From 9239a58ae6cecc35fe78f8306d62e38cecd33020 Mon Sep 17 00:00:00 2001 From: nickwimer Date: Fri, 27 Sep 2024 10:00:43 -0700 Subject: [PATCH 1/5] adding support for hyperparameter tuning using Ray --- ptmelt/models.py | 132 ++++++++++++++++++++++++-------------- ptmelt/nn_utils.py | 32 +++++++++ ptmelt/utils/hp_tuning.py | 92 ++++++++++++++++++++++++++ setup.py | 16 ++++- 4 files changed, 222 insertions(+), 50 deletions(-) create mode 100644 ptmelt/utils/hp_tuning.py diff --git a/ptmelt/models.py b/ptmelt/models.py index 7fd5610..ac85a4a 100644 --- a/ptmelt/models.py +++ b/ptmelt/models.py @@ -1,4 +1,5 @@ import warnings +from contextlib import nullcontext from typing import Optional import torch @@ -83,6 +84,9 @@ def __init__( if self.node_list: self.num_layers = len(self.node_list) self.layer_width = self.node_list + elif self.depth is None: + self.num_layers = 0 + self.layer_width = [] else: self.num_layers = self.depth self.layer_width = [self.width for i in range(self.depth)] @@ -113,7 +117,11 @@ def create_output_layer(self): self.layer_dict.update( { "output": MixtureDensityOutput( - input_features=self.layer_width[-1], + input_features=( + self.layer_width[-1] + if self.num_layers > 0 + else self.num_features + ), num_mixtures=self.num_mixtures, num_outputs=self.num_outputs, activation=self.output_activation, @@ -127,7 +135,11 @@ def create_output_layer(self): self.layer_dict.update( { "output": DefaultOutput( - input_features=self.layer_width[-1], + input_features=( + self.layer_width[-1] + if self.num_layers > 0 + else self.num_features + ), output_features=self.num_outputs, activation=self.output_activation, initializer=self.initializer, @@ -193,7 +205,58 @@ def get_loss_fn( else: raise ValueError(f"Loss function {loss} not recognized.") - def fit(self, train_dl, val_dl, optimizer, criterion, num_epochs: int): + def step(self, dataloader, optimizer, criterion, device="cpu", training=True): + """ + Perform a single step either in training or validation mode. + + """ + self.train() if training else self.eval() + + # Use torch.no_grad() only if not training + context_manager = torch.no_grad() if not training else nullcontext() + + running_loss = 0.0 + with context_manager: + for x_in, y_in in dataloader: + # Move data to device + x_in, y_in = x_in.to(device), y_in.to(device) + + # Forward pass + pred = self(x_in) + loss = criterion(pred, y_in) + + if training: + # Add L1 and L2 regularization if present + if self.l1_reg > 0: + loss += self.l1_regularization(lambda_l1=self.l1_reg) + if self.l2_reg > 0: + loss += self.l2_regularization(lambda_l2=self.l2_reg) + + # Zero the parameter gradients + optimizer.zero_grad() + # Backward pass + loss.backward() + # Optimize + optimizer.step() + + # Accumulate running loss + running_loss += loss.item() + + # Normalize loss + running_loss /= len(dataloader) + + return running_loss + + def fit( + self, + train_dl, + val_dl, + optimizer, + criterion, + num_epochs: int, + device="cpu", + verbose=False, + ): """ Perform the model training loop. @@ -203,63 +266,36 @@ def fit(self, train_dl, val_dl, optimizer, criterion, num_epochs: int): optimizer (Optimizer): The optimizer to use. criterion (Loss): The loss function to use. num_epochs (int): The number of epochs to train the model. + device (str, optional): The device to use for training. Defaults to 'cpu'. + verbose (bool, optional): Whether to print training statistics. Defaults to + False. """ + # Move model to device + self.to(device) # Create history dictionary if not hasattr(self, "history"): self.history = {"loss": [], "val_loss": []} - for epoch in tqdm(range(num_epochs)): - # Put model in training mode - self.train() - running_loss = 0.0 - - for x_in, y_in in train_dl: - - # Forward pass - pred = self(x_in) - loss = criterion(pred, y_in) - - # Add L1 and L2 regularization if present - if self.l1_reg > 0: - loss += self.l1_regularization(lambda_l1=self.l1_reg) - if self.l2_reg > 0: - loss += self.l2_regularization(lambda_l2=self.l2_reg) - - # Zero the parameter gradients - optimizer.zero_grad() - # Backward pass - loss.backward() - # Optimize - optimizer.step() - # Print statistics - running_loss += loss.item() - - # Normalize loss - running_loss /= len(train_dl) - - # Put model in evaluation mode - self.eval() - # Compute validation loss - running_val_loss = 0.0 - with torch.no_grad(): - for x_val, y_val in val_dl: - pred_val = self(x_val) - val_loss = criterion(pred_val, y_val) - running_val_loss += val_loss.item() - - running_val_loss /= len(val_dl) + for epoch in tqdm(range(num_epochs), disable=not verbose): + # Perform a training and validation step + train_loss = self.step( + train_dl, optimizer, criterion, device=device, training=True + ) + val_loss = self.step( + val_dl, optimizer, criterion, device=device, training=False + ) # Print statistics - if (epoch + 1) % 10 == 0: + if (epoch + 1) % 10 == 0 and verbose: print( - f"Epoch {epoch + 1}, Loss: {running_loss:.4f}, " - f"Val Loss: {running_val_loss:.4f}" + f"Epoch {epoch + 1}, Loss: {train_loss:.4f}, " + f"Val Loss: {val_loss:.4f}" ) # Save history - self.history["loss"].append(running_loss) - self.history["val_loss"].append(running_val_loss) + self.history["loss"].append(train_loss) + self.history["val_loss"].append(val_loss) class ArtificialNeuralNetwork(MELTModel): diff --git a/ptmelt/nn_utils.py b/ptmelt/nn_utils.py index 6575b1a..3d47c51 100644 --- a/ptmelt/nn_utils.py +++ b/ptmelt/nn_utils.py @@ -1,5 +1,7 @@ import torch.nn as nn +from ptmelt.losses import MixtureDensityLoss + def get_activation(act_name: str): """ @@ -10,6 +12,16 @@ def get_activation(act_name: str): """ if act_name == "relu": return nn.ReLU() + elif act_name == "leaky_relu": + return nn.LeakyReLU() + elif act_name == "elu": + return nn.ELU() + elif act_name == "selu": + return nn.SELU() + elif act_name == "swish": + return nn.SiLU() + elif act_name == "gelu": + return nn.GELU() elif act_name == "sigmoid": return nn.Sigmoid() elif act_name == "tanh": @@ -38,3 +50,23 @@ def get_initializer(init_name: str): return nn.init.uniform_ else: raise ValueError(f"Unsupported initializer {init_name}") + + +def get_loss_fn(loss_name: str): + """Utility method to get loss function based on its name.""" + if loss_name == "mse": + return nn.MSELoss() + elif loss_name == "mae": + return nn.L1Loss() + elif loss_name == "huber": + return nn.SmoothL1Loss() + elif loss_name == "nll": + return nn.NLLLoss() + elif loss_name == "poisson": + return nn.PoissonNLLLoss() + elif loss_name == "kl_div": + return nn.KLDivLoss() + elif loss_name == "mixture_density": + return MixtureDensityLoss() + else: + raise ValueError(f"Unsupported loss function {loss_name}") diff --git a/ptmelt/utils/hp_tuning.py b/ptmelt/utils/hp_tuning.py new file mode 100644 index 0000000..f2c8ed2 --- /dev/null +++ b/ptmelt/utils/hp_tuning.py @@ -0,0 +1,92 @@ +from torch import optim + +from ptmelt.models import ArtificialNeuralNetwork, ResidualNeuralNetwork +from ptmelt.nn_utils import get_loss_fn + + +def model_builder(config): + """ + Build a model with the given configuration dictionary. Useful for hyperparameter + tuning. + + Args: + config (dict): Dictionary containing the configuration of the model. + """ + + # Get the model type from the configuration + arch_type = config["arch_type"] + + # Get the learning rate from the configuration + learning_rate = config["learning_rate"] + + # Get the loss function from the configuration + loss_fn = config["loss_fn"] + + # Get the number of input features and output features from the configuration + num_features = config["num_features"] + num_outputs = config["num_outputs"] + + if arch_type == "ann": + act_fun = config.get("act_fun", "relu") + dropout = config.get("dropout", 0.0) + input_dropout = config.get("input_dropout", 0.0) + batch_norm = config.get("batch_norm", False) + batch_norm_type = config.get("batch_norm_type", "ema") + use_batch_renorm = config.get("use_batch_renorm", False) + output_activation = config.get("output_activation", None) + initiliazer = config.get("initializer", "glorot_uniform") + l1_reg = config.get("l1_reg", 0.0) + l2_reg = config.get("l2_reg", 0.0) + num_mixtures = config.get("num_mixtures", 0) + + # Configurations for the model size + node_list = config.get("node_list", None) + max_depth = config.get("max_depth", None) + if node_list is None and max_depth is None: + width = config.get("width", 32) + depth = config.get("depth", 2) + elif node_list is None and max_depth is not None: + node_list = [] + for i in range(max_depth): + layer_width = config.get(f"layer_{i}_width", 0) + if layer_width > 0: + node_list.append(layer_width) + # Remove zero width just in case + node_list = [x for x in node_list if x > 0] + width = None + depth = None + else: + width = None + depth = None + + model = ArtificialNeuralNetwork( + num_features=num_features, + num_outputs=num_outputs, + act_fun=act_fun, + dropout=dropout, + input_dropout=input_dropout, + batch_norm=batch_norm, + batch_norm_type=batch_norm_type, + use_batch_renorm=use_batch_renorm, + output_activation=output_activation, + initializer=initiliazer, + l1_reg=l1_reg, + l2_reg=l2_reg, + num_mixtures=num_mixtures, + width=width, + depth=depth, + node_list=node_list, + ) + model.build() + + optimizer = optim.Adam(model.parameters(), lr=learning_rate) + criterion = get_loss_fn(loss_fn) + + return model, optimizer, criterion + + elif arch_type == "resnet": + pass + elif arch_type == "custom": + pass + else: + raise ValueError(f"Unsupported architecture type {arch_type}") diff --git a/setup.py b/setup.py index 4288cc7..43978de 100644 --- a/setup.py +++ b/setup.py @@ -2,7 +2,19 @@ from setuptools import find_packages, setup -install_requires = ["pytest", "tqdm", "scikit-learn", "matplotlib"] +install_requires = [ + "pytest", + "tqdm", + "scikit-learn", + "matplotlib", + "ray[data,train,tune,serve]", + "hyperopt", + "optuna", + "hpbandster", + "ConfigSpace", + "bayesian-optimization", + "ax-platform", +] print(f"Platform: {platform.system()}") if platform.system() == "Linux": @@ -21,7 +33,7 @@ setup( name="ptmelt", - version="0.1.1", + version="0.1.2", description="PyTorch Machine Learning Toolbox (PT-MELT)", url="https://github.com/NREL/pt-melt", author="Nicholas T. Wimer", From eb2bb4969c7112af0bac7d792a642b14048d077c Mon Sep 17 00:00:00 2001 From: nickwimer Date: Fri, 27 Sep 2024 11:15:47 -0700 Subject: [PATCH 2/5] remove manditory r2 and rmse from plot text --- ptmelt/utils/visualization.py | 17 +++++++++-------- 1 file changed, 9 insertions(+), 8 deletions(-) diff --git a/ptmelt/utils/visualization.py b/ptmelt/utils/visualization.py index 04c486a..3ff8ca8 100644 --- a/ptmelt/utils/visualization.py +++ b/ptmelt/utils/visualization.py @@ -64,8 +64,8 @@ def point_cloud_plot( ax, y_real, y_pred, - r_squared, - rmse, + r_squared: Optional[float] = None, + rmse: Optional[float] = None, label: Optional[str] = None, marker: Optional[str] = "o", color: Optional[str] = "blue", @@ -92,12 +92,13 @@ def point_cloud_plot( # Add text annotation for R-squared and RMSE # TODO: Add more metrics to the text annotation similar to the UQ plot # TODO: Add ability to change the formatting of the text annotation - ax.text( - *text_pos, - rf"R$^2$ = {r_squared:0.3f}, RMSE = {rmse:0.3f}", - transform=ax.transAxes, - color=color, - ) + if r_squared is not None and rmse is not None: + ax.text( + *text_pos, + rf"R$^2$ = {r_squared:0.3f}, RMSE = {rmse:0.3f}", + transform=ax.transAxes, + color=color, + ) ax.legend() ax.set_xlabel("truth") ax.set_ylabel("prediction") From bb5718855366631ad5601137be0672ffc29947c3 Mon Sep 17 00:00:00 2001 From: nickwimer Date: Sat, 21 Dec 2024 16:31:14 -0800 Subject: [PATCH 3/5] working MDN VAE with example notebook --- examples/vae_clustering.ipynb | 379 ++++++++++++++++++++++++++++++++++ ptmelt/layers.py | 27 +++ ptmelt/losses.py | 19 +- ptmelt/models.py | 164 +++++++++++++-- setup.py | 1 + 5 files changed, 577 insertions(+), 13 deletions(-) create mode 100644 examples/vae_clustering.ipynb diff --git a/examples/vae_clustering.ipynb b/examples/vae_clustering.ipynb new file mode 100644 index 0000000..2f07d46 --- /dev/null +++ b/examples/vae_clustering.ipynb @@ -0,0 +1,379 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 96, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "X shape: (1000, 2)\n", + "y shape: (1000,)\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "from sklearn.datasets import make_blobs\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Generate synthetic 2D Gaussian clusters\n", + "n_samples = 1000\n", + "n_clusters = 5\n", + "X, y = make_blobs(n_samples=n_samples, centers=n_clusters, cluster_std=1.0, random_state=42)\n", + "\n", + "# Visualize the dataset\n", + "plt.scatter(X[:, 0], X[:, 1], c=y, cmap=\"viridis\")\n", + "plt.title(\"Synthetic Gaussian Clusters\")\n", + "plt.xlabel(\"Feature 1\")\n", + "plt.ylabel(\"Feature 2\")\n", + "plt.colorbar(label=\"Cluster\")\n", + "plt.show()\n", + "\n", + "print(f\"X shape: {X.shape}\")\n", + "print(f\"y shape: {y.shape}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "ename": "ValueError", + "evalue": "Expected 2D array, got 1D array instead:\narray=[1. 1. 2. 1. 4. 2. 3. 4. 1. 4. 4. 2. 3. 2. 3. 2. 0. 3. 0. 4. 1. 0. 3. 2.\n 0. 1. 0. 3. 4. 3. 1. 3. 4. 3. 0. 2. 4. 4. 4. 0. 4. 3. 3. 2. 3. 2. 1. 1.\n 0. 2. 1. 3. 2. 0. 0. 0. 0. 2. 2. 0. 1. 3. 2. 4. 2. 1. 3. 3. 1. 1. 3. 2.\n 1. 2. 3. 0. 3. 1. 1. 3. 0. 1. 2. 2. 3. 1. 0. 4. 0. 3. 1. 3. 1. 4. 4. 2.\n 0. 0. 2. 3. 2. 4. 1. 2. 0. 1. 0. 2. 4. 0. 0. 1. 2. 2. 3. 0. 3. 2. 0. 4.\n 2. 0. 2. 2. 2. 2. 3. 2. 0. 1. 1. 3. 1. 4. 2. 4. 1. 4. 0. 3. 2. 0. 1. 0.\n 1. 1. 2. 1. 1. 4. 3. 2. 1. 1. 0. 1. 1. 0. 3. 1. 3. 1. 3. 0. 3. 1. 4. 3.\n 0. 1. 2. 0. 0. 2. 4. 2. 3. 2. 1. 4. 1. 0. 1. 3. 4. 4. 1. 2. 3. 0. 3. 0.\n 1. 4. 1. 0. 4. 2. 0. 1. 2. 3. 2. 2. 3. 4. 4. 0. 4. 1. 0. 3. 3. 4. 1. 2.\n 2. 2. 3. 4. 2. 2. 0. 2. 0. 4. 2. 4. 1. 1. 0. 1. 0. 1. 1. 3. 0. 0. 3. 1.\n 4. 3. 2. 4. 2. 2. 2. 2. 3. 4. 2. 2. 4. 1. 4. 0. 3. 1. 1. 0. 1. 4. 1. 3.\n 1. 3. 3. 3. 2. 2. 1. 1. 3. 4. 0. 4. 2. 0. 3. 4. 4. 2. 1. 4. 2. 3. 1. 1.\n 1. 0. 4. 0. 3. 4. 1. 3. 4. 4. 0. 4. 3. 3. 0. 4. 1. 3. 3. 0. 2. 3. 3. 2.\n 4. 4. 4. 3. 2. 2. 1. 2. 4. 0. 2. 4. 3. 2. 4. 2. 3. 0. 0. 3. 0. 0. 1. 4.\n 3. 3. 3. 0. 3. 1. 4. 3. 4. 4. 2. 2. 0. 1. 2. 3. 0. 0. 0. 0. 0. 1. 0. 1.\n 4. 1. 1. 4. 1. 2. 2. 1. 3. 2. 2. 3. 2. 2. 2. 1. 1. 2. 0. 1. 0. 4. 1. 0.\n 3. 3. 4. 2. 2. 4. 0. 4. 3. 3. 2. 0. 3. 0. 4. 2. 4. 1. 1. 1. 0. 3. 0. 2.\n 1. 2. 2. 0. 0. 3. 2. 0. 4. 2. 4. 3. 3. 0. 4. 1. 0. 1. 0. 1. 0. 4. 3. 3.\n 4. 3. 0. 0. 3. 2. 0. 2. 3. 3. 2. 3. 0. 2. 2. 4. 2. 0. 1. 2. 1. 4. 4. 4.\n 2. 4. 1. 1. 4. 0. 3. 3. 1. 0. 1. 1. 0. 1. 2. 2. 2. 4. 3. 0. 4. 1. 1. 4.\n 4. 3. 2. 1. 2. 0. 3. 2. 4. 4. 1. 0. 1. 3. 1. 1. 0. 3. 0. 3. 0. 4. 2. 4.\n 4. 3. 3. 1. 4. 0. 1. 3. 1. 1. 3. 0. 3. 2. 4. 0. 0. 0. 0. 1. 1. 1. 2. 1.\n 2. 2. 2. 0. 0. 1. 1. 3. 1. 0. 0. 2. 2. 3. 3. 4. 3. 0. 4. 1. 0. 1. 3. 3.\n 4. 0. 0. 0. 1. 1. 2. 4. 0. 0. 1. 0. 0. 0. 3. 4. 1. 2. 1. 0. 2. 2. 3. 4.\n 1. 4. 4. 4. 1. 0. 3. 4. 4. 0. 4. 1. 3. 2. 2. 4. 3. 4. 3. 0. 3. 4. 0. 2.\n 0. 2. 2. 1. 2. 0. 3. 4. 4. 1. 4. 1. 1. 4. 0. 3. 4. 4. 4. 1. 0. 4. 3. 1.\n 0. 1. 4. 3. 2. 4. 2. 1. 2. 3. 4. 0. 1. 3. 0. 3. 4. 2. 4. 2. 0. 2. 4. 1.\n 1. 2. 4. 4. 2. 2. 4. 4. 2. 3. 1. 0. 2. 0. 2. 4. 1. 4. 1. 2. 0. 1. 3. 0.\n 2. 2. 4. 1. 3. 4. 3. 2. 3. 0. 1. 3. 2. 1. 1. 1. 2. 1. 0. 0. 4. 1. 0. 2.\n 0. 2. 2. 4. 1. 4. 0. 4. 2. 3. 3. 4. 1. 3. 3. 2. 4. 4. 0. 0. 4. 4. 1. 3.\n 4. 2. 0. 3. 3. 4. 1. 0. 4. 2. 4. 1. 1. 4. 2. 1. 3. 1. 3. 4. 1. 2. 3. 4.\n 4. 3. 2. 0. 0. 3. 2. 3. 1. 0. 4. 4. 3. 3. 4. 3. 3. 3. 4. 4. 3. 0. 2. 3.\n 0. 0. 1. 4. 1. 3. 2. 0. 2. 4. 0. 3. 0. 3. 4. 1. 3. 0. 1. 3. 0. 3. 4. 2.\n 2. 4. 0. 4. 3. 0. 0. 0. 4. 2. 4. 4. 1. 4. 1. 0. 2. 2. 4. 0. 1. 0. 0. 1.\n 4. 1. 4. 3. 0. 3. 0. 3. 4. 4. 2. 0. 1. 3. 2. 4. 0. 1. 3. 1. 4. 2. 1. 1.\n 3. 3. 2. 1. 1. 2. 2. 1. 2. 4. 4. 1. 3. 3. 4. 4. 3. 3. 3. 2. 4. 3. 2. 2.\n 0. 4. 1. 3. 4. 0. 4. 3. 4. 1. 4. 3. 2. 2. 3. 2. 3. 0. 0. 0. 0. 4. 4. 3.\n 2. 2. 3. 0. 3. 3. 2. 3. 3. 3. 0. 4. 4. 1. 1. 4. 4. 0. 1. 1. 1. 4. 0. 3.\n 0. 4. 1. 2. 2. 2. 3. 4. 0. 3. 1. 3. 4. 4. 3. 0. 2. 3. 2. 0. 1. 1. 3. 0.\n 0. 4. 2. 4. 4. 2. 0. 0. 4. 0. 3. 2. 2. 2. 2. 0. 0. 2. 2. 0. 0. 1. 0. 3.\n 1. 1. 3. 0. 2. 2. 3. 2. 3. 1. 4. 1. 4. 2. 1. 3. 3. 0. 2. 4. 3. 4. 1. 4.\n 2. 1. 1. 2. 4. 0. 0. 0. 2. 2. 1. 0. 1. 3. 1. 3.].\nReshape your data either using array.reshape(-1, 1) if your data has a single feature or array.reshape(1, -1) if it contains a single sample.", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[97], line 9\u001b[0m\n\u001b[1;32m 6\u001b[0m y_normalizer \u001b[38;5;241m=\u001b[39m StandardScaler()\n\u001b[1;32m 8\u001b[0m x_normalizer\u001b[38;5;241m.\u001b[39mfit(X)\n\u001b[0;32m----> 9\u001b[0m \u001b[43my_normalizer\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfit\u001b[49m\u001b[43m(\u001b[49m\u001b[43my\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 11\u001b[0m x_norm \u001b[38;5;241m=\u001b[39m x_normalizer\u001b[38;5;241m.\u001b[39mtransform(X)\n\u001b[1;32m 12\u001b[0m y_norm \u001b[38;5;241m=\u001b[39m y_normalizer\u001b[38;5;241m.\u001b[39mtransform(y)\n", + "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/preprocessing/_data.py:878\u001b[0m, in \u001b[0;36mStandardScaler.fit\u001b[0;34m(self, X, y, sample_weight)\u001b[0m\n\u001b[1;32m 876\u001b[0m \u001b[38;5;66;03m# Reset internal state before fitting\u001b[39;00m\n\u001b[1;32m 877\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_reset()\n\u001b[0;32m--> 878\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mpartial_fit\u001b[49m\u001b[43m(\u001b[49m\u001b[43mX\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43my\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msample_weight\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/base.py:1473\u001b[0m, in \u001b[0;36m_fit_context..decorator..wrapper\u001b[0;34m(estimator, *args, **kwargs)\u001b[0m\n\u001b[1;32m 1466\u001b[0m estimator\u001b[38;5;241m.\u001b[39m_validate_params()\n\u001b[1;32m 1468\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m config_context(\n\u001b[1;32m 1469\u001b[0m skip_parameter_validation\u001b[38;5;241m=\u001b[39m(\n\u001b[1;32m 1470\u001b[0m prefer_skip_nested_validation \u001b[38;5;129;01mor\u001b[39;00m global_skip_validation\n\u001b[1;32m 1471\u001b[0m )\n\u001b[1;32m 1472\u001b[0m ):\n\u001b[0;32m-> 1473\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfit_method\u001b[49m\u001b[43m(\u001b[49m\u001b[43mestimator\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/preprocessing/_data.py:914\u001b[0m, in \u001b[0;36mStandardScaler.partial_fit\u001b[0;34m(self, X, y, sample_weight)\u001b[0m\n\u001b[1;32m 882\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124;03m\"\"\"Online computation of mean and std on X for later scaling.\u001b[39;00m\n\u001b[1;32m 883\u001b[0m \n\u001b[1;32m 884\u001b[0m \u001b[38;5;124;03mAll of X is processed as a single batch. This is intended for cases\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 911\u001b[0m \u001b[38;5;124;03m Fitted scaler.\u001b[39;00m\n\u001b[1;32m 912\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 913\u001b[0m first_call \u001b[38;5;241m=\u001b[39m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28mhasattr\u001b[39m(\u001b[38;5;28mself\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mn_samples_seen_\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m--> 914\u001b[0m X \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_validate_data\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 915\u001b[0m \u001b[43m \u001b[49m\u001b[43mX\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 916\u001b[0m \u001b[43m \u001b[49m\u001b[43maccept_sparse\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mcsr\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mcsc\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 917\u001b[0m \u001b[43m \u001b[49m\u001b[43mdtype\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mFLOAT_DTYPES\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 918\u001b[0m \u001b[43m \u001b[49m\u001b[43mforce_all_finite\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mallow-nan\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 919\u001b[0m \u001b[43m \u001b[49m\u001b[43mreset\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfirst_call\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 920\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 921\u001b[0m n_features \u001b[38;5;241m=\u001b[39m X\u001b[38;5;241m.\u001b[39mshape[\u001b[38;5;241m1\u001b[39m]\n\u001b[1;32m 923\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m sample_weight \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n", + "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/base.py:633\u001b[0m, in \u001b[0;36mBaseEstimator._validate_data\u001b[0;34m(self, X, y, reset, validate_separately, cast_to_ndarray, **check_params)\u001b[0m\n\u001b[1;32m 631\u001b[0m out \u001b[38;5;241m=\u001b[39m X, y\n\u001b[1;32m 632\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m no_val_X \u001b[38;5;129;01mand\u001b[39;00m no_val_y:\n\u001b[0;32m--> 633\u001b[0m out \u001b[38;5;241m=\u001b[39m \u001b[43mcheck_array\u001b[49m\u001b[43m(\u001b[49m\u001b[43mX\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43minput_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mX\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mcheck_params\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 634\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m no_val_X \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m no_val_y:\n\u001b[1;32m 635\u001b[0m out \u001b[38;5;241m=\u001b[39m _check_y(y, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mcheck_params)\n", + "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/utils/validation.py:1050\u001b[0m, in \u001b[0;36mcheck_array\u001b[0;34m(array, accept_sparse, accept_large_sparse, dtype, order, copy, force_writeable, force_all_finite, ensure_2d, allow_nd, ensure_min_samples, ensure_min_features, estimator, input_name)\u001b[0m\n\u001b[1;32m 1043\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 1044\u001b[0m msg \u001b[38;5;241m=\u001b[39m (\n\u001b[1;32m 1045\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mExpected 2D array, got 1D array instead:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;124marray=\u001b[39m\u001b[38;5;132;01m{\u001b[39;00marray\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1046\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mReshape your data either using array.reshape(-1, 1) if \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1047\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124myour data has a single feature or array.reshape(1, -1) \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1048\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mif it contains a single sample.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1049\u001b[0m )\n\u001b[0;32m-> 1050\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(msg)\n\u001b[1;32m 1052\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m dtype_numeric \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28mhasattr\u001b[39m(array\u001b[38;5;241m.\u001b[39mdtype, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mkind\u001b[39m\u001b[38;5;124m\"\u001b[39m) \u001b[38;5;129;01mand\u001b[39;00m array\u001b[38;5;241m.\u001b[39mdtype\u001b[38;5;241m.\u001b[39mkind \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mUSV\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m 1053\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m 1054\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdtype=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mnumeric\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m is not compatible with arrays of bytes/strings.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1055\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mConvert your data to numeric values explicitly instead.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1056\u001b[0m )\n", + "\u001b[0;31mValueError\u001b[0m: Expected 2D array, got 1D array instead:\narray=[1. 1. 2. 1. 4. 2. 3. 4. 1. 4. 4. 2. 3. 2. 3. 2. 0. 3. 0. 4. 1. 0. 3. 2.\n 0. 1. 0. 3. 4. 3. 1. 3. 4. 3. 0. 2. 4. 4. 4. 0. 4. 3. 3. 2. 3. 2. 1. 1.\n 0. 2. 1. 3. 2. 0. 0. 0. 0. 2. 2. 0. 1. 3. 2. 4. 2. 1. 3. 3. 1. 1. 3. 2.\n 1. 2. 3. 0. 3. 1. 1. 3. 0. 1. 2. 2. 3. 1. 0. 4. 0. 3. 1. 3. 1. 4. 4. 2.\n 0. 0. 2. 3. 2. 4. 1. 2. 0. 1. 0. 2. 4. 0. 0. 1. 2. 2. 3. 0. 3. 2. 0. 4.\n 2. 0. 2. 2. 2. 2. 3. 2. 0. 1. 1. 3. 1. 4. 2. 4. 1. 4. 0. 3. 2. 0. 1. 0.\n 1. 1. 2. 1. 1. 4. 3. 2. 1. 1. 0. 1. 1. 0. 3. 1. 3. 1. 3. 0. 3. 1. 4. 3.\n 0. 1. 2. 0. 0. 2. 4. 2. 3. 2. 1. 4. 1. 0. 1. 3. 4. 4. 1. 2. 3. 0. 3. 0.\n 1. 4. 1. 0. 4. 2. 0. 1. 2. 3. 2. 2. 3. 4. 4. 0. 4. 1. 0. 3. 3. 4. 1. 2.\n 2. 2. 3. 4. 2. 2. 0. 2. 0. 4. 2. 4. 1. 1. 0. 1. 0. 1. 1. 3. 0. 0. 3. 1.\n 4. 3. 2. 4. 2. 2. 2. 2. 3. 4. 2. 2. 4. 1. 4. 0. 3. 1. 1. 0. 1. 4. 1. 3.\n 1. 3. 3. 3. 2. 2. 1. 1. 3. 4. 0. 4. 2. 0. 3. 4. 4. 2. 1. 4. 2. 3. 1. 1.\n 1. 0. 4. 0. 3. 4. 1. 3. 4. 4. 0. 4. 3. 3. 0. 4. 1. 3. 3. 0. 2. 3. 3. 2.\n 4. 4. 4. 3. 2. 2. 1. 2. 4. 0. 2. 4. 3. 2. 4. 2. 3. 0. 0. 3. 0. 0. 1. 4.\n 3. 3. 3. 0. 3. 1. 4. 3. 4. 4. 2. 2. 0. 1. 2. 3. 0. 0. 0. 0. 0. 1. 0. 1.\n 4. 1. 1. 4. 1. 2. 2. 1. 3. 2. 2. 3. 2. 2. 2. 1. 1. 2. 0. 1. 0. 4. 1. 0.\n 3. 3. 4. 2. 2. 4. 0. 4. 3. 3. 2. 0. 3. 0. 4. 2. 4. 1. 1. 1. 0. 3. 0. 2.\n 1. 2. 2. 0. 0. 3. 2. 0. 4. 2. 4. 3. 3. 0. 4. 1. 0. 1. 0. 1. 0. 4. 3. 3.\n 4. 3. 0. 0. 3. 2. 0. 2. 3. 3. 2. 3. 0. 2. 2. 4. 2. 0. 1. 2. 1. 4. 4. 4.\n 2. 4. 1. 1. 4. 0. 3. 3. 1. 0. 1. 1. 0. 1. 2. 2. 2. 4. 3. 0. 4. 1. 1. 4.\n 4. 3. 2. 1. 2. 0. 3. 2. 4. 4. 1. 0. 1. 3. 1. 1. 0. 3. 0. 3. 0. 4. 2. 4.\n 4. 3. 3. 1. 4. 0. 1. 3. 1. 1. 3. 0. 3. 2. 4. 0. 0. 0. 0. 1. 1. 1. 2. 1.\n 2. 2. 2. 0. 0. 1. 1. 3. 1. 0. 0. 2. 2. 3. 3. 4. 3. 0. 4. 1. 0. 1. 3. 3.\n 4. 0. 0. 0. 1. 1. 2. 4. 0. 0. 1. 0. 0. 0. 3. 4. 1. 2. 1. 0. 2. 2. 3. 4.\n 1. 4. 4. 4. 1. 0. 3. 4. 4. 0. 4. 1. 3. 2. 2. 4. 3. 4. 3. 0. 3. 4. 0. 2.\n 0. 2. 2. 1. 2. 0. 3. 4. 4. 1. 4. 1. 1. 4. 0. 3. 4. 4. 4. 1. 0. 4. 3. 1.\n 0. 1. 4. 3. 2. 4. 2. 1. 2. 3. 4. 0. 1. 3. 0. 3. 4. 2. 4. 2. 0. 2. 4. 1.\n 1. 2. 4. 4. 2. 2. 4. 4. 2. 3. 1. 0. 2. 0. 2. 4. 1. 4. 1. 2. 0. 1. 3. 0.\n 2. 2. 4. 1. 3. 4. 3. 2. 3. 0. 1. 3. 2. 1. 1. 1. 2. 1. 0. 0. 4. 1. 0. 2.\n 0. 2. 2. 4. 1. 4. 0. 4. 2. 3. 3. 4. 1. 3. 3. 2. 4. 4. 0. 0. 4. 4. 1. 3.\n 4. 2. 0. 3. 3. 4. 1. 0. 4. 2. 4. 1. 1. 4. 2. 1. 3. 1. 3. 4. 1. 2. 3. 4.\n 4. 3. 2. 0. 0. 3. 2. 3. 1. 0. 4. 4. 3. 3. 4. 3. 3. 3. 4. 4. 3. 0. 2. 3.\n 0. 0. 1. 4. 1. 3. 2. 0. 2. 4. 0. 3. 0. 3. 4. 1. 3. 0. 1. 3. 0. 3. 4. 2.\n 2. 4. 0. 4. 3. 0. 0. 0. 4. 2. 4. 4. 1. 4. 1. 0. 2. 2. 4. 0. 1. 0. 0. 1.\n 4. 1. 4. 3. 0. 3. 0. 3. 4. 4. 2. 0. 1. 3. 2. 4. 0. 1. 3. 1. 4. 2. 1. 1.\n 3. 3. 2. 1. 1. 2. 2. 1. 2. 4. 4. 1. 3. 3. 4. 4. 3. 3. 3. 2. 4. 3. 2. 2.\n 0. 4. 1. 3. 4. 0. 4. 3. 4. 1. 4. 3. 2. 2. 3. 2. 3. 0. 0. 0. 0. 4. 4. 3.\n 2. 2. 3. 0. 3. 3. 2. 3. 3. 3. 0. 4. 4. 1. 1. 4. 4. 0. 1. 1. 1. 4. 0. 3.\n 0. 4. 1. 2. 2. 2. 3. 4. 0. 3. 1. 3. 4. 4. 3. 0. 2. 3. 2. 0. 1. 1. 3. 0.\n 0. 4. 2. 4. 4. 2. 0. 0. 4. 0. 3. 2. 2. 2. 2. 0. 0. 2. 2. 0. 0. 1. 0. 3.\n 1. 1. 3. 0. 2. 2. 3. 2. 3. 1. 4. 1. 4. 2. 1. 3. 3. 0. 2. 4. 3. 4. 1. 4.\n 2. 1. 1. 2. 4. 0. 0. 0. 2. 2. 1. 0. 1. 3. 1. 3.].\nReshape your data either using array.reshape(-1, 1) if your data has a single feature or array.reshape(1, -1) if it contains a single sample." + ] + } + ], + "source": [ + "# # Use sklearn scaling libraries to normalize the data\n", + "# from sklearn.preprocessing import StandardScaler\n", + "# from sklearn.model_selection import train_test_split\n", + "\n", + "# x_normalizer = StandardScaler()\n", + "# y_normalizer = StandardScaler()\n", + "\n", + "# x_normalizer.fit(X)\n", + "# y_normalizer.fit(y)\n", + "\n", + "# x_norm = x_normalizer.transform(X)\n", + "# y_norm = y_normalizer.transform(y)\n", + "\n", + "# # Create train and test datasets\n", + "# x_train, x_test, y_train, y_test = train_test_split(x_norm, y_norm, test_size=0.2, random_state=42)\n", + "# # Create the validation dataset from the test dataset\n", + "# x_test, x_val, y_test, y_val = train_test_split(x_test, y_test, test_size=0.5, random_state=42)\n", + "\n", + "# # Precompute the un-normalized data for later use\n", + "# y_train_real = y_normalizer.inverse_transform(y_train)\n", + "# y_test_real = y_normalizer.inverse_transform(y_test)\n", + "# y_val_real = y_normalizer.inverse_transform(y_val)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# # Visualize the normalized dataset\n", + "# plt.scatter(x_train[:, 0], x_train[:, 1], c=y_train, cmap=\"viridis\")\n", + "# plt.title(\"Normalized Synthetic Gaussian Clusters\")\n", + "# plt.xlabel(\"Feature 1\")\n", + "# plt.ylabel(\"Feature 2\")\n", + "# plt.colorbar(label=\"Cluster\")\n", + "# plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "metadata": {}, + "outputs": [], + "source": [ + "import torch\n", + "from torch.utils.data import DataLoader, TensorDataset\n", + "from sklearn.model_selection import train_test_split\n", + "\n", + "# Create train and test datasets\n", + "x_train, x_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", + "# Create the validation dataset from the test dataset\n", + "x_test, x_val, y_test, y_val = train_test_split(x_test, y_test, test_size=0.5, random_state=42)\n", + "\n", + "# Create a TensorDatasets\n", + "dataset = TensorDataset(torch.tensor(x_train, dtype=torch.float32), torch.tensor(y_train, dtype=torch.int64))\n", + "dataset_val = TensorDataset(torch.tensor(x_val, dtype=torch.float32), torch.tensor(y_val, dtype=torch.int64))\n", + "\n", + "# Create a DataLoader\n", + "batch_size = 32\n", + "dataloader = DataLoader(dataset, batch_size=batch_size, shuffle=True)\n", + "dataloader_val = DataLoader(dataset_val, batch_size=batch_size, shuffle=True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==========================================================================================\n", + "Layer (type:depth-idx) Output Shape Param #\n", + "==========================================================================================\n", + "VariationalAutoencoder [1, 2] --\n", + "├─ModuleDict: 1-1 -- 825\n", + "│ └─DenseBlock: 2-1 [1, 16] --\n", + "│ │ └─ModuleDict: 3-1 -- 624\n", + "│ └─MixtureDensityOutput: 2-2 [1, 25] --\n", + "│ │ └─Linear: 3-2 [1, 5] 85\n", + "│ │ └─Softmax: 3-3 [1, 5] --\n", + "│ │ └─Linear: 3-4 [1, 10] 170\n", + "│ │ └─Identity: 3-5 [1, 10] --\n", + "│ │ └─Linear: 3-6 [1, 10] 170\n", + "│ │ └─Identity: 3-7 [1, 10] --\n", + "│ └─Reparameterization: 2-3 [1, 2] --\n", + "│ └─DenseBlock: 2-4 [1, 32] --\n", + "│ │ └─ModuleDict: 3-8 -- 592\n", + "│ └─DefaultOutput: 2-5 [1, 2] --\n", + "│ │ └─Linear: 3-9 [1, 2] 66\n", + "│ │ └─Identity: 3-10 [1, 2] --\n", + "==========================================================================================\n", + "Total params: 2,532\n", + "Trainable params: 2,532\n", + "Non-trainable params: 0\n", + "Total mult-adds (Units.MEGABYTES): 0.00\n", + "==========================================================================================\n", + "Input size (MB): 0.00\n", + "Forward/backward pass size (MB): 0.00\n", + "Params size (MB): 0.01\n", + "Estimated Total Size (MB): 0.01\n", + "==========================================================================================\n" + ] + } + ], + "source": [ + "from ptmelt.models import VariationalAutoencoder\n", + "from torchinfo import summary\n", + "from torch import optim\n", + "\n", + "# Instantiate the Variational Autoencoder \n", + "input_dims = X.shape[1] # Number of features\n", + "latent_dims = 2 # Latent space dimensions\n", + "encoder_node_list = [32, 16] # Number of nodes in each hidden layer of the encoder\n", + "decoder_node_list = [16, 32] # Number of nodes in each hidden layer of the decoder\n", + "num_mixtures = 5 # Match the number of clusters\n", + "learn_rate = 1e-4\n", + "\n", + "model = VariationalAutoencoder(\n", + " num_features=input_dims,\n", + " num_outputs=input_dims,\n", + " latent_dims=latent_dims,\n", + " encoder_node_list=encoder_node_list,\n", + " decoder_node_list=decoder_node_list,\n", + " num_mixtures=num_mixtures,\n", + " l2_reg=1e-2,\n", + ")\n", + "\n", + "# Build the model and print the summary\n", + "model.build()\n", + "print(summary(model, input_size=(1, input_dims)))\n", + "\n", + "# Define the loss function and optimizer for training\n", + "criterion = model.get_loss_fn(loss=\"mse\", reduction=\"mean\")\n", + "optimizer = optim.Adam(model.parameters(), lr=learn_rate)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "metadata": {}, + "outputs": [], + "source": [ + "# Fit the model using the built-in training loop\n", + "model.fit(\n", + " train_dl = dataloader,\n", + " val_dl = dataloader_val,\n", + " optimizer=optimizer,\n", + " criterion=criterion,\n", + " num_epochs=10000,\n", + " verbose=False,\n", + ")\n", + "\n", + "history = model.history" + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ptmelt.utils.visualization import plot_history\n", + "\n", + "# Plot the training history\n", + "plot_history(history, plot_log=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Switch to evaluation mode\n", + "model.eval()\n", + "\n", + "# Encode the data to the latent space\n", + "with torch.no_grad():\n", + " x_encoded = model.layer_dict[\"encoder_block\"](torch.tensor(x_train, dtype=torch.float32))\n", + " mdn_output = model.layer_dict[\"encoder_output\"](x_encoded)\n", + " mix_coeffs, means, log_vars = model.split_mdn_output(mdn_output)\n", + "\n", + "# Sample latent space points\n", + "# z = model.reparam_layer(mix_coeffs, means, log_vars)\n", + "z = model.layer_dict[\"reparameterization_layer\"](mix_coeffs, means, log_vars)\n", + "\n", + "# Visualize the latent space\n", + "z = z.numpy()\n", + "plt.scatter(z[:, 0], z[:, 1], c=y_train, cmap=\"viridis\", alpha=0.7)\n", + "plt.title(\"Latent Space Representation\")\n", + "plt.xlabel(\"Latent Dim 1\")\n", + "plt.ylabel(\"Latent Dim 2\")\n", + "plt.colorbar(label=\"Cluster\")\n", + "plt.show()\n", + "\n", + "\n", + "\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Decode points from latent space back to input space\n", + "with torch.no_grad():\n", + " x_reconstructed = model.layer_dict[\"decoder_block\"](torch.tensor(z, dtype=torch.float32))\n", + " x_reconstructed = model.layer_dict[\"decoder_output\"](x_reconstructed)\n", + "\n", + "x_reconstructed = x_reconstructed.numpy()\n", + "\n", + "# Plot original and reconstructed points\n", + "plt.figure(figsize=(8, 4))\n", + "\n", + "plt.subplot(1, 2, 1)\n", + "plt.scatter(x_train[:, 0], x_train[:, 1], c=y_train, cmap=\"viridis\", alpha=0.7)\n", + "plt.title(\"Original Data\")\n", + "plt.xlabel(\"Feature 1\")\n", + "plt.ylabel(\"Feature 2\")\n", + "\n", + "plt.subplot(1, 2, 2)\n", + "plt.scatter(x_reconstructed[:, 0], x_reconstructed[:, 1], c=y_train, cmap=\"viridis\", alpha=0.7)\n", + "plt.title(\"Reconstructed Data\")\n", + "plt.xlabel(\"Feature 1\")\n", + "plt.ylabel(\"Feature 2\")\n", + "\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pt-melt", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/ptmelt/layers.py b/ptmelt/layers.py index bdea58a..63501ec 100644 --- a/ptmelt/layers.py +++ b/ptmelt/layers.py @@ -2,6 +2,7 @@ import torch import torch.nn as nn +import torch.nn.functional as F class MELTBatchNorm(nn.Module): @@ -200,3 +201,29 @@ def forward(self, input: torch.Tensor): ) return self.weight * x_hat + self.bias + + +class Reparameterization(nn.Module): + """Reparameterization trick for Gaussian Mixture Models.""" + + def forward(self, mix_coeffs, means, log_vars): + # Ensure mix_coeffs is a valid probability distribution + mix_coeffs = F.softmax(mix_coeffs, dim=-1) + + # Sample component indices from the categorical distribution + component_indices = torch.multinomial(mix_coeffs, num_samples=1).squeeze(-1) + + # Select the means and log variances of the sampled components + batch_size = means.size(0) + latent_dim = means.size(-1) + + # Gather the means and log_vars based on sampled indices + selected_means = means[torch.arange(batch_size), component_indices, :] + selected_log_vars = log_vars[torch.arange(batch_size), component_indices, :] + + # Reparameterization trick + stds = torch.exp(0.5 * selected_log_vars) + eps = torch.randn_like(stds) + z = selected_means + eps * stds + + return z diff --git a/ptmelt/losses.py b/ptmelt/losses.py index 1903cb4..1f824bf 100644 --- a/ptmelt/losses.py +++ b/ptmelt/losses.py @@ -1,4 +1,5 @@ import torch +import torch.nn as nn def safe_exp(x): @@ -7,7 +8,7 @@ def safe_exp(x): return torch.exp(x) -class MixtureDensityLoss(torch.nn.Module): +class MixtureDensityLoss(nn.Module): """ Custom loss function for a Gaussian mixture model. @@ -57,3 +58,19 @@ def forward(self, y_pred, y_true): # Return the negative log likelihood return -log_likelihood + + +class VAELoss(nn.Module): + def __init__(self, reconstruction_loss_fn=nn.MSELoss()): + super(VAELoss, self).__init__() + self.reconstruction_loss_fn = reconstruction_loss_fn + + def forward(self, x, x_reconstructed, mix_coeffs, means, log_vars): + # Reconstruction loss + reconstruction_loss = self.reconstruction_loss_fn(x_reconstructed, x) + + # KL Divergence for Gaussian Mixtures + kl_div = -0.5 * torch.sum(1 + log_vars - means.pow(2) - log_vars.exp(), dim=-1) + kl_div = torch.mean(torch.sum(mix_coeffs * kl_div, dim=-1)) + + return reconstruction_loss + kl_div diff --git a/ptmelt/models.py b/ptmelt/models.py index ac85a4a..22e019d 100644 --- a/ptmelt/models.py +++ b/ptmelt/models.py @@ -7,7 +7,8 @@ from tqdm import tqdm from ptmelt.blocks import DefaultOutput, DenseBlock, MixtureDensityOutput, ResidualBlock -from ptmelt.losses import MixtureDensityLoss +from ptmelt.layers import Reparameterization +from ptmelt.losses import MixtureDensityLoss, VAELoss class MELTModel(nn.Module): @@ -80,6 +81,8 @@ def __init__( self.num_mixtures = num_mixtures self.node_list = node_list + self.custom_loss = None + # Determine if network should be defined based on depth/width or node_list if self.node_list: self.num_layers = len(self.node_list) @@ -191,19 +194,23 @@ def get_loss_fn( reduction (str, optional): The reduction method for the loss. Defaults to 'mean'. """ - if self.num_mixtures > 0: - warnings.warn( - "Mixture Density Networks require the use of the MixtureDensityLoss " - "class. The loss function will be set to automatically." - ) - return MixtureDensityLoss( - num_mixtures=self.num_mixtures, num_outputs=self.num_outputs - ) - elif loss == "mse": - return nn.MSELoss(reduction=reduction) + if self.custom_loss: + return self.custom_loss else: - raise ValueError(f"Loss function {loss} not recognized.") + if self.num_mixtures > 0: + warnings.warn( + "Mixture Density Networks require the use of the MixtureDensityLoss " + "class. The loss function will be set to automatically." + ) + + return MixtureDensityLoss( + num_mixtures=self.num_mixtures, num_outputs=self.num_outputs + ) + elif loss == "mse": + return nn.MSELoss(reduction=reduction) + else: + raise ValueError(f"Loss function {loss} not recognized.") def step(self, dataloader, optimizer, criterion, device="cpu", training=True): """ @@ -438,3 +445,136 @@ def forward(self, inputs: torch.Tensor): # Apply the output layer(s) and return return self.layer_dict["output"](x) + + +class VariationalAutoencoder(MELTModel): + def __init__(self, latent_dims, encoder_node_list, decoder_node_list, **kwargs): + super(VariationalAutoencoder, self).__init__(**kwargs) + self.latent_dims = latent_dims + self.encoder_node_list = encoder_node_list + self.decoder_node_list = decoder_node_list + + self.custom_loss = VAELoss() + + # Encoder + self.layer_dict.update( + { + "encoder_block": DenseBlock( + input_features=self.num_features, + node_list=self.encoder_node_list, + activation=self.act_fun, + dropout=self.dropout, + batch_norm=self.batch_norm, + ) + } + ) + + # Encoder output + self.layer_dict.update( + { + "encoder_output": MixtureDensityOutput( + input_features=self.encoder_node_list[-1], + num_mixtures=self.num_mixtures, + num_outputs=self.latent_dims, + activation="linear", + ) + } + ) + + # Reparameterization Layer + self.layer_dict.update({"reparameterization_layer": Reparameterization()}) + + # Decoder + self.layer_dict.update( + { + "decoder_block": DenseBlock( + input_features=self.latent_dims, + node_list=self.decoder_node_list, + activation=self.act_fun, + dropout=self.dropout, + batch_norm=self.batch_norm, + ) + } + ) + + # Output layer + self.layer_dict.update( + { + "decoder_output": DefaultOutput( + input_features=self.decoder_node_list[-1], + output_features=self.num_outputs, + activation=self.output_activation, + ) + } + ) + + def forward(self, inputs: torch.Tensor): + # Encoder + x_encoded = self.layer_dict["encoder_block"](inputs) + mdn_output = self.layer_dict["encoder_output"](x_encoded) + + mix_coeffs, means, log_vars = self.split_mdn_output(mdn_output) + + # Sample z using the reparameterization trick + z = self.layer_dict["reparameterization_layer"](mix_coeffs, means, log_vars) + + # Decoder + x_reconstructed = self.layer_dict["decoder_block"](z) + x_reconstructed = self.layer_dict["decoder_output"](x_reconstructed) + + return x_reconstructed, mix_coeffs, means, log_vars + + def split_mdn_output(self, mdn_output): + """Split the MDN output into mixture components.""" + num_components = self.num_mixtures * self.latent_dims + mix_coeffs = mdn_output[:, : self.num_mixtures] + means = mdn_output[ + :, self.num_mixtures : self.num_mixtures + num_components + ].view(-1, self.num_mixtures, self.latent_dims) + log_vars = mdn_output[:, self.num_mixtures + num_components :].view( + -1, self.num_mixtures, self.latent_dims + ) + + return mix_coeffs, means, log_vars + + def step(self, dataloader, optimizer, criterion, device="cpu", training=True): + """ + Perform a single step either in training or validation mode. + + """ + self.train() if training else self.eval() + + # Use torch.no_grad() only if not training + context_manager = torch.no_grad() if not training else nullcontext() + + running_loss = 0.0 + with context_manager: + for x_in, y_in in dataloader: + # Move data to device + x_in, y_in = x_in.to(device), y_in.to(device) + + # Forward pass + pred_reconstructed, mix_coeffs, means, log_vars = self(x_in) + loss = criterion(x_in, pred_reconstructed, mix_coeffs, means, log_vars) + + if training: + # Add L1 and L2 regularization if present + if self.l1_reg > 0: + loss += self.l1_regularization(lambda_l1=self.l1_reg) + if self.l2_reg > 0: + loss += self.l2_regularization(lambda_l2=self.l2_reg) + + # Zero the parameter gradients + optimizer.zero_grad() + # Backward pass + loss.backward() + # Optimize + optimizer.step() + + # Accumulate running loss + running_loss += loss.item() + + # Normalize loss + running_loss /= len(dataloader) + + return running_loss diff --git a/setup.py b/setup.py index 43978de..2cd50d5 100644 --- a/setup.py +++ b/setup.py @@ -4,6 +4,7 @@ install_requires = [ "pytest", + "torchinfo", "tqdm", "scikit-learn", "matplotlib", From 5752390d5df067fce246232d32d8677e4a0b2364 Mon Sep 17 00:00:00 2001 From: Nicholas Wimer Date: Wed, 8 Oct 2025 13:04:50 -0700 Subject: [PATCH 4/5] Pulling main updates into vae branch (#5) * Bayesian NNs (#3) * adding support for hyperparameter tuning using Ray * remove manditory r2 and rmse from plot text * WIP; initial code for ptBNN replicating tf flipout * adding in updates to BNN working tests for iaps... * adjusting the clamping for the MDN output to try to avoid NaNs * updates to MDN output for stability * adding in seed for reproduction testing * cleaning up before PR * fixing typos and adding in conditions for partial bayes blocks * removing pass for unsupported architectures...todo to fully implement * RNN models and LR Schedulers (#4) * moving utility functions into class files...might deprecate soon * making the mixture density loss have mse regularization * adding in schedulers and early stopping * fixing mse addition loss term for MDNs * updating regression notebook * adding in support for LSTM model from time series modeling work * cleaning up old commented code * removing commented code --- examples/regression.ipynb | 7083 ++++++++++++++++++++++++++++++++++--- ptmelt/blocks.py | 151 +- ptmelt/layers.py | 146 + ptmelt/losses.py | 80 +- ptmelt/models.py | 654 +++- ptmelt/nn_utils.py | 126 +- ptmelt/utils/hp_tuning.py | 13 +- setup.py | 3 +- 8 files changed, 7580 insertions(+), 676 deletions(-) diff --git a/examples/regression.ipynb b/examples/regression.ipynb index 95a7ccf..654f4d8 100644 --- a/examples/regression.ipynb +++ b/examples/regression.ipynb @@ -36,14 +36,14 @@ "n_features = 10\n", "n_info = 5\n", "n_targets = 3\n", - "noise = 10\n", + "noise = 1\n", "\n", "x, y = sdt.make_regression(\n", - " n_samples=n_samples, \n", - " n_features=n_features, \n", - " n_informative=n_info, \n", - " n_targets=n_targets, \n", - " noise=noise, \n", + " n_samples=n_samples,\n", + " n_features=n_features,\n", + " n_informative=n_info,\n", + " n_targets=n_targets,\n", + " noise=noise,\n", " random_state=42,\n", ")\n", "print(f\"Shape of x: {x.shape}, Shape of y: {y.shape}\")" @@ -69,9 +69,13 @@ "y_norm = y_normalizer.transform(y)\n", "\n", "# Create train and test datasets\n", - "x_train, x_test, y_train, y_test = train_test_split(x_norm, y_norm, test_size=0.2, random_state=42)\n", + "x_train, x_test, y_train, y_test = train_test_split(\n", + " x_norm, y_norm, test_size=0.2, random_state=42\n", + ")\n", "# Create the validation dataset from the test dataset\n", - "x_test, x_val, y_test, y_val = train_test_split(x_test, y_test, test_size=0.5, random_state=42)\n", + "x_test, x_val, y_test, y_val = train_test_split(\n", + " x_test, y_test, test_size=0.5, random_state=42\n", + ")\n", "\n", "# Precompute the un-normalized data for later use\n", "y_train_real = y_normalizer.inverse_transform(y_train)\n", @@ -114,7 +118,7 @@ "layers_per_block = 4\n", "\n", "# Make a history dict for storing metrics\n", - "history = {\"loss\": [], \"val_loss\": []}" + "# history = {\"loss\": [], \"val_loss\": []}" ] }, { @@ -155,7 +159,21 @@ "Forward/backward pass size (MB): 0.00\n", "Params size (MB): 0.00\n", "Estimated Total Size (MB): 0.00\n", - "==========================================================================================\n" + "==========================================================================================\n", + "Optimizer: Adam (\n", + "Parameter Group 0\n", + " amsgrad: False\n", + " betas: (0.9, 0.999)\n", + " capturable: False\n", + " differentiable: False\n", + " eps: 1e-08\n", + " foreach: None\n", + " fused: None\n", + " lr: 0.001\n", + " maximize: False\n", + " weight_decay: 0\n", + ")\n", + "Scheduler: \n" ] } ], @@ -189,7 +207,22 @@ "\n", "# Define the loss function and optimizer for training\n", "criterion = ann_model.get_loss_fn(loss=\"mse\", reduction=\"mean\")\n", - "optimizer = optim.Adam(ann_model.parameters(), lr=learn_rate)\n" + "# optimizer = optim.Adam(ann_model.parameters(), lr=learn_rate)\n", + "optimizer = ann_model.get_optimizer(\"Adam\", lr=1e-3)\n", + "scheduler = ann_model.get_scheduler(\n", + " \"ReduceLROnPlateau\",\n", + " optimizer,\n", + " factor=0.5,\n", + " patience=50,\n", + " min_lr=1e-6,\n", + " mode=\"min\",\n", + " threshold=1e-4,\n", + " threshold_mode=\"rel\",\n", + " cooldown=10,\n", + ")\n", + "\n", + "print(f\"Optimizer: {optimizer}\")\n", + "print(f\"Scheduler: {scheduler}\")" ] }, { @@ -198,11 +231,16 @@ "metadata": {}, "outputs": [], "source": [ + "import torch\n", "from torch.utils.data import DataLoader, TensorDataset\n", "\n", "# Create the data holder for training/validation (the test set should be held separate from any model training)\n", - "dataset = TensorDataset(torch.from_numpy(x_train).float(), torch.from_numpy(y_train).float())\n", - "dataset_val = TensorDataset(torch.from_numpy(x_val).float(), torch.from_numpy(y_val).float())\n", + "dataset = TensorDataset(\n", + " torch.from_numpy(x_train).float(), torch.from_numpy(y_train).float()\n", + ")\n", + "dataset_val = TensorDataset(\n", + " torch.from_numpy(x_val).float(), torch.from_numpy(y_val).float()\n", + ")\n", "\n", "dataloader = DataLoader(dataset, batch_size=batch_size, shuffle=True)\n", "dataloader_val = DataLoader(dataset_val, batch_size=batch_size, shuffle=True)" @@ -217,997 +255,6913 @@ "name": "stderr", "output_type": "stream", "text": [ - " 9%|▉ | 28/300 [00:00<00:02, 135.20it/s]" + " 1%| | 11/1000 [00:00<00:09, 107.37it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 10, Loss: 0.6056, Val Loss: 0.7041\n", - "Epoch 20, Loss: 0.3473, Val Loss: 0.2724\n", - "Epoch 30, Loss: 0.2965, Val Loss: 0.1773\n" + "Epoch 10, 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"Epoch 230, Loss: 0.1655, Val Loss: 0.0743\n", - "Epoch 240, Loss: 0.1883, Val Loss: 0.0617\n" + "Epoch 130, Loss: 0.1638, Val Loss: 0.0600\n", + "Epoch 140, Loss: 0.1600, Val Loss: 0.0624\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 88%|████████▊ | 263/300 [00:01<00:00, 136.95it/s]" + " 15%|█▌ | 154/1000 [00:01<00:06, 126.25it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 250, Loss: 0.1943, Val Loss: 0.0681\n", - "Epoch 260, Loss: 0.1780, Val Loss: 0.0661\n", - "Epoch 270, Loss: 0.1645, Val Loss: 0.0747\n" + "Epoch 150, Loss: 0.1737, Val Loss: 0.0633\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 300/300 [00:02<00:00, 139.55it/s]" + " 17%|█▋ | 167/1000 [00:01<00:06, 125.91it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 280, Loss: 0.1632, Val Loss: 0.0619\n", - "Epoch 290, Loss: 0.1669, Val Loss: 0.0679\n", - "Epoch 300, Loss: 0.1778, Val Loss: 0.0762\n" + "Epoch 160, Loss: 0.1738, Val Loss: 0.0693\n", + "Epoch 170, Loss: 0.1724, Val Loss: 0.0791\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "\n" + " 18%|█▊ | 180/1000 [00:01<00:06, 126.79it/s]" ] - } - ], - "source": [ - "# Fit the model using the built-in training loop\n", - "ann_model.fit(\n", - " train_dl = dataloader,\n", - " val_dl = dataloader_val,\n", - " optimizer=optimizer,\n", - " criterion=criterion,\n", - " num_epochs=n_epochs,\n", - ")\n", - "\n", - "history = ann_model.history" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ + }, { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from ptmelt.utils.visualization import plot_history\n", - "\n", - "# Plot the training history\n", - "plot_history(history, metrics=[\"loss\"], plot_log=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "from ptmelt.utils.evaluation import make_predictions\n", - "\n", - "# Evaluate the model performance on train, validation, and test data\n", - "pred_train = make_predictions(ann_model, x_train, y_normalizer=y_normalizer, unnormalize=True)\n", - "pred_val = make_predictions(ann_model, x_val, y_normalizer=y_normalizer, unnormalize=True)\n", - "pred_test = make_predictions(ann_model, x_test, y_normalizer=y_normalizer, unnormalize=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 180, Loss: 0.1689, Val Loss: 0.0746\n" + ] + }, { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from ptmelt.utils.visualization import plot_predictions\n", - "\n", - "# Plot the predictions\n", - "plot_predictions(pred_train, y_train_real, pred_val, y_val_real, pred_test, y_test_real)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "from ptmelt.utils.evaluation import ensemble_predictions\n", - "\n", - "# Make ensemble predictions using MC Dropout\n", - "n_iter = 100\n", - "pred_train_mean, pred_train_std = ensemble_predictions(ann_model, x_train, y_normalizer=y_normalizer, unnormalize=True, n_iter=n_iter, training=True)\n", - "pred_val_mean, pred_val_std = ensemble_predictions(ann_model, x_val, y_normalizer=y_normalizer, unnormalize=True, n_iter=n_iter, training=True)\n", - "pred_test_mean, pred_test_std = ensemble_predictions(ann_model, x_test, y_normalizer=y_normalizer, unnormalize=True, n_iter=n_iter, training=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ + "name": "stderr", + "output_type": "stream", + "text": [ + " 19%|█▉ | 193/1000 [00:01<00:06, 126.85it/s]" + ] + }, { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from ptmelt.utils.visualization import plot_predictions_with_uncertainty\n", - "\n", - "# Plot MC Dropout predictions\n", - "plot_predictions_with_uncertainty(\n", - " pred_train_mean, pred_train_std, y_train_real,\n", - " pred_val_mean, pred_val_std, y_val_real,\n", - " pred_test_mean, pred_test_std, y_test_real,\n", - " metrics_to_display=None, # Display all metrics\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Residual Neural Network (ResNet)\n", - "Create and train a ResNet using PT-MELT." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 190, Loss: 0.1532, Val Loss: 0.0704\n", + "Epoch 200, Loss: 0.1617, Val Loss: 0.0714\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 21%|██ | 206/1000 [00:01<00:06, 127.75it/s]" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ - "==========================================================================================\n", - "Layer (type:depth-idx) Output Shape Param #\n", - "==========================================================================================\n", - "ResidualNeuralNetwork [1, 3] --\n", - "├─ModuleDict: 1-1 -- --\n", - "│ └─Dropout: 2-1 [1, 10] --\n", - "│ └─ResidualBlock: 2-2 [1, 8] --\n", - "│ │ └─ModuleDict: 3-1 -- 160\n", - "│ └─DefaultOutput: 2-3 [1, 3] --\n", - "│ │ └─Linear: 3-2 [1, 3] 27\n", - "│ │ └─Identity: 3-3 [1, 3] --\n", - "==========================================================================================\n", - "Total params: 187\n", - "Trainable params: 187\n", - "Non-trainable params: 0\n", - "Total mult-adds (Units.MEGABYTES): 0.00\n", - "==========================================================================================\n", - "Input size (MB): 0.00\n", - "Forward/backward pass size (MB): 0.00\n", - "Params size (MB): 0.00\n", - "Estimated Total Size (MB): 0.00\n", - "==========================================================================================\n" + "Epoch 210, Loss: 0.1602, Val Loss: 0.0696\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "/Users/nwimer/miniconda3/envs/pt-melt/lib/python3.12/site-packages/ptmelt/models.py:312: UserWarning: Warning: depth 2 is not divisible by layers_per_block (4), so the last block will have 2 layers.\n", - " warnings.warn(\n", - "/Users/nwimer/miniconda3/envs/pt-melt/lib/python3.12/site-packages/ptmelt/blocks.py:152: UserWarning: Warning: Number of layers 2 is not divisible by layers_per_block (4), so the last block will have 2 layers.