ3qiWV1j4IBcEzemV/H8PhCFetSV8pdMziqlIuWF7Nz985ktrcVpt4g6G8yAQDbF5XT8QkvgZPR962jvE2xQKrVBRmTRB8/rJqigvGs7cfWlPH0Mgorx9MoE/Auz+EhWdB3Zo0rDKH1ayySuIyUU4b9MKun8H6j4yX46XTglbw9+Vvv4jO16HIBXVrp35NWS0YTgXBMuft7x3ENKHCCGTm50uCbjxrMbUVxfznbw8CMOwsp8II0DTfpiA43qZYMB4EjygITpaCYMkc04Qn/gzMCFz/tdPLPquWgEfl0DN5bncvrpICzl+ewA/LFNx89mIO9g2xo+tERu43HW8wnBd7gsHaU724qpRnd8URBHe9BRiw+Jz4b+AstPYQ53k5dP/gMHt7fVy4ouakxz+wspaSQgfPx9sluuc9a974XMsCw3iH6EzsC37vJxDywzkfT/+9wMoEQ/6WRHe+blV4TFee73BoTJIIVmdogOKIP+cywQAlhU4+/oGl/HbfcfZ0e/EbZVQQoHG+DY2x/O74m2KByqFtoCBYMue9n8L+Z+CKL8D8Zac/X7VEmeAZjEZMXmg7xuWtdRQ6M/PX95ozFlLkdGS9QVYwNMpIOJIX3aHBKundvK6Blw/0MTgcnv7FXW9amaJE/9Evz/9Zwa9FM72x/cAxJYVOPriqlufbjsVXhfDuo+AohPW3pmOZuS02KzgT+4K3PQx16xL7wCYVsSA4H0uig17o3QVLpmmKFeNqUCZY5ry2Hh8lhQ6cI4M5GQQDfOzCpZQWOvnOy4fwRkqpLghSUmhDD4qAB8oSCILVGCtlCoIlM4b64anPw+Jz4YJPTf6aqqWaFTyD7Z0e+odGuCqNXaFPNa+0kCvX1PHLd4+OjwbIgtiQ+nwphwarJHokHOE3e49P/aJIxMoEJ7IfOKZiQd4Hwb97v4/yIidnLJ532nNXrqmnyxNgX+8M/8iPhmHHj6BlM/z/7J13WFznmb7vMzPMwMDQOwghUBfqsq3iKvcu2XHsxE5sp3jTvMkmu/kl2ayTzTqbnmxir5NNtxPFTlzkGsdNlpsE6hKo05sAMZQBhgFm5vz++OYAkihTzpQjzn1dusZi5hQjmPne73ne503MmPq15yO2fDAlhH9W8KlD0LofVt/rf4BbqKQWgSlem0pw825AhlkXTv9aWx449CJYZ2Zzor2PBVlWJPcgxFg6tEKq1cydF8zixYMttA+bSTMGMcpvIgYDVYKVnmC9CA4WvQjWiQyvfV3sit/y6OS2sNTZ4B6EgSkKhhnOG0c6MBkkLluQFdHrbl5ZgH1gmPerOyN63fE4BoWaqpVgLIA1xemkJ5qnTom2V4u5tv4slM8mKUfzduidtXYunJM+obNh40IRnDdtX3XNNvF9WH5XOG4x9jEYfOFYYS6C9z0BRgssvSO81xmPwQgZ87RZBDdVgGTwr9fflqcrwToznmNtfSzL9q0RzbHXE6zwiQ1z8Hhl2obisEmD6pw04J5gRQnWe4KDRS+CdcLPyTfh0F/hki9DzhThIGnKrGDdEj0Zbx5tZ21JRsT7Yi9fkE2qNY7no2iJ1qISbDRIXLUom7ePdTDsnkRFb94tHgMJxVLQuB263eGi9vTAOVZohZzkeJYWpLBtunnBB/8iFg/zrg3DXWqEjNLw9gQPO4XavvhW/+dYqkWWRhOimyrEHGV/bJ22XLEZNqLSglpHJ0K8d/I0D71QRXN3aKMU7f1DdPYPsUR5e4lROzRAUYaV68vy6JcTsMoqjJCUZV8RHIASbLKIFiBdCQ4avQjWCS9DffDylyBzAVzylalfq4xJ6q4P+21pkbrOAao7+rlqUXbEr202GbhxaR6vHW6bvr81TDgGfUWwRoKxFK5dkkvfkJudtfaJX9C8GywpQu0KlKQsEVKk0Q/Bct/3ZF1J5qSvuXJRNvsauycfNTXYDcf+Dks/BCZzOG5TG2TMFcGC7uHwnP/oizDUG/7ZwBORMU9sjrpVsh1GAo9btDlMNRppPLY88airwToawu3x8u9bq3hiZwMbf/IO33/12OiGdaAooVjzlDG5MVwEAzxwaQn9JGDxOENv4xvqE+P9At1gtCTpI5JCQC+CdcLLW98RY5FufVTsWk1FyizxqCvBE/LmEWEJvSqC/cDj2byyANeIl9ensvaGkT6XKL5TErRjhwbYMDeTRLNxckt08x4oXC0srYGizArWqCV6R7Wd5HgTi/Mn7/26alEOsgxvT9ZXfXgreIZg+UfCdJcaIXMeyJ7wbSLufRzSS6D44vCcfyqsGYCsrcVexxERWDPLj1AsgGSlCNYTonW0w4sHW2nscvJfm8q4aVkev3qnhit+tJ0/7azHHWCGyDFfEVyS7Dsuxovg5bNS+eglSzDII+B2hXayQd8IuECUYBDfIz0YK2j0IlgnfDRWwK7fwIUP+NfvaEkS8xL1InhC3jjazqK8ZArVmEcXBKtnp1GYlhC1lGhld9mmMSU4Ps7I5QuyeeNIO17vWbvFQ/3QcTg4KzQIOzRo1hK9s9bORSUZGA2ThywtyU8mJ9nCtmOT9AUfeBKyFkL+yjDdpUYYHZMUhr7gzpPQuEOowJEKxBqP0vumpSK4qUI8+tvrryvBOhrD45V59O1qFubauOeiIn764RW89IWLmZudxH+8cJhr/+dd3jraPm26/7Dby+HWXt45cZo0axypStBUjAZjjSctzdfKE+p702C3eAykJxhEOJZGnWCxgN9FsCRJRkmS9kuS9LLv73MkSaqQJKlakqS/SpJk9n3d4vt7te/54vDcuk5M4x6CFx+ElEK48iH/j0stgh59VvDZdA8Ms6e+i6ujYIVWkCSJzSsL+KC6kw5HiLueQTAWjKWtIhjgmiU5nO4bYn9Tz5lPtO4Tc7ODLYKTfAFpGiyCW3oGaexysq5k6jRnSZLYuDCHd090nttXba+B5l1CBY5GcRZLZJSKx3D0Be97HAwmWB6lGcxmDY4CaaoQha3S5jMdtlzxqCvBOhrh1apT1J4e4MGN85B8779LC1N46oG1/Ppjq5Fl+OTje7j7txUcbu0FxKjD/Y3d/Km8ga89e4ibHnmPsm+9xo2/eJ93TpxmfWkmklJQWmI3GGsUpVAPtQh2BqsEJ+nBWCEQiK/wi8BRQNma+QHwM1mWn5Ik6VfAJ4Ff+h67ZVmeK0nSXb7X3aniPetogXd/DJ3H4e5nA3sjSy2C9qrw3ZdGeft4B145elZohVtXFPDItmpePNjKpy4piei1Ha4R4owS8XHaM7BcsTCbOKPE64fbWD173IecEopVsDq4E2vYDr2zxtcPPEko1niuWpTNk7saqaizc8m8ccnoB58U6bvL9I8YEtKEk0ZtJdg9LNT2+deBLUrvP6NKsIaK4MYK0Q/s7+ZMfKoYBeVoDe996eiogNcr8+i2akqzErmuLPeM5yRJ4poluVyxMJst5Q38/K2T3PTI+8zJTKTB7sTjc0SlWuMoy0/h/ouLWZKfQll+MsUZibC/Upwoxu3QwNg9DjlCO4+iBAfaE2xOGjtWJ2D8KoIlSSoEbgS+C3xZEls+GwFlW/hx4NuIIvhW338DPAM8KkmSJE/nh9A5f2g/DO//VCxM510V2LFps+H438Xs1GB6JM9T3jzaTk6yhbL8c2epRpK52UksK0xh6/6WyBfBgyMkx8eN7jhrieT4ONaVZvLa4Ta+dv3Csf+H5j0i9CfYtF1rJiBpUgneWWMnzRrHgpzpFzrrSzOxmAy8dbRjrAj2euHgU1ByxVg/5Uwnc576s4KP/x2cnbD6PnXPGwjKPEytKMGOVuhthLWf9f8YSfKNSdKVYJ3Y582j7Rxr6+Nndy6ftJ0lzmjgvg1z2LyqkF9ur+Fkex83Ls0TBW9BMgWpCRN/no8qwVoqgtWyQwehBPc2hXbtGYy/Vcb/AF8FFC9aBtAjy7ISE9sMFPj+uwBoAvA93+t7vc5MwOsRNuj4FLj2e4Efn1oEnmHon2Yu6AxiyO3hneOnuXJRDoYpeicjxaYVBRxudXCiPbIWHIfLranxSGdz7ZIc6u1OTrT7FvKyLJTgYK3QAEaTCA3SWBEsyzI7azpZV5rh1890gtnIxXMzeevYuP6yhvfFh/9MD8QaT0ap+krwvicguRBKN6p73kDQWk+w0g9c5GcytIJeBOtoAFmWeWRbNbMzrNy8LH/a16ckxPG16xfyu/su4CvXLOC6slwK06yTb2grm10xPCd4lGgXwXpPcEhMWwRLknQT0CHL8l41LyxJ0gOSJO2RJGmP2x2dkSs6YaDiV9CyF67/ISQGsfeRWiwe9XCsUXbW2BkY9nB1lK3QCjcvz8dokCI+M7jPNYItXlvJ0OO5enEOksRYunZPAwychsI1oZ04KVucR0M0djlp7XVN2w88nisX5dDUNcjJDt8H/oEnxQJg4Y1huksNkjFPWONdveqcr7sBarbBynvAYFTnnMGgtZ7gxgowJUDussCOs+XqwVg6Mc87J05T2dLL5y4vxWQMg2NvqA/iEqP7nuMvahbBZhsYA9zotyRp530xBvHnp3cDcIskSfXAUwgb9M+BVEmSlBVpIaCsiFuAWQC+51OAcwZkyrL8a1mW18iyvMZk0u7CVmcc3fWw7WHRO1Z2e3DnUEJE9HCsUd4/2YnFZAioYAgnWTYLF8/N5IUDreemHYcRxQ6tVbJt8ayclcprR3xFcJOvHzgUJRggMUtzzolA+oEVNi4UoXBvHe0QO99HXoAlm8AcnbT0mETthOgDW8TjyrvVOV+waFEJLlgd+ILWlieKYL17TCdGUVTggtQENq8sDM9FhhzasEKDusFY1gBVYBDfp6E+/T0jSKYtgmVZ/rosy4WyLBcDdwHbZFm+G3gb+JDvZfcCL/j++0Xf3/E9v03vB54ByDK89EWQjHDjT4NPak1VZgXrRbBCzel+SrKSiI+LnV3RzSsLaOkZZHd9V8SuKezQ2t4wu3ZJLlUtDpq7ncIKHZcI2YtDO2lSjubs0Dtr7WTZLJRm+W93y02Jp6wgmbeOtsPRl2BkAFZEKa04VsmcJx7V6Av2emD/n2Hulf4nHIcLpSdYC7a/YSe0HfJ/NNJ4kvNgxBl6yI6OTpjYWWtnb0M3n7msBLMpTLktQ30aKoJVDMYK1AoNPpeMDMMDoV1/hhLKT/D/Q4RkVSN6fn/n+/rvgAzf178MfC20W9TRBAe2QO12uPrbkFIw3asnJy5BLOq79SJYod7uZE5mbKld1yzJwWo28vyByFmita4EgyiCAV4/3C6K4IJVoq83FBQ7tEb2GmVZZkeNnXUlGRP3hPWfFrviXs85T125MId9jd2M7NsCacVQtC78N6wl0orFRqQaCfvVb4GjRcwGjjZGk0hO1sIokJa94HVD0drAjx2dFaz3BevEJo+8VU2WzcIda2aF7yJD/dopgk0WMMSpYIfuCnxGMIy5ZHRLdFAEtPqSZXk7sN3337XAOVudsiy7gDtUuDcdrdDXDq99A4rWw+pPhH6+1CK9J9jHiMdLU5eT688aQRBtrGYT1y3J5eVDp/jWzUsiolI7XCOaDsYCKM5MZEGOjW1VDXyi4xCsfzD0kyZmCfVoWBsLh5rTA5zuG5rYCt1WBb/a4PuLJAL2EtJG/9xHIlnGAUyN78PlX9NnA5+NyQIll8GR5+Hq74T2/dn3uPjZmn+9evcXCuYkbSjBSihWMG0Oo7OCT0HWAvXuSUdHBfbUd7Gz1s43b1wU3s/8oT5tzAgG8R6rWJJDYbAbUoLYWBjvkon9j/+YQ59BoxM6r/4bjLjgll+oM9ZIL4JHae4exO2VmZOZGO1bOYdNKwvoc7nZfjz8VtxhtxfXiJdkDQdjKayfm4Gn5aBQi0LtB4axWcEasUTvrPX1A0/U495VIx43fBEu+3+w7MMiOMyaDq4eUrsqudlUwYDBpluhJ2PZneL9UynGgqGvHY6/KpK3TWb17i0UtBIA01QBmQuCG3umKMEOPRxLJ/Z4ZFs16YlmPnpRmNsjhvrGem21gBpFsLMrODv0qBKsAZdMDKL9FaVOdDn6sgio2fgfY/1ooZI6G468KOyQWkgHDCP1naLPIxaL4PWlGWTZLGzd38J1ZeGd09rnGgHApnE7NEBxRiJG73EwAgUhJkMDJPnm5vZ3iBE5MU55jZ28lHhmZ0xg8Xf6MhQv+gwknzt6QwK+/9whXjp4in1JhcRIeRZbLLwJ4qxw6K/BWXJBtLfIHlh17/SvjRRaGAXi9ULTLlh8S3DHj1eCdXRiiEPNPbxz4jT/du0CrOYwlw5a6gkGUbCHUgR7veDqCW7jTEnOj/X3xhhFV4J1gmewB175CuQsFcqNWqQWgXdEXwgAdb4iuDgGi2CT0cAty/N5+9hpepzDYb2WwyXGqGk9GAugKN3KSsNJhpIKwabC2CtFCR6IfSXY65XZWWtnXekk/cBKEWydPDV6w9xM+ofcnOzQd74nxJIEC26Aw1vBHcTvpSyL2cCzN0DmXPXvL1gstthXgjtPiMXsrADnAyuYE8GSovcE68Qcj26rJjnexMfXzQ7/xbSUDg2hK8FDvSB7Q1SCY/y9MUbRi2Cd4HnjIbHwvuUXgY+CmIo035usHo5FvX0Am8VERmJsal6bVxYw7PHy98rwLtocg0IJ1nowFkBRhpWVhmo6Upaqc8JEMTpIC3boEx19dA0MTz7ua8AuFD+TZdJzZNviAegeGAnHLZ4fLLtT9JhVvxn4sfXvQXddbKnAIBZ7sT4iSbGgzwpSgQd9VrBOzHH0lIPXj7Rz/4Y54XdjybIo6Mwa6QkGiE8OLR16sFs8BhWMpdKIphmKXgTrBEfdeyI4Zd0XRMKtmqT6imC9L5i6zgGKMxMnVs1igCX5yczNTmLr/uawXsfhs0NrPRgLoMDQRb7URY1liTontGYAkiaK4GnnAzvt01rC0hPFz0BXmN0Hmqb0CrBmCkt0oOx7QgSSBWvpDRdmDfQEN1WI38dQ2hL0Ilgnxvjft6tJspi4f0Nx+C/mdom8jJmkBDuVIjjYEUnoRXCQ6EWwTuCMDMJL/wxpc+Dyr6t//pRCQNKLYIQSHItWaAVJkti8soDd9d00dTnDdh3HoM8OfR4owfHt+wE4IKtkNTWaIDFTE3bonTV2ZqUnUJg2ycgvp138v0xBmlW4Irr6h9S+vfMHYxyU3S7CrVy9/h/n7BJ5DMvuFOPqYgmLBtKhG8uFFTqUTcvkfN0OrRMzVHf080rlKT62bjap1gg40pRibiYVwYMhFMG6HTok9CJYJ3C2fw+6aoUN2hyG+bUmi0jJ7JnZduhht5eW7kHmTBQgFEPcslwEGL0QxpnBfaNKsPZ7gmmsYJg4KpwhzNM+m8RsMV83hvF4Zcpr7awvmaLIddqn7AcGSLWakSTocup26ClZ9mHwDImi1l8O/U0cEwuzgc/GHOM9wQOdIt082H5gBVuuKIK9XnXuS0cnBB7bXo3FZOBTF8+JzAVHi2CNpUO71LBDB1EEx/lEkljfIIxR9CJYJzBa98OOR8Uiac6l4buOPiaJxi4nXjk2Q7HGMyvdyoXF6Wzd34Isy2G5huN8SYeWZTj6ErVJq6jtVtHOm5QF/e3qnS8M7GvsxuFys37uFEWuH0Ww0SCRmhBH94Buh56SgtWQXgKVf/Pv9bIsWlzyV0KuSv3qaqKMSIrV4nC0HzjUIjhPBEMOdoV+Tzo6IdBod/LCgVbuvmg2GUmT5zSoilaVYM8QuIN0J7l6xGNCauDHGgzaaBWJUfQiWMd/PCPwwoOQmAVX/1d4r5VaNOOV4PoYToY+m00rC6g5PUBVSwi7oVPgGHRjkCDRrPGRWU27oLeRxvwbaHcM4RrxqHPepJyYt0P/paIRm8XEVYumSMT2owgGSEs06z3B0yFJwtZc9x70+uHSaNkLHUdiLxBLQel9GxmI7n1MRlMFGOLEJkIojM4Kbg39nnR0QuCX71RjNEg8cGlJ5C46WgRrKBhrNJwqyEJ00FcExwdRBIN4b9R7goNCL4J1/GfHL6C9Em78cXA7VoGQNlss3Dzu8F4nhlHGI5VooAi+cWkeZqOBrfvDY4l2uEZIToiL2YAwv6l8GkzxjMy7AYDmbpX6qBOzhB06TEp8qHQNDPNK5Sk2ryog0TKJpX3YCSNOv4rgdKtZV4L9YekdgAxVz0z/2r1/FPOFy24P910FhyXGA2AaKyB/BcTFh3YepQjW+4J1okhLzyDP7G3mzjWzyEkO8Wc6ELSqBEPwCdGuHvHeawqy59qiK8HBohfBOv7ReRK2/wAW3QKLbg7/9VKLQPaAI3x9prFOnX2AVGtcZMIoQiTFGsfGhdm8eLAVt0d9u6JjcET7oVget5jduuB68nKyAGF5V4WkbHAPxmyB8OzeZobdXu6+aIoZk37MCFZISzTTpRfB05NRCgVrRK/vVAz1QdVzUHabGPcRi5iVhWYMLvbcQ6JVKFQrNIieYNATonWiyq/fqUGW4TOXh5B0Hgxa7QmG4D9/B3uCV4GV68foZ3+soxfBOpMy4vEyOOwRPVgv/rPY4b7hx5G5+OiYpJlria7vHKA4I/ZVYIVNKwvo7B/iA98YHDVxuNzaD8Wq2w7OTij7EEXpIuys0a5WEeyzGA/EXjiW1yuzpaKBC4rTWJA7xe5+AEVwulUvgv1m2Z3QXgXthyd/TdWzwmYcq1ZoGJeCGoOLvVMHRU9gUQjzgRWU32W9CFaNcGVVxDT9p2Hbd4PqU+1wuHhydxO3ryqkIDXCKfHDWlaCg3xvcvWE5q40ayA5P0bRi2CdSfnm1iqu/Z93cVX8Fhp3wDXfBdsU/XxqklokHn3hWF6vzMd+V8Erh2bOwqC+c4A5GrBCK1yxMIvkeBPPh8ES3ec6D5TgymfBkgLzriYj0YzVbKRBLSU4USjLsRiOtaPGTr3dObUKDIEVwUlmup3DM3NxGyhlt4FknFoN3vcEZC2Cwgsid1+BMjoPMwYXe43l4lENJdhkFr/PehGsCp96fDcrvvMGn/zjbn71Tg17G7oZdsdouJqavPsjePeHcOzlgA/9zXu1uD1ePndFhFVgGCskzVrqCY4BJVi3QweFxqUVnXBSXmdnuKsJ3vgWzLkMVt4TuYunFIJkGC2CazsHeO9kJyaDxI3L8iJ3H1HCNeKhtdelKSXYYjJy47J8nt/fwsOb3JP3fgaBY9BNcWZsj4qakpFBOPoSLLkVTBYkoCjdqt5sZUU96o+9cKwtFQ2kWeO4rix36hc6fWm408wJBqEEj3hk+ofc2k8MDzeJmTD3StGPfuW3RJroeNqqRCjWtd8Lbb5tuInleZhNFZA2R7QlqIEyJkknJCpq7bx5tIML56RT1znAW8fE+6PFZGDFrFQunJPOmuJ0Vs9OI0nFz6uoM2AXG1vga3OcKHVdAAAgAElEQVTwv8/f3j/En8sbuXVFAbOjsf4Y6hObdrE2p3wqRoOxQlCCFeEnGPRgrKA5j37rddSk1zlCg32APyU8jtfjYceS/2B9JBdIxjhILoBuYYfe2yAWyLvru3F7vJiM57eJocFnk9Va4bd5ZQFP7mrkjSPtbFqp3hxch9aV4BOvCZvX0jtGv1SUbqXerlLSrbL4jjE7dLvDxetH2vnkxXOIj5sm2dvZKR797AkG6B4Y0Ytgf1h2Jzz7SWj4AOZccuZz+54AoxmW3xWde/OXWO0JlmVRBJdeqd45bXm6EqwCP3/rJDmJJh6/dzUJ8WY6+4fYU9/Frrpu9jR08dj2GjzeagwSLM5P5oLi9NE/WbYIjQQKB7t/KzIiSjfCyTfEDFs/e/1//0EdLreHz0dDBQZRzFlssb0hdzahBmMN9kDushCurwdjBYteBOtMSFVrLzcaKrhE3sOvEz7Jb17r5fVFw6OLz4gwblbw3gYxTLx/yE1lSy8ri4IYKq4hlGRoLdmhAdbMTqMgNYGt+1vULYIHRTq0Zql6Rqi1xWMFSFG6lXdPnkaW5dBTr60ZwjkRY3bov+5uwuOV+eiFfuxyO+3i/8EPW1h6ovhZ6HIOU5ShrY2iqLDgBqEWVP7tzCJ4ZBAOPSXCDq3p0bs/f4jVnuDuOrH5VKSCFVrBlgutB9Q73wykotbOjho724r+QMLv/xM+tpVMWw7XleVxXZlwk/UPudnf2M3uui5213fz5K5G/vBBPSA+e9fMTuOCOelcWJzO7AyrNqYTDDth1//B/Ovg4i9DzTVw/FVYfue0h/Y6R3h8RwM3lOUxNztKPblD/doKxQK9J1jD6EWwzoRUtvSy2fgentRiNnzom/zwsXIeevEwj3wkxBmIgZBaBHXvArCnoZsVs1I50NTDzlr7eV8EKwqhFmYEj8dgkNi0Mp9fbq+ho89Fti300Qpuj5eBYY92leDBHjjxOqz5BBjG1NCiDCuuES+n+4bIDnUEhcEI1syYskO7PV6e3NXIJfMy/fs5dtohIf1cu+4EpFkVJVgPx/ILs1UUuodfgOt/NDbG5+hL4OqN7UAsBUuMKsGNFeJxlgqhWAq2fFFYe0aEK0onYH7+1kkykywUcwo6DsMfrod7XxStVj6SLCYumZfFJfNEpsKw20tVa++oWvzG0Xae3tsMQJbNwgXFaaNK8aK8ZIyGGCyKD2wR76Ubvih6/JMLxFQCP4rgP+6op3/IzeevmBuBG52EIYe2ZgSDGG8kGYIrgj0jQsUNtSfYMwTu4eDHLM1Qzm9PqU7QVDb3MsfUhTF7EUsK0/nilfN46WArLx9qjdxNpM4GRytdjn5qTw9wzZIc5uckUV7bFbl7iBL1nQNkJJo1WfhtWlGAV4aXDqpj5+tziVnRmk2HPvay+IAaZ4UGmKUkRKs5JimG7NDbj5/mVK+Luy/ys9fJaffLCg2Q7nOk2PUi2H+W3gFDvXDytbGv7X0c0orPcCjELMpCM9Zsf03lIvAua6F657TlAnJMbWppCUUF/sxlJRiGHcJqOnAafn89dNVNepzZZGBVURoPXFrKb+9dw75vXs0b/3Ip391cxobSDA429fKfLx3hpkfeZ/l/vs7Hf7+LR946SXmtHdeIJ4L/h5PgccPOR0XxW7RObCgu2QzVb4rN2CnoH3Lz+w/quGpRDovzo6jEKnZoLSFJwY8pcvWKx1CUYOX7FWvvjRpAo6tKnXBzqKWHPKlzdNf0s5eX8ubRdv7j+SounJOuisI3LalFgMzRY0cBWF2URnuvi6f3NjPi8RJ3HvcF13YOaE4FVpiXY6OsIJnn97fwyYvnhHy+0SJYgxsCAFQ+I0JzClad8eXZ44rgNcUqWFETs2LKDv3nigZyki1cucjPRPmBwItgXQkOgDmXCUv+ob/B4luhsxoa3ocrH/JLfY86khSbtr+mXTDrAnW/hzZf+GNfG6So11YyU1BU4Lsvmg0fOIQ1+Oafw59vE4rwx1+ErPnTnsdgkJiXY2Nejm003b61Z5Dd9V3iT103P3njBABxRomlBSmj9unVs9NItUZYlTv6InTXwzUPj/XULrlNFMbHXoGVd0966J92NtA7OMKDG6OoAoMoJGO9NWMiLMnBFcHK5kQoSvBocr5Gv3dRRAOffDqRpsc5TE+XHat3YLQINhkN/OTDK3AOe/j6s5WRGU2SJj50muqOYjJILJ+VytqSDJzDHg41T72rqXW0Nh7pbDatKKCypZfqjtD79xyuEQBs8Rrcs+trh7p3YOmHzgn6KEhLQJLUVIJzxGzIGKCpy8k7J05z5wVF/m9WOe1+f4AnWUzEGSW6nHoR7DdGE5R9CE6+LpK49z8hUlhXTL4wjjnMSbHVEzzYAx1H1RmNNB6bL0m9L4LOq/OE8SpwQpzPompJFpuQ970CXrcohNuqgjp/fmoCt64o4OFNS3ntXy7lwENX87t71/AJ34bv79+v45OP72HFd97g2p+9yzefr+SFAy209gyq+b95LrIMH/wPZMyFBTeOfb1glRAUDm+d9NDBYQ+/fa+WS+dnsXxWCMWYGmhRCQafEhxEMJbLt5ZNCKHFL5aT82McvQjWOYfKll7yJN/MznH9M3Ozk/i3axfw1rGO0T6ZsOKLjO9pqWZJQQrxcUYuKhFK0c4ae/ivHyUGhtx09A1pugi+ZXk+Bgme3x/6Is4xKIpgTQZjHXkeZO85VmgQI6XykuNVLIKzYKBDLIaizJO7GpGAuy6Y5f9BTrtf45EAJEkizWrWleBAWfZh8AxD1bNw4C9CIbNNM7oqlrDEmBLcvAeQ1S+Ck/PFoz4mKWDOUIGHB0D2jCUj5yyB+18Vaeh/vBFa9oV8vVSrmSsX5fD16xfx3Oc2UPnta3nqgbV85er55KTE8/z+Vr741AHWf38bG76/jX/564HwFMR178Cpg7D+n890JUiSsETXvj02hu4s/rKrEfvAcPRVYBCFnJZmBCsEa4dWlOCQgrFiNC9BA+hFsM45VLb0ki/5xpWcNbvsExvmcNGcdL7z0hGau1VavE+GLR9ZMiL3NLBmttglS080szDXxs7a87cIHg3F0tCM4LPJTo5nw9xMnj/QgtcbWlGmKMGatENXPg05SyFrwYRPz0q30mhXUQl2u4If06ASw24vf9vTxMaFOeSn+jnrUZYD6gkG8V7QpRfBgZG3HDLnw1vfET2Sqz4e7TsKDHOMjQJpKhdqesFqdc9rzRTn1cckBcQZKrDZOPZeOD5tOHMe3P93URg/cSs0lqt6D/FxRtaWZPDglfN44hMXcuChq3n5wYt56KbFLCtMYev+Fl44EAaF/4Ofi8+AZRMEYC25TSjgR1865ynXiIdfv1vD2hIR+BV1FOVeawRrh3apYIeO1eR8DaAXwTrnUNncy9Ik3y/TOCUYRI/Mj+9YjleW+eozh0IucKbEaGI4MZ88uYPVs8esIutKM9hT382QOwaCKMJAfac2ZwSfzW2rCmjuHmRvY3dI53EMajQYq6sOmncLK/QkzM6wqqcEJ/pmBUfZEv3a4TY6+4e5Z62fgVggFgKyJ6AiOM1qplu3QweGJAk1eMghEojnXhXtOwqMWFOCG8sht0z9NFuDQSj0uhIcEGeowCDm48K5M3LT5whFOCkb/rQZareH7Z5MRgNlBSl84uI5/PKe1aRa42jpUVlAOHUIarbBRZ8ZS34fT95ySC+Bw8+d89TTe5tpdwzx4MZ56t5TMHg9YpNrJtmhB33ro1BHJEFsvTeGCUmS7pAk6bAkSV5Jktac9dzXJUmqliTpuCRJ1/pzPr0I1jmHQ829lCU5wGASO4tnMSvdyjdvXMyOGjt/Km8I673Y43IplDrPLIJLMhhyeznY1BvWa0eL80EJBrhmcS4JcUa27m8J6TyjSrDW7NBVz4rHstsnfUlRupWOviEGh1XY0EkSYz6iHY61paKBwrQELvWNHfELxaYXoBKsp0MHwdIPC5Vx1cdEn7CWMAdpOQwHHje07FV3NNJ4bLng0HuC/eUcFRjGKcEp5x6QUgj3/V2ko2/5MJx47dzXhIGC1ASau1W2Q+/4hSiE1nxi4ucVS3TduzDQOfrlEY+XX22vYVVRKutL/X/vDRuKy0OzRXC0leDzvwgGqoDbgHfHf1GSpMXAXcAS4DrgMUmSjOcefiZ6EaxzBl0Dw7T0DFIS1y36kgwT/wx95MJZXDY/i++9epS6zoGw3U+9O4Niw2lyxs1RvWhOBpJ0/vYF13UOkG2zkGjR2AL1LBItJq5dksMrh06FpNo7XG4kCZLMGvp+yLKwQhetg9TJ+2KVMUmqtBYoG1YD0RurUt3RT3ltFx+9qAhDIDM0nb7fZat/PcEgimC9JzgI0mbDZ3fAJf8a7TsJHEsMBWO1V8KIE2ZdGJ7z2/J0JTgAzlGBYXIlWMGWI8KyshfCU3fDkRfCfp8FqQm0qFkEdzdA1XOw+r6p1cQlt4l8inH/j1v3tdDSM8iDG+chSTEw83hoBhbBgz1i/Fso830V+3isbBCGEVmWj8qyfHyCp24FnpJleUiW5TqgGpj2zVkvgnXOoLJFqKvZciekTL54lySJH9y+DLPRwFf+dgBPGGzRsixzaCCVTLphxDX69RRrHIvzktlZ2znF0dqlXsPjkc5m08oCegdH2H48eIuuY3CEJIspsKIq2rQfhtPHprRCg1CCARrU6AuOATv0XyoaiTNKfHhNAIFYMKZOBDDeIS3RTM/gSFjee857sheGtuiKFrE0Iqlpl3gsCpcSnKf3BPvJhCowiLnYMHWPqTVdjEzKXwlP3y9GiIWRwjQrLT2D6k3YKH9MKL1rPzf163KWiDwAX0q02+Plse3VlBUkc/mCAFw74UQp4tRuL4gElmSxKeZxB3acqyc0FRhmlB16CgqApnF/b/Z9bUr0IljnDKp8RbDN1XZOP/DZ5KbE81+bytjX2MOv361V/V6auwc57vLZoHvPTKNeV5LBvsae2BhQrzL19gHmaNwKrXDx3Ewyk8w8H4Il2uEa0V4oVtUzwnK6eNOULysaNys4ZKzpIBmiZoceHPbwzN4mrivLIzPJEtjBo0pwAHZoaxyyDL2+9HCdGYAlhoKxGsshuWDaz8mgseWKBfJImEfrnAdMqALD9EqwQkIqfGwrzF4Pzz0Ae/8YlvsEMRrPOeyh26nC+5azC/Y9IVocppsnrVii69+HvjZePnSKeruTL1wRIyowjCuCtRiM5VOvA3WqDPaE1g8MYkPTaI4dl8z0mCRJ2jPuzwPjn5Qk6U1Jkqom+HOr2jeiF8E6Z3CouYfSjHgMfa1+fbjfsjyf68ty+dkbJzjWpm4q7d6Gbppk3w5lT/0Zz60rzWDY7WVfiKFLsYbDNUJn//B5owSbjAZuXp7PW0c7gi5WHINubfUDyzJUPgulG6cd+ZOeaCbJYlKnCDYYITEranbolw+14nC5ufuiAAKxFJQi2M8RSSCUYEBPiJ5JmG1ixJM7Bv7Nm3apPxppPLY88airwVMyqQoME6dDT4YlCe5+WoTFvfRFKP+l+jcLFKaJxHxVLNG7fyvUx/UP+vf6JbcBMt7DL/Do29UsyLFxzeJzc1+ixui/l0bt0BC4JdnVG7oSDLHlkpketyzLa8b9+fX4J2VZvkqW5bIJ/kzVr9ACjLegFfq+NiV6EaxzBlUtDjbkuEVSqx9FsCRJPLypjOQEE1/+60GG3V7V7mVvQzfdZt9CoKfxjOcumJOOQYLy86wvuN7XX63lGcFns3llAcMeL69WBreYE0qwhvqBm3ZBb+OEs4HPRpIkZqVbaVIzITpKdugtFY2UZiVy0Zwgxmw47WCKF71RfpLuK4L1hOgZRKwEwPQ2g6M5vEVwslIE633BUzGpCgxCCZYMYPbz8zQuAe7aAgtvgn98Dd77ibo3i+gJBkJPiB4ZhIpfwbxrIWexf8dkL4TsxfTs/ivVHf18fuPc2Goz0nowFgReBKuhBENsuWSiw4vAXZIkWSRJmgPMA3ZNd5BeBOuM0tk/REvPIGtSfUFXU/QEjycjycJ3Ny/lyCkHj247qdr97GnopmBWMRjiRPjDOJLj4ygrSKG8duLh71ql7jwsgpcWpFCSlchzQVqiHYMj2lKCK58WBd3CG/x6eVF6gnpjkpKyo2KHrmrp5UBTD3dfNDs4a50yIziAY9Osogi29+tF8IxhtPctyrY/ZbZska4ER5MpVWAQyqLFFtD7CiYL3PFHKPuQmKe97WHh7lEJRQkOOSH6wBbxvnnxlwI6TF6ymXT7Xi5MH+TGpXmh3YPaKL/XZi32BAdbBHerpATbtKQEB40kSZslSWoG1gGvSJL0GoAsy4eBvwFHgH8An5dledp+Sb0I1hlFCcValOgLkwig1+naJbnctqqA/91ew8GmnpDvpc81wvE2BytnZ4p03bOUYBB9wfubutUZLxMjKDOCZ2doe0bweCRJYvOKAnbVdQWVgtzncmPTihLscYvgkQXX+72bXZQuZgWrMnM7KRsGIq8Eb6loJD7OwO2rguyPdNoDCsUCyEjSleAZx2jfXZQXe027hGshZ2n4rmHLFY8OvQieCFmW+dmbJyZXgUEowRONR5oOYxzc9mtY+TF490fw+jdVK4RTEuJIsphCK4I9btjxCBReICYQBMDO+EsB+MacExhjSQWGcT3BWlSCg0xodqmpBGumJzhoZFneKstyoSzLFlmWc2RZvnbcc9+VZblUluUFsiy/6s/59CJYZ5SqZlH8Fhl96mrytMFqZ/Ctm5eQbbPw5b8dCDmw6kBTD14Z1hSnQWrRhEXw2tIMRjwyexvOn77gevsA+SnxxMdNO95MU9y6QvwsvXAg8LmXmgrGqtsOzk6hIvhJUbqVIbeX0/1DoV8/MQv6O1RVLqajzzXCCwdauHlZPinWIP+dnPaAxiPBmBKs9wTPICwxkoLaVA4Fq8M7Zzk+VThKdCV4Qt45cZry2i4e3Dh3YhUYhBI8XSjWZBiMcPMv4MJ/gp2PwitfBm/o7V6SJIU+K7ipHLrrRSJ0ACq3LMv8YI+HE9IclvVsC/764ULTRbCiBAeQjeMZERt6aijBlpmhBKuNXgTrjHKopZeSrEQsA60QnxLwh0dKQhw/uH0ZNacH+PFrE43x8p+9Dd1IEqyYleorghvOec0FxekYDdJ5NSqpLtrjkaqeheq3VD9tUYaVNbPT2Lq/JaDREF6vTP+QhoKxKp8RysO8q/0+pMiXBK6KJTopBzxDImwjQjx/oBXnsIe7106ixviDYocOgPg4I1azUZ8VPJMwB5nAqiZD/dBWFb7RSAqSpM8KngSvV+YH/zhOUbqVj1w4RRCfyxFa0rDBANf/ADZ8Cfb8Hl74fOAjcCagIC2Blp4QimB7te9EqwM67P3qTg429eCcdwuGlt0TigtRZagPTAlCidcawdihlc9pNZRgc1L020Q0iF4E64xS1dLLsoIUEfrhZz/w2Vw6P4t71hbxuw/qKK8NPrRqb0M3C3Js2OLjIHW2sHgOn1kkJFlMLCtMYed5FI5Vb49iEdy0G579FLz272E5/aaVBVR39HO41f+d0r4hN7KMNoKxRgbh6Euw+BbRV+Yno2OS1JgVnOSbFRwhS7Qsy2wpb2BJfjLLC4OwHSoMBF4Eg1CDu3Q79MwhFpTglr0iODKcoVgKehE8IS8dauXoKQdfuWY+ZtMUy9ih3uCVYAVJgqu+DVf8Oxz8Czz3KaHghUBhWgItQbQGjdJdDwZTwOO5HnmrmryUeBZdfa/4gm9mcMww1KfNGcEQXBE86GsdVEUJnvHBWEGhF8E6AJzuG+JUr4uyEItggK9fv4iidCv/9sxB+ocC3zX1eGX2N/YIKzSIIhgm7Qs+1NzLQBDXiTV6nMP0OEeiMyN4eAC2PgCyF04fDUsf2k3L8ogzSgHNDHb4xippQgk+8Zr4EFrqvxUaRFqoJKmkBCf6Ror1R2ZM0r7Gbo619XHP2iADsUAsKId6gyqC0xPNuhI8kzDHQDp0UwUgiX7McGPLhb7AW0jOZ4bdXn7y+gkW5yVz87L8qV8cqhKsIElw2VfhmodF4fjXj8GIK+jTFaQm4HC5cbiCLKa764VDzuB/21RFrZ1d9V3806UlWLJKIX9ljBbBGrRCQ3ChfS5fEayKEqzboYNBL4J1AKECAywrTIXepoB3GMeTaDHx4zuW09w9yH///WjAxx9v66N/yM3q2b4iOG3yInhtSQZur8ye86AvWEmGjooS/Pp/QFcdXPd98ffat1W/RKrVzBULsnnhYCseP0Og+lxic0MTPcGVTws7cvElAR1mNhnIT1EpITrJN/MxQgnRW8obSbKYuGX5NIvRqXD6MggSg1CCE816T/BMYlRtiXIRnL1InYXrdChKcAR7/GOdJ3c10tjl5KvXLZh+vE8oPcETsf5BuOHHcOJVePKuc9xp/lKYJtw/Qc8K7qqDtDkBHfLItmoykyzcpdjHl9wGrfuhqza4ewgHWi6CDQZfIRplJVh/rwgIvQjWAeBQcy+SBEsyEH0KIRTBIPp1P31JCX+paGT78cBUqb2NoqBdM9uXFpvqe9OeoC94TXEacUbpvLBE19uV8UgRToY++Sbs+R2s+7wIAUnMghr1i2AQM4NP9w2xo8a/Pm5lpzzm7dCDPXDyDSi7PaDdeYVZao1JiqAduntgmJcrT7F5ZQGJlhD+fZy+n4UglOCMRN0OPaMYVYKj1Pvm9Yq2kVkXRuZ6yXkw4gwsbOc8ZmDIzSPbTrK2JJ3L5mdN/WJZVk8JHs+Fn4ZbH4O6d2DLh4LqwyzwjUkKugjuroe0Yr9fvq+xm/erO3ng0jljoZtLNonHWFKDnXZISIv2XQSPxRbY76qqSnASIAtXn47f6EWwDgCVLT2UZiWR6PIpSCEWwQBfvno+87KT+H/PHqLX6b/tZ299F1k2y+g8PRKzwWiZsAi2mk0sL0xlZwj9x7FC3ekBDBLMSo9gEezsEmEfWYtg43+I3cySK4QSrEIS5tlcsTAbW7yJrX5aojVjhz72sgikCiAVejyz0xPVKYIT0kEyRkQJfmZvM8NuL3evnSKYxh+cvt/dIHuCuwdC68/T0RAmMxjN0QuAOX1MWPdnhTkUS2F0VrDeFwzwu/fr6Owf5qvXLZy+/WLEKXq31VSCFVbeDbf9RsyLfuJWMes1AApSlVnBQbznD3aL4indfyX40W3VpFnjzhwllVokLP1VMVQE97WBLQRXUbSxBKoE+35u1FKCQe8LDhC9CNYBxIzgpUo/MITUE6wQH2fkpx9eQWf/MN9+6bDfx+1t7GbN7LSxDzmDYdIxSQDrSjOoaumlL9j+mhihzu6kIC0BiylC45FkGV7+F1GE3PZ/EBcvvl56hVASO/z/N/OX+DgjNy7N47WqNpzD0/dxO7Rih658WtjTClYFdXhRhpXTfUOhz7w2GMbGJAHffeUIWyrO3TwKFa9X5i+7GlkzO42FuSEuMkeL4MBGJAGkJ8bRP+RmyH3+zArXmQZzUvTs0E3l4jFSSvDorGC9L9jeP8Sv363l2iU5rCryQy10+RQ5tZVghaUfgjv/BG2V8PjNMOD/lIrMJDMWkyG4hOjuevHopxJc1dLLtmMdfPLiOec6dpbcBu2V0Hky8PtQG68X+tvGfua1iMU29nPnD2oqwaNzivUiOBD0IliHDoeLdseQrwhuEl9UQQkGWFqYwheumMvW/S38o2r6sKUOh4umrsGxfmCFqYrgkgw8Xpnd9V1q3HLUqO8coDiSoViVT8OR5+GKr0Pe8rGvl1whHmvCM0dw08oCBoY9vHFkerVyTAmOYTt0XzvUvSsWRUGGQynqvzqW6CwYOI1z2M0fd9Tzhw/qQz/nWeystVPXORC6CgyhKcGJYlZwTwBOEx2NE80U1KZdYpMpvSQy19OV4FH+9+0anMNu/u3aBf4doNhS40NIrZ+OhTfCR54UReQfbvA7UFKSpODHJHXViUc/i+BHt1Vjizfx8fUTvD6WLNFOO3jdYz/zWiQ+OfCeYFNCQNMkJmU0mEtvnQgEvQjWoXI0FMunBEtGVXfjvrBxLmUFyXxjaxWd/UNTvnavL+BqwiK4e2JFa9XsNMxGA+W16hTBXq/M64fbIqosy7JMfecAcyIVitXbDK/8qxjzseFLZz6XnCfs0WHqC76wOJ38lHi/UqKVnuCkUHpOw83hrSJVe+kdQZ+iSNUiOAf629nX0MOIR6a6o592R/BJphOxpaKBNGsc15epsGAZUIrg9IAPTbeKIlgPx5pBRDMFtbFcvGcGm4QeKMrncL+GimBZFuPiVKS528mfyxu4Y/Us5mb7GZwUbiVYYe5VcM+z4GiBP1zv9+zdgtQEmoPpCQ5ACT7R3sc/Drdx//riid1UyflQtA6qngv8PtSmz7eBoHUlONB0aLUC9nQ7dFDoRbAOh5p7MUiwOD9ZFEfJBUGF+0xGnNHATz+8gv4hN994rhJ5ivS6vQ3dWEwGluSftXubNhsGuyZ8g4mPM7KiKFW1cKznD7TwwJ/2cvVP3+UfVW1T3q9a2AeG6RtyR0YJ9nrh+c+JXdfNv5r437p0IzTsUH0xA2AwSNy6soB3T3Zyum/qTZE+l5skiwmTMYbfqiqfhtylkOWnQjEBqhbBidnQf/qMOd1qBsd1OFy8fridO9bMGgtZCQWnHSwpYAzc8q4owXoRPIOwJEUnGKu/A7rrIjMfWCHOCoY4EVapFfb/CX48P+jk5In46RsnkCT40tXz/D9oyPc9C0dP8NkUXwwfe16sUf5wA9hrpj2kMM0aXDBWd51oHfEjRfnRbdUkmo3cv2GK/uElt4mxiB2BT/JQldEiWMNKcMA9wT3q9APDOCVYL4IDIYZXljqRorKll7nZSVjNJt+MYHWs0OOZn2PjX6+Zz+tH2qcMRdrT0M3ywlTMprN+NEcToie3RB9u7aV3MDT1VpZl/vBBPUXpVlKtcXzmz8+mDecAACAASURBVHv59BN7grMtBUB9p5IMHYEieNevRbLltd+d3NZXeoUIemrcGZZb2LyyAI9X5kevHZtyXJJjcARbLCdDd9VBy56gA7EU0qxx2CwmmlSzQ3dQXtPJssIUUhLi+KDa/3616fjr7ibcXpmPXKiCFRpEERzEeCQQ6dCgF8Ezimj1BDdViMeiCIVigVCc45O1VQTve0JYMlVKqD/W5mDr/hbuW19MXkqC/wdGSglWmHUB3PuSCOT6ww3QcWzKlxemJWAfGPYrG+MMuuv9CsWq7xzg5UOt3LNu9uhm4YQsvhUkQ/Qt0UoRnKzlIjhAO7SrV0Ul2LcpoivBAaEXwTMcWZapbOmlrMCnvIY4I3gqPnlxCWtmp/GtFw9zqvfcotI14uFway+rzrZCA6QWi8cpwrG8MuyqC80Sva+xh8qWXj59aQkvPXgxX79+IR9U27n6p+/w2/dqcXvUT0yGCM4IPn0c3vwWzLsWVt83+etmrxcprGHqC56fY+Nzl5fytz3NfObPeycNhHK4RmI7FKvqGfFYdntIp5EkiVnpVvXs0J5h6lpaWF+aybqSDHbU2FVxNHi8Mk/uauTiuZnqbdg47UH1A8OYEtytj0maOUSrJ7ixXEwpGJ+fEAksyYGF7UST7gZo3i3+Wwn9CZEfv3acJIuJz15eGtiBoz3BESqCQfxs3Pd3QIY/3gCnDk36UmX6RWugG+x+jkfaVd+FV4Y710wTcmrLgdkbhCU6mjNmlb53Zda9FrHYhEvF38kaYVGCo5Scr1H0IniG0+4Y4nTfEMsKUsDrESmUYSqCjQaJH9+xHLdH5qvPHDpnUX6ouZcRj8yaCYvgqZXgFbNSsZgMIds+/7ijHlu8idtXFRBnNPBPl5Xy+r9cytqSDB5+5Si3PPoBB5rU+XAfT719AKNBGhsLFQ48I/DcA8Jid8sjU/e1mROF7a9me9hu56vXLeQ/b1nCm0fb+ehvyydU8xyD7tgNxZJlqHxG9FSlhp6mXpRupcGuwoy/RDErONXbw9qSdDbMzaClZ1CVAvvtYx209rq4+yKVVGAQc4KDLIJTfaOzdCV4BmGJUk9w0y7IX6lOiE0gxKdoJ+xmvJo4GPrn5O76Lt482sFnLisl1TqFmjkRkVaCFbIXwv2visCjx2+C5j0TvmxsTFIARbB7WLj10qZXgtt7RQ5Efqofa4olm8F+Etqr/L8Xtek7JULngmiLiRkCVWP1nuCooxfBMxwlFGtpYarYifO6w1YEg1A6v3HjIt472cmWijMLWiUUa0IlODFT7MIr6dVnER9nZFVRWkjzgtt6XbxaeYq7LpglrOE+ZqVb+d29a/jl3avo7B9i82Mf8K0XqkZDm9SgvtPJrLQE4sLZ+/rOD+HUAbj552L3dzpKN4rxCb5xO+Hg3vXF/PLu1RxpdXD7L3ecUwTGtBLcfljMDV0amhVaoSjDSlP3IN4p7OF+kZQFQLbBwZridNaVitFDO1ToC95S0UC2zcJVi1XcrXd2BV0Em4wGUhLi6NaL4JmD2Rb5hd6IS7x3Rmo00ni0ZIc+/NxYGnOI9yzLMj949RjZNgufmKqndTKGHIA0ppBFkoxS+MSrkJAm5gjXf3DOSwrSgiiCe5tECKMfSnCbw0WaNc6/3IbFt4pA1Ghaovs0Ph4Jxopgf9VYNZXguERA0nuCA0Qvgmc4lc09IhQrL1nVGcFTcc9FRVwyL5P//vvRM4qevQ1dlGQlkj5R/4okiV3CgckX8utKMzjW5qAnSGvklooGPLLMx9cVT3B5ieuX5vHmVy7j42tn80R5A1f95B3+XnlKFZtpbbiToZv3wHs/geUfgcW3+HdMqW9UUu32sN0WwHVlufzl0xfR7Rzmtsd2cHCc0u5wjZCcEKNFcOXTYDDB4s2qnK4o3cqw20vHNGFh0+Kzk61KHybJYqI0K5GcZEvIfcFNXU62nzjNXRfMUm+zRpZDskMDpCeasetF8MxBsUNH0rrZuh88w5HtB1bQih3aXgOnDsLyj4q/h2iH3nasgz0N3XzxqnkkmIMI4HM5xPfOEKVlbmqRUIST8+HPt5/TWpRtiyfOKAWWN9LtG4/kR09wu8NFrr891ImZMOfS6Fqi+05pOxQLAiuCPW5hnVZLCTYYfHkJuh06EPQieIZT2dLL/Byb+JBReUbwZEiSxA9uX4bRIPGvTx/E45WRZZm9Dd2sLppABVZIzBDWyUlYV5qBLAeneLlGPPylopGrFuWMzmydiOT4OP7z1jK2fm4DmUkWPrdlH598fE9IgUayLNNgHwhfP/DwgLBBJ+fD9T/w/7jc5ZCQHra+4PGsnp3Os59dj9Vi5K5fl/PWUTFDuM/lJjkWg7G8XrFgKLki6FCns1ErIdppFqOGVqQLp4IkSawvzWRniH3BT+1uRALuVCsQC0SIjNsVUhGcZo3Te4JnEuYkoYaNqJc+PC1KKFYkk6EV4lO1YYdWxuysvlc8hmiHfvFgK1k2Cx+erqd1MoYcke0HnojkfNEjnDEX/nInHH919CmjQSIvJSGwhOgAxiO1OVzkJgdg3V+yWRTZpw74f4yaOE6dB0qw7+fNn0JUcUqopQRD9JLzNYxeBM9gzg3FUpTg8BbBIPpUvn3zEnbXd/P79+uo7Ryg2znCmuKpiuCsKRMnlxemUpCawM/eOMGQe+Kgpcl46WAr9oFh7p9ooPwErJiVyotf2MA3b1xEea2da372Lv/3Tg0jQQRndfQN4Rz2hE8JfuMh6KqBTY+NWdX8wWCAksvFvOAI7A6XZiXx3Gc3MDc7iU8/sYctFQ2+dOgYVIKbd0FvY0izgc9GrSJ4X4fEiGxkfuLYedaXZmAfGOZ4e3AfkMNuL3/d3cTGhdmjvWyqMODb1ApJCbbQNRC5md46UcYShVEgTRWQXioUs0ijFTv04edEPkLmApE2HOI915zuZ3FecvCuE0UJjjZJWXDvi5BTBn+954yZvGJWcADv9111oi0safpisa3XRW5KvP/nXnSzcDZFwxLtGRFrO1t+5K+tJqNKsB+bVopTQi0lGKKXnK9h9CJ4BnOq10Vn/zDLCscVwfEpEds9vW1VAVcvzuFHrx/nqV2iP3j1RP3ACtPYoc0mAw9vKuNkRz+/2l7r933Isswfd9QzPyeJdaX+L8ZNRgOfuqSEN758GRvmZvC9V49x8yPvs6+x2+9zwLhk6HDMCK5+E3b/FtZ+XtidAqV0I/S3RWyGYJbNwlMPrOXS+Vn8+9YqvDKxGYxV+bQIPll4g2qnzE9NwCBBY4jhWOV13dhJJt80VvCun+vrC64Ori/49SNtdPYPc/fa2SHd2zk4ffcTQnGRnqj3BM8ozBEeBSLLogiOhhUaRCE33C+CK2OVjqPQcUTMnDUYxDoiBDu01ytT0zFAaVYI/byxoAQrWNPh4y9A4YXw7Ceh7j1AJEQHZoeuFyrwNBbvYbeXzv5hcpIDKIKt6cLZdHhr5C3R/R2AfB4owQHYoRWnRMIUa96Arx+l5HwNoxfBMxglFOsMJTjM/cDjkSSJ/968lCSLid+8V0eqNY6SzCk+9KwZYrdwijfoKxZmc/PyfP737WqqO/xTvfY0dHO41cF96+cgTZWYPAkFqQn85uNr+NU9q+lxjnD7L3fwzecr/Z5ZHLYZwc4ueP7zkLUQrnwouHOM9gW/rd59TUOixcRvP76Guy4QP4sZiRFOY50Ozwgcfh4WXDf2oacCZpOBvJSEkJXg8lo7A3HpxA2OtQ4UpCZQnGFlR01wfcFbyhspTEvg0nlZId3bOTh9I81CsUMnmulyDqvSm6+jASwRHgVirxGbNdEIxYIx904sW6KrnhPq7+Jbxd/jU0OyQ7c5XAyOeCjNDuEz0dUbG0qwQnwy3POMGD144h+ACMdqdwz571zzczxSR59Ihs4NpAgGKLtNTOBo2RvYcaGijEeaST3BLp9YoqYdWleCA0Yvgmcwlc29GA2SCMUCXxEcfiv0eLJsFh7eVAbAqqI0DIYpitDELHAPih7XKXjopsUkmI1847kqv5J2//hBPSkJcWxaGbwVR5IkrivL5c2vXMZ964tFf/FP3+Glg63TLs7r7AOYjQb/Rhn4iyzDK18Wi7fbfg1xAX4YKqQUQub8iPQFj8dkNPC925by5KfXcuOyGPtgrH1H9KaraIVWmJ0R2qxg57Cbg809YkxSf/sZz60rzaSitivgWdfVHf3srLXzkQuLME71+xkMThXs0FYzw24vzklmTeucZ0R6HuZoP3CUlGBFzYzVcCxZFlbo4ovHpg4kpIZkh645LRbyU26KT0csKcEK5kTIXjQ6iqgwTbTAnOpxTX+sLIsi2M9QLCAwOzTAghtEkT7Osh0R+k6JxxmpBKvZExyF5HyNoxfBMxglFGs0Qr+3KeJFMMANS/P41s2L+dzlpVO/ULFMThGOBaKw/vcbF7Grvoundk88UkmhtWeQfxxuO2csUrAkWUx86+YlvPD5i8lJtvDgk/u57w+7abRPXtjUdw4wKz1B3QKj8hlha7r8a5C3PLRzlVwhRjy4Q0wtDhBJklhXmuHfiIdIUvWMUGfmXqX6qYvSrTR2BWCPO4t9DT2MeGSs6Xnn9M9vmJtB35B71AHiL3+paCTOKAUfUDMVih3amh70KdJ8afL6rOAZQqTnYTaVi9/3zPmRud7ZKGpmrPYFtx0Ce7WwQiuEaIeu6RD/tqEpwTHSE3w2OWXQVgmyPJqv4Jcl2mkXP/N+KMGneoMsghNSofRKOPK8CH+MFKNFcIxteAeKORAl2Pf7oWowlk1Phw4QvQieoSihWEsLxqXZuXqiUgQD3L9hDmuKp1kIJ/qsmAPTWzrvWF3I+tIMvvfqUTock++y/rm8AVmWuUflXselhSk8/7kNPHTTYvbUd3H1z97hse3VEwZn1Xc61bVC97bA378i+o82fCn085VuFAp8Y3no59I6I4Nw9CVYdAuY1Ldpz0q30tk/xMCQO6jjy2vtGA0SGTmFos9qnAthXYlQWwNJT3eNeHhmbxPXLsklyxYGW7rTLuZThrAQyNCL4JnF6EIzQkVwY4VIhY7WqB1FzYxVO3TVc+J3eNG40Xsh2qFrTg9gizeRlRTke44sx6YSDJC7TLzv9Z2icHRWsB/uny7feKS06ZXgtt4g7dAgLNGOFhH+GCn6TomfoWgEz6mJ0QRxVv9+V8OhBOsjkgJGL4JnKK29LroGhlla6PsF7G0RjxHsCQ4Y5Q3SjyJY6Tcednv51ouHJ3yNa8TDk7sauXrx1GORgsVkNPCJi+fw5lcu4/IFWfzwH8e56Rfvs7eha/Q1Xq9MvX1AvVAsrxde+JyYQbf5V+JNOVSKN4jUyAj2BccsJ/4hduPDYIWGsYTopkASQ8dRXmtnaUEK5pQ88I7A4FhIW0aShYW5toD6gl8+dAqHy83dF6kciKWgzAgOohdfYVQJ1sckzQxGleAILPacXdB5PDqjkRSUnuBYtEMrVujSs0bFqWCHLs1KCiqjAxCblV53bCrBuUvFY1sluSnxGCT8G5MUwHikdocLi8lASkIQkxXmXycSqCNpie5rE1ZoQ4y5voLBXzXW1SPCNdXcTNeDsQJGL4JnKJXNYhdqaRTGIwWNVSmCJx+TNJ7izET++cp5vFrVxuuH2855/sUDrXQ7R7h/w/Q7q6GQl5LA/31sDb/5+Br6XCPc/sudfP25SnqdI5xyuBhye9WbEbz7N1C7Ha59GDKmsZf7i8UmFoER7guOSSqfEeMpii8Oy+lHxyRNYZ+fDKUfeG1JBiRliy+eY4nOZE99N64R//pnt1Q0UJqVyNqS4O3KUzLQGVI/MIieYEBPiJ4pmCM4Iql5t3iMZhEcy3bolr0iSGm8FRrG7NBBhtXVnlYhGRpiUwnOWSIe2yqJMxrITY6n2R87dLeiBE+/IdnmGCI3JT64TYT4ZJh3tc8SHaGchb7zYEawgsXmvxKspgoMwiXjGQa3/lnoL3oRPEOpbOnFZJBYmOuzlvX6emdjuQhODKwIBnjg0hIW5tp46IXD9LnG0pplWeYPO+pZmGvjojlhWuCfxdWLc3jjy5fxqYvn8NfdjVz50+385l0xyqlEjSL49AkxE3jeNbD6/tDPN56SK+DUIb9U+POWwR44+bqwi4Vpx3p2RvCzgpV+4LUl6WNFcH/HGa9ZX5rBkNvr1xivw6297G/s4e6LZgevyEyHsyvkIljvCZ5hmCPYE9xUIWyaBavDf63JiOV06KrnRJDSwhvP/Hp8qliMjwSeb9A/5KbN4Qq9HxjAkhL8OcJFfLJQc9sqAZEQ3eyvEmzLg7jpAzTbe13BWaEVym4TwYqNO4M/RyD0tWm/H1ghECVYzX5ggOyFsPAm4QLT8Qu9CJ6h2PuHyUgyjwvFahYf9n4MYY8a5kTRb+H0v6cxzmjg+7cvo73PxQ//cXz067vqujh6ysH9G4rDt8CfgESLiW/etJgXv3AxBakJ/HFHPUDoSrBnBLY+IL4/tzwakr10Qko3ArJQmWcqR18SC7uyD4XtEikJcdjiTTQFUQQr/cBritNFOjSckxB94Zx0jAbJr3nBWyoasZgM3L4qjBtjTvuZNsogSI43YTRIdOt26JmBwQBxiZFRghsrIG8ZmNVvl/EbS4ymQ3u9Inxx7lXnKlrK34MIx6r1JUOHpgT7ipBYVIJBWKJ9RXBhmtU/O3RXnV9WaIBTjsHAQ7HGM/86YdWNlCX6vFKCk/1Ph1ZbCV50M9y1RayVdfxCL4JnKIMjnjNTd3ubITlfnR7ScJKYGZASDLBiVir3rS/mzxUNo/24f/ignlRrHLeuKAjHXU5LWUEKz31uA9+5dQn3rC0KbdcWoPwxaN0PN//P2JgKNclfIXYtZ3JfcNUzIpSkYFXYLiFJEkXpVhqCLIKXFqSQZDFNaoe2xcexrDBl2r7g/iE3L+xv4ebl+aRYg+gr8xelJzgEJEkizWrWleCZhMUW/p5gz4iw+0ZrNJKCySwKkqEYs0M3lUNf67lWaBjXxxz4PdeoUgT7rhuLPcEgwrG6amGon4LUBNocrulH13XX+xWKJcsy7Y6h0NYU5kSYfy0ceUHki4STEZfIrjhviuAoKsE6AaMXwTMU14iHhDOK4OiMRwoYa2ZQltx/vWYB+SkJfP25Suo6B3j9SBsfubAoquN3jAaJj68r5uFNS6eej+wPzbvFCI/Ft6pzc2djMELJZVDzdtB9Xpqmrx3q3hWBWGF2DogxSYEVwWf0A4P4cDXEnWOHBthQmsnB5t4z2gPO5vn9LQwMe7j7oqKA7iMgvF4YDN0ODSIhWi+CZxCWpPArwW2HRCp+URT7gRXik2OvJ7jqOTDFw4Lrzn1OWdwHkRBd0zGAySCNtoYEhSuGe4JBjElCho4jFKYl4PHKtE0xxYIRl9hw8EMJ7naOMOz2khPqxnrZbWIcZcP7oZ1nOkbHI+WH9zqRwm8luFd9JVgnYPQieIYyOOLFosUiODErYCUYhA354U1lnGjv557fViBJkupjkaLKYM9YcFi4KLlCjE7oPBne68Qih7eC7IWl4bNCKxSlW2nuGsTr9X+z4Yx+4P/P3psHyXGeZ56/rLu6+j6ABhp3A8QN8aZ4iQRp3SRBU5YtjTUj