diff --git "a/src/notebooks/model_dev.ipynb" "b/src/notebooks/model_dev.ipynb" new file mode 100644--- /dev/null +++ "b/src/notebooks/model_dev.ipynb" @@ -0,0 +1,1027 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "fea593d2", + "metadata": {}, + "source": [ + "# **Bone Break Image Classification**\n", + "\n", + "This notebook will serve as a development environment for the development of [Bone Break Image Classification](https://www.kaggle.com/datasets/pkdarabi/bone-break-classification-image-dataset) dataset for my CCS 229 - Intelligent Systems Course.\n", + "\n", + "In this notebook, we will have the following objectives:\n", + "- Load the dataset with the `Dataset` object\n", + "- Plot images from the dataset for a glance of the dataset\n", + "- Define preprocessing and augmentation steps\n", + "- Define PyTorch CNN class architecture using `nn.Module`\n", + "- Define and prepare necessary hyperparameters for model training\n", + "- Train the model with *n* epochs\n", + "- Evaluate the model and plot its performance with accuracy and loss\n", + "- Save the model with `torch.save` as a `.pth` file\n", + "- Load the model once again to perform a sample prediction\n", + "\n", + "https://chatgpt.com/share/682becfc-2a60-8006-bc9f-a34971da149e" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "366123e4", + "metadata": {}, + "outputs": [], + "source": [ + "import torch\n", + "from torchvision import datasets, models\n", + "from torch.utils.data import DataLoader, random_split\n", + "from torch.optim.lr_scheduler import ReduceLROnPlateau\n", + "from torch import nn, optim\n", + "from torchvision.transforms import v2\n", + "from pathlib import Path\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "from tqdm import tqdm\n", + "from datetime import datetime" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "19f4ce3c", + "metadata": {}, + "outputs": [], + "source": [ + "dataset_path = Path('../data/')\n", + "full_dataset = datasets.ImageFolder(root=dataset_path)\n", + "idx_labels = full_dataset.class_to_idx" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "1d0d629f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'Avulsion fracture': 0,\n", + " 'Comminuted fracture': 1,\n", + " 'Fracture Dislocation': 2,\n", + " 'Greenstick fracture': 3,\n", + " 'Hairline Fracture': 4,\n", + " 'Impacted fracture': 5,\n", + " 'Longitudinal fracture': 6,\n", + " 'Oblique fracture': 7,\n", + " 'Pathological fracture': 8,\n", + " 'Spiral Fracture': 9}" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idx_labels" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "12695bf1", + "metadata": {}, + "outputs": [], + "source": [ + "train_size = int(0.8 * len(full_dataset))\n", + "test_size = len(full_dataset) - train_size\n", + "train_dataset, test_dataset = random_split(full_dataset, [train_size, test_size])" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "ceac0616", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "figure = plt.figure(figsize=(8, 8))\n", + "cols, rows = 3, 3\n", + "for i in range(1, cols * rows + 1):\n", + " sample_idx = torch.randint(len(train_dataset), size=(1,)).item()\n", + " img, label = train_dataset[sample_idx]\n", + " figure.add_subplot(rows, cols, i)\n", + " plt.title(list(idx_labels.keys())[list(idx_labels.values()).index(label)])\n", + " plt.axis(\"off\")\n", + " plt.imshow(img)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "12b09ce8", + "metadata": {}, + "outputs": [], + "source": [ + "# defining transformation pipeline\n", + "transform = v2.Compose([\n", + " v2.Grayscale(num_output_channels=3),\n", + " v2.RandomResizedCrop(224, scale=(0.8, 1.0)),\n", + " v2.RandomHorizontalFlip(),\n", + " v2.RandomRotation(10),\n", + " v2.ColorJitter(brightness=0.2, contrast=0.2, saturation=0.2),\n", + " v2.ToImage(),\n", + " v2.ToDtype(torch.float32, scale=True),\n", + " v2.Normalize(mean=[0.485, 0.456, 0.406], std=[0.229, 0.224, 0.225])\n", + "])\n", + "\n", + "\n", + "# Apply transforms\n", + "train_dataset.dataset.transform = transform\n", + "test_dataset.dataset.transform = transform" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "e25a8579", + "metadata": {}, + "outputs": [], + "source": [ + "# --- DataLoaders ---\n", + "BATCH_SIZE = 64\n", + "train_dataloader = DataLoader(train_dataset, batch_size=BATCH_SIZE, num_workers=0, pin_memory=False)\n", + "test_dataloader = DataLoader(test_dataset, batch_size=BATCH_SIZE, num_workers=0, pin_memory=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "4ce957e3", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-2.117904..1.4373858].\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Feature batch shape: torch.Size([64, 3, 224, 224])\n", + "Labels batch shape: torch.Size([64])\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Sample display image and label\n", + "train_features, train_labels = next(iter(train_dataloader))\n", + "print(f\"Feature batch shape: {train_features.size()}\")\n", + "print(f\"Labels batch shape: {train_labels.size()}\")\n", + "img = train_features[0].squeeze()\n", + "label = train_labels[0]\n", + "plt.imshow(img.permute(1,2,0))\n", + "plt.title([key for key, val in idx_labels.items() if val == label])\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "7e78191d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\admin\\Desktop\\Classes\\2nd sem\\Intelligent Systems\\BreakingBone\\.venv\\Lib\\site-packages\\torchvision\\models\\_utils.py:208: UserWarning: The parameter 'pretrained' is deprecated since 0.13 and may be removed in the future, please use 'weights' instead.\n", + " warnings.warn(\n", + "c:\\Users\\admin\\Desktop\\Classes\\2nd sem\\Intelligent Systems\\BreakingBone\\.venv\\Lib\\site-packages\\torchvision\\models\\_utils.py:223: UserWarning: Arguments other than a weight enum or `None` for 'weights' are deprecated since 0.13 and may be removed in the future. The current behavior is equivalent to passing `weights=ResNet50_Weights.IMAGENET1K_V1`. You can also use `weights=ResNet50_Weights.DEFAULT` to get the most up-to-date weights.\n", + " warnings.warn(msg)\n" + ] + }, + { + "data": { + "text/plain": [ + "ResNet(\n", + " (conv1): Conv2d(3, 64, kernel_size=(7, 7), stride=(2, 2), padding=(3, 3), bias=False)\n", + " (bn1): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (relu): ReLU(inplace=True)\n", + " (maxpool): MaxPool2d(kernel_size=3, stride=2, padding=1, dilation=1, ceil_mode=False)\n", + " (layer1): Sequential(\n", + " (0): Bottleneck(\n", + " (conv1): Conv2d(64, 64, kernel_size=(1, 1), stride=(1, 1), bias=False)\n", + " (bn1): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (conv2): Conv2d(64, 64, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", + " (bn2): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (conv3): Conv2d(64, 256, kernel_size=(1, 1), stride=(1, 1), bias=False)\n", + " 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"model.to(device)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "4356fd58", + "metadata": {}, + "outputs": [], + "source": [ + "optimizer = optim.AdamW(model.parameters(), lr=3e-4, weight_decay=1e-5)\n", + "criterion = nn.CrossEntropyLoss()\n", + "scheduler = ReduceLROnPlateau(optimizer, mode='min', patience=3)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "5b832a8d", + "metadata": {}, + "outputs": [], + "source": [ + "def compute_accuracy(preds, labels):\n", + " _, pred_labels = preds.max(1)\n", + " return (pred_labels == labels).sum().item() / labels.size(0)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "e4fbc6f2", + "metadata": {}, + "outputs": [], + "source": [ + "def train_one_epoch(epoch, model, dataloader, optimizer, criterion, device):\n", + " model.train()\n", + " total_loss = 0.0\n", + " correct = 0\n", + " total = 0\n", + "\n", + " loop = tqdm(dataloader, desc=f\"Epoch {epoch+1} [Train]\", leave=False)\n", + " for inputs, labels in loop:\n", + " inputs, labels = inputs.to(device), labels.to(device)\n", + " \n", + " optimizer.zero_grad()\n", + " outputs = model(inputs)\n", + " loss = criterion(outputs, labels)\n", + " loss.backward()\n", + " optimizer.step()\n", + "\n", + " acc = compute_accuracy(outputs, labels)\n", + " total_loss += loss.item() * inputs.size(0)\n", + " correct += acc * inputs.size(0)\n", + " total += inputs.size(0)\n", + " \n", + " loop.set_postfix(loss=loss.item(), acc=acc)\n", + "\n", + " return total_loss / total, correct / total\n", + "\n", + "def evaluate(model, dataloader, criterion, device):\n", + " model.eval()\n", + " total_loss = 0.0\n", + " correct = 0\n", + " total = 0\n", + "\n", + " with torch.no_grad():\n", + " for inputs, labels in dataloader:\n", + " inputs, labels = inputs.to(device), labels.to(device)\n", + " \n", + " outputs = model(inputs)\n", + " loss = criterion(outputs, labels)\n", + " acc = compute_accuracy(outputs, labels)\n", + "\n", + " total_loss += loss.item() * inputs.size(0)\n", + " correct += acc * inputs.size(0)\n", + " total += inputs.size(0)\n", + "\n", + " return total_loss / total, correct / total" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "ef282128", + "metadata": {}, + "outputs": [], + "source": [ + "MODEL_LOG = Path(f\"./logs/run_{datetime.now():%Y%m%d_%H%M%S}\")\n", + "MODEL_LOG.mkdir(parents=True, exist_ok=True)\n", + "CSV_LOG_PATH = MODEL_LOG / \"training_log.csv\"\n", + "\n", + "log_df = pd.DataFrame(columns=['epoch', 'phase', 'train_loss', 'train_acc', 'val_loss', 'val_acc', 'lr'])" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "886e8b6f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "🔒 Training classifier head only\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 1 | Train Acc: 12.18% | Train Loss: 2.3 | Test Acc: 15.04% | Test Loss: 2.3 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 2 | Train Acc: 16.83% | Train Loss: 2.2 | Test Acc: 16.81% | Test Loss: 2.3 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 3 | Train Acc: 19.27% | Train Loss: 2.2 | Test Acc: 19.91% | Test Loss: 2.2 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 4 | Train Acc: 24.58% | Train Loss: 2.2 | Test Acc: 24.34% | Test Loss: 2.2 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 5 | Train Acc: 26.69% | Train Loss: 2.1 | Test Acc: 20.35% | Test Loss: 2.2 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 6 | Train Acc: 28.35% | Train