\n", - " warnings.warn(\n" + " 23%|██▎ | 232/1000 [00:01<00:06, 127.47it/s]" ] - } - ], - "source": [ - "from ptmelt.models import ResidualNeuralNetwork\n", - "\n", - "# Create the model\n", - "resnet_model = ResidualNeuralNetwork(\n", - " num_features=n_features,\n", - " num_outputs=n_targets,\n", - " width=width,\n", - " depth=depth,\n", - " layers_per_block=layers_per_block,\n", - " act_fun=act_fun,\n", - " l1_reg=l1_reg,\n", - " l2_reg=l2_reg,\n", - " input_dropout=input_dropout,\n", - " dropout=dropout,\n", - " batch_norm=batch_norm,\n", - " batch_norm_type=batch_norm_type,\n", - " pre_activation=True,\n", - " post_add_activation=False,\n", - " output_activation=output_activation,\n", - ")\n", - "\n", - "# Build the model and print the summary\n", - "resnet_model.build()\n", - "print(summary(resnet_model, input_size=(1, n_features)))\n", - "\n", - "# Define the loss function and optimizer for training\n", - "criterion = resnet_model.get_loss_fn(loss=\"mse\", reduction=\"mean\")\n", - "optimizer = optim.Adam(resnet_model.parameters(), lr=learn_rate)\n" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 220, Loss: 0.1448, Val Loss: 0.0685\n", + "Epoch 230, Loss: 0.1604, Val Loss: 0.0879\n" + ] + }, { "name": "stderr", "output_type": "stream", "text": [ - " 4%|▍ | 13/300 [00:00<00:02, 129.18it/s]" + " 24%|██▍ | 245/1000 [00:01<00:05, 127.30it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 10, Loss: 0.6999, Val Loss: 0.8428\n", - "Epoch 20, Loss: 0.3646, Val Loss: 0.2507\n" + "Epoch 240, Loss: 0.1647, Val Loss: 0.0795\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 9%|▉ | 28/300 [00:00<00:01, 137.23it/s]" + " 26%|██▌ | 258/1000 [00:02<00:05, 127.45it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 30, Loss: 0.2330, Val Loss: 0.1109\n" + "Epoch 250, Loss: 0.1677, Val Loss: 0.0726\n", + "Epoch 260, Loss: 0.1704, Val Loss: 0.0895\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 19%|█▉ | 58/300 [00:00<00:01, 141.98it/s]" + " 27%|██▋ | 271/1000 [00:02<00:05, 127.93it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 40, Loss: 0.2104, Val Loss: 0.1387\n", - "Epoch 50, Loss: 0.1883, Val Loss: 0.0722\n", - "Epoch 60, Loss: 0.1817, Val Loss: 0.0768\n" + "Epoch 270, Loss: 0.1613, Val Loss: 0.0606\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 29%|██▉ | 88/300 [00:00<00:01, 143.89it/s]" + " 28%|██▊ | 284/1000 [00:02<00:05, 128.24it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 70, Loss: 0.1717, Val Loss: 0.0735\n", - "Epoch 80, Loss: 0.1586, Val Loss: 0.0527\n", - "Epoch 90, Loss: 0.1668, Val Loss: 0.0659\n" + "Epoch 280, Loss: 0.1692, Val Loss: 0.0696\n", + "Epoch 290, Loss: 0.1769, Val Loss: 0.0819\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 39%|███▉ | 118/300 [00:00<00:01, 144.38it/s]" + " 30%|██▉ | 297/1000 [00:02<00:05, 128.21it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 100, Loss: 0.1327, Val Loss: 0.0721\n", - "Epoch 110, Loss: 0.1565, Val Loss: 0.0678\n", - "Epoch 120, Loss: 0.1327, Val Loss: 0.0571\n" + "Epoch 300, Loss: 0.1736, Val Loss: 0.0750\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 49%|████▉ | 148/300 [00:01<00:01, 145.32it/s]" + " 32%|███▏ | 323/1000 [00:02<00:05, 128.68it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 130, Loss: 0.1599, Val Loss: 0.0526\n", - "Epoch 140, Loss: 0.1377, Val Loss: 0.0575\n", - "Epoch 150, Loss: 0.1362, Val Loss: 0.0580\n" + "Epoch 310, Loss: 0.1704, Val Loss: 0.0617\n", + "Epoch 320, Loss: 0.1697, Val Loss: 0.0660\n", + "Epoch 330, Loss: 0.1679, Val Loss: 0.0604\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 59%|█████▉ | 178/300 [00:01<00:00, 145.56it/s]" + " 35%|███▍ | 349/1000 [00:02<00:05, 122.94it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 160, Loss: 0.1458, Val Loss: 0.0588\n", - "Epoch 170, Loss: 0.1497, Val Loss: 0.0643\n", - "Epoch 180, Loss: 0.1604, Val Loss: 0.0598\n" + "Epoch 340, Loss: 0.1525, Val Loss: 0.0685\n", + "Epoch 350, Loss: 0.1557, Val Loss: 0.0648\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 69%|██████▉ | 208/300 [00:01<00:00, 145.59it/s]" + " 36%|███▌ | 362/1000 [00:02<00:05, 124.50it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 190, Loss: 0.1494, Val Loss: 0.0635\n", - "Epoch 200, Loss: 0.1493, Val Loss: 0.0555\n", - "Epoch 210, Loss: 0.1511, Val Loss: 0.0787\n" + "Epoch 360, Loss: 0.1780, Val Loss: 0.0603\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 79%|███████▉ | 238/300 [00:01<00:00, 145.70it/s]" + " 38%|███▊ | 375/1000 [00:02<00:04, 125.45it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 220, Loss: 0.1415, Val Loss: 0.0823\n", - "Epoch 230, Loss: 0.1393, Val Loss: 0.0651\n", - "Epoch 240, Loss: 0.1518, Val Loss: 0.0804\n" + "Epoch 370, Loss: 0.1437, Val Loss: 0.0634\n", + "Epoch 380, Loss: 0.1883, Val Loss: 0.0629\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 89%|████████▉ | 268/300 [00:01<00:00, 143.31it/s]" + " 39%|███▉ | 389/1000 [00:03<00:04, 127.27it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 250, Loss: 0.1228, Val Loss: 0.0639\n", - "Epoch 260, Loss: 0.1332, Val Loss: 0.0874\n", - "Epoch 270, Loss: 0.1422, Val Loss: 0.0594\n" + "Epoch 390, Loss: 0.1575, Val Loss: 0.0731\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 99%|█████████▉| 298/300 [00:02<00:00, 144.50it/s]" + " 42%|████▏ | 415/1000 [00:03<00:04, 127.61it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 280, Loss: 0.1336, Val Loss: 0.0737\n", - "Epoch 290, Loss: 0.1364, Val Loss: 0.0597\n" + "Epoch 400, Loss: 0.1539, Val Loss: 0.0577\n", + "Epoch 410, Loss: 0.1492, Val Loss: 0.0718\n", + "Epoch 420, Loss: 0.1516, Val Loss: 0.0663\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 300/300 [00:02<00:00, 143.96it/s]" + " 44%|████▍ | 441/1000 [00:03<00:04, 127.44it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 300, Loss: 0.1411, Val Loss: 0.0652\n" + "Epoch 430, Loss: 0.1776, Val Loss: 0.0583\n", + "Epoch 440, Loss: 0.1752, Val Loss: 0.0677\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "\n" + " 45%|████▌ | 454/1000 [00:03<00:04, 127.60it/s]" ] - } - ], - "source": [ - "# Fit the model using the built-in training loop\n", - "resnet_model.fit(\n", - " train_dl = dataloader,\n", - " val_dl = dataloader_val,\n", - " optimizer=optimizer,\n", - " criterion=criterion,\n", - " num_epochs=n_epochs,\n", - ")\n", - "\n", - "history = resnet_model.history" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ + }, { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from ptmelt.utils.visualization import plot_history\n", - "\n", - "# Plot the training history\n", - "plot_history(history, metrics=[\"loss\"], plot_log=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [], - "source": [ - "from ptmelt.utils.evaluation import make_predictions\n", - "\n", - "# Evaluate the model performance on train, validation, and test data\n", - "pred_train = make_predictions(resnet_model, x_train, y_normalizer=y_normalizer, unnormalize=True)\n", - "pred_val = make_predictions(resnet_model, x_val, y_normalizer=y_normalizer, unnormalize=True)\n", - "pred_test = make_predictions(resnet_model, x_test, y_normalizer=y_normalizer, unnormalize=True)" + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 450, Loss: 0.1746, Val Loss: 0.0900\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 47%|████▋ | 467/1000 [00:03<00:04, 127.85it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 460, Loss: 0.1471, Val Loss: 0.0628\n", + "Epoch 470, Loss: 0.1588, Val Loss: 0.0673\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 48%|████▊ | 480/1000 [00:03<00:04, 127.84it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 480, Loss: 0.1618, Val Loss: 0.0733\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 49%|████▉ | 493/1000 [00:03<00:03, 128.07it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 490, Loss: 0.1904, Val Loss: 0.0854\n", + "Epoch 500, Loss: 0.1688, Val Loss: 0.0818\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 51%|█████ | 506/1000 [00:03<00:03, 127.20it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 510, Loss: 0.1625, Val Loss: 0.0723\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 53%|█████▎ | 532/1000 [00:04<00:03, 125.64it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 520, Loss: 0.1584, Val Loss: 0.0985\n", + "Epoch 530, Loss: 0.1423, Val Loss: 0.0686\n", + "Epoch 540, Loss: 0.1615, Val Loss: 0.0692\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 56%|█████▌ | 558/1000 [00:04<00:03, 126.18it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 550, Loss: 0.1638, Val Loss: 0.0647\n", + "Epoch 560, Loss: 0.1673, Val Loss: 0.0703\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 57%|█████▋ | 571/1000 [00:04<00:03, 126.19it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 570, Loss: 0.1401, Val Loss: 0.0622\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 58%|█████▊ | 584/1000 [00:04<00:03, 127.19it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 580, Loss: 0.1477, Val Loss: 0.0897\n", + "Epoch 590, Loss: 0.1637, Val Loss: 0.0585\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 60%|█████▉ | 598/1000 [00:04<00:03, 128.41it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 600, Loss: 0.1772, Val Loss: 0.0611\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 62%|██████▎ | 625/1000 [00:04<00:02, 129.26it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 610, Loss: 0.1536, Val Loss: 0.0619\n", + "Epoch 620, Loss: 0.1806, Val Loss: 0.0587\n", + "Epoch 630, Loss: 0.1701, Val Loss: 0.0696\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 65%|██████▌ | 652/1000 [00:05<00:02, 129.40it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 640, Loss: 0.1407, Val Loss: 0.0720\n", + "Epoch 650, Loss: 0.1799, Val Loss: 0.0653\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 66%|██████▋ | 665/1000 [00:05<00:02, 129.12it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 660, Loss: 0.1677, Val Loss: 0.0695\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 68%|██████▊ | 678/1000 [00:05<00:02, 128.69it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 670, Loss: 0.1934, Val Loss: 0.0682\n", + "Epoch 680, Loss: 0.1601, Val Loss: 0.0625\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 69%|██████▉ | 691/1000 [00:05<00:02, 126.42it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 690, Loss: 0.1562, Val Loss: 0.0717\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 70%|███████ | 704/1000 [00:05<00:02, 124.25it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 700, Loss: 0.1593, Val Loss: 0.0698\n", + "Epoch 710, Loss: 0.1850, Val Loss: 0.0650\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 72%|███████▏ | 717/1000 [00:05<00:02, 124.88it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 720, Loss: 0.1642, Val Loss: 0.0734\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 74%|███████▎ | 735/1000 [00:05<00:02, 126.49it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 730, Loss: 0.1491, Val Loss: 0.0648\n", + "Stopping training at epoch 736 due to learning rate reaching minimum 1e-06.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "# Fit the model using the built-in training loop\n", + "ann_model.fit(\n", + " train_dl=dataloader,\n", + " val_dl=dataloader_val,\n", + " optimizer=optimizer,\n", + " criterion=criterion,\n", + " scheduler=scheduler,\n", + " stopping=True, # Use early stopping\n", + " num_epochs=1000,\n", + " verbose=True,\n", + ")\n", + "\n", + "history = ann_model.history" ] }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ptmelt.utils.visualization import plot_history\n", + "\n", + "# Plot the training history\n", + "plot_history(history, metrics=[\"loss\"], plot_log=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, "metadata": {}, "outputs": [ { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from ptmelt.utils.visualization import plot_predictions\n", - "\n", - "# Plot the predictions\n", - "plot_predictions(pred_train, y_train_real, pred_val, y_val_real, pred_test, y_test_real)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [], - "source": [ - "from ptmelt.utils.evaluation import ensemble_predictions\n", - "\n", - "# Make ensemble predictions using MC Dropout\n", - "n_iter = 100\n", - "pred_train_mean, pred_train_std = ensemble_predictions(resnet_model, x_train, y_normalizer=y_normalizer, unnormalize=True, n_iter=n_iter, training=True)\n", - "pred_val_mean, pred_val_std = ensemble_predictions(resnet_model, x_val, y_normalizer=y_normalizer, unnormalize=True, n_iter=n_iter, training=True)\n", - "pred_test_mean, pred_test_std = ensemble_predictions(resnet_model, x_test, y_normalizer=y_normalizer, unnormalize=True, n_iter=n_iter, training=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(10, 6))\n", + "ax.semilogy(history[\"epoch\"], history[\"lr\"], label=\"Learning Rate\")\n", + "ax.set_xlabel(\"Epoch\")\n", + "ax.set_ylabel(\"Learning Rate\")\n", + "ax.set_title(\"Learning Rate Schedule\")\n", + "ax.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "from ptmelt.utils.evaluation import make_predictions\n", + "\n", + "# Evaluate the model performance on train, validation, and test data\n", + "pred_train = make_predictions(\n", + " ann_model, x_train, y_normalizer=y_normalizer, unnormalize=True\n", + ")\n", + "pred_val = make_predictions(\n", + " ann_model, x_val, y_normalizer=y_normalizer, unnormalize=True\n", + ")\n", + "pred_test = make_predictions(\n", + " ann_model, x_test, y_normalizer=y_normalizer, unnormalize=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ptmelt.utils.visualization import plot_predictions\n", + "\n", + "# Plot the predictions\n", + "plot_predictions(pred_train, y_train_real, pred_val, y_val_real, pred_test, y_test_real)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "from ptmelt.utils.evaluation import ensemble_predictions\n", + "\n", + "# Make ensemble predictions using MC Dropout\n", + "n_iter = 100\n", + "pred_train_mean, pred_train_std = ensemble_predictions(\n", + " ann_model,\n", + " x_train,\n", + " y_normalizer=y_normalizer,\n", + " unnormalize=True,\n", + " n_iter=n_iter,\n", + " training=True,\n", + ")\n", + "pred_val_mean, pred_val_std = ensemble_predictions(\n", + " ann_model,\n", + " x_val,\n", + " y_normalizer=y_normalizer,\n", + " unnormalize=True,\n", + " n_iter=n_iter,\n", + " training=True,\n", + ")\n", + "pred_test_mean, pred_test_std = ensemble_predictions(\n", + " ann_model,\n", + " x_test,\n", + " y_normalizer=y_normalizer,\n", + " unnormalize=True,\n", + " n_iter=n_iter,\n", + " training=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ptmelt.utils.visualization import plot_predictions_with_uncertainty\n", + "\n", + "# Plot MC Dropout predictions\n", + "plot_predictions_with_uncertainty(\n", + " pred_train_mean,\n", + " pred_train_std,\n", + " y_train_real,\n", + " pred_val_mean,\n", + " pred_val_std,\n", + " y_val_real,\n", + " pred_test_mean,\n", + " pred_test_std,\n", + " y_test_real,\n", + " metrics_to_display=None, # Display all metrics\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Residual Neural Network (ResNet)\n", + "Create and train a ResNet using PT-MELT." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==========================================================================================\n", + "Layer (type:depth-idx) Output Shape Param #\n", + "==========================================================================================\n", + "ResidualNeuralNetwork [1, 3] --\n", + "├─ModuleDict: 1-1 -- --\n", + "│ └─Dropout: 2-1 [1, 10] --\n", + "│ └─ResidualBlock: 2-2 [1, 8] --\n", + "│ │ └─ModuleDict: 3-1 -- 160\n", + "│ └─DefaultOutput: 2-3 [1, 3] --\n", + "│ │ └─Linear: 3-2 [1, 3] 27\n", + "│ │ └─Identity: 3-3 [1, 3] --\n", + "==========================================================================================\n", + "Total params: 187\n", + "Trainable params: 187\n", + "Non-trainable params: 0\n", + "Total mult-adds (Units.MEGABYTES): 0.00\n", + "==========================================================================================\n", + "Input size (MB): 0.00\n", + "Forward/backward pass size (MB): 0.00\n", + "Params size (MB): 0.00\n", + "Estimated Total Size (MB): 0.00\n", + "==========================================================================================\n", + "Optimizer: Adam (\n", + "Parameter Group 0\n", + " amsgrad: False\n", + " betas: (0.9, 0.999)\n", + " capturable: False\n", + " differentiable: False\n", + " eps: 1e-08\n", + " foreach: None\n", + " fused: None\n", + " lr: 0.001\n", + " maximize: False\n", + " weight_decay: 0\n", + ")\n", + "Scheduler: \n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/nwimer/NREL_Repos/pt-melt/ptmelt/models.py:476: UserWarning: Warning: depth 2 is not divisible by layers_per_block (4), so the last block will have 2 layers.\n", + " warnings.warn(\n", + "/Users/nwimer/NREL_Repos/pt-melt/ptmelt/blocks.py:239: UserWarning: Warning: Number of layers 2 is not divisible by layers_per_block (4), so the last block will have 2 layers.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "from ptmelt.models import ResidualNeuralNetwork\n", + "\n", + "# Create the model\n", + "resnet_model = ResidualNeuralNetwork(\n", + " num_features=n_features,\n", + " num_outputs=n_targets,\n", + " width=width,\n", + " depth=depth,\n", + " layers_per_block=layers_per_block,\n", + " act_fun=act_fun,\n", + " l1_reg=l1_reg,\n", + " l2_reg=l2_reg,\n", + " input_dropout=input_dropout,\n", + " dropout=dropout,\n", + " batch_norm=batch_norm,\n", + " batch_norm_type=batch_norm_type,\n", + " pre_activation=True,\n", + " post_add_activation=False,\n", + " output_activation=output_activation,\n", + ")\n", + "\n", + "# Build the model and print the summary\n", + "resnet_model.build()\n", + "print(summary(resnet_model, input_size=(1, n_features)))\n", + "\n", + "# Define the loss function and optimizer for training\n", + "criterion = resnet_model.get_loss_fn(loss=\"mse\", reduction=\"mean\")\n", + "optimizer = resnet_model.get_optimizer(\"Adam\", lr=learn_rate)\n", + "scheduler = resnet_model.get_scheduler(\n", + " \"ReduceLROnPlateau\",\n", + " optimizer,\n", + " factor=0.5,\n", + " patience=50,\n", + " min_lr=1e-6,\n", + " mode=\"min\",\n", + " threshold=1e-4,\n", + " threshold_mode=\"rel\",\n", + " cooldown=10,\n", + ")\n", + "\n", + "print(f\"Optimizer: {optimizer}\")\n", + "print(f\"Scheduler: {scheduler}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 1%| | 12/1000 [00:00<00:08, 113.30it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 10, Loss: 0.6457, Val Loss: 0.6114\n", + "Epoch 20, Loss: 0.3221, Val Loss: 0.2397\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 2%|▎ | 25/1000 [00:00<00:08, 119.76it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 30, Loss: 0.2448, Val Loss: 0.1164\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 5%|▌ | 51/1000 [00:00<00:07, 124.00it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 40, Loss: 0.2182, Val Loss: 0.1214\n", + "Epoch 50, Loss: 0.1683, Val Loss: 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"stdout", + "output_type": "stream", + "text": [ + "Epoch 640, Loss: 0.1064, Val Loss: 0.0589\n", + "Epoch 650, Loss: 0.1145, Val Loss: 0.0677\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 66%|██████▋ | 663/1000 [00:05<00:02, 127.47it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 660, Loss: 0.1374, Val Loss: 0.0457\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 68%|██████▊ | 676/1000 [00:05<00:02, 127.57it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 670, Loss: 0.1238, Val Loss: 0.0478\n", + "Epoch 680, Loss: 0.1280, Val Loss: 0.0490\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 69%|██████▉ | 689/1000 [00:05<00:02, 126.93it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 690, Loss: 0.1132, Val Loss: 0.0429\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + 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"output_type": "stream", + "text": [ + "Epoch 760, Loss: 0.1421, Val Loss: 0.0465\n", + "Epoch 770, Loss: 0.1271, Val Loss: 0.0479\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 78%|███████▊ | 780/1000 [00:06<00:01, 126.16it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 780, Loss: 0.1207, Val Loss: 0.0416\n", + "Stopping training at epoch 781 due to learning rate reaching minimum 1e-06.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "# Fit the model using the built-in training loop\n", + "n_epochs = 1000\n", + "resnet_model.fit(\n", + " train_dl=dataloader,\n", + " val_dl=dataloader_val,\n", + " optimizer=optimizer,\n", + " criterion=criterion,\n", + " scheduler=scheduler,\n", + " stopping=True,\n", + " num_epochs=n_epochs,\n", + " verbose=True,\n", + ")\n", + "\n", + "history = resnet_model.history" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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jkbDWw/n9ITymOGGVngx7lxtVWUXC2kCPCUYSqt3Z1Wsp4RcI186FOdfAgdXw0RUwZT607lf1c4mIuND9VOOmhJQXmTVkT0Sk0bjtttu46qqrOHz4MG3btnXb9sEHHzBo0KAq3zwBREZGVryTl0RHR9fatURqU3iwH+d0bsE5nVs416Xn5LMtMY0tiWmFlVSp7D2ewbH0XJbvOMbyHcU9lZo38S+uomodTu824bRtGuSdJJWrgBCI6mk8SnI4IOtkYZLqQHGSqihxlXrIGB54aq/xcNW0A/S8DHpcDm0GeKepun8wTP4EProKDv0C/5sIN30H0b3P/Nwi0mjpfqpxM1e8i1SW1a2puYbsiYg0ZJdeeimRkZHMmjXLbX1GRgaff/45t912GydPnmTy5Mm0adOG4OBgzjrrLObOnVvueWNjY53l5gC7d+9mxIgRBAYG0rNnT5YuXVrqmIceeoiuXbsSHBxMx44defzxx8nPNzo7z5o1i6effppNmzZhMpkwmUzOmE0mE/PmzXOeZ/PmzVxwwQUEBQXRvHlz/vznP5ORUTzc5+abb2bixIm8/PLLtGrViubNmxMXF+e8VmXY7XaeeeYZ2rZtS0BAAP369XP7q2heXh5Tp06lVatWBAYG0r59e2bMmAGAw+Hgqaeeol27dgQEBNC6dWv++te/Vvra0riFBvoxtGNzbju3A/+c1I+l085ny9Nj+fKuYTx9WS+uHtiW7tGhWMwmTmbmsWrXcWau2MtdH2/kvBdX0P/Zpdzw7q/M+H47325K5MCJTOx2R80FbDJBkxbG0LjeV8F5f4fLXocp38C98fBoMvxts5EUunwmjHgARj0Gd/4Ef/0dxjxjHOvNJFpACFz/ObQZBNmnYfblcGyH984vIo2O7qca9/2UKqS8yG2WPfWQEhFp0KxWK1OmTGHWrFk8+uijzsqJzz//HJvNxuTJk8nIyGDgwIE89NBDhIWFsWDBAm688UY6derEkCFDKryG3W7nyiuvJCoqil9//ZXU1FSPvRBCQ0OZNWsWrVu3ZvPmzdxxxx2Ehoby4IMPMmnSJLZs2cKiRYtYtmwZAOHhpWf1yszMZOzYsQwbNoz169dz7Ngxbr/9dqZOnep2k7hixQpatWrFihUr2LNnD5MmTaJfv37ccccdlfrc/vWvf/HKK6/wn//8h/79+/P+++9z2WWXsXXrVrp06cLrr7/O/Pnz+eyzz2jXrh2HDh3i0KFDAHz55Zf885//5JNPPqFXr14kJSWxaZOnvjsilRPsb2Vg+2YMbN/MuS4n38aOpHRnFdWWxFR2JqWTkpXPmj0nWLPnhHPf0AArvVyqqHq3CadDiyZYzF6upPLEYi2cva8dcF7NX69IYBjc8CXMvszoe/XhBLhlIbToUnsxiEiDofupxn0/pYSUF1ktFmwOExaTQ0P2RETOhMMB+Vm+ubZfcKUrCm699VZeeuklVq1axciRIwGjvPyqq64iPDyc8PBw7r//fuf+99xzD4sXL+azzz6r1A3UsmXL2LFjB4sXL6Z169YAvPDCC4wfP95tv8cee8y5HBsby/33388nn3zCgw8+SFBQECEhIVit1nJLyufMmUNOTg6zZ8929lx48803mTBhAv/4xz+IiooCoGnTprz55ptYLBa6d+/OJZdcwvLlyyt9A/Xyyy/z0EMPce211wLwj3/8gxUrVvDaa68xc+ZMEhIS6NKlC+eeey4mk4n27ds7j01ISCA6OprRo0fj5+dHu3btKvU5ilRFoJ+FfjER9IuJcK7LLbCxOzmDLUdS2XwklS2JaWw/mkZ6bgG/7DvFL/tOOfcN9rfQq3UYvVqHM7pHFMM6Na+dBFVtCoowGpt/eBkkby5OSpXVK0tEfEP3U4Dup+ry/ZQSUl5kMZuwY8aCTU3NRUTORH4WvNDaN9d+JBH8K9cEs3v37pxzzjm8//77jBw5kj179rB69WqeeeYZAGw2Gy+88AKfffYZR44cIS8vj9zcXIKDgyt1/u3btxMTE+O8eQIYNmxYqf0+/fRTXn/9dfbu3UtGRgYFBQWEhYVV6hqu1+rbt69bA9Dhw4djt9vZuXOn8waqV69ebhXBrVq1YvPmzZW6RlpaGomJiQwfPtxt/fDhw51/mbv55psZM2YM3bp1Y9y4cVx66aVcdNFFAPzpT3/itddeo2PHjowbN46LL76YCRMmYLXqdkZqVoDV4qyAurZwXb7Nzp5jGS6VVGlsS0wjK8/G+gOnWX/gNLN+PkCr8ECu6N+Gqwa2pVNkiE/fh1cFN4Mp82DWpXB8u5GcunmB0WBdROoG3U8Bup+qy/dT6iHlRdbChBSA3Vbg42hERKQ23HbbbXz55Zekp6fzwQcf0KlTJ84//3wAXnrpJf71r3/x0EMPsWLFCuLj4xk7dix5eXleu/7atWu5/vrrufjii/nuu+/4/fffefTRR716DVd+fu7TxJtMJuxe7Js4YMAA9u/fz7PPPkt2djbXXHMNV199NQAxMTHs3LmTt956i6CgIO6++25GjBhRpZ4LIt7iZzHTo1UYfxoUw9OX9+bLu85hy9NjWXrfCP45qS+Th8QQFmjlaGoOb63cy4WvrGLizJ/43y8HScmqmf8/a12TFkZPq+ZdjCbrH06A1MO+jkpE6iHdTzXO+yn9SdGLLBYTtsKEVIHNjr+P4xERqbf8go2/rPnq2lVwzTXXcO+99zJnzhxmz57NXXfd5ex/8NNPP3H55Zdzww03AEYPg127dtGzp4cZtTzo0aMHhw4d4ujRo7Rq1QqAX375xW2fn3/+mfbt2/Poo4861x08eNBtH39/f2y28it3e/TowaxZs8jMzHT+Ve+nn37CbDbTrVu3SsVbkbCwMFq3bs1PP/3kvMksuo5rqXhYWBiTJk1i0qRJXH311YwbN45Tp07RrFkzgoKCmDBhAhMmTCAuLo7u3buzefNmBgwY4JUYRc6ExWyiS1QoXaJCuaJ/W56c0Ivl24/x5cbDrNp1nPhDKcQfSuHZb7cxumdLrhrQlhFdI/Gz1OO/EYdGwU3fwqyL4dQ+Iyl180IIa+XryERE91OA7qfq8v2UElJeZDUXJ6RUISUicgZMpkqXeftaSEgIkyZNYvr06aSlpXHzzTc7t3Xp0oUvvviCn3/+maZNm/Lqq6+SnJxc6Ruo0aNH07VrV2666SZeeukl0tLS3G6Uiq6RkJDAJ598wuDBg1mwYAFff/212z6xsbHs37+f+Ph42rZtS2hoKAEBAW77XH/99Tz55JPcdNNNPPXUUxw/fpx77rmHG2+80Vle7g0PPPAATz75JJ06daJfv3588MEHxMfH8/HHHwPw6quv0qpVK/r374/ZbObzzz8nOjqaiIgIZs2ahc1mY+jQoQQHB/PRRx8RFBTk1hdBpC4J9LNwSZ9WXNKnFcfSc5gfn8gXGw6zIymdhZuTWLg5iRYh/lzerw1XDWhLz9ZVGxpSZ4S1MpJSH4w3klKzC4fvhbT0dWQijZvupwDdT9Xl+6l6/OeYusdiNuHAyOIW2DR8QESksbjttts4ffo0Y8eOdetP8NhjjzFgwADGjh3LyJEjiY6OZuLEiZU+r9ls5uuvvyY7O5shQ4Zw++238/zzz7vtc9lll3HfffcxdepU+vXrx88//8zjjz/uts9VV13FuHHjGDVqFJGRkR6nSg4ODmbx4sWcOnWKwYMHc/XVV3PhhRfy5ptvVu3DqMBf//pXpk2bxt///nfOOussFi1axPz58+nSxZihKzQ0lBdffJFBgwYxePBgDhw4wMKFCzGbzURERPDOO+8wfPhw+vTpw7Jly/j2229p3ry5V2MUqQktQwO5/byOLPrbCBb89VxuHd6B5k38OZGRx3tr9nPx66sZ/6/VvLt6H8fTc30dbtWFtzWSUmFt4cQuo6dU5omKjxMRKaT7qcprKPdTJofD4aj1q/pQWloa4eHhpKamVrlBWUVsdgdpT7elqSmDtFvXENbuLK+eX0SkIcrJyWH//v106NCBwMBAX4cjDUR5P1c1eS/QWOgz9I58m50fdx3ny42HWbbtGHk2o3+IxWxiZNdIrhrYlgt7tCTAaqngTHXIyb0w6xJIPwpRZ8FN840G6CJSo3Q/JTWhpu+nNGTPi8wmnEP2KhpbKiIiIiKNm5/FzIU9oriwRxQpWXl8+8dRvtxwmPhDKSzfcYzlO44RHuTHpX1acdXAtvSPiXD2VKmzmncqHL53MSRvhv9dYTQ+D4rwdWQiIlLHaMieF5lMxUP27HYlpERERESkciKC/bnx7PbMixvOsmnnc/fITrQKDyQ1O5+Pf03gyrd+5sJXVzFzxR4SU7J9HW75WnQprIxqDkfj4aOrICfN11GJiEgdo4SUl9mdFVJqai4iIiJ113fffUe3bt3o0qUL7777rq/DERedW4bw4LjurHnoAj66bShX9G9DkJ+FfcczeWnxTob/4weuf/cXvtp4mKy8OnrP2bJHYWVUUzjyG8y5BnIzfB2ViIjUIUpIeVlRQspeoAopERERqZsKCgqYNm0aP/zwA7///jsvvfQSJ0+e9HVYUoLFbOLcLi3456R+rH9sNC9e3YehHZrhcMBPe04y7bNNDH5uGfd/vom1e09it9ex1rDRZ8GN8yAgHBLWwtxrIS/L11GJiEgdoYSUl9lNqpASERGRum3dunX06tWLNm3aEBISwvjx41myZImvw5JyhARYuWZQDJ/+ZRirHxzFfaO70r55MJl5Nr7YcJjJ7/zCuf/4gafmb2Xt3pMUFDZI97nW/eDGr8A/FA6shk+ug/wcX0clIiJ1gBJSXuaskFIPKRGRKmlkk75KDWvoP08//vgjEyZMoHXr1phMJubNm1dqn5kzZxIbG0tgYCBDhw5l3bp1zm2JiYm0adPG+bpNmzYcOXKkNkIXL4hpFsy9o7uw8v6RfHHnMCYPiSE0wEpiag6zfj7A5Hd+YfDzy3jg800s25ZMTr6P70vbDoIbvgC/JrBvBXx2IxTk+jYmkQaqof/7J7Wrpn+elJDyMvWQEhGpGj8/PwCysjSMQ7yn6Oep6OerocnMzKRv377MnDnT4/ZPP/2UadOm8eSTT7Jx40b69u3L2LFjOXbsWC1HKjXJZDIxKLYZM67sw/rHRvPOlEFcPbAtEcF+nM7K5/MNh7l99m8MeHYpd3+8gW/ij5CWk++bYNudDdd/BtYg2L0EPr8ZCvJ8E4tIA6T7KakJeXnG72mLxVIj57fWyFkbMYfJDA6w2+tImbSISB1nsViIiIhwflEODg6u+9OaS53lcDjIysri2LFjRERE1NgNlK+NHz+e8ePHl7n91Vdf5Y477uCWW24B4O2332bBggW8//77PPzww7Ru3dqtIurIkSMMGTKkzPPl5uaSm1tc0ZKWphnT6ppAPwtjekYxpmcUBTY76w6cYsnWZJZsTSIxNYeFm5NYuDkJP4uJszs2Z2yvaC7qGUXLsMDaCzL2XJg8F+ZMgp0L4cvb4OoPwKKvJCJnSvdT4m12u53jx48THByM1Vozv6f129/LnEP2VCElIlJp0dHRAKreEK+JiIhw/lw1Nnl5eWzYsIHp06c715nNZkaPHs3atWsBGDJkCFu2bOHIkSOEh4fz/fff8/jjj5d5zhkzZvD000/XeOziHVaLmXM6teCcTi14ckJPNh9JZfHWJBZvTWbPsQxW7z7B6t0nePybLfSPiWBsr2jG9oomtkWTmg+u0yi4dg58Mhm2z4ev/wxXvgPmhpk8FqlNup8SbzObzbRr167GkptKSHmZQwkpEZEqM5lMtGrVipYtW5Kf76PhJNJg+Pn5NdjKqMo4ceIENpuNqKgot/VRUVHs2LEDAKvVyiuvvMKoUaOw2+08+OCDNG/evMxzTp8+nWnTpjlfp6WlERMTUzNvQLzKZDLRp20EfdpG8MDY7uw9nuFMTm06lMLGBOMx4/sddIsKZWyvKC7qFU2v1mE1V13RZTRcMxs+vQG2fAkWf7j8LTCrm4jImdD9lHibv78/5hr83ezThNSPP/7ISy+9xIYNGzh69Chff/01EydOrNSxP/30E+effz69e/cmPj6+RuOsCnvRkD2bmpqLiFSVxWJp1IkEkdp02WWXcdlll1Vq34CAAAICAmo4IqkNnSJDuHtkZ+4e2Zmk1ByWbEti8dYkftl3ip3J6exMTuf1H/bQJiKIcb2j+dOgtnSPDvN+IN3Gw9Xvw+e3wKa5YPGDS/+lpJSIF+h+SuoLn/7Gr6ghZ1lSUlKYMmUKF154YQ1FVn0Ok/E/vmbZExEREV9o0aIFFouF5ORkt/XJycmNdhijeBYdHsiUYbF8fPvZbHhsNK/8qS8X9Ywi0M/MkZRs3luzn3GvrebKt37i898OkZ3n5fvbnpfDlf8Fkxk2zoaF94NmCBMRaTR8WiFVUUPOstx5551cd911WCwWj9Mc+5IDo7RZFVIiIiLiC/7+/gwcOJDly5c7K8/tdjvLly9n6tSpvg1O6qyIYH+uGtiWqwa2JTvPxqpdx5n3+xGWbU92Dut75rttXNG/DdcNbee9qqmzrgZ7AXx9J/z2HgSEwJhnvHNuERGp0+pdD6kPPviAffv28dFHH/Hcc8/5OpxSiiqkHKqQEhERkRqSkZHBnj17nK/3799PfHw8zZo1o127dkybNo2bbrqJQYMGMWTIEF577TUyMzOds+6JlCfI38K43tGM6x3NsbQcPt9wmE/WJ3DoVDaz1x5k9tqD9G8XweQh7bi0TyuC/c/wK0Xfa8GWD/Onwk//gtjzoMsY77wZERGps+pVQmr37t08/PDDrF69utLTDtb2NMXOWfaUkBIREZEa8ttvvzFq1Cjn66KG4zfddBOzZs1i0qRJHD9+nCeeeIKkpCT69evHokWLSjU6F6lIy7BA4kZ15q7zO/HT3hPMXZfAkq3J/J6Qwu8JKTz77TauGNCGyUPa0aPVGVRNDbgRkrfAr2/DvLvhrp8hJNJ7b0REROqcepOQstlsXHfddTz99NN07dq10sfV9jTFDpMSUiIiIlKzRo4ciaOCXjtTp07VED3xGrPZxHldIjmvSyTH0nP4YsNhPll3iIRTWc6qqX4xEVw3pB2X9q1m1dTop2DfKji+HebfA5PnQk3N9CciIj5nclR0N1NLTCZTubPspaSk0LRpU7fZAux2Ow6HA4vFwpIlS7jgggtKHeepQiomJobU1FTCwrw/Y8jWF86jV94fbBz8MgMuucPr5xcREZEzk5aWRnh4eI3dCzQG+gwFwG538PPek8xZd5AlW5MpsBtfK0IDrEzs34ZJg2Po1ToMU1WSSkmb4Z0LwJYHl/4TBt1aQ9GLiMiZ8Ma9QL2pkAoLC2Pz5s1u69566y1++OEHvvjiCzp06ODxuNqeprioQko9pERERKShmTlzJjNnzsSmyVsEo2rq3C4tOLdLC46n5/LFhsPMXZdAwqks/vfLQf73y0G6tAxhYv82XN6vNW2bBld80uiz4MInYMljsOgRo59Uiy41/2ZERKTW+TQhVVFDzunTp3PkyBFmz56N2Wymd+/ebse3bNmSwMDAUut9qaipuWbZExERkYYmLi6OuLg4519FRYpEhgZw18hO/GVER9buO8mcdQks3ZbM7mMZvLR4Jy8t3sng2KZM7N+GS85qRUSwf9knOzsOdi+F/avgqzvgtqVg8au9NyMiIrXCpwmpihpyHj16lISEBF+FVz2FFVKtkn6ARUeMaWst9aYQTURERESk2sxmE8M7t2B45xak5eSzaHMS8+KPsHbfSdYfOM36A6d5av5WRnZrycR+bbiwR0sC/SwlTwIT/w3/PgcSf4eVM4yqKRERaVDqTA+p2lLTPQ/+ePEi+mT9Wrxi4r+h33Vev46IiIhUj/ofnTl9hlJVR1Oz+XZTIl//nsj2o8WzXocGWBnXO5or+rdhaMfmWMwu/aa2fg2f3wyY4JaF0P6cWo9bREQ888a9gNnLMTV6RUP2nNKTfBOIiIiIiEgd0So8iD+P6MT3957H4r+N4K6RnWgTEUR6bgGfbzjMde/+yjn/t5z31uwvnkGy1xXQ9zrAAV/9BXJSffoeRETEu5SQ8rJSCSmNdxcRERERceoWHcpD47qz+sFRfPrns5k8pB3hQX4kp+Xy7Hfb+Osn8WTnFfZjHf8PiGgPqQmw8AHfBi4iIl6lhJS3lZzW1qz+USIiIiIiJZnNJoZ2bM6MK89i3aMX8uSEnljNJr7dlMjVb//MkZRsCAyDK98x+rT+8Sls/sLXYYuIiJcoIeVtJSuklJASERERESlXgNXCLcM78PHtQ2nWxJ+tiWlc9sYa1u0/Be2GwojC6qjvpkHKId8GKyIiXqGElLeZlZASEREREamOoR2bM3/qcHq2CuNkZh7Xv/sLc35NMBJSbQZBbip8fSfYbeWfKC8LDv8Gpw/UStwiIlJ1Skh5WY5fhPsKJaRERESkgZg5cyY9e/Zk8ODBvg5FGrC2TYP54q5hXNKnFfk2B498vZnHvt1B/sT/gF8TOLgGfn69+ICcVDiwBtbOhK/+DDOHwow28O6F8O9zIeO4796MiIiUSdkSLzse3MV9hRJSIiIi0kDExcURFxfnnOpZpKYE+1t5c3J/erYK4+UlO/nolwR2JTfj/QueI2TxffDD83BkAyRtgdP7PZ/EZIa8dPh9Npz399p9AyIiUiFVSHnZyZBu7itKDuETEREREZEKmUwm4kZ15t0pgwgJsLJu/ynGrmxPWuw4sOfD9m+Lk1Hh7aD7pTDqMbjuM/j7Trj8LWPb+vfBVuC7NyIiIh6pfMfLUkM6uK9w2H0TiIiIiIhIA3BhjyjmxZ3DHbM3sP9EJhdm/Ym5PWLo3D4GWvWF6D4Q3Kz0gb2ugCWPQtph2LUIelxa+8GLiEiZVCHlZSa/YPcVFTVcFBERERGRcnVuGcq8u4czomskx/ODGP3HKKYnj+JYi7M9J6MA/AJhwBRjef07tResiIhUihJSXma1lvhIHUpIiYiIiIicqfBgPz64eTB/HtERgLnrDjHipRW8uGgHqdn5ng8adKvRS2rfSji+q/aCFRGRCikh5WX+lhIfqV3j1UVEREREvMFiNvHIxT34/M5hDGzflJx8O2+t3Mv5L63gnR/3kZNf4o/BEe2g6zhjef27tR+wiIiUSQkpL7OaTe4rNGRPRERERMSrBsc244s7h/HfGwfSpWUIKVn5PL9wOxe8vJLPfjuEze4o3nnIHcbzprmQm+6bgEVEpBQlpLzMWrJCSk3NRURERES8zmQycVGvaBb9bQQvXt2HVuGBJKbm8OAXfzD+Xz+ydFsyDocDOoyE5p0hNw3++NTXYYuISCElpLxMQ/ZERERERGqPxWzimkExrLh/JI9c3J3wID92JWdwx+zfuPa/v3AkLRcG327svO5dcDjKP6GIiNQKJaS8zGoxke+wFK/QkD0RERFpIGbOnEnPnj0ZPHiwr0MRKSXQz8KfR3TixwdGcef5nQiwmvl1/yku/tdqlvlfCH5N4Ph2OPiTr0MVERGUkPI6P4uZPKzFKzTLnoiIiDQQcXFxbNu2jfXr1/s6FJEyhQf78fD47iy973z6tg0nNTuf2z/bzfqw0cYO6/7r2wBFRARQQsrr/Cwm8l0TUqqQEhERERGpde2aB/P5nefw5xEdAXgscRgAju3fQVqiL0MTERGUkPI6P4tZCSkRERERkTrA32rmkYt78MEtgzke3Jlf7d0xOWxs+/Zfvg5NRKTRU0LKy6wWM9/Zzi5eoSF7IiIiIiI+NapbS76/9zx+aX4lAJG75vLAJ+vJyNUERCIivqKElJf5WUz8o+BacvA3VqhCSkRERETE56LCApl6931k+Lcg0pRKzh/zmPDGGvYdz/B1aCIijZISUl7mZzGTQwDfWscaK1QhJSIiIiJSJ1j8/Ak55w4Abg9Yxv4Tmfzp7bVsTUz1cWQiIo2PElJe5mcxPtJ8R+FHa1cZsIiIiIhInTHwZjBb6evYwSWRJziZmce1//2F3w6c8nVkIiKNihJSXmY1mwDIdxjP2O0+jEZERERERNyERkOPywD4Z8f1DI5tSnpOATe89ysrdx7zcXAiIo2HElJe5m81PtKCogopDdkTEREREalbhhjD9vy3fsGcXr/xYJst9C3YyvOzv2XRxj0+Dk5EpHGw+jqAhqZ0hZSG7ImIiIiI1CnthkFUb0jegt/yx7kbuDugcNt8yF8QjF9EGzj3Puh/vS8jFRFpsHxaIfXjjz8yYcIEWrdujclkYt68eeXu/9VXXzFmzBgiIyMJCwtj2LBhLF68uHaCraSiHlJ59qIeUqqQEhERERGpU0wmuOo9GDYVel8F7c/F0awTueYgAPxsWXByN3z/IGSe9HGwIiINk08TUpmZmfTt25eZM2dWav8ff/yRMWPGsHDhQjZs2MCoUaOYMGECv//+ew1HWnnOpub2wgopDdkTERGRBmLmzJn07NmTwYMH+zoUkTPXsjuMfR6ufh9uWYDprxvxf/worwxazqjcV9hij4W8DBw//cvXkYqINEg+HbI3fvx4xo8fX+n9X3vtNbfXL7zwAt988w3ffvst/fv393J01WO1GIkoZw8pNTUXERGRBiIuLo64uDjS0tIIDw/3dTgiXmcymfj7pYMIConglSVJfOD/Evlr36Zg0F8IbtbG1+GJiDQo9bqpud1uJz09nWbNmpW5T25uLmlpaW6PmlRUIVVQ9NGqh5SIiIiISL1y98jOTLjqJuLtnfF35LL0v9NJTsvxdVgiIg1KvU5Ivfzyy2RkZHDNNdeUuc+MGTMIDw93PmJiYmo0Jr/CCik7mmVPRERERKS+unJgDEHjngRgXPZCbn/jG7YcSfVxVCIiDUe9TUjNmTOHp59+ms8++4yWLVuWud/06dNJTU11Pg4dOlSjcRVVSNlQU3MRERERkfqs27AJ5LQ+mwBTPpOyP+VPb69l8dYkX4clItIg1MuE1CeffMLtt9/OZ599xujRo8vdNyAggLCwMLdHTbKajQopm4bsiYiIiIjUbyYTgRc9AcC11lU0LzjKnR9t4O1Ve3E4HD4OTkSkfqt3Cam5c+dyyy23MHfuXC655BJfh1OKyWTCz2LChsVY4VBTcxERERGReit2OHQchZUC/tVqKQ4H/N/3O/jol4O+jkxEpF7zaUIqIyOD+Ph44uPjAdi/fz/x8fEkJCQAxnC7KVOmOPefM2cOU6ZM4ZVXXmHo0KEkJSWRlJREamrdGsttNZs1ZE9EREREpKG44DEABp5exNPnBgLw8pJdnM7M82VUIiL1mk8TUr/99hv9+/enf//+AEybNo3+/fvzxBNGWezRo0edySmA//73vxQUFBAXF0erVq2cj3vvvdcn8ZfFz2LCjjF0T03NRURERETqubaDoOs4cNi4MWcu3aNDSc3O57Vlu3wdmYhIvWX15cVHjhxZ7tjrWbNmub1euXJlzQbkJX4WMwV5hUP21ENKRERERKT+G/UI7FqEecsXzLj0Vq74Aj76NYHrz25P16hQX0cnIlLv1LseUvWBn0VD9kREREREGpRWfaHHZYCD/vveZmyvKGx2B89+t00NzkVEqkEJqRpgtZiwF320amouIiIiItIwjHoEMMG2b3iuewL+FjOrd59g2fZjvo5MRKTeUUKqBvhbzBQUzbKnCikRERERkYahZQ/oMwmAyAW38G3Uf4jmJM8t2EZuge77RUSqQgmpGmB1bWquHlIiIiIiIg3Hpa/CsKlgstDt1Ap+CHyAMSmfM3v1bl9HJiJSryghVQPcekhplj0RERFpIGbOnEnPnj0ZPHiwr0MR8R3/JjD2efjLjxAzlGByeMzvY85feTWnt6/ydXQiIvWGElI1wKqm5iIiItIAxcXFsW3bNtavX+/rUER8L7o33LII+4Q3SDOF0dV0iKafXgYbZ/s6MhGRekEJqRrgZzZhUw8pEREREZGGzWzGPHAK+65dxZe28wDIXfgIx5ITfRyYiEjdp4RUDdCQPRERERGRxqNft46s6fkU2+3tCChIZ+Eb9zLutR+ZsXA7P+85oYbnIiIeWH0dQENktZjI15A9EREREZFG44Wr+rNw/iP02HInN1iW8VHyaP6TlM5/ftxHgNVMr9Zh9I2JoF9MBH3bRtC+eTAmk8nXYYuI+IwSUjXA32Im21GUkNIseyIiIiIiDV2Qv4Wrrp4MBd9h3fEdc2Lm84/mz7Nq9wlOZOSyMSGFjQkpzv0jQwOYfesQerQK813QIiI+pIRUDbBaTBQUfbT2fN8GIyIiIiIitWfMM7BrMS2PreGV0cdwXDOGAyez2HQohfhDKWw6nMLWxDSOp+fy7ur9vHJNX19HLCLiE+ohVQP8LGbyi5qa21QhJSIiIiLSaDTvBGffZSwvfgSTvYAOLZowsX8bnrqsF1/fPZy5d5wNwMLNR0nP0R+wRaRxUkKqBvhZzBQ4Z9nTPzAiIiIiIo3KiPshuAWc3A3r3yu1eUC7CDpFNiE738Z3fxz1QYAiIr6nhFQN8LOYihNSNiWkREREREQalcBwuOAxY3nlDMg65bbZZDJxzaAYAD777VBtRyciUicoIVUDrBYz+c4eUhqyJyIiIiLS6AyYAlG9ISfFSEqVcOWAtljMJn5PSGF3cnrtxyci4mNKSNUAf4uZAocqpEREREREGi2zBca+YCyvfw9O7nXbHBkawAXdWwKqkhKRxkkJqRpgNZuKm5qrh5SIiIiISOPU8XzochE4bLDm1VKbJxUO2/tq4xFs8/8Kr50FmSdqO0oREZ9QQqoG+Fldmpo77GC3+zYgERERERHxjREPGM+bPoEU90qokd0iiQwNoE3WdiwbP4SUBNi/ygdBiojUPiWkaoCf2URBUQ8pUJWUiIiIiEhjFTMEYs8zesv+/IbbJqvFzJUD2nCv9avilcd31XKAIiK+oYRUDTCamluKV6iPlIiIiIhI43Xe343njR9CxjG3TTfGnORCy+/FK47vqMXARER8RwmpGuBncRmyB6qQEhERERFpzDqOhDYDoSAH1s5029T2D6Nq6pA90lhxfGctByci4htKSNUAP4vJPSFlK/BdMCIiIiJeMnPmTHr27MngwYN9HYpI/WIywXn3G8vr34Ps08bykY2waxF2zEwvuB0Ax8k9+v4gIo2CElI1INDPApiwFX28qpASERGRBiAuLo5t27axfv16X4ciUv90HQcte0JeOqx7x1i36h8A2Hr/id+tfchyBGCy5/PCxwtZvDWJ7DybDwMWEalZSkjVgGB/ozrKZipsbG7XXzhERERERBo1s7m4l9Qvb8GBNbBrEZjM+I16iBeu7MsBU1sADuzYyF/+t4EBzy7lnR/3+TBoEZGao4RUDShKSDmH7ampuYiIiIiI9LoCmnU0huzNnWysO+saaN6Jy/u1oftZAwG4tkMWbSKCyM638fzC7SzfnuzDoEVEaoZPE1I//vgjEyZMoHXr1phMJubNm1fhMStXrmTAgAEEBATQuXNnZs2aVeNxVpUxZA8KUIWUiIiIiIgUMlvg3PuM5dw0MJlhxAPFm1t2B+CCZqdZ89AobhrWHoBpn23i8OmsWg9XRKQm+TQhlZmZSd++fZk5c2bFOwP79+/nkksuYdSoUcTHx/O3v/2N22+/ncWLF9dwpFUT7G8kolQhJSIiIiIibvpcC2FtjOWzroEWnYu3tehmPJ/Yiclk4pFLetC3bTip2fnEzfmdvAJ77ccrIlJDrL68+Pjx4xk/fnyl93/77bfp0KEDr7zyCgA9evRgzZo1/POf/2Ts2LE1FWaVFQ3Zy3cUJqTU1FxERERERACs/nD5m7BhFox+0n1bpFEhxfFdYLcTYLXw5nUDuPSNNWw6lMILC7fz1GW9aj1kEZGaUK96SK1du5bRo0e7rRs7dixr164t85jc3FzS0tLcHjUtqCgh5ayQ0pA9EREREREp1OkCuGY2hLV2X980Fiz+UJANqYcAiGkWzKvX9AVg1s8HWLj5aC0HKyJSM+pVQiopKYmoqCi3dVFRUaSlpZGdne3xmBkzZhAeHu58xMTE1HicQYU9pPJUISUiIiIiIpVlsULzwiF8x3c6V1/YI4o7z+8EwENf/MGx9BxfRCci4lX1KiFVHdOnTyc1NdX5OHToUI1fs9SQPfWQEhERERGRyogs7iPl6v6LutK3bTjpuQX83/c7fBCYiIh31auEVHR0NMnJ7lOeJicnExYWRlBQkMdjAgICCAsLc3vUtKIhe86m5qqQEhERERGRynD2kXJPOlktZp65vDcmE3y18Qi/HTjlg+BERLynXiWkhg0bxvLly93WLV26lGHDhvkoIs/8LWYsZpN6SImIiIiISNW06Go8H99ZalPfmAgmDTJakDzxzVZsdkdtRiYi4lU+TUhlZGQQHx9PfHw8APv37yc+Pp6EhATAGG43ZcoU5/533nkn+/bt48EHH2THjh289dZbfPbZZ9x3332+CL9MJpOJID8LBUWTGKpCSkREREREKsN1pj1H6YTTA2O7ERZoZdvRNOasS6jl4EREvMenCanffvuN/v37079/fwCmTZtG//79eeKJJwA4evSoMzkF0KFDBxYsWMDSpUvp27cvr7zyCu+++y5jx471SfzlCfK3FA/ZUw8pERERERGpjOadwGSG3FRITyq9OSSAv19k9Jl6ZclOTmfm1XaEIiJeYfXlxUeOHInDQ9a/yKxZszwe8/vvv9dgVN4R7G8hP6eoh5SG7ImIiIiISCVYA6BZRzi5x2hsHtaq1C7XD23H3HUJ7EhK59kF25hx5VkEWC0+CFZEpPqqVSG1ceNGNm/e7Hz9zTffMHHiRB555BHy8pShBwqH7KlCSkREpDHRPZKIeIVz2F7pPlJQ3OAcjAbnw//vB15ZspOjqdm1FaGIyBmrVkLqL3/5C7t27QJg3759XHvttQQHB/P555/z4IMPejXA+soYsqceUiIiIo2J7pFExCucjc13lLnLkA7NmHHlWUSHBXIiI483ftjDuf9YwRvLd9dSkCIiZ6ZaCaldu3bRr18/AD7//HNGjBjBnDlzmDVrFl9++aU346u3gv0tFBR9vKqQEhERaRR0jyQiXuHa2Lwck4e0Y/VDo3jr+gEM7dAMm93BP5ft4tCprFoIUkTkzFQrIeVwOLDb7QAsW7aMiy++GICYmBhOnDjhvejqsSA/a/GQPbvNt8GIiIhIrdA9koh4RWTFFVJF/CxmLj6rFZ/+ZRjndWmB3QHvrdlfwwGKiJy5aiWkBg0axHPPPcf//vc/Vq1axSWXXALA/v37iYqK8mqA9VWwv4V8DdkTERFpVHSPJCJeUTRkL+sEZJ6s9GF3nNcRgM9+O0RKlvrWiUjdVq2E1GuvvcbGjRuZOnUqjz76KJ07dwbgiy++4JxzzvFqgPVVkJ+FAoeamouIiDQmukcSEa/wbwIR7YzlE54bm3tyXpcWdI8OJSvPxse/JtRQcCIi3mGtzkF9+vRxm0GmyEsvvYTFoulGoaipedGQvQLfBiMiIiK1QvdIIuI1LbpBSoIx0177yiW0TSYTfx7RkWmfbeKDnw5w+3kdCLAav3vsdgcAZrOpxkIWEamKalVIrV+/nl9//bXU+k2bNrFp06YzDqohMIbsqUJKRESkMdE9koh4TWQ34/l45SukACb0bV04814u834/gs3uYPbaA/R/dinXv/srOfnqbysidUO1ElJxcXEcOnSo1PojR44QFxd3xkE1BEF+FgrUQ0pERKRRaej3SDNnzqRnz54MHjzY16GINHxFCamjVUtm+1nM3HpuLABvrdzLlW/9xBPfbCU1O5+1+07y6NdbcDgcXg5WRKTqqpWQ2rZtGwMGDCi1vn///mzbtu2Mg2oIglQhJSIi0ug09HukuLg4tm3bxvr1630dikjDF3sumMyQ8DMc3lClQycPaUdogJWDJ7PYdDiV0AArt5/bAYvZxJcbD/PBTwdqJmYRkSqoVkIqICCA5OTkUuuPHj2K1VqttlQNTrC/VT2kREREGhndI4mI1zTrCH0nG8srnqvSoaGBftw9yphU4dI+rVj+9/N57NKePHJxDwCeX7idn/ac8Gq4IiJVVa2E1EUXXcT06dNJTU11rktJSeGRRx5hzJgxXguuPgt2bWquCikREZFGQfdIIuJV5z8IZivs/QEO/FSlQ+8a2Yltz4zlzesG0DIsEIBbh8dy1YC22OwO4uZs5ERGbk1ELSJSKdVKSL388sscOnSI9u3bM2rUKEaNGkWHDh1ISkrilVde8XaM9VKgn4V8h3pIiYiINCa6RxIRr2oaCwOmGMs/PAdV7P0U7O9emWkymXj+it70aBVGSlY+//1xn5cCFRGpumolpNq0acMff/zBiy++SM+ePRk4cCD/+te/2Lx5MzExMd6OsV5yr5DSkD0REZHGQPdIIuJ1Ix4AS4DRS2rvD2d8ukA/Cw+OMxqmz157gGPpOc5tGw6e4u1Ve7HZ1fRcRGpetZsZNGnShD//+c/ejKVBaRLg2kNKFVIiIiKNhe6RRMSrwlrD4Nvhl5lGlVSnC8BkOqNTjuwayYB2EWxMSOHfK/fy5IRebE1M5YZ315GdbyOmaTCX9GnlpTcgIuJZpRNS8+fPZ/z48fj5+TF//vxy973sssvOOLD6LjzIqln2REREGgHdI4lIjTv3PtjwASRuhJ0LofslZ3Q6k8nEtDHduOG9X/n41wSuHtiWP8/eQHa+DYCl25KUkBKRGlfphNTEiRNJSkqiZcuWTJw4scz9TCYTNpvNG7HVa2FBfhQUfrwOWz5n9jcMERERqat0jyQiNS4kEobeCWtehR+eh24Xn3GV1PDOzRkS24x1B05x5Vs/k1tgJzzIj9TsfFbsPE6BzY7VYnR4OZKSzbG0HPytZsKD/GjbNNgb70pEGrlK95Cy2+20bNnSuVzWQzdahrBAP2eFVEFBno+jERERkZqieyQRqRXD/wrWIDi2FY5tO+PTmUwm7hvTFYDcAjshAVY+/cvZNA02klK/HTwNwP4TmYx6eSVXvPUzl7y+hnP/sYL/rT1wxtcXEalyU/P8/HwuvPBCdu/eXRPxNBiBfhZMZqNCqiBfCSkREZGGTvdIIlKjgppCh/OM5d1LvXLKYZ2ac0H3lvhZTLw2qR/do8MY1c1IsC/fngzAO6v3kVdgJzTASkSwHwBfbDzileuLSONW5YSUn58ff/zxR03E0uD4+/sDYMtXDykREZGGTvdIIlLjOo8xnvcs89op375hIL9Mv5DRPaMAnM/Ltx/jZEYuX244DMA7Nw1iyd9GALDpUIrb7HwlzV57gFtnrScjV7ONi0jZqpyQArjhhht47733vB1Lg+PnHwCATU3NRUREGgXdI4lIjeoy2nhOWAu56V45pb/VTPOQAOfr87q0wM9iYt+JTJ75bhu5BXb6tA1naIdmtAwLpG/bcABW7Djm8XyZuQXMWLiDH3YcY9m2ZLdtDoeDFTuOkZRadjJLRBqPSjc1d1VQUMD777/PsmXLGDhwIE2aNHHb/uqrr3oluPouwD8AssGhHlIiIiKNgu6RRKRGNetoPE7tg32roMelXr9EaKAfZ3dszurdJ/gmPhGA28/riKmwifqFPaLYdDiVZduPMWlwu1LHL92W7JytL/5QChP7t3Fum78pkXs/ieeC7i15/+bBXo9dROqXaiWktmzZwoABAwDYtWuXVwNqSAICjL802FUhJSIi0ijoHklEalznMbDuP7BnaY0kpABG94hi9e4TALSJCOLi3tHObRf2aMmrS3exevdxcvJtpGbn89n6Q1w5sC1tIoKYF1/cX2rT4RS38876+QAAvyecxuFwOJNcItI4VSshtWLFCm/H0SAVJaQcSkiJiIg0CrpHEpEa16UwIbV7GTgcUANJnQt7tOTJ+VsBuGV4LFZLcaeXnq3CaB0eSGJqDou3JjFzxR52JWcwL/4IH9w8xJnIAtiamEZegR1/q5mtian8npACwOmsfE5k5BEZGoCINF7V6iF16623kp5eesxyZmYmt9566xkH1VBY/Yym5ia7mvmJiIg0BrpHEpEaF3suWAMh7TAc31m8Pj0J/jsKlj9zxpdo2zSYqwa0pV9MBJMGx7htM5lMXNDDmInvgc//YFdyBgB7j2cy6b9rsdkd9GkbTkSwH3kFdnYkpQHw0S8JbufZneydHlgiUn9VKyH14Ycfkp2dXWp9dnY2s2fPrvL5Zs6cSWxsLIGBgQwdOpR169aVu/9rr71Gt27dCAoKIiYmhvvuu4+cnLrXGM9iLUpIqUJKRESkMfD2PZKISCl+QdB+uLG8Z2nx+kXTIXEj/PofsNvP+DKvXNOXeXHDCQ30K7VtdA9jJr48m51APzNPXNoTswmOFjYrv6J/G/q2jQCMGfnScvKZ97sxlK9VeCAAO5WQEmn0qpSQSktLIzU1FYfDQXp6Omlpac7H6dOnWbhwIS1btqxSAJ9++inTpk3jySefZOPGjfTt25exY8dy7JjnWRvmzJnDww8/zJNPPsn27dt57733+PTTT3nkkUeqdN3aoAopERGRxqEm7pFERMrUZYzxvLswIbX3B9j6lbGclwGn99fo5c/u2JzwICNR9eo1/bj13A5MG9MVAIvZxKV9WtM3JgKA+EOpzP01gex8G11ahnDVgLYAzsoqEWm8qtRDKiIiApPJhMlkomvXrqW2m0wmnn766SoF8Oqrr3LHHXdwyy23APD222+zYMEC3n//fR5++OFS+//8888MHz6c6667DoDY2FgmT57Mr7/+WqXr1gY/JaREREQahZq4RxIRKVPnMcDDkLAWsk7Bgvvdtyf9Ac071djlA/0sfPaXYaTn5DMothkAd4/sjMMBrSOCiAwNoH9hQuqXfSdZtj0ZgDtGdCTAatREaMieiFQpIbVixQocDgcXXHABX375Jc2aNXNu8/f3p3379rRu3brS58vLy2PDhg1Mnz7duc5sNjN69GjWrl3r8ZhzzjmHjz76iHXr1jFkyBD27dvHwoULufHGG6vyVmpFUYWU2aGElIiISEPm7XskEZFyNe8ETWPh9AH45Ho4tRdCoqD9ObD1a0jaDL2uqNEQukWHur02m03cc2EX5+s+bcMBOJJiDGPuGmVUR+0qTETtSk6v9Ex7pzPzCA20ujVXF5H6r0oJqfPPPx+A/fv3065duzOepvPEiRPYbDaioqLc1kdFRbFjxw6Px1x33XWcOHGCc889F4fDQUFBAXfeeWeZQ/Zyc3PJzc11vk5LSzujmKvCv3CWPYsSUiIiIg2at++RRETKZTJB59Gw/l1I+NlYN/YFyD5tJKSO/uHb+IDmIQHENAvi0CkjIfXQuO5YzCY6RjbBYjaRllNAclou0YU9pUpyOBz8c9lu5vyawImMXAbHNuXzO8+pzbcgIjWsWinm9u3bs2bNGm644QbOOeccjhwxGtT973//Y82aNV4NsKSVK1fywgsv8NZbb7Fx40a++uorFixYwLPPPutx/xkzZhAeHu58xMTEeNyvJhQN2Qu2ZxhTsoqIiEiD5st7JBFpZDqPKV7ucD70vgpa9TVeJ232TUwl9ItpCsCQDs24oLvRRy/AaiG2eTCAs1rKk/fW7Of15bs5kWEUF6w/cLpKw/yy82z86e2feWP57uqGLyI1rFoJqS+//JKxY8cSFBTExo0bnRVIqampvPDCC5U+T4sWLbBYLCQnJ7utT05OJjo62uMxjz/+ODfeeCO33347Z511FldccQUvvPACM2bMwO5hNonp06eTmprqfBw6dKgK7/TMFA3ZA+DHl2rtuiIiIuIb3rpHEhGpUIfzIDACLAFwyStG1VTLnoAJMpIgw/MkUbXp7pGduLxfa168qo9b5WjXKGO4X1kJqZU7j/HCwu0APDiuG+d1aQHA91uSKn3t+EMprD9wmo9+PVjd8EWkhlUrIfXcc8/x9ttv88477+DnVzwN6PDhw9m4cWOlz+Pv78/AgQNZvny5c53dbmf58uUMGzbM4zFZWVmYze5hWywWwCjrLCkgIICwsDC3R20JKByyB8CK52vtuiIiIuIb3rpHEhGpkH8TuH053LkGWhT2bgoIKW5mXgeqpHq0CuNf1/YntkUTt/VdChNSuz3MtJeUmsN9n8Zjd8C1g2O46/xOTOhj9OCrSkIqNTsfgNOZ+R6/J4qI71UrIbVz505GjBhRan14eDgpKSlVOte0adN45513+PDDD9m+fTt33XUXmZmZzln3pkyZ4tb0fMKECfz73//mk08+Yf/+/SxdupTHH3+cCRMmOBNTdYW/f0DFO4mIiEiD4c17JBGRCrXoDJElZvaM7mM814GEVFm6FSak/jiS6rbeZndw36fxnM7Kp1frMJ6+vBcmk4kxPaOwmE1sP5rGwZOZlbpGWmFCKs9mJyNXPX1F6qIqNTUvEh0dzZ49e4iNjXVbv2bNGjp27Filc02aNInjx4/zxBNPkJSURL9+/Vi0aJGz0XlCQoJbRdRjjz2GyWTiscce48iRI0RGRjJhwgSef77uVSAF+LsM2WvS0neBiIiISK3w5j2SiEi1RJ8FW7+CJN83Ni/L2R2bORNMB05kOiuoXlu2i7X7ThLsb+GNyf0JsBoFB02b+HN2x2b8tOckn/92mPvHdqvwGinZec7l05n5hAb6lbO3iPhCtSqk7rjjDu69915+/fVXTCYTiYmJfPzxx9x///3cddddVT7f1KlTOXjwILm5ufz6668MHTrUuW3lypXMmjXL+dpqtfLkk0+yZ88esrOzSUhIYObMmURERFTnrdQo/yCX4YGRFf/SFBERkfrN2/dIIiJVVg8qpJqHBDC8s9EX6rs/EgH4Jv4Ib/ywB4DnJvamY2SI2zFXDWgLwMyVe5j3+5EKr1E0ZA/gZGZuOXuKiK9Uq0Lq4Ycfxm63c+GFF5KVlcWIESMICAjg/vvv55577vF2jPVWYIAfT+VP4Sm/2WCuW8MJRURExPt0jyQiPhd9lvF8YjfkZRq9pkrKOA65acX9pnzg0j6t+HHXcb7ddJThnVvwwBdGRddfRnTkysLkk6sr+rfhj8OpzPr5AH//fBM9WoXRLTq0zPO7JqROZ+WVuZ+I+E61KqRMJhOPPvoop06dYsuWLfzyyy8cP36cZ5991tvx1WuBfhaOOyKMFzaNWxYREWnodI8kIj4XGgUhUYADjm0vvT3rFPxnBLw1DFIP13p4Rcb2isbPYmJncjo3vb+OvAI7o3tE8eC47h73N5lMPHFpT0Z2i8Rmd/C/Xw6Ue/7U7OLvXyczlJASqYuqVCF16623Vmq/999/v1rBNDSBfhYKKJwB0J6PqYL9RUREpH7SPZKI1CnRZ8GeZDi6CdoOct+2+BFIN4bJsWcZDLy51sMDCA/y4/yuLVm2PZm0nAK6R4fy2rX9sJjL/tZkNpu447yOrNx5nHm/JzJ9fA+aBFg5fDqLvAI7HSNDyMm3EWA1q0JKpB6oUkJq1qxZtG/fnv79+2vqzEoI8rdQUFiE5rApISUiItJQNZZ7pJkzZzJz5kxsNpuvQxGR8kSfZSSbSvaR2rUYNs0tfr1vpc8SUgAT+7dm2fZkWoT48+5NgwgJqPjr6bCOzYltHsyBk1l890ci489qxSWvryE1O5+OLZqQcCqL3m3Ccf1NfDJTCSmRuqhKCam77rqLuXPnsn//fm655RZuuOEGmjVrVlOx1XvBfhYKCj9iW0F+9cZHioiISJ3XWO6R4uLiiIuLIy0tjfDwcF+HIyJlKeoj5ZqQyk6Bb+81ltufCwfXwP4fwW4Hs2++qVxyVisKJjno3y6Ctk2DK3WM2Wxi8pB2zPh+B3PXHaJVeJCzGmrfiUwA4g+l0LxJ8Yznp5WQEqmTqvSbZ+bMmRw9epQHH3yQb7/9lpiYGK655hoWL17coP8aWF1mswl//wAA7AX6JSgiItJQ6R5JROqU6L7Gc/JWsNuMpNOi6ZB+FJp3hslzwa8JZJ2EY1t9FqbJZGJi/za0b+6h8Xo5rujfBoBNh1NYufM4AKO6RfLv6wc493GtijqSks2cXxM4nq7Z9kTqkiqnwgMCApg8eTJLly5l27Zt9OrVi7vvvpvY2FgyMjJqIsZ6LTDASEg5bPkV7CkiIiL1me6RRKTOaNbBSDgVZMPKGTBzMGyaA5jg8pkQGAbtzzH23bfKp6FWR8uwQLq0DMHhgE/WJwBwXpdIxp/Vil6tw0rt/9Oekzzy9WYe/GJTpa9x8GQmx9JyvBaziJR2RrWZZrMZk8mEw+FQL4EyBAYYpaJ2zbInIiLSaOgeSUR8ymyBqF7G8o8vwck9EBgOF78E7c421nc833jeX/8SUgDDO7cAICvP+B3br10EAK3Cg8o8ZkVhNVVF0nPyGf+v1Vzx1s9nFqSIlKvKCanc3Fzmzp3LmDFj6Nq1K5s3b+bNN98kISGBkJCQmoixXgsKDDQWVCElIiLSoOkeSUTqlC5jjOeI9jDuH3DfNhhyR/H2DoUJqYM/V++7SmK8T6urhnVq7lz2s5jo2cqojGoTEVjmMf5Wz19/f913kleW7CQn30huHTqVTVaejSMp2WTn2Vi16ziPz9vi3O6JhmeLVF2VmprffffdfPLJJ8TExHDrrbcyd+5cWrRoUVOxNQjFCSlVSImIiDRUukcSkTrn3Pug50Ro3smomCopqjcENzf6SB3ZUFw5VRkOB3x0FeSkwP27Ibj2J3E4u2NzzCawO6BHqzAC/Yz32CqiuELK32Imz2Z3vo4KC/B4rrg5GzmRkceRlGxevaYfxzOKe02dzMzlpvfXAdAlKoQpw2JLHf/VxsO8sHA7/7lxEAPbN/XG2xNpFKqUkHr77bdp164dHTt2ZNWqVaxa5Tkj/tVXX3kluIYgKLDwl55dFVIiIiINle6RRKTOsfhBZNeyt5vNEHsebJtnVDpVJSGVkwpZJ4zl9KM+SUiFB/nRu004fxxOpW/bCOf61i4JqbZNg5wz7wGkZXsuEjiRYTRA/2rjER4e192td1TCqSzncllN0ad9ZvSmevCLTSz/+8gqvxeRxqpKCakpU6ZgMplqKpYGKbiwQsrkUP8IERGRhkr3SCJSL3U8vzAhtRJGPlT54zKOFS9nn/Z2VJV28zmxvLBwO1cOaONc1zq8eMheRLCf2/6p2fkU2OxYLcVD92x2ByaTUfQFMHvtQYIDiivKftx1wrnsWm3liUbtiVRNlRJSs2bNqqEwGq7gIOMXotmuIXsiIiINle6RRKReKuojdXg95GWCf5PKHZeRXLzsw4TUlQPacuWAtm7rXCukwoP8Sh7C6ax8IkMDcDgc7DuRicVkckskLdxylBFdIp2vV+4sTr4lpRqVU1l5Bazde5Jzu7QgwFqcvHJNZIlIxaqUkJKqCwkyfiGaHUpIiYiIiIhIHdKsI4S3g9QE2L0Eel1RuePcElIpNRJadbUMDXD2lgoP8mNe3HDiE07z2vLdpGTlczrL6BU1dc5GDp/OdlZUBftbKLA52Hc8Ez9zcQXVjqR053JRQuqFhdv56JcEbji7Hc9e3tu5vYm/vl6LVEWVZ9mTqgkJMnpIWVBCSkRERERE6hCTCfpOMpZ/fqPyY87qyJA9T6wWM9FhRpIpPMiPfjER3Dy8A82a+ANGUmnap/EcPp0NQGJhkqlDiyac18WYjGJncrqHM0NSYW+pj35JcD6fziruFRzk77lCamtiKmP/+SNLtiad6dsTaVCUkKphIcGFFVI4wF7+mGMREREREZFaNeQvYA00Zto7sLpyx9SRIXtlKRq25zpkr1mwkZB6eclO9p3ILDWcr2VoAGN7RZd73qTUHBwOB+2aBTvXJaZkO5fzCjx/35v26SZ2Jqfz5/9tqNobEWnglJCqYaFNiscwa6Y9ERERERGpU0Iiof+NxvKaf1bumDpcIQUQ28LohRXl0uC8aWGF1B+HUwF47JIexDQr/q4WGRrAsE7NPZ7P32p8bc4tsJOSlU/bpsXH/bj7uHM5M7esWfyKZ+fLr6AxukhjooRUDQsLdklI2ZSQEhERERGROuacqWCywN4fIDG+4v3reIXUtDFdeXJCTyb2K559r3lhQqrIhT2i6NAixPm6ZWggMc2CaRESUOp83aNDnccnpeWQk188g/oXGw47lzPKSEiZzcWzsPZ7egn7jmdU8R2JNExKSNWwMJcKqby8PB9GIiIiIiIi4kHTWOh9lbH8078q3t81IZWTUhMRnZHWEUHcMrwDTQKKm4w3dUlIRYUF0KyJPx1bFM8qGBlqJKI6tyw902DHFk2IKuxLlZSaQ2ZucUJq3/FM57Lrelcu+Sgy82x8+POBqr0hkQZKCakaFupSIZWWlV3OniIiIiIiIj4y/F7jeds8OLWv/H3reIWUJ0U9pAB6tgoDjEbmRVoWJqQGtW9W6tgOLUKICjO2J6flkJnnuRKqrCF7ZpPJ7XVRoiy3wHMCS6SxUEKqhpktZgoKP+Z0JaRERERERKQuiu4NnUeDww7r3yt7P1sBZJ4ofl1PElKuFVI9ChNSHSNLV0jdNbITY3tFcc8FnZ3bYlsE06yJsf1UVh5ZeUYiadYtg7l6YFs6tzSG/mXmFeDwMFNhRo57oirIz8Kybcn0emIxc9cleOPtSSP2w45kPqmnP0dKSNUCG0YGPEMJKRERERERqasG32E8//4R5Jfx3SXrBOCSdMlOqemovKJZk+JZ9YoSUrHNm7hsNxJWTQKs/OfGQcSNKk5IRYYE0DzE2H46M8/ZK6pzyxBe/lNfvokbDoDdAdku/aX+s2ov767eR3qJyqn03AIe+XozBXYH07/a7LYtJ9+mxucNwKFTWVz9759ZtOVojV/r1lm/8fBXm9lzLL3Gr+VtSkjVAhsWALKyc3wciYiIiIiISBm6jIHwdkZfqK1fe96naLiepbDiKDfNqJqq48KDSldItYkIol2zYFqFB9K2abDb/oF+Fvq3i6Bt0yAGtG9K08Ihf8fSc8krMBJGTfyNwoNgfwtFo/IycgvIzrNx6FQWM77fwXMLtpeKJS07n5BAa6n12Xk2Bj+3jEtfX3Pmb9iDx+ZtJm7ORo9VXOJdj3y9md8OnubOjzbW2jWPpedWvFMdo4RULbCbjIRUZk79+wEREREREZFGwmyBQbcYy+vf9bxPxjHjuXlxBRE5qTUblxdEusyeV9Q7ymw2seS+ESz/+/n4W0t/Nf7iznNYcf9IAv0szgqrw6eLK8eKekGZTCZncmrqx7/T/9klrNx5rMxY0nLyiS5skg6Qmm3Mxv7H4RTScwvYmZyO3V5+0igzt6BKs/Xl5Nv46JcEFvxxlIMnsyrcPy1HM8SfidNZPpjQrB7mGZWQqgV2s/HLKTtHQ/ZERERERKQO638jmP3gyAZI/L309qIKqbDWEGBUGtWHPlLtmgfz2qR+fHz7UCwu094F+lkI9i9drQRgMZvwsxhfmYsqpA6fNpI5fhaTWxKrSYBRhLDuwCly8u28vGSX27lcZ9pLyy7A7lKltCvZGGrlmk8oq3F6kQlvrOGCV1ax5UjlkoEnM4sTJAX28ocE/nvlXvo8tYQlW5MqdW6pG+phPkoJqdpgNxnZ9GxVSImIiIiISF0WEgm9JhrLnpqbFyWkQqIhKMJYrgcJKYCJ/dswvHOLah1b1EMqOc34TlcyiVVULVWkqOqpyE3nxPLeTYMAo/ooJat4+7bENADnUEDA2aeqLPtOZAJUOml0KqM4IZWRW/7sfv9YtAOAB7/8o1LnltJ8MSqyPo7ErBMJqZkzZxIbG0tgYCBDhw5l3bp15e6fkpJCXFwcrVq1IiAggK5du7Jw4cJairYazEa2PFs9pEREREREpK4bdJvxvPmL0k3Li4bshbSEoKbGcj1JSJ2JogqpIk38LW6vQwI8V1kVueWcDoQFGYUKadn5bgmrTYdSAEh3mY0vM7eAlKw8jw3OXXtAffDzAY6ll/8982hqNk/O3+J27sqoaNigLxw8mck9c39na2LdHyZa2xz1sEbK5wmpTz/9lGnTpvHkk0+yceNG+vbty9ixYzl2zPOY27y8PMaMGcOBAwf44osv2LlzJ++88w5t2rSp5cgrz2E2fvHk5iohJSIiIiIidVy7s6FFNyjIhp3fu29LL6zICYmCwAhjuREkpIpm4StSsiKqSRnD/jq2aMKD47rRrnkwYYGFCamcArcKqfjDKQCku/Rt2n40nQHPLuWO2b+VOucKl/5U6TkFxH1cfuPsy9/8iY0JKW7HVEZdrLi566ONfLspkQlv1Ezj9zORkVvAiQzfjYqqg/nDCvk8IfXqq69yxx13cMstt9CzZ0/efvttgoODef/99z3u//7773Pq1CnmzZvH8OHDiY2N5fzzz6dv3761HHnlZQTHANDzeB2u4hIREREREQEwmaD3lcZyydn2PFVI5aTUWmi+Ehbo59Z7KrhEQsrTrHkA30wdzt0jjQbwYUHGPqcy88jOLx42t+94JqlZ+W6Jojd+2I3dASt3HneuczgczN+UyK2z3JNU6w+cLrOayeFwlJp9zVOF1PajaazY4V4UYjuDjNSmQyks25bMtsQ0ElO800t5xY5jbDtqDG+sTvIlNTufZ7/bxubDqeTb7KRUovH4hoOn+OfSXR4r1Urq89RiBj23rNR5b/9wPZsPp/LU/K3sLuwXBkaj+TPlWi3nurzh4Gk2H677VWQ+TUjl5eWxYcMGRo8e7VxnNpsZPXo0a9eu9XjM/PnzGTZsGHFxcURFRdG7d29eeOEFbDbP/zFzc3NJS0tze9S2fR2vB6BTZnytX1tERERERKTKek40nvf+4F4B5ewhFVV6yN7upXBofa2FWJvMZhNNg/2cr0sO2btqQFv6tA2nY2QT57qwQCuhgX4ur/0oqXlh5dUfR1J444fdzvW7kt1n0DuensvUOb/z17keGs0DdxdWSRXY7Fz25hru+mgDAIdOlU4GLd6a5FaN5XA4GP+v1dwyaz0HCntTAW6N16vq8pk/cfvs37j49dWc838/sHDzUa575xePwwvzbXa3ZEpZbpnl/rO1fHtylWKasXA7763Zz4Q319Dv6SX0e2YpSanlj2K66t9r+dfy3dzw7q/sSCo/l1CUJCtKmhVZtv0YE95cw6yfD3DJ60Zl15PfbKH744vckkZ7j2cw66f95BXY+d/aA7y1ck+511u79yQdphcXvRR9gjuS0rjq3z8z4c01lW567ys+TUidOHECm81GVFSU2/qoqCiSkjw3Z9u3bx9ffPEFNpuNhQsX8vjjj/PKK6/w3HPPedx/xowZhIeHOx8xMTFefx8VsYQZ789q15A9ERERERGpB1p2h5Y9wZ4PO1xGejgrpEokpFIPw5xr4MMJkHmy9uOtBa59pEoO2RvXO5r5U8/l8Ut7Ote1jghy2ye4RBLL9Tw3vreOtDKG0u0/kcmV//6JBZuPlhnbosLm5vtOZPLH4VS+35JEWk6+cwY/V0u2JXPT+8V9mw+fLk5aHXcZclbBZHxVcvfHG/l570me+2672/rUrHzOfmE595SRaCvPbR/+RsLJrErvvz2p+LPIzDMKWs6esbxS/ah+3X+Kca+tLnP7wZPFiTyHo+zhjnmFlVYfrj0IwIzviz+PC19ZxVPfbqPrY9/z+DdbeXHRTh74fFOpc6Rk5XHNf9Yy+Z1f3Nbf8sF6vthw2C3OS+vg0EZXPh+yV1V2u52WLVvy3//+l4EDBzJp0iQeffRR3n77bY/7T58+ndTUVOfj0KFDtRwxBAUbWXI/R8UlgSIiIiIiInVCryuM56Jhe3mZkFf4pT6kpfsse0lbwGE3+k795mF2vgagqUsfqZIVUkWauSSt2pRISJlMJrpHh7qt85SkKmnUyys9Vjp54poI2Xc8k73HMzzu59pTatPh4uWsvOKRR9Vtkv3asl1lbjuV6f6d+Ns/EjmZmcd3fxQn2/Jtdr77I7FS/Zgenbe50nG5jLh08/fPSid9KiMn38b/fjnIoVNZXD7zJ+d6WxXGE/689yRvulTGlfT5hsNu1WOvLt1Fv2eWsm7/KY/73+8hgVWX+TQh1aJFCywWC8nJ7qV2ycnJREdHezymVatWdO3aFYul+H/cHj16kJSURF5e6YRPQEAAYWFhbo/a1qSJ8UvH3+G7BmciIiIiIiJVUjRsb98KyDpVXB1lDYKAUPcKqRM7i49b91/Ib3ijQ1qEFCebSvaQKuLa/LxkhRTAR7cP5Y7zOgDQMbIJgX4VJ6QqKz0nn7/8r7i/1C/7TjLj+x0VHpdwqrjKKDmt+L+b1Vx2uuDw6SxeXbKzVNIoK6+A15aVnWApmeQKsJa+xn9/3MfUOb9z1b9/rjB219kKS8otsPHvlXudw9bKyEc5q5aKJKflcOErK3lvzf5S+zocDvIKjP3f/GEPj8/bwoWvrHJrUl/VoY4vLyk7gQfwwsLtzmu/vrzsz7YsWXmVa2LvCz5NSPn7+zNw4ECWL1/uXGe321m+fDnDhg3zeMzw4cPZs2cPdpf6wV27dtGqVSv8/f09HuNrYaFGEiyQPBzerHsUERERERGpKZFdIao32AtgxwL3huYmk0tCKgWOuySkMo/Dli9qPdyadn7XSOdyoNVzIsm1iqppk9LfT1uEBPDIxT14+4aBzLp5SKUqpDzxs5ROrzzy9RYOuAxh+8+qvc7lT/98Ng+N6+7xXMkufZSOuSSksvNt/LCjuHikwCVxM/mdX3j9hz3c92m827nyC8pPxpTM1fi7JKRW7z7OL/tOsqCwWupgJYbjlZf7+XrjEf6xaEeFw9b2Hc9k2IzlLNpiDHv859Jd7D2eybPfbSu174Nf/EHvpxbzf9/v4M0VRo+nkgkth6N0HylXnpqZv7S47MThO6v388by3W7Va1VRF2dLLOLzIXvTpk3jnXfe4cMPP2T79u3cddddZGZmcssttwAwZcoUpk+f7tz/rrvu4tSpU9x7773s2rWLBQsW8MILLxAXF+ert1ChpuHFVVkZWZnl7CkiIiIiIlKH9JpoPP/2PiRvMZZDCnsAu1ZIHS/8Qt12sPG8dmbd/iZcDZf3a+NcPprqeQid61C+oDKqn0wmE+N6R9OueXCZ+5Tl7RsG8tC47vz9om6ltn27KdHt9enCqp3L+7VmaMfmBPp5/vqfnFZc5ZSU5l7ZVjSj36tLdtLvmaXsOZbBih3HnEMIf9ln9Av7YsNhhs1Yzu+HTlOekj8SAS6JvRvfW8e1//3FbUa7o6nZ5c6Gl2+zs+CPo4x77Uf2HHPvl+X6vvafyCx3AOLR1BzuLGwEX1DOkLvPNxwmr8DO2y7JvpIqGrI35p+rSq2buaLs8wG8snRXuUMh6yufJ6QmTZrEyy+/zBNPPEG/fv2Ij49n0aJFzkbnCQkJHD1aPJ40JiaGxYsXs379evr06cNf//pX7r33Xh5++GFfvYUKBQWHOJdTUks3lRMREREREamTel8NlgBI3AgLphnrQgsTUoERxnP2qeIKqYueB/8QOLYNtn5V6+HWpEA/C09O6InFbOKGs9t73MdkKq5c6uQy416Z56xihdS43tHcNbITIWUMGfTk0j6tAffkD8A/Fu3Abne4JaH2HPPcc+r1H/aQkVvAK0t2us12VzSs7/7PN3E0NYe4wtn+yuLAwTfxR5hfmDzzt5au9MotKE5IDZvxA/2eWVpmkifPZiduzkZ2JKXz6Ndb3JJZYUHFn9Gol1fyu0vfrLI8v2AbX2w4XOF+5bFVkIitbD+wkt5ZXXoIYWXsP1F3i2Iq/1Ncg6ZOncrUqVM9blu5cmWpdcOGDeOXX34pvXNdZfGjADNW7KSmp1P78/yJiIiIiIhUQ7MOcPMCWHg/HI031pWskMoqnFXPbIXW/WHYVFj1f/D9Q9BxFAQ3q/Wwa8otwztw/dD2bkPNSnrvpkFsPpLKmJ5RZe5TJNilQqpt0yBsdgdHUyvuv1WVyqpmTfyA0v2a/r1yL/1jIjieXlxJ9Ms+z82yi5hK5I/MJhj32o/O15kVDCvLybdz7yfxAAyObepxJj/XnlZF+jy12OP5IkMC2HfcSLj8uv8Uo15eyfK/n0+A1VKpBFRJ1U36uCqw1a3KwJ/2nKB3m3Bfh+GRzyukGos8AgBITy97LKmIiIiIiEidEzMY7lgBl70BHUdCv+uM9UUJqSLNOoHVH86bBpHdjV5Six+p9XBrWnnJKIALe0Txt9Fd3aqlyhLkUiF1yVmteHJCrzL3/fDWIZWOwVVRZVSAhyF7JzLySCunMXhJufnuGaTMPBs7kio/CuhISnF10Lr9p7h99m/l7O1+HU9+LTHb3OHT2by3Zj+XvL7aWYVV2+LmlF8lJsWUkKolBWajoV1GhucSSBERERERkTrLbIYBU2DKN9BmoLHOL8gYzlcksrCvkTXASF5hgk1zYd/K2o623nBNSIUEWIkOD/S43xOX9nRrql4VRZVRJYfsgVHhlFGFWdiOZ5zZzPGu1ViemoZ7w4uLdrI1UYUg9YESUrWkwGz8YsnMUkJKREREREQaANeZ9sCoiioSMwQG3mQsb/qkduOqR1yH3oUEWokKC/C4X/MQ9xn77FVoGO+skPJQVfXwV5ur1Hv+j8Opld+5Aicyym5WLt6zM7nu9rFWQqqW2Ar/cpCfU/HUlSIiIiIiIvVCUETxcmSJmd96XWE8711RtRn37HZIO1rxfg2AW0IqwEqLEM8Jqcgy1ldG0VA9TwmpykhOq7inldRdX2084usQyqSEVC0pSkjZcpWQEhERERGRBqKsCimAmLPBGggZSXB8h7GuoBJVMcuegFe7w75V3ouzjgp2GbIXGmjFz+L5K/rgDu6N4Xu2Cqv0NZxD9qrQCN3V0BeWV+s4kYooIVVL7BZjyJ4tTwkpERERERFpIIoSUiYzNO/svs0vENqfYyzvXQFHNsCLHWDJY+Wf80hhU+hjlewxZMsHe/mzu9VVgX6uCSm/EtvMXNC9JV/ffU6pRFWXqFDevK5/pa5R3pA9EV/ST2QtcViNhJQ9L7uCPUVEREREROqJooRU01gjAVVSx1HG874VsPwZyMuA3cvKP2fGMeM5txK9b2z5MHMIvHth1YYF1hHB/lbnckiA1W1b37YRvH/zYPq3a1ryMADO7dyiUtfwt57ZkD2RmqKfyFrisAYBYM9XQkpERERERBqIwAjjueRwvSKdChNSe38onm0vrYKeNplVSEilJcKpfZD4O+R4r+F2bQnyL/5KHhJoJKTevmEAPVuF8dzE3uUe62nWPE8sZpOxfzWH7InUFGvFu4g3mIr+WpCvhnAiIiIiItJAxAyGX4DOF3re3rIXNImEzOPF63LTjORRYHjp/QtyixNLlUlI5aQUL6cnuTdZrwfchuwVVkiN692Kcb1bVXisfxUrnsqrkLpmUFuy8+18uymxSucUOROqkKoljgCj6Zx/fopvAxEREREREfGWXlfAwwkw+HbP281m6DiycNkKhSNHSC2jSqpouB4Yw/sqkn3a5dikivc/uRe2fl13hve5hFFUIVVZRZVPriYPaYefpfR6KDsh9bfRXXjs0p7ceX5H57qyZvsryy3DYxnRNbLU+uZN/DmvS+WGFkrjo4RULSkIawdAizxlnEVEREREpAHxVOnk6qw/Gc+DbitufF7WsL1Ml4RUZSqkslOKl9MrkZD6Zip8frPRYL0OKLAXZ6SCvDCkbvrF3dny9FiP28oa4jeyW0vCAv3ctr95XX+3GQBLGt872u31kxN6UTINFtMsiNm3DaF7dGjlgpdGRwmpWuJoGgtAS9tR3wYiIiIiIiJSm7qOhfu2wrj/g/A2xrrUQ573zXAd2lfFCqn0SnzXSjtsPKckVLxvLejV2hhJYzaByeS5sqkqmvhbCbBa8HQq18qpge2LG6W3axYMuFdQBftbaBXu3qTebIJdz43nu3vO5doh7Uqdv8Budy7HPzGG1Q9eQK/W4VjMVU87/OX8jgyJbVbl42pa++bBvg6hQVEPqVpibmaUP7a2VyJrLyIiIiIi0pCEt3V/LnPIXnLxcm5axect2UOqIkVVV66JLB9qHhLA2ukXuM22VxU/PXwBpzLy2JqYSnCA1TmML8jPQlaezW1f14RXclpxb+OmwX4ABPgVJ46C/CylYvr3DQPxt5rp3SachZtLJ/8ycgqcyxHB/s5lSzXKYGKaBjN9fA++3ZTIPXN/r/oJasiNZ7fnuQXbq3Xs5f1a8028Rky5UoVULbG2MBJSkZxWY3MREREREWmcwgorpCozZM9TD6md38PCB8GWb7x2G7JXQYWUwwE5hUmu7FOVCrc2tAoPIjzIr1rHtokI4qy24Vw7pB2X9W3tXF/W8L8hsc1oGuxHv5gI57qiRJXrkD2L2UTbpkHO169e05exvYqH6Q1yqbAqkpTm+XuuxSURNuf2ocRWosqoaCBjk4DS72P+1OHce2GXCs9RHa9P7l/u9gt7RFX73JMGxVT72IZKCalaEhTWArvD+B/R5vpLU0RERMRHrrjiCpo2bcrVV1/t61BEpLFwVkgd9ry9oiF7y5+Fdf+BA6uN125D9iqokMrPBkdh1VAD/04WWEZC6pM/n82vj4zmgbHd6BjZhOcm9nZucx2yZzWbad+8ifN126buSaSWYYGlGp9nl6jIKnI6K9+5PLRjc167tvykD4CjsOl8eFBxpVWnyCbceX4n+rSN4L4xXRneuXmF56mKQD8zE/qUP7thWKCVF6/qU+Vz33xOLOd0VnP3kpSQqiWhQX5kYGSY9x5SmZ6IiIj43r333svs2bN9HYaINCYVJqRch+x5aGqeddJ4Ti/crypD9lyHAGaVqJA6vhO+u6/suOqZoDIakpvNJvytRrLph7+P5Iaz2zu3BfpZuLxfa8b0jCKmWRAdI4sTUm1cqqWc6yLce0z9a3J/QgOtvHX9ALf1lxQmea4e2BaL2YR/JcbwFU2C2DK0OOn11vUDeXh8d+frmKbe7efUo1VYuX28ercJo3lIgNvQxpLO9zDT4Jd3ncNjl/QAqj57YXn+NLAtGx4bzcVnRVe8cx2lhFQt8bOYyfcLAWDN5r0+jkZEREQERo4cSWioZj8SkVrkHLKXCC5NsJ0yXSqkCrLBVuC+PSfVfb+SFVIOB2XKcUlIlewhte4d+O192DS3/Pjrid6FzdKr6l/X9uedKYMwmUxcfFYrbju3A/+9cSBtIkonpKYMiwXgnE5GpdKobi3548mLuPgs9yqjszs259dHLnRWFvlbK05D+BUmrSJdElIlhyGWVQUGsOqBkRVeo6qmjjKGCbr2xyry1vUDuOeCzsy6ZbDb+r5twxnYvinWwvdT1X5abSKC+PGBUR633XROLM1DAipsGn/t4Lo7VFAJqVrk38QYZ/vztv2kupQtioiIiJT0448/MmHCBFq3bo3JZGLevHml9pk5cyaxsbEEBgYydOhQ1q1bV/uBiohURVhrwAS2XMg6UXp7xjH313kuVVIFuUaSCop7TbkOvbPllt+s3LXiquR+RduKnhN/hxO7yz5XHffkhF5cM6gtX9w5rNrnCAmw8vilPbmol+cKnCsHtOG7e87l/ZuLkzBlVRhFhQViNhf1qnJPQ7jO/jc4tin9YiK4or+RuAz0s/CXER2ZNCiGmGbuSTFPCSk/i4n5U4e7DTcEePlPfdnx7Liy3ipQfi4TcPbU6uRSOdaxRRPG945mfO9o/n5RtwpnSryge9V6UJlM0DykdALsh7+fT+824QDY7eUH7oXJG2uMElK1KCTcmLbSryCDrYmpPo5GRERE6rLMzEz69u3LzJkzPW7/9NNPmTZtGk8++SQbN26kb9++jB07lmPHir/M9evXj969e5d6JCaqfYCI+IjFD0ILExyehseVTEjlpBlNzDd8WFwdBZBZmMxyHbIH5Q/by3U5vmRT86JEV36OEcN/R8Kbg8o+Vx3XtIk/L17dl0GxzWrsGiaTid5twsutVPLE6pKAeuySHsy542zn679f1I15ccPdhhxOv7gH/7i6T6lkj6fG7d2iQ+nTNgIw+jYB3HZuB64e2JZAPwsv/6mvc99gfwu3DI+tMN6WoQG8NqmfMwHk2vx97p/P5t83DKwwEVXk8Ut78OzlvSq1L4DZZHJWi7nqGBniXM6zeag0rCeqN7ekVIspwCibDDFlk1lGwzcRERERgPHjxzN+/Pgyt7/66qvccccd3HLLLQC8/fbbLFiwgPfff5+HH34YgPj4eK/EkpubS25urvN1WlolpmIXESlLWBtjRry0I9DGpd9Qfk5x0sjiD7Y8OPSr0cQ8qCm0P6d434wSFVLWQCjIMc4b1dPzdcurkCoo/B1XkA2nDxSvdzjqdolJPWQxF3+e1w1tx7G04n9frObKf9ZB/qUTNSaKj3/80p5cPbAtPVoVD1+MCiseAvj7E2MIsFr44KcDbueYc/tQ7pn7O89fcRZDOzQjItjPLeHk2kOqwEN10hd3DuPqt9d6jDnY38qNw2J5/JutFb9BjB891woyT/IK6m9CShVStSnA6NEQRhZZeQUV7CwiIiLiWV5eHhs2bGD06NHOdWazmdGjR7N2reeb4DMxY8YMwsPDnY+YmLrbj0JE6oHwwj5SJSukivpCWfyLq6hO7jGes08XV0UV7WsrKG5UHtnNeF71D0j41fN1S/aQch2jlZ9d/Gx3KR6w63ubt7UMDSRuVCf+PqYrwf5Wt4opc1USUi4VUkWHDelQXBFmMRsVXJYyzmkuI9F4TucW/PbYaMb1jqZpE/9S1U+uTdnzPSSD3KrSyrjGbed28Li+pKiwwAqrr6Zf3J0Aq5m/XtilUuesS1QhVZsCjcxsqCmLzFxVSImIiEj1nDhxApvNRlSUey+KqKgoduzYUenzjB49mk2bNpGZmUnbtm35/PPPGTasdL+R6dOnM23aNOfrtLQ0JaVEpPrCC39/lEpIFVY9NYmEAGN4FCddJoRyrVzKPO4+hC+yOxzdZFRUzfkTPHSwdDLAtULKXmC8LvyORkGO8ZyfDQ6XJENBrjHMULzqgbHFs+VZXZpyV6VCynWo4PK/j2TJ1iRuHNa+nCPclUxIudY6lZcEcu2B1bRJ6f5OlfHYJT0I9rfwxg97Sm27ZXgsKVn5JKZkuw0xLEv36DC2PD0WP4uZ15d76ntWdyv8lJCqTYVD9kLJJjNXmXYRERHxrWXLllVqv4CAAAICvDdVtYg0ckUz7aUecl9fNAwvpKUxBA/g1L7i7adcklOZx4uH3fmHwlnXwO6lRm+onFTIzwJ/98bWzmqqItmnSyekCnLcE1K2vKq9N6kytwqpKgyPdE1IdWjRhL+c36nCY1yH9JXKfVXU1bzoHCYTy6aNICffTnhQ+cnKji2aeFxvMplo7TJz4Ue3DeWG94zKvuiwQJ6cUPk+U4DHPlP1Qf2Mur4q/GUXQjaZGrInIiIi1dSiRQssFgvJyclu65OTk4mO9jwbkohInRFRWCG17Rt4byzsWmy8LkpINWnpbHfiloRyTU7ZC4orpoKaQpfR8OA+nNUgrtVQRUquc21snp9T/Gx3mRHdptnRa5qfuXppia5RoWd03co2Ivekc8tQZ5NzT7686xyuHRzDE5eW0c+shHO7tHAuuzZ0L7L0vhGVOs9395zLg+O6VWrfukAJqdpUWCE1ybqS1smrfByMiIiI1Ff+/v4MHDiQ5cuXO9fZ7XaWL1/uccidiEid0uF86DIWTGY49AvMuQa+/Rv89p6xPSQS/AtnEXMdluc6fA/gxC7jOagwMWAyFSeycjNKX9f1XODe2Nw5y15WcXIKwJaL1CyLS4VUJYuUAGNGvf/eOJBv4oZ7JY4qXLpCA9s35f+u6lPukL4B7Zq6vX7i0p6c3zWSawaVHhLfpZLJt95twrl7ZGe3dS1CqjessDbUiYTUzJkziY2NJTAwkKFDh7Ju3bpKHffJJ59gMpmYOHFizQboLQHF3f2v2X2/DwMRERGRui4jI4P4+HjnTHn79+8nPj6ehIQEAKZNm8Y777zDhx9+yPbt27nrrrvIzMx0zronIlJnBYbB9Z/Bfdtg6F3Gug0fGD2grIHQ4/LixJIr1wopcElIuXyxL0pk5VWmQso1IVU0y15O8fA9UIVULXDtG+WoYlrool7R9I2J8HJEtaNbdCjfTj2XXx+5EIBbz+3Ah7cOcRuK6Kqs4X8VubMSQxl9xecJqU8//ZRp06bx5JNPsnHjRvr27cvYsWM5duxYuccdOHCA+++/n/POO6+WIvWCwLCK9xEREREBfvvtN/r370///v0BIwHVv39/nnjiCQAmTZrEyy+/zBNPPEG/fv2Ij49n0aJFpRqdi4jUWWGtYPz/wbVzILIHDLwZ/vo7dL3Ic0KqZA+oE4UNnAMjitc5K6Q8JaRKHJ/lachedomElHpI1TTX/kdVqZDyltE9jH83KzvznTed1TacqLDAyu1chRGGPVoV5x6aBNTd1uE+j+zVV1/ljjvucP417+2332bBggW8//77PPzwwx6PsdlsXH/99Tz99NOsXr2alJSUWoz4DAQoISUiIiKVM3LkSBwV3JlPnTqVqVOn1lJEIiI1pPslxsOVp4RUSc4KqQiX4worpDwN2StKUgU3h6yTkJ1SvM05ZK9EQqpAQ/Zqmmtz8ZrOR3lqG/X2DQM4fDqb2GpWINWaKnw41w9tx2PzttRcLF7i0wqpvLw8NmzYwOjRo53rzGYzo0ePZu3atWUe98wzz9CyZUtuu+222gjTe1QhJSIiIvXYzJkz6dmzJ4MHD/Z1KCLS0BUNvStvW2bhqBqPQ/Y89ZAqrJCKaGc8Fw3Zs9uLK6EKskv0kNKQvZrm2lw8MrRmZ3TtHl060Wm1mOt+MoqqJeuuGRTDhL6teenqPjUWjzf4tELqxIkT2Gy2UqXlUVFR7Nixw+Mxa9as4b333nP2U6hIbm4uubnFWe20tLRy9q5hlcnyi4iIiNRRcXFxxMXFkZaWRnh42bMLiYicsfK+OzXvZPSbKhLUrPRxJYfnQXGFVEjhbKT5Wcaza0VUfskeUhqyVxs++8swUrLyaBMRVKPXaR4SwE8PX0ATDzPZNST+VjNvTO7v6zAq5PMeUlWRnp7OjTfeyDvvvEOLFi0qPgCYMWMG4eHhzkdMTOmO9bWmxJC9isrwRUREREREGqWAciqkmndxeWGCbuNdjitnlr2iJFVIS+O5KPFUUGJWvaJEVdFrqXFDOjTjol7RtXKtNhFBRATX3ZnnytKrdcMbceXThFSLFi2wWCwkJye7rU9OTiY6uvQP4969ezlw4AATJkzAarVitVqZPXs28+fPx2q1snfv3lLHTJ8+ndTUVOfj0KFDNfZ+KlQiIbVu30kfBSIiIiIiIlKHuX13KtH4p7nLtPZ9JkFkt+LXJYfsbf4C5t1t9IYqWhdSOELHU4UUuPeWqmjI3t4V8N+RcPSP8vcTOUPPTezNn0d0ZNHf6tHEbhXwaULK39+fgQMHsnz5cuc6u93O8uXLGTZsWKn9u3fvzubNm51TIMfHx3PZZZcxatQo4uPjPVY/BQQEEBYW5vbwGYv7CMn1e5PL2FFERERERKQRc+0h1TTWfVsLlwqpkSUmwio5y94Pz0L8x7BzYfE+RRVSrjPruSrqLQUVD9n730RI/B3mTi5/P5EzFBHszyMX96B7dMOplPL5LHvTpk3jpptuYtCgQQwZMoTXXnuNzMxM56x7U6ZMoU2bNsyYMYPAwEB69+7tdnxERARAqfX1wfEUH/azEhERERERqatce0i17AGn9xe/7jwaht4FrfpAsw4ljnOZZc9ug9TDxuvkbcazxR8CI4zlopn1SlZI5aQUL1d2lr20I5XbT0ScfJ6QmjRpEsePH+eJJ54gKSmJfv36sWjRImej84SEBMzmetXqqtKOpaT7OgQREREREZG6J6BEhZQ10EgcmcwQGA7j/8/zcf6Fiay8dEg/CvYC4/Xh9cZzaDT4FTbOzvfQQwpKVEhVdpY99QcWqSqfJ6QApk6dytSpUz1uW7lyZbnHzpo1y/sB1aS49TDTmCr5VJqHRnsiIiIiIiKNnWsPqSaRENwC0g4bySiTqZzjXIbspbj0Dz78m/Ec3g78Ao3loqF6+eUlpDTLnkhNaZilR3VZZFfs1mDASEhppj0REREREZESXHtIhbSE4GbGcmB4+ce5DtlLdUlI5WcazxHtwFpYIeUcsncGPaREpNqUkPIBk9WYYtKen0NqdmVLQEVERER8a+bMmfTs2ZPBgwf7OhQRaeis/mAJMJabtITg5sZyRQkp11n2UhJKb4+IcamQKhqyV6JPlNsse0pIidQUJaR8wGQ1frH6U0BiSk4Fe4uIiIjUDXFxcWzbto3169f7OhQRaQyCIozn0Cho0sJYrrBCqnCoX266e4VUkYh24GeMWCE/q/C5RIWUaz8oJaTqnvg58NYwOLW/4n2lTlNCyhcsRoWUHwUkppT85SciIiIiIiKMfgrOvhui+1S+Qso5ZK9ED6kiEe2MBulgNDNf9jR8d1/Z5ytQQqrOmXcXHNsGC+/3dSTu9q2Cj//kuTKvKhpRWx8lpHyhMCHlTz5HU5WQEhERERERKaXfdTBuhtHEPLSVsa5Jy/KPcR2y56lCKjzGZZa9LFjzKuSmlX0+VUjVXXlZvo7A3ezLYPcS+Pqu6p9j1xL4RyzsWFi943cugpe7GcmxekAJKV8oHLLnZ7JxREP2REREREREytf/RhjxIJxzT/n7Fc2yZy+AE7uN5aIklckMYW2KK6Qqo7yEVMlKlpKz9UnFGmI1UHpi9Y+d8yfISYFPJlfv+LmTICPJSI7VA0pI+YLFD4AA8tlw8JSPgxEREREREanjmjSHCx6FZh3K3891dr6iXlBtBhrPoa2MZulFPaQqo7yEVMlm6OVVWklpB9fCP9pD/NxqnqCOJrMaYpKthigh5QuFs0UEme2sP3Ca7Uf1i0tEREREROSMmc3g16T4dUh0cRIrop3xbPEzqqUqo7yEVH6JIWM5dfx73ekD8NkUOLzB15EYPrkOclJh3p2+jqRitgL4+BpY9aKvI6m8Az/5OoIKKSHlC4U9pDo3Nyql9p/I9GU0IiIiIiIiDUfRsD2A1v2KE1FNCxNTJhNYgyp3rvISUnklvsflplY6RJ/4/GbY9g28e4GvI6l/dn0PuxfDiucr3tdkqvl4KmPWxb6OoEJKSPmC1UhItSgcupyUqrHGIiIiIiIiXhHgMmwv9lyj/9TZd8O5fyte71fJPlIlZ9lzrYKqbxVSJ/aUv91WAPm1OOmWa+ImeVvtXbc6Sg7PLE9tDtlb/ix8cWu9HSaohJQvFA7Za1r4OzA5TQkpERERERERr/BzqX6KPQ9CWhqz9UV2c9nHQx8ps1/pda4VUitmwP+1K57BrGRCqr73kPr3MGOGt5KVX9WVcQyObCxnB5eE1HtjvHPNmlLZIZ4Ap/fDpk9Kr//9I/jwMshOqdq1bQXurx0OSD1iLK9+GbZ8CYd/q9o56wglpHyhsKl5swAji/mfH/ex/oCam4uIiEjdNnPmTHr27MngwYN9HYqISNlO7S9ejj7L8z6eZtoLalp6nS2/eHnV/wEOWPyo8TqvjlZIVbda5sQuKMiBo394J46Xu8A7oyAx3vN21wqpvAzvXLOmVHUY3td/Kb3umzjYvwrWvFr586z8P3g+GpK2FK9beD/8syds+LB43fb59XKWRyWkfKHwl1+opTjT+eqSXb6KRkRERKRS4uLi2LZtG+vXr/d1KCIiZXNNbpgtnvfxNGTPY0LKw1CtoAjYsaB0j566UCFly4f/jIBPb6j6cUUKex57zcGymmufYa+lqiTe0pOMqqWCXLDbjXW//BvmTi49LNOV3Qb7f/Rusic3vfL7rpwB9nxY8ljxuvXvGs/Lny5e9/PrsODv3omvFll9HUCjFNISgNbW4l9Yp7PK+Z9AREREREREKqf3VcYwpnPvK3sfT03Nm7aHEzvd1xUN2XNNWgQ1NWaIK8lbQ90qw+EwYrMGuK8/tA6S/jAeVeHaO8ri7TRBGYmn2mz+/Z/zISMJdi+FvcuNnmJFDcq3fAH9PPz3BKOa6Yfn3Ned2A0tulQ/lqoM/yvisBtN6V0b9pcU/1G1Q/IVVUj5QlhrACIdJ3lqQk8Adh/LICff5suoRERERERE6r9LXoVr58Cox8rex89DQiqqV+l1RZVDqYfKPxZK95SqSd/EwQutIeWQ+/oCl0qeUhVE5VQUuSakzF5OSJWZeDrThFQVKqQykoznLV9A9mn32fJyCyvqUo+U7u/026zS51r33+Jlu83oC/XtvZWPpbIJqUWPFC+nHIStX8PG2ZW/DsC6d6q2fy1TQsoXChNSpB7hpnNiCQ20YrM7uOujDdjt9bM7voiIiIiISJ0QFAHdLym/0sdTUskaBE0i3dcVza6WcrB4XW4Z/Y5K9pSqSfEfg73APTkC7k3Y7VUoeChwSUhV5bhKqcVKqGpxQOYJoy/TP9qX3laS65C7w+uNvlAbZlXhepX8PH6ZWbxcNMzQLbRK5A4W3l+5a/mIElK+ENbWeE5LxGQy0bFFEwBW7DzOkm1JPgxMRERERESkEXBtat6sE7QeAEPugC5j3fcrqpA6faB4XdYJz+fMr8Uhe0VKVtsUuPS8speYna08rj2SqnJcZZRVIVWbQ/bK43DA0U2l1+dmQNqR0utdP/PKflauyaPqDNnLTS29Lrv+T4ymhJQvFFVIpSeC3UaBS1XUA1/8waItSkqJiIiIiIjUGNcKqfMfhD+vgOBmMOZpaNkT2g83thVVHLkmpI7t8HzO2qyQKlIyueFWIZVPpblWSDk8VOOckRoasudwwOpXYM61YDvDJJqn5Njr/cvauWrn3rHQmHHQeXiJ/2an9hkN1l2HTZaU4yEh1QCoqbkvhEQZz/YCyE6hd+twtiYaDc7Tcwq486MNbH16LAV2B+FBfj4MVEREREREpAFyTUi5Nopu0gLuXms0B39vTPEse64JKU/VKlB+QqGmlFchZatCQso19vpUIbX8GeN5zzLoNq6aJ3HgMcmUeaz8w7JTYNYlFZ/+k8nur4ve99E/IPF3Y3Y8e77naqwGThVSvmCxQkC4sZx9ikcu6VFql0e+3ky/Z5bwTfwRdiZVYVpIERERERERKZ/rLHv+IaW3WwoLA4qSOhkVJCegeMheZXr7eIvDBmteMxIb4N7UvCq9oGoyIVWmM0xIucbpmpg7ugk2fGj8d1g7E+LnlH+eRQ/D9w+WOHc5n11R2Bs+qFK4xccXnuA/58G3fy2uZDuwpnrnq4jrDJF1jCqkfCW4qZFZzzpFeIsuPHFpT575bptz8zfxiQDc+0k8AEvvG0GXqHKmeBQREREREZHK8XPpIRXg4XuWJcB4LhoCl3Wy9D4dR0HLHtCso9E8Oi8Llj8Lm+bC7cuKW7VURsYxCG4B5irWjGycXRzbU6nuM/2VHLJXXqKsuomsyvBmhdS+VcXL2aeLl/2bFC//Z4TxnJsOSx6t3HlP7CpedjjKr3az+BvPrtVoVVFWDymvD5UstO6/cM7Umjn3GVKFlK8ENTOeD/4EQIGnrvkuft7r4RegiIiIiIiIVJ21jCF7RZxJh/ISUiNh3Axo3tl4nZ8Nq182hl6teL7ysexbZfQYmndX5Y8pUjKuPJfG6nVlyF7JSihnYqwaCanEjcXLOSmuJy29b8Laqp8fjPjKSw41jTWebZWoPFrsKSFWxvuuqYTUyd01c14vUELKV4ILE1LLn4Zj27msbxuC/S1l7m4215EZCEREREREROq7snpIFXEO2cszKoayPMxoFhFjPBdV57jOsndyb+VjWf2y8fzHJ5632/KNxthFFUHlVTq5JqSqNMuel5uauxZcuFZCrX0LXuwIydtKH1MZru/d9Rqekm+WavZjdtjK/+yKYlj9SsXnWvtm6XVlVUhVUKRSbb7obVZJSkj5iusvvQNriA4P5LfHRvOYh35SACfSq1kOKCIiIuIlM2fOpGfPngwePNjXoYiInJmKhuxZXYbsZafgrMApqpwCiGhfeK5g4zk3o3hblRpUV1B88NNrRmPsT280Xpc3pK7chFRlh+xVo0Lqq7/AV38u4xwu72/xdMg+BZ/fXM0WUi7vweHyOXj6TMzVTEjtWQ4vdignhDNMHJnMnpOKNVUh9cenNXNeL1BCyldcSysDwgAI9rcyZVgsM648ixFdI912P5GRi8PhYO66BB6ft4WULPfyQEdtNs4TERGRRikuLo5t27axfv16X4ciInJmiobsmczFCSVXRYknh614trWAcAhuXrxPRDvjuajaKutE8ba0o2UnjjZ9AruWFL+uqJfS+veN5wOrjeeyhood3uA+jK22huxlnzaqu/74FDKOG+tck0We3t+JnWCrRuLLrULK5Rrr34Vv/wZJW4rXVbdCau6kioKo3Hly0jyvP7ETXulW/fM2IHUiITVz5kxiY2MJDAxk6NChrFu3rsx933nnHc477zyaNm1K06ZNGT16dLn711lZLg3Ycot/UP2tZiYPacdrk/q57X48PZd58UeY/tVm/vfLQWb9fMC57XRmHsNm/MBT87fWcNAiIiIiIiINQFGFlH/o/7d33+FNVW8cwL9J994TuoDSAqUtUFrKHsUyFJkCIhRQlKUMB1vwhwqKoIjIEAGVKSiIyN6bQqFAGWUVKIUuuvfI+f1xmnGbpE13Ce/nefo0vffk5tzk5jb3zXveozpgohjMyHzOfxtby7OpdA0Bk5IkAsWC2lKSQtXD9h6eAHZ9AGwZIl+mbgiX4rYUqQtIresO3NylcD8Nhp1JCQJSVShqLu2bugwpRYoBvLJkJij8oSZD6u5+Puvd6g4Kyw5otv2K0jSTabGL6uW3/wWyEpSX11SGVD1W5wGp7du3Y/r06Zg/fz6uXLkCPz8/hIaGIjFR9bSaJ06cwPDhw3H8+HGcP38eLi4ueO211xAXV5GUyHqg5xfy24JibJy1iT4mdG0MNxserX+enodlh+WV/yMeywNaf16ORXxGniBIRQghhBBCCCFEDWlWlIGp6vXSWfYAILoksGFiKxvdAktXeSBLVYYVoDroEP6L/LY08FNWQOrOPiA7SbhM08ynsgJSX1gCF1bJ/y6qQoaUYu0jafDssUJBcXUZYKUDa6pG/Zz6DljalNeeKt2mvACOqkL01aGmEpmqe3bDl0CdB6SWLVuGcePGYcyYMWjevDlWr14NY2NjrF+/XmX7zZs3Y+LEifD394e3tzfWrVsHiUSCo0eP1nLPq6hJD6B1GL+dl66yyYxe3lg+rBUA4EZcOmJT5CeJiMepyM7nJ4piGq5HCCGEEEIIIZoztOC/pbOfl6aYIRW+hv82tpFnSEmH6wHqA1K5qcrLHp6Q35ZmJSkGpEoHJbYNV96GJrO7AeUHrg7MVOiLQg2pimbqKAawikpqHytmgGlaLEpVQObYQv774CzlvtVVAKemMpkoQ6p2FRQUICIiAiEhIbJlYrEYISEhOH9esykac3JyUFhYCGtrNSeS+kw6K8O5FfKIbynejsICe5+/3hwNrYyQU1CMFcfuAwB0FCLOeYWvXlSVEEIIIYQQQirEJQjo9DHw2kLV60UiwMZTuExdQEpHV1jsXOrPkcDuicJlikPjZIXEFQI2BQqF0VUlHhTmaR6QKp3pVFYiQ2GO/Pb5n4DIrcL1xYXA2eXA8+vyZUX5QEpMqYBUHiqNlXMtyxhwYpHigso/VlWErxEWj68uqTHVv816TrcuHzw5ORnFxcVwcHAQLHdwcMCdO3c02saMGTPg7OwsCGopys/PR36+fIa6jAw1hcXqgqGl/PbBWYDfMD4uWbGJno7g73faucHB3BCTtlzB6pMPcCc+Ayei5SmcaTmFcLQQ3ocQQgghhBBCiAKxDtDj87LbjDsKHPsSCF/L/za2lg/Zs/MWttUzVh0oitwMNGgDePYEzJyEQRdpcEqxRlR+Fq+ZZOUuHEYnlZtSgSF7FShqrhhIen4N2D0eiL8BdJ0JGJoDF9cAh0uerxE7gXuHgZhTQNJtYKDCMMTCPGHQCig/0CTrbxEAA/XrayIIVBk5L4BDc+u6F1qhzofsVcXixYuxbds27Nq1C4aGhirbLFq0CBYWFrIfFxc1hcXqgjRNVCr9qcpmM3p5QywCVo1oDX1dMXo0s4exPg86KQajAGB35EtWS4sQQgghhBBC6iNDC8Crt/xvYxug86dA/9VAq5HCtqoKm0v9Nx1Y30uYhQTIg0AFCssjNwMr2/Kheukqru1yXlRgyJ6GtaAeHOcz5JV2YSUQsZHffn5NvnzzYJ4llHRb3mep9a8BazoJt6PpULScF8CJb3jWlSoVCbDVtMuqSwyRiqnTgJStrS10dHSQkCAs9paQkABHR8cy7/vdd99h8eLFOHToEHx9fdW2mzVrFtLT02U/sbGx1dL3alE6IJVRcsLJSRGkU47v0gg3FoSid0snfjc9HQR6qB6iuHj/HeQWFIMxhvuJWSiWMIStD8eo9eGITclBZl49ehMTQgghhBBCSH3WIEB+W1IMmNgA/sMB/VJ1oxTrSOkaKW8nI04YeALkGVKFCpk/p77jv+8fATKeKW+nIgEpTYuT/9Ff/br8zJIbVRgeJ631VF7Np13jgRNfAxv68L+zS83CV6ThfpOXRp0GpPT19dGmTRtBQXJpgfLg4GC19/v222+xcOFCHDhwAAEBAWrbAYCBgQHMzc0FP/WGTRPh3+lPgdt7gW89eGpoCZFIBBMD4ehKdxv1EfikzHwcvJmAkGUnMXTNeZy8m4RTd5PQ6dvjmLzlqqzdjafpaL/oKHZdVZ2ZRQghhBBCCCGvNEOF60eLhurbKQaoSl/nSanNkFIISBXLy83g/Ar+2zMUcG3Pb+emVmzIXlE+kBStWXtVjG3477LqTykWaldFet8rv5Xd7vFZ/jvzGa+xvKSxcP2ldWXfn7x06nzI3vTp0/HLL7/gt99+w+3btzFhwgRkZ2djzJgxAIBRo0Zh1qxZsvbffPMN5s2bh/Xr18Pd3R3x8fGIj49HVlaWuoeov2waA+PPAr5D+d/pT4F9n/Dbp78r865dmtqpXRf+KAVzd98AAFx+LJzZ4eTdJMQkZ+N4dCI+3HoFz9LzMG37NVWbIYQQQgghhBDy3lGg+1zAZ5D6NorD0tw7qm5TOiAlzZAqnTklJQ30mDsBeiVZV0X5FZtlb8tbwMpA4OZuze6jtI388tuUR1pD6vZeze9zcJbyslPfVr0vpF6p06LmADB06FAkJSXh888/R3x8PPz9/XHgwAFZofMnT55ALJbHzVatWoWCggIMHjxYsJ358+djwYIFtdn16uHoAzi04LdTH2k8dWU3b3v8PKI1GtmZoNcPpwXrPtlRdoCp1w+nkF+kehwvYwz/23sLjAHz32gOkUjDKToJIYQQQgghRBs1DOA/ZYm/Ib/duDtwcZVym9WlAlWFuXxYWnnFuk0dgKwk+X3uHym/zwC/tpQGtaSF2ZXalFPfSTZMrgpD9qTBOt0yCpaTV1KdB6QAYPLkyZg8ebLKdSdOnBD8/ejRo5rvUG1zbsV/x4ZrPgMBgD4lNaUqSl0wCgDiM/Kw4ewjAMDT1FysGdkGOmIKShFCCCGEEEKIWs6tgGdXgaa9ASMrze7z70dAVkL57YxtAb2SSbxu7S5/iJxUvsIM85IiqAwqqZrJT1FxPnD7XyDqL80eU5XM53yooY5+5bdBtFKdD9kj4NOAinX5WNmcFxW++w9D/TGodUP0bO5QpW4wxnAnPlP295HbCfjrylMsO3wXsSlq0kgJIfUSYwxpOVT4kcgVFElwIOo5HReEEEJITRj4Cx/WN2SDMCDl5Kf+PpoEowDAxBbQLQlIaRqMAuTlYAD1Bc4LywlIFeUD29/R/DFVObcCWO5PASmihAJS9YG+CeCofqbA8vRv1QBL3/JDQkae0rqpIZ4abePXMzGYuPkKxmy4JFj+5d5b+PHoPfRYdhIAkJVfhLfWnMeqEw/K3N6LrHzkFWqe7cUYw9JD0Vh2qGIF99JzCiGRVCF9lBAt9dOx+/D/32Ecj06s666QeuLnE/cxftMVjNl4qfzGhBBCCKkYW0+g86e81pNiQCrkC8DAQv39NGFiW/XhbupKw5Q3XLCoGmpIAUBeGs+UIkQBBaTqC1f1swpq6k3/BgCANm5W6OfnjNd9nTClhycOT+sM34YWaO1qKWtrZqiLB1/3kQ3HW7j3FvZHxSttMyOPR9ILiiR4mpqDPy/FIjwmBd8cuIOiYonKoNODpCwELzqGoWsvID5dOUhWWnpuIQ7fSsCKY/fx47H7Gt0HAE7dTYLf/w5h1cmyg2OvktiUHMpmIwCApYfvAgDm7Y6q456Q+mJnBJ9R9eqTtLrtCHmprVy5Es2bN0fbtm3ruiuEEFJ/GSoEoHQNAQOzqm3PxE6eIVVZ6jKklpeTGFEdRc2lku5U37aIVqCAVH3hGqS8LL9iMweObOeG1e+0wa9hAfhxeCv89HZriEQieDqYYc/kjhjXqZGsrbWJPnTEIpjo66jclqpa5utOxyA8JkX296j14Wi98DDi0/OQV1iMG0/TMWPndfRYehIFxRJci01Du0VH8U9knOw+6bmFOHo7QZbVlJ5biDd/OoP3/4iQtTlzPxkFKupcxabkYNWJB8jO5yfTz//hF9pLDlZhGtNyRDxOxfozMWCMISouHdvCn4CVTFuanV+EM/eSUVRcTiFABcU1kM31PD0XH229ivMPXqDzkuPo9O1xZOcXISEjT+PgXk27n5iJRftvIzW7AA+SspCRJ5+qNq+wGH9ejkViJu8rYwyFFXhOq963LHx74I7SMKa4tNwKZfnVlC/+vYkv/r0pO+4qylBPB1eepOKjrVex8WwM5v8TJThmcwuK8ceFx0rHSkGRBKfvJWHtqQeVfmwAiHicgsuPUspvWElJmflIylT/QUld3289y0BqdoGg3cuSbVl6n3IKinDh4QvZ+SU7vwj/RMYhJVt4TOvpaP4vvyrnKsYYXmTl4/GLbNl7OSouHTsuxwr6npiRh0QVmb2kfps0aRJu3bqFS5co044QQtTS0QWa9ATsvHl5FkPz8u9j3UgYyFJkbFs9AanKfKYrqsah/tlJ1bctohXqRVFzAsClnfKyPwYA7x3WeBP6umL08nFUu97Vxlh228qYj99t7WaFE9HyE4Oejgi/jw1Cem4hxm+KENx/47lHgr/PPeD1rvr8eFrpwkfRlG2RMDPURTMnc4zdeBm3n2dgVLAbPurhiTd/Oou4NOG45U92XMNfEU+x9X35c5KZV4hO3x6X9fG9To1QWCw/oT5NzUFDK2OUJy2nAC+yC9DYzrTMdncTMrE1/ImswLuzpZHs+bA3N0B3bwdM2x6JQ7cSMLO3N8Z3aVzuY/9+/hEW7r2F38cGIbixjdp2h27yTLXXWqh/LRV9s/8O9lx7hj3XnsmWXYx5gRl/3UBSZj6sTfRxaFpn2JpW76wWEgnDjbh0NHUwg5GawKbUW2suICW7AKfuJuP28wy42xjjxKfdAADfH76LNacewt/FElNCPPHZzusoKJLg8LTOsDcX/uOVBgzEFSi0f+sZL+bY3Fn1B4Gw9eGIS8tFXFoulg/jEwzcT8xCyLKTCHCzws4J7dXuf36RRO2+F0uYYEIAiYRh7Wm+n+0aqX79GWMQiUSIikvHuN8vIz4jT/a54b1OjdDA0kijfVYMJhjp6WDgz+cAQHaM+Da0xKA2DQEA3xy4g43nHmH7pSf4Z1JH6IhFKCiSoNfyU3iYxFO4XayM0bsSkyjkFhRj0KrzAIDb/+sleK4W7bsNAJjVp1mFtwsAGXmFSM7MR/elfDjxnYW9YKgnfC2+3HsLB2/F459JHWFtIq9ZEBWXjtdXnIGnvSkOT+8CiYRh4KpzyC0oxm9jA2Ftoo+dEU/xWguHan/fSB26GY8LD1PwaagXdMQi6OsqB4u+PXAHh24lYOf4YFiWnLNP30vChE1XMLO3Ny9LyhguxqRg7/XnmPd6c3RsYouha88jLacQQwNc8M1g+beeejqavW9m7LyOw7cTcHBqZ9iZabb/EY9TsfbUAyx80wc7Ip7KviiY0sMT03o2xesrzgAAPt15HQv7+2BIm4YI/PooAOCDLo3QzsMG3bztNXosQggh5KUwYgcPAInFvF5weeybA2lPgPjryuuMrWsuQ6o81ZkhVV1c2wMiMfD4TF33hFQRBaTqCzMHHhVPeShf9jQcSLgFODSvlodwtzGR3c7I5RkqK99ujf+uP8dnf/ET35qRbRDc2EaWraKJsoJRUrP+voHU7EIUlHxb/vv5x7j4MEUpGCV1/uELHLuTgLbu1jAz1MOOy09l687eT0Y3b3s8T5fft+M3x/HXhGC0cbMGAGy/9ARn77/AkiG+MNDVQVRcOn4//whHbiciJbsAR6Z3RhN7M+QVFqOgWILNF54gKi4dX/b3gZWJPiZuvoL7ifIMtauxqbLb12LT0d3bAYdu8SKEa089lAWk4tPz8DA5C8GNbCAqlWb2+T83AQDDf7mAR4v7Ijo+ExM3R+Dj17zQp6UT8gqLkZFbKMsW2z+lE648SUWXpnY4dTcZLZzN4ediiWIJQ0p2gexC8YmKIXobzj6SZY2kZBdg/43nGBnsLmhz8eELrD8bgy/6+cDRgv+De56eCztTA+iWk0nBGMO/159hyrZINLQywo7xwdh84QkGtm6ARgrBvuPRiQCTHyO3n/Pg0KMXObKAzZbwJwCAyNg0QQ2zjece4bNe3rK/k7Py0WPpSXT3tsf3Q/1xPDoRLlbGcLMxlmV+PH6RjYfJ2eja1A4ikQh5hcXo8+NpAICXgxne8HPC5O7CumrSY3B/VDyWlyzbERELALj8OBW3n2fgbkKmbEgswGvxfHsgGmaGutgzuSM8bE0E29x04THmlgyVW/l2a0QnZGLv9WeyAM+jxX2VntPvD9/FutMPMbtvM/x+7jGel8pYupuQWW5AqqhYgkGrzyMuVX5MqArexWfkIS2nAAN/PoeHybxPUXEZ+PjPSCzs74NeP5wWvDe3XoqFhAEbzsagS1M7vO7njHsJmbKgqTSQJhUZm4b3fruMAa2cZcteZOejoT4PGqflFGDNKX6uGxHkJgiW33iajrG/XcKMXt4YXBI0A4A1JUNz2ze2xYazMYiMTZP1HQD2Xn8uaA8A687EAAC2XHyMIQEusDczgEgkwq6rPGvzXmIWGGNIyspHZGwaAJ6R5uVohh+O3MMfFx5j30cdERWXAU8HU6WA13cHo3HsTiLWj26LI7cTENLMQfZeKo/0fb7+bAzcbYxxZHoX2ftO+h7/uaRW3/ozMTAx0EVKtvx5m6tiKObCvbfQs7kD0nL4+X375VhM69kUjhaG2Hv9Ge4myM9pJ+8moZmjGezNDZGSXYAlB++goZUxPujcCNsv8+N/343nCGvvrvT6pucWIi2nAPlFElnAbtAqHvRMzSkUZNKevZ+Mt4NcBf2ctzsKzZ3kQxfWnHyINScfYsXwVnjDzxmEEEKIVhCJ5MNONAkG2Xmpr+ck1qm5GlLlqa4aUtVpxA5g85C67gWpBhSQqk8adRUGpADgzPfAoF+qZfMmBroY28ED68/GyC4kTQx08bqfkywg1caVB3TszQxx76veuBabhiIJw7C1FzR6DFtTfXTytJNd8EklZCifyKIT+Ix+U0M80d3bHlcep2LBv7dk68duvIxeLRwxv19z7IiQB6SORyfhePRJpe3N3X0T+6d0AmMMM/66AQBobGeKAa0ayL6dlzp6OxHH7yRh0f7bUByZcj8xC3+ODxYEowB+wSSVnluIiw/lsyFKh6T8du4R5u8pCToFumDRQF+cf/ACp+4l4fwD4eyJEgnDlG1X8SApGxM3X8G299spPcf9fjojyAIDeCBj1Yn7+O7QXWwY0xbdvOxl2W6KTt9LFvw975+b8HexQkZeIVaffIA5fZthaMnjuduYYFafZth9NQ5Tt0fiox6emN6zqey+sSk5mLM7Cu0b26BvSyfsu/Ecy4/eQ04B/6f2NDUXwYuOAQAuPHyB398NhLG+LrLyi5SK5CuKS82Fq42x2mFxabmFyMwrxOgNl2CoJ4axvi7Scwux62ocBrdpKNu2nZkBzs7oDn1dMcb9fhl3E7IwLaQpjPV14NNAnvYcnZCJ6EOZ6NzUDk0dzJSCC4rDRKXDQgGg93Ie0JqyLRLdve0xvWdTfHuAZ39k5hXhm/13sHpkG8G2FIMFk7ZcUdo3xhiuP02Hk4Uh7M0NcfBmPJYfvQcAmLNLdc2n6PhMdPOyx/ZLT3Dm/gt8FuoFA10x7M0NkZVfBB2RCLeep+NaSWBF6mGS8tDf3IJivP97hCCgAwC7I58hM69IKVB86m4STt3lmZSXH6fih6P3UCxhGB7oAm9Hc6w99RA9mztgQb8WAIAfj95DclY+fjkdI9tGWk4hGlgyRDxOFWRbRj5NEwSkpm6/iqTMfHyy4xo6edoCAIokDIv2l11z4JMd16CnI0JGXhFeZOVj7Sn5e/avK3H47tBdTO7WBJ+EeiE9Vz5kNDWnEIkK56fDtxJk75/bzzPgMWsfAGB0e3c8Tc1FYbEE60e3hY5YhJ+O3wcAtFvEM33+vByLfyZ1wJUnqWjhbKF0jKXlFCAhIx+e9sIMzUcvcnDmfjKi4tLhYWuKq09SZcE0AFh98qEsmF+ew7eEs/UM/Pksjn3SFZO3XBUsD1sfDktjPZyd0R1/Xo7F1nAehFLMohKLRUjKzEe/n86gsZ0p3vBzwv3ELOy6+gzJWao/nCoGowB+vIStD1dq9+elp0rLPtx6FW42xvBtaKnRvhJCCCEvjeLC8tuYOvJMqNKav8l/65WTKa9vChSUUfKl0hlStTA7r5M/8DxS8/a6BkARDfvXBiJWleIgL6GMjAxYWFggPT0d5uYajOWtTXnpwKF5wJXfhMtf/x4IGAtEbgEeHAPeXMnfhIzxqULNNBvaBfAL4TvxmWhkZwIDXfnF0rXYNDAA/i6WKu/nPvM/2e1AD2uliw4A2PJeENo3sVVqX5bOTe3w+9hAAMCVJ6myoUWV4WptjG8H++Lzf6IEmQCqNLYzwYMk1d9A2JkZlFmTRpWLs3sgqGT4idRfE4Jlw5VK+2dSB7y58myFHgMAwuf0QOBX8scJC3bDxZgU3InPLPe+77RzxaYLT1SuW9jfR1D8OrSFA+b2bQ49HTHWnHogG7pYEW/6O+OfyGdltlk0sCVm/X1D5bq+vk4wN9SVXSiXZcu4IOjpiDFktfD5tjDSEwQfpDo2sUVSZr4sKCr1a1gAejRzwKQtV/Dfdc1nAent44ilb/nBWJ/H+Ms7/tePDsDYjZfh19ACP73dGj2WnVRZN600b0czwWttZqiLZW/5Y9bf16EjFiG0hSN+P/9Y435Xtzl9msHCWA9f7r0lmxBBKqSZPTLyilSeO+zNDOBkaYSZvbwxZmM48gr5c2FhpAc9HTFm9vbGJzuuVUsfe7VwxK3nGbLMwn8mdcDJu0lYVlIEXhPD2rrg01AvtPnyiNK6JYN98enO6+jv74xlb/nj/MMX8LQ3xeXHqVi49xaep+dh83tBGLHuYrXsT1UFuFnh8uNUleumhnjC2cJI9oVFRTR1MC33PKzO6Pbu6O5tj8jYNEzs2rjcjM3KqNefBV4S9BwSQkgFLPcDUh+V3ebdw8D1P4FLCskIJvbAJ3d5plXERuDfKXz5Gz/y68DjX8nbDt4A7ByjfvtmTkDOi4oHmFyCgNga/tzi0g6I1SwBAgAwPw1Y3RFIoMl7NLYgvdo3WR2fBSggVR8tUFHM7v0TwNqu/Ha/FUDrUcCJxcCJRcDQTUCzN/i6ogI+paZp9dbikF5g6+uKsWtie/T9UZ5xZKKvg12TOqCpg3wIxk/H7uG7Q+Vf4A0PdMWigS0BAImZeYJgS2kNLI2UMjd8GpgjKo4PA2tkZyIbElUZ7RvbyOpiVVTpQAEAdPK0VcpUkrI3M0CimqCXramB2uwDsQioSK3hn0e0xsTNPEOnq5edoF6YNmnZwAI34qp+km3XyBoBbtayzJeKGhrggq8G+KDJnP0Vvq+VsR5SczT49qwWzH+jOXr7OMHEQAejN1yCp70p+vo6YeSvypku2szR3BDxaopu923phP9uKActFc9To9u7K9XeA4B+fs6Cmm8VpUmwR5OAcE1xNDfE6Rnd0Pnb44Khp2dndsfSQ9H4+0pcGfcW+qJfC4S1d6/2Pr4UnwXqOXoOCSGkApY1BzLK+P/35s9AqxHA8UXAycXy5dLEBAC4tg3Y9QG/PXAdAAb8PU7edugmYPs71d512DYFkjX/4q5SPLoAMcojYFRqMQAYshG4sBo4MKNGu6VV6mlAimbZq488OvPfioXO4xQKjOelAy8e8GAUAPwzSb5u61DgO0++vgbYmRqguZM53mnnilHBbjgyvTPOzOguCEYBwKRuTWBlrFfu9hpayVNPbU3KHhfdy8cRa0oNjRrWVl6bpDLBKOnwlK8G+GBMB48y2z78ug+WveWncp2qDCV1wSgAaoNRI4JccWlOD0zsqrpIuibBqNEKF28dPW2xY3wwAGhNMKqxnbxeU0gzHnhVDEYZqygy3rO5AwI9VKRAlzDU46fCCw9T1AajNCluvf1yLHos0/CfaSkTuzap1P3KoqtB8ffZfbwFf3fytMXIdm5wtDCEmaEe/prQHosH+aKTp1219686hbZwqNbtje3ggQuze+DYx13QqFSNMAAqg1GlqQpGAcBjFXXfmjqYwsZEefitKr+GtUUT+7InZlj2lj9+K8k+1ZRfQzUz+1TQgNYNoKcjRjMn+QeT/VM6oYGlEbwdKzbttSbPMyGEEFLvlZWVZOvFg1GAcMje0M1AG4WMJ8UaUvrGvK6UIrHCtVeb0ZXuqpJc1ZnU1UpHs89AAADn1vx34PvK63Q1mwCI1B8UkKqPRvwFfBwNDNkgX/b0svz27b3Aitbyv/MVvil/wGv54OomIOpvntaZl66+QJ6Gvh7QEqYGuvh+qD9EIhG+7N8S/3vTB03szWCl4iJKJBJh9TttYKgnhqs1rw+zZVwQfnq7FX4NC5C1MzeSnzgViy93aCKfhSy0hQP2fdQJM3p5I7SFo+AC+u1AVywuybBSZGaoi4GtGmDViNZYMtgXg1o3xM7xwfj8dWGB+K3j2mHb++3wdqArmjoIL/AW9vfBvNebY3igC34fGwixWISBrRvi/Kzumj5t5fp6QEt80KWR7O+RwW4QiUQY37UxOnnaYnYfb0zo2hhNHUwFgRiAB0gsSp4/LwczzOjljS3vBaGfPy8K7GBuAHNDPTR1MBPM9laW15o7qAzorBnZBm3crDCxa2N8O9gX60bJX8MRQa6Y3K0J2ivMHLhhdFvNnwQNKL7G/fzkxcVHBrtjxfBWaO5kDl2xCBtGt8XJT7th0cCWOP1ZN1k7iYSpndkOAM7P7AFbU/X/CD9/vTkuzw1B9Je9MK6TB1a/0xp/TWiPW/8LxdQQYZH0xy+Ugw2qGOnpyGZW0xGL0MvHEa1cLZXavenvjPA5PTCiVGHoRnYm6NLUDnZmBmpnT5vWsynGdHCHg7n6YJqZoR5m9PJGW3cr3FjwGv54N0jtEKnPenkJ/rZXMwObnZkBpoU0VblOU9IgYWkiETCjlzd2lgRaAaBLUzusGRmAJQozypVHVbDG29EM5oa66OZlhzl9+ex/jexMcfTjLrI2bdysBIGWcZ08BO9NxSxOkZq3nbTOl7ejGUa3d8fSIX7YNbEDRrRzU9newdwAbdysZH+7WBvjwJROWDuyDWxN9dG+sQ3WjGyDfgoFwXXEIrRWOJ7OzZSft0YFu2GOitkN14wMQDcvYeDRw9YEs/t449KcEOyaqHrGSQAYolBQflBrfluxCL+08L+HbdmBtNKep+eqrTNHCCGEvDQGrCm1QOFDgqFCZomR/P89XIKEHyYUgy16Rsoz9+ko/G3nDQRPrnR3BbJr40vtCgwB0S/53CUWA1YKCQUL0oHOH1dvt0iNo6Lm9ZGuvrwuVM//AYc/B2JOy9eXHl/LioGM54ChwrfbxQXyMcQRGwEja+CTe8ITVQW8HeSKYW1dVM7YpU5QIxtELQiFjliE/CKJUoFfQPkb+b0fdsTNZ+l4K8AF+27E4/zDZMzq3QwmBvJ+vxXggq3hsejubQ+xWIRhga4okjDM3R0FE30dbBwbCDdrY9iby2e7GhLgAoBfTDLw2ajMDHXh00BeeNjFyhjBjWyQU1iMjaPbqgy0AYCThRHeaeeKXVfi8FEPT7wV4ILb8RmwMtbH09RcmBroYvgvymOgZ/fxRlt3a7z/R4SsRlXHJrZ4w8RJVjTdxYoH78wN9fDHu0Gy+87o5Y3YlBz0/fE0MvKKsHhgS/T15QWGN114gmk9PdHQSl4Y+q8JwXCy4P+0LIz0sKBfC0GNKEM9Md7t6IGVx4WZdD8M84cIIgR+dQSZ+UXQEYvwpp8zQls4IrSFvFaZYo2tj1/zgrWJPi48fIFzD17At6EFunnb4/uhftgaHiurGdSukTUuPFSuHwSUPVztp7dboXNTO8wsqTVlrK+DfyZ1wM1nGejsaQuRSIQ3/JxRUCSRBXiGBwqDNwXFEkzt4Yl+fk44fCsREY9T8TQ1R5bZZmWij8/faIGPtvLCz1NDPOHlYIalh+/if2+2QPvGvDaaga4O5vQVBjUnd2sCD1sTdG1qj3+vPxMWNO/WGH9F8ONkd2ScoH7SmRndYGNqgKJiCYokDIZ6Ovh9bCC++PcW/rryFB62JtATi/G/fj6wMNbDVwNawtPeFAdvJuDtIFeEtnCU7e+Q1edw6RH/9mpYWxdsu8TrbolFIsx/owXmv9ECi/ffQVGxBGM6euDiwxdIyS7A+Qcv0N+/AYz0dTBBTVaeovGdG2NAqwbYefkpOnjaormTObznHQAAjOngjk9e4wErfV0xkrPyserkfVk9KAB48HUfjPz1osqhsWaGusgsqTvlbmOMfyZ1xIvsfHRfKs84++PdQDSxN5Ud21JpOfxbxyEBLthz7RnO3E9GWYPR3+vogc4l/b9VMvOjlbEelg9rhUZ2JtARiQTnOpFIhG8GtcTX++7g89ebw0BPjB2Xn+Ldjh5wtjTCzN7NMHf3DUG9s70fdkQLZ3MUFEuw5EC0oEi5VD9/Z0Fm3EfdmyAjtxAbzz2Ch60JNr0XBEdzQ+iI+YyRU7dFolNTfizq6ojxWgtH2QQVAM9u09MRI7gkOGxmqId/J3cEA4OzpZEssNbYzhTFEoav9t0WPLajhSE2jAlEUmY+ui89ga5e9lgxvJWsjZ1CALJPS0fsuxEve72WDPFDVy97FDMmy95qqXB+l55nG9kpZ5uVtu39dpj513V093bA3L7NKvR/hxBCCKmXmvQAZj8DlnoD+RmAd1/gzl6+zkAhe1jPWOF2qWwfxQwpPROgsNRs5YoBKltPXi/qZeEZCtxXrs2pkr7CZwmdUiNyLEt9uSfSAabfBpaq+KLUuRXw7Kry8opqO05Y94tUCNWQqu9u/QP8Oar8dq1GAh2mAD+VZK74DgOubxO2mX4HMHeq/j5WQmxKDmJTc2QX+tXheXouzA31BMErdZ6m8iwWxSCOVOkpziuqsFiC174/BQlj2D+lEw5ExYMxYFBJBsGCPTdlQ3nuLOwFQz0dnHvAL6A7NCn7+biXkIn7iVno5eNY4T4OXXMeF0sCIo8W9wUA7Lr6FLefZ2LtqYdwtzHGiU95VtGjktnX3G1N1D4fX/13C4wBcxWyziJj0+BkYQgHhWAgANxNyISdqQEeJmdj04XHslkYQ5o5IKSZPV73c8Z3B6OhIxbBwkgPHZrY4MrjNPTycYSLtTEYY7LZzj7r5aXx8La915/h2wPR+GVUALxKDRWKTcnB//bewrsdPWTZU/cSMrHzylNM7NpEln1WEYwxTNseid2Rz+BobogLs3vI1uUVFuNpag7OPXiBRram6Oip+rVmjCEjtwgWGgx5lbqfmIVJm69gWk9P9PJxktV8+7K/D95Rk3VTXcJjUnD9aRre7eihdJyk5RRga3gsvjlwB8PaumDxIF/kFRbjQVIWYpKzZTO/TenhiWk9myLgyyNIzsrHyHZuWNjfBwB/PtadjkHLhhZKWW7S/fRyMMPBaXyoc3puIVKzC/AiuwDv/nYJvX0ckZZTiP1RPHiyZ3IH2Sxu28KfYObfN9ChiQ02v9cOVVFYLIFnSe2wkGYOWKeQCQoAj19kY8nBaOxVKJa//f12CFKRuRcVx2dgtNFgmGhVhK0Px5n7yVgxvBX6tBT+byguGR9cOrvy+J1E/HD0HpYP9UfX704A4IEwxQC6lETC8OOxe2jlaoUuTXnmVUGRBE3nKtdYU6yPJz0/1aSX7rNAPUTPISGEVELGc+D5NZ4ksGkQX+bRBQjbw2/fPwpsGshvf54iHJb3+DywoRe//cFpIPM5sOUt+frR+wAwIOEmH862dypPTFCl3UReqFyxLExd6vMd8PCEPEhXlkG/Ai0H89s/BwOJJbO0L0jnz+2azvK2OgbAzMfAVyomAVuQDiRFAysrVuJAoNtcnkEWXpIBN/AXXjx+8+D6NwtgPa0hRRlS9V3DQJ75lFfOAZR8Txjhlb4xFeWlCQNSOSXZGqqmF61hLtbGcLFWDgZVRemsibKoCkRJVSUYBQB6OmIcnNoZEsazXga2bihYb2Yof9tJswY0Dcx5OpjB06FiNVikvh/qj3d+vYiQZvJaOwNaNcSAVsCAVg0E2Q/uCjVz1D0fpTOFAPWzNEprjLUx0YezpaEsILWwfwvZ67agXwvBfdq4yY9LxT64WZefYSH1uq8zXvd1VrnOxdoYv4wSBg08Hcwwq7fyUCZNiUQifD/UH52b2ikFwAz1dNDE3gxN7Mt+/UQiUYWCUQDQxN5UFpABgP+92QInopMwuE3DMu5VPQI9rNXW57I01sf4Lo0Q2sIBbjb8dTPU00ELZwu0cLbAlotPcO7BCwxszYdh7prYHn9ficO4zvL0a5FIhHGdG6nc/rzXm+Ob/Xcwv5/8WLQw0oOFkR7cbU1wdV5P2bGTkl2AZ2m58Gkgz9oZEuACG1MDwXDTytLTEWPH+GD8ejoG895Qfm+42Zigrbu1LCBlbqgLPzXvF8U+1qQ1I9sgNadA5blT3TDfbt726ObNa7dteS8Ia049xMI3fVS2FYtFmFpq6KY0q6+0hf19MGdXFF73rR9fmhBCCCE1wtyJ/xQp1JNVzISyVhiCVrpGlJ7CF776JsrrdfQAl0DAvSP/O1tNPVsja6DXIuDX1yre/5oiKQZcgzULSClq2otf95qWXN/YCEtpoPscHpRSR1TFCkYmtkCOwvPsWxIgbDMGuLiqatuuKFNHICu+dh+zGlBAqr4zdwKm3eR1oy6u4lFfVWIvCIfyxauYpluxIF1xIfBzO/774zvCFFBSZeouugDgnXZu2HjuEXp4V+9MiOVxtjTCsY+7qlynWBOnpjmYGfILccbgYGZYbnupLeOCEPEoFb19VHzDUY+IRCKlIGRtGxXsjlHB7nXaBymRSIRGdqrrBm0cE4j03EJZMNTF2hhTStXkKsu7HT3wTjtXGOgqDweWPraUtYk+rEsNw9URi9CzefUVQ2/rbo227uoD/G428kD4keldVA5jrk2GejoVCuSX1r6JLdqXk9Wpyl8T2uNabBqCGllj8parmN6zKfq2dELLBhZKE2QQQgghWknXABh/Fji2EOj8mXy5dSM+g5yRis8Tugqfm1XVkCodoOo0XXWARzosUKTQ3v8dIHJThXYBPRcCTAIcmV+x+wFAi4FA65HAHwP435IintX1NJyPECoLk5eDQNeZgE1joHFJrUx9Y2D4Nl5j2cmXzxBYug5XkcJQx8oEpDpOBx6d5kMtWw6RTzSmSDF4+Hkq8D8r5TZV0XU24OgDbHtbvuzjO8AXltX7OLWAAlIvAwMzwH84DygpBqTEesCwzcJUzbLkKNTvSYkBshL47cRbfAwtqRl5vEaNtGChg7khLs8Ngb6awtFVlp8FbB4CePbk/4jqGbFYhN0T24MxVKg2TPvGttU6xPOlcmcf8OgMrylXyTpw9ZG+rliQmVcZ6oJRuL0XAAOavVGl7VenLk3tsLC/D1o2sBDUuHup5WcBERuA5m8Clq7ltwev5Sct0n78k66y5dKhlIQQQsgrwdEHeHu78vIWA1S3Vwwg6RkrB6TyS8363aAN0Kgb8PC4cLl+SUDKbxjw5Bzg4AP0XgxYuQHN+gE/Kw/DV8nYWnXgTBOKk3cBgKSQ11H2HaY6IPXBKflQPMXrVl0DoNU7wrZevZXvP+0WH0In1gWW+8qDe0aVCBSFlArAdZjK++w3TL6s/UfAnf94wEpc6pqvSQivl9ViIHDz77IfyyWID62UmnAOMLYFzEq+UHXvxINjgDDw1qgbf17+erdCu1YXaJa9l4nPQOGJaOZjeTRYE7kpwL3DwL0jPPos9VxFNlVNkUjUp48+uwosawFc26Z6PcDTW8N/AdLjaqZ/6jyLrFzRu+Ii4Ed/YFlz4PgiPi4c/CK6qkMD1Yrcwv+5HP2iZravqTLK04lKFY0WyEkp87514sZO4HsfIO5K3Tz+tuHAhZXAjR3yZfcO85/aknQXuP1v7T1eVeRnAttHANvfkQeEq+rJRV73oQpEIhFGtnNTO7RVID4KiL9RuQfKfgHsn8lrSKiTk8LbVdXhecChuTwIrkrUX8CPrYDH56r+WIQQQsgrTeHzsaqAlKmKUQQGKjKPpUMEW40E3v4TGPUPb9flM8DeW7m9OoYWQNNQwFVhFl6PLoCBOdBQxYzbfZcBAWOBsYeU10mKVPf33SPA/DTAyY+PGhp3jBdsryiLBjyTysoNmHIN+OQuX25sDYzYCYzaw79ckxLpAJ6vAZMuAd3nAV1mqt+2qR0w9QbQfa58mbE1MPkSf04BoMfn/PfYQ8Dw7cBHV4HB64Xb6TBVedtDNwOvfclv+70NOLSQB6MA5aLufb4DLFz475aDgRmP+fJOn6jvfx2jgNTLxMwRmB0HjDkAjNnPxw6XPgity5gp68lFXmBt8yDgn0ny5eqGAVZWfiawoS9wdrnyutPfAUsaq55FYfckIOMpsOsD9dv+ZxKw7xNepK+2FGQDa7sAa7sCBTkVu29WAp/hoiATOLmYFyms6WBavkK9sfws4brcVCB6Pw+U1aT0OP46756ovC5yC/BtY9VFFO/8B3zroZz6WlzEg5mlnf0ROPNDxfpWXAhE/c0DLFJPLgBfOvBgZ2m5qfzbhfRY4JduwC89Kh/kKC7iQQJpwC35HvBrKHD3oPr7KO536iP+Oz+z5L08WPnbsMoqyOaZWJJi5XWMASvb8gDPk4vK6yuiKB/ITdOgPzn8dalMcDLjmcLtct5vjMkfoyAH2DIUOP+zsM2zq8D614BVweU/dnERcH2HfIj04c+BnwKBrETltjkpQKGKgpeFucDqDsDqjsJzjkSi/HwwBlxeDzy9LF+272M+xPu3Utlh0vsXFfBvGVcG8tdd9rh5wNMIzZ5zaZvrJUHSpDuq2x1eAKQ8BDb0lh/LBdnAHwOBM9+X/ziEEEII4awbA7ZevMawjp48iAMA/VepDibpqsjI1iupxyoW84CSSakRCO6d+G/P0LL7Y2jBhwm26C9fNuofPrO7mYqakCZ2wOvfA64qMrCk1ybuHYHgyfx2w0CgQWt55o9FQ571VVVW7sLZ6T17Ao26CIfvTb0ODPkNsGsKdP4EaPsuoKMPeL+uepvlJRp0+pgXFXcN4qMdrBvx+3wUCTTpCYz+j2eqSc1JAGY84sGu9h8Cc5OAASpqUnUrCYIFvl/yexwwLQqwLZkAysiSP26PeWX3rw5RQOplo2cEuAUDbgqR6K6zAefWwIdXgAln1d9X3bjgy78CP7QE7paKVuek8ItP6QXb/hnAvs+UL1ayXwDHvwZePOB/R2wEHp/hF2L7ZwA/+PILurQnwPGveJsTi5X7kZ0kv11UoBw0kUjkGSL3VETWK6soH7i4VvUFI8BnX5BKf6p+O5c3AIfn86wV6XOkuE9S11Wk5mqiME9YAFGVJxeBY1/K/05VmGo+L4NfhG4dxofYpD/lF74Zz/msHQC/iE6+J79PUT6wLgRY35sHKjKeC4Mx/33MM4dKP3dnl/NAXORmnj2heMzsnsCL//3SHbi5W3i/00v57wur5Rfiuam83tl3TYBHCsd3TgrPzjgyXx6oKS3jOd9W0l1Zdhp2jgV2jhGmsP4ZxtN4930iDOI9OA584y7cZtxlIOaU6sdTJzcV2DsdWNYMWNVefhz/N53XflMcdssYcGQBf94K8/h9pKQfPFIfy5elxcpvF+XzzJqyMMa3Xfq9vGkwz8S6tlX5Ps8UMsMSytk+ACTc4j+q7BzLMwafRfIsnsTbqtsd/QJYH8qP1YpSfJ9e+rXstrsnAN+48cD8107A3QPAwVnC4+DhSf47N1V1AAng5787//Fpf/9+D1juz4/ns8uB5Gi+P9JzWnwU8IUVD77uHKO8LcXXV/oeTo/j7UsH7O8fAfZOA9b1kL+e0gCn4nTP+ZnyINeL+zzAmpMsPJYPzQHWdQcurePbKi7i579be4CDc/iXBgdm88DlP5P461hQTkBUUii/nVLyPyJ6P/DgKD/OpeeOpxHAIlfg2FfAqSUVD/4TQggh2k5HF5h4Hhh7kAczFL9U8h2m+j56qgJS5dSPfOt3oO9SYMDqstvJgjoKwRiRiD+mmYpsLR195WVS0s8LIhEQ+hUPorx3WLkuVk0KWcCHw3Wbw4Nf0qGNAGBqD8yMBYZWsM5Weaw9gHd28kBciwGA/wjgzZX8OVQcTqir5rlr2AaY/Rzos6R6+1WLtKcYyaus6wz+o8rky8Bv/YDMZ6rXS6U9AbYM4bMQePfhKYObBvELlgFr+FjdiyUnJdcgPpSkUTc+ZvVUyRvg7gHg/ZPCC2TpfdZ2FT6eQUkR7exkfuFjagdBGuqXdrwI3YRz/BuAZ1eBiN/k6/XN+AXSk/OAoy+fYcGrl3x9UT7w71TAoxPg/za/+I3YwMfzPr3EL4h6LeZ1nXaM5gGucyuA0C95MCz9CY/A23nzrBjZ8/SYR8pLu/KHPGvr7A9AyBeAsY1yKi3ALwA7TuMn3OIi3i/n1vyEIpHwi0hDc/4cmzvzn4IcfjEJETDxgvyklB7HL5KL83lQsHTm2cU1/FuAjtP4VKppT/jy00uBA7P4ybYgG8hO5G0eHOcBh/FnAPtmPIPh6SV+n38/Aq5u4inCg9bx5/3SOr4uYiNPSc1J4am2yQpBvHMrgLbjeIpsaTvCgAdhPP0054U8ayo/Hbi1m4+t3vYO8KIkSLaxD/8mwdpDGGw7+j/+z8O6Ee+/qSM/pra8JSzwP2oPcLtkWt346zy4EL5WOCPFnyOBkbv4cbl7gnKfAb5/Oe15QM6jMxBQKqiQfA+48htg5sy/bXlyTjge/tpWwM5LGAzIjOczhKTHyjNHzq0QbjfuMg++/aOQeZb2mL9WzyOBa9vlM3q8sRxoM5rfLi4Efu3J92nIBvl2E2/x582mMe8jwAMNzfsDBqa8/b3D/NwgVXrIbUEOD7ya2PHn/tEZ+XDRTx/wf6bJ9wCbJkBhtry45tou/PfFVTwVW/rN0r3DPIh0dz//e+80Xmjz3iH+Xmk3AWjco+xvohQzpC79wutIGdvw4z/qL6AwB+i3gmdPSQNwilMEAzw403Mhf14Vs/mS7vBz09Nw/s3dwVn8db62tVQAOI0fl1JXN/GAccAY4OBs+fLofTzIa6gwsYBigPXZVZ4xKB0ueX070O8n+TlAMWB+aglPyS5UEcw5vVQ++6piptfdgzytvigfuP4nX7bvE/6eVhd8vLBS9XJJMT8fpcfy4znzOf+RuvI7z+SSHmsAz1YMGAP8O4W/7099y5fnpAK9vlb9OKROrVy5EitXrkRxsYpsSkIIITVLXYCmdJ0iKV0VwafyvuA2tgbavsdvS+sd9VzIPy9sULjeMrRUvw0LF+HfBhb886o6xYXq19UWK3fg0/vqP2OqCu5VJx1doP/P5bcrTTFw9hISMVbfirXUrIyMDFhYWCA9PR3m5rU3s1itivgNODQPGPEn4NqOXyBu7Cts03oU8Pry6q/4XxGDfuWZGpJi4MMIXmckp9TF7us/8AyK8DVlb8vICvjkPlBcwGuZPD4jX/fpQ2CJimnjxbrCVFdV+nzHL86kOkzlF4D5GXwsc8sh/KSueHLWhJUH/5ZAV58HnizdgIG/8AwVxawGJz9exO/oQj7cEeDjk51a8RTMdT00ezwja15DTFNtxwEPjskzGjThGQrcO8iDmsWl/tEFjQde+4pnRZRXhF/fFCjIkv9WpXF33j91GrTh3x4tLJWCbGgB5CkMaTQw569laW3f48Gq0lmFnT+TXzDrGvKsKgCYm8iLKhYVAMl3S4KHtUjdfoz+j2dmKQYISzOyAkIXAbvHy5c17cUDP5sGCzNcpEbu5kMP4y4DN3fxZXbe6odtAfwYFImV3+MA4NWHr7dryjMry+Pgwyd0yE3jmU0tB/MhzCeX8MBQfiYPsko5tuQZW6waLqA7TOVDCRVnNa2qbnP4eUBHD3Bpx4Om0gKVqjTuzgPMirPMqDNsKw9GxV1Wvd7AnJ8LK3J+UOeN5TywVBG6Rny/Sx+/dt488Obkp/5bwSp4JT4L1DB6DgkhpI4VF/GamQ0CgC6fqm5z/whPMlC87rF040PSNCEp5p+djUuKly9QGOr26UPAxIaXvJBeLy0o+Zx9cxf/0h8AJoUD5g34l52lSbfXbhJ9EfUSqo7PAhSQ0laMCaO7WUnAmWV8TLCVGx9/rKML7PmQZ25Yula+gK6lK7/QVDdsqraYOZefCVZRpo7C7JlXnZEVH+YnDcTUhGFbeHabYkCh9xKeySTNlNKEpRvPHtJEgwCeiVJWwMLQEnjzJ15HSRULF54ZQqpX6el5SeXpGPDh3qVn21Fk5iTMaqprDdsCI3ZUbhacMrwynwVqED2HhBDyknhwnGfmS8tAiMTA/NTKbUsxICXNcL+0jo8aAOQBqfxMXkvWyIp/YaUu60i6vcD3X+phZ6+q6vgsQDWktFXpN72pHdBrER+O59BCPnV8vxXAZ4+AcSd4hs60W6pnaAD4mNbS1f+9Xwc+OA0EKQxtEqlIJZUWx2vSk3/zXR59FRF0KZ/B8tst35IPS6ruYBRQvcGoSZeANyuRhill3lD9Ou/X+XjjPt8Bs+L4P4iZsXwmClMHPsxOql1JQXvfYcBbf/BMrUZdeVCmeX/hdp38efaG1JgDfDx561F8GJRU6WNGJOZ9KU/pY6FhW54t86bCkCD3Tvw1Hr1XflzoGMjXW7jwGTs8XxMen2mPeTtdIz4rRcgXPGhpVypduMUAYNxRYEYMH36ninsnXoSxUVf+fKqiGIzSMQDe+JEPOQR4ZpZIzFOB3/lbeRtmTsIZSiDiwwYXpPNx4d3m8mFimrJw5b/Fuvx1VTV0tO17ZR9TUiN28qF3o/YIlytO86uuboFKImEhSVWsG/PX7b1jwGcPgf4KNQwcfVXvj9LD6PAhdRXVtJdwlhXFYqCNuqq+z7AtPGsrdJHq9RYuvBaDa3v+vpEW6zS25cdu6XR6Yxvh37ZefEaWtu/x2Wuc/JUfY8Rf8tsdpihPGe3Sjn8bOmo3Pw+Z2EFQ8wHgx+iIHXx/pH1UPBc7+MiXA/w5FokBmzJmu2nQBhi9j08jDfD3ht9wnrqvbwqIS03MYVlqaK+RFW9LCCGEkMpp3I2XAHH05X9Lr8uqot+KsssnGJgBQ/8A+v1YfsFvoPxRK0RrUYYUUZaTwgvNFmbzeiAPTwCtw/gUm5JiXt/FyU84Q0JuGrB1OJ+hoOtMPnTmeElx7bf/5IGoB8f4t/N6Rvwb+j9KLpic/HmdFoAHOlqN5BfR537kNUw8OvOLkmdX+XLvPrxQ9fmV/ERn3oAPmXtxnwdeWgzgQ/ekhaMBfjHWfQ6vh9TyLV7LRDr0CuAXe/kZfHnHqXzolWyYiwh4/wSv+/L4LODVF/AdwjPLRGL+XHWcBrgG8z41fY33xaMrsKI1ryXTewkQ9L78+U28xe9XkMWHzJxYxC80n4bzgEyXz4DYcJ4Ca9GA96HLZ7xez+X1PKD4/BoPEnr2LPv1lGbLxV7iz3Pb90oet2Ra1eJC4WyNz67y9F4rDz4UqiCHf/PhM6ikLwpSH/Ggho4uEH2A19rx6MyfF/cO/LETb/P6N7f38L62GskvOtOf8At1sS6/n4EZL4BoaMHvd/R/vN/d58n/kT2/zmvbdJzGhzQd/pwHTJz95X26f4QXSzawALrN5v0o7ckFXkepSQgfdilNIc5N48dNUjQ/Vmyb8ue99PSyt/bwOj0+g3jbtMd8aKxzaz6U0jVYYZupPKihWECyuJBnmV35nT9X7Sbw91b0PsCtAw8Slk5rLi7i74f0WP4c2Xnz48zJnxfxFuvw+mWNuvL3W8xJwL45rw+Vm8rbPD7HP4Q8DedBOkkhL8Z/azdva2zD++PRidcAcvABHBVm/Ig+IA+s2XryyQnEOvw5urOPr9M14P1vGMCHs55bwYMfiTd5MNBvKK/pdnge337/kppXeel8EgTXdvy4LsiSp4cD/PkFeNHH+0d5ratGXYFW7/B9SHnA69o17cWHKPqP4H3LzwT++4SP++/1DZB0m7/OcRGAz0De55jTvM8th8hrMERu5ee+Xov48/fiPp+J5uxyfvw0e4MHVJr3E75ON3cBEPH3cWEOP4+0eod/M6lOZgI/18TfAII+4DXy8jP4/udn8scp/WEu6S5w9Xf+/tM14EHbk9/w8+ywrfycmZvChzICqguYpj/lNZxcgnhxckt3+awsAC/sziT8eDm/kg+htnDhz6F5g5L0/0J+3r3wM5B4h9cxaDuOv34N28r7XZADnPiavze8+vBlhTl8+2Jdfq4zNC/ZjyX8+DW04B94FY+DakKfBaqOnkNCCHnJZMbz67iAMTxAVRm7J/LPTRPPya8lHp3ldV4BeYaUpr6w4p8FhvwmnK2PvBRoyF4l0AeoWsIYL35saqe+jUTCpwO3acwv6J9dBbzfkGdvVURxIQCRsNBfdjKvWWTlzouy6xoo3+/GTn5hr3jRLetfMQ9KGFryaVQZ40NZTB3VFw4sLTuZB678R9R8ITxCCCEaoc8CVUfPISGEvKIkEuVroWvb+JeVDdpUbFsZz/kXcp49NcukIvUKBaQqgT5AEUIIIa82+ixQdfQcEkIIIa82rakhtXLlSri7u8PQ0BBBQUEIDw8vs/2OHTvg7e0NQ0NDtGzZEvv27aulnhJCCCGEEEIIIYSQqqrzgNT27dsxffp0zJ8/H1euXIGfnx9CQ0ORmJiosv25c+cwfPhwvPvuu7h69Sr69++P/v37IyoqqpZ7TgghhBBCCCGEEEIqo86H7AUFBaFt27b46aefAAASiQQuLi748MMPMXPmTKX2Q4cORXZ2Nvbu3Stb1q5dO/j7+2P16tVK7UujFHNCCCHk1UafBaqOnkNCCCHk1fbSD9krKChAREQEQkJCZMvEYjFCQkJw/vx5lfc5f/68oD0AhIaGqm2fn5+PjIwMwQ8hhBBCCCGEEEIIqTt1GpBKTk5GcXExHBwcBMsdHBwQHx+v8j7x8fEVar9o0SJYWFjIflxcXKqn84QQQgghhBBCCCGkUuq8hlRNmzVrFtLT02U/sbGxdd0lQgghhBBCCCGEkFeabl0+uK2tLXR0dJCQkCBYnpCQAEdHR5X3cXR0rFB7AwMDGBgYVE+HCSGEEEIIIYQQQkiV1WmGlL6+Ptq0aYOjR4/KlkkkEhw9ehTBwcEq7xMcHCxoDwCHDx9W254QQgghhBBCCCGE1C91miEFANOnT0dYWBgCAgIQGBiIH374AdnZ2RgzZgwAYNSoUWjQoAEWLVoEAJgyZQq6dOmCpUuXom/fvti2bRsuX76MtWvX1uVuEEIIIYQQQgghhBAN1XlAaujQoUhKSsLnn3+O+Ph4+Pv748CBA7LC5U+ePIFYLE/kat++PbZs2YK5c+di9uzZ8PT0xO7du+Hj41NXu0AIIYQQQgghhBBCKkDEGGN13YnalJGRAQsLC6Snp8Pc3Lyuu0MIIYSQWkafBaqOnkNCCCHk1VYdnwXqPEOqtknjbxkZGXXcE0IIIYTUBelngFfsO7lqRZ+nCCGEkFdbdXyeeuUCUpmZmQAAFxeXOu4JIYQQQupSZmYmLCws6robLyX6PEUIIYQQoGqfp165IXsSiQTPnj2DmZkZRCJRtW8/IyMDLi4uiI2NfSVS2Gl/tRvtr3aj/dVutL/qMcaQmZkJZ2dnQZ1KojlNPk+1bdsWly5dUruNstZry/Fb3nNQ3x+vqturzP0rch9N2r7qx2FtH4M18Zj1+TisrnZ0HNb/x6zt47C6z4WatFO3Xt0xWB2fp165DCmxWIyGDRvW+OOYm5u/tCeMyqD91W60v9qN9le70f6qRplRVaPJ5ykdHZ0yX4vy1gMv//GryT7W58er6vYqc/+K3EeTtq/6cVjbx2BNPGZ9Pg6rqx0dh/X/MWv7OKzuc6Em7cpbr+oYrOrnKfpakBBCCCGEVLtJkyZVab02qO19rO7Hq+r2KnP/itxHk7av+nFYF/v3Kh2H1dWOjsP6/5i1fRxW97lQk3Z18Tq9ckP2atqrNusM7a92o/3VbrS/2o32l7zM6PUk9QEdh6Q+oOOQ1LWaPAYpQ6qaGRgYYP78+TAwMKjrrtQK2l/tRvur3Wh/tRvtL3mZ0etJ6gM6Dkl9QMchqWs1eQxShhQhhBBCCCGEEEIIqVWUIUUIIYQQQgghhBBCahUFpAghhBBCCCGEEEJIraKAFCGEEEIIIYQQQgipVRSQIoQQQgghhBBCCCG1igJS1WjlypVwd3eHoaEhgoKCEB4eXtddqpRTp07hjTfegLOzM0QiEXbv3i1YzxjD559/DicnJxgZGSEkJAT37t0TtElJScGIESNgbm4OS0tLvPvuu8jKyqrFvdDcokWL0LZtW5iZmcHe3h79+/dHdHS0oE1eXh4mTZoEGxsbmJqaYtCgQUhISBC0efLkCfr27QtjY2PY29vj008/RVFRUW3uikZWrVoFX19fmJubw9zcHMHBwdi/f79svTbta2mLFy+GSCTC1KlTZcu0bX8XLFgAkUgk+PH29pat17b9BYC4uDi88847sLGxgZGREVq2bInLly/L1mvTOcvd3V3p9RWJRJg0aRIA7Xt9i4uLMW/ePHh4eMDIyAiNGzfGwoULoTgfiza9vkQze/fuhZeXFzw9PbFu3bq67g55RQ0YMABWVlYYPHhwXXeFvKJiY2PRtWtXNG/eHL6+vtixY0ddd4m8gtLS0hAQEAB/f3/4+Pjgl19+qdgGGKkW27ZtY/r6+mz9+vXs5s2bbNy4cczS0pIlJCTUddcqbN++fWzOnDns77//ZgDYrl27BOsXL17MLCws2O7du9m1a9dYv379mIeHB8vNzZW16dWrF/Pz82MXLlxgp0+fZk2aNGHDhw+v5T3RTGhoKNuwYQOLiopikZGRrE+fPszV1ZVlZWXJ2owfP565uLiwo0ePssuXL7N27dqx9u3by9YXFRUxHx8fFhISwq5evcr27dvHbG1t2axZs+pil8q0Z88e9t9//7G7d++y6OhoNnv2bKanp8eioqIYY9q1r4rCw8OZu7s78/X1ZVOmTJEt17b9nT9/PmvRogV7/vy57CcpKUm2Xtv2NyUlhbm5ubHRo0ezixcvsocPH7KDBw+y+/fvy9po0zkrMTFR8NoePnyYAWDHjx9njGnf6/vVV18xGxsbtnfvXhYTE8N27NjBTE1N2fLly2VttOn1JeUrLCxknp6e7OnTpywzM5M1bdqUJScn13W3yCvo+PHjbM+ePWzQoEF13RXyinr27Bm7evUqY4yx58+fM2dnZ8H1CyG1oaioiGVnZzPGGMvKymLu7u4V+r9MAalqEhgYyCZNmiT7u7i4mDk7O7NFixbVYa+qrnRASiKRMEdHR7ZkyRLZsrS0NGZgYMC2bt3KGGPs1q1bDAC7dOmSrM3+/fuZSCRicXFxtdb3ykpMTGQA2MmTJxljfP/09PTYjh07ZG1u377NALDz588zxngQTywWs/j4eFmbVatWMXNzc5afn1+7O1AJVlZWbN26dVq7r5mZmczT05MdPnyYdenSRRaQ0sb9nT9/PvPz81O5Thv3d8aMGaxjx45q12v7OWvKlCmscePGTCKRaOXr27dvXzZ27FjBsoEDB7IRI0YwxrT/9SXKzp49y/r37y/7e8qUKWzLli112CPyKjt+/DgFpEi94evry548eVLX3SCvsBcvXjA3NzfBl+HloSF71aCgoAAREREICQmRLROLxQgJCcH58+frsGfVLyYmBvHx8YJ9tbCwQFBQkGxfz58/D0tLSwQEBMjahISEQCwW4+LFi7Xe54pKT08HAFhbWwMAIiIiUFhYKNhnb29vuLq6Cva5ZcuWcHBwkLUJDQ1FRkYGbt68WYu9r5ji4mJs27YN2dnZCA4O1tp9nTRpEvr27SvYL0B7X9t79+7B2dkZjRo1wogRI/DkyRMA2rm/e/bsQUBAAIYMGQJ7e3u0atVKkCqszeesgoICbNq0CWPHjoVIJNLK17d9+/Y4evQo7t69CwC4du0azpw5g969ewPQ7tdXW5VXFgAouwTCs2fP0KBBA9nfDRo0QFxcXG10nWiRqh6HhFSH6jwOIyIiUFxcDBcXlxruNdE21XEcpqWlwc/PDw0bNsSnn34KW1tbjR+fAlLVIDk5GcXFxYIP+ADg4OCA+Pj4OupVzZDuT1n7Gh8fD3t7e8F6XV1dWFtb1/vnQyKRYOrUqejQoQN8fHwA8P3R19eHpaWloG3pfVb1nEjX1Tc3btyAqakpDAwMMH78eOzatQvNmzfXyn3dtm0brly5gkWLFimt08b9DQoKwsaNG3HgwAGsWrUKMTEx6NSpEzIzM7Vyfx8+fIhVq1bB09MTBw8exIQJE/DRRx/ht99+A6Dd56zdu3cjLS0No0ePBqCdx/PMmTMxbNgweHt7Q09PD61atcLUqVMxYsQIANr9+mqr7Oxs+Pn5YeXKlSrXb9++HdOnT8f8+fNx5coV+Pn5ITQ0FImJibXcU6LN6Dgk9UF1HYcpKSkYNWoU1q5dWxvdJlqmOo5DS0tLXLt2DTExMdiyZYtS/dKy6FZ5DwjRIpMmTUJUVBTOnDlT112pUV5eXoiMjER6ejp27tyJsLAwnDx5sq67Ve1iY2MxZcoUHD58GIaGhnXdnVohzRwBAF9fXwQFBcHNzQ1//vknjIyM6rBnNUMikSAgIABff/01AKBVq1aIiorC6tWrERYWVse9q1m//vorevfuDWdn57ruSo35888/sXnzZmzZsgUtWrRAZGQkpk6dCmdnZ61/fbVV7969Beep0pYtW4Zx48ZhzJgxAIDVq1fjv//+w/r16zFz5kw4OzsLMqLi4uIQGBhY4/0m2qWqxyEh1aE6jsP8/Hz0798fM2fORPv27Wul30S7VOf50MHBAX5+fjh9+rTGEz5QhlQ1sLW1hY6OjlIkMCEhAY6OjnXUq5oh3Z+y9tXR0VEpcl9UVISUlJR6/XxMnjwZe/fuxfHjx9GwYUPZckdHRxQUFCAtLU3QvvQ+q3pOpOvqG319fTRp0gRt2rTBokWL4Ofnh+XLl2vdvkZERCAxMRGtW7eGrq4udHV1cfLkSfz444/Q1dWFg4ODVu2vKpaWlmjatCnu37+vda8vADg5OaF58+aCZc2aNZMNU9TWc9bjx49x5MgRvPfee7Jl2vj6fvrpp7IsqZYtW2LkyJGYNm2aLONRW1/fV5UmJRACAwMRFRWFuLg4ZGVlYf/+/QgNDa2rLhMt9CqV4iD1lybHIWMMo0ePRvfu3TFy5Mi66irRYpochwkJCcjMzATAS9+cOnUKXl5eGj8GBaSqgb6+Ptq0aYOjR4/KlkkkEhw9ehTBwcF12LPq5+HhAUdHR8G+ZmRk4OLFi7J9DQ4ORlpaGiIiImRtjh07BolEgqCgoFrvc3kYY5g8eTJ27dqFY8eOwcPDQ7C+TZs20NPTE+xzdHQ0njx5ItjnGzduCC56Dh8+DHNzc6WL5fpIIpEgPz9f6/a1R48euHHjBiIjI2U/AQEBGDFihOy2Nu2vKllZWXjw4AGcnJy07vUFgA4dOiA6Olqw7O7du3BzcwOgnecsANiwYQPs7e3Rt29f2TJtfH1zcnIgFgs/qujo6EAikQDQ3tf3VaVJCQRdXV0sXboU3bp1g7+/Pz7++GPY2NjURXeJltK0FEdISAiGDBmCffv2oWHDhhSsItVKk+Pw7Nmz2L59O3bv3g1/f3/4+/vjxo0bddFdoqU0OQ4fP36MTp06wc/PD506dcKHH36Ili1bav4gNVZi/RWzbds2ZmBgwDZu3Mhu3brF3n//fWZpaSmYyehlkZmZya5evcquXr3KALBly5axq1evssePHzPG+BTblpaW7J9//mHXr19nb775psoptlu1asUuXrzIzpw5wzw9PevtFNsTJkxgFhYW7MSJE4Lp1HNycmRtxo8fz1xdXdmxY8fY5cuXWXBwMAsODpatl06l/tprr7HIyEh24MABZmdnVy+nUp85cyY7efIki4mJYdevX2czZ85kIpGIHTp0iDGmXfuqiuIse4xp3/5+/PHH7MSJEywmJoadPXuWhYSEMFtbW5aYmMgY0779DQ8PZ7q6uuyrr75i9+7dY5s3b2bGxsZs06ZNsjbads4qLi5mrq6ubMaMGUrrtO31DQsLYw0aNGB79+5lMTEx7O+//2a2trbss88+k7XRttf3VYJSM/nGxcUxAOzcuXOCdp9++ikLDAys5d6RVwUdh6Q+oOOQ1Ad1cRxSQKoarVixgrm6ujJ9fX0WGBjILly4UNddqpTjx48zAEo/YWFhjDE+zfa8efOYg4MDMzAwYD169GDR0dGCbbx48YINHz6cmZqaMnNzczZmzBiWmZlZB3tTPlX7CoBt2LBB1iY3N5dNnDiRWVlZMWNjYzZgwAD2/PlzwXYePXrEevfuzYyMjJitrS37+OOPWWFhYS3vTfnGjh3L3NzcmL6+PrOzs2M9evSQBaMY0659VaV0QErb9nfo0KHMycmJ6evrswYNGrChQ4ey+/fvy9Zr2/4yxti///7LfHx8mIGBAfP29mZr164VrNe2c9bBgwcZAKV9YEz7Xt+MjAw2ZcoU5urqygwNDVmjRo3YnDlzWH5+vqyNtr2+r5LSH3zz8/OZjo6OYBljjI0aNYr169evdjtHXhl0HJL6gI5DUh/UxXEoKnlgQgghhBBCao1IJMKuXbvQv39/2bKgoCAEBgZixYoVAPiQcldXV0yePJmKSZMaQcchqQ/oOCT1QV0chzTLHiGEEEIIqRVZWVm4f/++7O+YmBhERkbC2toarq6umD59OsLCwhAQEIDAwED88MMPyM7Ols3uQ0h1oOOQ1Ad0HJL6oK6PQ8qQIoQQQgghteLEiRPo1q2b0vKwsDBs3LgRAPDTTz9hyZIliI+Ph7+/P3788UcqQE+qFR2HpD6g45DUB3V9HFJAihBCCCGEEEIIIYTUKnH5TQghhBBCCCGEEEIIqT4UkCKEEEIIIYQQQgghtYoCUoQQQgghhBBCCCGkVlFAihBCCCGEEEIIIYTUKgpIEUKIhkQiEXbv3l3X3SCEEEIIIYSQlx4FpAghL4XRo0dDJBIp/fTq1auuu0YIIYQQQgghpIJ067oDhBCiqV69emHDhg2CZQYGBnXUG0IIIYQQQgghlUUZUoSQl4aBgQEcHR0FP1ZWVgD4cLpVq1ahd+/eMDIyQqNGjbBz507B/W/cuIHu3bvDyMgINjY2eP/995GVlSVos379erRo0QIGBgZwcnLC5MmTBeuTk5MxYMAAGBsbw9PTE3v27KnZnSaEEEIIIYQQLUQBKUKI1pg3bx4GDRqEa9euYcSIERg2bBhu374NAMjOzkZoaCisrKxw6dIl7NixA0eOHBEEnFatWoVJkybh/fffx40bN7Bnzx40adJE8BhffPEF3nrrLVy/fh19+vTBiBEjkJKSUqv7SQghhBBCCCEvOxFjjNV1JwghpDyjR4/Gpk2bYGhoKFg+e/ZszJ49GyKRCOPHj8eqVatk69q1a4fWrVvj559/xi+//IIZM2YgNjYWJiYmAIB9+/bhjTfewLNnz+Dg4IAGDRpgzJgx+PLLL1X2QSQSYe7cuVi4cCEAHuQyNTXF/v37qZYVIYQQQogGRCIRdu3ahf79+9d1VwghdYxqSBFCXhrdunUTBJwAwNraWnY7ODhYsC44OBiRkZEAgNu3b8PPz08WjAKADh06QCKRIDo6GiKRCM+ePUOPHj3K7IOvr6/stomJCczNzZGYmFjZXSKEEEIIqTWjR4/Gb7/9prQ8NDQUBw4cqIMeEUJeZRSQIoS8NExMTJSG0FUXIyMjjdrp6ekJ/haJRJBIJDXRJUIIIYSQakeTxBBC6guqIUUI0RoXLlxQ+rtZs2YAgGbNmuHatWvIzs6WrT979izEYjG8vLxgZmYGd3d3HD16tFb7TAghhBBSm2iSGEJIfUEBKULISyM/Px/x8fGCn+TkZNn6HTt2YP369bh79y7mz5+P8PBw2QegESNGwNDQEGFhYYiKisLx48fx4YcfYuTIkXBwcAAALFiwAEuXLsWPP/6Ie/fu4cqVK1ixYkWd7CshhBBCSF2gSWIIIbWGEULISyAsLIwBUPrx8vJijDEGgK1cuZL17NmTGRgYMHd3d7Z9+3bBNq5fv866devGDA0NmbW1NRs3bhzLzMwUtFm9ejXz8vJienp6zMnJiX344YeydQDYrl27BO0tLCzYhg0bamSfCSGEEEKqU1hYGNPR0WEmJiaCn6+++ooxxj/rjB8/XnCfoKAgNmHCBMYYY2vXrmVWVlYsKytLtv6///5jYrGYxcfHM8YYc3Z2ZnPmzFHbBwBs7ty5sr+zsrIYALZ///5q209CyMuBakgRQl4KGzduxMaNG8ts4+zsjEOHDqld37JlSxw7dqzMbXzwwQf44IMPVK5jKiYlTUtLK3N7hBBCCCH1CU0SQwipLyggRQghhBBCCCGvCJokhhBSX1ANKUIIIYQQQgghAGiSGEJI7aEMKUKIVlA1nI4QQgghhAhJJ4lRpKurC1tbWwB8kpiAgAB07NgRmzdvRnh4OH799VcAfJKY+fPnIywsDAsWLEBSUpLKSWLGjx8Pe3t79O7dG5mZmTh79iw+/PDD2t1RQki9RwEpQgghhBBCCHlFHDhwAE5OToJlXl5euHPnDgA+A962bdswceJEODk5YevWrWjevDkAwNjYGAcPHsSUKVPQtm1bGBsbY9CgQVi2bJlsW2FhYcjLy8P333+PTz75BLa2thg8eHDt7SAh5KUhYpRWQAghhBBCCCGvPJFIhF27dqF///513RVCyCuAakgRQgghhBBCCCGEkFpFASlCCCGEEEIIIYQQUquohhQhhBBCCCGEEJokhhBSqyhDihBCCCGEEEIIIYTUKgpIEUIIIYQQQgghhJBaRQEpQgghhBBCCCGEEFKrKCBFCCGEEEIIIYQQQmoVBaQIIYQQQgghhBBCSK2igBQhhBBCCCGEEEIIqVUUkCKEEEIIIYQQQgghtYoCUoQQQgghhBBCCCGkVlFAihBCCCGEEEIIIYTUqv8DrWsgPF9EvKkAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ptmelt.utils.visualization import plot_history\n", + "\n", + "# Plot the training history\n", + "plot_history(history, metrics=[\"loss\"], plot_log=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(10, 6))\n", + "ax.semilogy(history[\"epoch\"], history[\"lr\"], label=\"Learning Rate\")\n", + "ax.set_xlabel(\"Epoch\")\n", + "ax.set_ylabel(\"Learning Rate\")\n", + "ax.set_title(\"Learning Rate Schedule\")\n", + "ax.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "from ptmelt.utils.evaluation import make_predictions\n", + "\n", + "# Evaluate the model performance on train, validation, and test data\n", + "pred_train = make_predictions(\n", + " resnet_model, x_train, y_normalizer=y_normalizer, unnormalize=True\n", + ")\n", + "pred_val = make_predictions(\n", + " resnet_model, x_val, y_normalizer=y_normalizer, unnormalize=True\n", + ")\n", + "pred_test = make_predictions(\n", + " resnet_model, x_test, y_normalizer=y_normalizer, unnormalize=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ptmelt.utils.visualization import plot_predictions\n", + "\n", + "# Plot the predictions\n", + "plot_predictions(pred_train, y_train_real, pred_val, y_val_real, pred_test, y_test_real)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "from ptmelt.utils.evaluation import ensemble_predictions\n", + "\n", + "# Make ensemble predictions using MC Dropout\n", + "n_iter = 100\n", + "pred_train_mean, pred_train_std = ensemble_predictions(\n", + " resnet_model,\n", + " x_train,\n", + " y_normalizer=y_normalizer,\n", + " unnormalize=True,\n", + " n_iter=n_iter,\n", + " training=True,\n", + ")\n", + "pred_val_mean, pred_val_std = ensemble_predictions(\n", + " resnet_model,\n", + " x_val,\n", + " y_normalizer=y_normalizer,\n", + " unnormalize=True,\n", + " n_iter=n_iter,\n", + " training=True,\n", + ")\n", + "pred_test_mean, pred_test_std = ensemble_predictions(\n", + " resnet_model,\n", + " x_test,\n", + " y_normalizer=y_normalizer,\n", + " unnormalize=True,\n", + " n_iter=n_iter,\n", + " training=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ptmelt.utils.visualization import plot_predictions_with_uncertainty\n", + "\n", + "# Plot MC Dropout predictions\n", + "plot_predictions_with_uncertainty(\n", + " pred_train_mean,\n", + " pred_train_std,\n", + " y_train_real,\n", + " pred_val_mean,\n", + " pred_val_std,\n", + " y_val_real,\n", + " pred_test_mean,\n", + " pred_test_std,\n", + " y_test_real,\n", + " metrics_to_display=None, # Display all metrics\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Mixture Density Network\n", + "\n", + "Test the MDN with varying numbers of mixtures (when mixtures=1, it is a heteroscedastic NN)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==========================================================================================\n", + "Layer (type:depth-idx) Output Shape Param #\n", + "==========================================================================================\n", + "ArtificialNeuralNetwork [1, 7] --\n", + "├─ModuleDict: 1-1 -- --\n", + "│ └─DenseBlock: 2-1 [1, 8] --\n", + "│ │ └─ModuleDict: 3-1 -- 160\n", + "│ └─MixtureDensityOutput: 2-2 [1, 7] --\n", + "│ │ └─Linear: 3-2 [1, 1] 9\n", + "│ │ └─Softmax: 3-3 [1, 1] --\n", + "│ │ └─Linear: 3-4 [1, 3] 27\n", + "│ │ └─Linear: 3-5 [1, 3] 27\n", + "==========================================================================================\n", + "Total params: 223\n", + "Trainable params: 223\n", + "Non-trainable params: 0\n", + "Total mult-adds (Units.MEGABYTES): 0.00\n", + "==========================================================================================\n", + "Input size (MB): 0.00\n", + "Forward/backward pass size (MB): 0.00\n", + "Params size (MB): 0.00\n", + "Estimated Total Size (MB): 0.00\n", + "==========================================================================================\n", + "Optimizer: Adam (\n", + "Parameter Group 0\n", + " amsgrad: False\n", + " betas: (0.9, 0.999)\n", + " capturable: False\n", + " differentiable: False\n", + " eps: 1e-08\n", + " foreach: None\n", + " fused: None\n", + " lr: 0.001\n", + " maximize: False\n", + " weight_decay: 0\n", + ")\n", + "Scheduler: \n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/nwimer/miniconda3/envs/pt-melt/lib/python3.12/site-packages/torch/nn/modules/module.py:1532: UserWarning: Implicit dimension choice for softmax has been deprecated. Change the call to include dim=X as an argument.\n", + " return self._call_impl(*args, **kwargs)\n", + "/Users/nwimer/NREL_Repos/pt-melt/ptmelt/models.py:210: UserWarning: Mixture Density Networks require the use of the MixtureDensityLoss class. The loss function will be set to automatically.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "from ptmelt.models import ArtificialNeuralNetwork\n", + "from torchinfo import summary\n", + "from torch import nn, optim\n", + "\n", + "# Create the model\n", + "mdn_model = ArtificialNeuralNetwork(\n", + " num_features=n_features,\n", + " num_outputs=n_targets,\n", + " width=width,\n", + " depth=depth,\n", + " act_fun=act_fun,\n", + " l1_reg=l1_reg,\n", + " l2_reg=l2_reg,\n", + " input_dropout=0.0, # Remove input dropout\n", + " dropout=0.0, # Remove dropout\n", + " batch_norm=batch_norm,\n", + " batch_norm_type=batch_norm_type,\n", + " output_activation=output_activation,\n", + " num_mixtures=1,\n", + ")\n", + "\n", + "# Build the model and print the summary\n", + "mdn_model.build()\n", + "print(summary(mdn_model, input_size=(1, n_features)))\n", + "\n", + "# Define the loss function and optimizer for training\n", + "criterion = mdn_model.get_loss_fn(mse_weight=1.0)\n", + "optimizer = mdn_model.get_optimizer(\"Adam\", lr=learn_rate)\n", + "scheduler = mdn_model.get_scheduler(\n", + " \"ReduceLROnPlateau\",\n", + " optimizer,\n", + " factor=0.5,\n", + " patience=50,\n", + " min_lr=1e-6,\n", + " mode=\"min\",\n", + " threshold=1e-4,\n", + " threshold_mode=\"rel\",\n", + " cooldown=10,\n", + ")\n", + "\n", + "print(f\"Optimizer: {optimizer}\")\n", + "print(f\"Scheduler: {scheduler}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 2%|▏ | 15/1000 [00:00<00:21, 46.55it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 10, Loss: 10.5011, Val Loss: 11.6601\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 2%|▎ | 25/1000 [00:00<00:20, 46.65it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 20, Loss: 8.4383, Val Loss: 8.3992\n" + ] + }, + { + "name": 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-3.0642\n", + "Epoch 960, Loss: -3.3971, Val Loss: -2.9472\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 98%|█████████▊| 978/1000 [00:20<00:00, 51.30it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 970, Loss: -3.3954, Val Loss: -3.0399\n", + "Epoch 980, Loss: -3.3978, Val Loss: -2.3236\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|█████████▉| 995/1000 [00:21<00:00, 49.14it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 990, Loss: -3.4003, Val Loss: -2.7826\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|██████████| 1000/1000 [00:21<00:00, 47.08it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1000, Loss: -3.3969, Val Loss: -2.5040\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "# Fit the model using the built-in training loop\n", + "n_epochs = 1000\n", + "\n", + "mdn_model.fit(\n", + " train_dl=dataloader,\n", + " val_dl=dataloader_val,\n", + " optimizer=optimizer,\n", + " criterion=criterion,\n", + " scheduler=scheduler,\n", + " stopping=True,\n", + " num_epochs=n_epochs,\n", + " verbose=True,\n", + ")\n", + "\n", + "history = mdn_model.history" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ptmelt.utils.visualization import plot_history\n", + "\n", + "# Plot the training history\n", + "plot_history(history, metrics=[\"loss\"], plot_log=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(10, 6))\n", + "ax.semilogy(history[\"epoch\"], history[\"lr\"], label=\"Learning Rate\")\n", + "ax.set_xlabel(\"Epoch\")\n", + "ax.set_ylabel(\"Learning Rate\")\n", + "ax.set_title(\"Learning Rate Schedule\")\n", + "ax.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/nwimer/miniconda3/envs/pt-melt/lib/python3.12/site-packages/torch/nn/modules/module.py:1532: UserWarning: Implicit dimension choice for softmax has been deprecated. Change the call to include dim=X as an argument.\n", + " return self._call_impl(*args, **kwargs)\n", + "/Users/nwimer/miniconda3/envs/pt-melt/lib/python3.12/site-packages/torch/nn/modules/module.py:1532: UserWarning: Implicit dimension choice for softmax has been deprecated. Change the call to include dim=X as an argument.\n", + " return self._call_impl(*args, **kwargs)\n" + ] + } + ], + "source": [ + "from ptmelt.utils.evaluation import make_predictions\n", + "\n", + "# Evaluate the model performance on train, validation, and test data\n", + "pred_train, pred_train_std = make_predictions(\n", + " mdn_model, x_train, y_normalizer=y_normalizer, unnormalize=True\n", + ")\n", + "pred_val, pred_val_std = make_predictions(\n", + " mdn_model, x_val, y_normalizer=y_normalizer, unnormalize=True\n", + ")\n", + "pred_test, pred_test_std = make_predictions(\n", + " mdn_model, x_test, y_normalizer=y_normalizer, unnormalize=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/nwimer/miniconda3/envs/pt-melt/lib/python3.12/site-packages/scipy/stats/_distn_infrastructure.py:2029: RuntimeWarning: divide by zero encountered in divide\n", + " x = np.asarray((x - loc)/scale, dtype=dtyp)\n", + "/Users/nwimer/NREL_Repos/pt-melt/ptmelt/utils/statistics.py:192: RuntimeWarning: divide by zero encountered in divide\n", + " z = (y - mu) / sigma\n", + "/Users/nwimer/NREL_Repos/pt-melt/ptmelt/utils/statistics.py:195: RuntimeWarning: invalid value encountered in multiply\n", + " return sigma * (z * (2 * cdf_z - 1) + 2 * pdf_z - 1 / np.sqrt(np.pi))\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ptmelt.utils.visualization import plot_predictions_with_uncertainty\n", + "\n", + "# Plot the predictions\n", + "plot_predictions_with_uncertainty(\n", + " pred_train,\n", + " pred_train_std,\n", + " y_train_real,\n", + " pred_val,\n", + " pred_val_std,\n", + " y_val_real,\n", + " pred_test,\n", + " pred_test_std,\n", + " y_test_real,\n", + " metrics_to_display=None, # Display all metrics\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Bayesian Neural Network (BNN)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Epistemic Uncertainty Predictions\n", + "We will turn off the aleatoric output layer and instead train an epistemic BNN model (of varying number of layers). Predictions will be made using Monte Carlo methods." + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "import torch\n", + "from torch.utils.data import DataLoader, TensorDataset\n", + "\n", + "# Create the data holder for training/validation (the test set should be held separate from any model training)\n", + "dataset = TensorDataset(\n", + " torch.from_numpy(x_train).float(), torch.from_numpy(y_train).float()\n", + ")\n", + "dataset_val = TensorDataset(\n", + " torch.from_numpy(x_val).float(), torch.from_numpy(y_val).float()\n", + ")\n", + "\n", + "dataloader = DataLoader(dataset, batch_size=batch_size, shuffle=True)\n", + "dataloader_val = DataLoader(dataset_val, batch_size=batch_size, shuffle=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "===============================================================================================\n", + "Layer (type:depth-idx) Output Shape Param #\n", + "===============================================================================================\n", + "BayesianNeuralNetwork [1, 3] --\n", + "├─BayesianBlock: 1-1 [1, 8] --\n", + "│ └─ModuleDict: 2-1 -- --\n", + "│ │ └─MELTBayesianDenseFlipOut: 3-1 [1, 8] 176\n", + "│ │ └─ReLU: 3-2 [1, 8] --\n", + "│ │ └─MELTBayesianDenseFlipOut: 3-3 [1, 8] 144\n", + "│ │ └─ReLU: 3-4 [1, 8] --\n", + "├─ModuleDict: 1-2 -- 320\n", + "│ └─DefaultOutput: 2-2 [1, 3] --\n", + "│ │ └─MELTBayesianDenseFlipOut: 3-5 [1, 3] 54\n", + "│ │ └─Identity: 3-6 [1, 3] --\n", + "===============================================================================================\n", + "Total params: 694\n", + "Trainable params: 694\n", + "Non-trainable params: 0\n", + "Total mult-adds (Units.MEGABYTES): 0.00\n", + "===============================================================================================\n", + "Input size (MB): 0.00\n", + "Forward/backward pass size (MB): 0.00\n", + "Params size (MB): 0.00\n", + "Estimated Total Size (MB): 0.00\n", + "===============================================================================================\n", + "Optimizer: Adam (\n", + "Parameter Group 0\n", + " amsgrad: False\n", + " betas: (0.9, 0.999)\n", + " capturable: False\n", + " differentiable: False\n", + " eps: 1e-08\n", + " foreach: None\n", + " fused: None\n", + " lr: 0.001\n", + " maximize: False\n", + " weight_decay: 0\n", + ")\n", + "Scheduler: \n" + ] + } + ], + "source": [ + "from ptmelt.models import BayesianNeuralNetwork\n", + "from torchinfo import summary\n", + "from torch import nn, optim\n", + "\n", + "# Create the model\n", + "bnn_model = BayesianNeuralNetwork(\n", + " num_features=n_features,\n", + " num_outputs=n_targets,\n", + " width=width,\n", + " depth=depth,\n", + " act_fun=act_fun,\n", + " l1_reg=l1_reg,\n", + " l2_reg=l2_reg,\n", + " input_dropout=0.0, # Remove input dropout\n", + " dropout=0.0, # Remove dropout\n", + " batch_norm=batch_norm,\n", + " batch_norm_type=batch_norm_type,\n", + " output_activation=output_activation,\n", + " # num_mixtures=0,\n", + ")\n", + "\n", + "# Build the model and print the summary\n", + "bnn_model.build()\n", + "print(summary(bnn_model, input_size=(1, n_features)))\n", + "\n", + "# Define the loss function and optimizer for training\n", + "criterion = bnn_model.get_loss_fn(mse_weight=1.0)\n", + "optimizer = bnn_model.get_optimizer(\"Adam\", lr=learn_rate)\n", + "scheduler = bnn_model.get_scheduler(\n", + " \"ReduceLROnPlateau\",\n", + " optimizer,\n", + " factor=0.5,\n", + " patience=50,\n", + " min_lr=1e-6,\n", + " mode=\"min\",\n", + " threshold=1e-4,\n", + " threshold_mode=\"rel\",\n", + " cooldown=10,\n", + ")\n", + "\n", + "print(f\"Optimizer: {optimizer}\")\n", + "print(f\"Scheduler: {scheduler}\")" + ] + 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"stdout", + "output_type": "stream", + "text": [ + "Epoch 2110, Loss: 0.1519, Val Loss: 1.0167\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 43%|████▎ | 2126/5000 [00:51<01:09, 41.55it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2120, Loss: 0.1508, Val Loss: 1.0143\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 43%|████▎ | 2136/5000 [00:51<01:09, 41.49it/s]" + ] + }, { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from ptmelt.utils.visualization import plot_predictions_with_uncertainty\n", - "\n", - "# Plot MC Dropout predictions\n", - "plot_predictions_with_uncertainty(\n", - " pred_train_mean, pred_train_std, y_train_real,\n", - " pred_val_mean, pred_val_std, y_val_real,\n", - " pred_test_mean, pred_test_std, y_test_real,\n", - " metrics_to_display=None, # Display all metrics\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Mixture Density Network\n", - "\n", - "Test the MDN with varying numbers of mixtures (when mixtures=1, it is a heteroscedastic NN)" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [ + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2130, Loss: 0.1502, Val Loss: 1.0175\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 43%|████▎ | 2146/5000 [00:51<01:08, 41.53it/s]" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ - "==========================================================================================\n", - "Layer (type:depth-idx) Output Shape Param #\n", - "==========================================================================================\n", - "ArtificialNeuralNetwork [1, 7] --\n", - "├─ModuleDict: 1-1 -- --\n", - "│ └─DenseBlock: 2-1 [1, 8] --\n", - "│ │ └─ModuleDict: 3-1 -- 160\n", - "│ └─MixtureDensityOutput: 2-2 [1, 7] --\n", - "│ │ └─Linear: 3-2 [1, 1] 9\n", - "│ │ └─Softmax: 3-3 [1, 1] --\n", - "│ │ └─Linear: 3-4 [1, 3] 27\n", - "│ │ └─Identity: 3-5 [1, 3] --\n", - "│ │ └─Linear: 3-6 [1, 3] 27\n", - "│ │ └─Identity: 3-7 [1, 3] --\n", - "==========================================================================================\n", - "Total params: 223\n", - "Trainable params: 223\n", - "Non-trainable params: 0\n", - "Total mult-adds (Units.MEGABYTES): 0.00\n", - "==========================================================================================\n", - "Input size (MB): 0.00\n", - "Forward/backward pass size (MB): 0.00\n", - "Params size (MB): 0.00\n", - "Estimated Total Size (MB): 0.00\n", - "==========================================================================================\n" + "Epoch 2140, Loss: 0.1515, Val Loss: 1.0173\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "/Users/nwimer/miniconda3/envs/pt-melt/lib/python3.12/site-packages/ptmelt/models.py:158: UserWarning: Mixture Density Networks require the use of the MixtureDensityLoss class. The loss function will be set to automatically.\n", - " warnings.warn(\n" + " 43%|████▎ | 2156/5000 [00:51<01:08, 41.38it/s]" ] - } - ], - "source": [ - "from ptmelt.models import ArtificialNeuralNetwork\n", - "from torchinfo import summary\n", - "from torch import nn, optim\n", - "\n", - "# Create the model\n", - "mdn_model = ArtificialNeuralNetwork(\n", - " num_features=n_features,\n", - " num_outputs=n_targets,\n", - " width=width,\n", - " depth=depth,\n", - " act_fun=act_fun,\n", - " l1_reg=l1_reg,\n", - " l2_reg=l2_reg,\n", - " input_dropout=0.0, # Remove input dropout\n", - " dropout=0.0, # Remove dropout\n", - " batch_norm=batch_norm,\n", - " batch_norm_type=batch_norm_type,\n", - " output_activation=output_activation,\n", - " num_mixtures=1,\n", - ")\n", - "\n", - "# Build the model and print the summary\n", - "mdn_model.build()\n", - "print(summary(mdn_model, input_size=(1, n_features)))\n", - "\n", - "# Define the loss function and optimizer for training\n", - "criterion = mdn_model.get_loss_fn()\n", - "optimizer = optim.Adam(mdn_model.parameters(), lr=learn_rate)" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [ + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2150, Loss: 0.1504, Val Loss: 1.0134\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 43%|████▎ | 2166/5000 [00:52<01:08, 41.39it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2160, Loss: 0.1506, Val Loss: 1.0161\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 44%|████▎ | 2176/5000 [00:52<01:08, 41.12it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2170, Loss: 0.1508, Val Loss: 1.0175\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 44%|████▎ | 2186/5000 [00:52<01:08, 41.37it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2180, Loss: 0.1508, Val Loss: 1.0156\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 44%|████▍ | 2196/5000 [00:52<01:08, 41.21it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2190, Loss: 0.1519, Val Loss: 1.0175\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 44%|████▍ | 2206/5000 [00:53<01:07, 41.21it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2200, Loss: 0.1487, Val Loss: 1.0110\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 44%|████▍ | 2216/5000 [00:53<01:07, 41.42it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2210, Loss: 0.1498, Val Loss: 1.0147\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 45%|████▍ | 2226/5000 [00:53<01:06, 41.85it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 2220, Loss: 0.1501, 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{ "name": "stdout", "output_type": "stream", "text": [ - "Epoch 110, Loss: 1.2512, Val Loss: 1.6824\n", - "Epoch 120, Loss: 1.2161, Val Loss: 1.4406\n" + "Epoch 2280, Loss: 0.1497, Val Loss: 1.0124\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 46%|████▋ | 139/300 [00:02<00:02, 61.40it/s]" + " 46%|████▌ | 2296/5000 [00:55<01:05, 41.26it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 130, Loss: 1.1687, Val Loss: 1.3004\n", - "Epoch 140, Loss: 1.1357, Val Loss: 1.3963\n" + "Epoch 2290, Loss: 0.1511, Val Loss: 1.0157\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 53%|█████▎ | 160/300 [00:02<00:02, 59.51it/s]" + " 46%|████▌ | 2306/5000 [00:55<01:04, 41.59it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 150, Loss: 1.1183, Val Loss: 1.3228\n", - "Epoch 160, Loss: 1.0905, Val Loss: 1.2314\n" + "Epoch 2300, Loss: 0.1491, Val Loss: 1.0236\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - 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"Epoch 2330, Loss: 0.1484, Val Loss: 1.0102\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 79%|███████▉ | 237/300 [00:03<00:00, 64.29it/s]" + " 47%|████▋ | 2346/5000 [00:56<01:03, 41.57it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 230, Loss: 1.0114, Val Loss: 1.1009\n", - "Epoch 240, Loss: 1.0048, Val Loss: 1.0665\n" + "Epoch 2340, Loss: 0.1503, Val Loss: 1.0214\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 86%|████████▌ | 258/300 [00:04<00:00, 65.98it/s]" + " 47%|████▋ | 2356/5000 [00:56<01:03, 41.56it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 250, Loss: 0.9940, Val Loss: 1.1127\n", - "Epoch 260, Loss: 0.9931, Val Loss: 1.1895\n" + "Epoch 2350, Loss: 0.1483, Val Loss: 1.0146\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - " 93%|█████████▎| 279/300 [00:04<00:00, 65.06it/s]" + " 47%|████▋ | 2366/5000 [00:56<01:03, 41.50it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 270, Loss: 0.9856, Val Loss: 1.1188\n", - "Epoch 280, Loss: 0.9860, Val Loss: 1.0595\n" + "Epoch 2360, Loss: 0.1519, Val Loss: 1.0145\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 300/300 [00:04<00:00, 63.67it/s]" + " 48%|████▊ | 2375/5000 [00:57<01:03, 41.50it/s]" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 290, Loss: 0.9895, Val Loss: 1.0838\n", - "Epoch 300, Loss: 0.9799, Val Loss: 1.0827\n" + "Epoch 2370, Loss: 0.1493, Val Loss: 1.0146\n", + "Stopping training at epoch 2376 due to learning rate reaching minimum 1e-06.\n" ] }, { @@ -1220,27 +7174,31 @@ ], "source": [ "# Fit the model using the built-in training loop\n", - "mdn_model.fit(\n", - " train_dl = dataloader,\n", - " val_dl = dataloader_val,\n", + "n_epochs = 5000\n", + "bnn_model.fit(\n", + " train_dl=dataloader,\n", + " val_dl=dataloader_val,\n", " optimizer=optimizer,\n", " criterion=criterion,\n", + " scheduler=scheduler,\n", + " stopping=True,\n", " num_epochs=n_epochs,\n", + " verbose=True,\n", ")\n", "\n", - "history = mdn_model.history" + "history = bnn_model.history" ] }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 30, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
