{"cells": [{"cell_type": "markdown", "id": "7fc0bf87", "metadata": {"papermill": {"duration": 0.004831, "end_time": "2024-07-26T11:52:37.976862", "exception": false, "start_time": "2024-07-26T11:52:37.972031", "status": "completed"}, "tags": []}, "source": ["\n", "# GPU and batched data augmentation with Kornia and PyTorch-Lightning\n", "\n", "* **Author:** PL/Kornia team\n", "* **License:** CC BY-SA\n", "* **Generated:** 2024-07-26T11:52:31.102617\n", "\n", "In this tutorial we will show how to combine both Kornia and PyTorch Lightning\n", "to perform efficient data augmentation to train a simple model using the GPU in batch\n", "mode without additional effort.\n", "\n", "\n", "---\n", "Open in [![Open In Colab](data:image/png;base64,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){height=\"20px\" width=\"117px\"}](https://colab.research.google.com/github/PytorchLightning/lightning-tutorials/blob/publication/.notebooks/lightning_examples/augmentation_kornia.ipynb)\n", "\n", "Give us a \u2b50 [on Github](https://www.github.com/Lightning-AI/lightning/)\n", "| Check out [the documentation](https://lightning.ai/docs/)\n", "| Join us [on Discord](https://discord.com/invite/tfXFetEZxv)"]}, {"cell_type": "markdown", "id": "0d6a32a7", "metadata": {"papermill": {"duration": 0.003692, "end_time": "2024-07-26T11:52:37.984673", "exception": false, "start_time": "2024-07-26T11:52:37.980981", "status": "completed"}, "tags": []}, "source": ["## Setup\n", "This notebook requires some packages besides pytorch-lightning."]}, {"cell_type": "code", "execution_count": 1, "id": "8fbc80b0", "metadata": {"colab": {}, "colab_type": "code", "execution": {"iopub.execute_input": "2024-07-26T11:52:37.993215Z", "iopub.status.busy": "2024-07-26T11:52:37.992679Z", "iopub.status.idle": "2024-07-26T11:52:39.086134Z", "shell.execute_reply": "2024-07-26T11:52:39.085128Z"}, "id": "LfrJLKPFyhsK", "lines_to_next_cell": 0, "papermill": {"duration": 1.100357, "end_time": "2024-07-26T11:52:39.088696", "exception": false, "start_time": "2024-07-26T11:52:37.988339", "status": "completed"}, "tags": []}, "outputs": [{"name": "stdout", "output_type": "stream", "text": ["\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager, possibly rendering your system unusable.It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv. Use the --root-user-action option if you know what you are doing and want to suppress this warning.\u001b[0m\u001b[33m\r\n", "\u001b[0m"]}], "source": ["! pip install --quiet \"numpy <2.0\" \"seaborn\" \"kornia\" \"pytorch-lightning >=2.0,<2.4\" \"torchmetrics>=1.0, <1.5\" \"matplotlib\" \"pandas\" \"torch>=1.8.1, <2.5\" \"torchvision\""]}, {"cell_type": "code", "execution_count": 2, "id": "50e3d339", "metadata": {"execution": {"iopub.execute_input": "2024-07-26T11:52:39.095787Z", "iopub.status.busy": "2024-07-26T11:52:39.095592Z", "iopub.status.idle": "2024-07-26T11:52:42.945276Z", "shell.execute_reply": "2024-07-26T11:52:42.944242Z"}, "papermill": {"duration": 3.85492, "end_time": "2024-07-26T11:52:42.946971", "exception": false, "start_time": "2024-07-26T11:52:39.092051", "status": "completed"}, "tags": []}, "outputs": [{"name": "stderr", "output_type": "stream", "text": ["/usr/local/lib/python3.10/dist-packages/kornia/feature/lightglue.py:44: FutureWarning: `torch.cuda.amp.custom_fwd(args...)` is deprecated. Please use `torch.amp.custom_fwd(args..., device_type='cuda')` instead.\n", "  @torch.cuda.amp.custom_fwd(cast_inputs=torch.float32)\n"]}], "source": ["import os\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pandas as pd\n", "import pytorch_lightning as pl\n", "import seaborn as sn\n", "import torch\n", "import torch.nn as nn\n", "import torchmetrics\n", "import torchvision\n", "from IPython.display import display\n", "from kornia import image_to_tensor, tensor_to_image\n", "from kornia.augmentation import ColorJitter, RandomChannelShuffle, RandomHorizontalFlip, RandomThinPlateSpline\n", "from pytorch_lightning.loggers import CSVLogger\n", "from torch import Tensor\n", "from torch.nn import functional as F\n", "from torch.utils.data import DataLoader\n", "from torchvision.datasets import CIFAR10\n", "\n", "sn.set()"]}, {"cell_type": "markdown", "id": "a77b883f", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.00377, "end_time": "2024-07-26T11:52:42.955203", "exception": false, "start_time": "2024-07-26T11:52:42.951433", "status": "completed"}, "tags": []}, "source": ["## Define Data Augmentations module\n", "\n", "[Kornia](https://github.com/kornia/kornia) is low level Computer Vision library that provides a dedicated module\n", "[`kornia.augmentation`](https://kornia.readthedocs.io/en/latest/augmentation.html) module implementing\n", "en extensive set of data augmentation techniques for image and video.\n", "\n", "Similar to Lightning, in Kornia it's promoted to encapsulate functionalities inside classes for readability\n", "and efficiency purposes. In this case, we define a data augmentaton pipeline subclassing a `nn.Module`\n", "where the augmentation_kornia (also subclassing `nn.Module`) are combined with other PyTorch components\n", "such as `nn.Sequential`.\n", "\n", "Checkout the different augmentation operators in Kornia docs and experiment yourself!"]}, {"cell_type": "code", "execution_count": 3, "id": "13dafa69", "metadata": {"execution": {"iopub.execute_input": "2024-07-26T11:52:42.964060Z", "iopub.status.busy": "2024-07-26T11:52:42.963690Z", "iopub.status.idle": "2024-07-26T11:52:42.970168Z", "shell.execute_reply": "2024-07-26T11:52:42.969258Z"}, "lines_to_next_cell": 2, "papermill": {"duration": 0.013009, "end_time": "2024-07-26T11:52:42.971899", "exception": false, "start_time": "2024-07-26T11:52:42.958890", "status": "completed"}, "tags": []}, "outputs": [], "source": ["class DataAugmentation(nn.Module):\n", "    \"\"\"Module to perform data augmentation using Kornia on torch tensors.\"\"\"\n", "\n", "    def __init__(self, apply_color_jitter: bool = False) -> None:\n", "        super().__init__()\n", "        self._apply_color_jitter = apply_color_jitter\n", "\n", "        self.transforms = nn.Sequential(\n", "            RandomHorizontalFlip(p=0.75),\n", "            RandomChannelShuffle(p=0.75),\n", "            RandomThinPlateSpline(p=0.75),\n", "        )\n", "\n", "        self.jitter = ColorJitter(0.5, 0.5, 0.5, 0.5)\n", "\n", "    @torch.no_grad()  # disable gradients for efficiency\n", "    def forward(self, x: Tensor) -> Tensor:\n", "        x_out = self.transforms(x)  # BxCxHxW\n", "        if self._apply_color_jitter:\n", "            x_out = self.jitter(x_out)\n", "        return x_out"]}, {"cell_type": "markdown", "id": "8c1f997f", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.003767, "end_time": "2024-07-26T11:52:42.979416", "exception": false, "start_time": "2024-07-26T11:52:42.975649", "status": "completed"}, "tags": []}, "source": ["## Define a Pre-processing module\n", "\n", "In addition to the `DataAugmentation` modudle that will sample random parameters during the training stage,\n", "we define a `Preprocess` class to handle the conversion of the image type to properly work with `Tensor`.\n", "\n", "For this example we use `torchvision` CIFAR10 which return samples of `PIL.Image`, however,\n", "to take all the advantages of PyTorch and Kornia we need to cast the images into tensors.\n", "\n", "To do that we will use `kornia.image_to_tensor` which casts and permutes the images in the right format."]}, {"cell_type": "code", "execution_count": 4, "id": "4cb378c2", "metadata": {"execution": {"iopub.execute_input": "2024-07-26T11:52:42.987959Z", "iopub.status.busy": "2024-07-26T11:52:42.987768Z", "iopub.status.idle": "2024-07-26T11:52:42.992708Z", "shell.execute_reply": "2024-07-26T11:52:42.991696Z"}, "lines_to_next_cell": 2, "papermill": {"duration": 0.011159, "end_time": "2024-07-26T11:52:42.994341", "exception": false, "start_time": "2024-07-26T11:52:42.983182", "status": "completed"}, "tags": []}, "outputs": [], "source": ["class Preprocess(nn.Module):\n", "    \"\"\"Module to perform pre-process using Kornia on torch tensors.\"\"\"\n", "\n", "    @torch.no_grad()  # disable gradients for efficiency\n", "    def forward(self, x) -> Tensor:\n", "        x_tmp: np.ndarray = np.array(x)  # HxWxC\n", "        x_out: Tensor = image_to_tensor(x_tmp, keepdim=True)  # CxHxW\n", "        return x_out.float() / 255.0"]}, {"cell_type": "markdown", "id": "108802d8", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.00364, "end_time": "2024-07-26T11:52:43.001715", "exception": false, "start_time": "2024-07-26T11:52:42.998075", "status": "completed"}, "tags": []}, "source": ["## Define PyTorch Lightning model\n", "\n", "The next step is to define our `LightningModule` to have a proper organisation of our training pipeline.