Loss: 2.1 | Test Acc: 20.80% | Test Loss: 2.1 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 7 | Train Acc: 30.34% | Train Loss: 2.1 | Test Acc: 19.91% | Test Loss: 2.1 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 8 | Train Acc: 28.68% | Train Loss: 2.1 | Test Acc: 24.78% | Test Loss: 2.1 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 9 | Train Acc: 32.56% | Train Loss: 2.0 | Test Acc: 22.57% | Test Loss: 2.1 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 10 | Train Acc: 31.67% | Train Loss: 2.0 | Test Acc: 24.34% | Test Loss: 2.1 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 11 | Train Acc: 32.67% | Train Loss: 2.0 | Test Acc: 26.11% | Test Loss: 2.1 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 12 | Train Acc: 35.55% | Train Loss: 2.0 | Test Acc: 24.34% | Test Loss: 2.1 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 13 | Train Acc: 32.89% | Train Loss: 2.0 | Test Acc: 26.11% | Test Loss: 2.0 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 14 | Train Acc: 35.33% | Train Loss: 1.9 | Test Acc: 28.32% | Test Loss: 2.0 | LR: 0.0003\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P1: Epoch 15 | Train Acc: 34.44% | Train Loss: 1.9 | Test Acc: 24.34% | Test Loss: 2.1 | LR: 0.0003\n", + "\n", + "🔓 Phase 2: Fine-tuning full model\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 16 | Train Acc: 38.10% | Train Loss: 1.9 | Test Acc: 26.99% | Test Loss: 2.0 | LR: 1e-05\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 17 | Train Acc: 40.09% | Train Loss: 1.8 | Test Acc: 26.11% | Test Loss: 2.0 | LR: 1e-05\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 18 | Train Acc: 44.19% | Train Loss: 1.7 | Test Acc: 31.86% | Test Loss: 1.9 | LR: 1e-05\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 19 | Train Acc: 44.63% | Train Loss: 1.7 | Test Acc: 33.19% | Test Loss: 1.9 | LR: 1e-05\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 20 | Train Acc: 46.73% | Train Loss: 1.6 | Test Acc: 30.09% | Test Loss: 1.9 | LR: 1e-05\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 21 | Train Acc: 50.28% | Train Loss: 1.6 | Test Acc: 33.19% | Test Loss: 1.9 | LR: 1e-05\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 22 | Train Acc: 53.93% | Train Loss: 1.5 | Test Acc: 36.28% | Test Loss: 1.8 | LR: 1e-05\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 23 | Train Acc: 51.94% | Train Loss: 1.5 | Test Acc: 35.84% | Test Loss: 1.8 | LR: 1e-05\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 24 | Train Acc: 56.70% | Train Loss: 1.4 | Test Acc: 35.84% | Test Loss: 1.8 | LR: 1e-05\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + " \r" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "P2: Epoch 25 | Train Acc: 57.70% | Train Loss: 1.4 | Test Acc: 37.61% | Test Loss: 1.8 | LR: 1e-05\n", + "\n", + "📑 Training complete. Best validation accuracy: 37.61%\n" + ] + } + ], + "source": [ + "best_val_acc = 0.0\n", + "\n", + "# Freeze feature extractor (mobilenet)\n", + "# for param in model.features.parameters():\n", + "# param.requires_grad = False\n", + "\n", + "for name, param in model.named_parameters():\n", + " if \"fc\" not in name:\n", + " param.requires_grad = False\n", + "\n", + "EPOCHS_FROZEN = 15\n", + "EPOCHS_TOTAL = EPOCHS_FROZEN + 10\n", + "\n", + "best_val_loss = float('inf')\n", + "patience = 50\n", + "trigger_times = 0\n", + "\n", + "print(\"🔒 Training classifier head only\")\n", + "for epoch in range(EPOCHS_FROZEN):\n", + " train_loss, train_acc = train_one_epoch(epoch, model, train_dataloader, optimizer, criterion, device)\n", + " val_loss, val_acc = evaluate(model, test_dataloader, criterion, device)\n", + " scheduler.step(val_loss)\n", + " \n", + " lr = optimizer.param_groups[0]['lr']\n", + " log_df.loc[len(log_df)] = [epoch + 1, 'phase1', train_loss, train_acc, val_loss, val_acc, lr]\n", + " print(f\"P1: Epoch {epoch+1} | Train Acc: {train_acc:.2%} | Train Loss: {train_loss:.2} | Test Acc: {val_acc:.2%} | Test Loss: {val_loss:.2} | LR: {lr}\")\n", + " \n", + " if val_acc > best_val_acc:\n", + " best_val_acc = val_acc\n", + " torch.save(model.state_dict(), MODEL_LOG / f\"p1_e{epoch+1}_best_model.pth\")\n", + " \n", + " if val_loss < best_val_loss:\n", + " best_val_loss = val_loss\n", + " trigger_times = 0\n", + " else:\n", + " trigger_times += 1\n", + " if trigger_times >= patience:\n", + " print(\"Early stopping!\")\n", + " break\n", + "\n", + "# Unfreeze all layers\n", + "optimizer = optim.AdamW(model.parameters(), lr=1e-5, weight_decay=1e-5)\n", + "for param in model.parameters():\n", + " param.requires_grad = True\n", + "\n", + "print(\"\\n🔓 Phase 2: Fine-tuning full model\")\n", + "for epoch in range(EPOCHS_FROZEN, EPOCHS_TOTAL):\n", + " train_loss, train_acc = train_one_epoch(epoch, model, train_dataloader, optimizer, criterion, device)\n", + " val_loss, val_acc = evaluate(model, test_dataloader, criterion, device)\n", + " scheduler.step(val_loss)\n", + " \n", + " lr = optimizer.param_groups[0]['lr']\n", + " log_df.loc[len(log_df)] = [epoch + 1, 'phase2', train_loss, train_acc, val_loss, val_acc, lr]\n", + " print(f\"P2: Epoch {epoch+1} | Train Acc: {train_acc:.2%} | Train Loss: {train_loss:.2} | Test Acc: {val_acc:.2%} | Test Loss: {val_loss:.2} | LR: {lr}\")\n", + " \n", + " if val_acc > best_val_acc:\n", + " best_val_acc = val_acc\n", + " torch.save(model.state_dict(), MODEL_LOG / f\"p2_e{epoch+1}_best_model.pth\")\n", + " \n", + " if val_loss < best_val_loss:\n", + " best_val_loss = val_loss\n", + " trigger_times = 0\n", + " else:\n", + " trigger_times += 1\n", + " if trigger_times >= patience:\n", + " print(\"Early stopping!\")\n", + " break\n", + "\n", + "log_df.to_csv(CSV_LOG_PATH, index=False)\n", + "print(f\"\\n📑 Training complete. Best validation accuracy: {best_val_acc:.2%}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "7e2a148b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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KlNE5OzvrypYtq+Y2+vtFbGysmsv4+/urx/r6+up69eqlu3DhglHnTYGBgboOHTqouWKxYsV0Q4cO1R09evShfQjZ99NPP63mjPKaq1Wrpvv4448f2md8fLwaj8yb7t27l6t/z+vXr+vefvttXdWqVdVzyGtr2LChmptGRESkbifzx9GjR6sxyzYynzt//ryufPny6vVmnDPv378/y+fcsGGD2sbOzi51Dp2R/LsPHDhQvQ/yfsh7161bN93SpUsNnlMTkeHs5D+5CboRERERERERWRop0l+6dGlV52zGjBmmHg4RWSDWRCMiIiIiIiKrJ10+pVZY2mYFRES5wUw0IiIiIiIislrSUfTYsWOqDprUJpNaZkREecFMNCIiIiIiIrJa0rTptddeUx0tpTECEVFeMRONiIiIiIiIiIgoB8xEIyIiIiIiIiIiygGDaERERERERERERDlwhI1JSUnB9evX4enpCTs7O1MPh4iIiCyEVMCIiopC6dKlYW/P45DmiPM8IiIiys95ns0F0WRi5efnZ+phEBERkYUKCgpC2bJlTT0MygTneURERJSf8zybC6LJkUn9P4yXl5eph0NEREQWIjIyUgVo9HMJMj+c5xEREVF+zvNsLoimT+2XiRUnV0RERJRbXCZovjjPIyIiovyc57GgBxERERERERERUQ4YRCMiIiIiIiIiIsoBg2hEREREREREREQ5sLmaaERERMZuh52UlITk5GRTD4UekYODAxwdHVnzzMrxM2uZ+PkkIiJzwCAaERFRHiUkJCAkJASxsbGmHgoZibu7O0qVKgVnZ2dTD4XyAT+zlo2fTyIiMjUG0YiIiPIgJSUFly5dUtkRpUuXVj/qmCFh2dlJEmC5efOmel+rVKkCe3tWvbAm/MxaLn4+iYjIXDCIRkRElAfyg05+lPv5+ansCLJ8bm5ucHJywpUrV9T76+rqauohkRHxM2vZ+PkkIiJzwEM4REREj4DZENaF76f143tsufjeERGRqfGbiIiIiIiIiIiIKAdczmlEySk67Lt0B2FRcSjh6Yom/j5wsGetDSIiIiIiIiIiS4+1MIhmJOtPhODTvwIREhGXelspb1eM6x6AzrVKmXRsRERkvsxpUpBXFSpUwMiRI9WJyBbwc0tERGSbsRYu5zTSm/ravEPp3lQRGhGnbpf7iYiIMpLvh1YTN6Pf9D0YsfCIOpfr+fW9IZ0Iszt98sknedrv/v378corrzzS2Nq2bcsf82QR+Ll92IIFC1TX0zfeeMMo+yMiIjLXWAuDaEY4EilRUV0m9+lvk/tlOyIiIlNOCkJCQlJPkyZNgpeXV7rb3nnnndRtdTodkpKSDNpv8eLF2e2QbAI/t5mbMWMG3nvvPRVMi4tL/29DRERkTbEWBtEekaTyZ5xIpSVvp9wv2xERkfWSH6+xCUkGnaLiEjFu9clsJwWfrA5U2xmyP3luQ/j6+qaevL29VRaL/vrp06fh6emJdevWoWHDhnBxccGOHTtw4cIF9OjRAyVLlkShQoXQuHFjbNy48aFlYfLjXk/2+/vvv+Ppp59WP9KrVKmC1atXP9K/77Jly1CzZk01Lnm+7777Lt39v/zyi3oeV1dXNdZevXql3rd06VLUrl0bbm5uKFq0KDp06ICYmJhHGg9ZB35uH/1ze+nSJezatQtjxoxB1apVsXz58oe2mTlzZurnt1SpUhg+fHjqfeHh4Xj11VfVWOXzW6tWLaxZs8agfxsiIrJe+8w01sKaaI9IamEYczsiIrJM9xKTETD2H6PsSyYFoZFxqP3JvwZtH/hZJ7g7G+crXX4If/vtt6hYsSKKFCmCoKAgdOnSBV9++aX6ATx37lx0794dZ86cQbly5bLcz6effoqvv/4a33zzDaZMmYLnn38eV65cgY+PT67HdPDgQfTu3VstW+vTp4/6wf7666+rgNjgwYNx4MABvPXWW/jjjz/QokUL3LlzB9u3b1ePlUydfv36qbFIcCAqKkrdZ2gAg6wbP7eP/rmdNWsWunbtqgJ8AwYMUFlp/fv3T71/6tSpGDVqFCZMmIAnn3wSERER2Llzp7ovJSVF3Safy3nz5qFSpUoIDAxUS0OJiMh26XQ67Lt82yxjLQyiPSIpJmvM7YiIiEzps88+Q8eOHVOvy4/nunXrpl7//PPPsWLFCpWhkjabJCMJbknwSnz11VeYPHky9u3bh86dO+d6TN9//z3at2+Pjz/+WF2XbBf5oS0/9OV5rl69Cg8PD3Tr1k1l5ZQvXx7169dPDaLJ8rZnnnlG3S4kK43ImpjqcytBsNmzZ6uAm+jbty/+97//qew0f39/ddsXX3yhbhsxYkTq4yQzTkh2nOz/1KlT6nMtJBBIRES26WZUPFYcvobFB67hfFi0WcZaGER7RNKNSTpDSC2MrI5p+3q5qO2IiMh6uTk5qMwSQ0ja+eBZ+3PcbvaLjQ36/pDnNpZGjRqlux4dHa0ywP7+++/UgNS9e/dU4Co7derUSb0sAS6p4xQWFpanMckPbFmallbLli3VUrTk5GQVPJAAmfz4lh/7ctIvSZNAggTgJHDWqVMnPPHEE2qpp2TrEPFz+2if2w0bNqil0ZL1JooVK6Y+j7J8UwJ38tjr16+rz2Bmjhw5grJly6YG0IiIyPYkJafgvzM3sfhAEP47HYak+zXOXBztYG9nh3uJKZk+Tnpi+3prHbILEoNoj0jamUtrVSkmK29iZoE0LzcnJKWkwMGeqelERNZK6gkZujSrdZXi2R6A0U8KZDv5nilI8sM5LSlaLj+UZalY5cqVVV0xCUIlJCRkux8nJ6eH/n0kayU/SPbZoUOHsGXLFvz7778YO3asCiBI98HChQur8csSULlPMmY+/PBD7N27NzVThmwXP7eP9rmVpZuyfFr2ryfbHzt2TC0NTXt7ZnK6n4iILFNyik4dfJKllpIpJoGujN+Nkmm25EAQlh8OVhloevX8CqN3Iz90q1sKu87fUrEWkfa7V78nicUU9Hcug2hG0LlWKUwd0ACfrz4Ov+ijKIFwhKEwLrrVRmS8DmdvRGPUoqOY0q8+7Av4DSYiIss6AGPKSUFmpHaRLPGSzC59hsvly5cLdAw1atRIraGUdlySvaKvneTo6KgaBshp3LhxKni2efNmtYxTAgGSuSYnCbBJ1posbZM6TUSG4uc2vdu3b2PVqlVYuHChahqgJ9mhrVq1UkFryQqVBgabNm3C448/nmnm27Vr13D27FlmoxERWYn1J0JU18y0TQHkIJR8R7aqUhx/H7uORfuDcOhqeOr9RT2c8UyDMniukR+qlvR8KNaScX++9/cn9xc0BtGMpLP9fnRyHQ27hOupt+k8SuN0i4/w1OYi+Pt4CIp7uqg3WibzRERk28xxUpAZ6dAn3fakKLl8f0ldsvzKKLt586Za3pWWdPKTekpSQ0mWh0ljgd27d+Onn35SHTmFdPK7ePEi2rRpo5Zprl27Vo2xWrVqKuNMfsDLMs4SJUqo6/I8Epgjyi1+bh+QRh7S3EOafmSc28ryTslSkyCaZIUOGzZMff70TQQkyPfmm2/iscceU5/bZ599VtU+lKw56Tgq+8tL/UQiIjJ9AO21eYceytiW78xh8w7B2cEeCcna95EcdHq8WnEVOGtXvQScHOwz3ad8t3YM8M0xs62gMIhmDIGrgcUDYZfhfxW7yBDU2P4G/mw5Cb23FcfsXZdR0ssVr7WtZLKhEhGR+TC3SUFm5IftSy+9pLpeSr2j0aNHIzIyMl+ea/78+eqUlgTOPvroIyxevFhlkcl1CaxJIXXJtBGSdSYBA/mxHhcXpwIICxYsUNkxUk9t27Ztqn6ajFuy0L777jv1Y54oL/i51UjdM8l0y+zgsATFXnjhBdy6dQuDBg1Sn8sffvhBLTOV8cjSUr1ly5ap26WhgdRXk0CadPIkIiLLW8L56V+BWdaKFxJA8y/mjj6Ny+GZ+mVQwsuwpgDyHdu8UlGYAzudjfV4lwmEtOCW9tpSLPWRpSQDk2oBkQ8y0NKzA7xKY0ajVfh87Vl1y7fP1UWvhmUf/bmJiMhk5EehvgOdqys7MNvC+2r0OQQZXXbvET+zlo/vIRGR+dp94Tb6Td+T43YLhjZF80rFYG4Mnedlni9HhruyK5sAmtABkcEY4heKV9poLbtHLzuG/87krUMZEREREREREZE5CYuKM3C7B00ELBGDaI8q+obB243pXB0965VWaY6vzzuEI0EPCukREREREREREVmiEp6uRt3OXDGI9qgKlTRsu9DjsNcl4eteddG6SjHcS0zGS7P349KtmPweIRERERERERFRvmni76Ma7WTF7n6XTtnOkjGI9qjKt1A1zx40N8/CzknA5PpwPjQDU/sEoHYZb9yJScDAmXsNTnskIiIiIiIiIjI3DvZ2qllAZvTREulkbU6NePKCQbRHZe8AdJ54/0rG/xnkuh1Qpw/gUQKICALWvoNCU+tjQcBu1PABgu7cw4uz9iMqLtEEgyciIiIiIiIiejRJySnYEKiVu/Jwdkh3n2SoTR3QQHW4tnSOph6AVQh4Cug9F1g/On2TAclQ6zxBuz/xHnB4HrDzRxVMK7T9C6xx8cYstw74+XpHDJt3EDMHN4aLY/r/2YiIiIiIiIiIzNnSg9dwLiwahd2dsPl/bXEmNEqtupMaaLKE09Iz0PQYRDMWCZRV76p165RmA1IrTZZ6SqaacHIDmgwFGg4Gji8Btn8Ph9vn8DKWob/LGsy/3A6fz38Jnw3oCHv9/1wpyVnvj4iIiIiIiIjIxGITkvD9hrPq8pvtqsDHwxnNKxWFNWIQzZgkwOXfOvttHJyAev21JZ6n1wDbvoV76DG87LgO8Rc24PAvXdGg3zjY3TiZRWbbRC1gR0RERERERERkYjO2X0JYVDz8fNwwoFk5WDPWRDNlwC2gB/DqNuD5ZbhVtCFc7JLQ8NYq6KY0BBa/kD6AJiJDgMUDgcDVpho1EREREREREZFyKzoe07ZeUJff7VTd6ktUMYhmanZ2QJUOKPbmZqxu8Dv+S64De+iy2Pj+7evHaEs9iYjI8snf80vbgeNLtXML+Pvetm1bjBw50tTDIDIdfm6JiIiUyZvOISYhGXXKeqNbbctvHJATBtHMSPfuvRBU49UcttIBkcFarTQiIrJsklk8qRYwpxuwbIh2LtfzKeO4e/fu6Ny5c6b3bd++HXZ2djh27NgjP8/s2bNRuHDhR94PkVmy0s+t3r179+Dj44NixYohPj7eaPslIiLrc+lWDObvvaouj3my+oP67laMQTQzIpOgAbVcDNtYmg0QEZHlkh/cskS/AJfuDxkyBBs2bMC1a9ceum/WrFlo1KgR6tSpY/TnJbIaNvC5XbZsGWrWrInq1atj5cqVRtsvERFZn2/+OY2kFB3aVS+BFpWKwRYwiGZmdNKF0wDJHiXyfSxERJQLOh2QEGPYKS4SWPfeg2X66XeknUlzGdnOkP3JcxugW7duKF68uMoUSys6OhpLlixRP9Zv376Nfv36oUyZMnB3d0ft2rWxYMECGNPVq1fRo0cPFCpUCF5eXujduzdu3HhwcOjo0aN4/PHH4enpqe5v2LAhDhw4oO67cuWKyswpUqQIPDw81I/9tWvXGnV8ZEP4uX3IjBkzMGDAAHWSyxmdPHlSjUk+m/IZbd26NS5c0GrhiJkzZ6rPpYuLC0qVKoXhw4fnaRxERGTeDl29i7XHQyHJZ6M7V4etYHdOM7MvuTrK63zgizvqf8aMZL51C144n1wdzU0xQCIiylxiLPBVaSPtTJbuXwcm+Bm2+QfXAWePHDdzdHTEwIED1Y/xDz/8UGVAC/khnpycrH6Eyw9zCVqNHj1a/Uj++++/8cILL6BSpUpo0qTJo74wpKSkpAbQtm7diqSkJLzxxhvo06cPtmzZorZ5/vnnUb9+fUydOhUODg44cuQInJyc1H2ybUJCArZt26aCaIGBgWpfRHnCz206EgzbvXs3li9fDp1Oh7ffflsFrsuXL6/uDw4ORps2bVR9tc2bN6vn2rlzp/ocC/nMjho1ChMmTMCTTz6JiIgIdT8REVkXnU6H8WtPqcu9GpZFNV9P2AoG0cxMWEwiZicOxFSnSUjRIV0gTQJoMm9y1SUg5sY5oAqz0YiIKHdeeuklfPPNNyqAJT+E9UvCnn32WXh7e6vTO++8k7r9m2++iX/++QeLFy82ShBt06ZNOH78OC5dugQ/Py3YMHfuXJW5sn//fjRu3Fhlqr377rtqOZmoUqVK6uPlPhmrZNqIihUrPvKYiMxdQX1uJYtMgl+S6Sk6deqknueTTz5R13/++Wf1XAsXLkwNbFetWjX18V988QX+97//YcSIEam3yWeaiIisy4bAG9h/+S5cnezxdscH3wO2gEE0M1PC0xX/pDTBa4kjMc5pLkrjTup9ofBBfIoTKtjfQKvdrwB1NwGeviYdLxER3efkrmWWGEKaw/zZK+ftnl8KlG9h2HMbSAJTLVq0UD+W5cf4+fPnVXHyzz77TN0vmS1fffWV+vEtWSeS9SXFxWWJmDGcOnVKBc/0ATQREBCgGhHIffKDWzJZXn75Zfzxxx/o0KEDnnvuOZVRI9566y289tpr+Pfff9V9EkRgHTfKM35uU8k+5syZgx9//DH1NlnSKcG5sWPHwt7eXmWFyvJNfQAtrbCwMFy/fh3t27c3+DmJiMjyJCWnYML60+rykFb+KOXtBlvCmmhmpom/D0p5u+LflCZoFT8ZfRM+wlsJw9V5y/jJeDbhEwTBF64x14B5vYC4CFMPmYiIhKQKy9IsQ06V2gFesoQsqw5GdoBXGW07Q/Z3f3mXoaSGkhQPj4qKUlkmEqB67LHH1H2S7SI/omVZ2H///ad+NEs2ivwoLyiS9SJ1l7p27aqWjEmQbcWKFeo+Ca5dvHhRLVWTjDYpqj5lypQCGxtZGX5uU0nmmgTgZGm1LCGVU9++fdVyTskgFW5uWf9Qyu4+IiIyruQUHXZfuI1VR4LVuVwvKIsOBOHizRj4eDjj1ce0g5y2hEE0M+Ngb4dx3QPUZR3ssSclAKtTWqjzFNjjNrzxKj5Aklsx4MZxYNEAIIntx4mILIq9A9B54v0rGX9I37/eeYK2XT6QQv6SVTJ//ny1lFKWiunrLEn9IqlZJhkodevWVcslz549a7TnrlGjBoKCgtRJT+qahYeHq2CZniwRk3pMknH2zDPPqKCBnmSxDRs2TNVtkqVj06dPN9r4iGz1cytNBCRoJgG4tCe5Td9gQLI+JQMuMTHxocdLk4EKFSqkBtyIiCh/rD8RglYTN6Pf9D0YsfCIOpfrcnt+i4lPwg8bzqnLb7WrDC/XhzOTrR2DaGaoc61SmDqgAXy9XdPdXtLLBWUKuyIwrhgGxb+HZCcP4NI2YMWrUqnZZOMlIqI8CHgK6D0X8CqV/nbJdJHb5f58IoX4Jdvk/fffR0hICAYPHpx6n9Qf27BhA3bt2qWWV7766qvpOmfmZmlYxh/jsj9Zgin1zKR5wKFDh7Bv3z5VNF0yaiSr7N69e6qbnzQZkAwYCQ5IrTQJvomRI0eqjBmpqSaPl6wb/X1E+c5KP7c3b97EX3/9hUGDBqFWrVrpTvL5XLlyJe7cuaM+m5GRkSqwJh1zz507p5ZdnzlzJjWL9LvvvsPkyZPVffIZZaYoEZHxSKDstXmHEBIRl+720Ig4dXt+B9Kmb7+IW9HxKF/UHf2bak1nbA1roplxIK1jgC/2XbqDsKg4VStNlnpG3kvECzP3YmdwWbzmOgrT7CfA/uQKoFBJ7ehnLpcGEBGRCckP7updtVpL0Te0v+VSSymfMlkyLg2T7JIuXbqgdOkH3Qk/+ugjtVxSloJJPaVXXnkFPXv2VF32ckO6BUqHzbRk+ZnUclq1apUqfC5d/iSzpnPnzqk/tKUb5+3bt9UPdwkCFCtWTGWiffrpp6nBOenQee3aNdUZUB77ww8/GOXfhMhWP7eS2SbdbjOrZya3yVLNefPmqZqEssRaGn9I4Fs+r/Xq1UPLli3VthKEi4uLU59JqaUmn99evQyoI0dERDmSJZuf/hUovaAfIrdJJEDulziCrHAzNolL/Lbtorr8XqfqcHa0zZwsO530JrUhcvRMugrJpEIm35Yo4l4iBs/ah8NXw9HbZQ++tpus3dHhE6DV26YeHhGRTZAfipIN5e/vD1fX9JnDZJ3vqzXMIaxddu8RP7OWj+8hEdkyqX0mSzdzsmBoMzSvVNToz//hiuP4c+9V1PUrjJWvt0gtKWAtDJ3n2Wbo0MJ5uznhjyFNVWba4vhmmJAyULtj4yfAkfmmHh4RERERERERGTkTzJjb5caFm9FYuF+rZ/vBk9WtLoCWGwyiWahCLo6Y82ITtK5SDNMSOmNGSjftjlXDgXMbTD08IiIiIiIiIjISKfFkzO1y4+v1p9Vy0g41SqJpReNnuVkSBtEsmJuzA6YPbIT21Uvgi4S+WJXSCtAlA4sHAtcOmnp4RERERERERGQEshKteCHnbLdxd3ZAPb/CRn3eA5fv4J+TNyBl1sY8WQ22jkE0C+fq5ICpAxqic63SeCfhFWxPqQMkxgLznwNunTf18IiIiIiIiIjoEUkmmJtz9r0hYxOSVd204PB7RnlOKaH/1dpT6nKfxuVQuYQnbB2DaFZAumJM6VcfXeqVw7CEETie4g/E3gbmPQ1EGd7enIiIcs/G+vNYPb6f1o/vseXie0dEtmzSxrO4eidWZZuV8HRJd18pb1e89lgleLk64khQOLpO3o4tZ8Ie+Tn/ORmKQ1fD4ebkgLc7VHnk/VmD7MOYZDEcHezxfe96eN/RHoMPvIdlLp+gQvhV4M9ngcFrAVd2ESMiMiYnJyd1HhsbCzc3N1MPh4xE3s+07y9ZD35mLR8/n0Rky505p269oC5/91xdPFHTF/su3VFNBKQGmiz1dLC3Q78m5fD6/IM4ERyJF2fvx5vtqmBE+yrqvtxKTE7BxPVn1OWhbSqihBe7Ips8iDZ+/HgsX74cp0+fVpOZFi1aYOLEiahWLet1ttOnT8fcuXNx4sQJdb1hw4b46quv0KRJE9g6+WBMeKYOxjk6YODeMVjmPA7FQ48Di54Hnl8KOKaPVhMRUd45ODigcOHCCAvTjvK5u7vbdKcia8hwkR/o8n7K+yrvL1kXfmYtFz+fRGTLImITMWrxEUgybp9Gfniydil1e/NKDxf4L1fUHUuHtcBnawIxf+9VTN50Doeu3MWPfeuhaKHcxQMW7ruKS7diUKyQM15pU9For8fSmTSItnXrVrzxxhto3LgxkpKS8MEHH+CJJ55AYGAgPDw8Mn3Mli1b0K9fPxVwc3V1VUE3eczJkydRpkwZ2Dp7ezt81qMmvnKyx+Ado7HI+XMUurQNWDEMePo3IGgPEH0DKFQSKN8CsOckhIgor3x9fdW5/kc5WT75ga5/X8n68DNr2fj5JCJbPIjwwYrjCImIQ4Wi7hjbPcCguulfPV0bjcoXwYcrTmDH+VvoOnkHfupfH40q+Bj0vNHxSZi08Zy6LJlshVy4iFHPTmdGxQVu3ryJEiVKqOBamzZtDHpMcnIyihQpgp9++gkDBw7McfvIyEh4e3sjIiICXl7Wu8RR3tbvN5zF4S0rMNPpazjbJUPn7AG7hJgH23iVhl3niUDAUyYdKxGRpZPvosTERFMPgx6RLBHLLsPFVuYQlszQ94ifWev7fBIRWaMlB4Lw7tJjcLS3w7LXWqBuLjtvngmNwmt/HsTFmzFqH2OerI4hrfxzzMT+/t8zmLz5PPyLeeDft9vAycH6y+lHGjiHMKtwogxW+PgYFh0Vktotk6CsHhMfH69Oaf9hbIF8KP73RDX85Pgs5m46gped1qULoAld5HVg8UDY9Z7LQBoR0SOQH3b8cUdkOfiZJSIic3f5Vgw+WX1SXX67Y9VcB9BENV9PrB7eCmOWHcOaYyH44u9TOHD5Lr5+rg68XDOvL3kjMg7Tt19Sl0d3rmYTAbTcMJt/jZSUFIwcORItW7ZErVq1DH7c6NGjUbp0aXTo0CHLumsSTdSf/Pz8YEuGt62IXm4H1PrpzN58yVi799e7QEqyKYZHRERERERERBmK+o9cdAQxCcmqacCwxyrleV+yFHNKv/r49KmacHKww/qToXhqyg4EXo/MsgvovcRkNChXGJ1qcgm92QbRpDaaNAtYuHChwY+ZMGGC2n7FihWqPlpm3n//fZXhpj8FBQXBliRf3onCSTeRVbamNOlwuxeqtiMiIiIiIiIi05KGAEeCwuHp6ogf+tTLU3fNjCvVBrWogMWvNkdpb1dcvh2Lp3/ZicUHtPhIcopOdQD9desFLNyn3fZBlxpswGOuyzmHDx+ONWvWYNu2bShbtqxBj/n2229VEG3jxo2oU6dOltu5uLiok626cPECqhqw3fXD/8CvQks2GiAiIiIiIiIykX2X7uDn/86ry9IgoExhN6Ptu365Ivj7rdYqy23r2Zt4b+kxrDwcjIs3oxEa+aAMloujPW5FP7hOZpKJJksJJYAmmWSbN2+Gv7+/QY/7+uuv8fnnn2P9+vVo1KhRvo/TkoXpDFs37Xf8J+D7GsDad4Eru2R9bb6PjYiIiIiIiIg0EfcS8faiI0jRAc82KIvudUsb/TmKeDhj1uDG+F9HLd1m14Xb6QJoIj4pBa/NO4T1J0KM/vyWzt7USzjnzZuH+fPnw9PTE6Ghoep079691G2k46YsydSbOHEiPv74Y8ycORMVKlRIfUx0dLSJXoV5c6jQEtd1PupDmBm5PUbngkRHTyD6BrDvN2DWk8APAcC60cDVPVkH1KSO2qXtwPGl2jnrqhERERERERHlKcno45UnEBx+D+V83PHJUwH59lz29nZ4/fHK8PFwzna7T/8KVEs9yUyCaFOnTlV1ytq2bYtSpUqlnhYtWpS6zdWrVxESEpLuMQkJCejVq1e6x8jyTnpYk0rFMdnpZXU54//7+uujEl9DD7fZuNZlLlDvecDFG4gKAfZOA2Z2An6oCax/Hwja9yCgFrgamFQLmNMNWDZEO5frcnteMShHRERERERENmjlkWCsPnpd1T+b1LcePLPonmnMZaN3YhKyvF/CBSERcWo7MpOaaBJpzcmWLVvSXb98+XI+jsj6yAewbc+X8Pr8BIx1movSePABCEVRfJr4AnY5t0DUzXi0W+2MD7u8h4Fdv4fdxS3AyRXAmbVA1HVgzy/ayass4FsbOLvu4SeLDAEWDwR6zwUCnsrdQCX4tn40EHn9wW1epYHOE3O/LyIiIiIiIiILEXQnFh+vPKkuj2hfBQ3KFcn35wyLijPqdrbCLBoLUP7qXKsU0H8YnlvdEn7RR1EC4QhDYQQVqouPn6uNL8r74N2lR7HlzE2MW31SFRj8utfjKFatM5AYB1zY/CCgFnlNO2VKgqJ2wPoxQPWuhjcpkACaBN/U440UlCMiIiIiIiIyc0nJKRix8DCi45PQqHwRvN62UoE8bwlPV6NuZyvsdIakg1mRyMhIeHt7q2WkXl5esCWylllSMSWSLB+EJv4+qa1y5X+DObsu46t1p5GQlIJihVzw7XN10LZaiQc7SLwH7JoC/Pdlzk8mWWSFfAFX7yxOhbVz50LAkkFATFgWO7LT9jXyODuHEhGRSdnyHMJS8D0iIiJLM2njWUzaeA6eLo5YO6I1/HzcCyw+0GriZoRGxGVMZ1EkUuDr7Yodo9ulxg2smaFzCGai2RD5H795paKZ3mdnZ4fBLf3RrFJRvLXgMM7eiMbgWfvxUkt/jH6yGlwcHQAnN8CnomFPJssy0y7NzDMdEBmsdQz1b22E/RERERERERGZ3sErdzB50zl1+fOetQosgKaPD4zrHqC6cEqILG0gTR8yk/ttIYCWGwyiUTrVfb2wengrjF97CnN2X8HMnZew++JtTO5bD1VKegKFShq2I6llVqQ8EBeR4RR+/zxSO5cAWczNnPcnnUOJiIiIiIiIrEBUXCJGLjqiGv71rFcaPeuXMUnpp6kDGqgunNJEQE8y0CSApkpDUToMotFDXJ0c8GmPWmhTtTjeXXoMp0Ii0W3KDnzULQADGjeHnSyvlHplWSV9yv1Nhhq2/FK6cEpnzxwH5Z2n10JERERERERkbsatOomgO/dQprAbPutZy2TjkEBZxwDfLEs/UXr2Ga4TpWpfoyTWj2iN1lWKIT4pBR+vPIGh844g6nGtJpouNckT6a93nmB4/bLyLbSgW4Z9PWTN28D5TXl7IURERERERERmYtWRYCw/HAyJU/3Ytx68XJ3MovRTj3pl1DkDaFljEI2yVcLLFXNebIKPutaAs4M9Np66gfZrvfBX9QkIg0+6bW/AB4eb/5i7TpoSbJOln0rGD+r9625FgYggYN4zwPJXgJhbj/iqiIiIiIiIiFBgRfx3X7itgmerjwbjwxXH1e3D21VBowrpf1eTeWN3TjLYyesRqunAhZsx6ro9UtDE/jRKIBxhKIz9KdWRAnu1pjrXa6cDVwPrR6dvRuBVRstqq/Q4sPkLYO+v2hJSNx+g83igTh/piGDkV0lERJQ5ziHMH98jIiIyN+tPhDxUc0z4F3PHhrcfg6MDc5ssaQ7BIBrlSnRcEpp8tRGxCcmZ3v9IbXBTkrUunNJEQBoYyFLPtMtCrx0AVr8FhJ3UrldqB3T7AShS4VFeEhERkUE4hzB/fI+IiMjcAmjS/TKroMu0vCSgkEnnEAx5Uq4cD47IMoAm5I+DRNilKGGuScDMvzVQu5d2nrGuWtlGwKtbgXYfAw4uwIXNwM/NgJ2TgeSkPLwaIiIiIiIiovxZwikZaFkF0CTlRO6X7chyMIhGuSLdOoy5Xa45OAFt3gFe2wVUaA0k3QM2fAz83g4IOZo/z0lERER59vPPP6NChQpwdXVF06ZNsW/fviy3nT17Nuzs7NKd5HFERESWRhJLMi7hNFoCCpkMg2iUK9Lu1hC3ouLzdyDFKgOD/gKemgK4emsBtN8eB/79GEiIfbA89NJ24PhS7VyuExERUYFZtGgRRo0ahXHjxuHQoUOoW7cuOnXqhLCwsCwfI0soQkJCUk9Xrlwp0DETERFZRQIK5QvH/NktWasm/j4o5e2K0Ii4LNNSxed/n8Lui3cw5snqqFyiUP4MRpoKNBgIVOkErHsPCFwJ7JoMnFqtNR04/EeGRgWltU6guekeSkRERHn2/fffY+jQoXjxxRfV9WnTpuHvv//GzJkzMWbMmEwfI9lnvr6+Bu0/Pj5endLWMyEiIrKkBBRDtyPzwEw0yhVpFjCue4C6nLFtgP76Y1WLq+02nrqBTpO24eOVJ3ArOh8z0zxLAr3nAP0Wah09714Gtk5MH0ATkSHA4oFaJ1AiIiLKVwkJCTh48CA6dOiQepu9vb26vnv37iwfFx0djfLly8PPzw89evTAyZP3GwplYvz48aoIsP4kjyEiIjKXBJTihZyzvF9+P0uCimxHloNBNMo16R4ydUAD1YUzLbku3UXmvNQE/4xsgw41SqoiiX/suYK232zBz/+dR1xiPi6prPYkMGwn4OyRxQb3c+fWj8n70k4uESUiIjLIrVu3kJycjJIlS6a7Xa6HhoZm+phq1aqpLLVVq1Zh3rx5SElJQYsWLXDt2rVMt3///fdVFy39KSgoKF9eCxERUW4lJqfA2TFDs7wMCSiSoCIJKGQ5uJyT8hxI6xjgq4ogyhpuSUGVCLr+D4As4fx9UCPsvnAbX64NxIngSHzzzxn8uecK3u1cDT3qloF9fvyxuHECSIjJZgMdEBmsLf+s8gTgUwkoUl5rWJATyWBbP5pLRImIiPJJ8+bN1UlPAmg1atTAr7/+is8///yh7V1cXNSJiIjI3IxfewrB4fdQyMUR7s4OCEtTN1wSUCSAJr+rybIwiEZ5JgGz5pWKZruN3L/6jVZYdTQY36w/g+sRcXh70VHM2HEJH3YJSPd4yVrLKihnsOgbhm23/3ftJOwctECaBNSKVgaKVgJ8KmqXvcsC9g5aAE2WgmasBKdfItp7LgNpREREaRQrVgwODg64cSP9d7NcN7TmmZOTE+rXr4/z58/n0yiJiIiM75+ToZizW2uMM6VffbSpWvzRf+uSWWAQjfKdZJw9Xb8snqxVCjN3XsIv/11QmWn9pu9BhxolMObJGjgfFoVP/wpM1wK4VF6i84XSLxnJUvmWQFwEcOcikBirncvp/Ib02zk4A0X8gXD5A5hZKwW5zU5bIlq9qxZwIyIiIjg7O6Nhw4bYtGkTevbsqW6T5Zlyffjw4QbtQ5aDHj9+HF26dMnn0RIRERmHZJ+9t/SYujy0tT8er15CXc4pAYUsA4NoVGBcnRzwetvK6NPIDz9uOoc/917FxlNh2Hw6DCmZxKekA+hr8w6p+msGB9LKt9CWWEqGWKZBLzvt/kF/aQEvnQ6ICgFunwduXwDuXNDO5XT3EpCcANw6k8OT3l8iemUX4N/asHESERHZgFGjRmHQoEFo1KgRmjRpgkmTJiEmJia1W+fAgQNRpkwZ1SBAfPbZZ2jWrBkqV66M8PBwfPPNN7hy5QpefvllE78SIiKinCUlp2DEgsOIuJeIumW98W6n6qYeEhkZg2hU4IoWcsFnPWphUIsKap24BNKQdY6XylCT+msGpbtKYExqlKmll3YZAmn3H995woOMMbv7QTU5+bdJvy9pGhARBByYDez8wXhLSYmIiGxEnz59cPPmTYwdO1Y1E6hXrx7Wr1+f2mzg6tWrqmOn3t27dzF06FC1bZEiRVQm265duxAQoHUGJyIiMmeSLHLgyl14ujhiSr8GcHZkL0drY6fTSSqO7YiMjFQt0KWDk5eXl6mHY/Ok8YAs68zJgqHNcpf+mmkTgDJaAC23tcukC+ecbjlvN2gNM9GIiKwY5xDmj+8RERGZyq7zt/D8jL1qsZPUQetet7Sph0T5MIdgJhqZlBRWNOZ2qSRQJjXKZImlZIhJrTRZ6pmXmmU5LhEVdkBYoFZrLc0RdSIiIiIiIrJut6LjMWLRERVA69vYjwE0K8Zf+2RS0pnEEJIOm2sSMJPMsNq9tPO8Fv3XLxFVMi4p1V/XAeveA/7oAdzVurAQERERERGRdUtJ0eGdJUdxMyoelUsUwrjuNU09JMpHDKKRSUlrX+nCmVO1s3eXHsPyQ9dgstXHktnWey7glaHBgWSoPTcXePIbwMkduLQNmNoCODBLa1pAREREREREVmvGjkvYcuYmXBzt8VP/+nBzzmPyBlkE1kQjk1t/IkR14UQmbQDkeglPF4RFxavbGlcogk+fqoWA0iZ676TZQFZLRKWj58rXgaD7Nd4qtQOemgJ4lzXNWImIyKg4hzB/fI+IiKggHQ0Kx7NTdyEpRYcvn66F55uWN/WQKJ/nEMxEI5PrXKsUpg5oAF/v9Es75fq0AQ2wffTjeK9zNbg5OWD/5bvoNmU7xq06odoGF7jslogWrQS8uBbo9BXg6Apc2Az80hw4/GfBZaVJkE8aIRxfqp3LdXPaHxERERERkRWIjEvEmwsOqwBal9q+6N+knKmHRAWAmWhkNpJTdNh36Y5qIiC10mSpp4P9g4We18Pv4cu1p/D3MSnwDxT1cMboztXRq2FZ2KfZzizcOgesfA24tl+7XrUz0G3Sw8tBjSnTjqSltXpuue1Imh/7IyKycJxDmD++R0REVBAkjCIBtDXHQlCmsBvWjmgNbzcnUw+LCmAOwSAaWZyd529h3OqTOB8Wra7X8yuMz3vUQu2y3jArkrW1awrw35dAcgLgWhjo8g1Q+znAzi7n5aG5DXgtHphJ99D7zyP13HIT+DL2/oiIrADnEOaP7xERERWERfuvYvSy4yrpY8mw5mhQroiph0SPiEG0LHByZR0Sk1Mwe+dlTNp4FjEJySom1a9JObz7RDUU8XA2KLOtwISdAlYMA0KOaNerdwO6/QBc3WOcTC8JxE2qlX4/6dhp+x15XAvQJScBiTFA4j0gQc5jgYRY7VxO8dFap9G4cMP2R0RkIziHMH98j4iIKL+duxGF7j/tQFxiiloZ9VrbSqYeEhkBg2hZ4OTKutyIjMP4taew8ogWQCrs7oR3O1VDETdnfP53IEIi4lK3lS6g47oHqBpsBS45EdgxCdg6EUhJBJwLAQlaJl2eMr0kEBYTpmWwnd8MbP4s5zE4eWjPLVlxxjBojVYXjojIRnAOYf74HhERUX6KS0xGj5924syNKLSuUgxzXmxifqWFKE8YRMsCJ1fWae/F22qJ5+nQqCy30f9pkyYGJgmkidDjwPJhQNiJbDayAzyKAU9OBKJvAtGhQHQYECXnN7RTzK1Mllrmkp29FlhzcgOc3bXLch4fBdw8nfPjn52hNVggIrIRnEOYP75HRESUnz5ccRx/7r2KYoVcsG5EaxT3dDH1kKiA5xCOxnpCIlNqWrEo1rzZCnN2X8YXa05lGl7S3Q+kffpXIDoG+JpmaadvbeCJL4B5PbPZSAfE3ASWvpRzEMyjBODsAdy5kPNz95wGVGilbe/kDji6PKjNlpZ04ZzTLef9SQ03IiIiIiIiG7D2eIgKoMlPqEl96jGAZqMYRCOr4ehgj4BS3tnmZ8l9ssRTaqU1r1QUJnHvtmHbFa0ClAwACvkCniW1oJVcLlQC8PQF3ItqNclSa6JJ11Jd1jXM6vQ2rIaZNDeQ7bPcHwC3Itp2REREREREVi7oTixGLzumLr/2WCW0qlLM1EMiE2EQjayKNBEw5nb5wtAMLmk+YEjNMQmMSTMC1U3TLkPg636mWecJhjcByHZ/9927C+z7DWj2mmH7JCIiIiIistCmdm8tPIyouCQ0KFcYb3esauohkQnZm/LJiYxNunAaQtawm4w+0yu1SltmmWNlcpfpJU0IpBmBV4Zab/I8OTUpyNX+ygBVO2mX148BNn0O2FZZRSIiIiIisnLJKTrsvnAbq44E43+Lj+Lw1XB4uTrix7714eTAMIotYyYaWZUm/j6qC2doRFy2yzq/+ec0SnjWRZWSnihwxs4cSxv4qt4VuLJLaz4gGW8SiMvtfnLan9Ri2/4dsPlzYPu3QOxtoOt3eX8eIiIiIiIiM7H+RIiqoy1lgNLq29gPfj7uJhsXmQeGUMmqSLOAcd0D1OWMeV76666O9jgSFIGuk3dg8qZzKj23wBk7c0xPAlmyBFS6Zsr5owa2MtufVNJs84623FT+VQ/OApa+CCTFP9pzERERERERmTiA9tq8Qw8F0MT07ZfU/WTb7HQ621qLxdbntnv0QDLUJMBW168wPlpxAptOh6nbq/t64ptedVG7rHfBD1SaAhgrc8wUTq4Elg8FkhMA/8eAvn8CLibI7iMiKgCcQ5g/vkdERPQoSzhbTdycaQBNn5Th6+2KHaPbqeQNss05BINoZNV/BKULpzQRkFppstRT/8dO/rdfffQ6Pll9EndjE9XtQ1tXxMgOVeDqZEFBLHNwcQuw8HkgIRooXR94fingwW41RGR9OIcwf3yPiIgor6QGWr/pe3LcbsHQZmheqWiBjInMbw7B5ZxktSQwJn/cetQro87THi2ws7NTt28Y9Ri61SmlAm7Ttl5Alx+3Y//lOyYdt8Wp2BYYtBpwLwpcPwzM7AyEB5l6VNZJMhcvbQeOL9XO5ToRERERET0ySb4w5nZknRhEI5smXTp/6t8Av73QECU8XXDxVgx6/7ob41adQHR8kqmHZznKNAReXA94lQVunwNmPAGEnTb1qKxL4GpgUi1gTjdg2RDtXK7L7URERERE9EguhEUbtJ2sciLbxSAaEYAnavqqrLQ+jfwgC5zn7L6CTj9sw7azN7NsdSzncp3uK14VGPIPUKwaEHUdmNUZuHbA1KOyDhIok26ukdfT3x4Zot3OQBoRERERUZ7Ib7qv15/G5M3ns93O7n6dbSkTRLaLNdGIMthx7hbGLD+Ga3fvqeu9GpbFx10DsPvirSybFXSulaHLpi2LvQP82QsIPgg4eQB9/gAqtzf1qCyXLNmUjLOMAbRUdlpX15HHLaspBZEF4hzC/PE9IiKi3Ii4l4iRCw/jvzNa8kTHgJLYGHhDXU4bKNEXBpo6oAF/+1kpNhbIAidXZIiY+CR8++8ZzN51WWWmebk6IjLu4eWdj/rHNLvmBxYtPhpYNAC4+B9g7wQ88ytQ61njdyO19O6mhpDaZ7J0MyeD1gD+rQtiREQ2i3MI88f3iIiIDHU+LAqvzD2oSvq4ONrj6151VN3s9SdCmDxhgyINnEM4FuioiCyEh4sjxnWvqZoOvLPkKC7dis10O4lAS8hL/sh2DPDNVQDMqv84uxQC+i8CVrwKnFwBLB0CXNwKnN+QPqNKMqg6TwQCnsr9c8gSxvWjjbc/c3X7gmHbSSCRiIiIiIhyJNlmIxcdUXWwS3u74reBjVCrjLe6T36LyW87q0x2oEfGmmhE2WhY3gefPFUz220kkCaBsPl7ryA4/B4SklIMCqC9Nu9QugCaCI2IU7fL/RbP0QV4dgbQaIj2r3RojvFqetlCjbDgQ8DK14G17xi2vWTiERERERFRlmQh3pRN5zD0jwMqgCbBsdVvtkoNoOlJwKx5paIqM03OGUAjPWaiEeUgPDbRoO0+XnVSnYSPh7Pq9lnCy1U793RByfuXixZyVtvpjJzZZpZkaeWTXwPHFgMJUVm/4nXvah0+HZwAO4nt2wF2+pN9mtvs5ZsPWDc6Q5WCDPtbPwao3tXylnYmxgEnlwP7f9dqyunJktiUbP4/tHMA4iILZIhERERERJZaskdWGa07Eaquv9CsPMZ2D4CTA3OLyHAMohEZqYVxMQ9nRMQlIjFZhzsxCep0OjSzwBEMymyT9GE56mHxru7OIoCmpwOiQoEfAoz0hDogMlirlWYpNcLuXgb2zwAOzwPu3dFuc3AGaj4NNB6qdTtdPOj+xpkED3XJwKL+QNUngScnAEUqFOjwiYiIiIjM2dXbsXjljwPq95mTgx0+71ELfZuUM/WwyAIxiEaUA0nxlVplstQys9wnyRXz9XbFjtHt1OXwe4lq7fyNyHiERcYhLOrB+Y3IOFy+HYM7MTlnt8k+rILBtbrkX8+IfU7MoUZYdo0PUlKA8xuB/dOBcxsevHZvP6DRS0D9F4BCxR/sq/fcTGrAlQE6fArcOAHs/gk4u05r5tD6HaDlW9qSWiIiIiIiG7bj3C0MX3BIrTAq7umCaQMaqLI9RHnBIBpRDmRJpRT7l1plGcM8+sWWcr9+6aUs5ZRTdd/M97f7wm30m77HaBlwZs/QWl2D/tIyx2S5pjpJbbn75+p0//KVncD83jnv7+oeoGpnrcmBKWTV+KDdx0DMTeDATC0DTa9Se6Dxy0DVTpkvQ5VmCbJENdOg3HNA3X5a/bTL24H/vgCOLgC6fANUbl8wr5eIiIiIyMzqn83YcQlfrT2FFB1Q168wfh3QUCVAEOWVnU7+z7IhbH1OeWWsbprJKTq0mrg5y8w24e7sgN3vt4e3mxMsnmRjTaqlFf3PKpdPgksjjxtWwyzH/aXh6q1ldTV5FfAqwI6n+sYHhoxPMs5kjEUrPfrzyp/z40uBfz98kIkX0APoNB7wLvPo+yeycZxDmD++R0REtkl+Y6XtplmnrDc+XnkCyw8Hq/ufbVAWXz5dC65OFlYzmcxuDsEgGtEj/HHOa6tjfXdOkdUHsJyPO77vXReNKlhBqnFqUAmZ5/LJUkXJtDLW/hoOBi5tA+5ceFCYv05voPlwoKSxaq/lFOTL0Dk0LRlP12+B2r0BZ3fjj0GaDGwZD+z9VauX5uQBtB0NNHtda95gyHJTInoI5xDmj+8REZHtySzZQeqeSa1q+a32YZcaeLFlBdhJ0zKiLDCIlgVOrsjcM9v6Ni6HxQeCEBx+DxKfe/WxSni7Q1U4O1p415hMlzeWATpPyF0AzdD9Sc0xqRG2a4rW3ECvcgctmFaxrdb9M61HCSolxAIhR7ROpAdn5bz9oDX53/gg9Djw9ztA0P3lw8WrA12/Ayq0ynq5aeeJeXs/iGwA5xDmj+8REZFt0ScnZBXUGNm+CkZ2rFrAoyJLxCBaFji5IkvIbIuMS8SnqwOx7NA1tV2NUl6Y1Kceqvl6wqIZO/PJ0P0F7Qd2TwFO/XW/1hqAkrWBFm8CtZ7RsrNyE1SSP5t3LgLXDgDX9msnKe6fkmT42J+dAdTuhXwnwUSpj7ZhLBB7S7utXIv7gcWMf/7zmBlIZCM4hzB/fI+IiGxnhY++TE7apISMSt1vAJeX1UNkWyIZRMscJ1dkSdafCMUHK47jTkwCnB3s8W6nahjSyh/2/BLIGwl87ZkKHJ4HJMY+yF6r0Bo4tijroNLTvwKeJbVgmQTk5PzenYf3L4G8Iv4PMr9MnYmW1r27wKbPgQMzctgwlzXqiGwI5xDmj+8REZH11pqW0EVoZBzOhEbh3I1obD9/E9vO3j9InI0FQ5uheaWiRhs/WScG0bLAyRVZGjk68/6y49h0Okxdb+rvg+9610XZIvlQS8tWxN7Rgkl7fwNitH/XXHNwBkrVA8o2Bso20s69y2qZbsZspGBs+2cAf48yvyAfkQXgHML88T0iIrLM5Zf6FIGpAxqoQNqt6HicDY3CmRtROHsjGmfVeRSi4nKx8uO+H/vWQ496bLJFxplDOOawHyIyMUlv/n1QIyzaH4TP1gRi76U76DxpuzpS06thWRbIzAt3H6DNu0DzN4H/vgR2Tc75MR4ltKCSCpo1BnxrA44uD29n56AtAVWND+wyb3wgddtMleUlHUENoe/uSURERERkBLL8UjLQMjvMrL/trQWH4eFyHHdjEzPdh6O9HfyLeaBqSU+4OTlg6f3yNzn9niIyFgbRiCyABMr6Nimn0pD/t/goDly5i3eXHsPGUzfw1dO1UbSQi1G7h9oMJ1egVF3Dtu083vAaZlJPTOqKZVpjLY+NFIxFlpwaczsiIiIiIgPI75Ts6peJhGQdEmITVf+v8j7uKlgmdaGryHlJTxVA0zdck98+Oy/cQmhEXFbrP+Drrf0mIjIWBtGILEj5oh5Y9Gpz/LrtAn7YcBb/nLyBg1fuYuKzdZCYnJKn2gI2L7+CShIoq97VuI0UjEHGIMG8LJeb3s+miw7VGigw05GIiIiIjEAO9BtC6kC/1NIfbs7Zz5slWUB+68jy0CzWf6j7mVRAxqSFcInIYsiXwOttK2PlGy3V0Zhb0QkYMucAhs079NCRHTkqI18qUnuAcggqpX7VZlbDrIy2XW5JwEyWgEoGm5ybOoCmH5MsN1WyeM26ZGDZy8CsJ4HrhwtydERERERkpQxdVtmgXJEcA2h6kiwgddQk4ywtua6vr0ZkTGwsQGTB4hKT8c0/pzFjx+Ust9GnMbO1czYCV9+vYYbMj2HJ0kxTLsHMr9f80HLTMkDHz7Qupjt+uN/B1A6oPwBoPxYoVMKUIyYyOc4hzB/fIyIi8yXLL1tM2IQbkfFG/93Csjb0qNhYgMgGuDo5oEMN32yDaBISkgw1+VJha2cLrGGWX3JablrveWDjJ8DxxcDhP4CTK4HH3gWaDsu8oQIRERERUTYkqFWpeKFMg2iPuvxSHsPfOlQQGEQjspHaAqdDIvnFYok1zPKTfrlpZrzLAM9OB5oMBdaNBq4fAjaMBQ7MAjp9BVR7kvXSiIiIiMhguy7cwq4Lt9Xloh7OuB2TkHqfZKCxljNZAgbRiGyktsCnawKx5OA1dKrpi061Sqp6atL1Mzs2lxadXVDJVvk1AV7eBBxbqGWm3b0ELOwHVHxc61haosaDbVOSbSsISUREREQGl6H5YPlxdXlAs3L49KlatvU7g6yGSYNo48ePx/Lly3H69Gm4ubmhRYsWmDhxIqpVq5bt45YsWYKPP/4Yly9fRpUqVdRjunTpUmDjJjIn8oUjXTizau0snB3skZSSgsCQSHX6YeNZlC/qrgXUavqivl9h2Gf40pJmBOz2SYq9PVCvP1CjO7D9e2D3T8DF/4CpLYHGQ4C27wOXd2SxHHaidS6HJSIiIiKDTdl8Dpdvx6Kklwve61ydyy/JYpm0sUDnzp3Rt29fNG7cGElJSfjggw9w4sQJBAYGwsPDI9PH7Nq1C23atFEBuG7dumH+/PkqiHbo0CHUqlUrx+dkwVmyRhLwki6cyKK1s3SmaepfFBtP3cA/J0Ox7dwtJCSlpG5XwtMFHQNKqoBas4pFsfn0DbW/jH8c0u6PgTQbducSsOFj4NRf2nUn9/tNCDKy4sYMZJM4hzB/fI+IiMzPqZBIdJ+yA0kpOkwb0BCda/maekhEeZ5DmFV3zps3b6JEiRLYunWrCpRlpk+fPoiJicGaNWtSb2vWrBnq1auHadOm5fgcnFyRtcpN5lhMfBK2nr2pAmqbT4UhKj4p9b5CLg7qCy4u8UGQLS12+6RUl7YBa0cDNwOz2chOy0gbeZxLO8nicQ5h/vgeERGZFykP8+zUXTgSFI4nAkrit4GNTD0kIuvpzimDFT4+Pllus3v3bowaNSrdbZ06dcLKlSsz3T4+Pl6d0v7DEFkjCZR1DPA1qLaAh4sjutQupU6SkSZFPv85eQMbAm/gVnTmLaf12O2TUvm30eqi/dEjm410QGSwViuN9eaIiIiIbMofuy+rAJqniyM+65HzyjEic2c2QbSUlBSMHDkSLVu2zHZZZmhoKEqWLJnuNrkut2dGln1++umnRh8vkTnKS20BZ0d7tK1WQp2+6FkLUzadw6RN54zWFZSsXOwtw7aTZgNEREREZDOuh9/DN/+cUZffe7K6Ws1CZOnsYSbeeOMNVQ9t4cKFRt3v+++/rzLc9KegoCCj7p/I2oJwTSsaFoS7ERmPlBSzWQ1OpiJdOI25HRERERFZPKkaNXbVCcQkJKNh+SJ4vkk5Uw+JyHqCaMOHD1c1zv777z+ULVs22219fX1x40b6jAa5LrdnxsXFRa1nTXsiopy7feZU7eyrtafQ/vut+H37RdyNSSig0ZHZKd9Cq3mW3f8xXmW07YiIiIjIJqw9HoqNp8Lg5GCH8c/Uhj1rKZOVMGkQTaLTEkBbsWIFNm/eDH9//xwf07x5c2zatCndbRs2bFC3E5FxstGkGYHI+FWnv962anFV1+DSrRh88fcpNB2/CaMWH8Ghq3fV55psiDQL6Dzx/pUsJkeFy8kf/IIcFRERERGZSERsIsatPqkuv/ZYJVQt6WnqIRFZRxBNlnDOmzcP8+fPh6enp6prJqd79+6lbjNw4EC1JFNvxIgRWL9+Pb777jucPn0an3zyCQ4cOKCCcURkvCYFUwc0eKhugVyfNqABZr/UBHs+aK+OKtUs7aWaEyw/FIxnftmFrpN3YP7eq6oDaGbdeXZfuI1VR4LVuVwnKxDwFNB7LuCVvgss3HwAO3vg6m5gxStA8sP/TxARERGRdZmw/pRqVlaxuAdef7yyqYdDZFR2OhOmjdjZZZ61MGvWLAwePFhdbtu2LSpUqIDZs2en3r9kyRJ89NFHuHz5MqpUqYKvv/4aXbp0Meg52fqcyHAS5Mqp26f8CZGOO/P2XMWaY9cRn5SibpdMtacblMGAZuXV0af1J0Lw6V+BqrOnniwblaw3CdqRFUhJ1rpwShMBqYEmSzjPrAOWDAZSEoGAnsCzvwMOTqYeKVGecA5h/vgeERGZ1t6Lt9Hntz3q8qJXmhlcb5nIUuYQJg2imQInV0T5Jzw2AUsPXsOfe6+qpZ56lYsXwvmb0Q9trw/HSdYbA2lWTAJpi17QAmk1ngJ6zWQgjSwS5xDmj+8REZHpxCUmo8vk7bh4Mwb9mvhh/DN1TD0kIqPPIcyisQARWYfC7s54uXVFbBr1GOYNaYona/lCEtcyC6AJfQRfMtS4tNOKVXsS6Psn4OAMnFqtZaYlsRkFERERkTX5ZcsFFUAr7umCMU/WMPVwiPIFg2hEZHTSfadVlWKYOqAhfurfINttJXQmSzxl2ShZsaqdgL7zAQcX4PQaYMkgICne1KMiIiIiIiM4eyMKU7ecV5c/6V4T3m5cdUDWiUE0IspXiclajbSchEY8aChCVqpKR6DffMDRFTizVlviyUAaERERkUVLSdHh/eXHkZisQ4caJdCltq+ph0SUbxhEI6J8JQ0JDPHl36fw+/aLiIxLzPcxkQlV7gD0W6gF0s79Ayx8Hkh80GyCiIiIiCzLn/uu4uCVu/BwdsBnPWpl2UCQyBowiEZE+Uo6ekoXzuy+SuV79lZMAr74+xRajN+Mz/4KRNCd2AIcJRWoSo8D/RcDjm7A+Q3Awv5AIjMRiYiIiCxNaEQcJq47rS6/26kaShd2M/WQiPIVg2hElK8c7O0wrnuAupwxkGZ3//Rjn3qY8ExtVClRCNHxSZi58xIe++Y/DPvjIA5cvoOsmghLM4LdF25j1ZFgdf6ozQmMvT/KRsXHgOeXAE7uwIVNwIJ+DKQRERERWZhxq0+o+Xs9v8J4oXkFUw+HKN/Z6bL6dWql2PqcyDTWnwhRXTiliYCeZKhJgK1zrVLquvw52nbuFmbsuIRtZ2+mble3rDdeauWPLrVLwcnB3uD9GXt8lA8u7wT+fA5IjAH8H9OWejq7m3pURJniHML88T0iIio460+EYti8g3C0t8Oat1qhui//7pL1zyEYRCOiAiOZXdKFMywqTtVKk6WekqmWVYefmTsuYfnhYCQkpaQGtQa1qIDihVzwzpKjqrNnWvo9TR3QIFeBLwmgvTbvkNH2R7l0ZTfwZy8gIRqo0Brovwhw9jD1qIgewjmE+eN7RERUMKSOcYfvtiIsKh5vPF4J73aqbuohET0SBtGywMkVkWW5FR2PP/dcxR97LuNWdEJqcCurP1xyn6+3K3aMbpdlgC6t+MRktPnmP9yIjDfK/iiPru4B5kkgLQoo30oLpDm5AVd2AdE3gEIlgfItAHsHU4+UbBjnEOaP7xERUcH4aOVxzNtzFf7FPLBuRGu4OnGORpaNQbQscHJFZJnik5Kx+sh1TN50DkF3c66dVbuMF9ycHVUWm5zk8QnJKYhPTEl3bmjdswVDm6F5paJGeCWUpaB9wB/PaIG0YtWA+EggKuTB/V6lgc4TgYCnTDlKsmGcQ5g/vkdERPlPahb3mrZbXZ4/tClaVCpm6iERFdgcwvHRn4qIKP+5ODrguUZ+cHawx4hFR3Lc/nhwpFGf/8LNaAbR8ptfE2DgSmB2N+DWmYfvjwwBFg8Ees9lII2IiIjIBGVZrofH4rsNZ9VtvRuVZQCNbA6DaERkUUp4uRq03ettKyGgtJcKvjk72qvgm4uTdu6qzh3U9WNB4Rj6x8Ec9zd21QlsCLyBp+uXwRM1S8LdmX8+80Xp+oBLISAps2xDyRq0A9aPAap3zf3SzpRkLg8lMoGff/4Z33zzDUJDQ1G3bl1MmTIFTZo0yfFxCxcuRL9+/dCjRw+sXLmyQMZKRESGNeCSKidN/X1MOi4iU+CvQCKyKNKMQBoMhEbEZVoXTV/D7H9PVDOohlm7GiWz3Z9wcrBDYrIOW8/eVCd3Zwd0qumrAmotKhWF4/2OoY/SSIHukyBXzIPOrA/TAZHBwPZvgYCegE9FwMEp5/0GrgbWjwYirz+4jctDifLdokWLMGrUKEybNg1NmzbFpEmT0KlTJ5w5cwYlSpTI8nGXL1/GO++8g9atWxfoeImIyLAGXFIR5Z0lx+Dh4sgGXGRTWBONiCz2y1zojNidM7v9VfP1wsrDwVh5JBhXbsemblPc0wVP1S2tAmo1S3vBzs4uyyN2Eqwb1z2AE43sHF8KLBti+Pb2jkARf6BYVaB4Ve1cnaoArt4PAmiyDDSr/qtcHkoG4hwi9yRw1rhxY/z000/qekpKCvz8/PDmm29izJgxmT4mOTkZbdq0wUsvvYTt27cjPDzc4Ew0vkdERMYjB4RbTdycbj6bFhtwkTVhY4EscHJFZB2MHaQydH/yJ/NwUDhWHArGmmPXcTc2MfW+yiUKqWCat5sTPl55IquQTa6DfDaV2XZpOzCnW87bFa0MRIUCCdFZb1PIV9vu+mEgMSaLjey0jLSRx7m0k3LEOUTuJCQkwN3dHUuXLkXPnj1Tbx80aJAKjK1atSrTx40bNw7Hjh3DihUrMHjw4GyDaPHx8eqU9j2SIB3fIyKiR7f7wm30m74nx+3YgIusARsLEJFVkyBUxwBfowWVDN2fZJo1KFdEnT7uFoBtZ29ixZFgbAy8gfNh0fjmn0wK4qev6KWCdfJcuRmrzWS2SZ0yCWpJE4GsFuzK/W/sA+zsteWZt86mP908C0SHPjhl6/7yUFlG6s9lY0TGdOvWLZVVVrJkyXS3y/XTp09n+pgdO3ZgxowZOHIk5wYyYvz48fj000+NMl4iIkpP5sTG3I7IGjCIRkQWS4JQxjzqldv9ScOCDgEl1SkyLhHrT4Rizq7LOHk9686gEhaSQNhnf51Eowo+KFrIGcUKuaCohzMKuztnGljLqhaF1HGT2/Oa2WaWJBtM6pSp5Zd2mS+w7TzhQdaYdxntVOnx9PuJiwBunQeOzAMOzMz5eaXZABGZVFRUFF544QVMnz4dxYoZ1u3t/fffVzXXMmaiERHRo5HVF4eu3DVoWzn4TGQrGEQjIjICL1cn9G7kBxdHe4xYmHMGxZzdV9QpLYmf+Xg4o6iHiwquFS3kgiLuTlh+KDjTnKxHyWwza1KfTOqUZdoIYIJh9cukHlrZhkBirGFBNOnWSURGJYEwBwcH3LiRPkgt1319fR/a/sKFC6qhQPfu3VNvkxpqwtHRUTUjqFSpUrrHuLi4qBMRERlPVFwixiw7jr+Py8qArOlrosnqDSJbwSAaEZERGXokrql/EehghzsxCbgdHa9qq0mXo1vRCeoEAxOj9JltsgzVqmpRSKCseldtmaVkiUmQS5Z65rZuWY7LQwF4lta2IyKjcnZ2RsOGDbFp06bUmmgSFJPrw4cPf2j76tWr4/jx4+lu++ijj1SG2o8//sgMMyKiAnA6NBKvzzuEi7di4Ghvh2calMGSA9eybMAlpUWs5kAukQEYRCMiMiI5Eie1ymSppS6bI3bzhzZPN+FITE7B3VgJqN0/xcSrYNqeC7ew4VSYbdaikIDZo9Ypy3Z56H1OrkB8JOBW5NGei4geIkstpZFAo0aN0KRJE0yaNAkxMTF48cUX1f0DBw5EmTJlVG0zV1dX1KpVK93jCxcurM4z3k5ERMa3/NA1fLDiOOISU9R89qf+DdCwfBG0q17iodq8vtZYm5fIAAyiEREZkQTGZEIhtcrscnHEzsnBXmWxZcxkCyjlZVAQjbUo8rA81KOEttzzzkVgTnfghZWAh2F1mIjIMH369MHNmzcxduxYhIaGol69eli/fn1qs4GrV6/C3t7e1MMkIrJpcYnJKki2YN9Vdb11lWL4sW99VWYkPxp6EVkyO51UDLQhbE9PRAXBWN00k1N0aDVxc5aZbfr97hjdjhOZnKQkP7w89OYZYG4PICYMKF4dGLga8GR9NMoc5xDmj+8REVHuXL0di9f+PKgaY9nZASPbV8XwdpU5rySbE2ngHIKZaERE+cBYR+yyy2zTG9G+Cic6eV0eWjIAeHEtMOcp4OZpYNaTwKDVgHdZU42SiIiIqEBsCLyBUYuPICouSWWd/di3HlpXKW7qYRGZNebPExHlEwlsSbH/HvXKqPO8BrokIDd1QANVeyItKfYqFuwPUmn4lEfFqmiBNO9ywJ0LWiDt7mVTj4qIiIgoXyQlp2D8ulMYOveACqA1KFcYf7/VigE0IgNwOScRkYWQpZ1pM9t8vVzx9NSdCI9NxNP1y+D73nVhJ3n4lDfhQcDcp7QaaV5ltKWdxSqbelRkRjiHMH98j4iIshcWGYfhCw6rOaUY0sofY56srurzEtmySAPnEPykEBFZaGabf3EP/PJ8A3X7isPB+G3bRVMP0bIV9gNeXAcUqwZEBmsZaWGnTD0qIiIiojwdfN194TZWHQlW53J914Vb6DJ5hwqgFXJxxNTnG+DjbgEMoBHlAmuiERFZsBaViuGT7gH4eNVJTFh/GlVKFkK76iyMn2eevsDgv4E/egI3TgCzu2pdO0vVMfXIiApEhQoV8NJLL2Hw4MEoV66cqYdDRERGanAlQbOY+CRVX7e6r6c6EFuxeCGTjpPIEjHkTERk4QY0K4/+TctBFue/teAIzodFmXpIlq1QcWDQX0Dp+kDsbWBON+DaQVOPiqhAjBw5EsuXL0fFihXRsWNHLFy4EPHx8aYeFhER5SKAJg2p0gbQRPT9AFrzikWx4vWWDKAR5RGDaEREFk7qoH3SvSaa+vuoCdLLcw4gPDbB1MOybO4+wMBVgF9TIC4CmNsDuLLb1KMiKpAg2pEjR7Bv3z7UqFEDb775JkqVKoXhw4fj0KFDph4eERFlQ5ZsSgZadkXPL9+OgbMjwwBEecVPDxGRFZDJkKTlly3ihsu3YzF8/mHVeYkegas3MGA5UKE1kBAFzHsGuLgl/54vJRm4tB04vlQ7l+tEJtKgQQNMnjwZ169fx7hx4/D777+jcePGqFevHmbOnAkb60tFRGQRpNZZxgy0jOR+fVMBIouRYj7zZNZEIyKyEkULuWD6wEZ4duou7Dh/C1/8fQqfPFXT1MOybC6FgOeXAAufBy5sAv7sDfSZB1R9QvvyvrILiL4BFCoJlG8B2Dvk7XkCVwPrRwOR1x/c5lUa6DwRCHjKaC+HyFCJiYlYsWIFZs2ahQ0bNqBZs2YYMmQIrl27hg8++AAbN27E/PnzTT1MIiJKQzq4G3M7IrMQaF7zZAbRiIisSI1SXvihTz28+sdBzN51WRWO7duExcEfiZMb0G8BsORF4MzfwML+QPPXgeNLjPNlLhODxQOBjIsvIkO023vPZSCNCows2ZTA2YIFC2Bvb4+BAwfihx9+QPXq1VO3efrpp1VWGhERmZcSnq5G3Y7I5ALNb57M5ZxERFamU01f/K9jVXX541UnmLJvDI4uQO85QM2ngZREYOeP6QNoab/M5cveUJLNJkfWMq1ecv+29WO4tJMKjATHzp07h6lTpyI4OBjffvttugCa8Pf3R9++fU02RiIiylwTfx8UdnPK8n47AKW8XdV2RGYvxTznycxEIyKyQsPbVcbpG1H4+5h0aDqIVcNbomwRd1MPy7I5OAE9fwXOrgcS72XxZW6nfZlXagckxQEJ0UBCDBAf/eBy2vOwUw8H4zLuMzJYWzbq3zofXxyR5uLFiyhfvny223h4eKhsNSIiMi/Xw+8hLjE5ywCaGNc9AA72+mtEZuzKLrOcJzOIRkRkpR07v+1VF5dvxeDk9UgMnXsQS4c1h4cL/+w/kmv7sgigZfgyH1/GuM8rddeICkBYWBhCQ0PRtGnTdLfv3bsXDg4OaNSokcnGRkREWZOGUm8vOoK4pBRULO6B2PhkhEY+qH3m6+2qAmida5Uy6TiJjD7/LeB5Mn9NERFZKTdnB9Vo4KmfduBUSCTeWXIUP/dvAHsefcy73H5JO7kDzoUAZ48H5y5prsdFAKfX5LwfaVxAVADeeOMNvPfeew8F0WRp58SJE1UwjYiIzM8vWy7gwJW7KOTiiDkvNkHpwm6qpIc0EZAaaLKEkxloZDHiIoFjiwzbtoDnyQyiERFZMZlA/fpCQ/T7bS/WnQjF5M3nMLKDVi+N8sDQL+n+i4HKHXLu1ik1HCbV0uqpZVrvQRoWlNE6fxIVgMDAQDRo0OCh2+vXr6/uIyIi83Pwyl38uOmcuvx5z5rw89FKeDSvVNTEIyPKg0vbgJVvABFXc9jQTmvsVcDzZDYWICKycg3L++CLp2upy5M2nsO64xKwoTyRL2n5sk6tLJLZl3kZwwJoQraRjp76x2amckfD9kVkBC4uLrhx4+GMy5CQEDg68tgrEZG5iYpLxMhFh5GcosNTdUujZz0jl5QgKigJscC60cCc7loArXA54PEP7s+RM86T71/vPKHA58kMohER2YDejfwwpJW/ujxq8VGcvB6hJlu7L9zGqiPB6lyu06MEvfL4ZS5tuaU9t1eGGiWy3FMcmg3s//0RBk1kuCeeeALvv/8+IiIiUm8LDw/HBx98gI4dO5p0bERE9LBPVgci6M49lCnshs971lJ1cYksTtB+4NfWwN5p2vWGLwKv7QIeG535PFkOasvtMo8uYHY6nc6mfjVFRkbC29tbTQ69vLxMPRwiogItOPvSnAPYdvYmfNyd4ehgh7Co+NT7peU5C84aKHC11nI7bccgyUCTAFpev8xlaad0F5K6a7JstFxzYNMnwK4p2v1dvgWaDDXO+ClPbGEOIbXP2rRpg9u3b6slnOLIkSMoWbIkNmzYAD8/P5gzW3iPiIj0/jp6HW8uOAwpdbbwleaq7hnZiIzzRlktYYkrF5LigS0TgJ2TAF0K4FkKeOonoEqHAn+9hs4hGEQjIrIhEfcS8cT3W3EjTfBMT3/ccuqABgykmcvkRb6iN4wFdk3WrjOQZlK2MoeIiYnBn3/+iaNHj8LNzQ116tRBv3794OTkBHNnK+8REVFw+D10nrQNUXFJeLNdZfzviWqmHhKZ9GBuaW21hAkys/Is5BiwYhgQdlK7XqcP8OREwK0IzHkOweIWREQ2RDo2pWRx7ER3P5D26V+B6Bjgyw5OOZGAmX/r/H0OWZLR8TPAzl47Qrf2He0oXdNX8/d5yaZ5eHjglVdeMfUwiIgoC1KC4+1FR1QArZ5fYbzVvoqph0QFGUBbPPDhhlTSpEpuN9ESx1xJTgJ2/ABsnQCkJAHuxYBuP5j/uO9jEI2IyIZIq/Ob0QlZ3i9fxyERcWo7dnQyExJI6/CJdi4TjnXvaRlqzYaZemRkxaQT59WrV5GQkP7vxVNPWcYEl4jImk3bekHN1TycHfBj33pwcmCpc5tZBSEZaJl2dL9/OHz9GKB619yvjjD2CouULPZ384yWfXb9kLZdje5A1x+AQsVhKfIURAsKClIFC8uWLauu79u3D/Pnz0dAQACPXBIRmbGwqDijbkcFRAJo7cdpk6Md32sTKMlIa/66qUdGVubixYt4+umncfz4cTXX01f90BeqTk5ONvEIiYhs25GgcPyw4ay6/MlTNVG+qIeph0QFRYJSaZdwPkQHRAYDB2YDdfsALvebVBX08tDALPbn3xY4sQxIjgdcvbUyJbWf0+a5FiRPIev+/fvjv//+U5dDQ0NVtyYJpH344Yf47LPPjD1GIiIykhKerkbdjgo6kDYWaP2Odv2f94HdP5t6VGRlRowYAX9/f4SFhcHd3R0nT57Etm3b0KhRI2zZssXUwyMismkx8UkYufAwklJ06Fq7FHo11JJayEZIVpch1o4CxpcBJtUG5vcBNowDji4CQo4CifcyXx6aMTinXx4q9+dGYFb7uw4cna8F0Cp3AF7fA9TpbXEBtDxnop04cQJNmjRRlxcvXoxatWph586d+PfffzFs2DCMHTvW2OMkIiIjkK5N0oUzNCIu00Rw4evlwu5O5komGu0+0s63fQP884G2tLPFcFOPjKzE7t27sXnzZhQrVgz29vbq1KpVK4wfPx5vvfUWDh8+bOohEpEN1f2SJYuSHS8H92RuYuv1Wj/7KxCXb8equdxXT9dOzRImGyHLIg3hWgSIuwuEX9VOZ9c/uE/q7BbxB0rUAIpXAw7MNN7y0JTslpvqx1YY6LcIcLDcymJ5GnliYiJcXFzU5Y0bN6bWx6hevTpCQkKMO0IiIjIamXyO6x6A1+YdUk0EdFlscys6HiW9mI1mlmTC/PiH2iRo60Tg3w+1pZ0t3zL1yMgKyHJNT09PdVkCadevX0e1atVQvnx5nDlzxtTDIyIbsf5EiGp0JHVa9SRwJHMYc+kgXtBBvnXHQ7DogJRVAr7vXQ/e7ubfMZmMrGwTwMFFy+bKlJ22bHLkcSAuAgg7BYQFauc3T2uX790F7lzQTqfX5PCE95eH/tpGW36Zk7iIHJabyjbhwNXd+d+cy9yCaDVr1sS0adPQtWtXbNiwAZ9//rm6XSZaRYuyEDURkTmTyefUAQ0empwWK+SM+KQUBIfH4ZlfdmHOS41RuYT2Y5rMMZD2gTZZks5GGz7WJjotR5h6ZGThZHXB0aNH1ZLOpk2b4uuvv4azszN+++03VKxY0dTDIyIbCaDJwb6MB/oki15ulzmMqQNpBR3kC4m4hzHLj6vLwx6rxOZPtmrj2OwDaKLzBC1rzN0HqNBSO+nJ6oXoMC2YJkG1038Dl7fn/Lw3TsAky1KtKYg2ceJEVXT2m2++waBBg1C3bl11++rVq1OXeRIRkfmSCV7HAN+HjqBeD7+HQTP34eKtGPSathszBjVCw/Jc2mm2Hn9fC6htGQ9sGKtlpLV629SjIgv20UcfISYmRl2WOrfdunVD69at1UHSRYsWmXp4RGTlJLtLglPZLC5T98scxlRLOws6yJeSosOoRUcRcS8Rdcp64+0OVY22b7Ig+2cAe6dpl5u/CZxclkkjgAnZNwKQOaNnSe1U6XGgZC3DgmiPjdaWf+Yk7JS2SsJYy1LNlJ1O33YpD+n+kZGRKFKkSOptly9fVkVoS5QoAXMlY/b29kZERAS8vLxMPRwiIrNzJyYBL83er7o/uTjaY0q/+niipq+ph0XZ2TIR2PKVdlm6eLYeZfxW5WSzc4g7d+6o+Z4l1N6x1feIyFrsvnAb/abvyXG7BUObmSQbS4J8rSZuTpeBlpb8lfT1dsWO0e2MFuSbtvUCJqw7DTcnB/z9VitULG5gx0WyHhf+A+Y9C+iStdq4bd41zjxP9jGpltZEINPQdZrloYbWRJtkxP2Z6RwiT9057927h/j4+NQA2pUrVzBp0iRVK8OcA2hERJQzHw9nzB/aFO2rl1DLO4fNO4g/914x9bAoO21Ha3XSxKZPgaVDtEnMnG7AsiHauVzPbYclsilS89bR0VE1kErLx8fHIgJoRGT5JDvemNsZm2TwZxVAw/2wgdwv2xnD8WsR+O5frR6lLBVlAM0G3ToHLBmkBdDq9HnQpV2CUFJXrHYv7TwvQSl5TGd95phd9stDTbE/M5WnIFqPHj0wd+5cdTk8PFzVzPjuu+/Qs2dPTJ061dhjJCKiAubu7IhfX2iIvo39kKIDPlxxQk3i8pi8TAXhsfe0o5PixFLjtSonm+Hk5IRy5cqp1QZERKYg5SWMuZ2xGRq8uxH56EG+2IQkjFh0GInJOnSu6Ys+jf0eeZ9kYWLvAPN7awX7/ZoC3SdrSzKNSZZ/9p4LeGVYgiwZY3J7dstDC2J/1hJEO3TokKqPIZYuXYqSJUuqbDQJrE2ePNnYYyQiIhNwdLDH+GdqY0T7Kur6lM3nMXrZMSQmp5h6aJSVVqMAl6yaQdwPgEqrckm3J8rEhx9+iA8++EAt4SQiKmjnwqJy3Ka4p4uq42oKhgbvPltzEp+vCcThq3fzfADy8zWncPFmDEp6uaj5GDOCbUxSgnbw885FoHA5oM+fgFM+BY8lsDXyBDBoDfDsDO1cllzmNeAVYOT9WUNjgdjY2NT25//++y+eeeYZ2Nvbo1mzZiqYRkRE1kEmbG93rKrqe3y44jgWH7iGm1Hx+Pn5BipbjcyM1MaIj8q5VblsZ8GtxSn//PTTTzh//jxKly6N8uXLw8PD46EDqURE+VWw/5PVJ1OvS8gos/CTHMwLvnsP5Yq6o6DFJ+Z8EErGfScmETN2XFKnskXc0K1OaXSrUwo1S3tlGQyTemv6hk9Xbsdiwb6rKuno+971UMTDOR9eDZktCbz+PUor+u/sCfRbBBQqnr/PqV8eaq77MyN5+gVUuXJlrFy5UnXo/Oeff/D221onsLCwMBZxJSKyQv2alEPxQi4YvuAQ/jtzE/1+24OZgxujaCEXUw+N8tIy/ORyoEgFoHAuloawUYFNkNIcREQFbc/F23hr4RFVQqJfEz+0qVIcn60JTFd/TDKy7GCH0Mg41Xxg4SvN4OdTcIG0dcdD8NbCw1kG+fShsR/71oOLkwPWHAvBxsAbuHb3nmoOICf/Yh4qmCZBtWq+nukCiNJ1NGO9tQ41SqJl5WL5/trIzOz+CTj8B2BnD/SaCZQMMPWI6FG7c8oSzv79+6uaGe3atcOGDRvU7ePHj8e2bduwbt06mCt2bSIiyruDV+7i5Tn7cTc2ERWKumPuS01NciSYsnBpu9ZEwFBF/AH/NtqpQmut5XlmpI7a+tGZtFKfaDWp+YbgHML88T0isjynQyPx3LTdiIpLQseAkpj6fANVUiJtZpYso5QlnLej49H3tz24eCsGfj5uWPRKc5Qu7JbvY1x8IAhjlh1TQb6utUuhcy1ffLX2VLqgVylvV1X8v3OtB7Wg7iUkY/PpMKw5dl2dS8MmvSolCqlgmre7Iz5dHZhVL0NMHdAg3T7Jyp1ZByzop4VoO40Hmr9u6hHZjEgD5xB5CqKJ0NBQhISEoG7dumopp9i3b596surVq8NccXJFRPRoLtyMxsAZ+xAcfg/FCjlj1uAmqF3WO9PJrrHau5OBcmwtDm1ZQPFqwPXDWqentIpVSxNUawW4+2gBNKnJ8dD+7r+3VlIk1hCcQ5g/vkdEliXoTiyenboLYVHxaFyhCP4Y0hSuTtlnOYdGxKHPb7vVksfyRd1VIE3KTuQXWZIp9c1En0Z++OqZ2mp+k9t5T3R8EjaduoG/jl7H1rM3VcOAnMje5LXtGN2OcypbEHoCmNkJSIgGGg4Guk0yfiMBMl0QTe/atWvqvGzZsrAEnFwRET26sMg4DJq1H6dCIuHu7IAhrfyx9OC1HI/IUgFIDXoh84Um+qBXXCRwdTdwaZt2Cj3+8PYlawJ3L2uTuUzZaRlpUizWBpZ22sIcQg6MZle82tw7d9rCe0RkLe7EJKDX1F0qq6xqyUJY8moLeLs7GfTY6+H3VCAt6M49VCzmgYWvNjN6x075mfzDxnOYvOmcuj60tT8+6FLDKAX+I+4l4t+ToZi35wqOXovIcfsFQ5uheaWij/y8ZMaiw4Dp7YCIIO1g5oDlgINhnwcq2DlEnrpzpqSk4LPPPlNPIEVn5VS4cGF8/vnn6j4iIrJuJbxcsfjVZmhZuShiE5JV586MdTzkSPFr8w6pOh9UgAxtLe7qBVTtBHT6Ehi2HXjvItBnHtDkFaB4DS2gduNENgG0DI0KyCqsWLECy5cvTz0tWrQIY8aMQalSpfDbb7+ZenhEZCViE5Lw4uz9KoBW2tsVc15qYnAATcgSzvkvN0OZwm5qH/2n78Wt6HijjS8lRadqlOkDaO88UdVoATTh7eaE5xr54aVW/gZtL9luZMUS44CF/bUAmk8l4Lk5DKBZW2MBaX8+Y8YMTJgwAS1btlS37dixA5988gni4