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" ] }, "metadata": {}, @@ -1251,31 +7209,53 @@ "from ptmelt.utils.visualization import plot_history\n", "\n", "# Plot the training history\n", - "plot_history(history, metrics=[\"loss\"], plot_log=False)" + "plot_history(history, metrics=[\"loss\"], plot_log=True)" ] }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 31, "metadata": {}, "outputs": [], "source": [ - "from ptmelt.utils.evaluation import make_predictions\n", + "from ptmelt.utils.evaluation import ensemble_predictions\n", "\n", - "# Evaluate the model performance on train, validation, and test data\n", - "pred_train, pred_train_std = make_predictions(mdn_model, x_train, y_normalizer=y_normalizer, unnormalize=True)\n", - "pred_val, pred_val_std = make_predictions(mdn_model, x_val, y_normalizer=y_normalizer, unnormalize=True)\n", - "pred_test, pred_test_std = make_predictions(mdn_model, x_test, y_normalizer=y_normalizer, unnormalize=True)" + "# Make ensemble predictions using MC Dropout\n", + "n_iter = 100\n", + "pred_train_mean, pred_train_std = ensemble_predictions(\n", + " bnn_model,\n", + " x_train,\n", + " y_normalizer=y_normalizer,\n", + " unnormalize=True,\n", + " n_iter=n_iter,\n", + " training=True,\n", + ")\n", + "pred_val_mean, pred_val_std = ensemble_predictions(\n", + " bnn_model,\n", + " x_val,\n", + " y_normalizer=y_normalizer,\n", + " unnormalize=True,\n", + " n_iter=n_iter,\n", + " training=True,\n", + ")\n", + "pred_test_mean, pred_test_std = ensemble_predictions(\n", + " bnn_model,\n", + " x_test,\n", + " y_normalizer=y_normalizer,\n", + " unnormalize=True,\n", + " n_iter=n_iter,\n", + " training=True,\n", + ")" ] }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 32, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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Nm6NBgwYYOXIknJyc8Pz5cxw9ehShoaEAgCVLluDs2bNo3LgxRowYgZo1a+LDhw+4efMmTp06hQ8fPnz2PvXq1YOmpiaWLl2KuLg46OjooG3btmjatClMTU3h6+uL8ePHQyQSYefOnQVa2jM/Pve18fT0hLm5OYKCgtC5c+c895AkIiIiIqKyg4N3RERERERUbDZs2AA3Nzds3LgR06dPh1gshqOjI3x8fOSzyICsATNdXV1s2LBBPhhz4sQJeHp6fvYeHh4eOHv2LObOnYsff/wRMpkMzs7OGDFihLxO7969MW7cOAQGBsLPzw+CIOQ5eFWrVi1cuHAB06ZNw+LFiyGTydC4cWP4+fmhcePGBX4PWrVqhWvXriEwMBBRUVEwNjZGo0aN4O/vDycnp89enz1417x5c3mZWCyGu7s7Tp06la/97grS/4IaNGgQLCwssGzZMixbtgwpKSmws7PD+PHjMXPmzALtM/exunXr4sqVK5g5cybWr1+P1NRUODg4oF+/fvI6VlZWuHbtGubNm4d9+/Zh3bp1MDc3R61atbB06dJ83cfa2hobNmzA4sWLMXz4cEilUpw9exatW7fGkSNH8O2332LGjBkwNTWFj48P2rVrBw8Pj0L1KTef+9poa2ujf//+WLduHQYNGqS0+xIRERERkfoSCcp+bJCIiIiIiIiIlGbSpEnYsmULIiMjoa+vr+pwiIiIiIiomHHPOyIiIiIiIiI1lZqaCj8/P3h5eXHgjoiIiIionOCymURERERERERqJjo6GqdOncLevXvx/v17TJgwQdUhERERERFRCeHgHREREREREZGauX//Pry9vWFpaYk1a9agXr16qg6JiIiIiIhKCPe8IyIiIiIiIiIiIiIiIlIT3POOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjoiIiIiIiIiIiIiIiEhNcPCOiIiIiIiIiIiIiIiISE1w8I6IiIiIiIiIiIiIiIhITXDwjqgcGDJkCBwdHQt17Zw5cyASiZQbEBEREZGKPH/+HCKRCNu3b5eXFSTfEYlEmDNnjlJjat26NVq3bq3UNomIiIiIiKj04uAdkQqJRKJ8HSEhIaoOVSWGDBmi8D5IJBJUrlwZffr0we+//w6ZTFbotgMCArBq1SrlBUtERERK1717d+jr6yMhISHPOt7e3tDW1sb79+9LMLKCu3//PubMmYPnz5+rOhS5kJAQhVxLR0cHVlZWaN26NRYtWoS3b98Wum117C8REREpV0l+rpWcnIw5c+bkuy3mOURU2olVHQBRebZz506F17/99htOnjyZo7xGjRpFus+vv/5a6IGuGTNmYOrUqUW6f1Ho6Ohg8+bNAICUlBS8ePEChw8fRp8+fdC6dWscPHgQRkZGBW43ICAAd+/excSJE5UcMRERESmLt7c3Dh8+jP3792Pw4ME5zicnJ+PgwYPo1KkTzM3NC32fksh37t+/j7lz56J169Y5VkQ4ceJEsd77c8aPH48vvvgCUqkUb9++xaVLlzB79mz89NNP2LNnD9q2bVvgNj/VXyIiIiobSupzLSAr75s7dy4AFGjFAuY5RFRacfCOSIV8fHwUXl+5cgUnT57MUf5fycnJ0NfXz/d9tLS0ChUfAIjFYojFqvtRIRaLc7wfCxYswJIlSzBt2jSMGDECu3fvVlF0REREVJy6d+8OQ0NDBAQE5Dp4d/DgQSQlJcHb27tI91F1vqOtra2yewNAixYt0KdPH4Wyv//+Gx07doSXlxfu378PGxsbFUVHRERE6qqwn2uVJOY5RFRacdlMIjXXunVr1K5dGzdu3EDLli2hr6+P6dOnA8j6wMrT0xO2trbQ0dGBs7Mz5s+fD6lUqtDGf/e8y97rZcWKFdi0aROcnZ2ho6ODL774AtevX1e4Nrc9YEQiEcaOHYsDBw6gdu3a0NHRQa1atXD8+PEc8YeEhKBhw4bQ1dWFs7MzNm7cqJR99KZOnYqOHTsiKCgIjx49kpfn5z1p3bo1jh49ihcvXsiXT8h+f9LT0zFr1iy4ubnB2NgYBgYGaNGiBc6ePVukeImIiKjg9PT00Lt3b5w+fRrR0dE5zgcEBMDQ0BDdu3fHhw8f8N1336FOnTqQSCQwMjJC586d8ffff3/2PrnlJmlpaZg0aRIsLCzk93j16lWOa1+8eIFvvvkGLi4u0NPTg7m5Ofr27auwjNL27dvRt29fAECbNm1yLCGV25530dHRGD58OKysrKCrq4u6detix44dCnUKktMVVN26dbFq1SrExsbil19+UWp/85vDEhERUeknk8mwatUq1KpVC7q6urCyssKoUaMQExOjUO+vv/6Ch4cHKlSoAD09PTg5OWHYsGEAsnIeCwsLAMDcuXPluUVh9yFmnkNEpQFn3hGVAu/fv0fnzp0xYMAA+Pj4wMrKCkBWwiCRSDB58mRIJBKcOXMGs2bNQnx8PJYvX/7ZdgMCApCQkIBRo0ZBJBJh2bJl6N27N54+ffrZ2Xp//vkn9u3bh2+++QaGhoZYs2YNvLy88PLlS/myVbdu3UKnTp1gY2ODuXPnQiqVYt68efKEq6gGDRqEEydO4OTJk6hWrRqA/L0n//vf/xAXF4dXr15h5cqVAACJRAIAiI+Px+bNm/Hll19ixIgRSEhIwJYtW+Dh4YFr166hXr16SomdiIiI8sfb2xs7duzAnj17MHbsWHn5hw8fEBwcjC+//BJ6enq4d+8eDhw4gL59+8LJyQlRUVHYuHEjWrVqhfv378PW1rZA9/3qq6/g5+eHgQMHomnTpjhz5gw8PT1z1Lt+/TouXbqEAQMGwM7ODs+fP8f69evRunVr3L9/H/r6+mjZsiXGjx+PNWvWYPr06fKlo/JaQiolJQWtW7fGkydPMHbsWDg5OSEoKAhDhgxBbGwsJkyYoFC/KDndp/Tp0wfDhw/HiRMnsHDhQqX1t6g5LBEREZUeo0aNwvbt2zF06FCMHz8ez549wy+//IJbt27h4sWL0NLSQnR0NDp27AgLCwtMnToVJiYmeP78Ofbt2wcAsLCwwPr16/H111+jV69e6N27NwDA1dW10HExzyEitScQkdoYM2aM8N9/lq1atRIACBs2bMhRPzk5OUfZqFGjBH19fSE1NVVe5uvrKzg4OMhfP3v2TAAgmJubCx8+fJCXHzx4UAAgHD58WF42e/bsHDEBELS1tYUnT57Iy/7++28BgPDzzz/Ly7p16ybo6+sLr1+/lpc9fvxYEIvFOdrMja+vr2BgYJDn+Vu3bgkAhEmTJsnL8vueeHp6Krwn2TIzM4W0tDSFspiYGMHKykoYNmzYZ2MmIiIi5crMzBRsbGwEd3d3hfINGzYIAITg4GBBEAQhNTVVkEqlCnWePXsm6OjoCPPmzVMoAyBs27ZNXvbffCc0NFQAIHzzzTcK7Q0cOFAAIMyePVtellvucfnyZQGA8Ntvv8nLgoKCBADC2bNnc9Rv1aqV0KpVK/nrVatWCQAEPz8/eVl6errg7u4uSCQSIT4+XqEv+cnpcnP27FkBgBAUFJRnnbp16wqmpqZK7W9+8zUiIiIqXf77udaFCxcEAIK/v79CvePHjyuU79+/XwAgXL9+Pc+23759myMP+xTmOURU2nHZTKJSQEdHB0OHDs1RrqenJ//vhIQEvHv3Di1atEBycjIePHjw2Xb79+8PU1NT+esWLVoAAJ4+ffrZa9u3bw9nZ2f5a1dXVxgZGcmvlUqlOHXqFHr27KnwpHuVKlXQuXPnz7afH9mz5RISEuRlRX1PNDU15fvOyGQyfPjwAZmZmWjYsCFu3ryplLiJiIgo/zQ1NTFgwABcvnxZYcmigIAAWFlZoV27dgCy8iUNjaw/b6RSKd6/fw+JRAIXF5cC/w4/duwYAGD8+PEK5RMnTsxR9+PcIyMjA+/fv0eVKlVgYmJS6Nzh2LFjsLa2xpdffikv09LSwvjx45GYmIhz584p1C9KTvc5Eokkz1yrsP0tar5GREREpUNQUBCMjY3RoUMHvHv3Tn64ublBIpHItygxMTEBABw5cgQZGRklFh/zHCJSZxy8IyoFKlasKB9Q+ti9e/fQq1cvGBsbw8jICBYWFvJNgePi4j7bbqVKlRReZ3/o8991x/Nzbfb12ddGR0cjJSUFVapUyVEvt7LCSExMBAAYGhrKy4r6ngDAjh074OrqCl1dXZibm8PCwgJHjx7N9/VERESkXN7e3gCyBuwA4NWrV7hw4QIGDBgATU1NAFkP3axcuRJVq1aFjo4OKlSoAAsLC9y+fbvAv8NfvHgBDQ0NhQeVAMDFxSVH3ZSUFMyaNQv29vYK942NjS107vDixQtUrVpVPhiZLXs5phcvXiiUFyWn+5zExESFXEsZ/VVGvkZERETq7/Hjx4iLi4OlpSUsLCwUjsTERPmexq1atYKXlxfmzp2LChUqoEePHti2bRvS0tKKNT7mOUSkzrjnHVEp8PFTO9liY2PRqlUrGBkZYd68eXB2doauri5u3ryJKVOmQCaTfbbd7A+7/ksQhGK9Vlnu3r0L4N/BQGW8J35+fhgyZAh69uyJ77//HpaWltDU1MTixYsRFhZWrP0hIiKi3Lm5uaF69erYtWsXpk+fjl27dkEQBPmgHgAsWrQIM2fOxLBhwzB//nyYmZlBQ0MDEydOzFcOUFjjxo3Dtm3bMHHiRLi7u8PY2BgikQgDBgwo1vt+rLjysoyMDDx69Ai1a9eWlxW1v8rI14iIiKh0kMlksLS0hL+/f67nLSwsAAAikQh79+7FlStXcPjwYQQHB2PYsGH48ccfceXKFfnKS8rEPIeI1B0H74hKqZCQELx//x779u1Dy5Yt5eXPnj1TYVT/srS0hK6uLp48eZLjXG5lhbFz506IRCJ06NABQMHeE5FIlGube/fuReXKlbFv3z6FOrNnz1ZKzERERFQ43t7emDlzJm7fvo2AgABUrVoVX3zxhfz83r170aZNG2zZskXhutjYWFSoUKFA93JwcIBMJkNYWJjCbLuHDx/mqLt37174+vrixx9/lJelpqYiNjZWoV5euUde9799+zZkMpnC7LvspZYcHBzy3VZR7N27FykpKfDw8FAoK0p/1T2HJSIiIuVxdnbGqVOn0KxZs1wfTP+vJk2aoEmTJli4cCECAgLg7e2NwMBAfPXVVwXKpfKDeQ4RqTsum0lUSmU/Yf3xE9Xp6elYt26dqkJSoKmpifbt2+PAgQN48+aNvPzJkyf4448/itz+kiVLcOLECfTv3x9Vq1aV3xPI33tiYGCQ63IFubVx9epVXL58ucgxExERUeFlz7KbNWsWQkNDFWbdAVm/w/870ywoKAivX78u8L2y9+dds2aNQvmqVaty1M3tvj///DOkUqlCmYGBAQDk+PAnN126dEFkZCR2794tL8vMzMTPP/8MiUSCVq1a5acbRfL3339j4sSJMDU1xZgxY+TlRe2vuuewREREpDz9+vWDVCrF/Pnzc5zLzMyU5wkxMTE58ot69eoBgHzpTH19fQD5y6U+h3kOEZUGnHlHVEo1bdoUpqam8PX1xfjx4yESibBz584SXbbyc+bMmYMTJ06gWbNm+PrrryGVSvHLL7+gdu3aCA0NzVcbmZmZ8PPzA5D1tNOLFy9w6NAh3L59G23atMGmTZvkdQvynri5uWH37t2YPHkyvvjiC0gkEnTr1g1du3bFvn370KtXL3h6euLZs2fYsGEDatasKd9jj4iIiEqek5MTmjZtioMHDwJAjsG7rl27Yt68eRg6dCiaNm2KO3fuwN/fH5UrVy7wverVq4cvv/wS69atQ1xcHJo2bYrTp0/nunpA165dsXPnThgbG6NmzZq4fPkyTp06BXNz8xxtampqYunSpYiLi4OOjg7atm0LS0vLHG2OHDkSGzduxJAhQ3Djxg04Ojpi7969uHjxIlatWqWwN4syXLhwAampqZBKpXj//j0uXryIQ4cOwdjYGPv374e1tbXS+lsaclgiIiJSjlatWmHUqFFYvHgxQkND0bFjR2hpaeHx48cICgrC6tWr0adPH+zYsQPr1q1Dr1694OzsjISEBPz6668wMjJCly5dAGRtKVOzZk3s3r0b1apVg5mZGWrXrq2w7GVumOcQUWnFwTuiUsrc3BxHjhzBt99+ixkzZsDU1BQ+Pj5o166dwpR/VXJzc8Mff/yB7777DjNnzoS9vT3mzZuHf/75R77s0+ekpaVh0KBBALKesrK0tISbmxtmzZqFXr16KSwlVZD35JtvvkFoaCi2bduGlStXwsHBAd26dcOQIUMQGRmJjRs3Ijg4GDVr1oSfnx+CgoIQEhKitPeGiIiICs7b2xuXLl1Co0aN5HveZps+fTqSkpIQEBCA3bt3o0GDBjh69CimTp1aqHtt3boVFhYW8Pf3x4EDB9C2bVscPXoU9vb2CvVWr14NTU1N+Pv7IzU1Fc2aNcOpU6dy5B7W1tbYsGEDFi9ejOHDh0MqleLs2bO5Dt7p6ekhJCQEU6dOxY4dOxAfHw8XFxds27YNQ4YMKVR/PiV7hqGWlhZMTExQo0YNzJ07FyNGjJDvRaOs/rZu3Vrtc1giIiJSng0bNsDNzQ0bN27E9OnTIRaL4ejoCB8fHzRr1gxA1iDftWvXEBgYiKioKBgbG6NRo0bw9/eHk5OTvK3Nmzdj3LhxmDRpEtLT0zF79uzPDt4xzyGi0kokcOifiEpYz549ce/ePTx+/FjVoRARERERERERERERqRXueUdExSolJUXh9ePHj3Hs2DG0bt1aNQEREREREREREREREakxzrwjomJlY2ODIUOGoHLlynjx4gXWr1+PtLQ03Lp1C1WrVlV1eEREREREREREREREaoV73hFRserUqRN27dqFyMhI6OjowN3dHYsWLeLAHRERERERERERERFRLjjzjoiIiIiIiIiIiIiIiEhNcM87IiIiIiIiIiIiIiIiIjXBZTMLSCaT4c2bNzA0NIRIJFJ1OEREVEoJgoCEhATY2tpCQ6P4nqVJTU1Fenq60tvV1taGrq6u0tulso+5FBERKQNzKSqvmEsREZEyMJdSfxy8K6A3b97A3t5e1WEQEVEZER4eDjs7u2JpOzU1FU6OZoiMSlF629bW1nj27FmZT5RI+ZhLERGRMjGXovKGuRQRESkTcyn1xcG7AjI0NASQ9U1tZGSk4miIiKi0io+Ph729vfz3SnFIT09HZFQKXtwZCCNDbaW1G5+QDoc6AUhPTy9UkrRkyRJMmzYNEyZMwKpVqwAArVu3xrlz5xTqjRo1Chs2bFBGyKRGmEsREZEylOdciso35lJERKQMzKXUHwfvCih7SQIjIyMmSUREVGQlsdSNoaEYhkbK+5UvQFboa69fv46NGzfC1dU1x7kRI0Zg3rx58tf6+vqFvg+pL+ZSRESkTOUtlyJiLkVERMrEXEp9Fd9ipkREREQfSUxMhLe3N3799VeYmprmOK+vrw9ra2v5wQ8jiIiIiIiIiIioPOLgHRERURknEwSlH0DWEgsfH2lpaZ+MY8yYMfD09ET79u1zPe/v748KFSqgdu3amDZtGpKTk5X+XhAREREVVHHlUkRERETlAXOpwuHgHRERERWKvb09jI2N5cfixYvzrBsYGIibN2/mWWfgwIHw8/PD2bNnMW3aNOzcuRM+Pj7FFToha+9BkUiEiRMnystSU1MxZswYmJubQyKRwMvLC1FRUQrXvXz5Ep6entDX14elpSW+//57ZGZmlnD0RERERERERERlF/e8IyIiKuNkECCD8p5Kym4rPDxcYWlLHR2dXOuHh4djwoQJOHnyZJ4bCY8cOVL+33Xq1IGNjQ3atWuHsLAwODs7Ky12ypLX3oOTJk3C0aNHERQUBGNjY4wdOxa9e/fGxYsXAQBSqRSenp6wtrbGpUuXEBERgcGDB0NLSwuLFi1SRVeIiIiKXXHlUkRERETlAXOpwuHMOyIiojJOKIb/AYCRkZHCkdfg3Y0bNxAdHY0GDRpALBZDLBbj3LlzWLNmDcRiMaRSaY5rGjduDAB48uRJ8b0x5VReew/GxcVhy5Yt+Omnn9C2bVu4ublh27ZtuHTpEq5cuQIAOHHiBO7fvw8/Pz/Uq1cPnTt3xvz587F27Vqkp6fner+0tLQcS6wSERGVJsWVS1HpxlUMiIiI8oe5VOFw8I6IiIiKVbt27XDnzh2EhobKj4YNG8Lb2xuhoaHQ1NTMcU1oaCgAwMbGpoSjLfvy2nvwxo0byMjIUCivXr06KlWqhMuXLwMALl++jDp16sDKykpex8PDA/Hx8bh3716u91u8eLHC8qr29vbF0CsiIiKikvOpVQwOHz6MoKAgnDt3Dm/evEHv3r3l57NXMUhPT8elS5ewY8cObN++HbNmzSrpLhAREZGa47KZREREZZwMyt3Mt6DLExgaGqJ27doKZQYGBjA3N0ft2rURFhaGgIAAdOnSBebm5rh9+zYmTZqEli1b5vhAhIome+/B69ev5zgXGRkJbW1tmJiYKJRbWVkhMjJSXufjgbvs89nncjNt2jRMnjxZ/jo+Pp4DeEREVKqoOpci9fLxKgYLFiyQl2evYhAQEIC2bdsCALZt24YaNWrgypUraNKkiXwVg1OnTsHKygr16tXD/PnzMWXKFMyZMwfa2to57peWloa0tDT5a65iQEREpQ1zqcLhzDsiIiJSKW1tbZw6dQodO3ZE9erV8e2338LLywuHDx9WdWhlSvbeg/7+/nnuPVgcdHR0ciyxSkRERFRacRUDIiIiKgkcvCMiIirjZMVwFFVISAhWrVoFALC3t8e5c+fw/v17pKam4vHjx1i2bBkHeZTsc3sPWllZIT09HbGxsQrXRUVFwdraGgBgbW2dY9+W7NfZdYiIiMoadcylSDWyVzFYvHhxjnPFuYpBXFyc/AgPD1dCT4iIiEqOqnOp9evXw9XVVf5Asbu7O/744w/5+datW0MkEikco0ePLnyHlYTLZhIRERGVA9l7D35s6NChqF69OqZMmQJ7e3toaWnh9OnT8PLyAgA8fPgQL1++hLu7OwDA3d0dCxcuRHR0NCwtLQEAJ0+ehJGREWrWrFmyHSIiIiIqQdmrGJw8ebLEVzHQ0dEpsfsRERGVNXZ2dliyZAmqVq0KQRCwY8cO9OjRA7du3UKtWrUAACNGjMC8efPk1+jr66sqXDkO3hEREZVxMghKXQ+8vKwtXtZ8bu9BABg+fDgmT54MMzMzGBkZYdy4cXB3d0eTJk0AAB07dkTNmjUxaNAgLFu2DJGRkZgxYwbGjBnDD5WIiKjMYi5FgOIqBtmkUinOnz+PX375BcHBwfJVDD6effffVQyuXbum0C5XMSAiorJO1blUt27dFF4vXLgQ69evx5UrV+SDd/r6+mr3u5jLZhIREZVxQjH8j8qmlStXomvXrvDy8kLLli1hbW2Nffv2yc9ramriyJEj0NTUhLu7O3x8fDB48GCFp9OIiIjKGuZSBPy7ikFoaKj8aNiwIby9veX/nb2KQbbcVjG4c+cOoqOj5XW4igEREZV1xZVLxcfHKxxpaWmfjUUqlSIwMBBJSUny388A4O/vjwoVKqB27dqYNm0akpOTi+39yC/OvCMiIiIqp0JCQhRe6+rqYu3atVi7dm2e1zg4OODYsWPFHBkRERGReuEqBkREROrF3t5e4fXs2bMxZ86cXOveuXMH7u7uSE1NhUQiwf79++UPzgwcOBAODg6wtbXF7du3MWXKFDx8+FDhYWZV4OAdERHR/3v16hWOHNqJqMj7EAQRqlRzRxfP/jAzM1N1aEWi6uUJiIiIiEoz5lKUXytXroSGhga8vLyQlpYGDw8PrFu3Tn4+exWDr7/+Gu7u7jAwMICvry9XMSAiojKtuHKp8PBwGBkZycs/9SCMi4sLQkNDERcXh71798LX1xfnzp1DzZo1MXLkSHm9OnXqwMbGBu3atUNYWBicnZ2VFndBcfBOhQRBQEREBOLi4lQdCpGcSCSCqakprKysVB0KUYm6evVPnDi6BN5eRnCsZAhBEHD3nzP4cekJfDX6Jzg5Oak6RCL6D0EQEBkZidjYWFWHQqRAX18fdnZ20NTUVHUoRERUjMrCKgZRUVGIiYmBIHBQmdSHRCKBnZ0dRCKRqkMhIjVmZGSkMHj3Kdra2qhSpQoAwM3NDdevX8fq1auxcePGHHUbN24MAHjy5AkH78obQRCwfPlybN68GY8fP1Z1OES5cnV1xdixYzFixAhVh0JU7JKSknB433LM+s4GYnHWdrAikQh1aprB0T4dy9bNwILFfqX2DwcBgEzJ7RGpkiAIWLNmDTZu3Ih//vlH1eEQ5crKygr9+/fH4sWLoa+vr+pwiKgImEtRWbR+/XqsW7cOd+/eVXUoRLmyt7eHj48P5s6dCy0tLVWHQ0RFoI65lEwmy3OPvNDQUACAjY2NEu5UeBy8U4FJkyZh9erVGDx4MJYsWQILCwtoaGioOiwiAFk/uN68eYM9e/Zg5MiRiImJwQ8//KDqsIiK1elTR9GpjaZ84O5jhobaqFn1A+7cuYM6deqU2gE8orJkxowZWLRoEQYOHIh58+bBysqKuRSpDUEQEB8fj1OnTmHjxo24f/8+jh49Cm1tbVWHRqRygiAwlyJSAwsXLsSMGTPQp08fzJw5EzY2NsylSG0IgoCYmBj88ccfWL58OR4/fow9e/bw9wcRmEsV1rRp09C5c2dUqlQJCQkJCAgIQEhICIKDgxEWFoaAgAB06dIF5ubmuH37NiZNmoSWLVvC1dVVpXFz8K6EhYeHY/Xq1Vi6dCkHREit9e/fHxMmTMCcOXMwZswYGBgYqDokomLzKvwfNOlkmOf5qk6aCAv7B9euXUO3bt1K3bKyMij3CSdltkVUUO/evcPSpUsxa9YszJ07V9XhEOWpS5cu6NSpEzw8PHDy5El4enqqOiQilUpMTMTu3bvRuXNn2NraqjqcAmEuRWVJfHw85s+fj++++w7Lly9XdThEeerWrRuaNWsGHx8f/PXXX/jiiy9UHRKRSiUnJyMwMBAdOnSAvb29qsMpEFXnUtHR0Rg8eDAiIiJgbGwMV1dXBAcHo0OHDggPD8epU6ewatUqJCUlwd7eHl5eXpgxY4YSIy4cPlZTwg4fPgwtLS2MGjVK1aEQfdb48eORkpKCkydPqjoUomIlMTTDh5jUPM+/fQ88efISr1+/xpEjR0rdfhAyQfkHkaocPXoUMpkMY8aMUXUoRJ/VoUMHuLi44MCBA6oOhUil0tLS4O/vj1evXmHfvn3IyMhQdUgFwlyKypITJ04gLS0N48aNU3UoRJ/Vv39/WFhYMJeici8jIwO7du1CeHg4Dh48CJmsdD0KpOpcasuWLXj+/DnS0tIQHR2NU6dOoUOHDgCylug9d+4c3r9/j9TUVDx+/BjLli3L9156xYmDdyXs1atXqFixIoyNjVUdCtFnVa5cGdra2nj16pWqQyEqVm3a9sTJcym5nkvPEHD9rjOSk5NhaGiIPn36cIkCIhUKDw9HhQoVYGlpqepQiD5LJBKhZs2aeP36tapDIVKZzMxMbN++HZGRkZAKmbgbewdfTR2O9VvXIz09XdXhEZU74eHhMDAwQKVKlVQdCtFnicViVKtWjZ9LUbkmk8mwd+9evHr1Crq6uujfvz+XOi4n+FUuYVKplJusUqkhEomgpaWFzMxMVYdCVKzs7e0h1muC46ffKsyqS0+XYfVmfYg0JNDR0YG3t3epfPhCKIaDSFWYS1Fpw1yKyjNBELBz505ERkYCmoBJZ2PU7F8dDUbVwzOTMExbMLVU/PtgLkVliVQqhVjMXXSo9GAuReWZIAg4fPgwHj16BLFYjCZNmuDx48cIDw9XdWgFwlyqcDh4V0rJZDL07dsXIpEIEyZMUHU4RESl3uhvpiFZ6I5ZSz9ga0A0Nu6IxqJfDJCaYQpNTU18+eWXpW6vOyLKG3MpIqLid+LECbx8+RIQAZKW+hCbaQLIekjQrk5FpFVKxYU/L6g4SiIqDOZSRETFLyQkBKGhoQCA8NjX2HFrD7b/sxszts/D2Onjsx6QojKLg3dqYsiQIRCJRPKZTk5OTvjhhx+Qmpr7Hkxff/01/vzzT2zcuBFbt27FggULctTZt28fOnToAAsLCxgZGcHd3R3BwcHF3RXcvn0bLVq0gK6uLuzt7bFs2bLPXnP69Gk0bdoUhoaGsLa2xpQpU3I8VRMcHIwmTZrA0NAQFhYW8PLywvPnzxXq+Pv7o27dutDX14eNjQ2GDRuG9+/fK7N7RFRGiUQi9Ok7BHMXBsKj+xr07L8OXw4cBS0tLXh5ecHBwUHVIRaarBgOInXDXEo5udTatWtRo0YN6OnpwcXFBb/99psyu0ZE5UyFChUggwwG7nrQssk508exsQMOnz2kgsgKhrkUlQfMpT6fS+3Zswf16tWDvr4+HBwcsHz5coXzERERGDhwIKpVqwYNDQ1MnDhRmd0ionLI0dERYrEYkZlvYT+4Bqp51ELlpi6o0ac+TLva4Yel0xAfH6/qMD+LuVThcPBOjXTq1AkRERF4+vQpVq5ciY0bN2L27Nk56k2fPh3Hjx/H+fPnMXLkSJw8eRI//fQTNm7cqFDv/Pnz6NChA44dO4YbN26gTZs26NatG27dulVsfYiPj0fHjh3h4OCAGzduYPny5ZgzZw42bdqU5zV///03unTpgk6dOuHWrVvYvXs3Dh06hKlTp8rrPHv2DD169EDbtm0RGhqK4OBgvHv3Dr1795bXuXjxIgYPHozhw4fj3r17CAoKwrVr1zBixIhi6y8RlT1isRj29vawsbFBjRo1MGHCBNSoUUPVYRFRPjCXKloutX79ekybNg1z5szBvXv3MHfuXIwZMwaHDx8utv4SUdlmYmKCt8bR0HbMfbljbV1tpGbkPjBARCWPuVTeudQff/wBb29vjB49Gnfv3sW6deuwcuVK/PLLL/I6aWlpsLCwwIwZM1C3bt1i6yMRlR9OTk54GfsaFftUg6ZYU+GcgakExs2ssf/oQRVFR8WNi1yrER0dHVhbWwPI2n+pffv2OHnyJJYuXSqvs3LlSgQFBeHChQvyzYWbNGmCM2fOoHPnzjA3N0efPn0AAKtWrVJof9GiRTh48CAOHz6M+vXrF0sf/P39kZ6ejq1bt0JbWxu1atVCaGgofvrpJ4wcOTLXa3bv3g1XV1fMmjULAFClShUsW7YM/fr1w+zZs2FoaIgbN25AKpViwYIF8g05v/vuO/To0QMZGRnQ0tLC5cuX4ejoiPHjxwPI+uE2atQohfePiOhzHj9+DAsLC5iYmAAADAwMVBuQEsiErEOZ7RGpI+ZSRculdu7ciVGjRqF///4AgMqVK+P69etYunQpunXrViz9JaKy5+nTpzA2Noa5uTksLCyQ/DY5z7pJMUkwNTQrwegKh7kUlRfMpfLOpXbu3ImePXti9OjRALLypGnTpmHp0qUYM2YMRCIRHB0dsXr1agDA1q1bi6V/RFT2vXjxAvr6+rCwsMDbt2+RKsmAWDv3YRzbmnb4c8dF+H45qISjLBjmUoXDmXdq6u7du7h06RK0tbUVyidNmoTHjx/LE6Rs9erVQ0REhDxByo1MJkNCQgLMzPL+4+jly5eQSCSfPBYtWpTn9ZcvX0bLli0V4vbw8MDDhw8RExOT6zVpaWnQ1dVVKNPT00Nqaipu3LgBAHBzc4OGhga2bdsGqVSKuLg47Ny5E+3bt4eWVtZTnO7u7ggPD8exY8cgCAKioqKwd+9edOnSJc94iYg+9uLFC+zevRtbtmxBbGysqsNRGhlESj+I1B1zqYLnUnm1c+3aNWRkZOQZMxFRtlevXiEwMBBbt27F+/fvYWRkBHtJJXx4k/vPr7CQp+jv2b+Eoyw45lJUHjGXUsyl8qrz6tUrvHjxIs94iIgKIjIyEgEBAdi6dSuioqKQnp4ODR3NPOuLRCIIpSCtYC5VOJx5p0aOHDkCiUSCzMxMpKWlQUNDQ2H6fVGtWLECiYmJ6NevX551bG1t5Ztg5uVTSVZkZCScnJwUyqysrOTnTE1Nc1zj4eGBVatWYdeuXejXrx8iIyMxb948AFnrhQNZs+hOnDiBfv36YdSoUZBKpXB3d8exY8fk7TRr1gz+/v7o378/UlNTkZmZiW7dumHt2rWf7A8REQBERUVh165dkEqlsLOzg5GRkapDIqICYi5VtFzKw8MDmzdvRs+ePdGgQQPcuHEDmzdvRkZGBt69ewcbG5tP9ouIyrd3794hICAAGRkZqFSpknwVg8mjJ+O7Bd8hqVkS7GpXhEgkQmpiKh6feYL6Zm5wdXVVbeBEJMdcKu9cysPDA5MmTcKQIUPQpk0bPHnyBD/++KO8jqOj4ydjJiL6nJiYGPnsYQcHB5ibm0MQBGREp0IQBIhEOQes4t/Gwc6Mf6eVVRy8UyNt2rTB+vXrkZSUhJUrV0IsFsPLy0spbQcEBGDu3Lk4ePAgLC0t86wnFotRpUoVpdwzvzp27Ijly5dj9OjRGDRoEHR0dDBz5kxcuHBBvqxTZGQkRowYAV9fX3z55ZdISEjArFmz0KdPH5w8eRIikQj379/HhAkTMGvWLHh4eCAiIgLff/89Ro8ejS1btpRon4iodImNjYW/vz/S0tJQqVIl9O7dW/7zpyxQ9lNJ5eUJJyp9mEsVLZeaOXMmIiMj0aRJEwiCACsrK/j6+mLZsmVl6mciESlfQkIC/Pz8kJKSAltbW/Tr1w+amllPiZuammL13NU4cPQAzm85D5lICmNdYwzvMgKNv2is4sjzh7kUlRfMpfLOpUaMGIGwsDB07doVGRkZMDIywoQJEzBnzhzmSURUZElJSfDz80NiYiIsLS0xYMAAiMVZQzct6zbD7dDHsKvvqHCNIAh4fuIh5g2ZoYKIC4a5VOHwt4saMTAwQJUqVVC3bl1s3boVV69eVcqgU2BgIL766ivs2bMH7du3/2Tdoi5PYG1tjaioKIWy7NfZ66bnZvLkyYiNjcXLly/x7t079OjRA0DWGuIAsHbtWhgbG2PZsmWoX78+WrZsCT8/P5w+fRpXr14FACxevBjNmjXD999/D1dXV3h4eGDdunXYunWr/EkpIqL/Sk5Ohp+fHxISEmBhYYEBAwbIl5AjotKFuVTRcik9PT1s3boVycnJeP78OV6+fAlHR0cYGhrCwsLi828UEZVLqamp8Pf3R1xcHMzMzDBw4MAcy+xJJBL49PfBpqWbsHnJFvw45yc0adQk1yfIiUh1mEvlnUuJRCIsXboUiYmJePHiBSIjI9GoUSOFOkREhZGeno6AgAB8+PABxsbG8PHxUVimd5j3UBg908bDo7eR+D4B0kwposMi8fe2K/iyeZ8Sf+CBSg5n3qkpDQ0NTJ8+HZMnT8bAgQOhp6dXqHZ27dqFYcOGITAwEJ6enp+tX9TlCdzd3fG///0PGRkZ8g+/T548CRcXl1yXJviYSCSCra2tPG57e3s0aNAAQNaH6/99kin7SU6ZTCavk/1Ewn/rCEI52cWSiAokPT0du3btku/J4uPjU+ift+pMEEQQlLgIujLbIiouzKUKnktl09LSgp2dHYCsD9u6du3KJ8qJKFeZmZkIDAxEVFRU1gCdjw8MDAxUHZbSMZei8oi5lGIulU1TUxMVK1aU13F3d+dDTkRUaFKpFHv27MGbN2+gp6cHHx8fGBoaKtQRi8VYOH0+7t69i33BB/AuPhrVHKtiyndj5MsCqzvmUoXDv8LVWN++faGpqVnoPdsCAgIwePBg/Pjjj2jcuDEiIyMRGRmJuLi4PK/JXp7gU8enkqTspyyHDx+Oe/fuYffu3Vi9ejUmT54sr7N//35Ur15d4brly5fjzp07uHfvHubPn48lS5ZgzZo18g+VPD09cf36dcybNw+PHz/GzZs3MXToUDg4OKB+/foAgG7dumHfvn1Yv349nj59iosXL2L8+PFo1KiRPPkiIvpYRkYGpFIpdHV14ePjw33uiMoY5lIFy6UePXoEPz8/PH78GNeuXcOAAQNw9+7dTz7dTkTlW3Yupa2tDW9v789+ME5EpQtzqX9zqXfv3mHDhg148OABQkNDMWHCBAQFBWHVqlUK7YSGhiI0NBSJiYl4+/YtQkNDcf/+/UK8e0RUHmRmZiIzMxNaWloYOHAgKlSokGs9kUiEOnXqYPZ3M7Fy3o/4etjoUjNwR4XHwTs1JhaLMXbsWCxbtgxJSUkFvn7Tpk3IzMzEmDFjYGNjIz8mTJhQDNFmMTY2xokTJ/Ds2TO4ubnh22+/xaxZszBy5Eh5nbi4ODx8+FDhuj/++AMtWrRAw4YNcfToURw8eBA9e/aUn2/bti0CAgJw4MAB1K9fH506dYKOjg6OHz8uf/pryJAh+Omnn/DLL7+gdu3a6Nu3L1xcXLBv375i6y8RlW4GBgbw9fWFr69vmX5aUloMB1FpwFyqp/x8fnIpqVSKH3/8EXXr1kWHDh2QmpqKS5cuwdHRsdj6S0Slm56eHgYNGgRfX99PLkdX2jGXovKKuVRPhTo7duxAw4YN0axZM9y7dw8hISHypTOz1a9fH/Xr18eNGzcQEBCA+vXro0uXLsXWXyIq3XR0dODj4wNfX1/56idlEXOpwhEJXE+wQOLj42FsbIy4uLhCzdCYMmUK9u/fj0ePHhVDdETKJ5FIsGDBAkycOFHVoRApTUREBGxsbFQaQ1F/nxTkHjee+EBiqP35C/IpMSEdblX8ijV2KruK+r0/d+5cbNq0Ca9fvy6G6IiUr3///oiJicGJEydUHQqR0jCXKhrmUlQURf3eX7FiBRYsWIDY2FjlB0dUDNq0aQNbW1v4+/urOhQipWEuVTTlJZfizDsiIipXrl69ik2bNuHixYuqDoWIiIio1Ll58yY2bdqEs2fPcm9xIiIiogK6c+cONm3ahJMnTzKXok8SqzoAIiKiknLv3j0cP34cQNbycOWF8P+HMtsjIiKi8ufhw4c4cuQIAEAmk0EkEqk4opLBXIqIiIiUISwsDAcOHACQtd9decFcqnA4846IiMqFZ8+eYf/+/QCAL774Ai1atFBxRERERESlR3h4OPbu3QtBEFCvXj20bdtW1SERERERlRpv3rzBnj17IJPJUKtWLXTq1KncPAhFhcOZd0REVOZFRkYiMDAQUqkUNWvWLHcJkgwiyKC8/iqzLSIiIlJ/b9++RUBAADIzM1G1alV07dqVuVQR2yMiIqLy48OHDwgICEB6ejqcnJzQs2dP5lJFbK884Mw7IiIq02JiYuDv74/09HQ4ODigV69e0NDgrz8iIiKi/IiPj4efnx9SU1NRsWJF9OnTB5qamqoOi4iIiKhUSExMhJ+fH5KSkmBtbY3+/ftDLOacKvo8fnqpJoYMGQKRSASRSAQtLS04OTnhhx9+QGpqqkK97DpXrlxRKE9LS4O5uTlEIhFCQkLk5efOnUPbtm1hZmYGfX19VK1aFb6+vkhPTwcAhISEyNv87xEZGVls/R0/fjzc3Nygo6ODevXq5TifmpqKIUOGoE6dOhCLxejZs2e+2n306BF69OiBChUqwMjICM2bN8fZs2dzrfv+/XvY2dlBJBIhNjZWXp7Xe1Kc7wcRFZ9Hjx4hMTERlpaWGDBgQLlMkGSCSOkHkbphLqUoJCQEPXr0gI2NDQwMDFCvXj34+/t/ss3t27fn2Zfo6Ogc9S9evAixWJzj/uvXr4erqyuMjIxgZGQEd3d3/PHHH0XpLhGp0JMnTxAfHw9zc3MMHDgQ2traqg6pxDGXovKAuZSiwn4u9eHDB3h7e8PIyAgmJiYYPnw4EhMTC9Tuvn370KFDB1hYWMhzqeDg4EL2lIhU7dmzZ4iJiYGJiQm8vb2ho6Oj6pBKHHOpwil/n2CqsU6dOmHbtm3IyMjAjRs34OvrC5FIhKVLlyrUs7e3x7Zt29CkSRN52f79+yGRSPDhwwd52f3799GpUyeMGzcOa9asgZ6eHh4/fozff/8dUqlUoc2HDx/CyMhIoczS0rIYevmvYcOG4erVq7h9+3aOc1KpFHp6ehg/fjx+//33fLfZtWtXVK1aFWfOnIGenh5WrVqFrl27IiwsDNbW1gp1hw8fDldXV7x+/TrXtv77nhT3+0FExaNx48bQ0dGBs7MzdHV1VR2OSsigAZkSn9dRZltEysRc6l+XLl2Cq6srpkyZAisrKxw5cgSDBw+GsbExunbtmmt7/fv3R6dOnRTKhgwZgtTU1Bx9iY2NxeDBg9GuXTtERUUpnLOzs8OSJUtQtWpVCIKAHTt2oEePHrh16xZq1apVxF4TUUlr0KABxGIxKlWqBH19fVWHoxLMpai8YC71r8J+LuXt7Y2IiAicPHkSGRkZGDp0KEaOHImAgIB8t3v+/Hl06NABixYtgomJCbZt24Zu3brh6tWrqF+/fuE6S0QqU6dOHWhoaMDa2hoSiUTV4agEc6nC4eCdGtHR0ZEPMNnb26N9+/Y4efJkjiTJ19cXa9aswapVq6CnpwcA2Lp1K3x9fTF//nx5vRMnTsDa2hrLli2Tlzk7O+f4UAbISohMTEyKoVe5W7NmDYCsvRNyS5IMDAywfv16AFlPdX88My4v7969w+PHj7Flyxa4uroCAJYsWYJ169bh7t27CoN369evR2xsLGbNmpXnk+Al/Z4QkfJIpVLIZDJoaWkBQK5PUhJR2cNc6l/Tp09XeD1hwgScOHEC+/bty3PwTk9PT/5+ZLd95swZbNmyJUfd0aNHY+DAgdDU1MSBAwcUznXr1k3h9cKFC7F+/XpcuXKFg3dEpYRMJkNmZqZ8ll3231dEVLYxl/pXYT6X+ueff3D8+HFcv34dDRs2BAD8/PPP6NKlC1asWAFbW9t8tbtq1SqF14sWLcLBgwdx+PBhDt4RlRKCICA9PV0+y45/B1FhlI8hylLo7t27uHTpUq5Lkri5ucHR0VH+hM7Lly9x/vx5DBo0SKGetbU1IiIicP78eaXHJ5FIPnmMHj1a6ff8HHNzc7i4uOC3335DUlISMjMzsXHjRlhaWsLNzU1e7/79+5g3bx5+++23T+57Va9ePdjY2KBDhw64ePFiSXSBiJRAEAQcOnQIv/32G5KTk1UdjlrI3hhYmQeRumMulVNcXBzMzMzyXf+3336Dvr4++vTpo1C+bds2PH36FLNnz/5sG1KpFIGBgUhKSoK7u3uBYyaikicIAo4ePYrt27crLPVWnjGXovKIuVTBXb58GSYmJvKBOwBo3749NDQ0cPXq1UK3K5PJkJCQUKA8johURxAEBAcHY+vWrYiPj8+zzt9//42fN6/Fz5t/QWhoKARBKOFISw5zqcLhzDs1cuTIEUgkEmRmZiItLQ0aGhr45Zdfcq07bNgwbN26FT4+Pti+fTu6dOkCCwsLhTp9+/ZFcHAwWrVqBWtrazRp0gTt2rXD4MGDcyxFYGdnp/DawcEB9+7dyzPW0NDQT/blv+2XBJFIhFOnTqFnz54wNDSEhoYGLC0tcfz4cZiamgLIWoP9yy+/xPLly1GpUiU8ffo0Rzs2NjbYsGEDGjZsiLS0NGzevBmtW7fG1atX0aBBg5LuFhEV0KlTp3D79m35HgmVK1dWdUhEVEKYS+Vtz549uH79OjZu3Jjva7Zs2YKBAwcqzMZ7/Pgxpk6digsXLnxyD9E7d+7A3d0dqampkEgk2L9/P2rWrFmkPhBRyTh37hxu3rwJAHjz5g2qVaum4oiIqKQwlyqayMjIHEt9isVimJmZFWn/vhUrViAxMRH9+vUraohEVAIuXbokH7APDw/PMesuLi4O0xb/D2nWMlSokzXb+eeQTdDeJcKiqQvkn2MTcfBOjbRp0wbr169HUlISVq5cCbFYDC8vr1zr+vj4YOrUqXj69Cm2b98un+7/MU1NTWzbtg0LFizAmTNncPXqVSxatAhLly7FtWvXYGNjI6974cIFGBoayl9nLzWXlypVqhSyl8VHEASMGTMGlpaWuHDhAvT09LB582Z069YN169fh42NDaZNm4YaNWrAx8cnz3ZcXFzg4uIif920aVOEhYVh5cqV2LlzZ0l0hYgK6fLly7h06RIAoHv37hy4+3/K3sy3vGwMTKUPc6ncnT17FkOHDsWvv/6a7+VaLl++jH/++Uch95FKpRg4cCDmzp372Q/zXVxcEBoairi4OOzduxe+vr44d+4cB/CI1Nxff/2Fc+fOAQC6dOnCgbv/x1yKygvmUuonICAAc+fOxcGDB4t9D0AiKrq///4bp06dAgB06NAhx99fgiBgxrJZMO5oBRPbf2fTmlU0R2xEDGYsm4VfFq2BSFS2cgXmUoXDZTPViIGBAapUqYK6deti69atuHr1aq57jABZS0R27doVw4cPR2pqKjp37pxnuxUrVsSgQYPwyy+/4N69e0hNTcWGDRsU6jg5OaFKlSryw8HB4ZOxquPyBGfOnMGRI0cQGBiIZs2aoUGDBli3bh309PSwY8cOeZ2goCCIxWKIxWK0a9cOAFChQoVPLv3UqFEjPHnypET6QUSFc+fOHZw4cQIA0K5dO+5zR1QOMZfK6dy5c+jWrRtWrlyJwYMH5/u6zZs3o169egpLjyckJOCvv/7C2LFj5bnUvHnz8Pfff0MsFuPMmTPyutra2qhSpQrc3NywePFi1K1bF6tXr1ZKn4ioeDx48ADHjh0DALRs2RJffPGFiiMiopLGXKporK2tER0drVCWmZmJDx8+yPcSLIjAwEB89dVX2LNnD9q3b6+sMImomDx58gSHDh0CADRp0gRNmzbNUefhw4dIMklTGLjLZmJjihTzzE/OOqbyhTPv1JSGhgamT5+OyZMn51iuKNuwYcPQpUsXTJkyBZqamvlq19TUFDY2NkhKSipSfOq4PEH23lb/3cdOQ0MDMpkMAPD7778jJSVFfu769esYNmwYLly4AGdn5zzbDg0NVXgijIjUS1hYGA4cOAAAaNy4MZo1a6bagNSMABEEJa4Hrsy2iIoLcykgJCQEXbt2xdKlSzFy5Mh8X5eYmIg9e/Zg8eLFOWK6c+eOQtm6detw5swZ7N27F05OTnm2KZPJkJaWVrAOEFGJefHiBfbu3QtBENCgQQO0bt1a1SGpFeZSVB4xlyo4d3d3xMbG4saNG/IHoM6cOQOZTIbGjRsXqK1du3Zh2LBhCAwMhKenZ3GES0RK9Pr1a+zZswcymQx16tRBx44dc6135eYVmNa0yPUcAJjVssCV0GuoXbt2cYWqEsylCoeDd2qsb9+++P7777F27Vp89913Oc536tQJb9++zTMh2bhxI0JDQ9GrVy84OzsjNTUVv/32G+7du4eff/5ZoW50dDRSU1MVyszNzfNcpqCoyxM8efIEiYmJiIyMREpKijzpqlmzpnwz5Pv37yM9PR0fPnxAQkKCvE72bJpr165h8ODBOH36NCpWrAh3d3eYmprC19cXs2bNgp6eHn799Vc8e/ZMnuj8d4Du3bt3AIAaNWrAxMQEALBq1So4OTmhVq1aSE1NxebNm3HmzBn5jB4iUi9SqRRHjx6FTCZDrVq14OHhUeaWFygqZW/mW142BqbSrzznUmfPnkXXrl0xYcIEeHl5yfdZ0dbWhplZ1lOe+/fvx7Rp0/DgwQOFtnfv3o3MzMwcy4xraGjk+CPS0tISurq6CuXTpk1D586dUalSJSQkJCAgIAAhISEIDg4uUp+JSPlkMhni4uJw+PBhSKVSuLi4wNPTk7nUfzCXovKqPOdSQME/l6pRowY6deqEESNGYMOGDcjIyMDYsWMxYMAA2Nrayu/9uXYDAgLg6+uL1atXo3HjxvI8Tk9PD8bGxkXqNxEpnyAIOHr0KDIyMuDs7IwePXrkmUtpaIghk8rybksmQFOj7C2WyFyqcDh4p8bEYjHGjh2LZcuW4euvv4aBgYHCeZFIhAoVKuR5faNGjfDnn39i9OjRePPmDSQSCWrVqoUDBw6gVatWCnU/3uMt2+XLl9GkSRPldOY/vvrqK/leCgBQv359AMCzZ8/g6OgIIGuPhRcvXuSoIwgCgKyZdg8fPkRGRgaArKUvjx8/jv/9739o27YtMjIyUKtWLRw8eBB169bNd2zp6en49ttv8fr1a+jr68PV1RWnTp1CmzZtitRnIioempqa8Pb2xp9//skPm4hIQXnOpXbs2IHk5GQsXrxYYQZdq1atEBISAiBro/SHDx/maHvLli3o3bu3/MGmgoqOjsbgwYMREREBY2NjuLq6Ijg4GB06dChUe0SkfJmZmdi1Zwcu3ToFfVMgI1kDptqOaNCgQY6VTIio/CrPuRRQ8M+lAMDf3x9jx45Fu3btoKGhAS8vrxz7AX6u3U2bNiEzMxNjxozBmDFj5PV8fX2xffv2onadiJRMJBJhwIABOH36NLp06fLJmcjNGzXFmcDzsK5mm+v5D3ei0bLvkGKKlEobkZD9m4HyJT4+HsbGxoiLiyvUFPwpU6Zg//79ePToUTFER6R8EokECxYswMSJE1UdCpECQRBK9UBdUX+fFOQepx+NgMRQW2ntJiako121X4s1diq7ivq9P3fuXGzatAmvX78uhuiIlK9///6IiYnhKg6kNmQyGeYumgqjGtGo0chKnk8lxKTgzM5XmPzVYlSrVk3FUX4ecykqr4r6vb9ixQosWLAAsbGxyg+OqBi0adMGtra28Pf3V3UoRAoK+7nUlHnTIG0ghkUVxb0w3z2NgnAtFSvmLFNWiJ/EXEr98ZE6IiIqddLS0rBjxw6EhYWpOhQiIiKiUuXK1UsQWb6CxvtKiH3575PhhqZ66DjcARt3rFBhdERERETqLzMzE/7+/rh7926Br53z/Sxo/S3D/T238OreS7y+F477e25B40Ym5v0wR/nBUqnFZTOJiKhUkUql2LNnD168eIEPHz5g3Lhxee6DQFkEaECmxOd1BD77Q0REVGodO/U7zKwrI/6NJpJjNGBkkwrN/38QWs9AGyLDeERERMDGxka1gaoR5lJERESUTSaTYf/+/QgLC8OrV69QuXJl6Ovr5/t6PT09LP7fQoSHh+PKjauAIKDJ0Cawt7cvxqhVi7lU4XDwjoiISg1BEHDgwAE8ffoUWlpaGDBgAAfuiIiIiPJJEAQImVpIeKMFkaaAqu3T5QN32STmmoiNjeXgHREREdF/CIKA48eP4/79+9DQ0EC/fv0KNHD3MXt7+zI9YEdFVz6GKImIqNQTBAHBwcG4e/cuNDQ00L9/f9ja5r7BLymSCYBMECnxKFo8S5YsgUgkUthLMzU1FWPGjIG5uTkkEgm8vLwQFRVVtBsRERGRgrNnz0JbwwCAgCpt0mFoJctRJzYiE1ZWViUfnBpTt1yKiIiIVOPPP//E9evXAQC9evVC5cqVVRxR6cBcqnA4eEdERKXCpUuXcPXqVQBAjx494OzsrOKISg8ZREo/Cuv69evYuHEjXF1dFconTZqEw4cPIygoCOfOncObN2/Qu3fvonadiIiI/t+1a9dw4cIFAECazhuYOuQcuPsQnQiJqCLMzMxKOjy1pk65FBEREanGrVu3cObMGQCAh4cHateureKISg/mUoXDwTs1MWTIEIhEIixZskSh/MCBAxCJ/v1mDAkJgUgkkh8WFhbo0qUL7ty5k2t7o0ePznGvMWPGQCQSYciQIfKyt2/f4uuvv0alSpWgo6MDa2treHh44OLFi/I6jo6OCvfOPv4bszIJgoBZs2bBxsYGenp6aN++PR4/fvzZ69auXQtHR0fo6uqicePGuHbtmsL5TZs2oXXr1jAyMoJIJEJsbGyONrp3745KlSpBV1cXNjY2GDRoEN68eaOsrhFRAYSFheHUqVMAgA4dOuQY+CHViI+PVzjS0tI+WT8xMRHe3t749ddfYWpqKi+Pi4vDli1b8NNPP6Ft27Zwc3PDtm3bcOnSJVy5cqW4u0FlBHOp3Kkyl8qtv8XZVyLK28uXL/HHH38AAFq3bo1KFWrjzwPPkZqcDiDrZ8Xzf97iYkAMJoyepspQiUhFmEvljrkUEQHAmzdvcPjwYQBAs2bN0KRJExVHROUBB+/UiK6uLpYuXYqYmJjP1n348CEiIiIQHByMtLQ0eHp6Ij09XaGOvb09AgMDkZKSIi9LTU1FQEAAKlWqpFDXy8sLt27dwo4dO/Do0SMcOnQIrVu3xvv37xXqzZs3DxEREQrHuHHjitDrT1u2bBnWrFmDDRs24OrVqzAwMICHhwdSU1PzvGb37t2YPHkyZs+ejZs3b6Ju3brw8PBAdHS0vE5ycjI6deqE6dOn59lOmzZtsGfPHjx8+BC///47wsLC0KdPH6X2j4jyx9HREfXq1YO7uzuaNm2q6nBKHUEQKf0Asn7PGBsby4/Fixd/Mo4xY8bA09MT7du3Vyi/ceMGMjIyFMqrV6+OSpUq4fLly8p/Q6jMYi6VkypzKSBnf4uzr0SUNzs7OzRs2BANGzZEy5YtMWr4OHRtOA6X/dNwbF04/lgbAZ2IL7B45jpYWFioOly1U1y5VH6tX78erq6uMDIygpGREdzd3eWDsQCXHyflYS6VE3MpIgIAGxsbNGnSBHXr1kW7du1UHU6po+pcqrQSqzoA+lf79u3x5MkTLF68GMuWLftkXUtLS5iYmMDa2hoTJ05E9+7d8eDBA4XZKA0aNEBYWBj27dsHb29vAMC+fftQqVIlODk5yevFxsbiwoULCAkJQatWrQAADg4OaNSoUY77GhoawtraWhnd/SxBELBq1SrMmDEDPXr0AAD89ttvsLKywoEDBzBgwIBcr/vpp58wYsQIDB06FACwYcMGHD16FFu3bsXUqVMBQL7PUkhISJ73nzRpkvy/HRwcMHXqVPTs2RMZGRnQ0tJSQg+JKL80NTXRvXt3VYdB/xEeHg4jIyP5ax0dnTzrBgYG4ubNm/K14T8WGRkJbW1tmJiYKJRbWVkhMjJSafFS2cdcSpGqcymgZPtLRHnT0NBAly5dAEA+g8a9STO4N2mmyrAon+zs7LBkyRJUrVoVgiBgx44d6NGjB27duoVatWph0qRJOHr0KIKCgmBsbIyxY8eid+/eCjOWiPKDuZQi5lJElE0kEqFjx44QBEFhNjJRceLMOzWiqamJRYsW4eeff8arV6/ydU1cXBwCAwMBANra2jnODxs2DNu2bZO/3rp1qzx5yCaRSCCRSHDgwIHPLnlWUKNHj5a3n9eRl2fPniEyMlJhJoaxsTEaN26c50yM9PR03LhxQ+EaDQ0NtG/fvkizNz58+AB/f380bdqUA3dEJeT9+/c4ceIEZLKs/ViylwmhgpNCQ+kHAPnT39lHXoN34eHhmDBhAvz9/aGrq1uSXadyhrmUInXIpZYsWQJzc3PUr18fy5cvR2ZmZoHbIKLCiY2NxfHjxyGVSgEwlyqK4sql8rsEebdu3dClSxdUrVoV1apVw8KFCyGRSHDlyhUuP05KxVxKEXMpovItPj4ex44dU/h3x1yqcIorlyrrykcvS5FevXqhXr16mD179ifr2dnZQSKRwMTEBAEBAejevTuqV6+eo56Pjw/+/PNPvHjxAi9evMDFixfh4+OjUEcsFmP79u3YsWMHTExM0KxZM0yfPh23b9/O0d6UKVNyJDnZm57nZt68eQgNDf3kkZfs2RZWVlYK5Z+aifHu3TtIpdICXfMpU6ZMgYGBAczNzfHy5UscPHiwwG0QUcElJCTAz88Ply9fxtmzZ1UdTqknK4ajIG7cuIHo6Gg0aNAAYrEYYrEY586dw5o1ayAWi2FlZYX09PQc+zxERUXxKVMqMOZS/1J1LjV+/HgEBgbi7NmzGDVqFBYtWoQffvihQG0QUeEkJSXBz88PV69exYkTJ1QdTqlXXLlUQZcgBwCpVIrAwEAkJSXB3d2dy4+XIGUsX/ry5Ut4enpCX18flpaW+P7779VuMIa51L+YSxGVXykpKfD398f169dx7NgxVYdT6qn6c6nSistmqqGlS5eibdu2+O677/Ksc+HCBejr6+PKlStYtGgRNmzYkGs9CwsLeHp6Yvv27RAEAZ6enqhQoUKOel5eXvD09MSFCxdw5coV/PHHH1i2bBk2b96ssIHw999/r/AaACpWrJhnnJaWlrC0tPx0h9XY999/j+HDh+PFixeYO3cuBg8ejCNHjvApC6JilJqaCn9/f8TGxsLMzIybAJcB7dq1y7GB/dChQ1G9enVMmTIF9vb20NLSwunTp+Hl5QUgaw+Nly9fwt3dXRUhUynHXEo9TJ48Wf7frq6u0NbWxqhRo7B48eJPLrNLREWTnp6OXbt24f379zA2Nkbz5s1VHRLloSBLkN+5cwfu7u5ITU2FRCLB/v37UbNmTYSGhnL58RJS1OVLpVIpPD09YW1tjUuXLiEiIgKDBw+GlpYWFi1apOLeKWIupR6YSxGpRkZGBgIDAxEdHQ2JRIKWLVuqOiQqp0rtzLslS5ZAJBLJ14gGys5TTi1btoSHhwemTZuWZx0nJye4uLjA19cXX331Ffr3759n3WHDhsmfYBo2bFie9XR1ddGhQwfMnDkTly5dwpAhQ3I8aVWhQgVUqVJF4dDT08uzzaIsT5A92+K/X8NPzcSoUKECNDU1C3TNp1SoUAHVqlVDhw4dEBgYiGPHjnHpEaJilJmZid27dyMqKgoGBgbw8fGBgYGBqsMq9QRoKP0oCENDQ9SuXVvhyJ7VXLt2bRgbG2P48OGYPHkyzp49ixs3bmDo0KFwd3fn4C0VCnOpLOqQS32scePGyMzMxPPnz4vUDhHlTSqVIigoCK9fv4aenh58fHxgaGio6rBKveLKpfK7BDkAuLi4IDQ0FFevXsXXX38NX19f3L9/v6TeAkLRly89ceIE7t+/Dz8/P9SrVw+dO3fG/PnzsXbtWqSnp6u4d4qYS2VhLkVU/shkMuzbtw8vX76Ejo4OfHx8cjwgQwWn6s+lSqtS2cvr169j48aNCpvgAsCkSZNw+PBhBAUF4dy5c3jz5g169+4tP5/9lFN6ejouXbqEHTt2YPv27Zg1a1ZJd+GzlixZgsOHD+drmYsxY8bg7t272L9/f67nO3XqhPT0dGRkZMDDwyPfMdSsWRNJSUn5rp+boixP4OTkBGtra5w+fVpeFh8fj6tXr+Y5E0NbWxtubm4K18hkMpw+fbrIszey991S9vrrRJRFJpNh//79eP78ObS1teHt7Q1TU1NVh0UlZOXKlejatSu8vLzQsmVLWFtbY9++faoOi0ox5lLql0uFhoZCQ0Oj1D79TqTuBEHA4cOH8eTJE4jFYgwcODDX2S1UOmlra6NKlSpwc3PD4sWLUbduXaxevRrW1tZcflwFCrN86eXLl1GnTh2F5RQ9PDwQHx+Pe/fu5XmvtLS0HPsjlgTmUsyliMobQRBw7NgxPHjwAJqamujfvz/+uvUXRk75Gj7fD8Xgb4dh7eb1iIuLU3WoVE6UumUzExMT4e3tjV9//RULFiyQl2c/5RQQEIC2bdsCALZt24YaNWrgypUraNKkifwpp1OnTsHKygr16tXD/PnzMWXKFMyZMyfXjXXT0tIUBmtKKkmqU6cOvL29sWbNms/W1dfXx4gRIzB79mz07Nkzx5KOmpqa+Oeff+T//V/v379H3759MWzYMLi6usLQ0BB//fUXli1bhh49eijUTUhIyLH0hr6+vsJSHx8ryvIE2TMrFyxYgKpVq8LJyQkzZ86Era0tevbsKa/Xrl079OrVC2PHjgWQtayAr68vGjZsiEaNGmHVqlVISkpS2BA5MjISkZGRePLkCYCsJUgMDQ1RqVIlmJmZ4erVq7h+/TqaN28OU1NThIWFYebMmXB2duYSbkTFJPtntIaGBgYMGAAbGxtVh1RmyAQRZILylvtVRlshISEKr3V1dbF27VqsXbu2yG0TAcylANXmUpcvX8bVq1fRpk0bGBoa4vLly5g0aRJ8fHz4YAZRMTlz5gz+/vtviEQi9O3bF3Z2dqoOqcxQx1xKJpMhLS0Nbm5uXH68BBVl+dLIyMhc90HLPpeXxYsXY+7cucrtSD4wl2IuRVTeXLhwATdu3ACQtf/nb3v9EG74FpUG1oBYWwxBEPA47A3GzZmElTOWw9zcXMURlx7qmEuVBqVu5t2YMWPg6emp8DQTgGJ7ymnx4sUKG0jb29sXQ69yN2/ePPlsr88ZO3Ys/vnnHwQFBeV6PnsZjtxIJBI0btwYK1euRMuWLVG7dm3MnDkTI0aMwC+//KJQd9asWbCxsVE4inOz3B9++AHjxo3DyJEj8cUXXyAxMRHHjx+Hrq6uvE5YWBjevXsnf92/f3+sWLECs2bNQr169RAaGorjx48rfN03bNiA+vXrY8SIEQCyloSoX78+Dh06BCAr8du3bx/atWsHFxcXDB8+HK6urjh37hzXFScqJs7OztDW1kavXr3g5OSk6nCIqAxgLqW6XEpHRweBgYFo1aoVatWqhYULF2LSpEnYtGlTsfWVqDwTBAGvoyIhFWR4nvAeU39ehjk/Ls2xbBuVTtOmTcP58+fx/Plz3LlzB9OmTUNISAi8vb25/HgJU8XypdOmTUNcXJz8CA8PL9b7fYy5FHMpovLE0dERurq66NKlC97HfMBznUhUblUdYu2s+U8ikQiWVWxg06MKVv66WsXRUnkgEgRBUHUQ+RUYGIiFCxfi+vXr0NXVRevWrVGvXj2sWrUKAQEBGDp0aI4lDRs1aoQ2bdpg6dKlGDlyJF68eIHg4GD5+eTkZBgYGODYsWPo3LlzjnvmNvPO3t4ecXFxeSYdnzJlyhTs378fjx49KvC1RKogkUiwYMEChf0liYpLUlJSudnjLj4+HsbGxoX+fVKQe/z+zwQYGCrvwYOkhDR41VhdrLFT2VXU7/25c+di06ZNeP36dTFER6R8/fv3R0xMDE6cOKHqUKiMEgQBc5YvQahGPKzr1gD0s1aUSYx8h6Qzt/Dz1Dkl+hBqSSlPudTw4cNx+vRpREREwNjYGK6urpgyZQo6dOgAAEhNTcW3336LXbt2IS0tDR4eHli3bh2XzSwB7du3h7OzM/r374927dohJiZGYfadg4MDJk6ciEmTJmHWrFk4dOiQwjKNz549Q+XKlXHz5k3Ur18/X/cs6vf+ihUrsGDBghxLrRKpqzZt2sDW1hb+/v6qDoXKgezPpSbN/g7G3StCWz/33//3d1zHhhk/f3LfTHVXnnKp0qrULJsZHh6OCRMm4OTJkwpPtxQ3HR0dzrQiIiomYWFhMDU1hZmZGQDkOnD38uVLHDp5FO/jYlDdqSq6tO8EQ0PDkg61VBOUvDyBUE6WJyAiIlJ3z58/x/MXL3Ar7R1s2n6hcE5iXQHiru5YuG41NixeoaIIywZV51Jbtmz55HkuP646BVm+1N3dHQsXLkR0dLR8GceTJ0/CyMgINWvWVFkfiIjKs/DwcGhra8tnxmZ/LpWQlgiLPAbuAEDbTA8xMTGlevCuJKk6lyqtSs3g3Y0bNxAdHY0GDRrIy6RSKc6fP49ffvkFwcHB8k2aP37K6eNNmq2trXHt2jWFdrOXEeETaUREJSs8PByBgYHQ0dHBsGHD5AN42QRBwJI1K/B3zBOYulWCblUDBL8MRdCMw5jQbyRaNGuuosiJiIiIVC8iIgK7du1CanoarOpUzbWOrpEEkbIUhcECIiqcadOmoXPnzqhUqRISEhIQEBCAkJAQBAcHKyxfamZmBiMjI4wbN05h+dKOHTuiZs2aGDRoEJYtW4bIyEjMmDEDY8aM4UPjREQqEB0djYCAAAiCAF9fX9jY2MjP6Yl1kZGWAS0drVyvzYhLg7GxcUmFSuVUqRm8a9euHe7cuaNQNnToUFSvXh1TpkyBvb09n3IiIiol3r59i127diEzMxNOTk65Jjw79wTggW40nHv/+xS5vokEVjUrYXXAZjhWciiTS0AVBxk0IFPiNrfKbIuIiIgK7sOHD/D390d6ejrSMjOhYZH3ckEiUwnev3/PwbsiYC5FQNaHvIMHD1ZYvjQ4OFi+fOnKlSuhoaEBLy8vheVLs2lqauLIkSP4+uuv4e7uDgMDA/j6+mLevHmq6hIRUbkVFxcHf39/pKamws7ODhUqVFA437NdNwRcOQjnVtVzXJv0IQHWOhZlerlGZWMuVTilZvDO0NAQtWvXVigzMDCAubm5vJxPORERqb/4+Hj4+fkhJSUFFStWRJ8+faCpqalQJzMzE8evnIbjEPcc12uINWHdvgZ27tuF6ROKb2NyIiIiInWUmJgIPz8/JCUlwdraGo8iXyMtKQU6hrnvGyzEJub4QIqICk4Zy5c6ODjg2LFjyg6NiIgKICUlBX5+foiPj0eFChUwcOBAaGkpzrBr3bI1jp87gfC/nsHOzREiUdYyjXGRMQg/+BArfliiitCpnCk1g3f5waeciIjUW0pKCvz9/REfHw9zc3MMHDgQ2traOepFRUVBw0Jfnhz9l7GtOZ6cvVHc4ZYZgpB1KLM9IiIiKhmCIODGzRs4EnIKaWlpMNXSQ0pyCkxMTODt7Y2Hjx5h7hE/2LRrlOPa1PhEWIv0YGFhoYLIyw7mUkRERGVDRkYGdu3ahXfv3sHQ0BA+Pj7Q09PLUU9TUxOLZyxEwN5AnPz1NAQ9EWSpUtSoWBUrpy2X75FH+cNcqnBK9fzCkJAQrFq1Sv46+ymnDx8+ICkpCfv27cuxl132U07Jycl4+/YtVqxYAbFY9WOYQ4YMgUgkgkgkgra2NqpUqYJ58+YhMzMTQFZfRSIRYmNj5dcIgoBNmzahcePGkEgkMDExQcOGDbFq1SokJycDAObMmSNvVywWw9HREZMmTUJiYmKx9UUQBMyaNQs2NjbQ09ND+/bt8fjx409ek5CQgIkTJ8LBwQF6enpo2rQprl+/rlAnKioKQ4YMga2tLfT19dGpU6cc7aampmLMmDEwNzeHRCKBl5eXfF9DIlKtjIwMBAYGIjo6GhKJBD4+PtDX18+1rqamJoRMaZ5tCYIAyIorUiIqjZhLfT6XSkxMxNixY2FnZwc9PT3UrFkTGzZskJ9//vy5vK//PYKCgoqlr0T0aUlJSfh62mQsPr0Lr2pKIDLQRkpyCjJlUrg3dYdEIkGD+vXRQM8SkZf/huz/f+YBQGLkO8QdvoQZYyaqrgNEVGowl1LO51KjRo2Cs7Mz9PSyHpzo0aMHHjx4oPQ+ElEWQRAQGxuLhISEz9aVyWTYu3cvwsPDoaurCx8fn0/uWycWizF4gA9++2krtsxeD78V2zDz2xkcuKMSU6oH78qaTp06ISIiAo8fP8a3336LOXPmYPny5XnWHzRoECZOnIgePXrg7NmzCA0NxcyZM3Hw4EGcOHFCXq9WrVqIiIjA8+fPsXTpUmzatAnffvttsfVj2bJlWLNmDTZs2ICrV6/CwMAAHh4eSE1NzfOar776CidPnsTOnTtx584ddOzYEe3bt8fr168BZP0g7tmzJ54+fYqDBw/i1q1bcHBwQPv27ZGUlCRvZ9KkSTh8+DCCgoJw7tw5vHnzBr179y62vhJR7pKSkrD/8EH8tGE1dv2+GzExMcjMzIRUKoWOjg58fHxgYmKS5/VWVlYQx0khy2MA792TN2hcy62Yoi97stcWV+ZBpI6YS+WdSwHA5MmTcfz4cfj5+eGff/7BxIkTMXbsWBw6dAgAYG9vj4iICIVj7ty5kEgk6Ny5c7H1l6g8+vDhA/yCAvHjhl9w4Ohh+Yfc/7Vg9XIkN7RFxTb1YWBsCA2RBgRNEWIb2WDpjg1ITk6GSCTC7O+mYFjNZkg5cBlRe87gXeBpuLxIxsbZi2FnZ1fCvSt7mEtRecFcquifS7m5uWHbtm34559/EBwcDEEQ0LFjR0ileT+cSkQFJwgC9h05jAHjR2PIkhkYNPcHDP1uPK5cv5bnNZmZmcjMzIRYLMaXX36Z7/2ARSIRdHR0oKHB39+FxVyqcFQ/5YzkdHR05DMFv/76a+zfvx+HDh3CtGnTctTds2cP/P39ceDAAfTo0UNe7ujoiO7duyM+Pl5eJhaL5e32798fp0+fxqFDh7Bx40al90EQBKxatQozZsyQx/Xbb7/BysoKBw4cwIABA3Jck5KSgt9//x0HDx5Ey5YtAWQ9mXX48GGsX78eCxYswOPHj3HlyhXcvXsXtWrVAgCsX78e1tbW2LVrF7766ivExcVhy5YtCAgIQNu2bQEA27ZtQ40aNXDlyhX53odEVLxOnT2FTQd/g5GbLSRVTPDg/W0cWPQHujfywODBg/H+/fvPPqUkEokwqFt//Ho0CM7d3RSWz0xLTEHchWfoO2tccXelzJBBBBlyX4K0sO0RqSPmUnnnUgBw6dIl+Pr6onXr1gCAkSNHYuPGjbh27Rq6d+8OTU3NHKtW7N+/H/369YNEIlF6X4nKqy3+v+HgjT+hU8cButbGuBR+A9u+34dJA4aidYuW8nrR0dF4GB8JO4fmAABBSxPxjWygmZAOkYkutOrb449TJ+DVvSdEIhF6dOmKHl26QhCEPJcep8JhLkXlBXOpon0uBWTlVx+/FwsWLEDdunXx/PlzODs7K72/ROXVyg1rcT7hNSr0aQ1jzayBnMy0dMwP2oYJiQno2KZdjmu0tbUxcOBARERE8OGmEsZcqnDKxxBlKaWnp4f09PRcz/n7+8PFxUUhQcomEok+OeX3U+0CwOjRoyGRSD555OXZs2eIjIxE+/bt5WXGxsZo3LgxLl++nOs12bNxdHV1c8T5559/AgDS0tIAQKGOhoYGdHR05HVu3LiBjIwMhXtXr14dlSpVyvPeRKRcDx48wKYT/qg+rCkq1q8MY2sz2FS0hctgdxx5HIKLVy7BxsYmX221b90OAxp0Rtj2S3h5+QHe3H2G58F/493eO1gyYTbMzMyKuTdEVNoxl/o3lwKApk2b4tChQ3j9+jUEQcDZs2fx6NEjdOzYMdd2b9y4gdDQUAwfPjzPeImoYP44dQIHn95Exb5tUKF6ZUiszGFZ1wXWA9phxb7f8PTpU3ndR48eQeRgBs24tH8b0NSA1CTr37pptUq4/PdfOe7BgTsiUhbmUgX7XOq/kpKSsG3bNjg5OcHe3j7PmImoYF6/fo2zz+7Dsmk9aGj+O7wh1tGGjWdLbNi7CxkZGfLyiIiIrO1XkLVNCwfuqLTgzDs1JAgCTp8+jeDgYIwbl/vMksePH8PFxaXAbd+4cUNhZlpu5s2bh++++67AbQNAZGQkAOSYVWNlZSU/91+GhoZwd3fH/PnzUaNGDVhZWWHXrl24fPkyqlSpAuDfQbhp06Zh48aNMDAwwMqVK/Hq1StERETI762trZ1jKb5P3ZuIlGv7735w6FIHouylBJ4mQ+NWHGQ1JajcyRX+gbvRpmXrfLfXy7MHurTvhKvXriIuPg5Ork6oVasWP5QqID7hROUNc6mcuRQA/Pzzzxg5ciTs7OwgFouhoaGBX3/9Vf6E+X9t2bIFNWrUQNOmTQvVFyJSJAgC/I/sh7VXzn9TGmJNmLVtgM27/bFo2kwAgJaWFkwSRTC5+AoplU2Q7GIGfJQDSdMyoK2lXWLxl2fMpai8YS5VuM+lsq1btw4//PADkpKS4OLigpMnT0Jbmz+viZRl3/Gj0KtXNddzGpoaSLc3x7qNG/DsbQQ0ZAKMxbpo0KABunbtys+TVIS5VOFw8E6NHDlyBBKJBBkZGZDJZBg4cCDmzJmTa93spwXy486dO5BIJJBKpUhPT4enpyd++eWXPOtbWlrme81fZdm5cyeGDRuGihUrQlNTEw0aNMCXX36JGzduAMj6w3Xfvn0YPnw4zMzMoKmpifbt26Nz584Fei+IqHi9iomEs2mlrBevUyG6FQcAEMkAWaYMj54/xDdTvoJIE7AytcWAHj6oVq3aJ9vU0dFByxa5f7BMRPQx5lJ551JA1uDdlStXcOjQITg4OOD8+fMYM2YMbG1tFZ5OB7KWjwoICMDMmTNLtB9EZVl8fDySdDVgKM79z3CDCqZ4Gn1H/loikcA+SQsQARAEhYE7APhw5yl8W/UsxoiJqLxhLqWcz6W8vb3RoUMHREREYMWKFejXrx8uXryYY2YfERVO1Pt30K2d+3YsqbHxuPfnFSQ2rIVa9evC4nYkIAAnLp6Dc5UqqFmjRglHS1R4HLxTI23atMH69euhra0NW1tbiPP4ow4AqlWrhgcPHuSrXRcXFxw6dAhisRi2traffdpn9OjR8PPz+2SdxMTEXMuz1zCPiopSWBovKioK9erVy7M9Z2dnnDt3DklJSYiPj4eNjQ369++PypUry+u4ubkhNDQUcXFxSE9Ph4WFBRo3boyGDRvK752eno7Y2FiF2XdRUVE59m8homKS/UfLu3SIrsVkfdbkqIckG+Dyr0Gwa6KFL7rbQ0ssRtzbRPy4azY86nuhd/c+Kg27rBMEEQRBeU8lKbMtImViLpV3LpWSkoLp06dj//798PT0BAC4uroiNDQUK1asyDF4t3fvXiQnJ2Pw4MGf7AcR5Z+Ghsa/uVKess6/fv0aBw8ehEgkQqxWJqTVzRVqxb+OhvHrFLg35r7eJYG5FJUXzKWK9rlUNmNjYxgbG6Nq1apo0qQJTE1NsX//fnz55Zef7BMR5U81Byf8E/ECukY5l9C9ufcYjDrWh5NdFVS4Fw2RAKRaSpDiUgkzf1mBgJ/WQUdHRwVRl2/MpQqHe96pEQMDA1SpUgWVKlX6ZIIEAAMHDsSjR49w8ODBHOcEQUBcXJz8tba2NqpUqQJHR8d8TdOfN28eQkNDP3nkxcnJCdbW1jh9+rS8LD4+HlevXoW7u/tn721gYAAbGxvExMQgODg417XTjY2NYWFhgcePH+Ovv/6S13Fzc4OWlpbCvR8+fIiXL1/m695EVHROlpWQ9DwGoksfIJIBgo0OhPrGuPH7Kbj1tYNDTUto/f/PN2MLCZoProU//tqL8PBwFUdORGUBc6m8c6mMjAxkZGRkDR58RFNTEzKZLEc7W7ZsQffu3WFhYfHZexJR/hgaGsI4UwPS9IxczydGvUcNOye8f/8eAQEByMjIQOXKlVHNxgGvd53H62v38PrWQ7zafxFmoe+wctbCHP+miYiKgrlU0T6Xyo0gCBAEQb5nHhEVXXePzkgPfSyf9SpNz0BGSiriXkUgw1ALplr6sH8YC41MGVINtfC+egVo6ekCNSvidMhZFUdPlH+ceVdK9evXT/7UzowZM9CxY0dYWFjgzp07WLlyJcaNG4eePXsWqu2iLE8gEokwceJELFiwAFWrVoWTkxNmzpwJW1tbhXjatWuHXr16YezYsQCA4OBgCIIAFxcXPHnyBN9//z2qV6+OoUOHyq8JCgqChYUFKlWqhDt37mDChAno2bMnOnbsCCAreRo+fDgmT54MMzMzGBkZYdy4cXB3d0eTJnwilagk9OvSG7v37oFIQwzBXAtCI1MkxSRArJMKDSETdtaVFOqLRCLUaF8R+47uwYTR36oo6rKPa4sT5VTecikjIyO0atUK33//PfT09ODg4IBz587ht99+w08//aQQw5MnT3D+/HkcO3asUH0gorwN7dUfK47vRsUuTRX2XJFmZCL2zC0MGPMD/Pz8kJycDBsbG/Tr1w86OjoYnPQlbt26hbT0NNToWgO2trYq7EX5w1yKKKfylksBn/9c6unTp9i9e7f8vXj16hWWLFkCPT09dOnSpVD9IaKcTExMMKprHyzbtgMfMpMg1RIg0hIjIew1dCzN0DRGF5oZUsRnJOF6xAMk3k+GgZkNKjVpiL/u3UYXj06q7kK5o+pcav369Vi/fj2eP38OAKhVqxZmzZqFzp07AwBSU1Px7bffIjAwEGlpafDw8MC6dety7J9a0jh4V0qJRCIEBARg06ZN2Lp1KxYuXAixWIyqVati8ODB8PDwUFls2Zvyjhw5ErGxsWjevDmOHz+usLZ3WFgY3r17J38dFxeHadOm4dWrVzAzM4OXlxcWLlwILS0teZ2IiAhMnjxZvvTB4MGDc+zDsnLlSmhoaMDLy0vhHxoRlYz09HRoaYiRlpmOSI146DxLw5vQZ9DRSoedmQ1MTUxzXGNhb4qbJ8JUEG35IRMAmRKXFJBxq1EqA8pjLhUYGIhp06bB29sbHz58gIODAxYuXIjRo0cr3H/r1q2ws7OTfxBFRMrTqnkLvI+NwW+Bh6BR3RZaxoZIj/oAzbBozPlqLFJTUxEbGwszMzN4e3vLl3UyMDBA8+bNVRx9+cVciiin8phLfe5zKV1dXVy4cAGrVq1CTEwMrKys0LJlS1y6dKnE9/AjKuusLSyhoy3AupkLMrREgCDAupEzRHejoZ0uQ4aODAmtgaq6LgCA2OcfcDtoP2o16abawMspVedSdnZ2WLJkCapWrQpBELBjxw706NEDt27dQq1atTBp0iQcPXoUQUFBMDY2xtixY9G7d29cvHhRaTEXhkgoyA6zhPj4eBgbGyMuLg5GRkYFvn7KlCnYv38/Hj16VAzRESmfRCLBggULMHHiRFWHQqXE7du3UbFiRdz75x5evnmFzJR03PxwBo16ueRaPyUhFS8OpWPB/5aWcKSqVdTfJwW5x9Y7U6FvqLzN0ZMTUjGszpJijZ3KrqJ+78+dOxebNm3C69eviyE6IuXr378/YmJicOLECVWHQmokOTkZ5/78E68i38DB1g5tW7eGWCyGIAi4d+8eKlasCFPTnA890b+YS1F5VdTv/RUrVmDBggWIjY1VfnBExaBNmzawtbWFv7+/qkMhNSEIArwnjUKF/k2gqfXv3KTMzEwEr9+Bhl9Uhl5lE8Bccd7Sqz8fob24Ob6f8H0JR6yeykIuFR4erhC7jo5Ovvc0NDMzw/Lly9GnTx9YWFggICAAffr0AQA8ePAANWrUwOXLl1W6oh9n3hERUZHIZDJkZmbK9y5wdXUFALRs3hJAVlJ16fuzyMyQQqylmeP6hxdfoW+HUSUXcDkkgwZkStzmVpltERERlUe3/r6FY2d/R5pmIq49kmHVluVIlerA0NoaWjKgrVsj+Pb7EgYGBqoOlcBcioiISJ38888/yLQx+HfgThCATAEiADrIQLqLBjKSYmCEf/fvzkhKgX1Vazy6wAk1qlBcuZS9vb1C+ezZszFnzpxPXiuVShEUFISkpCS4u7vjxo0byMjIQPv27eV1qlevjkqVKql88I4ZIxERFZogCDhy5Ah27NiBpKSkXOuIRCIM7Tsaf/52HxlpmQrnnt+OgDjKDF80bFQS4RIRERGp3KGjB+AXshb1h9ig6VAXWFa0QoMGbtCrJkOqrT5M+rXFadl7fDNjSp75FREREVF5FRMTAxj/O4tL92EMDC+9gSwuFUYVjKCro4P0+ESkxcQjNTYBaRHvIUkXoWY1F0g1pSqMnJQtPDwccXFx8mPatGl51r1z5w4kEgl0dHQwevRo7N+/HzVr1kRkZCS0tbVhYmKiUN/KygqRkZHF3INP48w7IiIqtLNnz+LWrVsQiUR48+YNqlatmms998bu0NISY8f2XyEzTIG2nhgJb9JRv1pj/DBtNDQ0+CxJcRIggqDEjYGV2RYREVF5kpSUhAMhgWjzTW2IRCI8+zMG2tFZy2PWaVIV5w6HIqNeXZhVc8QHkQhbAvwwfgRXKFA15lJERETqw9raGrIziQAA7Wdx0A2LAwDopciQFpsOTUEDlawrooKpGQQIkBhIIBaLkZmeCT0NPVWGXm4VVy5lZGSU7yU/XVxcEBoairi4OOzduxe+vr44d+6c0mIqDhy8IyKiQrl+/TouXLgAAPD09Mxz4C5bwwZfoGGDLxAdHY20tDRYWVnJl9okIiIiKg/OXTiLil8YQyQSIf6xDLIwQwBAWq0ESG3TUbmpOSL/votKTRvBtEolnNt9GuPBwTsiIiKibJUrV4ZRnAyiZx+gdz9r4C6lmiky7Y1gamePtzdfoka7ptDVVdxjLexiGHq26amCiEkdaGtro0qVKgAANzc3XL9+HatXr0b//v2Rnp6O2NhYhdl3UVFRsLa2VlG0WTjVgYiICuz+/fs4duwYAKB169Zwc3PL97WWlpawt7fnwF0JEgQRZEo8BIFPixMRERXG2/fRMDLXQ1K4DG8vywAA6c5JyKicAgDQN9NDekLWh1AikQiZWhrIzMzMsz0qGcyliIiI1IdIJMLwXgNheC8WIgBpDoZIq2KMtMQU6GfqQLiWiYg7EZBmZi2RmZGWgYdnHsIqzgod23dUbfDllDrmUjKZDGlpaXBzc4OWlhZOnz4tP/fw4UO8fPkS7u7uRb5PUXDmHRERFcjz58+xb98+AFlPqrRs2VLFEdHnZCc3ymyPiIiICs7e1gGPwm4gJVIGCEC6WSzSq6fLz8e/SYSuWUUAWXsLizNkEIv5Z7uqMZciIiJSHxERETh//jw0RCJoaIvx7O8HEO4AFvommOk1CnVq1caR40dw8reTyEAG9DX14dXOC+3atINIxN/BqqDqXGratGno3LkzKlWqhISEBAQEBCAkJATBwcEwNjbG8OHDMXnyZJiZmcHIyAjjxo2Du7s7mjRporSYC4Mz79TEkCFDIBKJMHr06BznxowZA5FIhCFDhuSoLxKJ5FM+582bJ38qMyQkBCKRCLGxsUhMTISWlhYCAwMV2h0wYABEIhGeP3+uUO7o6IiZM2cqvY/ZsuP++Pg4tj///BPNmjWDubk59PT0UL16daxcufKTbc6ZMyfXdg0MDOR17t27By8vLzg6OkIkEmHVqlU52klISMDEiRPh4OAAPT09NG3aFNevX1da34lKO5lMhiNHjkAqlaJ69ero0qULEx8iUgvMpQJzrXvx4kWIxWLUq1fvs+0KgoAVK1agWrVq0NHRQcWKFbFw4UKFOmlpafjf//4HBwcH6OjowNHREVu3bpWf//XXX9GiRQuYmprC1NQU7du3x7Vr14rUX6Ky5P/Yu+/oqIq3gePfuzWbbHpvpNBCCRB6h1BFRBRUFBUURdSAgoiAgtK7iPpDLCCIgCgKUkQ6oUgvodfQQwrpdft9/0D2daVjQoDM55w9h7137tyZJeXJzNxnmjRuChfckK3gHCzhXNOAqaAQAJvFxtkdWQTUqAZAVuIFWtSqW5rNFQShDBGx1H8blwJYvXo1DRs2xNXVFV9fX7p27Xpd36ZPn06VKlXQ6XRUrlyZuXPnOpxfvHgxdevWxcPDAxcXF2rVqsWPP/5YLP0WhEeBLMusXLkSk8lEeHg4QwcN5qfPvmXhp9/y5ehJ1K1dB61WS9fOXfl6wtfMmjCLL8d+SZtWbcT4VRmWlpZGjx49qFy5Mq1bt2b37t2sXr2atm3bAvDZZ5/xxBNP0LVrV5o3b05AQID9wYXSJCbvHiChoaEsXLiQoqIi+zGDwcCCBQsoV67cdeUfe+wxkpOTOXXqFAMHDmTEiBFMnjz5unJ6vZ66desSHx/vcDw+Pp7Q0FCH42fPnuX8+fO0atWq2Pp1I7NnzyY5Odn+euqpp+znXFxc6Nu3L5s3b+bYsWMMGzaMYcOG8e233960vvfff9+hvuTkZKpWrcqzzz5rL1NYWEhkZCQTJky4ab7a119/nbVr1/Ljjz9y6NAh2rVrR5s2bUhKSiq2vgvCw0yhUPDiiy9Ss2ZNunbtikIhfo08DGxIxf4ShAeRiKUcZWdn06NHD1q3bn1Hdb777rvMnDmTKVOmcPz4cZYtW0b9+vUdyjz33HOsX7+eWbNmceLECX766ScqV65sPx8fH88LL7zAxo0b2b59O6GhobRr107EUoLwN61WS+tWbSmwZuNUrZCQkCA0BQayL2awc+5xAuq1RKlRk3HyHPqDF3it+0ul3WQBEUsJZYeIpa66l3Gps2fP0rlzZ1q1akVCQgKrV68mPT2dLl262MvMmDGDoUOHMmLECI4cOcLIkSOJi4tj+fLl9jJeXl589NFHbN++nYMHD/Lqq6/y6quvsnr16hL5HAThYSNJEs899xw1atSgW7duIkPBQ6K0Y6lZs2Zx7tw5jEYjaWlprFu3zj5xB+Dk5MT06dPJzMykoKCAxYsXl/p+dyDSZj5QateuTWJiIosXL+bFF18Erq64KVeuHBEREdeV12q19i+it956iyVLlrBs2TKGDh16XdnY2FiH2eJjx45hMBh49913iY+Pt6+eio+PR6vVlng+Vw8Pj5t+A8TExBATE2N/Hx4ezuLFi9myZQtvvPHGDa/R6/Xo9Xr7+wMHDnD06FG+/vpr+7F69epRr149AIYMGXJdHUVFRfz2228sXbrUngZwxIgRLF++nBkzZjBmzJi776ggPCJkWbavUPL09LzhILEgCEJpE7GUozfffJPu3bujVCr5/fffb1n22LFjzJgxg8OHD9sn4/79ma1atYpNmzZx5swZvLy8gKtx2j/Nnz/f4f3MmTP57bffWL9+PT169LiDngnCo+mfsVSrlq2ICIvgx19nczjjNFarkszUfFxtvkjHL5N99DJtatej55i+DplEBEEQSpqIpa66l3GpvXv3YrVaGTNmjH2R6/vvv0/nzp0xm82o1Wp+/PFH+vTpQ7du3QCIjIxk9+7dTJw4kU6dOgFX95T/p3fffZcffviBrVu30r59+//abUF4qBQWFpKVlYWbmxt6vd4eS7m6uvL000+XcusEoeSJRyYeML169WL27Nn2999//z2vvvrqHV2r0+kwmUw3PBcbG8uJEydITk4GYOPGjTRt2pRWrVo5rHDauHEjjRo1wsnJ6ab3uTZRdrPXjVIs/FtcXBw+Pj7Ur1+f77//HlmWb1p2//79bNu2jRYtWty23mtmzpxJpUqVaNas2R1fY7FYsFqt1/Vdp9OxdevWO65HEB41JpOJuXPncvLkydJuinCPZKRifwnCg0rEUlfNnj2bM2fO8Mknn9xBz2H58uVERkayYsUKIiIiCA8P5/XXXyczM9NeZtmyZdStW5dJkyYRHBxMpUqVeP/99x1W5/9bYWEhZrPZPtknCGWRxWJh/vz5HD161H4sIiKCjweN4psJPzBz8jwWz/2dP+f9wu+ff8Ov//uWt3v1FhN3DxARSwlliYilrncn41J16tRBoVAwe/ZsrFYrOTk5/Pjjj7Rp0wa1Wg1cTT9+ozGnXbt2YTabr6tTlmXWr1/PiRMnxF7zQpmSnZ3NsAljeWHwAN6e8RkvDR/MsJEj2LRpU2k3TbhHIpa6N+LJuwfMSy+9xNChQzl//jxwdZ+ShQsXXpda4J+u/TJfvXo1/fr1u2GZJk2aoNFo7KmM4uPjadGiBXXq1CE9PZ2zZ88SERHBpk2beO21127ZxoSEhFued3Nzu+X5UaNG0apVK5ydnVmzZg1vv/02+fn5vPPOOw7lQkJCuHLlChaLhREjRvD666/fst5rDAYD8+fPv+HTdbfi6upKo0aNGD16NFWqVMHf35+ffvqJ7du3U6FChbuqSxAeJlarlR27drFp9w4UCgXtmzSnVq1aSJKE1Wpl0aJFnDt3jitXrvDOO++g0WhKu8mCIAg3JWIpOHXqFEOGDGHLli13nEbmzJkznD9/nkWLFjF37lysVisDBgzgmWeeYcOGDfYyW7duxcnJiSVLlpCens7bb79NRkaGwyDfPw0ePJigoCDatGlzR+0QhEeNzWZj8eLFJCYmkpSURGRk5C0HpMVeLIIglDYRS/2/uxmXioiIYM2aNTz33HP06dMHq9VKo0aNWLlypb1M+/btmTlzJk899RS1a9dm7969zJw5E7PZTHp6OoGBgQDk5OQQHByM0WhEqVTy1VdfOaR3E4RHWV5eHm8NG4q1cTQ+9SuDLON9IgnNlRzWb9hAaGgokZGRDtdYLBYyMzPR6XS4urqWUssFofiJybsHjK+vLx07dmTOnDnIskzHjh3x8fG5YdkVK1ag1+sxm83YbDa6d+/OiBEjbljW2dmZevXq2YOkTZs2MWjQIFQqFY0bNyY+Ph5Zlrlw4QKxsbG3bON/ncj656bDMTExFBQUMHny5OuCpC1btpCfn8+OHTsYMmQIFSpU4IUXXrht/UuWLCEvL4+ePXveddt+/PFHevXqRXBwMEqlktq1a/PCCy+wd+/eu65LEB4GaWlpDBgzgrwgT1wqhCHbbGxbsRC/+XOZMuwT4uPjOX36NCqViueff/6eJu4sFgtKpVIMRpWi4t5bRezTIjzIynosZbVa6d69OyNHjqRSpUp3XKfNZsNoNDJ37lz7dbNmzaJOnTqcOHGCypUrY7PZkCSJ+fPn4+7uDsDUqVN55pln+Oqrr9DpdA51TpgwwT7Yd6vJCkF4VMmyzJ9//smxY8dQKpV069ZNfC88pEQsJZQlZT2W+qe7GZdKSUmhd+/e9OzZkxdeeIG8vDw+/vhjnnnmGdauXYskSQwfPpyUlBQaNmyILMv4+/vTs2dPJk2a5LCfvKurKwkJCeTn57N+/Xree+89IiMjr0upKQiPovm//YqhRnm8AvwA8DibisuVHGQJksp5M3PhAsZ9OAy4Ot608KdvOX5kPUEBMgUFNgxmf57p9g5VqlQrzW4I/yJiqXsjJu8eQL169aJv374ATJ8+/ablYmNjmTFjBhqNhqCgoNuurI6NjeXnn3/myJEjFBUVUbt2bQBatGjBxo0bsdlsODs706BBg1vW88+95W7kpZdecthr7nYaNGjA6NGjMRqNaLVa+/Fr+dSjo6NJTU1lxIgRdzR5N3PmTJ544gn8/f3vuA3XlC9fnk2bNlFQUEBubi6BgYF069btuhUdgvAosNlsvDd2BHLL2vh6utuPu/h6k5eSxrhPJ+Oi0iBJEs8++ywhISF3XLcsyyxevpQlG1dRqLCC2UZUUBhxL79GcHBwSXRHuAWbLGGTizFIKsa6BKEklOVYqqioiD179rB//377Z2Cz2ZBlGZVKxZo1a2jVqtV1dQQGBqJSqRwm/KpUqQLAhQsXqFy5MoGBgQQHB9sn7q6VkWWZS5cuUbFiRfvxKVOmMGHCBNatW0eNGjXuuC+C8CjZvHkze/bsAaBLly7X7REpPDxELCWUNWU5lrrXcanp06fj7u7OpEmT7MfmzZtHaGgoO3fupGHDhuh0Or7//nu++eYbUlNTCQwM5Ntvv8XV1RVfX1/7dQqFwj5BWatWLY4dO8b48ePF5J1QJmzYuxPPp1oD4HopHbekDAAyKwaDvwdH9h/GYrGgUCiYPHEQzepc4IUPvO0LxvPyTHzx3Qc89dxYoqNrlVY3hH8RsdS9EZN3D6DHHnsMk8mEJEm33IzWxcXlrlYbxcbGMmbMGBYsWEDTpk1RKpUANG/enG+//RZZlu1pDG7lv6YnuFF9np6eDgHSv11bDX47Z8+eZePGjSxbtuyu2vBvLi4uuLi4kJWVxerVqx2CL0F4VOzavZscP3f8/jFxd02AVYmL6urPgscffxxnZ2fS0tLw8/O7bb2yLDNyygSOOOXi/1wjvFRXf9akpmcTN2EYUwcMFxPiglAKxo8fz+LFizl+/Dg6nY7GjRszceJEKleubC9jMBgYOHAgCxcuxGg00r59e7766iuHBTEXLlzgrbfeYuPGjej1enr27Mn48ePvOD3j/VCWYym1Ws2hQ4cczn/11Vds2LCBX3/91T4I9W9NmjTBYrGQmJhI+fLlAex7nYaFhdnLLFq0iPz8fPug2cmTJ1EoFA4LPCZNmsTYsWNZvXo1devWvau+CMKjYu/evfYUcx06dKBq1aql2yBBEIS7UJZjqZu53bhUYWGhw9NzgL1/NpvN4bharbbHTgsXLuSJJ5647tq7ubcgPEqskoQkSTinZeN5NhWArHB/Cvw9rhbQaDAajRw+fIDyIWdo3CDA4XpXVw0D3w5g3BefUn3cXJEFSnioPTijLIKdUqnk2LFj9n8Xl8aNG6PVavnyyy/56KOP7Mfr169PWloaS5cuZejQobet57+kJ1i+fDmpqak0bNgQJycn1q5dy7hx43j//fftZaZPn065cuWIiooCrq5YnTJlikP6gv/9738sWbKE9evXO9T//fffExgYSIcOHa67t8lksm8SbzKZSEpKIiEhAb1eb+/T6tWrkWWZypUrc/r0aQYNGkRUVNQdb84sCA+Trft241yh3HXHtdkFeCb+HSAV5DHuh2+webmByYy70cZbz/egYf36N613f8J+DppTCWnpOGDr4uOBuktjJnz7Bd9OmFasfRFuTZYl5GJclVScdQn3z6ZNm4iLi6NevXpYLBY+/PBD2rVrx9GjR3FxcQFgwIAB/PHHHyxatAh3d3f69u1Lly5d+Ouvv4Cre2R27NiRgIAAtm3bRnJyMj169ECtVjNu3LjS7J6DshxLKRQKqlev7nCNn58fTk5ODsf/HUu1adOG2rVr06tXL6ZNm4bNZiMuLo62bdvan8br3r07o0eP5tVXX2XkyJGkp6czaNAgevXqZU+ZOXHiRD7++GMWLFhAeHg4KSkpwNUV8rdbJS8IDwJZltm0ZRO/rVlCnqkAhU0itm4LunR62v6z8naSkpL4448/AGjWrBn1bxE3CQ8HEUsJZU1ZjqXg3salOnbsyGeffcaoUaPsaTM//PBDwsLCiImJAa4uetq1axcNGjQgKyuLqVOncvjwYX744Qd7vePHj6du3bqUL18eo9HIypUr+fHHH5kxY8Y991kQHiZ6lRpFTj7eJ5MAyA3yIi/EG7gap6mMJpydnYnfsIg3X/S6YR1OTirKBWVw4cIF+0JEoXSJWOreiMm7B9TdrhK6E05OTjRs2JBNmzY5PGqv1Wpp2LAh8fHxt80r/l+p1WqmT5/OgAEDkGWZChUqMHXqVHr37m0vY7PZGDp0KGfPnkWlUlG+fHkmTpxInz597GXS09NJTEx0qNtmszFnzhxeeeWVGwaXly9ftgdMcDWd05QpU2jRooV9VWxOTg5Dhw7l0qVLeHl50bVrV8aOHYtarS7mT0IQSp9apcJmsVx33OjuTH6gB6kXkzhZkEp0t472lUpWs4XRP89mkNFAy2bNb1jvwj9+x6dRlRue0+h1JKnNJCcn2zfjFgTh/li1apXD+zlz5uDn58fevXtp3rw5OTk5zJo1iwULFtjTKs6ePZsqVaqwY8cOGjZsyJo1azh69Cjr1q3D39+fWrVqMXr0aAYPHsyIESNuuEraaDQ6rBTOzc0t2Y7+rSzHUnfi37GUQqFg+fLl9OvXj+bNm+Pi4kKHDh349NNP7WX0ej1r166lX79+1K1bF29vb5577jnGjBljLzNjxgxMJhPPPPOMw/0++eSTm+6BIwgPClmWmfTlZE7I5wjvUolgnQZZltl15DAbh29i2ohP7+hnS1BQEPXr18dkMpX4zwRBEISSUpZjqXsZl2rVqhULFixg0qRJTJo0CWdnZxo1asSqVavsi5ysViuffvopJ06cQK1WExsby7Zt2xzSKhcUFPD2229z6dIldDodUVFRzJs3j27dupXo5yIID4rnH+vI9N2bcQ0JQmUwkx0ZAH+PSWWeSOSxeo2QJAlDUS6urjd/StfH6+o4ryA8zCRZluXSbsTDJDc3F3d3d3Jycu4pkBk8eDBLliyxpyEShAedXq9nzJgx9O/fv7SbIhSzo0ePMuTn7/Ftef1+Ark5Oeyc+wvNenTF2dvD4ZzNYiXvt3gWfvH1DVN7vDb4HVyeufkK8+QtB/mkXY/rngwpa/7r75O7ucdn+0ajc3UqtnqL8gwMqD28RNsulLzTp09TsWJFDh06RPXq1dmwYQOtW7cmKysLDw8Pe7mwsDD69+/PgAED+Pjjj1m2bJlDqqKzZ88SGRnJvn37HBbJXDNixAhGjhx53fF7/foZOXIk3377LUlJSXd9rSCUhm7dupGVlcWaNWtKuynCbWzfuZ1v/ppLVIfo685lXLiC6yElH78/7I7quvZntkjVVHJELCWUVf/1a3/KlCmMGTOG7Ozs4m+cIJSA2NhYgoKCmD9/fmk3RbgPZFnm44nj2W/OxSumGmpnHVazmYyDxymXWcRnI8eg0Wj43xcj6Nz6NMFBN86MMO3rVHr0nomPj8/97cBDRMRSD76bJ1QWBEEQHkmyLLN33z627NpJ4aHTJCccRVlkwiMxBWxXB5pO7d6Hp5fHdRN3AAqVEkOAhz0N7b/5untTlJ130/vbMvIdNuMWBOH+s9ls9O/fnyZNmtgn0lNSUtBoNA4TdwD+/v721IcpKSkO+99dO3/t3I0MHTqUnJwc++vixYvF3BtBEITisWjlb0Q0r3jDc97lfDmZdpqioqIbns/JyeHPP//E8ndWA+nv/VoEQRAEQRCE28vPz+ePP/7AYrEwavBQPojtiPNfhyhavgnVut28XbMxn48eZ8/20qHjyyz+I/uGdSWnFGKwlhMTd8JDT6TNFARBKEOSk5P5YNxYrjjrKHR1wVSlMnnxu6maWoirzpmijCwupaWiOXqKqu/1uGk9sl5Lfn7+Dc+92KkLH//+HaGPXf/0nSEnHz9Zd93gv1CyrEhYKb4BxOKsSygdcXFxHD58mK1bt5b4vbRaLVqttsTvIwiC8F/lGvPwc7n5imC1t46MjAxCQkIcjhcVFTF//nyuXLmC1WrliSeeKOmmCveZiKUEQRAEoeQYjUbmz59PSkoKJpOJp59+muZNm9G8abObXlO+fHkCyj3Nt3OX8OyTPnh6aJFlmf0HM1m8Usl7H3x8H3sg3I6Ipe6NmLwTBEEoI8xmM/1HjeRCaBAFKpBcdKg99bR1qoerDYxmM21r1qXJq41ZuHQJW1Kv4BEWfMO6pNTs6waurqlevToNNoaze1MCAY2ro1Rf/VWTe/kKuWsP8sWQ0SXWR+HG5L9fxVmf8PDq27cvK1asYPPmzQ7fxwEBAZhMJrKzsx2evktNTSUgIMBeZteuXQ71paam2s8JgiA8zDQKNRaTBZXmxn8mW3KN16XlMZvN/PTTT1y5cgVXV1eaNbv5IJPw8BKxlCAIgiCUDIvFws8//0xKSgouLi60aNHijq/t9vxrJCTU5ruffsBYlIrVpqRa9OMMHf4srq6uJdhq4W6JWOreiMk7QRCER4TFYmHL1r/Ytm8fWrWa9i1bUL16dXvKpo2bN3NKIWN1dULr5oIky9RLzcXTBkaFxIqEvfR/5x38/Pzo9uRTrBk3DPdyQdelfCrKyiFQ1tx08k6SJAb3G8Ca9ev4eckycq1GJKuNmMgoXv94In5+fiX+WQiCcD1ZlunXrx9LliwhPj6eiIgIh/N16tRBrVazfv16unbtCsCJEye4cOECjRo1AqBRo0aMHTuWtLQ0+/fy2rVrcXNzo2rVqve3Q4IgCMWsY/PHWbZ3LRGNrk+dWZhdgK/a22Hyzmaz8dtvv3Hx4kWcnJx46aWXcHd3v59NFgRBEARBeOgcPHiQ73/6mZSsbII93HDTOaFWq+nevTteXl53VVetWjHUqnX93uuC8CgQk3eCIAiPgEuXLvH+yDEYfQLQB5fDZrWydfY8QpQwccTHuLi4sHrzJky+XujcXECWqZmej5/BjEWC3f5u5IcFM+fHH/lg4ED8/f3p/dhTfPP7cjyb1cLZxxNZlsk8eQ5lwhk+HX7rp+ckSaJ9m7a0b9P2Pn0Cwq3IKJDl4tvmVhZb5j6U4uLiWLBgAUuXLsXV1dW+R527uzs6nQ53d3dee+013nvvPby8vHBzc6Nfv340atSIhg0bAtCuXTuqVq3Kyy+/zKRJk0hJSWHYsGHExcWJ1JiCIDz02rVuy+oRa7jsfpHAKiH2BUz5mXkk/nqYSe+Ns5eVZZkVK1Zw4sQJlEolzz//vFig9AgTsZQgCIIg3Josy+zes5vFq38nrzCPiOBwnuv0LOXKlXMot/DX35i/fjO+NetSzj8Xl5x0ZODYpWTOnj1LRkYG/v7+Iq56xIhY6t6UjV4+BF555RUkSWLChAkOx3///XeHp17i4+ORJIns7Owb1jNixAhq1apVgi11tHXrVpo0aYK3tzc6nY6oqCg+++yz214nyzJTpkyhUqVKaLVagoODGTt2rEMZo9HIRx99RFhYGFqtlvDwcL7//nuHMtOmTaNy5crodDpCQ0MZMGAABoOhWPsoCA86s9nMwJGj0dVrhn/1Wrh4euHq40tAnUZk+IcxctJkANLTM5C1Vzf2jcoqJKTAiA3Y6+tGtlaN2tmJPYcO2Ovt3KEjX7z9PuEnMyj6fQum3//iSZdQvh//qdizThAeQjNmzCAnJ4eWLVsSGBhof/3888/2Mp999hlPPPEEXbt2pXnz5gQEBLB48WL7eaVSyYoVK1AqlTRq1IiXXnqJHj16MGrUqNLokgMRS10fS82fP5+aNWvi7OxMYGAgvXr1IiMjw37+yJEjdO3alfDwcCRJYtq0acXdPUF4aOxL2M+gMR9ypSiHvQt38ct7c9nz3RYOzd6FNT6XyQPHExoaai+/adMm9u/fjyRJPPPMM4SFhZVi6wVBEP47EUs5xlJ3Uu/mzZvp1KkTQUFXM9b8/vvvxd09QXgomM1mPhg1hG92/ICuvRflekRxJaqAIV8P55cli+zlUlJSmL9qPcGNW+JpKcIlJx2Ay2o9uy9doMeUcXy0dCGvTxzN20MH2xecCkJZJZ68e4A4OTkxceJE+vTpg6enZ2k35464uLjQt29fatSogYuLC1u3bqVPnz64uLjwxhtv3PS6d999lzVr1jBlyhSio6PJzMwkMzPTocxzzz1Hamoqs2bNokKFCiQnJ2Oz2eznFyxYwJAhQ/j+++9p3LgxJ0+etAebU6dOLbE+C8KDJn7zZsx+wWhdXK475x4YxMkzx0lOTqZu1apsObgH5yA/0nVqwvIMHHRRcSxhP0XpVzAmJZMVEk5BQQEuf9dVoUIFxg7+6H53SShmMmC7bam7q094+Mjy7f/nnJycmD59OtOnT79pmbCwMFauXFmcTSs2Ipb6/1jqr7/+okePHnz22Wd06tSJpKQk3nzzTXr37m2fkC0sLCQyMpJnn32WAQMGlHhfBeFB9euyxfyydyXh7aOp6FqJijQmNzWTc0sP8EH3t6lXpx5nzpxh//79BAcH4+fnR3h4ODt27KBt27ZERUWVdheEEiZiKaGsELFU5l3VW1BQQM2aNenVqxddunQp8b4KwoPq2x++w1hFolKN/99KwSvYG8+XvVi68A+io6pTpUoVFi1dhkulqkiShNnJBZtCSbpKx/pdm3Hv2BJLUT7OEWG4uLiQnZ1D3KiPmTl24kPz80i4ORFL3RsxefcAadOmDadPn2b8+PFMmjSptJtzR2JiYoiJ+f+8wuHh4SxevJgtW7bcNEg6duwYM2bM4PDhw1SuXBngun13Vq1axaZNmzhz5ow913F4eLhDmW3bttGkSRO6d+9uP//CCy+wc+fO4uqeIDwUNu/cjVu5iJuel30CWLNmLSHBQRR9vx9ztcqku7vyh1RE0tY9uDSsir5eOK65eRgNEq8M7s/nH44kKCjoPvZCeJTNmDGDGTNmcO7cOQCqVavGxx9/TIcOHQBo2bIlmzZtcrimT58+fP311/e7qcJDTsRS/2/79u2Eh4fzzjvv2M/36dOHiRMn2svUq1ePevXqATBkyJBi7ZcgPCzS09P5efNSono0cXiyxM3fi6gejRky6RN0kjvKgGAULq6Qk0moq55P3n+Pfv362Rc8CYIgPApELHV39Xbo0MH+N40glFUmk4ntR3dSvXe9685JkkRkuyjmL/2JMVVGkXjuPG6VagFgdnLhSrkotq38Dbc2TVFqNVhMagwGIy4uLug83DHWqcq83xbR7/WbT8QLwqNMpM18gCiVSsaNG8eXX37JpUuX7ss9t2zZgl6vv+Vr/vz5d1zf/v372bZtGy1atLhpmeXLlxMZGcmKFSuIiIggPDyc119/3WGF07Jly6hbty6TJk0iODiYSpUq8f7771NUVGQv07hxY/bu3cuuXbsAOHPmDCtXruTxxx+/h09CEB5eapUS2Wq94bnCnGwObl3Pt9s28POpw4TWqcHZWT+S/Mc6zm7YiHNsbaxKCVNaOpLVRmTDGJw6NGTolPF39JSO8HCwyVKxv+5GSEgIEyZMYO/evezZs4dWrVrRuXNnjhw5Yi/Tu3dvkpOT7a+HZbBAeLCIWOr/Y6lGjRpx8eJFVq5ciSzLpKam8uuvv4o4SRD+ZfmaP/BuFO4wcQcyFy5dZN/RI1x0NXGkyMjxxNNgLCK4XiNywisSN/Qjh6wgwqOttGMpQbhfRCyVedNr7qReQSiLrly5gsZf969Y6v/pvV1JyU4FwMfTE1vmFfs5s9VGvsWIysX56gGbFbX6/581ci8XwtYD+0uu8cJ9I2KpeyOevHvAPP3009SqVYtPPvmEWbNmlfj96tatS0JCwi3L3MneViEhIVy5cgWLxcKIESN4/fXXb1r2zJkznD9/nkWLFjF37lysVisDBgzgmWeeYcOGDfYyW7duxcnJiSVLlpCens7bb79NRkYGs2fPBqB79+6kp6fTtGlTZFnGYrHw5ptv8uGHH975ByAIj4B2LZoz4dfl6GrVdThuNhjY/udvOLWoTZWq1Qg+fpFKYZVwjirPrjkL0DeuhkItoXZ1R6FQ4iQpOXrqJNFRVbjipubEiRMiDdQjQkZRrJv53m1dnTp1cng/duxYZsyYwY4dO6hWrRoAzs7OBAQEFFsbhbJLxFJXY6kmTZowf/58unXrhsFgwGKx0KlTp1umRBWEsuhs0gVcGzumYko8d45Mkxmz3hW3qFAKta4El69Etdx0pLPHkSKiSImsxK9Ll/HqSy+WUsuF+6m0YylBuJ9ELLXhnusVhLLIyckJa5H5pudtNhsKWSI9PR2VzUJQQRrZ7h6YnZyxWS0otJqrBWUZhcWEq6ur/VpJkrDdZFJQeLiIWOreiMm7B9DEiRNp1aoV77//fonfS6fTUaFChf9cz5YtW8jPz2fHjh0MGTKEChUq8MILL9ywrM1mw2g0MnfuXCpVqgTArFmzqFOnDidOnKBy5crYbDYkSWL+/Pm4u7sDMHXqVJ555hm++uordDod8fHxjBs3jq+++ooGDRpw+vRp3n33XUaPHs3w4cP/c58E4WFRv149vOYtIO9KGq6+fvbj5w/vR64USjkfX4JOXkJhs5GrVJCVlY1bjapognxxdnNDrVL/vbJJwiTLpKaloQry4fjpU2LyTril3Nxch/darRatVnvLa6xWK4sWLaKgoIBGjRrZj8+fP5958+YREBBAp06dGD58OM7OziXSbuHRJ2Kpyhw9epR3332Xjz/+mPbt25OcnMygQYN4880378tAnCA8LIJ8AziQnozO7Wr6S6PJSGZ+AWovLwpz8sjYdQZFupbaHm5otBouZ2SS45qOd3gkG/7aKCbvBEF4JIlYqvI91SsIZZG3tzc6gxaz0Yxaq77ufPKRSzSp0Zh58+ZhNBpRqZRcPn0Sn6o1UDvpIL8Qm9WCKTuLCqGhDk/wmYuK8NKJcQGh7CobU5QPmebNm9O+fXuGDh1a4vcqrvQEERERREdH07t3bwYMGMCIESNuWjYwMBCVSmUPkACqVKkCwIULF+xlgoOD7RN318rIsmxP3TB8+HBefvllXn/9daKjo3n66acZN24c48ePFylshDJFoVDw2ZhReFxOJHn7Zq6cOU3qqRMk7t5CWEQ56uaYUFqs5FnzSHbehZdpN/K5E8gmMxqFErVaDVwNjtR6F1IzMrAVGXB1Fnu4PCpscvG/AEJDQ3F3d7e/xo8ff9M2HDp0CL1ej1ar5c0332TJkiVUrXp1M+vu3bszb948Nm7cyNChQ/nxxx956aWX7sdHIzyiRCwF48ePp0mTJgwaNIgaNWrQvn17vvrqK77//nuSk5P/W6cF4RHSuf0TZO48h9li5kLSRfYkJJBntnL6z/0cmvAn1gw9TzVpjItWQ7ZNYotJy9bffiXvShriL46yo6RiKUF4UIlY6t7qFYSy6o3ne3Pkp71YTBaH47lpOeRuT6cgJ5+cnBy8vLx4b8AAnq0bTdaWNaRuj8fVaKZwXwKVw8Pw8nLMhpC+M4EeT3W9n10RSoiIpe6NePLuATVhwgRq1arlsNqnJBRXeoJ/uraC6WaaNGmCxWIhMTGR8uXLA3Dy5EkAwsLC7GUWLVpEfn4+er3eXkahUBASEgJAYWEhCoXj/LNSqQQQe3UJZY67uzvTJ03k3Llz7DtwkKLCQlJ2u1H9UhYanTNWjRFdi3wiNQH4FLgSWtuHtQuPYo4IRfWPJ6UkScIi21AkptHw9Qal2CPhYXDx4kXc3Nzs72/11F3lypVJSEggJyeHX3/9lZ49e7Jp0yaqVq3qsJF8dHQ0gYGBtG7d2uH3hCDcrbIeSxUWFqJSOYb6Ik4ShOsFBgZS278qC2YswbNJBQwmEykbzmAzeqDzjOSpJvVwV8oUyBIbMk3YdC541m/BvpV/8ET9mNJuviAIQokp67HUvdQrCI8yWZZZvW4tv6xZRr7ViGSTqVcpmle7vUTtWjH0N/fl6x++QwpQoXJVY0guxFfyokmVhly+fBm9Xs9LL72EXq+n2zNdea5rF3Jzc5EkiTGfTeXIoePoYqqhcXGhMDOLnN0HebxydZr8I2OPIJQ1YvLuARUdHc2LL77IF198ccPzhw4dui4HcM2aNQEoKiq6LvBxdXW94QDof01PMH36dMqVK2dPrbd582amTJnCO++8Yy/zv//9jyVLlrB+/XoA2rRpQ+3atenVqxfTpk3DZrMRFxdH27Zt7aueunfvzujRo3n11VcZOXIk6enpDBo0iF69eqHT6YCreyhNnTqVmJgYe9rM4cOH06lTJ/vglCCUNeHh4Zw8c4ZZK5dTt259vBRKLAozOZUTka8U4B4UALKMZzl3gtwSST9wFF3LJvbrbVYrBbuP0blNF1xcxJN3jwoZkCm+PPHXhv3d3NwcJu9uRaPR2H/f1KlTh927d/P555/zzTffXFe2QYOrE8enT58Wk3fCPSvrsVSnTp3o3bs3M2bMsKfN7N+/P/Xr1ycoKAgAk8nE0aNH7f9OSkoiISEBvV5fLOmrBOFhIMsyx85eRM515/h3u5A0YDXqUWgMdGpYDx+ljFGGzWZnLK6umNMuo/f3p8Aq075Z09JuvnCflFQsJQgPsrIeS91Jvfn5+Zw+fdr+/uzZsyQkJODl5UW5cuXuuU+C8KCRZZlxn08hQU4lsEtt3NVXpxQOX0jhrRGD+PzDsTSo14D6deuTmJhIXl4egYGBbN68mWPHjqHRaHjxxRfx9Pz/J+skSbJnXJv48Sfs3rOHn1YsI7sgn0gfX3q8HlfiiweE+0fEUvdGTN49wEaNGsXPP/98w3PNmzd3eK9UKrFYrj6afPLkSWJiHFeBtm7dmnXr1hV7G202G0OHDuXs2bOoVCrKly/PxIkT6dOnj71Meno6iYmJ9vcKhYLly5fTr18/mjdvjouLCx06dODTTz+1l9Hr9axdu5Z+/fpRt25dvL29ee655xgzZoy9zLBhw5AkiWHDhpGUlISvry+dOnVi7Nixxd5PQXhYJCUl8fminwlo3xaXxLOY8/IpqJeCwl2H1QD5aemo3fQY8vJp+mx5Vn99kivJ+WjCA5AtNoqOJPJqyw688oLYv0UoWbdatXrtD/3AwMD72CLhUVSWY6lXXnmFvLw8/ve//zFw4EA8PDxo1aoVEydOtJe5fPmyQz+nTJnClClTaNGiBfHx8cXeV0F4EJ0+fZorSgVFBWYinnqdi2tXofH2w5R6AbVahUW2sdnkRK6sQJJAodZgzsshMDQMDw+P0m6+IAhCiSrLsdSd1Ltnzx5iY2Pt79977z0AevbsyZw5c4q9r4JQWvYn7Gdf4UXKtavrcNyzXADaJ52ZMGMaH/R5h3m//caxs2dRShLtmjTBaDCgVCp5/vnnCQgIuGn9kiRRv1496terV9JdEYSHiiSLvDl3JTc3F3d3d3Jycu74aYN/Gjx4MEuWLLE/ji8IDzq9Xs+YMWPo379/aTdFuA2LxcLgkSM46umOX0QYaqWSM7//QPWXXEClQlIoMKel4eLsjDEnF52/LwfXpuNSoTNmQxE5x0/T1D+E0UM/ctggWCgZ//X3yd3cY9TuSTjpdcVWryG/iI/rfXDHbR86dCgdOnSgXLly5OXlsWDBAiZOnMjq1auJjIxkwYIFPP7443h7e3Pw4EEGDBhASEgImzZtKrY2Cw+O//q1P3LkSL799luSkpJKoHWCUPy6detGVlYWa9asKe2mCDewbv16Ri5bQkaeFW1gMIlLf8G/TWey9uzEu1YjfNz1ZNoUyBYLks2G0mqhQoA3isvnmPTOG+Ip1VJUlmIp4cEwfvx4Fi9ezPHjx9HpdDRu3JiJEyc6PBliMBgYOHAgCxcuxGg02vec/WfaxwsXLvDWW2+xceNG9Ho9PXv2ZPz48delu76Z//q1P2XKFMaMGUN2dvZdXysIpSE2NpagoKA72vtQKBnvjx5GQZNgnNxunKFp3+eL0aq98KxXD7fAQGxWK5mnTuF0/jwfxcVRvXr1+9xi4U6IWOrBJ568EwRBeIhlZWXx64plLFr5ByfPnMVJ44SiQxuSjh/HTafDpnZCaVSi1iiwWKygUhPp44d35aokp6awMeEwLjmH8HPW885T3WjVsqWYuHsE2ZCwFWN6grutKy0tjR49epCcnIy7uzs1atRg9erVtG3blosXL7Ju3TqmTZtGQUEBoaGhdO3alWHDhhVbewVBEAThZtzd3JALipBULqTu30FInWiKDEW4Vosm9/QRpOp1ASuybMPNRY9cVIDe2RlMhSK1cxlS2rGU8GDYtGkTcXFx1KtXD4vFwocffki7du04evSofcuBAQMG8Mcff7Bo0SLc3d3p27cvXbp04a+//gLAarXSsWNHAgIC2LZtG8nJyfTo0QO1Ws24ceNKs3uCIAg3lZmXg7tbpRueM+Tkcy41m4YvdcHNzQ11YSFmnQ6fqCgK/fz46scf+eof2T+EsknEUvdGTN4JgiA8RA4dOsT3P/9CSmYWmVfSOJOZgqVKJKYqoUTVrEJzo4Idiec4Ui6IAkDl5MvBVcdo/GIFnLQSJqMJvV6PUqnAkKrgta596NMrrrS7JTziZs2addNzoaGh4gk7QRAE4b7KzMzkp98Xsf3wPqzIpJ44SCHOhFcIp114BAmXkjkWUJ6iC2cpuHAal8jKKCQV+QX5uBgLyNn3F2MHviMWPAlCGbNq1SqH93PmzMHPz4+9e/fSvHlzcnJymDVrFgsWLKBVq1YAzJ49mypVqrBjxw4aNmzImjVrOHr0KOvWrcPf359atWoxevRoBg8ezIgRI9BoNKXRNUEQhFtyd9ZjKihC43L9k1On/zqELqoqWq0Wp5wcvM+do8Dbm+zgYJy9vLhkNJKUlERwcHAptFwQHm6K0m6AIAiCcGd++vU3hn49k6zwSqhjGrAvIw3zYy0pUCjwP5tMU8PVASQFMlmr12LTaTF6e5JSFMyW2afIuJCNZDZjM0vsWnGGvIPuvNajz23uKjwKZFkq9pcgCIIgPIySkpLo88n77HbNxLd7YwJfbEqtd58kMNSF1uXCkZBQe7uRtWcr+qhoUMKVLX+SvnUNl1b8RDR5TBs+hBrR0aXdFeE+ErGUcCM5OTkAeHl5AbB3717MZjNt2rSxl4mKiqJcuXJs374dgO3btxMdHe2QRrN9+/bk5uZy5MiRG97HaDSSm5vr8BIEQbifnn3sSdJ2Hb/hubTEJNz8/HG1WPA6fx6Jqwul9hw+yN7DB0mxWTlx4sT9bbDwwBGx1L0Rk3eCIAgPgcuXLzN/9TqCm7bESe/Kzg1rcaobjaXIiOflDB4Pr4RCkjjtpORg1Qg0YSHkrI9HctVT5BeAe/RTbJ+TxrmlCs6tVPF8owGMHjbxjvdVEARBEARBeBSM+nIyvk/XxSsy2P7kXJhXAI9XaYBKoeCM1cj+AE+c6lQi+9RuCpNPo9QpcA52x9/LnXHDPhTpMgVBwGaz0b9/f5o0aWLfyyklJQWNRoOHh4dDWX9/f1JSUuxl/jlxd+38tXM3Mn78eNzd3e2v0NDQYu6NIAjCjcmyjMFgoEG9+lQ0u5O8+ziyzWY/X5Cejel8OhF6d7zPnkUhyyQrFRwK8EId6IsywIf0/Bw+m/UtBQUFpdgTQXg4iVFbQRCEh8Avvy/DtWo0kiRRWFREbk46Lo2jsG7aQZfoOqiBSxoFW900KABdzarkb9pB7l87UdksnNm1j8kffMRj/1gFKpQdtr9fxVmfIAiCIDxsdu3axTljBhFqBSADElKBGZddqShskCYXsuHYYZxiaqJ11uDaqhHOejcUSiXZf+0mxD/Evq+VULaIWEr4t7i4OA4fPszWrVtL/F5Dhw7lvffes7/Pzc0VE3iCIJQos9nM3J8XsvKvLVg0ajCZqVEunFa6UOIXbMOkvrrXXe7FHILdggm7ko5So+aKzcZ+fy9Q/P28kCyjyM1C2b4ZX83+nkF9+5Vux4RSI2KpeyOevHuApKSk0K9fPyIjI9FqtYSGhtKpUyfWr19vLxMeHo4kSUiShLOzM9HR0cycOdOhnvj4eHsZSZLw9/ena9eunDlzxl7mwIEDPPnkk/j5+eHk5ER4eDjdunUjLS2txPr3yiuvOLRLkiQee+yxW15jtVoZPnw4ERER6HQ6ypcvz+jRo5Fl2V7m33Vee02ePNle5uTJk3Tu3BkfHx/c3Nxo2rQpGzduLLG+CkJxO33+HK5+V1dk5uXlodBqUV3JoEvlaJyAK0qJDa4q5GvfAwol+gZ1MCclEeTtRsOaNcTEnSAIj7xHPZYCOHbsGE8++STu7u64uLhQr149Lly4cNPyR44coWvXrvZ+T5s27boydxJvybLMxx9/TGBgIDqdjjZt2nDq1KmS6KIgFLs///yTGs1b0vmNNzmZn86ew4fZd/AQhZm5uOxMQWG0YnXTkFrVmcKTiTijwss/CL27J9hs5Ow5iEcuVC0fjqura2l3RxCEUta3b19WrFjBxo0bCQkJsR8PCAjAZDKRnZ3tUD41NZWAgAB7mdTU1OvOXzt3I1qtFjc3N4dXSXnUY6l7GZf6pwkTJiBJEv3797/heVmW6dChA5Ik8fvvv193fs6cOdSoUQMnJyf8/PyIixP7zwsPHovFwsARH7PsykXcO7fH5/HW+Dz1GCdDffhzxw4+HTySz/t/gs6op1KTp2hUvw4uGjXZZgublToyLqZgs9mQbTay/tpGZP2aeFeIYNuxg1gsltLuniA8VMSTdw+Ic+fO0aRJEzw8PJg8eTLR0dGYzWZWr15NXFwcx4//f17hUaNG0bt3bwoLC1m0aBG9e/cmODiYDh06ONR54sQJXF1dOXXqFG+88QadOnXi4MGDZGZm0rp1a5544glWr16Nh4cH586dY9myZSX+CPNjjz3G7Nmz7e+1Wu0ty0+cOJEZM2bwww8/UK1aNfbs2cOrr76Ku7s777zzDgDJyckO1/z555+89tprdO3a1X7siSeeoGLFimzYsAGdTse0adN44oknSExMvGmALAgPEh9PLxJzc3Dx9EKhUOAaEo5vUjpu5SLJUUis0SuxKBRIXF1HbissQuvrja2wkIhGdQjJspZ2F4RSVNz5wMtKbnHh4VIWYqnExESaNm3Ka6+9xsiRI3Fzc+PIkSM4OTnd9JrCwkIiIyN59tlnGTBgwA3L3Em8NWnSJL744gt++OEHIiIiGD58OO3bt+fo0aO3vL8glLb/ffMNU379Ha/WHfA3GsjNOoSsdyM7P5e0Y+cJKNRj06koqO+PV0E+wR5eaHYnkmM+iKyUUFslyodGodKm0f/t3qXdHaGUiFhKgKsTM/369WPJkiXEx8cTERHhcL5OnTqo1WrWr19vH484ceIEFy5coFGjRgA0atSIsWPHkpaWhp+fHwBr167Fzc2NqlWr3t8O/UtZiKXg7selrtm9ezfffPMNNWrUuGmZadOm2VMy/9vUqVP59NNPmTx5Mg0aNKCgoIBz587dVdsF4X5Yt3EjZ1w0+FeNcjiu9/WhKLYxE776H8bsAgweEXhZjSgxYpVUrNt3mAxTAZKbHuOxwzgpZCo0rk1wTDUAbM5aCgsLS3QBgvDgErHUvRGTdw+It99+G0mS2LVrl0MqlmrVqtGrVy+Hsq6urvYJp8GDBzNp0iTWrl17XZDk5+eHh4cHgYGBfPzxx7z44oucPn2aY8eOkZOTw8yZM+37XUVERBAbG1vCvbwaFN3NZNm2bdvo3LkzHTt2BK6u8Prpp5/YtWuXvcy/61u6dCmxsbFERkYCkJ6ezqlTp5g1a5Y9yJowYQJfffUVhw8fFpN3wgMrMzOTJSuXcjTxOCaDkQuHDhP1xNN4enigc/Pk5InDmG1W8utUp8hkQmFTICskrNm5KJRKis5fwDPUH+PJc3R/TaQmKMtEkCSUBWUhlvroo494/PHHmTRpkv3Y7fbeqlevHvXq1QNgyJAhNyxzu3hLlmWmTZvGsGHD6Ny5MwBz587F39+f33//neeff/4/900QSsK5c+f4ZtlKfFo/htpJiyy7kZaQjaW+jbwzmWw9cp4UDz+cAl2pVOhO5p7TfDtxKqs3bOLQqXMonNywmYrw01kY+P5QsdddGSZiKQGupspcsGABS5cuxdXV1b5Hnbu7OzqdDnd3d1577TXee+89vLy8cHNzo1+/fjRq1IiGDRsC0K5dO6pWrcrLL7/MpEmTSElJYdiwYcTFxd3xJFJJKQuxFNz9uBRAfn4+L774It999x1jxoy5YZmEhAQ+/fRT9uzZQ2BgoMO5rKwshg0bxvLly2ndurX9+K0mAgWhtPy2dhU+zerf8Jy5qIgl8WtR2JwJaNCBixdT8FNaUKmdcQutjoevO4acLDJPbKPZkN6Ok9lFRnQ63X3qhfCgEbHUvRFpMx8AmZmZrFq1iri4uBvuofDvzY6vsdls/Pbbb2RlZaHRaG55j2s/HE0mEwEBAVgsFpYsWeKQDul23nzzTfR6/S1ftxMfH4+fnx+VK1fmrbfeIiMj45blGzduzPr16zl58iRwNa3C1q1brwsIr0lNTeWPP/7gtddesx/z9vamcuXKzJ07l4KCAiwWC9988w1+fn7UqVPnjvsvCCXBZrOxY+dOpn49g+mzZnL69GkA1m/aSJ8x/dmjO4Nzp3I4dQjB6pXJlh++AIsFXzd3Ahu35NjBo6Sfu4BsMGDJzMJ0IQlbbj4KJXD+EsF+frQIqUDFihVLt6OCIAglqCzEUjabjT/++INKlSrRvn17/Pz8aNCgwQ1TMt2t28VbZ8+eJSUlhTb/SL/s7u5OgwYN2L59+3++vyCUlPm/LkaKqIja6eqAuMViQRVYgaT//YklzxnPJu3IjI7hotKbZeN/xuWigQYNGvDJh4OZO/1TPv2wL99NGclXUyeJiTtBEJgxYwY5OTm0bNmSwMBA++vnn3+2l/nss8944okn6Nq1K82bNycgIIDFixfbzyuVSlasWIFSqaRRo0a89NJL9OjRg1GjRpVGl+zKQix1zd2OS8HViduOHTs6xEL/VFhYSPfu3Zk+ffoNJwbXrl2LzWYjKSmJKlWqEBISwnPPPcfFixdv32lBuM8KTCaUGvV1x415eexbuRKXjk1ROukoyM0Dd1euePpxSakkr7CQgpx8XHwDUOv0DhN3eSlp1AqrgFp9fb2CINycePLuAXD69GlkWSYqKur2hbm6qmnYsGEYjUYsFgteXl68/vrrNy2fnJzMlClTCA4OpnLlymg0Gj788EO6d+/Om2++Sf369WnVqhU9evTA39//pvWMGjWK999//677d81jjz1Gly5diIiIIDExkQ8//JAOHTqwfft2lErlDa8ZMmQIubm5REVFoVQqsVqtjB07lhdffPGG5X/44QdcXV3p0qWL/ZgkSaxbt46nnnoKV1dXFAoFfn5+rFq1Ck9Pz3vujyD8VykpKbw3ehR5vp7owkOxmQ2snvk1fgYzp7NP4d4ukoumLM4duYLZaERfP4SKnkqcEraTdykVyVCEB1C0Yy/qZo2QVQpssoxss1Gw5wCKlGRUNapw8PQxNv+1leZNmpZ2l4VSYkPCRvGtSirOugShOJSFWCotLY38/HwmTJjAmDFjmDhxIqtWraJLly5s3LiRFi1a3FO9cPt469qTBf/um7+/v/2cIDyIEs+fJ/9KFlcSEwEJVVAgtRUyEY8/xbpCEwXp+UjIKJVa3Go2JuVKCtnZ2Xh6euLs7Iyzs3Npd0F4QIhYSgDuaJLJycmJ6dOnM3369JuWCQsLY+XKlcXZtP+sLMRScG/jUgsXLmTfvn3s3r37pvUOGDCAxo0b2zMU/NuZM2ew2WyMGzeOzz//HHd3d4YNG0bbtm05ePDgbSc+BeF+ctM5U2gwoP5Xavyzu/aga1CdSplGytWuzm61B0XS1akFlYszNqUK05UM8hSg+MeMQ15KGvKWBN4ZPeF+dkN4wIhY6t6IybsHwN2sMgIYNGgQr7zyCsnJyQwaNIi3336bChUqXFcuJCQEWZYpLCykZs2a/Pbbb/aAYOzYsbz33nts2LCBnTt38vXXXzNu3Dg2b95MdHT0De/r5+dnz8l+L/6ZUik6OpoaNWpQvnx54uPjHdIG/NMvv/zC/PnzWbBgAdWqVSMhIYH+/fsTFBREz549ryv//fff8+KLLzrsvSLLMnFxcfj5+bFlyxZ0Oh0zZ86kU6dO7N69+7p0BoJwP1gsFgaMHomiWQP83P+R7zskiC2rVmHKy6aqhyuFBUUYcvOwykrKZzkRrvRE9pCJ9PJAdSWDaT/OYfv27SxZvYrkglzOXLqAQWmjepsGlKv/EpIkYbVYmLziJwoNRTzWum3pdVoQBKGElIVYymazAdC5c2f73nW1atVi27ZtfP311/9p8u5u4y1BeBhcuHCBNWviUYfVxCckBpvVQjlTKrUrBAEQ6ObO6dx8rMYiNH5eyEYTGUYTi5ct57WePUq59YIgCPdXWYil4O7HpS5evMi7777L2rVrb7rH77Jly9iwYQP79++/6X1tNhtms5kvvviCdu3aAfDTTz8REBDAxo0bad++/T33SRCK2wuPd2TS+j8JaFTP4Xj6xYtUCatPTY0ZNOCekU6R699PmkoSKBR4lAshZfsm/FyMZPyxCQwmaoVXoN/oCXh7e5dCbwTh4SYm7x4AFStWRJIkh81/b8XHx4cKFSpQoUIFFi1aRHR0NHXr1r1uc+MtW7bg5uaGn58frq6u19Xj7e3Ns88+y7PPPsu4ceOIiYlhypQp/PDDDze875tvvsm8efNu2bb8/Pw76gNAZGQkPj4+nD59+qaTd4MGDWLIkCH2ACs6Oprz588zfvz46waTtmzZwokTJxxSVgBs2LCBFStWkJWVZd8U9auvvmLt2rX88MMPN93/RRBK0pa//iI/yM9x4g4oKjJg8tBjTnclOy2HzINnyTqbS9XwKKI8rj4puvPScZzrNsGsVhO/ZQtPP/kkjz/+OMePH2fwwq8JbNfAoU6lSkVQx8Z8t/Bn2rSIte8pIJQdsnz1VZz1CcKDpCzEUj4+PqhUquvaWKVKFbZu3XrLOm/ndvHWtfRPqampDoueUlNTqVWr1n+6tyCUBIvFwut9B+Jf6zEsKg0oNYR7aKjrfnXibk+BhfMuLtgKC9H4uKPQqpGVCnIVCrbs2i0m74TriFhKeNSVhVjqRm43LrV3717S0tKoXbu2/ZjVamXz5s3873//w2g0smHDBhITE69LLdq1a1eaNWtGfHy8PX765+fj6+uLj48PFy5cuOP2CsL90LxpM9Zs3syB3fvxqVUdpVqNLMsEaHTUSjcBEic8NOzfvQNXrwJcgsORFEpsVgvZ586gMqaxZtmfSJKEk5PTTZ9qFcoWEUvdGzGC+wDw8vKiffv2TJ8+nXfeeee6/OLZ2dk3zS8eGhpKt27dGDp0KEuXLnU4FxERcdPr/k2j0VC+fHkKCgpuWua/pif4t0uXLpGRkXHLJ98KCwtRKBy3ZlQqlfbV5/80a9Ys6tSpQ82aNa+rA7iuHoVCccN6BOF+iN+5A7fyEQ7HjPkF7F+zlpxLl0Cycuanv5DCwqnarj3N0q7+VjrsDvsvWvDb+hflWrTgw0+nsGjDWtx1zpgNhbi2rHLD+0kKBZZy3hw8eNDhDw9BEIRHQVmIpTQaDfXq1ePEiRMOx0+ePElYWNg91XnN7eKtiIgIAgICWL9+vX2yLjc3l507d/LWW2/9p3sLQknYsnUr6WYdnhHlSL1whgAXJbXdrqbWOXQll6MKHZa8FJSyAqxXv85lswWFTsXJI0dLs+mCIAiloizEUjdyu3Gp1q1bc+jQIYdjr776KlFRUQwePBilUsmQIUOuSxkaHR3NZ599RqdOnQBo0qQJACdOnCAkJAS4us9genr6f47jBKG4SZLE6KEf8sfqVSxavYpciwlXlYaW4ZWQkDiVfYWTlSoR2K0tOfuPk3JgLZKswGYyUKNNU7SeVdBqtWJ/O0EoBmLy7gExffp0mjRpQv369Rk1ahQ1atTAYrGwdu1aZsyYwbFjx2567bvvvkv16tXZs2cPdevWve29VqxYwcKFC3n++eepVKkSsiyzfPlyVq5cyezZs2963X9JT5Cfn8/IkSPp2rUrAQEBJCYm8sEHH1ChQgWH9ACtW7fm6aefpm/fvgB06tSJsWPHUq5cOapVq8b+/fuZOnUqvXr1cqg/NzeXRYsW8emnn15370aNGuHp6UnPnj35+OOP0el0fPfdd5w9e5aOHTveU38E4b9SKBUOqUkuHzzCsZ27MEWE4ty8CbbcHAp276OcSU2TNBsKJBJdJQ55yqjDypFy4CSmSxew+Hmh6xBLgcHA9m9mElDNg6o+nkg3SP0sO2vvahWi8OiQizm3uFxGcosLD5dHPZaCq0/IdevWjebNmxMbG8uqVatYvnw58fHx9jI9evQgODiY8ePHA2AymTh69Kj930lJSSQkJKDX6+3prW4Xb0mSRP/+/RkzZgwVK1YkIiKC4cOHExQUxFNPPXXP/RGEkmAwGPhm9o8Y1Xoy0pPwclLQKAAUEpzPMhP/1y7cm7ZEhQqdhy9FBengA9bcfJSZaWjctMiyjHSjYEoos0QsJZQFj3osdS/jUq6urlSvXt2hHhcXF7y9ve3HAwIC7FkK/qlcuXJERFxdsFupUiU6d+7Mu+++y7fffoubmxtDhw4lKiqK2NjYe+qPIJSEgoIC5v+yiA3bdmJBwkmpoGuLFlw8fx6j0UiWsYhjplzMmdlovD3xrB+NZ/1oTDl5BDjp8ffwwD3fLCbuhOuIWOreiMm7B0RkZCT79u1j7NixDBw4kOTkZHx9falTpw4zZsy45bVVq1alXbt2fPzxx3e06XHVqlVxdnZm4MCBXLx4Ea1WS8WKFZk5cyYvv/xycXXJgVKp5ODBg/zwww9kZ2cTFBREu3btGD16NFqt1l4uMTGR9PR0+/svv/yS4cOH8/bbb5OWlkZQUBB9+vTh448/dqh/4cKFyLLMCy+8cN29fXx8WLVqFR999BGtWrXCbDZTrVo1li5det1TeoJwv7Rp3JS9a/9AV682ealpHN+3H1WLRijUKmyAKS8P97YtiC0AFRJJTjK7fRQUpeYhOTmjrlqRwosXcf17vwC1kxMBNaJJT0kn1SeNgBv8QaNIyyE0NPQ+91R4EMiyhCwXY5BUjHUJQnF51GMpgKeffpqvv/6a8ePH884771C5cmV+++03mjZtai9z4cIFh6foLl++TExMjP39lClTmDJlCi1atLBP+t1JvPXBBx9QUFDAG2+8QXZ2Nk2bNmXVqlU33f9FEEpDUVERPfu9za4zp9AF1kHh6UqMiwGVUiK9QOJ4ugse7hHkHz6AW43aVxc7yWBJz0JRkIPGnIuHv6+YvBOuI2IpoSx41GOpex2XKi5z585lwIABdOzYEYVCQYsWLVi1apWY5BAeGHl5ecQNGoohsDzejdshSRI2q5WEY4fRK6/uYdmyciWOfDud46s24dm5LZJSiS2vEE8nZwJ9/biyciND3n63tLsiPIBELHVvJPlud6Ut43Jzc3F3dycnJ8e+f9rdGDx4MEuWLOHkyZMl0DpBKH56vZ4xY8bQv3//0m7KIyE/P58zZ86gVCqZ8PUMzPVrcmrrdvIjQ7G4uqBQqjBkZ2PLzEDp44mrRk30qWT2lnOiqNCK5OyGQueMZDBQuGYL9Tq0JaDa1VSZxrw8ti9ehHeLmtSOdlwdaMjJQ7nhCLMmf14a3RZu4L/+Prmbe3yw7XO0el2x1WvML2JS43dLtO3Co+u/fu2PHDmSb7/9lqSkpBJonSAUv27dupGVlcWaNWtKuykPDYvFwpa//uL3dWswGE3UrV6Nrk88iZeX102vycvL44ke3bngpkLycsN8JB+3gEpoCg3UDffmSJoK2abEYjFzdu8SJI0KbWAQJrkAndZGQIVAqj7RHNuq/fww9X/3sbfCvSpLsdT48eNZvHgxx48fR6fT0bhxYyZOnEjlypXtZVq2bMmmTZscruvTpw9ff/11sbVbeDD816/9KVOmMGbMGLKzs4u/cYJQAmJjYwkKCmL+/Pml3ZRH2vhPP+OQSYtHYJDDcclqRnXuKC3rxvB05ycpKCjgm+9n8cOKpSjDgvCKCMPJZEWXmsnAV16jYf36pdQD4W6VpVjqYSWevBMEQbgPTCYTk/73JbvOnEQO8AGLFTk/F8Oy1aRnpKGqFIFsNGPMzUAuzEetUWI1mCh00rIhOxmvEH9cvVwoMknYrBaMiedx02rxrxplv4fW1ZWKtepxbPl68v0C0ft7I8syGSfPwd6zfPnRqNL7AIRSJf/9Ks76BEEQBKEk5OXl8c7wYaT7euBZuxoqjYaV5y+wbOhgPnqt9w0HhGRZZuDoT0iNLodHVASFGdnkJGzG2VYOyV3PtsRs9O4ByGYzhRkXcHX2IapRGy4c30JA8/KENauDxkVH8uZ9vPV451LotfCgK+1YatOmTcTFxVGvXj0sFgsffvgh7dq14+jRow57k/Xu3ZtRo/4/5nd2di6mFguCIAiPMovFwp6jJ/Bv9tjVA7LMtf1YZKUaQ1hVlq1dz9Odn8TFxYX3+r3DgL79OH78OCkpKfZUsv/eR1sQrintWOphJSbvBEEQSpgsywwaNYJLIT74PNnu/483kkndshPfPblkZGRiQUIhKXhc581Rm4lzBiMySqwGC7JNwkWvpPBcBjaLEuWZCzTu2+e6lE5BNaqjOHySCmcKSPzrOAoZOtZpSNdxfR/plSiCIAiCIDwaRnw6hYKaUfgF+NuPeUWEYwsNYeysb/mxUiXy8vL47c8VpKRfIdjHj/DAYC5qbCi93Mm9mEprm56zndpycNMOFCkKNDY9RelJmDJS8HR2p2pkbc7uX49rTU/Kt21EYUY26fH7aBkSRfvWbUqx90JZk5ub6/Beq9U6pO+7ZtWqVQ7v58yZg5+fH3v37qV58+b2487Ozjfce0sQBEEQbiUvLw9Z83c6fFnG/co5jM5uGPTeAChVagpNFodrJEmiSpUqVKlS5X43VxDKDDF5JwiCUMIOHz5MomTBLzLM4bgkSfg2rcfuX5ehjiiHplw5Wlsh2CrjrdKRrJAoSkrBeiUTg7kCbjYJRX4+uVsO4+TswtE/11GpZVN0Hu72OnPOX+SxZs15p3ef+91N4QFmkyVsxZgPvDjrEgRBEIRrrly5wqnsDHwbXL8vtUKlQhkdxVuD3iNLryLL15nU5FSsp/eTv+8knm0bY8my0NrFn2CTDT+zjdSOLSjMyyVvz2EMuw/j7+JJozq18PNz4t23+rPn+GEu/XmAKD9/Xug1gPLly5dCr4WHQUnFUv/ej/qTTz5hxIgRt70+JycH4LpUsvPnz2fevHkEBATQqVMnhg8fLp6+EwRBEG7LxcUFTAaQZdwyLuFUlIvWkIfJyQ2bSo3NasVJpSztZgoPMTEudW/E5J0gCEIJW7xmFfqqlTCZTNhkGxq1hpzcXNIy0rh08jRmV0/Mh0/QIiCEckhYgY0aJbLWg6It23DTaDGu30WKIgetSkXLnr05m5VJETI7Fy6m3jNP4uLjTf6VdJQHjtNz/MTS7rIgCIIgCMJdO3PmDDZ/H2yyjStXrpCWeQUbNjRKNYF+QRQ5afjr+EGkAE9MR4xogoOx5lsxmmykrd1B21YtCVfYsAFbvbWYlBIqD3d0FcNQZRjpVDeGiaNGYbFY0Gq1tGvX7rZtEoSSdPHiRYfsGDd66u7fbDYb/fv3p0mTJlSv/v/7XHfv3p2wsDCCgoI4ePAggwcP5sSJEyxevLhE2i4IgiA8OjQaDdGR4WQnJ6IzFyADOT5h2FRqANLPnOS51i1LtY2CUBaJyTtBEIQSlnj2LCcsmZjMRrKPnKLgShYKtQqVmwuFZ5LwrNOcup7uRCFhk2XW5edw7mIWxhNncHJxxSfIE/fIcPKOrkOp8sU7JBS9ry+nz52DqtXZM2s+1apVoYp/IINGj8Xd3f22bRLKFlmWkItxVVJx1iUIgiAI12i1WmwGI0dOHEXSSzgHOyMpJKwWK+fSz5N2JpnCvAJcqlTBrU4kttxCVE563Gs1ouLFC9Ry9wFgq9pCitP/P21kPHkBvc6d/ScO8OLg3ijUStRGic6xHejS6enr0pALwr+VVCzl5uZ216nt4+LiOHz4MFu3bnU4/sYbb9j/HR0dTWBgIK1btyYxMVE8VSoIgiDcVsvGDdi8eTMAeV4hGJ3dkWWZzPNn8C5I56lOA0u5hcLDTIxL3Ruxi+QDJCUlhX79+hEZGYlWqyU0NJROnTqxfv16AJ5//nkee+wxh2tWrVqFJEnXpdYYMWIE5cqVczj222+/0bJlS9zd3dHr9dSoUYNRo0aRmZlZYn0KDw9HkiSH14QJE+znT5w4QWxsLP7+/jg5OREZGcmwYcMwm803rXPOnDnX1XntlZaWBkBycjLdu3enUqVKKBQK+vfvf109ZrOZUaNGUb58eZycnKhZs+Z1ewkIwp2SZZmDBw/yy+LFrF67loKCAgD+2v4XJ1NPkn/pHOl7jyBVqojXs51w79weVfny2MxWKmtU1HK6upZiZ5GFC1eK0Krc8a7fHH1QOWwWC1aLmYzz+QTXaQ2AVutEtcpR1IupQ/mKlfji/SFMGPYx3t7epfYZCA8uuQRegvAgKoux1D+dPn0aV1dXPDw87qjuOXPmUKNGDZycnPDz8yMuLs7hvCzLTJkyhUqVKqHVagkODmbs2LH284sXL6Zt27b4+vri5uZGo0aNWL169T33VRCqVavG5d17UHoocfa8OnEHoFQp0bhpKDh9BslJjzayAjaDGZBAhgoKaBx4dZ+v/dkWDqzdirXIiM1kxngxGUVSBhIp+D1XjUqvNKbCiw0I7VmXpUl/Mfaziciy+M0m3NqDEkv17duXFStWsHHjRkJCQm5ZtkGDBsDV3w2CcKfKYix1L+NSALt376Z169Z4eHjg6elJ+/btOXDggEOZX375hVq1auHs7ExYWBiTJ092OL9161aaNGmCt7c3Op2OqKgoPvvss+LrvCDcoSNHjtgn7hRqDef27yJl2zrSt66iZYgnX0wch0ajKeVWCg+zByWWetiIJ+8eEOfOnaNJkyZ4eHgwefJkoqOjMZvNrF69mri4OI4fP05sbCzvv/8+FosFlerqf93GjRsJDQ0lPj7eob6NGzcSGxtrf//RRx8xceJEBgwYwLhx4wgKCuLUqVN8/fXX/Pjjj7z77rsl1rdRo0bRu3dv+3tXV1f7v9VqNT169KB27dp4eHhw4MABevfujc1mY9y4cTesr1u3btcFi6+88goGgwE/Pz8AjEYjvr6+DBs27KaBz7Bhw5g3bx7fffcdUVFRrF69mqeffppt27YRExPzX7stlCHnz5/nw0mTyHN1Rennh7WwkK9+/ZWnW7Rg3c61NOvbjlmD5uPV8zmsSEhKCcyg9HCnUqcONFFeXRl+0KbgnKsXelcvZJsN2WIh7+B+tIG+XPjrMGF1W+EVFu5wb5VKhc7HB4PBUAo9FwRBeHCU1VjqGrPZzAsvvECzZs3Ytm3bbeucOnUqn376KZMnT6ZBgwYUFBRw7tw5hzLvvvsua9asYcqUKURHR5OZmekwuLZ582batm3LuHHj8PDwYPbs2XTq1ImdO3eKWEq4J7Is4+EMWQeOoG1S2/5EnM1q49Le05guJuPWvi1KrROotEhKFW452TQyXb0+ISubhFNZ6HS+SGcuQUERzqn5uHi7EPhkBOXK///+wwqlgrCmURxZvo+jR49SrVq10uiyINwRWZbp168fS5YsIT4+noiIiNtek5CQAEBgYGAJt054VJTVWOpexqXy8/N57LHHePLJJ/nqq6+wWCx88skntG/fnosXL6JWq/nzzz958cUX+fLLL2nXrh3Hjh2jd+/e6HQ6+vbtC1zdZ6xv377UqFEDFxcXtm7dSp8+fXBxcXF4mlYQbiUnJ4czZ86g0WioXLmy/XvzZmw2G4cPHyY3N5egoCDc3NxYsmQJAFWrVqVr165IkoTJZEKj0YgMBYJQisTk3QPi7bffRpIkdu3adXWT0L9Vq1aNXr16ARAbG0t+fj579uyhYcOGAMTHxzNkyBAGDhyIwWDAyckJg8HAzp07efXVVwHYtWsX48aNY9q0aQ7BUHh4OG3btiU7O7tE++bq6kpAQMANz0VGRhIZGWl/HxYWRnx8PFu2bLlpfTqdDp1OZ39/5coVNmzYwKxZs+zHwsPD+fzzzwH4/vvvb1jPjz/+yEcffcTjjz8OwFtvvcW6dev49NNPmTdv3p13UCjTcnNzGTB2LK4tWuD/j+9duVo1fli7lvTzJ9g59SSSq470ZWvQVamIrmpFQMZWZCBDq+Fg6hW0OlcOu3oim80o1BokhQKr0Yg1NRWFZxB6vY4KLWNv2AY5P188cSfckoyETDGmJyjGugShuJTVWOqaYcOGERUVRevWrW87eZeVlcWwYcNYvnw5rVu3th+vUaOG/d/Hjh1jxowZHD58mMqVKwNcN1g8bdo0h/fjxo1j6dKlLF++XEzeCfckMzOTCnXDsXooSFi+BgIDsSmVZBw4gdEg4xIehFLnjGyzoVCoQJLIdXPnUFY2eo2OXUVGFAUFuHj4IB84R63W7VFW0HLo2FL8fb3Qaq9fMR7YpCI///Ebo8TknXALpR1LxcXFsWDBApYuXYqrqyspKSkAuLu7o9PpSExMZMGCBTz++ON4e3tz8OBBBgwYQPPmzR1+tgvCrZTVWOpexqWOHz9OZmYmo0aNIjQ0FIBPPvmEGjVqcP78eSpUqMCPP/7IU089xZtvvmm/z9ChQ5k4cSJxcXFIkkRMTIxDzBQeHs7ixYvZsmWLmLwTbstgMDDui2kkXLqA7O8DZjPq1Axe7PAEXZ980qGsxWLh2LFj7Ni1iz82bEHpFYys1SHnZ5J66ghRlSrg7unFws07Wbx2Ay93fZrH24u9gYXiU9qx1MNKpM18AGRmZrJq1Sri4uIcAqRrrqU+qlSpEkFBQWzcuBGAvLw89u3bx7PPPkt4eDjbt28HYNu2bRiNRvsKp/nz56PX63n77bdveP9bpVaqVq0aer3+pq8OHTrctn8TJkzA29ubmJgYJk+ejMViuWnZ06dPs2rVKlq0aHHbeq+ZO3cuzs7OPPPMM3d8DVx9Os/JycnhmE6nu27vAEG4lcUrVkDlymj+9b1bVFDA8dPHuezhhaF2LVy7tMWjYxOsBdlkLV+D4XwycqEBm8HADg2sXL8GU1YmkkrCajZQeP4sGWuWE+HjRatwb8IqRt5wtZMxL48gJx0+Pj73q8uCIAgPnLIeS23YsIFFixYxffr029YFsHbtWmw2G0lJSVSpUoWQkBCee+45Ll68aC+zfPlyIiMjWbFiBREREYSHh/P666/fMq2VzWYjLy8PLy+vO2qHIPybi4sLBZkFhNcNpWv/llSvIBHgmolWaSGoU2ucfL0wXU4G+R/JchQKdisltlitWFMzcNa544QND60TluQkrmxbR0i4H+FhYTe+p5crV7Iy7l8nBeEezJgxg5ycHFq2bElgYKD99fPPPwOg0WhYt24d7dq1IyoqioEDB9K1a1eWL19eyi0XHhZlPZb6pzsZl6pcuTLe3t7MmjULk8lEUVERs2bNokqVKoSHhwM3H3O6dOkS58+fv2G9+/fvZ9u2bXc1JiaUHQaDgSXLl9FnyPu8Nqg/Hbp344BehU/HNvjWrYVvo3q4d27P9zu38POSxfbrVvy5ihfejOOdSZ8zfu5vJHtEkq1xR3L1IeF4IsluwfxlcuavAiWWwEjcG7Xhm+VrWPjrb6XYW0EQQDx590A4ffo0siwTFRV127KxsbHEx8czdOhQtmzZQqVKlfD19aV58+bEx8fbz0dERBD29x+op06dIjIyErVafddtW7ly5S3zfP/zCbgbeeedd6hduzZeXl5s27aNoUOHkpyczNSpUx3KNW7cmH379mE0GnnjjTcYNWrUHbdx1qxZdO/e/bZt+bf27dszdepUmjdvTvny5Vm/fj2LFy/GarXeVT3Co+vy5cscOnwYlUpF3Tp1cHd3v67Mpl278PpXYG0wGNi85DfUDaqh9nBBgQ2bTUZSa3CqVRX9wdPEoCUhyBNjVi42gxFNWAhFKacxnDyIbLGh1eloVLkCi2bNwtnZmY/Hj+fAgQR8qkejUCoByE9Pp2jHDsb/a28BQfg3myxhK8bNfIuzLkEoDmU5lsrIyOCVV15h3rx5uLm53VGbzpw5Y08F9fnnn+Pu7s6wYcNo27YtBw8eRKPRcObMGc6fP8+iRYuYO3cuVquVAQMG8Mwzz7Bhw4Yb1jtlyhTy8/N57rnn7qgdgvBPSUlJjJ42jYMJZzHH6JCUMkXKIryjQji+PQlZoUAbHETW2p24h5YjBit7nbVY/973zlZkwHoxmRrtWmBNPcao90bj5eWF2WxmyJzx3CzjU25qFiH+Qfe3s8JDp7RjqdvtyxgaGsqmTZv+S5OEMq4sx1LX3M24lKurK/Hx8Tz11FOMHj0agIoVK7J69Wp7ysL27dszYMAAXnnlFWJjYzl9+jSffvopAMnJyfZJPoCQkBCuXLmCxWJhxIgRvP7667fsk1D2pKam8s6YjzFVCcGrfW3ST53lXH46LkW5qHJzcHe7Ol4lSRJ+zRqycNkqOrRuw+Rpn/PTunW4+AeRczGJkBZPoXJypiAjjcDMLCStGveomlhNRsxWE6nZ+RgMRsJiGvLzyjV07vj4XY+3CsKNlHYs9bASk3cPgLvZIL1ly5b0798fs9lMfHw8LVu2BKBFixZ88803APZg6V7q/7ewm6xQvVPvvfee/d81atRAo9HQp08fxo8fj1artZ/7+eefycvL48CBAwwaNIgpU6bwwQcf3Lb+7du3c+zYMX788ce7btvnn39O7969iYqKQpIkypcvz6uvvnrTNJtC2ZGfn8/HkyZyKj8HOSgA2WZDueRXmkdVYcCbb6P8e/IMbrxB6qkzZzAY8vGICMGQnoGpqBBJY0Ht74vWbKFjSCU8bBLKjEK2qxQU7N6H1tcfhZcX7kEhqFKuUMPNg89GjLCvehw5ZAhLli/ntzVrKLBZUdhkapUvz5tjx+Lv73+fPhlBEIQHU1mOpXr37k337t1p3rz5Hddps9kwm8188cUXtGt3NR3OTz/9REBAABs3bqR9+/bYbDaMRiNz586lUqVKwNUFU3Xq1OHEiRP2VJrXLFiwgJEjR7J06VL7HsSCcKfS09PpO2IE+ubNqV6hPCdX/kZIpwjU/gGkX7yAi7eWwpQMLDZnvGLq0TanAD+9HlWhgb80aopOJSKfuECzZp1Rm/KoWSmM6tWr2+t3L9JgyCvEydX5unsnbzlFv5cH38/uCoIgPHDKcix1zd2MSxUVFfHaa6/RpEkTfvrpJ6xWK1OmTKFjx47s3r0bnU5H7969SUxM5IknnsBsNuPm5sa7777LiBEjUCgcE6Ft2bKF/Px8duzYwZAhQ6hQoQIvvPDCf+q38Gj5cPI41O3q4uZxdbHexYTjuMVUR+XizMkL56hdtTpKxdWxKkmSyPNy56lXenLRyx3357pgs1ow7ZZI3LmKyFotaeBmxUvrhKZWFfYDSo0WQ2YOqJw4n5JGel4uRXlGPp/+FUPeH1iKPReEsk2kzXwAVKxYEUmSOH78+G3LxsbGUlBQwO7du9m4caP9UfoWLVqwc+dOMjMz2blzJ61atbJfU6lSJc6cOXPLlUo3UxzpCf6pQYMGWCwWzp0753A8NDSUqlWr8sILLzBhwgRGjBhxR0/AzZw5k1q1alGnTp27ageAr68vv//+OwUFBZw/f57jx4+j1+sdcp0LZY8sy7w34hMuhgXg17Yl/tWiCIiuiu/jbdhamMunM75yKB8TFUVOUpL9vdlsJj8/H1x0WKxWrIWFaP0CUKi1kJFN2wwbHjaJPJORw05aDIdOojRY8AsOwfXUWZ73CWTuwEHMmz7dYfBToVDQtXNnFkyfzpLpX7H466/55IMPxMSdcGdkqfhfgvAAKcux1IYNG5gyZQoqlQqVSsVrr71GTk4OKpXqpguSAgMDgasb0l/j6+uLj48PFy5csJdRqVT2iTuAKlWqANjLXLNw4UJef/11fvnlF9q0aXNX/REEgFkLFqCuXRsnV1fc/AOo0PhpDv5wgsNzdnNhayo5lw2kb9yLWu9FBz8f/PR6CsxmtmzeSsYvv6E5eJKmdZqjzDpLnXIuDHm/v0P9H8UN4sLP+8i6dMV+zFRoJHFlAi3D6lKhQoX73GPhoSNiKeERV5ZjqWvuZlxqwYIFnDt3jtmzZ1OvXj0aNmzIggULOHv2LEuXLgWuTqBMnDiR/Px8zp8/T0pKCvXr1we4btwpIiKC6OhoevfuzYABAxghsusI/3Dq1CnSXRToPP4/y4bZaELhpAGFBHodV678f4wjI3P2SgqWKhXQVa6EQqNGoVajq1ge11ZNibKm4qVVYDBbOFx49bke2SZjtVqR1Wo0rh5Y1WrU/oH8un07382Zc7+7LDyKRCx1T8STdw8ALy8v2rdvz/Tp03nnnXeuyy+enZ1tz/9dvnx5QkNDWbZsGQkJCfYgKTg4mODgYD799FNMJpPDCqfu3bvzxRdf8NVXXzlsDHyj+v/tv6Yn+LeEhAQUCsUtV2RfWw1us9kcnnD6t/z8fH755RfGjx9/V234NycnJ4KDgzGbzfz2228i1VMZl5CQQLKzGr+gQPsxWZbJys7mik7N7D9XEBkcwpMdO6LRaHihSxfWfvQRrv7+oFBw+fJl8goLMefmYcnJRVKpQKFE5eREbIYJP8CAzKLtW8kxSjj7h+DVtgtZ+7YQVaMGzz75pMNg6o38e5WeINyOTb76Ks76BOFBUpZjqe3btzsMLC1dupSJEyeybds2goODb1hHkyZNADhx4gQhISHA1b1u0tPT7avbmzRpgsViITExkfLlywNw8uRJwHEF/E8//USvXr1YuHAhHTt2vKu+CMI1e44dw6N9e/t7j8AgvOq1JmljPM4166Jys+JqKKD+5YsE+PthkmGt0UqewYw+J58vJ4wlJCTEPsD7b6GhoXz50WR++GUe+9fsACV4aFx5q+PzNGvS7H52VXhIiVhKeNSV5VjqRm43LlVYWIhCoXDYl/7ae5vN5lBWqVTaY7KffvqJRo0a4evre8t7G43Gu+qT8Gg7ceoUBHk7HPMpF0jKpRScI0JROTuRk59PwN/nMjMzMadl4lazDtmFRQAolCpkq4XGWh3lfLyw2GQ2ns0k3SbhrvfAbDahUKmQAEmpxGYxYclJp3zTJizbvZvOjz8usmsI/4mIpe6NmLx7QEyfPp0mTZpQv359Ro0aRY0aNbBYLKxdu5YZM2Zw7Ngxe9nY2Fi++uorKlSo4PDUTYsWLfjyyy/tGwhf06BBAz744AMGDhxIUlISTz/9NEFBQZw+fZqvv/6apk2b3jB4gv+WnmD79u3s3LmT2NhYXF1d2b59OwMGDOCll17C09MTuLppsVqtJjo6Gq1Wy549exg6dCjdunWz50JfsmQJQ4cOvW4F2M8//4zFYuGll1664f0TEhKAq5N8V65cISEhAY1GY58Y2blzJ0lJSdSqVYukpCRGjBiBzWa7o3SdwqPrj/iN6Cv9/+prs8XMkZMnMDupULnqsNWqxLQNS/h5/R9MGTScsLAwRrz1Fh9NncpZlQplWAhWFZgzsjCnZ6DUOyObTTTOsRCGBguwqiAdg6s/vvVjsGRmoPHwROXuy6mDhzh56tRtJ+8EQRCE65XVWOra03DX7NmzB4VC4ZAy8N+xVKVKlejcuTPvvvsu3377LW5ubgwdOpSoqCj7QFubNm2oXbs2vXr1Ytq0adhsNuLi4mjbtq39abwFCxbQs2dPPv/8cxo0aEBKSgpwdRDtRvvECsLN2G5wzEXnhKxQgkJB/qH9tKxUnkr+flisVpZt2UmGQocu10aN0A78NG8lI0a/d8OJu2v8/PwY1Pe9m54XBEEo68pqLHUv41Jt27Zl0KBBxMXF0a9fP2w2GxMmTEClUtljqfT0dH799VdatmyJwWBg9uzZLFq0yGF/yunTp1OuXDn7XoObN29mypQpvPPOO/fcZ+HR4+LsDAbHCexy9WtyfvZv6EKDkK1WlJLE+Z17uHjoCDkF+ZgzsriccBCLnw9aN3eQoL5GR4TFjE2W2XDiEgbvChTuXY8+JBxzQQ5O+qvxu9VsQqWQsWal4RX+ONkKBUv//JPePXuWRvcFoUwTj288ICIjI9m3bx+xsbEMHDiQ6tWr07ZtW9avX8+MGTMcysbGxpKXl2fPK35NixYtyMvLc1jddM3EiRNZsGABO3fupH379lSrVo333nuPGjVq0LOEfvhqtVoWLlxIixYtqFatGmPHjmXAgAF8++239jIqlYqJEydSv359atSowciRI+nbty8zZ860l8nJyeHEiRPX1T9r1iy6dOly09VZMTExxMTEsHfvXhYsWEBMTAyPP/64/bzBYGDYsGFUrVqVp59+muDgYLZu3XrT+oSywfT3aqNrjp8+hc1Lj9bTDaVajUKjwS0yGP2Tjfhg8hj+2raNBb8u4fSZ0yg0VqyJJ8jdtxtNhTAK9x1DcnaiRpaByhYVNmCDVMT53Udxq1b76g0kCZvZjMrdE6VNZuGfq/7TfgCCcCMyUrG/BOFBU1ZjqTtxo1hq7ty5NGjQgI4dO9KiRQvUajWrVq2yD1IpFAqWL1+Oj48PzZs3p2PHjlSpUoWFCxfa6/j222+xWCzExcURGBhof91s8E0QbsZDp8NiMjkc8/PxxpybS/7O3TSv05Aa5QKRZdhT4EyRT2VsRQYkFFSKqEyF0OZMnvCliKGEEiNiKaEsKKux1L2MS0VFRbF8+XIOHjxIo0aNaNasGZcvX2bVqlX29OQAP/zwA3Xr1qVJkyYcOXKE+Ph4e+pMuPqU3dChQ6lVqxZ169Zl+vTpTJw4kVGjRpXI5yE8nOrXq4eUmOxwTKN3JrptY7L/WE/+0UQytu/hYm4W6qZ1cWtQm6CXn8NcOYzM3XsoSk2jXE4eVaxX46TN2ZmcS05FtlrxDAjj8upfsRUVoNRosck2CpLOUnB0NzU7PoYkSTh5eHA5La00ui48QkQsdW8kWfyFc1dyc3Nxd3cnJycHNze321/wL4MHD2bJkiX2tEOC8KDT6/WMGTOG/v37l3ZT7ovV69Yxffdf+NaKpqCwkKMXz6L187Sfz96wlfodm5BrNbF/2XpM+5KQbDLmioGgUmLJyUEdFoK1sBDTuctgNBARGUHnKjFsPpvIiYw83KvXQ+mkw5yViaTTorDKFBxJoFqtajjbrHz2Vh+x92IZ8F9/n9zNPeI2zUCrv7t0MrdizC9ieou3SrTtwqPrv37tjxw5km+//Zakf+w3KggPsm7dupGVlcWaNWtKuykPrPXx8UxbtYqAhg0BkG02jh8+ysHZ8wls+iT+nq409bRyNF/JGYMWkMg9exhOHeflTlcni89e2stHI1+77mlU4dElYimhrPqvX/tTpkxhzJgxZGdnF3/jBKEExMbGEhQUxPz580u7KaVm9oJ5LDl3EL+mtR3StabuPUzqiq2k+3uhqBSJQqVC5eREfl4+ap0WlVJF2p/xRDZoQluNmqM2K1vXrkOfV4ACNX4RVfArV4kjxxIwFOZiyssktEYVqj/+GE6urgBkJCbSJTiYl55/vrS6L5QQEUs9+ETaTEEQhH+Ibd6c7379GVPFSHLz85GcNfZzxrR0VGYDu44fwSTLEOpH7pZDqLx9UCkVqAN8UYUEYjieiNrPF+eoShjPXSDx6ElmpuaCqw+eMU1BtmHJy0U2m5DNJqxmC4rCPMrVrkP6wQPk5+eX4icgPIpkWUIuxs18i7MuQRAEoWwqKCggLy8PDw8PWrVoQcKRI6z6808y0nIwpeaRfuYiamdnKDSSrfdiTYYWsyxhs5mRUKBx8UKr97DXp8CZK1euiMk7oUSIWEoQBEEoTa+88CJOS5z49ZfVmAM9kJRKpMsZNKsczbHq0ez0dkYTFIBSpcZqs6FSqzFbrRRlZaN0csKidmaNQkXWuUQC8KFqtSimTBrByjXr2LEnAWVuCqE1qlGhaXecvbzs95VlGdOJE3R6/fVS7L3wKBCx1L0Rk3eCIJRJO3fv5oclv5Kal4sCqBVZkdde6E5AQABThnzE+xPHkevqjNnfDclipeDEKfITz6CKCUft6obGSYs5PRtdxcqY0tOx5ReAJGFJz8bjiQ4EWGWMCgXZdWtTsDeB7PVbUOsyUDrpcAoIRqFzQh3kj63IQObmdbh6e6FQKiErk5CQkNL+eARBEARBEErE5cuX+XTG15xJTUfh5IxcVEDNCpF069yJJfOWkJdvxmyzEBwcBHp3bEp3ClOTMeucUag1yBYzVkMhLmoPzNL/7wJhoxBvb+9S7JkgCIIgCELJkCSJF7o8w7NPPsWpU6ewWCxERkbi4uJCzGPtUHftgFKlpshooMhowqZQ4GUyIznrOYOVlN270eUbKe8dTu22L5N+5QIbNm7mrd6v8VZv2H/gAMOnT3dIQW7IyyNz507efPppsZ+18NAbP348ixcv5vjx4+h0Oho3bszEiROpXLmyvUzLli0d9iUF6NOnD19//fX9bq6dmLwTBKHMmfPTAn45sAufxnXwcL76yPaBlDR6j/iIaYM+pHz58iz4/H8s+2MFw2d8jqpyOdR6FU6Nq6D09kTprENSSuQnXsI1qiIFZ52QPbSYEi/g3vExvK0ybXONyMAfHjqslStiupQMKgVGZR6G47tRu3lhM5uw5Ofg0qA6hQeOkZeWSiVfH7z+scpJEIqDLF99FWd9giAIgnC3kpOT6TvsE1xjGuEeVAGlSoVG58zx5MvEPvkkrjE10VevgLOkpIVZiWS1svWiDbnIDdkCkgVUSheMkoxss2Gz2ACwWEwo1HlUrVq1lHsoPKpELCUIgiA8CFQqlUOWAVmWyc3Px8VkxohMkcmMTaHA1WqjfSGoZAW/WiXId8XDrQKhgeVRKJT4+oWzadNGXn3lZQBiatZkxvDhzFywgKN79wIQ7OXFkLfeolq1aqXSV+HRUtqx1KZNm4iLi6NevXpYLBY+/PBD2rVrx9GjR3FxcbGX6927t8O+o87OzsXV5Hvy0Eze3cnsqMFgYODAgSxcuBCj0Uj79u356quv8Pf3t5e5cOECb731Fhs3bkSv19OzZ0/Gjx+PSvXQfBSCIPwHSUlJLNq5hYCOrRzyhLsG+OH0eEtGfjmNHz77Ao1GwzNPd+FM0kUWJx/BKSyQoux0VHpnkCSMl1IxX84GHxWm1IsoVP6og4JwKTLQrkhGI0OyAnKMBiRAGxaK6fwFXBrEIJssmFPTUGs1uIWHIRvNmM5ewLBtK8Om/6/UPhvh0SX//SrO+gRBEAThbn3+zXdkaVSc37IQFz8NVpMVU64KQ74CuW4UTlWroFMoaWqW0SokUgsKSC0y4Cz5YrIW4eTkDjaQJCW5F49SwTOCwqJczifvYtgn7zjEdoJQnEQsJQiCIDxI8vLyWPbHSn78eRGZWTkU7jmAtkYVUKtwkiXa5ZjRyZCBzJWkK5Sv1hxbXh6XUlPw9/NDkiSs//plFBoaysjBg0unQ8Ijr6RiqdzcXIfjWq0WrVZ7XflVq1Y5vJ8zZw5+fn7s3buX5s2b2487OzsTEBBQjC39bx6aGas7mR0dMGAAf/zxB4sWLcLd3Z2+ffvSpUsX/vrrLwCsVisdO3YkICCAbdu2kZycTI8ePVCr1YwbN640uycIwn2ycNnvOMdUveHgjtpZR5peQ2JiIhUqVECWZeJefZ2FnTpx+a8DKGqEYc0twpCYgmy0YbXa0Pg6o/erQ8GBk7hEuNHBAM4yZCokNrg5IUsg5+Sg8vSiYOdeChOOoNA5odI7ofV2w5KZjrXQiIfemeED+otUBIJwl7Kzs1myZAlbtmzh/PnzFBYW4uvrS0xMDO3bt6dx48al3URBEAQBMJlMrN68mpD2wVR5Ptoeixlyi1j0wZ/4P9sZjaygkQWckcgDtmuVZFw8gNm1PE6ufkgKFVargYyz+7BcPgOVq6LSJzHx06uZEwRBuHsilhIEQXi4rNu4kS9+XMAlSQvh0ahS0zBeSsWilHCrVpm2hTJuNplc2cZv23egULgiKdVYbDasCgVGoxFZtuDr7VHaXRGE/yw0NNTh/SeffMKIESNue11OTg7AddnP5s+fz7x58wgICKBTp04MHz78tk/flWQspbh9kQfDqlWreOWVV6hWrRo1a9Zkzpw5XLhwgb1/P8qbk5PDrFmzmDp1Kq1ataJOnTrMnj2bbdu2sWPHDgDWrFnD0aNHmTdvHrVq1aJDhw6MHj2a6dOnYzKZbnhfo9FIbm6uw6skvPLKK0iShCRJaDQaKlSowKhRo7BYLADEx8cjSRLZ2dkO76tVq4bVanWoy8PDgzlz5lx3j/Hjx6NUKpk8ebLD8cDAQCZMmOBwbMiQIUiSRHx8vMPxli1b8vLLL/+3zt5CZmYmL774Im5ubnh4ePDaa6+Rn59/y2sMBgNxcXF4e3uj1+vp2rUrqamp15WbM2cONWrUwMnJCT8/P+Li4hzOHzx4kGbNmuHk5ERoaCiTJk0q1r4JD4azly7h4udz0/NWNz2rV6/m3YGDeLJHT14aOJjsfBPKQhvmk2mQp8Q9OgbJpsSaVYDlVCaW05nYLqXyuFqPu00mTyGx2lmBSXn1R6yt0IglIwunyEgMh04i5xdhupBC7tbdyIX5OGs1VHB1p0KFCvfrYxDKGBmp2F+l7fLly7z++usEBgYyZswYioqKqFWrFq1btyYkJISNGzfStm1bqlatys8//1zazRXuAxFLXVVasdSJEyeIjY3F398fJycnIiMjGTZsGGazudj7KDx80tPT+W7mTIyaHHyjfBwWUV3ccxEnT28sGRk0soKbDEXAFsmCTeeMb5umZJ/eQ9quVWTsW0dWQjwuxjzatmvBn2t/YeLkUWLiTihxIpYSsVRZIGKpq0oilpozZ479s/33Ky0tDYCtW7fSpEkTvL290el0REVF8dlnn5VYP4WH05kzZ5i24Bf09Zuh9A1GIYMtpwCNXxCqPCstzqfjY5EpNJlYcvgQFq0eL99KSAoFNrPl7xhMJun8Pl568ZnS7o5QhpRULHXx4kVycnLsr6FDh962LTabjf79+9OkSROqV69uP969e3fmzZvHxo0bGTp0KD/++CMvvfTSTeu5H7HUQ/Pk3b/9e3Z07969mM1m2rRpYy8TFRVFuXLl2L59Ow0bNmT79u1ER0c7pNFs3749b731FkeOHCEmJua6+4wfP56RI0eWcG+ueuyxx5g9ezZGo5GVK1cSFxeHWq2+5RfdmTNnmDt3Lq+++upt6//+++/54IMP+P777xk0aJD9eMuWLYmPj2fIkCH2Yxs3biQ0NJT4+HhatmwJXA1GduzYQc+ePe+9k7fx4osvkpyczNq1azGbzbz66qu88cYbLFiw4KbX3O6JS4CpU6fy6aefMnnyZBo0aEBBQQHnzp2zn8/NzaVdu3a0adOGr7/+mkOHDtGrVy88PDx44403Sqy/wv0X6OvLwawc9P+awJOBi5cucWpvAseyrWgCQ5DzDLhZJXS+fphN+WDJwVZoIG3ZGiy5RXg2bopzRCQKSaJZ9RoEqJQUyTZWu2oplG3IBYXYcvNRObuRs2cNnh0fRxMYgKQBp8hwZKuNnLUbCatZk5jQMPHUnSDchZiYGHr27MnevXtvusdRUVERv//+O9OmTePixYu8//7797mVwv0mYqnSi6XUajU9evSgdu3aeHh4cODAAXr37o3NZhMZLsowk8nE2KlT2X/xIpcUYK1Uh78WJaLXmajcoTyX96dwbMkZlK5BtFD54CNJGK1WtillcnNykJUq1HpXFGo1FX3rodW6cDltNzE1KzF14iiUSmVpd1EQHloilhJuRMRSJRNLdevWjccee8zhmldeeQWDwYCfnx8ALi4u9O3blxo1auDi4sLWrVvp06cPLi4uYlyqjJNlmdTUVKxWKzPnzcczph6Xr6SDVSZl1w7KNXuGlCNbaV03ijAPN8zAGouVPIUK45kTuPrWwGIoApsNU34WF89u5/H29ald+/pxcEF42Li5ueHm5nZX18TFxXH48GG2bt3qcPyfP2ujo6MJDAykdevWJCYm3nCx4P2IpR7KybsbzY6mpKSg0Wjw8PBwKOvv709KSoq9zD8n7q6dv3buRoYOHcp7771nf5+bm3vd45jFRavV2nOqvvXWWyxZsoRly5bdMkjq168fn3zyCd27d79hPtdrNm3aRFFREaNGjWLu3Lls27bN/shmbGwsAwcOxGKxoFKpyMvLY//+/Xz22WcsWrTIXsf27dsxGo3ExsYWU48dHTt2jFWrVrF7927q1q0LwJdffsnjjz/OlClTCAoKuu6aa09cLliwgFatWgEwe/ZsqlSpwo4dO2jYsCFZWVkMGzaM5cuX07p1a/u1NWrUsP97/vz5mEwmvv/+ezQaDdWqVSMhIYGpU6eKIOkR0+2JJ9n+3Zfo2zZzOH7h0kVSsvOwZBXi36wD2r8fiS5KTabo4hYsBiMFGanYVD7oq9VB6e6B6fIlLv80H72rF1L9Wpjd9Py8ehW5FSNQB/ojSUokC+Tv2opCoUHl5gqyFeOFcxAZjlKWCGjRnLQVq/lw1ZpS+DSEMkOWkOViXOFdnHXdo6NHj+Lt7X3LMjqdjhdeeIEXXniBjIyM+9QyoTSJWKr0YqnIyEgiIyPt78PCwoiPj2fLli0l0lfh4fDxxImcdtHj36YtWaeO4eRuxmgJo/DCZTZP2YKLfwVcwqpjysxHJSmwyjJ/7DrIxUuXcC1XHqvZQGHmZeScdGTPc/gG+PPRJyNpFRuLQvHQJJERHgUilhKxVBkhYqmSiaV0Oh06nc5+zZUrV9iwYQOzZs2yH4uJiXF4qCA8PJzFixezZcsWMS5Vhq2Pj+f733+mwEWDpFKSEL+diJjGWNz8yDp5DM8KMai0zoTWao3GchmrzcbKhGMkZeVhzs0g8MWXMV68wJl1i5EKi3isVTNGfjzkppmfkpKSuHTpEm5ubkRFRYn9hIXi84DEUn379mXFihVs3ryZkJCQW5Zt0KABAKdPn77h5N39iKUeyr94rs2OLly4sMTvpdVq7TO49zKT+1/odLqbpvO8pn///v/H3n2HV1Hlfxx/z9ze03slQELvVVoAAXvBrmtZ1NW1rHUV18aua1/LuirrilhW7GJBaYL0Ir3XUNJ7bm6vM78/kPzMUkUgAc7reeZ5zMzcmXNGknwyZ+Z7iEQivPbaa4fdb9KkSVx99dXodDquvvrqZgGhsLAQj8fDihUrAFi4cCHt27dn7NixLF++nEAgAOx7fUO4zgABAABJREFU6iknJ4ecnJxDnqdTp05YrdZDLuecc84hP7t06VJiYmKaAhLAyJEjkWWZ5cuXH/QzR3rjEmD27NkoikJZWRkdOnQgIyODK664gpKSkmbnHjJkCHq9vmnd6NGj2bZtGw0NDYdss3Dqadu2LYPS21D90xqUn0t7RKJRKsoq8S9egy2zXdPAHYApORUSEnHVVJJw/mU4evVGn5SCxmTBkJpB4tkXEEHDwjo9P9bJBGPbEN61F//q9fjXbsQ1fyHG+Aw0ZjOSokIwiFZSUCtqiItCu+Q08vv2xe12t9QlEYRT0i8D0v7fU0e7v3DmEFnq5GWp/7Vz505mzJjB0KFDD7mPcHorKSlhc20dsbm5AJiMZvyeAGo4iikxCa9Th3NPPb49ZahVTmZ+u5zPv5jN3m27SOxWiK1NR2I79CaxTX/6DD2bf7w8gU8//YCRI0aIgTtBOA5ElhKOhshSxydL/a/3338fs9nMZZcdumzhmjVrWLJkichSZ7Cvvp/Gy7O/wHTxYJLOGUji2f2Iu3I4VWY/NZtW4q+pxhCz781NVdawym1lXqlKwNyG+JxeGCzxuJYvJ7B+M47UDC67dAz/fe8/Bx24q66u5vbxD3L7v57jqUXTePjzyVx1920sXLL4gH0F4VSkqip33nknU6dOZe7cueT+/DfK4axduxbYV9r5YE5Gljrl3rw71OhoSkoKoVAIp9PZ7O27qqqqpqeGUlJS+Omnn5odb38N6v37tAaqqjJnzhxmzpzJXXfdddh9zWYzTzzxBI888gi33HLLQcvuuVwuPv/886bQcN111zF48GBeffVVrFYr7dq1Iz09nXnz5jFgwADmzZvH0KFDSUlJaQobhYWFzJs374hPN33//feHndvkl08a/a/KysqmcgH7abVa4uLiDvlm5NG8cblr166mkk2vvvoqDoeDRx99lLPPPpv169ej1+uprKw84Jv2l29lxsbGHrLdwqnnobvu5qvvpvHJt9/j18vUV9cQrGqg15iLKKprPlirRKM07N2LqaATupg4ogE/sl5PxOMhxR6HU6NDl5qM39OAKymfuI59ia7zI3VIw5LbDjUapfbzLzC1zSdcW49v6zayhvUmwZpEdmYWAHVm0xFr6AvCb6Gq+5bjebzWJCkpiUsvvZRrr72WEeKmroDIUr90srLUfgMHDmT16tUEg0FuvfVW/vrXvx62v8Lp68dFi9D+4uaqrMp4Kn3EZMbSsGMHqqInSevATB5mWyyqGkVRVTTBIsoXziRpwEj0so7ctCzatW3D65M+YED//uIJcKFFiCwlnGlElvp/xyNL/a9JkyZxzTXXHLQtGRkZ1NTUEIlEePLJJ7n55psP2V7h9BUKhXj3+69IvXJks+wTY7PRWGCnsbKOyF4/Dm0UV1QDSOhsDmrKSzDa45ElCMl6kgyJ6LKT6Zps4pXnnzlojnK73dz510fRn92H5Nj///5VIlGe+fwD9Do9/fr0ORndFk5jLZ2l7rjjDqZMmcLXX3+NzWZr+vnscDgwmUwUFRUxZcoUzj33XOLj41m/fj333nsvQ4YMaVZx5lBOVJY6ZRLZkUZHe/XqhU6nY86cOU3rtm3bRnFxMQMGDABgwIABbNiwoWkyWNj3JLHdbj9kXdKTadq0aVitVoxGI+eccw5XXnklTz755BE/N27cOOLj43nuuecOuv2jjz4iLy+Pbt26AdC9e3eys7ObTZS4v7440Kye+NChQ5k3bx5+v5/ly5cfMSRlZ2fTtm3bQy7p6elHvhDHmaIohMNh/vnPfzJ69Gj69+/PRx99xI4dO/jxxx9PenuElidJEpecfwEfvfYGHz31Ag9fcyOdziokLj2j2Q9FRVGoLy8jEvBjzMpG0uqQNFqiAT9tjQbO0wTooQYwpKYTDrh+/lAUe2YHInvKUVWFaMCHJiEWfWIivk1bULw+HMZYsn9Rfletbzho+Q1BOF7UE7C0Ju+99x5er5eLLrqI9PR07rnnHlauXNnSzRJagMhSJ8avyVKffPIJq1evZsqUKXz33Xe8+OKLJ729QusQikTQaPc9K6qiUlvbgCZkxl3hxlNUQn5qBmPP60+3ngkggaooaDRaEhIKiFdT8JftJSM1mXbt2yJrNAR1NoqKilq4V8KZSmQp4UwhstSJt3TpUrZs2cK4ceMOun3hwoWsXLmSiRMn8sorr/DRRx+d5BYKLU1RFP773/9SbddSX1+PoihN2zLT0oi6GzF3bUublDgG2d10NfuQUAm7nNjtsWhCXkxSBMldTX6slgeuPodXnn8Grfbg7/B8Me0bIt3zMP1i4A5A1mpIOXcwb378wQntr3BmaOks9eabb9LY2MiwYcNITU1tWvb/HtLr9fzwww+MGjWKgoIC7r//fsaOHcu33357VMc/UVnqlHnz7kijow6Hg3HjxnHfffcRFxeH3W7nrrvuYsCAAfTv3x+AUaNG0bFjR373u9/x/PPPU1lZyaOPPsodd9xx2LrcJ0thYSFvvvkmer2etLS0Q/5Q/V9arZa///3v3Hjjjdx5550HbJ80aRKbNm1qdjxFUXjnnXeawkJhYSF/+tOfqKurY82aNU2v5Q8dOpR///vfDBkyhFAo1FS/+1A6derE3r17D7l98ODBTJ8+/aDbUlJSmg2sAkQiEerr6w/5ZuTRvHG5/9XWXw7QJiYmkpCQQHFxcdNx9r+F+ctj7N8mnJ4kScJsNtO1Sxek6bMBSIyLpdrnRW+24G90IutMRP3efTeVIhFkvYHkoJdBxn0/M2RAiUaQZA1qVEENR9BZ7ES3OwlWlCHpdWisVpxzfkCns6JxGGib2wbY97RTY1kZ3bNzsFgsLXQVBOHUd8kll3DJJZfgdrv5/PPP+eijj+jfvz9t2rThuuuu4/HHH2/pJgonichSLZel9ts/N3THjh2JRqPceuut3H///Wg0mkP2STi1RaNRvvpuGlPnzsKnRtAoKkO796ZXxy5889VX7PV42DlnMd7KWiS9AUP7tsRHDYwa3B1JkpAklf25iJ+fBk+IbU9p9Sratv3/eRQlnVFUKhCEE0RkKWE/kaVOTJb6pbfffpvu3bvTq1evgx5v/8sKXbp0oaqqiieffJKrr776kP0RTi+bt2xhwsuvstfZSEP7GPw1dUilZWSlpZCUmITeYKBj2zzK1m5lUI8uyJKEFAkRqHJiNhjISkskKSmRqp3ruOsvD3Dl5WOPeM45K5YRd9Ggg27T6HXU61Rqa2tJSEg43t0VhJNGPcKrepmZmcyfP/+Yj3+istQpM3j35ptvAjQ9ebPf5MmTufHGGwF4+eWXkWWZsWPHEgwGGT16NG+88UbTvhqNhmnTpnH77bczYMAALBYLN9xwQ6sp52OxWA45YeiRXH755bzwwgtMmDCh2foNGzawcuVK5s2bR1xcXNP6+vp6hg0bxtatWykoKKCwsBCv18tLL71Eu3btmsoEDBkyhHHjxjF9+vSmMgaH81vKEwwYMACn08mqVauaQszcuXNRFKVpgsj/9cs3LseO3fcL6X/fuDzrrLOa1u8vtVpfX09tbS3Z2dlN5/7LX/5COBxGp9MB+97KzM/PFyUzzwCZmZlkmo001NWSnpZGw5atBFUVr7MRz66dRD0+Art2YUzNJE6JMNJuQSPBHlXDKgwE9+zGHt8GNRxG0miIBnxo4+IxJmdCNEKgcTNGUxwxGR1xVq8nEokiqSr1W7aSUFPHn//+dEtfAuFMcDwnBm6lbDYbN910EzfddBObN2/m2muvZcKECeKG0xlEZKmWy1IHs/+NPUVRxODdaUpRFMb//a9ssykkXHQWJq2GYDDAf39ayyvv/Ifa7eXEWHJJs+Wj17QhHAoQ3F7F2WN6o9VoqK1S2LH556fJJQlVVZEkCVmSUSPN/8COehuOOKm8IJxQIksJZwCRpU5MltrP4/Hw6aef8swzzxy2D/spikIwGDyqfYVTX0VFBQ+/+DL69h3wLllE3ZxVeDNKkDQyZbWLsZot2GKt5PfvxqCgBZ1WQpJliraup0O7ntjikwn4PJSvm8fgHh244rJLj+q8iqQetiy5ZNCLf4fC8SGy1K92ygzeHWl0FMBoNPL666/z+uuvH3Kf7Oxsvv/+++PZtFbj2WefZfTo0c3WTZo0ib59+zJkyJAD9u/Tpw+TJk3ihRdeoE2bNmRlZfHaa69x7bXXNu2TmZlJWloab7311lE96XO4GzhH0qFDB8aMGcMtt9zCxIkTCYfD3HnnnVx11VVNJQXLysoYMWIE77//Pn379j2qNy7bt2/PRRddxJ/+9Cfeeust7HY748ePbwqHANdccw0TJkxg3LhxPPTQQ2zcuJFXX32Vl19++Zj7I5xa/jb+If706GPU2uPJTEtn5ZKl1G9Yj0ZrxpKaS6iyCl1lKcNT4tFJUB6OsljREqguJlpdjxyTh4qKGonQuGcjpi7tkICw2024vJLY5HYYZAltgxNl3kJMej23jRzJyMLhzeYKEoTT0Ztvvsmbb77Jnj17gH1Pwz7++ONNk8UHAgHuv/9+Pv7442YP3+yfe/RoBQIBvvnmG6ZMmcKMGTNITk7mwQcfPN7dEU5jIksde5b68MMP0el0dOnSBYPBwMqVKxk/fjxXXnll04NRwuln9ty5bDOFSeq9rwxaeUU5O4r2EI2quNPjsa8PkiqloSoBgoofk1nHkHM6YzToqKioZ9tqI6qkQZL3LWokDBodkYAXrdncdB53Qy05iXbxxLcgnGAiSwm/lchSB89S+33yySdEIhGuu+66A879+uuvk5WVRUFBAQALFizgxRdf5O677z7m/ginlnc/+phyrw/P6jVYu/cjpjID58Z1WDPyic3viiHWhsHlJmOPG53ZSKPHS22Dh6f/8gCVVVVs27mLhNRYzrvzkabKGUcjKyGZ4jon5viYA7apqgq1rgPmghQE4eCOd5Y6Zea8E45s+PDhDB8+nEgkAuyb3PS///1v05M//2vs2LG8//77TU8kFRYW4na7D3i7cejQobjd7iPWFT8ePvzwQwoKChgxYgTnnnsugwYN4q233mraHg6H2bZtGz6fr2ndyy+/zPnnn8/YsWMZMmQIKSkpfPnll82O+/7779OvXz/OO+88hg4dik6nY8aMGU03kxwOB7NmzWL37t306tWL+++/n8cff5xbb731hPdZaB1iYmKY9MrLXNOzM8v//RrezVtJ6DiA2PY9iOvaH7stljE2IyYJakNhphdXUDVrGr6160ntey5akw3F5aZx1wYCihtFjuLesIb6qV+RmN6ZjI59CDlLuficUXzw6j9564UXOXf0GDFwJ5wUiiod9+XXyMjI4Nlnn2XVqlWsXLmS4cOHc9FFF7Fp0yYA7r33Xr799ls+++wz5s+fT3l5OZdeenRPCQLMnDmTG264geTkZG6//XaSk5OZNWsWe/fu5dlnn/1VbRXObCJLHXuW0mq1PPfcc/Tt25euXbsyYcIE7rzzTt5+++0T3meh5Xw26zvienQAwO1ysW37LrSyBSkC2j1eUm3t0URA51GwYaTPORkYrTo8dQG++Pwbgn4PUlRBCQUhEkFSVSLeRhoDZaR06ogSjVK1exuh3at59M/3tXBvhTNZS2epE01kKeF4EVnq0FkK9g1kXnrppc3Ka+6nKArjx4+ne/fu9O7dm9dff53nnnuu1VQLE068WfMX4tWbie8zEIPNjn/nTuK7DMKa0w5J1hMuq2aATYPdbMTp8zO71smymlpuvOcB4mNjefj+e7j59zf8qoE7gN9fdhXORWsO+uJM/eadjOjZRzyMJ/xmIksdG0k9mlfahCYulwuHw0FjYyN2u/1Xf/6hhx5i6tSpbN++/QS0ThCOP6vVylNPPcU999zT0k05oaqqqvjHxH/zw4qV7C0uw5JegKdsD7LBiL1tJ9rE2hicrMfp9vLuJ58Sscdhb9uRiMuN6vcjSTIhXyPhaICo343BHENa2x4k5nZCCYeo2bYCBx6+eOc/ouSTAPz23ye/5hzjfvgPeov5yB84SiGvj0kjb/lNbY+Li+OFF17gsssuIzExkSlTpnDZZZcBsHXrVjp06MDSpUsPeFr1YMxmM+effz7XXnst5557rvjDopX7rf/2J0yYwFtvvUVZWdkJaJ0gHH9XXnklDQ0NzJo1q6Wbctxdfd8dWC/Z9ybF6rVr8XlVouEQetVEw6c/klmThjlsQScbiG9jov05sYS8UdZ9XsmK8tlEjTK5iQOw2lIBBTXkx+UrpSq4jUGjhmKzWhhdOITzzx2D2Xz8fo8Jp4czPUsdTyJLnVp+67/9F198kaeeegqn03n8GycIJ0BhYSFpaWl8+OGHLd2UE6p9/7OIv+gqZJ2OkNtF1fKfiO8+iGgkQjQSJs5Ty/AMOyEkZtaEqdi9kYSBZ6E6G4gumsemJQuR5WN7T+fLb79h0g/TsPTtiD0jlaDLg3P1FvJVE88++sRRz38pnFpEljp+TlSWEt95giCc0VwuF5P/+wGvfjgF28DBuFLT8a1ej6LsxJbbAUmrw7VjA8tqyvH1649HZ0WKT0NWI/iqi5H1RhRdBFnWYi3oid4Wi2fjOgJ7tuLduYZQxQ50MvTq2J5nHv+HGLgTWob683I8j8e+759fMhgMGAyGw340Go3y2Wef4fV6GTBgAKtWrSIcDjNy5MimfQoKCsjKyjrqwbuqqipsNtuv74cgCILwm5g0WqLhCBqdFrfLi8mYhNdfvW8O4GgIKayil40A1O8KsO37evzOMBEvWHR2zGkyTv9m6qu3YtAakbUSMclmPnzmLQqHD2vZzgnCL52gLNVaiCwlCILQ8nQmE+rPc8+FXY3o7HH7fl2oKmokSkVIYpHfQEjSELHaUHwBUGQUqwNvQgLTp0/nvPPOO6ZzX3rBhQzo3YePv/mKbdNXkOhwcP9F19GtW7fDzocnCEdNZKljIgbvBEE4I9XX1zPp/Q/49ycf4wz4iRs5Ck8kSuXMmcR26kNMh15IEkjBAIbYRCRZw7Y1C0joNxxHlz6glXFuW4194AAkvZ6ox4t7xTLkdl2RNBpsCfF89e83m2rex8bGtnSXhTOYioTK8Qvc+4+VmZnZbP0TTzzBk08+edDPbNiwgQEDBhAIBLBarUydOpWOHTuydu1a9Hr9AaVjkpOTqaysPKr22Gw2ioqKmDx5MkVFRbz66qskJSUxffp0srKy6NSp06/uoyAIgnBkFw8fxaT1y0nq1QlUlWg0TDQSRlFDhExRIkoAjUEiElZAgvq9QUAlooZRVZXePXrz50fv5aup39PY0Ejnrh248KLzDlpOTBBa0onKUq2FyFKCIAgtLys1hSpnA8aERDRGI0GXE1MggF7WEg5H0VgsVIQlJElFjfqR9XokSUar0SNn5vDtDz8c8+AdQGpqKvf+4fbj2CNB+H8iSx1blhJz3gmCcMZZvmIFN/75Yd7buh3H5VdCbAIhSU/V/PkYHAnEdOqDrNfR3aIwMl7FHhODzubAlp2Pp3gHklaDPjkVR343fLt2IGlltDF2HIOG4NmxEX9FCUYtdOnShezsbDFwJ5y2SkpKaGxsbFrGjx9/yH3z8/NZu3Yty5cv5/bbb+eGG25g8+bNx6Ud8+fPp0uXLixfvpwvv/wSj8cDwLp163jiiSeOyzkEQRCEA5179mgyqwOUr96EJKn4XLXIyEQbPYTLa0nra6bzFfEY7BqQJZBAQaE4uIk4axY/rV9DTk4Of3n0QZ7/x1Ncf8O1YuBOEFqAyFKCIAgt76wePUgy6AjWVhNGIlBfTYEhykibD4scQZIkNLIOVHAVbcTapm3TZyUVysoqWrD1gnBmO1FZSgzeCYJwWgiHw8yaM4cHJjzJvY8/zjfff08gEDhgP5fLxVNv/htL/7PQpqfjq61DkWRUIFxehiWrHZIs014Xor0hTKxeJkGngiRhTs0mUFGMxmEHNYohPZNwdQ2qpKLKIBv0SGYjUV8jowacJWqCC62Gqh7/BcButzdbDlcyU6/X07ZtW3r16sUzzzxDt27dePXVV0lJSSEUCh0w50ZVVRUpKSlH1b+HH36Yp556itmzZ6PX65vWDx8+nGXLlv3q6yUIgiAcHafTiVrlp/b9hVS/MxP/tNU0fjafhilz6NumMz3P6ow5Tk8osZqa4F7K/NvZ6VtFsr0NIclLzNAufDdrZrNjqqrKjh07WL9+vZiPSWg1TlSWai1ElhIEQWhZiqLQvSCf4h9moAmGCTsb6dO7H13MESyySrIcIer1okQi+CuK8TsrMaZl/PzZCOGKMuLNLT/vlyAcishSx0bcWRYE4ZRXXV3NPU8+iTctBUd+e2SNzDvr1vD+11/x0l8eJSMjg59WrGDe8mWsXb8Bn82OJhgiCriravDv2km40Yms04Oqkq0N080YAmC1U6FU1oEEqiShqiqy0YAajRKtaSRcVU3j0qVEvR60NjvoNCTF2Hjm8cdb9qIIQiunKArBYJBevXqh0+mYM2cOY8eOBWDbtm0UFxczYMCAozrWhg0bmDJlygHrk5KSqK2tPa7tFgRBEPaprq7m8guuJlIvo0QiGCsVTPjRKlHSOiQxeFQ/ADYu2Y1rh0yUCFZTPCm6toTx0WCqodfFt/DDnCVcccmlAMyZN4+Jn35EIMEOBj1yTQMdE1N55O57xHxcgnACiSwlCILQMlRVZd26dTz5+NNE/WaG5IxmycKFWBMN9O3XDYCV6zewetd69LE6fLuihCNmzO17AyqRUJBgQzWG4mp6jRjRsp0RhDPYicpSYvDuFDZv3jwKCwtpaGg46vIyN954I06nk6+++uqg25988km++uor1q5de9zaKQgnkqqqPPT035H69yHxF98HCZ06EsrJ5u7HHsNmt+GMdWDJy2VbSjze6nqi339DMCGZhhVLcZw9Eq3DjmfVGpLlIH3M+wbutgW1bGlwo49TAYlgTTna2FiUQBAlEEDVyRhyc3AMHICKSrC0GNfCRdx/1504HI6WuSCC0AqNHz+ec845h6ysLNxuN1OmTGHevHnMnDkTh8PBuHHjuO+++5rmiLzrrrsYMGAA/fv3P6rjx8TEUFFRQW5ubrP1a9asIT09/UR0SThNiCwlCMdm4fxF3Hf7w0RqzOglC0pYh11ORFVVOrbtSq8LcpEkiT2b6ti+tga3Uo1VisHlr6EuUobX4KTvX25Co9OhqAqwb+DuH9M+J/mi4dg1mqZzFVVUcddjj/CfF15Cp9O1VJcF4bQmspRwrESWEoRjt2XrVv725its8tTizzITrXWyYu0nFNjbM6hXPrIksWNPGdUZAfpfOpJoKEQo5CGiymyftprGkB9dBAzF1eQlZ3Pp2AtbukuCcMY6UVlKlM1sBSZOnIjNZiMSiTSt83g86HQ6hg0b1mzfefPmIUkSRUVFDBw4kIqKilNmkGDdunVceOGFJCUlYTQaycnJ4corr6S6urqlm3bcPfnkk0iS1GwpKCho2r5nz54Dtu9fPvvss0Me91CfeeGFF5r2ufDCC8nKysJoNJKamsrvfvc7ysvLm7YHAgFuvPFGunTpglar5eKLLz4h1+Bk2bx5M3UmI6aD/KGgM5tZW7yH2na5JPXtjSU+HnNcPNZuXQjnZVLz4yzsw4aitdmIBvxk5Odxbo+OyBLsCcqsC2iR9TqiAT/RUJDG7WsxZ+QSdTWijY3DvX0D1i4dkXRaNHod5tw8LDm55Ldvf/IvhCC0YtXV1Vx//fXk5+czYsQIVqxYwcyZMzn77LMBePnllzn//PMZO3YsQ4YMISUlhS+//PKoj3/VVVfx0EMPUVlZiSRJKIrC4sWLeeCBB7j++utPVLeEVkRkqTMvSwFUVlbyu9/9jpSUFCwWCz179uSLL7447HEXLFjABRdcQFpaGpIkHfLG4ZYtW7jwwgtxOBxYLBb69OlDcXFx0/Y//OEP5OXlYTKZSExM5KKLLmLr1q2/ud+tRTAYZNbsGbz93kS++uZLXC5X07a9e/dyx+8fRONJx5yQjjY1HnNmOvEJeSSlJdHtomxkrUzNTg8LZy/HZIojJaELWrudBm0dwewIA575A/HtcmnYsZuBXXugqioTP/2I5LMHI/9i4A7AlppMXVocPy5YcLIvgyCcMUSWOnpH+j2iqiqPP/44qampmEwmRo4cyY4dO5rtU19fz7XXXovdbicmJoZx48Y1zY3TUkSWElnqaLOU2+3mnnvuITs7G5PJxMCBA1mxYkWzfY5072r/v6GDLf97rNNVWVkZD/3rBSKFnfG1SUGbnYa2Rz6ZV/djwIi26HRaaupcbApuJ61XBpJGi95qwWSNx6w10GFMNrqd6+gTSadHZhdGjO4nHrYQhBZ0orKUGLxrBQoLC/F4PKxcubJp3cKFC0lJSWH58uXN5u368ccfycrKIi8vD71eT0pKCpIktUSzDykcDh+wrqamhhEjRhAXF8fMmTPZsmULkydPJi0tDa/Xe1LbcrJ06tSJioqKpmXRokVN2zIzM5ttq6ioYMKECVitVs4555xDHvN/P/POO+8gSVJTqTnY9+/p008/Zdu2bXzxxRcUFRVx2WWXNW2PRqOYTCbuvvtuRo4ceWI6fxKt2bgBberB58Wq27UbTZtcArKMoijs2LmT0spyKnZsJyrpMObkYIxPxhiTjCkumWFxCei0WnaXV/DV9GlULJiGu2QHzi2rKJv5EfqUdNRImLC7kdols9FlpaJLSECSJVRFIVJXS26fvnz+/fSTfBUE4fBUVTruy68xadIk9uzZQzAYpLq6mh9++KFp4A7AaDTy+uuvU19fj9fr5csvvzzq+e4Ann76aQoKCsjMzMTj8dCxY0eGDBnCwIEDefTRR39VW4VTk8hSZ16WArj++uvZtm0b33zzDRs2bODSSy/liiuuYM2aNYc8ptfrpVu3brz++uuH3KeoqIhBgwZRUFDAvHnzWL9+PY899hhGo7Fpn169ejF58mS2bNnCzJkzUVWVUaNGEY1Gf3vHW9iSZUu4ffz1LK79DG/uFjZFZ3D/07fy6ZcfA3DfPQ9jCCehS45DthnRGoxoTEb0KXH0HtMZvUFLY1mAnbMb0Sl6FBRUhwFTZjaJmZ1of9kIYrLTiQSCKGu2M/aCCykqKiKYYD9g4G6/uM75fD139sm8DILQTEtnqRNNZKmjd6TfI88//zz//Oc/mThxIsuXL8disTB69OhmWeTaa69l06ZNzJ49m2nTprFgwQJuvfXWk9WFgxJZSmSpo81SN998M7Nnz+aDDz5gw4YNjBo1ipEjR1JWVta0z5HuXe0f9P3lcvPNN5Obm0vv3r1PzMVoZf7z8X8xDevK9j3FGMzxSLIBg66RQaYEjDoDjb4aflgyldzCDDRSFBQFVNDotYQiXuwWC0md4vFH9nDZNYP50z13tHSXBOGwRJY6NmLwrhXIz88nNTWVefPmNa2bN28eF110Ebm5uc0mNdxfkmD/f0uS1DSR+7vvvktMTAwzZ86kQ4cOWK1WxowZQ0VFxSHPvWLFChITE3nuuecOuc/bb79Nhw4dMBqNFBQU8MYbbzRt2/8G2SeffMLQoUMxGo18+OGHBxxj8eLFNDY28vbbb9OjRw9yc3MpLCzk5ZdfbvY66aZNmzj//POx2+3YbDYGDx5MUVERsG9+pL/+9a9kZGRgMBjo3r07M2bMOKq2HK4PJ4pWqyUlJaVpSUhIaNqm0WiabUtJSWHq1KlcccUVWK3WQx7zfz/z9ddfU1hYSJs2bZr2uffee+nfvz/Z2dkMHDiQhx9+mGXLljUFRovFwptvvsktt9zyq26Ot1Zmo4noIcJwzZ496DMzkCSJn1avZndtDYrdgs5sRYqo6NPTUJUIkizjLytm6tLl7PD4WZaQQcywkVh79CQYcuGp2Y2KG9f2ddQunEFj8QYs/buhT4gjXF9PuK6OaKMTNRwiJSUVbzBw0PYIgnBi6PV6/vOf/1BUVMS0adP473//y9atW/nggw/QHOJGsHB6EVnqzMtSAEuWLOGuu+6ib9++tGnThkcffZSYmBhWrVp1yGOec845PPXUU1xyySWH3Ocvf/kL5557Ls8//zw9evQgLy+v6Sn9/W699VaGDBlCTk4OPXv25KmnnqKkpIQ9e/b85n63pN27dzP521cYeUc+HQdmkZIdR9ue6Yy4rYDFu79lzo9zWLF8DXp7HBqNFgkJCRlUQIXN63wUbS1l4TcbCIYDWGQHwZAHxR1A9fpQ1RBqJELt6k24v5nHs396EIfDgd/vB4P+kO3S6vUEQqGTdyEE4QwjstTRO9zvEVVVeeWVV3j00Ue56KKL6Nq1K++//z7l5eVNb+ht2bKFGTNm8Pbbb9OvXz8GDRrEa6+9xscff9ysYs7JJrKUyFJHk6X8fj9ffPEFzz//PEOGDKFt27Y8+eSTtG3bljfffLNpvyPdu9o/6Lt/iY+P5+uvv+amm25qdQPBx4uqqixavJix111Pl8Jh/HPyJH765BsalqymduFyGrdsICE2yq4sN7UxAZaXLycx3Y+k86CqHiIBNwFfI0F/PZaUGDJz0ug8oIC/PHYfl1x60Wl73QThVHGispQYvGslCgsL+fHHH5u+/vHHHxk2bBhDhw5tWu/3+1m+fHlTSDoYn8/Hiy++yAcffMCCBQsoLi7mgQceOOi+c+fO5eyzz+bvf/87Dz300EH3+fDDD3n88cf5+9//zpYtW3j66ad57LHHeO+995rt9/DDD/OnP/2JLVu2MHr06AOOk5KSQiQSYerUqaiqetBzlZWVMWTIEAwGA3PnzmXVqlX8/ve/byrb8Oqrr/KPf/yDF198kfXr1zN69GguvPDCA0pQ/G9bjrYPv/T0009jtVoPu/yydNLB7Nixg7S0NNq0acO111572P1XrVrF2rVrGTdu3GGP+UtVVVV89913h/1MfX09H374IQMHDjxt5wgZctZZsPfg11aSZRSvl3AwiDscAoOe4K5SCESRDAYiDU5UVSUc8OHdsBFNx+4s1VlQjGZ0sbHoE5OIHTAYY0YmCUMGg6yiM5lRFQVDjANTRiKm1Fj08TY0soQtOZmSkr3EWm0n+SoIggCQlZXFueeeyxVXXEG7du1aujnCSSay1JmXpQYOHMgnn3xCfX09iqLw8ccfEwgEDijv9WsoisJ3331H+/btGT16NElJSfTr1++Q5TVh31sYkydPJjc3l8zMzGM+d2vw4Rfv0uviLDxOP0XryyjbWYOiKNSUOnF6vTw04XHcHjdas4X//1NSbSp1FQoqLFyyiQAKIW0Yb7QRjc1CfHomNr0ZQpUMd6Txx66D+PiVN+jwc/murKwspOr6Q7bLVVZBQU7uIbcLgnB8iCz12+zevZvKyspmFW4cDgf9+vVj6dKlACxdupSYmJhmbxeNHDkSWZZZvnz5QY8bDAZxuVzNlhNBZCmRpY6UpSKRCNFotFk1AgCTyXTAW337Hc29q2+++Ya6ujpuuummw/bnVKWqKo/97Smufegh1seaCLVLIqOjnn696hjWu4Iu2WVoSzezdeoG9izdwa5MNxE5SlqqHocpQGJaEFnbiGzXEpuXgc5sQpZlovURkpOTW7p7giD8wvHOUtrj0CbhOCgsLOSee+4hEong9/tZs2YNQ4cOJRwOM3HiRGBfyAsGg4cNSfv3z8vLA+DOO+/kr3/96wH7TZ06leuvv563336bK6+88pDHe+KJJ/jHP/7BpZdeCkBubi6bN2/m3//+NzfccEPTfvfcc0/TPgfTv39/HnnkEa655hpuu+02+vbty/Dhw7n++uubftG8/vrrOBwOPv7446aBpva/mDvsxRdf5KGHHuKqq64C4LnnnuPHH3/klVdeaVay4n/bcrR9+KXbbruNK6644pD9AUhLSzvktn79+vHuu++Sn5/fVBJz8ODBbNy4EZvtwIGdSZMm0aFDBwYOHHjYc/7Se++9h81mO+h1f+ihh/jXv/6Fz+ejf//+TJs27aiPe6pJSEigf5s8ftqylfgOzeu3Wywm6rfvoFKrwbtpG1KpE73Rgad+M9FoEFmjYXibBtZu347LYkfWGVACAaIeD7LJjMZkhmgEe6duuNcuR9YaUCIhLEmpaN1+or4Qqqqi1euxJSej0euoWb6cy++7r4WuhiAc3PEuKdAayhPc9yu+z1566aUT2BKhtRBZ6szLUp9++ilXXnkl8fHxaLVazGYzU6dOpW3btoc97+FUV1fj8Xh49tlneeqpp3juueeYMWMGl156KT/++CNDhw5t2veNN97gz3/+M16vl/z8fGbPno1ef+i3x04Fu8q2suz9Bup8eqIGGxVbdtOwoxRLQgYJbTsTMupQdKW4vdXYbSnIkkznXjZqK8NUlQVRVRWv7CJGk4zWGEO9fxV90gqJ+jwEI8WMf/RPXHPdVQec1+Fw0CU1g21lFdjTU5ttU1UV38qNXDv+iZN1GQThACJLiSx1NCorKwEOuJmenJzctK2ysrLZm9yw7+2ouLi4pn3+1zPPPMOECRNOQIubE1lKZKkjZSmbzcaAAQP429/+RocOHUhOTuajjz5i6dKlh/zM4e5d7Tdp0iRGjx5NRkbGYft7qpo7bx5T5s7BMfYcwiVFFCSV0+HqDCSjHhSVrBUZ9Orh4ZvpG2gIGZCX7cYa8NKzn4HZ8/fQ5fpu6E0RsP9cqcvnx2SKw9CoIzs7u2U7JwhHSWSpY8tSYvCulRg2bBher5cVK1bQ0NBA+/btSUxMZOjQodx0000EAgHmzZtHmzZtyMrKOuRxzGZzU0ACSE1NPWDi3eXLlzNt2jQ+//xzLr744kMey+v1UlRUxLhx47jlllua1kcikQMmIz6amtR///vfue+++5g7dy7Lly9n4sSJPP300yxYsIAuXbqwdu1aBg8efNA3xFwuF+Xl5Zx11lnN1p911lmsW7fukG35NX34pbi4OOLi4o7Yp0P55bx1Xbt2pV+/fmRnZ/Ppp58e8LSR3+9nypQpPPbYY7/qHO+88w7XXnvtAU88ATz44IOMGzeOvXv3MmHCBK6//nqmTZt22r5G/+e77ubVf09k/vSZRFNTQJbQVFZxVk4bKnMUPpoxj8T0Xhjbd6dy0wIcOV3Qag2clWMlJ9FKakICH+0qRWOxgiSDqhCuq0PxeJFNRjQWK2GPH31sPFF3I3lD+lG9bB3GLt0wpu+bqFwJh2lcuwZTYz29e/Vq6UsiCKe9/52HYfXq1UQiEfLz8wHYvn07Go2GXuL78YwhstSZl6Uee+wxnE4nP/zwAwkJCXz11VdcccUVLFy4kC5duhzTeRVFAeCiiy7i3nvvBaB79+4sWbKEiRMnNhu8u/baazn77LOpqKjgxRdf5IorrmDx4sUHzWangkAgwNKfiki/dBT+ohJK95SjmuwkDD4PY0IqEacHX3Elsfo0ygLbMBkddOmZQGKygbh4PfU1QfZUb0XVSBj1Nor9GwgboaJsGdnt4vnDuN9x8aUXHfL84++6h7sf/wvVlTXEdc5HazDQWFqBf+UG7rjossPeoBQE4dcTWerUMX78+GY3CF0u1wl501tkKZGljiZLffDBB/z+978nPT0djUZDz549ufrqqw9ZavNw964ASktLmTlzJp9++ukx97W1+/d7HyDnZCCbDGjLNtD54hQUDaCAZls2msZENC6F/meVMmtNmD1LdzJ2aISYOIXsBC3bvi1CapNOXKqRSCBItNrHrvk7+PufnmrprgnCGe1kZCkxeNdKtG3bloyMDH788UcaGhqabgykpaWRmZnJkiVL+PHHHxk+fPhhj/O/AUOSpAPKAeTl5REfH88777zDeeedd8hyih6PB4D//Oc/9OvXr9m2/63VarFYjtxJID4+nssvv5zLL7+cp59+mh49evDiiy/y3nvvYTKZjuoYR/LLtvyaPvzS008/zdNPP33Y82zevPmwgfWXYmJiaN++PTt37jxg2+eff47P5+P6668/qmPBvomjt23bxieffHLQ7QkJCSQkJNC+fXs6dOhAZmYmy5YtY8CAAUd9jlOJRqOhf89ebNq2k72btoMSZVifPvzhhhtYuHARU79eii5qoHrTYghHoNFDn85x5CZaiSoKs6sa8NTX4chth6zTgwT6xCSiLjeSKhMoK0M2WZDCEXRmG3E2K21uvIxdi1dSPXs9yBq0Wpnsbh1I0uuO279lQTheVHXfcjyP19J+WdLnpZdewmaz8d577xEbGwtAQ0MDN910E4MHD26pJgonmchSZ1aWKioq4l//+hcbN26kU6dOAHTr1o2FCxfy+uuvN70h8GslJCSg1Wrp2LFjs/UdOnQ4oByUw+HA4XDQrl07+vfvT2xsLFOnTuXqq68+pnO3tOmzZmHp0IvaPdWU1TZiLTwL93eLMXfaNz+NEq8BuwmrHI9PEyCxIERqhhFFUVmyeAebarehZFqIbgpQbNhO+qDB6PdsIDnFwZRPJx9xUNNisfDv515k/sKFTP1hJoFQiP65bbj2LxNITU097GcF4UQTWUo4GvvnlK+qqmr2c6uqqoru3bs37fO/A1mRSIT6+vpDzklvMBgwGAwnptG/ILKUyFJHk6Xy8vKYP38+Xq8Xl8tFamoqV155ZdN8dr90pHtXAJMnTyY+Pp4LL7zwqPpxKtq2Yye+zjn4N26jSzZEw2EkNGiKM9CUJKKiEsreQGqmGdPsGqSMtqxduJdAYwODL9EzbWo1m1eqGIyVGMNw2dkXc/P4cQe8xSsIrZnIUsdGDN61IoWFhcybN4+GhgYefPDBpvVDhgxh+vTp/PTTT9x+++2/+TwJCQl8+eWXDBs2jCuuuIJPP/30oEEpOTmZtLQ0du3axbXXXvubz/u/9Ho9eXl5eL1eYN+TQO+99x7hcPiA9tjtdtLS0li8eHGzJ54XL15M3759D3mOY+3Dby1P8L88Hg9FRUX87ne/O2DbpEmTuPDCC0lMTDzq402aNIlevXrRrVu3I+67/wnyYDB41Mc/1bzx9iSmb9xKUo++tDXuC9s/Ll7IO6PPR9FZIMZG+db5aBSJnH6X0T4J8hPDqKrKykqZPas3EtIEIRoFnQpISDodqhJBZ4+lfsk89DGx6C16kqN+Apt3omufR8HoofyyUGflvGXcePHYFrkGgnAm+8c//sGsWbOaAhJAbGwsTz31FKNGjeL+++9vwdYJJ5PIUmdOlvL5fADIcvMpvDUaTVP2ORZ6vZ4+ffqwbdu2Zuu3b99+2LJEqqqiquopnbemz5tPmx59+eGTd7GeN5jg7r0YrQlIEQVUFQmwtM+nYetshuYNoHP7fSXGFlWWsCM5iEaXSGBTEZldRqONsWOKjUXjjMcRn0ZNTc1RvSWi1WoZUVjIiMOUYxME4fgTWer4yM3NJSUlhTlz5jQN1rlcLpYvX96UPwYMGIDT6WTVqlVNT+LPnTsXRVEOGNhpCSJLiSx1tFnKYrFgsVhoaGhg5syZPP/88wfsc6R7V6qqMnnyZK6//vpDDuCeyjweD/MXLKS8rA5NTgYQJaBGkDQ65PIENEX7/v9F2u5GtdWikexIqBiMetKTO1OyvYLP/7WX9OyB3HvFCM4eNIT27duftlW1BOFUdqKylBi8a0UKCwu54447CIfDzYLA0KFDufPOOwmFQoetK/5rJCUlMXfuXAoLC7n66qv5+OOP0WoP/OcwYcIE7r77bhwOB2PGjCEYDLJy5UoaGhp+VV3XadOm8fHHH3PVVVfRvn17VFXl22+/5fvvv2fy5MnAvjror732GldddRXjx4/H4XCwbNky+vbtS35+Pg8++CBPPPEEeXl5dO/encmTJ7N27Vo+/PDDw577WPrwW8sTPPDAA1xwwQVkZ2dTXl7OE088gUajOeBJ7J07d7JgwQK+//77gx6noKCAZ555hksuuaRpncvl4rPPPuMf//jHAfsvX76cFStWMGjQIGJjYykqKuKxxx4jLy+v2Vt3mzdvJhQKUV9fj9vtZu3atQBNf2CcSoqKipi+Zj3pg///e6No5Qp27diDvusgAg1OtG4PqlpKUrvBZMYo5CdGAVhfEqZaiSExrRvVrq3UL/qRmD4D0NpjQJZQogqu9auQwwqRynLSeg1keJqDQQP68NbUr9B0boslKYFAfSOhjTu4uHd/RhYe/ilEQRCOP5fLRU1NzQHra2pqcLvdLdAioaWILHXmZKmCggLatm3LH/7wB1588UXi4+P56quvmD17drO5fkeMGMEll1zCnXfeCey7ifLLSgi7d+9m7dq1xMXFNT25/uCDD3LllVcyZMgQCgsLmTFjBt9++y3z5s0DYNeuXXzyySeMGjWKxMRESktLefbZZzGZTJx77rnH3OeWFopEaXC50ZgNqG4vJslKSPEjyfveCtCgRTJoaNOvgM5d9w3crV9cRNGWnRh0ZuSAhC6+PfaETDzhBuq2Lqdfz6F46ncd9HtDEITWQ2Spo3ek3yP33HMPTz31FO3atSM3N5fHHnuMtLS0ptKQHTp0YMyYMdxyyy1MnDiRcDjMnXfeyVVXXdUqygOLLCWy1JGy1MyZM1FVlfz8fHbu3MmDDz5IQUEBN910U7PzH+7e1X5z585l9+7d3Hzzzcfcz9Zo0+bNvP7WZKqdflau3UAEmeDKjVh79mT7tliM70Xon7PvobBIVikRx170RgtVu9xELGkEttXgNnUhISYPnaUNkye+IwbsBKGVO1FZSvwV1YoUFhbi9/spKChoNsHx0KFDcbvd5OfnH9eSMSkpKcydO5dhw4Zx7bXXMmXKlAP2ufnmmzGbzbzwwgs8+OCDWCwWunTpwj333POrztWxY0fMZjP3338/JSUlGAwG2rVrx9tvv9301E98fDxz587lwQcfZOjQoWg0Grp3795UT/zuu++msbGR+++/n+rqajp27Mg333xDu3btDnvu49WHX6O0tJSrr76auro6EhMTGTRoEMuWLTvg7bp33nmHjIwMRo0addDjbNu2jcbGxmbrPv74Y1RVPWhJJrPZzJdffskTTzyB1+slNTWVMWPG8OijjzYrs3Huueeyd+/epq979OgBcEApi1PBh198SUynroTCYaqqq9m1eTPlixeRNPAcXHt3EnW7MMWlY7IlkhBjpmvavoG7ojotRdU+tPEqBkciUuUG7P174966kah3X1mLYFkp9uxOOPI6EynfSW7Iyfh7Hyc2NpYhA85i2qwZ7NpbSmpiIhf95TpRskBovVRp33I8j9eKXHLJJdx000384x//aHrqdfny5Tz44IOHnRhdOP2ILHXmZCmdTsf333/Pww8/zAUXXIDH46Ft27a89957zQbQioqKqK2tbfp65cqVzW467r9hdsMNN/Duu+8C+36mTJw4kWeeeYa7776b/Px8vvjiCwYNGgSA0Whk4cKFvPLKKzQ0NJCcnMyQIUNYsmTJKZ0F2udks3ZnCVG3F4NqRLZLuBo2oEaVfTeMJIjRyhR2yQVg/fqdrF+yHQMy9ezBmJ6FI7UNNSUbCDr30rHTAFz+MPVVu4+6lJkgtFoiSwk/O9LvkT//+c94vV5uvfVWnE4ngwYNYsaMGc1KB3/44YfceeedjBgxAlmWGTt2LP/85z9Pel8ORmQpkaWOlKUaGxsZP348paWlxMXFMXbsWP7+978f8Obc4e5d7Tdp0iQGDhxIQUHBIfc51axes5YJL75BRtdC7HEhLE49sQkpuCuKaCzdS0bf/vS16ZGQ8For0CQVoTg9KBoDK2d5MTra0TY5mb6dhyEBO3bXEwwGT9k5lQWhichSx0RST8W79S3I5XLhcDhobGzEbrf/6s8/9NBDTJ06le3bt5+A1gnC8We1WnnqqadOaKj8LW69935K03IpKS2lvmQvjevWEpPfC0mSULw+LAlZ6LQmPDs3E5/RlU6ZGgxambWloEQiKDoVjdlK8aaZOEaNIBLwEigrIVBegi6ix55dQKC8iKsHduGJRx7BZrO1dJeF08Rv/X3ya85x/feT0VvMx+24Ia+P98+96YS2/dfw+Xw88MADvPPOO4TDYWBf6bVx48bxwgsviJvGrcxv/bc/YcIE3nrrLcrKyk5A6wTh+LvyyitpaGhg1qxZLd2UwyopKaH/RRfjqqkk5aqxoGpxLlqBUlKP1mhFtlkwd+xMjzgLdpOOz/77ISmuBBL1mUSkMD5jmEalFp1NJrN7IZoYK1XFq0jqHktMEC4fNJprLjt8+S9B+DVEljp+RJY6tfzWf/svvvgiTz31FE6n8/g3ThBOgMLCQtLS0o74hmNLU1WVG265E0veQDRaHdt37qQqEEFrsgJQs+0nlDgjvdukkqSXWLbqCwadZ8RbZ2Hp9yVELG3J0mdyVpdzmsqZbts1hw8/ev20LCsqtDyRpY6fE5WlxJt3J5kkSUSj0ZZuhiActWg0ekAN9NakqqKc5QuXoUZUdGYHRlsCzk0rkTRaUvqMxmiIQaMzEgp50BgsrN1RhaSRQZKQZC1EVIL+KsLRAI3rVhCRguiyUjEm5kGjn8Zda7AQJq9dGzFwJ5yyTseJgX/JbDbzxhtv8MILL1BUVATsm0hd3Gg6PYksJZxqotFoqy915PV6ee2VNzHWeDCE4qidsRA5EMXg16E1JqAz2gi5XDhnz+IHnYScGIspMRWdS6IssB2P5ASNAXNiCubELLzU4q9YT945ncke2AVVVfl0xkKSEhIYOUyUGBdOPSJLCacTkaWEU01rvy+133sf/peVO0qIkYuIRiJ4nW60MfvedFRViMnsSM2uFWxPbcc2T5jaylim/bOeeEcBDk1HYojQv9s5TccLhvykpcWKgTvhtCCy1LERg3cnWUJCAlVVVQSDwWZlDAWhNaqpqSEQCJCQkNDSTTkon8/HvEXLiOlZiCU1F4l9N8ZUVaFq6XRq18wjt9fZdE6UcMbEUbt3BTG5XZH0OhQlihoMEm5spG73anyuXVjz4jB36IDWYkfWaCESIpoVj7RhIz+sXMxtN93c6m++CcKZzGKx0LVr15ZuhnCCJSYmUl9fj8fjwWq1tnRzBOGIiouLj1hOqyWFw2Huv/shqjeH6VMwiIpdboK7NhC1GUjuWojVZqNdisrmPRGCfh971n+LISUZtbiGmNhcgtHdpPXvT37vXmz89gNSCm3E5aSR0P4sND/PXSRJEmkje/H+F58zYmihyFOC0EqJLHVmSEhIwOPxUF9f/5vmVBOEk0FVVUpKSujVq1dLN+Wwpnz+KW/Pm0EkLpag0YASlFEkGUWJolcidIwJs1k1oUbCaHVG0JlAY6Rdzmi0sgOzMZ7y8gVNx1OUKLv2LuGJv97dgr0SBOHXOt5ZqvU/tnCaGTNmDF6vl6+//rqlmyIIR/Thhx8iyzJnn332STvnpk2bGP/MX7npz3dz9+MPs2DRwoM+FdjY2MjQ0aOxtO2GMS6FqN9DxO8hGgoQ9jhxtO+JJujjrMQgefYoPTMNePRu6is3Ew2HAIlw2E99w1ZcoUoMbbIxd+2AEg4RaqhB8dRhtEBihxxMPTtTXlNDMBg8addBEI4r9QQsgtBCxowZQzgc5rPPPmvppgjCEW3fvp0VK1ZwzjnnHHnnFjJ3zo80FkNdQw2lpeX4vEHCmijp+YVYtFZ6t1HITpLo3kaHwWgno9PZeNavR+MOUibvQOmSgj0nA6WujJh4Cx3OHURyxzZNA3f7aXRavMZ9pXME4ZQjspRwGhk1ahSSJPHRRx+1dFME4YiWLl3Knj17GDNmTEs35ZDcbjcfz/8Bf5t0fM46gtX1hL1BkDVodBr6xfvJtUTobvegNVmJRiP43TXg9tCtax/a5+fhD9bh8dZRUraNPSVr2V36I/c9eBNdunRu6e4JwvEhstQxEW/enWSdOnXi7LPP5ve//z3V1dVceOGFJCUlnRKvfwtnBkVRKCsr47PPPuOxxx7j+uuvb5rQ+ER77e1/M3vvBuIGdMIc1xa/P8BLS77h8xnf8o8n9k2AXFdXx+PPPcdHM2cRdPlI6dMDrd6ERm8CIFBfiU5nwWpNZPTF55MQZ8UfiLJ8ww4MA/ugoqVix0qiHjeY9Oi752HcA9j16GLj0NoiKM46kjpms/+ZcEu7HGrm/IRerz8p10EQBEE4tNzcXC6++GL++Mc/4nQ6ufTSS0lOThZZSmg1VFXF5XLxww8/MH78eNq0acOFF17Y0s06wO7du3n9g/d475/vYA7HYtPEolU11AVLwGrAaHbQI18ixioRCqtsL4miSDJmexJSREVNUrH26IbGoKN8/QJ69uiBIT+npbslCIIgHEFqaipXX3019957L16vl8suu4y0tDSRpYRWQ1VV6uvrmTFjBg899BBdu3Zl+PDWW3Z7zoJ5BLKSiEoaXCVFONK6obc5iMoe+tj9JBi1hBRYtGYDxMcQ9jYQrqwgzZGL0WjCaITUNDOjRl1K584dSUhIoFu3bmg0mpbumiAILUwM3p1kkiQxdepUbrzxRu655x7uuuuulm6SIByUwWDgpptu4vXXXz8p51u6fBk/lG8m47yBADgbnewtLyMUp2VbfQlDL72A8bffzTuff85arR776HOp++JrTLEpaAxGlEiYoKsOncGK1mCmT0yAFJOVcETlpyIwp3bHtaccY+cCDO3boPqDhBU/mpRYtNFUIt4GgnU1yBot1ng7vyzmFAmGiLM5xB8zwilLRULl+JUoO57HEoRj8dFHH3HzzTfz0EMPcd9997V0cwThkAYOHMjHH3/cKiZR/6X1GzYw/o1/sru4HFs0mbYx/VACATTI2OUUtmk20zlPJSFGIhJVWbEliicAkk5GVSJYk+IZPuEGGksqkLVaYi++kuD8LbSPz6a4uh5r0oFl2KKRCBa/2uquhSAcDZGlhNPN5MmTMRqNPPbYYzz00EMt3RxBOChJkhgxYgQfffRRq573rbahAXckTH3RHrQxCVSu+YG4Nj0ZkBdPul1HVFGZvmYH9TY95rRknKtXE+PXk5LaHQC/30MouIc//OFlMdeocNoSWerYiMG7FmCxWPjss8+oq6tj0aJFonSM0KpIkkRsbCyDBw8+qTdXPpz2JYnD9tUELt5RRNH2XRhTEjBlJhObFE/17rk8/MarqFl5RPVmZEVFlrRE/B4ifjeoEpKiojOY6WYPkW5SiUYVVu/S4faHMcelUr91M05/HZJJh5wYC0qUwPJlGFJSiVRUoyscQKSmDq3u/380RoJhPKu28OjVvztp10IQjrvjXVLgDClPILReRqOR//73v7z22mssWrSIxsZG1NY2Y7VwRjObzfTq1YucnJyWbsoBVFXl6X+/QcyIQTjvfoE0awF7fBsISkE0qkxsNJ4BffNJS5RRFJU12xQ8fh2yFEWJRohIAaKEWPPZXDRamaxe+egsRgKRML+/4lrueuWvmC4f3KxspqqqVMxZze0XXibmuxNOTSJLCacZvV7PpEmTeOmll1i4cCFOp1NkKaFVsVqt9OvXj7S0tJZuyhG1yciicvI7OH/ajj42nqheJlcuJy8uBUVV+X7DJnZ56pGA0KYadPEW1OIIrsZK9uz2YzIFeeGFJ8XAnXB6E1nqmIjBuxYUHx/PRRdd1NLNEIRWoc7nxhSJsuTNL6ip82FMysC3q5yQcw0JQzuiibPi93uIaHXIRhPh6hp0lhiqV88hvsdQZI2GaCRCW1OANhYVVVWZ+9N2VHMPdFotAXctQX8dtnPPRhsfC3otklaDGlVwfvk9GoOO0I7dGNtk4K6sQwpFIapgUiQKfHDFpZe29CUSBOEXvvnmm6PetzWWqxOOj9jYWC644IKWboYgnFK2bNmCJ9ZGcPM2CEKprZi4Dt1wWBLRKFpSHQ1075QAwPqdUWoaQSOpqIpCWA1Q79yKpVsn7IMHoYTD7N65gx3zP+Kcjt3Jzs7mkatv4fn3/42mQyqm1HiCTg+hDSWMHTiSUYUjWrj3giDsJ7KUAOBwODj//PNbuhmC0Gr5/X7mLZxPWXU5MWY7kajKzqJd7N66G1XRoNNpKS3bg3tNGZae3bD16EE7i4G+P8+6MmfbFuo6dyTWpEeJhpH8XhJSM6n876fktUnlLw+Po6CgQDzcJAinoJORpcTgnSAIrYIairD0399gat+L+LYW5J+f1lajUeqWLIJgA95qN0qtC1lvIFhdjdEWh86ehqd4G/b2XdHbEqnwemhn0bJy4248Uib6SACd1oivthRDj4J9A3eApNX8fN4glqF98M5fhrynBH9pOcTH4Q+EUcurifNF+NeLL2M2m1vs2gjCb3YaPuF08cUXN/takqRmTwv/8o+faDR6spp1Rnn99dd54YUXqKyspFu3brz22mv07du3pZslCMIR1NbWEtLp2DJlGqrVQmbB2ciSRFgN4sdDnWIgEIqyfOlKtlWGiEvpiE5rIBB24awrQptlJWnQvjLnsk6HvUNHGtHhc/kA6N+3Px9378mPC+ZTVLKX5IQ8Rj55Dw6HoyW7LQi/jchSJ6tZgiAIrcb02TN47/sp2Lsnsn1VEWXFXvwNUWwNRtLt+ZgkLSkJ8exdtw3VqMXepRuSTkddVMWnwnajjj15WfhXrcQx6CyiPg8WkwlJI6ORVZ5/5m+nxJuFgnBciCx1TOcQEzgJgtAqOGQTmrhstHY7/OKHm6TRENOlL3Ubi5FTs3AMGorWEYdGlbF27IYlpy3mnLa4d22i+qcf2LFxFe9Pm0tdJAuDyUE0GgDA5StFn5ZCuKaWiNdD1O0mXFuLEgqiT4xDFx+H1DYTW5+uqJuLSPAq5HfqjjU/n29mzmipyyIIwiEoitK0zJo1i+7duzN9+nScTidOp5Pvv/+enj17MmOG+P49ET755BPuu+8+nnjiCVavXk23bt0YPXo01dXVLd00QRAOwuv18t30Gbz/4UeUlJax/ePvkWs0JOX2QSvrkCUNOo0Rsy4WZwAW7NKzcW8Dvr07cK5bzN5V31C87nt02XYSBg9s+kNUiUQIVDeQmZlLdShMY2MjsK8c2+iRZ/PHm25m7IUXi4E7QWiFRJYSBEE4tNVrV/P+gk/oNK4ftZVOGg3JxPbthdVvISW5J6a4RKTYOLbsKMJuTSc3bTCe1etQI1GcisSXfg/rdBp0cXEoapiIy0004Eev1xOsLmdgty5i4E4QTnEnI0uJN+8EQWgV/CEFqzUBJaKApBJubMS3czVypIGoP4A1QUeweC/1azehQYe9d2/0BhuKEibBpkfp1Am/1o7fW0ukvh5PeSmxyfkAeJzlBDw16CQVSdageH1IBg2aWBuyRoNGq0UyGdDFxqKYDNji4uk0elRT22b9MJdLSkrIzMxsqcsjCMJh3HPPPUycOJFBgwY1rRs9ejRms5lbb72VLVu2tGDrTk8vvfQSt9xyCzfddBMAEydO5LvvvuOdd97h4YcfbuHWCYLwSx999jmfTv8BOSUbrdHEhpnTUPZGUE169KZ9g2o2q4Ik63D5ZbTREIFQFGtSFpIxCWfJBhK0aQRS3Jx9zXVUVVdTXVWHqqrotTpyUzNx2O1U1dVQXFxMly5dWrjHgiD8WiJLCYIgNPfu5x/Q7qKuKBGFnevKcIw4m5LPfiDd1gG0El6/D7vVjmq2EA02kpiUCp4qPBEFlTBhGQgFkAwGNDF2AhUlJOSkk5+TiX/dJu664caW7qIgCMfRicpSYvBOEIQWE41GCQaDmEwmJFlDl4JO7Ni9i5pd28C9gY6X5GGOT0RVVQLORpa/tAZTbD5akx1tXDp6Sxx2KUKhxQ/AXFcQ1RSHR+uitmQZjRVbCXqdqJEwEV0YVaNFa7cjB4JEfQGM8XHIGhk1GiVS50SOseFdupbk/xmkM3XqyKfffsv9f/xjS1wmQRCOoKioiJiYmAPWOxwO9uzZc9Lbc7oLhUKsWrWK8ePHN62TZZmRI0eydOnSA/YPBoMEg8Gmr10u10lppyAIMPOHOXw8bxnpg0YTDgRYM+sbKnbvJcOQTaPqBEXFYA7Tp70OWVZYsUOi3qMnGPGjhkKYLHHo7LH0HJBLTE4qoUiEtJQU0lJSDjiXFA5hMplOficFQfjNRJYSBEH4f4qiUBOoJ9nSnuqdFYTtcXjcXsL1fjR2I9FQBCUUpT5YDzodBquG7t20aHXd+bHGQ4POjqzIeGsaUR0mFJcXa24C3Tt0wLl6AyOz2zCgX7+W7qYgCMfRicpSomymIAgnXXV1Nc+89Ff+MP467vrbjZx9xRAWL5nPurWrkVRQ67bS88ZuWJIc+0oYyzIRfwgpbCW9zQD0WguhxgZMUpTBliB6WcIZUanze5BkGSkQwWbPxh9xo22TjWXQQBLPu4zg1l1EvV40ZiuSKhMsryLi9uLfXQKRCO4ZS7CY4tGnNi9dYIqNobK2pkWulSAcH9IJWFqPPn36cN9991FVVdW0rqqqigcffFDMwXYC1NbWEo1GSU5ObrY+OTmZysrKA/Z/5plncDgcTYt4i1kQTg5VVfngsy9J6zEAZ2U587/+iGqjAXP3nmhjYrGZkgi699KvQIteB94AuP3Kzx+WCLnqkXUGuvYbzB1/+gOXnXsOtds2H/RcihLF4HaRl5d3EnsoCCeTyFKCIAhnGkVRKNm2F3eNi/rddYTCEcLBMEoIZEkHaDAa9PQrTMFolHC7/TT8PN2VLGmwYCdSWUtg42b6RSFlyy6evvp33Hv7H5vNhSUIZwaRpY6FePNOEISTqqqqikeev5ful6XTzZjKzpJiOp+dh2F+GaumL8CY2YnYPBOybt/co0FPhIbtlVSu3oPN1g6tUUdMfA4VxUsY3Ckds6ziikos8ugJhV3IoQCuzasJ1lSTePlVGBKTQYVowEdkZRV+nx+lczvM2ZmgKITWbiWyfiummBhSho1E1unQB/zN2uytqSUnLb1lLpggHA+n4cTAv/TOO+9wySWXkJWV1TQwVFJSQrt27fjqq69atnEC48eP57777mv62uVyiQE8QTgJ6urq8Mk6/Ht28uMX/8U2uBBJowGdnnplKznxnejay4zZKOENwKoiDYoqEYp6qC9eS0xMLhabmbhYK3q9nv79+zPlq69prCjH8YsHnRQlSvnCedx/zVXiRpRw+hJZShAE4YwhyzK+ah+fPjOVhkiUhk2VJHXpj7ZDG9ybyoiPbQuAJKl07SphdWjweyNMnbsQ07CRoISJqmF8/jo8Cxfz/J8f5s4/3t7CvRKEFiay1DE5psG7qqoqHnjgAebMmUN1dTWq2vxqRaPRY26QIAintzcmv0reGBvFtcXUNjZSuj1Eybq9aEwxBJy1eKoXkX5NBgpatn+2mWCNFostC4MST2OgirLtS0jO7M2Fg/vg0Kj4oioLvCYikkrE46Zq+WKCddXYO/ekbs736BOSkTVaZFlHXPs+BOpKcX8zG9rnI8sySelZ9L5nPAs++QBJoyHscdMm4/8H6lRVJbBxM5c9/mTLXTRBEA6rbdu2rF+/ntmzZ7N161YAOnTowMiRI1vtjeRTOUslJCSg0WiaPVEG+/qUcpBSegaDAYPBcLKaJwjCz0KhEJsXL6OiphbLgAEY49JRpCj6mCTciTvo3MtKQoIVvy/Id9+tJKKLIRTw4HLuJS2jPxqzhTZ5uYQaNtC1a1e0Wi3/fPrvPPPKq2z4cSNSbDyEQhg9Lh649moKhwxp6S4LgnCMRJYSBEH4fzPn/EC9xYKmSz6Bz35AF59AqLwUXUIStazE5HVgsSbSpbNMTKxMOKgwY+oSaiv3oHV9jibOQTToR98Ypm+7XO64/baW7pIgCCfYicpSxzR4d+ONN1JcXMxjjz1Gampqqw1zgiC0Lj6fj/W7VpDTKZ6wKrF5fiM+spETM2nYVYE2PhPV5cK5p5b6zfVYjD1IKEhFVRSiQRWjLotoKETHlAYSHHGEIirT52+kxu0kHPTirykl6g8Q378QSStjTskmUFWOzuJAtmhpWLuArmePJPHsoWxYthR77/44tDIarZZuQ0ey7KuvSR7YF7vdDkDY56du+QquHjLsgPJwgnBKOc2fcHr//fe58sorGTVqFKNGjWpaHwqF+Pjjj7n++utbsHUHdypnKb1eT69evZgzZw4XX3wxsK+kzJw5c7jzzjtbtnGCIDT59KMvcNX4MGe2xZCUSthVjxqNIskaxowcRJJRSzgcYcmsXaglQfyaXahmPW06XEBUE0WxyCxb+yPGaCWVlZXk5ORgsVh46i+P0NjYSElJCSaTiTZt2pxSP8ME4ZiILNWCrTu4UzlLCYLQeimKwn+++JR2Y8+lsqaandVu7P3Pwj1nEZoQaMwWdnmWM6p9TxISMomEo8z8dhk6fSJJcRlo6lWsLhtxjlwsbaK8/u6L4ueTIIDIUseYpY5p8G7RokUsXLiQ7t27H9NJBUE4M1VWVtIQclIQ056KNdupqzXjrS1Hl9gGW6eBRIMh3Ds2UrpiC4mZGVgzUlAVBUmS0RolVNmHyRqLVucmGlVZu9uALa4PBpObvRumkZ88gp01iwiHPdjadMWkN6Ar20ukrBizXkOPyy8jq2t3ALrr9Kz+dir29HSqK0vR+L3cc/4FuIJ+Nn43E2SJJKuNO6++lr69e7fshRME4bBuuukmxowZQ1JSUrP1brebm266qVXecDrVs9R9993HDTfcQO/evenbty+vvPIKXq+Xm266qaWbJghnvPr6eiorK/nkv18QQcFftAVdZhoWRwqyxogsyehRiKoqs8rr2CWVgW83YQMYHWnUeYrAKBMMOjF2zEDJyOfGP9/PjPc/xGg0AjTNYSkIwulBZClBEIR9duzYQSgpBkmW0UoaVKcP3boq2rU7D9euTQQba9CoerSqgqIorFhcgc6bhmTWENUp2Ew24oxxVEd28sojz5CVldXSXRIE4SQ4UVnqmAbvMjMzDyhJIAiCcCRr12/A59YiIbFrpRNPtZ6YHsPRWh2ggqQNY83rgDElg8bVP5HWTkEJq0SDYSRJQlUVPK46ltSHMKglqLoswgEPVcUrcBjTaIhUEtd3MCTHglZCkiXMaRlEY2MIbVtLSrv8prbojUaGduvCq39/ilAoRExMDBqNpgWvjiCcSMd7Mt/W9eSgqqoHfZqxtLS01d5cPtWz1JVXXklNTQ2PP/44lZWVdO/enRkzZoi3lAWhBZWWlvL8K69T3uDF5QuyvagYi2JHG9ET2rwdx8CsfdUMlAhLGrQ4tBEqkAg561EjPqKpdgz9swlbzZgTE4jNHois06GqKuXl5cyYPZuLL7igpbspCC1EZKnW5lTPUoIgtE5+vx9Vr6OyopLN837Crk0mMb4jtbtWEhuKITtmELKspXx1mOptJWzdvZ4kUxuUqIoXH1K7dDy+egxRDZ26dmrp7ghCKyKy1LE4psG7V155hYcffph///vf5OTkHPPJBUE4vYXDYWprazGZTMTExFBX34BEEg3ljTjLfeji2xANRYg21KPR6VFlDaggSxo0MQlUryvBak1GI2mxmsAf0KLV6wmE/ZTu2IhWtwM1GkUnG4hP70yxew2OpAyCFgWN0YjdYibscmN3JFMbymfDrBlkde1KpLKcdL2GZ/72V2w2W0tfJkEQjlGPHj2QJAlJkhgxYgRa7f/Hmmg0yu7duxkzZkwLtvDQTocsdeedd4oymYLQSlRUVHD3+CdJ7DyU9Bwbayf+A4tqxayYschJOPfWEdXOJZLfFb0jDlVVaQhrcK1YjqTTYDt/FIrNgOJ3E/XVY+7aBVmnA0CSJPQ5WXw3b64YvBOE04zIUoIgCM1lZ2ejVtZR5HLhnLGC7KTBeMp2YgtbyMrMw1MTRFUVNLIOX51EtrUHxY1r8KgNxJ8zkszUjoTCAUwWhbv+8gRvvfgscXFxLd0tQRBOkBOdpY5p8O7KK6/E5/ORl5eH2WxG9/MfdvvV19cfc4MEQWjdAoEAPp8Pu93e7AfSL4VCISa+M5n5q1YTtdogFCLRoKNPp46kZHRmxZSl1Oz1ETsoDW1MLJKsIRr0E250QjCMVmPEkJSCVBHFpIsjISZEt3yJ4kozG3YF8DdWk54/BJ01hsqdS3BokwlGXOgSkwgTRDbaUTUSGoMRrdZP5w4dCOTmUjVrKlfm59L7ykto06bNyb1wgtCCVHXfcjyP1xrsn29t7dq1jB49GqvV2rRNr9eTk5PD2LFjW6h1hyeylCAIx9Obb08mNn8ARouNbatXENrjJFfflaDsxaCzkZObR+dzk9m8YQfLtuxF0ulw79qKLisNa+eu+x5ctZnQx8YQKNpB2Qf/wZGXDCpEZRtyag6qqjtiOwThdCWyVOsjspQgCMfbnj17mPzxJ6z6YT4eTxhT1IpeZ6GhfCMFbfvSrdBITamO7cu8KNEIAEo0SDjqR2e1YYpqUVWFMH4K2nXCE2NjymdfcOcfbmnhnglCyxNZ6tgc85t3giCcWcrKynhp4r8pqqxBMhiQ/D6G9e7JH35/EwaDoWk/RVF44PEnKLU4aDBaqdyyE1WS2RIJ89OadcSYLUQ1SRjStUgaLcgyALLeiEZvQIpqkNGgBIMo4SgxNoWu7UGSQJYlpLCCq2IbCRnd0Uga4tO70LBjNVpFQjGDopeRtTKSJNFYWkqvDh1BAp1OQ05ODldcemlLXUJBaDmn6cTATzzxBAA5OTlcddVVzX4WtXYiSwmCcDxEo1ECgQAbt+9Gio2ybuZ37F23llypI2E1gNmSQEySmU6j45BliVh9Er41i0gknWCSGUt+N7CYkQ0GIgEP/p2bcWj30O3uXhjsRrRWK8FGPxvfW0znETe2dHcFoeWILNXqiCwlCMLxNGvOXF796FNKK+uJlkbI0ufgogHCEeJiLXQZGoOskZAlBVVRkVUJFNBLRoxaGzZ7Nt7KcixpyRR0bI9OpyMmNZ3FS2cjapUIAiJLHaNjGry74YYbjmsjBEFo3UpKSrjrib/i6H0WKQU9gX21fBcX72Hz+Ef457PPoNfrAViybBm7orDnpxUYEtuS3Hv0voG0st2UbVlOUckmZHQYk9Pw7tqG1h6LrNWBJBH1+bEYEwj5nKil1RiR6do+hCxrqKyNsmTJNry1xcQZ0gkH3WhMDkymOIoDVXjVBiJ+hcQOeUSqazFaTBj1OixmMwB1RTu4fuiQFruGgiCcOMOHD6empoaMjAwAfvrpJ6ZMmULHjh259dZbW7h1ByeylCAI+zU2NjL1+2ksXbcKjazhnMGFnF04HKPReMjPVFZW8vwrr7Fx5x60OgOr5i8h3dEFqz4Nh1yOVYolrARB66TDmFQ0Oon64iB7FgWwGOPxBBox5HZA1cmgRLFaLTjdDehd22g/rjuSohBxOdFarWhNMj0uacvqNSuJRCKHrLwgCMKpS2QpQRDOZE6nk5fffY/i4hrCG920NfdGlrXosaPFzfAL+qDVSTgrI+xYEkKralFRUJUIASWIIiuYrVZMqRLde3ZtOq4kSSitbF4uQRBOjBOVpY75L69oNMpXX33Fli1bAOjUqRMXXnghGo3mmBsjCELr9MLrbxLTdzBGm71pnSRJxGbnUuXzMuuHOZx/7jkAfD7tO1xuD4akdlgS04gGA9Ts2ogLL3JqMsaoiiOzAxp7LDUr5+LbvQNDQjKSrEGNRECW8VcWE4+J8y7shV4nU1XewLzZ27HICaTEDqDMvRFQUWVQkZBMBuyXXUjjooV4t2/GnJZJXFZ7QvUNhMJh8HvRVRYzeuR9LXQFBaGFqdK+5XgerxW55ppruPXWW/nd735HZWUlI0eOpHPnznz44YdUVlby+OOPt3QTD0pkKUEQ1m/cyGNvvISuV3tiz+tLJBLlnU0rmPL9N/zz8b+RmJh4wGdWrFjBdXfdi7XLAIxtOlO3aSNxUhYWTTJBtwvCUTR6LRa7mc6XJ6I3aXGWe1n/XSVa2YpGNhDU+5E0Yew2CyaLEZPZhMddR9bAFAiHUSUJJRIhVFODNhSmX6+e7AmVsGLlCgb0H9ACV0oQWpjIUi3dxIMSWUoQhGPl9/uZPmsWPyxcwvr1a9mzsxq1NkiuqQeSKkNUJcZspeeQJExmAw21XjYvCBGNSqAq+P11KNEIWp0RWaclrPXQrtfQZucI+f0kOGwt1ENBaGVEljqm4x7T4N3OnTs599xzKSsrIz8/H4BnnnmGzMxMvvvuO/Ly8o6pMYIgtD4ul4viBhcpXewH3Z7QLp+pM2c3Dd65fH6KN20iqrWglGwmGgoRjHjRmK3o/Fri2/VH1umQjWZsmQU4Vy9D74jHnN0WNRKhdPUSjMEwoy+5AINJxuOMsOGHBtIsnUECVVHwKS7sFgeSwUBj8To0cTHoExJIvPhiar6eSqBkJzabgajHT11jLQlqhFf+9uRhn2AXBOHUtXHjRvr27QvAp59+SpcuXVi8eDGzZs3itttua5U3nESWEgQhEAjwxBsvET+2EK1hXwUDjU5LYvcC/NmpPPLC0/zn+ZebfaayspKr//hHSMuleu8m1D3g3byTtnRDdgWRgkGiagStQabDxQkY7Tq89UE2Ta0g4HMhmyMoeomwDLLXBdFI08NZcsSLIz0OrVZPyN2ISVFpn55BcnIKkgSWJBMVVeUn+zIJgnASiCwlCMKZpKysjHsen4Calktcx97s/PRbaIiQomuDRY7Z98acHKbzubHYY0y4XX6mfj4dQziWOFMmKCoatGh0Bkpc60hIaYsaqxKTktbsPNUbV/LI9Ve2UC8FQTiZTlSWko/lQ3fffTd5eXmUlJSwevVqVq9eTXFxMbm5udx9993H1BBBEFont9uNxmQ65HaNVkcgEm76WoqGcYcCWIcMInbYCKS4GDRpaYRLqkjoOghDbAJRnxfP7p24Vi3H7NPjqNWjLt9MYMUqTH492ZnZmO1a/J4IGxb4iYYUAu4alGiEal8RpqQsJL0eV3URjRXbMZ/VG0mWQIli698HrRHirSo53hqeu30c77z2CikpKSfjcglCqySdgKU1CYfDTXXFf/jhBy688EIACgoKqKioaMmmHZLIUoIgzJz7A3TMbhq4+yVjjJ0qg8rOnTubrX/0uaeoVxTIy8F+9tkY+/XF1L8P5eZyfKF6jLKFOGM6SpILc5yOkCfKms93g1+DrMqU+DZiy8xHn5SI6nYiB33Imp/nHzbY8Nd70WhkJL+Pfr17kZKyb+AOwFfrJzlR5CnhzCSyVOsjspQgCMdCVVUe+tvT2PsMIal9B9y11eAMkapvi1Y2NP2ANqfI2OKNhIIKG5dFyIgfRr2pkR2hVexoXMJezxqqgzsw2c1obNWkts0k6PMC4Gmoo3Tpj5zXqzP9+/Vtwd4KQushstSxOaY37+bPn8+yZcuIi4trWhcfH8+zzz7LWWeddcyNEQSh9YmLi0Pxeg65PeT3E2uxAvtCUGWDE3vf/mj0+95yCzc27JvLLi0XJInG7esJlZXhLt5KTkJfkuM6I8kyqhIlEvJT79lLWWk9M35YhavKieoyYtUnEPBWU9+4ipBBwahNxrtmOnJUQsmIRZ+UvO88fg96swY5KxdLZQ1vvfwy6enpJ+U6CYLQcjp16sTEiRM577zzmD17Nn/7298AKC8vJz4+voVbd3AiSwmCsHrzRmwFzZ/Qrt9dwo6FywgEA4S8Xu5+cjxP/OlB+vXpSzgcZvrCxTiGj0IXl4AajRJ1ezAkJGMYlk3xzBl0CvUiRp9GyZ5thL4MYPA5cDd6kFQPZeGduPV+QhUbsNsjpJ41iIaqMpweF+a8dpjT89g16xs6XxohweFoNtl6NBKlcZOHfjf0O9mXSRAE9r1R9uWXX7J161ZMJhMDBw7kueeea3rjDPa9zXv//ffz8ccfEwwGGT16NG+88QbJyclHPL7IUoIgnCmWL/+JXXVOpOWL0RuNBOrridOkYNfEURncTbw+HUVVqK0JsGGxn3BEwesK4Q1WYcjKxdGmHerOzXRO7YTP5yQz28gbb77C2rXr+OTrb6l3OslLTeHaB++ibdu2Ld1dQRBOkhOVpY5p8M5gMOB2uw9Y7/F40OsPfHJUEIRTl8lkomubbHZUV2JPOvBp69rN63jososA2Lx5M5qMTBIMJhq9LnQWG1GfH1NSFqrTQ+3CmTgiMZjUODSmdFLiu4Kq7luQMVpsJGjy8NbUs6ekiuSkHrjYQ2nFPDTtc9FKMRiCOsKNLpQ4I6THYshLR3HVIOtAYwC9xogxFOZfj08QA3eCsJ/683I8j9eKPPfcc1xyySW88MIL3HDDDXTr1g2Ab775pqlsQWsjspQgCDaLhXAgyP6i3hXrt7B97Rpiz+6OVgPBRjflzgDjXnuSm/ufw44du4lk5qAJR/BWVKBEo0TrnUTr64kY7OhyMwnsbMSuJpFp7YyvqpEy/048wToSNGnYpFgaFScao5Mbb7mVDeu3k9i3PwoqpVs2EwmF0YfjKZ9bSt87Rje10+/2s/7zLfzh8j+i1R7zlOmCcGpr4Sw1f/587rjjDvr06UMkEuGRRx5h1KhRbN68GYvFAsC9997Ld999x2effYbD4eDOO+/k0ksvZfHixUc8vshSgiCcCdZt2MBdT0zAnZaNNT0bX8BP2aIFpKsJ6CUDqhIhKLsgqkdjtuKsiaKioihhqoPFGJO6YbfH4k3LpKp2CyMKB/DQw/chyzI9e/agZ88eLd1FQWi9xH2pY3JMf32df/753HrrrUyaNKnp5MuXL+e2225reiVQEITTx/13/JE7HnqEWq+X+Jw2SJJEOBikdvN6+qUmMHBAfwCcTieqyUSXDh1ZvXY9PrcLJA3B7TsIVpaRmdIPVauhrHwFObbuRCNBNFoDqCo5HWQSUiQ2LjcS407F7duMVm8kre0gwtooAYtM7JhRKKEQzp8WY2jXFmNiCrjqyEpLxmKyEBcbB5EItrBCbm5uC181QWhlWlmwOZ6GDRtGbW0tLpeL2NjYpvW33norZrO5BVt2aCJLCYJwwfBRLJgyEVtKItFwhO2LlxN3xUB8oSCSrEUNRbHlZaPkZPDsa+9h9psx9uyBqkpoVB2BhYux+81YcBCJNJLT2Ub+FRns/D5IyK2gkXQEw27aarugk/Rsif5EwY39SeibSVmyQrAignX3ZjwRiXSrFTUYoGOHgQzs3Z2ZU2fgCu8EFVJsqTx07SN06tippS+ZILSsE5ClXC5Xs68NBkOzt173mzFjRrOv3333XZKSkli1ahVDhgyhsbGRSZMmMWXKFIYPHw7A5MmT6dChA8uWLaN///6HbYfIUoIgnO5qa2t5/OV/kjR8DGowgsFkJqI3oNHo8YWcqHIq/fr0JqWHlXlT16KNZqKToTFQSVV4N7Zu3UnNySIjM41Gs8K5o3pyxx9ubeluCcKpRdyX+tWOafDun//8JzfccAMDBgxAp9MBEIlEuPDCC3n11VePuTGCILROdrudiS8+x+dffc3sxXOIqGA3GbnnwgsYNnQI0s+ToaSmpiK7XLgaGmgsK8O5Zj22cAxxUj6lUiMN0SqsbTpjs3RC67ETVLworjradU4mq92+H0f2OInqSgMoEbQGM9FQAKstBZ9zJ0ooRMTjxpiaRnDTWgwDh2CLjSMlKRWrxUo0HKZqwVzG33NvS14uQRBagEajaRaQAHJyclqmMUdBZClBENq3b0972crebXvw+/0YO6bvG7jT64k43RiNJiRZRpYkTAMKKHt7Fra4WCy57fH9sIA2us7oLEYkJNJy9HTosa+MuT92G3tKK5GjkCG1RZIkauRyNNlGEnu2IS7RRkx6Ao5rzmLnlyt4/JI/kpubi8lkanpb5fxzzkdRFCRJasp5giAcf5mZmc2+fuKJJ3jyySeP+LnGxkaAppKRq1atIhwOM3LkyKZ9CgoKyMrKYunSpUccvAORpQRBOH2pqsqEZ59jU1kJal0NLqcLTShKeFspdikep1JLp7YdaTs0CYC0zDhWFG9Gp7ehpppJyB2NVqfQrl0eRpORYPkeunYSDzUJgtDcichSxzR4FxMTw9dff82OHTvYunUrAB06dBC1fAXhNGaxWLjh2mu44dprDrlPZmYmpT+tZPesBehNsdj0KUQCTlyBcoixYO/UC1WJYI5Lw9dYS4wjh/icMHld9/2xtWeLQk0ZNHj2oLfE4fPVYtQ7iIQDEFFQq2uRpQhJBckomVaqFixCtTuocbnwqSpml4u//uE2OnbocLIuiyAILWTMmDE8+eSTR7wZ5Xa7eeONN7Bardxxxx0nqXVHJrKUIAiSJPH0+Mf4x8TX+WLOHCL9MsDlhbALk8WKOTaWSDBI9ZYdeBdux6bEY9hQjXv1DpIiyWgTZVQ1QmKmiYLu+8rm7V5ey7rV64hRE3FoE/GrXsojOzB1jaXHH84nIvtJTU1pOn/GyE58+O2nvPDY0we0T5blk3o9BOFMVFJSgt1ub/r6YG/d/S9FUbjnnns466yz6Ny5MwCVlZXo9XpiYmKa7ZucnExlZeVBjyOylCAIZwJVVXn65ZeYXlaMZfQINHoD4T17CZdXEy2pgroQGTmpdB6TBcC21cVUrw2gWAJYeg8gqleQLTJWswmjyUgkHEKuL2dAfzEPsCCc6U5GlvpNkxa0a9eOdu3a/ZZDCIJwmohEIlx45TWUuYMYElNRImECLhfG+EQqti1DY7NStWY2JtmGDiM+dxVtM3Lo1MOOJEns3eZlzzYNe+tW4NTWEp/dB380SH31KvyeWjRJ8chaMKWYiYlzIMfHYhuRiHnjRh4//3wSExNp3769eDpcEM4Ql19+OWPHjsXhcHDBBRfQu3dv0tLSMBqNNDQ0sHnzZhYtWsT333/PeeedxwsvvNDSTT4okaUE4cym1+sZf/e9dM/vyJNzPiCaYcKUFIMkSUTDYWqLduOdvpOEUDZupQhr0Io5rCEc8VBS9hP5Bd3p3DsRSZIo3dLInmUNJBlyiUoRPLKfQNiJLt9Ch9uHIBkjdMovaDZvnclhodRd14JXQBDObHa7vdng3dG444472LhxI4sWLfpN5xZZShCEM8HnX3zBW3PnorZtS6iqmqjPjz6iwezIwDIiBvOKdZx7yTA0GpmdFfUs8vnw2ncQra+jYddy0gePxuCIxRAO0FhdgXvLGv52/11iHmBBEE5KljrqnzT33Xcff/vb37BYLNx3332H3fell1761Q0RBOHUpaoqd9z/AHtMMcQO7w6yFjUaIRzwUzHzUwwFucR3H4DeFk+ksR7v+o3kJXejex8zsixRURpk88oG9rrXYGyTR2baQPRGO0okiCkhjYbSTXijdZjTjRhMejSyjK/Bh6HOxSWjRjJo0KCWvgSC0LqdhhMDjxs3juuuu47PPvuMTz75hLfeequphJQkSXTs2JHRo0ezYsUKOrSSt3FFlhIE4VBGFBby3Ltv4OsiNz2I5G2ox7e2jFgyCe4tpp19AAoKgWAjNkMCstVPr+FJaLQy1aU+Ns4rRY8OSZIx6mOwamOpMNZT0Dufjl3zMRgPfKNHVVUkVTz4JAhH1Eqy1J133sm0adNYsGABGRkZTetTUlIIhUI4nc5mb99VVVWRkpJy0GOJLCUIwulMVVWe/fsLvPr2ezguuhBJZyTs96GGFfSyDUnWEuOwM/LiwWj1GurKfMyf/hOGs/piOvtCahbPQC9JBLavpr7RScesDLr178vvnv3rIX+uCoJwGK0kSx1PJyNLHfXg3Zo1awiHw03/LQjCmU1VVbZu3UpJSSn19XWsKK8hplNfGlweQCUc8ODatg5bn15YU7IxGB0ggT4mHt3gwfQO16M36CitqOHb2UsJOp1okxMxxKcQVUL4vTVEIyEkJOIzCvBumIVvRxFSdiaVJdVENu7i2hEj+MONN7b0pRAEoYUYDAauu+46rrvuOmDf/C9+v5/4+PimuU9aE5GlBEE4FL1ez+O33cu4Fx8l5Zqz0dnMREIhIrsa8RTXk2fvg1bV4Yk0oLHZiAbCdB6YjMGoo7baw6ZVQaJaiYZQDWW2vZh0Dko92+nStS1tk7KQlIOft2Z7GYO69j25nRUE4VdTVZW77rqLqVOnMm/ePHJzc5tt79WrFzqdjjlz5jB27FgAtm3bRnFxMQMGDDjkcUWWEgThdPXJlE9Z/O1GtMZYZIMFNRxCiYbRSya0GgMqCj2sWkwGmcZaP+vm1hITiqWxqhJbx67YO/bELunx1+xlcKcC3v33G6LSkyAIBzjRWeqoB+9+/PHHg/63IAhnnp07dzLh+VfwayxI5hg2r1pIMCcHk88PqkrE7ybq96H4PJhSO6CRdCjRMLJWj4oKksRi1UzXPdUsX7EHRZJBr8WR3QXJZiEcDCAhIZsNSL4IkWiE2JwC/BvWEt6yHX1AZfaXX7XqCdQFoVU5DZ9wOhiHw4HD4WjpZhySyFKCIBzO8KHDeHjnjbww6V2kBDsNlRUo5X7schqyJOMPOMGiQzIZCPqdbJ2vJ7evmTk/LiPGnEeJtQj9sHRisgcjaTWYfWEad1YxtOdAPvtiOu2u6o9G9/9//nnr3XgXFXP5X+9tuU4LwqmihbPUHXfcwZQpU/j666+x2WxN89g5HA5MJhMOh4Nx48Zx3333ERcXh91u56677mLAgAFHnIfll0SWEgThVORyuaivrycmJoaYmBgURWHqp9NwVimglwn6GokqQSJKCLNkIxoNoaKyzKuha00NpfP9qFEdWslAxO8BJIxJqbg3raNdh74kJShi4E4QfitxX+qYHFOB3t///ve8+uqr2Gy2Zuu9Xi933XUX77zzznFpnCAIrU91dTUPTniOlB7DMamwp6SUem8AiymGgM+HpNESqCglVFJG2NVAuK4OJVBDqKYGZAlzZi7mlEzCBhNzVm/F6IFYbSrloUokvQ6N1YqqRtGarUhaDaFwDQZrLAatglbuyohLr8CzdqEYuBOEX0X6eTmexxN+C5GlBOHM4PV6+W7WTFZv2YjVZObis8fQqVOnQ94A+sO4m+nWpSv/+fRjvt+6F28ggKxCgEYkjQ5Zb0SjNxKNsdPYUM/meT4CXh979euxXtGdqF5Bb7Zji09ACvvoNGYIn3w5g/uuuZn//Pc9oilGZLuecKWHhKiFl8Y/3apv1AtC69GyWerNN98EYNiwYc3WT548mRt/rkTy8ssvI8syY8eOJRgMMnr0aN54443