\n", "This is a simple example just to show how to structure your baseline to be used as a reference,\n", "do not expect a high performance.\n", "\n", "Notice that the `Preprocess` class is injected into the dataset and will be applied per sample.\n", "\n", "The interesting part in the proposed approach happens inside the `training_step` where with just a single\n", "line of code we apply the data augmentation in batch and no need to worry about the device.\n", "This means that our `DataAugmentation` pipeline will automatically executed in the GPU."]}, {"cell_type": "code", "execution_count": 5, "id": "85b9b7e9", "metadata": {"execution": {"iopub.execute_input": "2024-07-26T11:52:43.010138Z", "iopub.status.busy": "2024-07-26T11:52:43.009950Z", "iopub.status.idle": "2024-07-26T11:52:43.022244Z", "shell.execute_reply": "2024-07-26T11:52:43.021242Z"}, "papermill": {"duration": 0.018287, "end_time": "2024-07-26T11:52:43.023752", "exception": false, "start_time": "2024-07-26T11:52:43.005465", "status": "completed"}, "tags": []}, "outputs": [], "source": ["class CoolSystem(pl.LightningModule):\n", "    def __init__(self):\n", "        super().__init__()\n", "        # not the best model: expereiment yourself\n", "        self.model = torchvision.models.resnet18(pretrained=True)\n", "        self.preprocess = Preprocess()  # per sample transforms\n", "        self.transform = DataAugmentation()  # per batch augmentation_kornia\n", "        self.train_accuracy = torchmetrics.Accuracy(task=\"multiclass\", num_classes=1000)\n", "        self.val_accuracy = torchmetrics.Accuracy(task=\"multiclass\", num_classes=1000)\n", "\n", "    def forward(self, x):\n", "        return self.model(x)\n", "\n", "    def compute_loss(self, y_hat, y):\n", "        return F.cross_entropy(y_hat, y)\n", "\n", "    def show_batch(self, win_size=(10, 10)):\n", "        def _to_vis(data):\n", "            return tensor_to_image(torchvision.utils.make_grid(data, nrow=8))\n", "\n", "        # get a batch from the training set: try with `val_datlaoader` :)\n", "        imgs, labels = next(iter(self.train_dataloader()))\n", "        imgs_aug = self.transform(imgs)  # apply transforms\n", "        # use matplotlib to visualize\n", "        plt.figure(figsize=win_size)\n", "        plt.imshow(_to_vis(imgs))\n", "        plt.figure(figsize=win_size)\n", "        plt.imshow(_to_vis(imgs_aug))\n", "\n", "    def on_after_batch_transfer(self, batch, dataloader_idx):\n", "        x, y = batch\n", "        if self.trainer.training:\n", "            x = self.transform(x)  # => we perform GPU/Batched data augmentation\n", "        return x, y\n", "\n", "    def training_step(self, batch, batch_idx):\n", "        x, y = batch\n", "        y_hat = self(x)\n", "        loss = self.compute_loss(y_hat, y)\n", "        self.train_accuracy.update(y_hat, y)\n", "        self.log(\"train_loss\", loss, prog_bar=False)\n", "        self.log(\"train_acc\", self.train_accuracy, prog_bar=False)\n", "        return loss\n", "\n", "    def validation_step(self, batch, batch_idx):\n", "        x, y = batch\n", "        y_hat = self(x)\n", "        loss = self.compute_loss(y_hat, y)\n", "        self.val_accuracy.update(y_hat, y)\n", "        self.log(\"valid_loss\", loss, prog_bar=False)\n", "        self.log(\"valid_acc\", self.val_accuracy, prog_bar=True)\n", "\n", "    def configure_optimizers(self):\n", "        optimizer = torch.optim.AdamW(self.model.parameters(), lr=1e-4)\n", "        scheduler = torch.optim.lr_scheduler.CosineAnnealingLR(optimizer, self.trainer.max_epochs, 0)\n", "        return [optimizer], [scheduler]\n", "\n", "    def prepare_data(self):\n", "        CIFAR10(os.getcwd(), train=True, download=True, transform=self.preprocess)\n", "        CIFAR10(os.getcwd(), train=False, download=True, transform=self.preprocess)\n", "\n", "    def train_dataloader(self):\n", "        dataset = CIFAR10(os.getcwd(), train=True, download=True, transform=self.preprocess)\n", "        loader = DataLoader(dataset, batch_size=32)\n", "        return loader\n", "\n", "    def val_dataloader(self):\n", "        dataset = CIFAR10(os.getcwd(), train=False, download=True, transform=self.preprocess)\n", "        loader = DataLoader(dataset, batch_size=32)\n", "        return loader"]}, {"cell_type": "markdown", "id": "6db8b3fc", "metadata": {"papermill": {"duration": 0.003708, "end_time": "2024-07-26T11:52:43.031227", "exception": false, "start_time": "2024-07-26T11:52:43.027519", "status": "completed"}, "tags": []}, "source": ["## Visualize images"]}, {"cell_type": "code", "execution_count": 6, "id": "7a8d6a8b", "metadata": {"execution": {"iopub.execute_input": "2024-07-26T11:52:43.040497Z", "iopub.status.busy": "2024-07-26T11:52:43.040307Z", "iopub.status.idle": "2024-07-26T11:52:44.474244Z", "shell.execute_reply": "2024-07-26T11:52:44.473422Z"}, "papermill": {"duration": 1.441133, "end_time": "2024-07-26T11:52:44.476062", "exception": false, "start_time": "2024-07-26T11:52:43.034929", "status": "completed"}, "tags": []}, "outputs": [{"name": "stderr", "output_type": "stream", "text": ["/usr/local/lib/python3.10/dist-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", "/usr/local/lib/python3.10/dist-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=ResNet18_Weights.IMAGENET1K_V1`. You can also use `weights=ResNet18_Weights.DEFAULT` to get the most up-to-date weights.\n", "  warnings.warn(msg)\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Downloading: \"https://download.pytorch.org/models/resnet18-f37072fd.pth\" to /root/.cache/torch/hub/checkpoints/resnet18-f37072fd.pth\n"]}, {"name": "stderr", "output_type": "stream", "text": ["\r", "  0%|          | 0.00/44.7M [00:00<?, ?B/s]"]}, {"name": "stderr", "output_type": "stream", "text": ["\r", "  1%|\u258f         | 640k/44.7M [00:00<00:07, 6.40MB/s]"]}, {"name": "stderr", "output_type": "stream", "text": ["\r", " 11%|\u2588         | 4.88M/44.7M [00:00<00:01, 28.4MB/s]"]}, {"name": "stderr", "output_type": "stream", "text": ["\r", " 22%|\u2588\u2588\u258f       | 9.62M/44.7M [00:00<00:00, 37.8MB/s]"]}, {"name": "stderr", "output_type": "stream", "text": ["\r", " 32%|\u2588\u2588\u2588\u258f      | 14.2M/44.7M [00:00<00:00, 41.9MB/s]"]}, {"name": "stderr", "output_type": "stream", "text": ["\r", " 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44.7M/44.7M [00:01<00:00, 43.7MB/s]"]}, {"name": "stderr", "output_type": "stream", "text": ["\n"]}], "source": ["# init model\n", "model = CoolSystem()"]}, {"cell_type": "code", "execution_count": 7, "id": "05fcb4bd", "metadata": {"execution": {"iopub.execute_input": "2024-07-26T11:52:44.487235Z", "iopub.status.busy": "2024-07-26T11:52:44.487041Z", "iopub.status.idle": "2024-07-26T11:52:51.748216Z", "shell.execute_reply": "2024-07-26T11:52:51.746893Z"}, "papermill": {"duration": 7.268379, "end_time": "2024-07-26T11:52:51.749767", "exception": false, "start_time": "2024-07-26T11:52:44.481388", "status": "completed"}, "tags": []}, "outputs": [{"name": "stdout", "output_type": "stream", "text": ["Downloading https://www.cs.toronto.edu/~kriz/cifar-10-python.tar.gz to /__w/13/s/cifar-10-python.tar.gz\n"]}, {"name": "stderr", "output_type": "stream", "text": ["\r", "  0%|          | 0/170498071 [00:00<?, ?it/s]"]}, {"name": "stderr", "output_type": "stream", "text": ["\r", "  0%|          | 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"text/plain": ["<Figure size 1400x1400 with 1 Axes>"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"image/png": 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", "text/plain": ["<Figure size 1400x1400 with 1 Axes>"]}, "metadata": {}, "output_type": "display_data"}], "source": ["model.show_batch(win_size=(14, 14))"]}, {"cell_type": "markdown", "id": "7869ab31", "metadata": {"papermill": {"duration": 0.021969, "end_time": "2024-07-26T11:52:51.784001", "exception": false, "start_time": "2024-07-26T11:52:51.762032", "status": "completed"}, "tags": []}, "source": ["## Run training"]}, {"cell_type": "code", "execution_count": 8, "id": "7cdbb67d", "metadata": {"execution": {"iopub.execute_input": "2024-07-26T11:52:51.814008Z", "iopub.status.busy": "2024-07-26T11:52:51.813796Z", "iopub.status.idle": "2024-07-26T11:58:38.804364Z", "shell.execute_reply": "2024-07-26T11:58:38.803337Z"}, "papermill": {"duration": 