rl-hedging/hedging-heston-t3d-training-high.ipynb

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100%\u001b[0m \u001b[38;2;249;38;114m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[38;2;249;38;114m╸\u001b[0m \u001b[32m25,095/25,200 \u001b[0m [ \u001b[33m0:01:59\u001b[0m < \u001b[36m0:00:01\u001b[0m , \u001b[31m258 it/s\u001b[0m ]\n","text/html":"<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #800080; text-decoration-color: #800080\"> 100%</span> <span style=\"color: #f92672; text-decoration-color: #f92672\">━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸</span> <span style=\"color: #008000; text-decoration-color: #008000\">25,095/25,200 </span> [ <span style=\"color: #808000; text-decoration-color: #808000\">0:01:59</span> &lt; <span style=\"color: #008080; text-decoration-color: #008080\">0:00:01</span> , <span style=\"color: #800000; text-decoration-color: #800000\">258 it/s</span> 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 98%\u001b[0m \u001b[38;2;249;38;114m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[38;5;237m╺\u001b[0m \u001b[32m6,200/6,300 \u001b[0m [ \u001b[33m0:00:29\u001b[0m < \u001b[36m0:00:01\u001b[0m , \u001b[31m208 it/s\u001b[0m ]\n","text/html":"<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #800080; text-decoration-color: #800080\">  98%</span> <span style=\"color: #f92672; text-decoration-color: #f92672\">━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━</span><span style=\"color: #3a3a3a; text-decoration-color: #3a3a3a\">╺</span> <span style=\"color: #008000; text-decoration-color: #008000\">6,200/6,300 </span> [ <span style=\"color: #808000; text-decoration-color: #808000\">0:00:29</span> &lt; <span style=\"color: #008080; text-decoration-color: #008080\">0:00:01</span> , <span style=\"color: #800000; text-decoration-color: 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 98%\u001b[0m \u001b[38;2;249;38;114m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[38;5;237m╺\u001b[0m \u001b[32m6,200/6,300 \u001b[0m [ \u001b[33m0:00:30\u001b[0m < \u001b[36m0:00:01\u001b[0m , \u001b[31m206 it/s\u001b[0m ]\n","text/html":"<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #800080; text-decoration-color: #800080\">  98%</span> <span style=\"color: #f92672; text-decoration-color: #f92672\">━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━</span><span style=\"color: #3a3a3a; text-decoration-color: #3a3a3a\">╺</span> <span style=\"color: #008000; text-decoration-color: #008000\">6,200/6,300 </span> [ <span style=\"color: #808000; text-decoration-color: #808000\">0:00:30</span> &lt; <span style=\"color: #008080; text-decoration-color: #008080\">0:00:01</span> , <span style=\"color: #800000; text-decoration-color: 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#800000\">238 it/s</span> 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text-decoration-color: #800000\">204 it/s</span> 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install stable-baselines3 gymnasium JaxFin scienceplots"],"metadata":{"trusted":true,"colab":{"base_uri":"https://localhost:8080/"},"id":"wU4puw-Bz5Le","executionInfo":{"status":"ok","timestamp":1715711785273,"user_tz":-120,"elapsed":123314,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"outputId":"a4801c3e-c39f-48a9-cb20-ec525cefb694"},"execution_count":1,"outputs":[{"output_type":"stream","name":"stdout","text":["Collecting stable-baselines3\n","  Downloading stable_baselines3-2.3.2-py3-none-any.whl (182 kB)\n","\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m182.3/182.3 kB\u001b[0m \u001b[31m2.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hCollecting gymnasium\n","  Downloading gymnasium-0.29.1-py3-none-any.whl (953 kB)\n","\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m953.9/953.9 kB\u001b[0m \u001b[31m9.1 MB/s\u001b[0m eta 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gymnasium)\n","  Downloading Farama_Notifications-0.0.4-py3-none-any.whl (2.5 kB)\n","Collecting jax==0.4.23 (from JaxFin)\n","  Downloading jax-0.4.23-py3-none-any.whl (1.7 MB)\n","\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.7/1.7 MB\u001b[0m \u001b[31m16.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hCollecting jaxlib==0.4.23 (from JaxFin)\n","  Downloading jaxlib-0.4.23-cp310-cp310-manylinux2014_x86_64.whl (77.2 MB)\n","\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m77.2/77.2 MB\u001b[0m \u001b[31m5.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hRequirement already satisfied: ml-dtypes>=0.2.0 in /usr/local/lib/python3.10/dist-packages (from jax==0.4.23->JaxFin) (0.2.0)\n","Requirement already satisfied: opt-einsum in /usr/local/lib/python3.10/dist-packages (from jax==0.4.23->JaxFin) (3.3.0)\n","Requirement already satisfied: scipy>=1.9 in 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torch>=1.13->stable-baselines3)\n","  Using cached nvidia_cuda_runtime_cu12-12.1.105-py3-none-manylinux1_x86_64.whl (823 kB)\n","Collecting nvidia-cuda-cupti-cu12==12.1.105 (from torch>=1.13->stable-baselines3)\n","  Using cached nvidia_cuda_cupti_cu12-12.1.105-py3-none-manylinux1_x86_64.whl (14.1 MB)\n","Collecting nvidia-cudnn-cu12==8.9.2.26 (from torch>=1.13->stable-baselines3)\n","  Using cached nvidia_cudnn_cu12-8.9.2.26-py3-none-manylinux1_x86_64.whl (731.7 MB)\n","Collecting nvidia-cublas-cu12==12.1.3.1 (from torch>=1.13->stable-baselines3)\n","  Using cached nvidia_cublas_cu12-12.1.3.1-py3-none-manylinux1_x86_64.whl (410.6 MB)\n","Collecting nvidia-cufft-cu12==11.0.2.54 (from torch>=1.13->stable-baselines3)\n","  Using cached nvidia_cufft_cu12-11.0.2.54-py3-none-manylinux1_x86_64.whl (121.6 MB)\n","Collecting nvidia-curand-cu12==10.3.2.106 (from torch>=1.13->stable-baselines3)\n","  Using cached nvidia_curand_cu12-10.3.2.106-py3-none-manylinux1_x86_64.whl (56.5 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nvidia_nvjitlink_cu12-12.4.127-py3-none-manylinux2014_x86_64.whl (21.1 MB)\n","Requirement already satisfied: contourpy>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib->stable-baselines3) (1.2.1)\n","Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.10/dist-packages (from matplotlib->stable-baselines3) (0.12.1)\n","Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib->stable-baselines3) (4.51.0)\n","Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib->stable-baselines3) (1.4.5)\n","Requirement already satisfied: packaging>=20.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib->stable-baselines3) (24.0)\n","Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib->stable-baselines3) (9.4.0)\n","Requirement already satisfied: pyparsing>=2.3.1 in 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nvidia-nvtx-cu12, nvidia-nvjitlink-cu12, nvidia-nccl-cu12, nvidia-curand-cu12, nvidia-cufft-cu12, nvidia-cuda-runtime-cu12, nvidia-cuda-nvrtc-cu12, nvidia-cuda-cupti-cu12, nvidia-cublas-cu12, gymnasium, nvidia-cusparse-cu12, nvidia-cudnn-cu12, jaxlib, jax, scienceplots, nvidia-cusolver-cu12, JaxFin, stable-baselines3\n","  Attempting uninstall: jaxlib\n","    Found existing installation: jaxlib 0.4.26+cuda12.cudnn89\n","    Uninstalling jaxlib-0.4.26+cuda12.cudnn89:\n","      Successfully uninstalled jaxlib-0.4.26+cuda12.cudnn89\n","  Attempting uninstall: jax\n","    Found existing installation: jax 0.4.26\n","    Uninstalling jax-0.4.26:\n","      Successfully uninstalled jax-0.4.26\n","Successfully installed JaxFin-0.3.3 farama-notifications-0.0.4 gymnasium-0.29.1 jax-0.4.23 jaxlib-0.4.23 nvidia-cublas-cu12-12.1.3.1 nvidia-cuda-cupti-cu12-12.1.105 nvidia-cuda-nvrtc-cu12-12.1.105 nvidia-cuda-runtime-cu12-12.1.105 nvidia-cudnn-cu12-8.9.2.26 nvidia-cufft-cu12-11.0.2.54 nvidia-curand-cu12-10.3.2.106 nvidia-cusolver-cu12-11.4.5.107 nvidia-cusparse-cu12-12.1.0.106 nvidia-nccl-cu12-2.19.3 nvidia-nvjitlink-cu12-12.4.127 nvidia-nvtx-cu12-12.1.105 scienceplots-2.1.1 stable-baselines3-2.3.2\n"]}]},{"cell_type":"code","source":["!pip install sbx-rl"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"0dRqmOTW6nEy","executionInfo":{"status":"ok","timestamp":1715711802123,"user_tz":-120,"elapsed":16874,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"outputId":"59b0d9cb-2dbe-4326-c7fd-8485b4b282f0"},"execution_count":2,"outputs":[{"output_type":"stream","name":"stdout","text":["Collecting sbx-rl\n","  Downloading sbx_rl-0.15.0-py3-none-any.whl (57 kB)\n","\u001b[?25l     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.0/58.0 kB\u001b[0m \u001b[31m?\u001b[0m eta \u001b[36m-:--:--\u001b[0m\r\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.0/58.0 kB\u001b[0m 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sbx-rl-0.15.0\n"]}]},{"cell_type":"code","source":["# @title Imports\n","# @markdown Do you want to save the model?\n","from abc import ABCMeta, abstractmethod\n","from itertools import product\n","\n","import numpy as np\n","from numpy.random import choice\n","\n","from gymnasium import Env, spaces\n","from gymnasium.spaces import Box, Discrete\n","from gymnasium.wrappers import NormalizeObservation\n","from google.colab import drive\n","\n","from jax import vmap\n","\n","from jaxfin.price_engine.fft import (\n","    delta_call_fourier,\n","    fourier_inv_call,\n",")\n","from jaxfin.models.heston.heston import UnivHestonModel\n","\n","import matplotlib.pyplot as plt\n","\n","from stable_baselines3.common.callbacks import BaseCallback\n","from stable_baselines3.common.env_checker import check_env\n","from stable_baselines3.common.env_util import make_vec_env\n","from stable_baselines3.common.vec_env import DummyVecEnv, SubprocVecEnv, VecMonitor\n","from stable_baselines3.common.evaluation import evaluate_policy\n","from stable_baselines3.common.monitor import Monitor\n","from sbx import TD3\n","import scienceplots\n","\n","import pprint\n","\n","import torch as th\n","\n","SEED: int = 0\n","SAVE: bool = True # @param [\"False\", \"True\"] {type:\"raw\"}\n","\n","plt.style.use(['science','no-latex'])\n","np.random.seed(SEED)"],"metadata":{"trusted":true,"colab":{"base_uri":"https://localhost:8080/"},"id":"smzTly_7z5Li","executionInfo":{"status":"ok","timestamp":1715711830559,"user_tz":-120,"elapsed":28462,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"outputId":"8efbdf18-e035-4c89-ebf7-24a011086ee7","cellView":"form"},"execution_count":3,"outputs":[{"output_type":"stream","name":"stderr","text":["/usr/local/lib/python3.10/dist-packages/tensorflow_probability/python/__init__.py:57: DeprecationWarning: distutils Version classes are deprecated. Use packaging.version instead.\n","  if (distutils.version.LooseVersion(tf.__version__) <\n"]}]},{"cell_type":"markdown","source":["## Heston environment\n"],"metadata":{"id":"itXumkeX0Fpu"}},{"cell_type":"code","source":["class HedgingEnvBase(Env):\n","    metadata = {\"render.modes\": [\"human\"]}\n","    action_space: spaces.Space\n","    observation_space: spaces.Space\n","\n","    __metaclass__ = ABCMeta\n","\n","    def __init__(\n","        self,\n","        s0: float,\n","        strike: float,\n","        expiry: float,\n","        r: float,\n","        mu: float,\n","        sigma: float,\n","        n_steps: int,\n","    ):\n","        self.s0 = s0\n","        self.strike = strike\n","        self.expiry = expiry\n","        self.r = r\n","        self.mu = mu\n","        self.sigma = sigma\n","        self.n_steps = n_steps\n","        self.dt = expiry / n_steps\n","        self._current_step = 0\n","\n","        self.render_mode = \"human\"\n","\n","        self._stock_path = np.array([])\n","        self._call_prices = np.array([])\n","        self._deltas = np.array([])\n","\n","        self._current_pnl = 0.0\n","        self._hedging_portfolio_value = 0.0\n","        self._current_hedging_delta = 0.0\n","        self._previous_hedging_delta = 0.0\n","        self._back_account_value = 0.0\n","        self._ddelta = 0.0\n","\n","        self._epsilon = 1\n","        self._lambda = 0.1\n","        self._tick_size = 0.05\n","\n","    def reset(self, seed=None):\n","        super().reset(seed=seed)\n","\n","        self._current_step = 0\n","        self._current_pnl = 0.0\n","        self._stock_path = self._generate_stock_path(seed=seed)\n","        self._call_prices = self._get_call_prices()\n","        self._deltas = self._get_deltas()\n","        self._hedging_portfolio_value = self._call_prices[0]\n","        self._current_hedging_delta = -self._deltas[0]\n","        self._back_account_value = -(\n","            self._hedging_portfolio_value + self.current_hedging_delta * self.s0\n","        )\n","\n","        observations = self._get_observations()\n","        infos = self._get_infos()\n","\n","        return observations, infos\n","\n","    def step(self, action: float):\n","        self._current_step += 1\n","\n","        done = self._current_step == (self.n_steps - 1)\n","        reward = self._calculate_reward()\n","\n","        self._hedging_portfolio_value = self._calculate_hedging_portfolio_value(action)\n","\n","        observations = self._get_observations()\n","        infos = self._get_infos()\n","        self._update_delta(action)\n","\n","        return observations, reward, done, False, infos\n","\n","    def render(self, mode=\"human\"):\n","        pass\n","\n","    def _update_delta(self, new_delta: float):\n","        self._ddelta = new_delta - self.current_hedging_delta\n","        self._previous_hedging_delta = self.current_hedging_delta\n","        self.current_hedging_delta = new_delta\n","\n","    def _calculate_reward(self) -> float:\n","        pnl = self._calculate_pnl()\n","        self._current_pnl = pnl\n","        return pnl - self._lambda / 2 * pnl**2\n","\n","    def _calculate_pnl(self) -> float:\n","        dv = (\n","            self._call_prices[self._current_step]\n","            - self._call_prices[self._current_step - 1]\n","        )\n","        ds = (\n","            self._stock_path[self._current_step]\n","            - self._stock_path[self._current_step - 1]\n","        )[0]\n","        ddelta = self._ddelta\n","\n","        return (\n","            dv + self.current_hedging_delta * ds - self._get_transaction_costs(ddelta)\n","        )\n","\n","    def _get_transaction_costs(self, ddelta: float):\n","        return self._epsilon * self._tick_size * (np.abs(ddelta) + 0.01 * ddelta**2)\n","\n","    def _get_observations(self):\n","        log_price_strike = self._get_log_ratio()\n","        time_to_expiration = self.expiry\n","        bs_delta = self._deltas[self._current_step]\n","        call_price = self._call_prices[self._current_step]\n","        return np.asarray(\n","            [\n","                log_price_strike,\n","                self._get_current_stock_vol(self._current_step),\n","                time_to_expiration,\n","                bs_delta,\n","                