j0dhWSWQpQRBqa2t5+l//ZGdDLZLdhur2kGm2EW8ws2z+OpJM+UQaaghv3oi5oACjxoqkymjQoqIS8HiZN/Mn8nQ9AAjgA4sFrUGLQdaSlJZKp87dKFk7q4V7KginA3Ff6ljIx/Kh9957D7/ff8B6v9/P+++//5sbJQhC6/X+lE/Qpndga9Fulq5aS403jN6ejBoKEayvonHmDMzrq0krNZHtTEeavobgT5tIthVwSbee5HoCVM+ZTtjrQQn4CXobCDgrIRAiFPUi6/WooRCqVkLVyGhsVjRaDQFnNRntC/C7XbTJSGvpyyAIwq/wzDPP0KdPH2w2G0lJSVx88cVs27at2T7Dhg1DkqRmy2233dZCLT7xRJYShNPfyjWrufqBu5hSuZmKnplszrYw/ovJ3PvEXwiFQof8XKzDgaekBmO1nnhtJg2BMky2JAwmO137WknL1KI1WdAmJ+HWe3BqG4kW2JCSHejNFmKSkpDCPnIy0zFZzGi75VBdW8t7L73Fk5fezT19r+Hl257kX0+9JOZsEYRThKqqB11u/MUUAkajkddff536+nq8Xi9ffvnlaf09LrKUIJzZGhoauO2xRyhvn03CuSOJH9SP+DGFLDHLvPbZZ0iqljrvbtLDOQTXbEEtqUUr6elv19LWBFGfF8/cRSTXx+77mapEqddUY89tj91uJ1i6mzbtuwGt9gUfQRDOAL/qzTuXy9UUEt1uN0ajsWlbNBrl+++/Jykp6bg3UhCE1qGsrIz3PvkCQ6dhhIIhjPEpBDxuwj4v9YtmYY6ayNV3RmvQIXm8hFQf8YlDcYVq6JyskBajI8mehUuNYc/8ORjdChG/m2Rde3ypEbwNJVgaswAJjd6IGo0AEPZ7CLmqyOtwMZUr5/HEY39u2QshCKeaFi5PMH/+fO644w769OlDJBLhkUceYdSoUWzevBmLxdK03y233MJf//rXpq/NZvPxanGrIbKUIJwZ6uvrmfD26yRePqKpVKXeYsYyvC9lO4p54c1/8Zc/3dfsM4qicPsd97Bg6Va89S7ap46hvGoDfqsXd6CanoOzSM7SkZCuUlfjJ+CXqFXLkfMzsXTJRo6GiYux4TBIpOW2b/r5Ys9NY/XqjYy96GLatWt30q+FIJwWzpBST6cCkaUEQQB49+OPUHp1xhwf27SuqqaGkMmMY9hgGj6ZTozbQkB1kqu0J7KsivZGmbzENkQNCkVTV9GmMhWNpMPrrqHGWIOmSz56swlvZTHmcJjYxDQCXjcZSXEt2FNBOE2ILHVMftXgXUxMTNPT8O3btz9guyRJTJgw4bg1ThCE1sHlcvHQ4xOY99NKyqtrSc31IqEFv5+q9fMxZeWiblhJjLYNsi1IOOpFGwa90YqkqPTsl0tmpgFFhdXlOiR9LPqABm99Me3t/f6PvfsOs6Mq/D/+npnb+73b+2ZTNpveGxAgBJIA0vwhAioCX/2qgEJQFFEBURCVooICXyk2BIGA9BYSIJBGek92s7232+uU3x/R1TWUELO5Kef1PPd59p6Ze+acAS6fO2fmHDJOmZQRQ8FN23vP460ajyUvHwODSP0Ook07mbHoM3StWcpVl3xuvwXaBUHIjnA4POi91WrFarXut9+rr7466P1jjz1Gfn4+69atY+7cuQPlDofjmL5DHESWEoTjxTMvPo9l+uhBa8z9k29kOWufeYtoNIrL5Roo/+Vd97JmSx8FxVPoj+9BNwxSRpTSkfMo9HdTONyMoRtseruTvu4E3WozWnUxSjqEJZFg/MhJH3rBOhNP4nY49ysXBEE4GoksJQjHPlVVWbVmDS1tbRTm5TFn9mwsFsugfd7bsgnvOWf8451BJBqldm89admEbjGTcSskwvuezi0xlVI9pYzKcfumCt+2rJNMr0q73IyqpwmnQlhGVGMydNqXv0J19QQmn3oehq7TtmMVd9x41eHsviAIwoBPNXi3bNkyDMNg3rx5PPPMMwQC/7rzwGKxUFFRQXGxmM5OEI4luq7ztW9dz5rGJtRx1VjdbgyrGZNso79hKyavF3XtFnL0HEoso5AzMmktQYoETksOZaMclFXvu5i/akc3XREnJNP43BXo5m4Mq4k2eS+uU04huWEbis9P0p4gvvNttFgUOZLCbXdwzoRKLrnoBvx+/ye0WBCE/QzRHU5lZWWDim+++WZuueWWT/x4KBQCGJQjAP7yl7/w5z//mcLCQj7zmc/wwx/+8ICevrvsssu48sorBw0EHqlElhKE48PqrZvwnz3zI7cbRQH27t3LhAkTAMhkMjz256fx5kylu7MOWZPAkJAkExUlZiaMrgJg5apadtQ1ktAjSC4b2t5a5EQvw4bNJi8v70OPFdlUx3mfO3anIRaEw+IYv1tcZClBEI4Ua9au5c7/+z8yhYWY/H7U7dv51V/+wjc+/3lOnzcPXddpamoinEzgwiDY38/ehmai8RSqLpNOhDDJZhyBQnJd5UT7WvCVyVTO2TdwV/tuDx07ghQ6R4FJIZzpJsoe5IROToGPuC3IyJqp9LTsJdldx9e/eCFjxozJ8lkRhGNAlrPUHXfcwZIlS9i5cyd2u505c+Zw5513Ul1dPbBPMpnk+uuv54knnhi0fnBBQcEn1j9UWepTDd6dfPLJANTX11NeXv6RC60LgnDsWLlqNR/U7cW78AxCsTBuX4DQ6k34K6cS72nBEZEoSpXQKzWCZKDrOjIKJtlM3jAzVdP2XXjfuqqVtvYEHq8XMJNCJmnEabA3YD1hKiZvgJhZx1SUg33YcJK7a3ErDirmzqNz6ypi8ZgYuBOEI0xzczMej2fg/Yc9dfefdF3n2muv5YQTTmDcuHED5ZdccsnAxZbNmzfz3e9+l127drFkyZJPrDMUCjF//nwqKiq4/PLLueyyyygpKTm4Tg0xkaUE4fhgUhTSqvahT94BoOqYTCYMw+DpZ5/jJ3feS08sQzC2HjUSxognkHWZ0dXVjP/HTVB1TRCnhtKaEaQzMUyYqKt9hRFV1Zw6Ziqr395A4cmTB32v9O9qpMpwDfpRKgiC8J9ElhIE4UhQX1/Prb//PQWnn45iNg+U62PHcu+SJWzZupVVW7ejur3sqWugYeUqUmkNHQkdHUNVsVicWE1uMkkwu71MGlbJ5En76mrZEKZtYxSH2UsyEyEjQYfaQN7UEzhp3ilYrVY2vPQnxgQyVE0ezYIzrh60zIMgCEevA1nO5brrruOll17iqaeewuv1cvXVV3PBBRfw3nvvfWL9Q5WlPtXg3T+99dZbuFwuLrzwwkHlTz31FPF4nMsuu+y/bpggCNkRjUbZvXs30WiUsWPH8tRzL2AEAigOB0RDWPMLyIwM0r7iZdTePkrU4SiyjCKZ6Uw3ErCXophsuD0WRp/kA6B1R5L1G3ZSMGIOMgoaKv3duzBPrcFWU41sspKJh7GVVaA3dKD2ZCiuGIu/tAIAxWZm2eo1fFvXkWU5i2dHEIR/5/F4Bg3eHYirrrqKrVu3smLFikHlX/3qVwf+Hj9+PEVFRZx22mnU1dUxfPjwj63zueeeo7u7mz/96U/84Q9/4Oabb2b+/PlceeWVnHvuuZj/7YffkUJkKUE4tp01dx4Pb1tL3qTRg8rT6TQtTa10Ll/FusqJPPv8SzzzziY8I0/HVLpvrV9Ny9CzbQVoPUyZU4MkSdQ3J9jb7AAM0moMRTLR3bsT9DgzT/kCzXs38rlTZ/HM46+il/jBJENLHzOGj2HxjdeLi9uCIHwskaUEQTgSPPjnP+OfPXvQwB2ArCikq6q47+klnP71b9G9tw4todP37HIUrwc54MYxaTy6lABDpuftt5Db+1DlJiZOyEeWZep2tlK3IoxNcqDpGdKKSo/UhX9cDfPOXIiiKMTDQU6ZPY1vX3t1ls6AIAhD5ZOWcwmFQjz88MM8/vjjzJs3D4BHH32UmpoaVq1axaxZsz62/qHKUgc1eHfHHXfw4IMP7leen5/PV7/6VRGSBOEolMlkuPv+37Jk6TKCJjsGEunWJsLtrehlJUTeXIqOgakgF60/jNbehi1lxu/KR9c1oqY4hhzHr5RjMttQkzINm/pxeu1seK8B2eFEUSxoqETincQIE5hwMopsIa3GMDu96O29BGpm4AwUkunrJZNMYrJaycR7sFYMp6enRyw+LggHQTL2vQ5lfQfj6quv5sUXX+Sdd96htLT0Y/edOXPfdHO1tbWfOHgHkJeXx+LFi1m8eDHr16/n0Ucf5Ytf/CIul4svfOELfOMb32DkyJEH1/AhILKUIBzbzph3Go+//Dzx0gIcuftmDti+Zj21y9eSiaSwm518/1f3oaUVSmtOJpXSAZDNFmSzlcLJ82l773k2rN5Fafkw3nl1FZpZxuLLQ9fTxHtbkTM6zrx8rFY7bf1xzj59AReecx579uwhk8kwfPhwcbe4IBwiR0qWGkoiSwmCkG172toIjB+/X7mmaXRHoiiBAHveW0FHSzfOETOwy2Ykpw2dDL1L38fwWJHX15MfDeClitTeJOvf207x8GLW7UzQHl+JRdq3v1JQgHfkKE4/53wA0skEPdve40d3/Ohwd1sQjgtDlaXC4fCgcqvVekCzQv3nci7r1q0jk8kwf/78gX1Gjx5NeXk5K1eu/MTBOxiaLHVQg3dNTU0MGzZsv/KKigqampoOpkpBELLsh7ffwVttvRgTTyDP4UYCwqPDJNauIN3ajm9YNfGORnpefguzqlAoDyOoN6FpGZoze9B9FpyeYmq71uOJ+/Ca8wl9YKIztpsoEUorTyQSaaOvexchvRPv58/DMJtJhkPY80tJ9nSQamrGesI0JFnC5PcT7e8j1d9A5YypEO7HZDqoryxBELLMMAyuueYann32WZYvX/6hGeI/bdy4EYCioqJPdaz29nbeeOMN3njjDRRF4cwzz2TLli2MGTOGn//851x33XUH04VDTmQpQTi2Wa1WfnPzT/jBL++gTVFpifRTv6UO78wZ5HpzcXn8dL37HtaEi3TSQJY0ZItl4POyYsJRPoJtGxp5d/UqrNixGTb6uxsoLZhGsW8GzbGtA08/y4qVRCKB2+2mpqYmW90WBOEYILKUIAjZ8lEzBfT394PNjppK0VbXhH/sbCL9QRSTDTURwUgncHnKiS5bRo15JlazEwwDNxD8IEL9xq0kCxzI+Xk4K8YSaduDluljeL6Dtp3r0ZNRfBadX9zy3f3WdRcE4cj2n//N3nzzzdxyyy0f+5kPW86lo6MDi8WCz+cbtG9BQQEdHR2fqk2HMksd1JXw/Px8Nm/eTGVl5aDyTZs2kZOTczBVCoKQRXV1daxvaUfPLcPucAOgairRYC85U+fS3v4kfR+8i9NXQl7pRJLbt2E2DMrNY+jINCDl+xk58jSsVqg8eRrrN7fT27mXcLCZkhEnonVuoX3HcgwZ4kRwnHECJo8XMDCbzajRKPENm0mFe+nc9i5OXwGGliFcu4kp532G4rFjyLz3jljzThAOmvSP16Gs78BdddVVPP744/z973/H7XYPBB+v14vdbqeuro7HH3+cM888k5ycHDZv3sx1113H3LlzmTBhwifWn8lkeP7553n00Ud5/fXXmTBhAtdeey2XXHLJwIXtZ599liuuuOKIueAkspQgHPtyc3N54Gd3UV9fz9zzz6fkwv+Hw+tD+scU4MlwFI+nCElVkCQFCTDJOqPzdXZ0KpgcblSzDUthOfntVvyWYjqMJvyuUuLpIAkpxpxxCzAMA0ONipwkCEMqu1lqqIksJQjCkaDE76c/FsP6HzMHZFQVQ9NIdfeSN3MmqXCYTCSKYUQwWR2YrD4yPU2UO8dhoDL85AAN7/WjJXXssgvDUKhr20rKliHUuBmvVWXT1g8Ih8N0d3cTCATEoJ0gDLmhyVLNzc2DlnM5kKfuPmo5l//GUGWpgxq8u/jii/nmN7+J2+1m7ty5wL5F/771rW/x+c9//mCqFAQhi156400iLj9mu3ugLBIKYrI6SXa2YjV7KRo5C0NTCbXtwqwq+CwFSIZMk7mRisLZmMwSk0ZncDvBpBSxpbYIc/tWDDWD05aHWUmQdhtYz59GdFsDfa+8jMnnBWRSDY34i2tQxnlwTJ5MurcbtzcPiT7KJk+i/d23+e7nLxLrtQjCUep3v/sdAKeccsqg8kcffZQvf/nLWCwW3nzzTe69915isRhlZWV89rOf5Qc/+MEB1V9UVISu61x88cWsWbOGSZMm7bfPqaeeut8dVNkkspQgHD+SySSm8jKc/sBAWSqZwrBZyaRj6LIVRTZjkiRmlmn4HQZWReP1PX1oUhJ3oIpMZxttid14cirpjNfSL/Xi9fspLRtJd3s9J86ZckSuSSUIwtFBZClBEI4EV37+89z44IMUnXbaoOs/Trud8NrXcXp8pBNp9IQGGRWLYkdJgm4kSXe24nSOZuqCQgIlDuxeE1uf7cTQDVQjid3swn7CJPJLy4nWb+a6m37EL398M8XFxVnssSAI/y2PxzNo8O6TfNRyLoWFhaTTaYLB4KC809nZSWFh4SfWO1RZ6qAG72677TYaGho47bTTBqax03WdL33pS9x+++0HU6UgCFkUikaJp9Jk+roxDAOT2UwqHsfszqV/+7sUVc9BTkMs3k9o72Y8kpOYESKhRVAUmXiii9kj/bidEqk07Gk2MJDw5YykvWklqWgvPm+A+PA0gelj0VM6JnM5kiJhsruJRNNkkmHcE8ZAOo3J58ewmJCSSXpef4WvnX8+c088MdunSRCOXsY/Xoeyvk+zu/HxHygrK+Ptt98+6Obcc889XHjhhdhsto/cx+fzUV9ff9DHONRElhKE40c4HEby7LtBStd0gp1dRDZsRW3rJphswDxyFmarhcllBn6HQVqD7W0qqa4WJLsFEwZdsVoMp4WIpIHZRGFOESedeBYtDZvI86T53698M8u9FIRjXJaz1FATWSo77r//fn7xi1/Q0dHBxIkT+c1vfsOMGTOy3SxByJoJ48fztbPO4qFnn8U0ciSOnBwSwSCZPXsoTiRpTyZJdPUim6w4TT4UZd8TNoahY5IsjDspl0CJAzWtUfdOFxj7Zn8yBwKYSKB4/SgOB+UzTyDutPP9237K/b/8eZZ7LQjHiSPgutTHLecydepUzGYzS5cu5bOf/SwAu3btoqmpidmzZ39i/UOVpQ5q8M5isfDkk09y2223sWnTJux2O+PHj6eiouJgqhMEIQtisRh//OsTLF2xkpWrVmFUj8c7dgpmiwU9k0GLR9H6uzArNiRVR8uo9G54mwpjJHa7CxkZu8mD32Jm9FgPuT4JVYMNe8ykdBnZZGDoGplUjFQiSHehRt7ln0UyK6Q7gjjGT9w3zZOmkYkEUYoLyRlWhSwrRDpbcGzeyre+9EUu+tznsPzbGjCCIAj/admyZZx33nn7haRYLMY111zDI488kqWWfTSRpQTh+FFWVoYSDBKNRol0dJF8dz0FxVOxjZtBsG034ZadzJg9mQK3A02H93bH2LVqOZqWIHf8FOT27Sxf+SKtra3U19ezp66ZSDSBktzD/35pESeeeAKKomS7m4IgHMVEljr8nnzySRYvXswDDzzAzJkzuffee1mwYAG7du0iPz8/280ThKz5zKJFnHzCCbz8+us0tLZSXFTEaRddxI++dyu1K5ciF+v4Rk8lZSRATaBgxixbmXPyRIqqPOiqzuZXOwl2RpBlE5LDDoqJGDH8Djd9ve3k51ThzsujrX43tbW1jBgxItvdFgRhiH3Sci5er5crr7ySxYsXEwgE8Hg8XHPNNcyePZtZs2Z9Yv1DlaUk45NuhxcGCYfDeL1eQqHQp3okUxCOJNFolKu+/T1ShcNp2rWdpDuPtm1rcM+ai9nuwmRS0FSVSEs92s4GPM4ymlc9xzBlDD5LAQomTLIFCSib46RicgBN01mzOU4o5UIxWTAMg/7OnTTveBNbaR7ur5yKNT+H+O4mEjuCuKsno8XCJJobia1bQ9m552L1+0n19qJu2sADP76V0/5jij1BOJYcjv+f/PMYX/zLX7A4HIes3nQ8zp8uvfSI+X+hoii0t7fvd6Gjp6eHwsJCVFXNUsuEDyOylHC8SafTjDnhBFInziG5Zjtl5SdhMtsBA8PQGSZ3MLbKj67rvLB0JY1NHbgqajDl+HBFO/jp9V/j7EWLst0NQTjiiCx16IgsdfjNnDmT6dOnc9999wH7nhosKyvjmmuu4Xvf+97HflZkKeF4c8tNt9G9NcNLa54jIul4qsZh9eQSq9sBiQQTxlcwY8ZoDMNg04uNdDelkdMauqSje+z0GO0kxxZgLS3GG8hBlgzsJsi3WzhvRAmXXvS5bHdRELLieMpSH7UU0z+Xc4F9yx1cf/31/PWvfyWVSrFgwQJ++9vfHtC0mUOVpQ74ybvFixdz22234XQ6Wbx48cfue/fddx9UYwRBODweevQPZEqq8eXms/H9d/BXjiV/zHQ63l+ObeRoHCWVGLqOGgkRrNtCQq7DZc0l3z0aAx01HSeViTF8ShEVk70AvPfmVnqlIkwuE5lEDMMw6GrfTMaeIe/LJ6OFw/RvqUfrUfFMOQEjo5Hu7sAbCrPo6pvoaqojUt+Otb2R/7vvPiZMGJ/lsyQIx46hWRY4+8Lh8L4neA2DSCQy6A4nTdN4+eWXj6g7l0WWEoTj08uvvkbN5HmseO1VbJY8gu07yGQSmE12xpeXMrbKD8DaTd00N3Vj9+ST6m1Hbd/Gk0/+kWlTp2S5B4IgiCx1ZDhWslQ6nWbdunXceOONA2WyLDN//nxWrly53/6pVIpUKjXwPhwOH5Z2CsKRoK+vj12b6ulpC6HZ/VQVTaWzZR3x4E6K7dWUVQcYP2PfhfU1S7eyautq/Eo+frmAmB6kPx1Hqa7EM3wEZpsNh2vfRf5EPEJXVxfm0eXZ7J4gHDeynaUO5Pk1m83G/fffz/3333/A9Q51ljrgwbsNGzaQyWQG/v4oHzWKKQhCdqiqSjAYxGaz4XK5MAyDt95bjaVyNLvXriCcSGIKh8Fsx10xhkR7B13btoBhIFudmHSZ8hHzCNZvQJYVDGSsNi+qKUlPa4jShIuGD/qo3bqX3JoiJEkmTZKejs2Yi4rQ27vpefpdrP58tFgaLGaC775DuqMVvyxRPW0W0dZ6bJkEhS4L3773l4wZU5Pt0yYIwlHA5/MhSRKSJDFq1Kj9tkuSxK233pqFln04kaUE4fj0wmtvUTH2BDZ8sIqEKYV5ZA5mt5tMKERt8x5qSsfR1mUlFC/Abckl3z+edLqFn932IzFwJwjCkBJZKjt6enrQNI2CgoJB5QUFBezcuXO//e+4444j6p+DIBxOtbW1dLf3s6uplpJRZyAZMkoswzDPHAxZJx6UScY02nb2k9zlRUamU28lVKATC3UQqJlJ/oxT0LQMTod9oF6rw0XbyqWc+N1rstg7QRCOdkOdpQ548G7ZsmUf+rcgCEemTCbD//35MZZtXAU+B+lIjFhLL03N7XSlEph6GtAUBbW3j/Smd8EAe24plkABjqJhqOEQXa//ndLqU7GYHUgmC6qexiSbATCZbAS7e1j3eBepRJpkJkxP/QdEW6K4ho/FO34G3XtW4qipQQ7YyfREQU2Q6WjFYrYyZ+RwXnl+CcFgkM7OTjweDyUlJVk+a4JwjMrywsBDZdmyZRiGwbx583jmmWcIBAID2ywWCxUVFRQXF2exhYOJLCUIxx9VVeno7KRxzzOk8924J0zC5vCCYWB2+8mUVPDXNavwh4oxW+wY6NjtGcbXFDJv3inZbr4gCP8kstQR4XjNUjfeeOOgJw3D4TBlZWVZbJEgDD1d11m+7G3uvet+Nm3/AJsjH5PJRk/XDgLmQjDLyLKZVAzWv9RPpLcHOaORZy6lgxaIJrDY3Kh9QaKdzeSVD8Nk+tdl8HhHK+ZE7Ij6jhOEY5rIUgflgAfvBEE4emiaxleuv4bt/hTKhACaqpFIWtCHlxNeHsFTM4dEWyfpTTuxT67GOWoMRkYlsWMnenMzvsJRhN5eitXixOUtQTYU3PmVdLbtpbpsLIYBsV4NxWQjFU/Rr3Zis/oocY2hydmCt2ockbY9KAW5SE4T/cuWYfV7sfvyOeELX8Fo2MnDd/4EWZYJBAKDvtgEQRAO1MknnwxAfX09ZWVlyLKc5RYJgiDsYxgGf33qaZ584WU+aGwmEQ/jXTSfTDpCvsWKIkn0GDJgoIwdQ+dr72FOyYyo9HLKSaV8+/prBl1gEgRBGAoiS2VHbm4uiqLQ2dk5qLyzs/ND19WxWq1YrdbD1TxByDpN0/jB925h43t7aGxoId9cRZwkMgqpdJjy/CpcLiuhLg2ATEYCWSajpHDpftymMO6yQlIOmaIpp9O4bhmtzXsJjKjG0A3SbU14FAvDRlVnuaeCIBzthjpLHfAvwgsuuOCAK12yZMlBNUYQhEPjtw8+yMp0G/bSEURrW4lsb0NP65jznPhPHUfX82vRFAf+c86EtIqeSWJ2+3FNnUyqsZne197FFEmheq2oWoJMvA9kCXuJn5rTnCiKwtbXwnS3pOlNt9KRqqXKN4v+WCNSgZuOHe+g+2w4qmtI1tbhcOYw5tL/JVxfS3LHBm659iqKioqyfZoE4fhxjN7h9E8VFRUEg0HWrFlDV1cXuq4P2v6lL30pSy0bTGQpQTh+3Hv/b/m/p14gkZGw2QowkhBftQH/6CpO9fqwSDLLMdOFDDZISjFyc3I5bf4J3PS9b2e7+YIg/CeRpbLUssGOlSxlsViYOnUqS5cu5bzzzgP2PWW0dOlSrr766uw2ThCOAM8teZ7mrWE62rvIUYYTkjrx6jaC/Q24cwNMOTkfq93E1uURgh0qhq5hSAYmt4/uvp3EpQRlNZXosoSaTDDyxM8QbqnHG0vjcDgonHUGqXiUyUXiRilBOGxEljqoeg/4W8rr9Q78bRgGzz77LF6vl2nTpgGwbt06gsHgpwpTgiAceul0ml8/8RjmcyfR8dIGrPZickefimy1k+zppOfpdaSDfThPn4qeSKLYHWjxOFp3K7LJiuJ1kZGTeDU3YTVJqHUXTkceFrPKqaeNwGo309MdYUvnBkLRZkyqiTz7cDJWnU6pE1tlBa6ySWhyBsliJb5rJ3a7ldTWtdiTCe780Y0D3xuCIAiHwgsvvMCll15KNBrF4/EMWudEkqQj5oKTyFKCcHxoa2vjzl89QO64M/C5/MiKhWSkB5vXwdxAEocs06vptMf7yCABOpqapGL0BJYuf5frr7160ELngiAIQ01kqcNv8eLFXHbZZUybNo0ZM2Zw7733EovFuPzyy7PdNEHIuheefYVgfwol7kJDI6YGqbCPZW/XFi740pnYXWbiIY1ov4ah6yTj/ZhdXpAlgnIfI075PH3NWxh9+onsWP4uSvUcnAWlWDIpho8YQbivm3T7Ni7/7p3Z7qogCMeIocpSBzx49+ijjw78/d3vfpfPfe5zPPDAAyiKAux7pPkb3/gGHo/noBoiCMKh8e577xHVMigbmvGUTMKeV4SBAUjYC4qw5i6k/qk/ItttGIkUmBTMuTnoGZVMSxuyLmEpyCfd1cewslMxuTy43H6mTDJwuyRCoTjvrukkbZHR1DReJUAw3UFS7sF/0ecwO53oukYm3E1iyxYy0TCjF53LlFPn0bv8NSZOnJjtUyQIwjHm+uuv54orruD222/H4XBkuzkfSWQpQTg+nHXO/8NZOgmLKwcM0NUMJk3jxEIZn9VOOJHkLYsDnB5Muo6WiGG1eNjWXovZ7eXia77FhWecziUX/r9sd0UQhOOEyFKH30UXXUR3dzc/+tGP6OjoYNKkSbz66qsUFBRku2mCkHWJaJrtuzdRaKrBrfgJKU6iRi9nnzMXr8tMNJbglSUrcaWKkSQJs8uDLus0R7eh5PnxFZXgysmhftUqZl74/9i29E2i/RGsqoE9VMuYqjKuu+v2QTcECIIg/DeGKksd1PPBjzzyCCtWrBgISACKorB48WLmzJnDL37xi0PWQEEQPp2m9jbSiTSmrhT2UcVgGPxj7A4MA1lWMDt86JE4lsICZKsNNA29swe7YUdRLMR7IhQVT8OpeMmgMW6MittlIpUyWL9RpaFuJZqkU1A1DawK+XmVdDStpv/ll7AWFJKJR1BTMZzVYzD5PfTFQ7z72IN850tfwGw2Z/sUCcLx5xifnqC1tZVvfvObR/TFpv8kspQgHHtSqRR333UPexvaGDbvdCQdMskoimJmznAnAatBSoOXNtYSGpGPye/BwCC8YhlWyYQsKfhHjCJ/wlieWLkKu83G+Z85O9vdEgQBRJY6Ah0LWerqq68W02QKx7Xu7m6ef+VVWjo7qCgu4ZxFCwkEAnT3dBGNBVE8JlJanLSRYMaCUeSV+kknM7zy6gf0uS10G3swGxaktIzhtKIXecj1VpIIh7F7PGgpkBWFaedfQNfePcxxmrn6a18TMxwIQjaILHVQDmrwTlVVdu7cSXX14IU9d+7cud98noIgDL1IJMIbby2jo7Ob/t5uJF1BkVwD2w3DQJKkfd+TGRWbpwC1vRNLYQFoGummVuwpCyaTnbQaR+qL4y0rRpJlxk+QyQmYUFWDteviJOI6FpMDVI1AQTWaTcJkd1Mx4Wyad7yO31dNZ/f7eE6cg+xzIG2XcVUNw+r3wb89MiwIgnCoLFiwgA8++ICqqqpsN+WAiSwlCEcfwzDYtGkTjz/3PL39QQrzcrj0gvOpqanhmWf/zpNLXmbL7h7Mdj/B+i2owT4cZh+zZ5ZT6Mkho+msqE0R7I+gJ+zoiQjpxhb8J8wBi0zfm+9S7ZmDJEkUTZvF48+/wLlnnXnIFz0XBEH4TyJLCYJwuD32l8d55t0VWEdU4wgUsLm1k799+wYckTirNqzCrNhoTG3F0DIsXDSf0mo/uqqz8fkm3P35hIw6TGNGkjtsMgDxYDuxPdvw5lWRCPdj93hQzHbUVBKL3U5m7x6+fOftYuBOEIQhMVRZ6qAG7y6//HKuvPJK6urqmDFjBgCrV6/mZz/7mZifWxAOs6ef/Tt/+fvLmIuqsLm9xPpU1FAKxZ0k3R3C5HMhKRKGrqMn0mT6Ythyiuja+DbW4cOIbt0FTd2kVAktHkZLpzBndCRZRpbBZFLQNYMNa2LEOpPIhoFD8ZIx4iS0CIruQEZDQsbhKqB1y+s4Z0/HXJZHfMc2nA4HU8aNx2Q28fLrr/LlSy8RF6EE4XA7xu9wOuuss/jOd77D9u3bGT9+/H5P+J5zzjlZatlHE1lKEI4uhmFwyx13srGrH/+YcdhGuWkJBfne735Pvp6hP2omr+ok3F2b6W2uxR2zkFN8CpIk4XaCrhu8vXwXrSpkkmGsyVwkjxPvwgVIkkwi3IXv9DmEm+tgWCWSJKF6/dTX1zN8+PBsd18QBJGlstSyjyaylCAcvZa/8w7PfLCewnmnD6wLZXG62LV7Dw2vvEipfwoOWw7t3Rspt4zAarVi6Aa7Xu8j02FF0uMUSAXUb92IxWQn0dWC3eygZuIi4qk0ekYDwyCTDKGm07Quf4OrP/85cnNzs9xzQTiOiSx1UPUe1ODdL3/5SwoLC7nrrrtob28HoKioiO985ztcf/31B9UQQRA+vRXvvcefXllO2ZyFA4HHm1fI9M9ewern/og+TiLdFQZDx9ANkGWw2kh27QDFRt9Dj5MzYhp60oo1ouPVh6NnMnRldtHQ9h7lhbPYthocPoNowooi6aSMOLqaAosF2WRG01XUYCeK3Y5it+OYNB5Tjpfkrh1ojXuZvugczJZ9X1ia3UEoFMLv92fztAmCcIz5yle+AsCPf/zj/bZJkoSmaYe7SZ9IZClBOHqoqsov7rmXt5s7KJs8HZvLCYDd68M+ey5vPf5nJhZPoK2tjVC4A7clF7c1H0NVQVHYtkXG45GQtJHEml5BGVuAe+xYVCODoWuk4n04/F5cPh9dz73xrwPLCqqqZqnXgiAcT0SWEgThcPrD00vIm7lvtoFMMkm0p5u2hkb2PvE0XikHOZnGSIaQMjqKZGbDy3vJKfbQ1xoGwCyZMWQJa0QlUbeN0dPPx+7at36dyWzBSAYJN+7EoYYZnY5w2U3fpbKyMos9FgThWDdUWeqgBu9kWeaGG27ghhtuIBze98V5NCwI/O/uv/9+fvGLX9DR0cHEiRP5zW9+M3C3liAcLR7961MUT5ozMHD3T6NHVdNcPYnu1cvJP2URkiKDAVo0RrK5mUjdNkyqhKd0IpnmVoqShTiMf8zJK1kprDqB9tZWmjpWUV48m1BQRzfrJKU4sXg7Cgr2imokmwWzxUYmEgQNwm17iHR0Y+vNxS7LjJl2AiVjxg60S0+nsVqth/EMCYIAIBn7XoeyviPJ0Tg10rGQpQThePDqG2/y2788ztrtO/Cdsoiu3btxyBJjRo3C4XCQSCRwjxrPyrfeojB/Olqon8LAeDxeE+FQBJPVCRIEeyT0dAKX7CGe6yYT70PV05gddvxFeZhtdgAM5d9mJ+jvoaKiIks9FwTh34ksdeQRWUoQjk6qqtKXSpErS2x+9RX6enrA7aF9xUqsaQWLyYSup8gtKiaSdOM25ZLQQ4S7VVTSuJQcEkYEi8eH11pI7qjh9HVsJ690Ahabk3QiioUwI0vN3PvkC0fVWp6CcCwTWergHNTgHez7sl2+fDl1dXVccsklALS1teHxeHC5XJ/w6ex68sknWbx4MQ888AAzZ87k3nvvZcGCBezatYv8/PxsN08QDkgqlaI/nqbEbNlvm67rjJo8k5aNq2hZ8gccxcMwO13EO1tI9XRhkRwYahy7xY852I7P6scs2ZAk8FfaqFkYoGmLizffeJuuWB2OQBG6TaGvr5Zgdy1Ofxm5xaPQ9DR6MolkMpFOhYn2NuEYV0XVqBpGzZiFze0eaFM6HqfU4xbBSRAE4R+O5iwlCMeDFe+/z+1/+guhwlKMlk4UlwcwiGfSrN24idlTp2IYBsm0iiYp2M1eerUM+QVOJs600Nmqs+WDPjLpJGbJiq5msJndyBYnLqebwmI/LT09mKz71l7R0xnMxr7Bu969ezh58mSxLosgCMLHEFlKEI4+sixj6BprlzyDmltIMq4RW7acCnkY+b4TMElmLAVpppxbSuluJ41vJrDLbpJqHFkyE9NDmFwuJAxSUpxpc8+it6OZ3ds+IBoOoyf7uOWmxZx33jlYLPtfLxMEQTiaHNTgXWNjIwsXLqSpqYlUKsXpp5+O2+3mzjvvJJVK8cADDxzqdh5Sd999N1/5ylcG5kF/4IEHeOmll3jkkUf43ve+l+XWCcJBMKCvv5+29k5S6TThSATJ4sCRV0ru+BMIN+4gtHsLqWgIh7sQR3cavHn0bl9JJSNQ1RSalCKnxEf1GQEkWcJssuA2/DT2rsXur0KPpJHNoNkt6A6FRLQbu6+ATCREMtpNJNmOK7+YVEsHVZd8YdDAnZpO0/vO29z47cVZPEmCIBxLfv3rX/PVr34Vm83Gr3/964/d95vf/OZhatWBO9qzlCAcD37z6GOEisqw5xYgGQaSLAESitVGxuNj644djKupIRmPgmYAEkXFxYyfZkaWJRRFxmR2oSYSIGlYLXb0dIx0BHLyx1FcUozd6aC2oREcThJbd1NWUkn7qhXUBDxc/dXrsn0KBEE4hoksJQhCNsiyjF3TCCdSaMvXE21uYLh9KjbJhlm24AiYGHd2AYpJRjbLtCf2UG4bj2Fo6IaGxZuDN+Cju3cX5cNyaNm+HJPFSVmhj+o5Y1j8rW8QCASy3U1BEI4DhyNLHdTg3be+9S2mTZvGpk2byMnJGSg///zzB+b3PFKl02nWrVvHjTfeOFAmyzLz589n5cqV++2fSqVIpVID7/85HYMgZJvVaiXgtKKm09TWNxJL6VicHmLhdhR3LuloCElSMFIZXIUjsPtKaHvveSyhFIXWkTT0b8KNG6fNj0NxY/PL/whIEn0NSWqX9qNIZqyjhmGbPpHY22twllSj+HOw5hXS39tAd+cW4m0NWHPzKJ73GXo3vU+lKZ/kO8uJBwLg8UEijjsR5yfXXMXo6upsnzZBOC4di9MT3HPPPVx66aXYbDbuueeej9xPkqQj8oLT0ZylBOFYpmka76xYwZ+WLGH5uvXI+YUEqsdisttQoxFMrn03J5ntDoLtfQRDQbRQGCWt47DLTJ1cgcks0d9jsGuLQSYRRkICRccwJcgrVhhdMYy2jh7UggL8Ph9jhynUvfk2gbZeFpw6gQvOOpORI0dm+UwIgvDvRJYSWUoQhEPH7XIRfe19MtEoOdZi7BYPaBoWj4mas/yYrDLh9jTbX+siY2RoSG7Ga8rDZLajyyqtfZsoGeNiyQtLSCaThEIh/H4/Tqcz210TBOEjiCx1GAfv3n33Xd5///39Hj+urKyktbX1oBpyuPT09KBpGgUFBYPKCwoK2Llz537733HHHdx6662Hq3mC8KlceclFfPvn96GXTcDu9pJJJTFkBUNT6du+Fl/FeGzufFLhHmSzHYvJgRTN0E8bIywTSepxImoPPo+PsefmYbYphNoTbHulE9mQiKi9pOuj2M25BEomEWrfgXfiDCRDwlkynPCezcQ6G/BNnoZupPAU5JNnc/P1L5zN+PHj6OzsxOv1UllZud+6fIIgCP+N+vr6D/37aHE0ZylBOFapqsp3brmFWkMiXV6J/VQrsstD744daPE46dXvknPiPBSrDSRAkmlraiK67gM8qolxFf1YzU76QylefOl9fOZynKYASSOJalHpSu5hTHUV13/167R1dPDUay8TTSbJd7m59vKvM2P6dJGXBEE4bESWEgQhGxoaGnj3pXfIV4tRnQY+PYCkA2aNMWf6sLoU4n0qO18NYseHVenFIbvZHV+DyekkT/Hz7Ruv5sr/uQJZljGbzbj/beYnQRCEw+VwZKmDGrzTdR1N0/Yrb2lpOea+MG+88UYWL/7XVH/hcJiysrIstkgQ9tm1axfPvvYa9bs2k9mzG/+wsVjdPmLhEOHGXfgqJuHMKyfW1URk1yYyfd2YdAWL2Y6iKnhMeUjpHvqVNmrOCWB1m4j3ZdjxQg/JZAwZibDag8s3Ci0cobe7mbwTz8Ds8qKpGfq2rSXd1kJg1GiKqseCBD17tmG32xkzpoaioiKKioqyfZoEQQAw/vE6lPUJ/5XjKUsJwtHiT088SYPDSdrpojMYwVBVTHYHnqlTiWzZDLEUve8tw+z2INsdJOvr6G1vw5yxctb/m4/H4yQcivHcE69jIYdwopX29BZSRphJs85mwqSvIysKN97+S/7v7p9x6sknZ7vLgiAcKJGljjgiSwnC0SeVSvH9b/+YkZ6Z9OlJokoUNaqSkiJMO7sCh99EPJJi84u96EkZ1UiDYRDMdFI5bgoTJlTxyO9/LdayE4SjkchSB+WgBu/OOOMM7r33Xh566CFg36N/0WiUm2++mTPPPPOQNvBQy83NRVEUOjs7B5V3dnZSWFi43/5WqxWr1Xq4micIB+T1pW/xqyefwlE9BkvlCKRInN69W8gEe3EVDidv9AnYfQXEOpqIr19LhX009ckeUnqM3kwneVIxCVMEWZKpqRiDPWAhEUmx8dlWkrE0XekG4loYSbGQDvdiyA7MOfn0b16FbLagp1MYmkoy0kfForNAgnhnG07FxLACL6Wlpdk+RYIgHGdaWlp4/vnnaWpqIp1OD9p29913Z6lVH+1ozlKCcCwyDIOX3nkH96nzaNi5G7s/j3g8RiYaBk2DZIbE7l0E5p6CN5BDz3vL0ZuaKR42l8qK4QQCkMrA6q0pdNlJOhmjIm86u3reZsKiRdSccOrAsezDJvDkM8/yja/+TxZ7LAiCMJjIUoIgDCVVVbnllp+wcUstmYxEIpnAYnYRyrQwdvJccvK9pDMGKzYFaU5uoUQtoS/VQlwLIvkNZs6s4ae33SQG7gRBOGINRZY6qMG7X/7ylyxcuJAxY8aQTCa55JJL2LNnD7m5ufz1r389qIYcLhaLhalTp7J06VLOO+88YN8dW0uXLuXqq6/ObuME4QDEYjHue/yv2EbWsPnVpThyR2IfXoQkycQ6G2hb/SaBaiu6phLbuo5hrok0dW8gkezBZy/CZR1OItlHa2YPblMONCtse7GT/mAvbX2tGIZOv9qFoasYFgU5o+KdOhfFagWTCdlkwTB0kj2tRNvrMWSFvi3ryTTuYda4Gm696bvZPkWCIBxnli5dyjnnnENVVRU7d+5k3LhxNDQ0YBgGU6ZMyXbzPtTRnKUE4ViUSCRQLRa6e3qQ7fvWS/EG8mhY8hyOtJMCXxWadTzxlXtpDr6Ox+/EXTGDsmFTCMUSbKhVSacBcz65w2fQsX05O/uW4y7JZdT0kwYdy19Yyqr1y/hGFvopCILwYUSWEgRhKKmqyrXXf48V69rIqTwFQ5NQDZ3mxuXkVp1EVMlh3Q4JwwDdlE/huHns3fQCyVAHk2aN58H/u4/q6moxvbggCEesocpSBzV4V1ZWxqZNm3jyySfZtGkT0WiUK6+8kksvvRS73X7QjTlcFi9ezGWXXca0adOYMWMG9957L7FYjMsvvzzbTROET/TKG28gl1Wy/pXX8Y05GUOSUTUVDANrTjHOgnJ6d3+AM7cMrxGgK7iLULie4fZJWGUXimzFa/Fjt9hpiG/H6vTR1twPqkGOpYzuTBNSnp9ktIeRzml0Fyax2TzEYl0oNge6mkJWTEiyjGxopN99ienjx3PFz2/jhDmzURQl26dIEIT/cCwuDPzvbrzxRr797W9z66234na7eeaZZ8jPz+fSSy9l4cKF2W7ehzras5QgHGssFgtkMqTTaWRl30+knuUrqHCOx5oTQNd1MqRxSA58bjfNre9TdfKZKCYFRZEIxS1IkoRk0nB481CcLkwmleFTp2G2DJ7FQ5KkfWvmCYJw1BBZ6sgjspQgHD3uvPOXvPDCe+gZibCpC1/+SDCZcfhy8ORWkYr10RIKIxsSBgYaGRylwzE5Nf7454epqKjIdhcEQfgviSx1cD714F0mk2H06NG8+OKLXHrppVx66aUHffBsueiii+ju7uZHP/oRHR0dTJo0iVdffZWCgoJsN00QPlFdYxOtTc0ovjIUmwPgH4N3oGXSeKun0vb2c4R2b8KZtiLpUG4fh89ZiiybUPUMZdMDFI1yY3nezK6+LZT5J2PoBpF0N1GPROXk82nc8CK13avwzz6LeKIXmy8fxWIFJAxDp2/raqpHDmf1G2+IaQsEQciqHTt2DNxhbTKZSCQSuFwufvzjH3Puuefy9a9/PcstHOxYyFKCcKwxmUyMLilhXTqDZmgYySRyXxrFa6W9YQ1qOomU0fA6SsnxVjBrxkmMrsqwrTmK0+kkkUiSyaj7BvAkCcVixeaxMHL6nP2OFe7pomb4sCz0UhAE4cOJLCUIwsFqbGykt7eX/Pz8D11C5dmnn+V3dz5KiWsyNpMbLZOhr6GO0vFeTj95POtaFLoTCjaLh3imH5xWtKiKzV+IR+kVA3eCIBwVhipLferBO7PZTDKZPKiDHUmuvvpqMU2mcFQqyM2lrbaWnOoTQQI9lSITCaGmk2AYZMJBpEQKJaNTYBtOd6aRfPdIZHnfE3HlY10Mn+kBwFksk+mM0xjfQkZKY8rLp3DEfAxZQjKZ0Nw2MvEQ9vxSZLMFJAktnSTW2YjW0cDtv71PDNwJgpB1TqdzYD7xoqIi6urqGDt2LAA9PT3ZbNqHOlaylCAca6658gr+9wc/JJObjxqOQVyjJ7qD3MKJZBIRNDVFOhlCcdYzdXoNAB6HRntfDLfbte9GKk3bV5kRp3DY6P2md9I1jf5d6/ji7T883N0TBEH4SCJLCYLwae3atYs7fnU/YckMNhfEI+SY4abF36SyshKAvXv3cu9tD1JmHo/d4kdSzEgZifGjx1FzogdJksh3afT0yWTSUXRJQ0nrmGQzqp5g7pwZ2e2kIAjCARqqLHVQ02ZeddVV3Hnnnfz+97/HZDqoKgRBOEijhlWS7u9DTSaQFQvpZBRVShDp34umxkm0t5JJBQlYC0nIMey2AJIkAxKBSjNVc9wANKwL07Y7gs1XQKYyj4LcUSgmC2CgGSqpRBiT2Ur/B2+Tam/CXj4CJIlkeyP2WJAnH7if0+fPz+q5EARBAJg1axYrVqygpqaGM888k+uvv54tW7awZMkSZs2ale3mfSiRpQThyFNSUsLvfnwr3/zBD3hn9Qc41Xy8eaNo7lyNpaQYxeWmSPJwwrh9d5Vv3FpPW6wMq8WBmlExmU0oJoVIqItcn4VFsyewcs1SnGWjsDndRHs7SbXu4XvfuPJD70wXBEHIFpGlBEH4NBobG7nhjrsomDmPIqttoDwVj/G17/6AEydNQDPgladfgFYvGDqSbEJCwldkZfTJ+wbutmzcTYNcjaalMcxWHM5CDEMnFerCboT50iVfzWIvBUEQDtxQZamDSjhr165l6dKlvP7664wfPx6n0zlo+5IlSw66QYIgfDTDMGhra8Od46d3+xpyxswknuwinmzHecoEZIuZzKvvYLY4SUd11FAEh+IjoyfILfFSfaoXSZbo2JGgcV0EQ9eJ6xFc9hFIioKBDrJMsGknss1OYNx0io0+vnj2aTS3d6AbBufedDXTp08XCwULwtHE+MfrUNZ3BLn77ruJRqMA3HrrrUSjUZ588klGjhzJ3XffneXWfTiRpQThyFRWVsazf/gDV/zP11m5rofeTCN5pywERSFg0jnJk0CWYEddI28vX02gMo7LX0pGdeF2u4hGOgk1r+K5px9j5MiRtLW18fzLr9IX7Gf0rNEsPOMaHA5HtrspCMKnJbLUEUdkKUHInt898gcCk+Zg/reBO8MwaGxtp9tRxLPvrienfAwtnXHKjXx0w0BNx/EWehg/34esSHQ3pti4op5UcR++snFY7G4MXcNsMhFP9DNuhJ9p06ZmsZeCIBxSIksdlIMavPP5fHz2s5896IMKgvDpdXV18f0f3057NIOGmUSokZ49a9C9Ev7z56FFo/Q/vZSCyhlYq3IwNI2eZUsJ+MYQDzdTc0Y5skmityFF3XsRJCSimV6iahfWeBjdnU8mlaC/YSOR7nrsFcMxW8yMP/X/sXTlG/z14d8hy3K2T4MgCMJ+qqqqBv52Op088MADWWzNgRFZShCOLJlMhnA4jNPpxGazoSg2MnIY/9QTkU0mnJLGHHcCkwQdaZnVKSuO/CJCoVri9KLH4tgNlXMWzeOHj/2d3NxcAIqLi/na/1yR5d4JgiB8PJGlBEE4UH19fby9dj2BGT4cKZXcnACyLNPU3EJUBV/ZcDoaduFIGNgcHmQcqMkIkiXGuNOKMVlk+ttT7Hg3giGbiHY1komHceSWYTJbiPc2MHlUIQ/85gFx07ggCEeNocpSn2rwTtd1fvGLX7B7927S6TTz5s3jlltuwW63H5LGCILw4ZLJJNfeeDNK+VjaG1aQSWZwjRxHtL0O+9SRJHs7Sby7hYKKWdi9eYCEYTIhueyYbC6mzRyLySoTbE+wa2mYtJqiJ91Ic2o7BfYRtO5cQffeNZisLpxFlZRNvoRw4w5I9KMoJlR3Lps3b2bSpEnZPhWCIAj7qaqqYu3ateTk5AwqDwaDTJkyhb1792apZfsTWUoQjizxeJz7H3qY1Zu2gtWJnkowvCSfTCaF2etAtiioWprxXhWrDH0ZifdDMiavn954BwWTp+GbMAmP3cAR7OezZy0cGLgTBEE4WogsJQjCgXjsL4/z9PLldKbSoBt09wdpbGujqqyUnr4gVl8eAKmMigkrKTlFWOvDGyhhzEk5WB0mIr1JPnihjnQiQ4guSqYtBElDTydxWtNMr6rm0Yfux2KxZLm3giAIB26ostSneozmpz/9Kd///vdxuVyUlJTw61//mquuuuqgDiwIwoFRVZWHfv8w7TGVNctewTJ6MlWnn481pxBzjg/HqJHo0Thyn7pv4M4AAwMJCe+IMbS1rWVHrYOmxghvvL6J3YkN7FW30C/1UeWbRcKhUTn38+SMmk6gZjp540/CbPfiHzGZvqa9rN24iabuIHtqa7N9KgRBOFjGELyOIA0NDWiatl95KpWitbU1Cy36aCJLCcKRI5lMcs13bmRTyKBoziKKps6lZM4C+vzD2Fa7m2CoH0mW0Q2N1VETDSmZd2M2NLMFTVcx+3JI9PagpqOUlpWRM3YcT730Ura7JQjCUBBZ6oghspQgZMcrr7/BMxs2UXT6Iiw2C4rJhNXtwpKbx66GRuKJBOGeLkJdHRjpFOlYCNXjpNvajW7o7FoVpaM+yZZ34iiOXFpSOzAsJvpbtpDqb0Ptb6Cm2MaD990jBu4E4VgkstRB+VRP3v3xj3/kt7/9Lf/7v/8LwJtvvslZZ53F73//ezGdniD8lwzDIBqNYrFYsFqtACx58Xkef/15dib6CScjKPklxFMJ7IoJFIVUZzfJ1lYskgXdZEOSJAxAMgyQDEwWF56iUezY8wYNtS4cFh+KU0eLBXHioVtuxz1xOrLJgq9iHB1bluMuH40kycgmE1ZvHrLdTqg1yoN/eYI5s2dTUlKS1fMkCILwT88///zA36+99hper3fgvaZpLF26lMrKyiy07KOJLCUIRwbDMPjdgw+xbk8z5tY+fM2NVI6bjM3pwmRzoldMJP72C6SSccx2N6osszZpAckgGetDslhQFBOSbCXfaRu4yBSOJ7LcM0EQhAMnspQgCAfCMAz+/NxzFMydhyRJlI8fR1vddvyjxqNqGmmTBa0/htvqom/3eqTuGDvbn8c9aSauiik0bVmNNSLTs9RNRkoTlkJQVYJavxtfThWzJ8ymr28zv3/gN2LgThCEo8pQZ6lPNXjX1NTEmWeeOfB+/vz5SJJEW1sbpaWlB90IQTieaZrGn/76JC+//Q6qyYKeSVOZl8OoqnJeb99B0edPpWP7DoLPrcE/dSxaKsXet18joyVR8nJI1jZjH1WNrqYwjH23HcjAVJ9Ka1Kly1uE4bDSvOFFdFXF7vBjcwdQ8/JxeHyEOvegphPIigk1GScV6sHmy0OSZJBAS6eRkiFKzzmfn/3qPn7z8zuye8IEQfj0jtGFgc8777yBvy+77LJB28xmM5WVldx1112HuVUfT2QpQciudDpNMpnkznt+zZJ31uIbMxPMVlo7W9n+18fIKx+Or6gCl7+Ec+efQnOkkWaKURQLuqGh6yqK001k2wbc5aOxYmDKpABIhsMU+v1Z7qEgCENCZKkjhshSgnD4BYNB4iYzTkUBoGLKVEIvvUjXhvdRCiqxOv2Ek820bd1AsmEvphQYssYJpV7SioM9llPIxEKkElEMk4lcXwGJvnbkjm6KCofTH9zNd797tRi4E4RjmchSB+VTDd6pqorNZtuvEZlM5qAbIAjHM8Mw+P6tt1GnW8g7ccHAYrzBSJifP/IQs755LpIkEfB7qdN0JFmmd/1qlKoiLLl+MJsJv72cpL0dc4GfeE8bjtwiJng1iu0GBeV2locluvt7cBdUkQx1kz/uVPq7dhIM7sUIS/iGTSKnZN+imrH2vfTsXEnBxFMxWeykQz3071jL1DPOwOHx0hKK0t/fj19cmBIE4Qig6zoAw4YN44MPPthvbvEjkchSgpAd23ds47En/49gupPdO1oJmYbhrBqLZrKR0XQs3jys3kJa1qymw7GNuTPGMbyqhApN48l1O9BKhmNye9DCQYLr38flK8RbPpzIzg2Y/jFjQv+WTXzn8ss+oSWCIAhHDpGlBEE4EPtmeTIGvZ9w1tlsWbmK9s2bCMaiRHbuJJAJ4LQGMLltTJo5jFGFPnTdoCsqE8aL7AoABjo6qd4OkokQJSUxfnzbTVRUVGSvg4IgCAdpqLPUpxq8MwyDL3/5ywNT+sG+tSK+9rWv4XQ6B8qWLFly6FooCMewNWvXsiuSpnjypEHlqgGBU05ny3MrGH36VGJtPaR7e+hdv4VUMoE9fwRmtxdJVrBWjCD80nKc+YV06nWcetKpVDhzMQyDjXsl2pq3E4+0UTr5TJo2vkxv/06846YgWc0oVgexxt30bFlB7tjZmD0BcieeRPfmd5AUBZ/fyaxzz8XpCwAgO1xi8E4QjkISIB3Cu5KkQ1fVfy2TyVBVVUVfX99RccFJZClBOPw+WLeGB5f8klkXj8Riq2brTZ1UzhpDW2M3sXAPsmKld/W7FORNoHDChVTkJBg9zIxhGCzfuptELI1cX08iFcdkdxMoH48jJx9dzRDvbsRTtIj2VSs5dXgV48ePz3Z3BUEYAiJLHTlElhKEoZdOp1nx/vs0NrdQmJ/PySediEvV0FUV2bTvUrIkSeBwUTHjFHY98wQeORffyCl43GWUl8uMGrXvm27ZWx/Q6xuBzZ2DhopkVtB1nXRvO9ZSJ0XVJRQWFmazu4IgHAYiSx2cTzV495+P/gF84QtfOGSNEYTjzZPPv0hO9diB98lkklgsRjweR0eitzXChme3YPXkoyQ99L3/NubcHKJvrgCbBUPXMDr68LjKSXf1MXX6BCZW5gKw/J2N7NzeiGEzUTLrXOLBdqxFRViKS8EkY3K4kU0WPKMmEnfV07trLd5h41AsNjQ1QWFODnMv+59B7dVjkaPiB50gCMcPs9nM5s2bs92MAyaylCAcXoZh8NDjv2Hu12owWUz0tAaR3TlIsozDZyGVTNC5cjVlpSdisTopCWiMLjMDsG1njPotTVDkxpk3Amd+OQCalsIsQeu65RS4rdi3buKr553LiSecMDCLgiAIwtFCZClBEP7dylWr+eVDD2MUlGL1+kntbOShvz3N5BFVvP/u2zirhmO22XDnFwAQ7ulC7eqhcvTZmC0uCgv+NXC3p1ajtV0l0b6KglmLkCwmUrF+wlvWYHMqzL75KzQmUtxy18+44/s3Z7PbgiAIB20os9SnGrx79NFHh6QRgnAs27t3Lw899mfqmtowJIk8r4svX/I5Zs6YTjgSxepwks5k2FVbR1LTyBiQjEZIJVKYPAXY8ouJ7KnDZjjJqTiFqNqF5rNiq6pCVRM4p+cT6dhLVSzIiTP33e29uSvNXtlBygGV089BUcyEumrxTj8BNRlBTccxS34MQwfDwJpXRGjnBoxUDDUdJ6dyBGPnTBvUj3iwn2F5/kELbwqCIBwJvvCFL/Dwww/zs5/9LNtN+UQiSwnC4bVt2zY8VTImy76fPYpZwVBVorEYhiGhSEmskgOzxUmOW2V06b5p12obU7R1yRQXTKRDryMVbye8fgcWdy4m2UANdjC9soBnH/9zNrsnCIJwSIgsJQgC7Lt+dfv/PULxSWegmP51yThdWcUTjzyEDSvpLR0YJpl0ph+z30XbqvU4rH7MFjcBP4wZs+8zzc0GTY0S+fnj2L71Cdreex7ZpOAwm3H7zYy9YgHe0n0DgDu2r6C1tZWSkpJsdFsQBOG/NlRZ6lMN3gmC8OmsW7+BH9/7APljZ1M8YwIA6WSCOx56nIsaGinIzaE52M/u5hZweoj39WLICrpkwubzkqjbTTShI4XS5BaMI9JVj+qV8I+dAgakUjLxeDf5w4ax0GkgSRK7+zPs0Tz4Rk7G5HQTbN+Bv2wcmqRistlRkxEkSUHXMsiALMsoZit2X4A50ybR0t1D/YYGTP+2UHB/eyvqrk38/Gc/ydKZFAThvyEZh3h6giNkYeB/UlWVRx55hDfffJOpU6cOmjIJ4O67785SywRByLa+vj7sAWXgvS/PRSbcgZoZj6SYMTJpnPYcbHKKiRU6sgQt7Wna+j1oWhf5uVX07dqMyWyFAi+yFqXUbmPuSafz/WuvzV7HBEE4rESWEllKEI4Hv//z4+RMnj1o4E7XNNY+/TQ5lSfiUKyMrR5FT28viVSShq1vI0fSWIsC2K0mJk4AWZbo7NTZuUtFkc2YzQ6sNie5J1dhKDrV08dRMG4Esulf+cxcXcJ7a1bxufM/m41uC4JwGIgsdXBZSgzeCcIQ0XWdX/zmQcqmzUcxmQfKLTY75ZPn8reXXuc7//tFbvj1g2jDx5EI9iM5XJisVtIdHeixCOlgP7oeocBXgxRLks6E8dbMxNB10vF+LJIdQ7GQkG1sz6jY+ztZ225gyXUgm2TsBWX0NC4jwHgwDNR0El1NY3F60ZJxzN5ckCT0TBpJU7HYbFSVl8EeE6a92+ncuRkZg1kTx3P5L39GIBDI4hkVBEH4cFu3bmXKlCkA7N69e9A2MYWdIBzbmpubefqFJ2hsq8dqtrHolM9w4gknYfrHRafCwkJi69WB/SUkhk91sH3DBwQmTMeQFNJqlLRuoa4jg9eaYketijfXis3vRdP6yPHamDWhhokTa6ipGc2YMWPETASCIBxTRJYSBAGgtqWN3GHjBpW1796JxVqIK1BEsq8HSZYpLCjAAPq7JuDLaSWRDJJK6dTtlcjNge3bJCRJBgySWgSr1YqlPIfqWeM+9LqSpMhounZ4OikIgjAEhipLicE7QRgiGzZsQHXmDRq4+ydJknCUjmbH7lqUcC/92zage3KRbUk0NUNo/SqklIazoJzIjk3YfdOwW7y0G5uxmHQysR6csgeQkBQFkNimWoi09GFOmZGiQSxuPyChGyqJeC+SoRBu2I67dASSpKDGo2TMFhSrHYwMZllC1zU617/NPT+9lbFjxxzuUyYIwlAx/vE6lPUdQZYtW5btJgiCkAUvvvI8z733OGMWlDDtzBLSyQyvrvwLz732NLf/4Bc4HA5GjhxJss1EMpbC5rSi6xrFYwIk0mF2rXyVRCaXeH8PPlclu/s0nK4Aup4mE+1nXM0o2lo3cNedv2HMGJGLBOG4JrKUIAjHgw+5vty8eQu5JbPQDYNUKsmWbTtAApvFgp4Bf+FwUo1biWR6aGnJpbVl31echERKjxMM1pHrduCMJj7yhvBMbTszL7toaPsmCEJ2iSx1UOQhqVUQBNraO1Ac7o/c7vIFaGxpw2K20LtpE+GN6wlvWk/vW69gs+Wgp1Ik2pswUimsipNItJ2Y2oeq6Fgtbmw2C1MCCrLxr7uT9EgUi9mJVXGQDHaSjPSSiYXor9uInoiTbmnC0A00PQ0yKLKGFumlY/kL5NsU7G3b+OUPvyMG7gRBOCrV1tby2muvkUgkADCMIyzNCYJwyDQ0NPD3lY9z8pXjyC/bdyHIYjMz7tRhFJ9m4Tf/dw+w74apxV/9Pu88vJvu5n4kWSYWi1E4OpfiEhcnVlbi9eXT1boOi9WNqmqgpRkzegR9fQ2MGuGnpqYmm10VBEE4bESWEoTjW3l+HolIeFCZllFBNhEOR0hnNBRPDrrVSUtHF/F4nJqx+eTZCujcu4pIqpuEHiWpR4lq/fSG6ohFaznv0vOoVO3Eevr3O2a4rYsS1UZVVdXh6qYgCMKQOdRZSjx5JwhDpLAgHz25+iO3x8L9OH1W6hq7KZt9AZLZQioWJKI4SHQ0UTj2ZGRNoqv9JULBRtrSu3GOHU9s9zbcVVM40acTMINZcrAik0QyFPRgBFuen2QqjKalSfX3YjG78JWNxZpXRDraR8f7r4HNhDW/gHj9VtxWC7NrKnnykUf2m49XEAThaNDb28vnPvc5li1bhiRJ7Nmzh6qqKq688kr8fj933XVXtpsoCMIh9tQLf2XsgrIPnYKkeHgub7+5jWg0isvlYsSIEdzxnV/z+NN/4M1nNvD+ml1YrJXMm3YifqdMbl4pq3cFadvzHqjgssp0tMY44/QTueyyS8WUcYIgHPNElhIEAeB/Lr2Yb//y15SedBqyvG9NOk9BHl2tDSiyFQmJ7qYG1EwGyaQwZayNgoCbPM9sVr/eQmvtWrCaMdmcqJkYtjw7515/C7u72iCqo7+xhY4SN67qcnRdJ76jkfww3P79W7LbcUEQhP/SUGUp8eSdIAyRKVOmIIU70TR1v22GYRCs30pTYzP+qilY7E60ZIJQw1aSve3kjZ6N1eQEVUPRZRpql2KvqsJfMAqtsZWZ9gQBM6R02B5VSPV00rP8Fbx5o9C0FGk1QSoVIdK2h0QmSG/HVtq3LaW7YS2eSROR7GacI4pxVJUwzOvgzw8+KAbuBEE4al133XWYzWaamppwOBwD5RdddBGvvvpqFlsmCMJQae5oILfE95HbvWU2WltbB94XFhay+Orv8r+fv46q6nOZOXo8fqeMqks0R134Ciqpmjofq0diwqQy/vyn33LFFV9CUZTD0BtBEITsEllKEASA0aNHc+0lF9K+/FW69uwk2NVBTzhEy+alpPr7kTImFNmJ3V3AjGofBQEz6XSGui0x3K58huVMo0gvodo/Dr/Hx5zPXoLJbCGnpBI1bwSnzziZ7837HBPaYFq3mVs/czm/u+MuPB5PtrsuCILwXxmqLCWevBOEIaIoCtf97+Xc8bvHKJ5wElbHvsGxvv5e1i97CZspydYd/XiGn4Q1k8JQM8TaGzHZXZgtTvR0hnDbThJaBLvFg6xJaMkYZy06g1KvjYyq8sr72+js7EUKxXEEU4TaV5Eyp1H1NM4JkwAJi8ePq2Y8uprE7jCTbqunZt4JeEpKsJvNjGzvwOfzZfNUCYIw1I7xucVff/11XnvtNUpLSweVjxw5ksbGxiy1ShCEoWRSLKhpFZPlw3/OpOMadrt9v3KLxcKIfDc5dhlN13l/cwuhZCvpZAizBWYsOpf8dAcmk/iZJAjCvxFZShCE48T8eacyZ9ZMXl/6Fvfd/xDBD7Zh1u2EWrdjrZiByWKnujBNsd9A13XeWdlAe20zVfnTkS12DAwaujcwbP4s3IHcgXrzK0bw+ttL+dKlFzNj2vQs9lAQhKwQWeqgiF+lgjCEZs6cwcWNjfz6gYfpCoVBlojHw4w+axEjTjyRd3//B5SAH03TSda3oUgmZFlGAvqbtmA1uTEbZnyaH2VHHzVuC8OHV6LrBmuXNWHv8FEueZFMGpJXozfRQleiGfuISvR4HCWtY/V56V35BnnDyygfPZPis+aimM0ARLt78Lo/el0+QRCOEVkOSXfccQdLlixh586d2O125syZw5133kl1dfXAPslkkuuvv54nnniCVCrFggUL+O1vf0tBQcEn1h+LxQbd2fRPfX19WK3WT9dYQRCOCvNPWMj7H/yd0XMq9tumZjTSnTJ5eXnU19djsVgoLi5GkiT6+vrIscsYQNw3jKqZw0jGI9hdXuwuD207N3DOhacf/g4JgnBkO8YvOIksJQjCv3M4HEwYO4am7XUYcUgpYcpcUwm17GBktZdhBSMB2Nwkk/HVELJspza9ATWtktS6KKuqYfj02YPqlGSZjHaEffkJgnD4iCx1UMTgnSAMkWAwyPU3/Ig9zS2E9A78Iy0gxxgxpoho6wb2vpeiYsoE9m6sw5FbgZHOoGOghnrQMmmSfW14KGG0aw4Ww0z+aBc14/MBeHvtdnYnQ8iZCC48ZEL9xB0qpspCbO6JxJvrsCY9uH352HMK8JcUUn3SeAIVgy9wxXbu5LNf+Wo2To8gCMeRt99+m6uuuorp06ejqirf//73OeOMM9i+ffvAlL3XXXcdL730Ek899RRer5err76aCy64gPfee+8T6z/ppJP44x//yG233QaAJEnous7Pf/5zTj311CHtmyAI2TH/1NN56QfP0VXaT365f6BcUzVW/GkbTqWMS77zLfRcL6RVXLEU55x4Cju37wCgNZTGnuvFYZVweHwABHs68Goh5sye/WGHFARBOGaJLCUIx7dIJMLfX3mZt9asQjcgYLLy4l9ewRotYISzkBhhIm31VIwvY9bUfQN3u1oV2vpAViSc3jyGzT+Hvu4ugmveIVBavt8xNE3F/hEzJgiCIBzthipLiW9NQRgiP7j5drbWtrK7czNKQQEmPQ/ZZKf++Z14nGlKx6hY3SeTCjWCYcZksQMGejRGsHUncixDQd4I0ukeTIqdSGuSdEKjeU+S9p1hbBPLsY3No239GxhygsDkE5GtNkyGRqq9gWGTT8GTX0pPRx19te/ju3jRoPb17d7NWLeHkSNHZuX8CIJw/PjP+b0fe+wx8vPzWbduHXPnziUUCvHwww/z+OOPM2/ePAAeffRRampqWLVqFbNmzfrY+n/+859z2mmn8cEHH5BOp7nhhhvYtm0bfX19BzT4JwjC0cdisfCzH97NXb+9k11vbMdbbiMd04i3GET7rfTPyCcwaubA/rqq8tdXljPRk09cVdm0aTWdr7+E3Z9PUUklPoeVkcU5/PBnt4kpMwVBOO6ILCUIxxfDMNixYwevv/YXGhvreWdnGznzTqHktBOIdfXwzi2PUKpNwGK3YZKtSLpCnnMUkdYmotE0nSGFxi4rEhnQDZBAAmINO5DUNBXjJ+13zM7a7XxhkZjdQBCEY9NQZSnxy1QQhkBtbS1LV75HlyuJ77MnYvK4SDX3kNjVhn/eacQ2b6ZlRy/mhteRaqbS8dY7KD0JJE1FVqF/9zrKLdVISEgmBUPTyHQrrP5LE4lMGo/JQ8PqlcRkM2q8l5L5nyMjpQADs9WBo7ACm9tHMtJPeNd6zj91Dm2vvUHK6wGTCamnl3lTJvONaxcjSVK2T5cgCEepcDg86L3Vaj2g6QBCoRAAgUAAgHXr1pHJZJg/f/7APqNHj6a8vJyVK1d+4uDduHHj2L17N/fddx9ut5toNMoFF1zAVVddRVFR0aftliAIRwm3280t3/0J/f39tLS04HQ66evv59aXniR/1LBB+wYjYepKfWx5YwWOKTMxTjwJa2MjRncveC24ZY2bb/zOwNPAgiAIxxORpQTh2NHa2sqOnTuxWixMmTJlv2xjGAb33/dTFN7nnIVuvn/vXsouOolgMkFLWyN9r3+AlDRTb65DkhWktIYjY6dQdeE0Snn+bytwFI7B7MsBi5l0rBvF7aFz0/t4YiFsxU6i/d3Y3d59T55oGp1126iwpTn7zEUf0WpBEISj21BlKTF4JwhD4J7f3U9ktIe8k09CsVhJ1rejNvcjqTrtS57FNW48qWiMRGcPqeg2aO7BKruwyB4Uaw6xTD9KRsJqj+P0euht6MUhuZCTFpySBSUexRpTidJHwbyzUFxOsLrQUgnURJxEdxvdG5aR689nQvVUzlpwBvPnn0ZjYyOZTIby8nKxdoEgHEckY9/rUNYHUFZWNqj85ptv5pZbbvnYz+q6zrXXXssJJ5zAuHHjAOjo6MBiseDz+QbtW1BQQEdHxwG1yev1ctNNNx3QvoIgHFssFgst7e30Bvt4/Z238c6fPrDNHEuixZPUtrdgKcinpyiAAwlnfgHO/AISzU0kunrJjJvIT++6h9t/9IMs9kQQhCPVUGWpI4nIUoJwdAuFQvzozp/TGIlh5OZjqCrKnx7n9BnT+PqVVwzcuP3Ky89SkLuKRWcUsGNnkJCvkLw8Fx6gub6FvWs2UjjuRPyBciTAoehI8U5q31/LCOd0pJQZVB0jFCWS7qSj7QMsNhuaZPCDO27mM+ecxdPP/p3Xlr9JRjdwWExcsmg+nznzTDG7gSAcx0SWOjjiW1MQDrF0Os3KXZuwnzIadIPev63AQQHWuAe5RyOQMxu9KU1/b4JYfxi7w4LbWUi+uRy74cDQMwQlB0lrL5MWFmCyKGx8Bfqbg6DroBn0p9qJEcE5YQr20grSWgyTKxfF6STV24kD+MzZVwJQv3M5Y8eOQZIkKisrs3lqBEE4xjQ3N+PxeAbeH8hNAVdddRVbt25lxYoVh6wdjz76KC6XiwsvvHBQ+VNPPUU8Hueyyy47ZMcSBCE7DMNg165d7Ni9B4/LyayZM3E6nTz+zFM8sewNjBHlmFx2NtXtwD0ih9HDh+M1Wcnb0oScVinId9KRSiO7XejpzEC99rJyenfsZKw/wPbd2+nr6xt4KlgQBOF4IbKUIBzdNE3jWz/4IZlR4yiYmP+vDeMm8MbmjZj+8Ae++uUvYxgGK959ihuuywFgT0MUuahyYPfQlj14q6dj9xQjIWFVDGYOA7upAFmaTueK3cRTPQRbekjrcSpnT+acr/wAs9VKKh7jvY0buOjzF/KlSy/mS5defJjPgiAIQvYMVZaSD0XjBEH4l71795IucCFJBuHlWwl4xiJlZKxJG5WjTienfDyBwrFYFAfDJnwGm2Gl2juHXNcw7K4cLHYfhd4yPnvpuVidZuL9afpbu8moSTQ9g6plaE/XobrNWCorSJPEFMgBw0BXVYI71mFxutA1jVB/B+VFHoqLi7N9WgRByCZjCF6Ax+MZ9Pqkwburr76aF198kWXLllFaWjpQXlhYSDqdJhgMDtq/s7OTwsLCT+zeHXfcQW5u7n7l+fn53H777Z/4eUEQjmzt7e1c/q1rueH3j/CHHTv51Yr3uXTx9Vx34438ef1Kcs8/nfwJowlUVVA4fgwZXaW2ro68zQ2Y0ioxxSDutpHRVLSufiz+wYNzpvw8oj3dSIFc6urqstRLQRCOaEOUpY4UIksJwtHt/VWrCLr9uPLz99uWP2ESr76/mkQiQSaTweGIYTLtuxzsdijo8QQAsZ4wTe80YHPnoOsqJnRmlOs4LZDIQNJSQNgcRdPSpKUUtoo8Jp93Hg6vF7PNhiuQQ1M4RldX12HtuyAIRwmRpQ6KGLwThCGgGQZGOoPaGEaSzSTb2sgt3jc9HAYkwp3YfSWoiSgFlmFIkoxmZJCQcNjdTD2nEpfPRrg/yut/W4GUVLAadhJGlD3qBjIVuVjHjSbctINQ7WbCe7bQv3klPavfxF01AmtREbu3vYMe383NP/pudk+GIAhZ98/pCQ7l69MwDIOrr76aZ599lrfeeothwwavRTV16lTMZjNLly4dKNu1axdNTU3Mnj37E+tvamrar06AiooKmpqaPl1jBUE4osRiMb51y61ok6dSMHsOeSNGUjB2HHlnLOSFPbXEzfKg9XsrZ0whs34nJyQtWJIZVIuJ1R6JtCyjBSNIsTQWr3fQMQw1g2wyYagZMa24IAgfKttZaqiJLCUIR7eXlr6Fb8Soj9yu5RWwefNmFEUhnf5X+Yypucj1e0nHkmx9aBUuWwF2ewCVFFPLdbx2SKmwulEio8sk5SSqS8GUF6Cwahhmm33QcSS3l/b29qHqpiAIRzGRpQ6OmDZTEA6xqqoqknvaibX2o8V0emo345Q9JIK9WF1eDNUgFunEnT+cYP1GimyjMAwDCRlFNjH6FCeePDPpuMba5+oIxcK0aitAlpBKi7GWTCHdvRdNUlF8DtLhMJLDjrNqBFa3G5OegN3b+drlX2ThwgWDLmgJgiBkw1VXXcXjjz/O3//+d9xu98A6dl6vF7vdjtfr5corr2Tx4sUEAgE8Hg/XXHMNs2fPZtasWZ9Yf35+Pps3b95vauBNmzaRk5MzFF0SBOEweem111Arq/D+2xS9AJFwBGXECHa+9Q6uHD/5NSORZBm738uZ1RMJpAzS6PSOL8cd7qN903Yy2+rJmTRzUD2GYaB39+DOyye9bSNjxow5nN0TBEE4IogsJQhHt3Qmg2L+6Eu8uqyQyWRQFAWnczg9vR3k5thwOs18ZrqdB//8NvnKSBrSjciyzOxKF3kuiYxm8F69SjCpkdITpNQoyJDrzWPiGYv2P1AqOWhZBUEQhOPFUGUpMXgnCIdYa2sr/c1BPDNOwVqSgxoOY+lKY/b4SQV7Mck2DF3fd5eArKDpKiZMyMiMnOPAX2RGy+hsebGDWDCJ15xHiWs0bWo9EacJPceGd/wpmHw+ZIsFdIPIug9I9XcjKQaTJ41DSoTEwJ0gCEeM3/3udwCccsopg8offfRRvvzlLwNwzz33IMsyn/3sZ0mlUixYsIDf/va3B1T/xRdfzDe/+U3cbjdz584F4O233+Zb3/oWn//85w9ZPwRBOPzeeO89/DPnDLw3DIM9e/fSn4ihuRxQWsaWDzZgeXcVUy84i7JgCpcuo0uwctNGSsP95OoGoV2NlJx9LvW9faipFCarFcMwCK5ZxfDxk+n4YDVfOHMhJpP4eSQIwvFHZClBOLrNnjKZJ7btJndk9YduV3q7qK7et+3Ci67hkYev4Zqvm7DbTVx0Tgn33fUuuj4Sc1phtCNKqduGbsCaFuhNZcgYSVKJEP6SGtDjTDvnPKwO56BjaJkMzlR8vwvXgiAIx4OhylLi16kgHEKJRIKTzjibwIzTseaXoMbC2HIKie5dgz9vJCaXFzUcwuHKJ9rXhCtvGH2NjRTYhiHJoJgkdN1g8+tdJLp1gpku8i0VKIaJpBrFcORjHzkCLZNCjYQxeb3IFiuu6dPpf/Vl/MXFdK55nx9+6VIxcCcIwhHDMD55PgObzcb999/P/fff/6nrv+2222hoaOC0004buPCu6zpf+tKXxDotgnCU03UDSf7XTP/1jY2EJQNbQR7JcATFbsNZXYLZ72XdMy9RNvcUDKCl0MN87yl8/1vXAdDT08MPf/5zYokEjckmgtEomfZ2ivKLsHe3c9GihXzugvOz1EtBEITsEllKEI5uZy1YwF9ffBm1vBLTf0wBHm5vY3RhPnl5ecC+2aI+f+md3HP/HZSV9PDO8gZSQRf+QB4+SwCCPVBQyoZWib6EgsPqp79zN+mWPSw4/8vs2bmNhrWr8ZeUDlx3yiSTdL63jFuv/pq4FiUIwnFpqLKUGLwThEPozl/cRdLsxFNQgWI2g66jpZLoNplEpBu7e19Ysjvz6GnbhHfUcNqMdXgyOTjMXna8HcMZMOhtCBNN9+KQ3SiSQkwLErPEcY8ahZaMYwCyYibd243idCKbTNgrKuh+9Xm+/+MfcvJJJ2X3RAiCcGQ51Iv5HmFzi1ssFp588kluu+02Nm3ahN1uZ/z48VRUVGS7aYIg/Jemjx/Pm01N2AsK6OjsoqW7C3txAQZgs1rob23FetIEZIsFubqKD3rbKS8ppn3NRm69+acD9eTm5vK7n/+c5uZmGhoaSCQS2O12XC4X48aNw2w2Z6+TgiAc+Y6ALPXOO+/wi1/8gnXr1tHe3s6zzz7LeeedN7D9y1/+Mn/4wx8GfWbBggW8+uqrn1i3yFKCcHRzOBz89DvXc9Mv7oLyKrzl5ajpDJG63RRqGX7441sG7T9mzDh+evufeffdd3np6QcoK04jaTpuq5++9RJv7tpKY28HuklG0jVSySALvnAVgZw8hlcNQ++P07PsVQynGyOTJs9q5vZrr2HC+HFZ6b8gCEeBIyBLDaWhylJi8E4Q/kvbtm3jT08+Q3tXD6+98RaaxY6hZ9AyBorNia5msA6ronXLWjyhIuyKF0kL4XGUULv+SUrKq6itX43VsOFRctC70qQzMZyKjwJLJXE9QktyB1KhA6s3F7PHj5aOk4r0odhsyBkNk27G5PZRMaySiy+8MNunRBAEIStGjRrFqFEfvVD78ayhoYHbbruNt956i46ODoqLi/nCF77ATTfdhMViGdhv8+bNXHXVVaxdu5a8vDyuueYabrjhhkF1PfXUU/zwhz+koaGBkSNHcuedd3LmmWce7i4Jx4kLzj6L+y6+FGXmiRgmM5rNRiKVIZ5MInd24i/IwdEbpl+B0M46epq6acwroNzn48777ue7V19FaWnpQH1lZWWUlZVlsUeCIAgHJxaLMXHiRK644gouuOCCD91n4cKFPProowPvrf/xBM4nEVnq4/30pz/lpZdeYuPGjVgsFoLB4H77NDU18fWvf51ly5bhcrm47LLLuOOOOwZNy7x8+XIWL17Mtm3bKCsr4wc/+MHAVPKCcLBqRo/m8ft/w6tvvMmqDRuw22185uILmTxp0qCn4QzDoLa2lmeffp4Xn32VcFea/KJc6ps/YGzhPFx2N0TLGWevIpWJEjX34J00kfyCIgDifS389Hvfpqqqit7eXmw2G16vN1vdFgRBOKIc6iwlBu8E4SCpqsr3bvoRr6zaiq9yHGaLH92dgxbtI5OOIZssaNFe0A1kiw1XzXhS/X10rXsNKW3gM+czvLSMsz4zm+bmiWzeECIa6cLQ0qjBOF7y6M600K7uxVE9HqffjRaJYPEHkBUzGDouVx6K2Yyh6/Ru28AVX7w026dFEAThsNM0jccee4ylS5fS1dWFruuDtr/11ltZatmRY+fOnei6zoMPPsiIESPYunUrX/nKV4jFYvzyl78EIBwOc8YZZzB//nweeOABtmzZwhVXXIHP5+OrX/0qAO+//z4XX3wxd9xxB2effTaPP/445513HuvXr2fcOHGnrXDoPf3c85SU17Dn/feRKsrR8wMYapr47t0Y8RBnX/z/KKlrY29XFx+MnIRtpMLUCRNRZJlwNML/fv8HLJw1E1WC6mFVzDvlZGw2W7a7JQiC8KktWrSIRYsWfew+VquVwsLCT123yFIHJp1Oc+GFFzJ79mwefvjh/bZrmsZZZ51FYWEh77//Pu3t7XzpS1/CbDYPTJlVX1/PWWedxde+9jX+8pe/sHTpUv7nf/6HoqIiFixYcLi7JBxjbDYb533mbM77zNm0t7cTDocJh8N4vV4Mw+DxJ/7GfQ8/StvuDspd4zBpZYwq8VIzz0t7cxFvv/4Kw/xTMQwraiZOZ6wWPU9lzqzPARDq6yLXZTBy5EgkSaKgoCDLPRYEQTgyDFWWEoN3gnAQ0uk0l//P11nb0EvZ9EXoaoYdK/6Od9IsHJEQqe4OXFXVSCYzmXAfRiKO0+InLaexWavI8VUgO/o57ZwJyIqMYjIhSSYCvmEYhk7Clc+W+jdw5VVSWnMhKSmJboKuLRuwFBYim8yAhJaOoyZ19HQSU1sbF1/0uWyfGkEQjkTH+PQE3/rWt3jsscc466yzGDdunFhn4UMsXLiQhQsXDryvqqpi165d/O53vxsYvPvLX/5COp3mkUcewWKxMHbsWDZu3Mjdd989MHj3q1/9ioULF/Kd73wH2Dev+xtvvMF9993HAw88cPg7JhzTkskkT73wCt0xDYc9n9D2enqXLkUyZTDnuigqLaFgVxOyYsIeyMVmc1Lu9qH8Y428zv4gLf58fvvSq0xedBbvrPqAh/72FN/72leZNWNGlnsnCMJRZYiyVDgcHlRstVo/9dNy/2758uXk5+fj9/uZN28eP/nJT8jJyfnEz4ksdWBuvfVWAB577LEP3f7666+zfft23nzzTQoKCpg0aRK33XYb3/3ud7nllluwWCw88MADDBs2jLvuuguAmpoaVqxYwT333CMG74RDYtv27fzyoYfok0FyODBCIUYGcqnbVcf2cIZ4R5Kq/FPBkLA4DEae5EY2SdjNHsyyHdkdIxrrIBSKolszVE+fSzjYTbS7Ab8tw89+8iPxHSEIwqcnrksdFDF4JwgH4eFH/8jWxi4Kx81FkiQ667bgHFmD1ZeD2ROgd+O79PZ14R4+FhkFm9lNrHkPmT17KXOOw1MQYMqJJZjNJnp7dPbutuN02UinIhiajtnswOUrJXf4VNJSCsXnxeJwEpBUQu+/h2PiBGSzCafTiRYOk9i+kykjRyP/42KVIAjC8eSJJ57gb3/7m5i68VMKhUIEAoGB9ytXrmTu3LmDptFcsGABd955J/39/fj9flauXMnixYsH1bNgwQKee+65jzxOKpUilUoNvP/PC5WC8FGWPPsczb1xymedTTTUj2p2ofk0ck6rwWmROTWWg0WXae3tYXVuEaZ4krxhuQB0dHXRFY3hrqyiZ+8enIEc3Hn56COr+clDD/O7oiIxfaYgCFn3n99DN998M7fccstB1bVw4UIuuOAChg0bRl1dHd///vdZtGgRK1euRFGUj/2syFKHxsqVKxk/fvygp5EWLFjA17/+dbZt28bkyZNZuXIl8+fPH/S5BQsWcO21135kvSJLCf8UDAZZ8vwLrNm0GYvZzGdOP41T5s4dWLt31+7d3HDvPeTOn0fev800sOzJZ2iva6d02lxMjUkMQ8LqNDNljg2LVSbUnWL3iiRuo5RIOMq82Z8hkYpRF1rF3MmlyLLEKRdfKgb3BUEQPsJQZSkxeCcIn5Kqqix7by2GYsGQZELBbnrb68g7aSGSrGCoSfRkEovLR3DDKoxQGJcpgE8pwOmeiMPtYPIcBza7TDiks+6DMFZzAAmQZYWkGkGWFSwWN33xZrxF49HTSfRwCqvNTUAeQffy5ehSGlugiILcUkZUTuCCU8R0ZYIgfDjpH69DWd+RxGKxMGLEiGw346hSW1vLb37zm4Gn7gA6OjoYNmzYoP3+efGpo6MDv99PR0fHftPjFBQU0NHR8ZHHuuOOOwbuVBeEA2UYBk8+9zL5Y08kk0qRiMYI9myi5IsnYjdbmdUhYdNlwiaNV/Zuw2ayMmPc5IGn7lo7O7Hk7BvIkywWtEwGWVGQTSY8k6by2BN/44ffuT6bXRQE4SgyVFmqubkZj8czUP7fPHX3+c9/fuDv8ePHM2HCBIYPH87y5cs57bTTPvazIksdGh+Vk/657eP2CYfDJBIJ7Hb7fvWKLCUAfLB+PT/+zW+xjhxLYNJs4mqG3731Hn965ll+fftP8Pl83Pvw78mZdwrmfwzcRbt7qFv+HnXvrME/4xS6GvfgSVswexQmzbBhs8vEojrr3u1DiyeQLCZ2dm7GusNETr6dXz/wS0pKSrLcc0EQjgXiutTBEY/pCMKn0NfXx3Xfu4H3N2yisWEHvfEgqsOGYTGhSwaamibd34titmHx5GD15WFOSEgJlUi8k67EDsbNtmB3yoRDCdavS5FS00QzfcQyfaTNGiaHG5u/AMMs09+ylXQqhCkQwFWYj8ntJJMM4hlWSX5eKYvOvoIRoybiNvo5/9zPZPv0CIIgZMX111/Pr371KwzjCJs34TD43ve+hyRJH/vauXPnoM+0traycOFCLrzwQr7yla8MeRtvvPFGQqHQwKu5uXnIjykc/ZqamjB78yGTon7jUlr3vI11XACDJFM7dNyaQlxSWV+go+tpPPl+wpF9TyKk02l0WUFCwjAMjEQC079dEHfn5bOzoSFLPRMEQfgXj8cz6PXfDN79p6qqKnJzc6mtrf3EfUWW+nRZ6nATWUqIRCLc9pvfUnDKAnIqhiHJMiaLlfwxE9BHT+LmO39BJBKhLR7H4nAA0L27lk1/fRkpVYjDWwYqxOvr6YvUMmpiBpdbJpXU2bw2jWrI6F4ZvcCEdVoR8fku1GIZVVWz3HNBEISjw1BlKfHknSB8iK6uLv763BI+2LEdgGk1YyjwB/jefXcjTR5Ff6oPU24OHRvfwuRwkervIhXuw+bLI7hjPUowjiVixxEH3VpGItOPPzCMysoyfH6JeDzFyuUdBGMRXLnDsLj9SJJEOhkBVUM3NNJ6ApPZQVTqIbhlGzZFwe11YS/PJxkx8MUl2ja9yYTRVVx71x04/hHQBEEQ9nOMzy2+YsUKli1bxiuvvMLYsWMHpo35pyVLlmSpZUPv+uuv58tf/vLH7lNVVTXwd1tbG6eeeipz5szhoYceGrRfYWEhnZ2dg8r++b6wsPBj9/nn9g/z367fIxyfmpqaiMZStDduQZ44Gnssgn24mRyrH68ukZJ03rV34/ZVkjuulNjePcSHT9ivnljDXoqrhu83xdPxeIFaEIT/wlGYpVpaWujt7aWoqOgT9xVZ6ssfu8+/Z6mPU1hYyJo1awaVHWiW8ng8H/rUHYgsJcDfX3oZc1U1ism83zZXTi6NO7dQX1+PZNv374mWybDz1Xfw504h1RfDiMSQd7UyMn8u7oI4efk+MmmNV15ci8MyEiQds9tFR3IPnlkjKJtaTY7Hz013/5Q/3vOAWKJFEIT/3lGYpT6NocpSYvBOEP7D1m3buPG+e7FMH4/3zLkAvLJhC2v+9HvyL15Ez0vvokZjGJqBJpmxlQ/HMWI0wU0r8dRMgaYOKgpPQs5IyBYFySJRYKqmrX8zO1MROnt1YskEbZ2dpONBimxWcjw56LqKloxjdnppaV6Ju3w0SrCVWF0tromTGVFdRb7PS2zXLsaVFnPV5ZeTm5uL7d/mMRcEQTge+Xw+zj///Gw3Iyvy8vLIy8s7oH1bW1s59dRTmTp1Ko8++uh+P8Jnz57NTTfdRCaTGQiab7zxBtXV1fj9/oF9li5dOmhdljfeeIPZs2cfmg4JxzVN09i9ezf3/uZB2kMJtmzYiDGqArPVgpQwoQZj9FYarCo10DCIhlQ8gK+6lNDyHUS2bSVdUITFbkdKpwhu34qlv4dR5/+/QccJd7QzadSo7HRSEAThIEWj0UFP0dXX17Nx40YCgQCBQIBbb72Vz372sxQWFlJXV8cNN9zAiBEjWLBgwSfWLbLUgWWpTzJ79mz+P3v3HWdFdT5+/DNze9/eO7sssPTepElVVKLR2BL9afSbxCQaTTT2Go0tRmOiMSaWWKOJJFGjICqgIEjvZZdl2d537+7d2+bO/P5A1xCwrcCy8Lxfr3nJzJl77nNGyrPzzJzzq1/9ioaGBlJSUoD9eZLX62XQoEHd57z55psHfE5yKfFl1m3ZSly/ks9tN+KTaWhooGNvBbGUZAKNLdgsqegdGkYoiM+SQrwzD7PFQWcY1ixrx251YtOzaGjeRqIjE3+ojnCOgi/egcfjweZ2Esnx8PHaNYwbM/YojlYIIfqeI5VLSfFOiP+iaRq3PvpbEk6bgdlq7T5etW07tgnDqHz8VUweJ8nnz8Hs8RDaW037qlXobWGsvkQa/vU3+idNxWWJR7GZMatWDMNAi7WT4M5nT/MKPHln4oq3kxnXiKbEqC9bSVPLDiyqDdViQ+mw4+s3BJsvES0WJNTSRGjlhwzNSCLL5eTMH//4Kz/5J4QQwHH/hNNTTz3V2yEc86qrq5k2bRq5ubk88MADNDY2drd9+iT4+eefz+23386ll17Kddddx5YtW3j44Yd56KGHus+98sormTp1Kg8++CCnnnoqL730EmvWrDnoLT4hvg7DMHj2hZf499vvsnVvLYrZQdjfhD/Sit1IR6uqgJYWgmWteIfl0+xW0bUoZt1NONSF3WomMT2dS6efxVtLl9EW6CK9qYkmLcbgb30b1fzZjzxaJELn5vV8705ZO0gI8TUcA7nUmjVrmD59evf+1VdfDcBFF13EY489xqZNm3jmmWdoa2sjIyOD2bNnc+edd36lN7Ykl/pq9u3bR0tLC/v27SMWi7FhwwYACgsLcbvdzJ49m0GDBvHd736X++67j7q6Om666SauuOKK7v8PP/jBD3j00Ue59tprueSSS3j33Xf529/+xhtvvNGLIxPHOqfDTnM4jNl66D/Pdbu38+sdm+mweanauIeOnVvxOopx+xw01q8lK34IJpNOuL0Fi8dHe1Snpa0V1WTF31GD39eCY0QWzoHZWBTweDz7vzcvlU3bt0jxTgjxzR0DudSyZcu4//77Wbt2LbW1tbz22mssWLCgu/3iiy/mmWeeOeAzc+bM4a233vrSvo9ULiXFO3Hc2rt3L+vXrwRg9OjJZGdnf+H5nZ2dPPi7R9hjMUiprycpIQGb04kWClOzZReG04l7RH98E0bBJ28rWNOScJYU0PDUQkydOiarh3atASVow+dIBxWyCxVSc+L4+P0ozq5kdGLE9AjGJ7M3pRSMp2r7O8QXjcKTlIPJ6sDQY+joBDvrscVnMDrNxm/vuuuIXi8hxPHreF8YWHy5xYsXU1paSmlpKVlZWQe0fTp9oM/nY9GiRVxxxRWMGjWKpKQkbrnlFi6//PLucydOnMgLL7zATTfdxA033EBRURELFy5k8ODBR3U84vjyq3sfYFNDCCVvJEneAB1Nlfhd4Js8DEtqCoMMKNE0XtuyiZqX3iV1wUSsDju6yUyorRl3i8bsQeM5dd48Tp03r7vfF/72Ci8vXoySnYfV5Sbc3ISloZY7f/rjrzSNnBBCfOpYyKWmTZv2hVP+vv322z0PSHwlt9xyywE39UaMGAHAe++9x7Rp0zCZTLz++uv88Ic/ZMKECbhcLi666CLuuOOO7s/k5+fzxhtv8LOf/YyHH36YrKwsnnzyya/0hqQ4cS2YM4e7XvoHjhFjDmrbu2EdzW0dDD/vImIxnXWbNtGV1oHRZSIYaScWDpKd7ySvUGXTmigtTW1EYyEUm4VYTMORk4bz8mGYfQ6McAivaubTv6WioRBup/soj1YIcTw6FnKpQCDAsGHDuOSSSzjzzDMPec7cuXMPKMT19rTVUrwTx53Ozk5+89D1ON17GDJMwQCef+k5dG0AP7vqrkPOI//m4kU8vvAVdtZW0hKIUF1aBYBdMYjzejEbdro620kcczKKSQVFAQViwRBGJETizEmwvJnE/ELsZh8tdVvoat3MqBGjyBu4v9CXmumjtCaKAag2O4oewOqKQwt3kZI/BkXXMVlsYOgAtFVuxuL1kJSZx/gROUfr8gkhRJ8RHx9/0DpWsL8I1b9/f37+858za9asXojs2HPxxRd/6XouAEOHDmX58uVfeM7ZZ5/N2WeffZgiEye6PXv2sLasmpyR09i4ZRtmm4eGmp3Ez5tDqLONnGiUsZ/cq+4/ZBgfvttAzTPLsSW70f1+RqTm8oMLLuGUWXMP6vv8c87m9FPm8f6y5TS1tNBv/EgmjBuH2Sw/AgkhBEgu9XU9/fTTPP300194Tm5u7kHTYv6vadOmsX79+sMYmTjejRo1kvQXX6KtpgpfxmcP4sU0je3L32foGd/B7++gbM8+rFYfSVnF1H24DGf+RLKy4+g/SEFRIDnNQlurFZPXitnpQo9GCO/14zIZmAwDX3IykeYWIpEwVquN8JZqTv7ZD3pv4EII8SX8fv8B+1+0Tuy8efOY918Pex6KzWbrnp3oqzjSuZT85CqOK4ZhcP8D1zJzXi35BYndxwcPgV07y3jotzdxw/UPHvCZzVu28Oh/XkMdlEfn7r14x56ELSEeA4gFgzQuX4nW2o5teCaqxdJduDNiMWKdndicCaj9UmhethtFUTGZzaRmj0KNbKdw6P4/vPt2x6ipgGCkHbPFjh6LYphMmGxOIp2tqKqJ1todWBwutEgIf2Mp7pRERk6ejcOkYLPFjuZlFEIcb46B6QmOhN/+9reHPN7W1sbatWuZP38+r776KqeddtrRDUwI8ZW99u838eUMBPbncYHGaix52SiKQo7dyUmxICgKO61WdptNZM44Gdu+CrIHDyarpo5Hf33vIX9Y+pTb7Wb+KV/8A5oQQnwpyaWObmBCiAMoisJDv7qTu3/zEJuWLobEZNCiBMp3k1VYTHJiElu27sTpSQZFwe5w05KSiCW8j5OnD0dRFGqrYd8eiEY7MNuSAQVDgRBB9KoW4seX7L/XZbMRCARo3VLB6PT+3es3CiHEN3KEcqn/nWnv1ltv5bbbbutxt++//z4pKSnEx8czY8YM7rrrLhITEz/3/COdS0nxThxXdu3aRUJSxQGFu0/1L/ayZtUO9u3bR07OZ2+yPfnyC8RPHcPqp18jfe6ptDU0AftfvzU57Dj7DyRSWQO6/sk7uQaGFkOPRFB0UFUThrG/TTVbCEX8pCb6GDkwH1VVqK/U2bvdoKF1CzZfMroeJaJ1YfYloGthFECLdOFKzUYjTMysMWjqTAaV7F/QunrTSmZ967tH/uIJIUQfc9FFF31h+/Dhw7nnnnvkhpMQx7Dmllbsvn4AuBwOWupqMKU4iNNjTNJDmBSFci3GGrsJFLB43ATq6vFY7dx99z1fWLgTQgjxxSSXEqLvsNvt3HHD9bS1tVFWVobFYiEcDnP3316npqYWi927/2HzTxSPnsBocxtmk0p5eQ1bPg5js3hQMIGiENNCVDWsJmvBTHxdGjUvLMeWn0TE30FNh8oZk2fywx9f1osjFkKIL1dZWYnX6+3e/ybTXM6dO5czzzyT/Px8ysrKuOGGG5g3bx4rV67EZDId8jNHOpeS4p04rqz+eAkjRls+t33EKJWPP15KTs5nxbDK9hb0hmZMyemYbTbsdjvhNj/mOA8KCoZJwTdsLPWbF6FrURRFRcGEgopqsqKgEqqqwm540fQI8V4Xw4ojmEwKlfua2Lpao6F1Fy0de0gfNoewHsDiSyQWCRELBVDMVpr3bSJ52AQscfGkxbsZOGj/E+jtDbWk2nRKSkqO+LUTQhzHDFCOw6fFv8z8+fO5S9YLFeKY1r+oH4u21ZGcXUBWZjq1lRXY29o5KT2ABajVDTZZXSjtfiBG1N/O3EGDue+OO3p9/QEhxAlEcikhxDEiLi6OUaNG0dbWxl+fe4mtby0mZHVii08gcdBw7L4EbMQYaQ9gU0zU1DWyYQ+0hSsxOjXMqpVwMISa5sE7ZzRZxTlkpKfTLxymvaoG/44VvPrnPx9wM1wIIb6xI5RLeb3ew/b31bnnntv96yFDhjB06FD69evH+++/z8knn9yjPr9pLqX2+JNCHIN0XUdVP/8JbEWFmP4/U1AaBmF/Bya3B8MwcCbG47Ba0OoaiTa3YsQ0Qm0NEAzh/2g9iqGgqCqGrqNrEWKhLjqWbSIpeSgoCgPzwGpRaPHHeOOtZTSFq4lYNBSvh6aajcSMGFqXH9VsxuR0U1f2IdE4g9YdyzHVbyXZbaGhopSqtUtJDFZz3523ylPlQgjRA+FwGKvV2tthCNHnGYaBYRyZO80L5p9CoHI7hq7jcDgoLilhTLwbOwatqCwNRTAUg3iPiwkjR1IQiXLHDTdI4U4IIY4CyaWEOHZ0dHSwefNmdu7cyd69e/m/H/ycTVsClJScRk7mSSTa+9Pw4QraK0opUDuxKzrtgSBbdzdjcpgYN+d0TvrW2Uw9awFxGXEknDQas8/RPS2myWpFq2/k++d8Rwp3QggBFBQUkJSURGlpaY/7+Ka5lLx5J44rI4ZP4YOP/kNe/qHbN2/QOe2UyQccy09KZVM4TNOqVbRs3AqqGXQNT788TE4XXcvXEGdOQbck41+6gfCeOlyDC7A63ASraujc3U6yfeD+6TP1GBv2mhgQifDBis1EImEaQpuJmiF7+rcxNI3mfTshoqEooGkhgkorKRd9m/j1W3nsml9S39CIFosxeuS5B83bK4QQPXKcrtPyZf785z8zfPjw3g5DiD5r9eqVvPXGUxixBnRdweXNZ8GZP6B///6H7Tt0Xefbc6bz0n/eJG3wRFJTUmgxBrCzajMfR6PEFRaQm52KOarRuGQJV59/AT6f77B9vxBCfCWSSwkhekkoFOLe3/2OdeXlkJSIEY2y8433GDPqbJJTcklIjNG2dj0xxUxW3mQqNr/Hx6YhDLZF0E3pjJ40n8ULH8XI9OKJK8JitTG4aBQb31lMekkRzQoQiWKpbeT8mbM476xv9/aQhRDHoz6YS1VVVdHc3Ex6enqP+/imuZQU78RxZciQIbz8t1Rqa9pJz3Ad0LavopO2lmwKCwsPOL5gxiz+ds21eAaMwpaZQ7ixHl2LEqiuRdu2hmHjziHW1oZD9RJsX46ryoS7rgPMARyajS7NSly/LGJRjagepbOjjeVrG6hr3IFu0XH3KyEpv5jW7etxpxWQOGwiWjhEZ20pRqARX1YxLouF3NkzeHPp+9z2i2uP5iUTQog+6+qrrz7k8fb2dtatW8euXbtYtmzZUY5KiOPDwtdeoL7yRa76fhKbtis893Y9daW1vHTFEuZP/RbXXvVz3G53j/vfuWsXDz7xR+qjGorDTtQSZc+Kf5KanIbVYmXU4BLGWS2s2b4do6GBoqwsLv7l9eTm5h7GUQohxIlNcikhjm2GYfDzW2+lPiuD5DmzAWirrsaZPoC6ji4s9fWkp6YyZuRw1qzdQLTDT5w1ndiOnXhO/jZ2h5u9O1dy7923kJ2Vwev/eYdQMMTJ80fz9CO/pLOzk7KyMmw2G4MGDZI3bYUQx7XOzs4D3qIrLy9nw4YNJCQkkJCQwO23385ZZ51FWloaZWVlXHvttRQWFjJnzpzP7fNI51JSvBPHFUVRuObqB7j/wWvIzW9g6HArhgHr10aor8nkFz+/76DPvPLv/zDq1HPZtPIDmtdvxhefj9Vkxb+nlIzEETTvqyAW6aSpoQwtFCLZmYfPlYHJYkc1WekKtVCc3UJtfTsbtu4k5lRR4+JInDALw9Bo2fghcSMmED9uCv492wiUrgKziiuvEKPNhi3Hg9NkIj4zgz1bl/bCVRNCiL5p/fr1hzzu9XqZNWsW//jHP8jP/5xXsYUQn6upqYltG1/k2p+k8dunS3mvxUvClCkk2K34Yjr/XFrOrut+zmN33UN8fPzX7n/nrl1cff/9JJ48g2SnAwyDhIpKOqIRuir28cf77sNutx+BkQkhhPhvkksJcWwyDIOqqirWrF3LXpNKWk4uhqGj6zoddQ047InYEhKorq8nNTkFs9nEhDGp1Df62VORQWtrE0115cSCNXz7jDnMP3UeAMOGDTvge+x2O0lJSb0xRCGEOOrWrFnD9OnTu/c/LbxddNFFPPbYY2zatIlnnnmGtrY2MjIymD17NnfeeecXLtlwpHMpKd6J405CQgJ33/UXNm3axNp176EoCtNPmsmgQYMOWjuutbWVqvYOOtvCJOhxFAwdTygSQdM0Oqy78cZl095cRnNbGWazHZtuwWdJQYnGiIRawaQydHwSGbkmsnOS2LtzL11FRVhMdgI1e9EjIcxOD01rluEtGIgzKxdLUiKGrhMLBghsLSVx5Az6F/RDj8Uwq7IMpRDiCOiD0xN8Fe+9915vhyDEcWnJO//klJl2Nm1t5d1GF2nTP7vRYzKpZA5Opa0rgV///nfce9MtX6nPhoYG/vTcn/nP8nfYs68SrD5SgkEGTJ9KVjiKq7UVJ7AtLY033n6bs8444wiNTgghekByKSHEUfLesmU88cJLhJwudmzeCCOHU7F6DSazFUVVCVTXYg9oxAG6zUZHh5+EuDBmi5+sdFBVH0puPt/73ixGjRolD0QJIY4Nx0AuNW3atC9cy/3tt9/+2n0e6VxKineizwsEArz99juU7d5DUnIip86fS0pKCsOGDTvoqaL/1draimFxULtxF3n9ZwGgqCr+zg4UkwmT2UZb2z5sNh9uezKhtjpiehSzxYFZtZNTbCIj14RhGGz6qIVozIZ/1wY8RYOJHzYRw9Doqq+kee37qGYzzsxcVKeNYF0VXbXlOEcNYkBhIVarlcat27nopGlH4YoJIYQQQny+xoZ9nDzWyd1PlhI/euJB7XabQtTiZvu2rXR0dODxeL6wv3Ub1nPLH+4gNMBGyiUjcUeHEqhuo+KtXXQst+DJzwOgJTcbt8/Hv997T4p3QgghhDjhvP3OEh557V9kTD0Zr8nEzj17COsKmN2gmvC43dj6+6ja+E98/kKsioLN2oFZbQdAM9Lxt2/j7rt+RkFBQS+PRgghxDclxTvRpy19fxm/f/gpvPY8PO5EyrbU8PbrNzP15FH84EeXHfSm3f9KSEigtboclyudWCxGZyBAJBoFDBTVRGdrNZhM6FqU9o5K3Im5xFQDp81Nag4UDt3/R2jrmhbqqyP4Q3UkTpmDPSEFAMMw4cwuwOzx0rZlFV2VUcI7V+McO4LEsXMwYVBdV0dWKIy7vJpTr7jmSF8yIcSJ6Bh4wkkI0XckJWdTVbONRr+OzeM4qD0UBrvLRizBS2Nj4xcW78LhMPc/9RssU5Jwp6ahGwZKLIa3XwpTvpVMUfX+NYpbUlPoSkhABcJ67EgNTQghekZyKSHEERaLxfjT3/5G5ow5KJ/MyhRsbEZNz8EcbycWjaJpGmazGe/wgVRv/ZgRBQPxuqIAaHoSVVV1DBqQKoU7IcSxR3KpHpHineizysvLefS3z1KcMwP1k8TG44onJTGbFe9tID3j3yz41ulf2EdcXBwpbidlfp3W9nYUiwXFbsOIRMFkpqL8fZzeFKwmBxZPPN74HOp3fUB2XhKFwywAVOzU2LfdT9AaIea1YUtIwTAMDMNAUVX0SASLy4O3/1BUFTzWAbRuXo/S2oYnKZGq3bsYO34St951t0xnIIQQQoheN3PWAp549J84rBCKaJitn/3IYBgGbX6FARlxNHUE8Hq9X9jX4iWL0fMt4HSiqAqqoYBh4GtX6Vezf+2Arc2ttOkxcjLSCXd2kuzzHdHxCSGEEEIca7Zu3Uo0Pqm7cKdFwthMbjq2bseRkYVqMhMKh3GbzcQNHISq6JSkm1EUaGuPUFe3kVmzJnPxRRf28kiEEEIcLlK8E33W00+9QFbS8O7C3X/LzRjK3195nTMWnPa5b9/V1taycOHrxDs8VO5eQd6Y7E+KbSGa9qyjs2EvYNDZWUfMnkBu3mhMZhuZxSMZMNqEoijU7I2wc2Mr9YHdNHfUkTBlFqrJgqFroMfQY1FinX4cqRkoJjPtW1fhLRzAkGmnkuJ2osRidPlDPHTHnUf2YgkhTmjKJ9vh7E8IcfxKSkpiwJBzaFj6GJXry0gfVwxANBqjoipKekYR0a4uUlUbSUlJh+yjubmZR576E/9+/018M1OxRO3EuoI47HbsUZXCUhuqoVBr62RdUwNJWgSAlnXr+dkFctNJCHFskVxKCHGkBQIBsNm696PBIFZXPJm+dKqXLME5bBi2+Hh0TSNaUc7ctARMJhN5eXlMnz6djIwMzGa5zSuEODZJLr9pPkoAAIo0SURBVNUz8re66LMq9lSTk5R3yDZVVdGjVlpaWkhMTDyo/ck/PcWit1eT6CsiEIgnbA4RaK5ExUTjvvU4vWlk9Z+Ov6mclvrthMPtqKoZRVFRrKnsqY7gsgZ4b+VWDAOUeC/R6t3owQBGTANFQQt1oQcDmBUDFR1VC+NzO5k8fhxW6/639qLhEPHN1UfyMgkhhExPIIT42s4867ukpuVwza3XUh+w4shJx2xxkZ5ZhCVm0Prmcn57zS8P+dmWlhZ+eNsvsUwfQkLXYHRrO4pJJRyLEmoPYrGb2ZcWIM5vZV2gglhMxWRSqV22nDn9+zNyxIijPFohhPgSkksJIY6wnJwclLYWDMOguaKc+tIymqtLKUgppKhoGrVbNhAKbcDq9pKfPYCImooRqeX888/HYrH0dvhCCPHFJJfqESneiT7L+JI/pYahH/KtvCXvvMe7i7dQXDANgN1lm7CNLKG+ehfUtZPVbxqBtmraG0pJzRhBUkoJOze+TIe/Cl98PqBQWWdF11WSc8YQDrfT1LANX3IRkaoqYik5GIaBFuokIy2Z9PQ0Khqa6WqtY/D4id2FO8MwqN/wMddfePbhvjRCCCGEEN/YpElTWfbmcv747NO8u+5jDG+Y4NY60rwJ3HntjeTn5x/yc48+/Wcs0wbjTU/GZDGzZdG/ibMrWBMTMLsshOr8rN9RRzSk0bKlhpjfzOCsTH703e8xbNiwozxKIYQQQojel5mZSVxMY+mTT2KNz8CZkoNvwGgqyzdhikZJzxrKqCFDsFqtAFSWruX7502Xwp0QQhzHpHgn+qwhQ4up2N5AvC/loLZYTMPuUoiLizuo7cUX/0Fu1jh0w2BvRQV1je3EzF1EOlpxqg5ieoxAcxX9+p+CoqigqOQVnkRhZidVLY2oJhcKoMUixIwohkkBk4rV5sRqjyfcUIcndwCxSIChQwajKAoNlXtpKd+OadQIouEQnc1NBEq3c9a0yUwYP/7IXywhxAlNAZTD+FTSiTI9gRACrFYrP/n+5fxQu4T29nYcDgdOp/Nzz4/FYmzYu5PUCScD4EqKx2FNpH1DFaPzU/lg6yY6YjYcxf2JBDTIdGMK7OT0mTOlcCeEOGZJLiWEONJ0XSfcFcGXUYI5KRWL04nNl0Cr3U3U30lX4w48SirBaCLVFTsozLBx8owZvR22EEJ8JZJL9YwU70SfdcF3v8NPf3QjbtdJWMzW7uOGYbBh+yI8uVamnXUaUS3C2EHDOXnSSTidTpqbOnHbwuzcsx2/FsOZWURw7Yt44jJJzBiCFuogMXkAKAooCooS4+Sp/YnzGnj3NbBqSzNOVwqGAl2djfjbKkjtN4HGfeuITx9MY/U6aisW4slIp3bnFmitZ1JWGv/v+ad5850lVFfuZFhmBmfdcRPp6em9eAWFEEIIcaLSNI3lH37If5a/R1SLMXnkaObNnPW5hTmz2XzIqcj/VygUwrAf+AR4cr8CsivjSfJ7mZg8nCVOnVCHhkk1kz15CNbpQ7nhkQc5adIkvF7vYRmfEEIIIURfsvrjj4l6UhlTPJz6hkYaW1rQYzFcVgthj5NhqalY9BZamsuoa6xk9NBpNDc3f+76w0IIIfo+Kd6JPis9PZ1b77yGe+56CJOeiN3iI6J1satmNY2OEATtxE8vQrObebNiLy/c8x/ykgZTvWEza7aWYnY6MAyVSMCP15tNfEoxsWiQUEczSYkDiOlRzCYLQ4o04rwGkUiMDdsbCYWitDbsBFXF4Uslrf8UmirWYvUmENU6iUvKw1rXzryB2Zxz+nQGDBjQnUxdWVTUy1dNCCGEECe61tZWfnrbTbRnxOMbXoRqNvHX3Zt57pp/cf8111NYWNjjvp1OJ6ZgFMMwUBQFDIPcNoMEexJRXaM0x4lXixAXn4zZuv9HkZgWw1QykNdef52Lzj//cA1TCCGEEOKw6s5vjoClH36ENyMPk8lERnoaSYmJbNm+A7MnjpLETnKcTjRdp8yRinlIFuuCKit+cT2P3HkrWVlZRyQmIYQQvUuKd6JPGzy4hL++8ARr1qyhfE8F4UiIHW9tw5rkIe3UUQSDIYyYQXxKPN7BBez7yzuoccmkDJyOarZRu+U9DN1Aj0UIdjbT1rCLuPRidCOGarFQnBslOQFiOny8MUxLQzNRoniyirB6kwh3NLN38z+JRkL4zEW07FtLTmYmeUU53HLzjfIElBBCCCGOOTfcdzfRyUNITv7sTbrEIcVEC3O59sFf89LDf+heT+XrUhSFqcPG8MHuChKKcvHsbMQVNaMbOsuDNQQc2XhM7u7CHUA4ECG1uJgP1q2V4p0QQgghjimGYfDPf77OawvfIhjWAIMhJYVcftlFpKamHr4v+p+iYFn5XlSnj37WLnLsBrph8FFdB5HMdIL+NpKTnMSNnsIdDz7EEw89ePjiEEIIccxQezsAIb4pVVUZO3Ys3zn3bMrqq2nTg6TMHApAVNNQzSYAYsEwqXPHEDV1UVe6grJVL9PZVEGgsx6r1YPTHo9iMqGboKV5J/2ydLJSwTBgw44Yja1d+JKKCAZbqKtdR+WORdRWrCSKhie1AKvdQWF+PgXpbh68+2Yp3Akhjh3GEdiEEH3S3r17qVIiuJIPngLT4rCjFWWy5P33v9F3XHbhRXi31mOs3I1rXxsAq/ZtoaajBZMBNtt/TXeuG4RaIyQnJaOq8qOJEOIYJbmUECckwzC4885f88prq0nNmUpB8WwKiudQ2+zjx1feSGVl5WH7rpNPmkR71R4ANC1GIBQix6GRZw8D8OGuKjp9aQDYXF6qa+uxuz00hnWqq6sPWxxCCHFESC7VI/LmnThuBAIB3v/gA5qraul6+gMUm4Jh6NAWA1XBlOnA5HSjxwzcA4ZgD3cRDbQT7WjFX7UH/GZsiamEQq0UpTgpyIgBsGlHgJpGBbPHR92Od3Ck5+DKKEQ1mQi21NBavpG2+m18a/YMrr3mpwwZMuSITaMghBA9crgTmxMkSRLieLRl2zbI+vynxD39cvho4zrmzZ7d4++w2+383zkX8sYbbwBQG2zHbfEQXL8RZfhwDOf+h8tDnSG6msMUZPWjbfcevjX5pB5/pxBCHFGSSwlxQlq7dh3bdreS12/cAce9viQs1snce98jPPq7+w/Ld40aNZK4p56lo6UJs8NFqkOl0NwBwKbmCHua28gesH9tYNWkEo3tv2eluH3U19eTmZl5WOIQQogjQnKpHpHinTguNDc385Nf3oTfnUXy+MFYEtx0ldbStWc38c40ElPzadq6g7r2UhJGTKWjYhfR9lac8ZnYbQnoiSHamipQQzZ82QNoMWkEQiE27ihl3dpSTBYnugU6gjXYWkOEok3YXB5MXgeJY4cywmHjuWee6u3LIIQQQgjxhew2G0Yk+rntWjiCw+E46PiePXv48ysvsqeuBsWAcYOGcMGZ3/7cmQZyc3Pxer0MHjyYWbNmAfDHp5/mmfWrCeSkY2DgdfnIL+yPHgqhlFcw9ydXHZYxCiGEEEIcDi/9bSFpmYMP2eZweCivDNPY2EhycvI3/i5FUXjgrtu4/rZfURuI0RTS6XLGs7emjjV7qsmZ8tmDVbpuYFL3PzRuBAPEx8d/4+8XQghx7JG5acRx4Y57H8Q2YAxFQ0eDphOp8eOJzyZ55DTaupoIBzuIBIMkFYyns3Qn5piZzJLZJGYPJSGrhMySmSRmj0AngtEvidikibxlS6CsZDiWcUMImYJYcrKx9c9HS1QxJ7vJnTGe7IwUZuVk8dfHHuvtSyCEEJ9LMQ7/JoTom8aOGYNpb93ntndtK2P+tJMPOLbovSX8+JF7KS9MwnXGVBxnTGG5PcSlt1xHWVnZIftJTk7m//7v/5g5c2b3scsvuojzh4wgZU8NKTEzrmiMttVrMa38mEduufWQRUMhhDgWSC4lxImprc2P3e763Haz1U1zc/Nh+774+Hh+dcv1zB7Zn87da/hgSylBVwrupGRUs6X7vEhXB+mpKWiRMJ5YiLy8vMMWgxBCHAmSS/WMvHkn+ryGhgYq2wNkFCfgMAzMOw1CYZ1grB1UFWtWDqXr3sOIxIjLzSHW2UH6sMmoJjOGoWPoOqrJjM+lkjBzOv7UTBTVRBgD1WzDM3gYqAptKz8k7qx5WOI9aNu30a+xkRt//nMGDhwo02QKIYQQok/wer3MGDSMd9duIWnUgU+St5dXkhs1UVJS8tmx9nZ+9+qLpJ81E+WTNekURSEuJ4NIUjw3P/wAzz/8BxRFoampiY6ODvLz8wFwOp0H9K8oCj/+/mV8t72dD1auJNDVRcmMOQwaNEhyKSGEEEIcc+LjfYRCgc8t4MWinSQmHryO8Kc0TSMYDOJ0OjGZTF/4Xbqu8+Bvf8fWXXuJ2NIYMO50Nq9bSVvzWuweJ22l2/HmFxMNB7GrOm67jdoPl3D3z38qeZQQQhynpHgnjnmaprFs2XIW/uNNgl1hklMSOO+CsxgyZAgAlZWVKJ79UwREwmF0Q8XuS0RRTKAq6BGdaCyKyelADwbxpRWjmEzouoZqsqCoJmxGkOmjC7DbbCwKBGkxW1FUFUVRMQwdR79+tK/7CHtmBnq4i6LpJxHcsJP+/ftLkiSEEEKIPuWnl/0f5r88yeK/LyaanQImE+bqRgYnZ3DzzbcfkNv86603MQ8t7C7c/Ter00Froott27aRk5PDc889R0dHB+eddx6FhYWf+/0+n49T5849ImMTQgghhDhczj1nAfc/9CJ5heMPagsGO0hKsB1yysyWlhYe/fNfWL+7FKw21EiISUOH8n//72JcrkMXAh/745O0tbWRlx5H0J6GZvGRlJ7Lrh072LPuPyREOqnesorkzCzikhPxKh3ccNO1X5hzCSGE6NukeCeOaZFIhGt/fhMttSqZqYOI81rpau3g7lueYNKMEn78kx/gdrsxIiEA9uytwO5LwjD2/9aORsK0bl5JxvA5xMJdtNXtIiFzMIpqRlFUdC2C3WplQnoMt81Gm6HQEotBLIauRUFRQFVQrFZUrwdFNRELh0hKTCScGMe+ffsoKCjozUskhBBCCPG1KIrCFZdexv/ruoDNmzejaRoDBgw45JPj28v34C5J//y+kuPZvWcPy5Yto729nYSEBNLTP/98IYQQQoi+YuTIEZQUL2JH6QYycgZjMu2/1+Rvb6Sx5mMeevD2gz7T0tLCD6+/AXXwcFJmfvaw0keV+9j0y+v5w72/Pmh2gvb2dvbtq8Bpt6IrFmKm/e12m52hw4aT5DHz7RklfGvBGQSDQSwWC1ar9QiOXAghxLFA1rwTx7Qnn3iKrmYveZlDsJj3JyZOh4ei3PGseG87H638iP79+2PtaiMaidAVjuBwOtFiEbRYjEBdJQ5PCha7C1dyDrFgF4HGCjBiwP4FfsekBvDYFDqCIZaEIKqYMAwDTCqKw4ZisxINB1DsFoxYFEXX8Hg8YBjy1p0Qok+QucWFEIfidDoZN24ckyZN+twpn1ISEgm1d3xuH0pnkH3l5TQ0NOB2u7nwwgs/94lyIYToqySXEuL4VFFRwZ+efZKH/vgw777/LtFo9IB2RVG46abrOOescTRWL2fPzkWU73ybjKQOHn3kbrKysg7q8w9/eQq1ZBje1LQDjsdn5+DPyOHlf7x2wPFYLMbzzz//SeHORJezAEO1HHBOSk4xyz5cjaqquFwuKdwJIfocyaV6Rt68E8csTdNYvnQ1hRnTD9menTaEl174B+MnjOeK//dd7nr8aXRfNv6avdTv3IwR0+mqrcCTmIsRiRLTDZILRlG3bRnuxFxs7jjG5ygkOEyENYPXP9hEW780nGnZKKqKoesYmkYsGiJYXYElI4VYlx+3y4lhGFhb2snJyTnKV0UIIXrA+GQ7nP0JIU4IZ849hSW/vw9f1sFv0xmxGAWtUVrtrdhsNi644ALi4+N7IUohhDjCJJcS4riiaRp3/eZu9oQrSRyVgdVhZXvpv/nLwme55Uc30L9//+5zFUXhjNPnc8bp8zG+5CFuXddZt2sXyTPnHdxmGITtTn71yO95c9FyLKrClEljSIzz0NjYSEw32NwAHeEyvG4XGenp2Gy27hhihvzFIYTowySX6hEp3oljVltbGybFSaDLj7+jCbPFRnJCBoqy/4VRm9VBXeP+J8ENXccS6mD7kr/gyh6AN38whqYRlzeMWFcHdTuX4/JlYLF7SBtwEs171jF7ymjSfQloMYOlmxpo3FdNcN92THPmojpsKCYLeixCTAsTrtpH3NQJGLEIqUmpNH60lu/OmvulCw4LIYQQQvRlOTk5TM4sZMXHm0kaPbj7hlUsEsWxbDNxdicmk4lzzz2XtLS0L+lNCCGEEKL3PfrnP9CU3cWA4SO6j/nS4omMCHPr7+/iibt+v3/Gpf/xZbMvhUIhdLPloOO6YbBt+w4iugVLXCrZI+ZiGAY7yrcTb6vEMAyWrt2GrWAaqlWhLRymaftOCnKySExIoLG6jAWTx37zgQshhOhTpHgnjlnBYJB1O9ZiiavHEp+M3hYitmMZQ3NHkp81AMMwUE0Kzz7/In//YA32ohG4yxtIKJkAhgHRGKrJQsSIkTBwDJ07t+C2J1O7+yMUtw2z04JuGLzxwWp2b9tFavZYIhWr6Fq+GiXejcUXT7StlXBLHa5Rw1BCUaKtrbRs2sk5C87inAXf6u1LJIQQQghxxF37kyu549f38NzNDxOxWiAWI8Xm4LunnU5rSwtnnnkmeXl5vR2mEEIIIcSXCgQCfFy6npJLxhzUZnXaSJiYwetvv8F53z73a/ftcDgwRSMHvaFXX1dPRDdjtTkwG/uPK4DT7YFoC5sqGtBd8fgbKvCl5mOx2TFbbezZV4XdaibaXMYp837c4zELIYTom6R4J45JwWCQH//8l2gpXgw1iGIEic8dhLlwOBs3L0dVVawWK6PGDeYfS5aRNWE27z7/JHGDxhCLBjGiMeyOeKJBPw5XEqrJTMC2m/a2fcSPmow5Pp4VnVF2RzWig6aT6E6nfftWzDYnVruXpEFTiUUjaHEB1IF2Ik01uHbUkZWZjcsLP7j4//X2JRJCCCGEOCqefPZZVjc1M+GKH2OYTKiKQldjE+9t2MCNl1/OoEGDejtEIYQQQoivZPfu3TjyD36r7lPpJVmseHFlj4p3iqIwddQolu+rICE3r/t4fWMTNlci/rKd5OUO/PRk2pQk9tW2Ubanmilnn8+Gd96kdkc13tRCTGYr7Y372FT5EX998neyprAQQpyApHgnjjm6rnPZTy+nzlPP0FMKiRAjWB+gctm/8ThHkDJkMmtXvMGIAbmo9lQcOQNQFIXWpkYyRqah6zqB6koiwXYUxYQWDaFoKordhsemYUrLwojFCAY78LsyUQwDV0YBnft2E2mtxRT1ENPCGMSwx8Xj8Xkx+TwMH1ICQO2Hb/XyFRJCiK/JMPZvh7M/IcRxq7q6ms7OTtLT02lpaeGfa9eQPuNkACzBIFG7HV9GBmGfj8deeIE/jx7dyxELIcQRJrmUEMcNVVVB//w/g4ZuoKhqj/u/7KLvsfGX19MYCZPUrwhFVdE0jWDpDqy1DRRNm7//7wBFoSsYpD1mw2S1Y8R0xsz7Fv6mBqp2bUULRckrziHHnES/fv16HI8QQhwTJJfqESneiWPOsy89S2NaKyUnjUFRFLSYhs1tx5sXz7YX16I3mTAnuvnJVd/noUcfp7xNo7F8D7FoGEOPgQGGHkM3xbC4vfsX9o2ESbCFOWPqWKrCUT72mzDbXBh6DEU1oWkhbJlZdNXtxVCimN1O7E4nToeDcEcbeRnpwP619WzmnidxQghxIlq2bBn3338/a9eupba2ltdee40FCxZ0t1988cU888wzB3xmzpw5vPWWPCwhxNG0fuNGHnr6T7Q7TSguO0ZjO/6KWhJnzQXAGgiQXFZGyOulOScHm8tFowKVlZVkZ2f3cvRCCCGEEF+uuLiY4NMdcPKh22s27mPuuOk97t/hcPD7e3/Nqwv/yZvLlhDVDTrWb6B48DT6Tz0VT3APmtlNlyMX1WQCQycWDWO2WgHwJqUwKCkFgFCgA2/Hvh7HIoQQom+T4p04pmiaxntr3yN1Qnr3/OBmkxmv14Ou65ScWULdWw040lK59eb7UI10XIoHvcHAFITGdR/iSu+HxROHyWbHZHEABj6LwdTJozCpCirGJ/OPq4CBrkWIhPzYvHF44+IoGDqcsBbEbvURam8hxechMTEBgMbyXZw+Y2rvXSAhhOgBxdi/Hc7+vo5AIMCwYcO45JJLOPPMMw95zty5c3nqqae692022zcJUQjxNW3YtIkb//w7Uk+fSorN2n18+2+fob2lkTE+L0nl5aiGgfLJ0+IAutdHXV2dFO+EEMe13s6lhBCHj81mY8bIKaz6YDN5k4sOaOtq66RzbROz75l1yM8ahsHKVat47t+v0dzVgcmAk0eP55wzvoXH89lUnHa7nQvP/Q4XnvsdAF548WXe/ngP7nAFCjqKoQPg9XgItawjPjkJVTUd9H0t5Tv4wcVnHa6hCyFEr5FcqmekeCeOKfX19VhTbVhcDgKRMGbrZzdvVVXFl5ZAWXAvlbtKOWXsebhcPjbv3IXDm8KAfvPYsusNTA43nriBGBgYuoYjFmZSQgirxUqNv4t3dzXiyhmAFg1iGDEi4Q4cCUmYGqtJzs1lRJqP9z5cinnASAaNHIvb7UbXYzTu2UVyuIVzzry6F6+QEEL0PfPmzWPevHlfeI7NZiMtLe0oRSSE+F8PP/MkqadPxfxfhTsAT2oiSkwjsWwPJl0n7HTSnJvbXbxTurqIi4vrhYiFEEIIIXrmkgv+H6E/P8aKZz7GOzQJi9NKR1krplqde6/9FQ6H45Cfe/iJx3mntpTEycPwOO0YhsEbpXtZfMMv+MPtd5OQkHDIz82ZPZPt2x9GNUxoqp2AMw8UldaGatzBChypGZ88ZK50f6aldh8ZNo2RI0cciUsghBCiD5DinTimmM1m9KhBVkYGm3fuxmRNRuGz5KWrq4uGmlqcsVT2VbVi6PVYTRBsaybc1UGCI4eGfdvprC/H5k3EamicPGEITruDtigsbYzS0bAPS2oGOjF0LYgnLZtYqAu9uZ7s/oO49sof8eDdd/Hyq//g7aUfUKcb2Mwq35oxlW9/6xqsVusXjEAIIU4cfr//gH2bzdbjN+bef/99UlJSiI+PZ8aMGdx1110kJiYejjCFEF+ioaGBVotBsu3gHKdg9BCyytqwWU1EbTaa8vMxPlkHRotE8HR2UlhYeLRDFkIIIYToMUVRuOL7P+L81lY+WPEBgXCQktkDGTx48AEFtP+2efNmFu/bQfrsSQBEuoLsW72Bht370EJhvnvFD3jpiT8f8AYeQDgc5tVXX8VsMmEymdm5Zy+RWAWKoTFuxBAefukZlq9YyV//9hoxVzyYLOj+JkYNLOSaX97+ufEIIYQ4/knxThxTUlJSUFoNrBYreRnp7K2uxez0YLHb6eoMULtlL+HqNlJSBrG9YjlRrYtQqBNd07CaXTi9aXjS+2FJScWswNz8BOJsCp0aLGtSMBQ7XZVlmNxunDmF2Nw+uqrKCZbvYPZZF9C+Yw1JSUnY7XYuuvB8Lrrw/N6+JEII8Y0p+v7tcPYHHDRN3q233sptt932tfubO3cuZ555Jvn5+ZSVlXHDDTcwb948Vq5cicl08PQxQojDq6urC8Wxv/AejWrU1tfR6m8nsG0PU20pxLl8dEYjfGRWSA924fV4iQQCNC9dyq9+/GO5qSSEOO4dqVxKCNG74uPjOe3U077SuX/959+JHzsEgPbqOtb9YxG2oYNwzNq/tMrONZs4/6qf8shNt5Cfnw/sXxrm5Zdfpq6uDpfLxSWXXEJ8fDyapmE2m7tzqPnz5nLKnNmUlZURDofJy8vD7XYfgRELIUTvkFyqZ6R4J44piqLw3QXf5S//eJphZw/H5/NSU1eH39+Mv7qRpnfrUQw3EaeHYKAGa0o6cZ5EzBY7oZZ6Qs31aA3t+AqHkmiOEmeFUMzgvaYYAU2hq7EKT1p/QhUVGP4AEZsNT0IK4751AbqmUZKfjcvl6u3LIIQQfUJlZSVer7d7v6dv3Z177rndvx4yZAhDhw6lX79+vP/++5x88uesJC+EOGxSU1Oh2U97u5+d+8pRfS5aN24jJc5Hot1LRDH4oKuK5h0NVCxbSl5CMsPzC7jx5z+nuH//3g5fCCGEEOKIq29rwR43CD2ms/61RXjnTMdk/+znH2dhPta4ZK6//z5eePT3qKpKY2MjVVVVWK1Wzj///O5pNS0Wy0H9q6pKUVHRQceFEEKcuNTeDuCr2Lt3L5deein5+fk4HA769evHrbfeSiQSOeC8TZs2cdJJJ2G328nOzua+++47qK9XXnmFAQMGYLfbGTJkCG+++ebRGob4iqZOnsp3xp7N+j+upWJFOTTrtH/cTOU/Gom1uUksnEBL004SBk0gsWgsdl8K7sRcEvKHkzBoHGF/C8GmWtpUD+83aCzvtNIeiaHrMboqSjHbnMS6OnFnFBBXMJiiocOJdbSi793Iz396RW8PXwghDj/jCGyA1+s9YOtp8e5/FRQUkJSURGlp6WHpTwjxxRwOB8OyC9i4chW29CSMQJCoFiE4Np/lBSaW+joxBqRx8tUXMuua80iOd/Dbu+6Swp0Q4sRxhHIpIUTf4bI50EJhGrbvxpSbfUDhDsDQYji8XgIpCaz++GMA0tPTueiii/jOd75DRkZGb4QthBDHBsmleqRPvHm3Y8cOdF3nj3/8I4WFhWzZsoXLLruMQCDAAw88AOxfd2f27NnMnDmTxx9/nM2bN3PJJZcQFxfH5ZdfDsCKFSs477zzuOeee5g/fz4vvPACCxYsYN26dQwePLg3hyj+x/jR4xnUfxDV1dUEggG2pu3AktfEhx+9i8unY/Em4vAlEwl2YLE4QQFFNWFx+UgpGIZ/xxbCDdV0ZuRgWDqJtDXTuu5D4rIG4YxLw2Sy0LF7M22hVjKHD+Xsb3+LM8/4obx1J4QQx4Cqqiqam5tJT0/v7VCEOGH0y8pGW/42HRYz0fpm3KOLMCIadV0dOOLsmGMGoXAIh8eJnpvEpk2bGD58eG+HLYQQQghxVHx71jweWrWI1rZ2TKnJBLq60LQYAKqi4NR0LGYTYQXeWPQ2AwcMwOfzkZmZ2cuRCyGE6Kv6RPFu7ty5zJ07t3u/oKCAnTt38thjj3UX755//nkikQh/+ctfsFqtlJSUsGHDBn7zm990F+8efvhh5s6dyy9+8QsA7rzzThYvXsyjjz7K448/fsjvDofDhMPh7n2/33+khimAtRvW8/u/PkMTOorNgqm9k+kjRjF1ymT+/daDqHYPkaAfV2oehmGAoYOigAGGoVOYYJCXV8SiD0FxZNNSuo2A1opiKGSMmI0rPoNwZysp/UvwpM6gvWYvqr+M755/7pcHJ4QQfZTyyXY4+/s6Ojs7D3iLrry8nA0bNpCQkEBCQgK33347Z511FmlpaZSVlXHttddSWFjInDlzDmPUQogvsqlsNyf98ALYso+U+HiWdXbRqQTwJcZjcdgItXcSCARw2B0YHjutra29HbIQQhw1vZ1LCSF639STTuK1xW9RXl1Hh6Fi93hRLSb0WIxwfTPBsiqWLl5F/6w89OxkfnztLRRkpfHLn1+Fw+Ho7fCFEKJXSS7VM31i2sxDaW9v754rGmDlypVMmTIFq9XafWzOnDns3Lmz++bCypUrmTlz5gH9zJkzh5UrV37u99xzzz34fL7uLTs7+zCPRHzqo9WruenJx9GmjyNpzlQSp03Ed/os3g218ew/XkUPNxMJd6KaTIABqopqsRGLhkCBTI9GSZKGy6qQlerBandhsdhxpedj9yXhiE8l0tlCfGYantRUABzeRIKKm927d/fu4IUQ4kgyjMO/fQ1r1qxhxIgRjBgxAoCrr76aESNGcMstt2Aymdi0aROnn346/fv359JLL2XUqFEsX778sE3DKYT4ci6HHXtjJ3ldJlw2O7m6i7jMFCyOT/4c6gYmkwkApSUgUz8JIU4svZxLCSF6n8lk4p7rb0Ipq6dr1QZizW1E6pqh0Y+5phW1Wado2EmMy0vDajaR2W8Ae8Merrn+FnRd7+3whRCid0ku1SN9snhXWlrK7373O/7v//6v+1hdXR2pnxRkPvXpfl1d3Ree82n7oVx//fW0t7d3b5WVlYdrGAIwDIPOzk46Ozt56Jm/kHrKDLrCIbbv3s3GbdvYvWcP1qw0Ss0GCRnxhEJNWN2JBBoqUACT1UEsFibRFmZE2v7pCrZVNLOvxY4W6UJV/BhhP+7UXDBiJObnYPf5Pv1yCAbJ6j+c9z9Y0XsXQQghjnPTpk3DMIyDtqeffhqHw8Hbb79NQ0MDkUiEvXv38sQTTxz077UQ4siaPGw0qeVtKEB7koP12zbvn+WA/SmTEgzj9XqJBIK4m0P0l/XuhBBCCHGCWf3xxwwYP5vi9GKstW0kJWUQl5BK16599Bs8irHuKKoCYWs8IUca8WlZNEZt3WvgCSGEEF9Hr06b+ctf/pJ77733C8/Zvn07AwYM6N6vrq5m7ty5nH322Vx22WVHOkRsNps8+X+ELHpnCX/9+2t0KiqdrS2Uxzrw7dhBIKphqCqqyURYi9FaWoaqaFRtXIdmV2jY+QF2byqBpiqciRkkxbsZnRZBVRQqWqIsX7UVb3wubY1bSRk2HEdbA5qqYlLB4nDu/3LDINzWRnpiImYz6DF5CkoIcRw73Iv5nhgPOAlxwqivr2fNmjWoKPidJgLDsskLDKDizdX4ThqCEdVIi08iUNtMx/sbefCqG1GUE2WiEiGEQHIpIQQApeUV2OISGVk0mK2rl1L9xjtE7SaSPMmMs3diVhX8mplYQvb+JV6ApNyBLHz9bcaPG9fL0QshRC+SXKpHerV4d80113DxxRd/4TkFBQXdv66pqWH69OlMnDiRJ5544oDz0tLSqK+vP+DYp/tpaWlfeM6n7eLoeeqvz7Fw7WZSJkzDZTajlpfRteMjAk1NqKoJ1e5AUU3oHZ3ooSAWq4toVMftysKakEBHxXaC7XUkZ2Qx6+TRWExmqhra+Mc/3sRkc6BlZpM3+jT0WARLtIv6sq34Bo4l0tqyf8ZNXSM3NY3UlBQqt65k4ncu7O1LIoQQQghx1LW1tfH8888TDofJysqisqWBsn+8jyMzkXSLl9o//oek1BRc6RkM7TeAi2+5l5SUlN4OWwghhBDiqEtOSiSyqx4lVWXw+OkMjEbZt/EjBiU5sZkU2qMqNUY8af/1kJPFZifQEOzFqIUQQvRVvVq8S05OJjk5+SudW11dzfTp0xk1ahRPPfUUqnrgjJ8TJkzgxhtvJBqNYrFYAFi8eDHFxcXEx8d3n7NkyRKuuuqq7s8tXryYCRMmHJ4BiYO0t7fz5uJFlFdVk5Wayvw5cwBYuHwFaVNndT+1HQ4G6dyzD0+/PCxxCSiqCiiYdB3dGSG0dy+qZiUuezBdbfU4M/sR6/IzviQXh9VMU2uADzY2kTtkPibVoLVhO01rlmBWFdxqkGkj+kNaJjanD5T9b1QqKHS0NpFgiTB48OBevEpCCCGEEL1jyZIldHR0kJKSwvnnn4/D4aC9vZ3S0lIsFgsDBw7szq2FEEKIE9XevXu58847effdd6mrqyMjI4MLL7yQG2+8EavV2n3epk2buOKKK/j4449JTk7mJz/5Cddee+0Bfb3yyivcfPPN7N27l6KiIu69915OOeWUoz0k0QMzp0/j2X+8gZHfH0VRMFksDMzNwKV10qWbWNegUzLwwIecmmv3MaNkYO8ELIQQok/r1eLdV1VdXc20adPIzc3lgQceoLGxsbvt07fmzj//fG6//XYuvfRSrrvuOrZs2cLDDz/MQw891H3ulVdeydSpU3nwwQc59dRTeemll1izZs1Bb/GJw+Ofb7zBk//6J+biIhwJCayur+HPP/0x3lCEUEb+AeeWb15PrC2AgglFNX2yuAqgKmA2E9qym5gWpS1QiaOoABMGwfI9vLN+G4ZqZ0e9CZMjAZPNhsPqxtdvHCOHD0FVFVr2LuM3997OdTffQVOtBU9aPuFOhY76PcSbw9x75y0y9ZMQQgghTkjz58/HZDIxY8YMHA4HAD6fj1GjRvVyZEIIIcSxY8eOHei6zh//+EcKCwvZsmULl112GYFAgAceeAAAv9/P7NmzmTlzJo8//jibN2/mkksuIS4ujssvvxyAFStWcN5553HPPfcwf/58XnjhBRYsWMC6devkoeJeZBgGq1av5uX/vE5HIEBOejoXLjirezawQCDA5s2b0TSNOZPG8Pa6FWQMHY9qMhFKyqdl83J2dVhJSc/BYvnsVqseixGo2saZ193XW0MTQgjRh/WJ4t3ixYspLS2ltLSUrKysA9oMY/8Epz6fj0WLFnHFFVcwatQokpKSuOWWW7oTJICJEyfywgsvcNNNN3HDDTdQVFTEwoULJUE6AtZv2MAf3/4P6afMRVEUWlpbqOjoRB84hN0rVmLdsI2qHbsYOmsWnuQUIgZYnF4C763GMXoQ1pxsFEUh5u+kc/V69CY/cVOm4ckt3l/UQ8Genk2wqpy/v/lP3Ml5KIBJMRPvyaOwsD8mk0pLYw2DBxXh8/l47OEH2Lx5M+8tX4Fh6Ew/8zyGDh0qhTshxHFPMfZvh7M/IUTfZRhGd/5js9lYsGBB7wYkhBDHOMmlxNy5c5k7d273fkFBATt37uSxxx7rLt49//zzRCIR/vKXv2C1WikpKWHDhg385je/6b439fDDDzN37lx+8YtfAHDnnXeyePFiHn30UR5//PGjPzCBpmlce+dt7DJruAbm0bq3im3VZSy+7QYunn0qga4u3t2wHi0zDUNVUWvq8cSitH68iIjZgQGo4Q6cre1Y4t1o0WRMZgutdVX4923m5z/6f90zggkhxIlKcqme6RPFu4svvvhL18YDGDp0KMuXL//Cc84++2zOPvvswxSZ+Dx//tvLJE0YTywaZdeyD9m7ajNmsx3FYcHVP4/OjdvJGT6HDYveYcScWahWK6rFSsKIKXRVluPfsARFVVAUM474VMy5FqzxiYDOBDVCk6GyPRDBFBeHa+Bg7NY4+OSNvaa6PQxSs4nFNFpqNnLeL+4AQFEUhg4dytChQ3v12gghxFEnCwMLIT5hGAb/+te/SExMZNKkSfIQkxBCfBWSS4lDaG9vJyEhoXt/5cqVTJky5YBpNOfMmcO9995La2sr8fHxrFy5kquvvvqAfubMmcPChQs/93vC4TDhcLh73+/3H75BCJ549hn2JDlpraph+z/exppfgOqOJxqIct3Dv6FoyBAGnbXgsw8MKcG5bRfOji5+ceWVqKpKfHw80WiU95Yu4/W3lxCKRBhfMpBzfnY3SUlJvTY2IYQ4Zkgu1SN9ongn+p7q1lY8isqaP72ISUulX/5cVNWEFgnSuHkroeZGUBUSiseyZ/06QvW1RBsbiXV24kjIwJmWi9ntQdc1/JvXY8/OxdA0RhAmT42RbUCFFibkicOSnIR/1w68Q0djaFHotLJ0+d+Z2DaC63/xo+6pVYUQQgghTnTvvvsuGzZsQFEU+vfvT0pKypd/SAghhBAHKC0t5Xe/+133W3cAdXV15OcfuERIampqd1t8fDx1dXXdx/77nLq6us/9rnvuuYfbb7/9MEYvPqVpGu+sXUVropumLo2E2bO62/TsLKKZGexY+DresSNJSErG6XDgrW0kLhjBMJnYsWMHkydPBsBqtTJn1kzmzJrZW8MRQghxnFF7OwBxfKirq+OlV17l6edeYPPmzSjAjtcXkeQdgicxF1U1AWC2OkjPHo1PSaZ111YsLi/V27ZjVuNIyB5KpKYauy8Zi9lBtKUZXdPQAp3okQiDnWYGWGIArAgadNkcRPzNmLw+7Ln52DMycWTnkDpjJs4hg8nvl8a4cWN78aoIIcSxQTkCmxCi71m1ahUffPABsH+tOyncCSHEVyO51PHrl7/8JYqifOG2Y8eOAz5TXV3N3LlzOfvss7nsssuOeIzXX3897e3t3VtlZeUR/84TRUtLC5rbQfXW3XiGDTmgrbOzEzwuLCWD2L52A1v27qF101biauoBqE/wsnLDhl6IWggh+h7JpXpG3rwT34imafzqgd+wvqIKc0YuJquVf657nt1bthI1vCQXj6S9o7P7/Gi4C3/zPmxWN3rtPvS4BPQIZPQbQaffT33ldppXLMEzYCgWl4fO8t1EW5oZmJHMGM/+G0wfB2KUBkL7p9p0OOnauwdnZg42ixm3242igHX4aFZ+9D6RSOSAKSuEEEIIIU5EW7du5a233gJg+vTpjBw5spcjEkIIIXrfNddc86XLtBQUFHT/uqamhunTpzNx4kSeeOKJA85LS0ujvr7+gGOf7n86I9DnnfNFMwbZbDZsNtuXjkV8fXa7nY76BkypqQdMJd4VDKIZBqgqtqwsIls3kzN8GEMD+6csbU9Lot3tpKu2qbdCF0IIcQKQ4p34Rh783e/ZGob0STM+O5iZTTAGOxatBsNAAQxdp2bvx4SMLuxp2ViS82ir2kb7qsVkDZiAoYArK5W0lHg6W5vp2LyRWChAsLWBQWPHM6MoB4DtWNhtd6JqOrFIBEXX0Ds6SMvvh2r67EVSQ4viyMllx44dssadEELI3OJCnNDKy8t57bXXABgzZgwnnXRSL0ckhBB9jORSx63k5GSSk5O/0rnV1dVMnz6dUaNG8dRTT6GqB05mNWHCBG688Uai0SgWiwWAxYsXU1xcTHx8fPc5S5Ys4aqrrur+3OLFi5kwYcLhGZD4WrxeL4mqjar/OmYYBhFNQ7VY0Do6MDnsJDjdjGr2owB7LSptThuxin2MHzupt0IXQoi+RXKpHpFpM0WPtbe389H2nST2639QW3K/QkJdzWz+4FUqti5h28oX6Ip1kDB0Ar7MQtxpOSQMHkvUbKVLNRM1mwg0tWO0B7EpNhJLRpMychqZ+YOZPSgXVVXZUVXP+6vXEWltRg+H8a9fTceGtWRNmXFg4c4wIBLC44tD07SjeUmEEEIIIY4pnZ2dvPTSS8RiMQYNGsTcuXMPeLJcCCGEEF+uurqaadOmkZOTwwMPPEBjYyN1dXUHrFV3/vnnY7VaufTSS9m6dSsvv/wyDz/8MFdffXX3OVdeeSVvvfUWDz74IDt27OC2225jzZo1/PjHP+6NYQng+h//lOCW7Rj6/jvBUU3DUFXQdfQWP6bWdk7pPwCTAfV2KxuTvNTW1GKpqGL6lCm9HL0QQojjmbx5J3psy5Yt6EkHT+0QDYVY//obxPcbSWJSf+w2G/UtVXQFmmhcu5TMCXMIhzpQlRiqHkELh4mFFezuJEAhpkUJdbZj2FVaWxrY3FRAdmIclfEDSOyy49+yDZ/Xg6KrRNLSsTmc3d8d0zQi7a0U5mQTXbea/v0PLiwKIcQJR55wEuKE5Xa7mTlzJtu3b+db3/rWQW8JCCGE+AoklzrhLV68mNLSUkpLS8nKyjqgzTD2/w/1+XwsWrSIK664glGjRpGUlMQtt9zC5Zdf3n3uxIkTeeGFF7jpppu44YYbKCoqYuHChQwePPiojkd8ZsTw4YzPKWDpH/+KyeUhRgwlJQF3cRHxaWlUvfQyaydPpDgphdVeG527yzCt3cjzf/qLLNMihBBfleRSPSLFO9FjhmGAcfCT2zuXL8WbOhirMw5/ZSWNdeV0mVuwp3kxmTqpXPUSycUTGDd5Eq+98w9CrQ14U/L5dKlJAwWbJ4Fgez3RUDPbS/fSHj8Ni1UhJb8/noR4RgwZRFt9NatffwkKiwh/8gfWabdSWFhAtLGe8QOLcbvdR++CCCHEscow9m+Hsz8hRJ8xZswYRo8eLW/cCSFET0kudcK7+OKLv3RtPIChQ4eyfPnyLzzn7LPP5uyzzz5MkYlvQtd1brrjV+gJ+QyfXEJ7JIpus9JSuYeOxUsxEn1MuegCIl1Blu/Ygb4zRpzZwvVXXU2/fv16O3whhOg7JJfqESneiR4rKSlBefZFYEj3MUPXadpXQ/awoQTbWugKbiZ+Tg6pGUWEm/xoXUloWgetq9fz7hstKBYvWixEW9UOfJnFKOh0VO9gSIaV93evJ2JEMHW107DpIxL6D8dsd4CiUF+2C2drJc8/8hD3P/EkRnYe7oxMoqEQnZs3UOx1cc3VN/bexRFCCCGE6CWRSIRFixYxY8YMnM79MxRI4U4IIYQQ4kBvL36HXa0aWYNGAhAMBqlvbMIUl8ykrCnsDbWSmJ8HQHrJQKJdQQLvLOWUOXN7MWohhBAnCineiR6Lj49nRL88tlWUk5CbD4AWiWCy2NFjGm1VW0idWYBhUSlbuBJTZiqqy0G4uh3DEiawbQW+uIHEFQwjUFdG1Zo3iUTa+Pbps8l0OknIzeTN5iYIxaCsgsC21USiEYLNtVx25Q8499s/xeVy8cLw4Sx5733Wbt2Cx+ni1B9dTlFRUS9fHSGEOMacGA8lCXHCi8Vi/O1vf6OsrIzGxkYuvvhiKdwJIcThILmUEMedv//7LVKLJ3TvOxwO8rKzKPFo2CN+4tqj1NXUYnE66dhbgW1fNQ/88gZsNlsvRi2EEH2U5FJfmxTvxDdy/c+u5Ja7f82Oj5Zhz85HMZkJtjSgt7ei2vxg8bJnfRm+M2egWMxgGNhLctC7onRVvY6iqNAZIq5gCFEtyNyJk8i0WYgCG3QTVrsTX788/ECONZmElEzSjXouveh73THYbDZOmTuHU+bO6bXrIIQQQgjR2wzD4F//+hdlZWVYLBZmzZolhTshhBBCiM/RGQrjtFg+O2AYuDqqsUf8GCjUt4cY3NKJ4g8yYcIUpl17Epb/Pl8IIYQ4gqR4J74Rq9XKr2+7hYqKCha99x6hcIS4CcMJOxOprO2iZdU2vGdMQ7Va0LUYeiyKarZiirPjmT6K9r+vIT5zEJHKesbmJ5FvsxADlsZMNIaC+OITAXAXD2D7628ysiuXax64u3cHLYQQfYxi7N8OZ39CiGPPO++8w6ZNm1AUhbPPPpusrKzeDkkIIY4LkksJcXyymlQMXUdRVQAcgXrswWYMoNOXQyxWw/U/+xlWq7V3AxVCiD5OcqmekeKd+MYMwyA1NZVLvvtdTCYTbW1tnHrWBfibW9GCCvr7W7BlJ2LLTwUMUBQMw0CJ82K4zTTuXcvkCRMYnJGAYcBK3UTAZsNNGFULEWwPogBuh8Jjv/k1cXFxvTxiIYQQQohjy8qVK1mxYgUAp59+ukwhLoQQQgjxXzRNY8XKj6isqSE9JZlJEycyZ/pk/rV+N6n5xdi6mnEG6gEIeDJpCcUozs+Swp0QQoheI8U70WOapvH8317hjffeJ2qygKZRnJ3J9y84j+ZACyZbAq60AqyuJLq2VNG6eAn2sUVYEr0Yho7JZMfqS2D44DEMztg/7cCqSJSdgVYK83PJLxnR/fSToeuEGxukcCeEED1icHgnFz9BHnESoo/YunUrixYtAuDkk09m+PDhvRuQEEIcdySXEqIvW7VqNfc//iRGQgYWTxzRNTt59JkXufQ7Z+LurCFcYyLBFACgy5VKc0TBv30Vv77/rl6OXAghjheSS/WEFO9Ej+i6zvW330GZYid56tzu9VQqmhqZc/Z5WPOGUDhiFA2792Ayu/DkDcKdVUzDhndxzJ8EGIQbGtA7uyjftoGShBFsKytnU0I87tRUrDZrd+EOoHn3bs6ZMqWXRiuEEH2bTE8gxPEtLS2NuLg4iouLmTRpUm+HI4QQxx3JpYTou8rKyvjVY38mc/xsTObPboMaRSU8/urrXHfJ+Xy4ajXtLRqBSIyqvRspzsvknvvuJCUlpRcjF0KI44fkUj0jxTvRIx+uWMmuUIz04YOA/W/h7S7bg9/vp8uRgMUWR9veGojq6MEIZp8PzOBJLya0uxLXkGKiO2uJ+UMErBbe3dRF1EhHK19PdKKDPeEuMjPSURSVtooK4qtrOPMnV/byqIUQQgghjj2JiYlcdtllOByO7geqhBBCHF+WLVvG/fffz9q1a6mtreW1115jwYIF3e2GYXDrrbfypz/9iba2NiZNmsRjjz0m0yiLE96fnn2epKETugt3oXCYmto6Oru6UD1pPPLEk7z89J/p7OwkEongdrux2Wy9HLUQQgghxTvRQ397/XWSBgwD9r+Ft2X7DnB60SPNuNPzUW0OVIcbOoIYHWFiRgeqx4kzPQf/+kW4GtrIVnzUeTNIzRuL2WoHfxMlJXOp3LSG9q56NuzZQ05iIpOHDuWHd9+D3W7v5VELIUQfJbMTCNFnhUIh/rbw77z10TKiKtgMlfmTZzB98hQ6Ozvp168fAE6ns5cjFUKI49gxkEsFAgGGDRvGJZdcwplnnnlQ+3333ccjjzzCM888Q35+PjfffDNz5sxh27Zt8rO0OKFt31OBZUAabYE6IpEIDW3tmN1eXF4vrliY1asr+PlNt3Dv7bfi8Xh6O1whhDg+HQO5VF8kxTvRIx2BYPcPAA2NTcQsdmxWKygKGAYmixWtqwvFZMHiisfQNKI1zWjhLiy1rSwYNxG71cyHllT8mobJbMLicBEOayQkDSYxkk/LruVcfv9lzJ09W54iF0IIIcQJJxQK8dNbrqOtOIHkcyehqCp6TGfh+i1se2wLFpOZc845h+Li4t4OVQghxBE2b9485s2bd8g2wzD47W9/y0033cQZZ5wBwLPPPktqaioLFy7k3HPPPZqhCnFM0DSN+x56mE07dpGaOghd1+lsb8NkUkmKUxlBK05TjK6CPCpUB0889TQ/uuz7vR22EEII0U398lOEOFiCz0s4sH8x37qGBhSrjaim4UhNJ9hchaJrqKoZDAN0HUU1oRgKlkiE8844DbfDRkcgTMjwEQt1oQAx3SAai6FrEeIy83CmFvLIy6/z4MO/wzBOkHK6EEIcEcYR2IQQR9rTLz6HvySZlCH9utcCNhlQGLZjUlRUk4nMzMxejlIIIU4ERyaX8vv9B2zhcLhH0ZWXl1NXV8fMmTO7j/l8PsaNG8fKlSt71KcQx4K6ujqef+Vl/vTXZ1i7bt3Xujf0wCOPsrFNIz49G1WBmKJii0/G4vIyONaES4kRRqW1M0By0UCWfLSaaDR6BEcjhBAnMrkv1RNSvBM9cv6CM2jcsp6du0tpaWunKxQhEAzTGYqgOOx0VpVhdrhQVAUt2IkW8GOx2Jma5ybOaSGoKbz5wVaiuhmzzUWo008sFMCIBIlPTt3/ZLkeI3PYOD7cuY8tW7b09pCFEEIIIY4awzBYsm4liQNyPzuoG3jX1WHxR9CtKruaqnC73b0XpBBCiG8kOzsbn8/Xvd1zzz096qeurg6A1NTUA46npqZ2twnRl2iaxu0P3sdlD9zFK20VvG20cdubL3PhlVdQU1PzpZ9va2tj9dbdJOcXUzxqHC1bPyYW01FVGOeOkGRTiRrw3s4KMgcP3T/bk9tHQ0PDURidEEKI3rBs2TJOO+00MjIyUBSFhQsXHtBuGAa33HIL6enpOBwOZs6cye7du3sn2E9I8U70yMiRI2jaupnabVsxW2yAgWIyEWltIdLWQiTQTOPm5URDfrrqK2grXcdIRyvpST6iOnxUbyOsWAh11GG2OdGCnVgsJpIyczFZrcSiEVQ1it3lJqH/UJ7/+2u9PWQhhOi79COwCSGOKE3TiFlNn00dbhh4NjVgbQ5imBTaR6fTaUR6N0ghhDhRHKFcqrKykvb29u7t+uuvP3pjEuIY9tsnHmeDXSNl/lQSi/Lx5WSQMnk0yswxXPWr2770LdUNGzZAYjoAiZm5FBYPoOGjtynRGkgza2i6wRsr1uJJSiSjeBAAejSKzWY70kMTQogT0zFwX+rT9YN///vfH7L90/WDH3/8cVatWoXL5WLOnDmEQqGv/2WHiax5J3pk5UcfoZmdRPbspXPjZsKhAIbVjDM9h/jiEcR0HUs0TP2GVWidfk6eNI78jERiusHy3V00dfpJ6jeI+i0fYXF4MLQo8bl5oIAe06jetYwh004CwOHx0ljW2rsDFkKIPkwx9m+Hsz8hxJFlNptRo5/8RGIYuHY0Y6/txFCgfUQaUa8Niy7P4QkhxNFwpHIpr9eL1+v9xv2lpaUBUF9fT3p6evfx+vp6hg8f/o37F+Jo6uzsZPmOzSSdOfOgNpvXjb8ok8Xvvcv8uYdeAxJAi8VQlM/ypLyS4WS4rWSao+iGwYflDShuN0VjJwAQi0aJM0FSUtLhH5AQQohj4r5UX1w/WIp3J7jq6mreeONtWlvaGTCwkNmzZ+JwOL7wM5FIhJ9ddwukDyOnXxbtzY0YJiuB5mra63di9SVRu2IRdncymaNmk5iaQZzRgG4YvLd+J1rqYCzRFqxmjcySIdTv/JBQWxCrXUOLdhENtzDopCkkZecBEO4KEOf1HIWrIYQQQghxbFAUhYkDh7O2vIb4vHSUTwp5HUNSiCY7ad5ewcmjJ/ZylEIIIY4F+fn5pKWlsWTJku5ind/vZ9WqVfzwhz/s3eCE+Jq2bdtGLCvlc9vjBxWy+IPlX1i8GzpkCPpL/wT2v1WHYRDn8UCwhR0xN01GC7n9BwCgx2LUrHyfmy//f4dzGEIIIY4Cv99/wL7NZuvRW9Rftn6wFO/EUWUYBg888DBrV5cS7ynAbnexY8t6nn/2NX5+3Q8ZO3bMIT+naRp/fe4FjPh84jL60Vpfi9WbhGJSsTpcmMwWKhY+jSdnMJ60AmzeRLrCUVa3xtgXddKoJmDs205SZjYZ/RIBMOmV1G7ZRnZJFk5fHL7ktM+miAKad2/h8u+ddVSuixBCCCHEseL7F3yPdTf/gjZVgSFphLI8ROPttJRWYd9Yw/l3XtXbIQohhDhKOjs7KS0t7d4vLy9nw4YNJCQkkJOTw1VXXcVdd91FUVER+fn53HzzzWRkZLBgwYLeC1qIHvtmr2f4fD7cRpjSLRtIze2H2+OhKz6LgNXDvl178G9fi5J2MrXrVmELtHHdxRcydszowxS7EEKIoyU7O/uA/VtvvZXbbrvta/dzrK4fLMW7E9Rfn32BrRuaKco7qfuY2xVHLNaP+3/9Rx75fdYB0210dXXxhz/9mY82bmHDhq3EFZ1Ec00lhqJiMe2fikC1WIjL7k/99g9I7D8StxGkvaMduy8Rs8tLTWMrVl8qjXs2MWj8YCLBIE17NtOvRKEwfiT+2j1YUyd1F+4MXaexdBsDk5yMHj3q6F4gIYQQQoheFgwGefT2e3ni+adZtex9DIcZNaQxuWQkl915Hy6Xq7dDFEIIcZSsWbOG6dOnd+9fffXVAFx00UU8/fTTXHvttQQCAS6//HLa2tqYPHkyb731Fna7vbdCFqJHBg4ciPrcn2Hsodvbtpdx1oRJn/v5ha+/ztML/0U0KYXmbZso27kZT2oeRQX5xNqayAs38Mhjv8UwDDweDwMGDDjgAXIhhBB9R2Vl5QFTkB9va5dK8e4EpGka/3nzffpln3xQm8lkJiVhMC88/wrX/PynAIRCIX5y7fV0JReQNnEetr2NxGVk09rSSsjfilXTUM2f/VZSLTaS7AqTUqzU+DXWNbagaVFUVUELNGEyhWjY+Q6eOAuzzisi2B7mpFHzGTp4GH/489Ps3LwS1WzBYsT41uwZfOfbZ0kiJYQQ34Rh7N8OZ39CnKA0TeON//yLxSveRCOMybAyY/xcTjvlDKxW62H7nurqap555hkKCgr42eVXYDabCYfD2Gw2yYuEEOJoOwZyqWnTpmF8wecUReGOO+7gjjvu+CaRCdHrPB4PJ/UvYcW23SQMKjqgLdzRiWVnJbP/79ruY5FIhO3btxOLxaipr+fJRUtInz0PSzjEaJeNgGpi5Z59bH/n79xz3S+YM2c2ZrPcDhVCiKPqCOVSx/v6wfKv1QmopqYGk+L53Bs/CfHpbNv6Qff+wn+9jt+TTmpmLgCqun/aTZfbjabrhPwtOBNSwAA9phHntDI+WcOkgNlsIjE1lVjMoLOrA8MIQ4uZS+/eXzis3FJLZLuV2bfOwWq18uvbbyEWixGNRuXmlBBCCCGOKdFolJt+dR22/n7Gfz8Lk9lETIuxee0iVty5jHtufvCwFPCam5t54YUXiEajaJqGqqooiiJvTwghhBDihPCzH/yIjt/cz/o3lmIekIfZbiO0txp3XTu/veFW7HY7hmHw1HPP8/ry5ehJKeiKwqZ3FpO34CxMkQhJ+/ag6jpWu4OS2bNpHVxCRW2NFO6EEEIc5FhdP1j+xToBqarKF80f/r9P8/3n/WUkD5/avZ+aX0BN6RZcaQWYTGYimkakK4DFasUSbOHM2SdhVaE5BDsCHiwOBZNJweP00FLfSkdtK6uf207ErzOuZBK/vOWSA250mUwmTCbTYR+3EEKcqBRj/3Y4+xPiRPTav1/FMaiD4nG53cdMZhPF43Ios9bwwit/5eILLv1G39HR0cFzzz1HV1cXGRkZnHPOOZIXCSFEL5NcSoijy2w2c8e111NdXc3iZe8TCAYZPetMxowe/ck9LXjsL39h0d5KUmbNAyDY3oYlJ5eGXTsZ2d6MyWEnZDLRkp0PqkpcZhYrlr3Lj3pzYEIIcYI6FnKpvrh+sBTvTkCZmZmgBjAMHUVRD2pvaNrHhEkju/cjWgyPuv+mUTgcwW920tm6HcVsxZWaQxiDcEcb4VALswbG43Z6aGnvYEUtxGV+tshjNNRBcO8mzjplAXdcdQMul0tuRgkhxFFh8E0XfT+4PyFOPO+ufJuTfpR/yLaC4em8/+h736h4FwqFeP7552lrayMhIYHzzz//sE7FKYQQoqcklxKiN2RmZnLxeRccdLyjo4O3P15D6slzuo81lu+hvWof55x8Mj6LmYABb+/eg2n7LkaedgaqyQQyu5MQQvSS3s+l+uL6wVK8OwEpisK55y/g+WfeoV/u2AOmpgxHgrQHdnLmWd/vPuZ22NGiEcwWKxWVlVh9SeROnUfT9g1UrP4X0Q4/jvh4zpgyinivm46uIBvK6jFrCnV1ezE53MRCAVw2G8VFxZz1rdMOy1y0QgghhBBHk26OdD/t/b8URUGx62ia1qPpmDRN4+WXX6a+vh6Xy8WFF16Iy+X6piELIYQQQhx3Ply5EiUzp3s/2N5G6eaNnDFzJslmE2EUPnA4sI8ZS2BPGduXvkfu0OEUZ2f1YtRCCCF6U19cP1iKdyeQQCDAm4sW8c6KFcR0nbh0nW2lb+Fx5mK1OAmGmlGtfu7+9Q0kJCR0f+7b8+fx+BtLSSkeSl1DE6rnk7b4VDxON7q/gcFjx5OktxIxoMyZTFXbZqZNOQOny0s4GMDqcBLuChCr38TECeN76QoIIcSJSdH3b4ezPyFOSFEThmF87pq8sRA9nlWgvr6eqqoqrFYrF1xwAfHx8d8kUiGEEIeR5FJCHFu6giGU/5qdYM/aNaQNHUGqWUEzYJndgV8x4QJcBf2oX/QWnnCIi2+9ufeCFkKIE5jkUj0jxbsTRHV1NVfefjtav34kjB+PoqrUl+8h0ulnyuQ8vB4fhYWzGT58+EE3pGbPPJlF773Pm//6OyTl4DRZ0WMagfp9hFvqSZkwjVbFygY1nnBnGwUl/WgZ5Wf1kpcoGTUT1WQmWrmVVJ+Zu+69Q6bKFEIIIUSfNLpkIpXbt5AzKO2gtpqyJoYWjv7cwt6XyczM5KKLLiIajZKenv5NQxVCCCGEOG6VDChGX/YBFPQDoLW+DvegElbFomgtrdS0teHyxaFrUWLhCLqqct6MaeTm5n5Jz0IIIcSxQ4p3x7FoNEowGMTpdPLLe+7BcdJJ2Dye7vaEgn5omVm88c47vPyHP2CxWA7Zj6IoeO1uCl1prP5oMZ3J6cTCIWJmhawpc9EUlXA4TKvNimaoKAqUjBhBe1cTF502mlA4wtAh55CXl3eURi6EEEIIcfidf/Z3+cVtP8FiayK9X1L38fqKFna92cZ9N3/96TVCoVD3HPpZWTKVkxBCCCHEl+nfvz9JsSjB9jacbg8KgGHgN1sxkpJx19eSbLWgRcK4XU4yCgo4aeLE3g5bCCGE+FqkeHccampq4uEn/sTmigoUm432mmpanU6GO50ABINBaurqCIXD2G02rCnJvLdsGbNPPvmAfjRNIxAIYDKZ2LajnJKhczBZbFTFwtjjUvBEKhnmCrIi4qY9EgUtTFZKMgAxLYrLYWf27NlHffxCCCGEEEeC2+3mvlsf4cm/Ps67/1mP1asS6dDpnz2EX994Cz6f72v1t379epYsWcIFF1wgb9sJIYQQQnxFiqJwzw3Xc9Pd95ASH0dhv36UVuzFlpqKHuikpH9/3J88vG4YBv7Nm+SBciGEEH2OFO+OM42NjfzwxpuwjB5D8oCBALStXEEXOlt2bMfrdtPU1onZ5cbs8OKPRgiGNR5/5llmzZiBoigEAgEee+IvfLRhC4rFQaSrg72795KaPYH+xaNp+GAhXrvB2IJUFMUgVYnQ1BkgMcFHakoqAE1lu/jeyTN681IIIYT4lPHJdjj7E31WOBxm3LhxbNy4kfXr1zN8+PDutk2bNnHFFVfw8ccfk5yczE9+8hOuvfbaAz7/yiuvcPPNN7N3716Kioq49957OeWUU47yKHqPx+PhZz/6BZqm0dXVhdPpxGz++in1rl27+Pe//41hGOzYsUOKd0IIcSyTXEqIY05nZyfZiQnouk5/s4nty5aRPv80ckpKMH2SmxmGQf1HK7n0tPmoqtrLEQshxAlMcqkekX+5jjMP/+lPWEaPwZ302VROVrsNFYXOmE5NUxuO+CQsVjuKomKx2rFYHZTXt/Hu+0sJBoP8+Jrr2dBkkDlmHhnDp5EzYT62ghG8t/wfhIIBpk6ezZiCBBRFYcveKrY3d+A0QXH/QhQFOpoacDXXMnfWzF68EkIIIboZxuHfRJ917bXXkpGRcdBxv9/P7Nmzyc3NZe3atdx///3cdtttPPHEE93nrFixgvPOO49LL72U9evXs2DBAhYsWMCWLVuO5hCOCWazGa/X26PCXWVlJa+88gqGYTB8+HCmTZt2+AMUQghx+EguJcQxpba2lpdffhld1ykpKeG+u3/F0ldfIae+lqZVH1G/cwd1mzbSvOgtzhs7hgXz5/d2yEIIcWKTXKpH5M2740gkEmFrxT6SBgw64Hha/wGU/fM1KB6Axf7ZmneGYWDoOl27djF+yhyef3UhVdU1hDzZpKTndJ+nKgpJ6Rm0WpyUla5kzNAsFCCGF5s5n9DHbxM/sB/1mxWM9hYKU5O4+d67sdlsR2voQgghhPgK/vOf/7Bo0SL+/ve/85///OeAtueff55IJMJf/vIXrFYrJSUlbNiwgd/85jdcfvnlADz88MPMnTuXX/ziFwDceeedLF68mEcffZTHH3/8qI+nL2psbOTFF19E0zSKioqYP38+iqL0dlhCCCGEEH1CS0tLd96an5/PggULUBSF9PR0/vzQQ5SWlrK7rAyv283o0aO71xYWQggh+hop3h1HgsEg2A8umFldLlJT0ynbvoO4kWMwDINgMEhU0+iq2IvR3EFFfSvW+kbefu8DkofPOqiP/LwcYsFOhmQnoaATw0XIyEA1dnPatIn832UXEYlEyMrKIiEh4WgMVwghxFd1uJ9KOkGecDre1NfXc9lll7Fw4UKcn6yD+99WrlzJlClTsFqt3cfmzJnDvffeS2trK/Hx8axcuZKrr776gM/NmTOHhQsXfu73hsNhwuFw977f7//mg+mj/H4/zz33HMFgkMzMTL797W9jMpl6OywhhBBfRnIpIY4JnZ2dPPfccwQCAdLS0vjOd75zwCwIiqJQVFREUVFRL0YphBDiIJJL9YhMm3kccblcKMHQIdsGTJ+OUlFF21tvU7tiBa2bNtH+7vvYGjrInzgP1RNPaXkFjY2Nh3z622w2MzLXg8NuJRSKsGtXKXV7l3LKzGLuv/dOBgwYwNChQ6VwJ4QQ4iDLli3jtNNOIyMjA0VRDir0GIbBLbfcQnp6Og6Hg5kzZ7J79+7eCfY4ZRgGF198MT/4wQ8YPXr0Ic+pq6sjNTX1gGOf7tfV1X3hOZ+2H8o999yDz+fr3rKzs7/JUPq0d999F7/fT2JiIueff/4BhVIhhBBCCPHFli5dSmtrK3FxcVxwwQUy45MQQojjmrx5dxwxm81MGDKYVfsqiM/JPaBNVVV8CXGkF42hpSOA1enCkTMSk8WKrhsEO9rwpWWyr6aS/loUs9lyUP9d7myC+z7m9ptvwOfzHa1hCSGE+KZ6eWHgQCDAsGHDuOSSSzjzzDMPar/vvvt45JFHeOaZZ8jPz+fmm29mzpw5bNu2Taa5+RK//OUvuffee7/wnO3bt7No0SI6Ojq4/vrrj1Jkn7n++usPeFvP7/efsAW8U045BUVRmDp16iHffhRCCHGM6uVcSgix3+zZs4nFYkyaNAm3293b4QghhPiqJJfqESneHWd+dMklbP3l9TSFQiQWFqGoKrFolOZtW5kysJjlaz4kcfLpWGx2dN2gozNANBqhcd37JA8YRsTfxtrF/2DcvO/s79Aw4JM38ZprqxiTny+FOyGEEMDB0x/abLZDPv06b9485s2bd8g+DMPgt7/9LTfddBNnnHEGAM8++yypqaksXLiQc8899/AHfhy55ppruPjii7/wnIKCAt59911Wrlx50P+f0aNHc8EFF/DMM8+QlpZGfX39Ae2f7qelpXX/91DnfNp+KJ/3++JEYRhG96wGVqu1+/e5EEIIIYT4cv+dS1ksFk4//fRejkgIIYQ4OqR4d5xxuVw8dt+9vLpwIf95bwlRw8BlsXDZ3LnMmz2bcy66hB3r30f1JBLCTDQUQGtvIn3EOFwpGcRCHdSXbWbzB28yaNxMvOE6NNXGvoY2PMFaLr/knt4eohBCiK9JMfZvh7M/4KC3p2699VZuu+22r9VXeXk5dXV1zJw5s/uYz+dj3LhxrFy5Uop3XyI5OZnk5OQvPe+RRx7hrrvu6t6vqalhzpw5vPzyy4wbNw6ACRMmcOONNxKNRrFY9r+Bv3jxYoqLi4mPj+8+Z8mSJVx11VXdfS1evJgJEyYcxlEdPwzD4I033sDj8TBlypRDTk0uhBDi2HekcikhxJdbtGgRJpOJk08+WXIpIYTooySX6hkp3h2HHA4H3z3vPL573nkHtY0YOhQXXuqqq6lubMKXUYgjaRKxWIxAoIv22ioGzTqVyKbVWGvWYXM7sBoG84YV8p2zr5Tpy4QQok86MvMTVFZW4vV6u4/25O2qT9dK+7rrqImvJycn54D9T6cZ6tevH1lZWQCcf/753H777Vx66aVcd911bNmyhYcffpiHHnqo+3NXXnklU6dO5cEHH+TUU0/lpZdeYs2aNTzxxBNHbzB9yNKlS1m7di0A/fv3Jz09vZcjEkII0TMy15MQvWHFihV89NFHwP5c6n9zWiGEEH2F5FI9ofZ2AOLouvCcs2jbuYEuxUJi/xKcSal0BgIEQmFCAT9YVFpMVpw+Hz63A4AFCxZw0XcvlMKdEEKIA3i93gO2E3lqxOOBz+dj0aJFlJeXM2rUKK655hpuueUWLr/88u5zJk6cyAsvvMATTzzBsGHDePXVV1m4cCGDBw/uxciPTWvWrGHp0qXA/rXupHAnhBBCCPHVbdy4kcWLFwMwc+ZMKdwJIYQ44cibdyeYvLw8zp09ldsee5qEsdOJoBJDIdRQRWf5NrJmzCbbqjK0MB+AyZMnM3z48N4NWgghxDdjGPu3w9nfYfLpWmn19fUHFDfq6+vl358jKC8vD+MQ/x+HDh3K8uXLv/CzZ599NmefffaRCu24sGPHDt58800ATjrpJMaMGdPLEQkhhPhGjuFcSojjUWlpKf/6178AGD9+PBMnTuzliIQQQnwjkkv1iLx5dwI6/zvnMGNYMZ1bV1G74i2a176LqneRM/sUUm1mBkf9ADSgUtPQ2MvRCiGEOJ7l5+eTlpbGkiVLuo/5/X5WrVol66iJPqmiooJXX30VwzAYMWIE06dP7+2QhBBCCCH6jOrqav72t7+h6zpDhgxh9uzZstadEEKIE5K8eXeC+sVPf8z2G2/HNmIs9k/WK7IaMYaHmlGB2kCQ2LBRrNq4ju+ed27vBiuEEOKb6eWpxTs7OyktLe3eLy8vZ8OGDSQkJJCTk8NVV13FXXfdRVFREfn5+dx8881kZGSwYMGCwxi0EEdeV1cXL730ErFYjOLiYubPny83m4QQ4nggy7QIcVSEw2FefPFFotEoBQUFnHHGGZJLCSHE8UByqR6R4t0JQNd1Nm7cSENDI+npaQwZMoR+/fpx2riRPPrvt0gcOxl7QhLBSJRNTe1k2lS04aOJaRoei6W3wxdCCNHHrVmz5oC3j66++moALrroIp5++mmuvfZaAoEAl19+OW1tbUyePJm33npL1loVfY7T6WTWrFls2rSJs846C1WVSS6EEEIIIQ7FMAxqa2vRNI309HQsFgs2m43Zs2fz8ccfc84552AymXo7TCGEEKLXSPHuOLd69cc8+NiTxNzJKA43erADa9cfuO6nP+InP/oh73z8Me2NlbTv3IjZbIFhQ4n2K8RkMtO0cQPfm31ybw9BCCHEN6QAymGcD/zrPvs6bdq0Q66v1t2fonDHHXdwxx13fLPAhDjMdF1n1cerWfjOG3QEOikpHMDZ879FSkrK535m5MiRjBgxQp4SF0KI40hv51JCHG+WLH2Pp//5EmGfBcViwqjvYOaoyVx6wUUMHTqUIUOGSC4lhBDHEcmlekaKd8exHTt2ctfv/0z22JmYzJ+9QadFI9z6wKM8fOcNfOfUU1i7YyfazFkYps9+O3Q0NhDnb+GkSZN6I3QhhBCHk0xPIMTXFg6H+fkdN9KYGCP1pCJcbgfrymtZ8uvr+MH8C5g9YyYA0WiURYsWMW3aNFwuF4DcbBJCiOON5FJCHDavv/0mf1nxb3LPHYdqNkHMwLa1mQ+CZVQ9eA93XHuT5FJCCHG8kVyqR6R4dxz749PPkjZs8gGFOwCzxUrSkPE88cxfGZCfS7LZRMemdewyWcFiQWlsIM/r5o677sRslt8iQgghhDjxPPTH39E1LI6coqzuY4kFGSTkpfH4iy8wqP8AMjIyePXVV9m1axe1tbVceumlcrNJCCGEEOJzRCIRnn3zVfK+N2V/zmQYODY0YqnpIs/jYnuoht27d1NUVNTboQohhBC9Tiozxyld19lX10xmvvuQ7S5vPMHGXZSXl2OxWLjie9+jvr6eUChE//79ycjIOMoRCyGEOGIMY/92OPsT4jgWCARYt28HeSdNPqhNUVWSpg7guddeZlBuEbt27cJsNjN79mwp3AkhxPFKcikhDosNGzZAv4Tuwp1tawuWmi4MBUIlCcRpdhYufoNfFF3V26EKIYT4/+3deXxU1f3/8fdkmQmBbJiNJWEVoiwioBAqAoWaKKJYpWwuVB4oFr9CpShUBaxVKFa+X8T914qtBAKKSqusAgpqAMGwLxUlrFmQJRPInjm/P5ApYwBDmGSWvJ6Px32UuffMvZ9zGmfej3vu3OtOZKlqCfB0AagZDodD5hInkEILshXZoJ4CAgI0ePBgtWjRQt27d1fv3r2ZuAMAAHXa4cOHFRgfdtHtkU1jdSw3T5mZmbJYLLr77ruVmJhYixUCAIDadscddygxMVEhISFq1KiR7rvvPh09etSlzbZt29SzZ0+FhIQoISFBM2bMqLSf9957T0lJSQoJCVGHDh20ZMmS2uqCx+Xb8xXQIESSZN2XL9v+AklS0fXRqoipp5DwUJ2053uyRAAAvAaTd34qKChIEfWsqigrq7Qt5Eye6hUekyTdeeedatWqVW2XBwCoVaYGFsB/2Ww2OUrKL7o9YN8phQeHSpL69++vpKSk2ioNAOARZClIffr00cKFC7V3714tWrRI3333ne655x7ndrvdrltuuUXNmjXT5s2b9eKLL2rq1Kl66623nG2++uorDR06VCNHjlRmZqYGDhyogQMHaseOHbXaF7vdro8+nKfXXv2T5s//f8rLy6uV4zZv1lwV2fkKPlSgkD2nJEnF7aJU3uTsXaNOHcxVUovWtVILAKA2kaWqg8k7P3bvoLuUvXOTyzpr0UnVL8iWJLVp21YdO3b0RGkAAABeq1mzZgr+oUSO8opK2wKzCxWy65QkqXfv3urSpUstVwcAADzh97//vbp3765mzZqpR48emjhxotavX6+yHy+aTktLU2lpqd5++221a9dOQ4YM0WOPPaaZM2c69zFr1iylpqZqwoQJuuaaa/Tcc8+pc+fOeuWVVy563JKSEtntdpflSqz69BO9OH2YrgpboNv67lLrhCX625sPKi3tzSvab1W0bt1acaeDFbLluCSppFW4SltGSJIcFQ6d2ZilO1Nvr/E6AADwBUze+bG+fXor9YYkHdzwqU7mHFFpUaGOn8xXSVmFIqKiNHTIEE+XCACoDY4aWAA/ZrFY9OBdw7T/XxtlHK5/8AWlhSqrqFCnTp108803e6hCAECtIkvhJ06cOKG0tDT16NFDwcHBkqSMjAzdfPPNslqtznYpKSnau3evTp486WzTr18/l32lpKQoIyPjoseaNm2aIiIinEtCQkK16961a5c2b3xVEx+PVpfrGyo2pp7aXROpcb+LUVnhv7R61dJq77sqLBaL/mfEwyotL1VBmFScFClJsmf/oKz0dXr07hGKiIio0RoAAB5AlqqWIE8XgJr10IO/1YBbU7Vo8cc6kvOdEps21m233MVzWQAAAC7hlzf3VkVFhd7+5zyZpmGy1Leq4ki+EqwNNWb0/yg+Pl6WSzxfGAAA+J8nn3xSr7zyigoLC9W9e3d9/PHHzm05OTlq0aKFS/u4uDjntqioKOXk5DjXnd8mJyfnosecNGmSHn/8cedru91e7Qm8fy/+fxo2KOKCGeauAdH6y6y56vPL1BrNOG3bttXYRx/TJ58u07oFG2Us0tWNm2vyuGevaGISAAB/w+RdHWC1WnXbLX3VsmVLT5cCAADgM37Vp6/69uqjTZs26dixY7rhnhsUGxvr6bIAAICbTJw4UX/5y18u2Wb37t3O59tOmDBBI0eO1IEDB/Tss8/q/vvv18cff1yjk102m002m80t+yo8c0hXNQy74Lbg4ACF1bersLBQ9evXd8vxzikoKNCRI0ec4xgXF6cHhz+gB4c/4NbjAADgT5i883MFBQWaO3eu7Ha7hgwZoquvvtrTJQEAapsxZxd37g+oI4qLi7Vx40adOHFCLVq0YPIOAOoispTfGj9+vEaMGHHJNudfCB0dHa3o6Gi1adNG11xzjRISErR+/XolJycrPj5eubm5Lu899zo+Pt75vxdqc257TXP8zJ+ew2FRYGCgW49ZXFysuXPnKi8vT3fddZc6duzo1v0DAHwAWapamLzzY0VFRfrb3/4mu92ugMBA2e12GWO4xRMAAEAVlJaWat68eTp+/LgiIiLUtGlTT5cEAADcKCYmRjExMdV6r+PH5+KWlJRIkpKTk/XUU0+prKzM+Ry8lStXqm3btoqKinK2WbVqlcaNG+fcz8qVK5WcnHwFvai6mNhrdeToHjVpXPmXdYWF5Sorj1FISIjbjldeXq709HTl5eWpQYMG3BYTAIDLEODpAuAqLy9P+/fv15kzZ65oP8eOHdOzzz8vu92u8oAA7Y2I1J/SF+qRCRNUUFDgpmoBAD7h3BVO7lwAP1dRUaH33ntPR44cUb169XTvvfcqPDzc02UBADyBLFXnbdiwQa+88oq2bNmiAwcOaPXq1Ro6dKhatWrlnHgbNmyYrFarRo4cqZ07d2rBggWaNWuWy/Pqxo4dq2XLlumll17Snj17NHXqVG3atEmPPvporfTjrl+P0rvpZ1RcXO6y3uEwmjP3B90x8GG3HcvhcOiDDz7QgQMHZLPZNHz4cOckJgCgjiFLVQu/vPMS23fu0Ox/vqVT1lIFhoWoPK9AHRq11vjRj132vcYdDode/N//U32bVY6AAB1v2Ur16oWqXpOmOpWToz8+/4JmT59WQz0BAADwbcYY/fvf/9a+ffsUFBSkYcOGKTo62tNlAQAADwkNDdUHH3ygKVOm6MyZM2rUqJFSU1P19NNPO59HFxERoRUrVmjMmDHq0qWLoqOjNXnyZD300EPO/fTo0UPz5s3T008/rT/+8Y+6+uqr9dFHH6l9+/a10o+EhAQNGvK8/vJ/f9b1HYuV0CRAeT9U6OvNwboldZw6d77RLccxxmjp0qXavXu3AgMDNWTIkFq7NSgAAP6CyTsvsH3nDk3++1/VfFB3Rdb770OID2Zla+yUJ/TaC/8rq9VapX0ZYzR37lzVt1llLBYdb9ZcZfVCndvD4uN1cN+3+v77713u2w4A8GPmx8Wd+wP82KpVq7R161ZZLBYNGjSI22UCQF1HlqrzOnTooNWrV/9su44dO2rdunWXbDNo0CANGjTIXaVdtg4dOumF6Qv0zTeblZN9QNGNYjT1uR5VPu9UFWvXrtWmTZskSb/+9a/VvHlzt+0bAOCDyFLVwuSdF3j5H2+q+aDuCj5v4k6SGjZvpKPHCrR81UoNuLV/lfZljNGRnBxJ0ommCSppEFapTWDTBH319ddM3gFAXcGDgYEqM8aouLhYkjRgwAC1adPGwxUBADyOLAU/ExgYqBtuuFGSe35pd77zs9Stt96qa6+91u3HAAD4GLJUtTB552F5eXnKt5Up6icTd+fEdWqpTz5YUeXJu4CAADWIjNRmq03BkRe5l7gxCgoMrG7JAAAAfstisah///7q2LGjEhMTPV0OAACAT7FYLLrllluUlJSkZs2aebocAAB8VoCnC6jrzpw5o8AGF564k6TA4CCVOsovuv2cnJwcORwOSVLfm27SySNHL9q24uAB3dS9++UXCwDwTTwYGPhZubm5qqiokHT2pBMTdwAAJ7IU8LPy8vJUXn72/JXFYmHiDgDwX2SpamHyzsNiY2NVkXdaZ06f1pGjR5WTk6PS0lLn9sITdsVHxlxyH4cOHdLf//53vf/++yovL9c111yjxnLInp1dqW3+wYNqExXJs1sAAAB+lJ2drbffflsLFixwyWEAAAD4eXl5eZozZ47mzZunkpIST5cDAIBf4LaZHlZUVKQDu/brQGOpfqvGMsahQ9/+oMh69dS6RUvlfL5bvxv82EXff+zYMc2fP1/l5eUqKyuTxWKRxWLRjMmT9dS0acra962CmibIGIcqDh1U26goPTdxYi32EADgcdxbHLiokydPKi0tTaWlpSorK1NAANe2AQB+giwFXFR+fr7S0tJUXFxMlgIAXBhZqlqYvPOg8vJyjXt2ihLvuUe7Vi2To9yiyPaJCqhfX8eO5Onoax/o4T6/uejDfe12u9LS0lRUVKS4uDjFx8frs88/U4f2HRQbG6uXX3hB+/fvV8bXXyswMFC/GDKYX9wBAAD86MyZM5o7d67OnDmjuLg4DR48WEFBxGMAAICqKCoqUlpamux2u6KjozV06FAFBwd7uiwAAPwCZydqmcPh0Jq1n2vh8o/1/f79OtQgVG1tweo6ZLhytu/Q0QWZMjKyhdRXeGGY7rl94AX3U1xcrLS0NOXn58sSaFHGgQ3aFrpLlgCL/vnZu2oWmqhJYyepRYsWatGiRe12EgDgXbjCCaikpKREaWlpOnHihCIjIzV8+HCFhIR4uiwAgDciSwGVlJWVaf78+Tp27JjCwsJ07733KjQ01NNlAQC8EVmqWpi8q0Xl5eWa9MKz2le/VDEpHXTy/RyFdGin/fl5anDiByVd30lNO1/vbJ+zdYe2bt2qnj17VtpPenq68vLyJIt0MtGujt3++z7dIOV9l6tnpj+jF6e+KIvFUltdBAB4JfPj4s79Ab6roqJCCxcuVHZ2tkJDQ3XvvfcqLCzM02UBALwWWQo4n8Ph0KJFi3To0CGFhITo3nvvVUREhKfLAgB4LbJUdXAj6lr03uIP9P1VUqNfXKegEKuMMQoMClRIw3CdCZay83Jd2hvL2UD0Uzk5OTpy5IisVqsOlR5W026JldrEtorTqTC79u7dW2P9AQAA8EXHjh3ToUOHFBwcrGHDhumqq67ydEkAAAA+4/jx48rKylJgYKCGDBmi2NhYT5cEAIDf4Zd3tehfaz9VzG9udr5u1LaZvvvuoMI6tJU1vL5yso+pcVy8c3vQ0Vy1b9++0n6aNm2q+++/X+u+XKdsHbvo8WKvb6RPv1ilpKQk93YEAOBbHD8u7twf4MPi4+M1YsQIFRUVqUmTJp4uBwDg7chSgIuYmBj99re/VX5+vpo1a+bpcgAA3o4sVS388q6WOBwOFQcYBQT+d8ibXH+NKr7br/LThbIEWFQh4/zB56msA7quUVOXK8GLi4ud/05ISJA1xKZAa+BFjxkUHKiSshK39wUAAMAXnZ+lGjdurFatWnmwGgAAAN9yfpaKi4tTmzZtPFgNAAD+jcm7WmKxWBRQ7jolHBgcpO7DU3Vm9VrZv9mhslP5sh85qrzPvlSz7BN6+vePO9tu3rxZr776qnJycpzrru/QSfn/OXXRYx7bnacbOnR1e18AAL7G1MAC+JZt27Zp9uzZOnz4sKdLAQD4HLIUsHv3br388ss6cOCAp0sBAPgcslR1MHlXSywWizq3vkb2I3ku6xvEXqU+jw5VQoRNrQ/kqE9AiP531COa+afnZLPZJEl79uzRJ598otOnT7s8w65Vq1YKO11fp7JPVjpeYX6hivcW6hfJv6jZjgEAAHi5ffv2afHixSosLNSePXs8XQ4AAIBPycrK0qJFi1RUVKSdO3d6uhwAAOoEnnlXix4ePkKjp05U0K2dFXpVpHN90Yl8ReUW6Y1Zr6phw4Yu7zl48KAWLVokY4yuv/563XzzzS7bp46fookvTNKxlnlq1KmJAgIsyt6RrTPb7Xr+D39WYODFb6sJAKgjjDm7uHN/gI84cuSIFi5cKIfDoQ4dOqhv376eLgkA4GvIUqjDcnNzlZ6eroqKCiUlJSk1NdXTJQEAfA1ZqlqYvKtF0dHRem3yC5rxxmx9b98qS3ioTH6hWkfFa8LkFypN3OXl5Wn+/PkqLy9XmzZtdPvtt8tisbi0iYqK0ut/eU0bvt6gVV+tVkVFme66foB6399bwcHBtdk9AIC3cvcdBepGRoIfOH78uObNm6eysjK1bNlSd955Z6UsBQDAzyJLoY46deqU0tLSVFJSosTERP36179WQAA38QIAXCayVLUweVfLYmNj9dfJz6mgoED5+fmKjIxUgwYNKrXLz89XWlqaiouL1bRpU91zzz0XDUgBAQFK7pas5G7JNV0+AACATzh9+rTmzp2rwsJCNWrUSL/5zW+4IwEAAEAVFRYWau7cuSooKFBsbKyGDBnCReIAANQin7tcpqSkRJ06dZLFYtGWLVtctm3btk09e/ZUSEiIEhISNGPGjErvf++995SUlKSQkBB16NBBS5YsqaXKXYWFhalp06YXnLiTpNWrV8tutys6OlrDhg0jIAEAqs843L8AXm7NmjU6deqUoqKiNHz4cOezhAEAuGxkKdRB69at0/HjxxUeHq7hw4erXr16ni4JAOCryFLV4nO/vHviiSfUuHFjbd261WW93W7XLbfcon79+umNN97Q9u3b9eCDDyoyMlIPPfSQJOmrr77S0KFDNW3aNN1+++2aN2+eBg4cqG+++Ubt27f3RHcuqn///rJYLOrTpw8BCQAA4DKlpqbK4XCoZ8+eql+/vqfLAQAA8Cl9+/ZVaWmpunfvrvDwcE+XAwBAneNTk3dLly7VihUrtGjRIi1dutRlW1pamkpLS/X222/LarWqXbt22rJli2bOnOmcvJs1a5ZSU1M1YcIESdJzzz2nlStX6pVXXtEbb7xxwWOWlJSopKTE+dput9dQ7yRjjPM5LFarVQMHDqyxYwEA6hAeDIw64vwsFRwcrDvvvNPDFQEA/AJZCnXE+VkqKChIAwYM8HBFAAC/QJaqFp+5bWZubq5GjRqld999V6GhoZW2Z2Rk6Oabb5bVanWuS0lJ0d69e3Xy5Elnm379+rm8LyUlRRkZGRc97rRp0xQREeFcEhIS3NQjV8YYffzxx1q3bp1MHfnjAwAAcBdjjJYtW6bVq1eTpQAAAKph9erVWr58OVkKAAAv4BOTd8YYjRgxQqNHj1bXrl0v2CYnJ0dxcXEu6869zsnJuWSbc9svZNKkScrPz3cuhw4dupKuXNRnn32mb775RmvWrFFubm6NHAMAUIcZNy6AF/ryyy+1ceNGrVu3TgcPHvR0OQAAf0OWgp/bsGGDvvjiC61fv15ZWVmeLgcA4G/IUpfNo5N3EydOlMViueSyZ88ezZ49WwUFBZo0aVKt12iz2RQeHu6yuNvXX3+ttWvXSjr7rLv4+Hi3HwMAUIeduz2BOxfAiyxbtlSrVq2SJAVYD+nl136vf7z7msrKyjxcGQDAL5Cl4Od27typZcuWSZL69OmjFi1aeLgiAIBfIUtVi0efeTd+/HiNGDHikm1atmyp1atXKyMjQzabzWVb165dNXz4cP3jH/9QfHx8pV+snXt9bjLsYm08OVm2a9cuLVmyRJLUq1cvdenSxWO1AAAA+JpVq1Zq/foNslgsuqaTXZ2SjYyJ1LbNK/TCX/6jZ/44UwEBPnGzCQAAgFq3f/9+ffjhh5KkG264QT179vRwRQAAQPLw5F1MTIxiYmJ+tt3LL7+sP//5z87XR48eVUpKihYsWKBu3bpJkpKTk/XUU0+prKxMwcHBkqSVK1eqbdu2ioqKcrZZtWqVxo0b59zXypUrlZyc7MZeVV1WVpY++OADSVKXLl3Uq1cvj9QBAPBzPBgYfurw4cNat+4LWSwBat7mtK7rfkqSZLFYdF3Xq3Qsb582bPhKyck3ebZQAIBvI0vBT2VnZys9PV0VFRW69tprlZqaKovF4umyAAD+hixVLT5xGXJiYqLat2/vXNq0aSNJatWqlZo2bSpJGjZsmKxWq0aOHKmdO3dqwYIFmjVrlh5//HHnfsaOHatly5bppZde0p49ezR16lRt2rRJjz76aK336cyZM86AlJSUpNtuu42ABAAAUEXFxcVKS0uTxRKgRolF6tb7hH4apZJ7NdTK1Qs8UyAAAIAXKy0t1fz581VaWqrmzZvrrrvu4m4FAAB4Eb/5Vo6IiNCKFSu0f/9+denSRePHj9fkyZP10EMPOdv06NFD8+bN01tvvaXrrrtO77//vj766CO1b9++1uutX7++fvWrX6l58+a6++67CUgAgJrDvcXhh0JCQtSxY0cF2U7rplt+UEBg5Tb16weruPh07RcHAPAvZCn4IavVqpSUFDVp0kSDBw9WUJBHb84FAPBnHs5SU6dOlcVicVmSkpJqqLPu45PfzM2bN5e5wP9BHTt21Lp16y753kGDBmnQoEE1Vdpl6dKlizp37swv7gAANcvIzbcncN+ugCvRrVs3ZWx6Q0HB0RfcfiyvUA2jWtZyVQAAv+PhLDV16lQ9++yzLuvatm2rPXv2uK8m1Ent2rXTtddey3kpAEDN8oLzUu3atdOnn37qfO0LF614f4V+joAEAABQPQ0bNlRwQAvl5eYqNi600vY1y+waNOB+D1QGAIB7+eIJJ/gGzksBAOqCoKAgxcfHe7qMy8K9GgEA8HfcngB+7JGHn9aif1Zo947jzjszFNhL9VF6thLi+qtt27YerhAA4PO84LaZ5044nVuioy/8q3MAAACvU0NZym63uywlJSUXLeHbb79V48aN1bJlSw0fPlwHDx6srd5XG5dqAQCAGsfV4qgp0dHR+tPkv+vfnyzU26tWKyCgQiG2GPVP/R917Xqjp8sDAOCi7Ha7y2ubzSabzXbBtudOOIWEhCg5OVnTpk1TYmJibZQJAADglRISElxeT5kyRVOnTq3Urlu3bnrnnXfUtm1bZWdn69lnn1XPnj21Y8cOhYWF1VK1l48zZwAA+LtqXuF9yf1dJl+8PQF8R1hYmIYNGalhQ0Z6uhQAgD+qoSzl7yecAAAAJNVYljp06JDCw8Odqy92EdStt97q/HfHjh3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"text/plain": [ "
" ] @@ -1287,12 +7267,18 @@ "source": [ "from ptmelt.utils.visualization import plot_predictions_with_uncertainty\n", "\n", - "# Plot the predictions\n", + "# Plot MC Dropout predictions\n", "plot_predictions_with_uncertainty(\n", - " pred_train, pred_train_std, y_train_real,\n", - " pred_val, pred_val_std, y_val_real,\n", - " pred_test, pred_test_std, y_test_real,\n", - " metrics_to_display=None, # Display all metrics\n", + " pred_train_mean,\n", + " pred_train_std,\n", + " y_train_real,\n", + " pred_val_mean,\n", + " pred_val_std,\n", + " y_val_real,\n", + " pred_test_mean,\n", + " pred_test_std,\n", + " y_test_real,\n", + " metrics_to_display=None, # Display all metrics\n", ")" ] }, @@ -1300,10 +7286,15 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Bayesian Neural Network (BNN)\n", - "\n", - "coming soon..." + "The BNN can also use mixtures for the output layers which (in this case) will provide a better estimate for the uncertainty since all uncertainty is aleatoric in nature (data-based)." ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { diff --git a/ptmelt/blocks.py b/ptmelt/blocks.py index dab55e2..77e01a8 100644 --- a/ptmelt/blocks.py +++ b/ptmelt/blocks.py @@ -3,9 +3,52 @@ import torch import torch.nn as nn +import torch.nn.functional as F +from torch.distributions import Normal -from ptmelt.layers import MELTBatchNorm -from ptmelt.nn_utils import get_activation, get_initializer +from ptmelt.layers import MELTBatchNorm, MELTBayesianDenseFlipOut + + +def _get_initializer(initializer: str): + """Get the initializer function.""" + + if not initializer.endswith("_"): + initializer += "_" + + if initializer == "glorot_uniform_": + initializer = "xavier_uniform_" + + if hasattr(nn.init, initializer): + return getattr(nn.init, initializer) + else: + raise ValueError(f"Initializer {initializer} not recognized.") + + +def _get_activation(act_name: str, **kwargs: Any): + """Get the activation function based on its name.""" + + # Do some common activation string mapping + common_mappings = { + "relu": "ReLU", + "leaky_relu": "LeakyReLU", + "sigmoid": "Sigmoid", + "tanh": "Tanh", + "softmax": "Softmax", + "softplus": "Softplus", + "elu": "ELU", + "selu": "SELU", + "gelu": "GELU", + "swish": "SiLU", + "linear": "Identity", + } + act_name = ( + common_mappings.get(act_name.lower(), act_name) if act_name else "Identity" + ) + + if hasattr(nn, act_name): + return getattr(nn, act_name)(**kwargs) + else: + raise ValueError(f"Activation function {act_name} not recognized.") class MELTBlock(nn.Module): @@ -38,6 +81,7 @@ def __init__( batch_norm_type: Optional[str] = "ema", use_batch_renorm: Optional[bool] = False, initializer: Optional[str] = "glorot_uniform", + seed: Optional[int] = None, **kwargs: Any, ): super(MELTBlock, self).__init__(**kwargs) @@ -50,9 +94,10 @@ def __init__( self.batch_norm_type = batch_norm_type self.use_batch_renorm = use_batch_renorm self.initializer = initializer + self.seed = seed # Get the initializer function - self.initializer_fn = get_initializer(self.initializer) + self.initializer_fn = _get_initializer(self.initializer) # Create layer dictionary self.layer_dict = nn.ModuleDict() @@ -68,7 +113,7 @@ def __init__( if self.activation: self.layer_dict.update( { - f"activation_{i}": get_activation(self.activation) + f"activation_{i}": _get_activation(self.activation) for i in range(self.num_layers) } ) @@ -141,6 +186,7 @@ def __init__( } ) # Initialize the weights + torch.manual_seed(self.seed) if self.seed is not None else None [ self.initializer_fn(self.layer_dict[f"dense_{i}"].weight) for i in range(self.num_layers) @@ -211,6 +257,7 @@ def __init__( } ) # Initialize the weights + torch.manual_seed(self.seed) if self.seed is not None else None [ self.initializer_fn(self.layer_dict[f"dense_{i}"].weight) for i in range(self.num_layers) @@ -220,7 +267,7 @@ def __init__( if self.post_add_activation: self.layer_dict.update( { - f"post_add_act_{i}": get_activation(self.activation) + f"post_add_act_{i}": _get_activation(self.activation) for i in range(self.num_layers // 2) } ) @@ -251,6 +298,60 @@ def forward(self, inputs: torch.Tensor): return x +class BayesianBlock(MELTBlock): + """ + Bayesian block for the MELT architecture using custom Bayesian layers. + """ + + def __init__( + self, + num_points, + perturbation_type="multiplicative", + seed: Optional[int] = None, + **kwargs: Any, + ): + super(BayesianBlock, self).__init__(**kwargs) + # self.num_points = num_points + + self.perturbation_type = perturbation_type + self.seed = seed + + # Initialize Bayesian layers + self.layer_dict.update( + { + f"bayesian_{i}": MELTBayesianDenseFlipOut( + in_features=( + self.input_features if i == 0 else self.node_list[i - 1] + ), + out_features=self.node_list[i], + perturbation_type=self.perturbation_type, + seed=self.seed, + ) + for i in range(self.num_layers) + } + ) + + def forward(self, inputs: torch.Tensor): + """Perform the forward pass of the Bayesian block.""" + x = inputs + + for i in range(self.num_layers): + # bayesian -> batch norm -> activation -> dropout + x = self.layer_dict[f"bayesian_{i}"](x) + x = self.layer_dict[f"batch_norm_{i}"](x) if self.batch_norm else x + x = self.layer_dict[f"activation_{i}"](x) if self.activation else x + x = self.layer_dict[f"dropout_{i}"](x) if self.dropout > 0 else x + + return x + + def kl_loss(self): + """Calculate the KL divergence loss for all Bayesian layers.""" + kl_div = 0 + for i in range(self.num_layers): + kl_div += self.layer_dict[f"bayesian_{i}"]._kl_divergence() + return kl_div + + class DefaultOutput(nn.Module): """ Default output layer with a single dense layer and optional activation function. @@ -269,6 +370,8 @@ def __init__( output_features: int, activation: Optional[str] = "linear", initializer: Optional[str] = "glorot_uniform", + do_bayesian: Optional[bool] = False, + seed: Optional[int] = None, **kwargs: Any, ): super(DefaultOutput, self).__init__(**kwargs) @@ -277,19 +380,28 @@ def __init__( self.output_features = output_features self.activation = activation self.initializer = initializer + self.seed = seed # Get the initializer function - self.initializer_fn = get_initializer(self.initializer) + self.initializer_fn = _get_initializer(self.initializer) # Initialize output layer - self.output_layer = nn.Linear( - in_features=self.input_features, out_features=self.output_features - ) - # Initialize the weights - self.initializer_fn(self.output_layer.weight) + if do_bayesian: + self.output_layer = MELTBayesianDenseFlipOut( + in_features=self.input_features, + out_features=self.output_features, + seed=self.seed, + ) + else: + self.output_layer = nn.Linear( + in_features=self.input_features, out_features=self.output_features + ) + # Initialize the weights + torch.manual_seed(self.seed) if self.seed is not None else None + self.initializer_fn(self.output_layer.weight) # Initialize activation layer - self.activation_layer = get_activation(self.activation) + self.activation_layer = _get_activation(self.activation) def forward(self, inputs: torch.Tensor): """Perform the forward pass of the default output layer.""" @@ -321,6 +433,7 @@ def __init__( num_outputs: int, activation: Optional[str] = "linear", initializer: Optional[str] = "glorot_uniform", + seed: Optional[int] = None, **kwargs: Any, ): super(MixtureDensityOutput, self).__init__(**kwargs) @@ -330,9 +443,10 @@ def __init__( self.num_outputs = num_outputs self.activation = activation self.initializer = initializer + self.seed = seed # Get the initializer function - self.initializer_fn = get_initializer(self.initializer) + self.initializer_fn = _get_initializer(self.initializer) # Initialize output layers self.mix_coeffs_layer = nn.Linear( @@ -348,24 +462,27 @@ def __init__( ) # Initialize the weights + torch.manual_seed(self.seed) if self.seed is not None else None self.initializer_fn(self.mix_coeffs_layer.weight) self.initializer_fn(self.mean_layer.weight) self.initializer_fn(self.log_var_layer.weight) # Initialize activation layer - self.activation_layer = get_activation(self.activation) - self.softmax_layer = get_activation("softmax") + self.activation_layer = _get_activation(self.activation) + self.softmax_layer = _get_activation("softmax") def forward(self, inputs: torch.Tensor): """Perform the forward pass of the multiple mixture output layer.""" mix_coeffs = self.mix_coeffs_layer(inputs) + mix_coeffs = torch.clamp(mix_coeffs, min=-10, max=10) mix_coeffs = self.softmax_layer(mix_coeffs) mean = self.mean_layer(inputs) - mean = self.activation_layer(mean) + # TODO: Do we ever want to apply an activation function to the mean? + # Maybe to the mean, but never to the log variance? + # mean = self.activation_layer(mean) log_var = self.log_var_layer(inputs) - log_var = self.activation_layer(log_var) # return concatenated output return torch.cat([mix_coeffs, mean, log_var], dim=-1) diff --git a/ptmelt/layers.py b/ptmelt/layers.py index 63501ec..593be47 100644 --- a/ptmelt/layers.py +++ b/ptmelt/layers.py @@ -3,6 +3,152 @@ import torch import torch.nn as nn import torch.nn.functional as F +from torch.distributions import Normal, kl_divergence + + +class AttentionPool(nn.Module): + """ + Attention Pooling Layer. + + Args: + hidden_size (int): Size of the hidden state from the RNN. + """ + + def __init__(self, hidden_size): + super().__init__() + self.w = nn.Linear(hidden_size, hidden_size, bias=True) + self.v = nn.Linear(hidden_size, 1, bias=False) + + def forward(self, rnn_out, lengths=None): # rnn_out: [B,T,H] + """ + Perform the forward pass of the attention pooling layer. + + Args: + rnn_out (torch.Tensor): Output from the RNN layer of shape [B, T, H]. + lengths (torch.Tensor, optional): Lengths of the sequences in the batch. + Defaults to None. + """ + scores = self.v(torch.tanh(self.w(rnn_out))).squeeze(-1) # [B,T] + if lengths is not None: + T = rnn_out.size(1) + mask = torch.arange(T, device=rnn_out.device).unsqueeze( + 0 + ) < lengths.unsqueeze(1) + scores = scores.masked_fill(~mask, float("-inf")) + attn = torch.softmax(scores, dim=1) # [B,T] + pooled = torch.bmm(attn.unsqueeze(1), rnn_out).squeeze(1) # [B,H] + return pooled + + +class MELTBayesianDenseFlipOut(nn.Module): + """ + Custom Bayesian Layer for PT-MELT. + """ + + def __init__( + self, + in_features: int, + out_features: int, + prior_mean: float = 0.0, + prior_std: float = 10.0, + perturbation_type: str = "additive", + seed: Optional[int] = None, + ): + """ + Initialize the Bayesian layer using a Dense Flipout type approach. + Implementation based on the paper: + "Flipout: Efficient Pseudo-Independent Weight Perturbations on Mini-Batches" + by Wen et al. (2018). + https://doi.org/10.48550/arXiv.1803.04386 + + Perturbations are of the form: W = W_mu + delta_W where delta_W can take on + different forms depending on the perturbation type. + Additive perturbations are formulated like: W = W_mu + W_sigma * epsilon + Multiplicative perturbations are formulated like: W = W_mu * (1 + W_sigma * epsilon) + + """ + super(MELTBayesianDenseFlipOut, self).__init__() + + self.in_features = in_features + self.out_features = out_features + self.prior_mean = prior_mean + self.prior_std = prior_std + self.perturbation_type = perturbation_type + self.seed = seed + + # Initialize learnable parameters for the posterior (zeros? or random?) + self.weight_mu = nn.Parameter(torch.zeros(out_features, in_features)) + self.weight_rho = nn.Parameter(torch.zeros(out_features, in_features)) + self.bias_mu = nn.Parameter(torch.zeros(out_features)) + self.bias_rho = nn.Parameter(torch.zeros(out_features)) + + # Initialize the parameters + torch.manual_seed(self.seed) if self.seed is not None else None + nn.init.xavier_uniform_(self.weight_mu) + nn.init.zeros_(self.bias_mu) + nn.init.constant_(self.weight_rho, -3.0) + nn.init.constant_(self.bias_rho, -3.0) + + # Define prior distributions + self.prior = Normal(self.prior_mean, self.prior_std) + self.posterior_weight = None + self.posterior_bias = None + + def forward(self, input: torch.Tensor): + """ + Perform the forward pass of the Bayesian Linear Layer. + + Flipout weights are perturbed like: W = W_mu + delta_W + delta_W has a component shared across the entire mini-batch and a component + that is unique to each input sample. + + """ + batch_size = input.size(0) + + # Convert rho to sigma + weight_sigma = F.softplus(self.weight_rho) + bias_sigma = F.softplus(self.bias_rho) + + # Compute the mini-batch delta for weights and biases + weight_epsilon = torch.randn_like(self.weight_mu) + bias_epsilon = torch.randn(batch_size, self.out_features, device=input.device) + + # delta_W shared across the mini-batch + delta_W = weight_sigma * weight_epsilon + delta_b = bias_sigma * bias_epsilon + + # delta_W unique to each input sample by Flipout perturbations + row_sign = torch.sign( + torch.randn(batch_size, self.out_features, device=input.device) + ) + col_sign = torch.sign( + torch.randn(batch_size, self.in_features, device=input.device) + ) + + # Compute the perturbed weights + pert_matrix = row_sign.unsqueeze(2) * col_sign.unsqueeze(1) + if self.perturbation_type == "additive": + perturbed_weights = self.weight_mu + delta_W * pert_matrix + elif self.perturbation_type == "multiplicative": + perturbed_weights = self.weight_mu * (1 + delta_W * pert_matrix) + + perturbed_bias = self.bias_mu + delta_b + + # Torch-based efficient way of handling the matrix multiplication + output = torch.einsum("bij,bj->bi", perturbed_weights, input) + perturbed_bias + + return output + + def _kl_divergence(self): + posterior_weight = Normal(self.weight_mu, F.softplus(self.weight_rho)) + posterior_bias = Normal(self.bias_mu, F.softplus(self.bias_rho)) + prior = Normal(self.prior_mean, self.prior_std) + + # Compute KL divergence for weights and biases + kl_weights = kl_divergence(posterior_weight, prior).sum() + kl_biases = kl_divergence(posterior_bias, prior).sum() + + return kl_weights + kl_biases class MELTBatchNorm(nn.Module): diff --git a/ptmelt/losses.py b/ptmelt/losses.py index 1f824bf..0db63ef 100644 --- a/ptmelt/losses.py +++ b/ptmelt/losses.py @@ -1,64 +1,100 @@ import torch +import torch.nn.functional as F import torch.nn as nn def safe_exp(x): """Prevents overflow by clipping input range to reasonable values.""" - x = torch.clamp(x, min=-20, max=20) + x = torch.clamp(x, min=-10, max=10) return torch.exp(x) class MixtureDensityLoss(nn.Module): """ - Custom loss function for a Gaussian mixture model. + Custom loss function for Mixture Density Network (MDN). Args: num_mixtures (int): Number of mixture components. num_outputs (int): Number of output dimensions. """ - def __init__(self, num_mixtures, num_outputs): + def __init__(self, num_mixtures, num_outputs, mse_weight=1.0, reduction="mean"): super(MixtureDensityLoss, self).__init__() self.num_mixtures = num_mixtures self.num_outputs = num_outputs + self.mse_weight = mse_weight + + assert reduction in ( + "mean", + "sum", + "none", + ), "Reduction must be 'mean', 'sum', or 'none'" + self.reduction = reduction def forward(self, y_pred, y_true): - # NOTE: the order of the parameters is reversed compared to Keras and TensorFlow # Extract the mixture coefficients, means, and log-variances end_mixture = self.num_mixtures end_mean = end_mixture + self.num_mixtures * self.num_outputs end_log_var = end_mean + self.num_mixtures * self.num_outputs + # coefficients -> (batch_size, num_mixtures) m_coeffs = y_pred[:, :end_mixture] + # means -> (batch_size, num_mixtures * num_outputs) mean_preds = y_pred[:, end_mixture:end_mean] + # log variances -> (batch_size, num_mixtures * num_outputs) log_var_preds = y_pred[:, end_mean:end_log_var] - # Reshape to ensure same shape as y_true replicated across mixtures + # Reshape mean predictions -> (batch_size, num_mixtures, num_outputs) mean_preds = mean_preds.view(-1, self.num_mixtures, self.num_outputs) + # Reshape log variance predictions -> (batch_size, num_mixtures, num_outputs) log_var_preds = log_var_preds.view(-1, self.num_mixtures, self.num_outputs) + log_var_preds = torch.clamp(log_var_preds, min=-10.0, max=10.0) + + # Ensure mixture coefficients sum to 1 + m_coeffs = F.softmax(m_coeffs, dim=1) + # Convert log variance to variance + var_preds = safe_exp(log_var_preds) - # Calculate the Gaussian probability density function for each component + # Difference term -> (batch_size, num_mixtures, num_outputs) + diff = y_true.unsqueeze(1) - mean_preds + # # Exponent term -> (batch_size, num_mixtures, num_outputs) + # exp_term = -0.5 * torch.square(diff) / var_preds + + # Compute log probabilities terms const_term = -0.5 * self.num_outputs * torch.log(torch.tensor(2 * torch.pi)) - inv_sigma_log = -0.5 * log_var_preds - exp_term = ( - -0.5 - * torch.square(y_true.unsqueeze(1) - mean_preds) - / safe_exp(log_var_preds) - ) - - # form the log probabilities - log_probs = const_term + inv_sigma_log + exp_term - - # Calculate the log likelihood - weighted_log_probs = log_probs + torch.log(m_coeffs.unsqueeze(-1)) + var_log_term = -0.5 * log_var_preds + exp_term = -0.5 * torch.square(diff) / torch.clamp(var_preds, min=1e-10) + log_probs = const_term + var_log_term + exp_term + + # Sum over output dimensions to get log probabilities for each mixture + # -> (batch_size, num_mixtures) + log_probs = log_probs.sum(dim=2) + + # Compute mixture weighted log probabilities and add eps to prevent log(0) + # weighted_log_probs = log_probs + torch.log(m_coeffs + 1e-8) + weighted_log_probs = log_probs + torch.log(torch.clamp(m_coeffs, min=1e-8)) + + # Log-Sum-Exp trick for numerical stability -> (batch_size,) log_sum_exp = torch.logsumexp(weighted_log_probs, dim=1) - # Compute the log likelihood loss - log_likelihood = torch.mean(log_sum_exp) + # Compute final negative log-likelihood loss -> scalar + # loss = -torch.mean(log_sum_exp) + loss = log_sum_exp + + # add in the mse as well + if self.mse_weight > 0.0: + mix_mean = (m_coeffs.unsqueeze(-1) * mean_preds).sum(dim=1) + mse_loss = F.mse_loss(mix_mean, y_true, reduction="none").mean(dim=-1) + loss += self.mse_weight * mse_loss - # Return the negative log likelihood - return -log_likelihood + # Apply reduction to the loss + if self.reduction == "mean": + loss = -torch.mean(loss) + elif self.reduction == "sum": + loss = -torch.sum(loss) + # else no reduction, return the full loss tensor + return loss class VAELoss(nn.Module): def __init__(self, reconstruction_loss_fn=nn.MSELoss()): diff --git a/ptmelt/models.py b/ptmelt/models.py index 22e019d..0913a0b 100644 --- a/ptmelt/models.py +++ b/ptmelt/models.py @@ -1,13 +1,22 @@ import warnings from contextlib import nullcontext -from typing import Optional +from itertools import groupby +from typing import List, Optional import torch import torch.nn as nn +import torch.optim.lr_scheduler as lr_scheduler +from torch.nn.utils.rnn import pack_padded_sequence, pad_packed_sequence from tqdm import tqdm -from ptmelt.blocks import DefaultOutput, DenseBlock, MixtureDensityOutput, ResidualBlock -from ptmelt.layers import Reparameterization +from ptmelt.blocks import ( + BayesianBlock, + DefaultOutput, + DenseBlock, + MixtureDensityOutput, + ResidualBlock, +) +from ptmelt.layers import AttentionPool, Reparameterization from ptmelt.losses import MixtureDensityLoss, VAELoss @@ -60,6 +69,7 @@ def __init__( l2_reg: Optional[float] = 0.0, num_mixtures: Optional[int] = 0, node_list: Optional[list] = None, + seed: Optional[int] = None, **kwargs, ): super(MELTModel, self).__init__(**kwargs) @@ -80,6 +90,7 @@ def __init__( self.l2_reg = l2_reg self.num_mixtures = num_mixtures self.node_list = node_list + self.seed = seed self.custom_loss = None @@ -129,6 +140,7 @@ def create_output_layer(self): num_outputs=self.num_outputs, activation=self.output_activation, initializer=self.initializer, + seed=self.seed, ) } ) @@ -146,6 +158,7 @@ def create_output_layer(self): output_features=self.num_outputs, activation=self.output_activation, initializer=self.initializer, + seed=self.seed, ) } ) @@ -184,7 +197,10 @@ def l2_regularization(self, lambda_l2: float): return 0.5 * lambda_l2 * l2_norm def get_loss_fn( - self, loss: Optional[str] = "mse", reduction: Optional[str] = "mean" + self, + loss: Optional[str] = "mse", + reduction: Optional[str] = "mean", + mse_weight: Optional[float] = None, ): """ Get the loss function for the model. Used in the training loop. @@ -194,23 +210,67 @@ def get_loss_fn( reduction (str, optional): The reduction method for the loss. Defaults to 'mean'. """ + if self.num_mixtures > 0: + warnings.warn( + "Mixture Density Networks require the use of the MixtureDensityLoss " + "class. The loss function will be set to automatically." + ) - if self.custom_loss: - return self.custom_loss + return MixtureDensityLoss( + num_mixtures=self.num_mixtures, + num_outputs=self.num_outputs, + mse_weight=mse_weight if mse_weight else 0.0, + ) else: - if self.num_mixtures > 0: - warnings.warn( - "Mixture Density Networks require the use of the MixtureDensityLoss " - "class. The loss function will be set to automatically." - ) + # mappings for common loss functions + common_mappings = { + "mse": "MSELoss", + "mae": "L1Loss", + "huber": "SmoothL1Loss", + "nll": "NLLLoss", + "poisson": "PoissonNLLLoss", + "kl_div": "KLDivLoss", + } + loss = common_mappings.get(loss.lower(), loss) - return MixtureDensityLoss( - num_mixtures=self.num_mixtures, num_outputs=self.num_outputs - ) - elif loss == "mse": - return nn.MSELoss(reduction=reduction) - else: - raise ValueError(f"Loss function {loss} not recognized.") + return getattr(nn, loss)(reduction=reduction) + + def get_optimizer(self, optimizer_name: str, **kwargs): + """ + Get the optimizer for the model. Used in the training loop. + + Args: + optimizer_name (str): The name of the optimizer to use. + """ + name = optimizer_name.lower() + mapping = { + "sgd": torch.optim.SGD, + "adam": torch.optim.Adam, + "adamw": torch.optim.AdamW, + "rmsprop": torch.optim.RMSprop, + "adadelta": torch.optim.Adadelta, + "adagrad": torch.optim.Adagrad, + "adamax": torch.optim.Adamax, + "nadam": torch.optim.NAdam, + "radam": torch.optim.RAdam, + } + if name not in mapping: + raise ValueError(f"Unknown optimizer '{optimizer_name}'.") + return mapping[name](self.parameters(), **kwargs) + + def get_scheduler(self, scheduler_name: str, optimizer, **kwargs): + """ + Get the learning rate scheduler for the model. Used in the training loop. + + Args: + scheduler_name (str): The name of the scheduler to use. + optimizer: The optimizer to attach the scheduler to. + """ + + if "min_lr" in kwargs: + self.min_lr = kwargs.pop("min_lr") + + return getattr(lr_scheduler, scheduler_name)(optimizer, **kwargs) def step(self, dataloader, optimizer, criterion, device="cpu", training=True): """ @@ -260,8 +320,10 @@ def fit( val_dl, optimizer, criterion, - num_epochs: int, - device="cpu", + num_epochs: Optional[int] = 100, + device: Optional[str] = "cpu", + scheduler: Optional[torch.optim.lr_scheduler._LRScheduler] = None, + stopping: Optional[bool] = True, verbose=False, ): """ @@ -274,6 +336,7 @@ def fit( criterion (Loss): The loss function to use. num_epochs (int): The number of epochs to train the model. device (str, optional): The device to use for training. Defaults to 'cpu'. + verbose (bool, optional): Whether to print training statistics. Defaults to False. """ @@ -282,7 +345,7 @@ def fit( # Create history dictionary if not hasattr(self, "history"): - self.history = {"loss": [], "val_loss": []} + self.history = {"loss": [], "val_loss": [], "lr": [], "epoch": []} for epoch in tqdm(range(num_epochs), disable=not verbose): # Perform a training and validation step @@ -292,6 +355,13 @@ def fit( val_loss = self.step( val_dl, optimizer, criterion, device=device, training=False ) + # Step the scheduler if provided + if scheduler: + scheduler.step( + val_loss + if isinstance(scheduler, torch.optim.lr_scheduler.ReduceLROnPlateau) + else None + ) # Print statistics if (epoch + 1) % 10 == 0 and verbose: @@ -303,6 +373,27 @@ def fit( # Save history self.history["loss"].append(train_loss) self.history["val_loss"].append(val_loss) + self.history["lr"].append( + scheduler.get_last_lr()[0] + if scheduler and hasattr(scheduler, "get_last_lr") + else ( + optimizer.param_groups[0]["lr"] + if isinstance(optimizer, torch.optim.Optimizer) + else optimizer.defaults["lr"] + ) + ) + self.history["epoch"].append(epoch + 1) + + if self.min_lr and stopping: + # Check if the last learning rate is less than or equal to the minimum learning rate + if scheduler and hasattr(scheduler, "get_last_lr"): + if scheduler.get_last_lr()[0] <= self.min_lr: + if verbose: + print( + f"Stopping training at epoch {epoch + 1} due to " + f"learning rate reaching minimum {self.min_lr}." + ) + break class ArtificialNeuralNetwork(MELTModel): @@ -336,6 +427,7 @@ def initialize_layers(self): batch_norm_type=self.batch_norm_type, use_batch_renorm=self.use_batch_renorm, initializer=self.initializer, + seed=self.seed, ) } ) @@ -421,6 +513,7 @@ def initialize_layers(self): batch_norm_type=self.batch_norm_type, use_batch_renorm=self.use_batch_renorm, initializer=self.initializer, + seed=self.seed, ) } ) @@ -447,6 +540,525 @@ def forward(self, inputs: torch.Tensor): return self.layer_dict["output"](x) +class BayesianNeuralNetwork(MELTModel): + """ + Bayesian Neural Network (BNN) model. + + Args: + num_points (int, optional): Number of Monte Carlo samples. Defaults to 1. + do_aleatoric (bool, optional): Flag to perform aleatoric output. Defaults to False. + do_bayesian_output (bool, optional): Flag to perform Bayesian output. Defaults to True. + aleatoric_scale_factor (float, optional): Scale factor for aleatoric uncertainty. Defaults to 5e-2. + scale_epsilon (float, optional): Epsilon value for the scale of the aleatoric uncertainty. Defaults to 1e-3. + bayesian_mask (list, optional): List of booleans to determine which layers are Bayesian and which are Dense. Defaults to None. + **kwargs: Additional keyword arguments. + """ + + def __init__( + self, + num_points: Optional[int] = 1, + do_aleatoric: Optional[bool] = False, + do_bayesian_output: Optional[bool] = True, + aleatoric_scale_factor: Optional[float] = 5e-2, + scale_epsilon: Optional[float] = 1e-3, + bayesian_mask: Optional[List[bool]] = None, + **kwargs, + ): + super(BayesianNeuralNetwork, self).