347.009168, "end_time": "2024-07-26T11:58:38.807337", "exception": false, "start_time": "2024-07-26T11:52:51.798169", "status": "completed"}, "tags": []}, "outputs": [{"name": "stderr", "output_type": "stream", "text": ["GPU available: True (cuda), used: True\n"]}, {"name": "stderr", "output_type": "stream", "text": ["TPU available: False, using: 0 TPU cores\n"]}, {"name": "stderr", "output_type": "stream", "text": ["HPU available: False, using: 0 HPUs\n"]}, {"name": "stderr", "output_type": "stream", "text": ["You are using a CUDA device ('NVIDIA GeForce RTX 3090') that has Tensor Cores. To properly utilize them, you should set `torch.set_float32_matmul_precision('medium' | 'high')` which will trade-off precision for performance. For more details, read https://pytorch.org/docs/stable/generated/torch.set_float32_matmul_precision.html#torch.set_float32_matmul_precision\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Missing logger folder: logs/lightning_logs\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Files already downloaded and verified\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Files already downloaded and verified\n"]}, {"name": "stderr", "output_type": "stream", "text": ["LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0,1]\n"]}, {"name": "stderr", "output_type": "stream", "text": ["\n", "  | Name           | Type               | Params | Mode \n", "--------------------------------------------------------------\n", "0 | model          | ResNet             | 11.7 M | train\n", "1 | preprocess     | Preprocess         | 0      | train\n", "2 | transform      | DataAugmentation   | 0      | train\n", "3 | train_accuracy | MulticlassAccuracy | 0      | train\n", "4 | val_accuracy   | MulticlassAccuracy | 0      | train\n", "--------------------------------------------------------------\n", "11.7 M    Trainable params\n", "0         Non-trainable params\n", "11.7 M    Total params\n", "46.758    Total estimated model params size (MB)\n"]}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "8fae540e3e1648469b2c684bb98bdf07", "version_major": 2, "version_minor": 0}, "text/plain": ["Sanity Checking: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"name": "stdout", "output_type": "stream", "text": ["Files already downloaded and verified\n"]}, {"name": "stderr", "output_type": "stream", "text": ["/usr/local/lib/python3.10/dist-packages/pytorch_lightning/trainer/connectors/data_connector.py:424: The 'val_dataloader' does not have many workers which may be a bottleneck. Consider increasing the value of the `num_workers` argument` to `num_workers=63` in the `DataLoader` to improve performance.\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Files already downloaded and verified\n"]}, {"name": "stderr", "output_type": "stream", "text": ["/usr/local/lib/python3.10/dist-packages/pytorch_lightning/trainer/connectors/data_connector.py:424: The 'train_dataloader' does not have many workers which may be a bottleneck. Consider increasing the value of the `num_workers` argument` to `num_workers=63` in the `DataLoader` to improve performance.\n"]}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "d888940fa65f482b9429fe13e6f3f15b", "version_major": 2, "version_minor": 0}, "text/plain": ["Training: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "b69cf7ae70784353ad79f9c7f7017698", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "abd2e212e99843b1a54e10632a352f7a", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "555689c7995646779af56c457d143fb2", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "b21a7b5bc89e41bb9f616bede743f782", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "0274fe47ca2f433e90399f830caf76bc", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "7a075d5e713f4b9189cded0758d081a3", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "cfde9e5fefba4b4bbd8a90c54ef16c3b", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "556957ba240b4fb19d2c5413b5fded88", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "f2207f6a9a6740c389f92187adbbc497", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "b90d6d5eb85f4b8180d950ae3ec9d1c7", "version_major": 2, "version_minor": 0}, "text/plain": ["Validation: |          | 0/? [00:00<?, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"name": "stderr", "output_type": "stream", "text": ["`Trainer.fit` stopped: `max_epochs=10` reached.\n"]}], "source": ["# Initialize a trainer\n", "trainer = pl.Trainer(\n", "    accelerator=\"auto\",\n", "    devices=1,\n", "    max_epochs=10,\n", "    logger=CSVLogger(save_dir=\"logs/\"),\n", ")\n", "\n", "# Train the model \u26a1\n", "trainer.fit(model)"]}, {"cell_type": "markdown", "id": "737a30b0", "metadata": {"papermill": {"duration": 0.025614, "end_time": "2024-07-26T11:58:38.863455", "exception": false, "start_time": "2024-07-26T11:58:38.837841", "status": "completed"}, "tags": []}, "source": ["### Visualize the training results"]}, {"cell_type": "code", "execution_count": 9, "id": "5924e38f", "metadata": {"execution": {"iopub.execute_input": "2024-07-26T11:58:38.897185Z", "iopub.status.busy": "2024-07-26T11:58:38.896992Z", "iopub.status.idle": "2024-07-26T11:58:39.446425Z", "shell.execute_reply": "2024-07-26T11:58:39.445431Z"}, "papermill": {"duration": 0.567333, "end_time": "2024-07-26T11:58:39.447875", "exception": false, "start_time": "2024-07-26T11:58:38.880542", "status": "completed"}, "tags": []}, "outputs": [{"data": {"text/html": ["<div>\n", "<style scoped>\n", "    .dataframe tbody tr th:only-of-type {\n", "        vertical-align: middle;\n", "    }\n", "\n", "    .dataframe tbody tr th {\n", "        vertical-align: top;\n", "    }\n", "\n", "    .dataframe thead th {\n", "        text-align: right;\n", "    }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", "  <thead>\n", "    <tr style=\"text-align: right;\">\n", "      <th></th>\n", "      <th>train_loss</th>\n", "      <th>valid_acc</th>\n", "      <th>valid_loss</th>\n", "    </tr>\n", "    <tr>\n", "      <th>epoch</th>\n", "      <th></th>\n", "      <th></th>\n", "      <th></th>\n", "    </tr>\n", "  </thead>\n", "  <tbody>\n", "    <tr>\n", "      <th>0</th>\n", "      <td>4.705917</td>\n", "      <td>NaN</td>\n", "      <td>NaN</td>\n", "    </tr>\n", "    <tr>\n", "      <th>0</th>\n", "      <td>3.287212</td>\n", "      <td>NaN</td>\n", "      <td>NaN</td>\n", "    </tr>\n", "    <tr>\n", "      <th>0</th>\n", "      <td>2.787202</td>\n", "      <td>NaN</td>\n", "      <td>NaN</td>\n", "    </tr>\n", "    <tr>\n", "      <th>0</th>\n", "      <td>2.360970</td>\n", "      <td>NaN</td>\n", "      <td>NaN</td>\n", "    </tr>\n", "    <tr>\n", "      <th>0</th>\n", "      <td>2.045342</td>\n", "      <td>NaN</td>\n", "      <td>NaN</td>\n", "    </tr>\n", "  </tbody>\n", "</table>\n", "</div>"], "text/plain": ["       train_loss  valid_acc  valid_loss\n", "epoch                                   \n", "0        4.705917        NaN         NaN\n", "0        3.287212        NaN         NaN\n", "0        2.787202        NaN         NaN\n", "0        2.360970        NaN         NaN\n", "0        2.045342        NaN         NaN"]}, "metadata": {}, "output_type": "display_data"}, {"data": {"text/plain": ["<seaborn.axisgrid.FacetGrid at 0x7fe930eaf850>"]}, "execution_count": 9, "metadata": {}, "output_type": "execute_result"}, {"data": {"image/png": 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FvDzfgMtX15Jg2pQcXKZGPGkRTdpMKfL3ep3tODSG4ni8LnL8rgGXYywLBj0jXYQxTeqv/6TuBkbqT4hhCkPBYGYdn+OPP77T8aVLl/KLX/yCXbt2UVFRkfV9bdshFIoOqGxtvxXF4ynKinxs2xvi3e11+N19G9sUaolTWxfGTk3MsUOaphIMegiFYliW7NWWLam//pO6G5iJVH+D8UuzGN+GJQzNnj27x/cTiUS/750epM1SbdumrMjPtr0hdu1vYXFFUZ+vi8RT5PjMQSnHWGVZ9qD9W0xEUn/9J3U3MFJ/QgzTAOrS0lLmzJnDs88+2+n4s88+i9vt7jUsDZepJZmusawGUesqMZlRJoQQQoxZWbcMxWIxNm7cCMDevXsJh8OsX78egOOOO478/Hwuvvhiqqqq2LBhQ/t1V111FV/60pf43ve+x6pVq3jrrbe45557+OxnP4vXOzqWLSwt9KEoEIokaQ4n+jQOSNdUEimLtGWjy0BEIYQQYszJOgzV19dz5ZVXdjrW9vree+9lyZIl2LaNZXVejPDkk0/mlltu4ec//zkPPPAAxcXFfPnLX+bzn//8AIo/uExDY3KBl6q6KJU14T6FIUNTicbTpNIShoQQQoixKOswVFZWxvvvv9/jOffdd1+Xx08//XROP/30bB85rMqL/VTVRdldE+bwmQW9nq9pCunWbTk8E3tCmRBCCDEmSVPGQaa2rjfU101bFUXBcRxSsi2HEEIIMSZJGDpIeXFmEHV1Y4x4sm8DozVVIT5Bp9YLIYQQY52EoYP4vQb5gUx/156aSJ+u0XWVaNzCkW05hBBCiDFHwlAX2lqH+jrF3tBUkmmb9DhfuEwIIYQYjyQMdaG8db2hvu5gr+sK6bRFUhYuE0IIIcYcCUNdmNraMrS3LtKnZeo1VcWyHZIpCUNCCCHEWCNhqAsFOW48Lp205bCvoW97nykopNIyo0wIIYQYayQMdUFRlPbWob5Osdd0hahsyyGEEEKMORKGulGe5T5lhqYQS6axZUaZEEIIMaZIGOpG24yyyppwn6bM65pKKu2QknFDQgghxJgiYagbkwu86Fqm66shlOj1fENXSVsWSRk3JIQQQowpEoa6oWsqUwp9QN+6yjLbckBKptcLIYQQY4qEoR60d5X1cb0hRYG47FEmhBBCjCkShnowNdtB1LpKTGaUCSGEEGOKhKEelBVlwlBDKEE4lur1fF1TSaQs2ZZDCCGEGEMkDPXA49IpzvMAsKcPrUOGppJO2zJuSAghhBhDJAz1YmoWm7ZqmkLadmSPMiGEEGIMkTDUi/Yd7PuwEnVmRplDSgZRCyGEEGOGhKFetK1Evb8+2qe9xzQ1sxK1EEIIIcYGCUO9yPGZBL0GtuOwtzbS6/m6rhJLWH1atVoIIYQQI0/CUC8URaG8JAD0bdyQoask07bMKBNCCCHGCAlDfVCexQ72mRlllgyiFkIIIcYICUN90DajrLI2jG333P2lqgqW7ZCUDVuFEEKIMUHCUB8U53kwDZVkyqamMdbr+QpKnwZbCyGEEGLkSRjqA1VVKG9djbqyL+sN6Znd7oUQQggx+kkY6qPyLPYpMzSVWDKNLTPKhBBCiFFPwlAfHVh8saXXafOGrpBKO6Rk3JAQQggx6kkY6qPSQh+qotASTdEcSfZ4rq6ppC2LpIwbEkIIIUY9CUN9ZBoakwq8QO/jhjLbciAbtgohhBBjgIShLEwt6ft6Q6qqEJc9yoQQQohRT8JQFsqz2MFe1xRiMqNMCCGEGPUkDGWhLQzVNMaIJXoOOoamkkhZsi2HEEIIMcpJGMqC32OQH3QBsKe259YhXVdJp20ZNySEEEKMchKGstS+NUcvXWWaqpC2HdmjTAghhBjlJAxlqX0H+14GUWdmlDmkZBC1EEIIMapJGMpS27ihqrpIr+OBNE0hlpRB1EIIIcRolnUY2rVrF9dddx1nn3028+fP58wzz8z6ob/+9a+pqKjg8ssvz/rakVYQdOF16aQth3310R7PNTSVWMLqdcVqIYQQQoycrMPQli1b2LhxI9OmTWPWrFlZP7C2tpaf/exnFBQUZH3taKAoSvs+Zb2NG9J1lWTalhllQgghxCiWdRg6+eST2bhxI7feeisLFizI+oE333wzJ598cr+C1GjRPoi6l3FDhqaSTlsyiFoIIYQYxbIOQ6ra/2FGL7/8Mk888QTXXHNNv+8xGnRcfLGnLjBVVbBtSMqGrUIIIcSopQ/XgyzL4oYbbuALX/gCxcXFg3ZfXR/YGHBNU1EUBUVR0bS+3au02J9ZYTqRpjGcpCjX0/39dQXLsQdcztGqrc76WneiM6m//pO6GxipPyEOGLYw9Nvf/pZYLMYll1wyaPdUVYW8PN+A7xO3HEyXTjDQfag52LRJQbbtbaa2OcGs8vxuz7NRMUxjUMo5mgWDfa87cSipv/6TuhsYqT8hhikM1dfXc+utt3LTTTdhmuag3de2HUKhnmd09UbTVPweg1QqTX1jBKOPLTilhT627W3m/V0NzJ+W2+158XiK6kSSPJ+BqigDKutopGkqwaCHUCiGJQPFsyb1139SdwMzkepvvP8yKgZuWMLQT3/6UyoqKjjmmGMIhUIApNNp0uk0oVAIr9eLrvevKOlBGJwccOl4DJVwLEnA27ewVlqU+eLavb+lx28kqgKxhEUslsZlagMu62hlWfag/FtMVFJ//Sd1NzBSf0IMUxjasWMHL730Escee+wh7x177LHceeedrFy5cjiK0iVFUQj6XDSEEn2+prw1DDW0JAhHU/i9Rpfn6ZpK2kqRTFvjOgwJIYQQY9WwhKFvfvOb7S1Cbf7nf/4Ht9vN1VdfTUVFxXAUo0c+j4GmKli2jdaHGXNul05JnofqxhiVNWHmTc/r8jyltWtMNmwVQgghRqesw1AsFmPjxo0A7N27l3A4zPr16wE47rjjyM/P5+KLL6aqqooNGzYAMG/evEPuEwwG8Xq9LFmyZCDlHzRel47HpRNPWvjcfRs3VF7ip7oxxu4ewhBkAlFc9igTQgghRqWsw1B9fT1XXnllp2Ntr++9916WLFmCbdtY1tj64a+qCgGfSXV9FJ+7b9dMLfbz8uZaKmtaejxP1xRicdmjTAghhBiNsg5DZWVlvP/++z2ec9999/V6n76cM9z8boP9ZGapqWrvM7/aFl/cVx8lmbIwja7HBBmaSiJlkbZsdFnTQwghhBhV5CdzBx6XjtvUSPSxSyvH7yLoM3Ec2FsX6fY8XVdJp20ZNySEEEKMQhKGOjD0zJpDiWTfu/ja9ynrYdNWXVNJ247sUSaEEEKMQhKGDhLwmtiO0+OeYx217WC/u5dNWx3HISWDqIUQQohRR8LQQbwuHVPX+tyK0zZuaE9NGNvuPkBpmkIsKYOohRBCiNFGwtBBXKaG1633uausONeDy8iEp+rGWLfnGZpKNJ7uc4uTEEIIIYaHhKEu5PhcfR7srKoKZcWZ1ah7mmKv6yopyyE9zvcAEkIIIcYaCUNd8Lh0DE3tcyBqH0Tdw7ghQ1NJpy0ZRC2EEEKMMhKGuuBxabhdfe8qKy8JALC7JtxtN5iqKtg2JFMShoQQQojRRMJQFxRFIddv9nm9odJCL6qi0BJN0RxO9nBjSMqMMiGEEGJUkTDUDa/7wMatvTF0jckFXiDTOtQdXVOIJWRGmRBCCDGaSBjqRvZdZX1bfDGWTGPLjDIhhBBi1JAw1A1NVQn6TBLJQRxErSuk0g4pGTckhBBCjBoShnrgcxs40Ke1gdoWX6xpinXbFaZrKmnLIpmWcUNCCCHEaCFhqAdel47L1PrUVebzGBQEXUD3XWWKogDIhq1CCCHEKCJhqAeGrhLwGMSznGLf07ghRVGIy4wyIYQQYtSQMNSLgNfEsvu2cWvfdrBXiMVlRpkQQggxWkgY6oXXpWMaWp+6ttpmlO2tjXS77YahqSRSlmzLIYQQQowSEoZ64TI1fG69T11l+QEXXreOZTvsq492eY6uq6TTtowbEkIIIUYJCUN9EPSZfQoviqK0d5Xtru5601ZdU0nbjuxRJoQQQowSEob6wOsyWjda7XtXWWVNpNtzHMchJYOohRBCiFFBwlAfuFtXo+5LV1nHQdTdDbrWNIVYUgZRCyGEEKOBhKE+UBWFHF/fNm6dVODNbLuRSFPXHO/yHENTicbTfZqhJoQQQoihJWGoj3weA7UPG7dqqkppkQ/ofoq9rqukLEdmlAkhhBCjgIShPvK4NNx9XI36wCDqrsNQZvyRJYOohRBCiFFAwlAfaapKjtfVp41be9vBXlUVbBuSsmGrEEIIMeIkDGXB5zWA3jduLS/yoyjQ2JKgJZrs+iQFkjKjTAghhBhxEoay4HXpmH3oKnOZGsW5HqCHcUOa0u3u9kIIIYQYPhKGspDNxq1T27rKuhk3pGsqsWQa25YZZUIIIcRIkjCUpb5u3Fpe3PMO9oaukEo7si2HEEIIMcIkDGWprxu3trUM7WuIdjk2SNdU0pZFMi3jhoQQQoiRJGEoS6ah4u3DatRBn0mOz8RxYE/toVtzKIoCIC1DQgghxAiTMJQlRVHI8ZtZ7lPWdVeZoijEZUaZEEIIMaIkDPWD12Vkurl66yrrdQd7hVhcZpQJIYQQI0nCUD+0b9zaS6tOW8vQ3tpIl7PGDE0lkbJkWw4hhBBiBEkY6oe2jVt7WzSxONeDy9BIpm2qG6OHvK/rmdYlGTckhBBCjBwJQ/3kdesoitLjOkGKolBenNm0tat9ynRNJW07skeZEEIIMYL0bC/YtWsXd999N2+88QZbtmxh5syZPPTQQz1eU1NTw69//Ws2bdrE7t27CQQCHHvssVx99dWUlpb2u/AjyevWcRka8aSF1919NZaXBNi6N0RlTZgl80sOed9xHFIyiFoIIYQYMVmHoS1btrBx40aOOuoobNvudfFBgHfeeYcNGzbw8Y9/nKOOOorGxkb+3//7f/zHf/wHDz30EPn5+f0q/EjSVJVcn4vqxmiPYahtEHVlTRjHcdqn1LffR1OIJWUQtRBCCDFSsg5DJ598MqeccgoA69at4+233+71msWLF/Poo4+i6wcet2jRIlatWsVf//pXLr300myLMSr4PDo00mXIaTOl0IeqKrREUzSFk+QFXJ3eNzSVaDzd4z2EEEIIMXSyHjOkqtkPMwoGg52CEMCkSZPIz8+npqYm6/uNFl53ZjXqRA/dXIauMrnAC3S93pCuq6QsR2aUCSGEECMk65ahwbJjxw7q6+uZNWvWgO6j6wMbA65paqeP2T47N2DSEErg83R//bRJAfbWRqisCXP0nKJO77kUhUQqie0M/HMZCQOpPyH1NxBSdwMj9Tc2PfHEE1RXV/OpT31q0O558skns2rVKq677rpBu+ef//xnvvGNb/Dcc8+NiaEwIxKGHMfhxhtvpLi4mDPOOKPf91FVhbw836CUKRj09Os6S1GJpZsIBrq/fu70Ap59az97aiNdnpd2FDw+F3k5/SvDaNDf+hMZUn/9J3U3MFJ/Y8sTTzzB22+/Pahh6PbbbycYDA7a/caiEQlDt912G88//zx33XUXXq+33/exbYdQ6ND1e7KhaSrBoIdQKIbVj66qVDJNMp6krsHCNLQuzykMmABUN0TZX9eC19W52iPhODV1Laj22OsqG2j9TXRSf/0ndTcwE6n+BuuX5rEiM0s5hWmafTp//vz5Q1yi0W/Yw9Dvf/97fvazn/G9732PpUuXDvh+fdkjrC8sy+7XvTRFwWVoRGIpNLXrAdBuU6Mg6KY+FGfXvhBzynM7va8oEI6kSAfH7jek/tafyJD66z+pu4GR+hs71q1bx1/+8hcAKioqAPjYxz4GwNtvv83XvvY1fvzjH7N9+3Z+9KMfsXLlSn70ox+xadMm9u/fT0FBAStWrOBrX/sagUCg/b4Hd5O1TY761re+xfe//3127tzJ7Nmzuf766zn88MP7Xf6mpiZuuukmnnzySWKxGPPnz+eaa67h2GOPbT/nlVde4ZZbbmHz5s3Ytk1ZWRmXXnpp++fZ2/v9NaxhaMOGDVx//fV85Stf4dxzzx3ORw8ZpXU16uZwosfzppb4qQ/F2V0dPiQM6ZpKLJnGth3UbgKVEEKIie1LX/oSDQ0N7WEHID8/n5///OfU1NRw44038sUvfpHJkyczZcoU4vE4lmVx1VVXkZ+fz759+/jFL37Bl770Je67774en1VbW8uNN97I5z//eQKBAD/+8Y+54oor2LBhA4ZhZF12y7K47LLLqKys5D//8z8pLCzkvvvu4zOf+Qy/+93vOPzwwwmHw1x++eUsXryYW265BdM02bp1K6FQCKDX9wdi2MLQCy+8wNVXX81//Md/sHbt2uF67LDwunU0TSVt2ejdDEYsL/bz2pa6LmeUGbpCLJHZlsNldt3VJoQQYnA5jkMiOTKL3rpMLevlVKZOnUp+fj5VVVUsXLiw03vNzc3ceeedHHXUUZ2Of+c732n/ezqdpqysjE9+8pPs2LGDGTNmdPus5uZm7r//fg477DAAPB4Pn/70p3njjTc45phjsio3wFNPPcWbb77JXXfdxQknnADAihUrOPXUU7njjju47bbb2LFjBy0tLVx99dXtLV8de5B6e38gsg5DsViMjRs3ArB3717C4TDr168H4LjjjiM/P5+LL76YqqoqNmzYAMC2bdtYu3Yt06dP5+yzz+b1119vv19+fj5Tp04dhE9l5LhdOh6XTjxp4e9mVtnU1k1bq+oipNN2p5ljuqZiWWmSaUvCkBBCDAPHcfj67c/w3s6GEXn+vOn53HTFikFbXy43N/eQIATw17/+lV//+tfs2rWLaPTAGNudO3f2GIaKi4vbgxDA7NmzAaiuru5X+V5++WX8fn97EAIwDIPVq1e372IxdepU/H4/119/PRdddBHHH398p5lovb0/EFmHofr6eq688spOx9pe33vvvSxZsgTbtrGsA2n7jTfeoKWlhZaWFi644IJO137sYx/jBz/4QX/KPmqoikLQZ1BVlwRP182HeQEXPrdOJJ6mqj7C1JID/bWKouDgyIatQggh+qWwsPCQYxs2bODrX/86559/PldddRW5ubnU1taydu1aEomeh3YcPLusrWust+u6EwqFKCgo6LLczc3NAOTk5PCrX/2KW2+9lf/6r//CsiyOOeYYrr32WioqKnp9fyCyDkNlZWW8//77PZ5zcF/kOeecwznnnJPto8YUn9uA1o1buxr3oygK5SV+Nu9qorIm3CkMtb0flz3KhBBiWCiKwk1XrBhT3WQ96epe69evZ968eXz3u99tP/biiy8O2jOzkZOTQ319/SHH6+rqyMnJaX995JFHctdddxGPx3nhhRe46aabWLt2LU888USf3u8vWW1rkHhcOu7WjVu707ZPWdc72CvE4rJHmRBCDBdFUXC79BH5098gZBhGn1tn4vH4IYOd//GPf/TruQO1ePFiwuEwzzzzTPuxdDrNE088weLFiw853+12c+KJJ3LBBRewZ8+eQz7n3t7P1oitQD3e6JpKjs+kpjHW7cat5a2tQV1t2mpoKomU1eMgbCGEEBPbrFmz+NOf/sRDDz3EtGnTyMvL6/bcZcuW8d3vfpef/exnHH300WzcuJHnnntuGEt7wKpVqzjyyCP52te+xjXXXNM+m6ympoZbb70VyAyy/uMf/8gpp5zClClTqKur4/7772fRokW4XK5e3x8ICUODyO8xqG6Mdbvp6qR8D4auEk9a1DXHKco9sPKrrqtEY2lSaQlDQgghunbuuefy5ptvcsMNN9DU1NTj+jqf+MQn2LNnD/fffz933303K1as4Mc//jHnnXfeMJY4Q9M0fvnLX/LDH/6Qm2++mWg0yoIFC7jnnnva1y6aOnUqqqryv//7v9TX15Obm8uKFSu4+uqr+/T+QCiO4zgDvssIsSybhobIgO6h6yp5eT4aGyMDXngslbb4oLIZTQO32XXOvHf9++zc38IZS6exuKLzPmUNoQSzSnPI8fVt1dDRYDDrbyKS+us/qbuBmUj1V1QU6P0kMaFJE8QgMnQNv0fvcdxQeesU+67WG8osoS6DqIUQQojhJN1kgyzgNalr7n4g14FB1C2HvKdpCrGkDKIWQggxetm2jd3DXpqaNrgz5YaDhKFB5nXrGLpKMtX1xq1lRX4UBZrCSVqiSQLeA11ihqYSjae7HXMkhBBCjLSf/exn3H777d2+//3vf3/MLacjYWiQuQytdXHFVJdhyGVqlOR52d8QpbImzPzpB1bP1HWVVNohbdkYuqxELYQQYvQ577zzWLVqVbfvl5WVDV9hBomEoUHWtnFrUzjZ7TnlxX72N0TZXd05DBmaSiyeJJmWMCSEEGJ0KikpoaSkZKSLMahkAPUQ8Lp1dE0hbXXdpzq1m0HUqqpg2ZBMje+ZHUIIIcRoImFoCLhdOm6z+9Woy1sHUe9viJI4aPaYokAiJYOohRBCiOEiYWgIqIpCjt8kmey6hSfoM8n1mzgO7K3tvE6SrinEExKGhBBCiOEiYWiI+NwGigq23fWaluXdTLHXNZVY0ur2OiGEEEIMLglDQ8Tj0nEZ2iHdYG3awtDB44YMXSGVdkiN8xVhhRBCiNFCwtAQ0TWVoM8g0c24oamtm7buqY10agXSNZW0ZZNMy0rUQgghxHCQMDSEAh4T28lss3Gwolw3blMjlbbZ3xBtP64oCjiOzCgTQggxJF544QUqKip466232o9VVFRw991393jde++9R0VFBS+88MJQF3HYSRgaQh6XjmloXQYbRVG67SpTVKXbFiUhhBBisD344IOcddZZI12MESNhaAiZhobfrRPvZr+xA4OoO4chXVOIyowyIYQQw2ThwoUUFxePdDFGjIShIRb0mXQ3/KfjDvYdu9IMTSWRtrpdtFEIIcTE8+c//5n58+dTV1fX6XhTUxOHH344v/vd73jttdf4whe+wIoVK1i4cCFnn302f/3rX3u9d1fdZD//+c9Zvnw5Rx99NFdccQX19fVZlbempoZvfOMbfOhDH+LII4/k1FNP5ZZbbiGZ7LxDg23b/OpXv+K0007j8MMPZ/ny5XzlK1+hpeXAbOtt27ZxxRVXcNxxx3HUUUfxkY98hIceeiir8vREtuMYYh5XZuPWVNo6ZIuN0gIfmqoQjqVobEmQH3QDmT3KErE0yZSNrkleFUKIoWIn4z2+r+gGipr53u1YKRyrhyEMioJquDLnOg5OKtHtqarpzrqsq1ev5tvf/jbr16/nwgsvbD/++OOPA/DhD3+YTZs2sWjRIi644AJM0+TVV1/l2muvxXEcPvaxj/X5Wffffz8//elPufTSS1m2bBnPPvss//3f/51VeRsbG8nNzeUb3/gGwWCQnTt3ctttt1FbW8v3v//99vNuuOEGHnzwQS6++GKWL19OJBLhqaeeIhqNEggE2LlzJ+effz6TJ0/mv//7vykqKuKDDz6gqqoqq/L0RMLQEHObGl6XTiyZOiQM6brK5EIve2oiVNaED4Sh1hllqbSF/BMJIcTQ2Xnzp3p8v/ica/DPWwZAw1O/pfn5v3d7rmvyLEov/SEAdjTErv+9tNtzZ/73n7IuayAQ4MQTT+Shhx7qFIYeeughli9fTm5uLmeccUb7ccdxOPbYY6murubBBx/scxiyLIs77riDs88+m69//esAnHDCCdTX1/O3v/2tz+WtqKhovx5g0aJFeDwe1q1bx3XXXYfH42HHjh088MADXHXVVVx++eXt565Zs6b977fddhuGYfDAAw/g92d6VJYtW9bncvSF/KQdYkrratTN1V1v3Fpe7G8PQ0fNLuz0XlLWGhJCCNHBGWecwVVXXUVVVRVTpkyhpqaGl156iZtuugmA5uZmbrvtNv75z39SXV2N1dqSlZub2+dn7N+/n5qaGlavXt3p+Jo1a7IKQ47j8Jvf/Ibf//737Nmzh0TiQEtZZWUlc+bM4fnnn8dxHM4999xu7/P888+zZs2a9iA0FCQMDQOvW0fTIG0d2u01tTjAc1QfMoha0xRiMohaCCGG1PSv/V+P7yu60f73/FWfJO+E83s4WWn/q+oN9nrv/jjppJPweDw8/PDDXHbZZTz66KO4XC5OOeUUANatW8drr73G2rVrmT17Nn6/nwceeIBHH320z8+ora0FID8/v9PxwsLCrk7v1m9+8xtuuukmPve5z7FkyRKCwSBvvfUW3/3ud9uDUVNTE7quU1BQ0O19mpqahnxwt4ShYeAxdTymTiJpoXs6h6HyYh8Adc1xovE0Xnfmn8TQVGKJNI7jZNYeEkIIMeiyGbujaAaKZvR+IpleAaUf44J643a7OeWUU3jkkUe47LLLeOSRRzjppJPwer0kEgmeeuop1q1bx0UXXdR+zW9/+9usnlFUVARAQ0NDp+MHD9zuzfr16zn55JO55ppr2o9t27at0zm5ubmk02nq6+u7DUS5ubnU1NRk9exsyejcYaCqCkGfSaKLjVu9boPCnMwXTGXtgdYhXVdJpW3ZlkMIIUQnZ555Ju+++y7//ve/ef3119vHCSWTSWzbxjAOBLZwOMyTTz6Z1f0nTZpEUVERGzZs6HT8sccey+o+8Xi8U1kA/vGPf3R6ffzxx6MoCn/6U/djqJYuXcpjjz1GOBzu9pyBkpahYeLzGChKZuNWVe3c0lNe7KeuOU5ldZiK8lwg0zIUjadJpm1MQ+vijkIIISaiZcuWkZubyze/+U2CwSArV64EMgOsjzjiCO68807y8/PRdZ1f/vKX+P3+Q1p5eqJpGp///Of53ve+R0FBAcuXL2fTpk1Zrzy9bNky7r33Xu6//36mT5/O3//+d3bt2tXpnBkzZvCJT3yCn/70pzQ3N7N06VLi8ThPPfUUX/7ylykpKeGKK67gqaee4pOf/CSf+9znKCoqYtu2bcRiMS677LKsytQdaRkaJl6XjsvseuPWqa3rDe2uObCmgqoq2DbSMiSEEKITwzBYs2YNNTU1nHrqqZim2f7ej3/8Y6ZOncq6deu48cYbWbNmDR/96EezfsZFF13El7/8Zf72t79xxRVXsHPnTm688cas7rF27VrOOussbr31Vq6++mpcLhfXXnvtIeddd911XHXVVTzxxBN84Qtf4PrrrycSieDzZYaRTJ8+nd/97neUlpbyne98hy9+8Yv88Y9/pLS0NOvPqzuK09XGWWOEZdk0NEQGdA9dV8nL89HYGCE9xMFjT20LdU1xcgOuTscbQnFu//PbaKrC1z95NLquth5PMKXQy6R835CWayCGs/7GI6m//pO6G5iJVH9FRYGRLoIY5aRlaBj5PSaW4xyycWtewIXfY2DZDlX1B8KdrinE4jKjTAghhBhKEoaGkdel4zL0QzZu7bhpa8cp9oauEkta2PaYbbwTQggxDtm2TTqd7vbPWOt0kgHUw6ht49bmSAKX2XlQdHmxn/d2NXbawV7XVGIJi2Tawm3KP5UQQojR4Wc/+xm33357t+9///vf55xzzhnGEg2M/IQdZkGfSX3o0L1wph60aauiKOiaQtqySaZt3OYhlwghhBAj4rzzzmPVqlXdvl9WVjZ8hRkEEoaGWWbjVu2QjVsn5XsxdJV40qK2KU5xniez2KLjkEqN78GNQgghxpaSkhJKSkpGuhiDRsYMDbO2jVvjyc5T7FVVoawoM2usY1eZoiokkj3skiyEEEKIAZEwNMzaNm5NpQ8dXHZgEPWB9YYMTSWSSA1b+YQQQoiJJuswtGvXLq677jrOPvts5s+fz5lnntmn6xzH4Ze//CWrVq3iyCOP5Pzzz+f111/P9vHjgteto6qZdZI6Ku8wbqiNrisk0zZpS7rKhBBCiKGQdRjasmULGzduZNq0acyaNavP1915553ceuutXHLJJdxxxx0UFRVx6aWXUllZmW0Rxry2jVsP7iorK/KjKNAUThKKJIFMy1A6bR8yHV8IIYQQgyPrMHTyySezceNGbr31VhYsWNCnaxKJBHfccQeXXnopl1xyCUuXLuWWW24hNzeXu+++O+tCj3XtG7ceFHBchsakfC9woHVI01TSlkN1Y4RkF1t5CCGEEGJgsg5Dqpr9MKNXX32VcDjMaaed1n7MNE1Wr17N008/nfX9xgOfx0CBQxZUbBs31LGrLC9g0hBKsLs6TCwhK1ILIYQQg2lYBlBv374dgJkzZ3Y6PmvWLKqqqojHD113Z7zrbuPWrlaiVlWFvICLUCTJ7uoWonEZUC2EEKJ/XnjhBSoqKnjrrbfaj1VUVPTaU/Pee+9RUVHR593r//znP1NRUUFDQ8OAyjschmWdoVAohGmauFydNygNBoM4jkNzczNut7tf927b1LS/NE3t9HG46LpKXtBFbVMcf4dnT58cBKC6MUrKcnC3rlStaVCY56apJUFlbZipJQEC3pFfiXGk6m+8kPrrP6m7gZH6Ex09+OCDTJkyZaSLMWLG9KKLqqqQlzc4O7oHg55BuU82HE0jkmwg4HdnFlgEggEP+UE3DaE4DeEkc6fldy5nwENTS4K6cBJ/67mjwUjU33gi9dd/UncDI/UnABYuXDjSRRhRwxKGgsEgyWSSRCLRqXUoFApl1t3JyenXfW3bIRSKDqhsmqYSDHoIhWKHTHUfasmURTKRorbBbm8BAigv9tEQirN5Zz1T8g/9RqUp0NKS4M1QnLIiPwU5IxeIRrL+xgOpv/6TuhuYiVR/g/VL80j785//zLXXXsvTTz9NYWFh+/GmpiZWrFjBtddeS0VFBXfccQdvv/024XCYadOm8ZnPfIaPfvSjPd67oqKC//qv/+Kzn/1s+7Gf//zn/N///R/RaJTly5fziU98YsCfQ1NTEzfddBNPPvkksViM+fPnc80113Dssce2n/PKK69wyy23sHnzZmzbpqysjEsvvZSPfexjfXq/P4YlDLWNFdqxYwdz585tP759+3amTJnS7y4ygHR6cL6ILcsetHv1laYoeE2N5mgKQ1Paj5cV+Xljaz279rd0+03K69KJxFPsqGomkUxTlOtpb10aCSNRf+OJ1F//Sd0NzESvv3g6AYBLM1EUhUQ6iYODqRqoqkrSSmE7Nrqqo6saaStN2rHQFBVDM7Bsi5SdRkXB1E1sxyZpZcZ1unVXt89w6dkPc1i9ejXf/va3Wb9+PRdeeGH78ccffxyAD3/4w2zatIlFixZxwQUXYJomr776Ktdeey2O42QVFu6//35++tOfcumll7Js2TKeffZZ/vu//zvrMndkWRaXXXYZlZWV/Od//ieFhYXcd999fOYzn+F3v/sdhx9+OOFwmMsvv5zFixdzyy23YJomW7duJRQKAfT6fn8NSxhatGgRfr+fRx99tD0MpVIpHn/8cVauXDkcRRi1gj4X9aFEp2Ntg6j31kawbButmxl8PrdBXEmzpzaCZTuU5HlR1ZELREIIMdZ8+k9fBeCus39I0B3gGxt+wJ7QPr590lUsKJ7D7c//muf3vMqli87nw4et4s/vreeP7zzMqbNX8rnFF/Di3tf5ybN3Mb/oMK4/+Wr2hvZzzfobCLj83P3Rm7t9xi2nXZd1WQOBACeeeCIPPfRQpzD00EMPsXz5cnJzcznjjDPajzuOw7HHHkt1dTUPPvhgn8OQZVnccccdnH322Xz9618H4IQTTqC+vp6//e1vWZe7zVNPPcWbb77JXXfdxQknnADAihUrOPXUU7njjju47bbb2LFjBy0tLVx99dVUVFQAsHTp0vZ79PZ+f2U9ci4Wi7F+/XrWr1/P3r17CYfD7a/bRoxffPHFrF69uv0al8vF5Zdfzj333MNvfvMbnnvuOa655hqampo6NclNRB6XjqGppDr8ZlaU68ZtaqTSNvsbYj1e73bp+Dw6VfURquoz4UkIIcT4dMYZZ/D6669TVVUFQE1NDS+99FJ7CGpububGG2/kpJNOYsGCBSxYsIAHH3yQHTt29PkZ+/fvp6amptPPcYA1a9YMqOwvv/wyfr+/PQgBGIbB6tWreeWVVwCYOnUqfr+f66+/nkceeeSQmWi9vd9fWbcM1dfXc+WVV3Y61vb63nvvZcmSJdi2jWV1njJ+2WWX4TgO99xzDw0NDcybN4+7776b8vLyARR/7HObGh63TjyZxmhtNlUUhfJiP1v2NFNZHaa0sOf+bpehoSpQ3RDDth2mFPrQZYaIEEL06t6P/y+Q6cIC+P7qde3dZABXHH8JX3I+ja5mflyeM+/DfGTuajQl8z32uNKF3Pvx/0Ul0ypfGpzUfs+entFfJ510Eh6Ph4cffpjLLruMRx99FJfLxSmnnALAunXreO2111i7di2zZ8/G7/fzwAMP8Oijj/b5GbW1tQDk53eewNNxnFJ/hEIhCgoKDjleWFhIc3MzADk5OfzqV7/i1ltv5b/+67+wLItjjjmmfTxUb+/3V9ZhqKysjPfff7/Hc+67775DjimKwuWXX87ll1+e7SOHhWVbwPB3MSmKQq7fxe7qZKfjU0taw1BNmOMXlPR6H0PXyPEr1DbFsGyb0kI/pqH1ep0QQkxkbeN62hw8lsfUjE6vdU1H7/CjU1M1NPXA91pVUQ+5Z2/PyKq8bjennHIKjzzyCJdddhmPPPIIJ510El6vl0QiwVNPPcW6deu46KKL2q/57W9/m9UzioqKAA5pdamrq+t3uSETdOrr6w85XldX12ki1ZFHHsldd91FPB7nhRde4KabbmLt2rU88cQTfXq/PyZ880E0FeO253/F3W/9H45z6E7yw8Hj0tFUpdNg6Y472Pe1XLqmktthtep4UlarFkKI8ebMM8/k3Xff5d///jevv/56exdZMpnEtm0M40CAC4fDPPnkk1ndf9KkSRQVFbFhw4ZOxx977LEBlXvx4sWEw2GeeeaZ9mPpdJonnniCxYsXH3K+2+3mxBNP5IILLmDPnj0kEoms3s/GmF5naDDUxup5dvfL2I7Dmmn7KfVPHvYyeF06HpdOPGXha+3emlLgQ1MVIvE0jS2JPq8npKkqeQEXTS1Jdlc7lBX58bon/D+zEEKMG8uWLSM3N5dvfvObBIPB9olIgUCAI444gjvvvJP8/Hx0XeeXv/wlfr8/q7E1mqbx+c9/nu9973sUFBSwfPlyNm3a1OeVp7uzatUqjjzySL72ta9xzTXXtM8mq6mp4dZbbwUyg6z/+Mc/csoppzBlyhTq6uq4//77WbRoES6Xq9f3+2vC/5ScFizjM4vOJ18rGJEgBJnFIwM+k/31UXytmUfXVaYU+qisCbO7OpzV4oqqqpAXNGlqSbKruoXyYj9+j9H7hUIIIUY9wzBYs2YNDz74IOeeey6meaDb7cc//jHXXXcd69atIzc3l4suuohoNMo999yT1TMuuugiQqEQv/3tb3nggQdYunQpN954I5/73Of6XW5N0/jlL3/JD3/4Q26++Wai0SgLFizgnnvu4fDDDwcyA6RVVeV///d/qa+vJzc3lxUrVnD11Vf36f3+UpyR6hsaBJZl09AQGdA9dF0lL89HY2OEUCzMM1UvcMrUE1GV4e1BDEWSbN3bTK7fbJ8e/8TLe3j27f0cfVghZy2fnvU9HcehOZLE0DTKinzk+PufmrvTsf4m8lol/SX1139SdwMzkeqvqCgw0kUQo9yEHzPUxrItbn7ldv627VGe3vPcsD/f69ZxH7Rxa3nJoTvYZ6NtcLbt2OyqDtMQmngb4gohhBC9kTDUSlM1VpWtoNhbyLTg8E/31zUVv8cgnuwQhooyYaiuOU5zJNndpb0KeE00FXbXtFDTGB2xgeJCCCHGB9u2SafT3f4Zaz9nJvyYoY5Wli5l6eRjMDWTaCqKS3N1mjI51AJek9rmGI7joCgKXrfO5AIv++qj/OqRzZx30iym9LLmUHd8HoNYIp1Z1dppXa16BLfvEEIIMXb97Gc/4/bbb+/2/e9///ucc845w1iigZEw1IGiKJiayeaGLdz77oMsL13CGTNW937hIPG6dVy6RjJt42pdI+hjJ8zgwSe3Uh9K8KtHNnPG0mksPKx/C195XDqqolBVG8G2HCYVeLvd6kMIIYToznnnnceqVau6fb+srGz4CjMIJAx1IZwM05wM8VrNm6yZdlL7yqNDzWVo+D06zdFUexgqzPXw2TPn8dd/7+CDymb+vmknVfUR1hxbjtaPVaZdpoaqwr6GKJasVi2EEKIfSkpKKCnpfUHgsULCUBeOmXQ0KTvN4pKjhi0ItQl4D9241W3qnH/ybJ5+Yx8bX6/i5c21VDfEOHfVTALe7FcyNXSNXF9mtWrbdigt8mHoslq1EEKIiUmaBLqxdMqxmJrJO/WbeWTHht4vGCRe96Ebt0KmC+/EhVP4xIdm4zI0KmvC3PmP9/o900zXM6tV14Xi7K4Ok0havV8khBBCjEMShnqwP1LNz9+4h4d3bGBL47ZheWbHjVu7Mqc8l8+dNY+iXDfhWIrfrH+flzfX9Gvkvqaq5AdcNEcS7KpuIRqX7TuEEEJMPBKGejDJV8LK0mWcVLaCacGpw/JMRVHI8ZkkU90vglYQdPPZM+Yxb1oetu3wyPO7+cezu/q1cJqqKuQFXERiKXbXtBCOpQZSfCGEEGLMkTDUi/PmnM25cz6CqRlUtlQNyzO9biOzcavdfbgxDY1zV83kQ4tLURR4fUsdv16/uV/rESmKQm7AJJ5Ms6u6ZUBrGgkhhBBjjYShXiiKguM4PPj+X/jBS//LqzVvDvkz2zdu7WUcj6IoLD9iMp9cfRgel0ZVXZQ7//EuO/e3ZP3MttWqLctm1/4WGlv6v/uvEEIIMZZIGOoDRVHw6h4A9oX3D/nz2jZuTSb71u01a0oOnztzPpPyPUTjae577H1eeLe6X+OIgr7W1aqrW6hrio25VUSFEEKIbMnU+j46bcYpLCicy8yc6cPyPL/bYD9g2077xq09yQu4+Mzpc3no2V28tb2Bx16spKouwpnLpmU9bb5tterK2jBp26ZYVqsWQggxjknLUB/pqs7MnOnE03F+u/mPPLP3+SF9nsd16MatvTF0jY+eMIM1x5WjKPDW9gZ+9cjmfnV5eVw6XpdOVV2U/XVRbFtaiIQQQoxPEoay9FL162yqepG/bH2YaCo6ZM8x9MzGrdmu/6MoCkvml3DRmgq8bp39DTHueuhdtlU1Z10Gl5lZEXtfQ4Q9tWHSVvaz1YQQQojRTsJQlpZPOY7jJi3i8iMvwWt4h/RZAa+J7Tj9GrczfVKAz581nymFPmIJi99u2MKmt/ZlfS/T0MjxmdQ2xdhTEyaVlsUZhRBCjC8ShrKkKioXz/8Ec/JmEUvHead+85A9y+vSMVs3bu2PoM/kkg9XcPRhhTgO/POVvfzxqe0ks+h6g9bVqv0m9bJatRBCiHFIwlA/hZItfP/Fn3DHm78ZsvWHXKaG160PKHzousqZy6ZxxtJpqKrCe7saufvh96gPxbO6j6ap5AVcNIUzq1XHErJatRBCiPFBZpP1U8DwU+afggOk7aFbtTnH5xrwmj+KorC4oojiPA9/+Nc2apvi3PWP9/jYyhnMKc/t831UVSE/6KKpJcnu6hZKi/zkBlwDKls2HMfBsp32j7YNtuNg252PW7ZN2rKxLIe05aCpCsV5HrxuY9jKKoQQYuyQMNRPiqLwyXnnoikaHt2NZVto6uDv/O5xHdi41dAH1pBXXuznsrPm8centlNZE+Z3/9zKiQunsPKoySh9nDrftlp1KJxid3VLZjuPPF9W5WgLL21Bxm4LOQcdT1sOactu/ZMJOY5D6zVgOza2A7T9AVAyf1EVBVVVUBRIpx3C8TST873kBV2yTIAQQohOJAwNgN/IhIAPGrdx/3t/4KJ5/8FhebMG9Rkel0bAZ9AQShDwGpjGwAJXwGvy6TVzePylSl7aXMvG16vYVx/loydMx2327b+DoijkBExCkSQ794Xw+d3E4ylSKbu1xaZDyLFsUm2tNLZNOu20DgoHy3bAcbA6DhJ3MrlGUTJBRlVoDTVKJuAooBtq5rWqoSpKn4JcJJ4Jb5F4ikn53gHXoxBCiPFDwtAgeGn/q9THG3hk5z+5cpDDkKIolBcHcOk6NU1Rkikbn0fvc0tOVzRN5bTjpzG5wMfDz+3ig8om7n7oPc47eTZFuZ4+3yfoM4klLbZWNhGNJlpnmimZMNOhpUZV24KMgqJmWm00VcE0OoScPiwsORA+t4Gp29Q0xYgnLSYVeAl6zSF9phBCiLFBwtAgOOews/CbftZMO2lI7q9rKpMLvXjcOvvqIzSGkuQEDDR1YN1mCw8rpDjPw+//tY36UIK7H3qPs1fMYN70vD7fw+8x8HldaIqNYw8spA01Q1cpCLoyLVpVIUryvRTmugdcj0IIIcY2+SkwCDy6m7NnnYZbd/N+w1berX9/0J+hKAp5ARczJgfJC5o0tiSJJwc+o2tKoY/LzprH9EkBkmmbPzy1jX++sierFac1TUVT1VEdhNooikKO34VpqOypDbO7Oiwz44QQYoKTMDSI3