diff --git a/.github/workflows/strategy-test.yml b/.github/workflows/strategy-test.yml new file mode 100644 index 0000000..b855dd2 --- /dev/null +++ b/.github/workflows/strategy-test.yml @@ -0,0 +1,50 @@ +name: Strategy Test + +on: + pull_request: + paths: + - 'src/strategies/**' + - '.github/workflows/strategy-test.yml' + +jobs: + test-strategy: + runs-on: ubuntu-latest + + steps: + - uses: actions/checkout@v3 + + - name: Set up Python + uses: actions/setup-python@v4 + with: + python-version: '3.12' + + - name: Install uv + run: | + curl -LsSf https://astral.sh/uv/install.sh | sh + echo "$HOME/.cargo/bin" >> $GITHUB_PATH + + - name: Install dependencies + run: | + uv sync + + - name: Find changed strategy files + id: find-strategies + run: | + STRATEGIES=$(git diff --name-only ${{ github.event.pull_request.base.sha }} ${{ github.event.pull_request.head.sha }} | grep 'src/strategies/.*\.py$' || true) + echo "strategies<> $GITHUB_OUTPUT + echo "$STRATEGIES" >> $GITHUB_OUTPUT + echo "EOF" >> $GITHUB_OUTPUT + + - name: Test strategies + if: steps.find-strategies.outputs.strategies != '' + run: | + for strategy in ${{ steps.find-strategies.outputs.strategies }}; do + echo "Testing $strategy..." + python scripts/test_strategy.py "$strategy" + done + + - name: Update leaderboard + if: steps.find-strategies.outputs.strategies != '' + run: | + # TODO: Implement leaderboard update + echo "Leaderboard update not yet implemented" \ No newline at end of file diff --git a/.gitignore b/.gitignore index 0c2bcc5..3650afa 100644 --- a/.gitignore +++ b/.gitignore @@ -1,2 +1,11 @@ +.DS_store .venv -.ipynb_checkpoints \ No newline at end of file +.ipynb_checkpoints +__pycache__/ +**/__pycache__/ +*/*.pyc +*/*.pyo +*/*.pyd +*/*.pyw +*/*.pyz +*/*.pywz \ No newline at end of file diff --git a/README.md b/README.md index b2a220d..54ab4b8 100644 --- a/README.md +++ b/README.md @@ -1,36 +1,122 @@ # nstrade + NS Learnathon - Trading for Bitcoin -# install brew -Go to `brew.sh` +## Setup + +### Prerequisites + +1. **Install Homebrew** + - Visit [brew.sh](https://brew.sh) + +2. **Install uv** + ```bash + # On macOS + brew install uv + ``` + > Note: `uv` is like `poetry` but better in every way. [Learn more](https://docs.astral.sh/uv/getting-started/installation/) + +3. **Fork and Clone** + ```bash + # Fork the repo at https://github.com/athon-millane/nstrade.git + git clone https://github.com/your-username/nstrade.git + ``` + +4. **Python Setup** + ```bash + # Optional: Install Python 3.12 if needed + uv python install 3.12 + + # Initialize venv and install dependencies + uv sync + ``` + +### Syncing with Upstream + +```bash +# Add upstream remote +git remote add upstream https://github.com/athon-millane/nstrade.git + +# Pull from upstream (either method) +git pull upstream main + +# OR +git fetch upstream +git merge upstream main +``` + +## Creating a New Strategy + +1. **Copy the Template** + ```bash + cp strategies/template.py strategies/my_strategy.py + ``` + +2. **Edit Your Strategy** + - Set your name, strategy name, and description + - Implement your strategy logic in `process_bar()` and `get_signal()` + - Optionally implement a vectorized version in `get_signals()` + +3. **Quick Test** + ```bash + python scripts/test_strategy.py strategies/my_strategy.py + ``` + This will: + - Validate your strategy implementation + - Test on development period (2011-2024) + - Test on holdout period (2025) + +4. **Detailed Evaluation** + - Open `notebooks/evaluate.ipynb` in Jupyter + - Change the `strategy_path` to point to your strategy file + - Run all cells to see: + - Detailed performance metrics + - Interactive plots of price, volume, equity curve, drawdowns, and Sharpe ratio + - Buy/sell points overlaid on the price chart + - Trade-by-trade analysis -# install uv -If on mac -`brew install uv` +5. **Submit Your Strategy** + - Create a pull request + - Our CI will validate and backtest your strategy + - If successful, it will be added to the leaderboard -Apparently `uv` is `poetry` but better in every way. To be seen. +## Project Status -[website here](https://docs.astral.sh/uv/getting-started/installation/) +### Completed +- [x] Speed up backtest (maybe vectorise, maybe parallelise) +- [x] Set up a standardised flow for creating, contributing and backtesting new `Strategy` +- [x] Capture user metadata in Strategy for leaderboard display -# fork the repo -Go to [https://github.com/athon-millane/nstrade.git](https://github.com/athon-millane/nstrade.git) and fork the repo +### To Do +- [ ] Set up CI/CD YAML file: + - Validate strategy backtestability + - Run backtests on our dataset + - Store results in leaderboard file + - Handle unique submissions (User + Strategy name) + - Define development/holdout sets: + - `development.csv`: Data up to end of 2024 + - `holdout.csv`: All of 2025 + - Strategies should only use `development.csv` -# clone the repo -`git clone https://github.com/your-username/nstrade.git` +## Metrics -# Optional: install python if you don't have version 3.12 -`uv python install 3.12` +### Current Focus +- Sharpe ratio as primary metric +- Drawdown +- Win rate +- Number of trades -# initialize venv and sync packages -`uv sync` +### Future Metrics +- Sortino ratio +- R² of equity curve (suggested by Barnabas) -# Sync with changes to the upstream repo (the one at `athon-millane` repo) -Add upstream -`git remote add upstream https://github.com/athon-millane/nstrade.git` +## Notes -Pull from upstream -`git pull upstream main` +### Security +- Current focus: Ensure test data isn't used in strategy development +- More comprehensive security measures to be addressed later -Pull via fetch / merge (if you know what that means) -`git fetch upstream` -`git merge upstream main` \ No newline at end of file +### Observations +- SMA Crossover performance appears suspiciously good +- Most bootstrapped strategies perform poorly without fees and slippage +- Recommended: Include 0.3% fee+slippage per trade \ No newline at end of file diff --git a/notebooks/btc_hourly_cryptocompare.csv b/data/btc_hour.csv similarity index 99% rename from notebooks/btc_hourly_cryptocompare.csv rename to data/btc_hour.csv index 9127a1b..e2dac4f 100644 --- a/notebooks/btc_hourly_cryptocompare.csv +++ b/data/btc_hour.csv @@ -118057,4 +118057,4 @@ time,high,low,open,volumefrom,volumeto,close,conversionType,conversionSymbol 2025-05-16 23:00:00+00:00,103718.44,103465.47,103551.32,312.4,32355068.37,103499.6,direct, 2025-05-17 00:00:00+00:00,103569.6,103141.31,103499.6,488.11,50440671.96,103388.02,direct, 2025-05-17 01:00:00+00:00,103388.09,102642.39,103388.02,669.72,68915256.62,102859.21,direct, -2025-05-17 02:00:00+00:00,102872.81,102850.93,102859.21,1.836,188867.39,102850.93,direct, +2025-05-17 02:00:00+00:00,103316.88,102779.28,102859.21,263.48,27152537.22,103307.02,direct, diff --git a/data/leaderboard.json b/data/leaderboard.json new file mode 100644 index 0000000..e7e1cb9 --- /dev/null +++ b/data/leaderboard.json @@ -0,0 +1,64 @@ +{ + "strategies": [ + { + "author_name": "Lucien", + "strategy_name": "SMA Crossover 1", + "description": "Goes long when the 32-period SMA crosses above the 140-period SMA, and exits when it crosses below.", + "last_updated": "2025-05-17T09:58:22.770193Z", + "development_metrics": { + "sharpe": 1.3255701716105417, + "total_return": 37176.1940346568, + "max_drawdown": 0.8976062164340162, + "n_trades": 505, + "win_rate": 0.39603960396039606 + }, + "holdout_metrics": { + "sharpe": -0.692657754272795, + "total_return": -0.11414418233992363, + "max_drawdown": 0.2941198645359705, + "n_trades": 19, + "win_rate": 0.21052631578947367 + } + }, + { + "author_name": "Example Author", + "strategy_name": "Example Strategy", + "description": "An example strategy", + "development_metrics": { + "sharpe": 0.0, + "total_return": 0.0, + "max_drawdown": 0.0, + "n_trades": 0, + "win_rate": 0.0 + }, + "holdout_metrics": { + "sharpe": 0.0, + "total_return": 0.0, + "max_drawdown": 0.0, + "n_trades": 0, + "win_rate": 0.0 + }, + "last_updated": "2024-01-01T00:00:00Z" + }, + { + "author_name": "YOUR_NAME", + "strategy_name": "YOUR_STRATEGY_NAME", + "description": "DESCRIBE YOUR STRATEGY HERE", + "last_updated": "2025-05-17T08:23:59.481326Z", + "development_metrics": { + "sharpe": 0.0, + "total_return": 0.0, + "max_drawdown": 0.0, + "n_trades": 0, + "win_rate": 0.0 + }, + "holdout_metrics": { + "sharpe": 0.0, + "total_return": 0.0, + "max_drawdown": 0.0, + "n_trades": 0, + "win_rate": 0.0 + } + } + ] +} \ No newline at end of file diff --git a/notebooks/1.ipynb b/notebooks/1.ipynb deleted file mode 100644 index 961afe6..0000000 --- a/notebooks/1.ipynb +++ /dev/null @@ -1,207 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Pull down the data we will work with" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[{'time': 1740247200, 'high': 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'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329598800, 'high': 4.28, 'low': 4.245, 'open': 4.245, 'volumefrom': 996.95, 'volumeto': 4255.67, 'close': 4.279, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329602400, 'high': 4.295, 'low': 4.245, 'open': 4.279, 'volumefrom': 840.09, 'volumeto': 3592.21, 'close': 4.246, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329606000, 'high': 4.299, 'low': 4.221, 'open': 4.246, 'volumefrom': 1616.76, 'volumeto': 6876.71, 'close': 4.222, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329609600, 'high': 4.32, 'low': 4.222, 'open': 4.222, 'volumefrom': 2112.43, 'volumeto': 9082.15, 'close': 4.314, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329613200, 'high': 4.315, 'low': 4.281, 'open': 4.314, 'volumefrom': 544.12, 'volumeto': 2343.54, 'close': 4.295, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329616800, 'high': 4.3, 'low': 4.221, 'open': 4.295, 'volumefrom': 770.99, 'volumeto': 3284.62, 'close': 4.245, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329620400, 'high': 4.299, 'low': 4.245, 'open': 4.245, 'volumefrom': 709.69, 'volumeto': 3039.72, 'close': 4.299, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329624000, 'high': 4.3, 'low': 4.24, 'open': 4.299, 'volumefrom': 476.28, 'volumeto': 2042.18, 'close': 4.29, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329627600, 'high': 4.3, 'low': 4.2, 'open': 4.29, 'volumefrom': 1624.79, 'volumeto': 6862.31, 'close': 4.201, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329631200, 'high': 4.28, 'low': 4.2, 'open': 4.201, 'volumefrom': 304.26, 'volumeto': 1285.96, 'close': 4.217, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329634800, 'high': 4.27, 'low': 4.2, 'open': 4.217, 'volumefrom': 853.11, 'volumeto': 3608.18, 'close': 4.209, 'conversionType': 'direct', 'conversionSymbol': ''}, {'time': 1329638400, 'high': 4.24, 'low': 4.2, 'open': 4.209, 'volumefrom': 1237.25, 'volumeto': 5198.03, 'close': 4.229, 'conversionType': 'direct', 'conversionSymbol': ''}]\n", - " time high low open volumefrom volumeto close \\\n", - "0 2011-11-28 00:00:00+00:00 2.499 2.461 2.480 3457.45 8571.74 2.497 \n", - "1 2011-11-28 01:00:00+00:00 2.498 2.480 2.497 681.46 1698.15 2.498 \n", - "2 2011-11-28 02:00:00+00:00 2.499 2.485 2.498 624.29 1559.13 2.487 \n", - "3 2011-11-28 03:00:00+00:00 2.498 2.442 2.487 2648.16 6519.05 2.442 \n", - "4 2011-11-28 04:00:00+00:00 2.500 2.440 2.442 4299.98 10667.19 2.462 \n", - "\n", - " conversionType conversionSymbol \n", - "0 direct \n", - "1 direct \n", - "2 direct \n", - "3 direct \n", - "4 direct \n", - " time high low open volumefrom \\\n", - "118054 2025-05-16 22:00:00+00:00 103649.83 103450.36 103643.59 978.410 \n", - "118055 2025-05-16 23:00:00+00:00 103718.44 103465.47 103551.32 312.400 \n", - "118056 2025-05-17 00:00:00+00:00 103569.60 103141.31 103499.60 488.110 \n", - "118057 2025-05-17 01:00:00+00:00 103388.09 102642.39 103388.02 669.720 \n", - "118058 2025-05-17 02:00:00+00:00 102872.81 102850.93 102859.21 1.836 \n", - "\n", - " volumeto close conversionType conversionSymbol \n", - "118054 1.012609e+08 103551.32 direct \n", - "118055 3.235507e+07 103499.60 direct \n", - "118056 5.044067e+07 103388.02 direct \n", - "118057 6.891526e+07 102859.21 direct \n", - "118058 1.888674e+05 102850.93 direct \n" - ] - } - ], - "source": [ - "import requests\n", - "import pandas as pd\n", - "import time\n", - "import datetime\n", - "\n", - "BASE = \"https://min-api.cryptocompare.com/data/v2/histohour\"\n", - "PAIR = {\"fsym\": \"BTC\", \"tsym\": \"USD\", \"limit\": 2000} # 2 000 = max bars per call\n", - "\n", - "def fetch_all_histohour(pair=PAIR):\n", - " frames = []\n", - " params = pair.copy()\n", - " to_ts = None # when None we start from \"now\" and page back\n", - " # Unix timestamp for January 1, 2012\n", - " start_of_2012 = int(datetime.datetime(2012, 1, 1).timestamp())\n", - " while True:\n", - " if to_ts is not None:\n", - " params[\"toTs\"] = to_ts\n", - " res = requests.get(BASE, params=params, timeout=15).json()\n", - " batch = res[\"Data\"][\"Data\"]\n", - " print(batch)\n", - " if not batch: # no more data → finished\n", - " break\n", - " if batch[0][\"close\"] is None:\n", - " break\n", - " # Check if we've reached data before 2012 or if close price is 0\n", - " if batch[0][\"time\"] < start_of_2012 or batch[0][\"close\"] == 0:\n", - " frames.append(pd.DataFrame(batch)) # Include the current batch\n", - " break\n", - " frames.append(pd.DataFrame(batch))\n", - " to_ts = batch[0][\"time\"] - 1 # step back 1 s before oldest bar fetched\n", - " time.sleep(0.25) # polite pause – keeps you far below free-tier limits\n", - " df = pd.concat(frames, ignore_index=True)\n", - " df[\"time\"] = pd.to_datetime(df[\"time\"], unit=\"s\", utc=True)\n", - " return df.sort_values(\"time\").reset_index(drop=True) # oldest-to-newest\n", - "\n", - "df = fetch_all_histohour()\n", - "df.to_csv(\"btc_hourly_cryptocompare.csv\", index=False)\n", - "print(df.head(), \"\\n\", df.tail())" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df[[\"close\"]].plot(logy=True, logx=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": ".venv", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.0" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/notebooks/evaluate.ipynb b/notebooks/evaluate.ipynb new file mode 100644 index 0000000..262ba52 --- /dev/null +++ b/notebooks/evaluate.ipynb @@ -0,0 +1,342 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 1. Imports and Setup" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "sys.path.append(\"..\")\n", + "\n", + "from src.core.strategy import Strategy\n", + "from src.core.backtest import run_backtest" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 2. Load and Clean Data" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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timeclosevolume
02011-11-28 00:00:00+00:002.4978571.74
12011-11-28 01:00:00+00:002.4981698.15
22011-11-28 02:00:00+00:002.4871559.13
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" + ], + "text/plain": [ + " time close volume\n", + "0 2011-11-28 00:00:00+00:00 2.497 8571.74\n", + "1 2011-11-28 01:00:00+00:00 2.498 1698.15\n", + "2 2011-11-28 02:00:00+00:00 2.487 1559.13\n", + "3 2011-11-28 03:00:00+00:00 2.442 6519.05\n", + "4 2011-11-28 04:00:00+00:00 2.462 10667.19" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data_path = \"../data/btc_hour.csv\"\n", + "df = pd.read_csv(data_path)\n", + "df['time'] = pd.to_datetime(df['time'])\n", + "\n", + "# Keep only the columns we need\n", + "df = df[['time', 'close', 'volumeto']].copy()\n", + "df = df.rename(columns={'volumeto': 'volume'})\n", + "df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 3. Import Your Strategy" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "import importlib.util\n", + "\n", + "# Change this to your strategy file\n", + "strategy_path = \"../src/strategies/athon_sma-v1.py\"\n", + "\n", + "spec = importlib.util.spec_from_file_location(\"my_strategy\", strategy_path)\n", + "my_strategy_module = importlib.util.module_from_spec(spec)\n", + "spec.loader.exec_module(my_strategy_module)\n", + "\n", + "# Find the strategy class (assumes only one subclass of Strategy in the file)\n", + "strategy_class = next(\n", + " obj for name, obj in my_strategy_module.__dict__.items()\n", + " if isinstance(obj, type) and issubclass(obj, Strategy) and obj is not Strategy\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 4. Run Backtest" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "results = run_backtest(strategy_class, df, initial_capital=10000)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 5. Display Metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "--- SMACrossoverStrategy ---\n", + "Sharpe Ratio: 1.21\n", + "Total Return: 388766.50%\n", + "Annualized Return: 84.66%\n", + "Max Drawdown: 97.10%\n", + "Number of Trades: 808\n", + "Win Rate: 39.85%\n", + "\n" + ] + } + ], + "source": [ + "def print_metrics(name, results):\n", + " print(f\"--- {name} ---\")\n", + " print(f\"Sharpe Ratio: {results['sharpe']:.2f}\")\n", + " print(f\"Total Return: {results['total_return']*100:.2f}%\")\n", + " print(f\"Annualized Return: {results['annualized_return']*100:.2f}%\")\n", + " print(f\"Max Drawdown: {results['max_drawdown']*100:.2f}%\")\n", + " print(f\"Number of Trades: {results['n_trades']}\")\n", + " print(f\"Win Rate: {results['win_rate']*100:.2f}%\")\n", + " print()\n", + "\n", + "print_metrics(strategy_class.__name__, results)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 6. Plot Results" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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XwoULpWPHjgHTNFirGbfBHDlyxNwsHbXOftDprSSy+11S9x+Rjf6JSEcfRaSjjyLS0UcRyeif8KLB2vXr15vAbWHz+XxSo0YNWbduXZEd2AnFT1JSklSrVs30SffnaFH/PCVoG6bNmzdL9erVA6bpcw3EHjp0SEqXLp3pNU888YQMHTo00/SvvvrKjGZXks2cObOwmwAERf9EpKOPItLRRxHp6KOIZPRPOFWqVEkqVqwoVatWJVAKuH5E0B81tm3bJitXrpR9+/Zl+hw9ePCgFGUEbfPRoEGDZMCAAf7nGuCtW7eudO7c2fwSUBLprxz65unUqZNJYwciCf0TkY4+ikhHH0Wko48iktE/4ZaammrG19EB1CMhhqBBMg2MJSYmEkBGxEhISJD4+Hhp06aNyUh3fo7aK96LKoK2YdJLALZs2RIwTZ/rB6dXlq3STqM3N+04Jf0fYY4BIhn9E5GOPopIRx9FpKOPIpLRP2Fp3VgNjmpcITq68MeRtyUatE2R0B5AlStXTrZv324e289O+zla1D9LeZeFqXXr1jJr1qyAaRq91+kAAAAAAAD5gaxWoGS+P0ps0Hb//v2yZMkSc1N6yYE+1oLatrRB3759/cvfcsst8s8//8jAgQNl+fLl8tJLL8mkSZPknnvuKbR9AAAAAAAAAFD8lNig7U8//SQtWrQwN6W1Z/Xx4MGDzfNNmzb5A7iqYcOG8sUXX5js2mbNmsnTTz8tr7/+unTp0qXQ9gEAAAAAAADZM3v2bJOhuXv3bvN8/PjxUqFChXzdZv/+/aVnz55S1DVo0EDGjBlT2M0oEUps0Pbcc881RbTdN32jKr3XN7H7NYsXL5YjR47I33//bd5wAAAAAAAAOBo7ufvuuzNNL4jAaE717t1bVq5cGRGBZFszuHz58ia5UK/41sRClDwlNmgLAAAAAACAoiM5OTlf1qsDzFerVk0iwYoVK+Tff/+VRYsWyf333y9ff/21nHTSSbJ06dICPy4oXARtAQAAAAAAUKBsuYBRo0ZJzZo1pXLlynLbbbdJSkpKwKX4w4YNM2MOJSUlyU033WSmz58/X84++2wTbK1bt67ceeedcuDAAf/rJkyYIKeffrokJiZKjRo1pE+fPrJ169agbXFnAet2bdar82atX79eLr/8cvOaSpUqSY8ePWTNmjX++WlpaaYMp87X/dJsWb26OxwaPNY2H3vssXLFFVfId999J1WrVpVbb70107EbPny41KpVS4477riw9lvn6fG2dB1xcXFm3Ce1YcMGs5+rVq0yz/W1F110kTnOWjb03XffzdReLS2q+1+uXDlzjvS4bNmyxczbs2ePxMTEmBKlKj093RyvM8880//6d955x5xDpcdQt//xxx9L+/btpUyZMqZE6cKFC6UkImgLAAAAAAAQ6TTop4HJwriFGXDMrm+//daUn9T7t956ywRPbdlKS4OMGrjTcpUPP/ywWf7888+XXr16yW+//SYffPCBCeLefvvt/tdo4FeDvb/++qtMnTrVBAOzU+JSs1y1JIHeNJCpQUYNEtt16/hGGhidN2+eCapqwFLbZDNedRwk3Y8333zTtG3nzp0yZcqUHB0jDZjecsstZjvOAOysWbNMVq6OvfT555+Htd/t2v0fe/cB7jT5tgH8PuewFQRkI4giKoiCoiAg4kIEZbkQ/RyIiHvyV3Gg4MCJW4aAW0BRcYGKCLgYCqiI7CGKskE2nPVdT9OcpmnSJm3SJO39u65ztU3T9G2bk/HkeZ+3fUkpUAkiS/slsCxtFDNmzEDdunVxxBFHhB7LayVALb/PhAkT8Morr0S1QYKwErCVzyevlbasXLkyVG5CSImH5s2bl7ynZAtLUFZ+SzVQLK+Tdmndd9996N+/P3755ZdQ8LpXr14oKChAtinldQOIiIiIiIiIiCiB3buBAw/05r0lwFa+vOOLrVKlCl566aVQNubRRx+Nc889NxSM7Nu3b8k8Z5xxBu68886Sx9dccw0uu+yykrq5jRo1wgsvvBAK/A0bNgzlypXD1VdfXTL/4YcfHnr+pJNOCgUKJcCaiGS2qm699dZQ8FYCuUKCxBKslMHp1ezb1157LRT8lODk2WefHRqoa8CAATj//PNDzw8fPhxffvll0t+TfDdCgrBqGYcDDjgg1IYyZcqUzJfoc0u94dGjR4cygX///ffQayXAKu2WoLPcqgFUqfE7efJkzJkzJ7QMIa9t3LhxyXvIbyWB2FWrVpVky7755ps45phjQt+XvE7eU5YrQVi57dChAxYvXhwKFKvvKZnIWjLvueeeG7o/aNCg0PIk+1f9HrIFM22JiNw2fz5www3A5MnAgw/K5cjo5+WqtUtXromIiIiIiPxKgnESsFVJmQR9GQPp0q8lWaSSxSpBSPVPMl8lkCrBQzF37txQt/769euHMmLVQKR05bdj5MiRoUDlJ598UhLIlfeXAKIsV31/6fK/d+/eUBawlASQIG+rVq1KllOqVKmYz2GHWlpBW6Lh2GOPjQrYWvncki28Y8eOUKarmuGqBlWFTJPHYtGiRaF2t2jRomT5EjTVlpGQeSRYqwZsRZMmTULzyHNC3kMCtBIoVpevvqfU7pXvUn1P1XHHHRe1Toh45S0yFTNtiYjc9NVXQMeOyv1hw5TbwYMTvy6dQdyxY4EHHgCkrtCUKcA55wCvvAKULStFiJQgc7lygBwQyDQ7pAvLrFlydADIzn7uXGX6nDlA+GotERERERFZUKGCkvHq1XtbPEeRuqYSuNTbtm1bqLu8ltRT1ZKgpARftSSjVEuyRvv16xeqY6snwUqpbStBXPmTGqwSbJWgpTy2M2CXlAS4+eabMXbs2Kggory/BDKN6rtqM3SdpAZApdau2fdi5XNLMFVKTUjAVOrEStbrqaeeGsq2lczaZcuWxZQqSJUsXwLF8+bNw7fffovHHnssVG/38ccfD7VFavJKtrTZepETDlTr14tswKAtEZGT9u4FtmxRDqaOP17pwpSMM8+UvibGz8nBkuYKq21yFfX005X7p5wiVfyV+ytWKLdvvqn8mfn2WyUIq7VnDzBhgvTXAQYONH6dGrAVLVtGDvrku5Kr62p3Kxl44JdfgObNZW8dvQy5ci7B47p1I0Hh994DGjYEpJuOPK5a1fp3QUREREQUFHIOoAvUpZXFoK0MivWVJK/oSNBO6pOm6oQTTsAff/xRUndVT7rrb968ORQUVDNA1YGwrJLszwsvvBD33ntvSYkD7ftLiQQpUyABaiOSHTp79uxQwFJIPVbJgpXX2rVnz55Qxq8sK15QWEoOWPncEpSVgLSUPZCBzCRLWEoeyH1pt/obSVat2m61PILU0JXgu0peJzVv5U99T/ltZB7JuFUDxRL0ljIYEoyV5cp3J4FiqcXrdJA4k7A8AhFRqiRQuH078OyzSuBRAooyeqfdgG3XrpH733wDVKsmw3fKEQMwYoT0f1EO1HJzI0FbCXhKkPi77+TyqxLUlOfkT67C/u9/kcfqnxqwFWrA1g458FCLwMuB259/Av36AVdcYR6wNfL880p7KlZUrtyr7ZOgrAR15XbhQmVeuap63XVSmAk45JDIvBLUvewyJUtYrtoffHD0Zz377Mj9K69Ufh/1sSyrsFAJtBMRERERkSOuv/76UNamZMLKQGES6Bs6dGgoY1VbmzZZd999N3788cfQwGMyUJVkh3788cclA5FJtq2UDXjxxRdDg2JJaQMZnMtOkFRKDBx//PG49tprsW7dupI/IfV0q1WrFhqASwbykpIMkrkqn1cGLVPr4ErwVAYDk2DqDTfcEBXsjEfKAMh7yecaN24c2rZti02bNoXq9cZj9XNLKQKpryulD9QasTJNsnO1AVQJvkvNWclqlgC0BG+lnrAMjKY666yzQmUa5DuRoLwEgq+44orQcrTlIPTLVwPFEvxm0NYcg7ZERKmSbv8SMLzjjvjzaa+Kq3VstX8ffwy0bRuZZ/NmQK5WSlcRCVj+/nv08tSApwQqJZAqVzIlEKmSYOrTT8dv01NPKeUbXntNacPjj8dm5UrQOHyAUkKCpWoAWYLDb71lvPz335dK/cAPPyiBVym7oAoPHBBX06bK+0gmrgSu7ZJyDyrJHtYGaCXAXapUJJDbuXP0/EREREREZJsMgCXd4CVYKUE9qe363nvv4f333w8FAVMlWZtSG1UCw1KjVYKrAwcODHWzF5KNKjVv5f0k21OCp08nOi/SWL9+fajtMsiWLFOyT9U/UaFChdDnkyCpZOFK8LFPnz6hmrZq5q0Epy+//HJceeWVaN26dai+bI8ePSy9vwRL5X2lBIO0Xb5DGTRMzVw1Y/Vzy3cmpQa0wVIJqkrNWX1tWRlgTdoi88pnlSC2OhCaWrpAAuYyoJxkAktb5feXYKyWvF6/fLP3pIicYrWaMblu+/btofotUtvFLIU+0+Xn52PSpEno3LlzTO0aosCun0alCmTTKnWc5Dm1btOllwL3368EYs1GLJXMTwkkOkXqPL3wQuTxjTcCF12kBIfN3mfHDqB1ayUTVso0aD+TBGnNSGasZBwnqnubSmkHvXHjlOX17Gn8fLduSjBcPPGE8v3ee2/i5VrZNapZzbKu1KqlBJZdxm0o+R3XUfI7rqPkZ1w/SU+CgJLFedhhh6GcjDHhMQn0SVxD4hm58c4LiDz6P8nLy4vajgY9Dsf/MiKiVPz0U/TjoUOlArxyX4K1smMYNUoKHylZrVJ31SxgKyTwJzVdtZYsUcoRSOatBBMl8KvN3JXs2vXrIxm7Ui5BslrlvgRepY7Rp58qj196SS5zxg8MS/auZPVqA7aJgq233w5s3WptoDJN8fxQcHjlyshjyaZNFDDVZidLsPbiiyOPN20CZs9WykbI44kTI8/ddRcwYIC1gKy2xIJ0s5IaTlKjWB5L2Qr5nPK9H3aYUq5Bvk/JtNaXolD/HnsMsDHoAREREREREWU3Bm2JiJIhgb9DD1Vqr+qDl1KfVatPH2UQrnB3nYQkACjLl0CsBF+lELwEc9UBtqQukTyvBiZlADFNFxVUqRIdYJXyDeedB8dJ1urGjUobJFit/9xmtAHjH39UAp9SnqF7d6U+rVADrR99BKxdGwlCJwq4SqkI+U0SDdAgy5GsYLmVQdRef9183pdfVgLfMjiakOC5UQBWahqbue8+JdD76KPK+xERERERERHFwaAtEVEymjUD1qxx9z0kEOtkKQGnSZcoyTq166yzIhm9qquuUgK0+mCrBHIl2O3G96C+v3Q1k0HK9BnOZmTAtRdfTO49JUvaanCbiIiIiIiIshaDtkREdkmpggULkJXmzVMCqX/8kfwypEyE1JedPx++opY4kPIVf/2lZOFOnaoM6CZZxWqm7xtvKCUT1MeSBSwBfG02sKwjciv1gSUTWs/PwXgiIiIiIiLyHIO2RER2SW3UbCV1XSUjVmrzJkuCovIdNmwI33nmGaVsgtSpFWecAdSvH38ANgnAyuBy2kCsOiiZfFapfXv11cYDmREREREREREZYNCWiMiueLVLKfjcyIIdPRrYtk0ZNE0lwdwfflDuS0auDJo2aVJkILtUyOB1rJ1LREREREQUWAzaEhHZdf75XreAguigg4Dx46OnnXIKMG4cUKkS0KMHcO65yp9dX30FvP22EnCWv6OPZu1cIiIiIiKiAGPQlojIrlq1vG4BZZJevaIfz5gBzJplPVNWSjp07Ahcfrn1rGGpv7t1K7Bpk1Luom5dZd4jjwQGDWKWLhERERERkccYtCUismvvXuPp1aunuyUURAsXJp6ndWvrmbL9+8d/Xs2+1f5Jzd2qVZV1VjLH//lHmXfZMuChh5T3PvtsYMoUJQNYMoFvvll5rbyfBHY3bLDWPiIiIiIiIrKNQVsiIrvGjDGe3qxZultCQdSkSfRjddCyxYtj573ssqiHOW+/jW7du6N0mTLAJZdEZ9JKhm5hoZIlO2BA6u2UgK0EbqXWrtTcfemlSGavBHZlULri4tTfh4iIiIgoCVdddRW6d+9e8vi0007Dbbfd5up75uTkYKIcHwfY9OnTQ59jm4y5Qb7GoC0RkVPU4BuRHd98owQ/jzoKaNMm+rl331Vu9+8HGjdGqauvjjynr4976qlAbi5Qrhzw2GOJ3/f224EWLYArr1Syx9evV4K+Vkl27rx51ucnIiIioqwJpkpQUP5Kly6Nww47DHfddRf2mvVYdMiHH36Ihx9+GH767DVr1kSHDh0wZswYFEmJMiIbGLQlInKKBMyIrOjXL3L/gAOis2UlkKrVrh3w3XfGmbjx/P13dGBY6teqtWwlSDx0KPDzz8DrrwNlywI1aijrsD579qefgMmTgUWLlOe0z7/2mr02EREREVFWOOecc/Dvv/9i5cqVePbZZzFixAg8+OCDrr5n1apVUbFiRfjls69evRqTJ0/G6aefjltvvRXnnXceCgoKTF+Xn5+f1naS/zHCQETklNNP97oFFBTagb4kw1ZVqpQSSJXasqrvvwfOOqvk4QZtGQ4JwkpAVQKxejK4mEzfvVtZNw8+WCmnULly4vZJYLZ3b6V+7YknypEncPTRsfNJMJiIiIiI/G/338D6acptGpQtWxa1atVCvXr1QiUMzjrrLEyR8lthknU6ZMiQUBZu+fLl0axZM0yYMKHk+cLCQvTp06fk+aOOOgrPP/983PfUlkdQSwDo/yQTVvXxxx/jhBNOQLly5XD44Ydj0KBBUUHVZcuW4dRTTw0936RJk6j2W/nsdevWDS3/3nvvDb2XBHBfl4SJMGnPsGHD0LVrVxxwwAF49NFHE37u33//Hbm5udi4cWPo8ZYtW0KPL5HSaWGPPPIITjnllJLHkyZNwpFHHhlangSQJZis98EHH+CYY44Jtb1BgwZ4Rkqihb300kto2rRpyWMpDyFtHz58eMk0+X3vv//+0P2HHnoIzZs3x1tvvRVa1kEHHRRq3w4puUa2MGhLROQE2UlKd3MiK778MnL/wANjnz/iCNOXzhw0CPn79imBVQnCSkDVLBAr08uXT75281NPxZ9Hsm8lg5eIiIiI0qdgl/lfoa4EgUxb+gow8VBg6hnKrTwOzb/H2nJTJIHGH3/8EWVkXIYwCdi++eabocDfwoULcfvtt+P//u//MEN6noWDuocccgjef/99/PHHHxg4cGAo+Pnee+9Zes82bdqEsl3Vv2+++SYUfJUgrPjuu+9wxRVXhDJgZfmSCSwBVQmcqu9//vnnh9o8e/bsUDvvvvvupL+DM844IxSYlhIOWhLg7NGjBxYsWICrr7464eeWwOrBBx9c8j3J59A+FnJfAtjir7/+Cn2OLl264JdffsE111yDe+65J6oNc+fOxcUXXxwKrEo7pE0PPPBASYC5ffv2obaogWJZfrVq1UKBcTVDeObMmSXvKVasWBEK7n722WehP3nN448/nvT3l61Ked0AIqLAk0zGZANjlJ1uugl44AHbLytQBz3QDkDmterVOSAZERERUTq9Z3DRX1WnM3Da55HHE6oBRdpAbhHw843KX432wFlK4C3k4wbAPoML8pfaP9aTQN2BBx4Yylzdt29fKBtUMjaFPH7sscfw9ddfo3Xr1qFpkun6/fffh4KnEiSUerCS+aqSzFMJDErwUgKMiUiwVbJdxebNm0PBSgmKyp+QZUvw8koZ3yH8/lIPV2rvShkHadvixYvx5Zdfok6dOqF5pM2dOnVCso4++mj89ttvUdMuvfRS9JYebhrxPrdkuErgWQKmF154YehWXj9q1KhQexs2bBgKkMvnEJLJK9PUzFnJ3JXA7BNPPFHyHkOHDsWZZ54ZCtQKycqVIO1TTz0VykyWLFspPSGBV/U977zzzpIM4Dlz5oQCtxIoV0nwWYK+armKyy+/HFOnTi0JipM1zLQlIkoVA7bkxqB1mi5OIaedhuLOneEL4YPrEps3e9USIiIiIorLm4vr0g1fMjslS1UCoxJYvOCCC0LPLV++HLt37w4N0CWBXfVPMm8lQ1P18ssvo0WLFqhevXro+ZEjR2LNmjW22iHBRHnfQw89NKrMwK+//orBgwdHvX/fvn1DWbnStkWLFoVKO6gBW6EGmJNVXFwcCrpqnSilyHQSfW4JaqtZrhJIlSxeNZD7008/hT5z27ZtQ8/L52jVqlXU8vWfQ+ZR51fJYykPIeUatIHibdu2hQK6N9xwQyj4LoFiacNJJ52EChUqlLxeyiJo6wvXrl0bGzZsSPKby17MtCUiIkq3qlUTz/PWW8B118llaUkVAKZNk6NO+IJ0v9J0b0O1aoBkLYwe7WWriIiIiLLDxTvNn8vRJQd0/g34rLGSYaud59w/gAr1ouftFlvrNFlSo/WIcMmvMWPGhEoDjB49OlSvdedOpf2ff/55qO6rltRUFePGjUP//v1DGaISZJQAoGR+ShDYjuuvvz5UIkCyQUvJ+BFh0gbJaJXSAXpSRsENEhyVzFn996Rl5XOrtXslqCoBVKlfK8FTCapu3bo1FAjWBlCdIO8pwWMpx3D88cejUqVKJYFcCdpKIFlLMqW1JPAr2bdkD4O2RERE6SZdoGbOBDp2NJ9HDirl4MdmNkFayEHYggXAscdG18Bl0JaIiIjIfaWiA31xVToSaDUSmNMPKC5UArYtRyjTU1muDVIaQeqy3nHHHaFyADKolwRnJXtUH+xT/fDDD6Hu9pLRqdJm4Voh3f6lrICUC5C6r1oyQNiSJUtKAst6jRs3DgV7JfNWskTFrFmzkCypqStlCaR2bzxWPvexxx6LKlWqhAYckwG/JBtXgqpS8kCCttrasvI5Pvnkk6jX6z+HzCPvq2+HlEnIC/cQlN9JAsVSa1ddvtxKGQmZV8olkPNYHoGIiCjdJEtVCvv36oXA0owgG1K/vlctISIiIqJ4GvZRsmjPnKbcyuM0u+iii0IBQOn6L9mjkk0qAcw33ngjFJScN28eXnzxxdBj0ahRI/z888+hmrJLly4N1VuVrv9WSTBR6rpKlqoMmrVu3brQ33///Rd6Xgb4knIMkm0rA6FJFqxkud5///2h588666xQ0FJKO0gpBckwve+++yy9t5QNkPdau3Zt6HNJLdxu3brhvPPOCw1+Fo+Vz62WK3jnnXdKAqjHHXdc6H2lbqw2EH7dddeFMnL/97//hYLU7777bskAYyoJuMrrpKavvKf8BlJ/WH4jlSxfAsXyem3QVgYbk/fVl1cgZzBoS0RERMmRAcjGjlXuhw+AiYiIiMiHKhwC1DxNufWAlCa46aab8OSTT2LXrl2hAKEEJIcMGRLK9DznnHNC5RLU8gH9+vULlS7o2bNnqCarDCamzT5NRAY1k3qsErSUTFn179Zbbw0937Fjx9BgaV999VWoHuvJJ5+MZ599NlT7Vs0O/uijj7Bnzx60bNkyNJCZ1UG0vvjii9B7SV1X+VzTpk3DCy+8gI8//rgkc9WM1c8tgVn5fGoAVdorgVwJ6GoDqPXr18cHH3wQCq5KiYrhw4eHgsj6rGPJSJagtQw6JgFtqfcrg5CpZLnt2rUL3Uo5BjWQK2USpByDvswDOSOnWCohU1ps374dBx10UOjKjqzY2UgKYk+aNAmdO3eOqXFCFJj18/TTgXDh9xBuRimbt6EjRii1d83+F/btk+JkkceFhVLQC5gyBejZUykDISUgDAZhoODx5TpKpMF1lPyM6yfp7d27F6tWrQoFMt2qs2qH1CSVuIbEMyRISOS3/5O8vLyo7WjQ43D8LyMisksNTEmwSc0yJMpW2gP2f/6JDs7KCMFygiGj5J53HrBxo/J/I7Vw77gDkIEnatYETjpJmUf9u+yy6Pd44IHo5+Vv8uT0fUYiIiIiIqI0Y9CWiCjZoO077wCXXOJ1a4i81bBh5L4EYe+6C2jeHHjtNeDDDyPPff45UKOGtWW++y6werWSgSsB2kceiZ2nc2dgxw5muhMRERERUUYq5XUDiIgCRw0SSTCJKNvpR/x96inltm/f1JYbrmcWl9rFaf58JVBMRERERESUIZhpS0Rk17Jlyi2DtkRAgsEUoowZAyxcCBQUKMHep59WLoIUFSkDmcXLmpV55PmVK2OfO/54YPfu5NpPRERERETkQwzaEhHZpQaWGCQiUtxyi/lzv/yi/M/IX+/eQJMmSqBXBvO7887IBRA1a3bAgOjXqyUQ1IskkoG7di1wzz3R8739tqMfiYiIiMgvOH48UXb+fzBoS0RkV/Xq0bdE2e6oo8yfa9bM3rIeeww4//zI4wMPjJ2nTh1gyBBg8eLItH79gB49ZPhYe+9HRERE5FN54R5N+/fv97opRL61O5xMVbp0aWQa1rQlIkpWmTJet4DIH6pWNZ6e7IHTBx8kFyyeOBEoX14puyCB38MPV6a3awd8/TX/Z4mIiChQSpUqhQoVKmDjxo2hgFRurrd5d0VFRaEA8t69ez1vC1FxcXEoYLthwwZUrlw5dJFD1tFMwqAtEZFdGdz9gigpJ5wQHUj9/HPl/0QNmrrpwQeBQYOip/Xvr/ypvvsOKFs2ep5OnYBJk9xvHxEREVGScnJyULt2baxatQp//vmnL4Jke/bsQfny5UNtI/KDypUro1atWshEDNoSESWLBypEiiOPBKZMUWrVnn56et/7jjtig7ZWTJ6slFIoV86NVhERERE5okyZMmjUqJEvSiTk5+fj22+/xamnnpqRXdEpeEqXLl1SRiQTMWhLREREqTvrLG/eVwYwu/pqYMwY4+ePOAJYvtz4uTVrlICzkMxgtZsfs+mJiIjIR6QUQTkfXGiW4FhBQUGoLQzaErmPRUiIiOxiQIfIX0aNAs49F2jeHLj//ujnfvstcn/rVmDjxsjjsWMj9x94wHg6ERERERGRBxi0JSJKNlDL8ghE/iD/i599BsyfDzz8MPDXX8r0Aw5QBiaT/1/5q1wZqFYt8rqHHgIWL1bujxwZmf7yy2n+AERERERERNEYtCUiSuTNN5Vu0//3f163hIisOOQQJUi7c2fieRs3Vm7LlIlMmzvXvbYRERERERFZwKAtEVEiV16p3L7zTnTWLTNtiTLD7t3KoGQq7X0iIiIiIiIPMGhLRERE2U3KKGzeHD1NLsrUqAEUFlpbRkEB8O+/rjSPiIiIiIiyD4O2RETxqNm1RJR9ZNCyBg2sDUAog6DVqQO0agX8+GNamkdERERERJmLQVsioniM6tiyPAJRsD3wgL3SCdOnK3Wtn3nGfL6FC5XbOXOAtm2VzFsiIiIiIqIkMWhLRBRPhQpet4CInDZoEDBggLV5t2wBTj9dud+/vxLEtWLChOTbR0REREREWY9BWyKieK64wusWEJHTJEv+0UeNL8qsWQPcfDNw7bXGr23UKPrxL78Ajz8eO98nnzjUWCIiIiIiykYM2hIRxVOmTOw0lkcgCj75/127Nnra1q1AvXrACy8A119v/Lp//olsA2TgseOPN87aHTvWhUYTEREREVG2YNCWiIiIslPlyuaPmzUzf12XLsrtBx+41DAiIiIiIsp2DNoSERER6cXLpK9dW7ktKoq/DMnYJSIiIiIiSgKDtkRE8ajdoI2msTwCUXYaNUq5LSyMnj5+PHDbbZHHt96a3nYREREREVHGYNCWiMgOBmqJMkupUubP/fdf/Nfqg7YXXwzccosz7SIiIiIioqzGoC0RkV1Ll3rdAiJySrly5s9VqmT+3K5d0UFbybIVhx0WPd8NNxhn7BMREREREcXBoC0RUbKYdUuU2UFbMW+ecjtpEjB4cGR6r16RoG2fPkqWrap+/cj9YcOA3Fxg+HBHm01ERERERJmNQVsioni+/trrFhCRm0aMUG6HDDF+/vjjlUzZTp2AO++MTP/000jQNi8v+jUvvRS7nOuvB7Zvd6zZRERERESU2eIUciMiIixa5HULiMhN558PbNkCVKmSeN7y5aMfDxxoHLTt0sX49QcdxFIJRERERERkCTNtiYiStWyZ1y0gIidYCdjGK4miD9qK/Hzjec2mExERERERaTBoS0SUrAULvG4BEfmB1KzVK1VKyaotKoqePn9+2ppFRERERETBxaAtEZGTgRoiymwFBcBJJ0VPq1kzfnautlzClVe61zYiIiIiIsoYjDgQESXLrKs0EWUuKYVQr170tFtvjf+aTz6J3F+8WKmhS0REREREFAeDtkREyWLQlig7ffhh9OMDDrD3+pdfdrQ5RERERESUeRi0JSJKltHgQ0SU+bSZtS1a2H/99u2ONoeIiIiIiDIPg7ZERMli0JYoOz33HPDqq8DMmcBPP9nPzB82zLWmERERERFRZijldQOIiAKLA5ERZa9rrrE3/2+/Acceq9zftcuVJhERERERUeZgxIGIKJ4ePcyfY6YtEVnVtKnXLSAiIiIiogBh0JaIKJ79+82fY9CWiIiIiIiIiFzAoC0RUTyff27+XKVK6WwJEREREREREWUJBm2JiJJVvrzXLSAiIiIiIiKiDMSgLREREVE6lCkTub9+vZctISIiIiIin8vqoO3LL7+MBg0aoFy5cmjVqhXmzJkTd/7nnnsORx11FMqXL4969erh9ttvx969e9PWXiIiIgqwzZsj9xs08LIlRERERETkc1kbtB0/fjzuuOMOPPjgg5g3bx6aNWuGjh07YsOGDYbzv/vuu7jnnntC8y9atAijR48OLePee+9Ne9uJyCdycrxuAREFyQEHRO7zoi8REREREcWRtUHboUOHom/fvujduzeaNGmC4cOHo0KFChgzZozh/D/++CPatm2LSy+9NJSde/bZZ6NXr14Js3OJiIiIQnihh4iIiIiILMrKoO3+/fsxd+5cnHXWWSXTcnNzQ49nzpxp+Jo2bdqEXqMGaVeuXIlJkyahc+fOaWs3EfkMAzBERERERERE5IJSyEKbNm1CYWEhatasGTVdHi9evNjwNZJhK6875ZRTUFxcjIKCAlx33XVxyyPs27cv9Kfavn176DY/Pz/0l43Uz52tn5+Ct36WjjN/QWEhirkuUxpxGxp82m1KJv6OXEfJ77iOkp9x/SS/4zpKQVtH8wO+rmZl0DYZ06dPx2OPPYZXXnklNGjZ8uXLceutt+Lhhx/GAw88YPiaIUOGYNCgQTHTv/rqq1Aphmw2ZcoUr5tAZGn97BZnvgW//YY1kyalpU1EWtyGBpd2m7Lm/POx/sQTsbF5c2QarqPkd1xHyc+4fpLfcR2loKyju3fvRpDlFEvaaBaWR5Cg6YQJE9C9e/eS6VdeeSW2bduGjz/+OOY17dq1w8knn4ynnnqqZNrbb7+Na6+9Fjt37gyVV7CSaVuvXr1Qxm6lSpWQjeQqh/zzdOjQAaVLx8thJPLH+lm6TBnT+QtGjEBx795pbCFlO25Dg89om5K/ahVQty4yAddR8juuo+RnXD/J77iOUtDW0e3bt6NatWr477//AhmHy8pM2zJlyqBFixaYOnVqSdC2qKgo9Pimm24yfI1E5/WB2by8vNCtWdy7bNmyoT89WXGyfQPH74AyYf0sJdsArsfkAW5DA+yDD4ALLoiaVPqll4Cnn0Ym4TpKfsd1lPyM6yf5HddRCso6Wjrg62lWDkQm7rjjDrz66qt44403sGjRIlx//fXYtWsXeoez5q644goMGDCgZP4uXbpg2LBhGDduHFatWhWK3EtZBJmuBm+JiIiI4jr//NhpzzzjRUuIiIiIiMjHsjLTVvTs2RMbN27EwIEDsW7dOjRv3hxffPFFyeBka9asicqsvf/++5GTkxO6Xbt2LapXrx4K2D766KMefgoi8lROjtctIKIgOvRQ4M8/vW4FERERERH5WNYGbYWUQjArhyADj2mVKlUKDz74YOiPiIiIKGlbtnjdAiIiIiIi8rmsLY9ARERE5IkdO7xuARERERER+RyDtkREZmbNiv88yyMQERERERERkQsYtCUiMjNokNctICIiIiIiIqIsxKAtEZGZL77wugVERERERERElIUYtCWizLZ2LZCf786yWR6BiIiIiIiIiFzAoC0RZa7Zs4FDDgHatPG6JUREREREREREljFoS0SZ6/XXlduff/a6JURE8RUVed0CIiIiIiLyEQZtiYiSxfIIROSU777zugVEREREROQjDNoSESWrdGmvW0BEmWL6dK9bQEREREREPsKgLRGRXbfeCrRtC1xwgdctIaIgevDB2GkPPeRFS4iIiIiIyKdKed0AIqLAGTIEKF/e61YQUZCDto0bA82aKbdEREREREQ6DNoSEdnFWrZElOo2pGdPoLjY65YQEREREZFPsTwCEZFdDNoSkRO4LSEiIiIiIhMM2hIRGfnnH69bQERERERERERZikFbIiIjq1aZP8fsOCJyw5tvAkVFXreCiIiIiIh8gEFbIiIj8WpNMmhLRG648kpg3DivW0FERERERD7AoC0RZS63gqsM2hKRW+bM8boFRERERETkAwzaEhEZ4ajuROSFUaO8bgEREREREfkAg7ZEREYYtCUiL+za5XULiIiIiIjIBxi0JSKyi+URiIiIiIiIiMhFDNoSERnhQGRElA59+kQ/rlzZq5YQEREREZGPMGhLRGQXg7ZE5JTjj49+XKaMVy0hIiIiIiIfYdCWiMgIa9oSUTqULh39uHZtr1pCREREREQ+wqAtEWUuBl6JKGhB265dvWoJERERERH5CIO2RJSZvv4aWLky+dezpi0ReRG0feYZr1pCREREREQ+UsrrBhAROe7HH4EOHbxuBRFRYvoatrt3e9USIiIiIiLyEWbaElHm+eST1JfB0gpE5EWmrWr7dmDIEGDFinS3iIiIiIiIfIBBWyLKPE88kfoyGLQlIi+DtrffDtx7L3D88eluERERERER+QCDtkRERER+C9pOm6bc7tgB5OcDs2YBhYVpbRoREREREXmHQVsiIiPMtCUiL2rair17gVWrIo8feABo3RqoWjWtTSMiIiIiIu8waEtERETkp0xb/WBkaskXqXMrWbcFBcDixby4RERERESUwRi0JSIyYhQMkUy3Hj28aA0RZVPQ9s47ox936xYd0L3oIqBxY2DMGPfbR0REREREnijlzdsSEfmcUe3IH34AcnK8aA0RZVPQ9vXXgUqVlMxaIfVsVZUrR+4//TTQp08aGklEREREROnGTFsiIiuZtr16MWBLROmpaSvUgK1Yv954nmrV3GkTERERERF5jkFbIiIrQVuzEd6JiFKRyralTh0nW0JERERERD7CoC0RkZWgLbNsicgNpVKoVPXee062hIiIiIiIfIRBWyIiIwzaElE65OXZm//cc91qCRERERER+QiDtkREVoK2+sdERE7I1RyKXXtt/HmrVgUmTHC9SURERERE5L0U+uQREWUwBmmJKN1B24MOij/v5s2uN4eIiIiIiPyBmbZElB0KC+3Nz6AtEaWDtvRKvPq23CYREREREWUVBm2JKDswaEtEfs+01d7XevHFtDWHiIiIiIj8gUFbIsoOBQX25mfQloj8ErQ95JC0NYeIiIiIiPyBNW2JKDvMmQOcdpr1+Rm0JaJ0MAvUit69lZIJXbums0VEREREROQDDNoSUXbIz7c3P4O2RJTuoO2ECdHP9e0LtG4d+5oGDYDVq91vGxEREREReYblEYgoOxQVpRa0ZRCXiNxQuTJQvjxQpgywZ4+1LNyRI9PSNCIiIiIi8g6DtkSUHewGXRmkJaJ0yMsDtmwBtm0DypWzFrStW1e5rVbN/fYREREREZEnGLQlosxz+unOZ9oSEblFgrWSbbt/f/T0nBzj+dVgbmGh+20jIiIiIiJPMGhLRJmZuabHTFsi8ruVK61l2qrT7V6MIiIiIiKiwGDQloiyA4O2ROR3FStGP2bQloiIiIgoazFoS0SZxyjgyvIIROR37dvbK4/AoC0RERERUcZi0JaIsgNrPxKR3zVsaC3TVi0Bw6AtEREREVHGYtCWiLLDu+/am5+ZtkTkdT1uDkRGRERERJS1GLQlosxjFHD99dfUl0FE5KaePaMf//uv8Xwsj0BERERElPEYtCWi7BzgJ5EFC6xlvBEROaVlS+C33yKPK1Qwno9BWyIiIiKijMegLRFlHqMs2SOOsLeMJ55wrDlERJY1bhy5v2SJ8TwM2hIRERERZTwGbYkoO7z3XmqvZ7kEIkp3XdtLLjGeRztAGbdNREREREQZiUFbIso8FfYCTQBUhbX6kEREfiGlWGSAsX37EpdHED//nLamERERERFR+jBoS0SZZcVo4JKZwH0AngfQXvPcCy8kv1xmsxFRukhQtkwZ63VwX36Z2ygiIiIiogzDoC0RZY7dfwOzr41s2eS2j0HGrRWlSzvcOCIih+gDujfdBEya5FVriIiIiIjIBQzaElHm2LFMRuaJniblIWsmsay6dZ1qFRGR8yUU9BYu9KIlRERERETkEgZtiShzVGwUE7NFIYD1cQIdRERBY7QtmzLFi5YQEREREZFLGLQlosxR4RBgVDhQi/DtaABbklgW60MSUZCCtl9/DSxf7kVriIiIiIjIBaXcWCgRkWdmAFgQLomwPsmALRGRn5n1Grj7buCDD9LdGiIiIiIicgGDtkSUebaYBGvtlEdgpi0R+ZXZtqxp03S3hIiIiIiIXMLyCESUPVIJxDKIS0R+D9r+/HO6W0JERERERC5h0JaIyAiDtEQUNJMmed0CIiIiIiJyCIO2RJQ9WB6BiLJtW0ZERERERIHEoC0RkRUMkhCR37dHHTumuyVEREREROQSBm2JiIww05aIgha0PeqodLeEiIiIiIhcwqAtEWWPgoLkX8tMWyLyC7PtES82ERERERFlDAZtiSh7PPmk9XkZ/CAiv8rLA/r0ASpXBurUiUwvKvKyVURERERE5CAGbYmIrGAQl4j8ZNQoYOtWoGzZyDQGbYmIiIiIMkZWB21ffvllNGjQAOXKlUOrVq0wZ86cuPNv27YNN954I2rXro2yZcviyCOPxKRJk9LWXiJKIwZpiSgISpeO3Od2i4iIiIgoY2Rt0Hb8+PG444478OCDD2LevHlo1qwZOnbsiA0bNhjOv3//fnTo0AGrV6/GhAkTsGTJErz66quoW7du2ttOREREFNK0aeQ+M22JiIiIiDJG1gZthw4dir59+6J3795o0qQJhg8fjgoVKmDMmDGG88v0LVu2YOLEiWjbtm0oQ7d9+/ahYC8RZSBmrBFREAwbFrnPoC0RERERUcbIyqCtZM3OnTsXZ511Vsm03Nzc0OOZM2cavuaTTz5B69atQ+URatasiaZNm+Kxxx5DYWFhGltOREREpFGjBvDYY8p9Bm2JiCiTbN4cP5Hi88+BefPMn//rL2D6dGDTJleaR0TktlLIQps2bQoFWyX4qiWPFy9ebPialStX4ptvvsFll10WqmO7fPly3HDDDcjPzw+VWDCyb9++0J9q+/btoVt5jfxlI/VzZ+vnJ/dpqjsairfuaddP2TjmaJ4rKipCIddb8hi3oWQkt7gYebKdKiz0fDvFdZT8juso+RnXz4jce+9F3tNPh+4XTJqEYk3CVcjvv6P0eeeF7hbXqoWC2bOB2rWV51asQKnu3ZGzZEnJ7PlSBrFy5TR+gszEdZSCto7mB3xdzcqgbTIkYFOjRg2MHDkSeXl5aNGiBdauXYunnnrKNGg7ZMgQDBo0KGb6V199FSrFkM2mTJnidRMoQ3VL8LyVwQNl/ey4dy/Kaaat/ftvzOPAg+QT3IaS1hFLl+IYAH+vWYP5PtlOcR0lv+M6Sn7m1/UzJz8fB6xfj52HHIID//oLB//xB/6UYGqeXDp0TvVffkGbcMBWlOrcGR9PnBg1T53vv8dJarvWrcOCZ57BP23b4uCFC9F68OCYZZauUSNmGZR56yiRfh3dvXs3giwrg7bVqlULBV7Xr18fNV0e16pVy/A1tWvXRunSpUOvUzVu3Bjr1q0LlVsoU6ZMzGsGDBgQGuxMm2lbr149nH322ahUqRKykVzlkH8eGdRNvk+idOvcubOl9bOs+j9dFUAtoG7DKqgV57VE6cBtKBnJDfcSOqROHdT2eDvFdZT8juso+Zmv18/iYpQuWzZ0t2D0aJS6+ebQ/WOPOQZF117r6FuV7t49ZlrnQw8FjpFLlADmz0dpTVBXHNe0KZo/9RRyf/7ZdLmd27UDKlZ0tK3ZxtfrKBFi11G1x3tQZWXQVgKskik7depUdA/vECSTVh7fdNNNhq+Rwcfefffd0HxS/1YsXbo0FMw1CtiKsmXLhv70ZMXJ9g0cvwPyipX1TubJkfpZ7QFco1T/zi2eiNw1bwIN+6SlnUTxcBtKUcLrQm5ODnJ9sl5wHSW/4zpKfubL9VOTWVmqT+R4OO+HH5B3443Ovpdkyg4cGDWp9JYtJfs7tGoV85JSf/8NxAnYhpYhn6FnT2fbmqV8uY4SGayjQV9Ps3IgMiEZsK+++ireeOMNLFq0CNdffz127dqF3r17h56/4oorQpmyKnl+y5YtuPXWW0PB2s8//zw0EJkMTEZEGeigwpKAbYgUuJ3TD9j9t8cNIyLSCV9M5kBkRETkGgmKGvn9d2eW/847wJ13KgOPGfV+rVIl/usNSiLEuOSS5NtHROSBrMy0FT179sTGjRsxcODAUImD5s2b44svvigZnGzNmjUlGbVCyhp8+eWXuP3223Hcccehbt26oQDu3Xff7eGnICLXVCuIvaxVXAjsWA5UOMSjRhERGWDQloiI3JajHaJXQ3POnJL/+z/l9vTTgXXrYp+3u4/75BOgSxc5sQektAIRUQBlbdBWSCkEs3II06dPj5nWunVrzJo1Kw0tIyLPbcwD5NhQexyakwdUPMLDRhERGdi1S7kdNw4YO9br1hARUTYFbctph+51gJyf//mntaCtDIL29dfGy5GArahf39n2ERGlUdaWRyAiimtbLjAKQKE6IRdoOYJZtkTkPwzUEhGR24wCqWL16tSXnZ9v/j4NGkSCtjt3Ahs3Rp7jIMFElOEYtCUiMjMDwG0AHgFQ+Q0OQkZE/qQ9gd2/38uWEBFRNuxrtNavT33ZQ4caTx8yJJLh+9dfwOGHAzVqRJ6vWNHa8s8/P3LfLDOXiMiHGLQlIopnC4BFMjRuda9bQkRk7L//IvcZtCUiIietXAn88090sNRp33wTO+2DD4D+/YFVq5THF10UGzju0UMJ5iby9NOR+6OkKx0RUTAwaEtEZERGrrVSx4uIyGuFJXVcgMce87IlRESUaRcFGzYE6tYFHn7Yvfe5/vrYaWeeCZQyGYKnZUvg8ceBgw8GDjlE2Q/+9pvyGiNqiQXtgGdERAHAoC0RERFRkGlrAUpXUiIiIiesXWu8r3GaZNXaGeDs88+Bu++OPM7NBY49FmjUyHh+Sb446SQHGkpElF4M2hIRGZGsAiKiIGjVyusWEBFRJtKW3OnY0b33efvt2Glly5rPX6aM8fS77gJKlzbO3FV7zel70xER+RiDtkQUfEuXAiNGAAUFzi2zWjXnlkVE5KYKFbxuARERZaL//S9y/xEZmVejSZPI/aOOAn78Mbn3SOb4XQKzRg47DNi1C3jlldjnGLQlogAyKRJDRBQgcqAo9u71uiVEROk3aJDxIC5ERESp0AZU69SJ3L/hBuDcc5U/NYGibdvkAqKzZtl/Tfny9gO6s2crt+rAZkREARC4oO2uXbvw+OOPY+rUqdiwYQOKioqinl8po1sSUXaaOdO5ZekPOnlVnoj86pRTvG4BERFlokMPjdyvWjVy/6qrgM2bnRvsTE8bIHbabbcBt97q3vKJiLI5aHvNNddgxowZuPzyy1G7dm3kcER3InLDxo1et4CIiIiIyDvaEgjaGrMySFhenjPvUVgY/XjLFqByZfP5X3jBmfclIgqAwAVtJ0+ejM8//xxtpfsFEZEbVq8G5s71uhVEREREROm3fTtQqRJQs2akVqw2WapKFWDDhtjXLVoENG6cWtBWlq21bVskiLtiBXD44faWT0QUYIEbiKxKlSqoqu2aQUSkcijzPvfzzx1ZDhGRJ1jOhYiIkiUDjh10kBI8VQOqasbt2LHK4L+HHGJ83D1njv3305U7jCFtmT9fWTYDtkSUZQKXafvwww9j4MCBeOONN1CBoyUTERERRdu/P7obKxERkVUPPBDJcO3TR7mfG871uuSS6J5peqVshhfWrAEuvDDxfM2b21suEVGGCFzQ9plnnsGKFStQs2ZNNGjQAKV1o0POmzfPs7YREREReW7vXgZtiYjIOUb1a/Pzrc0Xz003Jd8mIqIsELigbffu3b1uAhH5FQcmJCICdu9WupMSERHZdeihwJ9/Rk/butXaa+1m2taoYW9+IqIsE7ig7YMPPuh1E4goG7FGJBEFxY4dQO3aXreCiIiCZtOm2ICtmDHDWi1aO0FbKeUjA5cREVHmDEQm9WynTZuGvdL1j4hIi5m2RETKqN9ERETJ1rO1oqAgdtonn1h//euvAz/+aH1+IqIsFLig7cyZM9GlSxdUrlwZ7dq1w/3334+vv/4ae/bs8bppROQ1Bm2JKFu9+GLkPoO2RESUbKatVfv2xU577TXrr1+3LnL/1FOBu+8Gfv7Z+uuJiLJA4MojTJkyBQUFBZg9eza+/fZbzJgxAy+88AL27duHk046Cd9//73XTSQiIiJKrxtvBG6+WbnPoC0RESWjcWPr81atmly5sT59gJo1IwNmVqsGfPopUKmS/eUREWW4wAVtRalSpdC2bVtUr14dVatWRcWKFTFx4kQsXrzY66YRkZe2bHFv2cziJSI/026jGLQlIqJkHHaY8fRLLomddsgh9pe/fHlsNu7FF6cnYNu0KfD77+6/DxFRNpdHGDlyJC699FLUrVsXbdq0wRdffIFTTjkFP//8MzZu3Oh184jIS5Mne90CIiJ/DERGRETkxMC7PXsCb70VO71DB+D++4H337e+/DJlYqflpikkceedyu0556Tn/YiIsjHT9rrrrgtl2N5555244YYbcOCBB3rdJCLKhgNWo2lERH7ETFsiInLKccdJV1fjHh4PP2xvWQMGGC8nHfLylNvCwvS8HxFRNmbafvjhh7jsssswbty4UPBWsm3vvfdefPXVV9i9e7fXzSMiIiLyFjNtiYgoGer59JFHuhNUHTvWu0xb9X2YiEFEARK4TNvu3buH/sR///2H7777Du+//z7OO+885ObmYu/evV43kSgz7P4b2LEMqNgIqJBEzSoiIvIGg7ZERJQMdUDLpUvTF1RNV6at+jmKitLzfkRE2Ri0FZs3b8aMGTMwffr00N/ChQtRpUoVtGvXzuumEWWGFaOB2dfKUY2SkN9qJNCwj9etIiIiK044wesWEBFRpnA7qJruTFsGbYkoQAIXtD322GOxaNGiUJD21FNPRd++fdG+fXscJ7V2iMiZDNuSgK0oAub0A2p3zIyMW+kSla4r+kRE6VSlCrB1K9CokdctISKiTLFrl7vH2unOtGV5BCIKkEAORCZB2qZNm3rdFKLMJCURSgK2YcWFwI7lmRG0Xb0aOOwwr1tBROS8GjWUoC0HWSEiIqe8/jowaJD1+ceMAfrY6KHHTFsioswZiOzGG28sCdgWFxeH/ojIQVLDVr9pyMkDKh6BjFBQ4HULiIjcsWSJcjtpktctISKiIBs3LnJ/zRp7r5040d786c605YVNIgqQwAVtxZtvvhkqk1C+fPnQn5RGeOutt7xuFlFmkGxaqWGrHs8U5wItR2RGlq0wu9Czbx9yPvgApbdvt/c6IiK/efJJr1tARERB8+uvkfszZth7bbdukfuffQasWGH9tf/+i7RgeQQiCqDABW2HDh2K66+/Hp07d8Z7770X+jvnnHNCZROeffZZr5tHlBlk0LHbADwCYOcjmTUImdmB2oMPolSvXjjl/vvT3SIiovSQk/C6dYGPPvK6JURE5DfNm0eX21EddJC1mupaHTrEzvPOO8avXb8eacHyCEQUQIGrafviiy9i2LBhuOKKK0qmde3aFccccwweeugh3H777Z62jyhjbAn/FesOwjI1aDt+fOim0po1JUnGREQZpW9f4J9/gEsvBfbs8bo1RETkV02aRO7362e/Lu2qVbHzvPtu5P611wIjRyr3K1ZEWjBoS0QBFLhM23///Rdt2rSJmS7T5DkiclimdSEy+jz5+coAZfHmISIKumUy0CSAvXu9bgkREfnFtm3Azz/HZs4OGADUrw/873+Jl7Fvn/V5XnsNeOYZ72raMmhLRAESuKDtEUccESqJoDd+/Hg0aiQDKBERxWF0oHbRRV60hIiIiIjIW61bAyedFD2tdm3gsceUpIZq1RIvY+1a4+mbNwPr1kUnRZQtCxx4YPoHCWbQlogCKHDlEQYNGoSePXvi22+/Rdu2bUPTfvjhB0ydOtUwmEtEFMUoi/bjj71oCRERERGRtxYvjp2mBmqtZsFOnx47TUogvPqqcn/nTuDbb41fK8+lM2g7f3563o+IKBszbS+44ALMnj0b1apVw8SJE0N/cn/OnDno0aOH180jyjyZViog0z4PEZEVv/3mdQuIiMiPKlSInVarVurLVQO24pVXIhm1n34aPd/XXyMttAHoZs2AQs0oFvv3p6cNRESZnmkrWrRogbffftvrZhBREEn9WruqVgXat4+dvvtvYMcyoGIjoMIhjjSPiMixC1TaE9TXX/eyNURE5FdSYvDXX919j7vuitz/7DN4YuHC6AuZU6cCZ58NLFokAQagVy/g4YeBOnW8aR8RUVCDttu3b7c8b6VKlVxtCxEFXJcu5nW3jBx8sFKLq5Ruc7liNDD7WimMpXRaaDUSaNjH8eYSEaUctJVsp2efjTynr11IRETZK9290PLy4Invvot+vGmTcjtoELBnDzBmjPInsYeKFT1pIhFRIIO2lStXRo7FejqF2m4ORJS6oJcTqCpdvADIGAhbAPzzT+LX5G4DmoRfI13G9AFbybAtCdiKImBOP6B2R2bcEpH/tt233Rb9nIwGTkRE5JS6da0nRWzbBk/og8Vq3OAQ3bH7448Djz6avnYREQU9aDtt2rSS+6tXr8Y999yDq666Cq1lpEsAM2fOxBtvvIEhQ4Z42Eoi8h2paHBNuHq3xFdHAZiR+DW51R8B7gu/5sOdseUQ9m7UBGzDiguBHcsZtCUif1i2DDj6aOPneIGbiIicTNCQnmzDh9t7TZkySi3ZK65AWnTuDGgHLpcauxddBEyYkHopNb+QLGH2PCbKKIEI2rbX1JIcPHgwhg4dil5Scyasa9euOPbYYzFy5EhceeWVHrWSiHyXYasGbBG+leoFCxK/JienOPKa87cqwdp/v9Rk1+aE/zQHuTl5QMUjXP1IRESWXX45MGuWcTfUzZu9aBEREWVq0NZir9iQww9XbvftU0qQOTHomRUSHL7qqugLmPqArTj5ZAROURFw7rnAF18o3+e//3rdIiJyiBrOCAzJqj3xxBNjpsu0OXPmeNImIvKhWgZbOIldHGHzNfJ440xdOYTiSKBWvW05glm2ROQfP/9sXrtWX9ePiIiylxNB25o1rc+rHVA8XQFbo8CyvteJlEQTBxyAwDnuOCVgKyQQTkQZI3BB23r16uFVGVBDZ9SoUaHniIhC1sVWMAi5OTyImNXXhB4XGzxRDLQZC5w5Dei2moOQEZH/zJ9vPwOKiIiyixNB2/79lVIDL71kPo+UI9i4EQiXOPScPmirlhSSrNWgWbjQ6xYQUTaXR9B69tlnccEFF2Dy5Mlo1apVaJpk2C5btgwffPCB180jyjxBHYhsS7iGrcRS83SXqswGDdO/Ro7lxpYHzm+jKYyLSHZt9dbMriWiYProI6BHD69bQUREmXCsL9mpUi9WlnXTTcbzSLmeatXgGzfeGP1YLScUxKCt3o4dQMWKXreCiLIx07Zz585YunQpunTpgi1btoT+5L5Mk+eIiErIoGMvG0xXBw0ze40MtP5I+HZmWSUw22okyyEQUeY4/3zgzTe9bgUREfklaPvGG8rFvO+/T35Zfu/ZIXV0zco75OYGc7BOGcxNr3lz1q8nyhCBy7QVUgbhscce87oZROQHe/bEf35ZOEFWe4kq0aBhW8J/omr4hVL+QLJzJdgrr2XAloiCQDKGWrYEpk2Lfe6hh9I3ajcREfk7aNugAfDhh8hoZcooA3W+9VZsPVs1aBu0TNtnnomdtnKlktU8cKCyr/d7MJ2IMifT9tRTT8XAgQPxzTffYO/evV43hyjzJdtlauxY4OOPo6d98w2wYAEclWg7oJY8UC+ay62dLFntQY68puZpDNgSUXDk5wNt2oQvQlWNfu6EEzxpEhER+fBY3+nA3g8/KIOOySDis2bBN4wyUE8/PZhB2w0bgHvvNX9+8GBg0qR0toiIsj3T9uyzz8a3336LoUOHoqCgACeeeCJOO+00tG/fHm3btkUFddRHIvLO8uXApZdGuhjJQdCKFcCZZ3pTJ1dKHkisWAa2XS8HazYGDeOVaSIKMhn4RVW2bPRzciJNRETZTeqfOnnMO28esGmTcsFQ/i67DL5iFMR84gmlbFDQyiP88UfieV58UelVs2uXknk7YADPb4gCJHBB2/vvvz90KwHbn376CTNmzMD06dPx5JNPIjc3l9m3RH7QpEnkvhqgXboUntKWPHDa7r+BHcuAio2YhUtE/tKrF3Dsscr9f/+Nfi5I2URERORObwx13+DUPuH44xE4UkogiAORaQcbk6CsDAin9+WXkfv33Qe0a6f8EVEgBK48gmrlypVYsGABfv31V/z222+oWLEiOnXq5HWziDJPMlmxcgCof71bB0BuXylOtPwVo4GJhwJTz1Bu5TERkdcXzFSffmq+HedAZERE2W3y5Mj97duR1YJYHkFt66GHKnV5b7rJ+muIKBACF7S99NJLUbduXbRp0wZffPEFTj75ZEyePBmbNm3CRx995HXziEhPDRYEqauR0QGcWYbt7GvDI52JImBOP2U6EVG6/d//GU83C9ouWeJqc4iIyMe2bgW6dTMvoZNt1GP+IJ2zqAFYte0XXZT6IM5E5CuBK48wbtw4VKtWDddccw3OOOMMnHLKKaxjS+Rn6sFEJl7VlZIIJQHbsOJCYMdylkkgovSbMMF4+u+/p7slRETkd/qSOX/+iaymfv6ZM80vgjpJMpslgFpTBt1IkhpgjpdkordzZ/LvR0RpF7hM282bN2PUqFHYv38/BgwYEArgStbtvffei6+++srr5hFlnlQHDVNfv3o1Mo7UsNVvRnPygIpHeNUiIspmMviLkfnz090SIiLyO/14E9meCLVMkjEAvPKK+++1di1w0EFArVrAN984l2lr5bxt//7k34+I0i5wQdsqVaqga9euGDp0KObOnRuqZ3vkkUfiqaeeYk1bIj9SDx5uvx2BFK+mrWTTthqpBGpD8+YBLUcwy5aI/EVODomIiLR69Ih+fNRRXrUku3vGnHlm6kFbdRA1K4H3goLk34+I0q5UEDNtZ8yYgenTp4f+/vjjD1SuXBldunRB+/btvW4eUeZxKtPWLW4PRJaou1HDPkDtjkpJBMmwZcCWiIiIiILkgguAFi28bkX2qF7dmeXoM21PPDG6/EXt2pHHnTsDkyYxaEsUMIEL2taoUSNUEqFdu3bo27cvTjvtNBx77LFeN4uIzIK0+fnIeBKoZbCWiIiIiDKpJnomeucd4LLLIo/Ll09/G+rXd2Y5+/ZF30oyi5yLSa1b/YBqpUsrtwzaEgVK4MojSDmE9evXY8KECbj55psZsCXye9D2k0+8agkRUXZ59FGvW0BERORvl14K7NgBDBqkPJ482Xg+CXpK6QIJ6p58sj8TUfr0UW5XrIieLuUS1JIJqlLhfD0GbYkCJXBB22OOOcbrJhCR+OMPYNYs8246qt27Y+fZu9fb8gjbtlmf185orEREXqpa1d78DRu61RIiIiL/OvBAYOBA5ZzEqMTiXXcpQU4ZJEzmmT07NjDqZJJLsrXn471Oew5zxRUM2hIFVODKIwjJsn3vvfewZs0a7NeNfjjPbORkInKWegFFDhbq1DE/CFm40Djge8IJ8MzGjUDlyv6omUtE5BS72yt910kiIqJsUras8fSnnkrvOB1LlwJ169p7zcsvWz8m6NgRGD9euf/aa8AttyTRSCLyQuBSyF544QX07t0bNWvWxPz589GyZUscfPDBWLlyJTp16uR184iyz/Ll8TNtX3zR/TZIclmT8K0flkNE5IWvv7Y3/+rVwH//udUaIiKizCElFZyyapVxvVk7brrJ+rwSwFVL1v3yCy/aEgVI4IK2r7zyCkaOHIkXX3wRZcqUwV133YUpU6bglltuwX888SByXqKryosXJ55fP23zZjjmzzeA5wHcB+XWoIeTJfI6J5ZDROSVQw9NPI/0jpg2LfL4kUdcbRIREVFGePZZ55Z15ZWx5RrS2ROHcROiwAhc0FZKIrRp0yZ0v3z58tgRvuJ1+eWXY+zYsR63jigL9euXOGh7+eXRj6U+lBN2/w0suC2yJZPbPhYyZfVtlPmvgfFyrNS0lXasn6bcEhF55aijEs8j5Wy05WHmz3e1SURE5HNSv5US27rVvWUnynyVnozxBkJr2TJx+QW3xhchIlcFLmhbq1YtbNmyJXS/fv36mBUeCGnVqlUodrPODBFZoy+PIN55x342mBU7lskbRk+TgVJb2ixxUMtgayjLqWmhRuSK0cDEQ4GpZyi38piIyAu9elmbTzui9NSprjWHiIh8TM3uvPZar1sSDOpAXuk6f9I65xygShXgww+V4K3EPbSJJYnaNndu9OM9e1JoLBGlU+CCtmeccQY+Cddjkdq2t99+Ozp06ICePXuiR48eXjePKPPYvRhiNL++mH+rVnBExUaxmzF5+8sTlDjQB2LXxcZ+IRe81yd4f8msnX2t5sVFwJx+zLglIm8k6l7ZoEFs0JaIiLKTmt3JfYI1Tn1P//xjP2g7ZQqwaxdwwQXAE08ABQXRr0kUtL3wQuDIIyOP33jDbquJyCOBC9pKPdv77pOik8CNN96IMWPGoHHjxhg8eDCGDRvmdfOI6MsvY6f17w80buz8e1U4BGj6rBJgVQO2OTZLJUiJFUneHxUO1CJ8KwmzWxJk2hpl+hYXAjt0g7MREXlNArZqKQQrZV+IiCizky7UoB/3CenNtJXgq6p+fWtBW60HHgDKlImedsMN8V8jvRxnzIg8Pvxw6+9HRJ4K1Ba6oKAAjzzyCNatk7Q4xSWXXIIXXngBN998c2hgMiLyMNNWLpzIldxEy3GylEm9y4HbALylCdjqSxzEa8syCbwCkOMYWc4j4Vv1uCZe0NYo0zcnD6h4RJIfhogoRZ07K7djxkRPl8HH1Fq2zKoiIspcL7ygBGJHJyjZxUxbezp1cmY5aj3ZGjWAsmUTB23DpSENSfbs778DF19s/Px33wEjRgCnnip1JoGq4WyWhg2Tbj4RpVeggralSpXCk08+GQreEpGPrA/XEfjpJ/N5Lrkkct/p+tNyLDMnyRIH2uwCWc6i8C0sBG0l07fVSCVQG5o3D2g5QplOROSFzz9Xsnh6944eBFK7reMJOhFRZvr5Z+DWW5X718gou3EwaBufJKKsXAmccoryWDuIZyr27VNuJWCr7pvjBW3V99eTxJMFC4BjjjE/X5HXamsW16xpP7OXiDwVqKCtOPPMMzFDm9pPRN6TK7di/37zee69152grbqseCUOUpFoILKGfYBuq4Ezpym38piIyEsVKii3TZsab8t4gk5ElJlOOsnafDJIsHoMzX1CJCtVygh06QL8/Tfw/vvAYYdFyiI4FehUM23LlbMWtF0kGSU68tsdcURsmYRE1GVt3GjvdUTkGReHQHRHp06dcM8992DBggVo0aIFDjjggKjnu3bt6lnbiDKSnQCrtkaTXunSQL16wF9/wTVyPWdBuCTCegcCtlZJZi2za4nIb7QngdpM202bPGkOERH5wPLlwP/9X+RxxYpetsY/JCt19erY6epFT6eCttpMW/U8y2zZGzbAFYMHm5e0IyJfCVzQ9oZwke2hQ4fGPJeTk4NCtZsHEaXfxInxn1cPetzItFVtSWOwlojIz4YPNw7aygCMWrffLgdWiXsWEBFRsM2ZA7RqFXk8YICS8Unm1P2nU+cvu3crt/K9qwFcs6Dt22/DFVJWgYgCIXDlEYqKikz/GLAl8jk3grZu44i6RBRUf/4Zua8NyB59dPR8zz0HvPhi+tpFRETe0AZsxQkneNWS4HA601btGbxqVeLyCLVrO/OeRBRYgYpGSGB2zJgxOO+889C0aVMce+yx6NatG958800UBykIRETBwaAtEWXatqx69djn1YFriIgocyQKNLZvn66WBJfTmbaqzZsjyzZLPrvpJuW2QQPg++9jxwkhoowXmPIIEpSVerWTJk1Cs2bNQgFbmbZo0SJcddVV+PDDDzExUddsInLPnXcmnicd5RGIiCiWNtPW6GLUUUeltTlEROQCGVRMGwCUx9u2AQcdZD4/pTfT1uj7N1p2QQGwJVzzrUMHoG1bZT6WMiLKKoFJIXv99dfx7bffYurUqZg/fz7Gjh2LcePG4ddff8XXX3+Nb775JpRxa8fLL7+MBg0aoFy5cmjVqhXmSI0fC+R9pX5u9+7dk/w0RAFiNShqUGc65mDQjaBtfj5cxQMjIgqqr782DtQabdeuvz49bSIiIvc0bBg77dRTI/cbNYp+jj3KvMu01S7bKGir1rvVnmfxvIQo6wRmKy1B2nvvvRenn356zHNnnHEG7rnnHrzzzjuWlzd+/HjccccdePDBBzFv3rxQ9m7Hjh2xIcEIjatXr0b//v3Rrl27pD4HUUaId9Dy0UfA/PnKQDf//gvs3+9uW4YNS+31iQ7AzA6Odv8NrJ+m3BIR+VHlypH7iU70jEomEBFRsBgF/377zbymOYO2iSWqO5usxx8HFi6MHpzMLGjLweKIslZgttK//fYbzjnnHNPnO3XqFMq6tWro0KHo27cvevfujSZNmmD48OGoUKFCqGauGRno7LLLLsOgQYNw+OGH2/4MRBnvgAMAyUBv3hw48ECgVi3j7C4nr1QvXpz+oO2K0cDEQ4GpZyi38piIyG+0PR0SnZi73WuBiIjcl2hgbn3gkUHb9JVH+Osv5bxDzo+ExDZ27VLuDxliHrSV36hUYKpaEpHDArOV3rJlC2rWrGn6vDy3detWS8vav38/5s6di7POOqtkWm5ubujxzJkzTV83ePBg1KhRA3369LHZeqIAMwpqmgU61QOPRAeSfqpDa7ctklk7+1o5cgtPKALm9GPGLRH5T7ySCGXLmmf0EBFRsKjHs4kCi/qgLmvapqc8wsCBQP36wIknAuvWxX73EtDVU/fL+v11KgYPdm5ZRJQWgblkI1mupeJcYcrLy0OBFOu2YNOmTaHl6YPA8nixSdbe999/j9GjR+OXX36x3OZ9+/aF/lTbt28P3ebn54f+spH6ubP18wdJ6fCt/K8U6X+voqKS5/Xi/bal//wzdFuwYAGKTzrJkXbmFRbavvoUamO4nTn798fdEMrhWYHmM+VsXYRSJQFbdaZCFGxdjOLS5heWiJzAbSjZotlW58uJuma9KXXQQcjRlIQq+uwzFPbunfJbch0lv+M6SoFcPzdvRu7jj6Po8suB446Lfm7TJpQ66SQUXXQRcgsLYVQMR12e/rhZv2+gWHnFxaHvTM4HipP5rtatQ+mHH1buz5tXMrlg3bqSc5DCAQMi51syvWtXFJ1yCiSsW1y2bNS5SErOPx+lBw5EcaVKSS+T21Dyu3zdOhr0dTUwQdvi4mJcddVVKGtypUkbHHXajh07cPnll+PVV19FtWrVLL9uyJAhoVIKel999VWoFEM2mzJlitdNoAS6hW/lQsbySZOinywsLHleb5J+XoNlbnvxRfygdg1K0bmffaYcfFYFIIuUi9fhgVbNzJgxA7uWLw/dr7x0Kdon+P+fpvlM5Yo24WzkICcUzlUUIRdT5/yJvbnmn53ISdyGkhUH/vUXzgzf/3LKFBRqauJ1zM+HtkLeitKl8Uec7bddXEfJ77iOUpDWzxOfegp1f/gBec8/j48nTox67sjx49F47VrkPfcc9lStivImx+elt29Hy7VroT2bnfzFFygubZaKQeKkjRtRB8DvCxbgzyT2k1X/+ANGo+F8tX49jj/pJNT+6Sf8tmoV1oSX3XTUKDT85RfkhZPFCvfujXt+ZUeFf/9FB1nm/v0pL5PbUPK7KeF1dLdRzegACUzQ9sorr0w4zxVXXGFpWRJ4lczc9evXR02Xx7UMAkkrVqwIDUDWpUuXkmlF4a4nkv27ZMkSNDQYqXPAgAGhwc60mbb16tXD2WefjUqVKiEbyVUO+efp0KEDSvMAIRCOPuooHNm5c/TEbdtK7hbXq4ccTZeezvp5DVStWtXSfFaUkoHOJOp6Tbjgi/xrjpLIrPlrTt+xAzlvvYXCYcOQk+BCTMVKlWLaWriqEHlzb0BOcSGKc/JQ1OIVnHGYte0PUSq4DSVbliwpudtRaudpLhjnjBgBXHxxyePDW7VCAwe2y1xHye+4jlIQ18/SMmZE2Hk//YSiBx8seZyr6QlarkwZw+Wet2IF8u68M2Z6Jzm/ZV3buPJefz10e2yTJjgmif1kTpUqhtM7XHwx8t57L3T/uMaN0bRTp1Apo9xp06LmK7V3r2PnTVi1KuVlchtKfpevW0fVHu9BFZig7WuvvebYssqUKYMWLVpg6tSp6B7eAUoQVh7fdNNNMfMfffTRWLBgQdS0+++/P5SB9/zzz4cCsUYkK9goM1hWnGzfwPE7CA65wJGn/63OPrvkbo62LMmbb1r6XeXQMNep37+qJmCrLlzKTlc7DfhguuFL8u65R5m1Th3g0kvjLj4nNzf2Mx3SGSj7rjyLnAMboFTBTiB/PVDhEGc+E1EC3IaSJZrM2tJyIq9dZ3QlavKKimK39SngOkp+x3WUgrp+5j36KPJOOCHU1V2/rc9R66XqXzNrlvH7OFkvNVP9+2/oJq9/f+QZxAoSMhrUOPwbq/vlvA8+QN5DDwEyKLq+znCtWs5tqzRB/dLSrhQGOOM2lPyudHgdDfp6GpigrdMkA1ayd0888US0bNkSzz33HHbt2oXe4XpukrVbt27dUImDcuXKoWnTplGvr1y5cuhWP50oK2hrO4cPZEK6dk1/WyQ5Xp8gIMc6FS10g/jnH/uDCqwYrRmITD0Ik2XkAq1GAg05UCER+YT2xE+/rdOfqFkcF4CIiHxg7NhI0NYku7aE1MHdsUO5/8orQPPmQJs27rcxU8yerdwmW45xzpzE+2k1u1Z/LiWZsdWrwzHaXsU7d0pQw7llE5ErsjZo27NnT2zcuBEDBw7EunXr0Lx5c3zxxRclg5OtWbMGuewqQpTaSKnpWOa6cPxU++8qA+PusFA3WsqcJGpLy5aR+7v/1gRshfa1RcCcfkDtjsy4JSJ/0JZi0h/T6IO2U6dKN6L0tIuIiFKjDdQmCiZWrAhsCQ/4IJm1hx7qbtsoYu9eoH//2OkTJii3ajDdTIMGzrZHu+8Pl3skIn/L2qCtkFIIRuUQxPTpxt2qVa+Ha9sQUeLuP64GbbeEa9hKgmteOGA7Wirtl3emLW3bRu7vWKYJ2BotqxDYsZxBWyLyh4MPVrpaSrcwTfdZw+11guMex/z3n3IC26sXcMYZ6XlPIqIgW7kyftB2wID4r5dxXGQMCPV1Uh7s00+BAw90uKEUw6COcGgfeMEFyv3Jk73rgVMoJ01E5HdZHbQlogzItEV40DEpOy2J8uvDgdxOFtuRqC21a0fuV2ykGe3MQE4eUPEIe20nInJTuOxT0hfZnDZwIDBqlPLnxv6FiCjTXHdd7DQ7tUg/+CCShKDWdjzvPIcaR3G9+mrsNJOBydJCu+9npi1RILD/PxGl3+LFzi9TArWLwvebSKbt3sSvmThR0uatH9xIBq3UrZXgrPJkZDMq01qOYJYtEQVDtWoxg5F5ljFGqVuyRKlTKfssBsOJMsumTbHT5MLX2rXA1Vcbv+bNN6Mf//CDcrtIPVimlMseyHfcqRNgMsibab3hZdJzz0Nqti0zbYkCgZm2RBSfPhsr3smg1cwtta6W09oDuCYcRy2eBmwKZ+HGM1pqKQCoGh7UTGrkxmueDDRW+Thgw/dAjVOA8rWVkgiSYcuALREFhdS4lcFVWL8/M5x5phLAEeeeC0ya5HWLiMgpZsG1t98GXnst8ZgMWoMGAQ895Fzbso2cB8n5zg03RL77L74wPz+SoO2uXdHTJGHE7HdLB9nvyzrFTFuiQGDQloji0x+EGF3tV3l5xbaqJmArcsJ1bqVswhYbwd6icI1cs2DvitGawchylcxbCeQSEQWNVyUSyFkFBZGArRc1EonI/f9xI7t3m7/GLCCXrvrlmfxbvPKK9aCrlELYuhW+ol6sZaYtUSAwvYKI7Ln7bntdgNIRrJVyCGq5Wa28cJ1bO8Feue0Tnq4PWu/+WxOwFUXAnH7KdCIiSoyBYudVrhz9ONGgREQULGbBtfz8+EHb6tVjpx99tHPtykYyoNttt1mfv3t3+I4atGUpHaJAYNCWiOzZsMH8OXVwg3SRrNfnAdwH4CaD8cEKwwOTxVPLRrB3x7LYNykuVMojEBEF0cUXe90CSpW+620TuZJJRBkftDXLwBWHHgqccYa9QC8ltmJF7LQTT4z9jqUExfffA0OHKtOO0AxUbCfo6yZ90FYC/YMHA1OnetUiIjLAoC0R2duhx8uSUgvbp4Oa9arNkBXqca3EVkdbKI2wLk6wV7Jt83+NZNJWNEjnlQHIpJ4tEVEQdeum3Bqd3JP//fJL7DR2eSXK3kzbI48E/v4bOPBAoJRBJURmV6bGqA68vhTFk08qtYPbtYtMW77cuDeEfsC4SpXgOrNzufHjgQcfBM46y/02EJFlDNoSUWo6dPCm26tR1qts0V4C8AiAiacnHoQM4aCu1LBVj4cLw8HeY6Fk8W6/G5h4qJLVKwONSQ1bCdQKuW05ggOQEVFwpbtcgfb9+vdP73tnks2bgY8/Bo4/PvY5Bm2JMotZRq1R0LZGDaBuXeX+o4/GPl+vnsONyzJGQVV9IPz+++MvQ34jVc2asdv2zz4DDj4Y+PRTuErf7jVrIvc/+ID7EiKf4EBkRJS8b78Fnn7am5P/UNarvJ/mgEOOLZaHA7GHlbe+rBnhActqasopPK+9rBWuXVu7ozLomNxKSQTJsGXAlogyIWvom2/S/97PPBO9DyHrJBPKKMtWcERwosxiFjyT+qp60iVfWyJBuu7//HNkUCxKzT//mG9zZ80yH/ujaVPgxRdjf4N9+yL3b79dyY4+91xg40b3zqvMlqsdm+TCC5VbZmYTeY5BWyJKvjxC2bLA4YfDExIszesH7B+u1KAttFgOwcwWzWubGPRDUGvXyvuqf0REQScnhtraqAcc4O776YMMMvp5hQruvmcmMgvYagM8v/+u/KatWqWtWUSUxqCtNuBnpTu/Udd+smfsWPNzpdatzV83c6ZSsiJeFvWVV6Y3EUZ/jufFgNJElBC33ESUPDmg6NxZuS/deOyQQcsuvzy19887E7gtXA5Bbq2UQ7DCqM4ta9cSUaYHAxYudP/9pNai1n//uf+e2eCyyyIBd/lN160Djj0WOPlkZf8sWc3MmCLKrPIIP/2k3HbpYv5abaA23eVwMtGqVcaZtosWxX+dUcBWX+KiWTOkhdl6UL16et6fiGxh0JaI4ot3kicHgtJFU7oDLV1q/wD03XdTP+iQ7NhFJhm2L7wAtG9vf7n6OresXUtEmUo7OMrKle6/nz7TK97o52Q96+7ttyMXUeV56Yar2rJFqR/8+efpayMRuZ9pqwYK4x3ragN0XvWOyyRqvWAt6dXQRLrpJcHLfaD+HK9aNa9aQkRxsDwCEdnboWsfy8m3HAwm2/XS7ayfm29W/pLJLFDr3E54GWjVlQFbIspM2vqH6ch6Xa8WDg9j0Na+qVONp+flRTLBnn029nlm2hIFU6IBoaQOqpULZUOHOtembLVihb35r7sO6NTJ/PkTTkDamZ0XqZnbROQrzLQlovjineRVrZr6slM5iXS7m5dk3JY/gQFbIspcaqBPzdZMd9C2YkX33zPTbNgQ/7c0CtiK1avdaxMR+T9oq93eU3L27Incv/POxPMPGwZ07Wr+/NFHA7NnA2vWIO3Uc7Bff1XKNDz6aOw8vLBK5DkGbYkoPv0o1J99ptxKjTwZldbtA9Fkld8DrJ8G7NbVT7SL9b+IKJNpt3HxTvzdsmRJ+t8zyGQgt6uvjjy+445IsD1RQKZ2bXfbRhQE27YBd9+tBKqCIlHgTMaJsLKN50BkqdPWfXVqEM2WLYF69ZA22nXi/vuB5s2VQch27Iidlxf7iDzH8ghEZC9oq62R59SBaLKBArOAqpT26jENmDpNuTbVPoVByhi0JaJMpg0GTJ/ubqDkgw9ip0t2Udu27r1vppHB4tSBayR7SwYYUyUK2hqdkBNlm//9Dxg1CnjyyeCUDFETHObMUQYcPOaY6Of37jV/LTNtnbVvX+R+o0YIJPXc5qSTEpdFkguFROQpXm4jovjcPqDVd5VNlVRsuEYOSNQJRUCf8HQiIorWo0fk/nPPufc+PXsC18jGWadhQ/feMxNpe6fog+CJsugkQ/ell9xpF1FQzJ8fuX/XXf7OuP3nH2DXrsj/ff36xgNevfWW+TIYtE2dtgyCGiCX8TwS7b+0+1c/slLHngNYEnmOQVsiSi7T1qkM1AYNkq+XZNSGWgZbNjlGrZncWxARZbR27SL3DzvMvff56ivj6ZI1Rvb3ybLv1PdS0Qdkbrgh9vUyOOcLL7jYQCKfK1s2cv+pp5Su4X70999A3bpApUqRaWY90+Idk8/QdDVj0DY5kpWtz7Tt3h3Yvt38Nf36Ae+/D1+ycw7nZg8cIrKEQVsiSi5o66TNm51b1joluTaKJCg4nNBLRJQRpJZeOrf3el68Z5Cp35dRVq02IFO+PHDTTcbLuPVWd7OqifzMr0FaVWEhunXvjtKHHx67jTQLukpG7llnKfcfeSRmeQlfT/HJ9lYdfFkN2koNWG1AXO+oozLj++7Vy+sWEGU9Bm2JKD7twaK2ZpaTtV61XdXsMGqDlNodpQnc5uQBo8PTiYgoNtP1+OOV+17Ud2TQ1p2grewfGzcGfvzReDm33+5SA4l87pVXYqf5obbtDz+EutPnxQuSmQUB164FPv1U+X+/5x7z1yfbs40i5xzquZAM/hYvKOvnQd+kxnwiUjNd7NnjenOIKD4fb02IyBe0J9RudfNxemRSufA98XTgzGlAt9XJD0ImOBAZEWU6ycr0KnChzQIj69+XlaCtaN06TQ0jCoC//jKe/uWX8JRse085BZg4EbkTJ5rPZxYklB4T5cop/+/xAom7d6fe1mylbnN//z2Saatm3xr57jsE1t13K+tTokHuiCgtGLQlovi0J/FujSCabKBAuoOZ2VMeqHkaUOEQOGL338D6acotEVEmUQN8bgZtmzY1ns5MW3vU78soMCMDFql4wZHIuM6okVdfhWdku3vmmYnnO+ecyAW2eDVX42nRwl7byHybKj1UzNYno4Eig2TIEGDjRuX+4sVet4Yo6zFoS0TxaU+o3ToJTPakfZTUQXCZfOYVo4GJhwJTz1Bu5TERUaZlELkVtJ07N5KdpMegrb2BiU47Tbm/dGn8fWKi/XWzZg43jigAdu40nr5wITwjNVKnTUs83+TJ5v/XMmCZFdKln5Kj790g2c2ZOpCmrGfqOqmWE3npJaBDB2ZrE3mAQVsiii8dJ9TJvkc6CvznrwdmX6spklsEzOnHjFsiyhxuZ9rG6+7L8gjWPfSQ9e9N+/xXX8U+/+uvDjaMKCBOPdV4+hFHwDOp1pm9805v258t7J6rTJmCjHLzzcDXXyvBWyJKKwZtiSi5TFsns279PDBCgQRndQdqxYXAjuVetYiIyFnq9tyti3Tx9hfMtLVui40RNbXZUJIddcYZsfPwu6dsY3Zh6tJL4ZlUj4Gffjr+88ceq9zGq79KiW3YYG/+s85CoB12mHGCzNatnjSHKJsxaEtE8aXjpG7NGqSNHLM2Cd9aUbpe7KYyJw+oyKwGIsoQ6ahpa4aBQ+v+/DP5106dGvv6HTtSbhJRRlAHXfJCfr7h5KI2bcxfc9559srTzJkTqVFKZMWqVca9OkzWVyJyD4O2RJRcpq2TJ/fPPZfc6+xm+7YH8DyA+8K38jiR0jWBViOVQG3oPfOAliOcG+CMiCjTg7bxttUsj5C+wFL9+tF1GRctSrlJRIFito2rXBl+yrRd3q0birSDi1WqFD1D27bWly91bE86KbYmK1Eydc/93DuSKENx601EyWVB1ajh/HvZPXm3E7SVzNprNFs9ue1jMeO2YR+g22rgzGnKrTwmIsoUbg9EFg8zba2T0cpTtWBB5P7DD6e+PKIgeV6u2BuUDvByO2QQBCvOyUHxiSdG163VytQBsIKoY0dkpCuuUG4vuyx6uvyv7NuHGvPmIbd/f+CnnzxpHlE2YdCWiJLLtH3mGWffZ/ZsoEoV4N574YpaBls8SZ6tmeB16meWzNqapzHDlogyj5eZtgzaWte0afzny5RJvIwmUh8o7IILUm8TUVCsWBFd67lUqcgFKy+3Q2bdzeNlxvbpA7RrBwwZ4lqzyKIxY4B+/aIHd3TiAptX5HxM/f8wSqgpKkLpihXRevBg5L3wAtCyZfrbSJRlGLQlovhefTV6xGpVLYmCOujkk5X6enYOQOMFAvTBh3Wx44lBjkMqJci2dXLANSIiP/Kypi3LI1iXqAbtdddZW84ppxh3uSbKZJs2RT+WJAE/BG0NBhJrNHFi9IS9e6MfV6gAfPstcM89LjeOEqpTBxg+HDjuOGDGDKBTJ+D99xEYRx0V/VgNwqoDkOkzwV9+OU0NIyIVg7ZElNjo0f4MZtppgwy6PSocqBVyfC4vv8VGfVsiokykbkvdClzECwYz09Z69tNdd8WfZ/Bg/5fDIPKKdlsjg3w98IA/grbDhiWehxm1wXDqqcCkSUDDhvA1yQwWF10EvPWW8Txq0FYurC5dmr62EVEMBm2JyHrNWm2QNGhBWzEDwG3hIC2SrG9LRJRp3M601We4aTFoa824cYkHiTnoIODqq/2dWU3khTffBK66Kjq45pfyCBQ8F1+MQJPM4H//Bd57L3r6O+9E7qvlESTTVp+NS0RpxaAtUTbb/TewfppyGy8ganRi50TQ1qx4v74bmBmr8+kzbnfaqG9r9DnjfW9EREHjduZlvBIILI9gjfo9nXCCkiEo2VxGOEI8UbRdu4Arr4zOFlT/Txi0pWS0bo3AMypz16uXcaYtEXmKR3bkDxJ8k/o/W7d63ZLsseBFYOKhwNQzlNsVBiUQ3M60HTjQeLrVA4R585J7X7P6tus1jyXrVsZryV+vG8hitP3vjYjIz9zOvDQbaEcwWGKN+tt07qyUQZA6iskGbZlpS9lkzpzYaaVLp6c0jFOOPtrrFpDW778jI2nP7bSZtkTkKQZtyR/uvlvpamKWeUnOkgzRX6WYq3qQWgTM6Wcvc9SJoK1XJRb09W3ldnR4OsL1baWEwn0AlnWKBGbl+5l9bWrfGxGR37gdxJPRtVX6YCOzeKxRg0qJgrLMtCVKvI254grldtYs5Xb1avhJkRowU/Xo4VVTKFu3s8y0JfKNLNjiUCC88IJy+9NPXrckO+xYFvvfX1wI7FhuPL96Iu90pq3ZMtKR/aPWt30kfCuP1Qzba7Rbx2IlUCuBWfne9Cm68b43IqIgSGe2mbb7ZbreMxOo31Oifa+VfTMzbSmbGG1jDjkk+vHtt8MzUos6XkbnY48pJVHIfwHNTGBWr1b9jFOnprU5RBRLdxmPiLJCxUZK7FEbuM3JAyoeYX0ZQQ/aIpxZq2bXqhoZXc4qAjbOBKq3Dj9ZlPz3RkTkN+kM4ukzyBi0tUb9bZhpS2SP0TZGLY/gBxUrAv/9FzUpt6BA6Qx2zDHKH/mLzzKzU1KpErBuHVCuXPT0L7+0voyVK4HDD3e8aUSk4JEdBe+khSd4qatwSHR5AAk8thyhTLeaaesEs+U5/T7XX+/McuT7aTVS+b6sfG9ERNketN2xI/px48bRj9n1Mv3lEZhpS9nErcF0XWzfkosu8qQplEKd5CCrWTM24/u116y/fuhQx5tERBEM2lJwyEGNnIxId40lS7xuTfCp5QFwP9BtNdCwj73Xu5lp63Rg3mzAFiMGFRBCDmyg3Mr3JN/XmdOS+96IiPxGDfS5EcR7/PHox5dfHv2YF2KtsXrx1E/BKMpukj164olA9+7e/p/7fRtj0L4ll1ziSVPIoi36bnpZ7uWXgTZtgHvuAWao9ebIN1nhMoDpN9943RJKAYO2FBzr10fucxRVZ4SOORonzhT999/YDB4nTgzNAgReZv/oBylTfXlyZEAy+b5qnsYMWyLKDG5mXm7YED8T1O8BFb8Iaqbt338D33/PrN5s1L8/MHcu8PHHwNix3rXD79sYtX1165ZMKs6kmqmUWc47z3j6zJnAE08AvODgL3LRbPJk4MwzvW4JpYBBW/L3QczSpZED/fx8r1uU3eR30NYASyZoW7ly7DLN5vPyKrZcJH5Iv4ksAub0UwYkIyLKJPognmTIObUNTrSvYHmE9Adt0+mkk4B27YDq1f0fPCNnaQcX/vNP79rh5/VuxIhIUsodd4RuimvX9rZNRGLWrNhpEyYAn34a/3Xbt7vWJErCr7963QJygM+O7Ig0brxRGdHyoVD0jCUR/ODhhyP3Cwrsv95OoPfCC+GYZDJ8QvX4dQf6xYXAjuVOtYqIyB/UbbMENySIKhfODj4YWLQouwMq6Sb7Km2vIv1zVvajfsu0lQFuxObNwLZt7r8fUZC2MU8/HbnftWuoVmoBgyz+9MYbyCpS5zaZcnN+/n8jCigGbcl/du4Edu0Chg9XHg8e7HwQj+yTEgm//RZ5vHFj6suMd/Lp9ZXadQabSBl4rOIRHjWIiMgl2iDe1q2R6c2bO7dsMzzBi673W6uW0pUx2Uxbv2UuH3qof9tG7tJeFPCyPIaftzFyvqOS3mySma7vlUb+cMUVzu4b/c5oX3Pyyebzlwtlu7AUDpELGLQl/6lYETjwwOhp556rdNck51nduWoPLLU7Z6e89170Y6/reUnP4FYjlUCtkNuWI1jHlogyeyAy7SAijRqlvmyWR7DunXeUWxk05K67ItOlPNRbb1kL2u7b569MW61keuhQcGnXr5de8kc79NTEEAmWetEudcwIUapU+ttAycmGwKR+X/PRR/H35+p5oZ8vkhAFFIO2FAyTJkU/7t3bq5Zk7wHJJ59EPy5Txv4ytTt7KYyudfbZ0Y/nzIHnGvYBuq0Gzpym3MpjIqJMow3iabf1NWq4/948wTOm9jYS2gDunj3xX3fllcpty5bwHQZts/c4Ui2T4YV42xjJbBde1JHVD9KoHTeC/K1NG2Rd0DZRMo1a/iYbAtpEacagLQWTH09GsqFshZP0GQXJDGyWDpJZW/O01DNsZQCz9dM4kBkR+TtoO39+ZHqFCv4K2r74ItCgAbByJTKeNsA5fnzk/lNPJT4+WrMG+P5783mYaUvZJN42Rg1MeXHxSP+ezLT1Pxlf5bHHgCeeQMbTn5dZXT95IZbIcQzaUjDxKl766XfCyfwG2gMA/RVb/cFB/fpwjL6tVQE0Cd+mw4rRwMRDgalnKLfymIjIL7RBPG127WGH2VvOffchT+rPa/cXTpVHkPluuUUZhf7225HxtN+LtuSBlVJR9er5J2tPu/9l0Da7aH/7dGTtBy1oqz829bosGCV25JHAgAFKKb9MZzfTVsVzdCLHMWhL/lCtmr35uUNwjtXvUj9fqr+BZEtp6U/sL74YjtG2tT2A5yW4EL6Vx25mycprZl8rZwThCUXAnH7MuCUi/1C3vxK4aNgw+cyvxx5D7iefoNrChbHLNmM1WDJmTOYH/445JnJ///7I/S1SZN1BXmXaaj8TZb7du/0/EBmDtkTOBG07doys16tWAaedBnz+uXvtI8oiDNqSP9g9mGPQNpiZtlr33x//+VNOgeMks/YazZZPbvskyLhNNUt2xzJNwDasuBDYsdx284mIXD05e+EFYPHiyPTnnktqcTl2gqrvv2+/xmumqlIl+rGc+GaSYcO8bgGlk3b93bjRu3bEO15Vt31eDIjIoC1lUtBWHSxT9OunDGp63nnutI3iD+z92Wdet4IcxqAt+YPdrBkGbdPPiSyEPuGBvNq2BQ48MDoDKx01bWsZbPXkGKSmi1myFRvFvmlOHlDxCFtNJyJyzd69yq2UHvj2W2eXXadO/OdnzrS2nHnzkPH0gaPlBhf3LrssWJm22vf44Qf334/IzvGrV1nnRu3y69gOlJ3sBm2180+Z4k6bKL61a4GePYEuXRgryTAM2pI/2L3CzQ1R+jnxnT/8sHL1b9Kk2Of0B6tu/MYyeLH+2F1WvfUuZsnKAGatRiqBWiG3LUekPrAZEZFTHN7e5miX10guXDmQNate9Mu2Hi364yMZjC2ofvnF6xZQNtL/X2kzvr0M2i5dGv2YA5GRn4O2iS4q8KKD98aOjdzn75FRuHcg78kJyc6d9l7DkSmDWR6hTBng3HONn0vHzkXKAo4Kl0SQGKqcC0u1gy2JsmSLUsuSbdgHqN1RCfbKaxmwJSI/n5w5yWhfIV0nr7vO3nIqVIjNDE6FXDysWxc47jhg+3ZlYBk3v4d45PPMnQvk58ceH338cfS0smVTfz8vA1WUHewe16fz+FW77fHyf2Ho0Mj9xx9n0Jb8Rb8/XLAgfuk6r/afFPHuu5H7Tz4JlCvnZWvIQfzvIm+NG5fcQQpPNJxj9bt0O1DuZqatdlkzANwG4JHwrTxOJkvW7uBk8pqapzFgS0T+Y7WurF2zZwO9ejmzrJqaOjbffJPasuTkUy4gNm+uDJ5SubISvNUHTdNFBt6Uk2F9CYjx44EdO8yD10HA47XsNGcOfMOv5REOOCByX7Y/RH6iD8J++KH9ZRx8sGPNIQu2bo3cv/tuYPDg6OenTwc+/TTtzaLUMWhL3kr2ZI4nAc5LFIR0eiAyL8ojqCSzdlGcDFt9lmy31cCZ05RbeZzq4GRERNlAnyUqF2qT1bixc9mmU6fG1t5buBBYb1Yrx2VmJ1EbNgCLZGcVVr68M+/nVaBKau3p7dqV3jZQejiREZ7pQVu5qOXHzGQio6Btt24ldwtefRUF+ixOo1KHmze71Toyor3wLPXv9+yJfv7004GuXYH589PeNEoNg7YUTAzaOstKENKNTFvJbtKWTnCSk+UWtFmyTgxORkSUCWS/8MgjyijRGmX++894kFGjoJ2d99LWR0/W/v3A7bcbP7fFypW8NJKeSNo26U/AgqZ9++jH//tfZFDS77/3qlXkdhapn88Z1MCUF+cVDRtG7ssAvUR+oj+PuummkrvFV16Jz/UXYdkV31syZkyVKpHHBx0E7NtnPO/zz6etWeQMBm0pmBi0dU7OVuMg5EG6K6altgNNAFR18DeQAWpGjQK++ir24EBGzf7pJ/iOE4OTEQm7JTaI0u2IBPW733wTeOAB4LTToia3eP555Eg3PCcv9mn3OdpSCXZ99JH5c889B18pXTq1z+qH7ELte+jf7+mnI/fbtXO/LZQ+TmWFZ3KmbbVqkft16qT//YmcTH4xulDD9Tp9unQBfv898viVV8wHemeAPXBY8ZyCiQOROaf4X+MgZLVCQOKTQpJjmo0Bjg/POsrBA1yzEcGlFo8avNVmIxiRQHItAOssljxIhVODk1F2k2z2kosluUrtZCm9QeQnMlBXPMvnKBfzZNurkysB0KOO8t9+3+wkRs3C9VvQ9phjIo//7/+cXX66A1U8dssefkqu8FvQVur9vvEGMGFC+t6TyIsSJ366eEMRrVp53QKyiZm2FExycPXPP0p6v9oNk5JUK3ZTIEHITXmRgOg1mlnkVmJLhRvT07xEBdMloCy9PO4L3+p6Xzp+MB5vcDIiK1hig4Ii3rZTLjw0Hh7Z9urL6kgwxMkg3euvO7OceAN5SaaKGenK/9RTSKtKlaIzbWXwNL+VD3JqfdLUS3ScBOMlQLYxTcctFLyg7XffpTdgIllwRH43aFBqr9eXSCJ/CNqApsSgLQXI2WcDV10VGR1RMnhuuw24VoIfHgp8F+eqwIG3AmrykRqE/C/PNKYLeapwbXqaJ/XuzJgFlNUSDm6dPBgNTkZkFUtsUFCYbTvVCw85xZFtr1x40G97nQzafvFF4nZZoa35lmjgFdXixUpX/rvuQlpdeCGwZo0zNYGNeF0eQatGDWvL27sXmDjR3sBNAwcCF10U/R5+CipmIj99v/G2Q0uXprMlRMHSv7+y3/vxx+Rez6CtP8k+kQKFQVvylppBIgFZK3Vw1Cvijz8eOWD//HN4ZvFw4KP68QfwCoLynYDbADyCSBBSPeCWbq/6410J8ObUTk/bKlY0f84soOxCCcC4g5MRJVViQ4MlNihIgRezCw/aba8EyOKVIvBycC+7wR3tAGBuB6P+/BNo2lS5n5cXuVjtZIasW5m2ixYBv/5q7fudOTP6OavHcrfcAvTooRwbWC1n8cQTUQ9zBwxAh759mXnrJqP/E6+2B/H+Z7dtS2dLiIKXkSnbz9atrY9VosWgrT8dfbTXLSCbGLQlb51wgnKrG8QkpHv32JMMoxMNOanxgmQazb0hkmkU1C7OcjArf1ILdlE4GKm1JVzDVj3WlluJTedVd74tRgfP8YK2ZgHl9Y63jMg5LLFBQWEWxDS78KDZ9hY3a2Y90zadtWTjBXDM2qvNwHU68KRvT/366RvR3snly3fXpAnQvHlkXy7lJqSUldF39+KL0a/XzhfPxx9H7m/aZK1dWvPmIe+ZZ1Bh0ybk9epl7T3JmXXrhhu8aIlyMSEIGcFEQaeOR6JazxMyX4pXCop8iUFb8pZ6MG0UeDUK5Bp1Xdy+HZ6QTKOSgG2Gd3GegUgmrtzuPsk4OzpVBx1kbTTSRAFltwcjI0oVS2xQEJgFU+UCwyEPRm97j38pattbLBfcrAZtp05F2kipAzNm7c3Pd6+t2vdU93fqBWq3Bu5yI9NWG5CVE3Vp+2efmWddtW2b3Pt07Ghv/vfei37cokXJ3dxvv02uDZSYUTB04UIvWgK8+qq/Bx+UAXeJiNKFF6sCJ04fMaI0+PJL8xMToy6MXg2eYZZpFB74PfBdnK18r1vCf9KlQka+TZdq1RIHlBeESyLIBV0GbCkoJPDF7Frys59/Nn+uSg+gx4ORbe/kE4DSpSMBTjkpGDvWmROIv/6yN3880i3ebju0+8hbb40f+LVL+56NG0dfoHa7a6mbJ267d8dOu+eeSCaW/rivQwdry7X7nUj9W0o/o3XLj12llyyJbrMX5xkNG6b/PYkcUFy9OnKkzEzduu5eaCRn+bF0FcXFTFvyh6++SnzAJwdSa+MMfiXzn38+cOmlSAsJtkxvGDuAF4Mw6T+pVEs7mAVseUWRiMh52m3vwQfHPr9jh7XlJNpGf/010sLshPP33+PX23fqPdVeR2rg6I034AqnA1PqgKzqQHQ//QSccYa979rsu9+3L/o5uyebRwTwQnomMPqfnj0bvm4nA05EthTIvvmyyyI9UN55J3YmnoP5D7d1gcNMW/IHo+5JK1bETps0yXwZr70GfPRRpCtUvG71TllcC/hohZJp9PPq4AZs7exQ052FwB0LEZH/lSkTvS9x8kTt6qudWU6igJ/Z/qZVq8j9bt2caYvRe6r7VzXT1u3u5E78RjIA6+xrlQLzz4dLFn3zjRK4tfNdG/02MuCs9LaRwK1ckH/99ehsTSvt5zGEN4x+G6uDGTk5qN8FF1ifX9bBdIyTIecnu3a5/z5EbpPeIW+/HXk8Q7o/GvxfxRsAlNKPmbaBw0xb8q8GDewdmPXpk/6DdDnBMhvAKyjsnrQxaEtERGaDWiaz7ba7H0o22Pjbb/Gft9LmKVPgKO1nUfev6u0Wl+r9OLUflwxbNWCrnlXIoViZnYlfq37XZctGP9aaPl0J2Ip33wXGj7d/ssljCG/oS5qYjUvhlv/+U84j5s7137rCdZIy1R13BKMsSqbRb1PkAmc8DNoGDoO25A/6E4hatYCTT44/j9bFF0c/3rPHwcZRFAZtiYgyS/v29l+jD5zOmmVv2925c+T+//6nDG7p9sldokGHzNqsnf755862Sbvs/v2j97P//ht57thj4btMWxmQVQ3YqiRRsfx26++tZmAZfffaeqPizTetrSP//AO89JJyq/bAovQaNCh2mn4b4abrrzeeri+z5kV5BAZMKFM99ljsNK7v7lqwILYu9pVXRj9+9tnoxzy3DhwGbck748aZnzzKiYo+OKgdvVlPPzDW8OFICz8NjJYu6d7QsxYSEZG77r039X2BlCjSbK9zEu0rypWL3JeBvSSD1ai+vZPUk0ezgX+sBG3d3Md16qTcGg32WaGCc++pDs4lZQxSHZBVfyohX/FOC+Wp1O9UDdpqT+w//RR44IFIEFsl5SKsDAJ37rnAzTcrg+MsXZp4fkrPsVs6gzdm5dTi1aRm0JYoNdJzQoKI778fmcb13V2XXAKsXh07vVevyP0bbwSGDYskxPE3CRwGbck7slFX1a8fua9mUegDonYGInnwQaRFNgZtF0ktiDRy4iCagV8iInPxui2bbT/1A47o94eJtt1qt3grmbCHHmqtTYmobTKrW+lF0Naopq0Rp2vpCu2JdTKkLFSrkZEBWeV2tNS1/TD5TFuZ3rUr8Mgjsa/p0iV6vAOz9eCXX+x9DnLW9u3AvHnetsHq8bl2vnQFMpjlRpmsaVNlG65igNBd27YZT5eLlqrSpYHrrlNqEAtugwKHQVvyjlnmrFnQ1o+C0MagBzQZtCUicle8wXfMtp/aC6/q/tBOV2MZuMyq//s/OEI9eTQLUpuVVkpXpm284HmbNvClhn2A2wBIjFVuDcahsZRpqz7+9Vfz13zxhbVlazOM0kWCyWr93Ww3YYLXLTD+X5JgUjzpCmTwmJSy6ZiCQVt3SRkgre+/T7xd5G8SOAzakneeeipyX5s5cfzx6R+wIJuDtn7Hg1siIu+CthLIkAN8fUBDv23WnTjk3Xqr/Uxb/YmELKNt29QzQvXLN/u8ZmUiEn32VGiXHe+4Rz028iN1QFazcdN69oz9vJKNqf0t1N/GaAAr7aCziUgt27FjkVbSE+yII6JLfmSzHTuMpx9goWyGm4khjaScB5ytadu3L9Cunb0giGS9qbp3t/+eRH6n3ZcxQJhe8S5OqftbZtoGTgCiYpQVfvopdkAU7QAcfg2mMmjrPG13DsEdCxGRu+IFC6VkgXSpk1po8YKV0iXdTjDTKGh7ww3Rj194Afjxx9i6pG6VR9i7N/7rVCtXJvf+iZYd75giXl1/v9OWt5DeVPL3+OPGmbbabrXJkFq26dahQ/rf08/Mjtt27fI2cGz0f59s0Fayqu+8Exg1Ssls++4766+tVy9yf7TUEyHKMF6UHSFg/HjgoIPMn1d/i48/TluTyBkM2pI/nHVW5H7VquYndEceaW15t0kfvTTIhKCtZBbt3g3f0A8SkY6gbY8e7r8HEZFfnXCC8T5XyMBPy5YpF1edzDA1er8NG5xbvgRgP/88ev