call_price / self._call_prices[0],\n","                self.current_hedging_delta,\n","            ],\n","            dtype=np.float32,\n","        )\n","\n","    def _get_infos(self):\n","        return {\n","            \"price\": self._call_prices[self._current_step],\n","            \"time_to_expiration\": self.expiry - self._current_step * self.dt,\n","            \"bs_delta\": self._deltas[self._current_step],\n","            \"stock_price\": self._get_current_stock_price(),\n","            \"current_delta\": self.current_hedging_delta,\n","            \"log(S/K)\": self._get_log_ratio(),\n","            \"hedge_portfolio_value\": self._hedging_portfolio_value,\n","            \"bank_account\": self._back_account_value,\n","            \"current_pnl\": self._current_pnl,\n","        }\n","\n","    @property\n","    def current_hedging_delta(self):\n","        return self._current_hedging_delta\n","\n","    @current_hedging_delta.setter\n","    def current_hedging_delta(self, new_hedge: float):\n","        self._current_hedging_delta = new_hedge\n","\n","    def _get_log_ratio(self):\n","        if self._current_step == -1:\n","            return np.log(self.s0 / self.strike)\n","        return np.log(self._stock_path[self._current_step, 0] / self.strike)\n","\n","    @abstractmethod\n","    def _get_current_stock_vol(self, step: int) -> float:\n","        raise NotImplementedError(\"Subclasses must implement this method\")\n","\n","    @abstractmethod\n","    def _generate_stock_path(self, seed=None) -> np.ndarray:\n","        raise NotImplementedError(\"Subclasses must implement this method\")\n","\n","    @abstractmethod\n","    def _get_call_prices(self) -> np.ndarray:\n","        raise NotImplementedError(\"Subclasses must implement this method\")\n","\n","    @abstractmethod\n","    def _get_deltas(self) -> np.ndarray:\n","        raise NotImplementedError(\"Subclasses must implement this method\")\n","\n","    def _calculate_hedging_portfolio_value(self, new_delta: float):\n","        new_hedging_port_value = (\n","            self._back_account_value\n","            + self._current_hedging_delta * self._get_current_stock_price()\n","        )\n","        self._back_account_value = (\n","            new_hedging_port_value - new_delta * self._get_current_stock_price()\n","        )\n","\n","        return -new_hedging_port_value\n","\n","    def _get_current_stock_price(self):\n","        return self._stock_path[self._current_step, 0]"],"metadata":{"trusted":true,"colab":{"base_uri":"https://localhost:8080/"},"id":"3y4-ffSEz5Lk","executionInfo":{"status":"ok","timestamp":1715711830559,"user_tz":-120,"elapsed":32,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"outputId":"de6ba8d2-6967-4566-8345-65a8daccd7be"},"execution_count":4,"outputs":[{"output_type":"stream","name":"stderr","text":["/usr/local/lib/python3.10/dist-packages/ipykernel/ipkernel.py:283: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n","  and should_run_async(code)\n"]}]},{"cell_type":"code","source":["v_delta_call_fourier = vmap(\n","    delta_call_fourier, in_axes=(0, None, None, None, None, None, None, None, None)\n",")\n","v_fouirer_inv_call = vmap(\n","    fourier_inv_call, in_axes=(0, None, None, None, None, None, None, None, None)\n",")\n","\n","\n","def flatten(fn):\n","    def wrapper(*args, **kwargs):\n","        return fn(*args, **kwargs).flatten()\n","\n","    return wrapper\n","\n","\n","class HestonEnvBase(HedgingEnvBase):\n","    metadata = {\"render.modes\": [\"human\"]}\n","    action_space: spaces.Space\n","    observation_space: spaces.Space\n","\n","    def __init__(\n","        self,\n","        s0: float,\n","        strike: float,\n","        expiry: float,\n","        r: float,\n","        mu: float,\n","        v0: float,\n","        kappa: float,\n","        theta: float,\n","        sigma: float,\n","        rho: float,\n","        n_steps: int,\n","    ):\n","        super().__init__(\n","            s0=s0,\n","            strike=strike,\n","            expiry=expiry,\n","            r=r,\n","            mu=mu,\n","            sigma=theta,\n","            n_steps=n_steps,\n","        )\n","        self.v0 = v0\n","        self.kappa = kappa\n","        self.theta = theta\n","        self.rho = rho\n","        self.vol_of_vol = sigma\n","        self._variance_process = np.asarray([])\n","\n","    def _generate_stock_path(self, seed=None) -> np.ndarray:\n","        if seed:\n","            seed = 0\n","\n","        heston_process = UnivHestonModel(\n","            s0=self.s0,\n","            v0=self.v0,\n","            mean=self.mu,\n","            kappa=self.kappa,\n","            theta=self.theta,\n","            sigma=self.vol_of_vol,\n","            rho=self.rho,\n","        )\n","\n","        paths, variance_p = heston_process.sample_paths(self.expiry, self.n_steps, 1)\n","        paths = np.asarray(paths)\n","        variance_p = np.asarray(variance_p).squeeze()\n","        self._variance_process = variance_p\n","\n","        return paths\n","\n","    def _get_current_stock_vol(self, step: int) -> float:\n","        return np.sqrt(self._variance_process[step])\n","\n","    @flatten\n","    def _get_call_prices(self) -> np.ndarray:\n","        return np.asarray(\n","            [\n","                fourier_inv_call(\n","                    s0=self._stock_path[i],\n","                    K=self.strike,\n","                    T=self.expiry - i * self.dt,\n","                    v0=self._variance_process[i],\n","                    mu=self.mu,\n","                    kappa=self.kappa,\n","                    theta=self.theta,\n","                    sigma=self.vol_of_vol,\n","                    rho=self.rho,\n","                )\n","                for i in range(self.n_steps)\n","            ]\n","        )\n","\n","    @flatten\n","    def _get_deltas(self) -> np.ndarray:\n","        return np.asarray(\n","            [\n","                v_delta_call_fourier(\n","                    self._stock_path[i],\n","                    self.strike,\n","                    self.expiry - i * self.dt,\n","                    self._variance_process[i],\n","                    self.mu,\n","                    self.theta,\n","                    self.vol_of_vol,\n","                    self.kappa,\n","                    self.rho,\n","                )\n","                for i in range(self.n_steps)\n","            ]\n","        )\n","\n","\n","class HestonEnvCont(HestonEnvBase):\n","\n","    def __init__(\n","        self,\n","        s0: float,\n","        strike: float,\n","        expiry: float,\n","        r: float,\n","        mu: float,\n","        v0: float,\n","        kappa: float,\n","        theta: float,\n","        sigma: float,\n","        rho: float,\n","        n_steps: int,\n","    ):\n","        super().__init__(\n","            s0=s0,\n","            strike=strike,\n","            expiry=expiry,\n","            r=r,\n","            mu=mu,\n","            v0=v0,\n","            kappa=kappa,\n","            theta=theta,\n","            sigma=sigma,\n","            rho=rho,\n","            n_steps=n_steps,\n","        )\n","        self.action_space = Box(low=-1, high=0.0, shape=(1,))\n","        self.observation_space = Box(\n","            low=np.array([-np.inf, 0.0, 0.0, 0.0, 0.0, -1.0], dtype=np.float32),\n","            high=np.array([np.inf, 2.0, np.inf, 1.0, np.inf, 1.0], dtype=np.float32),\n","            shape=(6,),\n","        )\n","\n","    def step(self, action: np.ndarray):\n","        new_hedge = action[0]\n","        return super().step(new_hedge)\n","\n","\n","class HestonEnvDis(HestonEnvBase):\n","\n","    def __init__(\n","        self,\n","        s0: float,\n","        strike: float,\n","        expiry: float,\n","        r: float,\n","        mu: float,\n","        v0: float,\n","        kappa: float,\n","        theta: float,\n","        sigma: float,\n","        rho: float,\n","        n_steps: int,\n","    ):\n","        super().__init__(\n","            s0=s0,\n","            strike=strike,\n","            expiry=expiry,\n","            r=r,\n","            mu=mu,\n","            v0=v0,\n","            kappa=kappa,\n","            theta=theta,\n","            sigma=sigma,\n","            rho=rho,\n","            n_steps=n_steps,\n","        )\n","        self.action_space = Discrete(100)\n","        self.observation_space = Box(\n","            low=np.array([-np.inf, 0.0, 0.0, 0.0, 0.0, -1.0], dtype=np.float32),\n","            high=np.array([np.inf, 2.0, np.inf, 1.0, np.inf, 1.0], dtype=np.float32),\n","            shape=(6,),\n","        )\n","\n","    def step(self, action: float):\n","        return super().step(-(action / 100))"],"metadata":{"id":"oJPw_hbN-ZoX","executionInfo":{"status":"ok","timestamp":1715711830560,"user_tz":-120,"elapsed":29,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":5,"outputs":[]},{"cell_type":"markdown","source":["## T3D"],"metadata":{"id":"n2N6qZ0V0QAN"}},{"cell_type":"code","source":["s0 = 100\n","kappa = 1\n","theta = 0.04\n","sigma = 0.1 # vol of vol\n","rho = -0.7\n","v0 = 0.04"],"metadata":{"id":"Vegbiks0rNjh","executionInfo":{"status":"ok","timestamp":1715711830560,"user_tz":-120,"elapsed":28,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":6,"outputs":[]},{"cell_type":"code","source":["expires = [0.25, 0.5, 1.0, 2.0]\n","n_steps = [63, 126, 252, 504]\n","strikes = np.random.randint(low=int(s0 * 0.8), high=int(s0 * 1.2), size=20, dtype=int)\n","\n","cartesian_product = list(product(strikes, expires, n_steps))"],"metadata":{"id":"nO4HIkZojtRz","executionInfo":{"status":"ok","timestamp":1715711830560,"user_tz":-120,"elapsed":27,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":7,"outputs":[]},{"cell_type":"code","source":["indexes = choice(np.asarray(range(len(cartesian_product))), 79, replace=False)\n","random_sample = np.asarray(cartesian_product)[indexes]"],"metadata":{"id":"go271hh2mHZr","executionInfo":{"status":"ok","timestamp":1715711830560,"user_tz":-120,"elapsed":27,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":8,"outputs":[]},{"cell_type":"code","source":["r = 0.0\n","mu = 0.0\n","\n","init_s0 = 100\n","init_K = 100\n","init_T = 1.0\n","init_n_steps = 252\n","\n","n_episodes = 100"],"metadata":{"trusted":true,"id":"qv66MvdIz5Ln","executionInfo":{"status":"ok","timestamp":1715711830560,"user_tz":-120,"elapsed":27,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":9,"outputs":[]},{"cell_type":"code","source":["def make_env(s0, strike, expiry, r, mu, v0, kappa, theta, sigma, rho, n_steps):\n","    def _create_env():\n","        return HestonEnvCont(s0, strike, expiry, r, mu, v0, kappa, theta, sigma, rho, n_steps)\n","    return _create_env\n","\n","def make_vec_env(s0: float, strike: float, expiry:float, r, mu, v0, kappa, theta, sigma, rho, n_steps) -> Env:\n","    vec_env = DummyVecEnv([make_env(s0, strike, expiry, r, mu, v0, kappa, theta, sigma, rho, n_steps) for _ in range(5)])\n","    return VecMonitor(vec_env, filename='./training.log')"],"metadata":{"id":"DPgr1MG2z5Lo","executionInfo":{"status":"ok","timestamp":1715711830561,"user_tz":-120,"elapsed":27,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":10,"outputs":[]},{"cell_type":"code","source":["initial_env = make_vec_env(init_s0, init_K, init_T, r, mu, v0, kappa, theta, sigma, rho, init_n_steps)"],"metadata":{"trusted":true,"id":"JI2gCMeuz5Lp","executionInfo":{"status":"ok","timestamp":1715711830561,"user_tz":-120,"elapsed":27,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":11,"outputs":[]},{"cell_type":"code","source":["learning_rate = 0.001\n","batch_size = 64\n","gamma = 0.9999\n","train_freq = 100\n","policy_kwargs = dict(net_arch=dict(pi=[64, 64], qf=[64, 64]))\n","\n","model = TD3(\"MlpPolicy\",\n","             initial_env,\n","             learning_rate=learning_rate,\n","             batch_size=batch_size,\n","             gamma=gamma,\n","             train_freq=train_freq,\n","             policy_kwargs=policy_kwargs,\n","             verbose=0)"],"metadata":{"id":"JN-V1E9whS8V","executionInfo":{"status":"ok","timestamp":1715711837058,"user_tz":-120,"elapsed":6523,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":12,"outputs":[]},{"cell_type":"markdown","source":["## Training"],"metadata":{"id":"imxGot_00TYK"}},{"cell_type":"code","source":["model.learn(total_timesteps=252*n_episodes, log_interval=10, progress_bar=True)"],"metadata":{"id":"0UAQkuJMilb9","executionInfo":{"status":"ok","timestamp":1715711994876,"user_tz":-120,"elapsed":157825,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"colab":{"base_uri":"https://localhost:8080/","height":50,"referenced_widgets":["4949ab1a82714ca48a001cf1cc17e839","335b0ccc822242bda74175c83e563455"]},"outputId":"49c89408-e2f1-47df-e8c4-18eeb5b5a1bd"},"execution_count":13,"outputs":[{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"4949ab1a82714ca48a001cf1cc17e839"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"execute_result","data":{"text/plain":["<sbx.td3.td3.TD3 at 0x7e9d30180f70>"]},"metadata":{},"execution_count":13}]},{"cell_type":"code","source":["training_rewards = [evaluate_policy(model, initial_env, n_eval_episodes=10)[0]]"],"metadata":{"id":"Lm3wEGlqnRBa","executionInfo":{"status":"ok","timestamp":1715712010191,"user_tz":-120,"elapsed":15354,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":14,"outputs":[]},{"cell_type":"code","source":["# train loop\n","for K, T, steps in random_sample:\n","    n_steps = int(steps)\n","    print(f's0: {s0}, K: {K}, T: {T}, steps: {steps}')\n","    env = make_vec_env(s0, K, T,  r, mu, v0, kappa, theta, sigma, rho, n_steps)\n","    model.set_env(env)\n","    model.learn(total_timesteps=n_steps*n_episodes, log_interval=10, progress_bar=True)\n","    mean_reward, std_reward = evaluate_policy(model, env, n_eval_episodes=10)\n","    training_rewards.append(mean_reward)\n","    print(f'Episode reward: {mean_reward}')"],"metadata":{"id":"rouv6cQrngxv","executionInfo":{"status":"ok","timestamp":1715721885853,"user_tz":-120,"elapsed":9875688,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"colab":{"base_uri":"https://localhost:8080/","height":1000,"referenced_widgets":["0217de1accce4d0ca5fa98d367250330","f198ec6daca64379b5afd658c693528c","96aae84605a7432db46654786525a115","ca95ccf3badc4be5ac5552cb7cfbf02f","36ff30ae11714c0ebfb45b611d17299e","40f673b34de243c5a882c74dfed444c2","4405aa9c7aa544cbaa521bd3b51ca1e9","273e633ea1ef46de938624e4e96e4ed6","6ecdc3e43dc64ad38e5259c73693d433","9f112add696f4948ad45933ea1153949","3f95a05d76844747a2d59ec4f4549e4c","e4bc1b1a97e14ceb8a416560dde76145","f3e8223f56254122a5ba1cec3c806785","ca41127d48f94038a885feb4a2882861","052b88f2a93f4362b6f75bfefe6309c6","504d2949b6ed493480e51d272043f0c5","4d6ab34e9a2e417b8b86803a7be649c6","6a83edc25c6b4c45ab8ef024b5c25ee4","876925e997fc4fac8ca3304efd82997d","e430190220d949b4a9a1c4ad6b5e7ec0","977c09655f32450ea87a9b97ccd97870","1d64e198e8954adc95fe6eab766d7505","6cde104104e542c4a3e9e41e6ba9bd0f","8c73032c95d747d5b21efc94ac64835f","8e00ee07cd3d43048c7eb4832c390e1b","eb5ed4dcbd3f41ce9704a4058fd25170","8cc03dad34964ac3bcf49e2efcb21c9a","4c9a1d97026742cab88ead6ce42aed7a","aac28766f7c84aae812b9641941ca2e9","e8326a55c66f464d91245999edc6747d","1e85048990a4424b9bd30bd4d6cc3824","4603fd4cf4c14507bd8be9ff4e865ead","b8e3e92ced664e28b2566c16546b7ba8","0d1a702558d4415ebf4255c62a16e660","3ea22f22f04949d78dd79905cc60df24","9fc69c602910456d8c3f268d6f421718","f08f9a8bfd6c49a2825182b01bbb565f","651ac6d6e3d6458a830032d49a083e6b","21d70cc5d2e847b5af0121a1acbd9dad","025ffdf86b0f400d8c63123000621ca0","321b28ce6b964fa0a19e8c8bf5b53e9a","406dd75e583e4632bdb9035a79b39ab5","526dc797f8f7452784a4f8435b75d99b","39e0b145b4824911b41b82dbade58317","bd9d1462048f4fbd9db0b5f90fbeb9cf","7b85f2f72e2746e08592fd84ee7154cf","eb56294ff3fc453999eb235bd3cdea61","c8f8054da2f94e7e9788e9ede318ebfd","1b591c9f7bc847e880904fdc1c7be0d2","31a61e60864846c885a66d2ba77b011e","d6483ff7dc0046ab8d95d485c8deccb0","41ad86baf1174bd0928f1d4e7ae035ab","9498d512c0fd4963b2b93343d22a1c4a","1f9a63d3366c4c9482769d892e418bd3","545f9654b28b4d6b83adaf4b2a2a529c","3d010d74838946ecab9ad6c32b95ce59","cbbbf2ae34154ac2aeefe4f4ab415f76","21196cad0e604bdf8d3eac823f01fcac","3c71c625abf74bdbb9b3eac51461f9de","fc9428541064458ab15563dcdffa3dd6","fee1db50ae124952ac88162267ac4b6e","a3dbbf90ac8b4082a897c189ab033561","b40a16d0534e417586865cf5866510d0","64e07e21ae194036acfd3d020d0e1dba","2d8f948efb0d44efa09fbb53f5dd4371","5366857b3ad0497697a67f394ba6e4ab","a4e486f6c5b84894ae514c0104d06f2f","b3b37edddda444c1963c360e51c4e8b2","6ed83ed461f64e1a9b1e1c83e12ca050","7faa4d3da1044ccd9dba840aba0e398d","c34853f33bfc4e5abe756ae7f19a1a49","8c95b5f6ebb741d8bdcad07a079d446b","10f1b310645c491bb347c6ad89c3c018","07465a960a754fb9a5272517cece3c2d","33c8c6587bd94755adf24024754ab982","6ec6cbfe19eb4794a18550e9a92f5341","e072621288264284b8ee4b8ff7c93d13","2d80cf6262da41c9b1ac5cbf46cbe4bc","6a2156eeceec4090afa21928aac22ecf","859e4c3a611040b6adb1bf6dd2662f52","f29d5bd11ff4443d895b20414f8cb86f","1c29a06eff5a4bffb5f5ab004a7f8ca2","cf374ec02b59420bbbbee4214d165e07","68fbc529a18a46a087614c9a5b186a6a","7cac2bf30ac04bf5978b6fa52dacc37b","773ca045257e4817b3e0228f20b1fa6e","ddd60bc904a64a0a9cb1ea4dd3082409","dacc5e138da340e9b19d34e7cdd22c25","8361d856dbab4a589cbd7f7c5b67685c","47f1e13de24c4f5dbc6aa6ea46a39c1f","7a75e7de31fc475999be12edadb1f0cb","66c149c93d2747fd8d6f6c89a9eb5828","d4c8c6e9467b4339abcaaa6685c9324d","77ae4d53500447528fe2e2deaaaef0e5","fc755117228e4eed97dc05b10a954908","161d26306a354b3d902596b9e47e5c5f","fa838dba858b47548e8de1dd0dda19ed","e4fb43fce6ba499b95f4ad245711d141","0c3decbe279a41d697609ee416ee8913","caa0f4484a4f4777ba4cea47afc353a4","0335e335c24d4a138ff4399c2a321231","f307c7d30778478ba95dc41d8e6bdd5d","8224bb4ef6724f20a4a8b8c3333f56a4","0c0a2a8945864378afb3eb5b847b9421","1f0440c4efc14ecca4f9a5eb23bc7655","e62eec26a5754d41b6632fe20f3f5121","0575b3766c0e4615885d9d6ff997cd5c","8ce7d81898ae45baba422958752c8ea7","606515bab3c042819b2353009133bb41","f141420e1a87415b9bc9e97832be93db","fd07b05bd1394f78a3e95666d2863be9","0124b50fc38d460c91dfd93ddb7149f0","e32f91a353294c079514d55319a43f1e","2bcffccc4e274c79ab5c4f88bd497e0b","75e14b204c314a94bd113cb128167cc6","e91b3824696443ca892b73d581c1b46a","89929ccc208748aaaa867101d3d9563f","58f3c83f434d4e1fad76d2a514d7ff6d","3ec2d6285ab0454aabbb7f6d4fa08b90","e7b45e70c8ff4a109c85a2d9c336e182","8d7a921ff390484290f930dc35f48559","8998fb76d828411f8952d37ac2141721","e4dfd03f3e454761821e517f3868b9f8","83064bece0244750a43fc387a7fa2270","55fa2663bcbe4406adf2bbf1c3cc04c5","df46ff9595f949d5b2299e27162cd693","de3bc66ec3614b33a5e42be3c0f4ea4b","7a2a7f336dd74cf3b3e6935c561e4bd8","9f2e9136ab0544458f8093dbcf1c752b","220ff2dd30814fceb6fb0042da7dbb2e","911d16ed943a47a7b4bb55a88d76bc6d","03057a3cfc9248c69eb31774b5330193","065e99c0db024600a96a9c91253d5405","5a4e919296e949b99f338a35ebb602b4","2132f3425b524cd890bc8d0780827e52","550a46d8ca4e4ff88256558bfa65b2a7","080fd0b0adf943cdb43d59f62a4656d2","569a77131eb146c398ba5f49ccb749f3","4bf6bd5049c64184a7bb889db1b5d08b","d04fbb027a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100, K: 99.0, T: 2.0, steps: 63.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"0217de1accce4d0ca5fa98d367250330"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -15.017385482788086\n","s0: 100, K: 104.0, T: 1.0, steps: 63.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"96aae84605a7432db46654786525a115"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -3.1556479930877686\n","s0: 100, K: 103.0, T: 0.5, steps: 63.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"36ff30ae11714c0ebfb45b611d17299e"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -0.6772671937942505\n","s0: 100, K: 104.0, T: 0.5, steps: 504.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"4405aa9c7aa544cbaa521bd3b51ca1e9"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -4.118612766265869\n","s0: 100, K: 80.0, T: 0.5, steps: 252.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"6ecdc3e43dc64ad38e5259c73693d433"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -6.388894081115723\n","s0: 100, K: 97.0, T: 2.0, steps: 126.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"3f95a05d76844747a2d59ec4f4549e4c"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -12.51950454711914\n","s0: 100, K: 119.0, T: 0.5, steps: 504.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"f3e8223f56254122a5ba1cec3c806785"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -1.3058208227157593\n","s0: 100, K: 119.0, T: 0.5, steps: 504.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"052b88f2a93f4362b6f75bfefe6309c6"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -0.8897939920425415\n","s0: 100, K: 118.0, T: 0.5, steps: 63.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"4d6ab34e9a2e417b8b86803a7be649c6"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -0.7987558245658875\n","s0: 100, K: 83.0, T: 0.5, steps: 126.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"876925e997fc4fac8ca3304efd82997d"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -5.404279708862305\n","s0: 100, K: 89.0, T: 0.25, steps: 126.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"977c09655f32450ea87a9b97ccd97870"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -1.6162300109863281\n","s0: 100, K: 104.0, T: 0.25, steps: 504.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"6cde104104e542c4a3e9e41e6ba9bd0f"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -2.9241795539855957\n","s0: 100, K: 104.0, T: 0.5, steps: 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252.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"de3bc66ec3614b33a5e42be3c0f4ea4b"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -0.8673016428947449\n","s0: 100, K: 103.0, T: 1.0, steps: 126.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"9f2e9136ab0544458f8093dbcf1c752b"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -5.10781717300415\n","s0: 100, K: 119.0, T: 0.25, steps: 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126.0\n"]},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"de63a675613e45c4b07902828c06e4ad"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":[],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["\n"],"text/html":["<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n","</pre>\n"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Episode reward: -1.3754194974899292\n"]}]},{"cell_type":"code","source":["fig = plt.figure(figsize=(12, 6))\n","\n","plt.plot(training_rewards)\n","plt.title('Training rewards')\n","plt.ylabel('Reward')\n","plt.show()"],"metadata":{"id":"v5shY4N58OLe","executionInfo":{"status":"ok","timestamp":1715721887599,"user_tz":-120,"elapsed":1777,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"colab":{"base_uri":"https://localhost:8080/","height":529},"outputId":"322a2d2f-58fe-40a8-8f1c-12b58d18b2c2"},"execution_count":16,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 1200x600 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"markdown","source":["### Save the model"],"metadata":{"id":"63PqbMfqMZAl"}},{"cell_type":"code","source":["if SAVE:\n","    drive.mount('/content/drive')\n","    SAVE_MODEL_DIR = \"/content/drive/MyDrive/Uni DK/Master's Thesis/Nets/\"\n","    model.save(SAVE_MODEL_DIR + \"td3-heston-high\")"],"metadata":{"id":"vxoBf9REwuwL","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1715721967569,"user_tz":-120,"elapsed":79989,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"outputId":"4711e74b-f47f-4eb9-a704-fb8b869bbb6d"},"execution_count":17,"outputs":[{"output_type":"stream","name":"stdout","text":["Mounted at /content/drive\n"]}]},{"cell_type":"markdown","source":["## Evaluation"],"metadata":{"id":"dmSTcsbt0WBs"}},{"cell_type":"code","source":["test_env = HestonEnvCont(s0, init_K, init_T, r, mu, v0, kappa, theta, sigma, rho, init_n_steps)\n","obs, info = test_env.reset(seed=SEED)\n","\n","pp = pprint.PrettyPrinter(indent=4)\n","log_infos = False\n","\n","rewards = []\n","hedges = []\n","bs_deltas = []\n","hedge_port = []\n","call_price = []\n","\n","for i in range(252):\n","    action, _states = model.predict(obs)\n","\n","    obs, reward, done, _, info = test_env.step(action)\n","\n","    rewards.append(reward)\n","    hedges.append(action)\n","    bs_deltas.append(info['bs_delta'])\n","    hedge_port.append(info['hedge_portfolio_value'])\n","    call_price.append(info['price'])\n","\n","    if log_infos:\n","        print(f'Step: {i}')\n","        print('Action:', action)\n","        print('Observations:')\n","        pp.pprint(obs)\n","        print('Infos')\n","        pp.pprint(info)\n","        print('Reward:', reward)\n","\n","    if done:\n","        break"],"metadata":{"trusted":true,"id":"DAoMjSndz5Lq","executionInfo":{"status":"ok","timestamp":1715721968440,"user_tz":-120,"elapsed":880,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}}},"execution_count":18,"outputs":[]},{"cell_type":"code","source":["fig = plt.figure(figsize=(12, 6))\n","\n","plt.plot(np.cumsum(rewards))\n","plt.xlabel('step')\n","plt.ylabel('Cumulative Rewards')\n","plt.show()"],"metadata":{"trusted":true,"id":"j5H8IIhtz5Lr","colab":{"base_uri":"https://localhost:8080/","height":525},"executionInfo":{"status":"ok","timestamp":1715721970342,"user_tz":-120,"elapsed":1909,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"outputId":"275f5fa9-04d8-4eb7-a806-e66b61bacc79"},"execution_count":19,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 1200x600 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"code","source":["fig = plt.figure(figsize=(12, 6))\n","\n","plt.plot(rewards)\n","plt.xlabel('step')\n","plt.ylabel('Cumulative Rewards')\n","plt.show()"],"metadata":{"trusted":true,"id":"mdKzRISMz5Ls","colab":{"base_uri":"https://localhost:8080/","height":525},"executionInfo":{"status":"ok","timestamp":1715721970342,"user_tz":-120,"elapsed":31,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"outputId":"c11862a3-391e-4130-fd6e-e9ca4955e666"},"execution_count":20,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 1200x600 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"code","source":["fig = plt.figure(figsize=(12, 6))\n","\n","plt.plot(-np.array(hedges), label='Actor delta')\n","plt.plot(bs_deltas, label='BS delta')\n","plt.xlabel('Time step')\n","plt.ylabel('Delta')\n","plt.legend()\n","plt.show()"],"metadata":{"trusted":true,"id":"cxdp6i3dz5Ls","colab":{"base_uri":"https://localhost:8080/","height":525},"executionInfo":{"status":"ok","timestamp":1715721971389,"user_tz":-120,"elapsed":1063,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"outputId":"b2e29a12-b143-4cd1-cf8b-4c9f56b51f45"},"execution_count":21,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 1200x600 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"code","source":["fig = plt.figure(figsize=(12, 6))\n","\n","plt.plot(hedge_port, label='Hedge portfolio value')\n","plt.plot(call_price, label='Call price')\n","plt.xlabel('Time step')\n","plt.ylabel('Value')\n","plt.legend()\n","plt.show()"],"metadata":{"id":"CT71dUMq5xgp","colab":{"base_uri":"https://localhost:8080/","height":525},"executionInfo":{"status":"ok","timestamp":1715721971390,"user_tz":-120,"elapsed":34,"user":{"displayName":"Paolo D'Elia","userId":"16550478439128156798"}},"outputId":"63c0f4ce-2689-480a-8252-b078fe08b77f"},"execution_count":22,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 1200x600 with 1 