qp7l1tf/yW/efd3tCTDQ/IMj0tnakmAsiIfyaRNKJIc8GaqPrfBhafO4fgFJQBsems/DzyxZVyHBLdLJ9dv0hhKsGNfiMaWhGxKK4QQE5SEoUE0N+8wpvgmsbDocAx16KZxa6rKpHwf0ycHcRkaDaEE6X4uzNhGVRVOPbacc1bOQNdUtlWFuPMf77K/Yei2HBlpmqaSFzSxbJtd+0NU1UVkyxEhhJiAZMzQIDI0g/885gpcWmZgbksyTMD0D9nzgj4Tl6mxvz5CfSiBu3WRxoE4fGYBhbkefv/kVprCSe55eDNnLZ/GETMLBqnUo4uiKAS8JsmUxf6GKLGExeRCLz5Zk0gIISYMaRkaZC7NJGWn+cMHf+M7z/+Q+ljD0D7P0CgvCTC12I9lOzS1JAe8w/ykfC+XnTWfWVOCpC2bvzy9g8derBzXO9ebhkZewEU4lmRHVYi65hi2dJsJIcSEIGFoCGiKyu6WPcTScd6qe2/In6cqCoW5HmZMDuLz6DS2JAa8oarHpXPBKYex4shJALzwbjX3Pf4BkdjQrbY90lRVITfgQlVhd3WYPTVhElnu4yaEEGLsUZwxPGrUsmwaGiIDuoeuq+Tl+WhsjAx43E1HtdF6amK1LCiYO2j37ItU2qa6MUJtYxzDUPF7Bt7d896uRv727x0k0zZBn8l5J81iSmFmwUlNUwkGPIRaYljjaLxNOm3THEni9xhMLvAR9A3NmkRD9f9vIpC6G5iJVH9FRYGRLoIY5SQMDfE3hKSV5O/b1rNsynFM8U8a9Pt3xXEcGlsS7GuIkkxa5PjNAS9qWNsU4/dPbqU+lEBTFc5YOo2FhxWO2zAEmXoMRVPgQHG+h+Jcz6CvSTSRfiANNqm77jmOA1YKrBROOoniDqBomfGEVsMenGgTKhZ+j0E4msxsa4MKqorizUHLL8/cJxXHbtgDigqK0vrxwN8VRUUJFqKomXvb8Rawrfb3DrlG1VCGYNui3kgYEr2RAdRD7M9bH+bfe59ja9N2/uvYr6AqQ98zqSgK+UE3HpfOvroIjS0J/B4Dl9n/b0JFuR4+e+Y8/vrvnXxQ2cTfN+2kqj7CacdPG8SSjy6KopDjM4kn0+ytjRBPpJmU78Pjki8bkR3HsXFiLZlwYiUhfSCoYCVx0im0SYehenMBSFe+iVWzo/W9ZOu5qQPn5k3BteQ8AOyWOqIP3dThfpl7d+Q95ztohZmv1eRLfyK96zUAuvpVUp95LJ5T1mbu3biX6N9u7PFz813wI5RAIQDxDbdj7et+nTVj/odwr7go8znufp3YY7ceErBQVRQUlGARvo99u+eKFWKQZP1dfdu2bdx444289tpr+Hw+zj77bL761a9imj13IzQ2NvKTn/yEp59+mqamJsrKyvjUpz7FBRdc0O/CjwWnTf8Q25t38pFZpw1LEOrI49KZOimAp0mnujFKImUR8Br9XhzRbeqcf/Is/v3mPp56rYqXN9dS0xjj0rMOZ/Qvt9h/blPH0FUaW5JEExZTCnzk+s0xscikAMe2WkNI6kAIaQsMjo1WfGALndTW53HSiUPOa7vWmH082qTDMudueZbU+/8GK935vNZzO/0wTyeJ3H9lj+X0fPirqFMXZk7f9Tqpd5/s/uRkhyUvFAWnpbb7cxWlUzhSgsWo+eUoholu6KRTaRzbBifzRw0UHbhW1VECRa3vOe3n4Dg4bX8/+PuaomTO7a4sbewO9zuIAxDv+9ZAQgxUVt1kzc3NnHHGGUyfPp3LL7+c6upqfvCDH/CRj3yE6667rsdrP/3pT7N9+3auvvpqJk+ezNNPP80999zDDTfcwHnnndevwo+FbjLINFkrikLCStKUaKbEW9T7RYOsOZzpNovEUuT4TXRtYMHsg8om/vL0jvYBxj63To7fJMfnav3Y+qf1mMeljYvwEI6lSKVtinM9FOd5MfSB1eNE6Orp1GXTFkgMF6onCIAdC2HX7mwNEplWk4PDhbnooyitXZTx5x7ACdej2Cl0xSYZj7e2mmTON484FXPBKQAk3/0XiWd+033hTC+BS37e/rLlV1+EVKzb010nXII5bxUAidf+QfKlP3V7rhIown/BzZk6sC3Cd30WNAN0E0UzQDNQdLP9o3nsx9EnVwCZUGbt2wyaiaIbHT5mrld9eejlR2bubaWx63Z2ul/7M3SjvQvrYEP5fy/zY6U17Nh25u+2nekm0zO/ODvpJE4i0ilg4ditIctBUVTU3MmDUh7pJhO9yapl6He/+x2RSITbb7+d3NxcACzL4jvf+Q6XX345JSUlXV5XW1vLCy+8wPe//33OOeccAJYuXcpbb73Fww8/3O8wNFYoisL+SA13vPlrHBy+cdxV7WsRDZccvwu3qbOvIUJ9KI7XpQ+ou2dOeS6fO2sef964nX31USLxNJF4mqq6rhdpNHS1QzgyyfG7Or0Oegc+rmk4+D1G+5pE0USayQW+QRmkPhKcdBInGYN0AieVgFQcp8PfFV8eeul8AOxwPcm3Hu/QXdMx3CRxrBSeU7+C6s0BIPbYT0nv29x63qErmRsLPoR7eaa7xK7ZRuyxn/ZYVnPhGaC6ALAq38JuqgKgq7mNTqyl/e+KftC/jap1ChaK2bn1QS8/IlNmTc+83xpaMkHDQCuYeuDcaUejBgo7ndcWQDLnuw6UQ9XwX/arPv9CYMw+HmP28X06V9F0tJLZfTp3uGQ+z7Zur27O0c32YCTESMvqp+HTTz/N0qVL24MQwGmnnca3v/1tNm3a1B50DpZOZ74ZBgKd07nf7ycaHb8rHHcUNAMk7cy37rpYPaX+wfmNJxsuU2NqcQCvS2d/Q4xEKkGOr//dPQVBN5efvQDdNNizv5nGUJzmSJKmcJJQh49trSl1zXHqmuNd3ktRIOA1OwemDqEp129iGsM/8LIrmTWJVFoiKbZXhZhc4KEg6BmSMNfWquKkW8NKKtEeXpxUHMVwtwcWJxEh8dpDre/HIZVoDTetf0/F8ay+on3sSPxfvyS94+Vun61PX3zg3vEWUm891nNhU3EgE4acdBKSXbWwKJmw0KFrRXEHUAundw4SHQIIWudAYy48AycVRzNNfEE/0biNrRwIL4r/wAKh+szj8E9dmLmvarS3LnXHc8qXev4cO9Dyy9Dyy/p8/nhoGRVivMoqDG3fvp2Pf/zjnY4Fg0GKiorYvn17t9dNnjyZFStW8Itf/IIZM2YwadIknn76aTZt2sSPfvSj/pV8jPEaHr5w5GcocOfiNbwjVg5VVSjO82YGV9dHaQglCPrMfnf3KIqCz52Zfl6c23Uffzpt0xxN0hxO0hxJ0hxOZD5GMsdCkSSW7RCKZP5eWdP1s9ymRq7fJOhzkes/ODi58Hn0YfuBo6oKOQGTWCLN7uow0XhmcHVvg9Qd28Zu3IvdvB87VEMiXEvSSZCIRHFScZxUHNeS89tDSOK5B0i9/Xj35SieiV6a6aJ2rDSpNx/t+fkdx5oYbkABw5VpxTDcKIaJorsz3ViFB1pBFG8u5lGnt3bBGId086AZKK3dXgDuEy7JzCrSD2oxUQ7tLtVKZuM75/oey92RMWc5kOnmCeT5SPfQzaPoJkjrgxCiF1mFoVAoRDAYPOR4Tk4Ozc3NPV572223cdVVV3HGGWcAoGka1157LWvWrMmmCIfQBzhmQ2sdO6MNcAxNX8zIy/wWua1pJ3/d8giXH3UxftM35M/tSl7Qjc9rsL8+Sm1TDJet4etHd0/bVPOeppxrmkqxS6c4r+sQaDsOkViK5nCSptag1BROZMJT67F40iKetNjfEGN/Q9djOnRNIegzyW3vgsuEphmTg+QGXF1eM1B+r4nbpdMYTpJM20wp9BF0OVjNNZnA01yNk0rgWXIuAI5l0fTn6zoNME0edE8lEWr/f6253Ae6gnQTRXehGG3BxYWWX9Z+ruP14TrqNBTD1frH3X5e5jo3Wn4pSuv5/pMuhQ9d1rcAGczHXP6JvldMftdd5oNpOL92xyOpPyEOGJY5wo7j8I1vfIOdO3fy4x//mKKiIp599ln+53/+h5ycnPaAlC1VVcjLG5wwEQwOz8wF27F54Pk/URnax2N7/snnFo/sbLqiggD1zXEqa0IkUzZ5ATdaP7p7fL6BhY3cIJT28PMznkjT2JKgsSVOY6j1Y4fXzZEEacuhIZSgIZTodK2hqaxZOo1Vi8r79bl1qeMsmrrt5O96CqupmnS4hqZEqNOpimYwec1FmXVXgGjJDBRVw8ifjJ5bguYNoppuFNONargxS6ajBzL/r3NOPg9O+o9MoOl1fRYfnPm5wfn8xpDh+todr6T+hMgyDAWDQVpaWg453tzcTE5OTrfXPfXUU6xfv56///3vVFRkZkssWbKE+vp6fvCDH/Q7DNm2Qyg0sDFHmqYSDHoIhYZv0cAL553HU5WbOK18NY2NA5sNNxh0oDjoYl99lN1VTfi9Bq4+js/RVBWfz0UkksCyh7b+fC4Vn8tLWeGhLUyWbROKpDJdcB1amPbXR9lbF+GhZ3bw6uYaPnrCDEry+9hNmYqjRWpRw7WokVrUcA1apA41XEOy/DjiR3wMAL2hDv+2TZ3GidqmDy1nEkZeCWpOCY11ze2DRTt2CXX8/5du/f+XSAOH/L/oeqzVRDYSX7vjyUSqv8H6pVmMX1mFoZkzZx4yNqilpYXa2lpmzpzZ7XVbt25F0zTmzJnT6fi8efP4wx/+QCwWw+Pp328ngzUl1LLsYZvaXOYr5cK5mRl079dtJ9+dS547d1ie3R2XrlFW6MPUVGoao8Q0Bb+n72sSWbY94t9Qg16DoNegvPjAMcdxeGNrPY+/VElVXYRf/O0dVhwxiROOnIymqSipGGqkDi1SS6poLo6ZCUr+l+7Bte/1bp+lhmvaP18nMIVoxelYviIsfxFpdwFNSR3T0Jhc4CUv4MJCgR7+fw3n/7/xRupuYKT+hMgyDK1cuZJf/OIXncYOrV+/HlVVWb58ebfXlZaWYlkW77//PnPnHtir65133qGgoKDfQWise2bv8/zu/b9QkTebtQs/O+yLMh5M11QmF3jxunWq6iI0hBLk+s0xPaZAURQWHlbI7EkePnh2I8nG/RRt/TeJ3REmG2H09IEWmOZlV5AuzAR2p3Usl236sXyFWL5ibF8hlr8Iy1eE7TuwVpTtySNW8eEDzwTy3BCJpdi5v4VoIkVJnhdDHx2z4YQQQnSWVRj6xCc+wX333cfatWvbF1384Q9/yCc+8YlOawxdfPHFVFVVsWHDBiAToqZMmcJXvvIV1q5dS3FxMc888wx/+ctf+PKXvzy4n9EYcljuTHRVJ8cVJG1bmKMgdCiKQq7fhdvU2F8fpT4Ux+fWcY+WLSgcp30VWzVSj968GyUZQU1GOn1UUhHQTELLMv+//F6TUxKPoXg7rDHauvyNZfqx/cXQYR3t6NzTic7/CI7R/6Du8xiYhkV1Q4xo3GJygZeAV2Y2CSHEaJPVT7icnBx+85vfcMMNN7B27Vp8Ph/nnnsuV111VafzbNvGsqz2136/n1//+tf85Cc/4Uc/+hEtLS2UlZWxbt06LrzwwsH5TMagEl8x31pyDQWefAAs20IbgU0Mu+I2dcpL/HhcOtUNURKpzBT8QZu67jhgJVGTEWxvfvth1+7nUaMNKKloa7AJt37MvI5WfJj47A8BYNS8i/+tP3T7CLvDondoBsnJR+LobuKufF6pUnh1n0KtFcAXCHDWwulMKzywDpbjGpwVaw1dIz+o0hxJsmNfC5PyPRTmDM2aREIIIfpHdq0fBdshpOw0D29/nK1NO7hq0RdGTSBqE4om2VcXoSWWItdndlrOQNNUgn4XLQ2N2LEW1FQER3djBSZl3m/Zh3v705lWm1QEJdH6MRlGsTOBuf70H7WvBZPzr/9Bb9nfbVlis08hOv8jQCYMeT54HMf0YZu+zEfD1+l1umBWt/f6oLKJh5/bRUs0M3n9mLlFfGhxWZ8Hj2crlkgTTaQpCLiZVODFbeqj4v/fWCV1NzATqf5kOw7Rm1HS9zGxRVIRnql6gVg6xtv1mzmqaMFIFwkAJxnDiTXjjTYzvbCc6haduuY4RXufwtu8HTUeQk2EUJIRcjpsthgvX0Lk6E8BoCTCuHdt6v4ZqoaaimK3hqHk5KNI5886EG5aP7YFHdt9YJ2rVPF8UsXz+/35zSnPZWqJnyde3sOrH9Tx8uZatlQ2c8ayacwu7X52ZH95XDqmrlIfihNLZrrNCnLcg/4cIYQQ2ZEwNArkunL41NxzURVlyIOQY1s48RZIJ1GDmWlXdryF5Ct/xYk240SbsWOZj6QPrNfj/di3KSuejtetk35vD2bNe4feWzOxTT+OceAHvOUvJjrnw63Bxo9jels/ZoIOmtlpJ+vY3P4ts9BfblPnzGXTWTAjn39s2klTOMlvN2zhqFkFnHpc+YD2b+uKpqnkB12EYyl27guRTNsEgiO3IrkQQgjpJht1TcUpK8W/9jzDqrIVmFrfV4R2kjFQ1fbNIdNV72HteRs72owTbcJpDThOvAUcB7VoBr6PfTtzbTxM+N4rur6x4Ubx5OBe9Tn0SYcBEN7+Bk3V+2lxPHjzCsgtKSGU1LAYXd172UqmLP712l5eeDezH4jfY3D68VOZOy1vSJ6XSFlE42nKJ+fg0hR8Ll3GEmVhtH3tjjUTqf6km0z0RlqGRpk73voN7zV8QCjRwrlzPtLpvdQHz2CHGw4Em4Nacdwnfhaj4gQArP0fkHz94a4foiidtoPA5cNceCaKN6f1Ty6qp/XvxqHdOP6ZR+GaegRKY5T6ljiq48NW0p3vOQaZhsaa46Yyf3qmlaiuOc7v/7WN+dPz+PCSqYO+O73L0HCZOpFYmr2hKH63QWGOm4DPRJVNPYUQYthIGBplTipfwZ5wFYf5y0htfR5j9vHt7yVe+ANOrPs94Jz4gdXBtZLDMA5fjeLJQW0LOW0Bxx3stHu3oii4jjs3q3IausqUQh8Bn0kkaVPTlMBKO5iGisvU+r3x62hQXuzn82fN5+k397HprX28u7ORHftCrDluKkfMzB/UzWA1VSEYcOHYaZpbEoQiSXL8JoU5HgLevi96KYQQov8kDI0y81xFfEOdibr+DlqsBK6cYnxFmdW99ZnHQDqJ4s09EGy8OajeXBRPsFMrjl46v33n86GiKAr5QTdTAx5yPDqhSIJQJEUsniZkOWhaa+uHoY257h9dVzl5USnzpuXxj0072N8Q46//3sE7Oxo4Y+k0gr7BXS9IU1Vy/C4syyYUSdIcSZLnd1GQ485qJXAhhBDZkzFDo6Tf3GrcS/KNR0hveR4ciypT58EpBUwtmMUliz8/YuXqzcH15zgO8aRFLJEmHEsRjqVIJC0cHExdw2WqY24lZsu2efat/Tz9xj4s28FlaJxyTBmL5hQOOKRomkow4CHU0nl/qHTaJhxLgUJrKPLgc+sSijoYLV+7Y9VEqj8ZMyR6Iy1DIyy9fwvJ1x/G2v16+zFt8lzUimOp2fM40eh+QskWgubY+GJWFAWPS8fj0skPuklbNtFEmlg8TXMkSSxhEYqk0VRwmWOj1UhTVU44agpzp+Xx90072Vsb4eHndvHOjgbOXDaN/ODgT4/XdZXcgItU2qYhlNl8NjfgojDHjdc9uGOXhBBiopOWoRH+7Sj2rztJb9kEKOjTF2EuPAOtONMt9nL161TkzcZv+Pjjlr9T5p/C4pKFWc0yG2rZ1F9XrUbxlIVjZ8YauU1t1Lca2bbDi+/V8OSre0lbNrqmcvKiKRw3r6Rfoa67lqGDJVMW4VgaXVPJD5oUBD2DPu1/rBnpr92xbiLVn7QMid5M7O+mw8yx0qS3PgemF2PGYgDMo05D0TTMI09DzZ3c6fxjShYCUBOt5ak9m9AVrf3YA5v/RLG3iKWTj8U7gP2zhlNXrUaxRJpoPE0o2tZqlEJVFdyjtNVIVRWOX1DCnPIcHnp2Fzv3t/D4S3t4Z2cjH1k+naLcofm3MA2NfEMjkbKoaYzREEpSGHSTn+PCbcqXsRBCDIR8Fx0GTjJG6r2nSL71GE60CSVnEvr0o1EUFS2/DG3lpT1eb6gGq6euImElMDSDpkQzz1S9gILCsinHAfB/7/2BoCvIiWXLxkyXmq6pBLwmAa9JcZ6HRMoilrBoiSYJx1I0R5LYra1GLiMzQ220jJnJD7q5aM0cXv2gjg0vV7K3NsIv//4uK4+azLIjJqGpQzObrm1AeiJpsa8hQkNLnIIcN/kBNy5zdLeqCSHEaCVhaAjZ0SZSbz9B8t1/QjIGgOLNxZy7EmwL+rhLfZ47l4/OPr39ta7ofHTW6TQmmvHobqKpGM/texkHhxPLlgFw37u/x9QMPjT1RAo9+d3detRQFAW3qeM2dfICLtKWTTxpEY2nCEVSRFu71hRFaV2fRx2ywJFNmRdXFHFYWQ4PP7eLLXua+ddrVby3q5Gzls9gcsHQrSztMjVcpkY8kaaqLkJDKEFhjpu8gAtziPZWE0KI8UrC0BBw4mESL/6R1JZnwEoDoOZMwjzqdPTDlqIMcMyP3/Sxetqq9teqonBBxTlUR2sJmgGSVoqXql/Dciw+NHUlAPe++yCWY7Fm2slM8U8a0POHg66p+D0qfo9BUa