+mLY9QubL1Zen3Q2oZJydoM5TjBc/TmaXoNG0pDPnu1CxbcdFFke/YTuDLa9OnKxmWv//udUv8x68X243+57VttRNckosOQ4caZ88mom5HZ86MnPMQZaqff/a6Bdnj4ovjP69eJJLfRI7r2Js1MLI6aPvyyy+jQYMGKFeuHFq1aoU5RqP1hr366qto164dqlSpEvo766yz4s5PNsmIhjKoyV13RTIW9AOPCLW7ZefO8ZeXro1QJgRtJaP54Ydjp3u1IX/33fQf/CfqxktElMkqVDAfzEK7DXY7aCvmzlUGoTIblMwqqQF73nmRgTe02aqScVe+vPVl6fdDTgTq5PNNmQIcd5y1Y4ogd73/4YfooK12PerYMfIdn3qqveXKcuTvmWeAyZPjz+t0ya3TT1cyLFPNDM5Efgzayvbg0Ufjt9VOu7/5JvpxjRrZeQ5BlEgy/xuUOjVWYnbBVxLhZL/IC0eBkLVB2/Hjx+OOO+7Agw8+iHnz5qFZs2bo2LEjNphkeUyfPh29evXCtGnTMHPmTNSrVw9nn3021q5dm/a2Z6TDDwcuvRR44on4BzHXXw/Mnw989BHw2GPm8zkdcJQDOTkwv+OOzDzg0g8o4yWpCycn1uqJthO/ZaJlZMrvSESULLOg4M6dkftbt0bup7ptNgvanngi8MADwHPPmb/WynvLsYJYsyYyrUsX5XbhQmDiROWk5bPPEi9LH8w5+mikTDL1zj4bvjJvnhJETnQh8++/gauvVkpiWKEdGEWCttrvUy2PoM9eXiRFchOUiZAsZQkI9++f+GK+mxe+zzzTm/f2Ky+DtrJt0JcSadBAWU+Mgkfa7NpU2v3BB/baSJQt/NSbM5vIhcXZsxPXgtce15FvZW3QdujQoejbty969+6NJk2aYPjw4ahQoQLGjBljOP8777yDG264Ac2bN8fRRx+NUaNGoaioCFOnTk1727OGPpAmv41Ma95c6Wo3YED6DoikC9OnnwLPPhs9XXtgePvtzr5nNpOTOPX392PGBhFRttDWhjQbYCjVLvNGfv3VvZIAUjqhZUtgyRLg3HMjF4Gvusp4fv1+yIkafVYG1XLLYYcZf98tWigXcaWWcDy9egGvvZbc4Gj6TFs1aKv/Ts3KYanzi0GDgM2bI4/jBW41v2GhWk/XCbLc6tWdW14m8LKGpVyYkd/jmmsSXyDS/2+rF3qSsXq1/dcwYYCyAcsjeEeOcw4+2OtWkAM0Rz7ZY//+/Zg7dy4GaIJ+ubm5oZIHkkVrxe7du5Gfn4+qcVLK9+3bF/pTbQ/X8JLXyV82Uj+33GqrPxl+H7p5CvbuRbFuPn0FqaLu3ZE7cSIKCwtR5OB3nLN7d8k/i7atpWfMiMz03HPIf/JJBIX2uysuLkaO7vPJ5zU7nEzH+lsqJyf0/gX798f87oa/v/wr1gKwThnBuqi4GIXh1+UWFiLO2OgoyM833Bhm6/8pBWMbShlk99/I2bkcxQceAVQ4xLNmGFVlLBo8uOQKf76UFQive3nFxbav/GvX29xSpeJul4unTUOOycBFBYWFpvsFldExhtlxR25xcagtcjFe3W9o5ezfH7WPKBoyBIVvvmkt488kOJ23f3/M92fUTqP2piqvWjXkrloVWW5REXJ++inqM+bL8atJSYFSc+dGHTMkquZZdOqpyA0nOeRLWYji4tBrinNyUFhcHHrf4r//jjrmyC8sNP0e1OlFBQUoqlw50u5EJRLCCjXrXrLfq9qG4qIiFBcWRv5HuG1Gbn6+6f+2299PaaljLWSAsLCiqlUN/69FbpMmyFMzwbt2VdZPC/Tbv8KiIsvnHaXCx9wFBQWG2zHu58nvrKyj6jayoG3bhPtrSl7CeIrJvFqZuK3J162jQf+MWRm03bRpUyioV7Nmzajp8nixDLhhwd133406deqEAr1mhgwZgkGSBaDz1VdfhbJ6s9l3776LcBWzkEmTJsXMk7tvH8IdGUPmr1yJf3TzddO9ZkVuLhpJAsuqVVhgsMxkVVuwAG0N2qp//0mSjWs2KrXPaNsuJx05us93zv79MMtNMPq9nHbarl2Q8S/nfvst1pmM6F3yGdoDkKQKOYKWpIlRMp7NBswOt7PxihWIN4TdrFmzcIpHn5MoGVOkFiZlhPr5U9B8/yvIQTHkVP6XMjdgTWlvRqPX79NEriZLZsp33yH/wAND91tv3Ai7leq029QGy5ahWZx5c6TbuYkFCxZgTYLts/azTJJATk5O9DTN649YsgTHSK//v/7CfIPlHrxgQdQ+InfcOHx6ySVx3//4559H3e++w9cjRmCvQabLCX/9Bc0Y8lFt6uby/uiUnTuhtui3u+9Gs2HDsPLcc6P2k/MGD8Y6ydIx0G3Pnqh2GbVX68fTT8cp4aDt1PC265xw0PbHmTMhlWxzNMuMt1zt9E0bNuCPuXNxmtrmm2/GCS++mKA1wB8rV6K5bt2wq5vm+OnftWtRV9O+bHfkkiXQVJKO4vb3Y7gNmzkTn5q8b62DD0arJNrXdssWVNM8/uvPP/Grxdd22LULchb4w8yZ2LZxo+l83M+T38VbR9X/xQ39++One+5JW5uyjdlxTaJ5tTJ5vzUlvI5KwmWQ5RRLil2W+eeff1C3bl38+OOPaN26dcn0u+66CzNmzMBsqf8Rx+OPP44nn3wyVOf2OO0AEhYybaUWrgSNK1WqhGwkVznkn6djXh7KqbXl1MwLvT17UPogCdspCt59F8UXXhg1S2ldBkvRxRcj9733DJeZI+UVatdGcadOttud8+GHKBU+QcuX+n7h99W/f/4ffyg1WQNA2/bi3FzkhLuIqd9bqTp1kLNpk+FrrWYiONU+s/cLzSMZts/rir0UAkUfn4bCsV+FHubefz/y4mRBF3z9NUoZXIBJx+fMWj7JLAzqNrRDhw4obWe0avKn3X+j1OdHICd0tUlRnJOHgs7LPPm/ULe7xccdh5zffot5vuC771DcSglx5HXqVJI9aZV2m5ozahRK3XBDUu0sGDYMxX36WN6HFIwYgeLevU33K7lDhyLvnntQdNllKJRu/zo506ahlDpglrrM995DsZQZkPq2+u7X8+ejdPh7Krz7bhQZDPaZd9llyH3//ahpapv0xxb69qYqr2NH5E6bFneewqefRtEttxg+p/8ejdoLXdZu6fB3lC/dyCXT9rDDUFyqFIqefBJ5+vECwsvNlefuvz9mesl62rAhCt55B6VPPhnFdeuiYNWqhG0R+0aORNlrrw3dLxg/HsU9esCukjbk5qK4a9dQLy+1fdkud/Bg5Mlgggbc/n7Mfn+z982ZOBGlNCOuW21fqUMOQY5mHJTC669H0fPPW3vt4Ycj5++/kS/nmwYlRrifJ7+zso5aOY+j1Nn5nu1uHzNpHd2+fTuqVauG//77L5BxuKzMtJUfLC8vD+vXr4+aLo9r1ZL+1eaefvrpUND266+/jhuwFWXLlg396cmKk+07YW3AVhh+H7qaWKWqVZMZ4y5XDdiGlind+tSs17feAq67Trkv1ykuuAD48ENATlpOU3M04tBszEpLu8x2UHKl6s47ETTaHBMr62a619+47yf/svoenHlAbsU9yFVfV0+fzxStlNnvmeX/p65ZMRqYLSfMEqjKBVqNBBrGD8BQNO5HMsReqYMYXS81p7gQpff+CRxkUHfUbVLTcehQ5AwebFj3tJQMVqaud0lkJ0ats3EyaRMpJft2G+t/qX79pJuVeVvCdVJzc3Ii+w0tgx402kBPTB39cMA29FIpvWC0TIN67ab/0//7n7P/7/FqfIbJcbJhu3UsHTPIiaLMJ6UNNN9lTm5u6H1Ml3vffcqfZl3Tvl/OihUo3bu3cj8nR3lOlqevqSr1eptF8rrzNL3dSvXsCSxfDjRsiGTIBe8ck/ZlrTjbBq++H9P31ZUAsdw+3cDVeWedZen/Rfu/H3qvOK/hfp78zuo6yvXYJbLvcuB7zuTfp3R4HQ36Z8zKgcjKlCmDFi1aRA0ipg4qps281ZPs2ocffhhffPEFTpTRjSm92rSJnaYdXXju3OjnKlZUbr/7DrjiiujnJGCrjqxohfbK1EMPAWp3Ju2AGMKkG7/vaU843347WCPbSg1b/bmvnK/t0JQgkYwaOWkn7+3+WxOwFUXAnH7KdKJsU7FR7KFYTh5Q0aMeGzLQp9RqldHWjWjLSqW6n7CQEZmUlSsBXVZsiAT/EgWZzD5TKgNimgWwZEAuq5yul68/djGSQlA9bnBMvmP1+5Tvxqhu7pVXWl+uehx4jBS4QPQganIcKLVN9UkW+qD1J58gJR99hLSQnl5ByIiK9//it8Fl9f/zyQ62qJ5zWKF+ByY1o4mILLE7eKL2YrNWkM77s1TW7i3uuOMOvPrqq3jjjTewaNEiXH/99di1axd6h6/YX3HFFVEDlT3xxBN44IEHMGbMGDRo0ADr1q0L/e2UAyhyh/5Ex+gkQzsQXP36wKlSGS1MrY/2wQfRr0mmELX26syzzwIPPGDcxldeQSBpN9aXXw5IqQCT0gi+c6zusRwLj5bfv3x0cGD48HS3jIzsWBYbZS8uBHZEXy0mygpSAkEyzSVQK+S25Qh/lAwxCiho9xWpHuTHuUiekNl+XNokGZNfKaVxLEsUtF2yJP7rJVCo671VomnTyP1//okEa+0EbZ1mJePkFKNK7w6sTxKwUr9nmVZDVxl56VJAylnZpdbkayQXQsIefxwwKqMhGeNaBuUZfEW+Mym/IIFBC1nSntNnOqcrOJDMsvVBZOk2K+tgqsuJR7v+ExGl6+L3q68aTw/4IF3ZIGv3Fj179gyVOhg4cCCaN2+OX375JZRBqw5OtmbNGvyryTIYNmwY9u/fjwsvvBC1a9cu+ZNlUIr69rU2n9GBqqZmcGjDpa9LNnZsbAZFMtmw+uDs118bT5cTskzwzTfmz+nqy3mqqmYAMpUcCy+wuZwkuvlShmQWEnlNSoN0Ww2cOU259UupkERB21SdcELyrzWoEZswWJRK0DbRccOttwJSXktq3//yS/Rzau20n34C6taNBEy9DNpa2ecl+10mek8JbqnLlmnt2kXPJ0HXZIJZ6mvOOCP2PUX//pFjmCAEPvW9w7THt3PmwNfiBTD9HrQVI0e6+97aTHMiomQlKNUZw6yWqzaeQr6UlTVtVTfddFPoz4gMMqa1WgZOIHeEB4NI6gBI7aopJ0EyonV5TXaluPTS2NfoRii2RN8WkxpslgPQQSXlJMxOlr1gUs8Wmh685AIpZSAZsxKAtZsRqGYWSkkEybD1U2YhkVdk/ffb/4DbQdtUrJO6OD4K2qrGj1f+9KTkhL7Lv5dBW7VEVDxOt09bHkGtHyujOZsdT6X6PvqgmJSYuOYa4MgjgRkzECi6c5LQxQEpA+JXQQ/aWsmalYtO8+Yl997MtKVskmBcEUqBUxd+JDZip8QLpV1WB20pA0h2rdSfkoN+Ofixkj2xfXvq72t2klG9OjKaBMdTCdi5Vc9We9wr5+zSS9XOGD5+CURkyyBiMn/tjkpJBMmw9Xo9IvLTdi3IQduq4Ytpsm3ekmD5bmSZGXWFN6IZ0yCqLWafb9eu5Nt0++2xATZ5Hy+DtlqHHgr8+af73SW1mbZaTgdtteuV/v5RR7nznm6R30UGvHr55ejpHTrA17yqWztwoP3XGP3PW2m/vqyH1eNIyfRWy48xaEuZngX622/AX3953ZLMlcr5qxwvjR6dfEIbpRX3FuRf2g3Rxx+bz6fNsL3oosTL/f776MfqoGJODOKR6cG/I/4GJh4KTD1DuZUAnpckKDAqHKhF+Ha0hWABeT+ImATGap7GABl5T7ZjftquBSFoK//ztbYoQVpVewDPy4Bf4Vt5nO6g7TvvWJtP24Ve2xazfXgqgz8ZZUR++aV/sj2NArbiiSfcy7Q1mu4Gs2UHIWgrWcgyIGDLlrHPGQ205ydeZdq+9JLx9GVSS9+E0aCLr7+e+L302y+rn+vRR90rQULkJxKwJXds2aJsS8z23/Gcfz5w2GHAI49E72/I1xi0Je+ZHehoD6pPOsnasg44IPE84cHmbB386gc1UQccSfagLYjk5Lz1H84E7Jwk5723AXgkfOuT8+CMxEHEKNM4eSEi0xhlWkowRg1yn/tLJDirry8ut5L0qg3q+oVRWSyzLFC39u2dOsV/vksXeO7XX1N7vZwQXnUV8O23qWfaqhmydplkMxebXXh3mmSYJZtRrRlXwzeZrEEtj3BEnJr5bdvGTvvvP/sXBJL5XKlcDCKi7CWlfiRrX8oW2iUDtMvF5AoVItOYaet7DNqS96Trl1npA+kS9tRTQO3a7r3//PmJ53ntNeORh/VB26ANbpFq/Vg3A3Z2Ro+WzNoa7Zlh6zYOIkaZhhci7AVt9/0bHeRWg7ONLNQXv/569zNttcs8/vjY5yWw8uKL5q8zC7w4EST7/ffYaeecYzzvzp3w3I03pvb6atWUYyd1oDE1yKX/Lq1k2lapklwb1ICxngwI5zbJpK5fHzjttOReH6+UVzLZVenkVVA5ne/bpk1yQVvJcAtSxjcRBWvAcKu0MYtkBmmntGLQlrwX7+DzhhsiI/56SU4+rNSuTWU0bL9T68emK2CnZiKlo+YXR/C1N4iY/O6Cg4hR0PFChD17VsXuCGRzUGywf1Dri6tliZ6XtFyHtrv/93/G0ytXtndBVt8Ws8CLE9mBhx8e/VgGJps82XjeadPgOauBTbMMHf3v60V5BBl0zEo9Uqeog+OKkSOV2x9+sL8cyc6Ndzzph+PieOJ1+3cz09bofSUbzQ1Vqyb3ubT/F+nK+Cbymt8vNAWNE/tNGadGxUxb32PQlrwXhJpOjQ4Gmmi6es6da3xSkslXzSWLdXbT9AXsEnVXdfpEwEppDVIGEeu2GjhzmnJrdxAyIj/hhQh7yh5qHJxdHqe+uAT/pAuy9gQhVdpsNav7gXgDayUK2v7zj/H0eL1rKlWKf3yg9uAxC0C7PUCMU/tUs+7/+uMjs326lZNPNeA/aJDx82YBzvaJCivbJFmz8jnMPrP2s6RyUm2UJR4UmzcDw4alP2gr/99G2WLJZmnbZfVYVbte1KvnWnOIPKe9OPbdd8CsWcCkSV62KHM4EW/QbotY09b3eImPvLdvH3xN6vdds0C5xFEUPjGdocmqWL0aWTMS+op6wBOTla7DkonmZmBDuzORg3ztCaCM5K2txSOaNDHvCknOkt+dQS3KFHLhoXbH9GzXgq50TWDGEcCpy5UMW21wVvaLC8IlESTDdkuCjNpUMm3NAiTxAifxstrMskBVEyYYT//jD6WbYt++0dM//xx44AFg3rxI/Tkp+WT0+dVyS+mk7y0kgeO3346eZvZd6EtamX3n+t9XHfT1PhmpDvaCmzIYl9T/NAv8y/7fyLHHwtGgoDp4nFmNVO13sWaNs6U0gqJnT2/et18/50ommC0r3v+H3WC0DJpYsaK91xAFifSwUXs7yP9h69aRrFspHUPJ27QpdtpBByW/vDlzgDp1gBYtUmoWuYeZtuS9dNRRue0248FHRPnyiQepMRtcRZbrt4HI3B4JXQIaNU9zP7ChPeHTjlj+61ig/oGxJ3qPP+5ue4goc6VruxZ0si1eUtt88EcJ1C7SBGzjBeXcCNpq98F2usDHy7Q98UTz10kQUZ9RK045JRKwTbR/GjxYCTrqy0e4Sf+bHHNM7DxmxzMrViSXaav65JPox/pgthmzgK0Mdqb/7iRALBfUzUpZJUPbfdSsq6/2O8vWi8hTp8Z/3q3jZP3YE2ppM/3gw1Y0bWq+7stAxNOnx673Vj+XOl+DBvbbRRQkBx5o/P/hh/I/8fjhXD7dZOBQOdZhxq1vMWhL3pOTG7c9+yzwwgvRB9z/+59yv1s3e4PUaAdX0Wd7ZvpI6Oms/arPtF06UglCL7w0MmK5U1cY89cDRxX6c6RzIiK/UIOlRsHZdO43zMoqaU+27GSMxAvaquWQzBgFpfWBXLWMglF3aBlodeFC4JZbkDZm9Wat9ILSz+tEiauTT04tWKevLyrBukMPRdoTDPxysv/000oJkb/+8rolynGVtrxYOr+jdeuAgw925qLQsmVKhnWtWsqI7fr/V7tB23SM10Dkly7827ZF7rs5uLgT+0b531wl9fuzkNng8OQ57jHIe/EyXVMhWRly4Kpe0ZMNsXSvk6710i1D7ZoRr+uU0SA12sFV/DJibiaOhK49qfxyrBJ81o9Y7kSQVYK/63oCd+41DgYTEVEk4GA32GAWtE0laPHkk8bTtYET2R9fe61xdqfdmrbxXqf/HBdcEDufGrRNV31NJ4K2knljFLAeNy62W6WV94gnCAMyWQnaqiUgUmV2EfqJJ6IHajUjSQmSaawvRZGK//6z/xo5npLjKmmGF8dXydZ9NNoO/Pqr/dcYWblSueUAuJTptP9/2p6pXpQEsqthQ/iWWV1gblMyGoO25P2Vd7cGIpP6Y3feqQwcoQ3kqtmx6klKvECrdJXNucZ4cJV4B9RekSCz/uM4ORK6V5m2j94cu7XSZjxbPYDWZ97I+ncN3AkGExFlGn19cSvMBtqyeuImA5lZpd2fS1uHD1ey7bp0cSZo26pV7DR9wFO6T5sFJd98UxmUzevuofo2mv2mRqUhtGUfhFrnVc/OeuL3QVwlYLt4cfrez2g97NMnUgN18mRrQcIpU4BHH009u/XFF4HKla0NYKeS46i+clED0cdXTvX8cpPR95XogouV71hbh3L79iQaRhQgZtt1bdZtMm69VcnWlSQsO+zM75deE0YmTjSefvnl6W4JpRGDtpR29fOnRF9532ay8XGb2UjGepeONK7fZ7RB//FHeEqCzN82igSZgzwSuvaEb0Ou8YjlZhnPZvQ1DmvBfjCYiChb2T2RueQS4OGHUwvqxaspmyjTVt5DBgx16nhAThaNXqdldCFana9ZM2VwFu3FZC/88kvyWc/62rJmJ+CZlGkrFw46drTW/V9b+zYZkiGrDejJIGwffAC89JKS/WxnEF+5YHH//cCYMdHTpVyYfB6rbVVLASyQkQYtkuOrnOLY46td4UxTP5G60lpG24FE2z4r20bt/5ndgBNR0Jht16V0Sypk+yXbNjs9CaTGuNTYveMO83kWSc2nANi5014PJDv8HKzOcgzaUnrt/hvN970SfeV92zPuXHmXLNt4rGTaqozq982fD19aVDMSZO62WhkZPYi0B7fbcoFR4UCtlYxnqzujdXAmGExE2Uv2X+unBSODLN2Ztk70zjBbhlFwVLuNb97c/nskOmGRbusSBNMGzuTk0crAXH5y5pnJ/07672iU7JwN2FmmUa1fP9myxXr3fynLlQptttRPPwEzZwLnn69kpm/dGnnOTnD4mlCXosjvJRcfvvoq/pgOqZb9Cv1bGJQXq5BiwCYd/w/JBC7sviYI2wkiNzJtnarn/MUX1uaT0ojt20fGuDHz4YcIhLFjjac7UXaCQVvfYtCW0ipn53Lk6K+8S9TMjZqrajcy08aETyhkFNhk+PUquWxw1SCz0xm2Xg5EJhnOZiOWJ0u+p9D5Zm5qwWBKXTYFvihzrBitDJA49QzlVh5nMgng2Ona78Q+Q7qmS3bq1VdHT7/3XvMTjiuvBB56yH47pdv5H3+YZ940aRI9Iva//8ZmnrpV8snNsQQSnUTLZ7ruOuD112ODeA8+aP4aq556SgkgfvopAqP1UUp5JX33/5U/A127Jr9cbe1UGVAtqlTUo5H7779vf9kS6O3bN7p8QiLaQLEdchzVaqTS40t7fFWuDnzPKHDhRKbt+PHByS4ncito61Rg0Go5gAkTrM2n1p73M9kPuykIxy9ZikFbSqviA49AcbH+JM7Bmqt2aqSpNWGSra3j16tRXg+G5hSjk307I5ZbJcHf2u8Bz5RzLhhM9mRb4Isyg1xgmC0DXanb3CJlwEQnLjz49SJGMgN1pfp5JJtG6sCOHp24K6C6/5Pg1gEH2G+nWjtUtXlz7EldixbRdS4lkKnVuTN8z+7vKMdLI0YAvXvHfr6TTzZ+jVmtWyMSnJT3OO88BEb3k43LK0n3/2SDz7L+7thhHkw/RHMh/t13jZexcKH5yXgyx62pHFNKTy/p8dV2svnxlQxw9vHHSjacV/T/58mUR0j0PUkd6RtucD7bkMivzC5MOHX+bPV/yGqSVRCCtrIfdlOmxBAyEPcY5A7JAJCsGH3NrQqHYM3K0yPd3GXb0MqlmquJgraSUYMUapD59WqUmwe+XmbauqlUDWBpKWbYZlrgi8hNO5bF1lcpLky954ifL2Iksy1O5+dR22d3X6WdX3vcoj+OKFMGOOus6MxbyQLW0pZPCIpE2dNSm1hVp461dSLTR7IurG5cXmnq78kv8/ff43+H2uCD0ejmMqp406bmdRCT+U20J/FqF2M75Pi+5mmR4yv9+iIDnHXvDlx0ETyjPwdwozyCBKez6f+DyCyo6tQ5ndX/IX07zAKT+gu9MnDoa68hqzBo61sM2pI7Lr5Y2dAZXBHasvGYSDf3qV3dq7lqZzRiGfjBLu0osH4ydy4ygnZn7NQO3mw5fs2azgZuBb6I3FaxUexhVE6KPUf8fhHD7ray3G53P4+0Z/Zs4IcfnAvaauvVSwaoPmirvo/6XueeG10bU5+t4/d6rUYBJf2FYG39Tf06oL2AnVWBqKrO1NrXfq/6QXL03+exx0buH3dc7DK066KePiM8mZP4ZE/orRzPffIJPCMlWNwuj6D/7phpS5Se8/wKFawlXUnNei0psyQJaGY1zTMRz4d9i3sMcpd0B4pXc7V1nAPMVDVubH3eJUvsL//HH42nH3109Ai/mSRTM20pswJfROkgGWTamo1y2zLFniN+v4hhd1tcYbu7n0cyE6V7/imnAPPmRdpnNyAyZ461fZ5R98natSP3TzghtWMRr37HSpWsj1StryOoPQHWdoe1c+E8iOSz2q21H69MyP/9HzB1avQ0/XqsLc1h97hVMsJTLY8gv7WUMnjxRaWes1V+D+brL1q4EbTVB4ri/c8RZbJUzum0r7W6n9dfMFm71t5AXsnW9XaKbDveeQdYtSo970W+xKAtpdfuv3Fgxb9CCQohV1zh/HtIxo0cUNqpjaYf/dkKszpuciD9wAP2l0fuZ9pSdgS+iNJFrdl45jTlNtWeI36/iGF3W7y7krufR7JsVf/8k3ymrQR8rZzs6QcdExdeGLkvNV+DELDS/441a5rPqw1KJzrJ034/6RhoycssZjUobbXWfqIyIUY1auOtO8OG2b8wkWrQVpIVpJTBLbckXwbEj8dz+ky6ZDKKzT7XqFFKyQoZbE87mJBcaCLKdNpyQk5sA55/3n7QVttTJN45v1m7zjgDWLMGnpF6/nJR7/DD3X8vlkfwLQZtyV3aA84Vo1Hq8yPQqOnHgGxzb21mflUrFW3aADfdlPhE6aijUssI0e8EsoFTJ59WBqVhpm32cDrwRZROas1GJy40+P0iht0D+n0HuPt5tIHB8uWT31dpjwe09Pseo+VqA5VGWbVBCNrG28ca1cmvXh049dTYoK32WMoowG31e7dq5Eg4RoJrdtg5bky27ImT645Z0EEyuPTlAaz8z+sH7wryRXh91qudTFu1hvCUKcbP33abMjjcG29EakJLwN2P2wUip6klhbRS2QZoL34kG7TVlz1KtK2Tbaf0MPCKdlBPtZa51N+VbfcFF6S27LPPjn7MoK1vMWhL7pIRnDUHrDnqAauseSf+5m2dvmOOidy3OtKvdtRkL0e6DTKrg9KYDQzjFb+O5p4pnAx8EQWZny9iWB2FOV2fRzsau/ZE0G5ApGJF4+lWTi6NaosGjd0TtapVI0FLfXdK6UnVRLbpe+OfyEuN1W+/hW/07Ws8/eGHjafbKcGRbNkTfWkKrV69YFuDBrHTJIPrnnvirxvqb6r2krPbjdbvAUpZn5MN2qqDx739trVtZqaXDSFKtL6nErTVXmCy+r+kD9qavX+8/aCXiVq//hq5v2KFcvvFF8Cll5ofu1g1YUJ072AGbX2LQVtKj41S/1VfhL/Y2zp9yQRtpUuYnwKJ6ZbqgbfdbBP1/Zz6ruMdKIwbF7rZqR8Z2++juRNR5vHrRYxnnkmuVqRbn0c76rv2ZMNuTVuzfZuVk0vJ2vnrL/PBSvw44JC+jIPdk2j5vtQTZu3JbJv9Sk+q+wA0G2O+r5SL3jLIS40a8BWj72HgwNR/Vyl7Upxjv0yI0Qn5NdfEHsOmOoCutsux3rpxkd9UbtunWPtQ+x0vNzgHkP/jfv3sZz6nIj8/tg1OD+inYtCWsonRdjKVoK12eclm2poFYOP933vZQ2DDBveOK2Qf87//RR4zaOtbPjySpIyzaBjwwyWx04tyvK3TN2BA9ONFUpQsAe1G8vjjEShOZ4omszy72Sbpys6Q9zn3XOTv3IlV2mzqIIzmTkSULhs32pvf7IKouv8483jnaphqg0h29x1mPWesnqgdcghQpUpwsgwvuii6Vq2cqNmpUaoN2qrfuyQr/t++yJlFTrH7+0qnv9ulS63Pa+fkVi5WFF8NqKuoBHCtlAkxqjWsHoc6fXJtVOdRfrtV90d+U7ntE/6t7by/WXmEn3+OnfeTT5SyF2aZz+kI2uoHJpRSEOdaGDjZSoKBHy/iEPkxaCtj1NSvD/z2W/Rg33Ytk3PPAAdtjQY3d3LAMO2FpHTUoqekcM9B7pIDu7nSfVG3sZNtzbzm3mYRaevfxatHpT/wVLtRVaiAwFj2qjOZouqBd7KZp3YH2Unl4DbRyVzz5rHTypTRr6n+H82diChdnBiMQ7v/uGp+JHPPCrPAqOjRI/lgnlpv0o0TNT8GbaVNb74Z/TmlDIDR5zXqGq89uVNPHmsZnFUEbV8pAQGrdXLNMqvNFLcHbpMTcDkmuylxmRCjE3W7Qdta8qNYtH597DSj4x85v69pEDRQL8To1xM7meySUfb443CkRu3Mmdbnv0SXWDJpUvTj+yTNOOwIzfHqjTfaD9oy05aySSpBWxmsT3qxNGtmvC2xEriU/Zy+J4H+Io3fg7b6mtvaXkZOtKts2cj9ww5LfXnkCgZtyXnbtkXuGx3Ei5cA/OmzDYOVjb/sfKwMruEXixebZ4oaHVgnUn4P8Od7yWee2h1kx+mTXe2OSdsdJN5Oz4nR3FkPl4gygVE3PTv0+yNt5p6VwMbYsebL1gZM7O47du82nu7ECZFfM+u0o3qbnaxKQN2oa7xRpq0kaiZTAsBvAXG1Rmmi97Dzu0qml6xLEueVTl3/WgjuaQOFRu2xErRVB8myQoIjVo5/5Oderztm1l6IkfWkczjQb3TMo/2f0v9/yaA4s2cjZX/8AZx8cmoXg+R7llHb9VnI2vq3MhiQFoO2RNH+TrANsEqt763d7lk5bx80KHaaWaZtvPIm994Lzxh9X9reQeqF1WTPMWWbJO8hf5UrJ99OcpVPjyQp0GRUVJUc5+iPK2Ubu9yH2SdWDoC1B+n6jahZNoqXVq9WMiWMsl8Met3FJSdrnb8AfuiZWuapnUFpnD7Z1ZY+0AZw3RzNnfVwiYKBF1fcFy9zTz94z9VXRwIwqiayk7XA7r6jbVt/ZdqqWbCpnoxZpf2calaTvLeUTzXqGi+0QVs50ZOA5MF3WysB0KmTM+124zhy/vzox9rA3Lx5wG23Af/8Y28de+KJ6O/YKJtXGwy86irzZX30UWSZ4rnnlO9hyZLYee0kGUiJDz357Q55MPKbyq0cwmzRHDMbXYi5NBzoV495zMoj6I+7tQPuJJPNnMqxo9RYNqofLAEedeR4+YkO2Q50Ptm4NrQ+g8/oN2HQlrKJ0UWYZParak8a7TbDynn7scdaD9qq/+dGzLJz3fbnn8qAY2ZB27rLIhdWeY6Z0Ri0JedpN2xyvCVjCRgd8PktaGs109ao3UbZKF52pdDumCRTQr9fk8CjQU84U+rJm9lPZjebxuqgNE4P9qY9WLbz+yQ7+jnr4RIFQ6ZdXPFDANoo4Bgvc09LLqpJlpucmDRubP+97R5fSI1XI07UDU3mWOfyy6OPK9xeJ7X7w19+UQZXM+oppQbY5TOpWUlbtwIHH6zcr9QlUgJg9W3m+8oHH4Rvff+9eSktCQA8+6xSD9hOYNBoALB4o5HXrWv+nJr1qR4f3X67ea1HO0HbMmWMp1fpEflN5XaG7pjZ6EJMySofPubZs9ba96K/ePL664mzg7WZ0eo2Z9+/sM3sve6+W7lV/x8vWAxcNgf45bnY71xfG9uopjeDtpTtkjk//vrr2NcmOm+XHg5GgVizba9ZbXsvzZplPF0G8ZRjqyYzNftpnmNmMgZtyXmu4dWkAAEAAElEQVT6k5wZ4QO94dWiD/iCGrRVqTsOs2yUnQ7U/nPiM0lgVBs4VzNF7SQwmJW50C7Pb6OcG0klkJ7M6Oesh0vkf5l2ccUPAWizgKO+54JEAX84Chg5wXg5yZYjshtslW7ZRnVAtfsMGSApGckc68i6pz2ucHud1O8bX3vNvKeUGmD/5pvYbqPyWdUSAL/GaevhhzvT7hSOI38YPNjeC+bOjR6kxc57S+BA/x1PnBj9WH3+0EOBu+6CI+z8/5gdH8n/kvqbbjE4Zg5diInzXeiPebTvIwFnbS81bb1Y8cwz8dssgxRJIH3t2uhtzo8nObfdGzo09jhf/jH+uDP2/1Ef9NGW4fJ7uRQiv5+LyVgy2iBmovN2yZQ3Yha01V+E0Q9I6AX9Z/zwQ2DIEOUCl5xjyoCfWjzHzFjcc5DzjE6W5EBveenoAz6/BW2tnORJm/XtNstG2aLp0ukVdcekBs5nnmkvU1RldPImH7rte8ktL1XaUa+TlY71z4l6uETkLisXV/yQuZpqANrNzzB1qpJ5efXVKHz54fgBR23Phe6rgeGLgQsusFeDMhG7A4VKNu/77yv3jbpy16kDdOmSvn2NWVkjt07G9Mc/Z55pr6eU0Un4IonymaheHV7bdNxxKDLKsK5Y0fiz6UsqxQu+yQA6evrvaMcO49d+8YXxwDNeBm3jTZcLMeVu0pTFQPxjHu376Hup1Vka/drt2621fcEMdy9yWB1kjzVtidwL2qqDb1kN2mq32T17RgagNit1oA/mmvU+SCf99lfKRNxzj7IPlnPMdNeRJ88waEvOy91mXNtVv5EOYqat0cmcWTZK6CjPYwUbIqP5yonW5hrJZcSqJ29FOZGdgmRLHXqRNxm2fTRB4nTV/EtGqvVwicj7iytuZa66EUQ1C0Aved7d7NuTjwT2zAVeHITijs0SBzi0PRfU7+GAvc7V0NNmRFp15JHK7b//AiedBHz2WWQ/n8rxSjKvNStr5PTJmGQqitatjQNL6gVffdd4s4Cj9rOefjpcJfv+/F9T+v8puvDC2In678JsHYgXtJVgwcCBxstJ9DjVY+MffogO2loN3JoFUsyma4+ZS3dQ1g8JvM6vEtuzS/7PtZ9LfjMZ1FbfS63xzOhzB6vfReHaxNucVLa3Rsf56v/j9dfb617NTFuixP+TVgY9TZRspS23Mn585LjALNNWHwfwMmgrpV9kexIvNiHb1YUnG29vKeNwz0HOkhPBRi9FrpqrI8hWNdi4BjHTVk5k9O02y0ap0hCekgyGwhsjo/mqoz4nS07Wvuxkv66rG9STEH0X3FQ/oxv09XBrdwxGxl42C0pWZVDbG6SLK26VTnArEGwUgJbHi4Y68xnuvz92mmx3tZ/lv1+sBxy138PVvyrLuuwypJRh27Jlcq/VBlN+/lnJrHUikJZMkMasrJHTJ2NSJ1AGxbrpJvM2G3WNl8FRVFWqGAf2nKgHbOaMXGXfv7V/Sv8/xQ0aJG632ToQb52Q5/Trof47kvfZvNn570n7vnKsZDWz027QVv5HtGS8n5sBnLBVqZawpY3xseLad5TfTAa1NauZrB2Q0Iq8uvG3Oalub/XH+dr/R1n/7QxWxKAtZSs183X6dOCz/ub/k5JRe9RRziRbadkN2nr1vyoXnuWCaps2ifcPaxtFLqx6fW5OruKeg5yjntyq9VW0I8jKwXXL3ZmZaRsvG8Urav0ttZ+aWme33O5IgEefCW3FxkL7dV2d1r69MjCIUY0x7cjWRrS/mXakZu1AI1aCYXaDZGpW2b9fel9rkvxfDzST2+tXZoMNulGX2s0aukYB6KPvSP0zSJ1NUa+eyb4m8lnylgwCxloIOMZ8D8XAtXnAiCFI2m7dcYYdRsckXmXa6o8r7J6MWd1HNWoE9O0be3JqJdB3552xPV+0n9XsZDPV7uHymfo41BVe7S6bTAZsvBN6mbdTp/jLle9dBnxTR0W3uq6ptXi7dk38/UrQdvJkpHQMHK8rs/pc8ebYrNkqM6Pnlc8l24slUq/XZN3QD0poNaCdW808qGpneyu/h93/R+33bSXTluURYvHCc3ZQe3Y8cx+w7Rnz/0m5mLVtm7U642qQd+bMxBdNEgVt9dMl29UL6qCI8vmsxCbUC6vMsM1oDNqSc+KNICtrWs+dyXV7ctOJJ9ofiMys3fpsFDezTBIxq7N72JJIgCeZ7Nsvv/T+AOyMM5QuK/FGtrbigAMi94260uqzx9RgWLJBskwb7CgTBe03Clp7/c5osEE36lK7PUChPgB99K2pf4ZmzYz3awbb4Rz5LKssBByNvgeJuuxcAU8YHQN4GbRF+HhiTwN7J2NOXMgxqt+vpwYtZZ0wCuyZvT6VAUGd/v8xaqPVTNtEWVhWs7TUAe6sfi+VK8e/2KxtpwRtTzvNfCR2rREjjJcXr13Dhim3Rf/EHo9JAof+NwlVDTOrkaupmZwMbVC146LkLrwlWueNgiPawYu0QVttNroWM22j8cJz9lD/vxLViLaaQSsljET37kpWqr7HiH5bnihoK4FfreOOgye0n99uNjFlLO45yDmG3TI1cnUBNT8Ebb/7DjjmGOX+ypWJ59cebCU6wPYyaGtWZ/fwxZEn1OzbZDJuvTwAk99AuqMlGtk6FQbZY6Hg2NrPkg+SuR2oyQZuZ2ME7Tfya3szKWvGjbrU6RigUB+AbnyH/c+grQen7vv0+z2D7XCxLH+9QYBDv14k+z28/Xbkvnbk+VQZdcX2qjyC2oW0XTvg00+9uZCTKCPQaJ2Q70kyQSWjyqiUhhPc/v9xqjyCntWgbKJ1TX3eyjGmGnTo1k0JWMyYoaxPMtCcWQBEL977fPCBcptbx/h4TPubSLtle6H/7WQ+SSJ4qHLyvdQ6dlRuS7Y59ZJbX+T/za5LLjEeiMyo9IZgpm0ELzxnF3XbFa9GdDLnz199pdxKqZ9429x4Qds5c4ClS529wJgs9fNY+S68aiOlHYO25PzJraanY8yBmXZgVT9cPSpXDli4MFKkPJVMWz9tSI3q7E7SZD4nk5nqlwMwOeCVP6MaY6lkaajk9zW6CiyfZUbX5INk6QjUZLJ0ZGME7TfyY3szMWvGrHRCssHqdA5QqP4ei54GiouAxv2td7VXu79rAw36/Zq6HdZ8lsJmL8Ruh43WC7vfg/r99mhvPPJ8qjXN4wXaUsmOU7uExmO07kgpoG+/BZo29eZCTqLgkjZ4qH5PBeuBa08B/vgeqF0brnD7/yfZTFttOYRVkmpu85jQblBX5v/nH+N5Dj9cue3dW7n96CNg507g1FOB884zL5Vht11q8GP5FuOxHbS/ibRbtgtHPhE73xz53ovtXYBZu9b8Oe1vZWd90ZbNskq7HkybZm/+bOfXC8/knPtkBw3glFMi/5fqcQNM/iedSnqSi1RGQVujMgpLljizPXCCNktfGyvRB5UpqyQxvC5RHHIieMEgYP9fwGFyBTq8TS4O3w4Kb6hlOzpuHDBWCt9ZICcysnOXIIXTJ7ZyEGv1xMispq0Rr4PS8h0vCAdl1ezTc3UxHqcyU60cgDn1u8mJZK1asZ/x59XApbp6i8lSrwLHHFsbdQG1GCRTTxwkiC3fCUf5TP1igAzq5uT359ffSLv9K13Tv+1N1+/kBWl/vM8gQciSz56r/C7xAqPynHwvsm2U7Ycb349RzdjFzwJHSbkECypVspbdJ9vhSatLPktxKOpyo7X1wuh7MNrf679fGeS0l66Gpnzdba9D0oy6QqqfN5lMW6kl+t57kZNWp9YdSxdyilK/kGO1+796LCRB89XdgdUmn+O664DhwyM1WVPh5P9PixaR2oh2atrqH0vpJrV+7DI5FtKxGoiwmmkr7fr3X+N5VqxQnlfnlVt1ECAzl19uPD3esa56nCvBW/0xp9kF9FqXAB3/Fz2frDvX/BdZddXzBLX274UXRrJpVS+/HLn/449K92iz79Dq+pKOgKocw7p5ThMkTm6vyJ8eekjZNrZqBZx0UmS6/H8P/xaosj/2f1LdrsjAonbr1D/zTOSCs5zbG12INDo/17+PXORSB732krrfkIx+owtr6508iSc/Y9CWnLctF/gz3EVpcThQqz+xWmAjI9LJExoj6kb999+dqfPmJ1t037McCMtXl6fJcEg1MzXdB2Cy05UDgHvuAR5/PPIZrRz46rtxmlGvAl+r+ywlwtPtBsnSEagJGisnL+m4GODX30i3/cs5UWoI1vRne9P5O/lJssHqRIFgP/0eZuURjD6LDApipx3a1xrt7+V71H+/l5jUNL+lp73PFfUZKjhbHuGcc5S/dF7ocPJCjp1M24r5sSWF9J9Dgmy33BJdAzQVTv3/SJd4bdA22fII0nMrnkSDVCWTaSv1/RPNZ6ZGDWDDhsTvH69d6vemzaDbYqHd2vn0g8rqzxNGjVL+9O3QBl4ks1gGS1Qz1Iw+u5X1JdXje7XcWjxH/qP0NnDrnCZZXgSS/XbhmZwn2a1yzmb0/1WmFlAz3CtAS90Gy/YtUdBW39ugf3/zfZedoK123BPV338Dh6R53VTbanZBSVtKgTIag7bkPO0Bb7k4g0VtCWDmlr6mrfZgXn9AKd0Y5KDYT6xmQvj5AExqhsn3PWSIErR187v6YBbw5cmxQeizZwIFu5ILkrkdqAkSqxdk0p2N4ZffyGD7lzf3BpQrN8Kf7c3WrBm/BqtT/T20+3L1ZMvK6OjaEzMJyOzdaK0dZvv7Nu/Gfr95Br0h9DU0kz3B1Na7c6KmbbrXHacu5NipaXtwvvnAMur7y/yNG0ee92u2YbJBW7OBwdT/g2UfK7dGx11vvKFkdhktN973nkommP59XnoJ6NPHXtB2797476H9jc0+V7xBZeMdo2q7OMt3smNH5HGy/6+pZtomGrhIfv/Wf2gm+KQ3itvJMfH46cIzuUv/f6luW+RWyp2oAVF1G2w0SLRe3bqx026/3X7QVnuxWQ0yi5o1I9msktyVjqBtnTqRYPSjj5qXdFA/f7xSMZQxWFiH3D3gTXWwqHTUO7r5ZuXWaGCGVDJt773XXl1b2SD/9x9cpw7U4HTA1m79x2StC41kkTorv83BJxnXQpPp+lHmrdS1zKQBmtJZ/zidNUD9xGD7l1NciAOKTbrEei1bfyc/1hZ24vfQDqqj1n6XLJZE1H2kWnP2B8l+LY58R2btMNvfh4qxGwxeNDZBDU0ngjZuB23dWnf0A9GZibdPspppu3w5sKlU/IFl/Fz7Wn8C72TQVuoZq/8Hrb8xr7181VXW26u+b9ldwJ65yQ/Cp2//L78kf6xk9P8hn1P7G7crtDyYoeF5gv51CxZEv/8WzUGtVz3i4mU+mwWova7h6ofBwKxuryjzgrbyJ/vdevWAMWOsZZcm0quX8qclA1hbzbTt0SNyX5t8JXXL9XVy3aCWABSbNyu3778fv345ZTxm2pLztAe8W1Lskp+OzC11gzh1qrM1bb/7Dvj8c/NBH1TSPU3q3kmdt40blSt6fsvQtcvNzL90j7xrJwsgXraCl5kMfmQ3wywbszEMtn/FOXnYlePSAD9OyMbfycsunomyFVP5PY48MnLfSvkgLX2X51DQNgdo+x5QvbVxO8z29zK//vsdXaj0hpjlcM8R/f5F9vPyWQ7bo3zXTv+mXq47ZqUo1PVJGwQz8umnyu2XXyrZR9qSQvE+h996UOmDtNqLFfKcejKfTND2rj7AQQ/aKxFmpaatBETP+wpY9JUSCNbWgLVK/z79+jkXtFX//7W/8ZUA5kt27j/KgGMSrN1i4zxBfgvt/+fXX3s/uJe6/VUzqIcOVQZcsjNeghsX+Oxksfu1pwhlR9BWGyx97jklgemDD5I/35Ns93eldw6AN9+M9EaQ8kfaoK1sT554AmjdGjjttOh2XBPaeEWOg7QXiGRetwYal3iEjCWQqP64llkGLmUcBm3JefqNWSpd8uWAofkTwC93J1dD1Ap1426F3Zq2I0YkDtpKHS5tFzMJHuuvEGYyu10kZfC6Z5+F74LQ8U5EhZ9OUv0gmQsyfikDkC4GAZ3CFq9g76Jq8LVs+528ClZbvRCU7O8hJyvffKNkfTSRKItFso80yiiTdparbt6WeAFM/ferDjoZr4ZmMvT1eP94RQmK5f6tZAu6cbHNi3XHaH81u284qzm8PrVPEAicLxE4DZn3ic+ABuXjfw6/BYn0WVe//gr8/LNy8Vy9qJ9s0LZLS+D7FEqEGcndqgREc1IYK0IdhHf8+Mjjgw+2dkwvZalkTIF4zEoeyOHQz22B+3QDjlk5T5DfySyIo/8tzOaLd7wpz517GDDe4veo3f6qgXOzgeFUstwaA4DNT7p3kcZugoCVYzH99+ZmaRO/lk2h1GmDn+q2Rbv97dBBGbAylYsx2uVpyyt06QJs3x6ZR5KlpEeskADurl2RgdO09ckloUoNIidLOyikmb/+UnpmSM13Kclg1QUXALNmAYfJ6O+UyVgegZxnNEKuUZd8uTKdqKu4HHyoAVs5Qm02xNvsRDuZtuKzz+I//9hjsTXBtFkemS6ZLpKpjJTp1tXRRCeiyZb5yORyCtnalT7FciPFh/X2ukX+5fX/Szq7eKarS+vppwOHVlQy46ra2E8adXm2klEWr7xOurvQyuc9YJzmSDmJ79jqOpnuz2a0TwplQ2vWpz4mv7lM068P6r61dM3En8NP5UTkdzlwTeznlFHO5YK6NgCQ6KTbKGhbran1EmHq97o/QQmo3I3mNWDtGDYMGDRICWaYHbsbHTfJ4HonnxyuHXmlsn7n/Wet5EHn0BtFB5urWizdtVhGNjYhv438Xskeb6rP/XeXeQmLeNtf9bOUSzBokpRhO/sx90qIJbNfSHQspv/eZl7lXmkTP5VNoYTKFW1CzobpyR936IO2+iBtMkFb/XZMkqckm1ay4NXlyTzLlkW/z8iRxgOSaksVJDvYuQRhzcobqF59NbKds5Npe9ttwMcf4//ZOwt4Kaovjp9979HdSDeKUoIgiGIgItj1t1vs7hZbEVvExAYREQyQlu7u7u6OF/v/nNm9u3fv3DtzZ3Z2d/a98/18Hry3MXNn5ua55/wOjB+cf9eLhAEZbQnvUU38eJjGl9XAbJp8BAHmPZvYDunAOutODzt2L7Wynkd3A4FEJtfyE37Q0WJkb4t/sLNaiLpZpKZy8pos41ei9Y/9jJN7zAw6WG22/2dMlIkCvthTbQTtmOLteRa/F7qfOFTpGDMYLOSZrcecbMrEY8D0su+KV3/Sz3VSNiaBhSGQGSTZ3E2sDywRit38iHnRYQRVijfsamWPhKx/GgC0HKqu28uWRX9nnliqhHvBRWbjL14T3w5Uof/8fZ19pk1dqRpfrghe4/GllwAaNDAbZ/l2JBptcR7ctm2ozK1+CNXvSq/H3j/W/vlnPNQi4ZgO6PXPkJUJNTHdzDdVBtjyDvtfvJaSXB1hbebnn83ro0Rt0iz9yJ2DgGouJrtva75PzLzdT2sCwpbAmr7Q+chdkDWuc3zjm9XGmBt5BDE3TPfuAJMnh9rjnj1RQ6rKICzqUpd3KxrObXKh9OE116g/g+v+116L/i1LMPnuu/LvojfxyTsAxrf051yD8AySRyCSb7Q1ad0pQsWTHUKHE86/6lmHFLEBBa/h8EyAAJet1iv43b90wU04U6pDJPlkOSu7AazMgyzIgHJVz0iMNqET3cJUav7FhNYFQovrJk8m7nwFMZTejb5x+DtZkAedIQC5a3IBGuExCNftJZ3DMGUhrcikawFy9se3AcLuy5bRAIvDmYt5Y8aGsgCr95qjZsT7yEKeF491H/bv5BmxxEde6Yajt2AQJZGCzj1C/abbajdeGQ8XrzMoNwSedBLA2tmxczedsHz++W0ZHtvvtXg7lNQzFdrXhzdCi+O9IcCuF6/lTsm1PPts9HdR45efQ+B3N98v15e1C/2vpzknjpy3Qny5IkSY8YIZQsXxqcxj5s/nbA9LNLAkbUFzXcDrHro2KvvxQE2AboLh1omxmTfUvvWW+VlYrT0so514D3MLCYuSJQEOHlT3v3gtOzLMUivYdpw4tTjtC9nrWSUBlvYyf0+3z5LNxaQe+ZCYeXuq1wTpTjLnM4c3QubMe6P9p9vxDdt0To76fTeetps3q9/DPDNMj12l4e11EkNZ0jMRfpxRXbfK49fvcw3CM8hoS3iP3aTEynuF72CSkYTMKmkCr0caOX8AoPVBgEvDE/Ti4YQQ4z0sS6qy3rrFbYItneeLO5OoO8Qjhq54+NwDkAc1Gk+MJpXwUpvQiW5hqiavMu/2uU+FjLdNNLLGE/a4mWAJ38GJcuas+wBqdPX3pCxZiwg37SWdEgPK7iMzusXUJQ8m7DH3RQIaM649G+DNwbEGK/TwYPex1s3Rz2M/GvYSV16Lm0RZYh9tNYa7rXt4/BVnAdQfF7puLEPjR/OPAUIck9CoKiZ7222jUywat/j5i7gBaMAt8jFyCr36UnA/AgdXcgaHMBkSQx0vVyXTtBWdEHhDNo9Ke5m1H505MX/eeHJFyI4XSbomGZ/2vR/b3lCGYGw/gPZgb+jkDYHxJibmjbZilBoaOWRGDd6gadrkyuDmmxIDrGhM5vUxxU0Pq2vhkzhaGZSsENvSiY8DnPiwsBGCz1EiAXbio+7bmGpzkMerdVky13zx4MfN3mTPZw6sMNZLjse3Tp1iEwiK8gii/QDb9cCBIekANLSKXrDxwLx4MfEX07pVrcFR3xyThicLmYdx06bpO9cgPIHkEYjkG23ttO5YWBaSLM1L3TBI1Bq7dGf0s8y7oLyHWqk4gOGgMXcu+J54wpl0NE0xSYa4C/uY4PXh8XMP4DN1qg1nmswpjLK6IXGp0vxTeVWgrrTqmaZaRzTdcKNvLPlOwEmYdipIZmi40/aSiDDMRLUDq/uIi7Iz+pm/41YmwXRfJOBbR8taR82o7oFOnWD3cdcMeaIs9n0xnD1eKQMZmBC0y9sAjwDAjPCgsPQ9vfqciD48EXWMH5PEEOlxwuJZpVO6TXMDUDQopbAPC5ZsAMGIIZm9GDBfC29QqFMn9j07Q7YdpvajWVeYUcFOA1YXdjw0oEjnAHmh60GjKBod0eNUpy7I8lZgncL29G210P9Wie5E+Ozuog7w0c0An3wC0K1byJsOzznnyWh/Mfx0gLo3cZsHxgWHjJ7iXFRlgOWNtgjfXti1sEi5Qxuius98qLObSDpZWzL6oVrh5IF8GxPBjaaHwTXivcHj1bzKet7utp9KhzwHuvOaZM6LUyErUaohBN2Mb7zBltkLsI9l7VjUxkbjJSba+vff2HaEkgPxMm2avF3r6pXrcvy4/WeqV7fPbZOd7X+NeCKhkNGWSL7Rlu22s4/xA7M4ICKJ1rxs2FA/acrx9YoJugvv2BdesH6/ZUvwPW4TbDnRNBV3HOMZrEUdNMlzD8oWbsk2UiVi8qoziTQGf1ldzpM/Uz9rNvoVNxMsyXeCfp6UJXsR4bS9xNtvJasdyO4j/s3fx0rt5VM5lElwuqCU6SHyYPeJNuLjJS0NpYGDq9zVCf4+Dm9rnSiL151s1sx94jMZbAF51bmhhEu4uDtth7fJfZySrL5WtbFYOjv0vPvZ6LMyA6BOWHUi+zC78a54DZhb+L5QP8rKsu0ia0NdtWp6Cfd0Q/5l7ccgw7qu6ERjOTEa8cl5cKwxPbaM0PVUrAhwwgmhl+54MlarF+dNfF2wyluBn1lT1JmxGdvk76/FXg+vAzz8RIAjw0LJfxtvCRk0l7wnaLH+aDbasnYsM8CKyIw7rL3w1/Ll9QBD6kR1nzPG2ydgtnpeyrYk2QgxyIjWaeyD4jV64r1p/nbUC3bDoFBSaNm8Pd5+ys95DnTnNcmeF3s9n9GheA3Ibf055PF1zc34hmuyzb9E23HTr6ObsdhW6h6Rt4lGjeK/hldesZa9UdGhQ/znFtu7uCE4bJg56Wc91NFJ080OwhNIHoHwHh3NJpwQba0EMG5A1CtRNSDiwM2HV3oN7vxhuBcftqXq9IrVjUSfxJUAgp03ncHndXRH/OFMTjVN3Wgc2W0gdA9dAy7gNi47A2rudqh3oaq7ZZsB5Bx0F0blRE7Bq9ApPAdq2BqSCGD9TFUGJbxm1Ckk3Gkfy8LvhO/gRDmvVW/I8uukLBXhWk7ai04Ypm4IZCL1xFReb8s+AmjZ051MgqovwOuQ6SHy41x/1KgEgAfCrzGDFd8lBzIhWLJ+9G8MPdSpE1LPTBuYRyN61937d8hog7IhOrrhKvhw9aN3A6wKAJSqZ132RPfhqdasw3ty69xok0HD7RocPwsBbLPz/jFZ0kPPNpELS83xbn2h8+GU8x+HQkfXhZ7PYqzQf8V+aNu20IJ5wMeh5yCWl80h7s6Mhsn3DxtkZZ/nkbUf/P6ZIwHqoNyIAjujgtNQaXY89AK9+JZQGdhcGP8p+RDA7g8AqnPnxezmMRINwajhUuWBz0ssiBvoWm3yeMgItv9q9Tlw/mFcu+z4krUJ347Zj8qYrOORh+UqzkU/YPlyvgi9fjp67wtSMvhcZM+Ll5jRkShgYLvqPAUg51D8fQ4b/1i0Fd//yKRNvOqn/JrnQGdek4q+OkWyEsG6t8HIRZlwXpvakFXuRHfXd3wLwOrnzfIyJcJtJWN9qM2LfRh6vt5xB8A3HhrEy7ONNE6vX8app8Z3Hll7l9lN+LkIvr13MECFO5zPNfwo50G4gjxtCe/RFdo3PCiDAEe2hHacdkxO/m4hUqFCbNiW1Q5vkRP0MgHrwBIaiLtp6QDbSZ70v/DkOM7dVid4abRlz/2iVcZzz+m6AvZsPdG7yRyG5MWz2+5FhmEd7wB+1xeTjrXoaf9MVQYlvGYvPAvys+yClTeJyksj/J2cjiNhZLEvjQmz/zdzOJLhGazbXuw8E5x4yiTSy0Xl+b70g9h2YSWTwJfDqi8wrkNi6Ghwd9T7bGh4jCq1IWqA+TrsZafqK84+W8/DXOlNxq/mhHvBNkzR6ISZ4zExXzxeWngfZIagiB6mouyJ7sNT4UnFkGm2XgsA7S8H2J+lNgAaG4DonWf6AMAZAxLnRefUy59/Pi1amN9n3pzbHjL3BexacQ6B13Pm8JDB9rqw15hd38HajzifrCqKxTqYA+HzchrlwI6HXqpjxkTnwq+joXEqQNEu0c+xcbnQAbVEg0qqhJeMsDLajhgRez1imyzxK0BDxTm2T7QwbmbENy7pGG2l3tN5oTwY10v6FpkMjPi82Hgl19Ewj2O4ae6kzxHnWuL4J4vAkPU/qeynEoF4X3SipFLk9ZoqT8ujGRUhWLmj+3MdW2++X5nMYAvmNvHhhwBt2gA8/bS3a0Hea7/MS9b9tpMNJ3F9rxqfih+1H3d1onvEdk/RkPkK8rQlUmO0NXaQtoZ3nBkBs5C+24W+k50lvuMXk6ZoJ4BwoWm7aJF8N03MPOw3pB5R4YVYpXaJnyg4HahFjwEZpeuEflSaQXYoPSF8kM3TzjtAtuuLScfqXGvtIWZ1zbJrjTcBkZ/C5LxA5k1i56VRvAYEC1WBoxloPfMR7NnumsV55ASi9cOP4VoqzwSnnjKyBDdeGajxfJhwBvUL7bw8IzIJFuWw6guk7TkD4JQXot5nkbFqSGiBw8aqLk8A3NY1eh/5fpTJ29h5mKu8hXivMT5RFr9hys853HhpsfqLmw0yQxCe3847PpGkMkGPSrP1xbsA+g239gKt0FpywDyAopUSd+/cevljHdi3LNYbVOXNyfoC/lrxb9RmlBkbZIlNmVfXgrCBlM0nB4wCKFrU+hqtPG3PRevAYmfXLzseS5yGjgp5O0OvnbIzLFuWB1A/nIRXNldVeODDtlx7wwfel9qHovdMVf+CinNU7qCYl2SENhGKlHffjnlNTRWya8c/zsVxUPgsliFGwsFCYoaNVxhlgZt2fPn5cQxBQ6OuV50418J7NPeZ2PFv6ft6kSleRN75BdUc1G4cSFVf7WVknoxEeWsWriVPAijm4WJ92MMPh37Y3IL1o1vj0PYW+3nMa2I159N1TGP16CPuElUbIGWOxpanrcPklH6M0CE8hzxtCe+x69CUyRdEfSYbXS8VTneWZBNWXHRefXUosYHMYBhvAoi+fUP/qzIP+9njVuVhmciFmF1WTd26UGpW9L0qbrONaSZrEEmVx4GVd4CVV5Kdh5iV94d4rU7aZCqSKviFRHhpJNpjmX+2c580h7cn0qsuXmR13MkzwGtHz3JxgealQQ8zhOt4h+l421j1BbLv83qIVmNVXll1X4FZl3U8zFXlL3ZCtC7x31//aNRghF5/Tuo43yb4+os6wCpd3FRrLZ70WOy9QU1JrKuJ7hdVmq2VmtpvcqYiQYqbc7I6MLZTbII7u+R24tzx8Gp7D1PRqwv/b8rNJ887z/4aVUbbf34AePVJ59fP5rWyiK916wA+/TT0WpdN0coQScJrlbdC8MDn58syoy27LzMvjz4HVf2raLqIqJdpzFyMOYPkhY2RceTJ0PG0lXlPn/ioYrUdAFj/m+RlQWKG7yNRFgfLjeNq+19CchAs+S1uajlZ+8jmWjEGW0aeuf+RRaakIvIuEVjNQe3GgVTqi3oR1RFvAlGn41FGRYCKT8e2l/6a+vRVl8b2ox2F6B5ddJKYYj8YeS/orB7xcybcAJFd257CsX3gjRJfMKdjZ37zfCfI05ZIgdFWmXxBAu4IOcHNzpJsAty/P8DAgaEfu8+64eWXQ/9bZR6ONyNwfvT6QXJ3RD0JrCh2xFwXKv8V9eCoVQvg118BypXzfqc7q4TcmGN1j8SdbK92tq083PA+uvFK4q8ZFw1W1+q0TepoX3q14+8XrSdWDq+9NhPtsWx6tpC6zZxk92/Sa88IeYZ6qemso4Gs620jOxYz/tl932qskjD9mWeg9YIFkPHGG+YyqOqDeH5mhBDrL37/oVYAL3wQWuQ07g0w+jO9Oh7TJth4Hoz9n3n6iPeaL3uy+g6xvCc9AVCkCufRnuBIBGaEYhqnzMP5Skzimm32cBK9T514KNvdU517bndOdoyideTtmG1GLLDwGFX1xyyJl+hleYzrI1SbH3i+oVNBC9k8FNvB3lsB5riIcsDjqSK+zjgj9JkmDueq+N06FwG88xjXl+AJFIYP1X15RFL/mARFhmK9wPqRHVNCGzFu8mTIPPh0jLbs2vlovA2PACzuZS5v/e4Aq74wfx+NvGiXzl0AcLgZQJm6se9jv2gae8S+TGPtI008mScf/xo/HPqxjUxJcuSdFW77aLs5qF00R6K9XpOJ1fy9UGjwD6zpCzDzXr3xCGUN3nnHrA9bXohePWSTYwbL1WBctNpjlb0rA+DbqQB1Wjm7Rqf9vI7RFsu3boC8fY0pAnDOsdhr6/W5xOM32pyMfq+9Q+N/qtfqhOeQ0ZbwHrsOTRo+BOqM9V4OtroT4EGD9D/rhg0bovcC9QDRa0HU6bseBbB8iJOFmJtJk9V3cGGxoivAinAFUoXnIaUPm+sC3md+kXHNNeAp/GTOyWJVNK7VvSmc6dijRblqEunFoM48W1TX6rRNWpXJSyOkXyQYZM9+7U/xh2EnIzTKLkN8Ok4Qdfs3mQY7/o2h9DxeGPecLAKdLCh3zZQb/9jmCB9mq0qaxDRlBbacfjrkvvoqZGRvcxauy8pvVX+RQ8sB6oUXOZHx06aO6yQ7w+tDWwZKds4UEu0ku++QlXcJhipDckMeeSPUsXDoJhrTn9eQdNKtu3b31Mk9V52TO0YWZECtwvdC4GBxcztmxkj0frVKUCvWe3y9zGMABz6MfT49uHtktflRX+JdKUM8Ly727wqfy43hDD3VVYbk3UzH2qL9q6jaRG0cFZ07rO6LaARV6cbycwr8v2hFd5vSr50HUGe02YCtm4iMGXtZWTFvByoaXcjCvsMyBHWuA1j1lXnjr0gVyPqnAZyByXH/eTm2ris3SiV9mdW1qhJPGht5bwPMeyb0fSwPbuzx91U38g5x0vd7idM+mh+nvZgXu5Hp8SNW8/fyVaBo3k7IjBhsNcYj1RqaybEwsL1/Fq7WYyXjMJaLXzcbx0a960POJPRYe8WUANeG2ydeyqlcnXdq4+DrHjO6RsqYCTDkGMCQcH/WsB1Al7MBjtwp1+nG7+JScDkATK5nn9ySx+mmKeF7yGhLeAt2ZnYdmui5oQI7GPRYdDLouxlsZR08JqQYPDj2NVwgbvwy9P9q8Aa8F7NbArSYHevFwjxB/YrOQszNwlb0KmrxTigxFsJ2IfnJAb+wENlf3FwX0ECOWY6TgW42T0Q0Tqz5njuQR4ty2STSq0Hd6lrdtEkMxRN12xCvjJCp0nqSeVOL5UCDrU72Z0NDbq26b3Sr7egEq6zW/HNL1cLN7XOx69+MfsqwksQi1msvjXtuF4EyozH7f/R58jYQ48kVLrfK41LUlOVw5IGjW39R09EwXIaNYU503+w2GSB8XSvD1yXrs9EbPpF9B/+8VAYREa/btYzd4TD+iHFP4pm6W7Eot6u7dv2xm/5aPKdwjADkQfPjn0Nu5vVyTUVmjGQGw0m/A9RqE3tM2bVe3Atg17Wx0Sei965qo14Xcc6KRodAHFEORfbIDaZtwmVnXq3G5YR/wWv4JmgdEfbCC+r3NqHUAofVppDMqKPjGWc395D1jfhaPYxAgthnh5KTxW36DtFbmX1/eBuAi8Kv/YX95jr15j4aSOc+bdRPo7isrmNEU87BsG6sTTms7glDlXgSvXwxpwHCNvRQMgG1gGV9t+oe44ZgZHwJ9/3GmJqE6ASn/YVsnPaLsStV0WCa0V8lg1sidVVrPNJxfBLbEc5HxLqH90PsR50a1sXzTOf6PKs6bxVNLNY9mbfs7nDEAfZnlScCDG0Y3QCV9YH4N851jBxADudR+cnrmyCjLeExvMHWSiCcTYQXjw0ZZg+uBdg2GmDV19FBss6N3MQ3vDONiS3iCY2TIQ4iDzwAsHpmKByMlR374LNwcH8V4FUAGA8AKOfpxaC7ojrAd7OFxGY2A4MfsFqIuVlkybyK5j4VXY2oPDEahAdbkSPFzHVha1eA3ThrTuE9EieIJz5mPwlP5KLc7aAu1mtVfXDSJmWhwBiSZyXlgCGQta9Wl0tGMgyaOguDkvXk5UCDrUX4Zq3skZD1zxXWxjAvvEXs7qXs2eKiE72vrcLbvTq/F6gMq6r6HOmnRC8PSRh2qpNAWBmNVW0A25Os3DieS5NwoifIjwDP46ojimMPHBFVYjRmsA3/KfVksQpfNx0TF34Z0fr7Ta55vmKSVAgmpu+QJQWS3QODJIc8KnMReCDpZNcfe9FfS46RAXmQl3s4tg/jNyP4eWzpRrFt2/D0UlwwGtesvHcXtwM4ZZr8fDp9nzhnNXLYxJHEN7uC2ViAh7pJaF/sffTg7TcDYFxP9TE/+ACgJBp8NLHaFBLBzQMeLHs7yZzCau6h6htldQ3L8xD+Mj/0Vim0wIK9vIMIvtY17HnLnq04/1LV9chaSJKwWdWXyULKrbxJ8W+cb+HnIhEY4RuM90rWd6vmAKbv3xXVFsb/McEm6rUnYix00l+oxmmU0MCfVBq7UhUNphv9lZ0NBwMnQBAyYg23Vn2PndFW1o74TQt+vbGhM0D14VHvdSeGddl5MIIkUjyL+crPPwN8IZE1UdU95i2L69Rd+PzujC0DMzyz5sjkmfB/9MiVJbe0iiaSbdKTsTZfQEZbwluYoVGlj8WDkzE0TMgMNbWuEXQy88IGPHAfGqdCHEQWfhZb9sFhgy37WCD89ygNj1u8D7zRghme+WzCGBL3l2Ry6nejrRVuFlkqLyh87jiYMgcDcTL8YLh+6dSFd/GD1kbbhPrhyiaIRoiaahKepEW500Hd6WRSp03KjPbobYuLCCuvTtSsy9kfOoduuVQLlqPbnYUf6aJaGKBHreya0EtFZbQ9vBFaHO8NATvtuni9qHXvperZxmu09GLBoqOR6bSMqn6qfb/YzYNUbAw4uTaVUT+Sll0oNzPKiR5vyLJlptM79sARkdXfxo8CLMVs6xxG18k8brhQXtXiRdYm+Pp7fU2b+xhMTP8se17zng1Fm7BQZd57PdleYFa5CHiPSDcSUnYbTF5sQEmOkQcZoYRP1TtF60CTc6L1m5/H/tc8nHiTj/gIa8GKc1tZefl7tLkRwPO/ms+n2/fx9xjP311yb5zUiWC50BxK1FPk/xc9eDH5oJVzRtZ+5xEWbFNo2p8AbS+RG2xlmwdBi/wXsvHJqm+0ih7BE+G97or6KRx4vIdPB8jQ0CTGLpZ3RhElaQxPWtn5+f4H+7vMsHxBGFlfxt93O2/SiAOBhdYtRjlgIjT+urGPxXPyBk7pGMknmsa53XuhpEyJMEQ66S+sxulEJPWSofL49nrTV2cT3GH019GMipDb+nPImnWf3nhkNz6okoLJ2szeFgA9h4fmJm9+BVD/dvtrZ2tv2XnEoqnmK4cECSw7XfPcsMFW7M9kZcgI2xbODfcVl9lEE/HPVBYh5ccEwIRryGhLeAsaGq0SLfCdFn4OhbplhprymMhFZbR0ERpnBT+IyMp+qaQzx78bWRht8TgNJeH8zPD8cQDgqyDA0bbqQSyXm5Ah2DnP+gdgYw7AdfeDr3GzyDK+IzNeBkNeDnioCbhIEY7L6pcqaylfF3SzfiYK5WSWg3mZe6Frmgh0J5O6nrhOkj/gJMSk58aFD+pOckXjDat3RvZjh5OdeDx7cRKMGzmRDakwaKSpc630eIGDKzmDreQ+eeVF7WTBIHu28RgtvViw6Bh93ZRR1behdqTbhGaJ8Ca28qRFrUc8n8yAWam9vNzbhPHIBsceODLE+ovgQl80hu1sB1BlajSUd98itSa4qk2I9x7HcDQ6KcORFYme3D5PmUYyPhfc5EWDCD43bPf4fPC4iQ55xOvgo41UuQisPCJ1sdtgMvXX6BH4aFznCAYyYV6he+AU0Rtpt8o4GPY2ZL8juFHA5rZW1yO7R+L5nPR9bM5okoxymQwRj7dA97PhNhyYonbOwNfLvQIwOuh8PMX7UaEDQNOOAOMkQsmqiCurPlscn+wMdbIxOUIewLH1Yb00bpxpINGvlGF8RvJsYwwugUjfaepD2UFwkxCN5xipKBrTxPuwa4a1NymTnDEMqehEoJgns010K0/lCCrDt3AvExF94mTDOp4NIWyrRr8N0X5ZfN9uLFj8nlxX3utNX91NcJnB3ib6K1j3NoAaXfXGIzujrTLnjeD1nVUKYO/q6Cbyil161/4xAPwdNqLKogt0o3ZUZFZSRwywOQUzHKskYcIqCMpoInzRlONDMxGhX5IvE65woNZMEJpGW50s0zipw7HBMJJIBohI9lsFbPHpBfwgoiq7xI5oCIPLYNf2kMUlsMl++xMBLkWrsATe03bx5wCDagJsuAcg9wGAf58NlyMIsGgRQI8eAAcxJC8FsIQ1vNGUTZoMzy1Nzw98D72KVOC97AAArT81v8cm7X4nMkFUEV5wtfsuNJk+b2zofz/tllpNJhk4mUAPc9Rgwv/xbzf3Rpw04X04AzMGgPn82yfal4sHj4X3FkM9YzYLwpMd1SYAj+51Wl0bGmVk16Mod7BkAwiKK0PxPvFtEtuVU48RnWfsxfNM1PlVi1Txmbopo27fpvM5N+0krr4mEPJMZ+dDxH5GVW6HRjnmgeNoDJDB11+xbCx8sPJkiSa4xbO3axNsDMf7ZGSfl+za4jiEfQffP7t9nvg54zwgr4to0MH3cb7EjuumXevCruP58H3A+4HP//us0D03yACocAvAI4Knqdtkraw/lo15+OxQSgbHRozEQtDA5LTNcOfI6boC1hc6X/1ZVbIrsV8S57ay6xHv0QHMchdH37d8uXUZxWSIdnM2fGZWntRsaMRnHwmN3iZ3zlAlB9QZT3mqV5e/zgwdIDFi6IKRLCJ8vy8bk2XnUulXKqqKcf9k3nwrvpJ6808v/ATknDtBPkbhJiG2fzTOW/UD2D6Gt7WuU7zkjFXEF/uOamOBPWPWT+uYGMS6LVtPeN2f8LhZq0T6yFqhPtnol2vF9kV2YwFe3/R7AOY+Kb+P8cyfROyeF/sMOlGpktPZnVccj+J5jpi0LzLOyMaTvNA97/BbaGxCI+jqv+XnkrXRi8MasRO48+SGZQ/58Y1PwIfrdDwPbmTi/yowFw329djnvx7+f5wwp+DH1K+FMozV8ADGNrq2n6TPCFrbSRI53ySSAnnaEt6Chka7hAJW2mj8hCTGs0ICC4v2UtxeVfYZnN5NMNy5y7xsjSy+gji6CpwjbJ0L0EAYDKtWBdi6Neppi4PO7PtiJ8e73gW4YynA1OUAixeHXl+xAuCnnyCpWO3e6obE88/OSDoWEPSwhHtWpKI89NAPWeqdaoCCxYJL5ZmqG+KUqN1UneQebrwkrbwj+OtReQJW7uDcYyKeDNNOrtPW88NBuYvXgLmF74MW2X0gIDuWF7ICXmVPdivPEM/5I0nCNLyR3ZZR14PZLhlhIjVvZd6JMdIHnLeV6EEjLXdYh80BjjxwdOHLdvs5Ib03W+82Bx7ebcX5CXNz4S0yQYCZ98W2L7fP004jGUmmNrJ4HXyk1NWfATxyd8hIOXMdwMrdALu/j/98YkQGjxtvIivYObKzQxqljj2+BKySiKm8aX//Xf55NJ7q9H2bN6vLaNdPysYHTGxmdb3BsHfaCKbJiM9ttdzBoZFFOK8ueB9atQL45ZfQnLpFVYC5W0P3EXMVfH3E3EZlyYpkGHqtz5hfb/52tA7ZSSSwc9npVyKzBwAc2wlw030AO8PGIvH+LMJEGeJh0IsfDcinuR9HVX0LLweFP7YesULd0vECxfuD0U8xMncKmByU2Nbrdweoei5AybpRPVOEJcjiNU7jibh0GpFk3FdxjhGMRnwdXGPus3lNYNUcRfT49iIZGjPGWhnt+eSeMjA5nZPzWs1BrTb1RM99VLJ7ezTApE7ysmVw05KM8SFDpJj7RiVnxZyAXsE1JafRj3bfG8IF4JORvXMhwMw/Q2t7PNysXgCtHjcfdzu2J0FGyir6GA26JcK6tZlhL1uZDSJTmH8YfZhGu+XtJKnOsUDEDRltCe+NtnYJBax29PmBiR9IcVA3GfJEcXsPNFxUZceO9R8AGPA6wDUvqGURjCy+miH4eOzh8wB6cTfjjjsAatQIec4yT1scdEw7b3kAUwaHklrw4ug1BT0+HawSxlmhs0i1mjSpBnbMXIuh4bhDaHgfCcZZ0aDPntFNKR54nGqAyq7PzYJLPIeXyQt0dSFxR9qYHNmEZfOan7qTZ93MvrLFDV8up+HudgZCp9dpFZbtZHJ+eCMczqgKOeeMh0KB497qyHphcNW55kSd32qRqnqm8ZRR57Oqz7kNf3SyIcNfGy7OjcgWzfPpXp8dXh1HPCaICTossGrP7H7umhWaYxgJh0RUcc9c+3LzPFULal4jWZWAMVHayKpETGiovfVWgPHjAc4/P3TuUmj4FHDiaWs3VunoCevcY4leZGDPEiNZnhIx2ZWUDIBvwnNeq/NagfO2G25w1vdlZsbOV7uHJ6saY4d0fMh6yjz3FROQdQ0bbRmFasiNC8tdGJJldejBBwH+fDxs7NgaOiaWr8Q5AFPRFQ/MBjO7RLf4PFRyJ7x3reXmOnculXYx069EIxSb4z2cAbDxAoB6HQDWvaR2RuE47VgvyF3TEKBRd3djlMpgFSMHJUtsxiU0i7zkYqNZnJPhdyqfCbB9nFkOqkpHc1tf9UXoJ6bc4ff419wmNRPlDSySv5rvq6IvUhqpw5rAKC+hNKQjgZDkRTxzE2n/Kp4mM7SuRq9Ly0we4eR08Wji8onECimiDGSGTexzilezdnSJGf8luW8MrWvFBgz2cxW5DZby4TmFrOyo2csnDFv8BEDtiwGmrQA47zyAokXNkkIMu+hjfh4jS0aG3d3F4jNim5hCW4jYQyD2Gtr/ktx5BJEQyGhLeAszNKqyTCPSHf0MgDP6hwxyoicUC7soEQ5FiYEPCfBo50hVdjTU1rsPYPUL6u/itckmcRjR/+StAEe+Mxuy2QQcKV065PVgfC83mphApr1TN5yJmOdtzDbtAJ2EcTyFCydHsxJ/cMGKO4Qy4yybzLSuaa5fqcCNBqh4fW4WXPg3TiiYfp1dOZwYfHS9qGM2VFQZz4WEYbpGHt3MvggaN/iEGGK5VMZrtwZCncRoVtfGozs5X/UNZE3rDmeg1t2Yl0Pl5hcaXhoC410wxGu0c3N+5SLVJrNwIgyLdrjZLHCzIcOuzQgdjNN72k/INjMNJNmuZZs3eD/sPIz4Y6o+w9qX0+dpt6BmGsleeL3rwPoA9GCTzWG2hcd/Ppqnbl2ARo2i4fq46D04DeBwyfjnAJbtGVzc43B7QaZ1hyzIg84QgNw1uSGjGA8L8bfaEDj1A4B5RQDG3Wd/XlmyMkYTXOUL4D0wFtkB85xYNIzjcT8fAhBYDlCpA0CxE9QJwFTjA1otynNz3zY4zwJrGYicMnIHB5wn4+t3ZYScC9xu+KH8Ap9gjXmnPTJUnaxINc6ZvLUFY4esDrHxZ91vAHMe0/OGFPUrxZwWNUcAtPgSoMXN8uMKoLJtJhqLMFrBzRhl5zEsS2wmJjRTaebqzpnEcRzroGEo1JC3UpZZeM1NUjOTt2sgJM/Ge2k6zr8B1teAY01GMZvrDIYMv7zHKNYzJjegGz1n6l852JhozI9tnIxOekztPFHrZvPnVX0MM2bXUyRvVBk2D68RHF3QBqDjGMWtFaS5MMLgJu1X4fKo+hVZ3cSyndU4uga/sgLAFXtCkkLiWloVwXvMIhkZSigc4KI4LlbVN0FbH7V+ZZvzEcnJfDL/K6CQ0ZbwFl6HVZZlmr3OT/ZYZ2PnhScLixbBzgknQ3gs3QmObHdMVXY7LxL8jmwShzt5Ra4AuPs7szGYN9riLmSJfaEJX+XFYd3B8PXyng/4P27gT43DYKmbMI6ne3ebCWE45IppaapQDezis7MyzuJnRKO1HapEZGzBWrQOuMKtscyJYUq6gM0LTYZ0khc4ySyq60WNjD5PnvFc5hmvMmSrjMmqpAh8Zl9xQYbnrnOduVxWRnQ3BkK7xGhuvFvtDKvTukeSkgT48yDoMXJsl/PkV1b1wktjpuh5prN54PT8qj7pgqnOEvOo8FJ2xIWHdVxe1F55T/sFWZZm/lk3f129eYOowlOVC1xFOCKvOxtzPIuNArsFtVUSrkQ8N3FBzhu97RKNvfxyyFOUbQAvvxVgucaGgs6YKW3PnBcgLyEhGjRUm5zsd5lRTNzIVoHnrXUVwAJJXgXZea3mVeKcUmdjhm3ss/LOuYQzSBo3Uv5dlRHvhNEhIwEzNOB89QYLiTO8xj/fDs2ZUbNRnNPiMa59DeDy9u42/PCeWHl8O5GFkHprS4yUVpvrc56Qj6m81vIHbwF8/od1RCE/d5EdV2IIDMTjDWfyGGbHD6oTm1klNOPHPydzJtM4rilv5QgH46FK3kD00mRtRxz3jb5eRGVUE8q46DW9a+HLgv2xKrGmCtWGF242Yd+lsyHGvGxVfWmJkxxsFEiSN/L94VFJQAv+XahktA6JyV7ZZ1TLctZ2sE40uAtgJe+1HSYQljRcgInBFccrrfCoLx3e4KsEAJdxidDEtbQsiiEzLJXST2HQXSnIKxS+HOD4YOG+hguL2vpsc29xTz3JSa8SqBJJhYy2ROKMtlawHf3FY50bSUwafcJAibvXOBniteZUnRGbIMt2x2TohP6xycwZ9QHWH492vB9+KDcGswk4Tr6bfRMa1HACHZjAfUZyHjaBdWu0tQrZ2K3xfFUTQmOXz2ZioRrYxWfn1jjrBG6RlAUZUL4qTh4dEo83lK5hymoyZBWuh2wZBbD4LWsvXTdGaNXn0EMAE4bphGOLRlcW6obYJUWQLchwsrvpH+dGdNVzEPsPceGi2tn2OuxIda8Nb0Ex47Ow+6683yBPwubEsK6DUpfSA0kbHpmBCw1uGJaHycnsNPC0r8Gjcse7acPkOFCXWVcuAds8eo7gItmJIRuldzZsAN+A1ypu/rJnzW8aips3EcOdzQIbv3ImtxhCbTsxRNOkOysck22oOF1Qi89RrCeIzOvKTRuVLcjRYIuGqDPb2Eey4PzFlKdAw4Ai8+gVx0yVwZq/F2hAiWxu22Rfl9zzGKMY3gsdg62V0dzK2LjbZiP56Ga5cQTHGD47PZuHmrw5+fon2dRDcFMTw9HFUGPR0KCSONOdM+eV1Q8319X2ZYZjleOH7JlI64HCSClDVQfFzc6MM+wjCvn6rRqrhM2hYCATAvF4w5nkuBTSQTKPbp3xz+lYKlvH4XUzKQXVZpYOuvMulbyBrO2Izxk9YI1nJISld/wTYNylcRidLcpiJNaUlM3WG1jSv8aMLxZGcj5CRSopkgdZY86EWoXvDesYWK3TJf0hdkt8TuGiEmOpMTVFS6rFc+PUEV1LQOCauwrnhC8bq/CaJt8ZKjubxj5kYTQW+3zsIzcImtb4/7Xh+4D/Z0okd9gm4vFBisLnhfoxNn5Z6XWr5hFMGsrLuS2REMhoS3iLypNRBnZKTid1YqeDGRQjO5JgHtiO7VF3RlYJN1SLlGNb5Jo1IthBzj0e+9qYMWYd2baXhjxt2eSb18yxg4VXuMUuYZzO81Xqs2rIAyh1ipIokC7UAfRerNFoQuh5ODGGJ8MbCo9leLA+pc4Sit4bxqRSaBMxBlveS7dt6JhGAjgXRmiVZyN+zviszTFkRlcW6nYihg4GrZMiqIwfOySrSDehQDIPNNHjQaaZlYiwI9W9Nhlsw/C777x+m2lRZJOwyxRG7nBSZ6lLqTBKeKXjKtVCdzEpTWTSsLg2bQJcv6txXfEYnlFj8inZWJtCeCmjgW+bx3r0gtMw3Jkwko82Bbjxanm9EkOGZbqz+Lcq6kdrQa2oJ6pnaPVsrbzcVZsBeH06m6U4f4krXJ2jzo3yjTGVFrhVu7QMDQe5UcxKcsMIVz4ttgyyTXwrY6MVOOfYOkRej5j2KL+haZcfQrmpF45GCWSZw/N5Q4NMJgzLqDtnXrYM4kKcU4ke36x8p9cB+G2Cut2o2pqdkZJHZuzgo+Dw/8YTY+eNzLB8t4VHr6xuc5tDeZABea16Q5YXY4ws4aoqIkC2Ue3l+IfXza/N+IRPeEzpRrRK0xbkHtBW8wVLeQNhTi1etzTiIhgy7PERZlgW7M9YxIKXiJu1iE7uCasIDqwHKIVQ65pQ3x8zd5LpHofWS82Pfw65hx8HKFM3et95mTIcK3GdId7rCzGnC9deVOtRw8vVpm/FZGJjhgIcWhTdkHIiAYGf3RZ+RjID8Nr+AE1fCEUVYPN/kPuMyo9L1ucXVThKrQlHLKAT29ojAOO66iVt59dbVuuhEthXyeYRsmgjSlDmZ3RMQwThvadtPGBHwkKj+c5IBDvumAV7uDMytP1sPCJk4I7XqJNDHgYfhf92Q8fw9/E4nf4EWP2J/eQ7XHxjIAAhvOLacOeOP03C/+vAJpXsmHZhkKrni89h13S1Z6MKnKDhwN4SjUFxZht2i6QOBNiuq1PY9Zw3NvS/lzuVWGfnPGk9AUHjDQ7EfEKNCKqt6LBn6uL3Yl9mEzqczETCpB41f519ToxpQu8E8RiyRYsyRCsvZLiViT2xpAgxk28Nal4JjpAtVAyPB6E/ObIlNNm1uk6mR8b6HjeE7ycaGZAg3ov6d6p11djuO4L1AheZxuLfpo/mDc7G92oBLHlP3Y/aYRuGFzZKYPnwfCKs7OgtofqMCF43XoPJYOui/KprSFYfZdUmDTSfi2rhrXsfHpW0f6d40Q5EdocXR7KxPuLNyZMh7wvxvrZ4F+D18AJqZQ313AONd2wOErOYFECjmKzO6vSNTp7hpr/Vzzam/dQK/fBtSVZ2J5tOaLRlC26dY1hJQ6CBA8cisb3zcz4eK/mcyNiknlihUSy3Ve/Y5yiz8aPkBm5simWQGW1lz9ZqXoXHYHPCZS8qyxrZ0MR7Unp26CXZfY9BtqkXzjyee8Q8doqGBiwzGu75kH/dOfOwYeAadl/ZnKrk26E2Ke7FYrnW2+gnu21rsuOw5y8bD2TzRiyv3ZxQrNvha87pOBJGFvsSgnVvA08w+kIJHYfElks23no9/hkegZL+GqNh8Fw4x7tsfWjjGX9Ofp6LrESd1ScALpge+p9/rmikQ4Ov3XzBqBNfWc8djePi+WQdgmRMWdc/1siJZWn3Xei54zVomVt0kziGN2tVfTobZ5nxlK9//BjMr1kuWwfQsmd0Yyrm+bD+w3wNGZAHgYOrzPUG1wBsrMTNJhGx31CtR0vWUrflPE5Hu/aFoSTW/PUaayE7m0R404JFwfLev4xVX4SuCZNT1nPwKMVklrL+mvW5Nz0cul/FqkffU9oFJOstq3kIWxtayoOkcG5LaENGW8JbcnLAP0i8LPjOSNbBsQ5UNICKYWjMw4A3kK5eDbBnj3WRTDtnQYDFLwCcpJgb8APY1+EdRT7CGI9zcXjCzwzBTgzKOKnEyTBbqFpJQyDbt5tfwwHALoxdBQ7ChpZxHIvGeJDUgWAwYO8Vo0K1uIwHYxErGs5kWBgqDIPEO+ouHydooiGFTehwYoywBaM4CTY8TYVJBDMY2BmyVZMMdj2iMRQnbPy9Zd7HOqwfIC+/ypAkMwiIsAQL+GyCWN4nzJNjmRHCLfXvgNxTXocgBEKatqtw4QEOJSQs4Be0ke9ZZGzXQduwHva6XTcg+iziMTRaGYudTkrjNWx5Bd+eUH5E5SUtI96Fd1acgVlujO+6yIxJzFtUNHSjx6T4Gmu3aJhjRiqnG9B8XxWDos463eTD72PbkF3nuEvkr5s8xSSJW5F4jFpotBUX3I7D1TU32p3OO/CeGu3ETG7z9/SNYpjcy4lclvhsx9kk3LL1puLJA6g7JurVifc9FFfLJZsJ3wdVtAoeY/7zse/hrxNtNu0jiXbB3os4nrUAJuHlwbE1HrzeULdaO3gxJyxeA4KVQ5P4wPb/vNnkQtkYO2OuarxVzSndjn9Wyap4ox+uDdAjehEfKYabFx+E2iQaGdlzxRBw7DvEDWa8Htn9wzrAG4Zb9DT3gZE8KsJ1G57qfJvLC+ulcmXE3A5Mpgevo8mz1vcEj4cSC7K5Us2rLTZrhT4djXEy4ymWQ3dDTCUp0voz0/3IQ2XwzOLW8zQjOkC4rjxJe5GtR8U+lm/Lv7aP9q1svo2w61GuLzIAGtwdeu5orOb7g7WSj7MC48e6qd6XKJSJNgIrR6lTTjHPs6Sbchnq9ZZyo1J4HoZUjpVcBCUo8yskj0B4y6+/Rn8vUwZg377Ens8YVCVhLsrkIVwogSr8CnfH2CQ6L9zJ7tDQf8VMynaods4uC+/w3RA+KSuLGJ7WRD0GxfxuJ/PAo0q6JuOPP/T1ofgwdq+kBXAAdJJB1U7eQTg3ejFuXN4Bau62s15zJFLAHUXlpfIfCvD+HVwrv584ManSEWA4poYWyVOHssZkV9fM8M17O1mFf7P7LzMqYrnR4wJ/rDQ/0dCSvQ9g0ZuhemgZliaUXxVSrDIISBEWExhepsxKH2fo0eGNkLngeSOBTuScppBBIdxRN+HEGf2jIaMqA1HCJ3UsFNgivF1Xt84yPFozYWIy5U90Ye3JmIA7kOWIR3c7XhIpL4EcLQsA++XXhgu4mFDcp0OeP6jZKmZF59E12op6zdj+cYPITnKEjRk6ElEqOYHoCRx4iknKxcsc4XeMeZUmTJOfhav/0QegdTdn4erRg+m3d9W8A6MP+M/KEtgGMiGvxhVwdOV88zFljtlu9Ml1ZU+Or5fP6U55GWDha/L7xLw6mYzBDzMBiuzlwmS5MH5jHNNJuAcAKOc/0GI+eM6VAG0vVEsWeGW0Zd/l6z2fKC2m3AFvn4fuscTx4Jtc9/klJATW9IXOR+6BwDiPtN91+n8rqZR4xj9xjqyUJ5CMDzrzy4h2uWKDYuHrAFXOjfYHvEQAnwC7zrWxfaBq3MfnwD6r0gnmy4j1eDHOTy3AOetR0YoZljLBOa5xD1cC7FsCMPM+iwNJNubwPpqkBIUxmH9GqrpS46KQ8Z+TaDO2iTb+7n6e5mY9yp77nHWhv3F/Q6ZrrpKAwDWFqlyRjSlJvyvbk2XkSt6XaZnLZGeMU2aYjbYy7W6MeEQHGtW9jjvPhkUCVSLlkNGW8Bb0NmXs2AHQty/A3WFvjkTAwlz4RdNJj0c7ZdRJigkDwLDrj0I7f6yDw0Grdc3ort9HglD4HZyHqxP9V5nBsZQ6usboxJuNBbimY2xnbpfcABKQpMwLrU0+jN2LhDxMkN0QleeygPN8+inAAw84Kz937pyitWH3uHegpq3LcQKTE5lCyByCk0gsB9OU4u+n0mNIYbxxm+HbiTGI1zFDo6dKf8vqGRieGGEDJm7W4CS30f0Aq/oCrPxcXn5EZUiyTVRhYWCQ6XfJzu9mUnRgRcjDNvaA4fC7MKJWn0oLlXmIsHvNFi92BiKnCzbDY1lyP6pdDLD5L8WXws8CDWsqzWS7DRPThJ2/ds2EiW6ThiUDp4bkVBqedRMbuqV6U4C2t8ivzRSKy+lm4/1QGU11jLYyveb1A637Q6djhhNPeXHhJTNY8vDlEhPuyMZXlactA+cbRVvqhavLkrrZbbTrGH9XfgVQsn4oNJb1C8p6P9/+mBh5oxrLdA2GVhSpbZ7TYRkb3AlQoqb82QeFuSeG1FZqEf2bv//G/NgiFNbpvBH7wPa/ADzxBMCYDerP6hptCxcGOH7cfF91c07oOEskAnE8uL6md8fGzdmZ93Kbs5ra75LjxIyPdv2/1VwO+0k345+sv1MlaJSNDzrzS8Nz0KJ/RC9YwxPW+HKoTcj6XFkfaKWprdQJFvR1VRFLPJgrwciXIHwOJQDZ5jKWb+b94AgWcSFbS7B7LLtuVfI9IacG1tGM5R/KnxHq2aKTjZHILChf87K23LkzwIgR5t+t2LRJkoxRMEY7nbdheZQJ8QIAeUGzHeBTANgpJBmzshFYJSQXI5qYkff7dwDOvT70miEdZ9EeSta1bjPG+zIyQlJAThLUEkmFjLaEt/BhTYUKRTuiRHoqWnXKkdBtbsAwFmy9okkd8PMs4YbMkxUnskWEpAI6+q8yg6NVXgy0RdbCMHiL44g7byqcGpTjwStjgJUnhCo7tZgw7P77nRtt+XNnZ6fWe4xvC5aGQ6bvpfAswHKg0VY0SBjHBH2vaJ0Js2w3GxffDsMBjVA3O69aHaMJhqVhm5fqmXJelvijMiTpJLHBUDFjAi0xoloRj3djqYaGlm3ASVIVVfuU9ZmGNqZqgc8nqjio56Wq9FjOANj8j/V3eQ8f2cZb0Sr2GW/F5FHohe4kYaI4NnnpreUFThckqTI8J9rLt3lz9bVZ6WbLnv3rrwO8+SbA+xKtdRHpscMyKfwGFMvCjfrXTscMZflViXSEhVdM3yzZrImRQhHKpZOQkzfa6iajtUrqZtpoD2v2iW1bGaWRx3mUWRheZGO9rK9sazGX8cJoW6iK2ZuKPRerxEwYEaazt8x7UR/bFfbSC7qbN9ZcFfVouzQcgaYqw5YtGoUDgOnTAY4dA2iLm51hypcH2DbPXO/x/tQtDrD7cOjvpk0B+vSBlJGo8UC6OZvnbKNRtTlk1f/L6j/ru9xcr6pfQaO/zqY4K6PV+iKSUEmXoLzP1ZnP8/cBUc0T+TJKk1TKkH2G21w2Egw/o0jOFu7TZeuCSMSFYqzA/ld23bh+4B0/EKPtm48TkI156DmMchfMmUocr0R5hC++AChZEmDBAoBVq/SMtohOEkyn9dbKkeSOO6N9NbMDYEoXhO/HndoI2Lgpk6HCYxRuEb0G2/YgjIn8ZyLvi4TrmO7cnkgJZLQlvEXUorKb1HrlqajqlJULHsHbBmwyWOLggsbUP5YBnNsEYP1x/c5YNDiq7Nj4+hGloE4UnCQfBYCHFO87HSy8INHGANXAnEhvYjspBq+9x8S2gAOobEJY/x6AqueYw190ymHnFS0zUukY5K2yATvB6eRK9QyUBlvey1IykWSGJKWXphAqtmtqODmZLnGGHhWvAbmtP4eMmfdAhlFu7nhWm192Gdixni//HGDDbxYnD4Y8JiITcY3+WrXxUK0rwOa/ra+VPQtjwSDZeIvBwvjF1ymVJqisrSTSi95LnLaZVBieE+3ly7xiZddmtQEje/bPPw/wzDNmY6QTY3SRKlEdzkh/xKRMFDrEqnuhLL9iEY73mRlsMbHP8X0AZw0O6VKK4fNWhm3d8VXcmNcx2lrVQ9NGu8LIgqhCQVX9gk59czKX8cJoy3tTTfsToJrgqYy/4/hsyO2E70lA8Dq1Kwceg0VSZBaSb8zZzRtxPtR6rnsZLhWlSoU2XUyvKzLF3/8qwA0PAhw6BFCuHORLZJuzETQ2euwMkOx7sjkDX/93zbTfGLVC1a9EtJfF6B/jA+bNGlWb1PViFZH1uVbzeZUHrk74vbL/FscCUasWFBtRAmf8Gtq0Z/cGyyqOs6qIC5ReMLSOFdfNa91aGJ9RVi7AS5mhITgyTzQ+AbbgeFuxIsA55wCs1NTZ790b4IX75JEKbjeEP/jA2pFk3J1yeQMr6QMdthq6DPaObljnUTZMJu8kjcrJCH0W5wTS9wMAp/UGyD4YX1snkgIlIiNSZ7TFSWA82ax1sEx0FD4nlqG8hlA4guFqy8KJN3RRZoAUcDLQyGzRWNaPNBOKJYJEJOFiqLJTJ8qbmGVztkqa42VyItkkGz1GYxIeoCH3XYC2n8sTJOiUg00yxeReyJwn5YmCdJJ4qLIBe9mWtdu3wkCDGoGiMQBRJeDhr5tPUmEYuR8Nec0Z4Wy6hD3gPJgIBdwkeZK1T/57lgZbJBg2UDt4xqr+1zDYilcRiL3HzFtbS5NXkL2Q4SRhYjwJ0IjkJAPSNRSyPk9WD1X9pI7Blj+2mME8YqSNFFD4X6MMqnMoCcT2L1NuDemXz3kcYNzFAKu/ixpsxH5ANZbpjK+6RlpdnCbMsxsL3WTC1p3LeGW0RXBOWaFD7AKcJciU3RM++7qTcogJmC6YDtCzsP28EeexAZsM8G4SF6rKLtZ7NhdveV5IUiG/Gmy5zdk8Vb22q9M6bUg2Z+CTOWGfFO+cTtWvoJFR7DeNhLKKBEuqNqk7N9Dpc1VlVXmisnLx4xomtUJDn7jpYjhgKMrB/meSBLb9fMwBolFW7N4w+RJs22ycNY0h4bVEkyfUc2im+W91f4ynlAG5rXrHji0yQ7AIk0eQjbm6Y8q99wJMXhqat7tNpCnSrl3s37J6h301S1gqYvWeFcxYe2hDNAk6bmjx/STfZtEofnCVRnvICxl3le8HAQpXSM36jXAMGW2J1BltVRmfnU6wrbBasEXIA2hgk8GSv54jR5yVQZoBUgJmP9UdaHBAMJIih6+LD9NIpodtslBlp3Z6rRqTgUKFD8qlGMQBTLZg570e2YJLB9UkG3X5+AkharXKzh0z2Q17XyKyMojGE2RwLXPWXbsJs075vWzLMmTPIOKhzIGvl2kin7C072djSAqGkk7g+xgCxjw9De1ahfxC6KRqDzivte7cGBhdaWWCs2ds2f9ySdSMRctXoT6QGd3RWxsnqZGkJQ4WYrL25yRhYqrqc37h8EaomLtA3mcmYmNPnHdIDVXrQu3Xq8Wdqj/FPtu2TWU4KwM7R2tBn1uEaZajh60YAYB/4+syVGOZzvh64IC3Rlynm6F2Ru1EJtvz0mjL3zvRoIYej+I9iUcCi3ne4g+OSUsz7J/11rC+r24ZulmlWdfUjmb1fsRp0bk4GmwLAMG6t8HIYl9Czum/OHcOsGtDsk1J9L7m65yhRR/nGGg1R9bpN+3OZ+uUkwFw8vPy+bFKGkIsq5Unqu64Zlwb2M892T0xchQ4NM/gM2WOFxh5gDJQ6HXLEI3LlmuJcDQa7wAgMfzmNnoMRhT70qirzp6LpO/gN3nsxnOexo0BGnX3bkPYbvz62yZCzC2TJ4fu9awOAFhlsfkN43WId9vP8+3avep9WcJSmu/6kgJttP3ss8+gTp06ULRoUWjbti1MR20lC3777Tc48cQTjc83bdoUhg4dmrSypg1i8oGMvdFdI2WWxgRPsPkFm4qSmrtluh444rEmWDvbqAd2C0/Q6yCqF9Q/Du/aLl0gLWDG9ER4anEULrZPrZGk4z2m4/UoYjXYWk0II6H7QqXaPsG6DOyYiCq8zMmg7aXXsVPEZ4CTUdnkW+aRxbw+ZPdXfI6YfdcIUbUI+cLjobeb4Z37rvdDrErrzs2ES8tLxcYoofOM8fmcYewwSQiG5D7wuaGHiGy3Hz2aa11tXw5esws3IYznVita91ULCQxl91N9TndWfQNZ/zSAM46+aPyv1f/Fi07SMBbumAhvX76Ptl2wBgA6DgktzNEjSicpDztHbljLU0ow2uax/5exY5J7T+jSpfUMl/Eaba0MPTpl56MiEp1szwuj7U7MYMMl79WJukHjKR8BFm85dNqPkTzncrPnq8rYe4Ii6anThGX47PacED2PrgdvPuBoRkUI1rzKeXuwa0Mqjzu+zhlRKR6MgVb9il2/qROFUPcm9fvYZpq/HutZjmtBVb8vK6sXcwErj2Nx7sk2VETPWClBgHW/ASx+z97xgh1bNteNMRbz0WjWXsV5zd826qhW/at7i3XfwdbWeC7c8JXZDKzwakPYri9M1Hr5yCZz4sX1L0fvQ95m+Twftcp1273qfVViMvQyJ3xFgTXa/vrrr/DYY4/Byy+/DLNnz4bmzZvDBRdcANu3Y3IaM5MnT4brrrsO7rjjDpgzZw5cdtllxs/ChQuTXnZfw++Q4WIt6/HorlHXcKIvXoogxgsrTr1HnQVb697y93EzVQedxGoieL1ncvYP6fzaIkOxSK/nBU/QIADm1nE6yDEGD4aU48gzVVgUYtLkW8NJlCB8H7CeFTtir1eL5xPOffxIGbktiw1geJ7xVwJMvA5g4ZuhzLXMuOo2rNrpQtU4jyr5Qp45jB3LJCuDVdZdJxNTNwttzwlaT76dlFH2HE1ZzRVec+i55CS00EndD2vdmc8vkRqwe3Z2HqwV24e8X1UTbyfP2DCYK8616ktr71YMA1uPiwkJTZ6PfcaRdsHtkOHfLLGCLExx3jPOvOgJNeF2wzYWAskKs9MxOsVoODrUXUcPVdywUXmq8kg9l4SwX5QrMLyhBG8mOyrjRALs+2vV5yqdYV92tpmHfRI/p1AZBtFDyGu5BDdSGqzsGPLLvotafqj/5+cwT2a0xHt9eKZ8TBajbubc6q0Elu4zq/K/0D1t+T7AKzaOAqee6l3bvf326O/p5mmLdQ/14ue9pNd/eNUerL6j4wmJ/VSD7vGPgbp9rpsxF49tJVHFHGF4z3K78ovGPy/mAvFuRKEjgIo5jwHMfTJ+xwssS9GK8XsVy8qP/7f7LvS/LIKVGW2Zo0T5z0M2A3ROSjZ2/ZEbxy0dyh5V68ojhWvJ2yx6VPPzB7u+Qva+4U0ugckqEL6h4GxZCrz//vtw1113wW23hdz6+/TpA//88w98++238AwmoRD46KOPoEuXLvDkk6GQgtdeew1GjhwJn376qfFdQujQmF5tIDyQYF9zfXjtkhcOdR/HPEI4wwb+nUjx6xoXhzO+CwLwK+MIEfZE0xaz3r8QGtjq1AFYq0hIdu21ADecBzD6Dbm2mBtpBK816Zyim/AHB3A0VqMHHfvcSwDQKFyvcCFcsn5osDeSqI4NHVs8Vsxx+OQHGRBo/TlkHy8Zqp8xhnEI6QPi8VFHiLEeXZyRQMjAhQtE3URH8SRAUYV6K8kLZULFjQuGVdZdNxPTVGWmV9UfprHlpowqbShZ0iFZQgDdJHVOk11FEpHdCxn4nRgNTR5dzyuLOrRrGkCHX2MzCGPZ0XPF6TPGz9W8EmDDQMmbeeHjqRJ2qPrmAECje2LLYBg8xGsKhrwRjFBgSTSDqn2mqj6nM14nZ9RFx/DjNrEcasPyUgO4cYHjtBV83TGSsqCUikhQP7EQAzeE8Pyi9IHYX8s+h3/ryLPw9+kjbq6moq7CSydeZP23k++qkgf5zdMWHQHYnGTJjfYJMg3dylmxx8jOjq8MJ58MMJdLMqai5b5ogqEeNnXjllucOXpUqQKwTaG1UILz+CpUCNIGfK6Da0b/XvSaXv/hVXtQfccu0SqjbHPz+O8Ep32u0zHXKlrIy8gYL+YCbo7Bnh/TGXaKK49gSYI0t/dRrH/4O0awysjeZvY0vSsQ3XBPFqlaD+8vLl9fbAu3z8JVQ+3HJGkmmT/Y9RXi+6qEqhRZ5jsKpNH2+PHjMGvWLHj22Wcjr2VkZECnTp1gyhTO1ZwDX0fPXB70zB1s4aV47Ngx44exf/9+4//s7GzjJ78RmDoVsn78Ua1XGxCyzu4DCK75PtYHZc33kFO3e/zajyoKVYFA6z6QOes+CARzjayXKKKetftura/jc1NNGcVnWkjUtLUx3LJrz8rKUppc8o4fh9yidSBLzCwbh75Z9rFjymuSft7Lunt4I2Rxnll4o4LT74aciufGDCqFcBNA0JkNTrsTAsxgGyZ4cBUEOElR8VgZgT2QKXopR8gz6kWhwtcadVP2EIzjSy8kGDpXu4FGpyr4VUFOsLDewqpQFYDy4a1Vq88bdSDAaZuKpTEXP7j0A8ipd1/EIzh032O/j16ceY0egbyGD4Q+5/RZ65Y/yfXHcRklbczoK055HTIXvhDTdwRLo6s3xB5P8f2corWjn3FTdjxFjRthwqJM6Hhqdcgs2xgCB1dClqke5EHOnqUQxGtVENg63noCEMwNHaNyx9j75eYZ47VuGCRtO5H7YvTNn0f7ZmX27Mg3TdcYyMmRXlNObg4Esaw6zyWV9dnnFLIbF5zeX4/Kk5edDblWx3fZ1tAzLsvtHCVcdwLb/5O0T0Vbs2ivEVp/BVC3O2TsmgJ5JepDoFBJCOJmothf85+r0C5UXrtnIN4nNldbELLt5Ei+HyhUKKbN4WeMtpZKNJ43m8fEM58J5OZGrt3qOGK7CZYpE7mXgYPrIUuYkwTDSRljxhmsG+w7pUrF3PPsgwcByrsNtQLIrFLF3q+gPEBwxj3SuiFzFshGg7ZqTsx/DnNEZGdDZqtWkBGWnBPvZcx9xg2aVNcvCaZrY3NWAd3+w4v6aUmtmwEqngsBdELYvwSy5jxk+khOVplQvXMzBrrtc52cT7YWYnM1oc3EjRdzAbfHUFynFa7uQXa2ZP0SDPVVkmO4qaOqOUSOMY8VbQbmOV6iYOXCuAe78SurbFkI7N3r6fnz9mdBHj//FWwTOcEgBGvdDAEoBlnTbnA/f5Ahzr0T0X5SRLZQR9Pd9lYgjbY7d+6E3NxcqII7uxz499KlS6Xf2bp1q/Tz+LqKt956C3r0wO3oWEaMGAHFi+OuSv7ihMmToU349y212kBVmKE0KqFn6PH2xaEwxGq04WCxdMI3sLrwjgSWtAoULfoFlAhugUOBE+DokopwqeY3UcdY9VlR47h9s2ZQaf58Y0J7bEApKHL1gZBHrAJ27XDWWdB0pTykZWbDhrDlv/lQq/C90Pz454a3HWaYzfgmz3UCsmGjRsElFu8vu/pqaPxbKLP8pvbtYaaHWs6YrOYMYaDGQWPa6J9hV2bTyGvtz28KlTIWxH4u8o/wmsWx6pc+DKdYrE7w88cblgLA3CoSC5OVXw1+d+mMP6Gp5DvTJo+BXZne1ulahe+D5sd7Q0a4jTFDLdaH7RnNoGreXOW9kN13ZEaRx2DLpg4Am+YDAP74G9364waxjc0rdA+sX32Sqe+AJUP1v/9f9L7GVfaMijB8Lm4IzoeieTuhs2DAx/ONnr4Ojmao22q17DlgtWzUOYYuqvqGxom5Mfcl2jfnQBHoePRp5RgiK1/RvCOme4HnGD3vMBxdMFTruRBqVGPfoSpVYNTQ5N/fbkWLQtbRozC7ShXYZDEuuW1r9Y8PgVOE15zOUULt03rscNfWmBcMhjBa3d8GACuxrEPdtdNwFM+qhh1hkeQelzp2DDBmhTF69Wo4ug93PVOHk+eNEXNuKb5tG5wf/t0qx0WXMmWgCHdPJjz7LOwJf776jgXQWpAOxP5reuFH4XigjHScCZQvHzNnGz5zJuTGIdVWu149Q2XKkqphuRPNCC/Z/Ti/UiUojrq9HKOWLIHjmzdDrXr1oCXquJYrB8OF7xbevx8uZMedNcv7BHAe0OHEE6ECv35URNg57T/iqZ+6FM0rbjtu+mluxhM73gRgVdalsLrQRZZzs3REvM6QPz7/vNj83/09CD2z2PkWnsPumTmpo6o5xOjZm13NY72iyWWXQYmtW2EGaozbrHHLP/UUtHnrLVh4552wp1Ej6HTvvXGff36LFrBuido2MWrVKji2a5d0juvNfTKfOz+1n5HhOnr4sFVeAP8TCAZTHRudfDZv3gzVq1c3dGrbtWsXef2pp56CcePGwbRp00zfKVy4MHz//feGri2jd+/ehlF2myKkR+ZpW7NmTcNoXFqV1CGdWb0aAmPGGOFLwa5dIXDwb85rSti9ywPIOX0AZE2/xuyVeO6kxHnaWngJZ/TuDcFy5SB45pmQdf31kPPbbxD47z8IHDoEweLFIe+55wAqVwbYuxcynn8egm3aQNZdofDy7HXrzIkXDh6ErLZt0eIPOThRXT4Vsl74H8D/tksNEZFrL98aMt54AwIrV0JgxAjIGToUAosWARw5AkHU9mK6uoc3GrvkhpfNoSKQ+fDDkDEwGn6cPW2asRsYWLgQMh9/PPJ63kUXQbBJE8h8913I6dcPgldeCYF//oGsyy+H3CeewIoKgfnzIWPqVMh97TXIe/JJyPjgAwgsWAC5X3/tbSII3I3/p4HZM6vritjd+N0rIWv0yaZJCiLWn5i/xWMZ56uv9lANZMKIol9Ax6xNUOTAy2ZvVYvFt3Guc8ZD1pgz7a/HK7AO7ArpXQWL14ZA7uFQfcAdOav7qnvf/U6ir4NvY26OZ/V9l2XHnWKcgJx//vlQKBwqGljT17xLLmb0lZRNbAusfmsfQxfZtUIG5Jw7wbKvj7mu8DIFj2FVPq17Ee9zLajs3g2ZOB6EI2pyn38eMnAcQa8TLmw5Z/9amDXuV2jV8X+QVbpO4sqzbRsE5s2D4PnnWxty3PYT6Gk75oy45yhGnZyJXopsg02vLicd2X3KA8hbcg/kPfeeUk808PXXkPnAA5DXowfkPS1KtaQAject60fdzh2D6OXaCMN+FOzYAYHZsyFYrx4EduyAYPv2jsoqZdMmKFS3LuRdcw3k/vQTxEVeHgQGDQqVEefukycb88a8226DwJAhkPH775AzZiBkze0o1I0ABH9pA4F1ByCweHHotfLlIfe334x5tAw8TxbKfGH/0asX5D34YLQMI0ZAsFUrgEqVzN+bOROCRYsCnCJuo/iEo0ch83//g4xhw4xnEpj+L8Ab+6VzSJ3+w6v6qYurOYQVyZxjFpTxnLvOwLaRsc+r6RsA5VrFdw8cPjNXdRS96jt1Cq1pK1c21rm5H34Ieffd530dTCRoOmNzji1boFDt2savOVOmQBDX6BkZkPngg8Y6Oti0KeT26AFZV1wB2Rs2GH0drvHz3nwTMj77LHQPcG0tm8MsXhyyQZwW7S/S6j6lmGyhjqIdrmLFirBv3760tMMVSKMtyiOgp+vAgQONZGKMW265Bfbu3QtDhgwxfadWrVqGPMIjj6CCdghMYobyCPPmzdM6L1aWMmXKpG1lcYUhQr8SYNfMUMKXYK6xK4RhAFmNurvTi0t3IlqiQtMrCNeuuh9MW4tp88l0r2SfW/UtwE4uEYphwF5rfSz+OBH9uJA+aE6r3vDPkirQtWtXKDT27Nhjs+PzmrYROL0u3etJNHbl8Es54yWdr8NF2XESgl5MRh3lJ8qsr3WiuSaeH/VxWSI1rxc/bp8Tf12IzjW6uReEZyjraCpxW/+8mqNgnWSZnjFrOOLHOprO/amD6/BVHU2Xe54u5fTVXF/QSNDsP1JSP70eN6m+JJZEzHMcPLOE1FGau+lB90kLsY6mux2uQBptkbZt20KbNm3gk08+Mf7Oy8szDLMPPPCANBHZ//73P8Ot+q+//oq81r59e2jWrJl2IrJ0ryxxc3ijobuCbvznXnRztJPHjKo7JoUyGyfZwzZlsAUcdrp5xwCqdys41x7PACT73Ka/ATb/C1CtC0D1i/SOpTAEZReqEjsJwWOvGwhQpjFA3ZtCx8PXVn0PkFkIoGxTgJINQotw/lx+GVDtyuGXcsZLOl+Hw7J7PlFO5r1L5+dEaOMrg5gX9a+gzVHySzu1uA7f1dF0uefpUk4/3a+NfwMc3eponu+7+ukWqi/59pnlmzpK5Fuy85nRtkBq2iLoNYueta1btzaMtx9++CEcOnQIbrst5GJ+8803GxIKqEuLPPzww9CxY0fo1asXdOvWDfr37w8zZ86EL7/8MsVXkkYUr2EIW5t0V3ASUxAWQjw4EGI2c8JZZlzZ59BQiz9OjiXLaoqIIuXisVWv6ZQzFTjNIpqupPN1pLrsyTx/qq+VKNi4rX8FbY6SX9ppOl1HupQ1XcrpF/BeNboHCixUX9IPemYE4UsKrNEWPWd37NgBL730kpFMrEWLFvDvv/9Gko2tX78eMph2aNir9pdffoEXXngBnnvuOWjYsKEhjXCKX/WVCIIgCIIgCIIgCIIgCIJISwqs0RZBKQT8kfHff/+ZXrv66quNH4IgCIIgCIIgCIIgCIIgiEQRdSUlCIIgCIIgCIIgCIIgCIIgUg4ZbQmCIAiCIAiCIAiCIAiCIHwEGW0JgiAIgiAIgiAIgiAIgiB8BBltCYIgCIIgCIIgCIIgCIIgfAQZbQmCIAiCIAiCIAiCIAiCIHwEGW0JgiAIgiAIgiAIgiAIgiB8BBltCYIgCIIgCIIgCIIgCIIgfAQZbQmCIAiCIAiCIAiCIAiCIHwEGW0JgiAIgiAIgiAIgiAIgiB8BBltCYIgCIIgCIIgCIIgCIIgfAQZbQmCIAiCIAiCIAiCIAiCIHwEGW0JgiAIgiAIgiAIgiAIgiB8BBltCYIgCIIgCIIgCIIgCIIgfERWqgtQkAgGg8b/+/fvh4JKdnY2HD582LgHhQoVSnVxCCIGqp+E36E6SvgdqqOE36E6SvgZqp+E36E6SqRbHd0ftr8xe1y6QUbbJHLgwAHj/5o1a6a6KARBEARBEARBEARBEARRIOxxZcqUgXQjEExXc3MakpeXB5s3b4ZSpUpBIBCAggjucqDResOGDVC6dOlUF4cgYqD6SfgdqqOE36E6SvgdqqOEn6H6SfgdqqNEutXRYDBoGGyrVasGGRnppxBLnrZJBCtIjRo1Ul0MX4CNhzp5wq9Q/ST8DtVRwu9QHSX8DtVRws9Q/ST8DtVRIp3qaJk09LBlpJ+ZmSAIgiAIgiAIgiAIgiAIIh9DRluCIAiCIAiCIAiCIAiCIAgfQUZbIqkUKVIEXn75ZeN/gvAbVD8Jv0N1lPA7VEcJv0N1lPAzVD8Jv0N1lPA7RfJZHaVEZARBEARBEARBEARBEARBED6CPG0JgiAIgiAIgiAIgiAIgiB8BBltCYIgCIIgCIIgCIIgCIIgfAQZbQmCIAiCIAiCIAiCIAiCIHwEGW0JgiAIgiAIgiAIgiAIgiB8BBltCYIgCIIgCIIgCIIgCIIgfAQZbQmCIAiCIAiCIAiCIAiCIHwEGW0JgiAIgiAIgiAIgiAIgiB8BBltCYIgCIIgCIIgCIIgCIIgfAQZbQmCIAiCIAiCIAiCIAiCIHwEGW0JgiAIgiAIgiAIgiAIgiB8BBltCYIgCIIgCIIgCIIgCIIgfAQZbQmCIAiCIAiCIAiCIAiCIHwEGW0JgiAIgiAIIh+wdu1aCAQC8N1330Vee+WVV4zXeOrUqQO33nor+BksX8mSJVNdjHxXHwiCIAiCSB/IaEsQBEEQRNwsWLAArrrqKqhduzYULVoUqlevDueffz588sknJmMRGhE6deokPc5XX31lvI8/M2fOlH7mqaeeMt7/3//+Z1mmVatWwd133w316tUzylS6dGk444wz4KOPPoIjR47EcbUFi7/++gs6duwIlStXhuLFixv385prroF///038pnNmzcbxsG5c+cmpAy//PILfPjhh5AfDWrsJyMjA8qXLw8XXnghTJkyBfIrBw8ehJdffhlOOeUUKFGiBFSoUAFatGgBDz/8sFGP8jv8M8cf7Jewff3zzz+uj5kf2wdBEARBEABZqS4AQRAEQRDpzeTJk+Gcc86BWrVqwV133QVVq1aFDRs2wNSpUw0D6YMPPhjzeTSgjh07FrZu3Wp8lufnn3823j969Kj0XMFgEPr162cYf9GYeODAAShVqpTpc2gAufrqq6FIkSJw8803Gwai48ePw8SJE+HJJ5+ERYsWwZdffunxnch/vPfee8b9QqPSs88+axhtV65cCaNGjYL+/ftDly5djM+hsa1Hjx7Gc0EDnNegUWrhwoXwyCOPQH7juuuug65du0Jubi4sX74cevfubbSnGTNmQNOmTRNyzmXLlhlG4mSTnZ0NZ511FixduhRuueUWo29AIy62R3zGl19+OVSrVg3yO7ihhf0S9mfr1q2Dzz//HC6++GIYNmwYXHDBBZ61D9xEww2qQoUKeVh6giAIgiCSBRltCYIgCIKIizfeeAPKlCljGJnKli0b89727dtNn0dvV/zsr7/+anjXMTZu3AgTJkwwDDe///679Fz//fef8bkxY8YYxo1BgwYZxh+eNWvWwLXXXmsYLPBzJ5xwQuS9+++/3zA6Wnm15eXlGQZeNB4XVA4dOmQYvF977TXDwDRixAjTZ2TPVpfDhw8bBmAC4NRTT4Ubb7wx8veZZ55peNuiIQ8NuIkAn20qGDx4MMyZM8fYnLn++utj3sONGmx3ySRVbb1Ro0Yxz/zKK6+EJk2aGJtcboy2KtCTtyD3YwRBEASR7pA8AkEQBEEQcYEyBCeffLLJYItgSL0IGhGuuOIKwzuMBz1oy5UrZ2m0QGMPGjfQExElFvBvkXfffdfw3vvmm29iDLaMBg0axBiL0bDxwAMPGMfC60CDFgv9RwMTGtAwhBn1Nc877zzDg1j0HkQv04YNGxrXhuHeHTp0gJEjR0Y+g17Ft912G9SoUcM4Ppbr0ksvNULkedBIx8qAHodoZN67d2/kfSwnlgONnjKPTfRcRo9NBnruoREQw9DRI7lbt26GV6NMOxSfI3p84uduuOEG2LlzJ+zfv98wsstgzxYN6aeddprxO14jC/tmOppnn3224ek8a9Ysw8sSjbXPPfec8d6QIUOMMuG14jXXr1/fMBTz14DfRyM7eiSyY6NHL+PYsWNGuD0+VzxGzZo1DQkNfJ0HPQ4feughqFixonGNl1xyCWzatMk4Hko7IOgBjn//8ccfpuvF+orvJVq6AJ8Xgs+DZ/Xq1Yb3OEoo4D08/fTTXYfUi5q2+Kzw2iZNmgSPPfYYVKpUyagzuIGyY8cOk6ET7xc+MywHtsXFixdr6eSya5LVKSZhIoLP6LLLLjPqKJbriSeeiKkfzCO8ffv2RtsrVqwYtGrVCgYOHGg6lqqtM6kKPM4HH3xgbPjgcdDDHD1YRdBTGOVg8FlguVu3bg1//vknuOWkk04y6qX4zONtHypNW9zMYv0C9tvYFy1ZssR1+QmCIAiCSAzkaUsQBEEQRFyggQMNWWjcQOOcDuhl17lzZ8NIgYYIZhRDQ4gqlBeNcOiB+/jjj0eMlGgkFGUWUDYBdVfRiKMLGjEGDBhgGHTQeIJGDzRuomEDDUloBMRyffHFF4aRZNy4cdC2bVvju2jAeuutt+DOO++ENm3aGIZO1OOdPXu24aXKPOnweBgOjsdGL1U06q5fvz5iYMHjoPEXjdH33nuvEcKO3pbolYzGNDw/6vh+9tlnEfkHBhpx8brRaJaZmWm89uOPPxpeyGgEf+edd4zP4PHQoIzGaN7wmZOTY3wO30PDFRrj0CiLhis8LpYbDVQqg9Orr74KL730EnTv3j1idOTv/65duwzjN3pAo4dhlSpVjNfRmITGODQU4v/4HPA4eA979uxpfOb555+Hffv2GR7WaFBDWIIqNCCi8RVlL/DcWBbUV8bPodQAenYy8N7gM77pppsMgyc+QzSI8eCzRaMvGvXQYMmDr2FdbdeuHSQSZsjHDQzGtm3bjPuJzxANz2ic/P77741rR+OkWFa34HPG86IRHMuBOqnYJtArnoEyGbgxguH8WGfmzZtn/K+SNBH7CuSHH36AF154wZQgTQSNk3hsbGtYL1GWo1evXsZzwDbCQA9VvBe42YCesyjdge3j77//Nj1jWVtnYLlQcgU3S/B68LjnnnuuUadYncV2jEZn1O1+5plnDMMnHg8Ny9g/uXkWWL/37NkT6QsZ8bYPGXgPsS1iH4l9Dm5moPY4XhP2Wfz9IAiCIAgixQQJgiAIgiDiYMSIEcHMzEzjp127dsGnnnoqOHz48ODx48dNn61du3awW7duwZycnGDVqlWDr732mvH64sWLgzgtGTduXLBv377G7zNmzIj57sCBA43XV6xYYfy9f//+YNGiRYMffPBB5DP79u0zPnPppZdqlx8/n5GREVy0aFHM65dddlmwcOHCwVWrVkVe27x5c7BUqVLBs846K/Ja8+bNjWtSsWfPHuMcPXv2VH5m+/btxrk6d+4czM3Njbz+6aefGt/99ttvjb/z8vKC1atXD1555ZUx3x8wYIDxufHjxxt/HzhwIFi2bNngXXfdFfO5rVu3BsuUKRPz+i233GJ895lnnjGV66WXXjLeK1GiRPDCCy8MvvHGG8FZs2aZPofPCj+Hz06kY8eOxnt9+vQxvXf48GHTa3fffXewePHiwaNHj0Zew/uLdUfkxx9/NJ7dhAkTYl7Hc+E5J02aZPyNZca/H3nkkZjP3XrrrcbrL7/8cuS1Z599NlikSJHg3r17Y55PVlZWzOfiZc2aNca5e/ToEdyxY4fxbPA6TjvtNOP13377LfJZLDe+xl8nPuO6desG69SpE6kz7Jj8c8Ayi1N+vJf43BmszXXq1MmoY4xHH33UaNfsXmAZ8T5g2+B55ZVXjO/zx5SBz7tx48bGZ7EMeP+/+eab4LZt20yfZfXy1VdfjXm9ZcuWwVatWpmOy4N9zymnnBI899xztdo6u2/FihULbty4MfL6tGnTjNfxPjDOO++8YNOmTWPqJ96z9u3bBxs2bGh5/awMd9xxh/HMsV7NnDkz2KVLF2kfEW/7kNWHFi1aBCtXrhzctWtX5LV58+YZ9+Xmm2+2LT9BEARBEMmD5BEIgiAIgogL9CZFT1v0dEOvO/TCQ+849ERThQyjN+g111xjSCIwL0b0cGRemjLwMxiGjGHwCAv35yUS0AONvecEDING2QXeww91XNF7Dj3SGChrgF7C6NnJzoXhxeh9t2LFCumx0Vu1cOHChowAetOpvN/QQxATCfEJojCxG3r6sjB49ExED8KhQ4caEhAM9ITE+42esgh68aKsAnojo8wB+8H7jl6LKAMgwnsuMtDzFz2gW7ZsCcOHDze8+jD0HHVYnYRTY2g3ekXL7g0DPRyxjFgH0KMUQ9Dt+O233wzv2hNPPDHmOtE7EmHXyeQu7rvvvpjvi0nyEEwQhV7dfHg93l/0RuZ1SL0CvVox7B+9xfHa8b6iNyl6nTPweaMXN3u+zJsSvYvRIxblCbwAj8d7v2J5sC1g6D0yevRo4z7o3EcZ+LynTZtmJLdjnqR33HGH0a7wGKKkBXLPPffE/I1lQqkI8bgMbGPoeYqfQ89Ru7bOg+0d2xED7zm2F7z/yO7duw1vV+y7WH3FH/Qkxz4P+wCUc7ADpVvwmaM3O/ZpeF/Rmx89ar1sHyJbtmyBuXPnGl7nvOd8s2bNjH6cXSdBEARBEP6AjLYEQRAEQcQNappiUjA0mEyfPt0IoUYjAxqeVAYlNH7ie2joRcMghs6rwqXRAIkGBTS4YCIx9oMhvShFgKHwCNPExHM7oW7dujF/o44nGkYaN25s+iwaCTEsf8OGDcbfKA2A5cPkQk2bNjUMUvPnz48xWKI8AerLYog16rqiYRtlHRjMKCaeD429aDRm7yMokYAhzcwgjsZbvDdozGX3jxmQ0XiJxiH+B43RYhKxrKwsQ29XBhp+MUEcPlv8Lj43lFfA8HidkHgEDWF4LSJo7MZwckxkh88Oy8cMo2h4swOvE48hXiM+C4RdJ94/NIaLz5ltAPCgARjrM78ZgL+jpILs8ww0buIz5X90EmuhoRSN7ChD8eijjxrPVtRsxfKr6iJ73wtq1aoV8zeTaGCbDew84n1AAyAv52AFPmus/2hsxh80YOK1ffrpp4ZeKw/qxeLzFMskbn6gDAI+H/w8lgW/g1Igsjok1gEe1KUWwbrEJCuwz0Fn2RdffNFU59D4rpugDzVk8ZnjZgxKFGC7xf6G37Dxon2IqPoZVpfQKIxJCAmCIAiC8AekaUsQBEEQhGegYQ4NXviDxg70rkRvSGbQ4EEPNtRwRO/SNWvWmLLJ8+Ax0AsPPRDxRwSNaugVioYNTNojSx5kBe/R5hQ0wqI2LyYNQqPm119/bWhL9unTx9C5RfAa0ciJGqvosYpGH9TBRa899GJ1AhqnUHcSdTTxnqGxDw19aMxloFGZ6dryer+8kZYHDcuiwUgE7y164+EP6uuipip6TaIh3c39RUM3fhePi4ZvrAtodEPvyKeffjpyDVbgZ9BQ/v7770vfR+9tN6C3LSarQ51QrHeYfA6NilagEV80CKKnL+rkWoGGQtQxRi666CLDGxq1UjHBF3phJhOmhywSiur3HtS4vf322w3DJG5OYDt+/fXXbcvDgxsK6OWP7RAT+aHXLtbPvn37mpIdxtvWWZ3EZGiqhIlWhn0GbpCwZ47J/1BbFzV28Zljkkav2gdBEARBEOkNGW0JgiAIgkgIzOCEIbkq0IsTjTTo5dWiRQvl59CYg0nOZMZfTA6Gxhk02jLD15dffmlINrhNGoUebZiMC5OBiWBYMho4eYMgevehgRp/0PMVDUjoQceMtggaXTCJGv6ghyheLxqgf/rpp0iCJjwfL8eAnppo0GYGHgaGZ2OSJJRowNB9NOKiMZc/F4Lh1+J3vXq2aLRlz9YuoZQMlIvAsHL00Mb7xcDrFVEdH68TPbXPO+88yzLg/UUjFx6b96ZEz0kZ6PWNoeoo34EGcZYEzgo0jqP3JE/z5s3BKShB8dVXXxmJupisA5ZfVRfZ+8mAnQfvG2+gxueokv7QAb1n8Vk63WxBMPkXGjNxMwQ3HxhotHWKTOIEvfhZci7WNrE+eNmu7r77bmOjB585GrCxLnvRPkT4fkZWl9B4jInVCIIgCILwBySPQBAEQRBEXKA3ocwTj+kjykJxGWjUREOszHuW92AcP368YahEuQXxBw2laERCr08EtSHR8IDH3rZtm+l46BWLBk8r0MOvc+fOhvcsC41G8HhoIEZtUSbFgIYVHtQaRW87ps+JYc+ijAAaqFB3l30GDUDopfzxxx/H3EsMHccwaNTu5UEDIn4XDado2MN7w4NegFi+N998E7Kzs03Xh/IPdmC50fAtA6Ue+GfLDD3oHagL86LkrxeN1OgtKYLHl4WD43WjhigaOUXQ2MpCvZlXpHjsTz75RFo2NF5deOGFhkEdNwy6dOlivGYFGg7xOfI/upIBPKiRjEY8NEKi/ijzxkTZEf554LXh5gQaFFUarV6DxnH00kbpAR47L2QGGtgxBF8Wto9SKVZ9hVU9QqMlLymBbRa92p2C3+E1afGeY7+CdYFtgqDnNG4UyTajdNqVDLynuJmDesbY57Drird9iKAXMm4WYb/Bt1U0lmOUANYzgiAIgiD8A3naEgRBEAQRF5hACA186CGGeqBoWJg8eXLEA1SWgIr3/EKPVCvQSIqGCwyBloGGBjR6oHGNSS7gd9CwiR68GOqOXrqsXCi1gIl47EAPYPScRAMtJl7Cc6CxBo2lqMnJQIMZGnIwQRd63KLGLiaxwnBn5qmHxi40MOJn8Th//PGHYQBGj07m2Ys6wOgtjAZCvFb0hkMDDUpNiAmwMBEYGobRKxPLI3qBosEWDWs33XST8Vk8D55j/fr1ho4magHbGdrwmbZv397w4MUyoWcxGnrQsIUh6Zi0iUk74D1HYyNKQqAxGo1I+Cys9EPx2GjUvOWWW+Chhx4yDG8o5yDbAMB7i/UJvV/xfqBhHOUm8PpQJgKTVeHmAV4XGu/QaxBfR8MnegXj96+88kr48MMPDSM7XtO4ceMiWsgyT0WsNywZmKi1mmhQmgHL+vbbb0P//v0NuQT0+kXjId4rrGdoeEOvS/Q0tZO28ArUZMay4SYL1lGsF2iIRSM+GrXtPD6xPeEmDX4XnwE+R0wq9u233xr12K4vkIEbGiiPgWVBuRDUlP3ss8+M9sFrS+uA38H2jkn5sDz4DCpUqGBsBDHw2PgZlOXARIHofYttGQ3qKKeB98MN2Ce99NJLhv41ti0v2oeMnj17GvUIoxAwCRxubuDmBermurn/BEEQBEEkkCBBEARBEEQcDBs2LHj77bcHTzzxxGDJkiWDhQsXDjZo0CD44IMPBrdt2xbz2dq1awe7detmeby+ffuiVSI4Y8YM4++mTZsGa9WqZfmds88+O1i5cuVgdnZ25LXly5cH77rrrmCdOnWMMpUqVSp4xhlnBD/55JPg0aNHI5/Dc91///3S486ePTt4wQUXGNdVvHjx4DnnnBOcPHlyzGdef/31YJs2bYJly5YNFitWzLgPb7zxRvD48ePG+zt37jSOj6+XKFEiWKZMmWDbtm2DAwYMMJ3v008/NT5XqFChYJUqVYL33ntvcM+ePdKyPf/880bZ8V6rGDt2rFF+PGfRokWD9evXD956663BmTNnRj5zyy23GOUSwXv51VdfBS+77DLjuRUpUsS4By1btgz27NkzeOzYsZjPDxkyJNikSZNgVlaWUS58jkjHjh2DJ598srR8kyZNCp5++unGfatWrVrwqaeeCg4fPtz4PpadcfDgweD1119v3GN8D8vDwPv8zjvvGOfAMpYrVy7YqlWrYI8ePYL79u2LfO7QoUPGcyhfvrzxPPG6li1bZhzv7bffNpUNrw+PhffuyJEjQa9Zs2aNcW68lzLwOWVmZgZXrlxp/L1q1argVVddZdwDfJZY5/7++2/pMdm9R15++WXjNR68f/jcVW2Ogc9AfBY5OTnBF198MVi1alXjuZ177rnBJUuWBCtUqBC85557LK959erVwZdeesl45thesa5UqlTJ6BPGjBkT81lVvZRdzzfffBNs2LCh8fyx/eD1yD6nauv8s+jVq1ewZs2axrHOPPPM4Lx580yfx2dx8803G/cA22r16tWDF110UXDgwIGW129VBuSVV16Jud/xtg9ZfUBGjRpl9IV43NKlSwcvvvji4OLFi23LThAEQRBEcgngP4k0ChMEQRAEQRCEH0H5AfQWRhmEG264Iea9nJwcI6kdeiyiTAWhBj2w0SsUvdPR+zvdQDkF9ApHL1RMMkYQBEEQBOEHSNOWIAiCIAiCyPdgGLgIhr+jtACf6ImBMhCoUYoyCYT9fURQJoQgCIIgCILwBtK0JQiCIAiCIPI9qEM8a9YsOOeccwxdYdRhxZ/u3bsber0MTDyFWqioY4teuB07dkxpuf0Gaqd+9913hpY0aqdOnDjR0NvFxH2oKUwQBEEQBEF4AxltCYIgCIIgiHwPJnbCRFhojD148CDUqlXLSLwkhvNjAjeUS2jRooVhnCRiadasmWH0RiP4/v37I8nJUBqBIAiCIAiC8A7StCUIgiAIgiAIgiAIgiAIgvARpGlLEARBEARBEARBEARBEAThI8hoSxAEQRAEQRAEQRAEQRAE4SPIaEsQBEEQBEEQBEEQBEEQBOEjKBFZEsnLy4PNmzdDqVKlIBAIpLo4BEEQBEEQBEEQBEEQBJEvCQaDcODAAahWrRpkZKSf3yoZbZMIGmxr1qyZ6mIQBEEQBEEQBEEQBEEQRIFgw4YNUKNGDUg3yGibRNDDllWW0qVLQ0EkOzsbRowYAZ07d4ZChQqlujgEEQPVT8LvUB0l/A7VUcLvUB0l/AzVT8LvUB0l0q2O7t+/33CeZPa4dIOMtkmESSKgwbYgG22LFy9uXD918oTfoPpJ+B2qo4TfoTpK+B2qo4SfofpJ+B2qo0S61tFAmkqUpp+gA0EQBEEQBEEQBEEQBEEQRD6GjLYEQRAEQRAEQRAEQRAEQRA+goy2BEEQBEEQBEEQBEEQBEEQPoKMtgRBEARBEARBEARBEARBED6CjLYEQRAEQRAEQRAEQRAEQRA+goy2BEEQBJECDu88DHk5eakuBkEQBEEQBEEQBOFDyGhLEARBEElm57Kd0LNST/j69K9TXRSCIAiCIAiCIAjCh5DRliAKKONfHw//PvpvqotBEAWShf0WGv9vmbUl1UUhCIIgCIIgCIIgfEhWqgtAEETyCQaDMPbFscbvp913GlRoWCHVRSKIgkUg1QUgCIIgCIIgCIIg/Ax52hJEASSYF4z8nns8N6VlIYiCSCBAVluCIAiCIAiCIAhCDRltCaIAEsyNGm0zMqkbIIikE8h/3vt/3/s3TP9seqqLQhAEQRAEQfhwrjjmxTGwdPDSVBeFINIKkkcgiALuaYsZ7AmCSC6BjPxltV0zeg3M6jPL+L3N/W1SXRyCIAiCIAjCRywbsgwmvD7B+P3l4MupLg5BpA3kYkcQBZC83LyYXU+CIJJLfpNHOLrvaKqLQBAEQRAEQfiUTTM2RX6n9SdB6ENGW4Io4J62JSqXSGlZCKJAkr9stgRBEARBEAShZNLbkyK/52VHHYgIgrCGjLYEUcA1bfNbmDZBpAP5zdOW71MIgiAIgiAIQuU0RJ62BKEPGW0JooAPmmS0JYgUEMi/fQpBEARBEARBKKFpI0FoQ0ZbgijgmrZktCWI5JPfPG03TN4Q+f3oXtK3JQiCIAiCIOTQZj9B6ENGW4Io6PII+cx4RBBE8pn99ezI7x83+DilZSEIgiAIgiAIgsgPkNGWIAogpClEEKllye9LID+Rezw38vuRXUdSWhaCIAiCIAjCv9D6kyD0IaMtQRRweQSCIJLPpumbID9BicgIgiAIgiAIHfK7PMK8H+bB2JfGproYRD6BjLZhxo8fDxdffDFUq1bNCBcfPHiwaTfopZdeghNOOAGKFSsGnTp1ghUrVqSsvASR6IFyxucz4N9H/qWdUIIgCIIgCIIgCILQYPAtg2H8a+PznZMGkRrIaBvm0KFD0Lx5c/jss8+k77/77rvw8ccfQ58+fWDatGlQokQJuOCCC+DoUUq4QqS5V5zCJjv0vqEw7aNpsHHKxqSViyAIgvA3+9bvgwlvToAju0kGgyAIgN2rdsOnjT+FWV/NSnVRCIJIFwqIT9CRPTRXIuIny4Nj5AsuvPBC40cGehp++OGH8MILL8Cll15qvPbDDz9AlSpVDI/ca6+9NsmlJYjkhaQc238soWUhCIIo6Bw7cMxYwBQpXQT8zrcdvoX9G/bDpmmb4NohNP8hiILOsAeHwa7lu+Dv7n9Dq7tapbo4BEGkAfldHoEgvIQ8bTVYs2YNbN261ZBEYJQpUwbatm0LU6ZMSWnZCCJeTVs7+QMaVAmCIBJHXk4evF36bXi7zNuQmx1N6OZX0GCLrB61OtVFIQjCB+QcyYn8PvGdiSktC0EQ6UFBkd+b/sn0VBeByAeQp60GaLBF0LOWB/9m78k4duyY8cPYvz+00MnOzjZ+CiLsugvq9fuF40ePR37Pyc6xfB7BQLDAPC+qn0QqcFLf/FhHZRs7fiqf3zm0/VDk9wM7DkCJSiUgLQjIn7Mf6yhB8FAd9Za8YNQRYPQzo6HtY21TWp50h+pn4tk4dSMMf3A4dOrVCWqfVTvVxSmQdTT7eDZkZed/U9SKf1ZQW/ZBHc1O82eQ/1tKCnnrrbegR48eptdHjBgBxYsXh4LMyJEjU12EfAsaUI6sPgJFaxeFjEJyZ/oj66L6Ov/99x8UWRYbknt8Z9SoixrOS44vgYIE1U8imQwdOjSt62juEbN36JeXfQk1utdISXnSDb6/HfPfGMgskQnpQPahbPj+/u+h/HnlIbNopq/rKEHIoDrqDevHrY97TCPMUP1MHPOumgfBnCD83OlnaDG4RaqLUyDr6MgRIyGrdMEwRVGfmPo6evjwYUhnCkZLiZOqVasa/2/btg1OOOGEyOv4d4sW6o7+2WefhcceeyzG07ZmzZrQuXNnKF26NBREcJcDG8/5558PhQoVSnVx8iWT350M816YB40ubQRX/XaV9DPb5m2DZbDM+L1jx45QvkH5mPf3rt0Li2Gx8XvLk1tC466NoSBA9ZNIFnNhbuT3rl27pnUdXTNmDSyABTGv7Ry6E7oP7p6yMqUTe1bvifS3XS7qAoWK+eO56tTdTV9tgioZVaDLJ118XUcJgofqaOL6BKdjGmGG6mfimZvjbg5GxFdH+b6iacWmULdTXciv0g/sWqueWpXqmA/q6P5wxHu6QkZbDerWrWsYbkePHh0x0uKDRw/Ee++9V/m9IkWKGD8iWHEK+iBM9yBxTPtgmvH/8iHLlfc4MzPT8lkUKRatt0VLFy1wz4rqJ5FM3NQ1P9XRDIU8vl/K53cCeYHI70VLFIWMzPRKN7Bm5Brps/ZTHSUIGVRHE0NGMAMyC6dHxICfofqZHOgep6aO9uvaD14Ovgz5PXfM1tlbqY75oI4WSvNnkF4rgwRy8OBBmDt3rvHDko/h7+vXr4dAIACPPPIIvP766/Dnn3/CggUL4Oabb4Zq1arBZZddluqiE4RjgrlBSyF4XqOyVLVSSSsXQRDp3Z8Qzsk9HpWXCGREDbhuyD6SDX2a94F/H/3X0fcO7zwM0z+bDkd2R6VzCIIg3DDoxkGpLgJBaFNQEmIRyYOSeBNeQ0bbMDNnzoSWLVsaPwjKGuDvL730kvH3U089BQ8++CB0794dTjvtNMPI+++//0LRokVTXHKCEAg62wF08z5BEASD+ov4QIMp48DmA3Eda9GARbBt/jaY9mEo4kKX/pf1h2EPDIPfr/s9rvMTBEEs/i0k90IQ6UCvqr1gy+wtqS4GkY8gZwbCa0geIczZZ59tudOG3ravvvqq8UMQfkbHUypmB1BS7WmwIQhCl1XDV6W6CGnNsf3HIr9nFoovpPjQ9kOuvrdh0gbj/1Uj6FkSBBEfFRpXSHURCMLRuDngqgHw8OqHU12UfM22BdugoECetoTXkKctQRRA7IyyNNgQBKHL4R3pnZF188zN0CPQA2Z/PTsl5z9+4Hjk94ys+KZlo54a5UGJCIIg3NP85uapLgJBOGLvmr1QkJj73VwY/tjwpEpD/Hr5r1BQoAg0wmvIaEsQBYC149bC+knrpUZZ2YBNgw1BELqUqVMG0pmvTvvK+P+vu/5K+LlyjuaYXzsWfY209QiCSCVH9hyBnct2xnWMouVIOo4g/MyQ24bA1A+mwsp/VybtnEf3HIWCAjk/EV5DRluCyOcc3XcUvj/7e+jboW8k4Y2dURY1EQmCSAzL/16e6iLkS5YOWQpLBi0Bv7Jx2kZ4o9gbMPLpkTGvV2tVDfJLIjWCINKbXif0gs9O/Ax2LN7h+hjUJxB+hgxqUQ5sik9Hn5BDMoOE15DRliDyOUf3Rnc296zeozVhGXrf0OgfNO4QhKcMvmUw5FfqnF0nJefNPpINv172Kwy4coCxUeVHRj4ZMtZOfndyzOsx3rUe9rcHtx109b1ZX81ytKjdv3G/q/MQBOE/co+FDK6rR62GmX1mwpy+cxwfo0ipIgkoGUHED45tr2ZSfhpG9uHsVBchX0IbA4TXkNGWIAoQbPIdswMoGVfyckgegSASRX4Lga98cuXI75f2vdT4P6tYcvOc8rIDxw9GNWJ9BffYl/21TNrfelk3MCM28u+j/5q8e634u/vf8Hmzzz0rB0EQ6ceBzQfgn3v/gT9v/9Ox52y82twEkSgKUjIsHbYv2p7SRNl+jo6KB5IZJLyGRlWCyMegyDxvEAgEAlqDCZ/NnCAIj8lfNlsoUzukaZtVNAsCGYGUhIaxvi10cvAlvEG2/yX9YcPkDeZNMo/LfmDLAZj24TTDu9eJR82ORe5DowmCSDy52bkxetiJ0LZ1a4AggwXhV8gDMpbZX6YmASsDo6MKUj1bP3E9fNnqS9gwJTT/IwhdyGhLEPkYFJnHDKGMSe9M0kpERhBE4shvbY71J+XqlYNAZiAlCyP+fMxw7He2zNmS8MiGnCOU5IyIzytt86zNqS4GIenvPqjxAbxX+T3DeJuYkyg2xTTIyyajLeFPts7ZmuoiEAUA0XEBnajQ07jvmX1hy+wt8N1Z36WsbER6QkZbgsjn7Fu3z/QaCaQTROrgQ/nzA8xgisbSiKdtko22U96fEv3DrzZbxS1JlDyC6PFG/T7hBGzDfZr1ga9af2V4bBP+Ab3mD20/ZERFHdziTrvaUd/hsF/SNSTjOUgTm0gmqNVMmPv6Hzr9kJB8CxgNMPB/A2MciAoC4hwYnajerfBu5G+SISScQkZbgsjnyBbqMYOJ8PbuVbtNn8dJ9dzv51JGYILwMNFLfiHVRltMQjbhjQmm8vgN0fAx9f2psHXuVji84zD3IW/PyS8MnIQso9QFgknd8P7yOpdEweP3a39PdREIjpg+LkGbVCuHrnTtaas7xvW7uB98UPMDWDVylePyEYQr/Dk9SCk4D1kzeg3M+2Ge58ee/sl0WDRgEQy5bQgUJEgihvCa5GYKIQgi6ch286wGk29O/8ZkaMBJNbJ9wXbo/F7nBJSSIIh0XwTxRlvj5bxgUqQKxMRjvvUoFYq1Z/Ue+KLlF7Ef8djTFhdibu5L6Rql4fih4/BO2XegUIlC8NzB54zXaeOu4HB079HI7+vGr0tpWYhYeC3bRPWxB7dyHrwWp1g6eKnpNd1+YuWwlRHDTv3z67soJUE4Q7Wpe9IVJ0FBJZEGxrEvjoWCCMlwEF5DnrYEkc+RJaqw8kQ7vJPz+hKY0osLQSYIghA8bTMyM5Lu8SoaCPzq4aBjkN2x2NsEYMMeHOYqHA/LysqSfSjqabt+0npPy0f4F1nUjVV9oXDP5LF94XZfaHjjc//18l+1ssRb4dSTlyDcokq0XLR8USioJLL95Tc5MF1orkR4DRltCSKfs3PpTtNrvvVEIwgircBFu0weIZlGW3FR4Fd5BJ2wzBVDVyTs9FbG7AqNK8T8vWfVHqkRbuOUjQkpG+E/+A0YOzCpCkbkFNQFerKJSbyYSoOnok+b3HOyobmry+FdameBVHBw20FK3JhPKV6puPT1YA49b8I79q0155MhiHggoy2RdHKP5tJkKInsWrbL9NqmGZtSUhaCIPIPaAT8pt038Eu3X6QeX3x4daKT8jjdlEIvwj4t+sCCfgugoGB1X0pWKakV3lfv/Hqel4vwJxlZ+kuE9RPXG+H0NLeApEcXJMPTVqVRa7VB9tlJn2kff8OkDeAXMGFSr6q9YPSzo1NdFCIBqOosPne/RukkmlSvyfOjVv6SQUtSXQQin0FGWyKp7Fq+CxZcuwD+uP6PVBelwIJZoDEBji5WcgkEQRRcMHx+07RNscYDzn6wb0NyPA348H1EZ+H1d/e/Ydu8bTDo+kGQLLQyqidw7WR1XwKZZsPP0PuHmha6LEEZkd4c2XMEBt04yDIBlKxOEKkH52S/dA1tlCXLaLtzmTliy65PcSqR4Bf+ffhf4/9J70xKdVGIJG9ezv56tuX4jSHv+VHXPdXRl3vX7oWCBo2vhFPIaEsklZm9Zxr/L/3dnLjAT/g2vNYD+jTvA6Wql9L+/I+dfvSFdhpBED6f6AdiQ6p1M4jHCybMii2YntEq2aR6sWe1MLPr29eMXZPvx8aCxKhnRsGCnxfAT51/Un5m9ldqA4YK0iZNPHO/n5t0L7nMwpnS1/Nlf0BVOF9jpb2NCfFU/PvIv9C3Q1/45/5/IL/Bb75YbeQlij1r9kB+A5O5eiU/RBAI1RiCECa/PQI94NXMV2HDZP+Ea3nJ4R2HoUqzKq6+W6lJJc/LQxBEeiJ6WRmatpz3gCwJYjI8bf2a2XfHIvskY/EYYPastl74WHnF2YXC5xwJP8t8aKMpiOjo7U37aFpSykL43zBepFSRgmO0zYeXRKjHwS4fddEao5nT0Zyv50B+g2/HVht5iWL4I8Oh1wm9YOlgfzt0OcFuTkVOUIRTyGhLJBW/e2FsnRtdyH97xreQbhw7IM+KKrJy2EpXx6dBhiAIxtI/lpr6Bz942qZany0e0Dj62zW/wfyf5zv+7sf1P3btaasyyoiLunxppCmA8M9x+6Lt3h2YpgiJR7zHyWiSiue6b33+S7ZzbL/ePJrIH562S34n7dG9a5IvT9D6vtYxki+oif7r5b9CfsFODqtqy6pJKwuRPyCjLZEydq0wJ8hKOWm+Hl02ZFlCj793XcHTHSLyL5TpPD6KlC5i3pTjFvdJ87QVEpGlcz8+64tZsPi3xfDHjX8kNSzUzhjLvJPS2SBOROGf4+enfA4rhq1IaXkI9ySjTW5fIDfsHz8oSNMQkfwd33X8DlaNSH6oOeFsHFw3fp2tDIjIoe2HID+xc6lcszqRdPusm/T17CPOI6f8iJ0cltuI10RsUo1/fbzRZxH+hoy2RHLhFvSYddxviAM27vylE24GOycT/mP7yAOhoLPot0WGhMjacWshnZnywRR4o9gbsHRI/gnHSja1OtQyLYZ4b/xkGcVFo60fDYsm3d0UYCWPYHfPyNM2fyE+x/k/znd/LK7u+D2aKl+Qgia47E+5Q0CpE9T5EQqynNbAawcaxsCfLkh+qDlhTbXTqsX8feGnF0Z+r9CogtYx8sW8MaBe6x7YfABShZ3MU7pQs11Ny/f9Mpca8cQIGPviWPjspM9SXRTCBjLaEkmF76SO7PJfZtnMIrFG2w1TNvjWCCAjGeHIW+clXwuS8A8Drxlo/P/92d/Htbkw68tZsH/TfkgVIx4bYfw/+ObBKStDOoOT/Mk9J8e8hjrgvNH20LbkeKOkg6ftp40/dfwdr715rOQR7BYQke/68N4Szlk7Vth0i+O5xtQdstkmHNN8NAltcs43c7T7jSZXNTH+P+W6U9LOW1FXYsyOdHP4KEjUOL1G5PcWt7WA0+47DYpXKm78fepdp2odI19sTnFNd27f2OSGR3Z7sz7fuUzuwdvk6lAfkW/vLQDU61zP8n2/2BU2TNrgKyMyoYaMtkRSObLTf4ZapunW75J+8OWpX8a8Xq5eOZj83mR4r8p7KQkfcYqbcOSje49Gfl8/ab3t53ev2O34HATBM/q50fD33X/Dl61i21sq8MvEKd34uevP0qQR/IR79tfOs897kYhs4tsT4fCuw+AnDmxy7rmC4w7fPyfS09bO8FOkTBHLMYJC69KbePpBWuwV3DFMfPYPrXoIilUoZt/fAMCENyeA3xh6/9CYvzGqaOI7E1NWHiJxdfaEVifApd9easxZ6pxdx3iNT6TqVmooHbBrm3ah/bqojrN+gnqtWbRsUcgP2NYRnwybtAZKH8hoSySVXcv8ubBDTbflfy036XNh9seRT46EwzsOw78P/wv50dP2j5ui2ol9O/TN95MVIvWsHLoyqZ6YhPdsnbNVSwdxyO1Dki49sLDfQhhya+LPmwx2LFFns3aK1ULMzvBWuGRh4/8p703xzJOY8BHxrNuC+cdLCiOJBv5voKebELjhP7nXZO/kYoL+WcCL/QY6OkSiLWwO5ccEUDKZkNHPjE5JWYgEETT3VWztpxsB+s+9/0A6k5edlxQ5J1xDO03SlV8SXtutlX2z2emTYhD2kNGWSCoHtqROJ8cNvEB9OuBmUYBZQ1EGomflnp5kxCSIdAbDwjbN2JTqYqQlHZ7rYHpNDLtLhqctsnJ4aGMg3dm5xLsIjzlfy0OcdYw1BXWzDvuDb9p/AzM+nwH5mXgWyr5ZfHrA122/hkUDFsEv3X7x7JioFTjyiZEw/o3xkBCCqTuW7NmzumRXLw7tiG7alqlVBvITh3dGIz3m/+ReL5rwHjbW8X3eymGh+cJ/L/8HBQG7tplzxJsNJuUmXjD/jyfY51vik8skT9v0gYy2RFI5vD06kWEhVH6m4okVo3+kweaf22zt37b/1vAm1mHSO5NcnYMgfNmWhPnKpyd+Cl+3+RrWjFmTqhKlLa26t0rJeVePXG1+MZ/MQ9FzTYfdq+xla4qWK+p6oVRQjLbbFmyDca+Ni+gkY2j0xikbYeh9sWHT+Y14jLYxUiR+6tvjiFbavdJ7GahNUzclRC/Vy0V3vJ62fF2yC8EuVKxQ5PcKjfUSQKWjJyMfzUb4gKA3fZVd/fYzSRvvFfe47cNtoaAbEQvKdRLeQUZbImWccOoJ4HfGvjA2rcL+kpGtfcci78J1iYKJn9qSOHFimxdLBvkvdNPvZGSmZkqRX7INy9DV2NORg8AEgIlcxOUHD5k+zfrAfy/9ZxhukakfTIWCwOrRko0PSZbp/3r8Z+kNjn079qnH9nuT0Clf4dGwJ8p4eYoXnrbhPss2uSE39vp9U8iq77TyICZ87GmrmIfq1sV5P8yDdMXO4OxVe1Td41pn1srX8wgdfHOdPikGYQ8ZbYmUkQ7hUJgNPYJ/7EwpNdoSRNwE/D9xcrJIi5cts7dAvsBPzzWfeDHobnCsn2ifRHL2lxaJ4WxuF1vEnfnCmcrP/PuI/3Xfddk6e6uhAWyn/ZdfKN+gvOX76Ak5pdcUGPfKOBjzwpiY92Z/NTum3f15+5/Qs1JP2LXCnzkM0h6xS/Cwq3NqrOHHz7tm3KUtj7Bx6kY4ti9q2F87di34mQOb9aXdxr4UdfYg0s/Tdt0EPVm8YQ8Og3QlmBtMigweygs5jezwjTEzwaz4Z0Wqi0CkGWS0JVKHjxb4+YXco6Q3KwMXkiuGroC9a/emuiiEz1Bpd+UdT56x5ujeo5Af8JOBCxclmPlbx4PQT1RoVCEl46TdQolle17+53LlZ6Z/Mh3yC5hAhU/cllEof0+XN0ziNqglZBbKjPw+4Y0JMe/t37Q/pt3N/W6uce8W/LwgASVNX7yKMBENHl5uUGF+AyewcxevWByqta4WUz5Vn4Lf+abdN5Bf81sc3W0ez3cspgg1P3vatnu8XeT3H879wbWWfrqQLE9bVTu37Avzgc1WRzpDZdAmCBX5exZK+ApxELDb6fMbqQzpXvTbIhhyxxDL7N/pHq6TSBb2X2gkFvmo7keGVl06eCTjggezTucXj8F0IxG7/apnaTfB27tuL8zoPSOp3r9uKFPbf9ETP3b6Ufp66Zql44rAQG+qjxt87HmfK2at1xl3ti/arnXs0x89XfmeXT+z8t9QopZt87dBQQA3+Xhvo9I13NcXP1K4VGHPZDp4g29WsazI70f3pfdmlF89vhKVXR21iXUNVuI94stkZ7TdMmuLUk861ZStW1b6+rZ5+mXDeZsIJSPzt6dt5/c6Q0HCbv2daLmS/O5pmwhN9ERBa8z0gYy2RNIQDRNp1zEHUtc5DrxmIMz9di5MeX8KJJvGlzSG2ybcBunMoOsHRX7/pOEn8EaxN2DAlQMSqw0XJyOfGmlknR77IoXaJRoM40UNy0QaGdaOW2uEDC/8daHpPTv9xy9bfQlD7x/q67BL9LLyk1axHSWrlnT93W/P+BbGvzYe9qzaA4NvGQypNtAM/N/AmL/rnltX+rkipYsoj2E3Hje9vikUNHjP8VTpNSeK4wdix75GFzeCQTcOMrzT108yS23otm3+c7x3bjoy/vXxqS6CFNOz8GgqPeebOY4SoLk12vY9s69STzrVlKsrT/w47aNp2seQbWyVql4qrnIR3hGps2k0X/EaO0cBcfPYc8K3/ry3zjO95WfbwMw+Mw0HIDvHHyebPKmG9OfTh/w1CyV8jThA+rljlhHvAI/ech/W/hAmvTvJ9TFGPzva1fcu/PRCeGTdI66+W71tdah5Rk1IJZjYYXKvyXBo+yHHRvJhD8l1pzDR1PRP/RvOi/qBslBUwns+P+VzI/nQvw9zmpwez+d/7vIzHNl1BH6/9nfTe/s3RsOLZeD3kJVDQ96OfuS2if7d2Dm8k8tuH6ZWB3UijHRDTA554ScXSj9nOeYG9QwRzW5sBgUF3tM2v3ujVGleJSJn0LdDX9eZ0mPqWJrbRCa9MwlyjnkXleNVHUpUXRz19CjL99f+t9YTo62fI51067kVp951qum1wiWcebYTiSPSftK8f0pk8tbxryZ2w4r1EWc8fQY8uuFReHDlg2kx1v5z7z9GFM6oZ0Y5nnP6lUPbKHFiukBGWyJpiB1xuhltl/+t1vLTYcxzY2D/hv22E2ORfev3aX3OaqDLKprlOvEbhkWiwfqsl86CVPHr5b/CyCdGQv/L+jv63tLBSy11FjEckEg+fvNwYLIjfDKn3GO5SVsM6oai+VkXL6tINCyap1iFYpBqMgubPf6KlFF7nfoKh03lpCtPUoayW9VBNh5f9etVcGW/K03vM4OeHyUwkqLRnF7TFcfY9UG6clb8PGTb3PTxNpLNn7IPZ8PnTT/37ByrRyZGXzteIwfK7ox92T6Kg0mkxGu09fvmhSriTOc5LB2yNEYihIGav4RPCPpzHppMZM4DyYTde/wfpYfK1y8PRcsW9XW/wUse2Hnez+07V/r6BR9e4PkmEVFwIKMtkTTEcIt007SNF7caQatGror8XraOXG/LQHE7651fLy7vKDYBb3RRI0gVTDNv45SNjr434IoBlu+vHOZfz0Ui+WC4O++JnSwSrR+WSoqWCU3EU4lfFwFaBJ0bqMVQ/ha3t7C9D7zxRSWjgF6HBcnzP8bTNp3rkAZ24Zy6G0Z8NIzMeOVHMAqqV9Ve8F+P/0zv7V7hQ21CsSrGWTWxTet41smMXPnNaMskPU5/7HTo8nGXyOu1zrSPzOh3cT/49bJfYfrHZkeBgiiPgNEZKAvlN8jTFuDA5gNJP2fts2pH/5Dc+0gf4tNuY1yPcdobZryn7dUDrzY2bXBD/PSHT3ctu0IQZLQlkoYYLpCOE7qUeENwX9u7dq/j49804ialF5wObCAtdUL+m3SKYcVEkkiDyXIyQ7RURlvMWP1q5quQzsi8XPPbs0zk8Z0eG/trMWFlsXLFbDdKmb43fl/lqTvu1XH25c1H4zofxu3nkE0v4Dcw4/EK5I0BGOGTDox7ZZxhbMb/0wGxjf1w3g9xeWxtmr5J63Mbp210ZrRNQ8cMdj04brV9sC1UPqWy8XdGlv1yecU/K2yPW5Do07wPfH/299rRgkkjKNeL1zHM52da3dPK82PyjkY1O9S01uoP+LytBMwSE69mvGrowGMdRwk/lhejQqMKMVJcT2x/Ak6+5mTTIUc8PgL8BF7Lkd0hOTbCf5DRlkga4sRw0YBFvtyFTRhubbbCYvHIHnmHmqiBjg2uGYUykr6AxaRNf971Z0LPMeSOIQk9fn6lWPnUh72nFVZyoorF7Xcdv4tp1yUqlwA/0qBLg5QabWM8ODT7xg0Toxnv48VJ34uTeWYI8PrYrL8uXDJWP9HO8+3YgWOwde7W8IflSbew7mEYo06odX6BT4zk24VkAohHj4/fMPDDhk1+XAmJBlo0HqwZs8b9ATWr9s4lOxPuaZvqcGF2fnYN2xduN/4f8/yYuI5bkPoPHVmNVMLWL6Ln+PoJ5gSMBYnT7j0NytULJeI78bITPTnmiVecqO21n24e+h/X/zjy+zftvjEk/DBhMNLokmhkKl4Pf72t72sN6ax3TKSONJuqpI5XXnnFaHT8z4knetOpFRQW/brI9Bruwu5e5cPwswSwZ43LjlAYv94t/27EKyrmYx4OdOe9Hc3oyRbwhYoXiryWcyQnabpLc762zmgc7+R/7rdzLT0BRj41Mm5PlvxIuoS+uiUe73SnEghSrwMJqLHoR+pfUF/5nspr00v4DSUZsr5x9SizvmTJE0ranku2YeXEo+yiLy6Cdk+0S6jRVvQIsVsMjXkhapAwPG0l9bHO2XWgZBX5/al4UkXf19G4SY91ZNJAQ7+dDrBKZsNv2HlROk2Ammhk7finzj+5P148m/ASr0U2Z3QzJ/3y1C8hlbAyixtX8Wqgp4shKhH4rh9gj0IY5kpVK5VS+YBUg3PUJtc0MX4vW9dCis8BfDviDcGyOcbhHaHNwqN7Q96qfuP4AfO6W6wvq4avMqQgt8zaopwfdvkgKrviS9IgErKgQkZbB5x88smwZcuWyM/EiRNTXaS0QrXgs9NSyy/wnXi8zP1OInIumRNe/NXFro7PZ7plgyv/Gq+z6xRcAK0asSrh3rpOMmIe2KKeoE3uOdnwYpn83mRIZSI2DJUnkgdqQScLXaOtbLPGjbEF26+XOrpW5Zd5beqA/cOsL2fB5lmb7T9rYzTVXTBXaVbF1bl07mXRciFt35JVS0LFxlEjp/0JwRGG0VXwYmGGc9XGE+91jKFxKkP71nlhb1yB+xffn++NtvlZHoE3uusy/6f50vvy78P/Rn53m/w0VTqmKoY/OtxX9Yg3LnlCPDZbjz1tUQc1lbD+nV3DaQ+cZvzf4taQLrgKOwmAgma0Hf7YcN/2A6rxmo9QWTM2Ds/1NAXvC6v3qF/Pg2H/bvou9h3cqC5UrJCWYdBvkgF8Ymud6/208acxicjY3E8WgVLzjKhkhF/QkYIhUgM9GQdkZWVB1apVIz8VKzqf6BZkarSrIX1914rYBGVELLKBUtapyiaFbne4W97RMvI7W8Dzk/J4DO2fnfQZ/HTBT7Cw/0JIFBiiOfOLmfqfPxarASlj9DOjDaNHKhbvOFnAUHk/EU/m3YKctVeGrgG1Xqf4Dck9K/Y0vLJ+v87D7MEWj9Otpy3W+b/v/hu+av2V7WdtF8QeNlmZ4VPn+fHGDVl5O/fqLP2e03ZvHF/oo1jfLWrdRsrGff7P2/9UGtqtkhUxuZR8a7TNZ0YXXurCjYZtZOMhH9yWA5usveq8jAb7pOEncUuIVGgY1Uvk+fH8H6URBHZYzWluGXuLXrsIpG+Ys1QeITxusYgbu0ir1aOt73s63ot4mPrBVN9ueA19IBTCvmZ0rGG2/ZPt006P2+vEm7uWhtbjM3vPjJE2fKfsO/DHTX84Pub0T0JJ+ZYNWRbbR1isATbPtN+o9y2Sqs47PDE6PNtB21Eg2ZDR1r/Qk3HAihUroFq1alCvXj244YYbYP36gq1/4xTVpGf/hv3gJ7r16aZ8T5x84N9odFZNyNBraeXwlXGF1ss60EIlCtmWzS5suO65daWvn/fWeTE7oryQPCMeoXL2XWMQTwCjnh0Frxd5HSa+FesJL+52qrKEW/FJg0/g6zZfx13GfEE+t7tWb1M9aefSrX+4II/X45oZ7hYPXAxeYTUBd+tpKy6o4lkQay+YNT4mM9DuXLZT/9gBuWfy6Y/GZhXW0Rgb+9JY6H9Zf7PRVvAGZlqUs/rMsr0/aKyQlW/TjE1a/XrvJr2TpomGY++cvnOSI11jpUmdFzSew+jnRoMfwP4EDXhWG5eVTq5k/H/SFSfZeppaGTKtDDKZRdJD09bOg0pnU1eXPav2wPK/lsd1DNU9x/EBn7tTNkxW63vL5pqJ9LRNJThXn/3l7Jhxi82/7Tbm7MardLsXXrJltndRhokMc295e9RZRabfXr+zWgYq3ZBp1mIdXzJoiamfmfTOJOP/BT8vcHwe1nfuXrE7Zp5oFZ2ViraC1778n+VxR7PpblCwflV37p9M3M7ZicRT8LaSXNK2bVv47rvvoHHjxoY0Qo8ePeDMM8+EhQsXQqlS8lClY8eOGT+M/ftDxsns7Gzjp6BR8eSKygE9lfdD7DSb394c/rnnH+lns49nxww2U3tNhTHPjoFW97WCCz68wPT5dyu8a/zf9tG2scdxcL3lTyxveq1kjZKmYxw/Zh5s9qzbozzXtcOuhR/P/hE2TonNCJxzPMf4znVDrzM8amufV9t0jDrn1Yn7maHG8aU/Xur4e3bnnfT2JJO2HnLrxFuhz8nRxDI8e9aG7hM79p71e6BkpZKx4TwAsHftXuPnwI4DULSs2ggcL6pQu8G3D4ZOPTv5RiPMbR3gJzZ+7Qszi2cmrWyYpV73XD93+hlaDG7hSdmsjoHPaHyP8XDCqSfEJFWQkZuXqz5WhrtnzIfi230/N8d64nv86HGtMuQF82w/t3fjXvOLmfZlZAuR3NxcqNSikpFJuUztMtDpvU6Gl2pOjlonfPa3s+Gsl88yjVvjXzN7vgYhaBoLlvweXYjJynn8UPTzp1x/CuQGzfdz7xrJdSuOiQk5St5pHqO85tNGnxr/Hz9yHE6969SEnisvT1031v631tiExJ+zesQ+p1Qw6qlRhgEPf3A+I4MZuhte0hAW/hIb9VK8cnHbZ4eJmZrd2sxy0Tn8keHG3MiPsOs7ftx+kY4ahV7WZewD4jkeztGscHpslVG6y6ddoGzDspbHxjmxQSD63v4t+yPep26uM1Vzgp+7/GwaC4KBYMy8WMWhHdZyXHifnFwX+6xf50dWmCRTHvoXTmhzgjGX8Bvi/S1Xv5yxsZJ9zPy8sE7YfT9dqHBSBYDBAI0ubhTZRMJr5sF5BBrweEMuf71O6yg/x8Hfrb6X7Pv6ZuE3I78/d/w56Wea3dIM5n8fkgVScXTPUb1rCUSdKPxWhyzn82lGtlBH0/26yGiryYUXXhj5vVmzZoYRt3bt2jBgwAC44447pN956623DOOuyIgRI6B4cefhaOnO3tnyRR8aDYcODYWrpIJtv8WG+luVZeg/Q2PCfec+G9KtmdV7FuR2Vi9epn0wTfscIgcXHTS9NvihwdDg9diM7bmHzeef/ut02FF3h/S4w4YNg927zWF/Uz6bAvuah42GJ4U+J/Lfj//Bsrz4PWXdPHc332n0XiOYuiIariUyb9482Dg0ZLw+tu0YfH7Z55BVNgsavt1Q+vn3K78PlS+vDNVuqQaJmPDOu3yevJx958G65eugzpN1INUcOXrEdbs9cCAajprKtm/F4kWLYedQDQ9KD1i5fCUcGerMe33kyJFxn9fq3u+bsQ/WvBnyHkIjsd292j40lGUbKVS+EGTvDk2Odu/a7eoZ832T3ff37Lb27BwzZgwUrmQOURPZuX2n7bkOLTMvzifNnARFNlhvpORkhxYs/437D4osKwIVngiFOP837T/bck18YyIcPC12HMg7Jvf8Wr9hPRwdG104nPTFSbDk7uiiS3Z9e1ZG79/e0nvhv0H2ZeIRj7l9+3YoCSVd1dHcI7mwa/guKHN6GShSVW9zatrAabC1ulxv1ytwAauqG/vn7PdVf7Zi5Arb8uzYHpoXzJs/z+RFnR3MNr5X8pSScHChef6BlO5U2viMuDkq4of7YcUvD/xi+xmU/PDyOubMnQNrirvXzNw1z1pSzKuybq2xFbaO22p57APzQmP5wUMHI+/NfT80Lz64OfqaE/xQZ5avWA57h+6FLWtCXqJrV621LNf2bdHxj4eNhVOnTIVFB83JmJMxzieTnP05sOxx89pg2MfDoOo1VcFviM/00OHQ+D558mQouaektM+0+n66sGVFqF7vDu6GcmeVg6MbjsKiA7H1c+hfQ01er7Lr1a2j4ydEN5knTJoAxTaEJJVEKpxfIaX3VXXurQe2ena87StC/cWGdRvgr0F/QWZR/0SljJswDoqs8IdjkFeMDNfRw4dDye7SFTLauqRs2bLQqFEjWLlypfIzzz77LDz22GMxnrY1a9aEzp07Q+nS5tCL/M6Sw0tgLayVvte1a1dIFd/2+NZUlrkwV+55cEGXGBFx/nPbXt8G1dtWh84fRLUJVcfRud7Duw7DqMdHwZ7ZZoMELqTEY2DGzQUQG77S9tq20Lpra2l5jOu8zFy+49uPK8vHvo+G7jt+lm9W2CGWQfezSKNLGzn+DnLVQ1cZ/6+ttxb2rjZvHmzsvRFu6nWTsQvX74l+xms5e3OgWbVmsASiBg+e7X9shzv63+G5PivKhcwDudEW2TtpL3Qdm7r2wu5vsWLFXLfbTc9vgqMQMiyxY6wZtcb46fhaR1fhuk5RtU1GkyZNoE3XNkk5344/d8DFz18MVVtW1f7O+eefD4UKFYqrHFbPb87mObAG1ig/xx/n5KYnQ6uuUY+6Cs9UgNFPhULFDy05ZGx6Om0nP/T8AQ5BaAFlV8+2vbYNDoN6MnbOOeeYkqHI7m3FShVtzzVvxzxYAVGjGHLo50Nw+ajLLb+3MGMh5EEenHPuOVLJGVWZGGK5MIxvPpi9PurUqwOtz2wd6bcuufGSGKNtjZ01oNnNzZTnvfSxSw3P3HWgL8MhjpnValVzXUfRK2vzd5uNn2v/udYyISA7Z81aNT2bQywsthByjpg9GfE6VOdYlbkKVsPqlM9lGBNmTYAJiyZYlufnD3+Gg3AQWrRsAevej33WZauUNb73x89/wJKF8vGv2enNjLkF6rPK6iHDD/dDBo71uJDLWKkXChrPdYjtuvz+8tClq/sM4vO2z4MNsMGzstrNU63GjNWFVsMqWAWly5TW+rzV+Ridz+2cdE1RNE7x5TqpyUnQtmtbmDh3ImyDbVCjeg3L+/rzR6H2JFK2WlnYsXsHtDmtjVKSzKp+uh3nUwXqnmfvMHuz4Xq5Q9eQjmeqsaqf60ush92wG9q1awc128cmierzZJ+06d/sGDtprFGv69WvZ0TvobMIztH4tUfnTp2NhGT8upK/Xp06yt/rVie2gqUQkqJpf1p7OKGV4Hl9J8Dcr+fCye1PTnpd0ZkXj504FraDfHPGCtnxZqyeAZthM+wZt8f4uWvOXRHJomQj9sdWc9R0I1uooyziPV0ho61LDh48CKtWrYKbbrpJ+ZkiRYoYPyJYcdJpEPaKjIzQ5LhwlcJwfFtsSFoq78fWOVu1y5KZkWm8v2/DPihTM9YIsGXmFuOn26fdbLPJ5hzMgWLl5LuMjN+v+h02TLLQGhPKmZNlXmiedvdpkFVI3sxV19nhuQ5az8PNMxP1glTHwImCLEt7qaqlXJ2Xfefe+fcaRtFxPcbFJELDc7HPxCROspFKXDd6HTS8UO6N65bt8+wnBX7oP3CC57YcvAGPHaNf136RJCut74luNKSKYE60TiSDb9t+Cy8HX9b+vJtxRAxltvo+32/YnQc/y3/mjCfOgO1zt8OCX0KT/ayMLMfJDYqWjsqP2F6njYxYIE+vrgbA/nNHd5rD39aPX2/7PeaxUrhI4bj6MEZuhjyyY1G/RdDhyeiCp0jR2DnI33f+Da3uUIesV6hXAQoVLRRX2ZYOXAotbmzhuI5iqODsPiFNSaR/t/5abSIzKzQue4FSuzJPXQ93L9sdM0dItSYcm2shqjJjXUdk8wPWt7PPyBjx8Aho91A7CB4P+n6sskL3WXl5HSv+WgEXf36xJ883kWWVHUd8Deu7UabMjMh7J19zMiwasMh9WXKSX29Qz5Inq3BoTCtUpJBt+0cCwYBl/WJrB6ek23pR1WeMf2W8Ue9vGHoDlKhcAvyC6d6Gi5+VGTunYbqsqu9PfGeiMcdp/3g0mVm8HNx2EOb2nQtNrm4C5eubZfLigc3BrcbODMiAzECmVp+gNb/Ki9aNjEC0v2BkZob7kgzze8lEeT9cjuvSe8b6lTAzPpkBl37jXC4wEaRbn+PkmtL9ukhtWJMnnngCxo0bB2vXrjXCJi6//HKjg7nuuutSXbS0IbJorVIYrh9+fVyZixMNJudQ8UOnH+DDWh/Cp41Denoq/rzjT+V775Z/1zZZi5XBVle83Y23wtkvnw2JQlbGaZ9Mg2V/RcOpxr48Ft4o+ga8WeJN8/fjzEKLWTwrnlgRznrRrDt47MAxk9HWLknekV3uE7KpQH3EfI+F0+XKf9XRC8lk9DP+SCrEa60htc+p7foY71V5T/uzVoki7D6LC4JKp0S9Bub9qPYcV4Ha0U77lRuG3QDNbzFreMoS/xQuZS+X4ClcIjIVLxx/Ae6Zfw88vuVx+8NJNrWYphp6SZz+2Olw9qtnG8/GqcFc5mmaDIbcNsTV91j9Q+1RlmjPDfhdVbi/1dhTqUm0rrONilSiM06yz0g94NnXNYbbdE+w5HWkjA7x3jP2/caXNIZEUe00PemnSD3ixgBmsHWLk7HHK3Ysig19Z/NA1nfiJq6bNsf6aZYMMr9jVbe3zNoCfZrL80r4BWaYxeR8uusNXMvhfBG13A9siUp/xcuAKwfA6GdHGwmQdyyRy9y5ZfK7k22di3AsVM0znJJVLCumXUs3RwPerPMShSw5nVvEOVmiEnMT+Qsy2mqyceNGw0CLiciuueYaqFChAkydOhUqVUqNO3s6wjp/nCTXOaeOkYQF8aM4/VUDQuH0JoLRLLG4QLRi/yZrg9+sL+WZvF3j0TjHyz8kI/s3hsP2v6R/ZLKH4VVur1E38ye/yBYX27zRdtiDZj1fabGCQUP3zguKlMpfWkJOF8p+m7wc2x9NJplKqp9W3VU7P7rvKKwZu8bYDJElSVDhJKttoeLm3euJb06MSVrkFCeL3K1zQ9ESuCio0CikFctTsmqsNh1Sp2OduIxdTpFlWRdBWZAqTasY5bXzMLUz/FzQ6wLo+GJHVxujOmF6GYUyYhYyLe+IZt52i1uD57b522DRb4uMjdSelXq6Pj8ex8395hNW7l5p9sZKOk6qqIV9TKs92NRDvy7AndD24dhEsvESt6E7mHjj5h1TovJXZ/c4O65+zYqn9zwNqWb3qt0w6ulRpuSgvHHFbjyUbfbgWLR9YShy6t+H/4WCgF3dPrhVrpHtN7A+vFboNTiy29oxY/ui7TD9s+mRv+2ccZzAO+70btIbEsHi3xbH/F2tdbUYw6oy8sQhuBFcrl7I8UDltRrpQ3w6ZHi5NhaNtolwAPKDcZrwFjLaatK/f3/YvHkzHDt2zDDg4t/169dPdbHSczAP93stbgsltylbz3/aKV6EN9ol6Jj0ziTwknTweBEXcMf2RQ1if971p+2iffZX0dBZGb9e8avrsrHJdfYufePrHzf9AfN/ng9Dbh1ieAbvWLwjrYzmTkFZkFR6KCWbQTcOgrfLvA3fnf1dQo7vJEywRNUSrowg75R9B3449wfrzRAJi35dZPJCV3Hy1SdLJU4Yh7ZZZ9b2MsRVdn9kRmW3xiRxkaNLxLjhUbtxspi6+GtnodgYjWDHC8degHvm3QOPrH/E+PuSry+BRICbDnZsmrYJBl4zMLGbLJrVxWk7SwRadVvnejzwtBXlp3yHRnP02jiK/eE75d5x7T0XueeB5MyBmbZn5aaVI69hO/vj5j9gxT8rTPeoUIlC2mNH0bJRGZxUzWVlUW2jnhoVc112ZZLVkaY3NoUCh/+XIY4cjWZ+MdPyM+snro+pG/yaJh254ucrIr/jRkVebuw8A9s9egAvHrgYjh86biRm1W2v5eqWg5InlDSinGSe/Gxu5Ne1rJflYpvefsRpZBaRPOjJEElDXLSySaFX4Rd+4dD2QzE79YlCXMzq7GDfOPxGw1B03V/xy3p80ugT04BuR+6xWG8F3qt17rdzYdANg+IaOFePDCWDYdzw7w3w1K6ntMo249MZxv+bv98MTvjjxj9g3g+h8O/JvUIhR/FQpLS1p22FxmZPwmSxeUbsvVkxbAUMvmWwb7xRvWbBz6FNhHXj9JMyOeGJbU/A/UvuN/UdMo4fCHuRe9Rd2skDrB0blemw68tkGw2VTop6ayZrEn54x2EoVt6sFS7rp6Rlsinmgc0HXBuhZGHEyTLaNurWyNGxC5e0l47AcbxKsyoJ37yx83TyUmYJQzhVpFUfp2Ns5eQRLv/pcmOhdtr9p8VsYLLPtL5XrTFu17ZXj4odk/2GzvwzEf0XJo5F77mRT+llXudhhlBxPpUoZIbLCW9OgPk/zoeZn8809Wud3ukU+X3JIHkiOyuSbbSxOh/zsOU3MaUE/CHzkGr8anBzi130HrZBPq8Ftol0Br3D2dxQ5mn79z1/G236t6t/g/5d+8OKp1fAnK/naB//8c2Pw7P7n5U7RvlcHsFToy0ZRgkXUK0hkgYueJFj22K1Q50a/pJFx5c7mgwAOoPJ79f/bvy/f2NisxQOvW9ozN8L+tmHltbvXB8e3/o4NLpIvog/6yWz1quV9tP6CevBCaInrJtJra5mFO4YN7iggdSIkzA8GNNl0g1+GezF5/VL118Mg/V/Pf7z7By1O7rXbE0kTuQCnFCqWqkYrw0VbFPGqwmtk3okM1jV6lDL+P/SvvLkCZ3f7wzJADWxeVre3hKaXNUkZvNDaphxeBuxP3+/+vsJ1bQ1EVDL7XgVtigjFYliso/IIxyyimRpjWuHdx6O/H14V/R3N4uyElVKwBW/XGHc/9b3tbYtI98+ZF7dycZRHxEAaHZDM3ju8HPQsGvU+LB+0vpIneX7KKcL2eptwrIuPkVHAzmRhqjJPZ1v9DIv0BVDV8AdU6MyBgyvjR4yo+2BTbHzMH7zhpeoyT6kjlxSzv+SbLOxul+6ck2yenTafaFNkIJEfjParvvPvGHf4MIG0Pzm5pENbb7Pt9KITSXYV0x4a4JW38DmhjJNWz4Z28YpGyMON14Q6UN81P7dfI6n3vn1fG209auBnJDjj1pDFAiYruGxjcd862nLG8zOfuVseGzzY46PwTRvE40oJaA7WeIn1xd+emHMe+f0OCehhiw+DE3Hmyse6Qo7g/Cl313qeSin6OmbiEFUTJiRVALyRFFT35/q2SkaX5q45Crx4LXnPNMO442L/9z3j/LzxcqFNx886i6dGP02z9ysrAsqj91658knqzpsnBpaDOiAmtiMqi2rGka+q3+7Gp7Z9wzUPbeu8lpl7Qy931Th+PEkCMQwQje0e6ydMjGbqu89763z4jbS4hiBRryrfr1KqhGs4uT/mWUydJn/03zXY8yqEati/p74VlRP2ZXufkYAml7X1JCAaHJlk8j7O5fKdZZ5KZD2T3qXPdw1LqQPUE+Zv46+HfpGk8dajNVuwsb9hEzvOp0MUTXa1jA2GXicJuPjtSalsEcYlEdJic+5Xqdo3z/iiRHKw6r6lnUTEhPZoiQY/7gvej2Xql4qOmYXIPzcVtxQvFJx6TVmFglFF2Gfyc8lvMpt4TW/dPsFxjw3RmuNwnIf4CalOHfSjlpyQ6o8bYMF19PWT/YXwh5/1BqiQBLZzfPYYwg7VieLZNTYYdw6/lZrA6GP+zex8+UF5VW0ub9NfOeMYxDDgdnNgOHVwNnilhbw8NqHY16zDYGzwRPvao3LiydDejwkagHOt9dUXZsdomdRvFzZ70rTa7ynmwhbmHs1oY3ILWjAezEmoy/8pt03rr4nykusGRPaQJPKrkjKv2X2FuhVtZe0j5EZD2ULOhl8iLCTPsJK90ylmc4SfDqhydUhw+RZL54Vk1zr5GtOhlO7n6p9nHiy2R/cIpf3cTM/4I2PTmDnYmVBQ2atM0Me5YhqwVuySnQOUbZu6jX6nSTU4zdxG1/cOKavZ59RGW0ND2ObU/nViMFo0K1B2huiRM1wp2Moyy/hxNNWjL7g5wZ8ncIERCrYMRp2ix33BlwxwLI8aEw6uO1gQttLm4faRMYEHcR7ntQILx+R3zz3mt8S8qhVGW1X/bsqpl3U75K4XDderJV1IxWZoVc00srWbNvmqhN4OiFVich0+3c344BKPgrnFn7Ar5HOhBwy2hIpg+3Ue73T8/2538NbJd/SWhzjhIxfLBavUDytvERURoXus7rDreNiDdAJIZ5HF3Q3CPKDDGaN/7zZ57D87+Wmzy3st9D2WGVrxy6wp70fG2qt8sxhoeGpIpGh0VZ41h6Ew/ALOytd11RipwFrhxg2Xb5BedNn6l+gnvBHvKlSsCbCdqbCStOUybAkq7040Xhki8vLf7wczn/v/BjPKpmBFo2YMg1dHfgQ/woNK3gSVaDyQHWTyDCy0JY8ysqnRJMPMZpeL0+wI0suoovK0GSX0NNLmDa5anGl8gzkjZpeJDFNqqdtQO79g2NzZJxRNHHcDLEbw3U1iVPB0U1HYeU/K02vt3s86uGeDkbbuPWXbYZ1mdF26R9LpZ9RhWYz+GPUOaeO8b/THAsf1v7Q2FzzTIJM8nhPuuIkR+sTsf+S9Vv5zaApI93aih2YKA+vaengaH2v0a5GZEzfMHkD7Fm9JynXv3tVVJrALU7GJ1wbi2uNvetiI368hCVxY5rqduBaATV2pZFgDtBul8LHzn3jXNuvqDTdydOWcIM/ag1RIGjzYGjnunTr0jGDh9c7PSxp0MJf7Y12o58bHfn9lOtOMX8g4J9J153T77TV9WOccOoJCdHW6/BsB289bV18f/bXsyO/97+sP2xfsB36XdzPpAda4cTEJOx6aNVDMYk2vEZVx5re0DTf7I6K3lfpMNGP11Bu9czqnB1avGqFsDu4VV71V3tW7nF1bJYcSgztTxROJFf4DOzrxwtawsFY4+iiAYvgyB6z8alMLT2vVn6hI4YVW8Hrxx3ZdUTLmFn7TBea0EG1AZ4fVxiX/XCZ7QIg71ieo8WoStLAjZb03jXu6tu2eXKPIabpqkoSybeFVG2ouW33VpsuK4ettPwMbpba9d1W4fHxRmdIIwAcsPT+pbBssFmzVNT8V10jvj7gqgEw5sWQ9JdfmP7JdEefF6+vSvMq8qzuXL0SE/9ZGW3RY082DnZ+L6R77jSZIdssWzPWGyky2fOt09F+TLby7mf9Vrn65dJqnhMvOteYTvcB5e5Qy/7Xy6P5OE659pSIpy2yY3FUsuyElickrCxeJP0Uddnt5JTEzQhmWOWpdLJ1Hg5d5vYNaeMu/8vshCPjr7v+gllfzIKvTvsqJfIIZz53puPv+M1o64f5CqGPP2oNUSBgmZmLVCuSUE9bJ+xZtccyrNHtIInaiPEgW6jalYV5WGFGbyegRAB6+GGCMjvOee0c74xCQX2tR36xPP7V8ZGJPz+BWPlvrMdMp7e9Nay+HHzZ+EFjeEInnYpDd3imQ+oHWo8umzdGYeIGfiFXvr7ZA9UPoIEinlBfK49BWV8o6meyNpCKjSNLbzmLbmnud3OTkpRR12gbc+84QyV608R8jmvfk96dBAP/N9CU+FFMOqJKQIIGX5Y4iJ1PF/wu479X/oMdS6KLQ1ldvH3y7a6SiFl52mJ5+UUZ6qCrvHV4/cecfTna0hGfNPhE2aeq+jqrPtht6KHKQMwMVMpzci/7YkMt6H2yMhVigjyVPqLXkRTvlHsHelbqmRRPXtVzR53rJb8vgQmvTwA/wbS8tQlGZRJQx/rm0TdLDbI4X148cLFUe143Codvz4VKpD5pn5O2oNI7l0V5sISq3Wd2L1BebTpz443T9DXrU03pGqUjSWD5MZGPaJny3pTI72XrJFAex4NAt1XDV8UYYu3Wi06il3g2zdjkOiGoLsv+1EsSmEp5BBW+MdoK85VrBl2TsrIQ9vij1hAFAj7JR4ymbYIWOTqL490rdzsOGxGTPiQiaZFU3y+gN6A48eRiEgE3/ntjjC6fCi81fvEe/XDuD1qfFcNSZdIHvCHQq11pnYR1ieaiLy+CB5Y9EHPOVE3+E2EwxFBHNIylMnO9DsMeGAZDbhvi+vtWEz7WJ87oPSPy2tZ5W+PX+wp6Mwltck0Tx8dOBbw+ucjgWwbDp40+jRg7eUOlqB3L13OZJ57MI+336343vY+GdzT4eiExgkkSezfpDdsXbTdFiWACtqf3Pg0129V0dWy7PpMvs9U4efxgdBNu3wy9LNpTP5zqarPDat7Q7OZm4KVEgyw8nId/XfSI9m0/LZFHQG4Ze4vpo1Z1Fo0AMpg+d7sn2sVsPLxX5T2Y9eUsiBdWL3Q1R+Mx3queu+4mnuiVmujEW7tW7HL0eXZ9WUWzDB1rUSaMryO/Xf0bjH9jPMz5Zo6rfo2XQvKL4UJ3LLOSneD7jk7vdoIuH3QxXaMvNnQSjM6cwg99pC4yIyxGXsg8Tr2cI8v6BC90UNHp5OP6H0dfsGm2OvrY4jWjJMDXbb6GnhV7ui7n5F6TIVnoPjMv1z9W+QqSCb+J1vLOlnDS5SFZGMKf+KPWEAWCyIQlM3bxt2uZswmmNg7XxlrGzqCmwSxOe6GsLHZGSNEongySFeZ0xc9XxPwt89zjvdISjV2SCfQ+WvbXMlehvWOejw21xHArNFobzzWQWk9bq7ofz4Rm2ofTlMfpEehheFT5QQ8uUXVs84yQJteGSRuMjSS8VtHDQRaiGi+69bNm+5qGl+e68eaFhO7myMrhZu1Ir7FKhIV6pXhvI9p0nKetqR/j/1RcHoZI8p69qG0nsm+DnuHSCUwjDesKA73jipaJ9RZ2hE2VikkyZDFO8v3Spq82xRhxld+x0axV9XVWfaBbXVlVWWyNtlybHPX0qJg6MerZUXFv4jrGiROt0H5RqoUZKpjBif8M0yGNnErRH7H5Hu+FOq7HOOP/f+79R7t8GHr8551/JlRLUUR8XjrGeivZJ7t50ndnfRfXXOrFnBdjjO24weiEyIa/Yu4ovj72hbG2n1Ex78d5nhltvdqY1x1TrQxY/HtnPHlGJDKG7y/F6Jn8SM5h+77ON8Z6F6B0Cj7bouUU461H0zMmTRNzaA/mfg0ubBCzfrJrQ6KcghShWD+e/yPEy8gnRkKyKMiethE94ADAJV9dkuriEDb4o9YI7N27F77++mt49tlnYffukPfc7NmzYdOmTakuGhEHzDDDJndsMoMTmVHPRBc6bhn78lj49MRPXXsj6i70dDpuTJKgq3coQzqQBvS8ALbM8t7zJNVGW9HT1s4YgiFN8cInTxITk1ixsP9C+KDGB9D/kv7w5+1/xpX0CUORq7WOJvdJtHd6PEa+Bb8s8OYkXJVCvUAEtQvjTTbgZ3g5lU8afmJ4bZoWiKz9e9jkDmySZxIWvXyxnaOX53cdv4tJuuGEjVMTHxIpeojxunPiwgfD9wwC5rGC79dUixo0SFY8qaLzQsZpZ5CNa+XqlYvvmBbyCOLYaDVOVm4am7RsxKMj4q4Xqj4nEdEGqnPZGW1VbfLbM76FSW9Pgkk9o5EEiQa9P6f0iobr2t13mZQTS7rI14uXcl+Cx7c8bgqLl107SmHxHriLfw+F1Lvh67ZfG16dv14W1ZSMOX0CNvPEOj7v+3nyc0vqw7ftv4VXM1+N2VTQGa/j2YjF8urooqtg91DXaItUaFzBldGWbVA63VzBzTb84e+lV/NP3b7EavPFzksfObTNn0lWvWTFsGjSuXiiFf2C2L8UrxyaYzS7sVlC+6Ndy83OTF7Ud1M7tWm2f9z0h+Nz1D7Lha5+ijD6XZeatulstP373r/hwzofwi9df/FPAlXCFt89pfnz50OjRo3gnXfegffee88w4CKDBg0yjLhEerJhStQr6NjmY6ZBadI78S9qUOuU99qd/VU0YVU8nWj3WVFNqm3zt2kbzFQahzpIB36b8WLYg868K9xS7/x6kd+T6f146l2nRn5nUgGq80vDuR1yfs/zTQkzeGQayGKY9Pyf5sdVhjb3h5L3iZ5gqfK0tTrvHzf+4YkxmX+mqBcokzLxAlVSITEJTSpY9Osi0yLQjaet3WdnfB6VY+A5fuC4crLK+m2nbX/cKyEvu2SCCRlVZB8KeZAs/m2x2TNO49pwvLCbxLMM03avxdsG4/Y4s0hEJi70rHTkxPDN+d/H1/9Zeb+KiSd53I5Lre9pHbenrYydS5LnYTfhTWf6qpZjFFcv8B6UrFoyJtFd+YblpVJB+DkeUW/eCcxbm9/MlJXRS1DjXyc0XjbeMWM4b6j3e3ImPimjDFm/IL6mq1+54OcFjgy92LYObDlgJILCH15aI95EdAzd+dTnp3zu+Bi89mk6GSvdwpLE2c2z0gVxs4h5wBYqVij5Uk9edBFB+7bNa/yLc0Gd8a/5rc3jKaHyuLpgVIZyvODAz7xR7A1DtkfLo54rTqnqoeSk6Wq0ndVnFuxbF7VRUEKy9MB3RtvHHnsMbr31VlixYgUULRrtOLp27Qrjx49PadkIb0I99k4KGeK9SiCBno2/XfOb1k6lFaqwTz4JS98z+1ruyjvRqZF5gVlNZvkMpTK8msDawe/IebXQaH1va9skQhd/eXHk94lvhjKNq3Slznr+LO1z85NqnuptqhsGvNMeOE36fioTZm1fENK1TDZL/wiHlisY+6I5bNIpKm8UXkLBC2QLbkzAct1f11l+L1kbFaa+xIWnrd2E267NMX7q/JN6smmx7o4n2oAHvXvdbAhc9MVF5heF+4eRHuKxY8L6FdeHXl91z7FO+IOeyVaJHO3AxGIiu1dJNi+8UsQJ2I9HVpuRTvXUdVAtJn6+8Gf1l1w20X8f/tf4/4RWJzgy2tpt0CbTIOc0BJuPKNEx5uFGSNtH2kY0UHOOmb0Pr/k9NplJ3vG8hN2PZHjaquqheB18PzLmuTEJM9piwjBZBFDFE114/ruQR5DNXzdN8z4SEp/tqxmvwvvV3o+8tn7Ces8NDU7GlgFXDnAke8UbxeKSsPHgXm6avslSlzcRiHIqCZXESwCiAa98g9C8X9bvGcTRHeEajyVq5LWfE9nXydo26t46QijWjkXWa1W3x9XlozofwRctv7CNyBz+6HCjDxEjU47sOWLbR4vJGmWG71pn1lIm9kq10ZZIT3xXa2bMmAF333236fXq1avD1q32OyeEP5EliyhcQs9gYAUaftGzEb2l4kU3PMBqgmd3jDYPttGacMom8DqC8MkgZmHu0Ryi8imVHRkeDmyWh3Xras7y1Di9hnIygwa8rp90dZz0KNHE48UdD3btbOJbIWN6PDDDiQguOLxE1v506s2njaMSLCpwcj3soWEw/dPprsv3d/e/I79f9sNlCdG0daN/HZlsahSjTG1vjLaYOGPIrc6TwBUpZfbyEe8fLjBED0uUN5n28TRbL9am1zd1VB4nMisqT+HZX8723NPWrk7xfb7VOJSIEDs3uuDxIkoM2Rlt142zSSSVRCdKaRLTsKb0Txf8ZBo7MPGUnWyKWL+Y/BBuHq4eEdJYFnXYRT1pEdR8TyekGxLBWB171ZxOVm/ETTknhkO20Sx6MbrWTA3ajAeSl9Fgb8WlfS91VATU5dbZJGaa3l4mhBWfz7lvnKv87JJBSxyvN9hzSqU39eKBiw2pka9O+ypp53xg+QPS5FlT3reXb0kVJvkXgf8N+p9lxAyOpZgs9K/ufznStMfN2N4n9zYSNaocUhJSf1y0bbv5g448j9Zx47zeaR9NU9ojDm47qOyvlUnmwuU5tfupULGx9QYZSgTdNv42ZWIvL5LKRcoVDBo5J3TnSqL8GZE++M5oW6RIEdi/35xkaPny5VCpUvIythPewnunlmhSwrOwmXiMIrpeQuKCReVpi9djl3Dkwo8vhMc2PxY5jmqxLBusCpUoBPcuuDflnTC/Q+iVAQmNtl4llXBK8UrWmZ1VyCQTEuVpKDL1A+uM64Q9snaskrzg2b3CXqYBvYGmfzI9IlkSTzvB3frmN0XDzbbO3hq3FzlD5XVjVV7WT7IwYCtv3st/uBy8wpXUiKxLCco12B5Z94h88yDgndHbaUhlvFIKiZBHsKpTyfS0tcJNe7Na8NgZbU+87ETPy4NgwhinC1eV4e7nLj/DqhGrjGghPqGgbIEuRkGJ9ZxPgtf0BmcbF4wp73lkuElhfkpeEuDvu/82SXmgvifWX5nXHL+Bjzh5znYa1DGa3QnytLXrm1rc2gJOukI/E7ls8wC9Wq3C79EwkgjOfO5My+SWKk88Fez+pSoXAZNcchOBGA/Yt8j6o2Tm3XCKVeRBgy4NoHjF4lIJGAbmXvjy1C8Neb7frjZHgOpqu8u0xpPV1zk12iaqXPGuL2WRZCiJ8GWrL428M6q5xdF9R11pf/PYfcbK0xbLuG6CzUawIDmDOSd+6RbSp7UD6yeRnvjOaHvJJZfAq6++CtnZ2ZFFxPr16+Hpp5+GK6+8MtXFI+JIjsHILJYpnXAdP3RcuQOJu5a7VpgnGzN6yzUZ3QwIVVtUlX/OIgSORzfsiB8Qj+6RDw68N0Hke0WyDOPmHVPuiLyG+l4YyuvGC80t/KLdi51fDOlDw1Syw7YYpWuWdiVzUaKyvT5ZvLpHKlT6ruhFNe7VcXBoR/wJL1LpFTLn2znS19eMWWP5ve0LtxvJy3T0rMQJG/ZHXoUvikaPeMI42eSPf+bBHG+ejcrgyvRedSabQ25X9z2Yhb5bn25ahi23sKQX5eqbk3HJjJCqhYCsH0jlIlvFmc9HDQpuOXbgmCMjEL8Aqd/ZrPdp5WmLHi1OYKH3dpq2lrhoHnP7zlW+xwwdqiR8Yp0y1TEX5VnQbwF8UPMDI6nVhslRI6kddn0NjhH8vMlKpilCQO0lpDLU24XYYjm92PRNllyNrB7y9WHFPytg7nexdQiTvHxx6hdanlaOEuspPtr24WjbGfWUfXJfHC97BHrA5J6TrTdtJK/rhPdGyqO5l9Owa0NwhEeP3mquU6N9jbg3zW0TGfrREOcAvC6cB7DoFH48kLXPeO4DyuFN/TBxTgtWxjadvnLEYyMi0Sjb5m3TPq/YnmRG20T0dTIDeqqMtpd+d6mjetKwW0PLeyRb0/NrCNXcxM7TVsdoa9c/Wr2P0g7fnfUdHNyqN3di7W71SLPdQEYq+yEinxlte/XqBQcPHoTKlSvDkSNHoGPHjtCgQQMoVaoUvPHGG6kuHuGBEaPEySWkCzz0TJPxSYNPjF3LTxtJwpLj6HswzImnTsc6WgM1m1zbaV+q4CfrLBRG5M/b/1QaEPjdQ/TueKvUW1pGKq+I8bTyoO+/b/F9rrxs0WvIC85+5WzTa9cNdfZsVQapZA+O6EX138v/ucr4yrNm7Bp4t8K7huEgFdfy5x3m+o/8cN4PliFn+D4mL8NJj5XnnOxaZF7R1dtWBzeIhhNxwX/DsBti/j7l2lOUx9o4JeSBwV/PoeV6Rnm7Sb5qo8RKL1T0tLTyTEnGgrVouZCh/YynzpBGJ9jByi/rg/C5uZGQYLR7wpkcgtMNUCfcNvE2qYEIxw7mhaXqh/mx+qQr1d5zsnvlyBgFAFWaVYHz3j4vJqxXhswDLh7EZCQ8TGdw5JMj5R8Imj1kY952Uff5jdhvz/hW+3s63s7seet6c4v14qSrTjI9X0xKhv0Y0/C7a+ZdlsdEOYEPa30IY1+KTwfdaf1yC44tdv28LBmsSn/etHHioI4weSjx2nmpJ5UWP8/nTYXEWhqbNk5gholy9cwbajLK1rOPdEmEEcuqDsne27NKvnmjgt0/9By2i8ZLR6MtzsVx00uUtsLrxo1bL0E5PNQiZR68OB/0VELHoqqrokz4vCduEdfDUm9Pl9Wdbydim5Gtu53WFXQowGSB8dLilpBWt26fyI9Lg24YZKyR+fYqGwv5Y+5dE8qvIyK79xhVwZIoaiVQtBmXVOM0X5d1ZfDimaMy7p5jliUl/IfvjLZlypSBkSNHwl9//QUff/wxPPDAAzB06FAYN24clCiR/zNv5lfOeCa6oK7QqYK0Q573vVn3zA6nnlD8ORf2W6j07uFRLWRFLdTHNoVkD+zgd9iceOCVrl5aOtlPNl572rqVRUB9Pi+QeVfW7hjNkG0FGt8u/+ly6PBsB+n7iUjOYQUb5NeOXRvXcX449wdjp3/Q9YMir6kmxk/ueBKSybftv7U1rlhtAqmuxUs9TtFLgm/nzx953giz47n4q2iSPZGIhijX1FY+5y4b+32L7otJbsX3gW7ba4lKJfSMtonyiGOHlXQjxSuYpU/40HDe6Cs7Bo4vXkyIk+Flbwc/XvHjJm5wRDyrNYw2idCt5cHjd3g62p+ifuT6SdHkQ4xlf6o1Ud3UNZUWrA7i+UySSm7kGlxq2Bcrp6/nrp08VagXZWtHDTEsIQ+Oo1f2uzKi4VfpJGtDBmauRuP2+NfiSzDc7+J+kAy2zTd7zTmNoODnmTN7z4Rqp1WLHis3zxg3dCKO0KtXpg3KSwy4MdKp2rbrPjDgbJ7IZ61HjUY7rCJCvFpHeBFtwQw0O5fshJlfzIRUoOVR7xJVncXrrtqyasLOuX7iemPj55t237g6hkziwKquF6vgrG9FA72ukZ434uF3PNW0DaqjOMUNRrHvUMlAiGCywEnvTgIvGXzzYO159oJfFhjJYfm5vaw/w81CO5YNMc8telbsGdms0ekPZfdVp6/lPYF1n7cXc1RVpDHhL3xntGV06NAB7rvvPnjqqaegU6dOqS4OEScsVA4917JKZ0knQzLto7Evj41rN4v3ShpyxxD4sM6HkQkG39E50d5SdZSlqpXyZJGUfUQ+EWUTfDH0OtlsnrE5Kd6Xp91v7ymSatD41uyGZr4LN0lE0jpVmDJqfDW6qBEkgmY3NXM8GWJsnbPV0bVIdepcPlbR851f3Mvav0x7y5PFo1B+TNxSs11N58fhD+mwrifa09YuZI0lTWLM/XauOtRbOAY+N7vw/Lrn1Y38vmeN4IGViEt2eUz+2px6J8YYbZ1mPfbA5o2LMSd4lr1aE7Fup9LQr+NdzqNjhBeN0ChpxMg9lqusF1f2v1LLG1+HElVS77Qhzs2ctqONkzcq5QzQUPNOuXfg7TJvaxuDRXkbrHfsXrvx6HSSiEynXbPjoUfb8n+W236e98oc12Oc7edHPW0vAaGD1f32oi3zx5j+sXd5OJyAOvvJJpH9IBo5MbLMqUYuv4EmixqxciKpe050rOcj7No/2V75ncnvhaRHnPTDKHvHGySZFJvbjW/+e+L8R9aOeQN/tdbRjaV42qObTQNVlA0DjfY8R3YdiZmvyeqfLLmh03rL15EHlj1gezwnnrZ8v607DvjNsYAoYEbb0aNHw0UXXQT169c3fvD3UaO8GZyJFBE0d1SyCS/qs/KMf9XaC0Mq1s4x+vnRMYPV/g37Yf7P803fFbMl64RJuzWM2XWwYmZaDBdF3Ub2PceLZo9BHbR4PPV00d3h9QN+GDRR6yuRHN4ZTQDCeGLbE8b/570VDWf2kvk/ukg+xbB4JDJPW5mnnVtDI+/NgBITmK3Wrq48vOZhX4QB2+EkwY0fjLa22mKcEV1csBkLAJumXb1NdGz4uN7HkGh4bzQn4LWJCXHEpDRKTUtu3HaabOz7c743SRFZIVuYrhllrWUtghIxSSVos8Hij6YrRed5ipIcfJsafMtg5XGY9IJd21cZI3h5nmRx5gtqzWhTfgMHnrYVGleIeCUjj295HJpe31S6GSnOg1XUPKOm0jjCjOmy+dvUj6ZKZVZUSTZlfatO0k6+P+l3UT9HRltewsNOJiJerLTs29wfmzDODfz9U+liJxqVTEciQUNk+QblPTse30+Ihlq+bVkfRB11YzeXb3J1k5i/r/7tasNoJ4b123noy+DPiw5M/Poy8p5bR1uL/rdme3Mfwkvm1O0Ua6h2y3V/upMTdAL2x/zcXjYmYYSHHZhjRfdZVWhUQft7OpulvCQCOpihM4md9IQf1p9EcvCd0bZ3797QpUsXQ8P24YcfNn5Kly4NXbt2hc8++yzVxSM8XFij15cIHzrkhbfgtA9jhfFZdk8not1Iu8fN2oRuM9fayQEMf2y4SWvmlv9uiXyvWivrnc8bR9wIiYT3Sl4xdEXCkvVohW36BKtJkczYmQg2z4p6QMt0wH7o9ENcIeoT3pxgeo15ALCMumjg8iIMvt759eI+htXiSOat2/jSqEYm6jMy7UaZLqmdgXzXsqgxDCUmfjz/R9v2b6f95iaZGf8srvjlCvCCofcNzVdG2xidOuEQuABgmsLKftCiO0+EJETNDu49pdkihm0AfNpY0IlPgDwCtgVZFnhlVInklu1cZo7C8Rq3+tWyui1usCQzEsNuI1tE53kyw6wqlFfV37K2Z9d3obaqzOjCy/N4jThvwTne7ZNul2rcMw5tO+S6T0aPfL4e4KY0jgXMyKprqGXHQlrf01oZ2qzytMV7PfyR4TD+DbNDxKIBckOpbMzS0al1akwoUrqIo8971a6srsXtJhlPQTWqYD/R7MZm0PGVjnDL2Fti3vvzTnneAt3nLdZvVVJnq3Yv7SsVj+rEy080tQPs33ijnQzdZGS8J+qOxTvikhkxYfE1qz7Ey7rLS8EkCuyP/+7+d9zSe7L8Fjyqe+LkfDKD8qAbB8Gi/tE+GJ/3u+XfNaQnpBrHNuUh8h++s4q8+eab8MEHH0C/fv3goYceMn5++eUX4zV8j0hPZNmp0UjS6Z1Oyl2/RBkDTeEhGoLfMi83nGC2vLMleA2GeDBum3Cb0SHzg4GdEcJOSy5eKjaJhkY6mSw5xa124lW/XuX4O24N8IySJ6i9gntW6gmJAgf13qf0NhbVVp6YaGRcM3qNoanmFqtkd5H7F/Rms4UldmhwYaz2qxM2TNpgeGrhYlg0+ox5bozp85d8fUnk9zum3AHXDrkW2j/eHs5/9/xImK/b7NFeIHpG8TIl8STLixc7w2SijbZs4aVMouXE01aY/OYcyVHq2J310ln2hfPgklvc2sKzY7J7gW1CNr6qdF35++LlAkHWZ8mSuoiecLhgZ5u+ZWpbL7B0UWWMdtMGxHubMD1nCarxuGFXc6ZtN57TqjYlqzvs2HbehShnsWq4TWJRj2+h6FWKEl44/2TzDkPjT7g14sLZidEWjyur7+y1n7tEkz/q5i2QtUW2CWU3DjsJKZcmGNToz8W6Zbf5okr05HVSRpFky1st/9teKiLRoJcy6oB6ce2qtVqRUkWMen/2y2dDnbNjEz3P+WaO46gdvv2IfZBuP8YfQ6b/rRzfXN4mMZpFBW8oXTcu1gOYzW1cyyNYPOPKp1Q2vca3U6f1QyXvl2gtfFYP+aget3Xb7nvYbuJFdj8w0dmGyRuk7Yp3BBExGfmJfIvvjLZ79+41PG1FOnfuDPv26WXSI3wIs9lyC2v8ve1DsQnA+Pe9Cgce88IY6BHoYfmZ+hfUt3y/WHnJ4B4IQKkTYnVsr/s7FAJywYcXgBdUPKmi+bx2k5MEb7rtWror7kVfIhMn8Mk4dLlxeNQ7uVRzPW1iVWIWGbo6rE5BqQ9c8M77YV5MEi7dzLE6sO+IRsLW97aWTjjjCf9rdXcr4//5P8yP0cJ2C3pqoTfhZyd+BhunbrROnBGITWCF2elxYYDtHOtUjXbyRE6JhrWDwqVidW+/O+O7hJ3TzjDnZDLspdFWdt+3LdhmWbdtjbbc+6Lhd863c0xeWC8cewGePfgsVG1eNS5vDrebZPHUPbZQ+Oykz+C1rNdM76s2I1jiI2T3KneJ0GTInln108wer6d2PzXm7zeKvRFZqMjuvyxs3I7Gl0U97b32tE2mPMLpj54ufV1Vb9zUX13DPdMc1Ik2US32dTZGF/1mH0pvt2jmxwfkrpl3wXOHnrNMbOgk4SfOk2TPQGb4tTMGR8ZimR5lWKPb7hiONtsDZt1ksc7LkreK9YSXLTm7x9laiSOTQaKNtijLlorkeSrGvz4e3q/+Pgy6YRD81f2vuI93eIe7aLKRT4509Hm+Ts/sM9PVphvfBmXRR6r+MNHRHlYbFnHLI1jM+2UOK/zzdNo2frv6N+nryZD1EzW+E2W0VW1uO1lf6Yyh/FrKMprTZfsj0g/fGW0vueQS+OOPP0yvDxkyxNC2JfKPp62sI+e9A7wyjEx4wxzWLVKyirV+qkqMXVxoNOrWCF4OvgynPyxfODlFNom127FMtBHBJA6foPluy9taGl5XvDSFaLjyitpn1jae22PbH4N6L7sLzcfvP3c4dpHH6NO8DyQCPnmfTtZpNzBhf3HjolvvblINLCcLLzEkef5P82OT7XlQt5juHZ9hWNa3WLUbfK9V95BBOdn6sizpj5XunpKgu37BbtLapwVXn4PJM9rKNBdZEjelvITksofcPkQrERmOHWJWXfxM4RJ6/ZAXHpbiGBnPfXQSgu1kA9M1mpdSqJh682bv2r2m12QJZuzQCfd2q2mbTE8+XmuUhZtjPYxnM61K8ypmfWSNzVqZJ5tVJIcpkR9fhmaxZeAZeM1AcIpYflEuC+dZYr0T27OTzVjD01azHtjN8dhYL/O+0pWk0PXmlfWLOP6J1/K/P/5nex28Tq0s8aeYNFIHdMhAma54sOun+YRxXtDkqlht1GQz9sWxMR6v8SIz/J375rm239s0zZmnLa9XKmr06m7c8PW2fP3y2sa0eKLUJvWcBHERpzyCVd9fsXFFayemoJ6+r2yD1wvnHidzKHEu4KXRVhYBFA8692PEYyNSEq1D+BffGW2bNGkCb7zxBnTr1g1ef/114weNtfjaKaecAh9//HHkh0hvT1tZx8UPyjLDCHrX9D65Nyz8Nf6kS/U719dOeoUL1ce3Pm56ffonyc8Ea7tjmWR5m2V/LUvIcdEYc9/C+6Dze50jr92/5H5IJKhfFk/4r8q4ULScc4NbyztaOvLgUC7S4hzrMRR56AND9TOA29w+fvIhTprFcEcnCYx0YAnBpJM5m3LzhphketoyveBT74z1NkwlTpKasPbkVGtT5sEl07lm9T6iq6xR1rl950o9XGThtiZDQiC5/a2XRlsv8NJou2uFXugohg06QQwv1SGe+2qraZvMBVfQfF4Mvec3PNi8q/ktzbUOybzKnXpOObmnk96eZCTyU92rrXO2GtEkqvdXjbSRV/AiXDeOx4j3XHezT3d8mfbxNNdG2woNK2hFdkkTNObmmZ6tNNTcwjDBb/TGyy/dfonr+3b1tGE3ubSIWxLlfHD80HHDA1WWaDWhBPXql4hKd9nOgUDHy1IF3walc31FlS1V3XkEHmPUUxqJ1C2qYLzyCLq6ujKdW1XbYPksdHHraavqMw9uNXu7iomxnY7pkWfstp938D3H60yy2RJ+NNp+8803UK5cOVi8eLHxO/4sWrQIypYta/yO2rb48+GHH6a6qIQD2GAjdlSGB1s4JBpZOWylcuJaumZpQ78TDbe/X/s7DHtomCk7rw51zw0lcTj52pMdheHLvHFVGXrtwGtxi53uV6I9bUVj4pBbo15rupxw6glG5tUXs1909L3S1UsbHq3pxp5V6p3ulcNXwp93/WkyGNllIkUD5JLfo0bNNWOcZVjXZe53c2HGZzNg2Z/LPJlc8JMw0VOJr9tOPIF0+bLVl67bCG/oS5SnrUyf87w3z4tIUKBkgxNiJvmJ6hZsjss8VNDo4pRufbrF6BrLPFzZs3C7KLBLeMi8vxmyMUyJB9VENC4l08s70eOLlU62mPGeN0zYsWyI841E/r4y721Gi9tDusJtHpJnkhcX05js6dsO3yoTWCWNcLFWjVglvVZdz0aZ8U1n7mOVPEWFaqG9fdF2eK/Ke8r5xk+dfwqVKzvXyApvZ7hy4/kVj/Ed+436XerbSj04aeMyiYNAVkBptOWTvcn6PVGuzNLTVqOMVoYJXlIp5XCX0v6p9glP9ONW+suOt0q+Bf/c+w+8Xvh17e/INE29IBEb21ZG3olvTXRcLlkfoHrWBzaFIrYSxd515oiRCKxILrufLXP09avFRFwqbWy8T068T922IdXm0389olIrqvrBxpJpn0yDr9p8ZTsmlKlZRjkG6cx7nIwPfISXDuRpS/jSaLtmzRqtn9WrY0OZCH8T6QQl/d5FfaKyF1N6TYl+R5gUGt4eQbWXq66mEdO7Y2Wq18l5ODxLguKVxpWXnkyJ7txP/p9zzVgxE+95b51nhIglQ+co2Ty16yloen1T7c+jF9Scr+fAxLdjJ512cgdogOQNvapFNF8fdMI5TSGgm7zV4+UnTvj82zzYRmqgGvmUM70zXdDjs26n0MaNk0nZ3jV7LRck+zbsg2EPD4voOLrh7jl3W3o06Bisko5NdyMajEQO7TAbtJhBAeVm+OuX9W1sUu+2L7GbPIuSDIneFBMRF5bxeIQyqQ0VmOnbDi89fa2kVFrcJiRgCzPqGQ2vJRfwbfqU606JeY95cSvrWFCeCFH08E8GYhuReSQ5kY7ix22nOBkHxfrFG+pDb4T+Q/12K0Y8PgK+6/gdvFn8Tcu66saIEE/dx7ENk1p27d0V7pp+1//ZOw94p6k2jL93ceGyLnvvIXvvvacsAQFlOQARRMUFiiC4t7g+ByJOUHAhAqKyZO+9Ze+94XJHv997SnrTNEmTNm3T3ufvr3LbpslJcnJy8pz3PK/uskYTnJW/s7ypSNvlb6RP01YVXbUOSZTncTBSd3yJZvanf+kr0nnNUz4PtXnNPTmyUespyXdbzavXX8HGF4wmabMi34LafdmIqB+f02nfYhRvfQkrIm217u++zJaz6pnQZTHl47NdqZae/V095MeFc8KoL0RUfbCxmRr+9Ju0hNZjq44Zvq7nj5ovfMDnPzrfEiuvDpM98y4FGiv7XaVam6sPwD7YSjFJTk6mMmXK0M6d1k6JBfa1R1DS5o02PvvC6T2cyFn64lL3CC0THcvxaePp0QOP0sPbHyYz5CqTixo/01jzeza5P7XllKGsv94I9PRZf7KAJuRL0PTAihRYdPeW2E6NS4fcEy2qXSuSwJm7nKcXl1XThhc+595JO7PN2sykydfSHybK3VmOOr7fkZ468xQ9n+Iedb3+k/Wm120keoqFT8nn1gxywUb5QHL93HV6r/h7tOb9NfRl0y/JV7x5QB74x2Q0dRAG5709eOm1+YsmLKK38r9FG77YoLmM3KtWrW3zV7T1e+AoKnw8beUe2GpkK6wfAWh1BJVaZLlExbsqqgonaz9ca9o70Qjy48rimq+/DTkKewROpheo5GbekBJJmkkoKR3LOcPm+LRNaTCf2wW9vpRPIoKJ01z7odru24txemHXHV7XJ+9WNQrWLGhKtF08Pj06bdevuwwfE63EO948pPWEca17sL/JR31BqnPcHqkdAzN+pkYGA8xOLfeF13K+5vZeK7pbnlDWStTuE1bVe39wi7RVOdda50/N/9ZKDv97WDPIyGWP4ON9Rqu+ac74lB8CjU2KMgVg/FoZvavVhhuZiac8Xt5m4BxZcUR7BpDBfR3w1wDRZ+2/ID25tRVY2cdQziQC4YOtRNu4uDi6edM33zsQnonIlMb87P0j3VQD6QvHDb7UCJqZJsc3Ks2ENzqM2jfKbQS/6XNNXX9zOTi7PSer4umEdR723olq9nwzv6M0fMWvqWIGxXtvKJMDSdR80LsPbDAoXFc9cZ0eyvqtJvxKU9mM+IO61idfrYHDrpxmZjbJh7fBk4XPp4vChWsXdkWy8WCA0egQNXhqlJHojjUfrvEpe7lcPFM+kPw+xP8MzJpEWdPRC1SEaN0RdX1uL5ZOcg6g/f7g726JZeTedSVblEz/gcrp9TvS1ovdjDfO7tB5oHf4/8Cq3K/z/3kmYwtm2+7tGhu+dTg1Hqs9QKl3rxq5e2R6WRT35XN7zgXUG1PaL44OVUaWuq4djV33t2/C1+m2GdtUk6rJB4YMrUtWFh4gi8vqvwhmJAmi2r3XlySE0nnwpZ/FA9/STCqv21Gcs/bvtTf9Gz32L9jvcxJAo9tRmy5u1NPWDHp2DpwbovePvU2vc8Pn6gN1VlsRmLJv0xKtjQSEOEJvjyBHef61+lbeBHkjqB03tWteWQazddQK0ZfbWV2CX/0E1Qaoz3LpOqWr3/YIWu2vVg4O+TUoWXJxFLoVicXMRtprzSDUs5zT6qcbrW9LJi7R/V4zYtfhnLnLgV1l2poP3NHFAvnj6OqjImGfrQaZQfiKtsyIESPo9ddfp5QUcwblwOZ4Eevk/lo7Zu1QH6m1sJ35ps03rvX700n0dZqBXOiQ30jY+07yE9LLMNtyUksafWw0dXi/Q/BFWz9u1t7Ee6P0+dUzUzFzdOVRsgP5KubzeNDxdqPkc89RoNK1oNahkh7Irp/x/gCv6ssUhAcipQeoErkPry8R11re1Tt/MTZDI+VGChWo6sxEXvnuyoaTEbrVe4exKIlAoxYtJefUVlkCiqjATKnX6vj7u13pt/J7hnRvkLcnfkfayu49erMhtFCWSY3cZXPTkHX6U6KNzmzY8Jl2VLK/ZC+U3e8kOjyw1Hxic0PTHJX3KvmDoXK/tc6vmr2Glb77zg/dl/H4rcmHIPYWZY9w9tqTfMN/6vcTTS41WfM3b+Z901iUs6Iofz72JwXjnq/mUSqdQz4+188aE52liOqsBbP6JMjIB3zMiKw1Bqvbcbjh8B7pKnFHd3f/8VXvrCKrUSuzP6Kt3LddTtZ8WXWnrGv1K/SOv1b0dqDEID1cARwa+2FqkDzKexIrb6JQIOB8EGpw2xMI1CzklAOkZm1X/B1gZRaMXqD7vbwO9JvTL2i2c1qDOjzo5q89gvQ7uVetnp+/vM8l5bJQDpr6M+NSD2VCOW/BFHoo78v+zBIyco8PZB2xQmj9osEXNOvuWbTn9z2WlAkEH9uJtmvXrqWff/6ZihcvTu3bt6e77rrL7QXCE29indzjafevu1UjeniaBNsMWMGxNcdo3sh5ft98fG1I5fsr71zLMwx767xmL5xdvDJipK2WUHRmu7VT+f1B6ZX85+g/RcTG5NKTxbRwZUeIH344kYRehlwzx16qm/KORDD8OM2IZ8oHfbmIqsW53efo31f/9flaPLH+hHhJAgFbnvDL27GRtxPKbZnNgqxHodqF3N7rleuHHj/orkv+sO2rj96gxYP0F/BSpbTKf36f+YjRPx//00OAl7DC09YX0VYP6drjpJdqiSyNoHYf8OdBRq/e1Rri9GVUIp/9kVjCfASk1jRHrWg7tais+BzqNhwr3lxheHu66DQf3iJtzQwoXzp8iV7O/DLN6DZDeO0dXHyQDi46aOi3Ri2grEatj6ScxqoWgS3dr/hh+dppY+L6lRNXfO6X8f1EPjiwaLzzPiufYbX9x+1OgURW3L6z+xqKJlY+lGv5LvtznTg3pP+1JLaoXRP+iLZHVx31KVmjFnozZ7RsdUIRaevql2ps28gMoK3fbdXMraGMFpRbRAULvcRvRkRpsxSpW8TrAFvTZ9NnHFphxWTFLBR5f8Wt7+KnZsYJh/X47T71BItcJ2+cu+HX86b0O2UfSUsEN3INinVFBT7oY998/eOmh0c/XdZfVJsxoIehnDkB1PX1BGF/8+CA8MF2om1iYiL17NlTCLaFCxemnDlzur1AeOJtJFvKeCufvqIcFTuw8ACVbCmbKmuRZ4tfkaM+ZvKW3zzlD5fcSdj/l3Na3a5f9KPopOWD7Qnml8htUaRtMKaX+Uv+qu5ZeVdPXi0iqTihlTQtfPaDs7VXEGWNaBvIpGK+REPI66zyQaLN655JQNRY+OxCn48NJxmSktlwh5DLY0TMlrcTyg6Umamv3uj7W1/L1qXVyR+4cKDu7+qOrOsSMf2ObtE4tIuedxdUfMnYvGryKq+irbcMx3JBgj2Fnzz1JPmDFYldvLHgSf1oIV8Yum6o5mCYZGPiDx9V/IgOLjloKLKP2TFzh6F6xIl/Wr7Ukko0K2Foea+o/E663v/7Uz0RjpGHaUlw/ajSRx6DF9y3McJntT4LSbSPmmin7AeoiYRSm8nHx2i5pCnQeoMwWhFTiycsppMb0/0IV7610s2f8Od7f6ZZfWbR7Afc77tGBFuBYhe0yigeogOpPUrlUNmGVCZlZLuWIKuVU0IO3x+fPP0kPbLvEVPF1E3gpVEdAhXB52uiZLUBILUIa0kQUhtE4sj6QMDn+Lf7fxMDEf4857ye63UKBsroW7ORtt7aWbn4zLPWfrrnJ9rx0w7R9ho9B/J+pPxvf9tVTjjsC3w93Dh/Q/f+Y6a9kNsPaPbtDLRdgYqIV17/p7cqElL6UV+Ugy/NxjcznOROHkzRdJz6YEPhev73kzTRqX7KWR1mYB9vTgwOwgPbibZffvml7guEKV4iLNWiwNQEUb2bdrFGxXwS9STzcV/QnW6hc0+Td/blnYnT20/Tnjl7DEcKKYWqdu+0o5zFAju4odymLwKqvxGfVvkYBpIGj3pO/1NGZGpN9Rc4LBJtZevZNNX3qXCP7DX2wLb1+6365ZJ1fpUikZmHG+VDqdFj44tXokfb4wjsNEa37PWy3SrepLipde2dt9fw1EU5UrInfhj0FrHl7VrWenD36i13uz1UcnzdcdE2ckSeXLzXElA4+Y8eynuP2SQxSkGLy2f1zAIle+fs9UjUFUikBJL+Zsf+qsVXPv+ep/WpPTjnKZeHmj3XjAYvGexX+fQeyqXZP1qJ3Iw80H/X8TvVKDu+vowmRuRoVa/9FRNtU9mOZQ0tp5plXfHQrtYXcv3O4VmuAtWcFjVa6Im2L8a+SEaRBA9GmhbK7Zr8nBkVZDyW0/jZ0+ee9uual5dZrxxq29CKtP2i4Rdet5urVC7dWRtqfUs94S1/ZfeBa7WkqrbwtPUSVNJkbBO39/HZ9SM+lVg5E0cOR+zzwBcPROjBdeH4Wtl9yWLUZvyp4Y8AJ08yqMX3nb93/b3irRW0bfo2mtlrJr1d6G1xrAwRZS4hV6CR1x2z+SXU6rdcqNVqY+XXQdkOZVVzF1ToXoECgfK+4k+eix0/6ltXtZzYUtX2qUD1ArpislxrYIZvG04tJrWg1i8HTvzU0z58vdfw88RjBx+jJmPc2zdgX2wn2oLIxFunWC2SQ+0h4OZ57Wk88ocZpaj34JoHNaNv+WHSV/Q6b3oRA/KbpTyazHDEh4Ssrc5bMS81fLwhBRrltGYtUYcFuFXvraKLhy4aihAxg9YIMd847QKXUdnZV4qOehlp1Twg/Y209YesBYyJWef36k9Rk9s/KCNtzUxxXzhuoU/HxteICXkG6UD7m2m1HXr1SQ3JBsJj/bLjzPVESyznqHCOPmVfNY7gb/VKK8+FvBx2o4mB1I6rsnPMfF73c5rRfQa9U/gdQ3XHWyImX6f+SijvK94sK8zCx19tir30kGE0Ot0fyncuL7KMd/2iKwULpQcqi+FsjaKsb5oDpz5eomoPQN6m3Rppa1UzUrNQVtqc5dPUxlPp96HaiQ/NtE29fuhlaDlVcdBARKR8GeV5qnpvVfUfOay9f2laSshXr7cp+QxpM2Xyo4/zZdMvfRYZ/bFH8Hb/VYuucxtgNCHoJuRJ8CmC77kbz6l+7s892VsiMuVUf7N1U2l5VaReEfNlVNmm0XKs/2y99/X7cfyU/Thvs1t83ebmr5wzpPTyQkj9ZrXrfvYQnZltGvYIRRsWNZTkuMe3PSgQcJJeXweUVeu37JBr5caQHwPp+Y37ObUfqu2aDcazbwJht6a8r7BoyzY37xR5R/WZSA/Jj1dOlb5VVPvSbNVRorlztk6tB2vp1tWy7ct6DE41f765qRm+ZvHHjxdEDrYUbWfNmkV33303NWjQgGrVquX2Ahko0lalQ+It8Y78QVyeJKxgjYI0iWaciQABAABJREFU5tIY1WXrP1affKXTx53EtIm7vr/LVOdT3jmWd9C9JUMy7L8UQArVKuQREa3W+eKRbfagnFxysuHOsVG0BDpDyUSCiN6DkxQtqIXaYIK/nrb+4KsnqhJ5BLlSfDfT6Vn3v3Vu743WKUvEgABHXcjbDvl+GY1o8VZf5B3j5W8sF9eq3DtMyhjM0865rXrqzFMieqzRk43ILGYGopSzK/LeoZ4Ebd88T58zzUhbL3XK33qtJqpKFglW2MFoCilefBithLfR+ePOVPN+/QdXK1GLAuX2VBnxI4RcRVSQ1de0ns84YzTJllpb7IudkZ4XsNG2KbFUoumIQb16qdb+yuum8hhqtcPSMTJ63/KW4G/j1I1e16G3rYLVZVPhHcZ/F9D+mM7gt9Se+SLaejvmam1Nu7faWZrc0lt7punN6ghcpC3XdZ4SnaNYDkv6EG6zMQzAUaNv5nuTzuzUztmgVyZDiVL92CWprnG/hQdjrLR4MosrJ4jK9bdxykZq/Vprw/ZG7B0/4K8BdP+K+6nucPf7jpJq91bTvc9780xVg+1I5P0XNTHRbP2uNqCa6/PyXcurLi+/DqRgheWvL6c7/3cnjUsa5+ofBgLlc3PhuoVp6YtLxWyUmb1n+r/+2/umnD3EM0ZdOSCitK+Pzp90tqzPZWbmnNVBOMyxtccsXyfIYKLt+++/T/fddx8VKFCANm7cSPXq1aM8efLQ/v37qWPHjqEuHn300UdUsmRJypw5M9WvX5/WrNGfrgHI0MOr/MEr/Ue+b4+jVzt91Mn1XvhWajS0q971PasvTydjL8Cq/TyjRkq3Lq0ptMhvTPLpH9wwayVcUUW2S2d2BCcJl9r+GL2huESZADzPjD42OuDWEFY+BLEP6pr31xgaYbfKHsEfvEUkNnqqkUfSIjXkD5PKdZpJ1qQ8FoYjbS3o/ASiAyXn2Gr1zhQPPrV50//ISnn788/Yf8S/vw7+1VVnpQiFQ0sOuWws+GFZTeD0Jk5U6l3J9be3qd3yunH/8vsN7o3++fdmj+BvpK3aNX5h/wWyjCjffBjDjcJ13P3g1O6DPGir9DnOXTZ9tkKXz7v4XxAfjueicYsMecdNbTSV7ILfA6cGPA3ly6x8Z6Whe6NUryVvf2/b8RZ9xg/9qtuRbV8r6lPZPii9cOX31uJNFQ/gfhxevYRL3hKLSmK6I8X8PWrnTzt1v1fdng/tZ2wWbXsrXwURf+7J3kRbptWLrajTh50suf+bDRT566m/hGUGJy7UYlLMJM3vjqz0bgHnzz5JUYDcP7nr27t0Z5C5b9TnTXrvQ3ipRloBHnJPbE4UzP2HYg2LGauXDmuPr3QcpWhfX5Otyuu3/PlNc/BEZ1f9znFgMtJWHsi0+zfPyFlf66rHTBEvp8eqgCM5/Rf0p6Hrhxpb2OBsEDMEOv8NyACi7ccff0yfffYZffDBB5QpUyZ6+umn6a+//qJRo0bRpUuXQlq2H374gUaPHk0TJkygDRs2UPXq1UXCtNOn/fPpyRB4ibRVuxnpJTEoUt99epFy5I9v3PLOvO4NN0D6S/evulPzCc3pvmX3eXyndRz4hlJ7mHMKSsMnvFsdBCu61m2basfSwDE8uvqoaxTbW7nNRkxxFLXZKMSgoHNc3i74tv5PVR5qTT3QWFmvo7xPh5WmoXvrnMqnOKld92pitZrvlLI8WtOPrToucu9mX7O4e0sAJuHmnak45bWGGY+20PKuVTuXrshs2fk7sUHdXsEM8kgRntotIU1Fk2CLBrcobJNe2VptSmyCvv+12kOI1oyHUftHGSqLS7S1wNNW7Zqv+UDNgDxEhBIpAZWEWnIuTl6nl6BT3j6YxZ8ZCUb85y8dumQoGZS/aO1H/z/7u3/gZ7VRtiFcJ/XqLvtLytFKesfXDLd/kgent3uesv4rI29zFtcYyHUY89eV36OOrTnmFoknj9ZSCr/+XJe6mcpl5bbaHiE1ydz0Y18Th2lGy6qsz5v/uoRfQqpR264o9W2ZPda+CtNmp4ezjY7495D3Z2e/7CVuB2OYrQtqnvX+Ip0LrbrsisTVGAySDyic3aHuYe4L/hxfqb74XMdl9Vteh6r0qeJf/Yyy1lpNbdtG7q1MpV7pwQFacJSx6/wrtiNsvKSP1A6zRdZ+ynsgz1xVu3cq0fP29fVeY9ZuDYQe24m2hw8fpkaNnBFbWbJkoStXnFEVAwYMoOnTp4e0bO+88w4NGTJERAJXqlSJPvnkE0pISKCpU+0TPWFXXDcbjRonb0Cl6RvTmk/TXJ88uoa5ceGG6rRVFky5Ex+K5AYsPrV4oYVucge1DodrVNRAJMvhZQamPVlNlG8dkt8G/6a7Djlmpld1/KCjuejkIOJLkja3DNQ2sUcwMoXc9bDoZSqxvEOk1snXq/cdJndQTdZy6N9DYgqVEXzt+HIUiRIuw4UDnlGVfWer11+O2DCC3pR+M3VAObild4yl4yJ/AO39Y2/vG4ky71HGr8p3p2cxZv5+5m+3DrpVyQa9RROo1e0SzdwFZUkQVGvL1TrMUgfbimtPbf1igCoADxGhRFmvjQqw8uvZbTq+jpASiKQetsFhbHquv30ieRvC14ta26Yn4uQqo94v4mtGPmvIrBCUr6K7yOft93oCItP0uaaa3oJSXeH9V1p3SYKZxBMnniArcGtTVE6h5EEpTwgqF5r1yF3eYISkn/VIU7BXrG/QokHCS9sINy9p57uwItJW/r2y/fDmea1k5VvuUedGkWa+GGXnz/qR01ZH2hp5ZpFzcOFBshqpHhz4x3PQz0hZ5VHueoFDZvHn+Por2srrt7xvqdXPVLsH5imvkzRZhW7Tuonp/5wg1GgSY7U+k7IdXfu/tfTDXT+4Ant48P+5m8/Rjlk7vK6PnxOV5/+xw4/RoMWDqGj9opplkH8WiP5B1yld6amzT+kuw8kGNb2po3zzxK03Qj0ZJLAvthNtCxYsSOfPO2+AxYsXp1WrnFPXDxw4EPDkL3rcunWL1q9fT23apE9NjY6OFu9XrvTtBhxpcHTRuk/Xqb4OLT2k2+DJO7yZc3n3QFQKQ1qeTcUbFxeG6eECJ/ky2oH0N4maPyII++G5PewoLs2Di/U7Y95ufEam4OQu53zAqNY/3aPJbtQe4oya9oXshbLbJhGZkSmQkmibcsN4pmS9SCG9bZid1inHV18s5cP7uk/W0Rt53qD3S7/vsewdXe7wSSCQqHF/Dc1rxdSDkUNdcFY9jg5Psatog/SOrK8oy/taztfolayveERQnNpyyk1c8GfAw4xoq3Ys2LdMya0rt1R/r9Yv8YiK8KefH6Xe7kuizKnNpyhckWeglqaAGvG91Grn5AK82kPK7t9308SoiWIq8dbpWxUr8j0TfLnO5cguGO0n692D9SJP1cTQ7EXUZ7no3a844kktiR6fT7kA5+997Pq56+4zF0weJ07Cp+W77XqQj05PWCTBHoxyzOYrOL1NIwrRoX8OV7+32uOzy8cuWxatFug2WX6/YA9Zo32eC//5bkkjP496SMdbWXc+qvCR62+5Z2ggMONDyW3gmo8MWvj5E6hsMNJW6eHJketWI9175TlNzJRVLmT6MxDguWFzi1e9p6p1oq1McMxTLg+1fbOtmAmqhfw6SCyZKP5t8qxnVKay/SlYsyA9evBRmuCYQDUG1aD7/r1PDGiZ8U6X9wnUIqbnPjxXzLaRcjDwYKTeAP/Xrb92/c3HTzqG0vlnS72SzUuq7o8bAR4kN/LMO2fYHJ/XrxaxDHuE8MOaUBYLadWqFc2ePZtq1qwpIloff/xxkZhs3bp1dNddnsmegsXZs2cpNTVVeO3K4fe7dqlP10tKShIvicuXnR2n5ORk8Yo0jq49Sn889Ich8Udv/3marLfjs/3H7brfs8G6mWNsl/OxadomIYhKN1pv5bp84nJI9uOh7Q/RzYs36b3C77kGNWKjYl2dpq9afuVRLvmD05VTVyhvsvZDuZH9GLp5qHiAjskaY9l+S+uxan1R8b7f4dXKwG2QUW4l3aK45DhKvuW+Hl/2jYUt5e+U7/9b8J/4l8WkLtOMeUuqlUXpWSknNcV9/xdPWkyNxzYmMqHvKTu+Ro9HdGb3Tv4fw9Xbun7z+2mu0+i25A+FKSnu7WFqWirFZI+h1CupXtcpnXsHubclqpEEac5lkm6k37NSHalEyZ4PNezHrFU+JVxeOZIofPn4ZY+pkp/W/DS9PNHpZeY28eIBZwSZ1n1FqwzRmfQfJNOi0jx+G5stlrp93Y1+G/ibT+cv6WqSWFYSDvlfX9sU5fGT7hPyjNqdP/cUmc1QomUJS+8dunVS9p10bjjqstbDtdy+K9LQe4Z1FgvLdi3r+p28fbx185bHNTuj6wzX3z/f8zNV6JX+gCj9Ns2hf67+fe1favKc+wNs5tzGk+3Jp9Zz9m6+fuQYPQ9ay0ltZMXeFYVF1LqP1qkur2wT5HT9qit9XvNz3W1xHXetS6OvoieMnt5xmmoPr003L9+kZS8vS9/WrWS6dPSS4annHvelFPf3C59dKF5DNrrbJlw7f038y30IM3U/Okt6WyMda64zHT7sQFNqT6FSbUqJ709tdR9MMXt9XTl9hXIl59J9+E5J1S+79N2R1d49TcX6ks0dC/k2zBAdr91ey+sMX5N8HSu312hMI1rx2gqP/o6vbRjvt7Rt3XvZ7TZCDCxcvylm2ih9+Fu/2dpQObwto9UXnVJvCj1761mv6xfldDho3sh5hpblPrwjxjdR8MTmE66Zf3r7FZPZs6Pm731HakclojJFiXVy+6aXBM4RpX6u987d6/q7TKcylt0X09L07yvFmxWnw0vTg49KtJLdk6PS20ZfypNy6/Y9Jsp5vOs+6kyqZuQavHjwoua1oeyb8P04a+Gsfh2zxs81pmWvpt8P8lfP7/q7dPvStP/P/YbvY8zBRekBRNxeS/YQaeR5Pk5ucVqscYJo5Xd8/qR/A/GcLfraBvB2n9Uq240rN2yrewSSZEU7Gu77bDvRlv1spYtjxIgRIgnZihUrqGvXrjRs2DAKJ1599VWaOHGix+cLFiwQtgqRxrWD1yhnfe1EUFFxUZTawNkwsU+xFgf3H6S5c+ea2naRoUXo2Gfpo7ZRbaIMryNTgUymtxcoTp08RRcczoiB//b/R9fn6melvnDZPbogmPuRej39JjN/3nzXA3jyRc9GUVmuhVMXUqFbhTTXHerzoVc/zZBy2XjUqZzsNbOrHoNLG/S9yTIVykS3Tt4So8J///U3xeWKo7SkNL+PbYojxeN3yvdXE66a3obZsmzevNnt/ZIJS+hS9Ut0/JC5bMy+lOHqNmM+tjtv7qSdc3f6ta0je9Ifsv/55x+Ky+0+Ip6rSS46O++s13VeXn/ZNWDosRxfrmnuD228jLzOzl8w3yP6KHeX3HRyerp/8OIliyl+l3YkhVp7wOzb7YyUkLh+2r2tW7xsMcUlOve76KSilGNdDjo8WX1GRdnXy2oeh1OH9SNR165fK86ZkhN/ePr5qm3j+jXPNnrX1l10ee5lOnLYeR737ttLV+ZqD0bocXWHfr3LUiqL3+1lUsGkoLW58u0cO+q8Zye0TqA///rTbbkbBzwfMuQUHVqU8rTPQ//860ykp4yCXDB/AcXmiDVcllO7nPXk6NGjusdiy8ItdLlm+oADCzj/rXIOWJkhNc55/1TO1DJyHrKU1T7nZ7Y7rQVOnDxBWTKnW+wol792/ZrutrhfdOuUUzBTW+7YqvT+1vHjx03Xn41/bKQLlS8QKZKyf9XjK8rdOn2avrfosoULF7q9/3O+ez2SmNbO3W5r5qD0GRfeyp69Vna6ssF5/c7+eDblqOP0X76w0dn/4tmB646soypfVxGDyLy+kxvcPdbNHp+VK1bStivuPsDKWWbcT+HtyYlNjKWUiylu27xwUD0KtciQInTs8/Tz+Pd3f1PuE7kNHwv5NrTIXDIz3TzoHrF46vwpzd9JCeike8vFLe6DdeJ3DYgSyiWIe5VUR1cuW0lbLmyh67uvU+YSmSkmS4xpb1W+ZnTvpxud1z3nV/mgxgd0fe91umOy+6yahcsXGpoNY7Q+qPVF/5jzh6EI5B071KeMq8HXDYvpvrDppU2G9uvsGc+Id3/vO6XfLU3b+qdfJ4sWLqJM+TPR4UPqfYUDK5y2CYcOH1LddlqZNCLnOBdtW7+Nzs71w9c2iqjwwMJ0/KvjdO7sOd19vRrrfp/ftGYTHc3r9EA/d96ZqHvThk10KLs5iwzm8obb/cArKv1Ag6yeu5oO5zqseq+RuJrzqiX9iOq/VKddI3ZR0vEk2rQlvW7dKODZJ9i9dzddmGssyv7wwcN065yzvdi6bSsdn+v+3HBul/M4L391OV2r7xzUkzh9ytlGbNm6hY7NtT5C3GjiSLXjK/Uztb5nks97fy6PZP663Y5ev66vqdgd24m2bDnAL4m+ffuKV6jJmzcvxcTE0KlT7g+A/J4tHdQYO3asSFwmwQ/OxYoVo3bt2lGOHO5JNyICTqyavruq8CgHXzxt27aluLh0ISJtYBpt+XqL+LtclXLUulNr2kTpjbU3uo7uSkcbHKXf7/9dvO8yoItq1nC1dRatUZQ6dXJmhQ0mamXJEZ+Djv7hvFGXK1+OmnVqpruOn6b95BJmmGDuR9KVJNpKzimmnJBP8injJE3byT0Smssl39/GvRtThU7u02Dk34fifOjVT1/hSIxt5Png5Y18+fOpHoN9tI8OkLpXF1O+ZXna/sN2IV60atlKeF/eunaLtpDz2mIqZ6us6tmpVy+zZM3icQ6V5dt2cRvNnjPb6/nbmWOnyytMbTnl9nn0Xoq+rVGjBh0m944jr2PJmiV0mjynkz5+6nH6c9SftOMH7YcXo3UttU0qvT7uda/LSetTO45Gt/VK91dcf7du09ptai3X0Q+f/ND1vlXjVpQ5p3qk376ofbSf9lNirkSPbW+J2eIaIGViomLEMldPXXXW2Siiznd6RnBOe8Vd/GjZoqVrdoAa189e92gPmOJFitMZcu/0y2nfub37fvUhOjfkHH1aJT0aV6LXyF6a61l7YC2d+Fo7oVrjZo1VvX+v1b1Gk3+Y7PX8HUg4QLfIPRqsWMFi1L5Te5o7Zy6do3NUrlw5atrJ3V7DKEcSj4jrXou8RfMarlda99QB/xtg6VQ5rqNa25KXddYXs+gSXaJqNapRzU41PayCdpN2tuiqNapSzS41PSJONpNzYKd169aUNZ97AhRlmeRlWbF1BZ2gE6KPpjye8t8VKVLE7fsPSn9A14+afxDImjUrJVESNWjQwO386rUfEnG34jTP+Zr/1tAxOkaFCxemzh92pt8u/kblupSj6p2qu60ze/bsuvXmcM7DdP7UeUPtdOEihTXXpbUfubLmUt3Xq1uv0t1T7qap7xnLFcHneW/WvZR8zflQ2r5De7f7nUTyGfeHVhb3JLxdP46ODno1/lXxd9GYotSkkzPSevuV7XSIDongEr06o7cNreNTv359KtnCOW1XDkcGS/vXrn07Dz//Qq8WonnD51FC/gSxTb4mlq5ZKsqppOOwjjTl8ymu95UrVva4DpUkNU2it/O8bfjYFT1blOY86D6tt2TZktSxU0ev975WrVvR6fyn6cevfvTYHv/Lx+KNHG+I93Xr1BWzMeaNmUcFahSgB9Y8QEZZvWc1HafjVKSo+7WtZH8c3033U8rJFNc0/N2PurdRne7s5DHN2pe+gLwvqvx9h/YdhBWMt2ek418aH8zm51K1ZyYjnKx5kk5uPOl1v6Z/NJ2ukPvgJS/PM1G4r6xsr5Wo7W/Xu7u6ibYtWrQQU/pnfTmLzpOn13DKBeeARi5Kb388rvUfnNd61J4oU88iyvJ1+aKLSND781c/U65c6tuT+H3W727lPfrZURr4oTNx7fQPp9NVukrVq1WnKp3Uk4fpIfUDcybmNN5XiNrkZulQtmxZat6pudsyUye5t9HlypZztY3+cuSZI+L+WLNGTTpIzmjZTEc862elKpWoXqd6hvSCokWK0mW6LOogP0tU7ZRuQcFI6+BZKsrj9MOnP4jfcgL6ap2st0CR9130qFmwpkheJmfe3Hmin8lonV+2r1R7Lo90khXP9NKM93DFdqItc/HiRVqzZg2dPn3a7aGSGTjQWPZtq8mUKRPVrl1bRD117+70guGy8fuRI0eq/iY+Pl68lHDFsUIQCmeUx0Du38kdB7PHhwWHmoNq0sbPNwrxMCFngmHD8JjYGNucj6PL07NL8+CFt3LFZnK/hIO5H45M6Xf02JhY17ZjYz2bFWW58pbNq1vWUJ8Pq67RlEzakbZD1g4R01ffK+G0mJCjde6V51tJjiJODzgWbaVz4ohzH8H9rs13wnPKDGyFoSyP8n181vS27tT6U5p+qCzwST6cRo4xZ4+WRFu+VlXPVbz6enLkz0E9pvWgOsPq0Net0r2t9PZDC7PLdf+6O109cVUk2DK7DuX6lL+7sS894uDI4iOaXoQx0c7jxXVCuQ729JJHbbHowcsc+uf2w71DvbzH17g/CMZl0r9W1NoDZv3/NJIq3CZz1swe681dwjMKLH/V/Lrbz5xNf+p6pizq95vEwok05tIY4cErobZclIrJWcq1FLGsNADtzz1G/rsa99WgTV9u8ojQ8KetavtWW3G/DBbyskqRsXGZPetQgYr6vqrejum57ecosW2i4bJI50rtWpHDGcXl3185aj6CunDdwq6BK+X1YeRcXj58WbTvatF20jXP+5OQI4H6ze6nug5v+ymv197KtH36dur1vfrACT9gnthwQtX3W2u9HCAhUa5TObcpy0pi42Kp+sDqtO5/6yh/lfyir24WM9cP+0lLy0vlNNJXM3uNcr1Q/Y2sS5Ep3rPtypLDGV1doEoB8d2Kt1bQ8leWq5dJcd+MjjKwH4pZH96Wr3V/LQ/R1mgfn8tXsVtFze1Fy9KyHF502JWY99SmU6aON++3+DdGf/+5rnnL5G60/vnT74iNjnWVxSriYn3v8/J9af7G+VS6TWnddTR8vCEd+Ms96ICX/7T+p0L0HfDXALEOU+VWbE/q9+75bY/u7/bO2et1fzkfij/3Vj5H0nmKchhvbyWk5SX/VSPtjBqudspL/XYrz+3nCAn2jfXoh8qSATO8vFXPbtL9WB7Ed2jRIdVnIuU2G49pTMtf82zzeDYXnwet/eH7yOavN1PRekU9vpPODx/LQD2fcn6WLd96DjjK+bLBlx7Pb/JjpFW2qFTt+pURiLv9HBXu+2y7RGS///67SEDWoUMHIYY++uijrtdjjz0W0rJx1Oznn39OX331Fe3cuZOGDx9O165dE967wD/kniy+mK3zyCrfZO5ffj8N+HuAqQyP9UfVJzvCXoXeyJInffpjsHF7YJSdMiPnz4jpeiSgVw8L1ylMOYvnNPU7vSlxVfpWoWbjmnkmLbAgH5mR5GInN6VPB7122n1qkRyz2cC7T5MlTNDYfb3kZZz8q1RL9aQUVsOigUT1AdWp8dON/V+pyj7n7ZzuB82R7VpIYgmLx0q0rtPfBrv7uPqLr9l29c6pmbqplSTJyHaUUWxmuXbymteHfG+4JQVRiWhWJuXUI2/FvLrTka2k4qcVqdMnnTwSNMmTjkqev2bbBCN82+7bgNRXTpjnLw+sNB4FqMWq95xJes1kuW70dCPD+2lV4l+1OuftnMvbpkq9vSfHavdWO5FYZ+DCwAd1uCW9CWByGq2oR7d2W227Ue7n76+ndKyeFL+X/CutRK2eGU3I6TUxmOz75a8vN3zP8DcRmVlKtvSMmPYHtSSL/nJkpTHfY3+eR8p1LEePHfZ8jpeidL9p+41P243NEhuQBLws4vlFlCyJmJf2VPd7h3YyKSO4klubqL/KZdWuLeWx9rV8akjes/L8CXr3kQo9KnhtOzmxnG6fI0qnDgU4ERnT45sePv3OyHlNvhHeXq7ApqLtE088Qffffz9dvXpVRNxeuHDB9WLfqFDSp08feuutt2j8+PEitH7Tpk00f/58j+RkwDzyRlJkeDT5wCCJgNx4GWnAMidmFpFwnN2Ss0/akUuH9f1LmYS8IfRGlmu28vPl8N7JzFc5H2UE4nP6JvoYzZjMdP2iKz156knqOb2nEJn8zTTrK2d3pnt/ZcquHW2iJVRrwRYPLhxEVfp5Tg/z9WHNagYvGRyU7RTsm27JI0XsqbF4wmLx7+WjnlOCLOtgR1lXl+Xw9E8j26r/qP6gm5T9OJgDSJXvriz+3T3bOXVWLerDKPLjp3YszZxHtd//96d5P1YjxBeIpxr31/AQaH7o8YOwzBA49OsIJ5kJFlaJlEYwIlIrxW7mkb2PuP4+/59Gf1jn4XLdx+vSPfq2edrJqK7HT7Z+57RQUlK6bWmv285ZIqcrelIPtvZggcXb9GoruHVFX0TwRcDnyDAPtJpNuWar0td1feZwb4skOn+SbnmjvO5ylfJMfKbGiF0jxL8dP1C3OPCGUSsWb/cO5XXks2hrUNTy9V6mZ0flK3r3fV/wR7A3IwrmLJaTKt7ljJ7WmiFklhE7RniUxR8eXPMg3fXdXVSsUTG/1sP1RTom3sql/L72sNoeSX5/H+q0//P5/Jiov8pl1e5Z8khcRjlt3x8u/Of0qf39Qf19lvyjJXs+Ztlry9SXjUqPHlY7FtJnaoMieoOhIcdAkdhKBoQ/9njSlXHs2DEaNWqUbRN1cfTvoUOHKCkpiVavXi18p4D/HFx40F209XKDq9zHvSNqFn6Q5Ei44k2KUzhTqlVwIgjVcLt5eYm0vXHOfRqN2o2vQnfnSKnZ6VF2RusGf0c39+QVRoUYqfMmp+b9NYXNgmubipF9NTHCyhFxibyV0iOqEvIkeBUjsuQ2HyXOnakC1QpY9jBlNYEQj9XqUExCutDoy3G0Em+dWCu9UtWoO0KRyUhBvor5zIvDJpBfX1LdjI6zrh7kKJZDt54XrlfY8Lq8Ra0EAjUxgO1W3O4VGlVI77oO2MNTgJuSO7rqt/0uVLpAucvmpibPNvEQYI0+XJo5/+3fbS/+bfhkQ7KaRw8+SnnK5TEkMmz8YiPZCfb8NnKs2dbBCGwj1HSsp9/1lHpT6LuO33l8zl7PZiJtlYMm5e8sn76ootzyfoQeee/IK6bo1htZj3xBLrDoYTYC39e23NUORQembSjT3trAkH3z99HGqb5dF2U7lCXLMRmFmK+K8568Y9YO1QFls/DArBQoYFS0vfPTOzW/K1K3CFW9x93v1BdEENHte5i3tldZ7jx3qLSPvurRvkSJKpZV69NI0bBye7ZgI7UR0owM7i/lLqORTDFKdm9RSRYoWU8tfNY9uaXbIKc9HjU0B5mPrDhiaEYaey2D8MN2oi0nNFq3Tr0zCiIX+cMZN6oHF6eLuGrUHpo+CukLwYzgCSRqiSpCHWl77Yzn1Pi/x6T7emrB0xu7TetGvWf2pkinwWMNdL9XE2eZmxfcszCrYWRk/6X4l2jeqHmGPJYkD0Zv1HqwlqmoNcPihYy0lDTaMGWD+2epaarijr8DO74QLPFY3uFkm41g0ukjc8kL5KJBscbGIleMtgEctW1EvNProPotsMoj32RR7lunp0cYVuzp7stoBvZ75wjuYRuHeUS28OAPTw03yqVDnrM3mo7zLUGaPwKNFPXhbVqyv9eTmSmBkm/2+b3nTUdrm0E5C4HbNDWk9rtgDfdEt8teUY8ikpCimC8d8T5TRw8W9565+Ay1e9N4/VKjwWjPe11iCf3jaSaqKdiRT0btROTTdb2hJiBI4pyST2t+airSVtkPkP8mVIOd8unsepgtn8+Dpl4i/vWOt9wSSYtiDYvR0PVDqduX3cR7tcSXZpjZayb9+fifPv22w/sdVD/3xcJn+8ztoh8ptWGGz5esSn5Q/gOyAmnGDLcdPA1ezsPbH/aImlW2qwGBD8ftQ3Jm+xn6sdeP2jMHFF3msu2tE9etiLRVneWTlGroXhZIpGue+0IPrHqAhm8dTq1ebqW6LO+DUUsmaWBZ2T+Q8nGEkrO7z9Jb+d+i5W8s92iXZnSbYSjS9sHVDwa4lCBiRdvZs2e7Xp07d6annnqKXnjhBfrpp5/cvuMXiExKtirpFpU5Z6h74gKrI9oaPmF99EhGQyvS9tv2nl6CyuQ5avDU/hqDagjrikinRHPfpssZ6RRJI/prP17r/EBDP13zwRqv6+r0cSfq8nkXunfuvV4HPfhBXBLA9ARjM9OQlXWBRStp2pTEkeVHPNb52KHHqOf3PSnYBOQhOMp7BKZVnNvrzEBrqu01sMs1H6xpyhrD8LRJg4e7x9c9AhZpKxdc5KLtz/f87Pp85087/doGT6/lh8xb19yjdVpMbEGZc/rXXgZa9FITaLZ+v9XQtFp/r6evWn7l9j5TtkweUZN/Pf0XndtzTiSyYg4t8Ux20nuWsUEEb1Ydbm347SZLK0Gi1Ka1fLGl8KIdvNSY9YpkxaG2H2bxt275OnPGF5EhWLhNAbbI51BvP8/uOmtyZe7T5z3uxfJNhejw6kXayiMMzVqW7Jmjn3wqEPYIPGtJsvqoNqCabr2R+k3BtK5S3nOz5FKfmbPqXXWPbC3Y+mfW3bNEP1JKnmT0XrJtxjZT+RKMWGe5pranpNHria973qOjPGctBBou07E1x9z6AV82/VJ1WalOtH6tNY36b5RIwGsVRj2b5SjPi9q5Ld2udMhFW6n/xeUrWr+ouGfJZxNo2iNoDJRJvJnvTdesCnmU9Mq3V1IgUdrZqMHCLA/OypMca0U/qw1gc18yf2Xvg03AfthCtO3evbvrNWTIEDpy5AhNmjSJevfu7fZdjx6+mTSDMMDhLvBd2O8uzCjxJ7GLHaYUG2HgP4FPquEXsnveyc0nNa0QgDs1H6jps1BipqO56p1Vfns1xmePFxG0Su9krfJnK5DN+YeRTRo4BEphkpPaKKdwHl5+mJKvJXtGYIbggV9tm+3ecUaqNZ/Q3LeVahxLqdNpZVKSD8t/6HWZmHjzImeu0k6vRGWkqL8YvY7YQ2/s1bGq3pH+DgD2mtFLJDu76/u73ERbKy0SJJT13Oz04VBMiTuz44xm0kJv4lzbN9tqr9jAqT+2Ov2BWS3K9ZcBv9CKN1fQh3d86DWLuNo6lNErPCW+44f6Pp81BtcwZFEjPzZtX29LJZo6B/ravpV+TILtW65Fo6fSE5wpMdIOK+2C9BJZhhopuaM35Pfd4k31bbj0jpGuL77Kz6S+M19jV45f8ciNoPTIZv9OiWyFbt+/QxhpK585YLUIlHQlif557h86s/OMT4MEaoOaKUkprt97sx6Q1n987XEKFm45AW7nweBBKGWCP7VkpXrII/rO7b59XAx2udRmM5iFZ1LJn5GkY6tmp6J2XoPRdnL/ZM9sz4GEGxduaJaH+9xSf8kqfElE5kGU93a/UG3rPG1Vi6DjQ2tsBcaTn3Lb83bBt8XfysjtQNLj2x40dMNQ8Zyohet6M+NpKxPhg+nfDyJQtE1LSzP0Sk213ocR2IOdP+805YmojDgySoPHG4gox4D4Opnk/hX36ybkCqVfrRHkHQC1B3OgTueP0xOBaFGknvr0OW+jw0pWvrvS8uymnCG4zy991BeI8t4h3jxts/jXSIKZ01udPlJD1g0RiSFYuGjzehuPY5W3gnqG8mCj1oFs+HhDGn18NLV4oYWPK1X/WOp0Blu4UXZ2jTwISGU8uvqo12UbP6OSlEcDMx12zijc5tU2Qrz155pSwvVv9NHRVLVfVTfRtkofz4R5/qKMjjc7MKF236s+yM8M2V5Qi6TaN2+foUhFPqZPnHzC1Pbk99SCNQvSirdX0M/9f3Z65SsGDY6u9F4flcgfppQP37xtvZkiHD0lnQOv163GlO2SzdNnJV08dNEWor1eMj8jAwsdJrtP2f7xrh89/VttiFEbB29Tsc0OvhjND/FOkXc87rNu9ghRUcK/s+9vfand2+1EpFqoI23lViRGIr3VEpNq8VHFj4S9yMeVPvYpElEabFJOETcq+srtrYKVzV0eeTfg7wHi30o9K1HvH3v7nOdAKfpIg1fBHCjnwVJ5v0+q16snrzaWiCkYRY1yDhQouXrSUyCXBhIC0Z+T6t2hpb7PvlAT2mMyy3Ir5MmiGcVtFWrHxszxEpG2Pszi8Hc2lhl4W4VqFnIrnzyPB3ugK5G36UmXkjyuVbbqkg82WhnFDTKgaMusXLmS5sxxnxL/9ddfU6lSpSh//vw0dOhQkfwLRCbKKc9yWr7U0uMzXyO22r/TngYvHhzURljP56rPzxrilw/oRiUFgihPk/ajq8w/BGckWJAykq1ebhci5/qZ21nXDbJg9AJVH0tfYY/bp848pZlVV5kETW+6p5loC450kxJDKIUH7rDIoyXNiH5Wo9URZF9Sy7cleRdbHL3qDV9G6aVoEyN1sc1r7qK8Lj48eLF4a0YwkaarSYkS9ZCmQnJ0W9lO6QLpczefo0BgVnCW2zTwNOQxl8ZoJ+0IAtJDpNI/TjV6X4GWUDZo0SDX3/yA9teTf9HW77bSvj/3eUSlmzl+POCr9GhWloFn8OjVJxbG5GXTQ+vhUi72mJ1abHUEl5E2wcjDsZ7Hbf6q+tM4sxUMTnRovUfquSXSFOidQhPNpN4x0qsnqp623o63ij0C+8s3HB08yzC9SFuz57NMO/UkX5/V+YyOrzuu6kupxFtCRIlrJ6+pDxIZtMmQC4fBmkp+Yv0J1yyA0q1LW9I2aNXJYPtLm7mGpONgJFmuVbDApjY7Li3Z89yf3ensF897xHuuCbPMGaZvN2gENZsW+fkOxuzV3OU8j6WZ/i/XEaP2CBJsjSD5xAcVWfFqD6vt8sM2+4zNA+Rs1SUfzOj4vv5sIGBfbCPaTpw4kbZv3+56v3XrVnrggQeoTZs2NGbMGPr999/p1VdfDWkZQeDgJFRa1HmoDvX5tQ/VG1XPsugou5CnvHYGZaPwQypPU5EeKoKF/IYtTUma1WdWUMsQbhidPqTVoWd7ALNYPbVHr2NuJAma1duXCwZ8fLVEP7eH7UCVLRCRJkG0R/CpPAZ2WW96sFZUuZFzb8VDord7SdepXcV0Uo4yNwoniZEeDtjvMDbeWOIds5jdf7llA/+WfcTtwIo3Vli2LrkoL384ZmsJ5QOe2amVyrZN6R/Hgq18nWxlwJHMbInA05HlWeQvH9PPmq4lJMmtoQ4sPGC8/LLEklYj+eiq4W9fTSmCs9XJ0+eeppG7R9L4tPFBi+6TxBdVX26VIsjvS94GunwVbdW2ayaZVqhENr1IW56+z88DPE1YGiDR6ydr7S+LdJ/X/dzSRGS5ynoKmwf+OeDK2O712PtQV62ayuyt/2Mq0lZDKNv/t7EkfYFA9xoK8sA2wzMuchTJQV2ndPX4TjmYEA5IQRNuyA55UNoSf0+jCXsEeRLtRc8vCnryb3nfhdtEtrrxhePrPeua0u4OhA+2EW03b95MrVu3dr2fMWMG1a9fnz7//HMaPXo0vf/++/Tjj84pUyDyqD6wumZiHe7gVehWwS2LsdxE28rMznbhzs/uNLws30TavtE2YMKAJlGeDxZK/zTgG1oPasUbFze/rmB2WKU6EchNRnlONZMebPQeBnv90MuyImhGXQZCs9V4aJNPxQ8EPN3NSHmMdNb1HrrN+Ch6PJhZcLy9edqyCMjTSZVJrPTIWSyna+DFyqnPHpjc/3oj6/me4CiAVLlHf4qzmXu8fCaDW32RPbCpTVeWaDquqa6fMEftSuz+bbdHXZIL4zXvq0ndp3UXUTI8HVkreafa9aU1ZVteX9X8paWp+GrXXKCiKXWjQRXl5wF4f+o4JzXkqC7ev2CKjtJ+sGj+w10/0PrP1hsW1Pxpo83+1lsEpx283vUibaXngWr3pg8w6PmDe9sfI+fI6JRpLRsmSfD0JZGZ98KRT8hnBDA5S+gnAb18VH8QyUiyIzPrUMOf5GB6xzYQ/vLekGaP5Cjq+Vwrv4co8XaeQoXaMVT6Y1uJ2gwLtQAFM4Ma+//abzrSdu1Ha93sG7tNc0a8Bhq35N1RRCVbqovFwqJJZ1eUEeYgvLGNaHvhwgUqUCDdt2PJkiXUsWN6CHfdunVFgjIQudQeWlvXRJ8fxsYljaPnU553yzD78I6HKdKoPcTzWNgNeQdVbbqPEnmkdEbClympct9COXoeyFpM7zrd1PKS56I0HdgMWvYIHFkw56E5lkwzUj4YLZ6wWPal9u+sFM8KVE+/V8m3HUwRQXpAMmuZIcFZivWQJ4TxFymTuSGvORMCqxUPClbWC2n6HidWWvPhmoBHQpvdf3+TrlkJD7bkKuNsG0u11PdvH7Q43fJAYs/ve7zuozwqUj41Ug+1h2xm/afrPaZYK70JeRs8DVlCz99WE4d+8hi51YpaeyM93N3R3T25l3RsitQ3HtmuR+E66cnZWr7oaWGlVUfZQ9UMygSOoYoOlfaD692uX3a5TTn2ViYjwmuN+2t4CG3eBB617XoVzkJw+JT7rze4qobUF1HLCu+tDZwUPUlsf/fs3V7L5+08Gk00Zuh7g1qTEVGKbW444SnPuqs1tJaYGaIUpdZ9vI6sIlDWDrpJ97wRFXxbGF/hGRKc/PLUllMeg42tX9Hvl4UKtUFr+fVi9SBw46cbe9zP1eqd2UEtXzxtjVr5BAo+zlpBAxzdrtZu8X7u+m2Xx8AyCG+CHJqnDQu2Bw4coGLFitGtW7dow4YNwjJB4sqVKxQXF/zMxyB4qDWiyk6sPIpmgmNCUMoFrKHj5I4iQlorojpSkbI5WzGVjW/OPHWQO32bv9psKAHXrSvmkvZJ3lS+nCctewRpmqIVWcHP/+fuhSt8HQ3026yMBFB9kAryDDzpvP4y8BeX76qVYqXqdDiO9m6iiPY2cFj1hIRzezwzcmuhfBANhj2CGSSf5lXvrnKL7ggUofQQ9Jflbyx31UFv50BtOp/atD+9iDA+VkYEdDPCdv4qntFAPOOFPYx5ez5Nh05zOH+nMWVbnkSkUK1CppNjWdUOtnmjDX3d6muvnsTKdsaIp7tV0XdWolpH9bxMZfeDSwe9z0Dq9kU38ZoYlf7cwyx8biE1fbap4fuQ10hbG7QZ3iJtldS8v6bwB1WLHjdSn1/N8aorUl6Nrd9vdfMV1cJf+wN538XodWhElGKbG054Kp++/dt9v7ktc+WEb9Orgzp7y4/V6kbaBnK2i49wv2dW31k0YscIV1vOfqVqySL5nhQsD2Q12NqHfa89CGBTIp1P+X6rHgOTdcasPYIt4FlCeudf5Txs+moTzb5/dkCLBYKPbWptp06dhHftv//+S2PHjqWEhARq2jS9o7JlyxYqU0bdcB5EBmo33fJdPUfWIw2zHVi7YiSKkqOpy3VMj0QC6mTNl1V36iBPuR1zeQwN3zo8ZBmxda9hjY7U6a3OhHX+oEwmwp0w6cFG72HCStE2qB0+L51Szl7tC3rHgwVbLXHFl8RVPns2KtfDdVIlkY4/hGK6sFWEddljoujiwYuGrie1xKFGZncoBXMjYoOZazuxlHrUDQu3ZsVJCVdbppMcKXsRA4kNowJbZ+Ti9vG12gK6cnt+RdOJFfr3c583a/K4yQXVQNlG+XIfCuSUZqOYtfLidp8H/NXaAU4U5A09wVaeIPO/Bf/pl8NMkjcVDi466Pr75OaTZAgvTVaTsU0M1Q0rZ1n4KyB2+byL12vm/L7z9Ga+N2nLd1vE+5Ob0o9X4zGNDZ+bqveqDz7bAXm91Iv25shpI0kZrfI/9tj+j71V25pAth9q+6J2/zYbaStd6+GUF0cMOGv0d/g7tUHBpZOWBqFkIMOKti+++CLFxsZS8+bNhY8tvzJlSg8Hnzp1KrVrZ910TWBDooxZJkQaT558MiJsBFa9lx5dBoyTOZcPU2j54Td7vN8d8TM7znh+6E+/T5ash73/PCLbLOgnKddZoUcFWv66MxGOlBDEKGaSYEWKWGZkH8zsnxFx38okIfKHB0sibW0QeeYzJouuFhkaKla+tdLlBemtHVP7XmlNYKTdsDrSNhDR9d48beXXgOoDqyM49V1erkNLD2kvp3g4VhPezJTXmwAXKNTOg+4Ap+w81B1R1/B2eHq7P2Wy431MOcjg64CGvwm0/MXb8fI2gCofjD+1OX1qvB5ek9hpiE/KsracpG1hYhZ/LX80cwLIdvWDch+IQJBf+v8i3q/931rXd8UaFTN+boKfg8ww8vZbr72X7ET0BmnWfLRGiNyGBwMsIJB9JzWR0opoY71cAzUfqEm2JCrdq16Ns7s9ZwhIA+IgsrCNaJs3b15aunSp8LblV48e7pmaZ86cSRMmYDp8JLPzp3Sz70gSR7yhzOBduk1pCkcClRAp0nl0/6M0bOOwkGxbTfhwPST4cOlJ1yub47+S9RWa2miq6vRxf5IfKEU+9v89seGET8kzKvc1bysQ7FH6QEVP6Iq2Fu+fXhKvUq30/Uz1ypYR7g96mN3/av3Tk/vYCW/1zYrzLKIdjdioGKz7N87fsMSj21ukrdq+6yUhlB5KNR+oLbpkjJ4Tv89dlEm7oQA1Car7YbBpNhN8oOZra6WgJq8zQWs/FcfJStE2mPcAb9vipEV6tH+3vXnh08fbv7Id82al5W2wiuvNsTXHhAe930J5lPm+jrfBWq1zo7bOuITAWC2W62xuFqFb2fSsVtSWVzBv5Dy6ce4G/f7g7xQsAnrtRanfc63qH6uVXW39drHS0GszlfZjSosdEDnYRrSVyJkzJ8XEeFbO3Llzu0XegshDbYqd8KvMYED8jFzUOpucrEZvFDWQzOozS/M7n+wRbv9mxRsrxL/cyfeHwYsHe3ymfNgxer2oLdfgUfPJ1oJtjxCo5FEcCe1L4jAPDFQTvYekxNKJvh97H58ZHlz9IIUjWfNn9esatavIbSd/Oa1jJBc9eEr2G3neoOldzCV5NIIUIaM3Xdbl96ci/EjC0er3Vwe0Dhhdj9Xn9r8/9aewm2Xwcs97jOn9jdIfcDTThlfpW4X8wdvMhVCItsp6aqVou/3H7RQsvLW33gZxsuRx5gswEzXorX+j9b3y3Ho75mqWA3JWvrOSptSfQjN7z6SkSyb6B2po7ZLDuT/7/tzn8ZW3wRqtZ0W1c3bPH/dQIKjzUB3Vzyv2rGg80latjpm4TK1OfNpsfDPtL4PgaRuo52W1wVm9GSOhRC9ZL9ebYg09I89BZGKfnjIAKty6Zi6JUiQgzz4dVthTDwBmHzIMjPhrcvs3Zm0KzNgXKB9KjXba1LLC+/rQGuhI22yFshnyN/aH4+u0fSjNRBD6O0VO/nsjWZ7dIm193DbXK05kaXUyy04fd6JAokxQaFcR1qwFiS/Xk1rCFit8NLXqVPMXmrv+njtirqXe9HKf13mPzHP+oZGITH689No+LRuBYIu2/nqoKs+HmcSFRihct7DP4rNelFe1e6tR4TqFNT1HteAH8JYv+T6Vvelz6knL5HUtJj5GCMlqCf4CgTIy00rR1orkpkbxVn/5uBqty0ZtgbxFEmq1AWY9bb0Nrqx8e6X4d8+cPfTP2H8oEPC+rvt0HX3X4TuP785sP6N7v9DyjW78jKcYXaJZCQoEWglXOQeFKg6L+t0a9YEH35WJe43S+X+dqdqAatR8fPp9L5j2CEbX7WsZ1Op75T6+zbwLNHr3ef6ubMeyQS0PCB0QbYGtCZRgYTeyF87us+cbAEYp36V8cBKRWYTag4ayA2M0soD35/mU58MjMtCCYHtfH/aYw/8epmDS5NkmIhrXSGI9KyJtA0XZDoHtPDd7XhH1YrP9V+Pun+72KiQZSSqmRE/4kQ96mJ76GKXtIS6x+evNHt8/euBR8hmHp9iql4jMZY/gQxZ3q9ros7vOmt5e7Yf8z1Fw8+JNsopczb0PEun6v99G7V7J7dmQtUOo9SutTZer2XPNTHnbyqn1YC2v7eczF56hMZfGBGwWh7fr28pBz8ZP60eIauEt6Zgv147kPWpphKCXxbRsD64cv+L1mMsHsr31o+SRwXvn7iV/YPssNQrVKkQ7Zu5QPVZyG7mcxXMa2s6gRYOoQLUCnl9EBTciku2h1Ky+2J5MGtAw1O92mKtXbxV8iz4o+4Hqc6aRqOEeX/fQ7esG2x7BSssntevBToPgxZsUd/2tVycy5/QtJwoITyDaAluTKXvGsMTIVtDzITPcCOuEPhmEHt/0oLZvtdVfyI8RfyvqgLcIumunrvk8PcoqsTXQkbZWWKR4E3TMZvDWJMr/ZVq/3JqevfasIa85+bG/eMBeyRasjCBTo3DtwrZ9yNCChYFWL7UK6vV0R9c7fI7M9cULNl+lfJStgO/3cLVpsnqJac7tPufzjAar6syVY1eMbU92bvXaXy0vf2VbWKZ9GfKFgjU9LYgyFzX+wCuP9EsvXOB8xyv3dkZ95S6XW/w7/7H59GOvHy1ZN4uLgfL1VKPrF10D1leUR6mb4dv23wY90lbehujVGRaUpzWZRjcO3dDtC9S4rwbVGFRDf5s6ZR+ybohrgEtvO2xNYGT2TZH6xhK7alkZiOcglWKwsMkDuxL5KxtLqFmyRcmgPqvoHcNSLdW9+9d/tv72j0l7kM5EeeVlUB5nq/sLwUwC6Eu+BD3U7kUNH29IdkHNPqXtm20tneEDwg+ItsDWeMvGGimUalPKrw4oAEbgUdnKd7tPAVI+PPjzAGpFp9CbYHl+n/t0L06+EC4dxWCKtt461IEWGAOF/Hyb8t4NAsGeJRExA2UOaz2Z1eo2e4cH7Fj7O6VV1uZKfpF6nrYSvkxTtqrOGL1PGLVH0ErApWwLzSYulOj+VXcxgCBPBkUx/u3vrl93iX/3/uFf5KEqUe71YfXk1arJesMBZZ/DSqyoz5lzOduGDpM7+LUeM4PC7IutJygfX3OcDr5+UPc66za1m1+DuDzQJHko6w3yvl/mfbKSLLnTvX3lLH99uWZfRhpkLt40PQLRbuhFK/f4tge1mNhC09bBSKStkTZXr++oZd/gKwn5gmOvEgjU7kVG7LlCWZeU9lje+kEg8oBoC2xNRom0bTmxJd352Z2GpgfbFekBRo3aw/yfFgkCM1XRQ9xz+P4wZEkHwmFuG3899RcFizavtxFT4Nmv0PaibXL6ea3Uq5LH92rT9XzBSD2JGHHRC2rHVIqUCwThEGlrBOVUXn8HdNXOw+UjBh9Yo8wfayvPg2Q74BJtLT7HVq2vQrcKXkUYj6zvOtvOXjS7oYfXxJLmEhdKFKhagB4/8jg1eCw9+WRCOROig8Oc8OYvkojGnq16iWjChWKNA5Msx4ooZ64bWrYqZq6dg4sP6n4vvxZWvOlM1qpHyuUUS6yS1Aa7JZJvOPtTlw6pe8Kawej1YDY4hfuo/raHI3aNoBqDa9DIPSMpUJzeetr1d6uXW3lY/an5w0rtm54djvSdfP1aSCLw1VNXPb4zaithlGBG61vtqx/o2XL+YjRJ3ap3VgVkpgewJxBtgW25d969lJAnfEfyzMBRJrWH1Kacxay9qQYT1emDRDTu1ji685M7g14eoI4y4uzAwgNu710dAB/6NGpJYsx2KLwJllX6+Zdd21//PG6XOJKv25fGo1xCHWnbc0ZPj+8t8zP00x5BinKKBNSO6YOrHrR0G25TUH24Rh89+Cg1eroRPXfzObJLgk0j0ZOJpYyLdcfXeibZWzxhccDsEfwWQh3a9gN2FW3l0zJZENFC3v7riY9tX2+ran9glT2CnC5TulDjsY0pW5VsfkU+nd1pzNfXFw79m57JfMt3W0z9tsUkz4i+iBVtrbASMigIepudouqfqnF/MDKLMPVauljpLyVbqlsFrP/EOT1/24xtfm/DaJ9C7g9upL/IfVTpOPhqcZX3jryiz5anXB4KFFnzZzU9G8s1DV4nWOLY2mOuv6d3mU6ntp6iP0b8oWqPI3min97mKfBW7V+VwgUrB/obPuFpeyDNYPCaNyBEuEW+6yQltap9AOEBRFtgS0q1LhXwpC4gOF68SKxmLzgqqvfM3q73PO3SqkhbNcwmy/Em8uYsYY+BDa3pvFZgRUdMiqjmiAK1B51g2iPI61LRBu5TvGreX5MiBbWHVr0oRF+QT+/25RpNLJEoBDLLPI0NIn/w9OVaMiM2BiKRnt6x9retVLZ58mmsat52dhBt5W2UnkAhn9mh54vJiYYmOCZQ//n9Nbdj6FgbaDprPVCLmk9sbuq81RtZz+MzjoINFPKkVman7eYpn0c1MzoPoIeKQPUD+TmBj4/abBJvfFL9ExHZ7q8gKFGwlqdvsh4r312pv4DDOr9kM0nSfCV32cDMKpkzbI5r0MTOs0vkfaot3xgbaNnz+x5TwRJ75uyhT6p9Qus+XkdTG0/VXE6tLhv1P440Tm/3FLC1BhD1BpCDlbhR02pDpW5gFmvGAqItsCV28pYB2mj5BHICABYGHzv0WNDLZGt0OmTl7ywftGJUvKui62/NB5WowAqQWg9Z3gTLHEXSMx77gzwbsb/kKJaD+vzSx7L1ecvkbIT9f+/XFc23Tfc/soYxInzIhdnes9IHDJhMWSPHAseqRHdGo5Ts/ABr9SCBGYHNW1t637/3aX537cy1oEfaKts8eZS85ZE0AWjX9fbfXxsWs6K1msjlbdq7EQrXcU8CGGjkidPU2mpvUZ1q2eBDOYAeKJsYFiMf2fsI9fqxl+nfntpyij6q+JGpqffSoHHhuoUNTcNWS1oosWD0Ajq56aT+D0IcSKe8nrIXVrcxYeqPqu/Xtmo/pC5A3bx40zWLy873PLkl1fF1nrM91HAlU9WJpvRJLFSsplr/aqqDObbFwtOs9sygeU+ICo03t5HrXj4AWqhWIfHvvj/3Ba9MIORAtAW2RMt/CdgMHf8/FuWs9lCKZNSyW1uJPLOxvGO4d+5e+nXwr673RhIiWCFA3vmpb5YZUmfFXxqPaWxZ5CB7UVfonu7xGOzoZJ4+K3mZSfw6KP2cqhHMBAY8uDM+dTyNSxpnmehuR4Lhk+Ymftr3+dWD5hM8/fzMULFX+kCTNzgaSQ+9B/9Diw+Zj7T1V7RVXO/H1qS3LZb71TmsF231Bivk3xkRtbx5sHsvmOdHxRr5PzU/2GKRNM2Z2TBlg6lpvGpRZPmr5KdQwqJRyxdb0uAlgy1fN58bb/2VeqM8I6UlzIi2gxYOogajG1Cfn/u4TYf31eZFc5DoNtu+s2Zw1Sq4PVLuN9P4mcZUolkJw+tRGzhjq4Zrp9SPx9JJS20v2uYq5XuwkV6/29vzMIvaSpTraf+eLAGjheRpb38hWG0mT/ZC2c37MkeF1tP24qHbAr/s701TN7k+q3pv+NhfAN+AaAvsCWxawhv79qtsS5OxTajZ+GY0ZN2QgKxfKZbx9iR2/bLL89qLCrAA6eP6eSCg5gO+T6nn48uefw1He/pcmeH8nvMBS7Rl9sHkl/6/mM7wbJVo6+2hU75PymjLYE43CwbBeKB0G3wJowRvHG3tj3Db4oUWdNf3d1lSlhvnb5i2X9E9t36eBmU06U/9fgpYpK1V65M/COsmaZMNZPgy4CaPXjOCmshtRQR8sBPXJF2WeS6qnDK9QcLtM7Z7fBZqsYvPQbNxzUwJe1b6gHMiKC3MTL3nWYDt325POYrmEDNs5Fw96Zn8yZsA560N//upvymkOFTeR/k/O7J4k+K6iRi1MFqPO3/SmYJNrSG1vHoIa6LT7z61+ZTuAM3ruV73/CIqOPYYhe8rTA2fbEgPrrHWu99K1O4JWvVIb5DQFRUdBOTe7VIbUbR+UfU+DPSSDENkPTGBsKZCD1knNHyeRTM2GjeLSPKpDBbcqWo5sSUVrl04KH5jrV9p7RKI5Z0aqyO7tEQCzc63gc13ndLV5/Lw8W3+fHO/PT3dym9xe+VL1K7V3pcBi4SzUEDKVzl9qqkdCIaIKhe+Q3XOfRVtWHj1Fb5eq/azJpJEL5pGLWlJwBOR6WBX0Za9kTm6rtUrrfRFW9l3SpFLC/ZfZUq3Le3hge0Vh//Z6tUItuiZtYC2yOhtwCv5hueAXDi1Fb4yaNEg1c85eaje9Wsm0laOcnkj/uXBsNAJJCxMq0XD+nJ9sNgXiMGTrl90pTrD6lCwkduPJORNsCzSVm/mlXKGlYRyPf7a1GgRkzmGWr7SkorUNT+LIlioDdho1tco7aSOaonfAoXcRkWyIeRnuP5/9qdhG4e5tf8Lnljgmp3B+YBA5BLedw8QUURa1FVGoPtX3VU/92UaJAgsXad6Cp2Zc972JHYELhGZlj1CIASuuiPqUrAI5EN8oDrYVsFiihURaP4KSHqJjULF88nPB/wBhOse3y+t9GUON/xJ8Hbrmqdoy+IjPxBpReTpCpMBFOv1HtjN+ppa5Zct0ea1NtR0bFPdZeTHLSGPMSGDB+Xu+u4u4YvPg5mZc6l756uhHHTkKMtWL7Uifwm22Fa6TXoba5aMmlGccykoGX18NGXJlUX3+rVKtM1X0fsgosf90kYBKv4M2PvSD+AgBdPbMXKO7HBMzR5KnUhbvX6t5rUeFebP1xY2YapR3VHG7uUlmgZ/ZoBkJ6N2XZZpV4YK1iioeh2wrdKAvwbQs9efpf4L+ot7H4gswuwqBpFM3YfrGpq+COyDljgb6ql4GZlaQ9OnaEk8sPIBdS9RldNkNIutv6KDZic/yn7Zi1WJCpxoY/eH7mwF0pM48DTRUCFPymUX+OHovmVOv746D9cJyPrHXhlLz1x8JvwexCyk1cu+CXEPbX5INeqQxUd+IPJFtDu66igFCjWRVXqgK9NBu7yBSghnFnlfwGi7lilbJqp6T1XXoKKZWRHKZFsPrnpQ1YPTLMHu0/gzE0Tttxm1TyZ5VwZCtPVFyFduQ2+bMdmCe63KEyCaFXKtOBaB+k0oyJTdeIJVrn+uOqjSl9TrYxk9P+FkpcTs/m23ZetSqzNax0N5PINti6Pqw6tyitX6ftxX4P3igc4ybcuIe5/R2S0gPMi4PX5gO2KzxBrKUArCgPDqH0QUlXt7ZjjVEnekjgtPF3Z1ViyOtJ03ap7q55myGu/UGiWYybUCGXllRNzo9Gknv7bhT3Iet8zxIXwYCLYAZZTijYvTBMcE6vxRYHz14hLiAnL9hAPSA6yehciAvwfoRqfe0eUO09sN9MPbowceNfzAueXbLeLfFW+sML2dDpM7CP/Jzv8LjuejvPy+RvmaOfZqSWesIFzEIqb+o/XDuvyBQG//T2897XUZs+u0ot+QetWcn7MWenkS8lfNbywJkxd8ql++VEkDGmUo+yQ8+7BY42LCfswoBxYd0A2W0OvnaNqPhZlIq+T6OT9nUcl338ShUB5PO7SbasK8PFGlhJptyeUjlwNWLhB8INoC2yD38rR7pBkA4USuMt6TRCx7bZn7Bxb1VbZNd89+zFNeH97xsN/rVZsavvC5hRQsAulpW/7O8l69GOXRrv4mtFJSvKl6khC1fQ92p9Ytcs9i/2UQfGoMrmFq+Uf2PUJPnX2KshXUrv8FqurbBvgyKBzo6fGJJd2zyssHAKwkd5ncNOq/UVTnoeB4PsqPm6/9Ojv4gIYq4soq6xA7iA/BRj4waWT/OamTGeqONG/HpCzH162+piMrrffKLFw3/XlKL0+CXBC8cvyK5wKOwF0fvgiLu36VJc21IdUHVqf7l92ve39SrXc6wRK6g9Na5yfML3d/EwX72vbJ71F8T7bFbCYLu7n3/HGPdSsDQccGtREAJ/LGEaJtmIPTFzLUhCzJyN4DWV9m4bMLvSZE8Bfu2FfqVcmQ95uRac4hJYCdYk7Ew9GCj+x5RDcBhD+oCbOSR6a3KJFCtQu5RX0Gk9oP1Q7q9oC19Pu9n9v7FhNbmJ767c0b1ayAwAm1vKG2Tn5AZwrWLEiBgLdpi4dGiwbXfPUhtoPgaIcyGCbK3CBdpFKgegFT5y/pcpKp9VfpU4V6fNtD+A8P3zrc2I9UijG10VTa+fNOrz+t1LuS4bLlKZfHdD+AvX99xZdntoBdU2F0qUpYHWkb7s9gZTuWFX299u+2p5G7R5pfgcN/0Vb529zlgmi/JsPK4IRyncpZti4QfMK7NwgiFjVvJRA+IAKOQjZlqVDNQoa3q/p5AE+doVFeg9sPtYWK/NhZfV55faVbl9b1YvRXLJUEJ4an83X5vAs9uOZBMU1bNXGDjDrD61DNB2rS3T/fTcGm9lCItuGMMqJUL5rcV8yKAdUHpV8LZqI9O33ciYasHUL3/ev0MLYaM+3KzYs3aebdM8lusOj85Okn6YmTT/js0+qrDYqVftvhJNqq1Rv2OcwIjNo/yvW3/P5p5PwdXW3em7ravdVE8p/8VdJtBvRQ89Nmfuz5o9ffmkk8aXTgSp6kT63frteXl/u2Hvj7AJkmfC6pgCKuTZ1IW73EtFqird2T2XqDj8Od/7uTGjzWgPKUz+PXwJ+Z+6jb8Yxyv+/f0dW8rZIlOEKbBwDYh/C+qkHEcmjJoVAXAYCwJCFvgsiYPHjpYO8LByERWaAeHPlBnjOMd53a1a9s6pYQgocPX6PW5NOkear5MxeeEdP5aj1YS4gqWtO05fBynOG9Yo+KFGwKVpdFNWJsKOxQiieBmPoeiHWqiSDsK1y4TuHA+QubaFcWjV9EO2buIDuSNV9Wv+xc7vr+LiHAdf0iva3XgweTOClln1/7kFWEwiOyZMuSvv0wA4thuUrlEn2Ccp3LUaMnG5kSbTkBXqDx5rms6/ts4rwajdDntstVJofvIpAvIqEv15S3AWVf1xtKEvIlpM9wU6mnen2y1GT1AKfz+867/uZI8HCHB0aaPtdURN2yJzsz8J+BhnLk+DpbpcHjDdzu+6EKRvJntk22Qun33abPNrWoRCBUQLQFAFgPxJSQZ0xmPzcWFMp3cfqjGsbiRGRyjDw41RpaS/xbuq33jiZnGK95X82gPnTZhcy5Mht68NOLyGXhVtM6A4AAYCZ7ulXbkGj0VCOfsnsHy1f17p/cI9fNtMGRnHCEPTk5Urfm/eltvR48mPTI3kd0vTzDAbPWIXbyAA4l3Ce4Z849bv0BI+1MMKKRY+L0o8bXf7pe8zsz7YEpi5go7ahNVZ9bFQ9gveW8bdcoVfpWof5/9lf9rsP7HShcSU1KTX9mUjkmmXNm1v+tCj/f87Pr776z+1K4w8IzR4VzUAp7snOi11KtSmku/9Tpp6jJ2CbivqG89uuNqqf5O3l/OUeRHO5taZCfa5uNbyYCUWoP83122cC/B4oBT05ACsKfwKRZBQBkaOBJHHq4s8HT3c109NmWJJCRtkYenDq820H4LpVsUdKvUeVAIx91D0VkB0evqfFdx+9o3/x9rvfJ1z2zzEYKZ3edDXURgFkUl0pARFsNwSJf5XQv7QELBtAXDb8wnpE8CImoKt5VkfLckYfO7T5n/tiEV3CZacItei6UFKxRkBJLJdLFAxdDXZSwqj9V+lUJeDkOLdWfRbhnzh7tL01cAo2fbkwbp2ykmg/WNHxs1CIJ9ZKzyRO9FarlactlZLtNnm1Ce37fIzLf80D91u+2ai7f9q22moPQbgJemDUVP/f/2edcEpePeh+syyjWKHJ4wEYrN4PeoJbc85XPiVukbZCfa1tObCle/pCvUj6ncI37Z0SQsYdjAQAggjF7o7568mrII215qt4dXe6g+OzG/dv6zeknEhd0/KAjZSTUpk3JBVu7IvkR+2vxAMIPjzYgAM8SWg9l8s9ZHPVnnRzxEwgkwdasaIs8AEB+XzCcGAu4WSuEmn3ztO/fZvpknIjsuZvPUdfPvVuKuNoZk5oURyL6O8up9cutafiW4UJYqnpvVcPbUxLOohS3+S5B0ORuLJm0JCBlimT07qt8n89ZIqf4u2Tzkm7LhmswUjhfG8AdiLYGKVmypKj48tdrr70W6mIBYEvC9eaW0XGLtPDnPh8V3GQu5TuXp3vn3itsIUJCiPpE4ZQcR86AvwdQ5T6Vjfkug4hC+QDha5IpX64LeaZ0sw8yykhbzmodaMwcm71/7A1oWUDw0aqj7LUYSB/ESGTzV5spnKk7oq7pfobhxH869gh6fXm5UCv3EPUF8Vyt05/xllTwzM4zYfH8IY9OdsNLsITWIIwj1aHrZwvMJzF+ZM8j9MzFZ8TArLxOHljoQ7K9AMERtCDjgbu6CSZNmkQnTpxwvR555JFQFyliqTXE6WsJwhO9rPfARij7e4504daf0VmtZBvhKjKqIT8+oRrJVkbXXTpyyWOZvBXykt3IVzEf9ZrRi/JXNpZxG0Swp20gIvo1rAwSS8gSupjcrDLS1t+kJCP3jPS6TMuXfJ8ama1g8KxiQHCpNqCaKdH2zs/upIzOsTXHKJxpPr652/s85c3NFPDVHkEe+a8kPkf6bKi8d+S1/N5Qd2Rd1996/qVK8XLjFxvJrsiPmRxvtmT5q+SnHMU8hetze84ZTk4GnFTqVcnrYKnkIyyvk2e2pw8MhJqrp66GugggBMDT1gTZs2enggVlmatBQDJEbvlmC7V9o22oiwJ8YNjGYcIDC9OewxPuON68eNPv9WiJs8J+AQSM94q/Z1kyGwACQTAGbowIwW7THg0IsB5CsJ/BXDx9OXe53HR+r3ZUVL0R2glTvJElD+7BkcjAhQOpUM1ChgYZOn7YkS4dukS1h/ieyCZSj+HXrb52+4ztlewMt1fJV9P96Uu0KGHhyj3bNOHnGRVFuUrn0i0TP7Od3n7aUOJYbxxZccTtPSfSlW9Lj7is6b6th/89THbl6Kqj6l8YsCVLS05PMKtH0uUkn8qWUTAzC8Gu1gL1H61Pi8cvDnUxQJBBpK0J2A4hT548VLNmTXrzzTcpJUXboB34niGy+1fdkdE8jBNgFG1QNNTFAL7iIDqx/oT4c9cvu3xejVZHh0WKiEG+i/bs13k8zAAQcmxyrZh9GFNG2hZt6P99rsvnXcS/Ne6r4fFd42ca+7XuJmOa+PV7YJxgziAxItjKRX8EQHiiNsOD7ZVCSc7iTh/NGvd7tgVq9UyeMMlfpPVKg1dHVh6hN/K8QRunbtQd0OKBLH5ma/BoA0vELWXivGr3pkeUZ86V2acIVruhFRQhBTToJX5rMcnYAPwXDW4n2AT+JxW1SX9FCWazZkwQaWuQUaNGUa1atSh37ty0YsUKGjt2rLBIeOeddzR/k5SUJF4Sly87szwmJyeLV0ZE2u+Muv+RTrif10DXz0vHL9nqGCnLcivpluvvHbN2+F5WjY5OdHy0rfbfH9JS06MeeJ/SyFgURLDraJojLWKOuRqRvG/hil4dTU1NDdn5k28rOUX29y3vfbKUNPeHaR6097fsRRoVocdPPS4GqaV1Dds6TPjT1n6otqH137p1S/VBP2+VvLg2LL7Xj7kxhs5uPysinPbN3ecWuRWIY60WGMLbiUm23gc6I6G8lvNWCv21wuKoKINGKFV0lmhKS0tza0etKrMkuCYnOdvBH3v9SDcv3KTZD8ymB9Y8oPk7qwOX5NP6C9UuRKmO9PepKfr7G5PF/ZoI9fn0lb1/7qUCtQuofld1UFWaM3SO6XUG6liE6/N8aprxa0dZx+2yr5lzew5iPLjhQduUzy4kK+pouB+fDC3ajhkzhl5//XXdZXbu3EkVKlSg0aNHuz6rVq0aZcqUiYYNG0avvvoqxcerj/DxdxMnTvT4fMGCBZSQEJjMw+HCX3/9FeoigAAwd+5cigQCVT+3b91Op+aeIruQdMp9GtWSxemZaOMLx/t8PlNS1TvzCxcvpLhckRH5efzEcdff8+fNp6jYKFvW0XXr19Hu1N0UqURKmxOJqNXRW2fTB4aCff7k20pLShdA/v33X8pyWN9OIOWqe5u2cvdKitoToGu+AtFfi7Wv75isMZR6zSlozJo8iy6t8vSyXntoLdGhwBQvkvDlXn/67GmPgbFA1OOrO66qlpfPP/Cdfxb+Q4mNEuniCmdk59kdZ0N+H7lx/YYow9GTntPnczbMSX/+/ScdPZb+3ZYDW9wGDvzhVrKzTV66dCllPpCZbt5Ijwb9d9m/mr+z+pgdPZy+fxfOXnBb/4EDB3S3l3QivS+buVjmkJ9PX9m7by9dnusM8LKCxCaJAT8W4fY8//fCvyk2mzH569aZ0PVX9FAOfsfliaN1h9cR2dcZJKT8dbuOXr9+ncKZDC3aPvHEEzR4sH726tKl1X166tevL0ZgDh48SHfccYfqMhyNKxd7OdK2WLFi1K5dO8qRQz8TZqTCoxx88bRt25bi4iJDvMnobKJNrr87depE4Uwg6qf8+JQpWoYad/Jv2quV8HS0nbTT9b558+au9+1fbk9VOlXxaV8zxWeim9c9p4G1adeGsuaLjGk9c36ZQxf/dT70dejYgWLiYoJeR+V1S4t69etRqdb6STzCjUhqcyIRvXb0yvErtIN2BPz8qV0b8m0l30imLbRF/N20aVOR6EWPpCtJtI22ud537tyZQsWNtjdo96/OgZiG9RvS10+7+3MyuC4Cd6//+euf6fKadGElOjo6IMf7SOIR2kfuwlzbdm1dSXKAb+1B+47tKVPvTPRKpleCfr3sLbCXrp265vE5B/9wGf5Z8g+dpbOuz/NWzEtDlwwVf/8+63e6QBfE3z2G97Csz7E7fjfduHKDmjZpSvkq56O9mfZSCjkHqZo0bkJ7aI/q76w+Zr98+wtdJGefKlfeXGL90nkrWaIktevUTvO3l49edvVdG49sTPU71Sc7crruaTq+Nn3AXzrHZ3c6z3mFihWoYaeGmr830ueTU7JCyYDV7XB6nlde//HZjdlpXD5yOSj9FbPcunqLttJW1/vkc8m2KZudSFbUUWnGe7iSoUXbfPnyiZcvbNq0SXTU8ufX7ujzTVgtCpcrjt0buECDYxCZRMo5DVT9XDJ+CbV43j6JoWLjYj3es1fj0ZVHKUtiFp+PgdL/USI+c3zE1JH6j9SnLV85RZ+42LigibYSRo8jn9NIOeZKmk9oHrH7FqntKA/oKJcJZnkkotLSo2TjsxholxQ6WSjrXcr19Kjf6yc9I0cq9KiA6yKA9/q4zJ7LB+J4x0R53lOyJmY1lUgHpPu2OtKc/qyZMmfyOF/Bul5yFM2hKtpyPgEug9IbNnf53K6yScIeExsT69F/8xVpm7Gxzr5C8rX0KcQxMel1sPes3jSz18yAHbMag2vQzllO4TU23r3fEkVRutvLkj2L2/7Ytf2T9437zelH0++cTpmypt8Ty7QtY2nZ4+ID/6wdbs/zZp5D4jKFpp3whiOTp9e0XcpmR+Ju19FwP0YZWrQ1ysqVK2n16tXUsmVLyp49u3j/+OOPU//+/SlXLu3MmgAAEFY4/M+KrpeYxVQCAJvDCWGKNy0uop5iMtl3uqpds9/6w7ikcZSSlGI4WgLYiCBXRxYw98zZQ83HN9e8Loy0S3Zqu+RJd05t8bTbafy0fWZzRCI1H6hJW7/fGvA2Vu6bbsd6GE7kKp2Lzu87rzuoHAy6Te1G33X6jq4cu+L2uSQoS/9KpCWn1wEpSSxjpXAv1V8p6RhH8Umc23NO/Ju9SHaq1LMSBZKyHcpq1nMOJNAjNnN4yBnyxG7SOUxLST/HiSUSLd0eBnjIrzY0mEkmM3q/HngHV7MBOFp2xowZYupw5cqV6eWXXxai7WeffRbqogFgH3APCT8UAu2prafSO5V+nE+tjk4oH5ashvdx8JLB1O/3fmRn1B78wx0WySHYhifBfggqUq8IPXv1WWo2rpmiIOl/ciIwb9ip7cqSJ4tq8h4mW8FsVLRB0RCUKuNQqlUpGrRoUPoHAarSjlTPEVQ8rPuGfGA1lMJ3gWoFaPTRdNs8F7dPtVK0VV7fAWmPpMOhMmAvCYpSvbujm9MOsESzEmQ18n3KUcTdQvDEhnTBWo1M2dKjVRs81oBsi8Nzf3kAOlAia7HGxSxdXyRg6tqRNRW9fuhFtgG3gQxJeAxNhZhatWrRqlWrQl0MAGxNxR4VQ10EYIHH7bHVx1QfHszAD0Wjj4+m83vP099j/nZFSUTaqH84PEAven6RmHIHQEa8ZrgdU4uEZzuTXj/2opSbKYZ8tu0U4Sj339001d3j8OpJz+RVwHpKtihJd356J80ZNofunnV3QLbhzz0YuNNkbBP6ZcAvto2e04q09ea1HagoUInk68kuz1im+1fdacfMHVTxrsD29/NVMW9dOMExgcIx0jY1KV2Yt7qPXKlXYKOjwxEzx1jeXynZsiTZhXB49gDWA9EWAGAJ2YtmD3URbE+R+kUoXKIy9/6x12chvnCdwpS9UHbxMjsNGVhLtgLZQl0EAFzYSTCp3LtyWD4k1XmoDs17ZJ74+/rZ8M6GHM7UHlqbatxXI2B+5hBtAxOdrryWW77Ykmwj5t3+p9yd5ehywmVq+nzTgG9br21b+OxCt/dsB1XrwVoBK0v7d9vTjlk7qP4oeyYSszTS9rZ4eOnIJY/PzPD0+acp6XISTS452db3rVCSOVdmunnBMzmyqf6KnZpjxWl9ZO8joSoJCCKRFfYEAAg69867l6r1r0YtJ4W+42t3SjS3fkqZlUieb0pfM6MM3zqc6j9Wn7pO6er6LH+1/K6HpkiLtA0HKt2NSAtgH9SiuSJpe8EA7ah9CGQCyki0tgkVagL4yN0jqcP7HWzhAS2Vb+1Ha8W/+avmp0L3FHKb9h8wdOwRbpy/QcG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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.dates as mdates\n", + "\n", + "def plot_strategy_results(df, results, name=\"Strategy\"):\n", + " # Align index for plotting\n", + " times = pd.to_datetime(df['time'])\n", + " equity = results['equity_curve'].reset_index(drop=True)\n", + " rolling_sharpe = results['rolling_sharpe'].reset_index(drop=True)\n", + " unrealized_dd = results['unrealized_drawdown'].reset_index(drop=True)\n", + " realized_dd = results['realized_drawdown'].reset_index(drop=True)\n", + "\n", + " fig, axs = plt.subplots(5, 1, figsize=(14, 18), sharex=True, gridspec_kw={'height_ratios': [2, 1, 2, 1, 1]})\n", + "\n", + " # 1. Price and Volume\n", + " axs[0].plot(times, df['close'], label='BTC Price', color='blue')\n", + " ax2 = axs[0].twinx()\n", + " ax2.fill_between(times, df['volume'], color='gray', alpha=0.2, label='Volume')\n", + " axs[0].set_ylabel('BTC Price')\n", + " ax2.set_ylabel('Volume')\n", + " axs[0].set_title(f\"{name} - BTC Price and Volume\")\n", + " axs[0].legend(loc='upper left')\n", + " ax2.legend(loc='upper right')\n", + "\n", + " # 2. Equity Curve\n", + " axs[1].plot(times, equity[:len(times)], label='Equity Curve', color='green')\n", + " axs[1].set_ylabel('Equity ($)')\n", + " axs[1].set_title(f\"{name} - Equity Curve\")\n", + " axs[1].legend()\n", + " axs[1].grid(True)\n", + "\n", + " # 3. Drawdown\n", + " axs[2].plot(times, unrealized_dd[:len(times)], label='Unrealized Drawdown', color='red')\n", + " axs[2].plot(times, realized_dd[:len(times)], label='Realized Drawdown', color='orange', linestyle='--', marker='o', markersize=3)\n", + " axs[2].set_ylabel('Drawdown')\n", + " axs[2].set_title(f\"{name} - Drawdown\")\n", + " axs[2].legend()\n", + " axs[2].grid(True)\n", + "\n", + " # 4. Rolling Sharpe\n", + " axs[3].plot(times, rolling_sharpe[:len(times)], label='Rolling Sharpe (30d)', color='purple')\n", + " axs[3].set_ylabel('Sharpe')\n", + " axs[3].set_title(f\"{name} - Rolling Sharpe Ratio\")\n", + " axs[3].legend()\n", + " axs[3].grid(True)\n", + "\n", + " # 5. Trades (Buy/Sell markers)\n", + " axs[4].plot(times, df['close'], color='blue', alpha=0.5)\n", + " # Only keep indices that are within the bounds of df/times\n", + " buys = [idx for idx in [t['entry_idx'] for t in results['trades']] if idx < len(df)]\n", + " sells = [idx for idx in [t['exit_idx'] for t in results['trades']] if idx < len(df)]\n", + "\n", + " axs[4].scatter(times.iloc[buys], df['close'].iloc[buys], marker='^', color='green', label='Buy', zorder=5)\n", + " axs[4].scatter(times.iloc[sells], df['close'].iloc[sells], marker='v', color='red', label='Sell', zorder=5)\n", + " axs[4].set_ylabel('BTC Price')\n", + " axs[4].set_title(f\"{name} - Buy/Sell Points\")\n", + " axs[4].legend()\n", + " axs[4].grid(True)\n", + "\n", + " # X-axis formatting\n", + " axs[-1].xaxis.set_major_locator(mdates.AutoDateLocator())\n", + " axs[-1].xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m'))\n", + "\n", + " plt.tight_layout()\n", + " plt.show()\n", + "\n", + "# Call the plotting function\n", + "plot_strategy_results(df, results, name=strategy_class.__name__)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "---" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.0" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/experiments/1.ipynb b/notebooks/experiments/1.ipynb new file mode 100644 index 0000000..ae19d6b --- /dev/null +++ b/notebooks/experiments/1.ipynb @@ -0,0 +1,399 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Load the data we will work with" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "\n", + "df = pd.read_csv(\"../data/btc_hour.csv\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualise the `close` column" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df[[\"close\"]].plot(logy=True, logx=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Clean the data\n", + "\n", + " - We really only want the data we're going to focus on for trading\n", + " - Let's keep `time`, `close` and `volumeto`\n", + " - By just keeping these, we'll also drop the NaN column called conversionSymbol\n", + " - We'll also want time in a datetime format" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/h2/4n19j41n6dxg73lj5xpbvsfr0000gn/T/ipykernel_37210/3626017561.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_[\"time\"] = pd.to_datetime(df_[\"time\"])\n" + ] + }, + { + "data": { + "text/plain": [ + "time datetime64[ns, UTC]\n", + "close float64\n", + "volumeto float64\n", + "dtype: object" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_ = df[[\"time\", \"close\", \"volumeto\"]]\n", + "df_.dtypes\n", + "\n", + "# Convert time to datetime\n", + "df_[\"time\"] = pd.to_datetime(df_[\"time\"])\n", + "df_.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/h2/4n19j41n6dxg73lj5xpbvsfr0000gn/T/ipykernel_37210/1978254345.py:11: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_[\"ma50\"] = df_[\"close\"].rolling(50).mean()\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Let's make our matplotlib plot look a bit nicer, and a bit larger\n", + "plt.style.use(\"seaborn-v0_8\")\n", + "plt.rcParams[\"figure.figsize\"] = (12, 8)\n", + "\n", + "# Let's visualise the data\n", + "df_.plot(x=\"time\", y=\"close\")\n", + "\n", + "## Let's add a column for the 50-day moving average\n", + "df_[\"ma50\"] = df_[\"close\"].rolling(50).mean()\n", + "df_.tail(1000).plot(x=\"time\", y=[\"close\", \"ma50\"])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " time high low open \\\n", + "118049 2025-05-16 17:00:00+00:00 104439.55 103813.40 104197.55 \n", + "118050 2025-05-16 18:00:00+00:00 104123.27 103723.85 103901.00 \n", + "118051 2025-05-16 19:00:00+00:00 104086.62 103619.15 103723.85 \n", + "118052 2025-05-16 20:00:00+00:00 104072.28 103562.97 104064.76 \n", + "118053 2025-05-16 21:00:00+00:00 103818.99 103538.42 103722.24 \n", + "118054 2025-05-16 22:00:00+00:00 103649.83 103450.36 103643.59 \n", + "118055 2025-05-16 23:00:00+00:00 103718.44 103465.47 103551.32 \n", + "118056 2025-05-17 00:00:00+00:00 103569.60 103141.31 103499.60 \n", + "118057 2025-05-17 01:00:00+00:00 103388.09 102642.39 103388.02 \n", + "118058 2025-05-17 02:00:00+00:00 103316.88 102779.28 102859.21 \n", + "\n", + " volumefrom volumeto close conversionType conversionSymbol \n", + "118049 667.46 6.952808e+07 103901.00 direct NaN \n", + "118050 554.10 5.757738e+07 103723.85 direct NaN \n", + "118051 993.14 1.031001e+08 104064.76 direct NaN \n", + "118052 504.69 5.237515e+07 103722.24 direct NaN \n", + "118053 356.41 3.696248e+07 103643.59 direct NaN \n", + "118054 978.41 1.012609e+08 103551.32 direct NaN \n", + "118055 312.40 3.235507e+07 103499.60 direct NaN \n", + "118056 488.11 5.044067e+07 103388.02 direct NaN \n", + "118057 669.72 6.891526e+07 102859.21 direct NaN \n", + "118058 263.48 2.715254e+07 103307.02 direct NaN " + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.tail(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.0" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/experiments/2.ipynb b/notebooks/experiments/2.ipynb new file mode 100644 index 0000000..8f5695c --- /dev/null +++ b/notebooks/experiments/2.ipynb @@ -0,0 +1,1057 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The autoreload extension is already loaded. To reload it, use:\n", + " %reload_ext autoreload\n" + ] + } + ], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. Imports and Setup" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "import os\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "sys.path.append(\"../src\")\n", + "\n", + "from strategy import Strategy\n", + "from backtest import run_backtest" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 2. Load and clean data" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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timehighlowopenvolumefromvolumetocloseconversionTypeconversionSymbol
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" + ], + "text/plain": [ + " time high low open volumefrom volumeto \\\n", + "0 2011-11-28 00:00:00+00:00 2.499 2.461 2.480 3457.45 8571.74 \n", + "1 2011-11-28 01:00:00+00:00 2.498 2.480 2.497 681.46 1698.15 \n", + "2 2011-11-28 02:00:00+00:00 2.499 2.485 2.498 624.29 1559.13 \n", + "3 2011-11-28 03:00:00+00:00 2.498 2.442 2.487 2648.16 6519.05 \n", + "4 2011-11-28 04:00:00+00:00 2.500 2.440 2.442 4299.98 10667.19 \n", + "\n", + " close conversionType conversionSymbol \n", + "0 2.497 direct NaN \n", + "1 2.498 direct NaN \n", + "2 2.487 direct NaN \n", + "3 2.442 direct NaN \n", + "4 2.462 direct NaN " + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Load your BTC/USD hourly data\n", + "data_path = '../data/btc_hour.csv'\n", + "df = pd.read_csv(data_path)\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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timehighlowopenvolumefromvolumetocloseconversionTypeconversionSymbol
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" + ], + "text/plain": [ + " time high low open \\\n", + "0 2011-11-28 00:00:00+00:00 2.499 2.461 2.480 \n", + "1 2011-11-28 01:00:00+00:00 2.498 2.480 2.497 \n", + "2 2011-11-28 02:00:00+00:00 2.499 2.485 2.498 \n", + "3 2011-11-28 03:00:00+00:00 2.498 2.442 2.487 \n", + "4 2011-11-28 04:00:00+00:00 2.500 2.440 2.442 \n", + "... ... ... ... ... \n", + "118054 2025-05-16 22:00:00+00:00 103649.830 103450.360 103643.590 \n", + "118055 2025-05-16 23:00:00+00:00 103718.440 103465.470 103551.320 \n", + "118056 2025-05-17 00:00:00+00:00 103569.600 103141.310 103499.600 \n", + "118057 2025-05-17 01:00:00+00:00 103388.090 102642.390 103388.020 \n", + "118058 2025-05-17 02:00:00+00:00 103316.880 102779.280 102859.210 \n", + "\n", + " volumefrom volumeto close conversionType conversionSymbol \n", + "0 3457.45 8.571740e+03 2.497 direct NaN \n", + "1 681.46 1.698150e+03 2.498 direct NaN \n", + "2 624.29 1.559130e+03 2.487 direct NaN \n", + "3 2648.16 6.519050e+03 2.442 direct NaN \n", + "4 4299.98 1.066719e+04 2.462 direct NaN \n", + "... ... ... ... ... ... \n", + "118054 978.41 1.012609e+08 103551.320 direct NaN \n", + "118055 312.40 3.235507e+07 103499.600 direct NaN \n", + "118056 488.11 5.044067e+07 103388.020 direct NaN \n", + "118057 669.72 6.891526e+07 102859.210 direct NaN \n", + "118058 263.48 2.715254e+07 103307.020 direct NaN \n", + "\n", + "[118059 rows x 9 columns]" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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timeclosevolume
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" + ], + "text/plain": [ + " time close volume\n", + "0 2011-11-28 00:00:00+00:00 2.497 8571.74\n", + "1 2011-11-28 01:00:00+00:00 2.498 1698.15\n", + "2 2011-11-28 02:00:00+00:00 2.487 1559.13\n", + "3 2011-11-28 03:00:00+00:00 2.442 6519.05\n", + "4 2011-11-28 04:00:00+00:00 2.462 10667.19" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Data cleaning: keep only time, close, volumeto; cast time to datetime; rename volumeto to volume\n", + "df = df[['time', 'close', 'volumeto']].copy()\n", + "df['time'] = pd.to_datetime(df['time'])\n", + "df = df.rename(columns={'volumeto': 'volume'})\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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timeclosevolume
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" + ], + "text/plain": [ + " time close volume\n", + "118054 2025-05-16 22:00:00+00:00 103551.32 1.012609e+08\n", + "118055 2025-05-16 23:00:00+00:00 103499.60 3.235507e+07\n", + "118056 2025-05-17 00:00:00+00:00 103388.02 5.044067e+07\n", + "118057 2025-05-17 01:00:00+00:00 102859.21 6.891526e+07\n", + "118058 2025-05-17 02:00:00+00:00 103307.02 2.715254e+07" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.tail()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 3. Define strategy" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Buy and Hold strategy" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "from strategies import BuyAndHoldStrategy, SMACrossoverStrategy\n", + "\n", + "# class BuyAndHoldStrategy(Strategy):\n", + "# def __init__(self, initial_capital=10000):\n", + "# super().__init__(initial_capital)\n", + "# self.has_bought = False\n", + "\n", + "# def process_bar(self, bar):\n", + "# self.current_bar = bar\n", + "\n", + "# def get_signal(self):\n", + "# if not self.has_bought:\n", + "# self.has_bought = True\n", + "# return 'buy'\n", + "# return 'hold'" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### SMA Crossover Strategy" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# class SMACrossoverStrategy(Strategy):\n", + "# def __init__(self, initial_capital=10000, fast=20, slow=100):\n", + "# super().__init__(initial_capital)\n", + "# self.prices = []\n", + "# self.fast = fast\n", + "# self.slow = slow\n", + "# self.last_signal = 'hold'\n", + "\n", + "# def process_bar(self, bar):\n", + "# self.current_bar = bar\n", + "# self.prices.append(bar['close'])\n", + "# if len(self.prices) < self.slow:\n", + "# self.last_signal = 'hold'\n", + "# return\n", + "\n", + "# fast_ma = pd.Series(self.prices).rolling(self.fast).mean().iloc[-1]\n", + "# slow_ma = pd.Series(self.prices).rolling(self.slow).mean().iloc[-1]\n", + "\n", + "# if fast_ma > slow_ma and self.position == 0:\n", + "# self.last_signal = 'buy'\n", + "# elif fast_ma < slow_ma and self.position == 1:\n", + "# self.last_signal = 'sell'\n", + "# else:\n", + "# self.last_signal = 'hold'\n", + "\n", + "# def get_signal(self):\n", + "# return self.last_signal" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 4. Run Backtests" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "bt_df = df.copy()\n", + "\n", + "# Buy and Hold\n", + "bh_results = run_backtest(BuyAndHoldStrategy, bt_df, initial_capital=10000)\n", + "\n", + "# SMA Crossover\n", + "sma_results = run_backtest(\n", + " lambda initial_capital: SMACrossoverStrategy(initial_capital, fast=20, slow=100),\n", + " bt_df,\n", + " initial_capital=10000\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 5. Compare Results" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "--- Buy & Hold ---\n", + "Sharpe Ratio: 1.48\n", + "Total Return: 4137145.49%\n", + "Annualized Return: 120.07%\n", + "Max Drawdown: 91.12%\n", + "Number of Trades: 1\n", + "Win Rate: 100.00%\n", + "\n", + "--- SMA Crossover ---\n", + "Sharpe Ratio: 1.21\n", + "Total Return: 388766.50%\n", + "Annualized Return: 84.66%\n", + "Max Drawdown: 97.10%\n", + "Number of Trades: 808\n", + "Win Rate: 39.85%\n", + "\n" + ] + } + ], + "source": [ + "def print_metrics(name, results):\n", + " print(f\"--- {name} ---\")\n", + " print(f\"Sharpe Ratio: {results['sharpe']:.2f}\")\n", + " print(f\"Total Return: {results['total_return']*100:.2f}%\")\n", + " print(f\"Annualized Return: {results['annualized_return']*100:.2f}%\")\n", + " print(f\"Max Drawdown: {results['max_drawdown']*100:.2f}%\")\n", + " print(f\"Number of Trades: {results['n_trades']}\")\n", + " print(f\"Win Rate: {results['win_rate']*100:.2f}%\")\n", + " print()\n", + "\n", + "print_metrics(\"Buy & Hold\", bh_results)\n", + "print_metrics(\"SMA Crossover\", sma_results)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.dates as mdates\n", + "\n", + "def plot_strategy_results(df, results, name=\"Strategy\"):\n", + " # Align index for plotting\n", + " times = pd.to_datetime(df['time'])\n", + " equity = results['equity_curve'].reset_index(drop=True)\n", + " rolling_sharpe = results['rolling_sharpe'].reset_index(drop=True)\n", + " unrealized_dd = results['unrealized_drawdown'].reset_index(drop=True)\n", + " realized_dd = results['realized_drawdown'].reset_index(drop=True)\n", + "\n", + " fig, axs = plt.subplots(5, 1, figsize=(14, 18), sharex=True, gridspec_kw={'height_ratios': [2, 1, 2, 1, 1]})\n", + "\n", + " # 1. Price and Volume\n", + " axs[0].plot(times, df['close'], label='BTC Price', color='blue')\n", + " ax2 = axs[0].twinx()\n", + " ax2.fill_between(times, df['volume'], color='gray', alpha=0.2, label='Volume')\n", + " axs[0].set_ylabel('BTC Price')\n", + " ax2.set_ylabel('Volume')\n", + " axs[0].set_title(f\"{name} - BTC Price and Volume\")\n", + " axs[0].legend(loc='upper left')\n", + " ax2.legend(loc='upper right')\n", + "\n", + " # 2. Equity Curve\n", + " axs[1].plot(times, equity[:len(times)], label='Equity Curve', color='green')\n", + " axs[1].set_ylabel('Equity ($)')\n", + " axs[1].set_title(f\"{name} - Equity Curve\")\n", + " axs[1].legend()\n", + " axs[1].grid(True)\n", + "\n", + " # 3. Drawdown\n", + " axs[2].plot(times, unrealized_dd[:len(times)], label='Unrealized Drawdown', color='red')\n", + " axs[2].plot(times, realized_dd[:len(times)], label='Realized Drawdown', color='orange', linestyle='--', marker='o', markersize=3)\n", + " axs[2].set_ylabel('Drawdown')\n", + " axs[2].set_title(f\"{name} - Drawdown\")\n", + " axs[2].legend()\n", + " axs[2].grid(True)\n", + "\n", + " # 4. Rolling Sharpe\n", + " axs[3].plot(times, rolling_sharpe[:len(times)], label='Rolling Sharpe (30d)', color='purple')\n", + " axs[3].set_ylabel('Sharpe')\n", + " axs[3].set_title(f\"{name} - Rolling Sharpe Ratio\")\n", + " axs[3].legend()\n", + " axs[3].grid(True)\n", + "\n", + " # 5. Trades (Buy/Sell markers)\n", + " axs[4].plot(times, df['close'], color='blue', alpha=0.5)\n", + " # Only keep indices that are within the bounds of df/times\n", + " buys = [idx for idx in [t['entry_idx'] for t in results['trades']] if idx < len(df)]\n", + " sells = [idx for idx in [t['exit_idx'] for t in results['trades']] if idx < len(df)]\n", + "\n", + " axs[4].scatter(times.iloc[buys], df['close'].iloc[buys], marker='^', color='green', label='Buy', zorder=5)\n", + " axs[4].scatter(times.iloc[sells], df['close'].iloc[sells], marker='v', color='red', label='Sell', zorder=5)\n", + " axs[4].set_ylabel('BTC Price')\n", + " axs[4].set_title(f\"{name} - Buy/Sell Points\")\n", + " axs[4].legend()\n", + " axs[4].grid(True)\n", + "\n", + " # X-axis formatting\n", + " axs[-1].xaxis.set_major_locator(mdates.AutoDateLocator())\n", + " axs[-1].xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m'))\n", + "\n", + " plt.tight_layout()\n", + " plt.show()\n", + "\n", + "# Example usage:\n", + "plot_strategy_results(bt_df, bh_results, name=\"Buy & Hold\")\n", + "plot_strategy_results(bt_df, sma_results, name=\"SMA Crossover\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# To do right now\n", + " - [ ] Make our backtest more efficient / faster" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "---" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'sharpe': 0.0, 'total_return': np.float64(0.0), 'n_trades': 0, 'win_rate': 0.0, 'max_drawdown': np.float64(0.0), 'annualized_return': np.float64(0.0), 'equity_curve': 0 10000.0\n", + "1 10000.0\n", + "2 10000.0\n", + "3 10000.0\n", + "4 10000.0\n", + " ... \n", + "114764 10000.0\n", + "114765 10000.0\n", + "114766 10000.0\n", + "114767 10000.0\n", + "114768 10000.0\n", + "Length: 114769, dtype: float64, 'trades': [], 'rolling_sharpe': 0 0.0\n", + "1 0.0\n", + "2 0.0\n", + "3 0.0\n", + "4 0.0\n", + " ... \n", + "114764 0.0\n", + "114765 0.0\n", + "114766 0.0\n", + "114767 0.0\n", + "114768 0.0\n", + "Length: 114769, dtype: float64, 'unrealized_drawdown': 0 0.0\n", + "1 0.0\n", + "2 0.0\n", + "3 0.0\n", + "4 0.0\n", + " ... \n", + "114764 0.0\n", + "114765 0.0\n", + "114766 0.0\n", + "114767 0.0\n", + "114768 0.0\n", + "Length: 114769, dtype: float64, 'realized_drawdown': 0 NaN\n", + "1 NaN\n", + "2 NaN\n", + "3 NaN\n", + "4 NaN\n", + " ..\n", + "114764 NaN\n", + "114765 NaN\n", + "114766 NaN\n", + "114767 NaN\n", + "114768 NaN\n", + "Length: 114769, dtype: float64}\n", + "{'sharpe': 0.0, 'total_return': np.float64(0.0), 'n_trades': 0, 'win_rate': 0.0, 'max_drawdown': np.float64(0.0), 'annualized_return': np.float64(0.0), 'equity_curve': 114792 10000.0\n", + "114793 10000.0\n", + "114794 10000.0\n", + "114795 10000.0\n", + "114796 10000.0\n", + " ... \n", + "118054 10000.0\n", + "118055 10000.0\n", + "118056 10000.0\n", + "118057 10000.0\n", + "118058 10000.0\n", + "Length: 3267, dtype: float64, 'trades': [], 'rolling_sharpe': 114792 0.0\n", + "114793 0.0\n", + "114794 0.0\n", + "114795 0.0\n", + "114796 0.0\n", + " ... \n", + "118054 0.0\n", + "118055 0.0\n", + "118056 0.0\n", + "118057 0.0\n", + "118058 0.0\n", + "Length: 3267, dtype: float64, 'unrealized_drawdown': 114792 0.0\n", + "114793 0.0\n", + "114794 0.0\n", + "114795 0.0\n", + "114796 0.0\n", + " ... \n", + "118054 0.0\n", + "118055 0.0\n", + "118056 0.0\n", + "118057 0.0\n", + "118058 0.0\n", + "Length: 3267, dtype: float64, 'realized_drawdown': 114792 NaN\n", + "114793 NaN\n", + "114794 NaN\n", + "114795 NaN\n", + "114796 NaN\n", + " ..\n", + "118054 NaN\n", + "118055 NaN\n", + "118056 NaN\n", + "118057 NaN\n", + "118058 NaN\n", + "Length: 3267, dtype: float64}\n" + ] + } + ], + "source": [ + "sys.path.append(\"..\")\n", + "\n", + "from scripts.test_strategy import test_strategy\n", + "dev, holdout = test_strategy(\"../src/strategies/template.py\", return_results=True)\n", + "print(dev)\n", + "print(holdout)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'sharpe': 0.0,\n", + " 'total_return': np.float64(0.0),\n", + " 'n_trades': 0,\n", + " 'win_rate': 0.0,\n", + " 'max_drawdown': np.float64(0.0),\n", + " 'annualized_return': np.float64(0.0),\n", + " 'equity_curve': 114792 10000.0\n", + " 114793 10000.0\n", + " 114794 10000.0\n", + " 114795 10000.0\n", + " 114796 10000.0\n", + " ... \n", + " 118054 10000.0\n", + " 118055 10000.0\n", + " 118056 10000.0\n", + " 118057 10000.0\n", + " 118058 10000.0\n", + " Length: 3267, dtype: float64,\n", + " 'trades': [],\n", + " 'rolling_sharpe': 114792 0.0\n", + " 114793 0.0\n", + " 114794 0.0\n", + " 114795 0.0\n", + " 114796 0.0\n", + " ... \n", + " 118054 0.0\n", + " 118055 0.0\n", + " 118056 0.0\n", + " 118057 0.0\n", + " 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"version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.0" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/scripts/download_btc.py b/scripts/download_btc.py new file mode 100644 index 0000000..fd98f0d --- /dev/null +++ b/scripts/download_btc.py @@ -0,0 +1,38 @@ +import requests +import pandas as pd +import time +import datetime + +BASE = "https://min-api.cryptocompare.com/data/v2/histohour" +PAIR = {"fsym": "BTC", "tsym": "USD", "limit": 2000} # 2 000 = max bars per call + +def fetch_all_histohour(pair=PAIR): + frames = [] + params = pair.copy() + to_ts = None # when None we start from "now" and page back + # Unix timestamp for January 1, 2012 + start_of_2012 = int(datetime.datetime(2012, 1, 1).timestamp()) + while True: + if to_ts is not None: + params["toTs"] = to_ts + res = requests.get(BASE, params=params, timeout=15).json() + batch = res["Data"]["Data"] + print(batch) + if not batch: # no more data → finished + break + if batch[0]["close"] is None: + break + # Check if we've reached data before 2012 or if close price is 0 + if batch[0]["time"] < start_of_2012 or batch[0]["close"] == 0: + frames.append(pd.DataFrame(batch)) # Include the current batch + break + frames.append(pd.DataFrame(batch)) + to_ts = batch[0]["time"] - 1 # step back 1 s before oldest bar fetched + time.sleep(0.25) # polite pause – keeps you far below free-tier limits + df = pd.concat(frames, ignore_index=True) + df["time"] = pd.to_datetime(df["time"], unit="s", utc=True) + return df.sort_values("time").reset_index(drop=True) # oldest-to-newest + +df = fetch_all_histohour() +df.to_csv("btc_hourly_cryptocompare.csv", index=False) +print(df.head(), "\n", df.tail()) \ No newline at end of file diff --git a/scripts/test_strategy.py b/scripts/test_strategy.py new file mode 100644 index 0000000..0ce677a --- /dev/null +++ b/scripts/test_strategy.py @@ -0,0 +1,114 @@ +#!