25K8thUbMefOznpm5/LGbIQ9M47Z8dgeSWFbI8kmJVEySd2WRYriBRIgiRsgju7G1Xf1XXfl/vFWVlUDfdSRWZWZ9f0iEAl0V2d96O7Kyud7nvd9QSKjkZ4lRfB9/V1ksjpvDkze9DkQJ+Frrw+yd30rt2608E06PiXfUxN+bzsifqLzqg6qYQjUoAvq0BtyrGdTLINQm73i0Jm0NE665cPifN1IFXHoC2NzbOpswu+t4vbUqJ+2rRNsdIg+Rl9uTNKKkeipQTl2lj4eaV01cWiQ3iL+iPWR6Nlc01JXOcGlNMaKKifYBigR3KCIE5z78WczMHPN3uORDCI9FTdnOrhrDY8dWMfVqRgf3rs2P6jeFVhRX3Ij/Qfl2Ihdoo9/U25cenZa/lSbuppIZrKMzK7gDNzAonpgg+YemL9ZBN++uYOAz8Mry9QFHx2a4szwrLUNsaBQ22+CE9wZCagRSY1EsMV6J/jyG9C2ScqE6k2w1V6NsQZ/IZvRS0WhoXBzX2Ecels1UWiwvxPctkG+R8Mn8vchKzbHKmM80vCMnGdttSLYH4adH4XTz0lpgFXknWCXNcZaKTGXSUs5h3KC644SwQ1KvLgmeG5EZuo5wgnukohOhZHcf/v4Xh7c0c0XD243eWF1JhaFcIe1z9GxBTq3NV5d8ORFuPqWZbOBb6SSMUmL6oENmtfe1BgLIOT3cufmDl45v/Rm0tffGKQ56OOJWy2++c+L4Oq7s3c0BdSIpEYi0GxtTbCuiwjeeLd1z1EOdotDn3hWXMIdH1r68xXGodOZLAPjC9V1hobchoEmI2PsiKblm2Otz4ngqyuNSZo0xiOV4gQnAKrvMwISiY5F4eJL1Z9rOdzoBOtZSK3w/m28lpUTXHeUCG5QYsmimuD8jGCHOMGZZMW74j0tQf7X5+5h73objk6ohviU9SIYpEv0pZcbaw7diW/LcTnXw2QMEVxqc6yb6oENImtgbunSgfu3d3NmeJaJucSij0fnk7xw7DpP3rZ+saC2AiPRYZITHF1IlhUhVzgYq2uCpy+LQ7Wpzk2xDIKt9olDZ1LiDu762PJds/ONscoTwVeiMZKZbHVNsUC+V8EWKQuxK737YeQkIa/cl6wYh44OyKZDZPXSkeGZOJom56ya/kfld+/kd6o/13LMXgdvsDb3L7XAKA9YqS7YeF0oJ7ju2PgKobCSeLpYBDtgRrCBUT/YyPNqbySdlPq4WuwqbjsIqXlpxNUI6Doc/xZsug/aa7NJtL49jEej5DFJN9UDGzTn6uezN3cdva9fhOdrFxdHor999ArJdJZfv6cG9fKGE1zCjd1qdDQFyOowHVN1wQ2B1TXB+XpguzjBbfaJQ198UdzBlTYFvT5xYct0r03pDA3yvbJrPbBB735pvDZxgb72MFemVrjeRy9JPXAJ5Skj03G6m4PV1VQb+EOw82Nw5nnrNr5nh8UFruGoSksxfu9WEsFGQkI5wXVHieAGJZYsaoyVd4IdIIIjPXJUIrhALXcVtz4o86QbpS545CSMnYH9n6jZU/q9Hta3h0vuEL1kPTBIHDqbWtKN2d/XRkvQx6sXCiJY13W+/sYQd2zuYPe6GtxAGiI4XH0cuqs5AKDqghuFYHNpHVgr5fLrIrTX7LXuOcrBTnHoE89CsA22P7ry40JtZcehL47NA9DfU2UcOj5t33pgg7X75DhynA0d4dWd4BJnBA/PxKtvilXMvqfk+2nVe/7sdXvU3ZtF3gleYdMqHpWjcoLrjhLBDUoidUMcOthm/zcNKLhGC0oE5zFuNGoRJwq1wYY7G6cu+Pg3weODPb9c06fd3NXE20NTJdW5LlkPDIUNoyU6RPu8Hu7Z1smrRXXBr12Y4NL4vLVjkYpZmAB/0/KRyjLoaBIRrOqCG4RAC6Tj1s0wvfyGXOe8FpcElEqwTf6/9S5DScXhzAuw+zHwrRK3DbeXHYe+MDZHd3OA9tzruWKc4AT37JIxdsPH6esIc20qvnQ5RzZbngiejlc/HqmYbQfFsTxpUZfo2evuqQeG0uLQygm2DUoENyixVIaQ0R16+oozXGAoiOAKxiS5lliNdxX7H4GrR2Fh6RE7riGblXrg/kekIVsN+fwD2xieifOJP32VwYn5ZR+3bD0wiBMMS3aIBri3v5uBiYV8Q5avvTFIe5Ofj+2vUZfOhQlT6oFBaoIBNSu4UQjm4rJWNMdKzEoCxA6jkQyMGtt6R6Iv/FTWUEp/hFB7RXHoqjtDg9QE231T3xcQITx8nA0dMhFg7IYeDYA0N0zHy3KCTWmKVbzO3Y/Bme/LJojZzA67pzM0qJpgh6FEsBOpcvc7lcmSzuqLa4KdIoKblAi+ibwIrlFjiW0HAR0u/bw2z1cvrhyW18Y+62cD38jBXWv4+ufvYXIhyVP/41WODkWXfNyy9cAAzWvkuIQTDHD/dhGgr54fZ3Qmzo9PjvDJOzYUusZbjYkiuCMngqMqDt0YBHJCyYrmWFfeku6uthLBOUFX70j0iWelfGHbQ6s/toI49IWx+errgcEZTjDkOkSfYMNKY5Ly45FW7wwdT2WYjqXoNTMODbD3l2XD6fzfmXvexKzU9isnWFEnlAh2Gqf+Fv5wW1UuXDyVASAcKIpDO0UE+0MShZtfesZpQxKvYRwaoO8OucFwe13w8W+CLyxdUOvAXVs6efZ37yMS9PHp//k6PzwxfNNjlq0HhhXj0AC3rGmhKxLgtQsTPPPWZdJZnU/fXaMoNJjrBDcZTrBqjNUQ5J1gC0Tw5TcATeLQdiFoAxGcXICzP4A9T4DXv/rjy4xDT84nmZxPVl8PDM5wggF698HcMJuC8nt8JbpEH4hobjxSZynjkcSpNTUODbD1Idn8MDsSnR+P5CYnuITGWPEp8IXkflZRV5QIdhpX3pI3wosvVnyKWE4EB/1e2UmPRZ0jgkEi0coJLmA4wbXaVfT6YOsH4MLPKp7XbHsyKRkLsfOjhZ3dOrCtp5nv/N597Fnfyu9+/Qhf+cWlRZ9fth4YZFPE4182Du3xaNzb38UrF8b568OXuX97lzlRxFKZHzdNBIcDXkJ+D5PzS8QJFe7DmP9qhRN8+Q1Yu7cQQbYDdohDv/cjmQxQ6qi4MuPQF83qDA3OcoKBvvgFYJlZwdEB0DwljbC8nhPBpjbGAtn02PMEnP2hbIaYxex1ObrKCTZSKiu8VmNTygW2CUoEOw0jGlNFY6JESkamhP1emLkqH3TCjGCDSLdqjFVMLApotb1p6z8I00MwebF2z1lLLr4kTuX+2kehb6SrOchff+H9fHhPL//xhVP8u+dOksnqK9cDg4ycaF6zrBMMcF9/Z/nAMwAAIABJREFUNyMzCa5OxWozFqmYhUlTxiMZdEWCygluFKyqCc5m4PKb9opCQ1Ecuo4i+MSzMnt8ywOlPT7UJk59prTXpGnjkVJxyCSd4QTnOkSHJk/R0eRfukP05CVo3SC1uaswMmOREwwSiU7Nw3s/Nu+cM4YIdlF3aF9Q5h6v9FqNT6l6YJugRLDTMETwhRcrduEMJzjk9zhrRrBBpEeNSComNiU3HJ4a1XJCri4Y90aij39Tvqfbf6neKwEg5PfyJ79+O597YCt/+eoAv/O1I7xyfmL5emCDSM+KqQmjLrinJcgH96w1e9nLk06IgGmqfjySQUfEr2qCG4WgRU7w6Cn5vbSbCK53HDoxK+Jn75Olv88YN/klrvnC2DwBn4e+jnCFi8xhOHBOcIKbOkXg5jpEL1sT3FHaBuVwTgSbXhMMsPkBeT8xMxKdd4Jr+N5TC4Itq9cEKyfYFigR7DSmBiUKVoULl68J9nudNSPYQMWhFxOL1n5XsXMbtG+WSLTbSMVyY0CeWH0MSA3xejT+zWN7+HeP7+HvTo/wxW8cXb4e2GAVEbyps4kHd3TzxYf78Xtr+HZg9DQwKQ4NMiZJdYduEAIW1QRffkOOm2wmgg1Xs15x6LM/kA7FpUahoXCTX2JzrAujc2zrjuD1aBUssAjDgbNTnH0levdLh+j2pmXi0JdKqgcGqQluDvqWLo+pFq8P9hyCcz82b/NpdljuZ+tYcmQJq4lg5QTbBiWCnUQsKruqBz4p/67QhYslDSfYC1OXQfM6qzFBU7dEVbPZeq/EHsSitWuKZaBpEokeeLnkuJtjOPdDubne/8l6r2RJfuP+rfz5Z+7Ao8FtG9tXvuGJdK+YmtA0jf/1uXv4jftLu8kyDaOcwUQR3BkJKCe4UbDKCR56Q0aLtde4NGA1gnWOQ594ViKr5Tjkhggt2QmeM6keOPd8TnCCQUTw+Dk2t2lcjcbQixN+iTnZxCxxPNLITJy1rRZu3O59CtIxeY80A7fNCDZY1QmeVk6wTVAi2EkYUej+R6BtU8XNsQpx6JwT3LpedvmcQqQHsumyOk+6mnidojX9j4gzcfVI7Z/bSo5/C5p7S699qwMf2tvL3/3Th/jv/+D2lR9oiGC7NTBbyHV3bzKvJlg5wQ1EwKKa4MtviNDTqnQjzcbjFcesHnHoWFRG4+x7Cjxl3DLm49BLj3crJpHOcDkaM68zNDijJhikQ7SeZa/vGrFUZvE1bGpQjiWK4OvTcda1VRknX4lN75f3xpPfMed8s8PuFMGhNuUEOwQlgp1E8by4bQ/BpZcrmhkcL26M5aTxSAZGM50FNSYJqI8TDNIhWvO4KxIdm5Lat31P1bbGugI2dDStXvsV6ZGd++R8bRZVKnkRbK4TPBtPk0yrhIjr8QXB4zPXCZ4dFtFht3pgg1BrfeLQZ74H2VR5UWgoKw49NLFAJqvTv8akztDgLCcY6M9I5/9FkejJ3DSAEmYEg+EEWzh2x+OVuvD3fmJOKmH2upgwbmMlJzibkd9R5QTbAiWCnUReBG+WKGpiGq69XfZp4jc2xnKqCFZ1wUK9RHC4A9bf7q7mWKefl86iNugKbQrGrGC7vVYsqAnujEj31CkViXY/miZusJk1wUOvy3HT+807p5mE2urjBJ94VuLhfaukTm6kjMZYRmfobd0miGCnOcHtWyDQQm/sPYDFzbHy93xbVj1NJqszOpugt83iPhZ7n4JMAs5+v7rz6Lp7neBgy/IbVsbrQTnBtkCJYCcRHZD4YLAFtj4MaBWNSso3xvIBM9ccKIItvrFPJ+Dl/2zNDEqz0XXZaa/XBbX/oMShS2x+YnuOf1N23deXecNnV/KvFZt1UzfWY+LmjSGCJ5UIbgyCLeZeoy8fBl8Ieg+Yd04zCdbBCZ4fl7KrfU+VHxHP1wSv/t5wYUySKtvMiEM7zQn2eKB3H20zZwEWj0mKXpLvYwld9CfmEmSyOr1WOsEAG+6C1r7qI9GxqIhpJ/WjKZWVnOBYrjxAOcG2QIlgJxEdKOwIRrpg3YGKoqhGTXA4OSkxJ6eJYKOO0Kob+ws/g5/+B3jnG9ac30wSs6Bn6uMEg9QF6xlpkOV0Zofl/7H/k/arCawUu6YmFibkd9bEXgQdTTkRrOqCG4NAs7mi8PLrsvlVwjzWuhBqrb0TfPo5ub6XG4UG8IdlXmoJG6QXRudY1xYiYkZXY8MJdlLH4bX78I2epDXoWRyHLr7nW4Xr0xbOCC7G45GZwed/WhB0lZAfj+RWJ3h26V4cxqZQve7ZFItQIthJ3HhB3HYQrhxeuQB/CfIiOHZNPtC20Zz11QojQmmVCB49KcdT37Xm/GZivAnV64K64S65GXVDXfDJ74CedU8UGgobRgs2c4IXJkyNQkPBCY7Ou6xbuWJpgibGoVMxuP6u/UYjFRNqq3136BPPQteOfN1q2YTbS45Dm9IZGmRjJNBs+54Oi+jdD8lZ7mid4Up0ofDxyUsl1wMbM4ItbYxlsPcpMVDOfK/yc+RFsEud4GxKUoU3YmwKqTi0LVAi2Clk0jLOqFgE9x+ULsmDr5Z1KqMxVmDOEMEOc4J9AbkhsOrGfvS0HAdfhdkRa57DLIxdxXpFa7x+2PKgO+qCj39LbkZ6dtZ7JeZhWyd43HQR3BHxAyoO3TAEms2LQ189Ku+ldm2KBbWPQ88Ow8AvKotCG4TaVo1D67rOhbF5czpDg2wUOCUKbZDbZLgrfLVQE5zNwNRQWeORANZaXRMMUh/evqm6SPTssBxd6QQbc72XMKjqfc+mWIQSwU5h5orEkooviBvfLzVMZbpw8VSGkN+DNn1FPuA0EQxS62jVjf3Iqdz3WYczz1vzHGZRbycYZDMmeqnQydKJTF6Eq2/ZdjZwxfjDMlrFbjXBC5OmjkeCojj0nBLBDYGZTvDlN+RoZxFsxKFrNe7s1N8CemVRaINQ+6px6NHZBHOJtDmdoUEahjqlKZbBmt2gedjjGSzEoWeuipvYWaITPB3H59HojtRABGuaRKIvvlhoclguMy53gmHpTSvlBNsKJYKdwlJdAv0h2HRv2c2x4qlMYTxSsLXQwMJJRHqsubHPpGD8HOw5JDGwU39r/nOYiS1E8CNyrKBJm204/m05VnPDZ1ci3TZ0gidKavZSDn6vh9aQj6hyghuDgImNsS6/Ad23mP47aSrBVnGrU7HVH2sGJ56FNXthza7Kz1FCHPrCqPwMTYtDO9EJ9oeh+xa2pi8yG08zHUuV1RkaJA69piWIx1OjfhZ7n5Lfx9PPVfb1s9ch3CnjztxGXgQrJ9juKBHsFJa7IPYfhLEz0uW5RGLJDCGnzgg2aOqyRgRPnJfd1zV7ZR7ewC9gzmYCohg77Cp2bYfWDc6tC9Z1OP4MbL4f2h1WH18KVqYmKkHXLakJBqkLVo2xGoRgMyTL64exJNmsiOCNd1d/LisxNqtrEYmeviKNwvb9cnXnKSEObYxHMrUm2GlOMEDvftYsnAdyHaLLFcHT8dXnxpvJuvdB5zbZLKmE2WF3usCwsgiOTUmC01/Dn5ViWZQIdgrRAfD4bx4svu2gHC++WPKp4ulszgl24IxgA6tu7EdPyXHtHnGD9SycecH85zELOzjBmiabMZdekjqmWjJ9Ff74gIxpqpTr74r777YotEGk215x6MSszGK2QAR3RALKCW4UjJrgauPBE+flOrrRpvOBDfIjh2oggo1az2qTMSXEoS+MzRMJeFnbapIj6EQnGGDtPsIL12hjTppjTV4Cj082mEtgeKbGItiIRA+8XJlRMHvdnfXAsLoTrFxg26BEsFOIDkgjghs7Hq7dJ7V1ZYhgVzjBkW6ITZovukZOgeaVaNzafbLTaedIdCya21WsQUfIleg/KLG3a2/X9nkv/RymBuH1P638HMe/KRtMew6Zty47YTcRvDAhx4i5NcEAnU3KCW4Ygi3SJyMdr+48l1+Xo53rgaEg7GoxJunEs7DuVujqr+48Rhw6m132IRfG5tjW04xm1lg6BzvBQKEuODogkztKHCM3Mh23fjzSjex9SoyC0xXcI7naCV6hMVZsStUD2wglgp3CcvPiPB7Y9pCI4BJ3xOOpDG2+pIhIx4rgHrn4VjOnbilGT0u81xeUnc49h0RoVdr8wWrssqu49WFAq32XaMMBPvVcZT+jbEa6Qu/4oL3rAash0iPdmFe4Ea0pxs/JKidYieDGIO+2VFkXfPkNSdJ076h+TVaSj0NbLIInL8K1o9IVulpCbYC+Ymz9opmdocG5TnBOBB/wDeXi0JdKboo1G08xn8zQW2sRvHavGAYnyuwSnc3A3EgDOMFLpDbscs+mAJQIdg4rDU3fdlAuKEaUdxXiqQx9npwb07bJlOXVHKtmBY+elE6NBnueFLfBrpHoWNQeQ9cjXVIjVOu64GtHobUPMgk49nT5Xz/wMswNuzcKDSKCs+lVa/NqhuEEW1QTPDGfRK9VB11F/QjkakirrQseekNcYLOcSKsw3E2r49D5KHSV9cBQuNlfJhK9kExzdSpmXj1wOiHvBU50gpvXQPNabg/mxiStdM93A8PTkoaoaRwacpHop2DwlUK351KYH5P7qla3OsGrdIdWTrBtUCLYCcSmROwsd0Hsz9UFlyhAYqkM68mJRyc7wWBuXXByXt541u4tfGzd+6B9s30j0bEpe4hgkC7RVw4vHQGygnQSho/Dvk/A+tvh6FfLrw88/k3pMrvzo9as0Q7kXys2iUQb870tcN47IwES6SyxVI1r0xW1J5gTTtU4wfMTMPGe/aPQULs49InvwIa7pfyqWoyb/WU24C6OzQOYNx7J2CAIOnDiBUDvfnYxwNTkWO6er8TxSLkZwTV3giG3WaKX1yV61sXjkUBK1Dw+VRPsAJQIdgJTg3JcTgS3bZBxPiWOqImnMqzVlQi+idEzcix2go1I9MUXzY9em0Esap9dxf6D4jgO/KI2zzdyQhos9d0Bd3xWkhBX3ir961NxiVHvfrz+NdVWYtTe2qVDdN4JtqYmGFB1wY1A3gmuQgRfOSzHTTZvigW16Q49dg5GjpsThYbCzf4ywt2SztDgTCcYoHc/fekhgtMX5N92d4JBRmit2VNel+jZYTm6NQ6taeIGq5pg26NEsBPIt8rfvPxj+g/CwCsSB1qFeCrL2swIaB7n7sQZN/bGDbUZGHHyNXsWf3zPkyLuzv7AvOcyCzs5wRvvAX9T7eqCjXrgvjvEDfZH4Ohflv717/1IbpoOuDgKDQWxaScR7PEXImMm0hERERydT5l+boXNMKMmeOh1+V1cf5s5a7KSQESaNloZhz75LKDJe54ZGMJ9mTj0hbF5PBps7moy5/kMse3EmmCA3v349DR3JnObMyXWBI/knOCaN8Yy2P2E1NbPl3g/5nYnGJYWwdlMrnGbEsF2QYlgJ1DKvLhtByEdg8uHVz3duuQAD0SfFdFSYudB2xHuBDSTneBT4Avf/H3uu126NJ78rnnPZRZ2qQkGaSa2+f7a1QVfe1sSAW0b5A1n31OyG13qTeKxZyCyBrZ8wNp11hsjNbFgkzj0/LjUA1tQg9kZ8QMwqcYkuR8zaoIvH5aSFyckQQx3yao4tK7DiW/LNdysWs1V4tAXxubY2Nkk0yrMwOlO8FppjvURz5vy7/YVjI8ihmfitDf5zfs+lsv2XwL0ktOI4gRr8v7rVoKtN4tg47WrnGDboESwE4gOiNAJrVDnsuV+2SVe7SI0P8F/zfwn0t4wfOIrpi6zpnh98j0xs85x9JREe24cQ2VEoi/8fW3GU5RKOgmpeXvtKvY/IjV2U5etf66rR8QFNsTUHb8BqQW5kVuNWBTe+7E4yE7dCCoVq5rIVcrCpCXjkQA6mgwnWIlg15OvCa5QBKeT0ljPCfXABqFW6+LQIydlXvo+ExpiGawWhx6dMy8KDUU1wQ4VwV39ZL0hdniukgx2lCzmh6fj9akHNui7XX7WpabAZq