__init__(**kwargs) + + self.num_points = num_points + self.do_aleatoric = do_aleatoric + self.do_bayesian_output = do_bayesian_output + self.aleatoric_scale_factor = aleatoric_scale_factor + self.scale_epsilon = scale_epsilon + self.bayesian_mask = bayesian_mask + + def create_output_layer(self): + """Create output layer for the Bayesian Neural Network.""" + + if self.num_mixtures > 0: + self.layer_dict.update( + { + "output": MixtureDensityOutput( + input_features=( + self.layer_width[-1] + if self.num_layers > 0 + else self.num_features + ), + num_mixtures=self.num_mixtures, + num_outputs=self.num_outputs, + activation=self.output_activation, + initializer=self.initializer, + seed=self.seed, + ) + } + ) + self.sub_layer_names.append("output") + else: + self.layer_dict.update( + { + "output": DefaultOutput( + input_features=( + self.layer_width[-1] + if self.num_layers > 0 + else self.num_features + ), + output_features=self.num_outputs, + activation=self.output_activation, + initializer=self.initializer, + do_bayesian=self.do_bayesian_output, + seed=self.seed, + ) + } + ) + self.sub_layer_names.append("output") + + def build(self): + """Build the BNN.""" + self.initialize_layers() + super(BayesianNeuralNetwork, self).build() + + def initialize_layers(self): + """Initialize the layers of the BNN.""" + super(BayesianNeuralNetwork, self).initialize_layers() + + # Create the Bayesian and Dense blocks based on the mask + if self.bayesian_mask is None: + self.num_dense_layers = 0 + self.dense_block = None + self.bayesian_block = BayesianBlock( + num_points=self.num_points, + input_features=self.num_features, + node_list=self.layer_width, + activation=self.act_fun, + dropout=self.dropout, + batch_norm=self.batch_norm, + batch_norm_type=self.batch_norm_type, + use_batch_renorm=self.use_batch_renorm, + initializer=self.initializer, + seed=self.seed, + ) + self.layer_dict.update({"full_bayesian_block": self.bayesian_block}) + self.sub_layer_names.append("full_bayesian_block") + else: + self.dense_block = [] + self.bayesian_block = [] + + bayes_block_idx = 0 + dense_block_idx = 0 + + # Loop through the Bayesian mask and create the blocks + idx = 0 + for is_bayesian, group in groupby(self.bayesian_mask): + # Get the group and layer width + group_list = list(group) + group_len = len(group_list) + layer_width = self.layer_width[idx : idx + group_len] + idx += group_len + + # Create a Bayesian block or Dense block + if is_bayesian: + bayesian_block = BayesianBlock( + num_points=self.num_points, + input_features=( + self.num_features + if bayes_block_idx == 0 + else layer_width[0] + ), + node_list=layer_width, + activation=self.act_fun, + dropout=self.dropout, + batch_norm=self.batch_norm, + batch_norm_type=self.batch_norm_type, + use_batch_renorm=self.use_batch_renorm, + initializer=self.initializer, + seed=self.seed, + ) + self.bayesian_block.append(bayesian_block) + self.layer_dict.update( + {f"bayesian_block_{bayes_block_idx}": bayesian_block} + ) + self.sub_layer_names.append(f"bayesian_block_{bayes_block_idx}") + bayes_block_idx += 1 + else: + dense_block = DenseBlock( + input_features=( + self.num_features + if dense_block_idx == 0 + else layer_width[0] + ), + node_list=layer_width, + activation=self.act_fun, + dropout=self.dropout, + batch_norm=self.batch_norm, + batch_norm_type=self.batch_norm_type, + use_batch_renorm=self.use_batch_renorm, + initializer=self.initializer, + seed=self.seed, + ) + self.dense_block.append(dense_block) + self.layer_dict.update( + {f"dense_block_{dense_block_idx}": dense_block} + ) + self.sub_layer_names.append(f"dense_block_{dense_block_idx}") + dense_block_idx += 1 + + def forward(self, inputs: torch.Tensor): + """ + Perform the forward pass of the BNN. + + Args: + inputs (torch.Tensor): The input data. + """ + # Apply input dropout + x = ( + self.layer_dict["input_dropout"](inputs) + if self.input_dropout > 0 + else inputs + ) + + # Apply the full Bayesian block if it exists + if "full_bayesian_block" in self.layer_dict: + x = self.layer_dict["full_bayesian_block"](x) + else: + # Apply each Bayesian and Dense block in sequence + bayesian_index = 0 + dense_index = 0 + + for is_bayesian in self.bayesian_mask: + if is_bayesian: + x = self.layer_dict[f"bayesian_block_{bayesian_index}"](x) + bayesian_index += 1 + else: + x = self.layer_dict[f"dense_block_{dense_index}"](x) + dense_index += 1 + + # Apply the output layer(s) and return + return self.layer_dict["output"](x) + + def step(self, dataloader, optimizer, criterion, device="cpu", training=True): + """ + Perform a single step either in training or validation mode. + + """ + self.train() if training else self.eval() + dataset_size = len(dataloader.dataset) + + # Use torch.no_grad() only if not training + context_manager = torch.no_grad() if not training else nullcontext() + + running_loss = 0.0 + with context_manager: + for x_in, y_in in dataloader: + # Move data to device + x_in, y_in = x_in.to(device), y_in.to(device) + + # Forward pass + pred = self(x_in) + loss = criterion(pred, y_in) + + # Add in kl divergence for the Bayesian block + if "full_bayesian_block" in self.layer_dict: + loss += ( + self.layer_dict["full_bayesian_block"].kl_loss() / dataset_size + ) + else: + bayesian_index = 0 + # Add in kl divergence for each Bayesian block + for is_bayesian in self.bayesian_mask: + if is_bayesian: + loss += ( + self.layer_dict[ + f"bayesian_block_{bayesian_index}" + ].kl_loss() + / dataset_size + ) + bayesian_index += 1 + + if training: + # Add L1 and L2 regularization if present + if self.l1_reg > 0: + loss += self.l1_regularization(lambda_l1=self.l1_reg) + if self.l2_reg > 0: + loss += self.l2_regularization(lambda_l2=self.l2_reg) + + # Zero the parameter gradients + optimizer.zero_grad() + # Backward pass + loss.backward() + # Optimize + optimizer.step() + + # Accumulate running loss + running_loss += loss.item() + + # Normalize loss + running_loss /= len(dataloader) + + return running_loss + + +class RecurrentNeuralNetwork(MELTModel): + """ + Recurrent Neural Network (RNN) model. + + Bidirectional is not supported in this implementation as it is intended for + forecasting tasks. + + + Args: + rnn_type (str, optional): The type of RNN to use ('rnn', 'lstm', 'gru'). + return_sequences (bool, optional): Whether to return the full sequence or + just the last output. + **kwargs: Additional keyword arguments. + """ + + def __init__( + self, + rnn_type: Optional[str] = "lstm", + return_sequences: Optional[bool] = False, + head_type: str = "last", + **kwargs, + ): + super(RecurrentNeuralNetwork, self).__init__(**kwargs) + + self.rnn_type = rnn_type.lower() + if self.rnn_type not in ["rnn", "lstm", "gru"]: + raise ValueError(f"RNN type must be 'rnn', 'lstm', or 'gru'.") + + self.return_sequences = return_sequences + + if self.return_sequences: + warnings.warn( + "Returning sequences is not implemented for RNNs. Please set return_sequences=False." + ) + raise NotImplementedError( + "Returning sequences is not implemented for RNNs." + ) + + self.head_type = head_type.lower() + if self.head_type not in ["last", "attn", "mean", "max"]: + raise ValueError("head_type must be one of: 'last', 'attn', 'mean', 'max'.") + + if self.node_list is not None: + warnings.warn( + "Warning: node_list for RNN must be uniform per layer;" + " using width and depth to define layers." + ) + + self.hidden_size = self.width + self.num_layers = self.depth + + self.recurrent_out_dim = self.hidden_size + + def create_output_layer(self): + """ + Override to use recurrent_out_dim as input_features instead of layer_width. + """ + if self.num_mixtures > 0: + head = MixtureDensityOutput( + input_features=self.recurrent_out_dim, + num_mixtures=self.num_mixtures, + num_outputs=self.num_outputs, + activation=self.output_activation, + initializer=self.initializer, + seed=self.seed, + ) + else: + head = DefaultOutput( + input_features=self.recurrent_out_dim, + output_features=self.num_outputs, + activation=self.output_activation, + initializer=self.initializer, + seed=self.seed, + ) + + # TODO: Implement return sequences as option for many-to-many tasks + if self.return_sequences: + warnings.warn( + "Returning sequences is not implemented for RNNs. Please set return_sequences=False." + ) + raise NotImplementedError( + "Returning sequences is not implemented for RNNs." + ) + else: + self.layer_dict.update({"output": head}) + self.sub_layer_names.append("output") + + def initialize_layers(self): + """ + Initialize dropout, rnn block, and output layers. + """ + super(RecurrentNeuralNetwork, self).initialize_layers() + + # Create the RNN layer (use PyTorch built-in) + rnn_class = { + "rnn": nn.RNN, + "lstm": nn.LSTM, + "gru": nn.GRU, + }[self.rnn_type] + + self.layer_dict.update( + { + "rnn_block": rnn_class( + input_size=self.num_features, + hidden_size=self.hidden_size, + num_layers=self.num_layers, + batch_first=True, + dropout=self.dropout if self.num_layers > 1 else 0.0, + bidirectional=False, # Needs to be False for forecasting + ) + } + ) + self.sub_layer_names.append("rnn_block") + + if not self.return_sequences: + if self.head_type == "attn": + self.layer_dict["pool_head"] = AttentionPool(self.hidden_size) + else: + self.layer_dict["pool_head"] = None + + def _select_last_timestep(self, rnn_out, lengths): + """ + Select the output from the last time step for each sequence in the batch. Used + when attention is not selected. Classic many-to-one. + + Args: + rnn_out (torch.Tensor): The output from the RNN layer. + lengths (torch.Tensor): The lengths of the sequences in the batch. + """ + batch_size, time_steps, features = rnn_out.size() + # Create a mask to select the last valid time step for each sequence + idx = (lengths - 1).view(-1, 1).expand(batch_size, features).unsqueeze(1) + return rnn_out.gather(1, idx).squeeze(1) + + def _compute_mean_timestep(self, rnn_out, lengths): + """ + Compute the mean over valid time steps for each sequence in the batch. Used + when head_type is 'mean'. Useful for some tasks. + + Args: + rnn_out (torch.Tensor): The output from the RNN layer. + lengths (torch.Tensor): The lengths of the sequences in the batch. + """ + batch_size, time_steps, features = rnn_out.size() + mask = ( + torch.arange(time_steps, device=rnn_out.device) + .unsqueeze(0) + .expand(batch_size, time_steps) + < lengths.unsqueeze(1) + ).float() + summed = (rnn_out * mask.unsqueeze(-1)).sum(dim=1) + counts = mask.sum(dim=1).clamp_min(1.0).unsqueeze(-1) + return summed / counts + + def _compute_max_timestep(self, rnn_out, lengths): + """ + Compute the max over valid time steps for each sequence in the batch. Used + when head_type is 'max'. Useful for some tasks. + + Args: + rnn_out (torch.Tensor): The output from the RNN layer. + lengths (torch.Tensor): The lengths of the sequences in the batch. + """ + batch_size, time_steps, features = rnn_out.size() + mask = torch.arange(time_steps, device=rnn_out.device).unsqueeze(0).expand( + batch_size, time_steps + ) < lengths.unsqueeze(1) + masked_rnn_out = rnn_out.masked_fill(~mask.unsqueeze(-1), float("-inf")) + return masked_rnn_out.max(dim=1).values + + def _random_suffix_crop(self, x, y, lengths, min_length=32): + """ + Randomly crops sequences from the end with varying lengths. + This function is used for data augmentation during training which can help + improve model robustness. + + Args: + x (torch.Tensor): Input tensor of shape [batch_size, seq_length, feature_dim], + where batch_size is the batch size, seq_length is the sequence length, + and feature_dim is the feature dimension. + y (torch.Tensor): Corresponding labels tensor of shape [batch_size, ...]. + lengths (torch.Tensor): Tensor of shape [batch_size] representing the original + lengths of each sequence in the batch. + min_length (int, optional): Minimum length for the random crop. Defaults to 32. + """ + # x: [batch_size, seq_length, feature_dim] + # y: [batch_size, ...] + # lengths: [batch_size] + batch_size, seq_length, feature_dim = x.shape + new_lengths = torch.randint( + low=min_length, high=seq_length + 1, size=(batch_size,) + ) + # build per-sample crops ending at seq_length + x_out = torch.zeros_like(x) + for i, crop_length in enumerate(new_lengths): + x_out[i, :crop_length] = x[i, seq_length - crop_length : seq_length] + return x_out, y, new_lengths + + def forward(self, inputs: torch.Tensor, lengths: Optional[torch.Tensor] = None): + """ + Perform the forward pass of the RNN. If lengths are provided, the input + sequences will be packed and unpacked to handle variable-length sequences. + Performs optional pooling based on head_type setting. + + Args: + inputs (torch.Tensor): The input data. + lengths (torch.Tensor, optional): The lengths of the sequences in the batch. + """ + # Apply input dropout + x = ( + self.layer_dict["input_dropout"](inputs) + if self.input_dropout > 0 + else inputs + ) + + # Pack the sequences if lengths are provided + if lengths is not None: + x = pack_padded_sequence( + x, lengths.cpu(), batch_first=True, enforce_sorted=False + ) + + # Apply RNN block + rnn_out, _ = self.layer_dict["rnn_block"](x) + + # Unpack the sequences if they were packed + if lengths is not None: + rnn_out, _ = pad_packed_sequence( + rnn_out, batch_first=True, total_length=inputs.size(1) + ) + + if self.return_sequences: + warnings.warn( + "Returning sequences is not implemented for RNNs. Please set return_sequences=False." + ) + raise NotImplementedError( + "Returning sequences is not implemented for RNNs." + ) + # return self.layer_dict["output"](rnn_out) + + if self.head_type == "attn": + feat = self.layer_dict["pool_head"](rnn_out, lengths=lengths) + elif self.head_type == "mean": + if lengths is None: + feat = rnn_out.mean(dim=1) + else: + feat = self._compute_mean_timestep(rnn_out, lengths) + + elif self.head_type == "max": + if lengths is None: + feat = rnn_out.max(dim=1).values + else: + feat = self._compute_max_timestep(rnn_out, lengths) + else: + # Sequence-to-one style where we take the last valid time step + feat = ( + self._select_last_timestep(rnn_out, lengths) + if lengths is not None + else rnn_out[:, -1, :] + ) + + return self.layer_dict["output"](feat) class VariationalAutoencoder(MELTModel): def __init__(self, latent_dims, encoder_node_list, decoder_node_list, **kwargs): super(VariationalAutoencoder, self).__init__(**kwargs) diff --git a/ptmelt/nn_utils.py b/ptmelt/nn_utils.py index 3d47c51..8e893e5 100644 --- a/ptmelt/nn_utils.py +++ b/ptmelt/nn_utils.py @@ -1,72 +1,72 @@ +import torch import torch.nn as nn from ptmelt.losses import MixtureDensityLoss +# def get_activation(act_name: str): +# """ +# Utility method to get activation based on its name. -def get_activation(act_name: str): - """ - Utility method to get activation based on its name. +# Args: +# act_name (str): Name of the activation function. +# """ +# if act_name == "relu": +# return nn.ReLU() +# elif act_name == "leaky_relu": +# return nn.LeakyReLU() +# elif act_name == "elu": +# return nn.ELU() +# elif act_name == "selu": +# return nn.SELU() +# elif act_name == "swish": +# return nn.SiLU() +# elif act_name == "gelu": +# return nn.GELU() +# elif act_name == "sigmoid": +# return nn.Sigmoid() +# elif act_name == "tanh": +# return nn.Tanh() +# elif act_name == "linear" or act_name is None: +# return nn.Identity() +# elif act_name == "softmax": +# return nn.Softmax(dim=-1) +# else: +# raise ValueError(f"Unsupported activation function {act_name}") - Args: - act_name (str): Name of the activation function. - """ - if act_name == "relu": - return nn.ReLU() - elif act_name == "leaky_relu": - return nn.LeakyReLU() - elif act_name == "elu": - return nn.ELU() - elif act_name == "selu": - return nn.SELU() - elif act_name == "swish": - return nn.SiLU() - elif act_name == "gelu": - return nn.GELU() - elif act_name == "sigmoid": - return nn.Sigmoid() - elif act_name == "tanh": - return nn.Tanh() - elif act_name == "linear" or act_name is None: - return nn.Identity() - elif act_name == "softmax": - return nn.Softmax(dim=-1) - else: - raise ValueError(f"Unsupported activation function {act_name}") +# def get_initializer(init_name: str): +# """Utility method to get initializer based on its name.""" +# if init_name == "glorot_uniform": +# return nn.init.xavier_uniform_ +# elif init_name == "glorot_normal": +# return nn.init.xavier_normal_ +# elif init_name == "he_uniform": +# return nn.init.kaiming_uniform_ +# elif init_name == "he_normal": +# return nn.init.kaiming_normal_ +# elif init_name == "normal": +# return nn.init.normal_ +# elif init_name == "uniform": +# return nn.init.uniform_ +# else: +# raise ValueError(f"Unsupported initializer {init_name}") -def get_initializer(init_name: str): - """Utility method to get initializer based on its name.""" - if init_name == "glorot_uniform": - return nn.init.xavier_uniform_ - elif init_name == "glorot_normal": - return nn.init.xavier_normal_ - elif init_name == "he_uniform": - return nn.init.kaiming_uniform_ - elif init_name == "he_normal": - return nn.init.kaiming_normal_ - elif init_name == "normal": - return nn.init.normal_ - elif init_name == "uniform": - return nn.init.uniform_ - else: - raise ValueError(f"Unsupported initializer {init_name}") - -def get_loss_fn(loss_name: str): - """Utility method to get loss function based on its name.""" - if loss_name == "mse": - return nn.MSELoss() - elif loss_name == "mae": - return nn.L1Loss() - elif loss_name == "huber": - return nn.SmoothL1Loss() - elif loss_name == "nll": - return nn.NLLLoss() - elif loss_name == "poisson": - return nn.PoissonNLLLoss() - elif loss_name == "kl_div": - return nn.KLDivLoss() - elif loss_name == "mixture_density": - return MixtureDensityLoss() - else: - raise ValueError(f"Unsupported loss function {loss_name}") +# def get_loss_fn(loss_name: str): +# """Utility method to get loss function based on its name.""" +# if loss_name == "mse": +# return nn.MSELoss() +# elif loss_name == "mae": +# return nn.L1Loss() +# elif loss_name == "huber": +# return nn.SmoothL1Loss() +# elif loss_name == "nll": +# return nn.NLLLoss() +# elif loss_name == "poisson": +# return nn.PoissonNLLLoss() +# elif loss_name == "kl_div": +# return nn.KLDivLoss() +# elif loss_name == "mixture_density": +# return MixtureDensityLoss() +# else: +# raise ValueError(f"Unsupported loss function {loss_name}") diff --git a/ptmelt/utils/hp_tuning.py b/ptmelt/utils/hp_tuning.py index f2c8ed2..759bdd5 100644 --- a/ptmelt/utils/hp_tuning.py +++ b/ptmelt/utils/hp_tuning.py @@ -34,7 +34,7 @@ def model_builder(config): batch_norm_type = config.get("batch_norm_type", "ema") use_batch_renorm = config.get("use_batch_renorm", False) output_activation = config.get("output_activation", None) - initiliazer = config.get("initializer", "glorot_uniform") + initializer = config.get("initializer", "glorot_uniform") l1_reg = config.get("l1_reg", 0.0) l2_reg = config.get("l2_reg", 0.0) num_mixtures = config.get("num_mixtures", 0) @@ -69,7 +69,7 @@ def model_builder(config): batch_norm_type=batch_norm_type, use_batch_renorm=use_batch_renorm, output_activation=output_activation, - initializer=initiliazer, + initializer=initializer, l1_reg=l1_reg, l2_reg=l2_reg, num_mixtures=num_mixtures, @@ -84,9 +84,10 @@ def model_builder(config): return model, optimizer, criterion - elif arch_type == "resnet": - pass - elif arch_type == "custom": - pass + # elif arch_type == "resnet": + # pass + # elif arch_type == "custom": + # pass + # TODO: Add explicit support for other models in HP Tuning builder... else: raise ValueError(f"Unsupported architecture type {arch_type}") diff --git a/setup.py b/setup.py index 2cd50d5..a012f09 100644 --- a/setup.py +++ b/setup.py @@ -15,6 +15,7 @@ "ConfigSpace", "bayesian-optimization", "ax-platform", + "safetensors", ] print(f"Platform: {platform.system()}") @@ -34,7 +35,7 @@ setup( name="ptmelt", - version="0.1.2", + version="0.1.4", description="PyTorch Machine Learning Toolbox (PT-MELT)", url="https://github.com/NREL/pt-melt", author="Nicholas T. Wimer", From 7e09d03dc29238f956c0241fddb9a9e2b63b43bf Mon Sep 17 00:00:00 2001 From: nickwimer Date: Fri, 5 Jun 2026 09:12:41 -0700 Subject: [PATCH 5/5] adding working MDN vae updated with new example notebook --- examples/vae_clustering.ipynb | 1849 ++++++++++++++++++++++++++++++--- ptmelt/losses.py | 27 +- ptmelt/models.py | 161 ++- ptmelt/stoppers.py | 54 + ptmelt/utils/preprocessing.py | 10 + 5 files changed, 1901 insertions(+), 200 deletions(-) create mode 100644 ptmelt/stoppers.py diff --git a/examples/vae_clustering.ipynb b/examples/vae_clustering.ipynb index 2f07d46..bd79f8b 100644 --- a/examples/vae_clustering.ipynb +++ b/examples/vae_clustering.ipynb @@ -2,12 +2,12 @@ "cells": [ { "cell_type": "code", - "execution_count": 96, + "execution_count": 1, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -19,8 +19,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "X shape: (1000, 2)\n", - "y shape: (1000,)\n" + "X shape: (2000, 2)\n", + "y shape: (2000,)\n" ] } ], @@ -30,9 +30,11 @@ "import matplotlib.pyplot as plt\n", "\n", "# Generate synthetic 2D Gaussian clusters\n", - "n_samples = 1000\n", + "n_samples = 2000\n", "n_clusters = 5\n", - "X, y = make_blobs(n_samples=n_samples, centers=n_clusters, cluster_std=1.0, random_state=42)\n", + "X, y = make_blobs(\n", + " n_samples=n_samples, centers=n_clusters, cluster_std=1.0, random_state=42\n", + ")\n", "\n", "# Visualize the dataset\n", "plt.scatter(X[:, 0], X[:, 1], c=y, cmap=\"viridis\")\n", @@ -43,200 +45,1684 @@ "plt.show()\n", "\n", "print(f\"X shape: {X.shape}\")\n", - "print(f\"y shape: {y.shape}\")\n" + "print(f\"y shape: {y.shape}\")" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "import torch\n", + "from torch.utils.data import DataLoader, TensorDataset\n", + "from sklearn.model_selection import train_test_split\n", + "\n", + "# Create train and test datasets\n", + "x_train, x_test, y_train, y_test = train_test_split(\n", + " X, y, test_size=0.2, random_state=42\n", + ")\n", + "# Create the validation dataset from the test dataset\n", + "x_test, x_val, y_test, y_val = train_test_split(\n", + " x_test, y_test, test_size=0.5, random_state=42\n", + ")\n", + "\n", + "# Create a TensorDatasets\n", + "dataset = TensorDataset(\n", + " torch.tensor(x_train, dtype=torch.float32), torch.tensor(y_train, dtype=torch.int64)\n", + ")\n", + "dataset_val = TensorDataset(\n", + " torch.tensor(x_val, dtype=torch.float32), torch.tensor(y_val, dtype=torch.int64)\n", + ")\n", + "\n", + "# Create a DataLoader\n", + "batch_size = 32\n", + "dataloader = DataLoader(dataset, batch_size=batch_size, shuffle=True)\n", + "dataloader_val = DataLoader(dataset_val, batch_size=batch_size, shuffle=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/nwimer/miniconda3/envs/pt-melt/lib/python3.12/site-packages/torch/nn/modules/module.py:1532: UserWarning: Implicit dimension choice for softmax has been deprecated. Change the call to include dim=X as an argument.\n", + " return self._call_impl(*args, **kwargs)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==========================================================================================\n", + "Layer (type:depth-idx) Output Shape Param #\n", + "==========================================================================================\n", + "VariationalAutoencoder [1, 2] --\n", + "├─ModuleDict: 1-1 -- 825\n", + "│ └─DenseBlock: 2-1 [1, 16] --\n", + "│ │ └─ModuleDict: 3-1 -- 624\n", + "│ └─MixtureDensityOutput: 2-2 [1, 85] --\n", + "│ │ └─Linear: 3-2 [1, 5] 85\n", + "│ │ └─Softmax: 3-3 [1, 5] --\n", + "│ │ └─Linear: 3-4 [1, 40] 680\n", + "│ │ └─Linear: 3-5 [1, 40] 680\n", + "│ └─Reparameterization: 2-3 [1, 8] --\n", + "│ └─DenseBlock: 2-4 [1, 32] --\n", + "│ │ └─ModuleDict: 3-6 -- 688\n", + "│ └─DefaultOutput: 2-5 [1, 2] --\n", + "│ │ └─Linear: 3-7 [1, 2] 66\n", + "│ │ └─Identity: 3-8 [1, 2] --\n", + "==========================================================================================\n", + "Total params: 3,648\n", + "Trainable params: 3,648\n", + "Non-trainable params: 0\n", + "Total mult-adds (Units.MEGABYTES): 0.00\n", + "==========================================================================================\n", + "Input size (MB): 0.00\n", + "Forward/backward pass size (MB): 0.00\n", + "Params size (MB): 0.01\n", + "Estimated Total Size (MB): 0.01\n", + "==========================================================================================\n", + "Criterion: VAELoss(\n", + " (reconstruction_loss_fn): MSELoss()\n", + ")\n", + "Optimizer: Adam (\n", + "Parameter Group 0\n", + " amsgrad: False\n", + " betas: (0.9, 0.999)\n", + " capturable: False\n", + " differentiable: False\n", + " eps: 1e-08\n", + " foreach: None\n", + " fused: None\n", + " lr: 0.001\n", + " maximize: False\n", + " weight_decay: 0\n", + ")\n", + "Scheduler: \n" + ] + } + ], + "source": [ + "from ptmelt.models import VariationalAutoencoder\n", + "from torchinfo import summary\n", + "from torch import optim\n", + "\n", + "# Instantiate the Variational Autoencoder\n", + "input_dims = X.shape[1] # Number of features\n", + "latent_dims = 8 # Latent space dimensions\n", + "encoder_node_list = [32, 16] # Number of nodes in each hidden layer of the encoder\n", + "decoder_node_list = [16, 32] # Number of nodes in each hidden layer of the decoder\n", + "num_mixtures = 5 # Match the number of clusters\n", + "learn_rate = 1e-3\n", + "\n", + "vae_model = VariationalAutoencoder(\n", + " num_features=input_dims,\n", + " num_outputs=input_dims,\n", + " latent_dims=latent_dims,\n", + " encoder_node_list=encoder_node_list,\n", + " decoder_node_list=decoder_node_list,\n", + " num_mixtures=num_mixtures,\n", + " l2_reg=1e-3,\n", + ")\n", + "\n", + "# Build the model and print the summary\n", + "vae_model.build()\n", + "print(summary(vae_model, input_size=(1, input_dims)))\n", + "\n", + "# Define the loss function and optimizer for training\n", + "criterion = vae_model.get_loss_fn(loss=\"mse\", reduction=\"mean\", mse_weight=None)\n", + "optimizer = vae_model.get_optimizer(\"Adam\", lr=learn_rate)\n", + "scheduler = vae_model.get_scheduler(\n", + " \"ReduceLROnPlateau\",\n", + " optimizer,\n", + " factor=0.5,\n", + " patience=200,\n", + " min_lr=1e-6,\n", + " mode=\"min\",\n", + " threshold=1e-4,\n", + " threshold_mode=\"rel\",\n", + " cooldown=100,\n", + ")\n", + "\n", + "print(f\"Criterion: {criterion}\")\n", + "print(f\"Optimizer: {optimizer}\")\n", + "print(f\"Scheduler: {scheduler}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, "metadata": {}, "outputs": [ { - "ename": "ValueError", - "evalue": "Expected 2D array, got 1D array instead:\narray=[1. 1. 2. 1. 4. 2. 3. 4. 1. 4. 4. 2. 3. 2. 3. 2. 0. 3. 0. 4. 1. 0. 3. 2.\n 0. 1. 0. 3. 4. 3. 1. 3. 4. 3. 0. 2. 4. 4. 4. 0. 4. 3. 3. 2. 3. 2. 1. 1.\n 0. 2. 1. 3. 2. 0. 0. 0. 0. 2. 2. 0. 1. 3. 2. 4. 2. 1. 3. 3. 1. 1. 3. 2.\n 1. 2. 3. 0. 3. 1. 1. 3. 0. 1. 2. 2. 3. 1. 0. 4. 0. 3. 1. 3. 1. 4. 4. 2.\n 0. 0. 2. 3. 2. 4. 1. 2. 0. 1. 0. 2. 4. 0. 0. 1. 2. 2. 3. 0. 3. 2. 0. 4.\n 2. 0. 2. 2. 2. 2. 3. 2. 0. 1. 1. 3. 1. 4. 2. 4. 1. 4. 0. 3. 2. 0. 1. 0.\n 1. 1. 2. 1. 1. 4. 3. 2. 1. 1. 0. 1. 1. 0. 3. 1. 3. 1. 3. 0. 3. 1. 4. 3.\n 0. 1. 2. 0. 0. 2. 4. 2. 3. 2. 1. 4. 1. 0. 1. 3. 4. 4. 1. 2. 3. 0. 3. 0.\n 1. 4. 1. 0. 4. 2. 0. 1. 2. 3. 2. 2. 3. 4. 4. 0. 4. 1. 0. 3. 3. 4. 1. 2.\n 2. 2. 3. 4. 2. 2. 0. 2. 0. 4. 2. 4. 1. 1. 0. 1. 0. 1. 1. 3. 0. 0. 3. 1.\n 4. 3. 2. 4. 2. 2. 2. 2. 3. 4. 2. 2. 4. 1. 4. 0. 3. 1. 1. 0. 1. 4. 1. 3.\n 1. 3. 3. 3. 2. 2. 1. 1. 3. 4. 0. 4. 2. 0. 3. 4. 4. 2. 1. 4. 2. 3. 1. 1.\n 1. 0. 4. 0. 3. 4. 1. 3. 4. 4. 0. 4. 3. 3. 0. 4. 1. 3. 3. 0. 2. 3. 3. 2.\n 4. 4. 4. 3. 2. 2. 1. 2. 4. 0. 2. 4. 3. 2. 4. 2. 3. 0. 0. 3. 0. 0. 1. 4.\n 3. 3. 3. 0. 3. 1. 4. 3. 4. 4. 2. 2. 0. 1. 2. 3. 0. 0. 0. 0. 0. 1. 0. 1.\n 4. 1. 1. 4. 1. 2. 2. 1. 3. 2. 2. 3. 2. 2. 2. 1. 1. 2. 0. 1. 0. 4. 1. 0.\n 3. 3. 4. 2. 2. 4. 0. 4. 3. 3. 2. 0. 3. 0. 4. 2. 4. 1. 1. 1. 0. 3. 0. 2.\n 1. 2. 2. 0. 0. 3. 2. 0. 4. 2. 4. 3. 3. 0. 4. 1. 0. 1. 0. 1. 0. 4. 3. 3.\n 4. 3. 0. 0. 3. 2. 0. 2. 3. 3. 2. 3. 0. 2. 2. 4. 2. 0. 1. 2. 1. 4. 4. 4.\n 2. 4. 1. 1. 4. 0. 3. 3. 1. 0. 1. 1. 0. 1. 2. 2. 2. 4. 3. 0. 4. 1. 1. 4.\n 4. 3. 2. 1. 2. 0. 3. 2. 4. 4. 1. 0. 1. 3. 1. 1. 0. 3. 0. 3. 0. 4. 2. 4.\n 4. 3. 3. 1. 4. 0. 1. 3. 1. 1. 3. 0. 3. 2. 4. 0. 0. 0. 0. 1. 1. 1. 2. 1.\n 2. 2. 2. 0. 0. 1. 1. 3. 1. 0. 0. 2. 2. 3. 3. 4. 3. 0. 4. 1. 0. 1. 3. 3.\n 4. 0. 0. 0. 1. 1. 2. 4. 0. 0. 1. 0. 0. 0. 3. 4. 1. 2. 1. 0. 2. 2. 3. 4.\n 1. 4. 4. 4. 1. 0. 3. 4. 4. 0. 4. 1. 3. 2. 2. 4. 3. 4. 3. 0. 3. 4. 0. 2.\n 0. 2. 2. 1. 2. 0. 3. 4. 4. 1. 4. 1. 1. 4. 0. 3. 4. 4. 4. 1. 0. 4. 3. 1.\n 0. 1. 4. 3. 2. 4. 2. 1. 2. 3. 4. 0. 1. 3. 0. 3. 4. 2. 4. 2. 0. 2. 4. 1.\n 1. 2. 4. 4. 2. 2. 4. 4. 2. 3. 1. 0. 2. 0. 2. 4. 1. 4. 1. 2. 0. 1. 3. 0.\n 2. 2. 4. 1. 3. 4. 3. 2. 3. 0. 1. 3. 2. 1. 1. 1. 2. 1. 0. 0. 4. 1. 0. 2.\n 0. 2. 2. 4. 1. 4. 0. 4. 2. 3. 3. 4. 1. 3. 3. 2. 4. 4. 0. 0. 4. 4. 1. 3.\n 4. 2. 0. 3. 3. 4. 1. 0. 4. 2. 4. 1. 1. 4. 2. 1. 3. 1. 3. 4. 1. 2. 3. 4.\n 4. 3. 2. 0. 0. 3. 2. 3. 1. 0. 4. 4. 3. 3. 4. 3. 3. 3. 4. 4. 3. 0. 2. 3.\n 0. 0. 1. 4. 1. 3. 2. 0. 2. 4. 0. 3. 0. 3. 4. 1. 3. 0. 1. 3. 0. 3. 4. 2.\n 2. 4. 0. 4. 3. 0. 0. 0. 4. 2. 4. 4. 1. 4. 1. 0. 2. 2. 4. 0. 1. 0. 0. 1.\n 4. 1. 4. 3. 0. 3. 0. 3. 4. 4. 2. 0. 1. 3. 2. 4. 0. 1. 3. 1. 4. 2. 1. 1.\n 3. 3. 2. 1. 1. 2. 2. 1. 2. 4. 4. 1. 3. 3. 4. 4. 3. 3. 3. 2. 4. 3. 2. 2.\n 0. 4. 1. 3. 4. 0. 4. 3. 4. 1. 4. 3. 2. 2. 3. 2. 3. 0. 0. 0. 0. 4. 4. 3.\n 2. 2. 3. 0. 3. 3. 2. 3. 3. 3. 0. 4. 4. 1. 1. 4. 4. 0. 1. 1. 1. 4. 0. 3.\n 0. 4. 1. 2. 2. 2. 3. 4. 0. 3. 1. 3. 4. 4. 3. 0. 2. 3. 2. 0. 1. 1. 3. 0.\n 0. 4. 2. 4. 4. 2. 0. 0. 4. 0. 3. 2. 2. 2. 2. 0. 0. 2. 2. 0. 0. 1. 0. 3.\n 1. 1. 3. 0. 2. 2. 3. 2. 3. 1. 4. 1. 4. 2. 1. 3. 3. 0. 2. 4. 3. 4. 1. 4.\n 2. 1. 1. 2. 4. 0. 0. 0. 2. 2. 1. 0. 1. 3. 1. 3.].\nReshape your data either using array.reshape(-1, 1) if your data has a single feature or array.reshape(1, -1) if it contains a single sample.", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[97], line 9\u001b[0m\n\u001b[1;32m 6\u001b[0m y_normalizer \u001b[38;5;241m=\u001b[39m StandardScaler()\n\u001b[1;32m 8\u001b[0m x_normalizer\u001b[38;5;241m.\u001b[39mfit(X)\n\u001b[0;32m----> 9\u001b[0m \u001b[43my_normalizer\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfit\u001b[49m\u001b[43m(\u001b[49m\u001b[43my\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 11\u001b[0m x_norm \u001b[38;5;241m=\u001b[39m x_normalizer\u001b[38;5;241m.\u001b[39mtransform(X)\n\u001b[1;32m 12\u001b[0m y_norm \u001b[38;5;241m=\u001b[39m y_normalizer\u001b[38;5;241m.\u001b[39mtransform(y)\n", - "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/preprocessing/_data.py:878\u001b[0m, in \u001b[0;36mStandardScaler.fit\u001b[0;34m(self, X, y, sample_weight)\u001b[0m\n\u001b[1;32m 876\u001b[0m \u001b[38;5;66;03m# Reset internal state before fitting\u001b[39;00m\n\u001b[1;32m 877\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_reset()\n\u001b[0;32m--> 878\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mpartial_fit\u001b[49m\u001b[43m(\u001b[49m\u001b[43mX\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43my\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msample_weight\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/base.py:1473\u001b[0m, in \u001b[0;36m_fit_context..decorator..wrapper\u001b[0;34m(estimator, *args, **kwargs)\u001b[0m\n\u001b[1;32m 1466\u001b[0m estimator\u001b[38;5;241m.\u001b[39m_validate_params()\n\u001b[1;32m 1468\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m config_context(\n\u001b[1;32m 1469\u001b[0m skip_parameter_validation\u001b[38;5;241m=\u001b[39m(\n\u001b[1;32m 1470\u001b[0m prefer_skip_nested_validation \u001b[38;5;129;01mor\u001b[39;00m global_skip_validation\n\u001b[1;32m 1471\u001b[0m )\n\u001b[1;32m 1472\u001b[0m ):\n\u001b[0;32m-> 1473\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfit_method\u001b[49m\u001b[43m(\u001b[49m\u001b[43mestimator\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/preprocessing/_data.py:914\u001b[0m, in \u001b[0;36mStandardScaler.partial_fit\u001b[0;34m(self, X, y, sample_weight)\u001b[0m\n\u001b[1;32m 882\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124;03m\"\"\"Online computation of mean and std on X for later scaling.\u001b[39;00m\n\u001b[1;32m 883\u001b[0m \n\u001b[1;32m 884\u001b[0m \u001b[38;5;124;03mAll of X is processed as a single batch. This is intended for cases\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 911\u001b[0m \u001b[38;5;124;03m Fitted scaler.\u001b[39;00m\n\u001b[1;32m 912\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 913\u001b[0m first_call \u001b[38;5;241m=\u001b[39m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28mhasattr\u001b[39m(\u001b[38;5;28mself\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mn_samples_seen_\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m--> 914\u001b[0m X \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_validate_data\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 915\u001b[0m \u001b[43m \u001b[49m\u001b[43mX\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 916\u001b[0m \u001b[43m \u001b[49m\u001b[43maccept_sparse\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mcsr\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mcsc\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 917\u001b[0m \u001b[43m \u001b[49m\u001b[43mdtype\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mFLOAT_DTYPES\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 918\u001b[0m \u001b[43m \u001b[49m\u001b[43mforce_all_finite\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mallow-nan\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 919\u001b[0m \u001b[43m \u001b[49m\u001b[43mreset\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfirst_call\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 920\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 921\u001b[0m n_features \u001b[38;5;241m=\u001b[39m X\u001b[38;5;241m.\u001b[39mshape[\u001b[38;5;241m1\u001b[39m]\n\u001b[1;32m 923\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m sample_weight \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n", - "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/base.py:633\u001b[0m, in \u001b[0;36mBaseEstimator._validate_data\u001b[0;34m(self, X, y, reset, validate_separately, cast_to_ndarray, **check_params)\u001b[0m\n\u001b[1;32m 631\u001b[0m out \u001b[38;5;241m=\u001b[39m X, y\n\u001b[1;32m 632\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m no_val_X \u001b[38;5;129;01mand\u001b[39;00m no_val_y:\n\u001b[0;32m--> 633\u001b[0m out \u001b[38;5;241m=\u001b[39m \u001b[43mcheck_array\u001b[49m\u001b[43m(\u001b[49m\u001b[43mX\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43minput_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mX\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mcheck_params\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 634\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m no_val_X \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m no_val_y:\n\u001b[1;32m 635\u001b[0m out \u001b[38;5;241m=\u001b[39m _check_y(y, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mcheck_params)\n", - "File \u001b[0;32m~/miniconda3/envs/pt-melt/lib/python3.12/site-packages/sklearn/utils/validation.py:1050\u001b[0m, in \u001b[0;36mcheck_array\u001b[0;34m(array, accept_sparse, accept_large_sparse, dtype, order, copy, force_writeable, force_all_finite, ensure_2d, allow_nd, ensure_min_samples, ensure_min_features, estimator, input_name)\u001b[0m\n\u001b[1;32m 1043\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 1044\u001b[0m msg \u001b[38;5;241m=\u001b[39m (\n\u001b[1;32m 1045\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mExpected 2D array, got 1D array instead:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;124marray=\u001b[39m\u001b[38;5;132;01m{\u001b[39;00marray\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1046\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mReshape your data either using array.reshape(-1, 1) if \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1047\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124myour data has a single feature or array.reshape(1, -1) \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1048\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mif it contains a single sample.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1049\u001b[0m )\n\u001b[0;32m-> 1050\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(msg)\n\u001b[1;32m 1052\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m dtype_numeric \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28mhasattr\u001b[39m(array\u001b[38;5;241m.\u001b[39mdtype, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mkind\u001b[39m\u001b[38;5;124m\"\u001b[39m) \u001b[38;5;129;01mand\u001b[39;00m array\u001b[38;5;241m.\u001b[39mdtype\u001b[38;5;241m.\u001b[39mkind \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mUSV\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m 1053\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m 1054\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdtype=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mnumeric\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m is not compatible with arrays of bytes/strings.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1055\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mConvert your data to numeric values explicitly instead.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1056\u001b[0m )\n", - "\u001b[0;31mValueError\u001b[0m: Expected 2D array, got 1D array instead:\narray=[1. 1. 2. 1. 4. 2. 3. 4. 1. 4. 4. 2. 3. 2. 3. 2. 0. 3. 0. 4. 1. 0. 3. 2.\n 0. 1. 0. 3. 4. 3. 1. 3. 4. 3. 0. 2. 4. 4. 4. 0. 4. 3. 3. 2. 3. 2. 1. 1.\n 0. 2. 1. 3. 2. 0. 0. 0. 0. 2. 2. 0. 1. 3. 2. 4. 2. 1. 3. 3. 1. 1. 3. 2.\n 1. 2. 3. 0. 3. 1. 1. 3. 0. 1. 2. 2. 3. 1. 0. 4. 0. 3. 1. 3. 1. 4. 4. 2.\n 0. 0. 2. 3. 2. 4. 1. 2. 0. 1. 0. 2. 4. 0. 0. 1. 2. 2. 3. 0. 3. 2. 0. 4.\n 2. 0. 2. 2. 2. 2. 3. 2. 0. 1. 1. 3. 1. 4. 2. 4. 1. 4. 0. 3. 2. 0. 1. 0.\n 1. 1. 2. 1. 1. 4. 3. 2. 1. 1. 0. 1. 1. 0. 3. 1. 3. 1. 3. 0. 3. 1. 4. 3.\n 0. 1. 2. 0. 0. 2. 4. 2. 3. 2. 1. 4. 1. 0. 1. 3. 4. 4. 1. 2. 3. 0. 3. 0.\n 1. 4. 1. 0. 4. 2. 0. 1. 2. 3. 2. 2. 3. 4. 4. 0. 4. 1. 0. 3. 3. 4. 1. 2.\n 2. 2. 3. 4. 2. 2. 0. 2. 0. 4. 2. 4. 1. 1. 0. 1. 0. 1. 1. 3. 0. 0. 3. 1.\n 4. 3. 2. 4. 2. 2. 2. 2. 3. 4. 2. 2. 4. 1. 4. 0. 3. 1. 1. 0. 1. 4. 1. 3.\n 1. 3. 3. 3. 2. 2. 1. 1. 3. 4. 0. 4. 2. 0. 3. 4. 4. 2. 1. 4. 2. 3. 1. 1.\n 1. 0. 4. 0. 3. 4. 1. 3. 4. 4. 0. 4. 3. 3. 0. 4. 1. 3. 3. 0. 2. 3. 3. 2.\n 4. 4. 4. 3. 2. 2. 1. 2. 4. 0. 2. 4. 3. 2. 4. 2. 3. 0. 0. 3. 0. 0. 1. 4.\n 3. 3. 3. 0. 3. 1. 4. 3. 4. 4. 2. 2. 0. 1. 2. 3. 0. 0. 0. 0. 0. 1. 0. 1.\n 4. 1. 1. 4. 1. 2. 2. 1. 3. 2. 2. 3. 2. 2. 2. 1. 1. 2. 0. 1. 0. 4. 1. 0.\n 3. 3. 4. 2. 2. 4. 0. 4. 3. 3. 2. 0. 3. 0. 4. 2. 4. 1. 1. 1. 0. 3. 0. 2.\n 1. 2. 2. 0. 0. 3. 2. 0. 4. 2. 4. 3. 3. 0. 4. 1. 0. 1. 0. 1. 0. 4. 3. 3.\n 4. 3. 0. 0. 3. 2. 0. 2. 3. 3. 2. 3. 0. 2. 2. 4. 2. 0. 1. 2. 1. 4. 4. 4.\n 2. 4. 1. 1. 4. 0. 3. 3. 1. 0. 1. 1. 0. 1. 2. 2. 2. 4. 3. 0. 4. 1. 1. 4.\n 4. 3. 2. 1. 2. 0. 3. 2. 4. 4. 1. 0. 1. 3. 1. 1. 0. 3. 0. 3. 0. 4. 2. 4.\n 4. 3. 3. 1. 4. 0. 1. 3. 1. 1. 3. 0. 3. 2. 4. 0. 0. 0. 0. 1. 1. 1. 2. 1.\n 2. 2. 2. 0. 0. 1. 1. 3. 1. 0. 0. 2. 2. 3. 3. 4. 3. 0. 4. 1. 0. 1. 3. 3.\n 4. 0. 0. 0. 1. 1. 2. 4. 0. 0. 1. 0. 0. 0. 3. 4. 1. 2. 1. 0. 2. 2. 3. 4.\n 1. 4. 4. 4. 1. 0. 3. 4. 4. 0. 4. 1. 3. 2. 2. 4. 3. 4. 3. 0. 3. 4. 0. 2.\n 0. 2. 2. 1. 2. 0. 3. 4. 4. 1. 4. 1. 1. 4. 0. 3. 4. 4. 4. 1. 0. 4. 3. 1.\n 0. 1. 4. 3. 2. 4. 2. 1. 2. 3. 4. 0. 1. 3. 0. 3. 4. 2. 4. 2. 0. 2. 4. 1.\n 1. 2. 4. 4. 2. 2. 4. 4. 2. 3. 1. 0. 2. 0. 2. 4. 1. 4. 1. 2. 0. 1. 3. 0.\n 2. 2. 4. 1. 3. 4. 3. 2. 3. 0. 1. 3. 2. 1. 1. 1. 2. 1. 0. 0. 4. 1. 0. 2.\n 0. 2. 2. 4. 1. 4. 0. 4. 2. 3. 3. 4. 1. 3. 3. 2. 4. 4. 0. 0. 4. 4. 1. 3.\n 4. 2. 0. 3. 3. 4. 1. 0. 4. 2. 4. 1. 1. 4. 2. 1. 3. 1. 3. 4. 1. 2. 3. 4.\n 4. 3. 2. 0. 0. 3. 2. 3. 1. 0. 4. 4. 3. 3. 4. 3. 3. 3. 4. 4. 3. 0. 2. 3.\n 0. 0. 1. 4. 1. 3. 2. 0. 2. 4. 0. 3. 0. 3. 4. 1. 3. 0. 1. 3. 0. 3. 4. 2.\n 2. 4. 0. 4. 3. 0. 0. 0. 4. 2. 4. 4. 1. 4. 1. 0. 2. 2. 4. 0. 1. 0. 0. 1.\n 4. 1. 4. 3. 0. 3. 0. 3. 4. 4. 2. 0. 1. 3. 2. 4. 0. 1. 3. 1. 4. 2. 1. 1.\n 3. 3. 2. 1. 1. 2. 2. 1. 2. 4. 4. 1. 3. 3. 4. 4. 3. 3. 3. 2. 4. 3. 2. 2.\n 0. 4. 1. 3. 4. 0. 4. 3. 4. 1. 4. 3. 2. 2. 3. 2. 3. 0. 0. 0. 0. 4. 4. 3.\n 2. 2. 3. 0. 3. 3. 2. 3. 3. 3. 0. 4. 4. 1. 1. 4. 4. 0. 1. 1. 1. 4. 0. 3.\n 0. 4. 1. 2. 2. 2. 3. 4. 0. 3. 1. 3. 4. 4. 3. 0. 2. 3. 2. 0. 1. 1. 3. 0.\n 0. 4. 2. 4. 4. 2. 0. 0. 4. 0. 3. 2. 2. 2. 2. 0. 0. 2. 2. 0. 0. 1. 0. 3.\n 1. 1. 3. 0. 2. 2. 3. 2. 3. 1. 4. 1. 4. 2. 1. 3. 3. 0. 2. 4. 3. 4. 1. 4.\n 2. 1. 1. 2. 4. 0. 0. 0. 2. 2. 1. 0. 1. 3. 1. 3.].\nReshape your data either using array.reshape(-1, 1) if your data has a single feature or array.reshape(1, -1) if it contains a single sample." + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/1000 [00:00" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "# # Visualize the normalized dataset\n", - "# plt.scatter(x_train[:, 0], x_train[:, 1], c=y_train, cmap=\"viridis\")\n", - "# plt.title(\"Normalized Synthetic Gaussian Clusters\")\n", - "# plt.xlabel(\"Feature 1\")\n", - "# plt.ylabel(\"Feature 2\")\n", - "# plt.colorbar(label=\"Cluster\")\n", - "# plt.show()\n" + "from ptmelt.utils.visualization import plot_history\n", + "\n", + "# Plot the training history\n", + "plot_history(history, plot_log=True)" ] }, { "cell_type": "code", - "execution_count": 98, + "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "import torch\n", - "from torch.utils.data import DataLoader, TensorDataset\n", - "from sklearn.model_selection import train_test_split\n", - "\n", - "# Create train and test datasets\n", - "x_train, x_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", - "# Create the validation dataset from the test dataset\n", - "x_test, x_val, y_test, y_val = train_test_split(x_test, y_test, test_size=0.5, random_state=42)\n", - "\n", - "# Create a TensorDatasets\n", - "dataset = TensorDataset(torch.tensor(x_train, dtype=torch.float32), torch.tensor(y_train, dtype=torch.int64))\n", - "dataset_val = TensorDataset(torch.tensor(x_val, dtype=torch.float32), torch.tensor(y_val, dtype=torch.int64))\n", - "\n", - "# Create a DataLoader\n", - "batch_size = 32\n", - "dataloader = DataLoader(dataset, batch_size=batch_size, shuffle=True)\n", - "dataloader_val = DataLoader(dataset_val, batch_size=batch_size, shuffle=True)\n" + "fig, ax = plt.subplots(figsize=(10, 6))\n", + "ax.semilogy(history[\"epoch\"], history[\"lr\"], label=\"Learning Rate\")\n", + "ax.set_xlabel(\"Epoch\")\n", + "ax.set_ylabel(\"Learning Rate\")\n", + "ax.set_title(\"Learning Rate Schedule\")\n", + "ax.legend()" ] }, { "cell_type": "code", - "execution_count": 99, + "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "==========================================================================================\n", - "Layer (type:depth-idx) Output Shape Param #\n", - "==========================================================================================\n", - "VariationalAutoencoder [1, 2] --\n", - "├─ModuleDict: 1-1 -- 825\n", - "│ └─DenseBlock: 2-1 [1, 16] --\n", - "│ │ └─ModuleDict: 3-1 -- 624\n", - "│ └─MixtureDensityOutput: 2-2 [1, 25] --\n", - "│ │ └─Linear: 3-2 [1, 5] 85\n", - "│ │ └─Softmax: 3-3 [1, 5] --\n", - "│ │ └─Linear: 3-4 [1, 10] 170\n", - "│ │ └─Identity: 3-5 [1, 10] --\n", - "│ │ └─Linear: 3-6 [1, 10] 170\n", - "│ │ └─Identity: 3-7 [1, 10] --\n", - "│ └─Reparameterization: 2-3 [1, 2] --\n", - "│ └─DenseBlock: 2-4 [1, 32] --\n", - "│ │ └─ModuleDict: 3-8 -- 592\n", - "│ └─DefaultOutput: 2-5 [1, 2] --\n", - "│ │ └─Linear: 3-9 [1, 2] 66\n", - "│ │ └─Identity: 3-10 [1, 2] --\n", - "==========================================================================================\n", - "Total params: 2,532\n", - "Trainable params: 2,532\n", - "Non-trainable params: 0\n", - "Total mult-adds (Units.MEGABYTES): 0.00\n", - "==========================================================================================\n", - "Input size (MB): 0.00\n", - "Forward/backward pass size (MB): 0.00\n", - "Params size (MB): 0.01\n", - "Estimated Total Size (MB): 0.01\n", - "==========================================================================================\n" + "(1000,)\n", + "(1000,)\n", + "1000\n" ] } ], "source": [ - "from ptmelt.models import VariationalAutoencoder\n", - "from torchinfo import summary\n", - "from torch import optim\n", - "\n", - "# Instantiate the Variational Autoencoder \n", - "input_dims = X.shape[1] # Number of features\n", - "latent_dims = 2 # Latent space dimensions\n", - "encoder_node_list = [32, 16] # Number of nodes in each hidden layer of the encoder\n", - "decoder_node_list = [16, 32] # Number of nodes in each hidden layer of the decoder\n", - "num_mixtures = 5 # Match the number of clusters\n", - "learn_rate = 1e-4\n", - "\n", - "model = VariationalAutoencoder(\n", - " num_features=input_dims,\n", - " num_outputs=input_dims,\n", - " latent_dims=latent_dims,\n", - " encoder_node_list=encoder_node_list,\n", - " decoder_node_list=decoder_node_list,\n", - " num_mixtures=num_mixtures,\n", - " l2_reg=1e-2,\n", - ")\n", - "\n", - "# Build the model and print the summary\n", - "model.build()\n", - "print(summary(model, input_size=(1, input_dims)))\n", - "\n", - "# Define the loss function and optimizer for training\n", - "criterion = model.get_loss_fn(loss=\"mse\", reduction=\"mean\")\n", - "optimizer = optim.Adam(model.parameters(), lr=learn_rate)\n" - ] - }, - { - "cell_type": "code", - "execution_count": 100, - "metadata": {}, - "outputs": [], - "source": [ - "# Fit the model using the built-in training loop\n", - "model.fit(\n", - " train_dl = dataloader,\n", - " val_dl = dataloader_val,\n", - " optimizer=optimizer,\n", - " criterion=criterion,\n", - " num_epochs=10000,\n", - " verbose=False,\n", - ")\n", - "\n", - "history = model.history" + "print(np.array(history[\"kl_loss\"]).shape)\n", + "print(np.array(history[\"recon_loss\"]).shape)\n", + "print(len(history[\"epoch\"]))" ] }, { "cell_type": "code", - "execution_count": 101, + "execution_count": 8, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", "text/plain": [ - "
" + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" ] }, "metadata": {}, @@ -244,20 +1730,32 @@ } ], "source": [ - "from ptmelt.utils.visualization import plot_history\n", - "\n", - "# Plot the training history\n", - "plot_history(history, plot_log=True)" + "fig, ax = plt.subplots(figsize=(10, 6))\n", + "ax.loglog(history[\"epoch\"], np.array(history[\"kl_loss\"]), label=\"KL Div Loss\")\n", + "ax.loglog(history[\"epoch\"], np.array(history[\"recon_loss\"]), label=\"Recon Loss\")\n", + "ax.loglog(history[\"epoch\"], np.array(history[\"loss\"]), label=\"Total Loss\")\n", + "ax.set_xlabel(\"Epoch\")\n", + "ax.set_ylabel(\"Loss\")\n", + "# ax.set_title(\"KL Divergence Loss Schedule\")\n", + "ax.legend()" ] }, { "cell_type": "code", - "execution_count": 102, + "execution_count": 10, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/nwimer/miniconda3/envs/pt-melt/lib/python3.12/site-packages/torch/nn/modules/module.py:1532: UserWarning: Implicit dimension choice for softmax has been deprecated. Change the call to include dim=X as an argument.\n", + " return self._call_impl(*args, **kwargs)\n" + ] + }, { "data": { - "image/png": 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", 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", 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" ] @@ -277,17 +1775,19 @@ ], "source": [ "# Switch to evaluation mode\n", - "model.eval()\n", + "vae_model.eval()\n", "\n", "# Encode the data to the latent space\n", "with torch.no_grad():\n", - " x_encoded = model.layer_dict[\"encoder_block\"](torch.tensor(x_train, dtype=torch.float32))\n", - " mdn_output = model.layer_dict[\"encoder_output\"](x_encoded)\n", - " mix_coeffs, means, log_vars = model.split_mdn_output(mdn_output)\n", + " x_encoded = vae_model.layer_dict[\"encoder_block\"](\n", + " torch.tensor(x_train, dtype=torch.float32)\n", + " )\n", + " mdn_output = vae_model.layer_dict[\"encoder_output\"](x_encoded)\n", + " mix_coeffs, means, log_vars = vae_model.split_mdn_output(mdn_output)\n", "\n", "# Sample latent space points\n", "# z = model.reparam_layer(mix_coeffs, means, log_vars)\n", - "z = model.layer_dict[\"reparameterization_layer\"](mix_coeffs, means, log_vars)\n", + "z = vae_model.layer_dict[\"reparameterization_layer\"](mix_coeffs, means, log_vars)\n", "\n", "# Visualize the latent space\n", "z = z.numpy()\n", @@ -299,19 +1799,18 @@ "plt.show()\n", "\n", "\n", - "\n", "plt.tight_layout()\n", - "plt.show()\n" + "plt.show()" ] }, { "cell_type": "code", - "execution_count": 103, + "execution_count": 11, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -323,8 +1822,10 @@ "source": [ "# Decode points from latent space back to input space\n", "with torch.no_grad():\n", - " x_reconstructed = model.layer_dict[\"decoder_block\"](torch.tensor(z, dtype=torch.float32))\n", - " x_reconstructed = model.layer_dict[\"decoder_output\"](x_reconstructed)\n", + " x_reconstructed = vae_model.layer_dict[\"decoder_block\"](\n", + " torch.tensor(z, dtype=torch.float32)\n", + " )\n", + " x_reconstructed = vae_model.layer_dict[\"decoder_output\"](x_reconstructed)\n", "\n", "x_reconstructed = x_reconstructed.numpy()\n", "\n", @@ -338,13 +1839,15 @@ "plt.ylabel(\"Feature 2\")\n", "\n", "plt.subplot(1, 2, 2)\n", - "plt.scatter(x_reconstructed[:, 0], x_reconstructed[:, 1], c=y_train, cmap=\"viridis\", alpha=0.7)\n", + "plt.scatter(\n", + " x_reconstructed[:, 0], x_reconstructed[:, 1], c=y_train, cmap=\"viridis\", alpha=0.7\n", + ")\n", "plt.title(\"Reconstructed Data\")\n", "plt.xlabel(\"Feature 1\")\n", "plt.ylabel(\"Feature 2\")\n", "\n", "plt.tight_layout()\n", - "plt.show()\n" + "plt.show()" ] }, { @@ -371,7 +1874,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/ptmelt/losses.py b/ptmelt/losses.py index 0db63ef..82bbd45 100644 --- a/ptmelt/losses.py +++ b/ptmelt/losses.py @@ -1,6 +1,6 @@ import torch -import torch.nn.functional as F import torch.nn as nn +import torch.nn.functional as F def safe_exp(x): @@ -51,6 +51,7 @@ def forward(self, y_pred, y_true): log_var_preds = torch.clamp(log_var_preds, min=-10.0, max=10.0) # Ensure mixture coefficients sum to 1 + # temperature = 1.0 # lower = sharper, higher = softer m_coeffs = F.softmax(m_coeffs, dim=1) # Convert log variance to variance var_preds = safe_exp(log_var_preds) @@ -81,6 +82,13 @@ def forward(self, y_pred, y_true): # loss = -torch.mean(log_sum_exp) loss = log_sum_exp + # # add in entropy regularization + # lambd_reg = 1e-3 + # entropy = -torch.sum( + # m_coeffs * torch.log(torch.clamp(m_coeffs, min=1e-8)), dim=1 + # ) + # loss += lambd_reg * entropy + # add in the mse as well if self.mse_weight > 0.0: mix_mean = (m_coeffs.unsqueeze(-1) * mean_preds).sum(dim=1) @@ -96,17 +104,28 @@ def forward(self, y_pred, y_true): return loss + class VAELoss(nn.Module): def __init__(self, reconstruction_loss_fn=nn.MSELoss()): super(VAELoss, self).__init__() self.reconstruction_loss_fn = reconstruction_loss_fn + def compute_reconstruction_loss(self, x, x_reconstructed): + return self.reconstruction_loss_fn(x_reconstructed, x) + + def compute_kl_divergence(self, mix_coeffs, means, log_vars): + kl_div = -0.5 * torch.sum(1 + log_vars - means.pow(2) - log_vars.exp(), dim=-1) + kl_div = torch.mean(torch.sum(mix_coeffs * kl_div, dim=-1)) + return kl_div + def forward(self, x, x_reconstructed, mix_coeffs, means, log_vars): # Reconstruction loss - reconstruction_loss = self.reconstruction_loss_fn(x_reconstructed, x) + # reconstruction_loss = self.reconstruction_loss_fn(x_reconstructed, x) + reconstruction_loss = self.compute_reconstruction_loss(x, x_reconstructed) # KL Divergence for Gaussian Mixtures - kl_div = -0.5 * torch.sum(1 + log_vars - means.pow(2) - log_vars.exp(), dim=-1) - kl_div = torch.mean(torch.sum(mix_coeffs * kl_div, dim=-1)) + # kl_div = -0.5 * torch.sum(1 + log_vars - means.pow(2) - log_vars.exp(), dim=-1) + # kl_div = torch.mean(torch.sum(mix_coeffs * kl_div, dim=-1)) + kl_div = self.compute_kl_divergence(mix_coeffs, means, log_vars) return reconstruction_loss + kl_div diff --git a/ptmelt/models.py b/ptmelt/models.py index 0913a0b..e408551 100644 --- a/ptmelt/models.py +++ b/ptmelt/models.py @@ -210,30 +210,33 @@ def get_loss_fn( reduction (str, optional): The reduction method for the loss. Defaults to 'mean'. """ - if self.num_mixtures > 0: - warnings.warn( - "Mixture Density Networks require the use of the MixtureDensityLoss " - "class. The loss function will be set to automatically." - ) - - return MixtureDensityLoss( - num_mixtures=self.num_mixtures, - num_outputs=self.num_outputs, - mse_weight=mse_weight if mse_weight else 0.0, - ) + if self.custom_loss: + return self.custom_loss else: - # mappings for common loss functions - common_mappings = { - "mse": "MSELoss", - "mae": "L1Loss", - "huber": "SmoothL1Loss", - "nll": "NLLLoss", - "poisson": "PoissonNLLLoss", - "kl_div": "KLDivLoss", - } - loss = common_mappings.get(loss.lower(), loss) + if self.num_mixtures > 0: + warnings.warn( + "Mixture Density Networks require the use of the MixtureDensityLoss " + "class. The loss function will be set to automatically." + ) - return getattr(nn, loss)(reduction=reduction) + return MixtureDensityLoss( + num_mixtures=self.num_mixtures, + num_outputs=self.num_outputs, + mse_weight=mse_weight if mse_weight else 0.0, + ) + else: + # mappings for common loss functions + common_mappings = { + "mse": "MSELoss", + "mae": "L1Loss", + "huber": "SmoothL1Loss", + "nll": "NLLLoss", + "poisson": "PoissonNLLLoss", + "kl_div": "KLDivLoss", + } + loss = common_mappings.get(loss.lower(), loss) + + return getattr(nn, loss)(reduction=reduction) def get_optimizer(self, optimizer_name: str, **kwargs): """ @@ -365,9 +368,19 @@ def fit( # Print statistics if (epoch + 1) % 10 == 0 and verbose: + lr_print = ( + scheduler.get_last_lr()[0] + if scheduler and hasattr(scheduler, "get_last_lr") + else ( + optimizer.param_groups[0]["lr"] + if isinstance(optimizer, torch.optim.Optimizer) + else optimizer.defaults["lr"] + ) + ) print( f"Epoch {epoch + 1}, Loss: {train_loss:.4f}, " - f"Val Loss: {val_loss:.4f}" + f"Val Loss: {val_loss:.4f}, " + f"LR: {lr_print:.4e}" ) # Save history @@ -1059,6 +1072,8 @@ def forward(self, inputs: torch.Tensor, lengths: Optional[torch.Tensor] = None): ) return self.layer_dict["output"](feat) + + class VariationalAutoencoder(MELTModel): def __init__(self, latent_dims, encoder_node_list, decoder_node_list, **kwargs): super(VariationalAutoencoder, self).__init__(**kwargs) @@ -1077,6 +1092,9 @@ def __init__(self, latent_dims, encoder_node_list, decoder_node_list, **kwargs): activation=self.act_fun, dropout=self.dropout, batch_norm=self.batch_norm, + batch_norm_type=self.batch_norm_type, + initializer=self.initializer, + seed=self.seed, ) } ) @@ -1089,6 +1107,8 @@ def __init__(self, latent_dims, encoder_node_list, decoder_node_list, **kwargs): num_mixtures=self.num_mixtures, num_outputs=self.latent_dims, activation="linear", + initializer=self.initializer, + seed=self.seed, ) } ) @@ -1105,6 +1125,9 @@ def __init__(self, latent_dims, encoder_node_list, decoder_node_list, **kwargs): activation=self.act_fun, dropout=self.dropout, batch_norm=self.batch_norm, + batch_norm_type=self.batch_norm_type, + initializer=self.initializer, + seed=self.seed, ) } ) @@ -1116,10 +1139,23 @@ def __init__(self, latent_dims, encoder_node_list, decoder_node_list, **kwargs): input_features=self.decoder_node_list[-1], output_features=self.num_outputs, activation=self.output_activation, + initializer=self.initializer, + seed=self.seed, ) } ) + # set up history dictionary + if not hasattr(self, "history"): + self.history = { + "loss": [], + "val_loss": [], + "lr": [], + "epoch": [], + "recon_loss": [], + "kl_loss": [], + } + def forward(self, inputs: torch.Tensor): # Encoder x_encoded = self.layer_dict["encoder_block"](inputs) @@ -1160,6 +1196,14 @@ def step(self, dataloader, optimizer, criterion, device="cpu", training=True): context_manager = torch.no_grad() if not training else nullcontext() running_loss = 0.0 + running_recon_loss = 0.0 + running_kl_loss = 0.0 + + # Additional accumulators for diagnostics + sum_kl_perdim = None + mix_entropy_sum = 0.0 + n_batches = 0 + with context_manager: for x_in, y_in in dataloader: # Move data to device @@ -1168,6 +1212,12 @@ def step(self, dataloader, optimizer, criterion, device="cpu", training=True): # Forward pass pred_reconstructed, mix_coeffs, means, log_vars = self(x_in) loss = criterion(x_in, pred_reconstructed, mix_coeffs, means, log_vars) + recon_loss = self.custom_loss.compute_reconstruction_loss( + x_in, pred_reconstructed + ) + kl_loss = self.custom_loss.compute_kl_divergence( + mix_coeffs, means, log_vars + ) if training: # Add L1 and L2 regularization if present @@ -1185,8 +1235,73 @@ def step(self, dataloader, optimizer, criterion, device="cpu", training=True): # Accumulate running loss running_loss += loss.item() + running_recon_loss += recon_loss.item() + running_kl_loss += kl_loss.item() + + # Compute additional diagnostics + # 1) Per-dim KL (approx.) via moment-matched Gaussian to the mixture + # mix_mean = sum_k pi_k * mu_k + # mix_var = sum_k pi_k * (sigma_k^2 + mu_k^2) - mix_mean^2 + # KL_j = 0.5 * (mix_mean_j^2 + mix_var_j - log mix_var_j - 1) + if mix_coeffs.dim() == 1: + mix_coeffs = mix_coeffs.unsqueeze(0) + pi = mix_coeffs + if not torch.allclose( + pi.sum(dim=-1), torch.ones_like(pi.sum(dim=-1)), atol=1e-3 + ): + pi = torch.softmax(pi, dim=-1) + + sigma2_k = log_vars.exp() # [B, K, D] + mix_mean = (pi.unsqueeze(-1) * means).sum(dim=1) # [B, D] + Ez2 = (pi.unsqueeze(-1) * (sigma2_k + means**2)).sum(dim=1) # [B, D] + mix_var = (Ez2 - mix_mean**2).clamp_min(1e-12) # [B, D] + batch_kl_perdim = 0.5 * ( + mix_mean**2 + mix_var - mix_var.log() - 1.0 + ) # [B, D] + batch_kl_perdim = batch_kl_perdim.mean(dim=0) # [D] + if sum_kl_perdim is None: + sum_kl_perdim = torch.zeros_like(batch_kl_perdim) + sum_kl_perdim += batch_kl_perdim + + # 2) Mixture entropy + eps = 1e-12 + mix_entropy = -(pi * (pi + eps).log()).sum(dim=-1).mean() # scalar + mix_entropy_sum += mix_entropy.item() + + n_batches += 1 # Normalize loss running_loss /= len(dataloader) + running_recon_loss /= len(dataloader) + running_kl_loss /= len(dataloader) + + # Reduce diagnostics to epoch-level + if sum_kl_perdim is not None and n_batches > 0: + kl_per_dim_epoch = (sum_kl_perdim / n_batches).detach().cpu().tolist() + mix_entropy_epoch = mix_entropy_sum / n_batches + kl_recon_ratio_epoch = float(running_kl_loss) / max( + float(running_recon_loss), 1e-12 + ) + else: + kl_per_dim_epoch = None + mix_entropy_epoch = None + kl_recon_ratio_epoch = None + + if training: + self.history["recon_loss"].append(running_recon_loss) + self.history["kl_loss"].append(running_kl_loss) + + # Create keys if needed and store + if "kl_per_dim" not in self.history: + self.history["kl_per_dim"] = [] + if "mix_entropy" not in self.history: + self.history["mix_entropy"] = [] + if "kl_recon_ratio" not in self.history: + self.history["kl_recon_ratio"] = [] + + if kl_per_dim_epoch is not None: + self.history["kl_per_dim"].append(kl_per_dim_epoch) + self.history["mix_entropy"].append(mix_entropy_epoch) + self.history["kl_recon_ratio"].append(kl_recon_ratio_epoch) return running_loss diff --git a/ptmelt/stoppers.py b/ptmelt/stoppers.py new file mode 100644 index 0000000..37c405f --- /dev/null +++ b/ptmelt/stoppers.py @@ -0,0 +1,54 @@ +import torch + + +class EarlyStopping: + def __init__( + self, + patience=5, + delta=0, + path="checkpoint.pt", + do_save=False, + verbose=False, + ): + """ + Args: + patience (int): How many epochs to wait after the last improvement. + delta (float): Minimum change in the monitored quantity to qualify as an improvement. + path (str): Path to save the model checkpoint. + verbose (bool): Whether to print messages about early stopping. + """ + self.patience = patience + self.delta = delta + self.path = path + self.do_save = do_save + self.verbose = verbose + self.counter = 0 + self.best_score = None + self.early_stop = False + self.val_loss_min = float("inf") + + def __call__(self, val_loss, model): + score = -val_loss + + if self.best_score is None: + self.best_score = score + self.save_checkpoint(val_loss, model) if self.do_save else None + elif score < self.best_score + self.delta: + self.counter += 1 + if self.verbose: + print(f"EarlyStopping counter: {self.counter} out of {self.patience}") + if self.counter >= self.patience: + self.early_stop = True + else: + self.best_score = score + self.save_checkpoint(val_loss, model) if self.do_save else None + self.counter = 0 + + def save_checkpoint(self, val_loss, model): + """Saves model when validation loss decreases.""" + if self.verbose: + print( + f"Validation loss decreased ({self.val_loss_min:.6f} --> {val_loss:.6f}). Saving model..." + ) + torch.save(model.state_dict(), self.path) + self.val_loss_min = val_loss diff --git a/ptmelt/utils/preprocessing.py b/ptmelt/utils/preprocessing.py index b1bf0fd..8dcb1e0 100644 --- a/ptmelt/utils/preprocessing.py +++ b/ptmelt/utils/preprocessing.py @@ -58,6 +58,16 @@ def inverse_transform(self, X): """ return X + def get_params(self, deep: bool = True): + """ + Get empty parameters. Needed to be compatible with Scikit-learn. + + Args: + deep (bool): If True, will return the parameters for this scaler and + contained sub-objects that are estimators. + """ + return {} + def get_normalizers( norm_type: Optional[str] = "standard", n_normalizers: Optional[int] = 1, **kwargs