7T3moUiScJRTIBabS0GgV9Jp/40Gze3t7A+hd3s78hxl0PvcvyIyax8sgpnTa2HWxul54JRUmLPbVh6kPx9lA02sdfCSHEaCFhaCjoJuldr4KVRi2ehbnwdPRpmW6xoeDW3SwvXdL+WlEUPrPgk1S27KXAnY9lW7xe+xYJK8mp004CMuEolGzh9BmrmZkzDcdxRk0X1MEOaTXKt9sHYociSaKJNC2xFOoIthopisIRswqYMSXI+hd28+7ORp55cz+bdzVx1vLplBf7h/TZHpeO29SIJdJU1oSpa45TnOshN+BC72MLpBBCTFQShgbIcRysPW+TfOsx3Cd+FtWXh6KbuJZfiOLJQZs0Z9hDhqHqHF18BEcXHwGAgsLlR1zCjtAuJvtKcByHd+o3E05FOH3GagDuf+8P7ItWc8aMU1lQUIFlW2jq6GxZ6NhqVJjjJpnKTN9vazVqiaSwbAdDb5uhNnytRn6PwbmrZrF5VyOPPL+buuY4v3pkM0vmFXPSotIh7cJSFAWv28Dj0onG0+yqbmsp8pDjNyUUCSFENyQM9ZNjW6S3v0TyjUew63cDZALR8Z8AwJh53EgWrxNVUanIn01F/mwgE+CuWHgZ25p3UB4oBWBL0zbq443te2L9/oO/8n7jVs6cuYZjShaStJIY6uhbCVlRlPbxM3kBF1aBTSxxUKtRNIVpqPjcxrDNTps7LY9pkwI8/lIlb2yt54X3ani/sokzl01n5pTgkD5bURR8HgOv2yESS7Nzf4iA16Qwx02O3xzxsVZCCDHaSBjKkpNOkNr8b5Jvrcdpqcsc1F0Yc0/EPHz1yBaujxRFoTwwhfLAlPZjVx79BbY372RGcBoA25t3URurR1cz/0Ue2v44L+x/hTNmrGZl2TJi6Ri6aqAzuNtSDJSmdhxr5CGRtIjEU9Q2xWgMJzD14QtFHpfO2StmsGBGPg8/u4umcJL7H/+ARXMKOeWYsiGfEq8oCn6vgdfWicRT7NgfIuAxKcr1kOMzR92yBUIIMVIkDGUhtfV5Epvux0mEAVDcAYzDV2POPxnFPXRjQoZDgSePAk9e++urFn2RHaFdzAhOBWBnqJJwKoJLcwHwz93/ZsPupzh9xoe48JiPMlrX7mxrNQr6TEKRJHXN8WEPRbNLc/jCRxfwz1f28PLmWl79oI4te5o5Y+k05k0f+pl+qqoQ8JrYtkM4lmLnvkxLUVGum4DPbG8NFEKIiUrCUC8c227f4V3xBHESYZRAEeaRH8aoOAFFH10tI4PFa3hYUDC3/fVXjr6Mypa9FHkLAaiK7CdtpwmYmRD49J7neL7qVU6ZupKjig4fkTL3JLNys/uQUGRomVakoQ5FLkPj9OOnsWB6Pv/YtJOGlgS/++dWjphVwHkfmjOkz26jqgpBn4llZ/Y9a6lKkuMzKcz14PcaEoqEEBOWbMfRzZL0Vn0lyTcewYk04D3rG0DrYOnKN9HKDkcZpYOLh4vjONTE6shx+ykvKeYbj93EtqadnDP7TD40dSXbm3cRTUWZlz9nVA7Etmyb5nAmFIVjKXRNGZZQBJBK2zz1+l6ef6caxwG3qbFy4RSOqSga1kHOlmXTEkvhOJDnNynI8eD3jL5xYd2ZSNtJDIWJVH+yHYfojYShDt8QUikLa9/7JN94BKvyzfZzvOfegJZfPtDijktt9bdjXxXPV73KsSWLyHEF+H9v3MPb9Zs5Y8ZqTp+xmpSVwhhFe6q1sWybUCQzpqgtFPk8+rAMMt5bF+HhZ3exvyEKQF7AxSmLy5g7LXdYA0k6bROOpQGHvICLghwPPrc+6kPRRPphPhQmUv1JGBK9kW4yMjPDktteIvbqw9i12zMHFQV9xrGYR50uQagPct05nDL1RCDTalTiLWZnqJLFxUcB8Nv3/8Te8D7OmX0mc/MPG8midqKpKnkBF0GfQSiSoq45RiicQhuGUFRa6OPysxfw/p4QD2/aTmNLgj88tY3yYj+nHldOaaFvyJ7dka6r5AZMUmmbhlCCpnCyNRS58blHX4AVQojBNuHDkOPY7L3n6ySrd2QOaDrGnBMwj/wwak7JyBZujFIUhXMOO5OzZ52Gpmqk7TTv1G0mko5iapkxVs9WvYhLMzmycMGoaDE6OBTVN8cJhZOomoJ/CEORqiosWTCJmZP9PPNGFc++XU1lTZi7H3qPI2bmc/LiMnJ8wzMuzdBV8oIukimLuuY4TS0J8nNc5PrduE1N1ikSQoxb0k2mq1gv/Y6WN5/CmP8hjAWnoHpzBqmE419fm9ojqShv1b3LkkmLsR2bb266kXAqwheOvIQjCufTlGgmxwyOmq4Z23YIRZPUNcUJRZNoamZBRW2QA4GmqQQDHkItMSzLJhRJ8q9X9/LGtnoAdE1h6YJJLDtiEq5h3nMsmbIIx9IoCpiGhs+l4fOYuEwNj6mN+HYfE6mbZyhMpPqTbjLRGwlDukrQbdMcSmCprkEq2cTRn2+o8XScDbs38l79B1yz+Euoisp3nv8hDvD5Iz5NqX/y0BY6C22hqL45TnNk8EPRwWGoTVVdhMdfqmR3dWYZB59b56RFpSycXTjs6wPZtkMyZZFM26TSNqqiYBiZQOT3GLhdOm5DwzSGd3+4ifTDfChMpPqTMCR6M+G7yQA0TwAlrsI4/4YwWrh1N2fNXMNZM9cAUButpznZAkCBO7PuzgPv/5mpgVKOKTkalzZyyxeoqkKu30XQa9ISzcw+C0WSKCoEhqClqM2UQh8Xf7iC93c3seHlPTS2JHjo2V289F4Nq48tH/JVrDtSVSUTeFp/V3Acp3ULlBTN4SSKkvnB6jI0At7MdiCZPeI0ma4vhBgTJAyJEVfkLeAHK65jT0sVbt3F/kgNz+x9HlVROaJwPi7NZFeokvJAKeoQbXbbG1VVyPG7CPhMWqIp6ptiNEczQcDvMYZkPI2iKMydlsdhZTm8tLmGp9/YR3VjjPsf/4DDynJYfUwZhbmeQX9uX8rVtpglZMJRKm2TTFnsr09h42CoKq7WlqPMJrL6iGygK4QQfSFhSIwKLs1kVu50APyGj7NnnUZzIkTQDNCcCHHzy7cTNP1cu+Q/8RrDHwDaqIpCjs8k4DU6hyLA7x2aUKRpKscvmMSRswr59xtVvLS5li17mtm6t5ljKoo5ceFkvCM460tRFExD67QJbSptk0xb1DTFsO3M2CdDzyxw6XMbuExNBmULIUYNCUNi1PGbPk6ddlL7632RaryGh3x3Pl7DQzwd52dv3M2i4qNYWbp0RBZ17BiKwtEU9aEYTeHWUOQx0PXB/yHvdeusWTKVY+YW88TLe3i/somXNtfw5rZ6TjhqMsfNKx414cLQVQxdxefOvE5bNsmUTUNLnLqmGKqaCVBel4a/dVC2exQMyhZCTEwShsSoNzf/MP5n+bU0JzLjil6rfZvtzbsIpyKsKltO2k7zdt17LCich6EO739pVclsceH3GhR0CkWZKflDEYoKctyc/6HZ7NgXYsNLlexviPHEy3t4eXMNpxxTxrxpeaNmVl4bXVPRNRVv67ectkHZzdEU9aFE64w1vfOgbFPD1Id3ULYQYmKS2WQTaEbFUBiJ+gunIrxS/QZuzcWSyYt5s/Yd7njrN0zylXDtcVe3nzcSP0RtJ7MZakNznKZwAgCfx8DoJhR1N5usz8+zHd7cVs+Tr+4lHEsBZBZtPLaM0qKxs3mwbTvtXWuplNOnQdnytTswE6n+ZDaZ6I20DIkxx2/4OLFsWfvrpJUk15XDgvwKFEVhW9NO7n/v95xQejwnT105rGVTFYWg1yTgMciPuTOhKJIAp+dQ1O/nqQoLDytk/vQ8nn17/4FFGx/enFm0cVEpOf7Rv2SEqvZhULam4TIy4468bgOfxyBoj9nf5YQQo4iEITHmHTPpaBaVHEXSyrSMvFj9KjWxOvaG9wNQE61jW9MOFhYfgUd3D0uZlA6hqCDmpr41FDk2+L36oI+NMQ2NVUeXsmhOUfuijW9tb+C9XY0cv2ASy0dg0caB6H1QdgzT1KgPJ9EUh5zWcUdCCNEf0k02gZqKh8JorL94OsEbtW8z2V/C1EAZf9v2KI/v+hcLiw7nsiM+TdJKoavasE7TdxyHSDxNfXNmTJFtO/i9Om6XMaBusu5U1UXY8FIlu0bBoo1DxQFMl0lNXQuGrlEQdJEfcEso6qPR+LU7VKSbTPRGWobEuOPWM2OJ2uS78yjxFnFMydEAbNyziX9V/pvTZqzmhNLjh6VMiqK0TivXKcg5EIqiCQu3e/AXlZxS6OPTrYs2PvHyHhpaF2188b0aTh3mRRuHiq5luszsXA/haJKquij1oQQFQRd5ARduU769CSH6Rr5biHHvhNLjWTFlCQ6ZRtC36t6jOdmCitL6+l1qo3UcM+logubQ/gZ5cChqjiQIx1KEIwl8Ln1QW206L9pYy9NvVFHTYdHGU44po2gEFm0cCh6XjselE0ukJRQJIbKW9XeJbdu2ceONN/Laa6/h8/k4++yz+epXv4pp9v7bbXV1NbfccgsbN24kGo1SWlrKF7/4RT7ykY/0q/BC9JWiKCit4ecrR1/GO/WbOSx3FgBP7N7I1qYdpB2LU6edRFOiGa/uxdSGbiHDtlCU4zdRDYMPdtTSEEridWt4XIP7wzuzaGMJR84q6GLRxiJOXDhlRBdtHEwdQ9Heugj1oQT5QRf5EoqEED3I6rtDc3MzF198MdOnT+e2226jurqaH/zgB8Tjca677roer62pqeH8889nxowZ3HDDDfj9frZs2UIymRzQJyBEtnRV56iiw4HMWJ5jShZi2TbHtnaj/f6Dv/F+w1Y+Ne9cFhUfOaRlURSF3ICLGVNy8Lmj1DTGaAglCPoGfzXrrhdtrOXNbQ2jbtHGgWoLRfFEmqq6CA0SioQQPcjqu8Lvfvc7IpEIt99+O7m5uQBYlsV3vvMdLr/8ckpKSrq99uabb2bSpEncddddaFpmgOPSpUv7X3IhBoGiKJxQupQTSjP/Fy3bYl94P3ErziRvMQAPbX8MUFg+5Tjy3LlDUg5dUynO8+L3mNQ2Zbp5DD3TejTY6yWNxUUb+yuzwWyHUNQcJz/HTZ7fNegtcEKIsSurXwOffvppli5d2h6EAE477TRs22bTpk3dXhcOh3n00Uf55Cc/2R6EhBiNNFXjW8f/J/+5eC1T/JNIWin+VfkMj+58grpYAwA7mncTTUWH5Plet055SYAZk4MYukZDKEEiZQ3Js2ZMDvK5M+fzkeXT8XsMmsJJ/vjUdn796PvsrQ0PyTNHitulU5jjRtcU9tVF2La3mar6CLFEeqSLJoQYBbIKQ9u3b2fmzJmdjgWDQYqKiti+fXu3173zzjukUil0XefCCy9kwYIFLF++nJtvvplUKtW/kgsxRFRFZUbONCDTcvSJinM4btIiZuVOx3Zs7nzrN3xj043sDO0eoucr5AVczJwcZHK+j0TCoqklMx1/0J/VumjjFecczsqjJmPoavuijX95ejvNratojxdul06BhCIhxEGyaicOhUIEg4dOyc3JyaG5ubnb6+rq6gC49tprOe+887jiiit48803ufXWW1FVlWuuuSbLYh8w0L2ftNYxEto4GSsx3MZ7/emYLC1bzNKyzFT9hngTftNP2rGYnluGpijc8vIvKAtM5rQZHyLoym42Wk/1p+sqUz0GeTkuqhtjNLUkcLs0fEMw2NmjqXzomHKOnVfCP1/Zwxtb6toXbSzJ95IfdJMfcGU+BjMffW59RLvTNFXt9DEbPq+Jz2sSS6SpaYzRFE5QEHSTH3RPmO6z8f61K0Q2huWr3rYzC3otW7aMdevWAXD88ccTiUS45557WLt2LW539isDq6pCXp5vUMoYDI6PKcYjZaLUXx4+fnLGdTTGmsnz5LC9YRcfNG5jR2g3nz7mHLyGh407nufwkgoKvHl9vm9P9ZeX56N0Ug51zXGqasPEkxY5fhNzCHZ4DwY8XHxGDpU1Lfxt4za27W1mb22EvbWHLm5qGiqFOR4Kcz0U5LgpzPW0v871u4ZtcUefr//bjQRbs2sskaYlliTZFKcw10thrnvczLDrzUT52hWiJ1mFoWAwSEtLyyHHm5ubycnJ6fE6yASgjpYuXcovfvELdu3aRUVFRTZFATKbO4ZCAxu7oWkqwaCHUGhwVwCeKCZu/ek0xiMEnTyuOPqz1EbrSIRt9kR38bMXf4OqqNx84rfxmz7Sdhpd7fpLLZv6MxUoyXFR0xhlX00IVVUJeI32jUsHU45H56I1c6htilHXHKchlKAhFKexJfOxOZIkmbKpqotQVXdoUNLUTFdf3kGtSfkBF7kB16DMWtNUFZ/PRSSSwLIH/n/PpSnE40ne3xFlh65SkDO+W4om0tfuYP3SLMavrL7KZ86cecjYoJaWFmpraw8ZS9TR7Nmze7xvItH/cQmDtYy8Zdnjfkn6oTRx609hXl4F8/IqSKdtWuJRZuXMwNQM3KqHxmiI7z5/M0cUzueCuR/H6CYU9bX+DE1lSoEPv9ugujFGXWMMn0cfsuniBUE3BcFDW23Tlk1TOEljSyYoNbYkaGhJ0BhK0BROYNkOdc1x6prjwKFd6Dk+k7zWqe5tgSkvkHltZrmHmmXbg/bD3NBUcv0m8WSaPTVhahpjFATc5AXH7+yzifu1K8QBWX11r1y5kl/84hedxg6tX78eVVVZvnx5t9eVlpYyZ84cnn32WS688ML2488++yxut7vXsCTEWDE1WMbVi79Iys4MyH2z7h2i6Rj7ItUYqk7SSvLYzic5dtIiJvmK+/UMRVHI8bvwug3qmmPUNsWJxTNrEw3X+A9dUynMcVOYc2hQsm2HUDTZ2orUFpTiNIYygSmVtmmOJGmOJNm579CWZp9bbw1KrQGpdSXp/IAbj0sblnFKbjMTMOPJNPsaItS3xMd9KBJiIstqo9bm5mbOOOMMZsyYweWXX96+6OJZZ53VadHFiy++mKqqKjZs2NB+7Mknn+RLX/oSF110EatWreKtt97i9ttv57Of/SxXXXVVvwovG7WOPKm/njmOw47QLtJ2mjl5s3lp/2v8+t0HKHTnc/3Sr6NqENFCuFJeNPo3RiUST1HTGKWxJYlpqCM+sLknbRvWtnW5dWxRamhJ9Dqry2Vo7eGoIMdN+aQcphf70LWh/XzjyTSRWBrT0NoHko/1UDSRvnZlo1bRm6x3rd+2bRs33HBDp+04rrrqqk7bcVx00UXs3buXJ598stO1jzzyCD//+c/ZuXMnxcXFnH/++Xz+85/v9zduCUMjT+ovO1ubdvDE7qeYHpzKh6d/iM1NH3Dbq3cxK3c6Vy/6Eo3xJh7a8TiTfSWcMvVEAOLpOG695wkGtu3QFE6wvyFKLJEm4DWy7m4aDeKJdCYctYWklgNjlVqiXS/D4TI0jp5TyHHzisn1938wdV8kkhbhWApD1ygIju1QNJG+diUMid5kHYZGEwlDI0/qb2Ae2/VPnqx8hiMK53Hh3PN4r/4Dbn/jLib5SvjWkmuIpqJ87d/X4zd83Ljsmxiawb8qn8Fv+Di8cB6eg0JSImVR2xSlrjmOAgS85rDN6hpqqbTdoTUpTlM4yc79LdQ2xgBQFJg3LY/j55dQVuwf0rIcHIryAm687rEViibS166EIdGbsfXVK8Q4c8as1Vx4zEeprW8GGwo8eZw541RcWqaltS6eWfVaU1QMzcCyLf689SFsx+bGZd/Eo7u5/fW7iKZinF/xUaYFy0kZDWj+FErCT2NLAq9bH7OtFx0ZukpxnofivMxUcE1T8fvdvPrufp59ex879rXw7s5G3t3ZSGmRj+PnlzBvWt6QhEGXqeEyNRJJi/0Nme1TxmooEkJIGBJiVNBVnbRtU+wt4rQZp7Qfnxoo40crv0somRlonLRTLJm0mPp4IzmuzCSGXaFKoulY+/T9h3du4L2GD7hgzseZU3wE/9r1LJWxXRyRdwQVuXOJpaNYjoVP94/asUV9pSoKc6bmMqs0SHVDlBfereat7Q3srY3wp43byfGZHDevmKPnFA7JjLuOoai6UUKREGOVfLUKMcp5dHd7d5hHd3PhvP9of89xHL666AvUxuop9hQCEDD95LlymeQvpjjXS/PufeyIvU+ROZkpZpLN0Td5quYJ5uUczpmlH6UuXsvbzW8yyT2ZuTnzaes5H2tBqSTfy0dWzODkxWW8vLmGl9+vpTmSZMPLe9j4ehULD8uMK8rvYqmAgeoqFOUHTfIDHkxj8Gb4DeagBodM16MQQsKQEGOaoiiU+idT6p/cfuzi+Z/odM7J01YwM28aU1xTURMajbEwCgo5Rmah1H3xvbxU/xzTfTOZmzOfukQt9+24mxL3ZD414xJSdop/1/wLl+ZmaeEKVEVlR3gbmqIxyTMFUzVJ2kl0RUdVRn5rB7/HYNXRpaw4YjJvba/n+XerqW2K8+J7Nbz4Xg0VU3M5fkEJU4sHv2WsPRSlLGoaYzQ0J0bFdhddZShNhWBjjHQyjdeV6Up1m9qgLIgpxFgjYUiIcW527gxm584AIJmyCHrWcGzTcizbwrYd8s1CFuUfS76ZaVlqSjZiORa2YwEQt2K80vAiKirLCk8A4KE9fyFux7l01hcocBXyp90PsCdaydll5zInOJfn