/usr/bin/env python3 +""" +CLI tool for testing trading strategies. +Usage: python scripts/test_strategy.py path/to/strategy.py +""" + +import argparse +from pathlib import Path +import importlib.util +import pandas as pd +from datetime import datetime +import sys + +# Add src to Python path +sys.path.append(str(Path(__file__).parent.parent)) + +from src.core.backtest import run_backtest +from src.core.strategy import Strategy + +def load_strategy(strategy_path: str) -> type[Strategy]: + """Load a strategy class from a Python file.""" + strategy_path = Path(strategy_path) + if not strategy_path.exists(): + raise FileNotFoundError(f"Strategy file not found: {strategy_path}") + + # Load the module + spec = importlib.util.spec_from_file_location("strategy", strategy_path) + module = importlib.util.module_from_spec(spec) + spec.loader.exec_module(module) + + # Find the strategy class + strategy_class = next( + (obj for name, obj in module.__dict__.items() + if isinstance(obj, type) and issubclass(obj, Strategy) and obj != Strategy), + None + ) + + if not strategy_class: + raise ValueError("No strategy class found in file") + + return strategy_class + +def test_strategy(strategy_path: str, return_results: bool = False): + """ + Test a strategy on development and holdout periods. + + Args: + strategy_path: Path to the strategy file + return_results: If True, return the results instead of printing them + + Returns: + If return_results is True, returns (dev_results, holdout_results) + Otherwise returns None + """ + # Load strategy + strategy_class = load_strategy(strategy_path) + + # Validate strategy + strategy = strategy_class() + try: + strategy.validate() + except ValueError as e: + print(f"Validation failed: {e}") + return None if not return_results else (None, None) + + # Load data + data_path = Path(__file__).parent.parent / "data" / "btc_hour.csv" + if not data_path.exists(): + raise FileNotFoundError(f"Data file not found: {data_path}") + + df = pd.read_csv(data_path) + df['time'] = pd.to_datetime(df['time']) + + # Run backtest on development period + if not return_results: + print("\nTesting on development period (2011-2024)...") + dev_results = run_backtest( + strategy_class, + df, + start_date="2011-01-01", + end_date="2024-12-31" + ) + + if not return_results: + print(f"Sharpe Ratio: {dev_results['sharpe']:.2f}") + print(f"Total Return: {dev_results['total_return']*100:.2f}%") + print(f"Max Drawdown: {dev_results['max_drawdown']*100:.2f}%") + print(f"Number of Trades: {dev_results['n_trades']}") + print(f"Win Rate: {dev_results['win_rate']*100:.2f}%") + + # Run backtest on holdout period + if not return_results: + print("\nTesting on holdout period (2025)...") + holdout_results = run_backtest( + strategy_class, + df, + start_date="2025-01-01" + ) + + if not return_results: + print(f"Sharpe Ratio: {holdout_results['sharpe']:.2f}") + print(f"Total Return: {holdout_results['total_return']*100:.2f}%") + print(f"Max Drawdown: {holdout_results['max_drawdown']*100:.2f}%") + print(f"Number of Trades: {holdout_results['n_trades']}") + print(f"Win Rate: {holdout_results['win_rate']*100:.2f}%") + + if return_results: + return dev_results, holdout_results + +if __name__ == "__main__": + parser = argparse.ArgumentParser(description="Test a trading strategy") + parser.add_argument("strategy_path", help="Path to strategy file") + args = parser.parse_args() + test_strategy(args.strategy_path) \ No newline at end of file diff --git a/scripts/update_leaderboard.py b/scripts/update_leaderboard.py new file mode 100644 index 0000000..67c3e4e --- /dev/null +++ b/scripts/update_leaderboard.py @@ -0,0 +1,85 @@ +#!/usr/bin/env python3 +""" +Update the leaderboard with strategy results. +Usage: python scripts/update_leaderboard.py path/to/strategy.py +""" + +import argparse +from pathlib import Path +import json +from datetime import datetime +import sys + +# Add src to Python path +sys.path.append(str(Path(__file__).parent.parent)) + +from scripts.test_strategy import load_strategy, test_strategy + +def update_leaderboard(strategy_path: str): + """Update the leaderboard with strategy results.""" + # Load strategy + strategy_class = load_strategy(strategy_path) + strategy = strategy_class() + + # Get strategy metadata + metadata = { + "author_name": strategy.author_name, + "strategy_name": strategy.strategy_name, + "description": strategy.description, + "last_updated": datetime.utcnow().isoformat() + "Z" + } + + # Run backtests + dev_results, holdout_results = test_strategy(strategy_path, return_results=True) + + # Extract metrics + metadata["development_metrics"] = { + "sharpe": dev_results["sharpe"], + "total_return": dev_results["total_return"], + "max_drawdown": dev_results["max_drawdown"], + "n_trades": dev_results["n_trades"], + "win_rate": dev_results["win_rate"] + } + + metadata["holdout_metrics"] = { + "sharpe": holdout_results["sharpe"], + "total_return": holdout_results["total_return"], + "max_drawdown": holdout_results["max_drawdown"], + "n_trades": holdout_results["n_trades"], + "win_rate": holdout_results["win_rate"] + } + + # Load current leaderboard + leaderboard_path = Path(__file__).parent.parent / "data" / "leaderboard.json" + with open(leaderboard_path) as f: + leaderboard = json.load(f) + + # Update or add strategy + strategy_key = f"{metadata['author_name']}_{metadata['strategy_name']}" + updated = False + + for i, entry in enumerate(leaderboard["strategies"]): + if (entry["author_name"] == metadata["author_name"] and + entry["strategy_name"] == metadata["strategy_name"]): + leaderboard["strategies"][i] = metadata + updated = True + break + + if not updated: + leaderboard["strategies"].append(metadata) + + # Sort by development Sharpe ratio + leaderboard["strategies"].sort( + key=lambda x: x["development_metrics"]["sharpe"], + reverse=True + ) + + # Save updated leaderboard + with open(leaderboard_path, "w") as f: + json.dump(leaderboard, f, indent=4) + +if __name__ == "__main__": + parser = argparse.ArgumentParser(description="Update the leaderboard with strategy results") + parser.add_argument("strategy_path", help="Path to strategy file") + args = parser.parse_args() + update_leaderboard(args.strategy_path) \ No newline at end of file diff --git a/session1.md b/session1.md new file mode 100644 index 0000000..4b4da55 --- /dev/null +++ b/session1.md @@ -0,0 +1,9 @@ +In this session, we designed and implemented a minimal, extensible Python backtesting framework for trading strategies, with a focus on long-only, full-portfolio, hourly BTC/USD data. The system was structured around a base `Strategy` class, a backtest runner, and a metrics module, all intended to be reusable and easy to extend. The user wanted to support custom strategies via inheritance, and to be able to compare strategies like Buy & Hold and SMA Crossover in a Jupyter notebook, with a full suite of performance metrics including Sharpe ratio, total/annualized return, drawdowns, and trade statistics. + +We began by outlining the necessary files and interfaces, then implemented the base `Strategy` class, a comprehensive `metrics.py` with both single-value and time-series metrics (including rolling Sharpe and drawdown series), and a `backtest.py` runner that loaded CSV data, ran the strategy, and returned all results in a dictionary. The user provided constraints such as no shorting, no bet sizing, and only buy/sell/hold signals, which were enforced in the backtest logic. + +As we moved to the notebook, we encountered and resolved several issues. First, we ensured the data cleaning step was consistent, always extracting and renaming the correct columns and casting timestamps. We then addressed a critical bug in the backtest logic: the original equity curve update was compounding returns incorrectly, leading to astronomically large and unrealistic results. This was fixed by tracking the number of coins held and using mark-to-market valuation at each bar, ensuring the equity curve accurately reflected the portfolio's value. + +We also encountered and fixed issues related to index handling, especially when plotting trades and metrics. Negative or out-of-bounds indices in pandas Series and DataFrames caused errors, which were resolved by using `.iloc` for positional indexing and by filtering trade indices to ensure they were within valid bounds. This made the plotting code robust and prevented runtime errors. + +Finally, we produced polished, multi-panel matplotlib visualizations for each strategy, showing price and volume, equity curve, drawdowns, rolling Sharpe, and buy/sell points. The session concluded with a robust, extensible backtesting and analysis workflow, ready for further strategy development and research. diff --git a/session2.md b/session2.md new file mode 100644 index 0000000..4d1a62e --- /dev/null +++ b/session2.md @@ -0,0 +1,11 @@ +In this session, we undertook a comprehensive review and enhancement of a Python-based backtesting framework for Bitcoin trading strategies. The project, designed for extensibility and performance, initially supported both serial (bar-by-bar) and parallel (vectorized) evaluation of trading strategies, with a focus on long-only, all-in/all-out logic. The user's primary goals were to speed up backtests, ensure robust and correct metrics, and align the results of vectorized and serial strategy implementations. + +We began by examining the Buy & Hold and SMA Crossover strategies, identifying that the Buy & Hold implementation was not correctly tracking the BTC price in the equity curve. This was traced to the way signals were converted to positions in the backtest engine: the use of a simple assignment meant the position reverted to cash after the first bar, rather than remaining long. We fixed this by introducing a cumulative sum for Buy & Hold, and later, a state machine for all strategies to ensure correct all-in/all-out transitions. + +Attention then shifted to the SMA Crossover strategy, where the vectorized (parallel) and serial (bar-by-bar) implementations produced different results. The root cause was a subtle lookahead bias in the vectorized approach: signals were being acted upon at the same bar they were generated, rather than at the next bar as in the serial version. This led to discrepancies in performance metrics such as Sharpe ratio, total return, and win rate. We resolved this by shifting the vectorized signals forward by one bar, ensuring that trades were only executed using information available at the close of the previous bar. + +Throughout the session, we also addressed several technical issues, including dtype warnings in pandas, proper handling of open positions at the end of the backtest, and robust trade record generation. The metrics module was improved for numerical stability and correct index handling, ensuring that drawdown and rolling Sharpe calculations were accurate and aligned with the equity curve. + +The session included iterative testing and visualization in Jupyter notebooks, with the user providing feedback on the accuracy of equity curves, drawdowns, and buy/sell points. Each round of changes was validated by re-running the backtests and comparing the results of the Buy & Hold and SMA Crossover strategies, both visually and through summary statistics. + +By the end of the session, the backtesting framework was significantly improved: it now supports efficient, vectorized evaluation of strategies without sacrificing correctness or introducing lookahead bias. The Buy & Hold and SMA Crossover strategies both produce realistic, robust results, and the framework is well-positioned for further strategy development and research. The careful alignment of serial and parallel logic ensures that future strategies can be implemented and tested with confidence in the accuracy of their performance metrics. diff --git a/src/core/backtest.py b/src/core/backtest.py new file mode 100644 index 0000000..9bc7115 --- /dev/null +++ b/src/core/backtest.py @@ -0,0 +1,153 @@ +import pandas as pd +from typing import Optional + +from .metrics import ( + sharpe_ratio, total_return, n_trades, win_rate, max_drawdown, annualized_return, + rolling_sharpe_ratio, unrealized_drawdown_series, realized_drawdown_series +) + +def run_backtest(strategy_class, df: pd.DataFrame, initial_capital: float = 10000, + start_date: Optional[str] = None, end_date: Optional[str] = None): + """ + Run a backtest for a trading strategy. + + Args: + strategy_class: The strategy class to test + df: DataFrame with columns ['time', 'close', 'volume'] + initial_capital: Starting capital for the strategy + start_date: Optional start date for the backtest (inclusive) + end_date: Optional end date for the backtest (inclusive) + + Returns: + Dictionary containing backtest results and metrics + """ + # Local copy in memory for us to work with + df = df.copy() + + # Filter by date if specified + if start_date: + df = df[df['time'] >= start_date] + if end_date: + df = df[df['time'] <= end_date] + + if len(df) == 0: + raise ValueError("No data available for the specified date range") + + # Initialize strategy + strat = strategy_class(initial_capital=initial_capital) + + # Get all signals at once + signals = strat.get_signals(df) + + # State machine for position: 0 = out, 1 = long + positions = pd.Series(0.0, index=df.index) + current_position = 0.0 + for i, signal in enumerate(signals): + if current_position == 0.0: + if signal == 'buy': + current_position = 1.0 + elif current_position == 1.0: + if signal == 'sell': + current_position = 0.0 + positions.iloc[i] = current_position + + # Calculate position changes + position_changes = positions.diff().fillna(positions.iloc[0]) + + # Identify entry and exit points + entries = position_changes == 1 + exits = position_changes == -1 + + # Initialize equity curve and coin holdings with proper dtypes + equity_curve = pd.Series(initial_capital, index=df.index, dtype=float) + coins = pd.Series(0.0, index=df.index, dtype=float) + + # Track current position and coins + current_position = 0 + current_coins = 0 + + # Process each bar + for i in range(len(df)): + if entries.iloc[i]: + # Enter position + current_position = 1 + current_coins = equity_curve.iloc[i-1] / df['close'].iloc[i] + coins.iloc[i:] = current_coins + elif exits.iloc[i]: + # Exit position + current_position = 0 + current_coins = 0 + coins.iloc[i:] = 0 + + # Update equity curve + if current_position == 1: + equity_curve.iloc[i] = current_coins * df['close'].iloc[i] + else: + equity_curve.iloc[i] = equity_curve.iloc[i-1] if i > 0 else initial_capital + + # Generate trade records + trades = [] + entry_idx = None + entry_price = None + + for i in range(len(df)): + if entries.iloc[i]: + entry_idx = i + entry_price = df['close'].iloc[i] + elif exits.iloc[i] and entry_idx is not None: + exit_price = df['close'].iloc[i] + pnl = (exit_price - entry_price) * coins.iloc[entry_idx] + + trades.append({ + 'entry': df['time'].iloc[entry_idx], + 'entry_idx': entry_idx, + 'entry_price': entry_price, + 'exit': df['time'].iloc[i], + 'exit_idx': i, + 'exit_price': exit_price, + 'pnl': pnl + }) + entry_idx = None + entry_price = None + + # Always close any open position at the end + if entry_idx is not None or current_position == 1: + if entry_idx is None: + # Find the last entry point if we're in position but don't have an entry record + entry_idx = entries[entries].index[-1] if any(entries) else 0 + entry_price = df['close'].iloc[entry_idx] + + exit_price = df['close'].iloc[-1] + pnl = (exit_price - entry_price) * coins.iloc[entry_idx] + + trades.append({ + 'entry': df['time'].iloc[entry_idx], + 'entry_idx': entry_idx, + 'entry_price': entry_price, + 'exit': df['time'].iloc[-1], + 'exit_idx': len(df) - 1, + 'exit_price': exit_price, + 'pnl': pnl + }) + + # Update final equity + equity_curve.iloc[-1] = initial_capital + sum(t['pnl'] for t in trades) + + # Calculate returns (hourly) + returns = equity_curve.pct_change().fillna(0).values + + # Metrics + results = { + 'sharpe': sharpe_ratio(returns), + 'total_return': total_return(equity_curve), + 'n_trades': n_trades(trades), + 'win_rate': win_rate(trades), + 'max_drawdown': max_drawdown(equity_curve), + 'annualized_return': annualized_return(equity_curve), + 'equity_curve': equity_curve, + 'trades': trades, + 'rolling_sharpe': rolling_sharpe_ratio(equity_curve), + 'unrealized_drawdown': unrealized_drawdown_series(equity_curve), + 'realized_drawdown': realized_drawdown_series(equity_curve, trades), + } + return results \ No newline at end of file diff --git a/src/core/metrics.py b/src/core/metrics.py new file mode 100644 index 0000000..918775f --- /dev/null +++ b/src/core/metrics.py @@ -0,0 +1,114 @@ +import numpy as np +import pandas as pd + +def sharpe_ratio(returns, periods_per_year=8760): + """ + Calculate the annualized Sharpe ratio for hourly returns. + Assumes risk-free rate is 0. + """ + mean_ret = np.mean(returns) + std_ret = np.std(returns) + if std_ret == 0 or np.isnan(std_ret): + return 0.0 + sharpe = (mean_ret * periods_per_year) / (std_ret * np.sqrt(periods_per_year)) + return sharpe + +def total_return(equity_curve): + """ + Total return over the period. + """ + if equity_curve.iloc[0] == 0 or np.isnan(equity_curve.iloc[0]): + return 0.0 + return (equity_curve.iloc[-1] / equity_curve.iloc[0]) - 1 + +def n_trades(trades): + """ + Number of completed trades. + """ + return len(trades) + +def win_rate(trades): + """ + Proportion of trades with positive PnL. + """ + if not trades: + return 0.0 + wins = sum(1 for t in trades if t['pnl'] > 0) + return wins / len(trades) + +def max_drawdown(equity_curve): + """ + Maximum drawdown (as a positive fraction, e.g. 0.2 for 20%). + """ + equity = np.array(equity_curve) + peak = np.maximum.accumulate(equity) + # Avoid division by zero + peak[peak == 0] = 1 + drawdown = (peak - equity) / peak + return np.max(drawdown) + +def annualized_return(equity_curve, periods_per_year=8760): + """ + Annualized return based on start/end equity and number of periods. + """ + n_periods = len(equity_curve) - 1 + if n_periods == 0 or equity_curve.iloc[0] == 0 or np.isnan(equity_curve.iloc[0]): + return 0.0 + total_ret = equity_curve.iloc[-1] / equity_curve.iloc[0] + ann_ret = total_ret ** (periods_per_year / n_periods) - 1 + return ann_ret + +def rolling_sharpe_ratio(equity_curve, window=720, periods_per_year=8760): + """ + Calculate the rolling Sharpe ratio (annualized) on log returns. + Returns a pandas Series aligned with the equity curve. + """ + equity_curve = pd.Series(equity_curve) + # Use pct_change instead of log returns for better numerical stability + returns = equity_curve.pct_change().fillna(0) + rolling_mean = returns.rolling(window).mean() + rolling_std = returns.rolling(window).std() + # Annualize + rolling_sharpe = (rolling_mean * periods_per_year) / (rolling_std * np.sqrt(periods_per_year)) + return rolling_sharpe.fillna(0) + +def unrealized_drawdown_series(equity_curve): + """ + Returns a pandas Series of the running (unrealized) drawdown at each time step. + """ + equity = pd.Series(equity_curve) + peak = equity.cummax() + # Avoid division by zero + peak[peak == 0] = 1 + drawdown = (peak - equity) / peak + return drawdown.fillna(0) + +def realized_drawdown_series(equity_curve, trades): + """ + Returns a pandas Series with realized drawdown at each trade exit (sell). + The value is NaN except at trade exits, where it is the max drawdown during that trade. + """ + equity = pd.Series(equity_curve) + realized_dd = pd.Series(index=equity.index, dtype=float) + + for trade in trades: + entry_idx = trade['entry_idx'] + exit_idx = trade['exit_idx'] + + # Skip if indices are out of bounds + if entry_idx < 0 or exit_idx < 0 or entry_idx >= len(equity) or exit_idx >= len(equity): + continue + + # Get the equity curve for this trade + trade_equity = equity.iloc[entry_idx:exit_idx+1] + if len(trade_equity) == 0: + continue + + # Calculate drawdown for this trade + peak = trade_equity.cummax() + # Avoid division by zero + peak[peak == 0] = 1 + dd = (peak - trade_equity) / peak + realized_dd.iloc[exit_idx] = dd.max() + + return realized_dd \ No newline at end of file diff --git a/src/core/strategy.py b/src/core/strategy.py new file mode 100644 index 0000000..3e9022e --- /dev/null +++ b/src/core/strategy.py @@ -0,0 +1,65 @@ +from typing import Any, Dict, Optional +import pandas as pd + +class Strategy: + def __init__(self, + initial_capital: float = 10000, + author_name: Optional[str] = None, + strategy_name: Optional[str] = None, + description: Optional[str] = None): + """ + Initialize a trading strategy. + + Args: + initial_capital: Starting capital for the strategy + author_name: Name of the strategy author + strategy_name: Name of the strategy + description: Description of the strategy + """ + self.initial_capital = initial_capital + self.position = 0 # 0 = out, 1 = long + self.entry_price = None + self.trades = [] # List of dicts: {'entry': ..., 'exit': ..., 'pnl': ...} + self.current_bar = None + + # Metadata + self.author_name = author_name + self.strategy_name = strategy_name + self.description = description + + def validate(self) -> bool: + """ + Validates the strategy implementation. + Raises ValueError if validation fails. + + Returns: + bool: True if validation passes + """ + if not self.author_name: + raise ValueError("Strategy must have an author_name") + if not self.strategy_name: + raise ValueError("Strategy must have a strategy_name") + if not self.description: + raise ValueError("Strategy must have a description") + return True + + def process_bar(self, bar: Dict[str, Any]): + """ + Called for each bar (dict with keys: 'time', 'close', 'volume'). + Should update internal state and decide on signal. + """ + self.current_bar = bar + + def get_signal(self) -> str: + """ + Return 'buy', 'sell', or 'hold'. + """ + return 'hold' + + def get_signals(self, df: pd.DataFrame) -> pd.Series: + """ + Vectorized version of signal generation. + Returns a Series of signals ('buy', 'sell', 'hold') for the entire dataset. + By default, implements the same logic as get_signal() but for all bars at once. + """ + return pd.Series('hold', index=df.index) \ No newline at end of file diff --git a/src/strategies/athon_buy-and-hold.py b/src/strategies/athon_buy-and-hold.py new file mode 100644 index 0000000..f8fdd44 --- /dev/null +++ b/src/strategies/athon_buy-and-hold.py @@ -0,0 +1,31 @@ +""" +Buy and Hold strategy for Bitcoin. +Buys at the first available bar and holds the position until the end. +""" + +from src.core.strategy import Strategy +import pandas as pd + +class BuyAndHoldStrategy(Strategy): + def __init__(self, initial_capital=10000): + super().__init__( + initial_capital=initial_capital, + author_name="Athon", + strategy_name="Buy and Hold", + description="Buys Bitcoin at the first bar and holds the position for the entire backtest period." + ) + self.has_bought = False + + def process_bar(self, bar): + self.current_bar = bar + + def get_signal(self): + if not self.has_bought: + self.has_bought = True + return 'buy' + return 'hold' + + def get_signals(self, df: pd.DataFrame) -> pd.Series: + signals = pd.Series('hold', index=df.index) + signals.iloc[0] = 'buy' + return signals \ No newline at end of file diff --git a/src/strategies/athon_sma-v1.py b/src/strategies/athon_sma-v1.py new file mode 100644 index 0000000..d10b427 --- /dev/null +++ b/src/strategies/athon_sma-v1.py @@ -0,0 +1,50 @@ +""" +SMA Crossover 1 strategy for Bitcoin. +Goes long when the fast SMA crosses above the slow SMA, and exits when it crosses below. +""" + +from src.core.strategy import Strategy +import pandas as pd + +class SMACrossoverStrategy(Strategy): + def __init__(self, initial_capital=10000, fast=20, slow=100): + super().__init__( + initial_capital=initial_capital, + author_name="Athon", + strategy_name="SMA Crossover 1", + description="Goes long when the 20-period SMA crosses above the 100-period SMA, and exits when it crosses below." + ) + self.prices = [] + self.fast = fast + self.slow = slow + self.last_signal = 'hold' + + def process_bar(self, bar): + self.current_bar = bar + self.prices.append(bar['close']) + if len(self.prices) < self.slow: + self.last_signal = 'hold' + return + + fast_ma = pd.Series(self.prices).rolling(self.fast).mean().iloc[-1] + slow_ma = pd.Series(self.prices).rolling(self.slow).mean().iloc[-1] + + if fast_ma > slow_ma and self.position == 0: + self.last_signal = 'buy' + elif fast_ma < slow_ma and self.position == 1: + self.last_signal = 'sell' + else: + self.last_signal = 'hold' + + def get_signal(self): + return self.last_signal + + def get_signals(self, df: pd.DataFrame) -> pd.Series: + fast_ma = df['close'].rolling(self.fast).mean() + slow_ma = df['close'].rolling(self.slow).mean() + signals = pd.Series('hold', index=df.index) + signals[fast_ma > slow_ma] = 'buy' + signals[fast_ma < slow_ma] = 'sell' + signals.iloc[:self.slow-1] = 'hold' + signals = signals.shift(1).fillna('hold') + return signals \ No newline at end of file diff --git a/src/strategies/lucien_ema-v1.py b/src/strategies/lucien_ema-v1.py new file mode 100644 index 0000000..b85e417 --- /dev/null +++ b/src/strategies/lucien_ema-v1.py @@ -0,0 +1,62 @@ +""" +EMA Crossover + Adaptive ATR Filter strategy for Bitcoin. +Buy when fast EMA > slow EMA and ATR% exceeds its rolling quantile threshold. +Sell when EMA crosses down or ATR% falls below that adaptive threshold. +""" + +import pandas as pd +from src.core.strategy import Strategy # adjust import as needed + +class EMACrossoverWithAdaptiveATRFilterStrategy(Strategy): + def __init__(self, + initial_capital=10000, + fast=30, + slow=120, + atr_period=14, + atr_quantile_window=100, + atr_quantile=0.5): + super().__init__( + initial_capital=initial_capital, + author_name="Lucien", + strategy_name="EMA Crossover + Adaptive ATR Filter", + description=( + "Buy when fast EMA > slow EMA and ATR% > rolling " + "quantile threshold; sell on reversal or low adaptive volatility." + ) + ) + self.fast = fast + self.slow = slow + self.atr_period = atr_period + self.atr_quantile_window = atr_quantile_window + self.atr_quantile = atr_quantile + + def get_signals(self, df: pd.DataFrame) -> pd.Series: + signals = pd.Series('hold', index=df.index) + + # 1. Compute EMAs + ema_fast = df['close'].ewm(span=self.fast, adjust=False).mean() + ema_slow = df['close'].ewm(span=self.slow, adjust=False).mean() + + # 2. Compute ATR% (using close-only TR approximation) + prev_close = df['close'].shift(1) + tr = (df['close'] - prev_close).abs() + atr = tr.rolling(window=self.atr_period).mean() + atr_pct = atr / df['close'] + + # 3. Build adaptive threshold: rolling quantile of ATR% + atr_threshold = atr_pct.rolling(window=self.atr_quantile_window) \ + .quantile(self.atr_quantile) + + # 4. Entry / Exit conditions + buy_cond = (ema_fast > ema_slow) & (atr_pct > atr_threshold) + sell_cond = (ema_fast < ema_slow) | (atr_pct < atr_threshold) + + signals[buy_cond] = 'buy' + signals[sell_cond] = 'sell' + + # 5. Warm-up / prevent lookahead + warmup = max(self.slow, self.atr_period, self.atr_quantile_window) + signals.iloc[:warmup] = 'hold' + + # 6. Shift by one to avoid lookahead bias + return signals.shift(1).fillna('hold') diff --git a/src/strategies/lucien_sma-v1.py b/src/strategies/lucien_sma-v1.py new file mode 100644 index 0000000..b91a4ab --- /dev/null +++ b/src/strategies/lucien_sma-v1.py @@ -0,0 +1,50 @@ +""" +SMA Crossover 1 strategy for Bitcoin. +Goes long when the fast SMA crosses above the slow SMA, and exits when it crosses below. +""" + +from src.core.strategy import Strategy +import pandas as pd + +class SMACrossoverStrategy(Strategy): + def __init__(self, initial_capital=10000, fast=32, slow=140): + super().__init__( + initial_capital=initial_capital, + author_name="Lucien", + strategy_name="SMA Crossover 1", + description="Goes long when the 32-period SMA crosses above the 140-period SMA, and exits when it crosses below." + ) + self.prices = [] + self.fast = fast + self.slow = slow + self.last_signal = 'hold' + + def process_bar(self, bar): + self.current_bar = bar + self.prices.append(bar['close']) + if len(self.prices) < self.slow: + self.last_signal = 'hold' + return + + fast_ma = pd.Series(self.prices).rolling(self.fast).mean().iloc[-1] + slow_ma = pd.Series(self.prices).rolling(self.slow).mean().iloc[-1] + + if fast_ma > slow_ma and self.position == 0: + self.last_signal = 'buy' + elif fast_ma < slow_ma and self.position == 1: + self.last_signal = 'sell' + else: + self.last_signal = 'hold' + + def get_signal(self): + return self.last_signal + + def get_signals(self, df: pd.DataFrame) -> pd.Series: + fast_ma = df['close'].rolling(self.fast).mean() + slow_ma = df['close'].rolling(self.slow).mean() + signals = pd.Series('hold', index=df.index) + signals[fast_ma > slow_ma] = 'buy' + signals[fast_ma < slow_ma] = 'sell' + signals.iloc[:self.slow-1] = 'hold' + signals = signals.shift(1).fillna('hold') + return signals \ No newline at end of file diff --git a/src/strategies/template.py b/src/strategies/template.py new file mode 100644 index 0000000..c896a3d --- /dev/null +++ b/src/strategies/template.py @@ -0,0 +1,54 @@ +""" +Template for creating a new trading strategy. +Copy this file and modify it to implement your strategy. +""" + +from src.core.strategy import Strategy + +class TemplateStrategy(Strategy): + def __init__(self, initial_capital=10000): + super().__init__( + initial_capital=initial_capital, + author_name="YOUR_NAME", # Replace with your name + strategy_name="YOUR_STRATEGY_NAME", # Replace with your strategy name + description="DESCRIBE YOUR STRATEGY HERE" # Replace with your strategy description + ) + + # Add any strategy-specific initialization here + # For example: + # self.lookback_period = 20 + # self.threshold = 0.02 + + def process_bar(self, bar): + """ + Process each bar of data. + This is where you implement your strategy logic. + + Args: + bar: Dictionary containing 'time', 'close', and 'volume' data + """ + self.current_bar = bar + + # Add your strategy logic here + # For example: + # if self.current_bar['close'] > self.previous_close * (1 + self.threshold): + # self.last_signal = 'buy' + # elif self.current_bar['close'] < self.previous_close * (1 - self.threshold): + # self.last_signal = 'sell' + # else: + # self.last_signal = 'hold' + + def get_signal(self): + """ + Return the current trading signal. + Must return one of: 'buy', 'sell', 'hold' + """ + # Add your signal generation logic here + return 'hold' + + def get_signals(self, df): + """ + Vectorized version of signal generation. + Override this if you want to implement a more efficient vectorized version. + """ + return super().get_signals(df) \ No newline at end of file diff --git a/strategies.md b/strategies.md new file mode 100644 index 0000000..43b5f51 --- /dev/null +++ b/strategies.md @@ -0,0 +1,13 @@ +## Strategies + +1. Talk to your LLM +2. One option: + - Try to optimise the simple moving average (SMA) crossover we just did +3. Maybe load up MiniAI (fastai thing) and try to do an ML based strategy +4. Feature engineering and features + - Technical analysis - check out `talib` for TA features like SMA, EMA, MACD, RSI etc + - Take interestesting combinations of these, across different timeframes + - Get hundreds of them, and feed them to your favourite ML model + - Catboost, XGBoost, etc are usually good places to start. +5. Train a 1D diffusion model to simulate thousands of fake price trajectories, then train your model on all of those +6. Reinforcement learning - train an RL agent that is able to look at a new trade, look at history, and decide what to do every hour