uLw5ZdfGnucRERkZjxdnfD7wMao//m/iEt8+ACK5DTJVFMmoR0DfLkMoSBJoKx619w1ApClmzW6aycRdQPY/i2w7zfjNTQgs9ejR4+HbuvVqxdq1qypAmpDhgwxybiIyHpId83X/zyEo0HhKOzuhLlDmqCUd+7rmklTgflDm6LPr3twPiwaA37fi/lDm8HnETtZJiWnYPSy41h2SFtx9elTNTGoRQXkB0Oz54ydZUdmRBYGrnoDuLYfcC0M9F+szcnIbOUpE23OnDn4/fff8dprr6FOnTrq9Prrr2P69OmYPXu28UdJRERm6UhQeKYBtLSBNMlQk5ohVMD0rcVr99LOc7vcUpoM1DCw1pkE6ciqNWvWDJs2bTL1MIjIwskSydHLjmHLmZtwdbJXnb4rl3jQpTK3yhf1wIJXZCmnC06HRqlAWnhsQp73F5+UrAJ8EkCTg3/f966bbwE0IXXUpPxFVocZ5Xa5X7YjK7XtG+DEUsDeUVsxUKyyqUdE+RFEu3PnTqbNA+Q2uY+IiGyDocsLuAzBQkn2miwDzXJ6LzMJR8DO+uuh2bJ79+5h8uTJKFOmjKmHQkQWbsL601h+KFgFqH55vgEalCvyyPv0L+ahMtCk2VFgSCRemLFP1RzLrZj4JAyZfQD/Bt6As4O96hL6TIP8rfst/w5SPxaZfNPqr8v9zOa3UieWA//dX8XX5Vug4mOmHhHlVxBNOnL+9NNPD90ut0lWGhER2QYuQ7Bykr3WeeL9K1lM4FOSgNldgL/f0ZoVkEUrUqQIfHx8Uk9y3dPTEzNnzsQ333xj6uERkQX7fftF/Lr1oro84ZnaaFfdeFnMlUsUSl3KeTw4AoNm7kNUnOGBNMleGzBjL3acv6UaJs16sTGeqOmLgiANmKYOaPBQh1G5LrezQZOVCj4IrHxNu9zsdaDRi6YeERkoT905t27diq5du6JcuXJo3ry5um337t0ICgrC2rVr0bp1a5grdm0iIjIeae/eauJm1UQgsy8Ttma3oo6f60cDkdcf3OZVBmj3EXB5J3BknnabZ2mg63dA9S6wRrYwh5CyHGkLZ0u3zuLFi6Np06YqoGbubOE9IrJEKw8HY+SiI+rye52r4fW2+bNkLfB6JPr/vgfhsYloWL4I5r7UBB4ujjlmyw+csU8tB5WC/7NfbIz6RsiQy8ucSspfyHjk4KMs4eTcKRdSknNXC9aU47OzB9aNBmLCgCqdgH4LzGusNirSwDlEnoJo4vr16/j5559x+vRpdb1GjRp45ZVX8MUXX5h19yZOroiIjEu6b0oXTpHZF8o0HkW1/snpxS3AXyOBu5e06wE9gSe/1uqqWRHOIcwf3yMi87Pt7E28NHs/klJ0eLFlBYztFmC0LpeZOREcgf7T9yAyLkkFoiQo5u6ceSAt6E6sykC7cjsWxT1dMG9IU1TzzXuNNjKng32ltWx6fVdycxuf8CoLvL5b65hOFjOHyNNyTlG6dGnVhXPZsmXqJMGzu3fvqq6dhtq2bRu6d++u9iV/SFeuXJnjY/7880+1nNTd3V21W3/ppZdw+/btvL4MIiLKp2UIQooG1y5b2CTjogJsVFCxLfDaLqDlSK0+WuBK4OfGwME5WtcpshizZs3CkiVLHrpdbpPGUkREuXHsWjiGzTuoAmjd65bGx13zN4AmapXxxh9DmsLTxVFldr085wDuJSSrTK/dF25j1ZFgdX4mNBLPTdutAmh+Pm5YOqw5A2iWSAJUiwc+HKCKDNFul/vNcXwiMlg7EEkWJc+ZaJk5evQoGjRogOTkZIO2X7duHXbu3ImGDRvimWeewYoVK9CzZ88st5dt27Rpgx9++EEF34KDgzFs2DBUrVoVy5cvN+g5eYSSiCj/lyEU9XDGN/+cwdFrEWhW0QfzX24Gey5JsA0hR4HVbwEh2rIdVGgNdP8RKFoJls4W5hAyp/r111/x+OOPP1TKQ1YcnDlzBubMFt4jIktx6VYMek3dhdsxCWhVuRhmDG4EF8eCW7J28MpdDJyxFzEJyahRyhN3YxIQGhmfer/E8uSXcJUShVTQLbODgWQBWfKTamUeoFLstIy0kcdNs1zS3MdHeZpDZL9APJ89+eST6mQoqbtWoUIFvPXWW+q6v78/Xn31VUycqC96/LD4+Hh1SvsPQ0RExid1O5pXKpp6vWwRd3SZvB17Lt7B9O0X8epjlh9EIQOUqgu8vAnYO03rOHV5O/BLc6DtaKDFW4CDk2XULrFRV69eVfOrjMqXL6/uIyIy5GCas6M9vvw7UAXQapXxwrQXGhZoAE1ITbRZLzbBgN/34lRI1EP361NJXmlTkQE0SyXziCwDVEKnZXvJdpJFX9DMfXyUJ3lezmkK0sRA37xAEuhu3LiBpUuXokuXrAsYjx8/XkUT9Sc/P78CHTMRka2qUMwjtW37t/+ewcnrEaYeEhUUB0egxXCtzkeldkByPLDpM+C3tsC1g9rSBjkyO6cbsGyIdi7XTb3kglCiRAkcO3Ys09UGRYs+CJITUcHLuBxRrptTfVRpNNRv+h6MWHhE1Uq9djcOxQs5Y9bgJiiUQ3H//AykFXLN+rklR/77DWfN6t+SDCRR0PMbDdtWDtiZgqHPa6rxUZ7k6q+ZLLnMTnh4OPJTy5YtVU20Pn36IC4uDklJSWpZpzQ4yMr777+PUaNGpctEYyCNiKhg9G7kh02nwvBv4A2MXHgEf73ZCq5OzDayGUUqAAOWA8cWA+vHADdOAL+3z7wFhb52Se+55lEE2Eb169dPZfx7enqqEhr6pZwjRoxA3759TT08IpslQapP/wpESERc6m2lvF3VwSpTN+/RNxjKLAx1MzoBB6/cMdkYJTPuTkxClvfLmOXfVLZLm01PZh48u7QV+O8rIGivYY+RjHdTMPR5TTU+yv9MtLQZXZmdJNV/4MCByC+BgYFqEjd27FgcPHgQ69evx+XLl1VdtKy4uLio9axpT0REVDCkePCEZ+uojlfnwqIxYZ3W0ZlsiBSdqdsHGL4fqP1cFj1c8eB2CbbJUs/cksdc2g4cX6qd52UfhM8//xxNmzZF+/bt4ebmpk5PPPEE2rVrh6+++srUwyOySfogVdoAmgiNiFO3y/2mIhlcEtzTZZPpJfebKtNLlpYaczsyMVn2OLsbMLeHFkBzcAGcC93/Py0LXmW0khGmULImYJ9d3pKdacdH+Z+JJh2bTEmWZko22rvvvquu16lTBx4eHmjdurXqDirdOomIyLz4SJOBXnUweNZ+zN51GY9XL4HHqhY39bCooHkUAxoMAo4/3PnxodoggauAgJ6Avb11tLa3IM7Ozli0aJGaVx05ckQF0WrXrq0OlBKReQWpdGmCVB0DfFVt0oK279Lth4J75pTpVcLT1ajbkYkE7dPqrOo7WTo4Aw1fBFq9DVzbr2Wyq09DJp+UgB6mqbmanAQsexlISbp/Q8bx3f+8dp7AmrAWxqSNBXIrNjYWjo7ph+zgoP0PZ8Qmo0REZGRtq5XAoOblMWf3Fbyz5Cj+GdlGBdfIxhha82Ppi4DDMMDHH/CpeP+U5rK334MJp751fMaJM5eHPpIqVaqoExGZlgSfzDFIJZlbKw4FY8aOSwZvbwpN/H3UslfJ2svs16KEMaSpgGxHZij4kLZs8/wG7bq9E9DgBaD1/wDvstpt8h0v3/UZD6ZJhlpCNLB/BlDzGcCvccGO/Z8PgAubACd3oO37wN6pmRzsm8A5igUyaRAtOjoa58+fT71+6dIlddTTx8cH5cqVU/XMgoODMXfuXHW/1D8bOnQopk6dik6dOiEkJAQjR45EkyZNULp0aRO+EiIiysn7XWpg54XbOB8WjTHLjuHXFxqq5Z5kQwyt+WFnrzUjuHlaO2Ukk+gi5YEi/sDVXVksEb2foyHLQ6t35VFeAz377LNqXjV69Oh0t3/99dfYv38/lizJLpOQiIzN0ODTL1vOw9HBDg3LFYF9PmWkJSan4L/TYVh84Br+OxOWqyWapsr0kuw8qRsny16zyANS95sii8/mZdelO+QYsGU8cGatdt3OAajXH2jzrvb9n5EEouS7Pu3+/JoCSwZp+1jYHxi6GShcQLXR900H9v2qXX76V218zd9gV3IrYaczYQrXli1b8Pjjjz90+6BBgzB79mwMHjxY1TyT7fSmTJmCadOmqYBb4cKFVY2OiRMnokyZMgY9pzQWkPptERERrI9GRFTATgRH4OlfdiIxWYevn62D3o3Z6MXmJszShVOyxLLKCZAjs28eBqJDgDsX758uaee3LwB3LwHJWReJztSgNUZpHW8Lc4jixYtj8+bNaglnWsePH0eHDh1UZ3RzZgvvEdkW6cIpHS8NJVlXXWqXQrc6pVDPr3C2B6skCCYZbBKokyCXZGNlFkw6dyMKSw5ew/JD13ArOiFd58teDctg0sZzCIuMzzbTa8fodiYNVJlzYwablFUZhuZvAld3A6dWPzioVqePFjwrWin3zxMfDczspDU2KlkLeGk94OKJfHVhMzCvF6BLBtqP1bLmyCIYOocwaRDNFDi5IiIyrWlbL6gGA+7ODlg3ojXKF/Uw9ZCoIKUuv0TmOQE5Lb+UQJxMuiWoJvXVDv+R83M+OwOo3evRxm0jcwipgSarAqpVq5bu9tOnT6N+/fq4d+8ezJktvEdkWyTQVWvcP7iXmHmzFPnLWcTDGW2rFseGwBuIitfXXwLKFnFDtzqlVUCtZmmvdAG1nIJKUXGJWHMsBIsPBOHw1fDUbYoVcsGzDcvguYZ+qFyiULrGB8gi02vqgAZmEagyNGhI+SyrMgzp2AG1ngEeGwMUr/pozxceBExvB8SEAVWfBPr+mX8ZYDfPAr93AOIjgLr9gJ5TtQZLZBEYRMsCJ1dERKafxPafvgd7L91B/XKFseTV5nB0yFWzaLLKI9Blcl8bRLpwzumW83bMRDOYLOXs1q2b6oSe1ieffIK//vpLdUc3Z7bwHpFt2Xz6Bl6afSDT+zIGqeISk7Ht7E0V/Np46gZiEx4E3vyLeahgmgTVLt2KVkGvjD8C9csdm/r74Oi1cMQlpqjbHe3t0K56CfRu5IfHqhWHUybf2cz0otxlpKf5/s/I0RUYshEolT4j+pFcOwDM6qKVimjxJvDEFzC62DtasE4y5v2aAYNWA44uxn8eyjcMomWBkysiItMLDr+HzpO2ISouCW93qIoRHVjA3OZkVwvF2MtDRx43ylFnW5hDSKDsmWeeQf/+/VXJDLFp0ybMnz8fS5cuRc+ePWHObOE9ItsREZuIjj9sRVhUPNpXL4HAkEiDg1T3EpJV3bI1x65j06kwxCdpATF9UCzJgHpmkmnWp5EfetYvg+KeOQcDmOlF5nbwK53jS4FlQ7TLT00BGuiz4o0gKQH4oydwZSdQuBww9D+tKzlZFEPnEBbVnZOIiKxDmcJu+KJnLYxYeASTN59D66rF0KBcEVMPiwqSBLUedYIs++g8MYvW9mwdnxfSxGnlypX46quvVNBMlnfWrVtX1UmTxk9EVHA+/eukCqBVLOaBn59voDLADA1SuTk7qNpocoqJT1KZaX8dDcGWM2EGBdA+61ETLzQrn6sGQDKWguwQSlbcpdvQ7XJDyjrcOgdsnQCseVtrTmSMQJ3kJP39thZAc/YE+i9mAM3Kcf0MERGZRI96ZfBU3dLqyPXbi46oST5Rrulb23tlyMSQDLSc6qtRprp27YqdO3ciJiYGFy9eRO/evfHOO++oYBoRFQypb7b8cDAkRvZt77pwdXJIDVLJ96ecG5rl5eHiqB7z+6BG6gCWIbzdnNhBm0zXpdvQ7XKr7Rig5jNAShKw+AWtYdGj2jUFODxPa4Lw3CygRA1jjJTMGINoRERkMp/3rIXS3q64cjsWn68JNPVwyFJJoGzkCW35hzQRkHNZwskAWp5t27ZNdUsvXbo0vvvuO7W0c88ewzsEElHe3Y1JwAcrjqvLQ9tUNGqmtqHNfCTTjcjopHSDHOTKkpRhKKNtlx8kMNzzF6BMQ+DeXWB+H+08r06vBTbcryHaaTxQpaPRhkrmi0E0IiIyGTnS/V3vempOs3B/EP45GWrqIZGlLw+V5RpyziWcuRYaGooJEyagSpUqeO6551Q9kPj4eLW8U25v3LixqYdIZBM++eskbkbFq5pkUjfUmGQJqNRSyyrHTG6X+2U7IqOT7+b2n2RxZwGVYXByA/rO14J1t88BSwYDyYm530/IMWDZy1opiUYvAU1fzY/RkhliEI2IiExKlqS80qaiujxm2TGERT4omkxEBVcLrVq1ajh27BgmTZqE69evY8qUKaYeFpHNkS6Xq45cV0s1v3tOW8ZpTLJfaUYgMgbS9NflfjYEoHwTc1M7t3c0XRkGT1+g30LAyQO4uAVYN1qrbWaoqBvAgn5AYgzg/xjw5NdalhvZBAbRiIjI5EZ1rIqAUl64G5uId5ceg401jiYyuXXr1mHIkCH49NNPVU00Bwdm8hEVtNvR8fhwxQl1+dU2FVHXr3C+PI9085w6oAF8vdMv2ZTrcntm3T6JjEIyvvZM1S53+da0ZRhK1QGena6Fjw/MAPb9ZtjjEu8BC/sBkdeAopWB3nMAB6f8Hi2ZEXbnJCIik3NxdMCPfeuh25Qd2Hr2JubuvoJBLSqYelhENmPHjh2YMWMGGjZsiBo1auCFF15A3759TT0sIpsydvVJ3I5JQNWShTCiQ5V8fS4JlHUM8DW42yeRUQSu0oJPHsWBuv0AJxPX3qveFej4qVbXbP0YwKdi9nXN5CDvqjeA4IOAa2GtE6cbu8vbGmaiERGRWahS0hPvP1ldXf5q7SmcDonE7gu3sepIsDqXLp5ElD+aNWuG6dOnIyQkBK+++ioWLlyomgqkpKRgw4YNiIqKMvUQifKdfM+Y6ntnzbHr+PtYyP1lnPXUwaX8ltdun0R5IgGoXZO1y01eNX0ATa/FW0C9AYAuBVjyIhB2Kuttt04ETizTlqL2mQcUrVSQIyUzYaezsTUzkZGR8Pb2RkREhCqYS0RE5kO+kgbN2o9tZ2/C0d4OSWl+wEihY6nTwmUmZCq2Noc4c+aMyk77448/EB4ejo4dO2L16tUwZ7b2HpFxa5F9+lcgQiLiCvx7R5oIPPHDVlXS4K12lTHqiWr5+nxEJnFpGzCnO+DoBowKBNzNqHlFUgLwR0/gyk6gcHlg6GbAo1j6bSR4tvQl7XL3yUDDQSYZKpl+DsFMNCIiMht2dnboWstXXU4bQBOhEXF4bd4h9UOHiPKfNBr4+uuvce3aNSxYsMDUwyHKN/K9It8vaQNoBfW9IwePPl55QgXQqvt6Yni7/F3GSWQyu+43q6k/wLwCaMLRGej9B1CkAhB+BVj4PJAQC1zaDhxfCuybAax4Tdu2+XAG0Gwcg2hERGQ2ZOnMpE3nMr1PH1KTTAEu7SQqONJkoGfPnnnOQvv5559RoUIFuLq6omnTpti3b1+W2y5fvhyNGjVC4cKF4eHhgXr16qlMOKL8It8n8r2iM9H3zl/HQrD+ZKjKvv6ud104O/LnGVkhWSJ57l+tiH+z+8Eoc+NRVKtx5uINBO0BvqkIzOkGLBsCrB0FJMcDpeoBHT8z9UjJxPhXmoiIzIYUOM6YCZCW/ISR+2U7IjJ/ixYtwqhRozBu3DgcOnQIdevWRadOnRAWFpbp9j4+Pvjwww+xe/duHDt2DC+++KI6/fPPPwU+drINpvzekYL+Y1dp3TjfbFcFNUt7G/05iMzC7p+08xrdzLuOWPFqQNNXH3ThzCjkKHD67wIfFpkXBtGIiMhsyA8KY25HRKb1/fffY+jQoSoQFhAQgGnTpsHd3R0zZ87MdPu2bdvi6aefVh1CK1WqhBEjRqBOnTqqeyiRNX3vyDLOD1ecQHhsImqW9sLrj5txYIHoUUTdAI4tflDE35ylJANH5mW/jXTxlO3IZjGIRkREZqOEp6tRtyMi00lISMDBgwfRoUOH1Nvs7e3Vdck0MyTIsGnTJtXgoE2bNpluEx8frwoBpz0RGSouMRkrDwUbtK23m5NRn3vlkWBsCLwBJwdtGaeTA3+WkZXa9xuQnAD4NQX8msCsXdkFRF7PZgMdEBmsbUc2i3+tiYjIbDTx91Hd0Oyy2cbXy0VtR0Tm7datW0hOTkbJkiXT3S7XQ0NDs3ycdMUqVKgQnJ2d0bVrV0yZMkV1Bs3M+PHjVSct/cnPz8/or4Os0+VbMXj6l1347+xNg7b/cMVxbDVw25zciIzDuFUn1eWRHaqiui87yZKVSogB9v+uXW7xJsxe9A3jbkdWiUE0IiIyGw72dhjXPUBdziqQ5unqhMTklAIdFxEVHE9PTxw5cgT79+/Hl19+qWqqbdmyJdNt33//fRV005+CgoIKfLxkedafCEX3KTtwKiQSRT2cMaJ9FfWdk/F7R3/dx90ZweFxGDRzH95edAR3YhLy/NySYfn+8uOIjEtCnbLeeLVNxUd6LURm7fCfQFw44FMRqNYFZq9QSeNuR1aJQTQiIjIrnWuVwtQBDeDrnX7JZrFCznB1tMe5sGgMn38YSQykEZm1YsWKqc6eN26kP2Iv1319fbN8nCz5rFy5surM+b///Q+9evVSGWeZcXFxgZeXV7oTUVbkAMyXfwdi2LyDiIpPQqPyRfD3W63xdseqmX7vyPVpAxpg++jH8VJLf9jZASsOB6P9d1uw4vA1FRDLraUHr2Hz6TA4O9jj2+fqwpHLOMlaSd0wfUOBZq8D9g4we+VbAF6lszmUawd4ldG2I5vlaOoBEBERZRZI6xjgq7qhSTFnqYEmSzgPXL6DgTP3YeOpG3hv2TF826su7O2zW/xJRKYiyzEbNmyo6pr17NlT3ZaSkqKuDx8+3OD9yGOk9hnRowiNiMPw+Ydw4MpddX1oa3+817l6ai2yrL53JENajO0egKfqlcaYZcdwOjQKby86ihWHr+PLnrXg5+Nu0BhCIu7hs78C1WUJ3FUt6Zlvr5fI5E79BYRfAdx8gHrPwyJIoK/zRGDxwPuBtLSB8vvzzc4TLCMgSPmGQTQiIjJL8sOleaWi6W5rWrEofu7fAK/OO4jlh4JR2M0ZH3erATtJDyAisyNLMQcNGoRGjRqhSZMmmDRpEmJiYlS3TjFw4ECUKVMmNdNMzmVb6cwpgbO1a9fijz/+wNSpU038SsiS7Tx/CyMWHsat6AR4ujjim+fqqKCZId87adXzK4y/3myF37ZdxI+bzmHb2Zt44odt+N8TVTG4RYVss8oka230suMqA072I0E8IqslWZq7JmuXG78MOBsWaDYLAU8BvecC60enbzIgGWoSQJP7yaYxiEZERBalQ0BJfPtcHZUFMHPnJRRxd8Kb7auYelhElIk+ffrg5s2bGDt2rGomIEs0169fn9ps4OrVq2r5pp4E2F5//XVcu3YNbm5uqF69OubNm6f2Q5RbKSk6/LLlPL7fcBYpOqBGKS9Mfb4BKhTzyPM+JXPtjccr48lavqq22d5Ld/DF36ew6sh1THi2NmqW9k7dNjlFl5rZdvJ6hAq6OTtyGSfZgKt7gOCDgIML0GQoLI4Eyqp31bpwShMBqYEmSziZgUaSk6jLy2J+Cyatz6V7kxSfZd0MIiLLNWvnJXx6f1nM5z1r4YVm5U09JLJynEOYP75HpHc3JgFvLz6CLWe0jpp9Gvnh0x414erkYNQg3eIDQfhy7SlExSWpTLahrStiZIcq2HImTH1HhUTEpXvMsw3K4Lve9Yw2BiKztPB54PQaoMEg4Kn7GWlEVjKHYCYaERFZpBdb+uNubCImbzqHsatOwMvVET3qlTH1sIiIyMSOBIXjjT8PITj8Hlwc7dWBlt6N/Iz+PFKTs2+TcmhXvQQ++esk1h4PxbStF7DsYBBuRmfewVNKEXQMKJnpclIiq3DrPHD6b+1yc8PrXxJZCgbRiIjIYr3doQrCYxMwd/cV/G/xUXi7OaFttRKmHhYRERWAtMslpRFA4wpFMH/fVXy+JhCJyTpUKOqOX55viIDS+ZuVWMLLVT3PvydD8fHKE7gRlX0jDMlQkyYG+qYFZMHdJ7nc72F7ftYK8lftDBSvaurREBkdg2hERGSxpKHAJ91rIjw2EauPXseweQfx58tN0bC8j6mHRkRE+Wj9iZCHlku6OtkjLjFFXe5c0xdfP1cHXq5OBTamJ2r6wtHeDi/NOZDlNlJHR8Yswb/smhiQmQtcnUXh+Ym2XXg+5hZwZL52ucWbph4NUb5gRUsiIrJospzmu9510bZacfXj6cVZ+3EqJNLUwyIionwMoL0279BD9cb0AbReDcpg6oAGBRpA05Pum4aQ7Dmy4ADa4oHpA2giMkS7Xe63Vft/B5LigNL1gfItTT0aonzBIBoREVk86ZY29fmGaFS+CCLjkjBw5j5cuR1j6mEREVE+LOGUDLTsOqPtvHBbdeM0BVlWasztyAyXcEoGWqb/B96/bf0YbTtbk3gP2Pfbgyw0Oy5XJuvEIBoREVkFN2cHzBjcGNV9PXEzKh4vzNiHsEge6ScisiayDDJjBlpG+uWSptDE3welvF2RVfhAbpf7ZTuyQFIDLWMGWjo6IDJY287WHF0AxN4GvMsBNXqYejRE+YZBNCIishrSWGDukCYoX9QdV+/EqkBaRGyiqYdFRERGYujBEVMtl5RmAeO6B6jLGQNp+utyP5sKWChpImDM7axFSgqw++f7HTlfBxxYep2sF4NoRERkVWSJzLwhTVHC0wVnbkThxdn7EJuQpJYA7b5wG6uOBKtzuU5ERJZDlulP337R7JdLdq5VStVk8/VOPwa5LrfL/WShChnYAVy6ddqSs+uB2+cBF2+g/gBTj4YoXzFETEREVsfPx11lpPWethuHroaj19TduBOTgNA0GQyynEayAfhjhojIvCUlp+D3HZcwaePZ1OYBWbG7H6wy9XJJ+W7pGOCrlpVKVpwE9WRMzECzYIlxwIFZOWxkp3XpLN8CNmXXFO280YuAi6epR0OUr5iJRkREVqm6rxdmvdgEzg72CAyJTBdAE6ERcaq7m3R5IyIi83T8WgSe+mknJqw7rQJoLSsXxec9aqpgmbkvl5QxNK9UFD3qlVHn5jAmyqPom8Cc7sDJ5YCd/id0Zu+nDug8AbB3gM24dgC4uguwdwKavmrq0RDlO2aiERGR1arnVxgeLo5IiE146D7d/emvdHmTbAH+uCEiMh+yDP+HDWcxY8cl1WlTal5+1LUGejUsCzs7OxT3dFF/v9M2GZAMNGYYk9GFnQLm9wbCrwKuhYE+fwD3wrUunRmbDBSuAFTrApvMQqv9nJaFR2TlGEQjIiKrJcto7mYSQEsbSNN3cZMsASIiMr1tZ2/iw5XHEXTnnrr+VN3SGNs9AMUKuaRuw+WSVCDObwKWDAbiI4Ei/sDzS4BiVbT7qnfVunBKEwEHJ2DVcCD8MrB7CtDqbVOPHEhJfjA+qdEmS0yNnSF35xJwarV2ucVw4+6byEwxiEZERFbL0O5spuriRkRED0jtyi/WBGL54WB1vbS3K758ujYer14i2+WSRPli/wxg7buALhko3xLoMw9wT1NrTwJS/q0fXE+IAVa+Bvw3Hqje7UGwzRQCVz+cKSdZYp0nAgFPGe959kwFdClApfZAyZrG2y+RGWNNNCIislqGdmczZRc3IiJbp9PpsPJwMDp8v1UF0OzsgMEtKuDfUY9lGUAjytcMrvXvA3+P0gJodfsDL6xIH0DLTN1+QOUOQHK8lpWWkn0TjHwNoC0e+PBS08gQ7Xa53xhi7wCH/9AuMwuNbAgz0YiIyGrJ0h7pwilNBGTpZmZKmUEXNyIiW5Cconto+eX18Hv4cOUJtYRTVPf1xPhnaqN+uSKmHi7ZovhoYNkQ4Ox67Xq7j4HW/4OK7OZEtuk2CfilGRC0B9g/veAL7asA4Oj7BSuyqAa7foy2FPVRl3YenAUkxgIlawEVH3+0fRFZEAbRiIjIaslSHykyLV047bKYUo5oX4U1dIiI8pl0Qs7YCMDT1RHxiSlISE6Bs6O9+nv8SpuKcHLgYhkygYhgYEEfIPQ44OgK9JwK1Homd/so7Ad0/BT4+3/Axk+Bqp2AIhVQYKQGWsYMtHR0QGSwtl3apai5lRQP7P1Vu9ziTcOCjERWgt9QRERk1aT49NQBDVTXtrT0gbO5u68gOj7JRKMjIrKNAJoczEgbQBNRcUkqgFalRCGsH9EabzxemQE0Mo3rh4Hp7bQAmkdxYPDfuQ+g6TV8SauhlhgD/DVC1iujwEgTAWNul5XjS7R9eJYGaubx34nIQjETjYiIrF5mXdxkGWevabsQGBKJN+cfwvSBjeDIH29EREZfwikZaNmFEeRARvmiHgU4KqI0Tq0Blg/VliaWCAD6LwIKl8v7/uztgaemAFNbABe3aHXDGgxEgZAunIbY/CUQEQTUfDr3mXISFNw1RbvcbBjg6Jz7cRJZMP5aICIim6Dv4tajXhl1XqGYB34f1BiuTvb478xNjFt9UhW3JiIi45GDFxkz0DKS+2U7snBSj+vSduD4Uu1crpvz+JKTgJ0/AosGaAE0aQrw0j+PFkDTK1oJaPeRdvmfj3JYYmlEUp/M3inn7e5eBDZ+AvxYV8vA2/WTtpzVkH8/edzN04BTIaDhYKMNnchSMBONiIhsVj2/wvixb30Mm3cQf+69inI+7nj1sUqmHhYRkdWQ7F9jbkdmSjo+SkH7tMEir9JA54lAwFMwy/E5uWvBM9F4KNB5AuBgxJ/HzV4HTq4Agg8Ca0YB/Rbkb+2w+CitpltKYhYb3H/uHj8DyQnAyeXA5R3a+OT074eAXzNtGWtAT8CzZPb/fnY64OJW83h/iQoQM9GIiMimdarpi4+7BqjL49edxppjBXS0mIjIBpy8HmHQdrLMniyUBFgWD3w42yoyRLtd7jfH8ekDaPVfALp+a9wAmpDulxKwksyws+uAE8uQbxJigD97A0F7AVdvoOPnWhAzLbneey5Q/3mg0YvAoL+AUaeBLt8C5VpoQTbpKrruPeC7asDsbsD+GcDhPzP/90uINY/3l6iA2elsbO1KZGQkvL29ERERAS8vL1MPh4iIzMQnq09i9q7LqkPc/JebolEFH1MPicwM5xDmj++R+UhMTsHnawJV85bsSG6MNH7ZMbodOyVbIlniN6lWNssV7bTgzcjjWlDJ7MYnwaUy+Tu+rV8D/30JuBcF3tgHeBQz7v4lmDW/N3B5O+DiBQxcCZRpqL126cIpDQCkVlr5Ftm/Rvk3OrlSy1C7tt/AJzfx+0tkgjkEM9GIiIgAfNwtAB0DSiIhKQVD5x7ApVsxph4SEZFFuh0djwG/700NoHWvU0oFyzKGyPTXx3UPYADNUkmQJtt6XzogMljbzizHh/wfX6u3tVplsbeBte8ad9+JccDC/loAzbkQMGCZFkATEtTybw3U7qWd5xTkkmBY89eBlzdqQbGOnwE+OZW4MPH7S2QCDKIRERHdbzzwY996qFvWG3djEzF41j71Q5D+3959QEdVrW0cf5KQBiShkwSQ3kKXJiAqiBQRQeEDFaTolSvNwlURC8jVe8FyFRtYUREFBaVYwIIiiiAqhiJFKVITQk1oISEz39pnSCSQBiQ5ZzL/31qz5pw5e2bezJlJdt7Z+90AkHfrdifq+peW6adtB1UyuJi18vGLt1yqqQMutUacncnsm9vNCsrwUmaUU362K4rxBQRKPV+S/AI8o7w2fpY/j3vqpPRBf2nrt1JgCan/HKlKq/x5bLO4Qru7pQ4POfv8AjZgYQEAAE4rHlTMWrHzhinLtP3AcWtE2vt3XKaQQKYoAEBu5sfu1piP1ig51aXq5Uro9YHNVatCmHXMJMquiYm0VuE0iwiYGmitqpdhBJq3S9yZt3ZmOqEd8roqZkHHF91MajtKWjbZs8hA1XZSaKkLf7xTKZ56ZJu/loqFSv0/lKq2Ub7L6+ti1/kFbMBINAAAzlA+LFhvD2mp8JBiWrXjsP714Wq5XD5VPhQAzkuay62JCzfo7lmxVgLtyjrlNW9Eu4wEWjqTMGtTs6x6Nq1kXZNA82JmJcgFo6SvH8u9rSmsb4rdFyZTaP+zf0lfPZqHml6VPPXCCtpVD0pla0tH4z0rYV6otFRpzhDpj0VSsRDplllStctVIMzrYi1Q4Gf/6wc4BEk0AADOYv7xe/XWFgoM8NNna+P05KKNdocEAI6UeDxVQ97+Wa9+t9Xav/PKmpo2uKUiQgPtDg0FZdv30tS20qrpnv06XU4nWbJJtLhSpdc7St8/K6WdKvj4ti+XpraTfn7Ds1+zUzbxnd7vOqlwiuIHhnqmdZrn/W2GtHnx+T+Gef0++oe08VMpIFi66X2pxlUqMOZ16frk6R2bXz/AIUiiAQCQBTNK4qk+ja3tV5du1bsrcl5hDgB8zZ97j6jnyz9o6R/7FBLorxdubqYHu9VjhFlRZVaBXPig9M510uEdnrpZgz6VbvlQ6jtdCj+rtp0ZoXT9i1Ldaz2JtMUTpLe6Svs3F0x8psj+l49Ib3WTDm2TwitLt86Tbv0om/iiPbfHXK9Cc8llUquhnu1P7pFOHs37fc1qm3P/Ka2fJwUESf1mSLWuVoEzr49TXj/AAfzcbrdPzVFh6XMAwPl4cfGf+t9Xf8j8T/jGoBbqWI+6H76KPoTzcY4Kz5e/x+veD2J1LCVNlUqF6tVbm6thpUKesud0JulhVi00RddNzSgz5c1bR+zs/Fmad6d04HQCrPlgqfMTUnBY7j+v+Xdz9Uxp4RjpZJKnhlenxzzJJP98GtOxe5U0b5i07/TI8aYDpK7/zTyN1CnnwyTOprbxJCLNa3Dt07nfx8Q+b7i0ZpbkX8yTQKvbrTCidd7rB9jchyCJBgBADsyfyQfmrNHsX3epeFCAPvxnG/5R9FH0IZyPc1TwTI3IF775U5O//tPab129jKb0v1RlSwbbHZqzrF8gLRqTubC9GbljpsZ508gdswLkkkmegvhulxQWJV3/klTbTJE8T4m7pPkjpK1LPPvV2ks9X5ZKV724+mBLn5aWPiO506QSFaTrXyj8BNP52vKt9G4vz/aQhTnXFHO5PPXnYmd4Vvj8v7e96z0EFLE+BNM5AQDIgZ+fn/57YyNdXqucjqekWbV/dh8+YRXSXr7lgLUanbk2+wBQlJz9ey7xRKrunPFrRgJtUJuqmvGP1iTQskqgmZUTz14ZMinOc7s57g3i1kivdZB+eNaTQGvcTxq+/MISaEbE6emV3f8nBRaX/jpdW+3Xdzyj1c7X3vWeWmvfPelJoDW4QRrxk/MTaEbNDlKzWz3b80dKqSeyT6B9du/pBJq/1PsNEmiAzRiJBgBAHiQlp+r/pi7Xpr1HFBURIpfbrb1JJzOOm9vG94hR14Zn1QxBkUEfwvk4R/ln0bo4TfhkveISkzNuK+bvp1Mut4IC/PVEr4bq27KKrTE6kpnyNrnhuQm0TKsZRkv3rHXuVDhTvP6H56TvJkmuU1LxctJ1z+Vv8ubAFs+otB3LPfu1O0s9Xji37lZ2r/GPL0rf/kdKS5FCS3sScw17y6ucOCxNuUw6Eie1u1u65t+Zj5t/0z+/z7NAgkmg3fCa1Pj/7IoWKPKSmM6ZNTpXAIALZUagdZu8VEnJ564ull5Ge+qAS0mkFVH0IZyPc5R/CbRhM1bJTy618t+oCjqsBJXSSlc9ueSvB7rU1fAOtewO07krV5rC+7kxBfmrt5etsqpxZWqezb1T2rPK06beddJ1k6WS5Qvm+VdMkRY/LqWdlEJKSdc+IzXqY4aBZx3fob888e1a6XmMOl09ybcwL61XummhNPMmT5Lsti8802etn7eCtOFTaeWrnh5Gr6lS05vtjhYo0vLahyhWqFEBAODFIsNDFFQs60oI7tOJNDNy45qYSFanA+C1UzjN77HO/is1PnC6ov0OZhzb4y6jCakD9e6KEP3zypr8nsuKSYDkZ7vCrNkWHC6lHveMPjMF+a2E1v95EloFwYzEaztKqnWNZ9XJuFjp439IGxZ4kmPfPpE5PhNTygnJlSIFhUndJklN+xdcfIXBTD1t2EdaN8ezqqh57c9mVjglgQY4BjXRAADIo5XbDmr/0ZRsj5tEmpn6ZNoBgDcyv78aH1mqqYGTFanMv8vMvrndHOf3XDbMiKn8bFeYNdvMypkmiRPZWBq+Qmrct3ASVBXqSf/4WrrqIc/KkyaJNn/4ufElJ3oSaBViPLXZmg3w7gRaupodPddZJdCMM1cYBWA7kmgAAORRwpHkfG0HAE6TkHTMGoFmnD3QLH1/fOC7VjtkwUw5NDXPchIWnfNqjAXJTJE0I9Csr32ycfxA4Sf5AgKlq8ZIt33pSaTlxCTTcnuNvYU5H2bEXbb8pEUPetoBcASSaAAA5FGFsJB8bQcATlPr+FprCmd2MzXN7dF+B6x2yGaKYvPBObfxC8hh4YECZmqM5fbcSbs97eyQPp3UqfEV+vlwF62fFygCSKIBAJBHraqXsVbhzGnyiDlu2gGAN6ofdjxf2/kcs2bbH196tgNLZD5Woryn7ljSTun1jtLuXws/viPxzq7Z5i015fKLr/28QBHAwgIAAOSRKaI9vkfM6VXrsp4M07hyRLYjOADA6fzDIvO1nc/Z+Km0+xcpsLg08hfp4JbMq0uaUUfv95MSfpfe6i7d+KoU07NwYjuaIP38hrNrtnlDTbn85Gs/L1AEMBINAIDz0LVhlKYOuFSREZmnbIaHeL6X+uL3vZq0cKPcZjQCAHiZ1MqX6ZDCsz3uNl8hhFeyr6aXk6WdkhY/7tm+bLgUES1Vby816uO5NlM9S1WRblvkWZHy1AlPgf/vn/WMYCtI6+dLUy6Tdq7IpaHN5zejplx230YVsfefr/28QBFAEg0AgAtIpP0wpqNm3nGZnr+pqXX927jOmnB9A+v4q0u36r+fbyCRBsDrLIjdpWRXgLWd1W8wP3Nr10mehBAyWz1T2r9JCi0jtbsr+3Yh4dLNs6RW//TsL54gzR8pncp+9ecLdvyg9NE/PMk6s2BAxYZS5/+cTtqcnbg5vW/n+TXP2/XJzPE4Kb785ms/L1AE2JpEW7p0qXr06KHo6Gj5+flp3rx5ud7n5MmTevjhh1W1alUFBwerWrVqmjZtWqHECwDAmVM729Qsq55NK1nXZn9Q22p6vKcnkfb699v0xGck0gB4jzSXW3u/ekFR/od0MqCE/MKizm1k6nrVutqO8Jwt9YS0ZKJnu/2/pJCInNsHFJOufUrq9rTk5y/FzpDevcGT9MovpjbblDbS2tme52h/n3THt1LbkVLf6VL4WefXjIgyt8dcL1uZ53dyfPnN135ewMvZWhPt2LFjatKkiW677TbdeOONebpP3759tXfvXr355puqVauW4uLi5HK5CjxWAADy4tY21eTv76eH567Tmz9sk8vt1rjrYqwviwDAyb5auVq3npxpDYBxd/mv1OJWz6qApqZXUJj06b3Skd3SN/+Ruv7X7nCdZeXrnlUUwytLLf+R9/u1HiqVqS7NHiJt/0F6o5PUf7ZUtuaFx5KcJH35sLRqume/bG3phlekyi3+bmMSM/W6/31+02u2OWXEk9Pjy2++9vMCXszWJFq3bt2sS14tWrRI3333nbZu3aoyZTwrn5mRaAAAOEn/1lXl7+ensR+v1VvL/pLL5dZj1zcgkQbAsczvKS3+t8L8TmhvyRhVbDFQ8vf31PJK5/+C9F5vacUUqUEvqUorO0N2jhOHpe//59nu8JAUmLlmZq5qXyPd/oVnwQGzEMEbV0v9ZkjVLj//WLYtleaNkBJ3eKYDmtpsVz8qBYae29YkaM48v07j9Pjym6/9vICX8qqaaAsWLFCLFi301FNPqVKlSqpTp47uu+8+nThxIsfpn0lJSZkuAAAUtJtbXaInezeSyZu9s3y7xs3/namdABxr+dJF6pq62NoueeNzngTa2Wp3kprc4qmWZtXwOln4gTrRsuel5MNS+fpSk5su7DEqNpD+sViq1Fw6cUia3kuKfT/v9085Li0cI73Tw5NAK3WJNPhTz4jBrBJoAICin0QzI9B++OEHrVu3TnPnztXkyZM1Z84cDR8+PNv7TJw4URERERmXKlWqFGrMAADf1a+lSaQ1thJp767YrkfmrfOM9gAAB3Glpan8949Y2+sqXKcSNS7LvnGX/0glKngK6H/3VOEF6VRJcdKKqZ7tq8dd3PS7sIrS4M+kmF6SK1WaN8yz2md66RpXmrTte2ntHM+12Td2/iy92l766RXPfvMh0rAfL2wkGwDAudM5z5epfWamwrz33ntWQsx49tln1adPH02ZMkWhoed+yzJ27FiNHj06Y9+MRCORBgAoLH1bVLGmdt4/Z7Xe+2mHTA7tP70aWnXTAMAJNiycogZpm3XUHaoqfSbl3Lh4Gan7/6QPb5V+eM5TyymqiXzWd09Kp05IVVpLdfNepiZbZtRYn7ekb2t6poh+/4x0YLNUv4f01aNS0p6/24ZFe0aubfpMcrsksxDE9S95RgwCAAqEV41Ei4qKsqZxpifQjPr161vTY3bt2pXlfcwKnuHh4ZkuAAAUpj7NK+t//9dEJm82c+UOPTR3LSPSADiC+8QhVfr1aWt7ZbWhiqiQhy+bTeLMjJZyp0nzR0hpqfJJ+zf/Xby/02Oyhh3nBzOV1oxq6zlF8g+U1s+TPro9cwLNOLJH2viJJ4HWuJ80fDkJNAAoYF6VRGvXrp327Nmjo0ePZtz2xx9/yN/fX5UrV7Y1NgAAcnLjpZX1bN+mViJt1s87NeajNSTSANhu19zxKuVO1BZ3tJrceH/e73jt01JoaSl+racmmC/65nFPIrF2F89KivmtWX9pwEeeBQJyElpG6jXVcz4AAEU3iWaSYbGxsdbF2LZtm7W9Y8eOjKmYAwcOzGh/yy23qGzZshoyZIjWr1+vpUuX6v7779dtt92W5VROAACcpFezSnqunyeRNvvXXXrgozVKI5EGwCbuvesV/ce71vZP9caobERY3u9csoLU9cm/pzQmbJRP2b3KM0LMJLg6jS+45/Ez/67l8nfixEFp+48FFwMAwBlJtF9++UXNmjWzLoapXWa2x40bZ+3HxcVlJNSMkiVL6quvvtLhw4etVTr79++vHj166IUXXrDtZwAA4Hz0bFpJz9/UTAH+fprz6y7dP3u1lUgzl+VbDmh+7G7rmuQagALldivx49EKkEtfulqq03UXsKpk475S7c5SWoq0YOTfhe59weIJnmszjdKsrFlQju7N33YAAO9dWOCqq66y6pll5+233z7ntnr16lmJNAAAvFWPJtHWYgN3zfpNH/+2W7sOHdeOgycUn5Sc0SYqIkTje8Soa8MoW2MFUDS5189Xqb3LlewO1PpGY9Q5LOT8H8TUALtusjTlMmnXz9JPr0pthqvI2/KttHWJFBAkdXioYJ+rZMX8bQcA8J2aaAAAFBXdG0fppZubWVM7V/51KFMCzYhPTNawGau0aF2cbTECKKJSjivl87HW5huu63VT5/YX/lgRlaRr/u3ZXvxv6eBWFWkul/T1Y57tFrdLpasW7POZWmvh0TnURfOTwisVTE02AMA5SKIBAGCTzg0iFR4amOWx9HHaEz5Zz9ROAPlr2WQFH9ujXe5yOtBsmCIjLmAU2pmaD5aqtZdOnZAW3GVNFS2yTB20uFgpKEy64r6Cfz7/gL9rz52TSDu933WSpx0AoMCRRAMAwCYrtx3U4eOp2R43/4bGJSZb7QAgXxz6S67vn7M2J50aoNs75EM9LzOt8/oXpMDi0l/fS7+eW5KlSEhL9azIabQdJZUoVzjPG3O91He6FH7W9H4zQs3cbo4DAIp+TTQAAHxZwpHkfG0HALn64mH5u1K0LK2BSja7UZVLF8+fxy1TQ+r4qPTFWOnLR6Xa10gRlVWkrJruma5aorzUZkThPrdJlNXr7lmF0ywiYGqgmSmcjEADgELFSDQAAGxSIY+FvPPaDgBytOUbaeOnOuX21+OuQRreoXb+Pn7rf0qVW0kpR6RP7y1a0zpTjknfnZ5WecUDUnDJwo/BJMyqt5ca9fFck0ADgEJHEg0AAJu0ql7GWoUzu3LRRsXwYKsdAFz0VMSFY6zN6Wmd1aDJZbqkbD6NQktnkjo9X/KsWvnnl9KaD1VkrJjqGQFWqqqnBhwAwCeRRAMAwCYB/n4a3yPG2s4ukXYqza2dB48XalwAiqCfXpX2/6H97nA9n9ZbIzrULJjnKV9XutKTrNOiMdLRBHm94welZc97tjs+IhULsjsiAIBNSKIBAGCjrg2jNHXApeesjlchLFjlSwbpwLEU9XlluTbEJdkWIwAvd2SvtGSStfnUqX66snFt1ShfgNMR290tRTaSThySPi/AFSxdadK276W1czzXZr8g/PCsdDJJqthIatinYJ4DAOAVWFgAAAAHJNKuiYm0VuE0iwiYGmhmCufBYykaOG2llUDr++pyvTW4pVpUY2ongPO0eIJVp2y1q4bmuK7Uoo61Cvb5AgKlnlOk1ztI6+d7LjE98/c51i/wjHRL2pN5tcquT+bvapWJu6SfXvNsdxov+TMGAQB8GX8FAABwyNTONjXLqmfTSta12S8fFqxZQy9Ti6qldST5lAa8+ZOWbCoCU6MAFJ5dv0ix71mb41MHq2vDaNWpGFbwzxvVWGp3j2f7s/s8UyLzM4H24cDMCTQjKc5zuzmeX5ZMlNJOSlUvl2p1yr/HBQB4JZJoAAA4WERooN69vbWuqlteyaku/eOdX7Rg9Vn/OAJAVlwu6fP7rc3ZaVco1l1LI/N7Rc6cXPmAVK6udCxB+uKh/Jl+ae5jRqApq5U/T9+26MH8mdqZsFGKfd+z3ekxyS+nZWAAAL6A6ZwAADhcaFCAXru1he6bvdpKoN096zclnUjVgMuq2h0aACeLnSHtWaVk/+J6KvkmXRNTUTHR4YX3/MWCpZ4vS29eI62e6Vmx8/iBC5t+mZwk7dskbVhw7gi0TNxS0m5p+49S9fYXF/83j0tul1TvOqlKy4t7LABAkUASDQAALxBUzF+T+zVVeGgxzVixQ4/MW6fEE6kaflVN+TE6AsDZThyWvp5gbf4v5QbtUynd1bEQR6GlM8mnOl2kPxZlTqCdOf2y7/S/E2kpx6X9mzyjwBLWS/vM9QYpcef5Pe/edReXRNu5Utr4qeTnL1097sIfBwBQpJBEAwDAS/j7++nxng1VuniQXvxms57+YpMOHUvRw93rk0gDkJlZjfP4fu0NukRvJ3expoQ3qhxR+HGYaZVxq7M5eHr65fzhUuxMad8G6dBf2UzVlFQyUgqLlOJic39eM6Vz3UdSgxulBr08o97yyu2Wvn7Ms920v1S+bt7vCwAo0qiJBgCAFzHJsn91rqtHute39t/4YZsemLNGp9JcdocGZOnll19WtWrVFBISotatW2vlypXZtn399dfVvn17lS5d2rp06tQpx/Y4S3rNsWXPSz+9at30wLH+SlUxjbJjFJphplUeicu5zckj0h+fS4e2eRJoxctK1dpLLe+Quj8rDVkoPbBNum+TdMc3pxNiOXxxEBDsud71s/TFWOnZGGlaN2nl69LRhNxfv6/GS9uXSf5B0lVjL/AHBwAURYxEAwDAC/2jfQ1r0YExH63R7F93WVM7X7i5mUICA+wODcjwwQcfaPTo0XrllVesBNrkyZPVpUsXbdq0SRUqVDin/ZIlS3TzzTerbdu2VtLtySefVOfOnfX777+rUqVKtvwMXsOsSGkK7p9RLyzVL0gh7hO6vFY5Na9a2p64ju7NW7smN3suFWKkkuWzb+cf4KmjZqaBWom0M0etnU6s9X5DqtJKWj9fWvextHOFtONHz2XhA1K1yz0j1OpfL5Uom+3rp2JB0u5fpQjeewAADz+324xX9h1JSUmKiIhQYmKiwsMLsbAqAAAF4Ivf4zXq/d+UkuZS25pl9drAFioZzHdkBYE+xPkzibOWLVvqpZdesvZdLpeqVKmiUaNG6cEHH8z1/mlpadaINHP/gQNN0iRnPnuOTALISipl7ta7Tu9uvmqK6nTob09sZmTXO9fl3m7Qp+dXwyyrpFd4JanrpHMXKkjcJf0+T/r9Y09SLJ1fgFTjKqlMDennN7KYRno6KXdmzTYAQJGU1z4ESTQAALzcj5v3647pv+hYSpqaVI7QW0NaWaPUVm47qIQjyaoQFqJW1csowJ+6aReDPsT5SUlJUfHixTVnzhz16tUr4/ZBgwbp8OHDmj9/fq6PceTIEWvE2uzZs3XddecmYk6ePGldzjxHJknnU+fITEGc3DDbFSvNRG9/k1y6Z61nFJdt8ZkpnVn92+HnmZ55IfGZxzbTRc1ot5IVpaptc38MU3Pt97meEWrxa/LwJBcRHwCgyPXz+KoaAAAv17ZWOb1/x2Ua/NZKrd6VqGuf/14ut1sJR/5OLkRFhGh8jxh1bRhla6zwHfv377dGklWsWDHT7WZ/48aNeXqMMWPGKDo62qqNlpWJEydqwgTPCpQ+yySRskmgZRRATtrtaXcxq1VeqLxMvzSjxy4kQWXuc74/U+lq0uX3ei77N0s/PCfFzsjhDm57Xz8AgKOwsAAAAEVAkyqlNPvONioVGqj4pORMCTQjPjFZw2as0qJ1uRT4Bhxi0qRJmjVrlubOnWvVR8vK2LFjrW+M0y87d+6Uz8lrzbG8tisIZiqkmRIZflYS34zwsnOqZLlaUs0Ozn/9AACOwUg0AACKiOrlSiqwWNbfj7lPj/mY8Ml6XRMTydROFLhy5copICBAe/dmTj6Y/cjIyBzv+8wzz1hJtK+//lqNGzfOtl1wcLB18WlmGmN+tisoJlFWr/v5T78saN7y+gEAHIGRaAAAFBGmBtq+s0agnZ1Ii0tMttoBBS0oKEjNmzfX4sWLM24zCwuY/TZt2mR7v6eeekqPP/64Fi1apBYtWhRStF4stIzc6dMis2AWFzgRGulJWNktffploz6ea7sTaIZ5XcyIuGxfQ1MTrZIzXj8AgO1IogEAUESYRQTysx1wsUaPHq3XX39d77zzjjZs2KBhw4bp2LFjGjJkiHXcrLhppmSme/LJJ/Xoo49q2rRpqlatmuLj463L0aNHbfwpHOzYfrln3Sw/uWWWCktfjTNd+v6E1IFKo9ufc802y9mJtIus2QYAKHL4awoAQBFhVuHMz3bAxerXr581NXPcuHFq2rSpYmNjrRFm6YsN7NixQ3Fxf9fpmzp1qrWqZ58+fRQVFZVxMY+Bs5w6KX0wQH6Ht2u7q4LuS/2n4lUmU5N4ldWw1Hs062hTRqB6Y802AIDjUBMNAIAiolX1MtYqnGYRgbMGpGQIDfRXkyoRhRwZfNnIkSOtS1aWLFmSaf+vv/4qpKi8nBl29sk90o7lSi0WptuO3a8t7kqae7K9WvlvVAUdVoJKaaWrnlynvzNnBKqX1mwDADgKI9EAACgizGIB43vEWNvZVfc5kerSbW//rMTjqYUaG4B8tGyytPp9yS9AsZc9ZyXQDJMwW+GK0QJXW+s6PYFmMALVS2u2AQAchSQaAABFSNeGUZo64FJFRmT+h9mMUBvVsZZKBhfTiq0H1fuVH7Xz4HHb4gRwgTZ8In39mLV5+KrH9UBsuRyb+53+/JuRqgAA4OIwnRMAgCKYSLsmJtKqgWSmcJkRKOYfaDNSrVvDKGsk2uaEo7phyo+aNriFGlcuZXfIAPIibrX08VBrM7HRYHVfXl+7Dx9X6eKBOnQ81UqYnTmVO31Eqhmhaj7/AADg4jASDQCAIsj8w9ymZln1bFrJuk7/BzomOlxzR7RVvcgw7T96Uv1eXaHFG/baHS6A3CTFSe/fJKUe19HKV6jz+m7affiEapQroU/vaq9XshiBavbNyFSTWAcAABePkWgAAPiYqIhQzb6zjYa/t0rf/7lfd0z/RRN6NtStl1W1OzQAWUk5Ls26WTqyRyciaqnzriHam5ymmKhwTb+9lcqVDFalUqHZjkAFAAD5g5FoAAD4oLCQQE0b3FJ9W1SWyy09Om+dJn6+QS6zA8A5XC5p3jBpz29KDS6tngdHaU9ysFpULa2ZQy+zEmi5jUAFAAD5gyQaAAA+KjDAX0/2bqx/XVPH2n916VaNmvWbklPT7A4NQLolE6X18+TyC9TAY3fpj9TyurJOeb17e2tFhAbaHR0AAD6FJBoAAD7Mz89Po66uref6NVFggJ8+WxOnAW/8pEPHUuwODcCa2dLSp6zNMSm3afmpuureKEqvD2yh0KAAu6MDAMDnkEQDAAC6oVllvXNbK4WFFNMv2w+p99Qftf3AMbvDAnzXzpXS/BHW5iunemh22pXq16KKXri5mYKK0YUHAMAO/AUGAACWtjXL6aNhba0C5Vv3H9ONU37UbzsOWcfSXG4t33JA82N3W9dmH0ABObxD7lm3SGkn9WVacz15qp/uaF9dk3o3os4ZAAA2YnVOAACQoU7FMM0d3la3vfOz1u1O0s2vr9CgNtW0YPUexSUmZ7SLigjR+B4x6towytZ4gSLn5BG53+8nv2P7tN5VVfekjtC/OtfTiA61rOnXAADAPoxEAwAAmVQID9EHQ9uoY70KSk51WQsOnJlAM+ITkzVsxiotWhdnW5xAkeNKk2vObfJLWK8EdyndnnKfHuzZXCM71iaBBgCAA5BEAwAA5ygRXExT+1+q4tkUL0+fzDnhk/VM7QQu0NnTpFMXPSL/P79UsjtQQ0/dp/v7dtTANtXsDhMAAJzGdE4AAJClVTsO63hKWrbHTerMjFBbue2g2tQsW6ixAd7OjOJ8fMFaVTm6WhV0WA38t6lNsc+sY2PShmv4Lf+nzg0i7Q4TAACcgSQaAADIUsKR5HxtB+DvBNq891/R7MDpig46mOnYglNtVP3KASTQAABwIKZzAgCALFUIC8nXdgA8UziXzJumKYGTFanMCTS3W7ouYLnif5rNNGkAAByIJBoAAMhSq+plrFU4cypnbo6bdgDyZuWWfbor9Q1r2/+sD1f62gF3pb5ptQMAAM5CEg0AAGQpwN9P43vEWNvZJdLGdK1ntQOQN2l/LVO038FzEmjpzO3RfgesdgAAwFlIogEAgGx1bRilqQMuVWRE5imb6QmAL36Pl9vMQQOQJ5Gu+Dy1q+B3uMBjAQAA54eFBQAAQK6JtGtiIq1VOM0iAqYGmhl91v+NFVq4Ll5TlmzRiA617A4TcL5t36vmmmfz1LRmjZoFHg4AADg/JNEAAECuTNKsTc2ymW77d8+GGvvxWj3z5SbVjwpTx3oVbYsPcLSU49Lif0s/TbWmRrvMZBC3K8spnWY9gZPFIxVarZ0dkQIAgBwwnRMAAFyQm1tdov6tL7FWFLx7Vqy27jtqd0iA8+z8WXq1vZVAM1KbDdZjAaOsbddZTc2+n5+fQns8LfkH2BAsAADICUk0AABwwcb3aKAWVUvrSPIpDX33Vx1JTrU7JMAZTp2Uvp4gTessHdgshUVJ/T/SyyVGaPqx1nok+AEpLDrTXfzCK8mv73Qp5nrbwgYAANljOicAALhgQcX8NWXApbr+xWXanHBUoz9crVcHNJc/K3bCl8WtkebeKSX87tlv3E/q9qT2pobq1elLrJvadB8i/0YPStt/lI7ulUpWlF/VtoxAAwDAwRiJBgAALopZaOCVW5srKMBfX63fqxe/2Wx3SIA90k5J3z0tvd7Bk0ArXk7q+65042tSaGn978tNOpGapmaXlNJ1jaM8CbPq7aVGfTzXJNAAAHA0kmgAAOCiNa1SSk/c0NDafu7rP6xkGuBT9m2S3rxG+vYJyXVKqt9DGr4iY2rm+j1Jmv3rLmv7ke71rdpnAADAu5BEAwAA+aJviyoa3LaatX3vB7HW9E6gSHGlSdu+l9bO8VybfZdL+vEl6ZX20p5VUkiEdOPrnhFoJctbd3O73frP5+utRTi6N45S86pl7P5JAADABaAmGgAAyDcPd6+vDXFJ+mnbQQ2d/ovmjWyn8JBAu8MCLt76BdKiMVLSnr9vK1nRmqapfRs9+7U6Sde/KIVnXjDg200JWrb5gDXl+cGu9Qo5cAAAkF8YiQYAAPJNYIC/Xu5/qaIjQrR1/zHdMytWLpfb7rCAi0+gfTgwcwLNMAsCmARasRCpx/NS/znnJNBOpbn03889SbbB7aqpSpnihRk5AADIRyTRAABAvipXMliv3tpCwcX89c3GBKtGGuC1zJRNMwJNOSSDzRTOZrdKWdQ5m/nzTmtqc+nigRrRoVbBxgoAAAoUSTQAAJDvGlWO0KTejaxts1rnonVxdocEXJjtP547Au1sZkSaaXeWpORUPfeVJ4l8T6c6ighlajMAAN6MJBoAACgQNzSrrNsvr25tj/5wtTbFH7E7JOD8mQTZBbab8u0WHTyWohrlS+iW1pfkf2wAAKBQkUQDAAAFZmy3empbs6yOp6Rp6Lu/KPF4qt0hAefHLB5wAe12Hjyuacu2Wdtju9W36gUCAADvxl9zAABQYIoF+OulWy5V5dKh2n7guEbN+k1pLDQAb1K17enFAs6td+bhJ4VX8rQ7w9NfbFLKKZfa1CirTvUrFEqoAACgYJFEAwAABapMiSC9dmsLhQT6a+kf+/TMl5usRNryLQc0P3a3dU1iDY7lHyB1ffL0ztmJtNP7XSd52p32245DWrB6j7XOwMPd68sviwUHAACA9ylmdwAAAKDoi4kO11N9muiumb9p6pItmrlyhw6fMbUzKiJE43vEqGvDKFvjBLIUc73Ud7pnlc4zFxkwI9RMAs0cP83tduuJzzZY2zc2q6yGlSLsiBgAABQAkmgAAKBQXN8kWp+s3qOv1u/NlEAz4hOTNWzGKk0dcCmJNDiTSZTV6+5ZhdMsImBqoJkpnGeMQDMWrovXr9sPWSMv7+9S17ZwAQBA/iOJBgAACoWZsrl2V2KWx8xkTjPhbcIn63VNTKQC/Jn+BgcyCbPq7bM9fPJUmiYt3GhtD72ipiIjQgoxOAAAUNCoiQYAAArFym0HFZ+UnO1xk0iLS0y22gHeaPqP27Xj4HGVDwvWP6+oYXc4AACgKCXRli5dqh49eig6OtoquDpv3rw833fZsmUqVqyYmjZtWqAxAgCA/JFwJDlf2wFOcuhYil785k9r+77OdVQimAkfAAAUNbYm0Y4dO6YmTZro5ZdfPq/7HT58WAMHDtTVV19dYLEBAID8VSEsJF/bAU7y/OI/lZR8SvUiw9SneRW7wwEAAAXA1q/IunXrZl3O15133qlbbrlFAQEB5zV6DQAA2KdV9TLWKpxmEQEzdTMrphRamstVyJEBF2frvqOasWK7tf1I9xhq+gEAUER5XU20t956S1u3btX48ePz1P7kyZNKSkrKdAEAAIXPJBbG94ixtrNLMbjc0q3TVlrF2VNOkUyDd5i4cKNOudzqULe8Lq9dzu5wAABAAfGqJNqff/6pBx98UDNmzLDqoeXFxIkTFRERkXGpUoXh9QAA2KVrwyhNHXDpOasWmhFqz9/UVDe1rCK3W3rluy3qPfVHbdl31LZYgbxYsfWAvlq/10oSP3RtfbvDAQAABchrKp6mpaVZUzgnTJigOnXq5Pl+Y8eO1ejRozP2zUg0EmkAANibSLsmJtJahdMsImBqoJmpniYJ0bNpJV1Vt7we/Hit1u5O1HUv/KBxPWKs5JpZhAhwEpfLrSc+W29tm/do7YphdocEAAAKkNck0Y4cOaJffvlFv/32m0aOHGnd5nK55Ha7rVFpX375pTp27HjO/YKDg60LAABwDpMwa1OzbLZJtqZVSutfs2O1bPMBjf14rZZsStCkGxurdImgQo8VyM682N1atztJJYOL6d5r8v4lLwAA8E5eM50zPDxca9euVWxsbMbFLDBQt25da7t169Z2hwgAAPKJme757m2t9dC19RQY4Kcvft+rrs8v1Q9/7rc7NMByIiVNTy3aZG0P71BT5UrypS0AAEWdrSPRjh49qs2bN2fsb9u2zUqIlSlTRpdccok1FXP37t2aPn26/P391bBhw0z3r1ChgkJCQs65HQAAeD9/fz8NvaKm2tYsp7tm/aat+45pwJs/aegVNfSvznUUXCzA7hDhw974fqvik5JVqVSobmtX3e5wAABAUR+JZqZnNmvWzLoYpnaZ2R43bpy1HxcXpx07dtgZIgAAsFnDShH6bFR73dL6Emv/taVbdeOUH7U54UhGmzSXW8u3HND82N3WtdkH8lv6++zdFX/ppW89XwQ/0LWuQgJJ6AIA4Av83KaomA8xCwuYVToTExOtKaIAAMB7fPl7vMZ8tEaHjqcqJNBfj3SPUdkSQfr3p+sVl5icabXP8T1irPpq+YU+hPMV5DlatC5OEz7J/D4zU42f79dM1zbOv/cZAABwbh+CJBoAAPAqe5OSdd/s1fo+h/po6et4Th1wab4l0uhDOF9BnSOTQBs2Y5Xc2bzX8vN9BgAAnNuH8JqFBQAAAIyK4SF6Z0gra9GB7KQnO8zIIaZ24mKY9495H+X0LuJ9BgCAbyCJBgAAvHLRgUaVSuXYxqQ0zNS7ldsOFlpcKHrM++fMKZxn430GAIDvIIkGAAC8UsKR5HxtB2SF9xkAAEhHEg0AAHilCmEh+doOyArvMwAAkI4kGgAA8EqtqpexVuFMX0TgbOZ2c9y0Ay4U7zMAAJCOJBoAAPBKAf5+Gt8jxto+O8GRvm+Om3bAheJ9BgAA0pFEAwAAXqtrwyhNHXCpIiMyT6Uz++Z2cxy4WLzPAACAUYyXAQAAeDOTwLgmJtJaHdEUdze1qczUOkYGIT/xPgMAACTRAACA1zOJjDY1y9odBoo43mcAAPg2pnMCAAAAAAAAuSCJBgAAAAAAAOSCJBoAAAAAAACQC5JoAAAAAAAAQC5IogEAAAAAAAC5IIkGAAAAAAAA5IIkGgAAAArMyy+/rGrVqikkJEStW7fWypUrs237+++/q3fv3lZ7Pz8/TZ48uVBjBQAAyAlJNAAAABSIDz74QKNHj9b48eO1atUqNWnSRF26dFFCQkKW7Y8fP64aNWpo0qRJioyMLPR4AQAAckISDQAAAAXi2Wef1R133KEhQ4YoJiZGr7zyiooXL65p06Zl2b5ly5Z6+umnddNNNyk4OLjQ4wUAAMgJSTQAAADku5SUFP3666/q1KlTxm3+/v7W/vLly/PlOU6ePKmkpKRMFwAAgIJSTD7G7XZb13SyAADA+UjvO6T3JZCz/fv3Ky0tTRUrVsx0u9nfuHFjvjzHxIkTNWHChHNup58HAAAKop/nc0m0I0eOWNdVqlSxOxQAAOClfYmIiAi7w4CksWPHWjXX0u3evduaNko/DwAAFEQ/z+eSaNHR0dq5c6fCwsKsVZ9MttF0tMxt4eHhdofn8zgfzsM5cRbOh7NwPpyloM+H+WbSdKxMXwK5K1eunAICArR3795Mt5v9/Fo0wNRNO7N2WsmSJennORznxFk4H87C+XAWzoezJDmkn+dzSTRTi6Ny5crn3G5OAh8M5+B8OA/nxFk4H87C+fCd88EItLwLCgpS8+bNtXjxYvXq1cu6zeVyWfsjR44skOekn+c9OCfOwvlwFs6Hs3A+nCXc5n6ezyXRAAAAUDjMVMtBgwapRYsWatWqlSZPnqxjx45Zq3UaAwcOVKVKlazaZumLEaxfvz5j20zPjI2NtUaY1apVy9afBQAAgCQaAAAACkS/fv20b98+jRs3TvHx8WratKkWLVqUsdjAjh07rNFj6fbs2aNmzZpl7D/zzDPW5corr9SSJUts+RkAAADS+XwSzdTRGD9+fKZ6GrA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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Assuming log_df contains your training logs\n", + "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(15, 5))\n", + "\n", + "# Loss plot\n", + "ax1.plot(log_df['epoch'], log_df['train_loss'], label='Train Loss', marker='o')\n", + "ax1.plot(log_df['epoch'], log_df['val_loss'], label='Val Loss', marker='o')\n", + "ax1.set_title('Loss Curves')\n", + "ax1.set_xlabel('Epochs')\n", + "ax1.set_ylabel('Loss')\n", + "ax1.legend()\n", + "\n", + "# Accuracy plot\n", + "ax2.plot(log_df['epoch'], log_df['train_acc'], label='Train Acc', marker='o')\n", + "ax2.plot(log_df['epoch'], log_df['val_acc'], label='Val Acc', marker='o')\n", + "ax2.set_title('Accuracy Curves')\n", + "ax2.set_xlabel('Epochs')\n", + "ax2.set_ylabel('Accuracy')\n", + "ax2.legend()\n", + "plt.savefig(MODEL_LOG / \"output.jpg\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "322dff4f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "CCS-229-ALA", + "language": "python", + "name": ".venv" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.1" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}