Axes>"],"image/png":"iVBORw0KGgoAAAANSUhEUgAAA9UAAAH8CAYAAADfdozIAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAADfh0lEQVR4nOzdd3hb5fUH8K/2sry3nNixHSd24uwdwkqAMGIgjNbMMspsCy2j7AKFMlugQPOjlBGW2cOsQALZeyfOsONty0uSLVl73t8fshQrXpKs7fN5nj4lV1f3niSOrXPP+57DYhiGASGEEEIIIYQQQnzGDncAhBBCCCGEEEJItKKkmhBCCCGEEEII8RMl1YQQQgghhBBCiJ+44Q5gNKZMmYKCgoIhX5fL5ZDJZCGMiOKIhhgoDoojGuKIhBgoDooj0mOgOCiOaIgjEmKgOCiOSI8h2uKoq6vDkSNHTh5gotiKFStG9XqoUByRFQPDUBynojg8RUIckRADw1Acp6I4IisGhqE4TkVxeIqEOCIhBoahOE5FcURWDAwTXXGcek5ML/8uLy8PdwgRJRL+PCIhBoDiiFSR8ucRCXFEQgxA5MQRKSLlzyMS4oiEGIDIiSNSRMqfB8URWTFEkkj586A4IiuGSOLPnweLYaJ3pFZZWRkqKyvDHcaIoiVOMnbR1yiJdPQ1SiIdfY2SSEdfoyTSRdPX6KmxxnSlOlLQ0x8S6ehrlEQ6+holkY6+Rkmko69REumi+WuUKtWEEEIIIYQQQoiXqFJNCCGEEEIIIYQECCXVhBBCCCGEEEKIn6I6qZbL5SgrK0NFRUW4QyGEEEIIIYQQEsMqKipQVlYGuVzucZz2VBNCCCGEEEIIIV6iPdWEEEIIIYQQQkiAUFJNCCGEEEIIIYT4iZJqQgghhBBCCCHET9xwB0AIIYQQQggh0a6trQ2rVq0Cm83GE088Ee5wgsput0OtViMlJSWscRgMBjAMA4lEEtY4qFJNCCGEEEIIGXN++eUXXHvttWCxWLj66quxdu1adHV14eGHH0ZycjKmT5+OF1980evrZWdn49xzz8Xq1auDGHXg7NmzZ8Cxd955By+++CLOPPNM7N27d9D3GY1G3H777UhNTXUfe+WVV7Bs2bKgxTqY77//HrNmzcILL7wQ0vsOhirVhBBCCCGEkDFn6dKlKCgowAcffICnn34aeXl5AICnn34aW7duxZlnnol7773Xp2uOGzcuCJEGnlqtxpo1azBnzhyPY6+99hr27t2LM844A0VFRYO+VyQS4Y033sCbb77pPnbhhRdiypQpQY+7vwsvvBC7du0K6T2HQkk1IYQQQgghhIwRWq0WDzzwADIzMz2Oq9VqSKVSAMDcuXOHvQaLxfL4dWFhIQoLCwMbqBdOjSNcKKkmhBBCCCGEBJzBbENNe2/I71uUFQ+xILBpTmNjI1599VXMnDkTe/fuxcUXX4wzzzwTVqsVTz31FNLT05GZmYn6+nqP97W1teHFF1/EtGnTsGXLFkybNg1r1qzBt99+i8OHD6OiogLTp0/H5s2bcccdd6C0tHTAvb///ns8+OCDmDFjBpYtWwaDwYD169fjiSeewOTJkwEAb7zxBoxGI5KTk1FdXY27774baWlp+Otf/4rXX38dq1atwsaNG5GWloaFCxeitrYWtbW1ePbZZ3HuueciJycHq1atwsGDB93Hpk2bhpdeegkSiQQikQiNjY24//77B+xfVqlU+NOf/oTjx4+7l4w3Njbif//7HwoLC9HT04OMjAxcddVVg/7Z3n///XjllVdw4403YtWqVfj5559xxRVX4JFHHsF9992H1atXw2QyQSgU4tChQ3j88cfdyX9///vf//Dwww/jueeew+9+9zs89dRTeOaZZ/D999/jzDPPhNFoxBNPPIGioiIoFAqIxWL88Y9/9Ovr4VSUVBNCCCGEEEICrqa9F0seWxPy+25+cjlm5CX79J5Vq1YhKSnJ/evm5mb3fzMMgxUrVuDTTz9FcXExLrjgAkybNg0tLS148MEHIRKJcOeddwIAduzYgddff9393j//+c+45JJLUF5ejvb2djQ2NuKLL76A0WjEJZdcgv379yMpKQlTpkzBzTffjJ07dw6IzbXMWalU4rrrrgMA5OTk4LzzzkNNTQ0++ugjHD9+HC+99BIA4MCBA1i5ciU2b96M5557Dh999BHsdjseffRRtLa2YvHixdi3bx8A4IEHHnDf5/bbb8cnn3ziPva3v/0NycnJuOOOOwAAX3/9NW677Ta8//77HvGlpKTgySefxNKlSwEAJpMJK1aswK+//oq0tDQAwKWXXor09PRB910///zz6OjocC8fP+200/DMM8+47/vII4/go48+wpIlS/Dss8/i6aefxrPPPjvgOjfffDM2bdrk/vUjjzyCn3/+2f3re++9F1OnTsWNN94IAJg9ezbOPvvsgCxbj6ikeufOncjKyoJMJkNHRwdaWlqwYMGCcIdFCCGEEEII8VFRVjw2P7k8LPf11e233+7eUw0Aa9acfBhw6NAhHDt2DNXV1aiurgYAnHPOOdDpdHjnnXfwwQcfuM+Ni4vzuO6xY8dw0003AXAmn1u2bIFIJMI333wDs9mMjRs3AgAcDgeKi4uHjI/FYrkTVAC44IILoFKpsHHjRrz11lu45ZZb3K9NmzYN27Ztw7Fjx1BcXAwOh4O5c+ciNzcXubm5Xv+ZvPXWW/joo4/cv54xYwYuv/xyrFq1asDvk8PhuP97y5Yt0Ov1HvFOnz4db7755pDNzG6//Xbccsst+MMf/oCvvvoKV155pfu19evXY8+ePfi///s/NDQ0wGw2Dxkzm80e8tcfffQR7r//fnz99dcAgGXLlkGn0w3zJ+C9sCTVO3fuxJYtW6DVarF9+3Y89NBDOOOMM7Bq1Sp3t7w5c+bgww8/DEd4hBBCgkRuUkImTB35REIIIVFPLOD6XDGORBwOB3a7Heecc4576fMll1zifn24cU4XXXQRqqqqcO655+LIkSO49NJL3de02Wwe11m5cqXXMbHZbPf/9Hq9R6Jpt9vhcDhgsVi8inHbtm1YtGjRgOOnXtdqtcJut8Nmsw0b26nvc723fzynWrhwIdhsNrZu3QqlUunuLN7T04PLLrsM99xzD2699VasXr0aGzZsgM1mA5c7cirrcDjc/83hcDBt2jRceOGFADz/Dkcr5CO1DAYDvv76a9xzzz14/PHH8fvf/x7nn38+5HI58vLyIJfL0dLSgt27dw/ZcY4QQkj0qdI2YNymq1GlbQh3KIQQQojXpk6digULFuDHH390H3vrrbdgNptx7bXXuqvNAKBUKmG3292/Tk1NBY/Hw/vvv4958+bh5ptvBuCsksbFxXmMtfrPf/4zbBwKhcL93z/88AOysrJwxhln4Prrr8f+/fvdr+3atQtz5szBtGnThryWVCqFRqMB4KymD2aw665cuRKJiYnDxrls2TJwuVy0t7d7vNe17Hoot912G+666y6PjuTr168Hj8fDddddBxaLhZaWFgAYsvgqlUrdybvZbEZNTY377+Pmm2/2+Dvcs2cPdu/ePWxM3gp5pdq1If6mm25CYWEhzjvvPBiNRmzduhWAc74bIYSQ2FNtaAUDBge0dZgqnRDucAghhIxxv/76K959910AwGOPPYbrrrsO06ZNw6uvvoqqqir09PQgLi4O9957L7755hs8+uijaG5uRlxcHCZOnAiBQIDnnnsODz/8MF599VVkZWWhqakJGo0GDz74IJ555hlkZ2fj3nvvRVJSEpKTk7F582Y89thjyM7Oxrp16/Dss89i27Zt4HK5I257lcvl+OCDD2A0GrF582b8/PPP4PF4uOuuu/Dyyy/j5ZdfBp/PR1NTE7799luwWCz8/e9/R2dnJx577DHcfvvtWLhwIQDgqquuwh133IFVq1bhtNNOQ0dHB5566il0dHTg/vvvx913340XXngBzz77LF577TWwWCzI5XK8++67MBqNeOyxxwA4m4zdddddeOqpp9DV1YV///vf+NOf/oS1a9fi5ZdfRkFBAVQqFa655hqsWLFi2N/fNddcg08++QSLFy92H1u6dCm++uorvPfee5BKpSgqKsIPP/yApUuXYs2aNfjuu+/AYrGwYMECLF++HLfffjtefvlliMViOBwOzJ07Fy+++CKys7Px1FNP4fHHH8cTTzyB7OxsiEQiXHPNNaP4CjqJxTAME5AreYlhGGzfvh0LFy4Ei8XCkSNHMHXqVOzbtw8fffQRSkpKIBAIsG7dOtx3333D7i2YPXs2ZDKZ+9fl5eUoLy8PxW+DEEKIj15p+gp3V6/CQxPK8fTEG8IdDiGEEBJU3d3duP322/HGG28gMTEROp0O69evxxtvvIHvvvvOp2s9/vjjHv9PQquiogIVFRXuX8vlcnencyAMlWoWi+WxZv/ZZ5/F3XffjZkzZ8JisWD+/PkAgPT0dFx66aU4evTogA3nLjKZDJWVlSGJmxBCyOi0mpzL1o7pm0c4kxBCCIl+XV1diI+Pdy+XjouLw9KlS/Hqq6+GNzDis1OLt2VlZR6vh7X799tvv43MzEw8//zzAJyVZ5fCwkJUV1fj0KFDmDFjRpgiJIQQEigtZkqqCSGEjB2TJ0/G+eefj+eeew5ZWVmw2+1obm7GqlWrfLrOmjVrUFlZCYfDgXnz5uGCCy4IUsTEX2FLqn/44QfY7Xa88MILMJlMOHDgAJYtWwalUgmhUAitVgsA4PP54QqREEJIALWalGCDjVpDG6wOG3jsiJrqSAghhAScLx29h7J8+XIsXx760WTEeyHv/g0AmzZtQltbG1asWIGOjg6sWbMGVqsV9913H4RCIQBg69atWLRoEUpKSsIRIiGEkABrNSkxL2ESbIwdtYa2cIdDCCGEEBIQIS8T1NfX46KLLnJXol00Gg3UajVefPFF2O121NTU4Kuvvgp1eIQQQoLAztghNytxffY52KE5huP6ZhTHjQ93WIQQQgghoxbypDo/Px+9vb2DvrZixYoRW60TQgiJPl0WNWyMHbPjJyKRG4dj+hZcGu6gCCGEEEICICzLvwkhhIwtrSYlAGCcMA3FkvHUrIwQQgghMYOSakIIIUHX0jdOK0eYiuK4cZRUE0IIISRmUFJNCCEk6FpNCgjYPKTyElAsGY/j+hY4GEe4wyKEEEIIGTVKqgkhhARdq1mJHEEaWCwWiiXjobeb3EvCCSGEkGim0+lgNBoBAAzDoLe3FxaLJcxRkVCipJoQQkjQtZqUyBGmAgCKJc6u38dpCTghhJAIoNFo8PDDD+PWW2/F008/jeeffx4ffvgh3n33XWzcuHHY977//vuYOHEiPvnkEwDAK6+8AplMhm3btgU0xi+//BKTJk0K6DVJ4IS8+zchhJCxp8WkQJ4oAwCQK0qHkM3HMX0Lzk2dE+bICCGEjGXt7e0488wz8fe//x1XXnml+/iBAwdwxhln4Jtvvhn2/ddeey3WrVvn/vXdd98dlLHAixYtwnPPPRfw65LAoEo1IYSQoGs1KdyVag6LgyJxDjUrI4QQEna33HILFi1a5JFQA8CMGTNwyy23eHUNFos17K8DITMzE5dccknAr0sCI6or1XK5HGVlZSgvL0d5eXm4wyGEEDIIB+OA3KxCjiDNfYw6gBNCSOwz2E04rm8J+X0nS8ZBzBGOeF5bWxu+//57vPvuu4O+fumll4LH4wFwLuuWSqWw2+1oamrC3/72N/drvjh27Bjuuece9Pb24vrrrwefz8evv/6Kyy67DGVlZfj+++/xwAMPYOnSpZgwYQL++9//YteuXbjnnnvw5ZdfoqurCwDQ29uLRx99FIWFhWCz2VCpVHjsscegUqnwj3/8A9OnT0dNTQ2mT5+OK664wuc4yeAqKipQUVEBuVzucTyqk2qZTIbKyspwh0EIIWQYXRY1rIwN44T9kmrJePyqOhC+oAghhATdcX0LZu+4M+T33bvgdcyKnzjieU1NTWAYBhkZGYO+vmjRIgCA2WzG/fffj+rqauTl5eG2227DW2+9hdtuu83n2IqLi3Hffffhrrvuwo033ggOh4Nzzz0XU6ZMwcaNG3HhhRdix44d2Lx5M15++WVkZGRALBbj9ddfxxtvvOG+zk033YTTTjsNf/zjH3Hw4EHcddddeOyxx3DdddfhD3/4A84//3xYLBZMmjQJS5cuRXJyss+xkoFcxdyysjKP41GdVBNCCIl8ri7fruXfgDOpVlg1UFl6kcKPD1dohBBCgmiyZBz2Lng9LPf1Rl5eHlgsFjo7Owd93WKxwGw2QyqVYs+ePdi4cSPWrVsHhUKBjo4Ov+NjsVhITk4Gh8MBAGRlZWH+/PmoqKhAaWkpOBwO5s6dCwD47W9/CwDucwFnlfrLL7/Ek08+CQCYPn06NmzYALVajR9//BErV67E119/DQC48MILoVarKakOMkqqCSGEBFWrWQEAyBF4JtWAs4qxmD8lLHERQggJLjFH6FXFOFyysrJw4YUXYv369bjuuusGvL5p0ybk5uZCqVTiiiuuwMsvv4zly5ejtbUVAGCz2cDlBiad4vF4YLNPtruSSCRDnutwOMAwDBiG8TjOZrPBYrGwYMECTJni/NlK+7BDgxqVEUIICaoWkwJ8Fg9p/ET3sSKJDGywQ7av+oRejjaTKiT3IoQQEj3++9//Yvv27Xj77bc9jms0Ghw/fhwTJ07EV199halTp2L58uUAgJYW5z7xDz/80O/7dnd3w+FwAAAUCgW2bduGa6+91qv3JiYmYsWKFfjuu+/cx7777juw2WxcccUV+PHHH93Hv/nmG7S1tfkdJ/EOVaoJIYQElWtGdf9uqAI2H/nizJA1sLni0N8xPS4fq0vvD8n9CCGERIesrCzs3LkTzz//PH7/+99jwoQJEIvFSExMdHf/vuKKK7B792589tlnAIAlS5bgvffew4wZM1BRUYGtW7dCLpdj8uTJ2LdvH44ePYrXX38dmZmZmDx58qD3ZRgGb731FkQiEX799Vd89tlnmDRpEtasWYPvvvsOVqsV6enpuOOOO6DX6/H4448DAB5++GE8/fTTWL16Ne69914899xzyMjIQEZGBuLi4vC///0PDz/8MJ577jkkJycjPT0d2dnZIfmzHMtYzKnrBqJIWVkZNSojhJAId/WhZ9BqVmLj3H96HF+6536k8RPw8bSHg3p/jVWPpPUrsSRp6oAYCCGEkFDbsGEDHn/8cWzYsCHcoRA/nZqH0vJvQgghQdVqVnp0/nbJFqSEZEn2Ts0xMGAgp+XfhBBCCAkCSqoJIYQEVYtJ4TGj2kUmSIXcHPxEd7vmGABAblYOaOpCCCGEhFJ1dTVeeeUVHD58GK+++mq4wyEBQnuqCSGEBI2DcUBuUnmM03LJFiSjzawCwzAe+60Dbbv6GHgsLkwOC3psWiTzaIQXIYSQ8Jg0aRK++uqrcIdBAowq1YQQQoJGadHAwliHXP5tcligtumCdn8H48AOzTGckzILAGgJOCGEEEICjpJqQgghQdPimlE9SKVa1ndMblIG7f7H9M3Q2PS4PGOJ817m4N2LEEIIIWMTJdWEEEKCprUvYR5sT3W2IAUA0BbEfdXb1cfABhsXpy8EC6ygJvCEEEIIGZsoqSaEEBI0rSYl+Cwe0vgJA17LFCQBANrM3UG7/3bNUUyTTkAyLx7p/MSQNEYjhBBCyNgS1Um1XC5HWVkZKioqwh0KIYSQQbSYFJAJU8BmDfxxI2DzkcpLCOqS7G3qo1iYUAwAkAlS0GpSBO1ehBBCCIltFRUVKCsrg1wu9zge1Um1TCZDZWUlysvLwx0KIYSQQbSaFZAJBu6ndpEJU4K2/Lvb2ovj+hYsTCzpu1doRngRQgghJDaVl5ejsrISMpnM43hUJ9WEEEIi21DjtFyyBcFLqneqjwMAFrmSakEqNSojhBBCSMBRUk0IISRo5GblsJXqbEEK2oI05mq75hjSeAnIF2UBcFbFaaQWIYQQQgKNkmpCCCFBwTAM5CblsJVqZ/U4OInuNvVRLEwsAYvFct9LadXA7LAE5X6EEEII8c/e3ho8Xf8R7Iw93KH4hZJqQgghQaG26WBwmEeoVCejw9Id8B+idsaOnZrj7qXfwMlZ2cGqjBNCCCHEP1t6juCp+o/AjtL0NDqjJoQQEvFcM6FlwpQhz8kWpMDOOKCwaAJ67+P6FujsRizo6/wNwJ3cU7MyQgghJLIoLGqk8RPcq8uiDSXVhBBCgsKVvOYI0oY8RyZ0JbqBbSB2SNsAAJgmnXDyXoLg3IsQQggho6OwapDGSwh3GH6jpJoQQkhQtJoUYIGFLEHykOdkC5xV7EAvyT6kq8c4YRqSeFL3sXiuGBKOEK0mSqoJIYSQSKKwaJDGTwx3GH6jpJoQQkhQyM0qpPMTwWNzhzwnjZ8ADosd8LFah7QNmBaX73GMxWLRWC1CCCEkAjmTaqpUE0IIIR6c47SG3k8NABwWB5n85IDvcz6sa0CpNG/AcZmAxmoRQgghkca1pzpaUVJNCCEkKFpNSuQIh95P7SITpAS0Ut1j1aLFpBhQqQace7ipUk0IIYREFtpTTQghhAzCm0o1AGQLA5tUV+kaAQClcXkDXpMJUt1dyQkhhBASfjaHHd1WLe2pJoQQQk4lN6nc3b2Hkx3gJdmHtA3gsbiYJBk34LUcYSrazN1gGCZg9yOEEEKI/1TWXgCg5d/hIpfLUVZWhoqKinCHQgghpB+T3QKlVYMcwchJtUyQGtBK9WFdA4ol4wdtkCYTpMDCWKG0BnYuNiGEEEL8o7CoAURHUl1RUYGysjLI5XKP40O3ZI0CMpkMlZWV4Q6DEELIKVxJsreVaqVVA7PDAgGbP+p7H9I2eMyn7s89F9ukiuplZoQQQkisUPQ96E7jJYY3EC+Ul5ejvLwcZWVlHsejulJNCCEkMrmagcm8qFRn982x7jD3jPq+Dsbh7PwdN0RS3RcPNSsjhBBCIoPC0pdUR0GleiiUVBNCCAk4VzMwmXDkRmXu6nEAEt0mYyd0duOQleoMfhLYYKPVpBj1vQghhBAyegqLBjwWFwlcSbhD8Rsl1YQQQgKu1ayElCNGvBc/ILP7OoS3BaBZ2SFdAwAMOk4LALhsDjIFSQGfi00IIYQQ/ygsaqTy48FiscIdit8oqSaEEBJwcpPSqyo1ACRy4yBk8wPSrOywrgHJPCmy+paUD0YmoFnVhBBCSKRwzqhODHcYo0JJNSGEkICTm1Ve7acGABaL5RyrFYCk+pC2AdPi8od92i0TBnaEFyGEEEL8p7Boono/NUBJNSGEkCCQm5XI8aLzt4tMkBKQSvUhbT1KpXnDnpMjSKNKNSGEEBIhKKkmhBBCBtFqUnpdqQaAbOHok2qj3YwThrYh91O7UKWaEEIIiRwKi5qSakIIIaQ/B+NAm1kFmcC7PdWAs1mZq2O4v47qm+CAA6VxecOeVyjKRo9NixZT16juRwghhJDRc+6ppqSaEEIIcVNYNLAxdveoLG/kCFLRYlLAztj9vu9hbSNYYGHKCEn1spRZ4LDY+F6xy+97EUIIIWT0HIwDKmsv0viJ4Q5lVCipJoQQElCtZucMaF/2VM+OL4LBYcYRXZPf963SNWKCKBNxXNGw5yXy4rAksRTfKXb6fS9CCCGEjJ7apoOdcdDyb0IIIaQ/135lX/ZUz00oAofFxjb1Ub/vW2uQo0gs8+rci9Lm45fu/TDYTX7fjxBCCCGjo7BoAICWfxNCCCH9yc1KcFkcpPuwlEvMEWKmtHCUSXUbCsTZXp27Im0BTA4LflHt9/t+hBBCCBkdd1JNy78JIYSQk1pNSmQLUsBm+fYjZnHiFGxVH/Hrng7GgXpjBwq9TKqLJDmYKJbhOyUtASeEEELCRWFRAwAt/w4nuVyOsrIyVFRUhDsUQgghfeRm38ZpuSxKLEG9sR0d5m6f39tu7obRYfY6qQacS8C/U+wEwzA+348QQggho6ewasAGG8k8abhD8UpFRQXKysogl8s9jkd1Ui2TyVBZWYny8vJwh0IIIaSP3KSETOj9OC2XRYklAIDtfiwBrzW0AYBPSfWKtAVoM6uwX1vr8/0IIYQQMnoKiwYpPKnPq9vCpby8HJWVlZDJPHu4REf0hBBCoobcrPKrUp0jTMM4YZpf+6prDXKwwMIEUabX7zktcSriuWLqAk4IIYSEicKiifr91AAl1YQQQgKIYRi0mpSQCXyvVAOufdW+J9V1xnaME6ZBwOZ7/R4em4vlKXPxrWKHz/cjhBBCyOgpLOqo308NUFJNCCEkgNQ2HbR2A3JFGX69f1FiCfb2noDJbvHpfbWGNp+WfrusSJuPPb01aDerfH4vIYQQQkZHYdVQUk0IIYT012DsAACflmH3tyixBBbGin3aEz69z9+k+vzUeQCAdTRaixBCCAk5hUUT9TOqAUqqCSGEBNBok+rpcQUQswXY2uP9aC2GYZwzqkW+J9Up/HhkC1JQY2j1+b2EEEIIGR3aU00IIYScosHYgTiOCCm8eL/ez2VzMD9hMrZpvN9XrbRqoLUb/KpUA0C+KMv9MIAQQgghocEwTF9STZVqQgghxK3R2Ik8UQZYLJbf11iUWIJt6qNez4/2Z5xWfxNEmZRUE0IIISGmtRtgYayUVBNCCCH9NRg7/F767bI4cQq6LGoc0NZ5db4rqS4QZfl1vwmiTNQbKKkmhBBCQklh0QBATOyp5ob6hjt37sSWLVug1Wqxfft2PPTQQzjjjDOwe/dufPjhh5g5cya2bt2KBx98EBMmTAh1eIQQQkahwdiBc1JmjeoaCxNLIGTzMWvHHcgXZWFx4hQUSWQQsHgQsHnIEqTg8owl7mp4raENmfxkSLgiv+6XL8pEh6UbRrsZIo5gVLETQgghxDvupDoG9lSHNKk2GAz4+uuv8cwzzwAAPv/8c5x//vk4duwYrrjiCuzcuRMZGRkoKirCDTfcgA0bNoQyPEIIIaPAMIx7+fdoJPLi0LDkPWzqOYyt6iPYqj6Cn1R7YHZYYXZYYXJYsGPeK5ifWAwAqDXI/V76DZxsqtZo7ERx3PhRxU4IIYQQ7ygsagCIieXfIU2qa2tr8eyzz+Kmm25CYWEhzjvvPBiNRuzYsQPx8fHIyHB+EJs3bx527NiBzs5O9zFCCCGRrcuihtFhHvXybwDIFCTjyswzcGXmGR7H7Ywd4zddg/fbf3En1XXGdhRL/E+GJ4id8dYb2ympJoQQQkJEYXVWqv1tbhpJQrqnurS0FFu3bkVBQQEAoLm52f3/ycnJ7vM4HA6kUimOHPF+pAohhJDwGu04LW9wWBxcnXU2Pu7YAKvDBsD/GdUu2YIU8FhcalZGCCGEhJDCokESVwoeO+Q7kgMupL8DFouFRYsWuX/97LPP4u6774bNZoNQKPQ4VygUQq1WD3s9uVyOsrIy96/Ly8tRXl4e0JgJIYR4x5WU5gmDl1QDwDVZS/FC42dYo9yN05KmQmXt9btJGeBM1PNEGZRUE0IIISEUTeO0KioqUFFR4f61XC73eD1sjwXefvttZGZm4vnnn8eqVasGjE7R6XRITU0d9hoymQyVlZXBDJMQQoiXGo0dSOJKkcCTBPU+06T5mBaXj/fbf0GWIAUAUCiWjeqaNFaLEEIICS2FRR01SfWpxdv+hV0gTCO1fvjhB9jtdrzwwgswm80QCoXo6upyv242m6HVapGbmxuO8AghhPjBOU4rNH0wrsk6G5WK7djbWwMAKBD7X6kG+sZqGdu9Pl9nM6JK2zCqexJCCCFjmcIaPZXqkYQ8qd60aRPa2tqwYsUKdHR0YM2aNZg4cSK6urrQ2toKANi4cSPmzp1LSTUhhESRQMyo9tZVWWfD4rDhxabPkcKLRxJPOqrr5Yuy0GDsGLBqaij31byJpXv/Oqp7EkIIIWNZm1mFDH5SuMMIiJAu/66vr8dFF10ErVbrcVyj0WD16tV4+umnsWDBAmzcuBEffvhhKEMjhBAySg3GTlySvmjkEwNAJkzF0uQZWNe9H/PiJ436ehNEmei1GdBj0yJ5hC6kaqsO77WthcFhhslugZDDH/X9CSGEkLHE5rDjuL4FN2afF+5QAiKkSXV+fj56e3sHfW3ZsmVYtmwZAOD6668PZVgkRtgZOywOG0QcQbhDIWTMsTN2NJu6QlapBpwNy9Z17x9V528XV9wNxo4Rk+rVfQk1ALSbVZgwyqXnhBBCyFhTZ2yD2WHF1Li8cIcSEGHZU01IMDxe9z5mbr8dNoc93KEQMua0mVWwMraQJtUrM06DhCPEZMm4UV/LFXe9YfhmZQ7GgddbKjFdmg8AaLd0+33PQ9p6fN211e/3E0IIIdHqcF9fklLphDBHEhiUVJOY8Z1iJ6oNrfi8c1O4QyFkzGnoS0bzQtSoDACkXDF2zX8Vd+VeOuprJfOkiOeKR+wAvla1DycMcjxV+DsAQJtJ5fc9X23+BjdW/QsOxuH3NQghhJBodFjXiAx+EtL4ieEOJSAoqSYxodvai4Paekg4Qjzf+JnXzYYIIYHhnlEdwqQaAErichHPHf0ILxaL5dVYrdeav8EMaQEuTJ0PAZs3qkp1h7kbPTYtDlEXcUIIIWNMla4xZpZ+A5RUkxixsfsQGDD49+Q7sF9bi3Xd+8IdEiFjSqOpExn8JIg5wnCH4rdTx2opLGrcevRlfN21FTaHHfWGdnyv3IU/jCsDi8VCFj8ZbWb/K9Udlh4AwIaeg6OOnRBCCIkmh3UNKKWkmpDIsr7nICaIMnFD9nmYJS3E8w2fhjskQsaUBmNHyKvUgeYaq+XyUtOXeLP1R1x64Ankbb4W11Y9h0RuHMqzzgIAZAtT0G72v1Lteu+GbkqqCSGEjB1Guxm1hraY2U8NUFJNYsSG7kM4K3k6WCwW7p9wJdZ178fe3ppwh0XImBHKGdXBMkGUiSZjFxyMA3qbEf/X8j3+nLsS+xb8BxemzcNBbT3uHL/CXY0fTaXawTjQaelBliAZG3sOw85Qg0XinU87NuLOY6+GOwxCCPHbUX0TGDC0/JuQSKKwqHFY14CzkqYDAC5LX4J8URZeaPwszJERMnY0GjtjIqm2MFa0mVVY3bYWGpsefxp/CWbGF+KNkruhPusrPFlwcuTjaCrV3VYtbIwdv8k4A2qbjvZVE6+91PQlPu7YEO4wCCHEb4e1jQCAKZLc8AYSQJRUk6i3sfsQAODMZGdSzWVzcE/uZfisYzOajJ3hDI2QMcHqsKHVpIz65d+uhwK1hja81PwlLs9Ygtx+vycumwMWi+X+9Wgq1R19yfjF6YsgZPNpXzXxitykxA7NMXRbtTA7LOEOhxBC/FKla0S+KAsSrijcoQRMVCfVcrkcZWVlqKioCHcoJIzW9xxEoTgbOcI097HfZJ4JBxzYrj4axsgIGRuaTV1wwBH1lWrXQ4HXmr9BraENf8ldOez52YIUv5MbV5OyXGE6FiWWYEPfw0FChvN11zb3f3eYe8IYCSGE+C+am5RVVFSgrKwMcrnc43hUJ9UymQyVlZUoLy8PdygkjDZ0H3Iv/XZJ4ccjS5CMKl1jeIIiZAxxNfeK9qRazBEik5+ML7q2YFFiCeYnFg97fpYgGQD8WgLuek+GIAlnJk3Dxp5DtK+ajOjLri3IEaQC8O/rjhBCIkGVrjFqm5SVl5ejsrISMpnM43hUJ9WEdJp7cFTfhLOSZwx4rTRuAiXVhIRAs6kLADCu32qRaOV6MPCX3MtGPDdLkALAv+Smw9yNeK4YYo4QZyXPgMamx0Ftvc/XIWOHytKLjT2HcOu4CwEA7aMY50YIIeHSbe1Fm1kVU03KAEqqSZRz7UM8M3nagNemxuXhMCXVhARdm1mFNF4CBGx+uEMZtUmSHEwQZeKS9EUjnps9mqTa0oNMvrPSPTehCCK2gEZrkWF9q9gBB8PgJtlycFkcqlQTQqKSq0lZaVx0VqqHQkk1iWrruw9ismScu2LU39S4PNQb26G3GcMQGSFjR5tJhWzhwH+D0eiFot9j49wXwWFxRjw3mScFn8Xzq1lZh7kbmYIkAICAzceixBKsp6SaDOPLri1YnDgFWYIUZPKT3PvyCSEkmlTpGsFn8TBRLBv55ChCSTWJWgzD4NfuAwP2U7u4noAd1TeHMixCxpw2s8pdtY12qfwEjBOme3Uui8VCliDZ70q1a0824Fxts0lN86rJ4LQ2A35W7cXKjMUAnFsPqFJNCIlGh3UNmCwZBx6bG+5QAoqSahK1dmmO44RBjrL0hYO+XiwZBxZYOKyj+a+EBFObuTtmkmpfZQn8G6vVYT65/BsAzkqagV6bAQe0dYEMj8SIH5W7YXZYcWm6M6nOFCSFJKk+oZfj845NQb8PIWTscDYpywt3GAFHSTWJWv+V/4BcYQbOSZk16OsSrgj5oixqVkZIkMVSpdpX2X5WDNv7Lf8GgDkJEyFk87Gp53AgwyMx4suuLZglLUReXyM95wqJ4DYqazF14aw99+Gmo/8K6n0IIWMHwzCo0jXGXJMygJJqEqU0Vj0+bt+Am3OWD7v3sVSah8NaqlQTEix2xo4OC1WqfWF2WNBj03pUqgVsPhYkFFNSTQbotvbi264duCxjiftYFj8Z7ZbgVarVVh3O3/sw2swq9NoMfs1iJ4SQU7WaFdDY9DHXpAygpJpEqY86foWZseLG7OXDnjc1Lg9VuqYQRUXI2KOwaGBnHGM6qfa1Ut1pVgOAR6UaAE5PKsXmnio4GEegwiMx4D8t38IBBr/POd99LEuQjE6zOih78M0OCy458DjazN3456RbADj/nRNCyGjVGdoBAEXinDBHEniUVJOowzAM3mj9HivSFozYcbg0bgI6LN1Q0gcCQoLCVaUdq0l1tiAFSqsGFofV6/d09FUY+1eqAWdSrbL24ri+JaAxkuhltJvx76avcUP2uUjjJ7qPZwlS4IAjKMnuncdew07NcXw780mcnlQKAOiyqAN+H0LI2NNo7AQAjBOmhTmSwKOkmkSdPb01OKitxy2yC0Y817Vng/ZVExIcYz2pdnXw7jB7P97IdW7/7t8AsCBhMrgsDi0BB9BgaMfG7kPhDiPsVrethcqqxV/yLvM47vraCXSzMoZh8FnnJjww4TdYnDQF6X2JPCXVhJBAaDR2IEuQDCGHH+5QAo6SahJ1/tv6A8YL03Fu6uwRz50oloHH4lJSTUiQtJlVYIPt/vA91rgeJviyr7rD0g022Ejlx3scl3BFmB0/kZJqAA/Wvo3fHHo63GGElZ2x459Nn2NlxmIUnjLP9eTDnMAm1V0WNXptBkzr2++Yxkt0HyeEkNFqMnUhV5gR7jCCgpJqElV6bXpUdKzHzbLhG5S58NhcFEvGU1JNSJC0mVTIECSCyx7532MsOlkx9D6pbjd3I52fOOj3sNOTSrGp5zAYhglYjNHG5rDjJ+VedFp6Ap40RpOvu7ah1tCG+/OuHPCa6yFWoJuVnTDIAQBFEud+RyGHDylHTHuqCSEB0WjsRJ6IkuqII5fLUVZWhoqKinCHQkLkm67t0NtNuEF2ntfvmRqXS7OqCQmSsTxOCwBSePHgsbg+LcPtMPcMaFLmcnpSKeRmJRqMHYEKMers0ByD2qYDABzU1oc5mvBgGAbPNXyKM5OmY27CpAGv89k8pPISAr78u8bQChZYKBBlu4+l8xOpUk0ICYhGY0fUJ9UVFRUoKyuDXC73OB7VSbVMJkNlZSXKy8vDHQoJkXWqfZguzUeODw0OnB3AG8d05YeQYGkzj91xWgDAZrGRKUjyefl3Jn/wpHpx4hSwwBrTS8B/UO5CKi8BcRzRmE2q9/TWYHdvNe7Lu2LIc0bqPL+p+xDm7vgDFD4kxDV6OcYL0z32O1JSTQgJBJvDjlazMuqXf5eXl6OyshIymee2nKhOqsnYwjAMfuk+gGXJs3x6X6l0AnptBrSaFUGKjJCxq82sgkyQGu4wwsrXmcHOSnXyoK8l8aSYJp0w5pPq81PnYpp0Ag5o68IdTli4lmGfmTxtyHNGSqp3aI5jT28NbjryL68fKtcYWlEk8fygmM5PoOXfhJBRazOrYGPsUV+pHgol1SRq1BhaITcrsTR5hk/vc3UAP6xtDHhMhIx1zuXfgyeIY0W2MAVtJh8q1ebuAZ2/+3Ptqx6L5CYlDmrrcX7qXMyQFozZSrXCooGILYCYIxzynJGS6jazCmK2AN8qdmBVy7de3feEQT5gfmwaVaoJIQHQ2LetiZJqQsLsF9V+cFkcLOmbm+mtXGEG4jgialZGSIBZHTZ0WdRjevk34FulmmEYdFh6hlz+DQCnJ5aiztjmU6IeK35U7gYbbJybMhvTpfk4rm+B0W4Od1ghp7RqBnSHP5UzqR76a6TNrMLCxBLcOa4M99T8F0dG+BnoYBw4YZBjovjUSjUl1YSQ0WsydQEAxgvTwxxJcFBSTaLGuu79WJBQjDiuyKf3sVgszJAWYKv6SFDiMjss+Ev1//nU/ZeQWNBp6QEDZswn1b5UqjU2PUwOy5DLvwG4HxxuVo+9avWPyt1YkDgZKfx4zJAWwAEHjuiawh1WyCktvUjlJQx7juthzlBLu9v7VkS8UPR7FIiyUH7oGZjsliGv12JSwOywooiSakJIEDQaO5DOTxx2BU40o6SaRAU7Y8f67oNYljLTr/evzFiMNco9UFt1AY4M+F6xCy81fYnH694f8JqDcbiXuxASa1zNubKFYzupzuInQ2HVwOqwjXhuR19Fe7hKdYYgCRPFsqA9CIxUFocVa1X7cEHqPADOrTtssMfkvmpvKtWZgmSYHVZobPpBX3d15hdxBKiY9hCO61uwqnXoZeCnjtNySeMnwOgwQ28z+vi7IISQkxpNnVHfpGw4lFSTqLC/tw5qmw5Lk/1Lqn+TcSasjA1fdm0JcGTAh+2/gsNi4235T2gwtHu89uCJtzFxyw2UWJOY5E6qx3qluu/33+HFEvAOcw8ADFupBoBJ4hzUG8bW942t6iPQ2g3upFrMEaJIIhuT+6q9qlS7Z6QP/LpjGMZdqQacDTsvSV+Et+U/DVnZrtG3gsfiDvjQ65qJTdVqQshoNBm7YnY/NUBJNQmjGn0ruq29Xp27rnsfJBwh5g0yr9Mb2cIUnJE0DRXt6/16/1DUVh2+U+zE4wXXIpknxdMNJ2em7++txT+bPoeNseOjAN+XkEjQZlKBx+IihTd8RS3WZfUl1d7MDO7oO2eoOdUueaLMMfcw7gfFLmQJkjFDWuA+Nl2aj4NUqR7UyaR64NYDjU0Po8Ps8cDrd9nnokrXiP3a2kGvV2OQI1+UCS6b43GckmpCSCA0GjspqSYkGC7Y9wjuqf6vV+f+otqPM5Kmgc/m+X2/8qwz8Wv3QfeH2kD4smsLrIwNN2YvxwMTfoN3235GnaENNocdvz/6Ekokubgy4wy8376O5mSTmNNmViFLkAw2a2z/KMkVpYPDYmO7+tiI53ZYeiBmCyDliEe8ZpOpa8x832AYBt8rd2F5ylywWCz38RnSAhzU1Y+ZPwcXb/dUAxi0Sd5gq0jOTZmNTH4y3m37edDrOcdp5Qw4Tkk1IWS0HIwDzaYuWv5NSKD12vSoM7bhm67tI+5DNNkt2KI+4vMorVNdlr4EHBYbn3VuGtV1+vuw/VecnTwD2cIU3JZzEdJ4iXiq/iO80vwV9vXW4s2Su3Gj7Dwc17dgn/ZEwO5LSCRoM3eP+aXfgHO29G8yzsBLTV+O+P3MNaO6f+I4mDxhBnR2I7qt2kCGGrH2aU/gmL4ZKzMWexyfHpePXpthTFXtGYaB0qpBGn/4pFrCFUHKEQ+6QsJ1rP/oNi6bg2uzl+Kj9vWwOKwD3jPYOC0A7pUoCivNqiaE+Kfd3A0rY6NKNSGB5urm2mPTYmPPoWHP3aY+ApPDgqV+NilzSeHH47yU2QFbit1mUmF990FclXUWAEDEEeDBCb/Be23r8Gjtavxx/MWYn1iMpckzkcFPwvttvwTkvoREClcjJAL8dcJv0GTqxMcdG4Y9r92sGnHpN+Bc/g0AjaaxkUy+Lf8JWYJkLE+Z63F8RrxzKfhYalbWazPAxthHrFQDQ8+qdlWqT52Hfn32OVBZe/G9YqfHcYvDigZjByaKswdci8fmIpknpUo1IcRvjcZOALE7oxqgpJqESZWuEWywIROk4quurcOe+0v3AaTyElAaN2HU9y3POgs7NMcGNBTzx8cd68Fnc3FZ+hL3sVtyLkSmIAlp/AQ8Vfg7AM7qwFVZZ6GiYz1sDvuo70tIpJCblZRU95kmzccFqfPwXMMncDCOIc9zzqgevkkZ4Fz+DTgbu8Q6o92MD9t/xe+yzx2wnzeTn4w0XsKYalam7KsIj7SnGhg6qW43dyOBKxkwumZKXB7mxk/Cu21rPY43GDtgZxyDLv8GaKwWIWR0mkzOpJqWfxMSYId1DZgozsblGUvwdde2YT+EblFX4Yyk0oDs2yxLWwgRWzBiNckbH3Wsx4Wp85HAk7iPCTl8/DLnOayf8wKk3JN7Jq/JWoouixrruveN+r6ERApnpXrkBHGseGDCb3BE3zSgCtifc/n3yJXqVF4CxGzBmFj2/GXXFmhsetwoO2/AaywWCzPiC8ZUpVph6UuqR1mpHuqB1++yz8H3yp3o7OtED/QbpzXI8m8ASOMluOMihBBfNRo7kcKLRxxXFO5Qgiaqk2q5XI6ysjJUVFSMfDKJKFXaRpRKJ2Bl+mK0mVXYpake9DwH48D+3jrMSSgKyH3juCKUpS/ARx2jWwJerW/B3t4TuDrr7AGvTZaMR744y+PYTGkhSiS5eL9t3ajuS0ikMNkt6LZqqVLdz5KkUixOnIJnGj4ZsrFWu1k17IxqFxaLhVxRBppMsV+pfqt1DU5PKkWhWDbo69Pj8qlSPYRMftKgo9z6j9M61W+zzgQHHHzU8av7WI2+FWK2YMh/z1SpJoSMRqOxA7nC9HCHERAVFRUoKyuDXC73OB7VSbVMJkNlZSXKy8vDHQrxAcMwOKxrxNS4PCxOmoI0XsKQS8DrDO3Q2g2YJS0M2P2vyVqKKl0j9vbW+H2Nzzo3IZ4rds9THQmLxcI1WWfjq65t0NoMft+XkEjhGuOTLaSkur8HJvwG2zVHsUVdNeA1tVUHhVUz4KHbUPJEGe59aLGq3tCO9T0HcZNs+ZDnzIgvQKOpE2qrLoSRhY/S4hw16c2ouixBis+V6mRePC7NWIR/NX4BVd+9agxyTJTIhmygR0k1IWQ0mkxd7l4h0a68vByVlZWQyTwfBEd1Uk2iU5dFDaVVg9K4CeCwOLg4fRG+7NoyaGXH1TF7ZnzgkurlKXORI0jFf1t/8PsaG7oP4YykaRBy+F6/56qss2F0mFGp2O73fQmJFG19H+RlgtQwRxJZLkidhymSXLzeUjngtSpdIwB43R8iTxj7SfU7bT8hnivG5RlLhjzH9ed1VN8UqrDCSmnVIJ4r9mqEZJYg2TmT2m72OD5SE8EXin4Po8OCa6ueg4NxoEbfOuTSb4CSakLI6MT6jGqAkmoSBod1DQCAqXF5AIBL0xej1tCGI30fOPvb31uHccI0pPXNyQwELpuDm2TL8VH7er+qxhaHFdvUR3F6UqlP78sVZaBYMh5be474fE9CIs1gc3AJwGaxcV7qnEG3tBzWNYDL4mCyZJxX13Iu/47dpNrO2PGu/GeUZ541oKFWf67GNi0mRahCCytvZlS7uJZ4969WMwwz7PJvABgnTMcHpX/FGuUePNPwcd84rcGX3wNAGj8RCotmzM0LJ4SMnoNxoMnUGTPLv4dCSTUJuSpdI4RsPgr6lkAuTZkBKUc86BLwfdoTAV367XKjbDkMdrNfDcv29dbC6DD7nFQDwNz4IuwexbJzQiJFm1kFEVuABK5k5JPHmJnSAjQYOwYsVz6kbcAkcY5XFUjAufxbY9PH7LLnzT1VaDUrcUP2ucOeF88VI44jgtykDFFk4aW0apDqxdJv4ORDrdZ+Dxw0Nj2MDvOID7yWp87Fw/nleKz2PbSalZg4TFKdzk+ElbFBY9N7FReJTVXaBvys3BPuMEgEqtG34oaqF2FxWAe81mVRw+ywxszy76FQUk1C7rCuASWS8eCwnKNTBGw+Lkybhy9PSaoZhsG+3lrMip8Y8BjGi9Jxfupcv5aAb+o5DAlHiJl+JPtzEybhoLYeZofF5/cSEklcy0uH2oM5lrm2q5zasfqwrgHTpPleX8dVoY3VanW90TnacKTv8SwWCzJBClrNYySptmi8Xp1VKM4Gn8XDQd3JRm6uqvVwlWqXxwuuxRl9D4iHGqcFOJNqALQEfIx7tvET3HjkX+EOg0Sgu6tX4d22n7GlZ2A/kbEwoxqgpJqEgavzd3+Xpi/GAW2dx/zoFpMCKmsvZgVwP3V/t+ZcgD29NdjXe8Kn923qOYxFiSXgsbk+33NufBGsjA2HtA0+v5eQSELjtIY2STwOIrbA43sLwzCo0jWitG/bizdcH0BidV91l0WNZJ7Uq++lOcI0tI6ZSnWvV52/AYDP5mGadAL29vta82VrBofFQcW0h/DQhHLMHubhRhrfuRydkuqxrVrfCrlZiTaTKtyhkAjyi2o/flTuBpfFwRrVwJUMrtGQsTyjGqCkmoSYg3HgiL7JvZ/a5fzUuRCwefhasc19zN2kLAjLv533nAeZIBVvtv7o9XvsjB1b1FV+Lf0GgOnSAnBZHOyhJeAkijkYB3ZrqmN+KZe/uGwOpkknYH+/SnWLSQGNTT/ggeJwMvhJELL5aIrhpDrdy4psjjB17CTVFo3Xe6oBYHb8xEGTam8q1QCQIUjC0xNvGHZbguvvSUFJ9ZjFMAxqDK0AgN29g49BJWOPg3Hgvpo3sSChGFdnnY01g2wPaDJ1IZEbhwRebG8Xo6SahFSjsRN6u2lAUi3linFO8ix82XlyCfi+3lqk8xOD1gjJ1bDsw/ZfcUzXjGO6ZhzU1kFvMw75nsPaRmhsepye6F9SLeTwURo3Abs1lFST6PV552ZUG1pxx7gV4Q4lYs2SFmJfb637164Gjd52/gacy57HC9PRGKPLv31JqmWCVMjHyPJvhVXjdaUacCbVR3XNMNhNAJzLvxO4kmGbv/kqmScFG2yqVI9hnZYe9PY1dx2sESMZmyo61mO/thYvFP0e56fOxWFdw4D+Fxt7DmFKXG6YIgwdSqpJSA33wfLSjMXYqj6CTnMPAGdSPUtaGNQ9mzfJlsPgMKFk280o2XYzZmy/HQt23QWrwzbo+Zt6DoHP4mFewmS/7zk3oYie8pKoZWfseKLuAyxPmYMFicXhDidizYwvxHF9izvROaxrQDxXjPE+dj+N5VnVvlaq28wq2Bl7cIMKM5vDjh6rzudKtQMOHNQ691WPNE7LH2wWG2n8BEqqx7AavbNKPVEswy7N8TBHQyKByW7BwyfexSXpi3Ba0lQsS54FNtj4qd8S8FaTAj8p9+K67GVhjDQ0KKkmIVWla0QiN27QH/hlaQvBAgvf9C0B368NTpOy/saL0rF3wev4dc7z2DL3JXw14284omvCm0M0MNusrsK8hEk+zac+1dz4STiqax62Ik5IpPq8czOO6pvweMG14Q4los2UFsIBBw739U84rG3A1Lg8nx8S5grTY3b5t8KiQZqXyWOOIBU2xh7zSV2PTQsGjE+V6qlxeeCzeO4l4CON0/JXGj8BCqsm4Ncl0aHGIAcbbJRnnoXdvTVwMI4hz2UYhhqyjgH/aalEq1mBZyfeBABI4cdjXsIkjyXgq9vWQsjm4beZZ4YpytChpJqE1GFdA0qH+GCZyk/A6Uml+KpzKzrM3Wgzq4LWpKy/6dICnJU8A4uTpuCS9MW4Pvsc/K3ufWisnqNDGIbBpp7Dfu+ndpkTXwQHHB77LQmJBq4q9fmpczGfqtTDmhqXBy6Lg31a5xLww7pGn5Z+u+SJMmn5N5yNygDE/L5qpaUXAHyqVPPZPJRK89xJdTAq1YBzX3WsP9QgQ6vWtyBPlIHTkqZAY9PjhEE+5Lnvt6/DxC030FzzGPd11zZcnLYIkyTj3MeWp87BWtU+2Bx2OBgH3pb/hCsyT0f8GBi/SUk1CakqbeOA/dT9rcxYjF+6D2BD90EACMqM6pE8Vfg7GOwm/KOhwuN4jaEVXRb1qJPqKXG5ELL5tAScRJ1POzbhmL6ZqtReEHL4KJHkYn9vLSwOK47pm/1KqnNF6ei2aqHt28sYKxiG8XFPtTNJjPV91cq+SrAvlWrAs1lZm1kVlEp1Oj8RXWZ1wK9LokONQY4isQxz4osAALuH2Vd9SNuAFpPCPd6NxKYThrYBn+mXp8yB2qbDrt7j2NhzCPXGdtwkWx6eAEOMkmoSMhaHFdWG1mG7316SvghWxoanGyqQyI0LS3dhmTAV9+VdgZebvvIY8bWp5zDYYGNRYsmors9jczFTWkjNykhUsTN2PFn/AS5InTeqngJjyaz4QuzT1qJa3wobY8c0Hzp/u+QJnd8DY20JuNqmg42xe51Up/ITwGfxxkClui+p9qFSDfQ1K9M3wWA3od3cHZRKNe2pHttqDK2YJBmHJJ4UReIc7BqmMNBqVgAAqg0toQqPhFivTY8OSzeKJDKP43MSipDMk2KNcg/ekq9BkTgHpyVODVOUoUVJNQkKtVWHivb1uPrQM5i9/Q5M23YrSrb+HjbGPmylepwwHXPii1Cla8RMaUFQm5QN5768K5DCl+LemjdRrW9BrUGOn5R7MCu+EFKueNTXn5MwkcZqkahSb+jAcX0L/jj+4nCHEjVmSgtwWNvonlc93Pe+obhmVTeZugIZWti5kjNvk2o2iw2ZMCX2k2prL1hgIYkX59P7ZsdPhJ1xYHNPFYwOc9Aq1bSnemyyOeyoM7SjSOxMoOYlTBq2A3iLyZlUH9dTUh2rag1tAJyN6/rjsDg4N2U2Pu/cjC86t+BG2Xlh+ywfatxwBzAacrkcZWVlKC8vR3l5ebjDIXAu6buu6nl83LEBNsaOGdICzEuYBAGbBz6Lh2SeFAsThq/0rkxfjD29NUFvUjYcCVeEZyfehOurXsCXXVvcx+/LuyIg158bPwmvNn8DtVWHRB8/PBESDh0W5zI+V5JHRjYzvhAWxopPOzchR5CKJJ7U52tkCZLBY3FjrgO4O6kWJHr9nhxBqrsCFquUFg1SePHgsDg+vW9qXB54LC6+VewAgKDtqVZaemFn7GCDjRcbP8N4UTp+MwYaEI11jaYOWBkbiiQ5AJxJ9acdm2BxWAedb+56+EVJdezq3w3+VMtT5uDjjg3gsNi4PvucUIcWdBUVFaioqIBc7tlXIKqTaplMhsrKynCHQfppNSvwQfsvuD/vSvxhfBnG+Tg+BgBWZpyGh2rfwdyEoiBE6L3rss/BTGmhe5mig2EwP0DLXl2/tz29NTg7eQb+2fg5Xm7+CtvnvYLxIt//zAgJto6+UXeZ/MBXwGLVDGkBAOAn1R6cmzLbr2uwWWznrGpjRyBDCztfK9WAc2uO3KQKTkARQmnt9Xk/NQAI2HyUxuXhO8VOAAhapdoBB7osajx04h282/YzFiQUU1I9BtToncnDpL6kem78JFgYKw5pGzDnlM9qdsbu7n1ASXXsOmGQI5WXMOjD4nNTnT/vLkydj8wgfC8KN1cxt6yszON4VCfVJPK4GqX8afwlkAlT/brGJMk47J7/GmbGFwQyNL8Mt/97NIrEOZByxPhRuRv/avoCPyp3AwC2qo9QUk0iUoelG3wWDwljoINnoEi5YkwUy3DCIPerSZlLrig95pZ/KywacFhsJHK9X6mTI0iN+W0zCovG5/3ULrPjJ+JN+Y8AgKwgPPxK4yUCAFbsfwwHtfU4M2k69mlPgGGYMbO8c6yqNrRAxBZAJnB+rpshLQCXxcEuzfEBSXWnWQ0748DUuDxKqmNYjUE+YD+1S5YgBf8ovAHnp84LcVThRXuqSUDt7T2BDH7SqJeezUko8nn5WzRhs9iYHT8R/2r6Ars1Nfhx1tPIEaTioLY+JPePtaZHJPg6zD3IFCTRh2cfucYClvqxn9olT5QRk8u/03iJYLO8/xiSI0xDq0kZ02N6lFaNX5VqwJlUA0ACVwIJVxTIsACcXFVwTNeMb2c+ib/krkSvzRDzHdmJs1JdJJG5/70KOXxMl+YP2qzMtUVjWfJMNJu6oLcZQxorCY0TBvmgS79dHswvx4wIKI6FEiXVJKD29p7A7PiJ9MHbC9dlL8Ml6YtwYOEqLE+di+nSAhzSBT+p3q2pRt7ma/GDYlfQ70ViR6elB5n8pHCHEXVm9o0FHM2qlzxhRkwu//Zl6TfgHKtlcljQbdUGJ6gIoLT0jqJS7awYBmPpN+B8uHN7zkX4Zc7zWJ46F1P6HhQd0TUF5X4kctQYWlEkzvE4Ni9+0qBTTFxNypalzALgHLtEYk+NXj7ga2Kso6SaBAzDMNjbe8JdmSHDu0F2Hr6a8bh7mfw06YSQVKr/2/oDAOAt+Zqg34vEDmelOvb2RgXbJemLsDL9NJRIcv2+RrYgBQqrBjaHPYCRhZczqfYtecwRpgGI7VnVo6lUl0qdzcqC0aQMcI6D/E/Jn7AgsRiAM8kWsQU4omsMyv1IeBzXN+Paw8/B7LC4j1XrW92dv13mJUzGMX0zem16j+OtJiWEbL57/OhxfXPwgyYhpbL0osemHbZSPRZRUk0CRm5Wosuidi9BI76ZLs1Hm1nlnlMaDDqbER93bECuMAPfKnZAZekN2r1IbOmwdCPDx8oicfaI+GLGY+Cx/W9hktKXZPXYYqdC60+lOqfvAWT/sVq9Nj1+Ue0PZGhhNZpKtYDNxwxpAXKFoenQz2axUSwZhyN6qlTHkl9UB/BB+y94W/4TAOfnBrlZiUmScR7nzY6fCAbMgGJAq0mBccI0JPGkyOAn0b7qKPRE3fv4vq/p4WBOGJyN64baUz1WUVJNAsbVpIySav9Ml+YDAA4FsVr9Wecm6O0mfDb9ETBgUNGxPmj3IrGFKtXh40qylDH0EMyfpDqTnww22B5jtV5q+hLL9v4VuzTHAxxh6JkdFmjtBqTy/KtUA8Dn0x/Fc0U3BTCq4U2Jy6Pl3zHGtRLkmYaPYXZY3POIT61UF0lkYIONY6dUolvMCuT0NTSbLBmH4wZKqqOJnbHjhcbP8EnHxiHPqTE4x2kVirJDFVZUoKSaBMze3hNI4yUgR5AW7lCiUqFIBiGbj0O6hqDd43/yH7EsZSbmJkzChanz8G7bz0G7F4kdDsY5Rof2VIdHSl+SpbLGTlKtsGh8Tqq5bA4yBUkelWrXCKm/VL8R9Q3MVBbnSoRUH5fF9zdelI60EK4omRKXi6O65qj/sycntZqUzpnwJiXelf+M6r6k2DWj2kXA5qNQnI2juuaB7+/bqjFZMo4q1VGmztAOvd00bB+PEwY5sgUpQWmIGM0oqSYBQ03KRofL5mBqXF7Q9lUf0zVjm/oobpadDwD4nexc7O09gSpt8JJ4Eht6rDpYGRtVqsPEtcdWaQ3e1pBQsjnsUFl7/Ur+cgSp7kpau1mFPb01uC5rGbaqj+DLri0BjjS0XH+/aaNIqkNtSlwutHaDx+oBEt1aTQosTpqCKzNPxz8aPkaVrhFpQ8wjLpaMG1CpbjUpMa5fUl2jl8PBOEISOxm9A9o6AEDDMEk1NSkbXEQl1Tt37kRzczPsdjvkcjl27NgR7pCID/b11tLS71EKZrOyt+RrkMKLx8XpCwEAF6TOQyovAavb1gblfiR2dFi6AQCZAqpUh0MS1/lhNlZ6IKisvWDA+FypBk6O1QKAHxS7wAYb/5x0K5anzMFfa96CxWENcLSh4+qn4e+e6nBwNeCjJeCxQ25WQSZIxaP5V6PZ1IVXm78ZUKV2KYnLxdF+f/d2xg65WenufzBJnAOjw+zuCE4inyuplptVQ34/dY7ToqXfpwpbUq3T6XD55ZejufnkE65Vq1YhNzcXXC4Xl1xyCZKTqSoSLdpMKnRYuimpHqXpcfk4omsKSJffzzo24euurdDaDLA4rHivbS2uzVoKAZsPAOCzebg662y83/5LTHUVJoHXYe4BAGTQ8u+w4LI5SOTGQRkjy7+7LGoA8CuplglT3En1d8qdWJhYjFR+Al6cdAsajB14vaUygJGGluvv19/u3+GQJ8qAmC2gpDpGMAyDVpMCOcJUTInLw+UZS6Cx6TFpiKS6WDIerWaluwN4l0UNG2P32FMNgJaAR5ED2jrEc8VgwKDZ1DXgdYZhnCPWhviaGMvCklS//fbbePHFF/HFF1/A4Ti5JCQvLw9yuRwtLS3YvXs3ioqKwhEe8cPeXuesQtecTOKfadJ8WBirew+Tvz7v2IQrDz2FSw88gZT1l2Pezj9CYdXgJtlyj/Ouzz4HnZYe/KzaO6r7kdjWaaGkOtxS+fExs6d6NEl1jiANrWYFTHYL1qr24aK0+QCcDbN+n3M+/l73Ebqj9M9JYdGAx+JCyhGHOxSvsVlsFMeNp6Q6RqhtOhgcZndvnMfyrwEATBKPG/T8krjxAE4mza6K9DhhOgDnHn8hm09JdRQ5oK3DhanO76uDLQHvsHRDbzfROK1BhCWpvvHGG/H4448P+lp2djZycujpR7TZ23sCqbwE9z4a4p+THcD93+dcrW/BDUf+iSszzkDtae/ipUm3IUeQhuuylmGqdILHuTOkBZgal4dPOjaMJmwS4zrM3YjjiBBHTUnCJoVHSTXgHKvVazPgO8UO6O0mXNT34Q8Anii4Djq7ERXtGwITaIi5ZlRHW1+SKZJcmlUdBPdUv4G3Wn8M6T3lfatAZELnrPNS6QSsmfUP3JyzfNDzJ/cl28f6mpW5VpG4ln9zWBwUiXMoqY4SneYetJu7sSJtAdhgo9HYOeCcGn3fOC3aUz2A/4Mzg0Cv1+Odd96BQCDAunXrcN9996G4uHjI8+VyOcrKyty/Li8vR3l5eShCJaegJmWBkcSTYpwwDQe19SjPOsvn9+ttRlx24EnkCFPxvyl/hpQrxp3jy3Dn+LJBz2exWDgjaRrWqfaNNnQSwzosPbSfOsxSeQkxM1Kry6KGiC2AhCP0+b2uZaVvtH6PXGEGpsTluV/LECRhhrQAOzTHcCcG/54XyUYzozqcpsTl4cuurWAYhj4DBMhxfTP+1fQF5sZPwk0554fsvq19TQD7T3E5L3XOkOdLuCLkCjNwVO9KqhUQsvnuiQUAdQCPJgf79lPPTShCjjB10Er1CYMcbLCRL84MdXhhV1FRgYqKCvev5XK5x+sRlVRffvnlmD/f+dQ5PT0dl156KY4ePQo2e/CCukwmQ2Vl9O6fiiV7tSdwQ/Z54Q4jJkyLy8chnWezMm8+rDAMg1uOvoxGUyd2zX8VUq53Swjnxhfh9ZZKaKx6JPAkfsdNYleHuYeWfodZCk+KOmN7uMMICEXfjGp/EjBZXwVsXfd+3DmubMA15idMxk+qPQGJM9S6LGqPZCRaTInLhc5uRItJgfGi9HCHExNeavoSgLNgEcqfzXKTEiywkOXDpIdiyTh3s7KWvv3Y/f9dTpaMw2b14YDHSgLvgLYecRwR8kVZyBNlDF6pNrQiV5Tu7s8zlpxavO1f2AUirPv37Nmz3f9dWFiI6upqHDp0KIwREW+0m1VoN3djVnxhuEOJCdOl+R4dwB+rXY0p234PtVU35HsYhsGDJ97GRx3r8WbJn1ESl+v1/eYmTAJwcl88IafqsHTTjOowS+UnuLtDR7sui9rvsVGyvko1APd+6v7mJ0zCCYM86vZVMwyDreojmNG3BSialEic+2ppCXhgdJl7sLptLW6WnQ8HHNjUE7rPwa1mJTL4SeCxva+5lcTl4lhfJbrVrPSocgPAJEkO2s3d0Fj1AY2VBN4BbR2mS/PBZrExQZQ5ZKWa9lMPLmKS6h07diAxMREmkwkAoNVqAQB8/th7EhJtflDsAgDq/B0g06QT0GZWQWnR4Jn6Cvy9/kPUGtrwSO27g57vYBy449ireK7xE/xr0q0+LxufJMlBHEeE3ZRUkyF0mtU0ozrMnHuqteEOIyC6+irV/hBy+EjlJUDMFuDMpOkDXp+f4NwytktTPZoQQ+6wrgFysxIXpM0Ldyg+y3V1ANdTs7JA+E/Lt+CAjeeKbkKuMAO/dh8I2b1bTSfHYXmrWDIe9cZ2GO3mQd/v6gA+2gasJPgOaOswQ1oAAMgTDlGpphnVQ4qYpDonJwf33XcfhELnHqutW7di0aJFKCkpCXNk0cdgN+EPx17D4l13g2GYoN7rzdYfcOuxV7Ay/TTkCjOCeq+xwtWs7I/HX8dDte/g8YJr8XzRzfhPy7fYpTnuca7VYcO1h5/Df1t/wFtT/oI/517m8/04LA5mx0/E7ij7EEpCp8PSTXuqwyyVH49uqxYOxjHyyRGuy6LxO6kGnGOczk2dDSFn4EP3QnE2knlS7Dzle2Wk+0G5C2K2AKcnlYY7FJ+xWWyUxOWOuQ7grSYFvuzcEtBrGu1mvN7yLW6QnYdkXjzOSp6O9T0HA3qP4cjNSsgEKT69pyRuPBg4xyy1mBQDGta6ErAafWvA4iSBZ7CbUK1vdSfVE0SZ6LB0w2g3u8+xM3bUGdtoRvUQwrKnuqKiAps2bQIAPPDAAzj99NNxxx13YNasWXjxxRdht9tRU1ODr776KhzhRbWD2jqUH3oGx/qaRjSbupArCnyyyzAMHq19F083VODOcWV4ZfLt1KAkQCaKZRCy+fi4YwP+nLsSj+VfAzvjwOq2tbjt6L+xa/6r4LI5aDOpcG3Vc9jcU4VPpj2EyzNP9/uec+OL8GnnpgD+LkissDnsUFg0yORTpTqcUnjxcMABtU2H5Cjcd9tfl0WNJUlT/X7/+6X3I54z+B5TFouF+QmToy6p/lG5G8tSZkXtPsUpcbnufbVjxZutP+Lv9R+iccn7AdtL/l7bWqisvfhz7koAwNnJM/Bu289QWjRI9XPLhC9aTUqfH+wU9y3/r9I1Qm5WupsJusRxRUjjJaDRNLDqSSJHla4RDjgwM/5kUg0ATaZOTO77O67Ry2F2WH3aYjiWhKVSXV5ejlWrVoFhGHz88ce44447AAArVqzAvffei7/+9a946623kJ5ODS98sVr+M+bt+BN4LC5+mvUPAPDYmxtID554G083VOD5iTfj1cl3gsPiBOU+YxGHxcGVGafjrvGX4p9Ft4LFYoHL5uCNkrtwQFuH11q+wRedm1G6/RYc0zdjzaynR5VQA8591c2mLnSZewL0uyCxQmFVgwGDjFFUFsnouRpYqSzRvwR8NMu/AWCyZDyyhUNX0+YnTMYuTXXQV2oFitqqw1b1EVyQOjfcofhtiiQXR/XNMbGSwlu1BjkYMHi37eeAXM/BOPCvpi9xafpiFPRVAs9Kdm5x2BiifdVys+/Lv5N4UmTyk7Gx+xBsjB05g4xWzRNlDrqUmESOA9o6cFhsTJHkAXD+nQFAg+HkvurN6sNgg435CZPDEWLEi5jl32T0Hq97H+enzsGuBf/GOSmzkcyTutvjB9onHRtw57gy3DfhSqpQB8Hq0vvx8inV/3kJk3HHuBW4r+ZNXH7w7zgzaToOL/wvzk6ZOer7zY0vAgDaV00G6DSrAYD2VIdZal9SrbRGd7Myk90Crd0wqqR6JPMTJkNl7UWdsS1o9wiktap9sDMOnJ8affupXU5PKoXObsQ78p/CHUrI1Pc1cXpb/tOoHyYwDIM7j72GEwY57s+7wn08R5iGQnF2SPZVG+wmdFu1Hs0AvVUSNx4/qfYCwIDl34Bzy8ZgTa9I5DjQW4diyXj3thqZMAVcFsfj721zTxVmxhd4PV1mrKGkOkbobUY0mjpxSfpiCNh8sFgsTI/LD0qlWmPVo9HUiQX0pCrkni68AeemzMZbU/6Cz6c/ihR+YJaB5okykcKLp33VZIAOSzcA0J7qMHP9W1dFWVfrUymsagDwu/u3N+b1TTSIliXgPyp3Y4okN6rHUc1PLMb12efg3po30TlGVjzVGdpwfupcNJk68Uv3fo/XjugacUzX7NV1GIbB3dWr8H+t3+F/U/6M+YnFHq+fnTwD67uDv69ablIBgM+VasC5BLzZ1DXk+4caz0QixwFtvXs/NeBcNTlemO6xbH9LTxWWJPq/dSfWUVIdI6oNzgYQJXHj3cemS/NxUBf4pPqwrqHv+gUjnEkCLYEnwfeznsKNsuUBXSHAYrEwN76IKtVkgI6+D8jBrCySkbmWfyst0Z1Ud1nUAIL79ZTMi8dEsSwqkmoH48CPyt1R2fX7VC8W3QIui4O7qv8T7lCCTmszQGHV4Oqss1EsGY+35Gvcr7WYurBk1z247OCTI25BYBgG99W8iX83f43/K/4TbpQtH3DOWUnTcUzfjA5zd8B/H/3JzUoA8K9S3bfnVsDmIZU38IFZnjADzaYu2Bn76IIkQWFn7Dik80yqAXiM1Wo1KdBo6sRpo+iHEesoqY4RrgYhrtEFgDPprTO0Q2czBvReB7X14LG4mCShlvqxZG7CJOyOon2IJDQ6LN1I4kqjtoFSrOCzeZByxFFfqe7q204Q7Ic08xMmY6fav6T6hF4esu+DB7R16LB044IoXvrtkspPwMuTb8MnHRvxvWJnuMMJqnpjOwCgQJSNm2TL8VXnNqgsvbAzdlxz+DmYHRYc0zdjn/bEsNf5n/xH/LPpc/x78h24ddxFg55zZt++6mBXq1tNCgDwufs3ABT3FXRyBGmDPvCfIMqEjbGjzawaXZAkKOoM7dDbTQOS6v4rDLb0VAEATqNK9ZAoqY4Rx/QtkAlSEc892RF1ujQfDBh3ZTlQDmrrUBI3Hnw2L6DXJeE1N74ICqvGvYSLxC6FRY1mo3d/z53mHlr6HSFS+fFRv6faVakO5vJvwJlUH9DWw+yw+PS+LT1VKNp6AzaEaIzRj8rdkHLEWJw4JST3C7arMs/GeSlzcPuxf0NrM4Q7nKCpM/Ql1eIsXJu1FA448GH7L/hHfQW29BzBd7P+jixBMla3rR32Or9078eSxKn44/hLhjwnU5CMEkku1gd4X3WDod3j4VGrWYkkrhQSrsjna5VInN2gh1o6PljTKxI5mvqWeOf3/T259K9Ub1ZXoUicgwz6PDAkSqpjxFF9k8fSb8C5FJzL4gR8X/VBbT2mx+UH9Jok/Ob27UOkfdWxzeawY9meBzBj++1e7fnrsPQgk08/RCNBCi8eqhhY/p3AlQR95cP8hMmwMFYc6PW+WSfDMHi49h0AQJOXD51G6wflLpyTMgs8dlgmnAYci8XCquI/otOsjummZXWGNsRxREjlJSBdkISytIV4rvFTPF73AR7JvwpnJc/A1Zlno6J9AywO65DXqdHL3VXe4ZyVPB2/BrBS3W5WoXDLDahUbHcfk5tUkA3TVX846fxEJHGlgzYpA4Dcvn4BNFYrMrm2FaWdsoIoT5QBlbUXWpsBm3uqRjUKcSygpDpGHNM1u2cFugjYfEyWjAtoUm1n7KjSNWK6lJLqWJMpSEaOIJX2Vce4fzd/hSpdI5J5Ulyw7+ER9+l1mHuo83eESOXFQ2WN7pFaox2n5a3p0nwI2Dyf9lX/0r0fm3oOAwA6LcFvtrW3twY71MejepTWYCaIszAlLheHdY3hDiVo6oztKBBnuZc63yxbjjazCgsTi/Fo/tUAgOuyz4HSqsEa5Z5Br8EwDGoMrSgSj7yVbmFiMeqMbei16QMSf4OxAw448HnnZvexVrNiwIxpb7FYLPwlbyWuyBh8vKeYI0Q6P5GalUUopVUDAZsHCUfocdw1q/qAtg5VukZa+j2CqE6q5XI5ysrKUFFREe5QwsrisKLW2OZuFNHfdGlgO4DXGdphcJgxjZLqmOTaV01iU6tJgb/VvY87x6/Ar3Oeh4Wx4aL9jw7bd6HD0k0zqiNESows/w5FUs1n8zBLOhGfdm7CYe3IW6AYhsEjte9ifsJkTBLnBD2pVlo0WHngScyOn4hrspcG9V7hUCwZh2