9LIzA3v/cuJYKNkjo73bM1OEoEO4FSugSG2mDDnSu7cOkk+tO/Tg9R/nbXH0Fbn5mrrD2RHnOd4JFTN0ehDfYcgmwKzv7QvOerFmN33U67ikaTtlJ3hCslMQtjZ6UhlkHfHbBmLxz9q9W//vTzUk/s9ig05DaMOu0Vh7ZoHFVnLg49oUSw+wlU2Rhr+JjMGN7kJBHcZl0c+uSzUiK128R56YFmOecScehsVufSuMnjkZzuBHu8ZHONOcf9pd+fDc/E61MPbODxwraHRQSX0pxy5rq7o9CQi0Pf8Fq14z1bg6NEsBOIDpbWIGHbQYmILjUvVdfhe/8Ebeg1/kXqf2Oq84Dpy6w5kR7z3K35cZgfXV4E990JLevt1SXa2FW0SxwaoGeXvLlZXRd87R1AF+FroGnSIOva23D92Mpff+wZ6OxfLKLdjNkbRtWwMGHJeCSA1pAfr0dTTnAjUG1jrKHX5egkJzjYZo0TrOtSSrL1IWjuMe+8Hk9OuN8sgq9OxUiks2xTTvAifOskEv1eqvRr5PB0or5OMMD2R8XhLWVU5+xwg4jgG53g3OtAOcG2QYlgu5PNwNRQaSK4/yCgw6Wf3/y51/4E3v4a8Xv/Gc9n76tf7YiZRLrMq3PMN8XavfTnPR5xg8//nfVzGkslL4JtdEHVNNmMufii/O5ahdEU68aGNvs/Cd7gym7wzDXpYL3/k/afDWoWkW4bxaHHLRPBHo9GR5Nf1QQ3Al6f9HCoNA59+XWpuXRSh9pQqzUlOdfehugl87pCFxNqX3LNpneGhsIGgYNFML0igo/NdzC9sHqDv2Q6y8R8on5NsQz6H5Xj+Z+u/tjZ68563VXCUiJYOcG2Q4lguzNzTWK4pYjgvjtk5unFFxd//NyP4Mf/GvYcYvr9/xyAsCtEsInu1uhpORbPCL6RPYcgk5BaUjtg7CrayQkGqQuOReH6u9Y9x7Wj8pqI3CCmmjrl53Tsm5BcWPprj38L0OHAr1q3PrthFxGcScvvrQXjkQw6mgLKCW4Ugs2VOcG6Lk2xnDAaqRir4tAnn5W5prseM//cobYl49AXjBnBZsah4zMyJcDJtaa97wNgUF/LqxdWv2aPzsbR9TqNRyqmrU+SYBdWEcHppGyEKidYYQOUCLY7pXSGNvD6YeuDi+sxR07Btz4H6w7Ak39GLCX1GuGAC370Td0itjLp6s81clLEZPPa5R+z8R5o7oVTNukSbcc4NEhtEFhbF3z16OIodDF3fBYS08tH148/IzHorn7r1mc37BKHjk8BumVOMMiYJDUnuEEINFdWExwdgLkR2Hi36UuylGCrXNvMJJuVyQf9j1pTqx9uXzIOfWFsjvYmf76O3xQS086tBzbYcCfpx/87L/oe4OXzq4tgYzxS3ePQIL9Dg68tvwEN8rqDBnCCW6XnQLrovUg5wbbDBUrI5ZQjgkEESHQAJi+J8/PXvybzBT/11xBoIpaSiGrI5wYn2MRZwaOnpanSSvFYjwd2Pw7v/aS62ZRmYddOg809EumyalTS3ChMX16+nnfz/dC1felI9OgZGD7eWC4wiAiOTZqzYVQNxmvVosZYAJ1NSgQ3DJU6wcYowY1Oc4Jbxe3MZs0755U35XpqRRQalo9D5zpDa2aWpMRnnB2FBtA0fHf8Q27dtp5fvLe6CB6eTgA2cIIBtj8iabnBV5Z/zOywHFvX12ZN9cKYY158fYpNSbmWE0ayNQhKBNud6ICMPmrdUNrjt+W68773Y3j6MyIYPvWNfCfouCGCA24QwbkGHtU6XLqeE8HL1AMXs/dJ2d2zQyQ6PgVoK4/OqhfbDkrjmeS8+ee+elSOyznBmga3/yMYek06SBdz/JvSrXSvRTd8dsXMDaNqMCLZFjrBnc0BoqomuDEItla2IXn5dfnaUq75diLUBuiVNwNbipPPyo35zo+Zd85iVohDmxqFBqkJdroTnOPBHd0MTS4wOLHye+iwnZzgzfeDL7RyXfDsNTm63gnOieDiRnbxKeUC2wwlgu1OdADaN5Ze49K9A1r74Mf/RkTAoT+BDQWx4E4nuMpax+nLkJyFtct0hi5m070ivu3QJToWlRuMG+ca24H+R6SWfWCFHeFKuXpEhOy6FTqcv+/TUuN29KuFj+m6iOCtD0HLCrF3N2LU4NY7Em2IcIvmBIM4wdGFFNlsCaM6FM4m0CzX7nIZekNGCtrx2rkShstpVofobEai0Ds+aJ14NOLQRaNzphdSjM8lzG2KBe5wgnM8sEOukS+v4gaPzMQJ+Dy0N/lrsayV8Ydh830r1wUbTnAj1ATD4rrg2JT9knsNjhLBdqeUGcHFGN15Mwl46F/C/l9Z9OlESmJUYVc5wVWKYKMp1nLjkYrxeHOR6B+vXPdSC2JR++4qbrpXdoStqAu+dlR+VoEVXITmNeJsvPvXkJa4GJcPw9Rg40WhwbzURLXk49DW1gRnsjqz8TpHvxXWE6ygJjg+LdMAnBaFhoJQNatD9OCrMDdsXRQa5KY/k4RULP+hC+MWdIYGVznB27ojrG8LrRqJvj4dp7c1ZG6svBr6H4XxczB1eenPz14Hj19m17uZpUSwcoJthxLBdqdcEQzwwD+GD/8neOj/vOlTeSfY74Iffd7dqlIEj5yUY6nRuD2HILUg45LqSWzKfk2xDPyh3I6wyfOCdV2c4BtHIy3FHZ8V0XXme/Lv48+IMLeiA6rdMURwvePQNRDBnRFxRNSYpAYgUEFN8JU3Ad15TbGg4HKa1SH65LPgb4JbPmLO+ZbCKNcpEu4XRnMieI1ygpdD0zQe2NHNqxfGyayQahmZjtujHthge25U0nJu8OywRKE9LrgHXYl8akM5wXbG5b+FDicxK1HfckVw9w649/eWvMjEkiKCXTEiKdwhsdhq3a3R01JzXWpt7eYH5Ca+3l2iY1H7imCQRMLYGRnzZRbRAfl/L1cPvOj5H4G2TdIgK5OCk9+BnR91jVNQFhEbxaEDLeALWvYUHU3SbVY1x2oAgi3lO8GXD8v7xoY7rVmTlRg30GbEoTNpKeu55SMrp2qqxXC+ijpEn74+S8DnYWOHyQ2CXOQEAzy4o4eZeJpjV26uqTYYnonbox7YoGcXtKxfvi64EWYEQ8EJjquaYDujRLCdiQ7KsVwRvALxtItEsMcjYrTamuDRU6XVAxt4c/MUz/1oUcSr5sSi9t5V7H9EjmZ2ib56RI6liGCPB277jMzNPvKXIsD2f9K8tTiJULvUSNtBBFvYGRrIj1xRIrgBCDRDar68bslDr8s8eOMm1UmETHSCL70kr0cro9BQeI8qao718/fGuGdrJz6vibeg6aQ0rQzasFFkhdy/vRtNY9lItK7rIoLt5ARrmnSJvvjS0tMIZofdXw8MSzfGik3b+56tAVEi2M6UOx6pBAwnOOgGEQy5+adViOBMSupXyu0SuueQxPDMjvuWQ9zGcWiQG83IGnPrgq8elUhzqT+v2z4jrs+Pfl/efLZ/0Ly1OAmPR8oHbCGCrYtCQ0EER5UIdj/BXJy21Eh0Ji0baU6sB4aiOPTyzmDJnHxWUhlWXxPzTrDEoa9EFzg/OsdDt/SY+zxG7NRFTnBnJMDe9a3LzguOLqRIprOstZMTDFIXnJgubFoXM3O9wURw7vcym5HviXKCbcWqIljTtJCmaYc1TXtX07STmqb9+9zHH9E07aimaSc0TfsrTdN8uY9rmqb9N03TzmuadkzTtGWGeSpWxQIRnEjnGmO5RgRXeWM/cUGadqzZW97Xbf2AiKp6dYnOZu0fh9Y06D8oTrBZcy2vHYV17wNviZ0w2/rkJi+TkPFWvoA563Aike7q6+erZX68ZiJY1QQ3AIGcCE6U2CF69KQI5o33WLcmKzFKdqqNQ6eTcPp52PVx6d9gJaHFceiXzsn79cM7zRbBuZpjl9QEGzywvYe3h6LMJ252VYenbTQeqZhtD8vm8411wcl5+Tk1Qhw6EAG0wrXJqIlXTrCtKMUJTgCP6Lr+PuBW4COapt0H/BXwKV3X9wGDwGdzj/8osCP357eBPzV91Y1CdEDe9EwUOrFkBo8Gfq9NOglWS1OVN/ajp+RYrhPs9Usk+uwPCt2Ha0lyFvSs/XcVtx2UuPrIierPlUnDtXdgfZn7and/AdDg1l+vfg1OptoNIzNYmLR0PBLIBl/Q51FOcCNguC2lOsFDb8hxk0NFsD8E3kD1cegLfy835VZHoeGmOPRLZ8foaw9bMx4JXOUEg8wLTmV03rh0c1PDEWNGsJ3i0CAlL+tvvzkp1yjjkUBMgGBrkQjOpTfsbFw0IKuKYF0w3mH8uT8ZIKnr+rncx38CfCL390PAV3Nf9zrQrmlaA/zGW0AlnaFXIZ7KEPZ77dNOv1qqjUOPngLNC923lP+1e5+UHXkza15LJeaQC2r/QTmaERsfOwPpWGn1wMXs+CD88/ec2Q3WTKp9rZhBDeLQmqbRGQmomuBGIO8ElyiCr74Fzb3QttG6NVlNsLX6EUknnxVxuu2gOWtaiaLu0Ml0llfOj/PQzh7z70EMd9xlTvAdmzsI+jz8/NzN1+5hu4pgkJ4gV49IYs0gL4IbwAmGXOO+nAjO37PZ3LhoMEqqCdY0zatp2jvAKCJ4DwM+TdOM9oq/AhjvKn1A8YCwK7mPKcolOgDtm009ZSyVcceMYINIt8Rr0hXe8I6ehq7+yiJhWx+SJhz1iEQbbyx2F8EtvTLT14y64HxTrAoqLJpNjt45kXqL4FRMmhhZ3BgLpEN0VMWh3U++JrjUOPRp6VXg5E3gUFt1cehUDM58X+bd16I8xOuTzYr4FEcGo8wnM+bXA4NrneCQ38vdWzv5xRJ1wcPTcTQN1rRY122/YrY/Kmm1iy8WPjZ7XY6N4ARDTgTnfi8NJ1jFoW1FSSJY1/WMruu3AhuAu4G9wKeA/6pp2mFgFnGHS0bTtN/WNO0tTdPeSqeX6CDX6GSzMDVouhMcS2X57pZ0AAAgAElEQVQI+lwmgqHyDtEjJ0WkVYIvALs+Bme/V7kIrxRDBDvhgtr/CAy+Vn0n7WtH5Qawc5s562o0It0iFurV0bwGM4INOiMBJpQT7H7KcYKzmcqaINqNUGt1cej3fiLXgVpEoQ1C7RCb4qVzY/g8Gvf1W3ANcKkTDBKJPj86x/Xpxdfu4ek4XZEgfjO7bJtF351iEhSPSjKc4NYGEcGhVuUE25yyXjm6rk8BPwM+ouv6a7quP6jr+t3AzwEjGn2VgisMIpyvLnGu/6nr+p26rt/p8/kqW72bmb0uDZtMFsGJVNZlTnBuR7mSWsfkvLjtlYpgkC7R8WkZN1FLnFRfsu2gNKYafLW681w9IlFoJ7s49aTJmBVcJzf4yltyNPmathSdkYCqCW4EyqkJnhqUETo9O61dk9VUG4c++axcC7Z8wLw1rUa4HeLTvHh2lDu3dNASKrGxYTnknWD3jEgyeHCH3OfcOCpJxiPZ0AUGSQBs+4CUQum6fGz2OvibXLlRsSTFcWjlBNuSUrpD92ia1p77exj4IHBG07Q1uY8FgX8J/FnuS54D/lGuS/T7gWld169bsno3Y0FnaBAnOOS34a5hpVRzYz92BtDLmxF8I/2PyJiJU9+t/ByV4JQ4NMDm+6SZSzV1wckFGDlVflMsRYFqNozM4M0vQ9sm2PKg5U+laoIbhHK6Q4+dlWOPC5zgSuPQiTk4+0PZvPXW0HwItZGcm+TM8CwP3bLGmufIO8EOnP+8Crt6W+huDt4UiR6ZidPbGq7Tqkqg/1GYuVp47c1elxKpRtnIVjXBtqcUNbQO+JmmaceAN4Gf6Lr+AvAvNE07DRwDntd13bjD/T5wETgPfAn4PfOX3QBYJIKNxliuIX9jX4EIHj0tx2qcYF8Qdn4UznxPZg7XirwIdsAFNdAEm96/uDaoXIaPg54pvymWooDxWlm4ucuo5YyegYGX4a7fAo/115+OpgAz8TSpjEmjuRT2pBwn2Lje91TQBNFOhNoqj0Of+6E0F6xlFBog1M7CjLxHmz4aySA+LS5jqePzHISmaTywvYtXzo+Tzer5j9vaCQapC4bCqKTZ4capB4abnWBvEPw23rRoQErpDn1M1/XbdF0/oOv6Pl3X/0Pu4/9C1/Xduq7v1HX9j4ser+u6/kVd1/t1Xd+v6/pbVv4HXEt0QOasmdzFUpxgN4ngXG1RJTXBI6fAF65+o2HPIRGlAy9Xd55yiE2BL+ScC2r/IzImaXaksq+vpimWQjDq5+vhBL/5ZUkD3PYPa/J0nc25WcHKDXY3/rC8T5ZSEzx2FlrWOz8uG6yiMdbJ70h37E33mrum1Qi3k41Ns7Y1yK5ei5zaxIyrY7YP7OhhfC7JmWERVfFUhqmFlP1mBBfTvgm6dhTqgg0nuFEI3lAT7ATTosFwUS7WZUwNQusG07s3xpIuE8GhdvD4KruxHz0l9WHVOlPbH5VY3skaRqJjUWdEoQ2MURyVusHXjkJrX2O9gZpNveLQiVl4929g71OWzwg2WJ8bGXJ1qk5NwBS1QdOkHKUUJ3jsDKzZZf2arCbUKv/fTJkNRePT8N6PYe8v1ySNUUw22EowPcNDt1gwGskgPuO6ztDFPLBdrp0vvyfX7+FpGY+01s4iGOT+aPAVacjYiE5wal6a8sWnVD2wDVEi2K5EB6DD3PFIAIl01l1xaE2TuuBKRfDavdWvwR+GWz4MZ14o/8akUmJRZ11Qew9IV+BK64KvHoH1t5m7pkYjEJHkQ61F8LGnpRvtXZ+v2VP2dUhC4mpUiWDXE2xe3QnOZqUzdI8bRHDOyS7XDT7zfWm2WesoNHA9ESJCnIe3W7hx63InuLctxI41zfm6YFvPCC6m/1FpSHfuh5BaaDwRDLIRrJxgW6JEsF2JDljSRVWcYJf92CM9MF9mneP8BMyNmDcuY88hqbUcfMWc861GfNpZTrDHA9selnnBur7aoxezMAmTF1U9cLVomjixtewOrevw5ldg3ftgw52rP94k+tpFBF9TTrD7CTSvPid4ekhuwN0ggg2hV64IPvmslFdtuMv8Na3C2Wm553hgo4X1ui53ggEe2NHN4UuTxFMZRnIieJ3dRfCW+6UU5u2vy78bKc1VLIKVE2xLXKaGXEJyQQSaBSI4nnZZYyzI3diX6W6NnpJjNU2xitn+QWnKcepvzTnfajgtDg1SFzw3Uvjel8q1t+WoRHD1VPJaqYbBV+Xnfdfna9oRtCXkpzXkU3HoRqAUJ3j0jBzdIIINoVfOmKSFSUnh7P3lunTmfTt3yWllwboncbkTDDIvOJHO8tZA1Dlx6EBEatCN5ljKCVZUgaZpf6hp2hlN045pmvYdY3pR7nP/StO085qmndU07cOlnE+JYDsyNShHy5xgF4rgchtjmdEZuphAE+z4IJx+Xuo/rCYWdd4F1agLvvCz8r7u6lE5rr/V3PU0IpGe2jrBb35Zdr/3/UrtnjNHX0eTikM3AoHm1WuCxwwR7PAZwVCIQ5fTIXr4OGTTshFZY8bnEpyczAlvY0yMFTSAE3zP1i78Xo2Xz49xfTpOJOC1Zuay2Wx/FPRcp/6GdIJnlBNsHj8B9um6fgA4B/wrAE3T9gCfAvYCHwH+h6Zpq4odJYLtSH480lZTT5vN6iTSWReK4Apu7EdPipNq5gV5z5MwPwpDr5l3zuWITTnPCW7rg+6d5dcFXzsK3bc4v6urHailCJ4dhtPPwW2fkU2iGtPXHlZOcCNQPIZkOcbOiAPltI3DpagkDj01JMdOc+8pSuHn58aY1iPyj3jUuidqACc4EvRx+6YOfvHeOCMzcdbaPQpt0P9o4e8N5QTnfh9jU7kSNhdcf+qMrus/1nXdaL7zOrAh9/dDwN/oup7Qdf0SMqb37tXOp0SwHbFoRnAiLTtx4YDLRHBTlzgBqTJueEdPiwtsZjRsx4dkbJHVkeh0QjoOOvGC2n9QIrKpeGmP1/VcUyw1GskUjDh0uXXZlXDkr8R9uvO3rH+uJdjQEVZOcCMQKCEOPXbGHS4wFMWhyxHBg6B5ZeJEjXnp3Bieptx7VTkR7nLIpKTmuwE2Sh/c0c3JazOcvj5j7/FIxazdK6O5Qm112RCtG4YTPHNFjsoJNpvfAn6Q+3sfcLnoc1dyH1sRJYLtSHRAxj40dZp62lhKYrohn8t+7PnRLyU6XLpeEMFmEmyG7b8Ep56TbqRWYUTKnHhB3XYQ0jG4/Hppj5+5JnXEqh7YHJq6IZNY3TmrlkwKjvyFOABd/dY+1zL0tYeZTaSZjqXq8vyKGhFcpTFWNgtj56DHpCaI9SZoxKHLEJTRQRkx5/VZs6ZlyGR1fn5ujL1bN8kHrIpDG9czlzvBIPOCAQYmFuzfGdpA0+DAJ+vSlK2uGCJ4KqfNnGhcWINP07S3iv78dvEnNU37O03TTizx51DRY34fSANfr2oh1XyxwiKMztAmN7CI50Sw65zg4vmn7RtXf/z0FYlOmdUZupg9T8qopMtvwOZ7zT8/SG0JOC8ODbDlAfD4pS5428OrP/7qETn2KSfYFIpfK1bWz539Psxeh4//F+ueYxWKxyS1hR1QN6eojNWc4OnLkpxxmxNcVhx60JKRi6tx/Oo00YUUd+zeJeHEuEUi2NgQcHlNMMD+vjbawn6mYynnOMEAH/qDeq+g9hgieDongp1oXFhDWtf1ZcdF6Lr+Syt9saZpvwE8Bjyq6/lY21WgWABsyH1sRVxmCboEi2YE551g19UEyxB5Fkock2R0JzZjRvCN3PJh8AatjUTHcnVVThTBwWbYeHfpdcFXj4hoXrvP2nU1CoYILvW1UilvflnGsdxSUoNGSzDGJKm6YJcTbIZsSspElmLsrByt2PSsB16/TCIoxwmeGoL22ovgl86OoWlw/66N8r5oVRza2BBoACfY69G4r78LcMCM4EYn0CxH5QSbhqZpHwH+D+AJXdeL280/B3xK07SgpmlbgR3A4dXOp0Sw3dB1y2YEx90ugksd/WKIYCvGZYRapRPiaQsj0XkR7NALav9BGD5WWnz92lHo3Qd+9WZvCuW+Viph7Cxc+jnc+Zvgqd+1puAEWziWRVF/AkYH1mXc4LHcJAC3OMEgYq9UQZmKSyqjDk7wi+dGObChnc5IQOpBrYpDG/XRDeAEg8wLBgeMR2p0PF4RwsoJNpP/DrQAP9E07R1N0/4MQNf1k8AzwCngh8AXdV1fdVSLEsF2Y24E0nFLRbDr5gQ3GTf2JdYEj5ySBiFWicg9h2DmaiHKazYxB8ehAbblxnRcfHHlxyXn4do7qimWmRTHoa3iza+ANwC3/SPrnqMEuiIBQn6PcoLdTjDntixXFzx2VpryOPV6uRShttLj0MYNePsm69azBNH5JO9enuLhW3LXnHC7dXHoBnKCAR7bv55P372R92/rqvdSFKsRbJFJCeBc48JG6Lq+Xdf1jbqu35r78ztFn/t/dF3v13V9p67rP1jpPAZKBNsNi8YjAcSS4ky6zgkOtkjUqmQn+LS10bhbPiIR3lPfteb8To5Dg8z7DbUvPS84m4WBV+C7X4Q/ukVubrY/evPjFJVhtROcmIN3/1pq45t7rHmOEtE0jfVqTJL7Ca7iBI+edpcLDOJ4ltodOjooxxrHoV8+P05Wh4d25q4DoXbr4tAN5gS3Nfn5T08dUL0OnECwBciVrSon2Haoxlh2Iy+CzX/Dcq0TrGmlzz/NpGD8LGx/xLr1hNuh/xGpC/7QH5je4ExEsFboEuo0PF7Y9pDUBeu6fH+iA/Du38A735AmLoFm2Psk3PrrsPm+eq/YPfiC4pZYNSv4+DOycXH3F6w5f5n0tasxSa7HqLtLLiGCdV2c4Ns+U9s1WU2wtbAZuhpTORFc4zj0S2fHaG/y874NuRv/UJuFm2+GE+zQ90SFezHSCd4A+MP1XYviJpQIthvRAUCTpjImU2iM5cIAQKQLFkq4sb96BDJJWLvf2vXsOQTv/UhqWs0e7xOfkhsKj4N/jsYmwct/JI7w4CuAJuL44O/D7scgEKn3Kt2JMSvYbHQdDn8Zeg/YZhTGho4wP7leRhddhfNYyQmeviKdoddY0P+hnoRaC+J2NaYG5Qa8udfaNRWRzeq8dG6MB3f04PXkNoHD7TDxnjVP2GBOsMJBGNenULv5hoiiapQIthvRAWhdb0kjINc2xoKcE1zCjf0bfy67xTs/au16dn4UPD4RemaL4FjUuVFog20H5fj3fwCd/fDIv4YDnyptxJWiOkpNTZTL0OswehIe/2+2ebPvaw8zPpcknsq487qnKHKCl6gJHjsjRyuaINaTUFt5cei2jTXdND11fYbxuQQP3VJUEmFlHDoxDb6wdM5WKOyEIYJVPbAtUSLYbljUGRpcLoKbumHs3MqPmb4qovT9v1topmLZejph60Nw8rvwS//eXFEQizr/gtqxGX7taxBZIyOTbCKaGoJID0xeMv+8b35JNpj2f9L8c1fI+qIxSf09Fr/mFfXBuJYv5QS7VQQHW0tvjJWbEXxkMIrXo9HTEqS7OUDQZ919wEvnZEP6A7d0Fz4YzongbNZ8QR6fKYgNhcJOGHFoVQ9sS5QIthvRAYmKWoARhw4HXCiCjYinUWO6FG9+CdDh7t+uzZr2PgnP/e9w/V1pBmUWsSnnO8EAux+v9woak0g3XF51fF55zI7AqeekFjjQZO65qyA/KziqRLBrWakmePSMbLQ1ddZ2TVYTapUpEumE1PmvxNQQU+17+cSfvrrow+1Nfnqag/S0BFnTYhxD9LQs/lhb2I9W5iblS2fH2Lu+lTUtRYm2UBvoWXHsQybX7iZmVBRaYU+UE2xrlAi2E6lYbp7fFktOH0/lukP7HFxLuhyRbkjHZKzOUi5vcgGO/CXs+njtGoTs/Dho/1jcZ1NFcLQuMx8VLqGpW+rnzXRkjn4Vsim483PmnM8k8rOCVYdo97JSTfDYGffVA0PBVYrPrNyFPTEHCxNM+KUe+Pc/tpuWkI/R2QRjswlGZ+OMzSY4MhRldCZBIn3zbPuA1yPucZEw7mkOsqY1WBDRraG8uzwTT3FkKMrvPLRt6TXHpswXwfGZhhmPpHAYxTXBCtuhRLCdmBqSo0UiOJbK4Pdq+LxuFMG5G4GF8aVF8PFnRDze87s1XFMXbH1QRiU9+n+bF/mNRdUFVVE5kR5xZGJR+R2tlkwajvyF1Hl3b6/+fCbS2xrC69FUh2g34/XLiLwb48FGZ+hbP12fdVmJIfgSq4jgXPOsUe9aAD6yr5eNnUsnNXRdZzaRZnRGBPLYXILRmThjc7l/zya4PLnAkcEok/PJJc/R3uQnEvCRyeo8dMuaxZ80nDAr6oKVE6ywK8oJtjVKBNuJyYtytLAm2JX1wFAQwfPjN3//dB1e/zPo3V/7cTt7DsEL/wRGTsjzV0s2K92h3RCHVtSH4lnBZojgcz+AmavwsT+s/lwm4/N66G0NKSfY7QSbb45Dz1yV6K3bZgRDQfDFp1Z+XG5G8DVEBHc1B5Z9qKZptIb8tIb8bF+zculAKpNlYi6Zd5LFVS64y3dv7eT2TTfc9Bvu72prroT4DLSsM/+8CkW1KCfY1igRbCfO/RD8TbBmjyWnd7UIbjJu7JfoenvpJRg7DYf+R+0bMO16HL73zyQSbYYITs6Ki6dEsKJSilMTZnD4S9C6AXZ82JzzmYyaFdwABJpvjkPnm2Ltrv16rCYvKFdpjpVLlw1kumkKzNIUMOeWz+/10NsWoretjCkWxXFos1FOsMKuKCfY1rgwF+tQ0knpJLzr45Z1Lo6nsoTdKoKL3a0bef1PRSTv+0Rt1wQSVdt8v/xsdb3688WiclQXVEWl5FMTJswKHjsnm0x3/iZ47bmn2tcRVk6w2wm23OwEj7q0MzQsjkOvxNQg+CMMxcN0N6/SQMtqrIxDx2ekM71CYTeM16oyLmyJEsF24fxPJCZ04Ncse4pYMuN+EXyjuzVxAc79CO78LUtmL5fEnkMw8V7BmagGYxddXVAVlRJZITVRLm99BTx+uP2z1Z/LIvrawwzPxElnbm76o3AJgWZI3DAneOyMbPiYEfm3G/k49CqCMjoI7ZuYmE/RvUIUuiZYFYfOpCE1r5xghT0xfu/DLutQ7xKUCLYLx54Wt3LbQcueIpbKEPK79EceiEiU/MYb+8P/Ezw+uKuOXWt3PwFo4gZXi+EEq/oSRaWEOwGteic4OQ/vfENGga3UnKfO9HWEyWR1hmfi9V6KwiqWqgkeO+NOFxgK7tKqcWiZETw+l6Cr3k5woAU0j/lxaMMNV92hFXZkw13w2B9bNvpUUR0uVUQOIz4NZ38I+56yNFLo6ppgKMwKNojPwNtfl+9rS2/91tWyVhpynfrb6s+Vj0MrJ1hRIV6fzE2tVgQfe0ZuQO/6gjnrsojiWcEKl3JjTbDRGdrVIlhbOQ6t61IT3C4iuO5xaI9HXDGz49DG90A5wQo74vFIuZCvzkkMxZIoEWwHTj8PmYSlUWhoABHc1L3YCX77a9JI6p7fqd+aDPYckuZcY2erO09cxaEVJhDpqS4Orevw5pdh7X7YeLd567IANSu4AbixJnjmmogjN3aGBrmxDras7ATHopCYIdu+icn5ZP3j0JATwSY7wXHlBCsUispQItgOHHsaOrZC3x2WPo2rG2NB7sY+525lM3D4z2HjPdB3e33XBbD7cTmeeq6686jGWAozqFYEX35Dxn7d/fnad1wvE+UENwDBlsVO8JiLm2IZBFtXdlVzM4LnwuvJ6tTfCQYp47EqDq2cYIVCUSZKBNebmWtw6WU48KuW30zGUhnCATeL4G5YmJC/n/sRRAfs4QIDtK4XQX6qyrrgWBR8IfCHzVmXojG5sXSgXA5/Sbqx7v+keWuyiJDfS3dzQDnBbiaQqwk2OvAbiZs1LhyPZBBqWzkOnZsRPOGX+bm2EMHhdvPj0MoJVigUFaJEcL058W1Ah/2/avlTuboxFhRu7HUd3vhTaO0rOLB2YM+T4p6Nn6/8HLEpFYVWVE9TFSJ4blTq22/9B9KQzgH0tasxSa4m2Azo0qwNpPSkqavQCd2NhFZzgmVG8IhH+mF02SIO3W5+HDrvBKsRSQqFojxcrIgcwrGnYf3t0L3d8qdqiJrgTBKGXodLP4e7vwBef71XVcAQ5KeraJAVi6rO0IrqifTIzWg6Wf7XHv0ryKbq23G9TPo6wioO7WYCzXI06oLHzkKPi11gKC0OHWpnJCni1xZOcKjN/Di0coIVCkWFKBFcT0bPwPBxiULXANeL4EhuTMvf/wH4wvabXdq+EfrurK5LtHKCFWaQn6s9Ud7XZdLw1l/Ctoehe4fJi7IOwwnWjbiswl0EW+SYyEWiR8+4tymWQSlx6PZNjM0mAOixgwi2Ig6dyJ1P1QQrFIoyUSK4nhx/BjQv7PuE5U+VzmRJZXT3N8YCGPwFvO/XZAyM3dhzCK6/C5OXKvv6uBLBChMwXisLZTbHOvdDmLli+7FIN9LXHiaRzjI+V4HzrbA/eSd4FmaHRRi5uR4YcnHoFURwbkbwxHwSv1ejNWzd+MWSCbXLJIyUiamM+Ax4g+CzgchXKBSOQongepHNwrFviqPSvMbyp4unswAurwnuKvzdLg2xbmTPITlW6gbHoqoztKJ6DBFcbl3wm1+G1g1wy0fMX5OF9HU0AWpMkmsJ5kRwYlbqgcH9TnCwVZzgpdINxTOCZxN0RYJodujibtTtmhmJTswoF1ihUFSEixWRzbn8BkwP1TQKDTSGE7ztYfu6AB2bYf1tVYpg5QQrqsSIQ5czJmn8PFz8Gdz5G+C1gatUBmpMkssxnODEXKEztJvHI4EIv2waUgs3f25uFNJx6NjCxHyS7hYbNMWCwgaumc2x4jOqHlihUFSEEsH14vgz4G+CXY/V5OliSRHBrq4JblkHt34GHv239V7Jyuw5BNeO5rt3lkw6ITc8yglWVEteBJfhBL/1FfD47VdrXwJ9HTkRPLWEYFA4H6MmODknM4LDnYVNUbdiuKpLRaJzM4Jp38T4nDjBtsBo6mhmXbByghUKRYUoEVwP0kk4+R3Y+bFCjMtiDCfY1SLY44Un/wT6bq/3Slam0ki0ESFT3aEV1RJqB4+vdBGcnIe3vy6/uzUo3zCbtrCflqBPOcFuJVAUhx49Iy6wHeK/VmK4n0s1x4oaIlji0LboDA2F9y4z49DKCVYoFBWiRHA9OP93EmutURQaIJ6SmmBXx6GdQuc26D1QgQiOylHFoRXVomnilJUqgo9/S5oN3fV5a9dlIX0dalawawkWjUgaOwNrXB6FhiIneAlXNecE6+0bGXd7HDoxq5xghUJREUoE14Pjz0BTF/Q/UrOnjDWCE+wk9hyCK2/C9JXSv8a4cVAiWGEGkW6YL2FEkq7Dm1+Ctftg0/utX5dF9LWHueJwJ/hff/c43337ar2XYT/8ETlOXJDrpNvrgWH1OHRkDbPZAMl0lm63x6GDbeadT6FQNAxKBNea+Ayc/QHsfQq8/to9rdEYK6B+5LZgz5NyPP186V+Td4JVHFphAqU6wZcPyzzzuz7n6Iip053gTFbnbw5f5oVj1+q9FPvh8Ugk+spb8u9GEMH5OPQSgjI3I3g8NyPYNk6w4diaHYdWTrBCoagApYhqzennpWtjDaPQoJxg29G9HdbshZPfLf1rVBxaYSZN3aWJ4De/LDfc+2t7zTKbvvYws/E0M/FUvZdSEdemYqSzOgMTqrnXkgRbisYjNYAINoTfcnHo3IxgwD41wV6/bFaYFYfOZmQ2tKoJVigUFaBEcK05/gx0bIENd9X0aRuiMZbT2PskXH4dZkp0dmIqDq0wkUjP6iOS5sbg1Hfh1n9QsyZ+VpHvEO3QSPTQ5EL+mM0uMRu20Qk0g56V66MDm7eVzXJx6GxGymxyTbEA+3SHBolEmxWHTszmzqlEsEKhKB8lgmvJzHW49HNxVGocK2yIOcFOw+gSffqF0h4fiwKaqn9SmEOkG1LzkFzBWXz7q5BJwp2fq926LMLps4INEZxMZxmeidd5NTbE2KRphM7QICMWNe/N3aFnrsn84I7NjM/ZLA4NUs5jVhza+L8rJ1ihUFSAEsG15MS3Zae6xlFoaJA5wU6jZ6fcsJXaJToWld1/j3rZKkzAmKO6sIwbnM3AW38BWx+Cnltqty6LKMwKdqYIHiyKQQ9MzNdxJTbFGJPUs7O+66gVmiYO6I1O8KIZwUk0DTqbbCSCQ23mxaGN/7tyghUKRQWou+lacvwZWH8bdO+o+VPH02pEki3ZcwgGX4G50dUfG59SUWiFeRgieLm64HM/gunLjh6LVEx3JEjA53GsCB6anKcpINfvQVUXfDPBFjn27K7vOmpJsPXmaHHxjOC5BB1NAXxeG93qmRqHVk6wQqGoHBtdGV3O2Fm4/m7dmssYTnDQp37ktmL3E4AOZ0qIRMeiqjO0wjwi3XJcri74zS9By3rY+bHarclCPB6Nvvawo+PQd2zuIOD1KCd4KRrNCQZxVW+MQ08NARq0bWR8LkF3s41cYDA3Dq2cYIVCUQVKEdWKY8+A5oF9n6jL08fTGYI+Dx5PA9RKOYm1e6Fja2mjkmJR5QQrzCMvgpdwgicuwIW/hzt/E7y+2q7LQvraw1xxoBOs6zqDEwts6YqwsTPM4Lhygm/CqAle00BOcKht6Th0ax/4AkzMJe3VFAvMjUPnnWDVJ0OhUJSPEsG1QNfh+Ddh28PQsrYuS4gnM4QDKgptOzQN9jwhDdOMEUjLEVNxaIWJrBSHfvMr4PHB7Z+t7ZosxqlO8HQsxWw8zeauJjZ3RRicVCL4JtbskSh0c33eY+vCcnHo9k0A4gS32E0Et0NyDjLp6s9l/N+VE6xQKCpAieBacPmw7M7Wcc5mLJUh5FMi2JbsfkK6eZ794cqPi0XlBkKhMINARDrM3hiHTi7AO1+T38s6bdpZRV9HmMyC6I0AACAASURBVPG5RL5bvlMwaoA3djaxuauJwYl5dF2NSVrE3V+AL77eGJ2hDZaMQ8uMYIDxuaQ949BgTl2wqglWKBRVoERwLTj2NPjCsPuxui0hnsoqJ9iurL9d4msrRaKzWdUYS2E+ke6bRfCJb8kN6t1fqM+aLMQYk3TNYZFow/nd3NXElq4IC8kMY7nxN4oG5sbu0OmkjEhq30w8lWEukaa72W5OsDHf2IRIdHwGvAHwh6o/l0KhaDiUCLaaTApOfgd2fazQvbIOxFIZ1RTLrng8sOsxuPBTSMwt/ZjkrIzXUiJYYSaRnsVxaF2Hw1+CNXth0731W5dFOHVM0uWcCN6Uc4JBdYhWIA5oYkY2SUG6uaMvnhFsNyfYSDOZ0RwrMaNcYIVCUTFKFVnN+Z9CbLKuUWiAeErVBNuaPU9AOg7nf7L05416YdUdWmEmTd2LRfCVt2D4GNz1OVfGSg0n2Gl1wYMT83Q3B2kK+NjcFcl9TInghifUBuiySQo3zQgG7OcE5+PQJjnBqh5YoVBUiBLBVnPsaQh3wvZH67qMeCqjZgTbmU33iiBZLhKdF8HKCVaYSKRncRz6zS9BoAUO/Fr91mQhvW0hPJrznOChyYW8A9zXHsbr0RhUY5IUhgA0ItFFM4Inck5wl91EsKlx6OnC+RQKhaJMlAi2ksQsnP0B7HsKvP66LiWWyhBSIti+eLyw6+Nw7keQit/8eSM6pkSwwkwiOSdY10UMn/wO3PrpwrgZl+H3eljbGnKcEzw0scDmThHBAZ+HvvYwA8oJVhhRYKNB1NSgdHVvXd8YcWg1NlChUFSBEsFWcvoFSMfqHoWGXGMsJYLtze4nZHTExRdv/pzhBKvu0AozifRANiU30Ue/Cpkk3PX5eq/KUpw2KziRznB9Js7GnAgG8h2iFQ1O3gnOdVqeGoK2DeDxOiAObUJ3aCWCFQpFFSgRbCXHnob2zbDx7nqvhFgyQ9Cvfty2ZusHINgGp5+7+XMqDq2wAmNW8OwIvPUXsOVB6NlZ3zVZTF+Hs2YFX4nG0HXycWiALV0RVROsKIoWF8Wh243xSAmagz77JcD8YfAGzYlDKxGsUCiqQKkiq5gdgUsvwYFftUWDmURa1QTbHl8Adn4Ezn5fuooXY9wwqMZYCjOJdMnxna/D9JArxyLdSF97mOGZOOlMtt5LKYmhiUJnaIPNXU1Mx1JMLSTrtSyFHQjmRHBxHNrOM4INQm3Vx6HV2ECFQlElSgRbxYlvy0gbG0ShQZxg2+0IK25m9+Oyuz34yuKPx6LgC8kuukJhFoYTfPhL0LIOdn68vuupAX0dYTJZnZFZZ8zZNWLPm7qKRbB0iFZ1wQ1OcRw6OS/1/TkneGIuYb8otEG4vfo4dGJGjQ1UKBRVoUSwVRx7Gta9D3puqfdK0HWdeFrVBDuC/kfB3wSnbohEq9iXwgoMEZyahzt+E7y++q6nBjhtTNLQZIyw30tPkaDZkp8VrOqCG5pgkQieuix/L4pDd9nWCW6vPg6tSoQUCkWVKBFsBePvwfV3bDNmJJXRyWR1NSfYCQSaYPsvwZkXJO5lEFOxL4UFNHXL0eODOz5b37XUiA0dORE85QwXdWhynk2dTWhFZTUbO5vQNDUruOHxh6S+NjFTmBG8KA5tUyfYjDi0EsEKhaJKlAi2gmPPgOaBfZ+o90oAGY8EEPSpH7cj2HMI5kbgypuFj8WmVGdohfn4AtDcK79zLb31Xk1NWO84J3hhURQaIOT30tsaYkA5wYpQqzTGKpoRnM5kiS7YWASbEYdWIlihUFSJUkVmo+tw/Bnp9GuTm8pETgQrJ9gh7PgQeAOLu0SrOLTCKn7je/DYH9d7FTWjKeCjMxLgqgPGJOm6ztBkYUZwMTImSTnBDU+oLReHHpS+Ec1rmFxIous2nBFsoOLQCoXCBigRbDZX3oTogG2i0FBwgkM+JYIdQagVth0UEazr8jHVBVNhFd3bCw12GoS+9jBXHOAEj84miKeyNznBYIxJUk5wwxNsLcSh2zeBpjE+a9MZwQaGE5ytokO7EsEKhaJKlAg2m2PPyG7srsfqvZI88ZS80Sgn2EHsfhymhuD6u/LvWFSNR1IoTKKvPewIJ3ho8ubxSAabuyKMzyWZS6RrvSyFnSiOQxudoeel83mXbUVwp3R2rsYNNmqKVZmQQqGoECWCzSSTgpPPws6P2spZMZxg1R3aQez8GGheOP08pBOQWlAiWKEwib6OMNemYuhG0sKmDC4xI9hgs+oQrQBxgo04dEehMzTYOA7dlJtPbri5lRCLQqBZ+hooFApFBSgRbCYX/h4WJmwVhQaZEQwQ9Ksft2OIdMGW+0UEGzveKvalUJhCX3uYeCrLxHyy3ktZkaGJeTwabOhYSQSruuCGJtQGM1dFCBvjkYw4dItNneCmTjkuTFR+DtUnQ6FQVIlSRWZy7Bm5KPc/Wu+VLCKeVk6wI9n9BIyfhcuvy79V7EuhMIW+3JikazaPRA9NLrCuLUxgic7+m7siAKpDtMu5NhUjmV6hdjbUBsk5+Xv7JgDG5xMEvB5agjad+50XwZOVn0OVCCkUiipRItgsErNw5nuw95dtF8+J55zgkBLBzsKoKz/6VTmqXW+FwhT6HDImaXByYckoNEBz0Ed3c5DBceUEu5XphRSP/OcX+eprA8s/KFhUetVRcIK7mwOLZkvbirByghUKRf1RItgsznwP0jHbRaFBOcGOpXUdbLgbzv9U/q3e8BUKU9iQc4Lt3hzr8uRCPva8FJu7mhicVE6wW3nt4gTxVJZ3Lq/QQCrUVvh7e6Em2LZRaCiqCa7WCVbviQqFonKUCDaLY89IFGnjPfVeyU3Ekqo7tGPZ8wSQa96jol8KhSm0hf1EAl5bj0maS6QZn0suOR7JQM0KdjevXhgH4Ozw7PIPMppwBlvzonBiPkFXxF6JtEUEW8DjV06wQqGoK0oEm8HcKFz8Gez/JNgwfhRXc4Kdy+7HC39Xb/gKhSlomkZfh73HJA2t0BnaYEtXhOvT8fw1vpG5ODbHs0ev1HsZpvLKeRHBF8fnSaSX+RkbcejcjGAw4tA2doI1TeqCKxXBuq5EsEKhqBolgs3gxLdl5t3+X633SpbEGJEUCqgft+Po2AK9BwANgm2rPVqhUJRIX3vY1jXBxozgzZ2RZR9jRKWNxzYyf/HKAP/0mXf59hF3COHh6TgXxuY5sKGNTFbnwugysXcjDp2LQuu6zsS8zePQIJHoShtjJechm1IiWKFQVIVSRWZw7BkRKmt21XslSxJPZdA0CHjVj9uRvP/3ZG6wR/38FAqz6OsIcyW6YNtZwUO5Wt+V49AikFUkutDp+/e/e3zl+LBDMKLQn3tgKwBnR2aWfqARh841xZqJpUlldHvHoUGaY1Uqgo35wkoEKxSKKlB31dUyfh6uHYUD9nSBQURw2O+1b6dIxcrc+mn49DfqvQqFwlXcurGDmXiabxweqvdSlmRwYoG2sJ+2sH/Zx2zJzwpWzbGuTcd538Z2moN+fvfrR5hLpOu9pKp45fwEHU1+PrpvHQGvhzPLCXtjdF7HFgDG5hIA9NjeCe6svDGWEsEKhcIElAiuluPPABrs+5V6r2RZYqmMGo+kUCgURTx1Wx8P7ujmP75wivOjc/Vezk0MrdIZGqC9KUBb2K9mBQPXp2PsW9/K//fp2xgYn+dfPXvcti7/aui6zqsXxrm3v4uAz0P/mubl3e32TfD4f8tPppjIiWBb1wRDdTXBSgQrFAoTUCK4GnRdotBbPyDjbGxKPJVV45EUCoWiCI9H448++T7Cfi//+Om3Saaz9V7SIoYmF9i4QlMsgy2qQzSxZIaphRTr28Pc29/FP/vQTp5/9xpfe32w3kuriEvj81yfjnNffzcAu3pblhfBmgZ3fDY/PWB8LglAV7PN49BGTXAlGxVKBCsUChNQIrgarh6B6CVbR6HBcILVj1qhUCiKWdsa4v/9xAFOXJ3hv/zkXL2XkyedyXI1GmNzCSJ4c1ekbBH82oWJfA2tG7g2Lf+XdW0hAH73oX4O7uzhP75wmmNXVpixa1NeuSAO6f3bRQTv7G3h+nSc6YXUql877hQnONwJegbi0+V/rRLBCoXCBJQyqoZjT4MvtHiMjQ2JJ1UcWqFQKJbiw3t7+fTdm/jzn1/INyOqN9en46Sz+qpxaJAO0VeiCyU72edH5/j0l17noT/8Gf/Xd45z2QWdpa9PxQFY1xYGxOX/L796Kz0tQX7v60dLEo924tXz46xvC+Vrvnf2tgBwdmT1hl8Tcwk8GnQ0OcAJhsoi0UoEKxQKE1AiuFIyKTjxLNzykcKIApsST2dUHFqhUCiW4d88tputXRH+6dPvMrWQrPdy8s5uKXHozV0Rsjolzzx+7p3/v707j2/rKvM//jmybMmyZTt2rOxbszZtkm7Q0j2Z0o3StLQdysAABabDsEyBLvQHA9NhOhRa1sIA02GAsgx0o6RTWgq0Sfe9WZo0SeM0zerEjh07XiRbts7vD105SiLZsi1Z2/f9eull5erq6tT3VvKj5znP2Y0xcPmJU7j/lV0s/dYqbrp/LW/vz995xbFM8OQa78C2cRVl/PDvTmTfwRBfuHcNkUh+zA+ORCzPv9XC6XPGDzSzXBALgvcm6RAdp7mzl9qKMkpcOd4IMxYExwLa4QgeiCYgSsvTOyYRKSoKgkfqrVXQvT/nS6EhOl9KmWARkcR8ZW6+f/WJ7O/s4UsPZr+h0sAawXXJ1wiOiWULU2mOZa1lxdo9nD67jtuvXMKTN53Lh06bwYo1e1j27VV84Z41bG3OvSZhQ4llgidWew/bfuL0cXzp4mN5fFMT//XUW9kY2rC90XiQtu4wZ8ypG9g2scpLldedvEN0nP2dPblfCg3Rxlgw8kywssAiMkoKgkdq3T3RN+E57872SIYUCkcUBIuIDGLR1GquP38+j7y+l/tf3ZXVsWxv7aKsxMXEKu+Q+8YC5R0pzAteu6ud7S3dLF8yBYiWD99y6XE8/cWlfPzMWTy6fi/nfedJPvvb1byZQultrmhsDzK+0oPHffTn3EdPn8l7Fk3iW3/ezItvjbAb8Rh6tiFakn+G0xQLwBjD/MGaY8VpybsgeATLJCkIFpE0UBA8Ej2dsOmPsPAycOf4vBucdYLLFASLiAzm2rOP4dRZtdzy0IaslgfvbO1m6rjylEpax1eW4SsrSSkTvGLNbspKXFxw/MTDtgf8Xr78noU8/cWl/OPZs3li4z7O/+5T/NOvX2XDnhE0Lhpje9pDh5VCxzPG8I0rFjG91sdnf7ua5o6eMR7d8Dy7tYW5gUoCR3wBMn+in837OoasUtjf2Zv7naEh2hgLRpYJDrUrCBaRUVMQPBKbH4Fwd16UQoPTHdqtUy0iMpgSl+G77z+BEpfhc/esIdyfnWWTtrd0Mz2FplgQDfJS6RDdH7E8vK6RpQvqqS4vTbjP+EoPN1+0gGe+uIzPLpvDM1v28547n+ETd7+S012WG9uCA52hE/F7S/nRB0+iPRjmY794mdU7RjAPdQz09kV4eVvrQFfoePMnVtER6mNPe2jQY+RNObS3GkwJBJUJFpHsUGQ0EuvuherpMO20bI8kJcoEi4ikZnJNOV9/3yLW7GzjB080jPnrW2vZ0dLN9BSaYsXMrPMNmQl+4a0Wmjt6WH7ClCGPN66ijOvPn88zNy/j8+fN4+W3W7n0h8/y0Z+/xKvbcy+AbGwPDXSGTubYSVV8/+oT2N0W5PIfPcc//PIVNqXQaGosrd5xgGC4n9Nn1x31WCrNsbp7++ju7c+PTLAx0ZLoEc8Jrkn/mESkqCgIHq7OZtj6BCy6Elz58euLrhOsIFhEJBWXLJ7MFSdN5YdPbOGVt0eQqRqFtu4wHT19wwqCZ9RVsLO1m/5BOiCvWLObSo+bZQsCKR+3uryU686byzNfXMqNF8xn7c42rvjxc3zopy/y0rax/b0kczAUprOnL2k5dLwLj5/EUzct5fp3z+OFrS1c9P2n+dzvVudMZ+xnt7bgMnDqMUcHwfMmRIPgwZpjtXRGO5vnRSYYoh2iNSdYRLIkP6K4XLLh99EF3vOkFNpaq8ZYIiLDdMulC5k6zsfn7lnDwdDYrTO7fRidoWNm1PkI91sa2xMvkxQK9/Po+r1ccNzEEX0W+L2lfHrpHJ754jK+dPECNu09yN/+1/NcfdfzPNewP6vdtPc4S0MNlQmOqfS4+ezfzB2Y//ynDdFmYF968HX2DlFqnGnPNexn0dSahOXq1eWlTK72Dtocq7kzOt+5vpCD4HAoOh1NQbCIjJKC4OFady9MXASBY7M9kpT09EXntHlLdapFRFLl95by3fefQGN7iH9dsWHMXne7U9Y8vEywz3lu4nnBqzY30xHqY/kJk0c1tgqPm2vPns3TNy3jq5cs5K3mLv7upy9y1U+e58k3m7MSDMeWR0olExyvxlfGzRct4Kkbl/J3p07nvld2cvYdK7n14Tdo6Rz75lmdPX2s2dnGGQlKoWOG6hAdywTnRTk0RAPZ4ZZDh5y56V6VQ4vI6CgyGo6WrbD7FViUvSzwq9tbuebnL9Hbl1rDllC4H4ByZYJFRIbl5Bnj+Odlc3lw9W5WrNk9Jq+508kED29OcDRrnGxe8ENrdzO+sizhXNORKC8r4WNnzuKpm5by78uPY09bkI/87CUu+9FzPL5x35gGw3vah5cJPlKgysvXlh/PE9efy6VLJvOzZ7dx9u0r+c5f3hzTCoCXtrXQF7EJm2LFzJ9YxdbmzqQN2/Y7wXtelUMPtzFW0JmTrkywiIySguDheP0+wETnA2fJj1dtZeXmZna3JS57O1JQQbCIyIh9eulsTp4xjn95cP1AgJpJ21u6Cfg9w2pmOLHKS5nblTAT3BEK89eNTVyyeDLukvR+5HtLS/j7d81k1Y1Lue19i2jp7OHjd7/CJT94hj+t30tkkDnK6dLYFsJlIOAfXeA3rdbHt65awp8/fzbnzK/nzse3cPbtK/mvJ7cS7O1P02iTe7ahhTK3i5NnJA/uFkz0E+63vNWc+MuO/c7yT3mTCY41xhrOlyYKgkUkTRQEp8raaCn0rLOganQlZSPV3NHDys3NADQdTG3uUuzDW3OCRUSGz13i4nvvPwELfOHeNYM2n0qHHa3D6wwN4HIZptf6Bkqp4z22YR+9fREuHWUp9GDK3C4+8M7prLzhXO64cjFdPX188tevcvGdT/Pwuj0Z/Z3taQ8yocqbtgB/TsDPjz54Mv/3mTNZMrWG2x7dxDl3rORXz7+dcgXWSDzbsJ9TZowb9LN6/sRYc6zEHaJbunrxe9143Hnyee+rg0gf9CQv8T6KgmARSRMFwana/Rq0bs1qKfSKNbsH/pho6khtzlIoHJsTnCcfiiIiOWZarY+vLT+Ol98+wI9XZXbZpB2tqa8RHG9mnS9hJnjFmt1Mqy3nxGmZn0NZWuLiqlOm8dcvnMP33n8C4f4In/nf1VzwvacO+/xKp8a20KBrBI/UoqnV3P2xd3LPtacxo87HV1ZsYNm3V/HAq7vS/t+xv7OHTXs7Bi2FBphdX4nbZZLOC27u7MmfplgA5bXRn8OZF6wgWETSREFwql6/F0o8sPDSrLy8tZb7XtnFMfXRuV+pBsGxcmg1xhIRGbnLT5zCe5dM5rt/3cKanW0ZeY1QuJ+9B0PMqE29M3TMjLoK3m7pOmw+bnNHD8827Gf5kikYY9I51EG5S1xcduIU/vz5c/jBB06kxBiu+90azvvOk9z/6q6kc1pHorE9yKSakc0HTsWpx9Rx7z++i19c8w6qy0u5/r61XPC9p/jT+sa0zX1+fms0CBxqznaZ28Ux9RVJg+D9HT35Mx8YoplgGN68YAXBIpImioxS0d8H6x+A+ReCtzorQ9iw5yCb93VwzRmzKHO7aOpIrRy6R3OCRURGzRjDrZcdz8QqL5/73Wq6evrS/hq7DgSxFqbXDT+om1nnIxSOHPYF6R/X7SFiGXVX6JEqcRneu2Qyj153Fj/50EmUl5Zww31rWfbtVfzupR2jLi+21tLYHmJyBjLB8YwxnDs/wP995kx+9MGTsNbyyV+/xqU/fDYtXbGf27ofv8fNoilD/30xf2JV0rWCW7p682c+MBwKgoezTFLwAJgS8PgzMyYRKRoKglPx1iroas5qKfT9r+6izO3i0sWTqa/00HxweJng4TRZERGRo1WXl/Kdv13C9tZuvvZ/b6T9+DtaY8sjjSwTDIcvk7Ri7R6OnVTF3AnZDRhcLsOFx0/ij/98Jj/98CnU+sq4+fevs/Rbq/jVC9vp6RtZ46nWrl56+iIj7gw9XC6X4eJFk3jsc2dzx5WLae3q5SM/e4n33/UCr7w9zC7HcZ5taOHUY+pSmte8YKKf3W1BOhJ0rt7fmW+Z4BGWQ5ePgzGsbBCRwqQgOBWv3xvNAM99d1Zevqevnz+s2c35CydQ7SslUOUZQTm0gmARkdE69Zg6PnXubO55ZSePvt6Y1mPHAtjhNsaCQ2sFx5ZJ2tHSzeodbVnLAidijOG8hRP4w6fP4BfXvIMJVR6+8of1XPDdp+juHX5mvbE9tkbw2ATBMW5n7vMTN5zD15Yfx1vNXVz5k+e55ucvsX53+7COtbO1mx2t3ZwxJ7Xlq+Y7X2i8ue/wbHC4P0JbdzhPg+BhZoJVCi0iaaAgeCi9XbDxYTjucnBn58PliY1NtHWHufLkqUB0KYhUy6FjjbFUDi0ikh6fO28ei6dWc/PvX6exPbXl6lKxo7UbX1kJ40dQ0jqlphy3ywx0iH5obXRd4/cuyZ0gOCZWXvzAP53OrZcdz9st3WzYk7jj8WD2OEsFTq7JbDl0Mh53CR9+10yeuulcvnjhAl7b0cYlP3iGT//va2xt7kzpGM9t3Q8wZFOsmEMdog8Pglu7eoE8Wh4JwFMNxjWyTLCIyCgpCB5KqB3mXQBLPpC1Idz/6i4mVHk4a249AAG/d9iZYI8aY4mIpEVpiYvvX30ivX0Rrr93bdrWw93REl0eaSRNrNwlLqaOK+ftlm6stfxhzR7eObOWKWOcJR0OYwznzIt+rjU0pRY0xotlgseqHDoZX5mbfzp3Nk/dtJTPLpvDyk1NvPs7T3LjfWvZdWDwtaWfbWih3u9hbqAypdeaOq6cSo/7qOZYzc7fBHmVCXa5oh2ih9sYS0GwiKSBIqOhVE2Gq34O00/Lyss3dYRY9WYzl584lRJX9A+jgN9DW3c4pXlUaowlIpJ+s8ZXcMulC3luaws/feattBxzJGsEx5tRV8GOlm42NnbQ0NSZ0bWB02VKTTnlpSVs2Tf8IHhPe5CyEhd1FbmR/awuL+X68+fz1E1LueaMWaxYu4dl33qSWx7akLB6y1rLc1tbOH12XcpffBhjmDeh8qhMcIuTCa7358bvImW+WmWCRSQrFATnuBWr99AfsQOl0ACBqug3vc0pZIODvZoTLCKSCX97yjQuOG4Cdzy2edhzQY8UiVh2tHYPzO0diRl1Pt5u6WLFmt24nSZOuc7lMswOVNCQYvlwvMa2EBOrvbhcudUkaXylh69cspBVN5zLFSdP4VcvbOec21dx+5820d59qKHVm/s62d/ZwxmzUyuFjpk/sYrNezsO60q93/l7oK4ijzLBEO0QPaw5wW0KgkUkLRQE5zBrLfe/uosTp9cwJ65UKuCPzn9KpSQ61NeP22UoTaHrpIiIpM4Ywzfet5jaijKu+93qgS8dR6Kpo4eevgjT64bfGTpmRl0FHaE+7n1lJ2fPq6c2RzKkQ5kb8NOwL/GyP4NpbA8yKcPLI43G5JpybnvfYv76hXN498IJ/GjVVs68/Qn+c2UDXT19PNsQnQ98eopNsWIWTPTTHgyzL26ViP2dTjm0v4CD4P4w9BxUECwiaaHIKIet3x1dGzg+CwxQ73zINaWwTFKwN6JSaBGRDBlXUca3rzqBrc1d/McjI182aUfryDtDx8x0ssgHusM51RV6KHMClexpD9E5zLWX97SFxrwz9EjMGl/BnR84kUevO4tTZ9Vyx2ObOeeOlfzqhe3MqPMxddzwzvmh5liHmom1dPXicbuoyLflEMvHpV4OHWo/9BwRKTrGmH83xqwzxqwxxvzZGDPZ2W6MMXcaYxqcx09K5XgKgnPYfa/upMzt4pLFh/8xc6gceugO0cFwPx4FwSIiGXPm3PH8w1mz+PULO/jrG/tGdIxYV+cZo5wTDNEeEOcdO2HExxlrsUqnrcNojtUfsew9GMrpTPCRjp1UxU8/8g5+/6nTmRvws21/F2c7DS+HY4ETBMc3x9rfEV0jeCRN1bLKVxdtjGVTaC4XPBD9qSBYpFjdYa1dbK09AXgY+Kqz/SJgrnO7FvhxKgdTEJyjevr6WbFmDxccN5Hq8tLDHqur8OAyqZVD94T7KS/TaRYRyaQbLpjPsZOq+OID61Jewi7eztZuXGZ0a95Oqy2nxBVdi7fC4x7xccZaLAjeMowguLmjh/6IZVIeZIKPdNL0cfz22tN4+LNncuOF84f9/BpfGROqPIcFwc2dPflXCg3Rxlj9vdCbwrlXECxS1Ky18WvpVQCxb8+WA7+0US8ANcaYIZtiKDrKUY9vbKI9GD6qFBqgxGUYX+lJrRw63I/XrUywiEgmedwl3Hn1CXT29HHjfesOa1qUiu2t3UyuKafMPfKPZY+7hLv+/mS+dPGCER8jG2bU+igtMcNaJmmPsz7z5DzKBB/p+CnVVHlLh94xgfkTqw7rEN3S2cv4PJkDfhifMx86lXnBCoJFip4x5j+MMTuBD3IoEzwF2Bm32y5n26AUBOeo2NrAZ85J3DUyUOVhXwrZhlC4n/J8myMkIpKH5k7w8y/vOZYn32zm7ufeTvl5W5s7eXlb66g6Q8f8zbETsr5u7nC5S1zMGl9BQ1PqzbEa23JjjeBsWTDRT0NzJ339ESDaGCuv1giOlp1XtQAAHZFJREFUKa+N/kxlXvBAEFyTufGISKa5jTGvxN2ujX/QGPNXY8z6BLflANbaL1trpwG/AT4zqoGM5smSGU0HQzz5ZjPXnn3MwNrARwr4vextT21OsJZHEhEZGx86bQYrNzfz9Uc38a7Z4weaGCXSH7H8/Nlt3PHYZsrLSvjUuXPGcKS5ZW7Az4Y9qS8z1RjLBNfkbyZ4NOZP8NPbF+Htli6OGV9JS1cv4/NtjWA4lAkOKhMsUiT6rLWnJHvQWnteisf5DfAI8K/AbmBa3GNTnW2DUiY4B/1hze6j1gY+UsDvSWlOcDAcURAsIjJGjDHcfuViqrxurvvdakLhxMsmbW/p4uq7nufWP27krLnj+fPnz+aMJJU/xWBOoJIdrd1Jf19H2tMWory05KieGcXiUIfoDtqDYfojNv/WCIYRlEMb8FZndEgikpuMMXPj/rkc2OTcfwj4sNMl+jSg3VrbONTxhgyCjTFeY8xLxpi1xpgNxph/c7b/jTHmNadN9TPGmDnOdo8x5h6nTfWLxpiZw/xvLGrWWu57ZRcnTa9hdn1l0v0Cfg8tXT0DpVDJ9IT7KS/Vdx0iImNlfKWHO65cwqa9Hdz+p82HPRaJWH75/Ntc+L2n2bS3g29ftYT//vApA+u/F6s5gUoiFrbt70pp/8b2IJNrvPnXDTlN5gQqKXEZNu/tyN81giHaGAtSL4f2VoNLX+yLFKlvOKXR64Dzgeuc7Y8AbwENwH8Dn0rlYKmUQ/cAy6y1ncaYUuAZY8yjRNtPL7fWbjTGfAr4F+CjwMeBA9baOcaYq4FvAu9P+T+vyK3b1c6Wpk6+fvmiQferr/JibXRtwAlVyf94Ujm0iMjYW7ogwEfeNYOfPbuNc+bXc868enYd6Oam+9fx3NYWzp5XzzevWFS0c1qPNHfCoQ7Rx06qGnL/Pe35sUZwpnhLS5hZ52PT3g7eNdsJgivzsBzaWw3GlXomWKXQIkXLWntFku0W+PRwjzdkitBpNx1r2Vjq3Kxzi31SVQN7nPvLgbud+/cDf2OK9avaEbj/1V143C7es3jwzt4B5xvfoTpEh8L9lCsIFhEZc//v4mOZG6jkhvvW8rNntnHh955m7c42bnvfIu6+5h0KgOPMGl+By0DDvtSaYzW2BfNqjeBMWDCxis17O2jp7AXIz8ZYrhLw1qSeCVYQLCJpklKdrDGmxBizBmgC/mKtfRH4BPCIMWYX8PfAN5zdB9pUW2v7gHagLt0DL0ShcD8PrU28NvCRBoLgITpEB3uVCRYRyQZvaQnfv/pE2rvDfO3hN1g0pZo/fe5sPvDO6UVbxpuMx13CjLoKGpqHXiapty9Cc2dP0X+JMH+inx2t3exo7QbyNAiG6LzgVBtjKQgWkTRJqTu0tbYfOMEYUwM8aIw5Hvg8cLG19kVjzI3Ad4gGxilxWmJfC1BWloclPBnw4OrdSdcGPlLAKYEeqjlWqE+NsUREsmXh5Cp+9MGTONDdyxUnTcWVpOO/wOz6SrbsGzoI3ncwhLXF2xk6JtYc6/mtLZS4DDX52iTMV5t6JnjcrMyPR0SKwrCWSLLWthljVgIXAUucjDDAPcCfnPuxNtW7jDFuoqXSR727WWvvAu4CqKiosCMbfuFo6ghx2yMbeefM2qRrA8errxy6HLo/Yunti6gcWkQki85bOCHbQ8gLcydU8uSbTYT7I5SWJC9Ua2wv7jWCYxY4QfDLb7dSW1GWv1+w+OqgbefQ+ykTLCJplEp36HonA4wxphx4N7ARqDbGzHN2i22DaJvqjzj3rwSecCYsyyD+7aE3CIUj3HbFopQ+yMrcLsb5Sgcth44tNeFVd2gREclxc+orCfdbtrd0D7pfsa8RHDNtnA9fWQk9fZH8LYWG1DLBkQgE2xQEi0japJIJngTcbYwpIRo032utfdgY8w/AA8aYCHAA+Jiz//8AvzLGNACtwNUZGHdB+fOGvfzx9UZuOH/eoMsiHWlClXfQcuhYEFxepkywiIjktliH6IamTuYEkn8W7mlTJhjA5TLMneBn7c62/OwMHVPuBMHWQrK58j3tgFUQLCJpM2QQbK1dB5yYYPuDwIMJtoeAq9IyuiJwMBTmKyvWs2Cin388Z/awnlvv9wwaBAdjmWC3gmAREcltsS+BG5o6gIlJ92tsD1LldVPhGdaMroK0YCAIzudMcB3090C4G8oqEu8TPBD9qSBYRNJEdbJZ9s1HN9Hc0cM3rlg86ByoRAJ+L80HByuHjgDgVSZYRERyXIXHzZSacrY0Dd4ca09bca8RHC/WHCuvM8G+2ujPwUqiFQSLSJopCM6il7a18psXd3DNGbM4YVrNsJ8fqPLQ3NlDsinXA+XQaowlIiJ5YE6gkoYhg2CtERyzYCAIzvNMMED3IMskKQgWkTRTEJwloXA/N/9+HVPHlXP9+fOGfkICAb+HcL/lQHc44eNBNcYSEZE8MidQydbmTiKR5P00G9uDTFImGIDjp1YzvdbH4qnD/yI9Z5Snkgluc/ZVECwi6aEJNVnynysbeKu5i19+7J34ykZ2GgL+2FrBIWorji6FUiZYRETyydxAJaFwhN1tQabV+o56PNjbz4HuMJOVCQagylvKUzctzfYwRieWCY5lexNRJlhE0kwpwizY2HiQH6/ayvtOmsLZ8+pHfJxA1eBrBQd7Y5lgBcEiIpL7Yl2htzR1JHw8tjxSsXeGLigD5dCpzAnO44y3iOQUBcFjrD9iufmBdVSXl/KV9ywc1bECficITtIhOtTnNMZSECwiInkgFgQnmxfc2B5tBqnGWAWkvAYwQ88JLvNDSemYDUtECpuC4DH2i+feZu2udr763oWMS1DCPBzx5dCJhHq1TrCIiOSPGl8Z9X4PW/YlDoL3tEUzwZNrVA5dMFwl0UB4qEywssAikkYKgsfQztZuvvXYZpbOr+fSJZNHfbzyshL8HnfScuhQX2ydYJ1mERHJD3PqK5MukxTLBE/UnODCUl6rIFhExpSiozFireXLf1iPy8Ctly/CGJOW49ZXeWhOUg4dVCZYRETyzNwJlWxt6ky4/F9je5DxlWV43PpcKyi+OggOVg7dpqZYIpJWCoLHyIOrd/PUm83cdOECpqRxLlPA70laDj2wRJL+WBARkTwxJ1BJR08f+xJUOe1pC6kpViHypZIJVhAsIumjIHgM7O/s4WsPv8FJ02v40Gkz0nrsgN+bvDFWOEKZ24XLlZ6ss4iISKYN1hyrsT3IJJVCFx5fHXQPsUSSgmARSSMFwWPg3x9+g66ePr5xxWJK0hyQBvwe9h0MJSwbC4X7NR9YRETyymDLJDW2hdQZuhANlgm2VkGwiKSdIqQMW7mpiRVr9vDppXOYN8Gf9uMHqjyEwhE6evqOeiwU7td8YBERySv1lR6qy0uPygR3hMJ09PQpE1yIymuhLwi93Uc/1tsFkbCCYBFJKwXBGdTZ08eXH3yduYFK/unc2Rl5jYFlkhLMnQqG+ynXGsEiIpJHjDHMDRzdITrWGXqSMsGFx1cX/ZmoOVbQKZNWECwiaaQgOIO+9dhmGg+G+MYVizPWyTLg9wCJ1woO9vbjVRAsIiJ5Zk6g8qhM8MAawcoEFx5fbfRnopJoBcEikgEKgjPk1e0HuPv5t/nwaTM4eUbm3rgDVdEgONEySaG+iIJgERHJO3MClbR29dLSeeizTZngAhbLBHcrEywiY0NBcAb09kW4+YF1TKrycuOFCzL6WvWDlEOHevvxluoUi4hIfknUIbqxLYjLwASnAkoKSLkywSIythQhZcCPV21lS1Mnt15+PJUed0Zfq8rrxuN2JSyHDvVpTrCIiOSfuU4jyYbmQ0Hw7rYQAb8Xd4n+dCk4A3OCEyyTpCBYRDJAnyRptmVfBz9cuYVLl0xm2YIJGX89YwyBKk/CtYKDveoOLSIi+WdytRdfWQlb9sVlgtuDTKrRfOCCFAtwlQkWkTGiIDiNIhHLzb9/nQqPm6++d+GYvW7A703aHdqboYZcIiIimWKMYU6gkq3N8UGw1gguWCVu8FYnnxPs9kKpzr2IpI+C4DT69YvbeXX7Ab7ynoWMrxy7OUsBvydxOXQ4gleZYBERyUNzApUDmWBrLXvaguoMXch8dckzwcoCi0iaKQhOkz1tQb756CbOmjue9500ZUxfOxoEJ2iMpUywiIjkqTmBSvYeDHEwFOZAd5ievgiTqpUNLFjltQqCRWTMZLZrU5Gw1vKVP6wnYuHrly/CGDOmrx+o8tIR6osGvXGNsELhfsrL9D2HiIjkn7mBaHOsrU2dlDrNsCZrTnDh8tVB596jtwfbFASLSNopQkqDh9c18vimJq4/fx7Tan1j/vr1znIR8fOCw/0R+iJW3aFFRCQvxZZJ2tLUeWiNYGWCC5evNvmcYAXBIpJmCoJH6UBXL7c8tIElU6u55oxZWRlDIBYEx80LDoX7AQ7LDIuIiOSLaePKKXO72NrUSWN7EEDdoQuZr26QILhm7McjIgVN5dCjdOsfN9IeDPPrT5xKiWtsy6BjAv7oHwXx84KDCoJFRCSPuUtcHDO+gi1NnRhjKC0xjK8Yu6aTMsZ8tRDugnAISuO+7FAmWEQyQJngUXh6SzMPvLaLT54zm2MnVWVtHIGqWDl0XCa4NwIoCBYRkfw1J1BJg5MJnljtxZWlL5tlDJTXRn8G47LB4SD0BRUEi0jaKQgeoe7ePr704OscM76Czyybk9Wx1PrKcLvMYZngUF80E6w5wSIikq/mBCrZeaCbbfu7NB+40Pnqoj/jO0QH26I/FQSLSJopCB6h7/7lTXa2BrntfYuynm11uQzjKw9fJinYGyuH1ikWEZH8NDfgx1p4fXe71ggudD4nE3xYEHwg+lNBsIikmSKkEVi7s43/eWYbf3fqdE49pi7bwwGiJdGHZYLDygSLiEh+mzsh2iHaWphUo0xwQRvIBMeVQysIFpEMURA8TOH+CF98YB31fg83X7Qg28MZEPB7DpsTPNAYq0xBsIiI5KeZdRUDTSeVCS5w5coEi8jYURA8THc99Rab9nbw78uPp8pbmu3hDKj3e2lOkAn2uhUEi4hIfipzu5hR5wO0RnDBi5VDxwLf+PsKgkUkzRQED8NbzZ18//EtXLxoIucfNzHbwznMhCoPLV29hPujXaFD4ejPcmWCRUQkj82pj5ZET1Y5dGErKQVPtTLBIjImFASnKBKx/L/fv47X7eKWS4/L9nCOElsreH9nNBt8aJ1gnWIREclf8yb4AZhco3Logucbd/ScYJcbyiqzNyYRKUjubA8gX/zu5Z28uK2V269YPBBw5pKAP7pW8L6DPUyqLldjLBERKQgfftcM5k6opMZXlu2hSKb56o7OBJePA6P1oUUkvZQmTMG+gyFue2Qjp8+u46pTpmZ7OAkFqqJBcKw51qFMsIJgERHJX4EqL8tPmJLtYchYKK+F4BGZYJVCi0gGKAhOwVdXrKe3P8LXL1+EydFvI2PZ6dgySaFwBGPA49YpFhERkTyQLBMsIpJmipCG0NDUweMbm/j8u+cxc3xFtoeT1PjKMoyJD4L78bpLcjZoFxERETmMr/boOcEKgkUkAzQneAhzAn4eve4sZuVwAAzgLnFRV1FGc4dTDt3br6ZYIiIikj98tdDbCX094PZAsA0m5F4zUhHJf4qSUjB3gh93Se7/qur9XpoOHsoEqymWiIiI5I1yZ63gWDZYmWARyZDcj+wkZQG/Z6AcOhjuV1MsERERyR++uujPYCv0h6G3Q0GwiGSEguACEg2Co+XQoXBEQbCIiIjkj1gQ3N0SLYUG8NZkbzwiUrAUBBeQQJWH/Z299EdstBy6TEGwiIiI5AlfXDl08ED0vjLBIpIBCoILSMDvpT9iae3qdcqhdXpFREQkTxyWCVYQLCKZoyipgAT8HgCaOkJqjCUiIiL5pVyZYBEZGwqCC0igKhYE9xAM9+NRECwiIiL5wl0GZf5oY6yBIFhzgkUk/RQEF5CA3wtA88EeesIRZYJFREQkv/jGqRxaRDJOQXABqY8rhw6qHFpERETyja8urhzagLc62yMSkQKkILiAeEtLqPK6aeroIaTGWCIiIpJvfHWHMsHeanDpC30RST9FSQUmUOWl6WCPMsEiIiKSf8prD80JVim0iGSIguACE/B72NXWjbWoMZaIiIjkl/hyaAXBIpIhCoILTMDvYXtLN4AywSIiIpJffLXQcxC6mhQEi0jGKAguMIEqLx2hPgDKyxQEi4iISB7xOWsFt25TECwiGaMguMAEnA7RgBpjiYiISH4pd4Lg3k4FwSKSMYqSCkx9XBCscmgRERHJK766Q/cVBItIhigILjABv3fgvhpjiYiISF5RECwiY0BBcIEJVCkTLCIiInkqNicYFASLSMYoCC4wh88JVhAsIiIieaRcQbCIZJ6C4AJT6XEPZICVCRYREZG8UuqF0orofQXBIpIhCoILjDFmoCRaQbCIiIjkndi8YAXBIpIhCoILUKwkWkskiYiISN7xOcGvgmARyRBFSQUo1iHaW6ZMsIiIiOSZgUxwTXbHISIFS0FwAYqtFex1KwgWERGRPOOrgzI/lJRmeyQiUqDc2R6ApN/5CydwMBimtMRkeygiIiIiw7PgPeAbn+1RiEgBM9babI+BiooK29XVle1hiIiIiIiISAYYY7qttRXZHgeoHFpERERERESKiIJgERERERERKRoKgkVERERERKRoKAgWERERERGRoqEgWERERERERIqGgmAREREREREpGgqCRUREREREpGgoCBYREREREZGioSBYREREREREioaCYBERERERESkaCoJFRERERESkaCgIFhERERERkaKhIFhERERERESKhoJgERERERERKRoKgkVERERERKRoKAgWERERERGRnGeMud4YY40x451/G2PMncaYBmPMOmPMSakcR0GwiIiIiIiI5DRjzDTgfGBH3OaLgLnO7Vrgx6kcS0GwiIiIiIiI5LrvAjcBNm7bcuCXNuoFoMYYM2moAykIFhERERERkZxljFkO7LbWrj3ioSnAzrh/73K2DcqdxrGJiIiIiIiIJOI2xrwS9++7rLV3xf5hjPkrMDHB874MfIloKXR6BpKuA4mIiIiIiIgk0WetPSXZg9ba8xJtN8YsAmYBa40xAFOB14wx7wR2A9Pidp/qbBuUyqFFREREREQkJ1lrX7fWBqy1M621M4mWPJ9krd0LPAR82OkSfRrQbq1tHOqYygSLiIiIiIhIPnoEuBhoALqBa1J5krHWDr1XhhljIkBwBE91A31pHo7kNp1zGQldN8VH51wySddX8dE5l0wppmur3FqbE5XIOREEj5Qx5pXB6sql8Oicy0jouik+OueSSbq+io/OuWSKrq3syIlIXERERERERGQsKAgWERERERGRopHvQfBdQ+8iBUbnXEZC103x0TmXTNL1VXx0ziVTdG1lQV7PCRYREREREREZjnzPBIuIiIiIiIikLK1BsDFmmjFmpTHmDWPMBmPMdc72WmPMX4wxW5yf45ztHzTGrDPGvG6Mec4Ys2Sw4yR5zZ8ZY5qMMeuP2H6V89yIMSZpx7VBxrbAGPO8MabHGHNDOn4/hSZPz3fC/YwxM40xQWPMGuf2k9H+fiS5HLt27jDGbHKO/6AxpibJ8/VeMQp5es71fpEn0nh9eY0xLxlj1jrH+bdBXvMjznG3GGM+Erf9P4wxO40xnUOM+WTn9RuMMXcaY4yzPaXPs2KXp+c84X7GmI8aY5rj3lM+MZrfjYxOrlxbxhifMeaPzufVBmPMNwZ5vt5Phstam7YbMAk4ybnvB94EFgK3Azc7228GvuncPx0Y59y/CHhxsOMkec2zgZOA9UdsPxaYD6wCThlkzMnGFgDeAfwHcEM6f0+FcsvT851wP2DmkcfUrWiunfMBt3P/m7HXTPB8vVcU3znX+0We3NJ4fRmg0rlfCrwInJbg9WqBt5yf45z7seOd5oync4gxv+Tsa4BHgYsGu+50K4hznnA/4KPAD7P9O9Utt64twAcsdfYpA56OvU8kOIbeT4Z5S2sm2FrbaK19zbnfAWwEpgDLgbud3e4GLnP2ec5ae8DZ/gIwdYjjJHrNp4DWBNs3Wms3pzDsZGNrsta+DIRTOEZRysfzPYzrQjIox66dP1trY4vUDxw7Ab1XjEI+nnO9X+SPNF5f1loby9KVOrdEzVMuAP5irW11jvMX4ELnGC9YaxsHG68xZhJQ5exrgV/GjU3XXQry7ZwPZz/Jrly5tqy13dbalc6xeoHXSPB5pfeTkcnYnGBjzEzgRKLfekyI+59+LzAhwVM+TvSbi8GOkwmpjE2GkEfnezCzjDGrjTFPGmPOysLrF6Ucu3Y+lujYDr1XpEkenfPB6P0iR432+jLGlBhj1gBNRP8wTXR9TQF2xv17F0m+jEliivOckT5f4uTJOR/KFU5J7f3GmGlpPK6MQq5cWyY6bee9wONJnq/3k2FyZ+KgxphK4AHgc9bag05ZOhD9VsQYY4/YfynRi+bMwY6TibHGSzQ2GVq+nu8jNALTrbUtxpiTgT8YY47LwjiKSi5dO8aYLwN9wG+G2lfvFSOXr+f8CHq/yFHpuL6stf3ACc4fnQ8aY4631h42r1xyR4Gc8/8Dfmut7THG/CPRLOOyMXx9SSBXri1jjBv4LXCntfatEf8HyWHSngk2xpQSvWB+Y639vbN5n5Oqj6Xsm+L2Xwz8FFhurW0Z7DjORPVY04BPjnB8P3ee/8hQY5Oh5eH5Tsha2xMbj7X2VWArMG8krympyaVrxxjzUeAS4INOKZHeKzIgD895Qnq/yE3pur5irLVtwErgQmPMqXHX16XAbiA+WzfV2ZZsbCVxz/+as298WeOgz5fE8uycJ2WtbbHW9jj//Clw8uD/5ZJpOXZt3QVssdZ+z3ktvZ+kg03vRHJDtA79e0dsv4PDJ5Lf7tyfDjQAp6dynEFedyZJmpQwdKOkhGOLe/wW1OymYM53sv2AeqDEuX8M0TeP2mz/jgv1lkvXDtE5XW8A9UM8V+8VRXbO4/bX+0WO39J4fdUDNc79cqKNaC5J8Hq1wDaizWvGOfdrj9hnuI2xLh7sutMt/895sv2ASXH3LwdeyPbvt5hvuXRtAbcSDcZdQ4xZ7yfDPc9pvmjOJDrhex2wxrldDNQRrWHfAvw17sT+FDgQt+8rgx0nyWv+lmhpWphoDfzHne2XO//uAfYBjyV5frKxTXSefxBoc+5XZfuE5dItT893wv2AK4ANzmu/Brw327/fQr7l2LXTQHQuTuz5P0nyfL1XFN851/tFntzSeH0tBlY7x1kPfHWQ1/yYcy01ANfEbb/duW4izs9bkjz/FOc1tgI/BMxg151uBXHOE+4H3Oa8p6wlmi1ckO3fbzHfcuXaIprRtUQbc8WO/Ykkz9f7yTBvsV+QiIiIiIiISMHLWHdoERERERERkVyjIFhERERERESKhoJgERERERERKRoKgkVERERERKRoKAgWERERERGRoqEgWEREJEOMMbcYY24Y5PHLjDELx3JMIiIixU5BsIiISPZcBigIFhERGUNaJ1hERCSNjDFfBj4CNAE7gVeBduBaoAxoAP4eOAF42HmsHbjCOcR/AvVAN/AP1tpNYzl+ERGRQqcgWEREJE2MMScDvwBOBdzAa8BPgJ9ba1ucfW4F9llrf2CM+QXwsLX2fuexx4FPWmu3GGNOBW6z1i4b+/8SERGRwuXO9gBEREQKyFnAg9babgBjzEPO9uOd4LcGqAQeO/KJxphK4HTgPmNMbLMn4yMWEREpMgqCRUREMu8XwGXW2rXGmI8C5ybYxwW0WWtPGMNxiYiIFB01xhIREUmfp4DLjDHlxhg/8F5nux9oNMaUAh+M27/DeQxr7UFgmzHmKgATtWTshi4iIlIcFASLiIikibX2NeAeYC3wKPCy89BXgBeBZ4H4Rle/A240xqw2xswmGiB/3BizFtgALB+rsYuIiBQLNcYSERERERGRoqFMsIiIiIiIiBQNBcEiIiIiIiJSNBQEi4iIiIiISNFQECwiIiIiIiJFQ0GwiIiIiIiIFA0FwSIiIiIiIlI0FASLiIiIiIhI0VAQLCIiIiIiIkXj/wNbnhND22OBpwAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DR3N8ZDKKRXD"
      },
      "source": [
        "---"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "HU_L7IWdKRuz"
      },
      "source": [],
      "execution_count": null,
      "outputs": []
    }
  ]
}