N677pfR6N6YzsKRNnuX5+bOhv/LLoFn0x7GFw2BwBQKp2AGdKCIZeAt5u7obebUCSWjXg/V+J9wiAPQPRAW1+n7+8UO2F12AC4KtX+JdUA8Ej+1ShLXzjk6xNoVnXEUlp6kcpLGLAf3pVUf9j+KxgwVKnuU1FRgbKyMsjlnv8eozqplslkqKysRHl5ebhDCasTBjnsjGNApRoApsfl45CuftQzFF1cCTpVqmPT3Pgi7Ok9AaPdHO5QSBDcfXwV4jgi/L3gdxgvSsf3M59Ctb4Vvz30jyG/R3Sa1VSpjhCxsPy71axEVoi+nu7KvQRHdc2Ytv1WTNt2Kx488RZuPfoyztnzVxRtuQF3HP23u/L3g3IXdmqO46nC3yFTkBzUsVB2xo7yQ/+AwW7GFzMejckmgJMl43Bc3xLuMIKmzuCsVLtwWBz8Je/yAUnp9dnn4FvFDnQP0mCwpm9qS5EXTV8n9iXeJ/SBSarlfQ3D1Dade3XGaCrV3qBZ1ZFLadUgdZARrRn8JAjYPHzSsRFZgmTki7IGeffYU15ejsrKSshkng/EojqpJk6ufZElcbkDXpsuzYfebnJ3qhytg9o6ZAmSB+y7ILHh8ozTYXCY8FrzN+EOhQTYj4pd+KJrC/416VYk8JwNDWfEF+C9qffhe+VO7Blk2b/ZYUGPTUt7qiNEKi8eyijv/n1E1+RuahRsv8k8Ex1nfozKGU+gJG483pH/jN2aGiRwJViaPBPvt/+CKVt/j+8UO/Bo7WqcnlSKpckzkcFPQkcQK9WP1q7Gr90H8cm0hzBOGL2zqYdTLBkPlbUXSkt0r6wYjNVhQ5Op06sEozzzLDjgwCcdGwe8VmNoBYfFdlcDh5PIi0MqLwE1AapUy81KFIiyMV6Yjq+7tsHqsKHD3IOcIfZEB0KeMBONlFRHJFel+lRsFht5wgyobTqcljg1oKNcYxEl1THgqL4ZqbwEpA7STdU1SzpQS8CpSVlsmyiR4RbZBfhHw8foifK9m+SkXpsedx5/DUuTZ+K3mWd6vHZh2nwI2DxsVx8b8L7OvvFHVKmODCm8eKisvVE79k5hUaPT0oOpcXkhuyefzcOK9IX4eNrD6DjzE+xb+B98PuMxrCr5E6oW/RdT4vKwYv9j2K+txd8LrgeLxUKGIDFoleqflHvwTMPHeGbijTg7ZWZQ7hEJXOM9Y3EJeItJATvj8KhUDyVDkITlKXPxXtu6Aa/V6OWYIMr0epLKRLEsYMu/5SYlZMIUXJK+CF93bUW7uRsMGL/GaXkrT5SBFrMCNgfNqo40KmsvUngDK9XAyc7ttPR7ZJRUx4Bj+mYU95tP3V+GIAkZ/KSAJdWHdA20nzrG/a3gWlgZG55p+DjcoZAAYBgGN1T9EyprL/6v5E8DnjTz2TzMjp+I7ZqjA97bYXE2MaORWpEhlZ8AG2NHb5SOKjqiawKAkCbVw8kVZeDHWU/jvan34++F1+P05GkAnEseO/tGfwXa0/UfYVFiCe7LuyIo148UEyUysMGOySXgdcY2APDYUz2ca7LOxg7NMfccaBdvm5S5TBRnB25Ptbkb2QJnUt1qVuIbxTYACGqleoIoE3bGAblZGbR7EP8MtfwbOLmvekliaShDikqUVMeAo7rmQZd+uwSqWVmPVYtmUxftp45xGYIk3Jt7Of7d/LXHLGOrwwY7Q0+Yo83zjZ/iy64teG/q/SgcoiHOwoSSQSvVHX3Vugxa/h0RXJUEVZQuAa/SNYLP4qFQ7F0yEgosFgvXZi/DI30dmwHn17vK2hvwitr+3lpsVlfhL7mXxfwySgGbj3xxZkxWqusM7eCw2Bjv5dL9M5OnA8CA77E1+lb3XmlvFElyAlepNishE6RiSWIpknlSvN5cCQB+j9TyRp4oAwBoX3UEGmr5N+B8CJrOT0SpNC+0QUUhSqqjnJ2xo9rQMmiTMpdAJdWH+jqoUlId++7JuxwJXAn+VvceFBY1nqz7ADmbrkLOxqvx8xDjQUjk+UW1Hw+deAcPTSjHxemLhjxvYWIxmk1dkJs8Kwidlh6wwUbaIFtLSOi5KgmRmFRfeuBxPNfwybDnVOkaMVkyLuJnMmcKksCAgcKqDuh1/938NcYJ03Bx2tD/FmPJZHFsNiurM7QhV5jh7vI9kkxBMvKEGR6rgWwOO+qM7V51/naZKJah26odtOmZLxiGcS//5rI5WJG2ANWGVojYAiRxpaO69nBcDyGoA3hkYRhm2Er1rTkX4uii/4HD8u7rfSyjpDrKNRo7YXZYURI3fFLdZOqE2qob1b0OauvAZ/EwSTz4UnMSO6RcMR7Lvwar29Zi/KZr8GzDJ7gs/TRMl+bjvH0P4S/V/weT3RLuMMkwWkxd+O2hf2BZykw8WXjdsOcuTCgBAGxXey4Brze2I0OQSD9MI4SrUh1pzZ8sDiu+V+zCU/UfDRvbEV0Tpg6zqipSuFZmuHoKBEKXuQcfta/HnePKvE7Gol1x3PiYTKrrjR1e7afub0FisUelutHUARtj96rzt0ugOoD32gwwOMzI7ts/fUnfA9ccYWpQV1CIOAJk8pOpWVmE0dtNMDusQ1aquWwOUoZIuIknSqqj3NG+PWrDVqr7Gosd1o08q3M4h3QNmBKXO2Y+EIx1t+RcgKuyzsIj+Veh5fQP8Z+SP+GHWU/hpUm34fXmb7Fw110w2E3hDpMM4d9NX4MBg49KHxwxKc4WpiBXmIHtmpMf+hiGwRedW3Beypxgh0q8FKnLv6v1rbAyNujsRvyz6fNBz2EYBlW6RkyJkP3Uw3El1a6eAoHwpvxHcFhs3Cw7P2DXjHSTJePQaOz0ekTjj4pdWLLrLwEbARosdcY2r/dTuyxMKMa+3lqYHc6H0TV9ibEve6pd2yZGuwTctadZ1jc+69yU2RCxBe5fBxON1Yo8SqvzQehQlWriPUqqo9wxfQukHPGw3wwnScaBx+LisHZ0SfVBbT0t/R5DeGwuPih9AA/nX+V+SslmsXF37kqsmf00DmjrsEczcAwTCT+GYfBp5yZckXG610+YF55SSdmvrcUJgxzlp3QLJ+Ej4gggZgsibqzWQW0dAOD2nIvwavM3g1ar28wqqG26iGlSNpz0vpGRgeoAbnXY8J+Wb3FN1tljquJTLBkPBox7HvNI3m//BVvUVRG9D5thmAEzqr2xMLEEFsaKfb21AJyJsZDNR47Q+0RWyhUjk5+ME4Y2n+59qpNJtbNSLeYIcXPOcixNmTGq63pjgigTjSZa/h1JlBbnz5OhKtXEe5RUR7mj+iYUS8YNu2SHx+aiUJyN4wb/l2HZHHZU6RopqSYAgEWJJc7OrqP4miLBs0tzHM2mLlyZebrX71mYUIy9vSfclZSK9vVI4yXg7OTYHfsTjVL48QMq1d3WXvyg2IXHalfjtqOvwOKwhjSmQ7oG5Aoz8GTh9WCBhRcbB1arq3SNACKn8/dwhBw+EriSgHUA/6JzM9rMKvxx/CUBuV60mNS3tPmYbuQk2cE4sE61DwCwsftQUOMaDaVVA53d6NWM6v6mS/MhZPPdW2xqDM4mZWyWbx/DJ4qzvX5IMRS5SQUAyOo3Puvfk+/0aNYXLHmiDNpTHWGoUh04lFRHuWO6ZhQPs5/aZbJkdA1DagytMDkslFQTACc7u1brR/fDnQTHp52bkM5PxOlJ3o/A6F9JcTAOfNyxAVdknk7bPSJMKi/BXVkAgL/VvoeU9Zfjwv2P4OWmr/BG6/c46kUSE0gHtfWYJp2AVH4C/jj+YrzW8g0UpySkVbpGiNkCdwfgSOccqxWYSvV/Wr7FWUnTUSqdEJDrRYtkXjzS+YleffY4pG2AwqpBHEeETerDIYjOP3WGdgDwuVLNZ/MwJ77IvcWmRt/qU5Myl0B0AG8zq5DCi4eQwx/VdfyRJ8pAq0kJq8MW8nuTwblWFg01p5p4j5LqKMYwDI7pW1AiGbnxy2iT6l2aarDAwuz4iX5fg8SWWO3sGu0cjAOfdW7C5RlLfGowNkNaABFbgO3qo9imPopWsxLlmWcFMVLijxSe1F2pNjss+Hfz17gh+zzUnbYadUveBXByjm6oHNI2uB+43pN7+aDV6iO6JkyJy/O5MhcumYKBSXW3tRf/bf3ep+v0WLXYqj6Kq7LODmR4UaNYMt6rFU1rVXshZgtwk2w5NvUcBsMwIYjOd65/W75WqgHnFpsdfVtsagxyn5qUuUwUy3DCIB/Vn49rnFY45Akz4IADLafM7Cbho7T2QswWQMwRhjuUqBcdP93IoFrNCmjtBhRLRu7GXSwZjxaTAjqb0a977dIcR7FkPOK5Er/eT2LPaB/UkODYqTmOFpMCV2ac4dP7eGwu5sRPxHbNMVR0rEeOIBWLEkuCFCXxVyo/wZ1U/6TcC7VNh3vzLke+OAupvARIOWJ3NS0Uusw96LB0Y1pfQ8wUfjz+OP5ivN5SiR6r1n1ela4xKpZ+u2Twkwbsqf64fQNuPfqKT3ut13cfhAMOnJMyK9AhRoXJknE4pvMiqe7eh9OTSnFuymy0m7tD/mDIW3WGdqTzEyHlin1+78KEYrSalTihl6PZ1OVTkzKXiWIZem2GAStBfCE3KZEtSPb7/aMxoe9hBHUAjxxKiwapNDYzIKI6qZbL5SgrK0NFRUW4QwmLb7q2g8viYF7C5BHPndyXeFf7uQd2V2815iVM8uu9JDZNloxDg7GDRmtFmE87NiKTn4zTkqb4/N6FiSXYqj6Czzo24beZZ0ZNVXEsSeHFu5d/f9yxAaVxE1DSN6aKxWIhX5yJemPokupDfVMl+m8Numv8pbA67Hiz9UcAztUTR3SNUTFOyyWDn4SOUyrVroqrLwnBz6q9mCiWITdKlr0HWrFkPGoMrbAzdgDOcVDn7Pkr6vs9+DHZLdjcU4VzUmZhceIUsMCK2H3V9cZ2v6rUgPP7KwC8374OwMkRWb5wj9UaRbOyNnM3ZD40SAuk8aI0AKBmZRFEae1FKi399klFRQXKysogl3tuxYjqT0wymQyVlZUoLy8PdyghxzAM/tv6A8rSFiJDkDTi+a6k2p/KotFuxkFtPSXVxMPkvs6uo93fRQLHufR7M67I9G3pt8vCxGK0m7uhsGrw26wzAx8gGbVUnrNRmd5mxDdd2/DbU7qzF4iyUTfK7sC+OKSth4gt8NhjmiFIwtVZZ+PfzV/D6rCh0dgJg8McFeO0XDIEiQMq0q6fn74kBGtV+3BuyuyAxhZNJkvGweSwoMnYBTtjxw1HXsS67v14tPZd9zlb1FUwOSw4J2U2EngSzJAWYFNPZO6rPmGQ+7yf2iVTkIw8YQbea3Mm1UUS35Nq171H83M3nMu/BWw+sgUp1KwsglCl2nfl5eWorKyETOb5bziqk+qxbKfmOA7rGnBLzgVenS/lOsduedOF81QHtHWwMXZKqomH0TyoIcGxXX0McrPS56XfLgsTnJWUiWIZZkmpf0IkSuHHQ2nV4FvFDhgc5oFJtTgLdSGsVB/U1qM0Lm/AQ5w/566E3KzEZ52boqrzt0sGPwlKay9sDrv7mOt7nbdzdusMbag3to/Zpd+As1INOP/sXm3+BtvUR3FD9nmo6NjgHvO5VrUPmfxk99fH6UmlEZlUf9y+HtvUR3F28gy/r7EgsRhNpk4kcuP8GmEk5ggxTpjmd1Jtc9jRYe6BTJgy8slBQrOqIwtVqgOHkuoo9Ubr98gTZvj0w9rfPbC7NNUQsHnuPXOEAM4P96m8BByP4JmiY82nnRuRLUjxey90hiAJc+KLcEvOBcOO6SPhk8KLh9lhxdttP2Fe/CTkn1I1KxBlodnUFbLuuod0DZg2yFSIUukEnJMyCy81fYkqXSMSuXHIFoTvg7yvMvhJYMC4x83obEZ3cyVvq2xrVfvAYbFxVvL0oMUZ6XKEqRCzBfhWsQMPnXgHfxx/Md4ouQsTRJnuavVa1T4sS5np/p5zRlIpGk2daDZ2hTFyTwd663DjkX/h6qyzcUP2eX5fZ2FCMQCgSCzz+3vsRLHM77FanZYeOOAI67/FiWIZPYyPIFSpDhxKqqOQ2qrDJx0b8fucC3za81gsGY9jfiXVxzFLOhE8Ntfn95LYRs3KIsv3il24NH3xqPZC717wGu7JvTyAUZFAclUU1qr2DbpEP1+cBTvjQLMp+AmJ1WHDUV3zkKMW/zx+Jfb01uCdtp8wNS4vqh7UZPZtq3J1AHclMTJBqk9J9YKE4jHd4JPNYmOSZBz+r/U7ZAmS8Y/CG8Bjc/FEwbX4RrEd3yt2Yr+21qNAcFrSVADApp7I2FetsKhxyYHHUSwZhzdL/jyqr2PXvmp/On+7uDqA+6PN7JxRHa7l34Bz0kSVrtFjFQgJH6pUBw4l1VHow/ZfYWGsuEF2rk/vmywZhxMGuc/fyKhJGRkKJdWhp7UZ0DrIOJJOcw/qjG0+zaYeSjQlP2NNCt/54YcF1qDL/AtE2QAQkn3V1foWWBgrpsUNPn/5vNQ5KJaMR62hLaqWfgPOSjUA975q1/e581Jne9WozOaw45fu/WN66beLa0LJ21PugYQrAgCUZ52FKZJcXH34WQDAsuSTf05p/ESUSHLDtgR8u/oo7ql+A4/XvoeXmr7AygNPwmA34asZj0PEEYzq2jOkBZBwhCjpWxbvj4liGWoNbX6N1ZKblQAAWRgr1TOlhTA5LLTKLQIwjHM1DlWqA4OS6ijDMAzeaP0eZWkLkeXjN8XJknGwMjaf9rJ0W3tRa2ijpJoMapIkB8f1LXAwjnCHMmY8XV+BJbv+MuAD1Vb1EQDA4kTfu36T6OHah3l6UumgHXzHC9PBZXFCsq/a1fm7VDp4Us1msfHn3JUAoms/NXAyqXZ1AK/WtyKTn4zpcfloMnWNmNDs6a2BxqYf003KXP40/hL8r+TPOCN5mvsYh8XB3wuvh8amxxRJLrJP2eMbrn3VjcYOXLDvEXzY/ivelP+IR2tXo0rXiM+nP4rxovRRX5/H5mL7vFfwh/EX+32NiWIZ9HYT2s3dPr9XblKBx+KGNYmaIS0AAOzX1oUtBuKkselhZxx+7e8nA1FSHWV2+digrD9Xw5BjPjwd3KWpBgBKqsmgJkvGweAwu59+k+CrM7ah0dQ5YDzeVvUR5AozwjYqhYRGGj8BAjYP12QtHfR1LpuDXGGGx8giAPimaxuuO/y8e7RRIBzU1mO8MB1JPOmQ51yTtRTXZi3DBalzA3bfUBBy+Ijnij0q1ZMl45AnyoTJYUGHZfiE5mfVXiRwJZgbTz875ycW46ac8wccvyR9MZYlz0R51lkDXjsjqRTVhlafZoKPltVhQ/mhZ5DAleD44rcgP6MCuqWV6D7rC5ze74HAaJVKJ/g159rF1TXcnyXgbWYVsgTJYR2XmMCTIF+Uhf3a2rDFQJxcPSNS+bT8OxAoqY4yn3ZugkyQ6teSsixBMqQcsU/LdXdpqpHMk7qXFBLSH3UADz3XnriflXs9jm9VH8FiPxuUkegh5ghxfPFbuEm2fMhz8sWZAyrV78h/wvvt6/BC42cBi+WQtn7Ipd8uIo4A75Xejwl+jiEKpwx+EjotagD9k2rnvOmR9lWvVe3D2ckzwGX7PtpurGCxWFg75zk8nH/VgNdOT5oGFlg4ffc9uPv4Knyv2Amj3Rywe/+k3INJW27EO/Kf3CutHq1djT29Nfh42kNI5MV5xBlJJogyAcCvefThHKfV3wxpAQ70UqU63FSWXgCgSnWAUFIdZRqMHZg6yPgSb7BYLBRLxnlUqqv1Lbh4/99gsJsGfc8uTTXmxU+KuB8qJDLkCTPBZ/FQrfevEynxndzkTKrXqva5jxnsJuztPUFLv8eIPFHmsN+TnbOqT37gdjAObFEfQSY/GY/VvhewD7MHdfVDNimLBc6kugd2xo4aQ6vXSXWvTY8dmmO0n3oUsoUp+Hn2M1iSNBVfdm3BRfsfxXVVzwfk2gzD4JHad6Gy9uLGI//E/J1/wr8aP8dzjZ/g6cIbsCCxOCD3CRYBm49knhRdfQ98fCE3KZEtSA58UD6aGV+A/do6v/aFk8BRWvuSaqpUBwQl1VGm1aREziiWd57aWOrhE++gUrEd+wf5kMUwDHZpjmNewmS/70diG5fNwURxNlWqQ4RhGLSZVRgnTMOGnkOwOKwAgN2aGtgYOxYnUVJNXLOqTzYyOqZvhsrai7em/AXFkvG4tuo5mOyWUd1DYVGj3dw96DitWJHBT0SnpQfNxi6YHBZMloxDPFeCZJ502GZlG7oPwcbYKakepWUps/C/KX9B05IP8Fj+NVij3BOQ7Qvruw9gT28NPix9AJvn/gsOxoF7av6L81Lm4N686Jh8kM5P9C+pNqsiYovQTGkh1DYdmkzeddInwaG0OJd/p1D374CgpDrKtJoVyBnF0h1XUs0wDA5q6/BF1xYAwOG+hjP9NZk6obBqaD81GRZ1AA8dpVUDK2PDdVnLoLMbsUN9DIBz6Xc8Vxx1zaBIcOSLsqC3m6Do+9C9uacKXBYHZySV4oPSv6JGL3fPCGYYBmaHxeeK0RFdEwCgdITl39EsU5CMTrPa/f3Ntd0lT5iBxmGSgbWqfZggyqRtUwHCYrGwNHkGdHYjqnSNo77ec42fYoa0AOemzMZpSVOxe8Fr+G7m3/HxtIfCutfYF+l9D3x81WZWRcTy75nSQgDA/l7aVx1OSmsv4rli8Nm8cIcSE6LjuwcB4Gyi0WHuGdVTxuK48VDbdOi09OCJug+QL8pCkThn0B9UriZlc+OL/L4fiX2RklTbGTvuPPYqav2c3xkNXEu/L0ybjxRePNZ2O5eAb1UfwYKEYr+2hZDYU9C3f9m1r3pTz2HMjp8ICVeEUukEPFV4PV5s+hzCdReCvfY8CNddhPtq3vTpHsf1LeCw2O57xaIMfiI6LN04bmiBiC3AOGEaAOfy++GWf69V7cU5KbNo21QAzUkoApfFwTb10VFdZ39vLX5W7cX9eVe6/37YLDYuTJvvsY860vlTqdbbjNDY9BGx/DtLkIx0fiJ1AA8zpVVD+6kDiJLqKNJh6QYDZtSVagCo6FiPr7q24tH8qzFDWjBopXqXphp5wgykC5L8vh+JfZMl4yA3K6G1GcIax77eWvyn5Vv8r3VNWOMIJleTsnHCNCxLmYmflXvhYBzYpj5K+6mJW76oL6num2W7qecwliROdb/+l7zL8P7U+/Fi0S14s+TPWJI4FTs0x3y6R7W+BfmirJiucGQIkqC09OKIrgmTJDnuKmaeKGPI0ZTNxi5UG1pplFaAiTlCzJQWjjqpfr7xU+QJM3BFxukBiiw8/Emq5X0/PyJh+TeLxcJMaSEOUFIdVkpLLy39DiBKqqNIq8k5tiin72m5PwpE2eCyOHj4xLsoFGfjmqylmBqXiypd44DlfztpPzXxwuS+UW3hbla2rq9x1/fKnWGNI5jkZiVYYCGTn4xzkmdhT+8JbFMfhdqmo6SauEm5YqTzE1Fv7ECjsQNysxKnJ5W6X+ewOLgmexn+MP5i3JxzPpamzPR5PE+1oRWTxDmBDj2iZPCT4IADW3qq3A+kAWdS3WTscneN7m+tai/YYOPs5BkhjHRsWJRYgu1q3x7+9FdvaMenHZtwT97lUd+V3b+k2vkZMhKWfwN9zcrGyPLvu4+vwgdt68IdxgBKq4aalAVQVCfVcrkcZWVlqKioCHcoIXEyqfb/GyKPzUWhOBtGhxmP5l8NLpuDUukEdFu1HnM3bQ479vaewHzaT01GMEni/GB93If556NhtJthcwxsVrOuez/iOCJU6RrRbOwKSSyhJjcpkcFPApfNwTkps+GAA3+v/xAcFhvz6QEY6SdflIU6Qxs2q6sAYNgmdoXibHRZ1Oi16b2+frW+FZP6JZqxKIPvXKVV3df522WCKBMWxoqOQWYo/6zahznxE4ed3U38syixBHXGNr9nVz/f+CmSeVLcKDsvwJGFXgY/CQqLZtAHO0NxrXTKFqQEKyyfzJQWotWsdDfLilXb1UfxSvNX7h5GkURp6aXl336oqKhAWVkZ5HLPh9FRnVTLZDJUVlaivLw83KGERKtZATFbgETu6Pb9TIvLR5E4B1dlng0A7uZGh7Unl4Af0TfC6DBTpZqMSMoVI0eQih2a40G/l4NxYMHOu3BX9X88jhvsJmzpOYJ7ci8Dh8XGD8pdQY8lHNrMKsiEzg9E40XpmCTOwc+qvZgel484rijM0ZFI4uwA3o5NPYdRGjcBycMs8Svsa6jVfwzXcMwOCxqNne4HarEqg5/o/m+PSrWwb6yWyXMJuINx4Jfu/Tg3lZZ+B8OixBIAwHaN70vAf1Xtx39bf8CDE34DMUcY6NBCLp2fCBtjR49VN+x5H7Stw++PvIRLDzyOJ+o+QDxXHDE/K9zNyrSxXa1+tHY1AKDW0BbmSAaiSrV/ysvLUVlZCZlM5nE8qpPqscY5Titt1M1PXiu+ExvmvuBe/jRBlAkRW+DRrGyXphocFhszpQWjuhcZG26ULcf/5D+ixRTcCvEPyl04pKvH+22/eMxW36o+AgtjxeUZS7A4cUrMJtVys8qjynBO377N05KmDvUWMka5ZlVv7qnCkhG+PiZKnB8MvP3QV2dohwOO2F/+3a+fyCTxyaQ6d4hZ1fu1tVBZe3FOMo3SCoYcYRpyBKkD9lWb7JZhK7YqSy+uq3oBZyVPx925K4MdZkik9z3wGW4JuMFuws1HX8LGnkMwO6xYkFCMfxbdGpoAvVAgzkIcRzToSNdA+V6xM6zLrjd0H8Qv3ftxelKp8/umDysLQoEq1YFFSXUUkZtHN6PaJY2fiKx+H8w5LA6mxOXi8ClJ9dS4PEgi5IkmiWz35F2GeI4Yj9e9H9T7/LPxC0wUy6C1G/BN13b38XWq/cjkJ2NKXB4uTJ2PX1T7Rz2HNxKdOg7FNQeX9lOTUxWIs9Bh6UaNodVjP/VgknnxSOJKve6cX93X7b8oxivVYo4QUo4YAFAkOVmRkHLFSOHFD2hW9rNyL+I4IixILA5pnGPJosQpHkm11mZA0dYb8ELjZ4OezzAMbj36Mgx2M1ZPvS9qRmaNxJukemO3M5munPkEfpj1NN4rvR8355wfmgC9wGaxMV2aH7RKdZe5B9ccfg4vNn0elOuPhGEYPFq7GrOkhbgn93IYHWa0m7tHfmOI2Bk7uq1aqlQHUGx8dxkjWk3KoDWYmBqXN6BSPS+e9lMT78RzJXi04Gq8K1+LIwGYIzqYvb012NBzEP8ovAGLE6dgddta92vrVPuwLGUmWCwWLkidC4PDjI09h4ISRzjJTUr38m8AOC91Np4suA4Xps4LY1QkErk6gAPAksThk2rAua+61uhdpbra0Ip4rti95ziWZQgSkSvMGLBkOE+UMaBSvVa1D2cmTYvpjujhtiixBHt6a2B2OB+aPtvwCVpMCnzasXHQ89+Wr8EXXVvw5pS7R9XkNdJ4k1SvUe1BrjDDY5VFpAlmB/AHTrwNtU03aO+DUFir2ost6io8WXg9JoqdD+XqImgJuNqqhwMOqlQHECXVUcS5/Ds4SXVpXB6O6JrgYBzQ2Yyo0jVS4yPik1tzLkSuKB0PnXgnKNf/Z+MXmCDKxKUZi3F99jlYq9qHNpMKSosG+7V1WJY8EwAwJS4P44RpQV0CbnPYcV/1fz36EASb2WGBwqrxWP4tYPPxaME1tKKEDOCaH10gyka2cOTGRIXibK+Xf1frWzFJPG5MzGHO5Cd77Kd2mSDKRGO/SrXeZsQW9RH36hESHIsSS2B2WLG/tw5Nxk78s+lzzJAWYJ+2Fq0mhce5HeZu3FW9CjfJluOyjCVhijg4ErgS8Fm8YZPqH5W7sTx1TkT/O50ZX4BqfSv0NmNAr7tNfQTvtP2EufGToLBoYGcGNjcNJqVFg0drV2NBQjEuSJ2HCaJMsMDy+sFlKCitzgZxqTRSK2AoqY4SDsbhXP4dxEq10WFGvbEd+3pPwAEHNSkjPuGzeXi68AZUKrZjS0/VoOfUG9rRdEp1xxvNxi582rkRd4+/FBwWB1dmnAE+m4sP2n/B+u6DYMBgaYozqWaxWLgwdX5Qk+rnGz/Fi02f445jrw4YRRcsrqftkTIOhUS2TH4yxGzBiPupXXxOqmN86bfLc0U34R8TbxhwPE+YgUbTye9lm3oOw8rYqElZkM2QFkDEFmCb+gj+euJ/SOZJ8e3MJ8FlcfCtYofHue+3rYONseP5opvDFG3wsFgspPMThkyq6wxtOGGQY3nqnNAG5qPZ8RPBgMH+AFarbQ477jz2GmbHT8SDE34DBxxQWXoDdv2hbOw+hHP2/BWZG36DtA1XYE/vCTxd+DuwWCwIOXzkCFMjqlmZsu/PJJVPlepAoaQ6SnRZ1LAx9qAtX5oaNwEAUKVrxK7eakg4QpTEjQ/KvUjs+k3mGZgpLcRfT/xvQLLJMAwu3P8Irjn8nM/X/Xfz15ByxLhRthwAkMCT4JL0RVjdthZrVXsxWTLO49/GBalzUWtoQ00QZmcf1jbg8br3cWbSdGxRV+Fn1d6A32MwJ2eMRsY4FBLZWCwWXpp8G/7sZWOmQnE22swqrypG1YaWMZNUL0qcglnxEwcczxNlumdV2xx2/KflW4wTpkX0UttYwGNzMTehCG+0/oBPOjbiH4U3IkeYhiWJUz2SaoZh8G7bWlySvmjYzvfRLJ2fiE7L4Eubf1LuAZfFwdK+FVyRaookDyK2ALsGmR6ypacKfzj2Gtap9vlUaf6/1u9wUFuP/xT/0b2yq2OIP6dAeku+Bkf0Tbgl5wJ8Ou0R1Jz2Ns5OOfnnXyjy/sFlKFClOvAoqY4SgZhRPZwsQTKSeVIc1jZgl6Yas+MngsPiBOVeJHaxWWw8WXgdtqmPYnPPYY/X1nXvw3F9C7aqj6C9b16mN7qtvXhT/gNuG3ehxyiQ67PPwVF9Eyo6NmDZKd12z06eAQGbF/BqtdVhw/VVL6BILMOa2U9jYUIJHql9NyTVarmpb8aoF0t5CQGAW3IuxDRpvlfnFoqdY7XqT2m+dSqlRYNuq3bMJ495ogxYGRuajJ347aGnsUa1B/+efEdEL7WNFYsSS1BjaMUsaSGuy14GAChLX4hfVAeg63sotLu3Gkf1TbghO/pnUg8lnZ84ZKX6R+VunJY4FVKuOLRB+YjL5mBWfCF299YMeO2V5q/wn5Zvcc7eByDbeBX+fHwVjHbzsNcz2E14tHY1bpItx7yEye4O/kM9fAikOmMbliXPwpOF1+OKzNNR0Pc91cWX1UCh4JoPHqsPncJh2KTaZrPhjTfewOrVzhlr7733HiyW2OuoGw1azc69QsFa/s1isfqalTVRkzIyKhekzsMUSe6AbqyvNVdiolgGNouFr7u2eXUtB+PAtYefBwcc/Gn8JR6vnZMyC1mCZOjsRixL8XwaL+GKcEbSNPyk3DPodf1Ngv/RUIFDunqsLr0PAjYfT0/8Hfb01uAbhXe/n9FoM6sgZPORxJUG/V5k7HHNqh6pA3h13+qPsVKpHkpe31itFfsfQ6ViBz6f/iguSV8c5qjGhjOTpgMAXpp0m7ub94q0BbAwVqztWzn0rvxnyASpA342xJKhkmqzw4Jfuw9E/NJvl3kJk7BLU+1xjGEYbO6pwoMTfotd81/F1Vln49WWbzwalA7mm67tUNt0eGDCbwDA3UwxFM3K6g0dyBdlDvl6oViGWkNbyLaMncrqsCF30zU4e/d92Nh9CEprL5K4Uvd4XTJ6wybVd999N6qrq9Hd7WwBf8UVV+DNN98MSWDEk9ykAo/FDereh9K4CdjYcwhNpk7aT038xmaxcV/eFfhOudPdCbzB0I5vFTtwX94VOCtpOr7s3OLVtZ6q/wg/Knfjo2kPeIyBA5yj4K7JWgoOi+3+kNXfgoRi7O09MegPsCW7/4Ibql6E1WHz+vd1RNeIp+o/wkMTyjE7vggAcFbyDCxNnolHa1cHvRGK3Ozs/k+VMBIMafxESDniESsp1YYWsMByd7Mdq3KFzqT6hKENX834Gy5OXxTmiMaOc1Nmo2HJezg9eZr7WIE4GyWSXFQqdsBkt6CiYwOuy14W0yvuhkqqt/QcgcFhjp6kOn4S6o3t7sopAJwwyNFp6cHpSaWYmzAJ/5x0K5anzMW7bT8Pe60P23/FwoQSd5VYxBEgnisOeqXaYDehw9KNfHHWkOcUirOhtRvcy65DbZemGs2mLjSbFDhzz734R0MFjdMKsGGT6rlz5+Jf//oX8vOdy8dEIhH4fH5IAiOeWs0KyAQpQZ2xODUuz/2Nhzp/k9EozzoLMkEqXmx0zof8T8u3SOTG4eqss3FZxhKs7zk4YuOQNcrdeLzufTxecC2Wp84d9JxH86/GhjkvIoEnGfDazPgCKKwatJ2y1FxhUWOr+gjebfsZZfsf87rr6LeKHRCxBXgk/yqP408V/g5VukZ8MsRIl0CRm5TIFiQH9R5k7GKxWF6N1arWt2K8MB0ijiBEkUWmOK4Ij+Vfgx9mPYUL0+aHO5wxhcViIW+QimBZ+gJ8r9iJr7q2Qm3T4XfZ54YhutDJECQNmlT/qNyNLEEypsV5t/Uj3OYmOFdG7um3BHxTz2GwwcbCfjPff5d9DnZqjuO4vnnQ6ygtGvyk2oOrs872OJ7BTwp6pdo1s77/KMNTubbYhGsJ+C/d+5HAleD44rfw9YzHUSTOwbwEWpUaSMNmaBqN82lK/8rIsWPHghsRGZRznFZwZyxOjcsD4PwGNC6G5jmS0OOzefhz7kp82P4rTujleEv+E26SnQcxR4iL0xfCwTADOrUyDAO1VYdqfQt+Vu7BVYeexfmpcwcksf1JuWKcNkR345nSQgDAfm2tx/G9vScAAG+U3IXN6ios3ftXrzqDHtY2oFSaN2AG7YJE58iMl5u+GvEao9Fm7oYsSD0VCAGcH/pO6Eda/j12mpSN5InC69xTB0j4rUhbAIVVg/tr3sSixBIUxfjXaTo/ERqbHia757bMNcrdWJ4yN2pWNeWLspDMk3osAd/ccxgz4wsQzz35wHxF+gIkcaVDLgH/tGMjGDC4MvN0j+OZ/KSgV6rrDO0ATo4yHExBX8IdrqT61+4DODNpGrhsDi5OX4TdC17DB6UPhCWWWDVsUs1ms1FeXo7PPvsMf/3rXzFz5kzMmRMdy0liTTBnVLu4kup5CZOi5psxiVy/zzkfYo4AF+x/GGqbDrePWwEAyBKkYFFiCb7o3Ow+t92sQtHWG5C0fiUmb70J5+17CKn8eHxQ+le/V2eMF6YjiSvF/l7PpHpPbw2SuFL8XnYB1s95AXWGdqw8+MSI1zusa0RpX5f8U5WlLcA+7YmAz9rsT25WesyoJiTQvKpUG1pRJI7tZIVEp/kJk5HGS0CrWRnzVWrAmVQDgMKqdh9rMXXhiL4papZ+A87C3dx4z33Vm3oO4/SkUo/zBGw+yrPOxHtt6wbdbvVhx684L2UO0vr+XFwyBEnoMHcHJXaXemM7hGw+MvlDryaTcEXI5CeHJak22E3Yrj5GDwGDbNhPq3/4wx+wcuVK6PV61NfX49lnn8VVVw1dNQo1uVyOsrIyVFRUhDuUoGs1K4LWpMwlkReHaXH5ODeF5myS0YvnSnBbzkWoNbThorT5HnuNLss4DT+r9kFrM8Bkt2DlgSdhsJvx8bSHsHHOizi++C0cXvQGknj+N+VisViYGV8wYP7lHk0N5iRMdP4gT5iExwquxnb1sWH3RFscVhzTNw+ZVC9KnAI74xi0g2kgMAyDNrOKxmmRoCoUZ6PFpBiyw67NYUedoZ0q1SQicVgcXJS2ACK2AFdmnBHucILOlVT3XwK+tecIAOCs5IF9RiLZvIRJ2N1bDYZh0GLqQqOpE0sSB65Cuz77HLSZVVin2u9xvN7Qjm3qowOWfgNAJj8ZnUN0SQ+UemM78kVZIxaknB3Ah18NFAxb1UdgYaw4O3lGyO8diyoqKlBWVga53PPvcsQS0BVXXIEvv/wSn332Gc477zysWbMmaEH6SiaTobKyEuXl5eEOJagYhgnJ8m8AOLBwFe4cVxb0+5Cx4a7cS5ArzMD9eVd6HL80fTEsjBXfK3bi9mP/xn5tLb6e8Th+k3kmTk+ehkmScRCwR9+/Yaa0cJBK9QnM6Ws0Bji7HlsZm3tk1WCq9a2wMXZMkw6eVJfEjUc8V4xt6qOjjnkwvTYD9HYTLf8mQeXqAN4wxFitRlMHrIyNkmoSsf5eeD1+nPX0oH02Yo07qTar3ccO6uohE6QOqNZGurnxReiyqNFs6sLmnioAGHRr19z4SSiWjB+wBPyjjl8h4QhxcdrCAe/JEAw9zztQRur87RKusVq/qA4gg5+EEkluyO8di8rLy1FZWQmZzLNhJ3e4Nz355JMev7bb7fj666+xfPnywEdIhtRj08LksAR9+TcAWvZNAipLkILG098fcDxPlInZ8RNxd/X/odPSg/en3u9uVhJIM+ML8M+mz9Fj1SKJJ0W7WQW5WemRVLsq6HXGNowXpQ96ncO6BgAnt0icisPiYEFCcdCSarnZOaeeln+TYCrs6+hda2hDSdzAD1/ucVpjfEY1iVwyYeqYefiY1jcNpn+l+qC2HjOkBWGKyH+un/+7NdXY1HMYJZLcQR8MsFgs/C77XPyt7j1orHok8CRgGAYftv+KS9MXQ8IVDXhPJj8ZCosGNoc9aOOj6oxtOC9l5CX3heLsAf1kQuHX7gM4O3kGfcYPsmEr1e+99x7sdjsYhoHdbsehQ4dw/vnnhyq2/2/vvsPbqu/9gb+PtiXL8pSHHM94JCGbDBJIKKSsNiob1Msqq9D2XtofTQstvXDhslra0kGhvVAIlIpCKWAoM4EkkOCQkJDhTMdb3tvykCzp/P6QpdjxiC1LPpL9fj0Pj6Vzjs75WDHHfuu7aEBNn/cPalOIu38TTaXLjWejwdmGDVlX4bq0dSG5hm+ysq8GuoD7JikbHKqzopIhQEDZwEQjIzlgL0e6OnHM7uirYufi845DIVmD0jeDOe8BFEqp6nhoZepRuyce7a5GlEw9JR/wEtHY1DIVYhXRQ7o2f9V1Agv1kTHr92Ap6njM0iThi05vqD5nlAlIAeC61PPh9LjwvcO/x/2lL+Kuo3/Cke7qEbt+A0CyKhYixJAtZeURPSjvHX9LdUt/J9r6u0JSy0ja++34svM4zmfX75Abs6X68ccfxxVXXDFk2wsvvBDKemgEvlDNP2RoOvlBhhnJqljcZArdhDIFunREydTY21mKr8Uvwu6OY0hSGobMbq+WqZCuSUTZKF1eAWB/Vznmj9L12+cswxw80P8SjvXUoEAX3JY8Wx9bqin0vMtqmUbtnrinqxQFuvSQLu1IROM3eK3qJmc76hytERmqAe961e82fYHD3VVjrvqRpknAd0wX4O2mYmxrOwCVTInz4xdjXfySEY9PVscBAOodbUgJwbKUdY5WODz9Y65R7eNbVutETx3ONAQ+Z8xEbG3bDw88HE89BcYM1acGagBQKpUjHEmhVONoggyyMWcVJIo0MQodbkkPbc8XuSDHAn22f7Ky3Z3HcaYhf1gXqJyoVJwYY9bjA/ZyfDtl5E/BfVYY5kCAgB3th4Ifqh0tiFfqoZFPfpw50VhGmwG8rb8L/2rYPuYfu0Q0tQaH6n1dZQAQkd2/AWC5oRCvN34GAGO2VAPAs/P+37jP6/vbOVTjqst6vb3cxlqj2ic3yrdWtQ1nGvJPc3RwbG7di+yoFGSPI/TT5IwZqm+++eYhz51OJ1QqFf7jP/4jpEXRUDV9zUhVx4dsLAjRdLZYPxufth2AKIrY3XkMt40Q5HO1qTjQVTHi69v77ajua8J8fdaY1zEodTgjOgs72g/hO6YLg1D5Sd6Zv9lThUJvtjYNrzVsG7Z9Y+1H6BdduMXEOVWIwsXgUP1V1wloZeox10oOZ8sGQmaWJhmzNCPPbxII34RuwVhWq6q3EU9W/Qu/yr8NcsH7N7lvjerscXT/jlVGI1FpOO3ShcG0ueUrtlJPkTH7cO3btw/nnHMO1q5di7Vr1+Lyyy/HH//4x6mqjQZMxRrVRNPV4phcHOmpRmlPLRqcbUPGU/vkRKX6P20+lW+SstGW0xpsVexcfB6Cycq4RjVNlXytCZW9jajqbfRvE0URz1S/g8uNZ/u7UhKR9E5tqZ6vz/aHvUizNCYPAoRh61NPlkY+fOx5oP5S82/8tvJf+Lz9sH9bWW8d0tQJiJKrx3WOXG3qlM0AXu9oxaHuSpwfz/Wpp8KYLdW//e1vsWbNmqmqhUZhczSHfI1qoulqkT4XbtGDF2o/BIARQ3VuVCpa+jv9s4kOdqCrHApBjsJxdOk+yzAHf675N9r77YhVRgfnGwBQ29eCM07TUk4UDFcmr8H9J17CnYd/j3cWPwRBELClbR+O9tTgmbl3SV0eEQ1yaqheFTtX2oImIUahw0+zr8Y3ElcE/dzJquAsq/Vm4w4AwNtNxf4lv3xrVI/XVC6r9VHLHgCRt255pBqzpXqkQP3MM8+ErBgaWU1f84xZIoIo2OZHZ0MuyPB87QdIUcWP2OLrm2BkpNbqA/YKFOpmQSU7/XwSq2LnAQCKOw6f5siJsbH7N00Rg1KHp+f8J95t/gLW+k8AAM9U/xuFullYG7dA4uqIaLDkgVDd53bicHdVxE5S5vNo3i0jrk89WcnquEl3/z7ebUNJdyVM6kS807TTv328a1T7zI5Kw+HuKtQNrOoRSv+o34qzDHNDMkEbDTekpbqjowOXXXbZqAeLoogjR47gjjvuCHlh5OXyuFHZ1zBktmIiGr8ouRqF2lko6a7ENxNXjLhOo2/ykBM9tVgcM3vIvv32snF1/Qa8n0AnKg34vP0wLkpcNvniAbQ4O2FzNKNAlx6U8xGdznrjWbgmZS3uOvI0FkRn41+Nn+GJ/Nu5xilRmDGqYtEvurCjvQQu0R2xk5SFWooqftLdv99q2gGNTIXH8m7G9Qd/ibKeOuRovUPHLkxcOu7zXJl8Dp6ueQfztt+O3xXeietSzw/JvbXF2YkPWnbjNwXfDfq5aWRDQrVWq4VSqcS999476j9wMMZU2+123HTTTfjNb36DjIwMAMCuXbvw8ssvY/Hixdi+fTvuvfdeZGeP7w/Z6Wx35zF0u/uweqAFjIgmbnHMbJR0V44622a8Uo8YhXbYslqiKOKgvQLfHGd3NEEQsCp2Lna0lwAAWvs78a+G7VgTNx/5AYbinR1HAAArDXMCej1RIH5f8D3M2XErzt29AUpBgRtCtJY8EQXONwnXhy17IEAY9wfAM02yOhYl9opJneOtxs9xQcJSfMu4CipBibebinGL6SI0ONuQO4Hu32fos3Fo1bP4ryNP4YaDv8Q/6rfi7wvuQYxCd/oXT8DrjZ/CI4q4OnltUM9LoxsSqpVKJX73u9+hsLBwxIOrq6vx4IMPTuqCf/3rX1FVVYXXX38dTzzxBADA4XDgqquuws6dO5GcnIz8/Hx85zvfwZYtWyZ1rengo5YvYVDosCymQOpSiCLWYn0u/la3ecTx1IA3DI80WVlVXyM6XT1YMIEudWfFzsHDZVb8x/5H8XrjZ3B4+nGb6WL8Zd6PAqp9Z8cRJCoNExqzRTRZRnUcniy4Ezcc/CW+k3Yh4pRTs6YqEY2fUR0LwPu3Yq42FdGKKGkLClOTbaludLRhe3sJnp33I+gVWpwbvwDvNBX7Z9UezxrVgyWoYvDygntxdcpaXP7Vg3i1fhtuDfISo9a6LTg/YREnl5xCw8ZUjxaoRVFEWVkZXn/99Uld8Oabb8YDDzwwZNu2bdsQExOD5ORkAMDy5ctRXFyMhoaGSV1rOviwZQ/Oi1/E5bSIJmFdwhJkaZLHbO3NjUrFiVMmD5nIzN8+X4tbCLu7F7s7j+Oh3BtxceIyHO2pGXacw+PEJXt+jq86T4x5vuKOw1hhKGTXW5py16Wej2fm/Bcemn2j1KUQ0Qh8LdV7u06w6/cYklWxaO7vQL/HFdDr324qhgAB65NWAgDWJ63E1rYD+KrL+/s70A+9v2VchcwoI46N8DfCqf6v5l0c7Cof13ltfc3Y2rYflpSvBVQXBWbM2b9LS0tx/fXX+8OtKIrIzw/+YuUVFRWIjz85iF4ul0Ov16OkpMQftEdis9lgNpv9zy0WCywWS9Drk0qnqxvFHYfx+8LvSV0KUURboM9B+ZqXxjwmR5uK1xs+G7Jtf1c5DArdhOY0WBE7B1Vr/oZ0dRIEQYDd3Ye/1Lw77LhD9iq817wLbtGDD5Y+OuK5PKIHX3Qcxd1ZV4z7+kTBIggCvjvrm1KXQUSjiFVEQyHI4RLdET9JWSj5JupqcnYgTTPx5SnfbNyB1bFzkTTwIcY3k1bgP488hWdq3oFWpkayKvDW4DytCcd7bGMe0+XqwfcO/wG3p1+Cp+b852nP+WrDVigFBS4zrg64LhrOarXCarX6n9tsQ//dxgzVf/rTn/Dkk0/i888/x2WXXYbq6mrU19eP9ZKANDc3Q6PRDNmm0WjQ3t4+5utMJhOKioqCXk+42NK6Hy7RjQsSxj8BAhEFJjcqFZV9DXB53P6eIQfs5ZgfnT3hVuJZGqP/cb7OhHpnKzpd3UPGTB3urgIAfNjyJT5rOzjijKfHemrQ7rJjhWHkHkRERDRzyQQZjKpY1Dpa2FI9Bl/orXe2TjhU2129+Kh1Dx6e/R3/tqyoFJwRnYUd7YdwRnTWpHqS5WlN2NK6b8xjtrUdgEt0Y19X2bjOaa3bgkuSlgV1aU8a3ng7uGEXOM2SWkuXLsWKFSugUCiQkpKCs88+e1j4DQaDwQBRFIdss9vtSEyc2UvIfNjyJXKiUpGrTZO6FKJpL0ebCrfoQVVfIwBv9+yPWvZMet3PfK13grJTP4k+3F2FFFU8Fulz8d+lG0d87c72IxAgYHkMQzUREQ3n6wLOlurRJQ+MPW9wTHyt6g9adsPh6ce3jGcN2f7NJO8EppOd7yRPa8KJ3jp4RM+ox2xu3QvA23vu1Lx0qtIeG3Z1HmXXbwmMGarr6+vxyCOPIDs7G/fccw96enqwf//+oBdRWFiIxsZG/3OHw4Guri5kZmYG/VqR5KOWPfh6whKpyyCaEXy/GH2Tlb3dWIyW/k7clHbBpM6bpzUBAI51nxKq7VWYG52B/8m9AZ+07cMnrV8Ne21xxxEU6mbBoAzurKBERDQ9GFWxiFPoka7m0quj8X3wEMhkZX+r24wzorMwe+B3uY9vfPVE1qgeSZ7WhD6PEzV9zaMes7nlK5jUiehy96Cid3iP4S86juC9pi/wTlMxHi9/FdHyKH/op6kzLFR3dHT4H5911lk4fPgwzjrrLDQ0NECv18PpdAa9iDVr1qCxsRE1Nd6B+lu3bsWyZctmdKiu7G3AsZ4adv0mmiIZGiPkgsw/WdlztvdxlmEu5kRnTOq8scpoGFWxwyYiOdxdjTm6DKxPWomlMXn479IXh30CXdxxmEtpERHRqObqMnBu/AJOZjkGtUyFOIUe9c7WCb3ur7b38WbjDvw06+ph+1YYCjE/OhurJrnkre+D99HGVTc62rDfXob/yrgUALDfPnSysiPdVVix879wyd77sH7vf+NZ23u4NuVcaOXB71lMYxsWqu+++27/41WrVuGll15CfHw8/v73v6O5uXnYzN0TZbVaceeddwIA7rnnHvzpT3+CQqHAxo0b8fDDD2Pjxo145ZVX8PLLL0/qOpHuo5Y9kEHmn66fiEJLKVMgQ2NEWW89qvsa8UHLl7jZdGFQzp2vTcex7pOh2uVx43iPDXN0GRAEAQ/m3ojP2g9iU+se/zHdrl4csJdjZSy7fhMR0ch+U3AHXlt4n9RlhL0UddyEun/v6zqB7x/+I24zXYzr0tYN2y8X5Ni/6s+4KmXNpOrKikqGXJCNGqo/HujFdl3q+UhQxgwbV72ldT/kggylZ7+AurWvoPHcV/HnuXdNqiYKzLCJyl5++WVkZGTghhtuQFZW1pB9cXGTX+vMN8j76aefHrJ93bp1WLfO+0N7441cvuPDli+x3FDASQaIplDuwFrVL9ZuQpRMhasn+cvSJ19nwv5BS2Gc6K1Fv+jCHN0sAMDFicuw0jAHdx/9C3av/CNUMiW+7DwOt+jhJGVERDQqQRAgB5ddPZ1kVRzqneML1R393bhy30OYo8vA7wu/H9K6lDIFsqNSRg3Vm1u/whxdBtI0CViozxkWqj9tO4Al+jzOvxQGhrVU//znP8ePf/xjbN68Gffddx/eeeed0w6Kp+Byi25sbt3L8dREUyxHm4rSnlr81fYBrkpZM2S27snI16bjWE+N/17qm/nb17VcEAQ8Pee/cLi7Cg+VeXvp7Ow4Ap1cg3m6rKDUQERENFONt6VaFEXcUvJrNDk78NrC+6CRq0Je21jLam1u3Yvz4xcDABZEZ2O//ZRQ3X4Q54yweghNvWGh+r777oNWq8Utt9yC//3f/4XRaMQDDzyAJ598cshkYhQ6ezpL0drfxfHURFMsNyoNX3WdQFlvHW4xXRS08+ZrTeh09aBxYJKUw/YqGBQ6pKji/ccsisnFL3L+A4+Wv4JdHUdR3HEEZ8bk+5f3IiIiosCMt6W6qq8Rrzd+hicL7pyy1t/RQnV5Tx3Ke+txfsIiAMBCfS5O9NTB7ur11trbiOq+JobqMDHm7N8AsHz5cvzP//wPsrKyMH/+fFx//fVTUdeMtqV1H7QyNbt9Ek0x3yyes7VpODs2eL+k8nXeZbV8k5X5Jik7dWKZe7OvxSJ9Lm48+Ct83nGIk5QREREFQbIqFg3jCNXlA7NrnxU7db9/87QmlPXUwy26h2zf3PoVZJDh3LiFALzLpokQcdBeAQD4tP0AAAT17xUK3LBQ7XA4/I/tdjueeuopzJ8/H9dccw3Wrl2LW2+9dUoLnIk+ay/Bytg5UMqGDXknohDK0XqX1bo57cKgzqQ6W5sGAYJ/srLD3VWYoxs+q7hSpsDGMzbgRE8d6hytnKSMiIgoCFLU8Wjt74LT0z/mcZW9DQC8K4JMlTytCU6xH1W9Q3sEb27di6Uxef75leboMiAXZNjXdQIA8GnbQczRZSBRZZiyWml0w0L1Qw89hH379uGOO+5AWloaHn/8cVx99dWorKzEq6++irVr10pR54zhET3Y3l7CT52IJLAgOgf351yHO2Z9M6jnVctUyIpKxrEeG0RRxJHuav8kZaeaF52Fh2bfCIUgZ0s1ERFRECSrvJMtN55mreqKvgYkq+IQJVdPQVVeIy2rJYoiPm79yt/1GwA0chUKtbP8k5V92sbx1OFkWKh+/PHHsXTpUlRUVOCll15CRUUFfvGLXyAlZXKLm9P4HO2uQUt/J86Om9y6d0Q0cQqZHA/MvgFxSn3Qz52vTcfR7mrUOJpgd/eOuf71hqyrUH7Oi0hRx496DBEREY1P6sDv0zrH2GtVV/Y2InMKW6kBb6u4UlDgeE+tf9sBezkane3+Scp8FuhzsN9ejhZnJw51V7IRLowM61+8fPlyvPjii8jNzZWinhnvs/aDkAsytlARTTP5OhM2tezFYfvAzN8jdP/2EQQB6ZqkqSqNiIhoWktTJwAAah0tYx5X2deAzKjkqSjJTyGTI+eUZbX+XvcJ4hT6YaF5oT4H7zTt9I+nZkt1+BjWUn3HHXdETKC22Wwwm82wWq1SlxI0n7UdxCJ9LvQKrdSlEFEQ5WvTUdpTiwP2CqhlSmRN8S9tIiKimSpJZYBCkJ82VFf0Nkjy+3nwDOD9HhdeqP0Q16WdN2xJrwXR2ehy9+BvtZuRrk5EpoZ/S0w1q9UKs9kMm23ojO3DQnUkze5tMplQVFQEi8UidSlB8xnHUxNNS/laE/pFF95v3oUC7SzIBS6VRURENBVkggyp6njY+ppHPcYtulHd1yRJUM3TnQzV/27eiQZnG241XTzsuIV6b8Pnm007cE7c/KBOqkrjY7FYUFRUBJPJNGT7aZfUouA50FWOJyv/Ner+2r4WlPXW4exYjqcmmm58y2ptaduPOdEjT1JGREREoZGmTkDtGGOq6xyt6BddkrVUl/fWw+Vx47ma97EspgAL9DnDjktVxyNRaYBb9LDrd5hhqJ5Cz9nex4+OPuNfVudU29tLAACrOUkZ0bQzS5MEtUwJl+jGXF2m1OUQERHNKN5QPXr378qBJa2meqIywBuqXaIbO9pL8G7zLtxiunDE4wRBwAJ9NgDgHPZsDSsM1VOoZGCx9v+reXfE/Z+1H0RuVBpSByZTIKLpQy7IMTsqDcDYk5QRERFR8JnUiWOH6j7vGtVTPVEZAMzWev8++HnpC9DIlLCkfm3UY5foZyNBGYO50fyAPpwwVE+hg/ZKRMnUeKH2Izg8zmH7P207yKW0iKYxXxfw0daoJiIiotBIU8fD5hh9THVFbwPilXpJJguepUmCSlDis/aDuDplLWIUulGPvTfnWnxy5q8gExjjwgn/NaZIa38n6p2t+EnWVWju78CbjTuG7O90dWNfVxknKSOaxvK16ZBBhjyd6fQHExERUdCkqRPQ2t+FPvfwhi1gYDktiWbTlgty5GpTAWDECcoGi1fGYP5AF3AKH8PWqabQKLFXAgCuTD4Hn7Ttw5+r/41rUs717y9uPwwPOOkA0XR2k+nrA2OrVac/mIiIiILGpEkEANQ5WpA9EGAHk2o5LZ85ugyIELEqdq5kNVDgGKqnSIm9EgpBjnxdOm5PvwTXHXgcx7pr/N1BP2svQaLSgHxtusSVElGoFOoyUMjx1ERERFMubWDOItsoobqytwEXJy6b6rL8fld4J5weF5fJilDs/j1FSuyVyNOaoJIpcYXxHMQp9HjW9h76PS78qvxV/KbydXw9YQn/RyIiIiIiCjJfqB5psjJRFFHZ1yjJJGU+6Zok5IwQ9ikysKV6ipTYKzBvYJY+jVyFG9PW4a+2D/Be8y4cslfhPzO+hQdn3yBxlURERERE049BoUOUTD1iqG50tqPP45S0+zdFNrZUT5GD9gqcEZ3lf357+jfQ7rJDK1Nj98o/4snCO8ec6Y+IiIiIiAIjCAJMmpHXqvYvpyXRRGUU+dhSPQWanO1o6u/APN3J9eTmRGeg/JwXkaZOgFyQS1gdEREREdH0l6ZOgK1v+LJaFb2+NaqNU10STRMM1VPAN/P3vEEt1QAwS8P/cYmIiIiIpkKaOgG1jtZh2yt7G6CXaxGn0EtQFU0H7P49BUrslVAKCszWpkldChERERHRjOQN1SN1/25EZpSREwZTwCI6VNtsNpjNZlitVqlLGVOJvQIFunQoZewYQEQzW6/TJXUJREQ0Q5lGCdUVvQ3I4nhqGger1Qqz2QybzTZke0SHapPJhKKiIlgsFqlLGdOpk5QREc1E2482Iv2Of+KIrUPqUoiIaAZKUyfA7u5Fp6t7yPbKvgZJl9OiyGGxWFBUVASTyTRke0SH6kggiiJKuiv9y2kREc1EoijioX/uh9Plwbt7bad/ARERUZCNtFa1KIqo6G1AJuc6oklgqA6xBmcbWvu7hsz8TUQ002w73IDtRxuRbNBg84E6qcshIqIZyKRJBADU9p0M1W2uLtjdvciKSpGqLJoGGKpDbLSZv4mIZgpRFPHwvw5gcVY8frx+Hj4/1gR7X7/UZRER0QyTqo4HMLSlurK3EQCX06LJYagOsRJ7BdQyJXK1qVKXMm15PCKO13Xi9eJK/PWTUmw71IC6th6Ioih1aUQEYEtJAz4/1oR7L5uPdQtS0e/24NPDjVKXRUREM4xWrkGsIhq2QaG6orceAJDJicpoEjgddYh91VmBbJUJ7++tQ0WjHW3dThi0Shi0Khi0KijkJ6fu983iL2CEbWPtG3Q931IAg1cEECBAEACVQgatWoEolRxKuQweUYQowv9VFEWIwJBtg/d5BvZ7PMOPE089HqL/uJPHAP1uD9q7nWixO9BmdwIAdGo5tGoFDFoVZiXokJ6gRWpcFNrsTtS09qC2tQfNXX3o6OlHe48THT396OhxoqPbibZuJ0rru9Dt8M4oLBMEeAbCdJxOhcevWwrL6uzJ/BMS0SSIooiH39iPpTnxuGiRd1nBrCQdNh+ow8WLTad5NRERUXCduqxWWW89NDIVjKpY6YqiiMdQHWKvHNqL/nYtrt2+DRqlHPHRKnT29sPeN7OXlTFolYiPVkMA0O1wodvhGvM9USlkiNWpBj6MUCJWq0KCXo3sZD2uXpWFBRlxOCMjFjFRSlQ0daO0vhNv7KzC7X/+HLtPNOPRby+BSiGfum+QiAAAmw7UYefxZrx+97n+D/3On5+KTRxXTUREEjBphobqtxp34Jy4M7hGNU0KQ3WILU0xYcXsM7DhmstgNGj8/8P2uzzo6HXC10PZ11XZ/3zQOU7dN3j/4C7OY73WIwKOfjd6nW70Ol3od3sgEwQIgrcVWzbwVQAgk3nbw0faP/i4kfcNejzoXL5tMpmAWK0KSsXwkQeOfjdq23pR09KN2rYexOnUSE/QIi1OC4NWOe6bXX5qDPJTY3DxIhPOyk/Cj1/6Evsq2/D0rSuRlxozrnMQ0eS98UUV7vy/YpxdaMTXF5wcAnP+/FQ893EpKprsyEqKlrBCIiKaadLUCTjW7V2F4kRPLT5tP4i/zf+pxFVRpGOoDrFP1z464nalQoZEvWaKqwlvaqUc2cZoZBuD80e2IAi4+bw8nJERh+v+8CmW/PQd5KfG4KJFJqybn4r5mbH8NyAKAZfbg/tf3Yffv3cYV67MxB9vWTHkQ7G1c1OgkAvYfKAOt5yXJ2GlREQ006SpE7CldT8A4MXaTdDLtbjMuFriqijSMVTTtLd8diL2/nI9Pj5Yh/f22vDKjnL8/r3DAACjQYM5JgOiVHK4PSLcHhFymYAolQI6tRwalcI/Zl0E0Od0w97Xj26HC129/f5u6z0OF7RqBWKilIjRKiGKQEePE+3dTvQ63YjTqRAXrUJ8tBqzU/SYnxGH+RlxSE/Qwu0W4fJ4x6AbdCroNQp2QaKIIYoiatt6cbyu0/tffSc+P9aEA1XtePTbS/D9CwuG/TzHRCmxfHYiPtrPUE1ERFPLN6baLbrxYu1HuDplDbRyNrLQ5DBU04ygUyuwfuksrF86Cx6PiGN1nThU046S6nYcretEv8sDpVIGuUyA2yOix+FCU2cf+pzuIefRqOSI1ngnVUuL00IfpUC0RokolRw9Djc6e53o7OmHIACxujgYtCqolXJ09DjRZneiucuBj/bX4ZmPjg3pzj+YQi4gTqeGaqCL/OAJ5MZ6fOqxE6FWyhETpYA+SgmtWgG5TIAAATLB24VfJngfD+7eP3i77JTtvi7/4ze+gydyzol8MBHIRxhjDcEYfMRIwzYGv+50+wcfM+r+Ea4fyP7x1OXbIQJo7OgbMlGgQi4g26hHfmoMHv32EpxdOPpMquvmp+K37xzy/r83wnAQIiKiUDCpE9AvuvBGw3ZU9DXgprQLpC6JpgGGappxZDIBhSYDCk0GXL4iU5Iauh0uHKxqQ317H5QKAUq5DAKAjp5+tNodaLU70O8Wh41fH/wYGL7t1MenGilriwPj7Tt7+9HV248ehwseUYTHP+u7dwZ3j2fQY1GEyyV69w/aLg7aP1GBroAWyOvEEd+J8V3r1Jn1gVO2TXY/Bh87vtn+R9s/+MTCCJuFEfYLA3MjjKeuxdnxuHpVFvJSYjA7RY+spOhxB+Tzz0jFg//cj52lzTi7kGuDEhHR1EhTJwAAHi1/BblRaVgdO0/iimg6YKgmkoBOrcCKvCSpyyCSzKKseCTo1dhSUs9QTUREUyZN4w3Ve7pK8WDuDRxyR0ER0X3ubDYbzGYzrFar1KUQEdEEyGQC5qYbUFrfKXUpREQ0g6So4v09xa5PWydxNRRprFYrzGYzbDbbkO0R3VJtMplQVFQkdRlERBSA9Hgtyhu7pS6DiIhmEKVMAaMqFnN1GciKSpG6HIowFosFFosFZrN5yPaIDtVERBS50uK1+OxIo9RlEBHRDPO/s2/CAn221GXQNMJQTUREkkiP16GuvRdujwdyWUSPRiIioghya/rFUpdA0wz/iiEiIkmY4rVwuUU0dvSF/Fr3v/oV/vpJacivQ0RERDMPQzUREUnCFK8FANS09oT0Ok6XG3/+6Bj+/WV1SK9DREREMxNDNRERScIXqmtDHKq/KG1Gt8OFymZOikZERETBx1BNRESSiI9WQaOUo6YltKH644P1AICq5m6IohjSaxEREdHMw1BNRESSEAQBpngtbG2hDdWfHKxHrFaJXqcbzV2OkF6LiIiIZh6GaiIikowpXgtbCFuq27qd2FPeimtWeZdOqWyyh+xaRERENDMxVBMRkWRC3VK97VA9PKKIm87NBeDtAk5EREQUTAzVREQkmfSE0LZUf3ywHrNT9DgjIw4GrRIVTQzVREREFFwM1UREJBlTvBZ17b1wezwhOf8nJfU474wUAEBGog5Vzez+TURERMHFUE1ERJIxxWvh9ohoaO8L+rnLG+0ob7Tja/NSAQAZidHs/k1ERERBF9Gh2mazwWw2w2q1Sl0KEREFwLdWdU0I1qr+5GAd5DIB58wxAgAyE3WoZPdvIiIiCpDVaoXZbIbNZhuyXSFRPUFhMplQVFQkdRlERBQgX6iuDUGo/rikHmfmJsCgVQEAMpN0/rWqBUEI+vWIiIhoerNYLLBYLDCbzUO2R3RLNRERRbY4nQpalTzoLdVujwfbDjXgvHkp/m0ZidHo63ejqTP4Xc2JiIho5mKoJiIiyQiCgLR4LWxBDtUHqtrR1u3E2kGhOjNJBwCo5LhqIiIiCiKGaiIiklR6CEL1F6XNUMplWJqd4N82K8Ebqqs4rpqIiIiCiKGaiIgklRavRU1LcIPuF6XNWJgZB41K7t8Wq1MhVqtkSzUREREFFUM1ERFJKj1ei9q23qCec1dpM5bNThi23busFteqJiIiouBhqCYiIkmZ4rWoa+uFy+0JyvmaOvtQ1mjH8tmJw/ZlDMwATkRERBQsDNVERCQpU4IWHlFEQ0dwZuX+orQZALB8dtKwfVyrmoiIiIKNoZqIiCSVHu+dQCxY46p3nWhGskGDWQnaYfsyEk+uVU1EREQUDGEVqnfu3Imqqiq43W7YbDYUFxdLXRIREYVYWrw3/AZrBvAvSpuxfHYiBEEYts+3VnVjkFrFiYiIiMIqVD/99NPIzMyEQqHApZdeivj4eKlLIiKiEIvVKqFTK4ISql1uD7480TLieGqAa1UTERFR8CmkLmCwrKws2Gw2eDwepKenS10OERFNAUEQkBaktaoP1XSgx+keNVT716puHnkiMyIiIqKJCqtQDQBpaWlSl0BERFMsPUih+ovSZijkAhZnj9zTyb9WNScrIyIioiAJq1Dd3d2N559/Hmq1Gps2bcKGDRswZ86cUY+32Wwwm83+5xaLBRaLZSpKJSKiIDLFa3GktmPS5/mitAkLMuIQpRr915t3rWqGaiIiIhofq9UKq9Xqf26z2YbsD6tQfeWVV2LFihUAAKPRiMsuuwyHDh2CTDby0G+TyYSioqKpLJGIiELAFK/F5oN1kz7PF6Ut+PqC1DGP4VrVRERENBGnNt4ObtgFwmyisqVLl/ofz549G0ePHsX+/fslrIiIiKZCfmoM6tp60dQZ+KzczV19ONHQhWW5Y4+VzkzUcaIyIiIiCpqwCdXFxcWIjY1FX5/3D6quri4AgEqlkrIsIiKaAqsKkgAAnx9rCvgcu0pbAADL88YO1d61qu3od3kCvhYRERGRT9iE6vT0dGzYsAEajQYAsH37dqxatQpz586VuDIiIgq19AQdMhN12HG0MeBz7D7RjKQYDTITdWMet7rACEe/B5+U1Ad8LSIiIiKfsBlTnZ6ejiVLluCJJ56A2+3GsWPH8MYbb0hdFhERTZFVBUZsn0SoPmzrwPyMWAiCMOZxCzLjkJ8ag38WV+CChVxxgoiIiCYnbEI1AKxfvx7r16+XugwiIpLAqoIk/GNHBTp7+xETpZzw64/UduLr88eepAzwrot91VmZ+N27h9HrdI05UzgRERHR6YRN928iIprZVhcY4RFF7Dw+8XHVjn43yhq6UGAyjOv4K1dmwt7nwvtf1U74WkRERESDMVQTEVFYmJ2ih9GgwY6jEw/VJxq64PaIKEiLGee1YrAkOx6vfV4x4WsRERERDcZQTUREYUEQBKzKTwpoXPXR2k4AQGHa+FqqAW9r9Qf7atHe7Zzw9YiIiIh8GKqJiChsrC4w4suyFvQ53RN63RFbB5JiNEjQq8f9mitWZKLf7cHbX1ZPtEwiIiIiP4ZqIiIKG6sLjXC6PNhd1jKh1x2xdaDQNL6u3z5p8VqcXWjEa59XTuh1RERERIMxVBMRUdiYm26AQauc8HrVR2o7JtT12+eqlVnYeqgBDe29E34tEREREcBQTUREYUQuk2Fl3sTGVbvcHhyv6xr3JGWDfWvZLADAB/s4CzgREREFhqGaiIjCyqoCI3Yeb4bL7RnX8WWNdvS7PSgc53Jag8VHq5GVpMOR2o4Jv5aIiIgIiPBQbbPZYDabYbVapS6FiIiCZHVBErodLjz+1kEUH29Cj8M15vFHBwJxIN2/AWB2agyO13UG9FoiIiKaOaxWK8xmM2w225DtConqCQqTyYSioiKpyyAioiBakp2A885IwW//fQiPvXkQMkFAtjEaOcnRyDZG48zcRFy7KguCIAAAjtg6EadTwWjQBHS9vBQ93v+K3b+JiIhobBaLBRaLBWazecj2iA7VREQ0/SgVMrz1k/PQ7/LgsK0DX5a14GhtB8ob7dh6qAF/2XQcaXFRWDs3BYC3pbogzeAP2ROVnxqDZz46BqfLDZVCHsxvhYiIiGYAhmoiIgpLSoUMCzLjsCAzzr9NFEWs+Nm7+Mum4/5QfcTWgcXZ8QFfJy81Bm6PiLIGe0DjsomIiGhmi+gx1URENLMIgoDbzs/Dv/fUwNbaA7fHg6O1nSgIcDw14A3VAHC8nuOqiYiIaOIYqomIKKJcuzobWpUcf/34OKqae9DX70ZhAMtp+SQbNNBrFDhe1xXEKomIiGimYKgmIqKIoo9SwnJ2Nl7YegL7K9sAYFLdtgVBQB5nACciIqIAMVQTEVHEue38fDR29OHXb5cgWqOAKV47qfPlpcZMqPu30+WGrbVnUtckIiKi6YGhmoiIIk6hyYA1c5Kxt6IVhZOY+dsnPzVmQt2/73l5D877nw8mdU0iIiKaHhiqiYgoIt2+Lg8AkD+J8dQ+eakxaLU70NLlOO2x5Y12PL+lFLVtveh2uCZ9bSIiIopsDNVERBSRvrEkHYUmA1YXGCd9rrwUPYDxzQD+6BsHIIrex9XN3ZO+NhEREUU2hmoiIopICrkMXzxyCW5Ymzvpc+Wm6CEIwLHasUP1EVsHXtlRjv+8uBAAUN3CUE1ERDTTMVQTEVHEmuxYap8olQKzEnSnban+33/tR0aCDvdeOh8yQUB1CycrIyIimukUUhdAREQUDvJS9EMmK9tX0Yprn9yGc+YYcc2qbBi0Sry1qxrP3LYSWrUCaXFRqGFLNRER0YwX0S3VNpsNZrMZVqtV6lKIiCjCnbpW9cNvHIBHFLG7rBWX/uoTnP/gRyhIi8G1q7MAALMSdRxTTURENINYrVaYzWbYbLYh2yO6pdpkMqGoqEjqMoiIaBrIS43Bcx+XwuX2oKS6He/tteEv3z0L167Kwt7yVry5qxqXLDFBLvN+Hj0rQTup7t9ujwf9LhEalTxY3wIRERGFkMVigcVigdlsHrI9okM1ERFRsOSlxKDf7UFFkx2/LCpBjjEaV63MhCAIWJKTgCU5CUOOn5WoQ/Hx5oCv9+gbB/Hhvlpse/CiyZZOREREEoro7t9ERETB4lvv+q1d1SjaXY2718+DQj76r8lZCTrYWnvg9ngCut5XFa3YW9GKI7aOgF5PRERE4YGhmoiICEBaXBR0agUee/MgMhJ1sKzOHvP49AQt3B4R9e19AV2vvNEOACjaXR3Q64mIiCg8MFQTERHBuzzX7BQ9+vrduPubc6FUjP0rMiNBBwCoCmCyMrfH281cKZfhrV0M1URERJGMoZqIiGjA3HQDTPFa/Mc5Oac9Nn0gVAeyrFZtay+cLg+uWZWF/VVt/lZrIiIiijwM1URERAP+99rFeP/n66BWnn5Gbn2UEnE6VUAt1b4QfcfX86FRyvHWrqoJn4OIiIjCA0M1ERHRAKMhCllJ0eM+Pj1Bi5oAltU60dAFmSBgTroB6xak4i2OqyYiIopYDNVEREQBSk/QoTqA7t/ljXakJ2ihUsjxrTNnYfeJFthaA1/zmoiIiKTDUE1ERBSgjIBDdRdyjN4W8YsWmaCUy/A2W6uJiIgiEkM1ERFRgALt/l3eaEd2sh4AEKtT4WvzktkFnIiIKEIxVBMREQUoI1GHzt5+tHc7x/0aURRR1tCFbOPJsdvrz5yFHUeb0NQZ2JrXREREJB2GaiIiogAFsqxWc5cDXX0u5Bj1/m3fWJIOESLe/8oW9BqJiIgotCI6VNtsNpjNZlitVqlLISKiGSgj0RuqqyYQqn3LaeUkn2ypTorR4MycBLz/VW1wCyQiIqKgsVqtMJvNsNmGfgge0aHaZDKhqKgIFotF6lKIiGgGMsZooJTLJjSuuqyhCwCGLd118WITPj5YB6fLHdQaiYiIKDgsFguKiopgMpmGbI/oUE1ERCQlmUxAeoJ2QjOAlzfakRSjgT5KOWT7RYtMsPe5sP1IU7DLJCIiohBiqCYiIpqEWQk6VDdPJFR3Den67XPGrFiY4rUcV01ERBRhGKqJiIgmwdtSPYHu3412/xrVgwmCgAsXpuH9r2wQRTGYJRIREVEIMVQTERFNQkaibkLdv8sa7MgeNPP3YBctMqGs0Y7j9V3BKo+IiIhCjKGaiIhoEtITdKhv7x3XBGNdvf1o6uwbsfs3AKydmwyNUs4u4ERERBGEoZqIiGgSMhJ0EEWgtq33tMdWNHmX0xqtpVqrVmDN3GR8wKW1iIiIIgZDNRER0SSkJ2gBACfG0WW7rMEXqkduqQaAixeZsONYI9q7ncEpkIiIiEKKoZqIiGgScpKjkZcag18VlZx2grGyxi7oNQok6tWjHnPhwjS43CI+PlgX7FKJiIgoBBiqiYiIJkEuk+HX15+J7Ucb8ernFWMeW95oR06yHoIgjHrMrEQdCk0GbDnUEORKiYiIKBQYqomIiCbpa2ek4LLlGfi5dS86e/tHPa68oWvMrt8+c0yGcXUnJyIiIukxVBMREQXBI5bF6OrtxyP/2j/qMWWNoy+nNVhOcjTKGhiqiYiIIgFDNRERURCkJ+jw00vn45mPjqGkun3Y/vZuJ6qau1GQFnPac+UY9ahp7UGv0xWCSomIiCiYIjpU22w2mM1mWK1WqUshIiLCDy4qQLYxGo+9eWDYvj3lLQCAZbMTT3uenGRva3ZlU3dwCyQiIqKAWa1WmM1m2Gy2IdsjOlSbTCYUFRXBYrFIXQoRERFUCjmuWJGJbYcb4fEMnQl8V2kz4nQq5KWcvvt3brJ33PUJdgEnIiIKGxaLBUVFRTCZTEO2R3SoJiIiCjerC4xotTtwtLZjyPYvTrRgWW7CmDN/+6TERkGrknNcNRERUQRgqCYiIgqi5XmJUMgFbD/a5N8miiJ2lTaPq+s3AAiCgJxkPcoa7KEqk4iIiIKEoZqIiCiIdGoFFmXFY/vRRv+20voutHU7sSx3fKEa8I6rLmtkSzUREVG4Y6gmIiIKstUFRuw42ghR9I6r3nWiGQCwNCdh3OfgslpERESRgaGaiIgoyFYXGFHb1ouKgdm7d5W2oCAtBrE61bjPkWPUo6q5B06XO1RlEhERURAwVBMREQXZyvwkCAL8XcB3nWieUNdvAMhN1sMjilxWi4iIKMwxVBMREQVZnE6FM2bFYvuRRnQ7XDhY3T7uScp8cgaW1eK4aiIiovDGUE1ERBQCvnHVe8tb4faIWJ47/vHUAJAWp4VaKeMM4ERERGGOoZqIiCgEVhcYUdZox9u7q6FTKzAn3TCh18tkArKNek5WRkREFObCKlTv2rULP/zhD7Fx40bcfvvtKC8vl7okIiKigKwqSAIAbNx6AktzEiCXTfxXbo6RM4ATERGFO4XUBfg4HA5cddVV2LlzJ5KTk5Gfn4/vfOc72LJli9SlERERTZjREIW81Bgcr+vEstkT6/rtk5Osx3t7bUGujIiIiIIpbFqqt23bhpiYGCQnJwMAli9fjuLiYjQ0NEhcGRERUWBW5Xtbqyc687dPbrIelc12uNyeYJZFREREQRQ2LdUVFRWIj4/3P5fL5dDr9SgpKfEH7VPZbDaYzWb/c4vFAovFEvJaiYiIxuNr81Lw98/KsXyCM3/75CRHw+UWUd3Sg2xjdJCrIyIiovGwWq2wWq3+5zbb0F5kYROqm5ubodFohmzTaDRob28f9TUmkwlFRUUhroyIiCgwl6/IwJm5CUiK0Zz+4BHkJOsBACfqOxmqiYiIJHJq4+3ghl0gjLp/GwwGiKI4ZJvdbkdiYmCf7hMREUlNEARkJgUehmclaKGUy1DWyGW1iIiIwlXYhOrCwkI0Njb6nzscDnR1dSEzM1PCqoiIiKQjl8mQxRnAiYiIwlrYhOo1a9agsbERNTU1AICtW7di2bJlDNVERDSj5RijcYKhmoiIKGyFzZhqhUKBjRs34uGHH8bKlSuxdetWvPzyy1KXRUREJKncZD02HaiTugwiIiIaRdiEagBYt24d1q1bBwC48cYbJa6GiIhIelnGaFQ02SGKIgRBkLocIiIiOkXYdP8mIiKi4VJio+B0edDR0y91KURERDQChmoiIqIw5luOq7GzT+JKiIiIaCQM1URERGHMaBgI1R0M1UREROGIoZqIiCiM+Vqqm9hSTUREFJYYqomIiMJYrFYJlUKGxo5eqUshIiKiETBUExERhTFBEJAUo2H3byIiojDFUE1ERBTmjDEaNHU5pC6DiIiIRsBQTUREFOaSDGypJiIiClcRHaptNhvMZjOsVqvUpRAREYWMt/s3x1QTERFJyWq1wmw2w2azDdmukKieoDCZTCgqKpK6DCIiopAyxmiw/UiD1GUQERHNaBaLBRaLBWazecj2iG6pJiIimgmM7P5NREQUthiqiYiIwpwxRoMepxvdDpfUpRAREdEpGKqJiIjCnNGgAQC2VhMREYUhhmoiIqIwlxTjC9WcrIyIiCjcMFQTERGFOX9LdSdbqomIiMINQzUREVGYi49WQSYIaGL3byIiorDDUE1ERBTm5DIZEmPUbKkmIiIKQwzVREREEcAYo0ETQzUREVHYYagmIiKKAFyrmoiIKDwxVBMREUWApBgNu38TERGFIYZqIiKiCJAUw5ZqIiKicMRQTUREFAGMBo6pJiIiCkcRHaptNhvMZjOsVqvUpRAREYWUMUaDjp5+OPrdUpdCREQ0I1mtVpjNZthstiHbFRLVExQmkwlFRUVSl0FERBRyRoMGANDU2Yf0BJ3E1RAREc08FosFFosFZrN5yPaIbqkmIiKaKZJivKGa46qJiIjCC0M1ERFRBDD6QjXHVRMREYUVhmoiIqIIwJZqIiKi8MRQTUREFAGUChnidCq2VBMREYWZiJ6ojIiIaCYxGjRoHhSqn918HBu3lsLlFuHyiNBrFHhjw9dg0KokrJKIiGhmYUs1ERFRhEiK0fi7fzv63Xjo9f3QKBVYXWDE1+YlY3dZC4p2V0tcJRER0czClmoiIqIIYYzR+Lt/v/1lNVrtDjx16wrkp8YAAA5Wt+P14kpcvyZXyjKJiIhmFLZUExERRQij4WRL9fOfnMDZhUZ/oAaAK1dkYsuhBjRx3DUREdGUYagmIiKKEEaDt6X6eF0nth1uwHfOnT1kv3nZLAgC8OYXVRJVSERENPMwVBMREUWIpBgNWu0OPPfxccTpVDCfOWvI/kS9BufNS8E/d1ZKVCEREdHMw1BNREQUIZJiNBBF4PlPSvHts7OhUcmHHXPFykzsONoEW2uPBBUSERHNPAzVREREEcJo0AAAepxu3HRK12+fbyxJh1opw7/YWk1ERBHiiK0Dz24+jj6nW+pSAhLRodpms8FsNsNqtUpdChERUcgZY7yh+qz8JBSaDCMeY9CqcMGCNPyzmKGaiIgiwxtfVOF/XvsKSoUgdSljslqtMJvNsNlsQ7ZH9JJaJpMJRUVFUpdBREQ0JZINUYjTqfC9CwrGPO7KlZm48ant+PRwA1xuERVNdrTYHQAA358rgiBAGHgiDDz3bh9h2+DtguA/h0cU4REHvnpOPhZFEW7P0G3eYwY/HrrN7RHRYnegvr0X9W29kMsErMxPwuoCI86Zk4xsY3RQ3kMiIgo/mw/W4dx5KZDLwrvN12KxwGKxwGw2D9ke0aGaiIhoJtGo5Djxh8uhVIz9R8dFi0yI1ihwyaObAXgDcZxO7d8viuKwx6L/+cntp9smlwmQCYBMJkAmCBCEoc9lArxfZScfC4Lgfd2gbd5jgPhoNXKT9Ti70Igehws7jjbBur0cogh874ICPHTtIqgUw8eRzyQutwcAoJCH9x+eRETj1d7txO4TLfjtjcukLiVgDNVEREQR5HSBGgC0agXevXcd2rodyEyKxqwEbcSG0Y4eJ17aVob//sdXKD7ehBe+f7a/1drjEdHR2w+5TIBCJkApl43r/QlnTpcbjR19aO5yoK/fDWe/Bz1OF/ZXtmH70UbsPN6M+GgV3vvZOmQmsfWeiCLf1kMNcHtEnD8/VepSAsZQTURENA0tzo6XuoSgMGhV+MFFhViVn4Qbn/oM5/z3ezhnTjLKGrpQ1mBHX//QSW20KjkSYzRIiFZDq/b+mSNCHNTaDv+2Ic8HHgiCgGiNAgatCgatEgBg73Ohs7cfvU6X9xic7Crv6yYvikO7uvu6v4viye7t/u7ynpPPfa9ze0R09fajrds5yvugxIq8JPzYPA8vbj2BS3/1CT76xdeRqNcE5X0mIpLK5oN1yEuNQUaiTupSAsZQTURERGFvSU4CPn3wYvz8lb2oaenG6gIjbliTi7R4LURRRL/bA6fLg46efrR0OdBid6DH4RoyHhyDw/Cg8eKDt3k8Iux9/WjvdqKi0Q5BAKI1SuijlDAYovz1iBjoDn+yJ/2Qbu3+bu4D3d/lA13cZQPbhUHd3n3HadUKpMRGIdlw8kMBlUIGtVKOlFiNf6zhZcsz8PWHPsJVv96Kt+85D9EaZUjfeyKiUBFFEZsP1OGSxSapS5kUhmoiIiKKCLE6FZ66ZYXUZUguN1mPf/34XFz8yCZc/4fP8OqP1ga927vHI6K12wGlXAaDVhXUcxMR+ZTWd6GquTuiu34DDNVEREREEWdRVjysd63B5U9swfeeLcafbz8LMtnJpWhcbg+O2DoQo1UhKUaNKNXp/+Srau7Gjzbuwt7yVrR0OeARRRgNGhx4wuzvSk9EFEwfH6yDUi7D2YVGqUuZFN4hiYiIiCLQufNS8OwdZ+GmP21HkkGDRyxLAAC1rT246U/b8fmxJv+xMVFKrMhLxEWLTLhokWnY2MVXd1TgRxt3IVanwnfX5SHJEAWNUoY7/28nXv60DLety5/S742IZobNB+uxMj8x4oexMFQTERERRajLV2SisaMPG/72JZINUViQEYebn94OlUKGV364BmqFDE1dDthae7ClpB4/fflL3P3ibmQl6ZCTrEe2MRpNnQ4U7a7G1Wdl4jc3LhvS3fvDfbX4w/tH8J2vzeYyXkQUVE6XG58ebsDd6+dJXcqkMVQTERERRbA7LihAY2cf7ntlLwQBOG9eCv7vjlVIihk6M/iP189DR48Tmw/U4cuyVpQ3dmHn8WZ09fbj2TvOwjWrsoed+65L5mLN/e+jaHc1Ll+ROVXfEhHNAF+UNsPe58K6CB9PDTBUExEREUW8X1yxADJBQJRKjh9+Y45/pvBTGbQqXL4ic9wBeXF2PM6dm4wn/30Yly3P8M+aTkQ0WZsO1CFBr8aCjDipS5k09uMhIiIiinCCIOC+Kxbg7vXzRg3UgbrrkjnYW9GKTw83BvW8RDRznWjowsuflmPd/NQhkyxGKoZqIiIiIhrV+fNTccasWPzu3UMQRRG1rT3YfKAOh2vapS6NiCLQ8bpOXPzIJuijlHjomkVSlxMUgiiKotRFBGrp0qUwmUywWCywWCxSl0NEREQ0Lf1jRzlufeZzxGqVaO/p92+/eLEJG8zzsCw3UcLqiChSHK3twDce3Yy4aDXe+el5SI6NkrqkCbFarbBarbDZbPjyyy/92yM6VJvNZhQVFUldBhEREdG01u/y4OE39iNao8QckwGFJgN2Hm/Cr98+hGN1nViZl4QFmbHISopGljEa2UnRyEyKhj4qspfJCYTb44EAYVp0afXxeEQctnWgpcuB9AQtTPFaqJVyqcuiCPNVRSuu+PUWJOrVeOee84dNphhJTs2hnKiMiIiIiMakVMjwwFWLhmzLTdbjmlVZeHt3DV7ZUYHPjjTib9vK0ON0+49J1KuRoFej3+WB0+WB0+0BAAjwjgOXCd6v3ufDH3tzqTBsHwD4moVEAL42opNNReJpj/EdOtJ2jyhCFL37PANfRXjDpe81p253eUT0uz3+82iUckSpfP8pEKWSQ6OSo9/lgb2vH119Ljj73d7vS/B+j7KRvgLQqOTISNQha+DDimxjNDITdchMikZ8tApujwiXW4TL44HLLcLtEeH2eOD2eL8Pz0C9vu/LI4rweE7W3mp3oLqlG9UtPWju7IMgCFDIvW90SXU7vihtRsegHgoAkB6vxXVrcnD7unx/OHL0u/HBvlqUVLcjyxiN2Sl6zE6JQZxOBZrZ3v/Khpue2o5CUwxe+3/nRnSgHglDNREREREFRC6T4dLlGbh0eQYAb8hs6uxDeaMdFU12VDZ1o9XugEohh0ohg3IgqHlD7vBwKoqACF+g9T72eAZvG9rB0jcbuSAA3vh5MnT7vw7aPtI27/Oh55MJgEwm+MP/qaFXwMn9vm0KuQwKufd7dHtE9Dnd6HG60ed0ocfpRq/ThV6nGyqFDNEaJfQaBVRK+ZD3ARgadn1fux0uVDV3Y/eJFvyzuBKdvUMDbrDE6VQwGjQQRfhD+eyUGPzXxXOwMi8JKXFRqG3tQXVLN/aUteL37x7Gk/8+jOvOyUG/24O3dlWhvacf8dFqtNod/vOuX5qO/75yIQpNhpDUTeHt/zYdw49f+hKXLDHhuTtWQauefhF0+n1HRERERCQJQRBgNETBaIjCirwkqcuZlkRRRFu3E5VN3ahosqO92wmlQgaFzNu6LJfJIJcJkA88FyD4PyQY2hJ+sqdArFaJ9ATduLrr56fGAACuX5OL+65YgGc3H8MzHx2DTq3AbevycfVZWSg0GWDv60dZgx27TzTj1+8cwoqfvYtvn52N287PQ26KHgYtW68jjcvtQVmjHYdr2nGopgOVzd1o6uhFU6cDDpcba+cm45LF6VhdYERjZx/e22vD219W4+OD9fj+hQV42LI46KsThAuOqSYiIiIiooD54sRo65g7+t14/pNSPP7WQTR3eVuw46PVyEjUwqBV+VvuZTIBoujtvu4Rva30Hn8r/vhr8bXwKxUy6NQK6DVKREcpoFN7rxMdpYR84Fq+6/h7Bwx6/ZDu8oN6FAzeLo7Spd4zqKeFSiGDTqOATq2ARinH4Ldp8Hs2+N2byDHCoK0ivNd2e7z1uAe+J89A7wPf99vZ24+a1h7UtHSjrq0XXb396Ha4YO9zIT1BixWzE7EiLwnJsRrsPtGCncebsae8Bb0DwzsS9WpkG6MHPkTTwOMRselAHWytPdCq5OhxuqGQCzi7wIjr1uTgmlXZ4/9HjAAcU01EREREREEzWpj2USvluOOCAtywNheHatpR0WRHeaMd1S096OrtR1dvP6pbeuARRcgEATIZIBeEIa3r45n2TcTAcQNj0R29/ahv70V3n8s/jr27z4W+fveIr/cNI5DJho5rH/r45JAA3+PBwwVkA3UPHiLgdHnQ7XCh2+GC0+WZyFsbFP73dOD9lMsE6NSKgUnndFg7NwYxUUpERymhVclR1mBH8fEmvFZcCbdHRLJBg5X5SbjvigVYmBmHuemxI46JFkUR+yvbsOlAHTISdVi3IG3GjKdnqCYiIiIiopDTqhU4MzcRZ0q8BJvL7R0v7gubwqDJ8ELNP9kdTja/D+43fHLCvInvFzEwH8BAcPZ/IBHg99XtcKG924m0uKhxnUMQBCzMisfCrPiArhfJGKqJiIiIiGjG8E4qJ821Ty61Fv5LrunU3i7rdHrTc6Q4ERERERER0RRgqCYiIiIiIiIKUFiF6p07d6Kqqgputxs2mw3FxcVSl0REREREREQ0qrAK1U8//TQyMzOhUChw6aWXIj5+5g1yJyIiIiIiosgRViPPs7KyYLPZ4PF4kJ6eLnU5RERERERERGMKq1ANAGlpaVKXQERERERERDQuYRWqu7u78fzzz0OtVmPTpk3YsGED5syZM+rxNpsNZrPZ/9xiscBisUxFqURERERERDQDWK1WWK1W/3ObzTZkvyCKg5cTl9bOnTuxYsUKAMCmTZvwgx/8AIcOHYJMNvLQb7PZjKKioqkskYiIiIiIiGawU3PolLRUP/XUUygvLx91/5o1a2A2m7F06VL/ttmzZ+Po0aPYv38/Fi1aNAVVEhEREREREU3MlITq73//+6c9pri4GOvWrUNzczM0Gg26uroAACqVKtTlEREREREREQUkbJbUSk9Px4YNG6DRaAAA27dvx6pVqzB37lyJKyMiIiIiIiIaWdhMVJaeno4lS5bgiSeegNvtxrFjx/DGG29IXRYRERERERHRqMImVAPA+vXrsX79eqnLICIiIiIiIhqXsOn+TURERERERBRpGKqnwOA1zYjCEX9GKdzxZ5TCHX9GKdzxZ5TCXST/jDJUT4FI/gGhmYE/oxTu+DNK4Y4/oxTu+DNK4S6Sf0andaiO5H+YUAiH9yMcagBYR7gKl/cjHOoIhxqA8KkjXITL+xEOdYRDDUD41BEuwuX9YB3hVUM4CZf3g3WEVw3hJJD3g6F6BgmH9yMcagBYR7gKl/cjHOoIhxqA8KkjXITL+xEOdYRDDUD41BEuwuX9YB3hVUM4CZf3g3WEVw3hJJD3QxBFUQxBLVNi3rx5yM3NHXW/zWaDyWSawopYRyTUwDpYRyTUEQ41sA7WEe41sA7WEQl1hEMNrIN1hHsNkVbHiRMnUFJS4n8e0aGaiIiIiIiISErTuvs3ERERERERUSgxVBMREREREREFiKGaiIiIiIiIKEAM1UREREREREQBYqgmIiIiIiIiChBDdQjt2rULP/zhD7Fx40bcfvvtKC8vl7okmuF27tyJqqoquN1u2Gw2FBcXS10SEQDAbrfjyiuvRFVVlX/bWPdQ3l8pHPCeSuFi586d+PWvf40HHngAF154IbZu3QqA91EKf9PmPipSSPT19YmZmZlifX29KIqiuGPHDnHt2rXSFkUz3o033igCEAGIZ555pnj06FFRFEXxiy++EO+66y7xhRdeEG+77TaxrKxM4kppJnnuuefE+++/XwQglpeXi6I49j2U91eSQldXl3jFFVeIlZWV/m2j3VNFkfdVmjrd3d3iPffc43/+2muviVFRUWJFRQXvoxQ2iouLxSeeeEK8//77xQsuuEDcsmWLKIrT5z7KUB0iH374oTh//nz/c5fLJarVav/Ni0gK999/v2iz2cTq6mr/Nv5ipXAxOFSPdQ/l/ZWm2kgf/IjiyPdUUeR9labWvn37RADi8ePHRVEUxc7OThGA+Morr/A+SmFhtA9+ampqps19lN2/Q6SiogLx8fH+53K5HHq9HiUlJRJWRQSkpaUhPT3d/3zbtm2IiYlBcnIyAGD58uUoLi5GQ0ODVCUSjXkP5f2VptrNN9+MBx54YMR9p95TAd5XaWrNnz8f27dvR25uLgD4h9FUVVXxPkphobS0FI899hhKS0sBABdeeCF6e3uxfft2ANPjPspQHSLNzc3QaDRDtmk0GrS3t0tTEBGA7u5uPP/88/j73/+Om2++GYcPH+YvVgpLY91DeX+lcDHSPRXgB+s0tQRBwKpVqyAIAgDgscceww9/+EO4XC7eRyksjPbBT15e3rS5jyqkLmC6MhgMEEVxyDa73Y7ExESJKiICrrzySqxYsQIAYDQacdlll+H666/nL1YKO2PdQ+vr63l/pbAw0j310KFDDCwkmb/+9a9ISUnBL3/5Szz99NO8j1JY8H3w4+P74Gfx4sVwOp3T4j7KluoQKSwsRGNjo/+5w+FAV1cXMjMzJayKZrqlS5f6H8+ePRtHjx6FIAj8xUphZ6x7KO+vFC5Guqfu37+fH6yTJN5991243W786le/gsPhgEaj4X2Uwo7vg5/f/OY3AKbPfZShOkTWrFmDxsZG1NTUAAC2bt2KZcuW8WZFkikuLkZsbCz6+voAAF1dXQCA2NhY/mKlsDPWPZT3VwoHo91TVSoVAwtNuW3btqG2thbr169HfX093n//feTl5fE+SmHl1A9+ptN9lN2/Q0ShUGDjxo14+OGHsXLlSmzduhUvv/yy1GXRDJaeno4NGzb4u9Js374dq1atwu23346HH34YNTU1SE9P5y9WmnJWqxXbtm0DANxzzz1Ys2YNvve97416D+X9lcLBaPfUuXPnIj8/3x9YeF+lUCsrK8M3v/lNfyDx6ejo4H2UwsapH/wUFxcjISFh2txHBfHUdnUimrbefvttHD16FG63G8eOHcOjjz4Ko9GITZs24fXXX/f/Yr3vvvuQk5MjdblERGHB98HPM888g2uuucb/wc9o91QAvK8SEQ0oKyvDokWLRvzgZ+vWrdPiPspQTURERERERBQgjqkmIiIiIiIiChBDNREREREREVGAGKqJiIiIiIiIAsRQTURERERERBQghmoiIiIiIiKiADFUExEREREREQWIoZqIiIiIiIgoQAzVRERERERERAFiqCYiIpLI5s2bkZGRgZ/85Cd45JFHkJeXh8LCQjz66KP4yU9+goyMDGzevBkAcOaZZ2Ljxo2S1drc3IyKigrJrk9ERBSuFFIXQERENFM1NDTgnXfewYIFCwAAx44dAwDce++9AIDrrrsOJSUlAID7778fS5YskaZQAMXFxYiOjkZWVpZkNRAREYUjtlQTERFJpKOjA/Pnzx91/xlnnIH29nYAwPr162EymaaosqFsNhsefPBBSa5NREQU7thSTUREJJHbb78dgiCMul8mk+H222/Hpk2b8LOf/QxXXHEFfvrTn+Kll17CL37xC/zoRz9CXFwcent7sWXLFvzoRz/C0aNH0d7eDpvNhsceewwA0NLSgkceeQQLFy7EsWPHsHDhQlx11VXDrufxePD73/8eycnJUKlU+Mtf/oIPPvgAb7zxBpqbm/H3v/8dxcXFuPXWW5GYmIjNmzdj69atKCwsxJYtW/CLX/wCdrsdd999Nzo7O3HjjTdCpVLh448/xhVXXAGz2Ryy95KIiEgqDNVEREQSkcvl4zpm3bp12Lp1K3p7ewEA119/PT788EMcO3YMTz31FADgqaeewtatW7FhwwYAQEpKCn72s58hJiYGN9xwA37wgx/g4osvhtPpREFBAc4//3zEx8cPudaePXuwZ88evPjiiwC8YRwAfvCDH+Cf//wnvv3tb+Pcc88FAFRWVuLOO+/EoUOHoFAooNPp8OMf/xj/+Mc/sGHDBtx11124+eabIZfLccEFF2DevHnYunXrmC3zREREkYihmoiIKAKcGsDlcvmQMdbx8fFDnms0GrS2tsLj8eC9997D5ZdfjjfffBMA8I1vfAPt7e3DQvW8efNQWVmJvLw8rFq1Ct/97ndHrefNN99EVFQU3nnnHQBAV1cXMjIyAACCICA+Pt5fc2pqKlasWAGr1cpQTURE0w5DNRERUYQaKWifSiaTQRAErFy5EvPmzQMAXHrppSOer7u7G2+99RYqKyuxZcsWXHvttSgqKsKiRYuGHLdjxw7I5XKoVKpRz3UqpVIJmYxTuRAR0fTD325ERETTWExMDK666iq89957/m1vvfUWamtrhx178OBBvPDCC1i4cCHuuusu3H333aipqQEA6PV6dHR0oK2tDQ0NDbjyyitRWVmJuro6/+v/9Kc/+R/7WskBoKmpCTt27MD1118fqm+TiIhIMmypJiIikthbb72F7du34+OPPwYA/OQnP8Hq1avxrW99CwDw7rvv4p133oFMJsMFF1yAyspKbN++HTU1NcjPz8eePXtw6NAh/PGPf4TRaMRrr72GhoYGPPzww3jooYfw7LPP4uc//zkef/xxxMfHw2g0Ii0tbVgdMpkMJSUleOGFFyAIAjo7O3HRRRcBAO6++248++yzqKiowC233ILo6Gi8++67uP/++7Fw4UK43W6sX7/efy5RFPHcc88hKioKH3/8MV577TUUFBRMwbtJREQ0tQRRFEWpiyAiIqLpY8uWLXjggQewZcsWqUshIiIKOXb/JiIiIiIiIgoQQzUREREFzdGjR/G73/0OBw4cwB/+8AepyyEiIgo5dv8mIiIiIiIiChBbqomIiIiIiIgCxFBNREREREREFCCGaiIiIiIiIqIA/X9S0JpBuZTDZwAAAABJRU5ErkJggg==\n"},"metadata":{}}]}]}