6zaxI7yVo/IWMT/nCPZEd7MzvJ1JninMDswhmo5SG6/Gq/sochfjOA42NpoyeDPgdF3l6DlFLDyskO37Qjz/TjXb9oZ4f3cT7+9uYnKBl+PnlzB/et6gBxaXoeEyNFJpi0FYHLuzQcpvmqqiqSpNsRR1TTEUVcFtaHhdOgGvicel4Tb1cTMAX4ieSBgSYgIxDY0pRT4CPoOaxhiNLQnyXCV8aFJZ+zmzAodx2ey1pOzMVHZd0VlSsAzLsVAUBcdxKHAVErfiuLVMl1Pcyqwib6ptA79r2BOtZHYgs83O3mglz9U9w+E5RzI7MId9sb38ufJBJrknc9HMz9KSDnHHlttwax6+XJHZuPn3u/4PTdFYM+VM/Lqf1xtfIWklqQjOI8fMpS5eSxNgpL24FQ9xK0bSTuJSXbg0N7aTSSGqojJrSg6zpuRQ2xTjhXereXNbPfvqo/zl3zt44pU9HDu3mMUVRYM+0NwYgv3jBoumqXhcOkGfic+tY9sOiZRFcyRBfSiOpim4DI2A18DnNnG3tnoNxfYvQow0CUNCTEABr4nXrdMYMqlujNEQihPwmhi6iqqo5JoHNpn16F5Wlpzc/lpRFD4545JO97toxqUk7AQuNbPOz7EFSzksOJciV2aV7WL3JI7OO4bJnlIgE1AKXUXkmfkAxK145jiZFhrbsdkV2dF6LPPD99WGl6hP1DHJM5kcM5dNNU/zXvM7rJ5yGgtzF/NK/Ys8W/dvFuYtZvXk09jSspm/7/kz5d5pfGL6RTQk6vl99W/wlvj56qLP8PL7NbyQ/hNJS+HJN47h6Tf2UXz4VgI5NidPOZkidzGvN75CbbyGecEFlPmmsjuyk73RPUzyTGaGfxZNyUYqo7sI6EGm+2eStBLsje3BUA3KvFMBaEjUY6gGPt0/KroRu6OqCh7XgZmHlmWTSNnUNsWptmMYmorL1Aj4THyuzArdpqGOubFlQnRFwpAQE5SmqhTmevB5DGqbYpnWAFUh4DWy/gGnq3qnzWhLPJMo8Uxqfz3DP4sZ/lndvi50FXHFnKtJOQcWVjy77FwSdhxXa+vTnMA8Qu4mAkZmFp1b85DnymtvnQLQFA1Naf1h3trN1xZAUnaKqBVFUVS8boPlR07ihfdCqEBJnpvqOot6Zw+N8SgPvziVlbPd7EhvY2v4A4rcxZT5prIrsoPn6zaxKP9YZvhnsS+2l/VVDzHVN53p/pk0pZr44+4H8Go+1lZche3Y3L3t/wGwds5VeHUfv9l+F6FUM+eUn0+pt4ynq59kX2wvxxQcz6zAYWxt+YDdkZ2U+6ZxWKCCxmQDe6K7yTFymeqbTspOUZ+ow6W5yDPzcRwHB2fQg5amqXg1tX1WXCptk0xZVNdHsR0H09DwmDoBr4HHreMxtVHdEiZETyQMCTHBeVw65cV+gj6T6oYYDaHEkG7+2hVVUfHoXjwdXs8Jzu10zoriEzu9XlN6OsGAh1BLZtf15cUnsrzDORXB+czwzcqsxgjkuwq4ZObn299XUDh36gVYjsWMubOorI7w5PYQ+/Y1sbvR4f7tH5BfnsPM0sUUmZlgV+KezJG5C5niyXQr+nQ/M/2z21vAVEWl2F2CW8t8JmknjUt1k7KTGK1diHErStyKtYeXmkQ1u6O7mJ97BAB7opW80vAiCiqHBSrYG93D+qqHmO6byVTfdBoSddy34278eoAvzrkSy7H4yeYfoCkaa+dchUtz88fdDxBLx/jwlDMpchfzUv3zNCTqODz3KEq95VRGdlGXrOUwZpBDEY3JBvbH9hEwgpR5y4lbcfbF9mKqLkq9ZdiOTX1qP4qiUhwoAaA+1khL1KIx4kVTdFTNwmOq5Pq9+NwuGYwtxhQJQ0IIFEUh1+/CN4Kbvw42TdHw6N7214ZqUOQ+sDmuqqidWqemTw5y6eSTqQ/FefHdal7fWk9DZQENlbDz9VqOmatwzNxZzJlyIKRN9U1nqm96++tCVxEXz7ys/bWpmnxl7n8CtC9Z8Mnpl5C0kwRbZ/MtLVzBgpwjmeyZAsA033RUlPZuNp/uY6Z/NiXuTCCzcQjoAXx6ZlXlttY0y7HQ1cz+djXxaiLpME7rPLId4W3siuyg3DeNUsrZ0vI+rzS8SEpdxdL8Iioju3hs38PM9s+hbGo59Yla/rj7AXLNvNbxY0nu23EPAFfNXYeu6vxhz32E0y18esbnKHSX8Pudv2V3bAcr805njn8BL4We4s3ml1k5eSVnzjiVNxve5C/bHmJBwVw+Pf98Klv2cs/b/0eBJ58rFn6OeDrBba/fiaqoXHn05zu1NAox1OR/mxCinaGrTC7wEfSZ1DRGaQgl0DUFVVVQFQVFUVDVzGKHqpI5rihjb02inhQE3Zx2/DRWHV3Kqx/U8uJ7NbREU2x8vYpn3tzHkbMKWDK/pH0l7L5qq6O2br42pd5ySju87q1LcbJnCl+Yc2X7a7fqbu9ibJuN95HSc0jYCXKNXACOzD2acu80il2ZQFXsLmFuznxKvJlw6NP9lHunUeguAjKD5otcJQRby+rgEDSC2M6B7jhd0duXU1AUBZRM8Ap6XeT4TOxmCweH5nCCLXua2RNrIpyK0BLP7J8XT8epidW114vlWOwM7QYY1WOrxPgke5NNoP15hoLU38CM5vpr2/w1HEuRsmwsy8GybWwHHNvBth1sJ/OndZnG9lnfigJqa0hqC1KqQmt4OhCoBhKiNE3t1E02VCzb5r2djTz/bjVVddH24zOnBDl+fgmzSoNjMgwOdv3Zjo3t2KhKZhB+0kqQtJMYqoGGSSgeoSkRQkMnz5WPoqWIKY143S4Oy5+GqjlsbvgAy7Y4qujwQa1T2ZtM9EbC0Cj+YTQWSP0NzFirP9tpDUFtQch2sGwH26H9uOU4WJZN2rJJp21SloPdGqLaz3Myr2n700ZxOoSnTGg6EKjo0BqlDFsYauM4DpU1YV54t4bNuxvbV4MuynWzZH4JR8wswNDHTovGcNdfR6m0RSJlk0xlnmvqmWn+AZ+Jx8ysbzSYdSlhSPRGusmEEH2mKgqqpkCWk4Ycx+kQpGgNUAfClONkPlqWTdq2Saed9o+245BOHzjPdhwcBzRNIWlBNJrAZaiYxtDOZFIUhaklAaaWBGhsSfDie9W8tqWO2qY4Dz27iydf2cviiiKOnVuM32sMaVnGOkNvnXnmyfzfSKZtookUTeEEigIuU8fXugbSUGyfIsTBpGVojP1mPtpI/Q2M1F/v2lufWgNUW5BSFQV/wENlVRONLQlSaRu3mWlhGK5VkxNJi9e2ZMYVNYWTQKYr8PAZ+Rw/v4RJBd5e7jByRrJlqCe27ZBMWUQTadymztypeQP+95SWIdEbaRkSQoxqqqp0+cMwEyQ9aI5FYY6blmiSxpYETeEkigJet45riFuLXKbG8Qsmcdy8Et7f3cRz7+5nT02EN7fV8+a2eible3CZOpqqoGtK6xYYSuZP22tN6XDswPu61sW57X/v4dwO743FrTRUVcHt0jM9qGP2V3Ux1kgYEkKMaYpyYOXkghw34ViappY4oWiKcDSFy9DwuDU0dejG86iqwrzpecybnsfe2jDPv1vDuzsb2N8QG7Jn9oWi0BqQOocuXcu8zgu4mZTvpbTQS2mRb1jXlhJiNJH/+UKIcUNTVXJ8Jjk+k1giTTiWoiEUJxTOrMXjdQ/9FhKlRX4+fqKf1ceUUVUXyYyFah8P5bTPyrPa/976uv3vHc5t/XuP59o2aetAV2JHjgNpyyFtWZA6tKzVDTE272psf12c56GsyEd5sZ+yYj/5AdeYnCknRLYkDAkhxqX21qKgm3AsMzg3FEkSjqUwDRWvSx/SBSWDPpOgzxyy+3fFaR2U3lPoagtOjgPRpMWW3Y1U1oRpbElQ0xijpjHGqx/UAeB16ZQV+ygryoSj0kKvbLkhxiUJQ0KIcU1VlfZgkkhatMSSNIQShKIpcMDjyuzGPh5aQDJLDihoGtDLhLa2AdRHzszn/7d397FV1vf/x5/XuWlP705voMCg/IBKWtovaNUSRExlzEQI2USc3MwNkEzLgpkUcYFNNEaCjHmTDhAiyQJujBsZSjTI5tyQzBFE3dc5ZONLi1qKlNqW09PT9vTcXL8/Dj1Sq8O22KuH6/VIjO3nXNfFu59AePG5PjeRSJSW1hBn6luoqW/hzPkAZz8L0BoMc7LGx8kaHxBbTTgsJ4W8Ienk5aYzckhsg86roe/E3hSGRMQ2kpOcJCelkJPhIdAewhcI4msJ0djcgdtlkOpx2fY8rfRUN+NGZTNuVDYA4UiUcw2tsYB0PsCZ+hb8rSHONrRytqGVt0+cByAj1R0PRnm56QwblGrbPpTEpTAkIrbjcBhkpCaRkZrEkKzIxblFQVraOohGIMXjxHOVjBb1lsvpiI0ADUnnpv+JvYJrDnTEg9GZ8y182tiKvzXEiY+bOHFx7pHTYTB8cNrnc49y07Xvkgx4CkMiYmtJbic5bidZGcm0todpbumgKRCMncvmcpCW7MKVQDtLf1MMwyAzPZnM9GTG5+cA0BGKcLahlTPnW+IjSG3BMDXnW6g538KR43UAZKUnxSdl5+WmMzQ7JSGX/cvVS2FIRITYfJj0FDfpKW5ysz34W0M0+WNns0WiUTxJLlKS7T1a9EVJbiejh2UwelhsU0PTNGn0BzlzMQydqQ9wvqmNCy0dXGhp5IPqRiB2IPCI3LQur9dSkvXXkVhHv/tERL7A7XKS43WSnZFMazBMcyC2oWOjP4jLEZtbpFVV3RmGwSCvh0FeD9eNHQxAe0eY2voAZ+oD1JxvobY+QDAU4aNP/Xz0qT9+7+BMD3lD0hmZm0bekHTSPC5AwVP6h8KQiMhXMAyDNI+bNI+bwZkpF5fot+MPhGiOhPAkO0lJ6r/jPxKRJ8nFNSMyuWZEJhA7bqPe18aZ84HYCFJ9C43NQT7ztfOZr53//b/Ysv5kt5NJxUMY9/+yrSxfbEJhSETka3C7HGRnJJOVnkRbMBI7/qMliO+S4z++6cNirwYOh8HQ7FSGZqdyY2EuAIH2EGfqY+HozPkWaj9rJRiKUH222eJqxS4UhkREesAwYq/JUj2dx3+EuOCP7Vvkbw2RnOQktR8Pi70apHncFI7MonBkFgCRaJQz5wNkaBWa9BOFIRGRXnI5HWSlJ5OVnkxbMNzlsFiHYZDiceJyGhgYGAaafP01OR0OhmSn6KBW6TcKQyIiV8AXD4v1XTz+oz1oxo7JADBNDAyimBimAZiAcXGe8MWvMTEMAwPiAaozQ3V+HQ9Xl7YZAJ9/rQAm8vUpDImIXEGXHhYbDEWIRExMYmeBmeYl/4f419HOdmLfxw5djWKasQnH0ahJ1OTimWIXw1Xn9VEzfp958aGd33cGsM6QxSUBzOkyCEZM2ttio1hJrthJ9gpPYkcKQyIi35Bkt/OyZ4T1RjxUXRKyoiZgckmw6h7AOg+1N00ztgu3N4VP65ppDnTQ2h4mFIliYOByGbhdDtwuh47WEFtQGBIRSTCfvzrr/SiOy+UgOzuNZAd0dEQIhiJ0hCIEw1Fa2zpoDUZobQsTil4MSM7Y6JHb5cCpgCRXGYUhERGbcziM+JwnALJSiESjdISiBEMRgh0RAu0h2jsitLSFCUeiOIyuI0hOhwKSJC6FIRER6cbpcJCS7OhyTEY4cklACoUJtIVpD0Vobw0RiYDDAJfLIMnlxO1yaHsBSRgKQyIi8rW4nLE5RKkeF5AMdAakCMFQlPaOWEAKhiK0BTuIRGNzk9xOB263A7dTAUkGph6Pa1ZVVXHvvfdSUlLClClTWL9+PR0dHT16xrZt2ygsLKS8vLynv7yIiAwgsXDkJjsjmW8NSmNsXiYFI7MYm5fFmG95GZqVSpLbSShs4gt00OBrjx+A2xGKYGozIRkAejQy5PP5WLhwIaNHj2bDhg3U1dWxbt062tvbefTRR7/WM+rr69m0aRODBg3qVcEiIjKwdc4jIiW2lM40TcKRKMFQbBSpLRgm0B6mIxShpT0MUXA4Pr/P7dL8I+lfPQpDu3btIhAIsHHjRrKysgCIRCI8/vjjlJeXM3To0Ms+41e/+hXTpk3j7NmzvSpYREQSi2EYuF1O3C5nl4AUCkcvrmKL0tYRuviKLUpLW5hI1Lx4cr3IN69H8fvw4cNMnjw5HoQAZsyYQTQa5a233rrs/e+88w5//vOfeeihh3pcqIiIXD0MwyDJ7SQjNYlBmR7ycjMoGJl18RVbJmO+lcHgTA/aA1L6Q4/CUHV1Nfn5+V3avF4vubm5VFdX/9d7I5EITzzxBEuWLGHIkCE9r1RERK5qhmGQ7HbiTU1icGYKQ7JTtSO29IsejUE2Nzfj9Xq7tWdmZuLz+f7rvb///e9pa2tj0aJFPSrwclx9fLfcuXmYNhHrHfVf36j/ek991zfqP5HP9csL2YaGBn7961/zy1/+kqSkpCv2XIfDIDs77Yo8y+tNuSLPsSv1X9+o/3pPfdc36j+RHoYhr9eL3+/v1u7z+cjMzPzK+yorKyksLKS0tJTm5mYAwuEw4XCY5uZmUlNTcbl6nsuiUZPm5tYe33cpp9OB15tCc3MbkUi0T8+yI/Vf36j/ek991zd26r8r9Y9muXr1KIHk5+d3mxvk9/upr6/vNpfoUqdPn+bYsWNMnDix22cTJ05k69atlJWV9aSUuHD4yvwhjkSiV+xZdqT+6xv1X++p7/pG/SfSwzBUVlbGli1buswdOnjwIA6HgylTpnzlfT//+c/jI0Kd1q5di8fjYfny5RQWFvaidBEREZG+61EYmjdvHr/97W9ZunQp5eXl1NXVsX79eubNm9dlj6GFCxdy9uxZXn/9dQCKioq6Pcvr9ZKamsqkSZP6+COIiIiI9F6PlhFkZmayfft2nE4nS5cu5emnn+b73/8+K1eu7HJdNBolEolc0UJFREREvgmGmcAHw0QiURobA316hsvlIDs7jaamgN6b94L6r2/Uf72nvusbO/Vfbm6G1SXIAKcNJkRERMTWFIZERETE1hSGRERExNYUhkRERMTWFIZERETE1hSGRERExNYUhkRERMTWEnqfIdM0iUb7Xr7T6bjqDyr8Jqn/+kb913vqu76xS/85nfp3v/x3CR2GRERERPpKcVlERERsTWFIREREbE1hSERERGxNYUhERERsTWFIREREbE1hSERERGxNYUhERERsTWFIREREbE1hSERERGxNYUhERERsTWFIREREbE1hSERERGxNYUhERERszdZhqKqqinvvvZeSkhKmTJnC+vXr6ejosLqsAe+1117jJz/5CWVlZZSUlHDHHXewd+9eTNO0urSEFAgEKCsro7CwkA8++MDqchLGSy+9xKxZs5gwYQKTJk3ixz/+Me3t7VaXNeC98cYb3H333Vx//fXccsstPPjgg9TU1FhdloilXFYXYBWfz8fChQsZPXo0GzZsoK6ujnXr1tHe3s6jjz5qdXkD2rZt2xgxYgQrV64kOzubv//976xevZpz587xwAMPWF1ewnnuueeIRCJWl5FQNm/ezNatW1myZAklJSU0NTVx5MgR9eNlHD16lAceeIBZs2ZRUVHBhQsXqKysZPHixbzyyit4PB6rSxSxhmlTW7ZsMUtKSsympqZ4265du8yioiLz3Llz1hWWABoaGrq1PfLII+YNN9xgRiIRCypKXKdOnTJLSkrMnTt3mgUFBeY///lPq0sa8Kqqqszi4mLz0KFDVpeScFavXm1OmzbNjEaj8bYjR46YBQUF5rFjxyysTMRatn1NdvjwYSZPnkxWVla8bcaMGUSjUd566y3rCksAOTk53dqKiopoaWmhtbXVgooS15o1a5g3bx5jxoyxupSEsW/fPvLy8rj11lutLiXhhMNh0tLSMAwj3paRkQGg19xia7YNQ9XV1eTn53dp83q95ObmUl1dbVFVievdd99l6NChpKenW11Kwjh48CAnT55k6dKlVpeSUN5//30KCgp47rnnmDx5MuPHj2fevHm8//77Vpc24M2ePZuqqip27NiB3++npqaGZ555huLiYm644QaryxOxjG3DUHNzM16vt1t7ZmYmPp/PgooS1zvvvMOBAwdYvHix1aUkjLa2NtatW0dFRYUCZA/V19fzt7/9jf379/PYY4+xadMmDMNg8eLFNDQ0WF3egFZaWsrGjRt5+umnKS0t5bbbbqOhoYGtW7fidDqtLk/EMrYNQ3JlnDt3joqKCiZNmsSCBQusLidhbN68mUGDBnHXXXdZXUrCMU2T1tZWKisrmT59OrfeeiubN2/GNE1+97vfWV3egPbee+/xs5/9jDlz5rB9+3YqKyuJRqPcf//9Wokntmbb1WRerxe/39+t3efzkZmZaUFFiae5uZn77ruPrKwsNmzYgMOhbP111NbW8pvf/IZNmzbFfw92zrVqbW0lEAiQlpZmZYkDmtfrJSsri3HjxsXbsrKyKC4u5tSpUxZWNvCtWbOGm266iZUrV8bbSkpKmDp1Kvv372fu3LkWVidiHduGofz8/G5zg/x+P/X19d3mEkl37e3tlJeX4/f72b17d3wSplzemTNnCIVC3H///d0+W7BgAddddx179uyxoLLEMHbsWD755JMv/SwYDPZzNYmlqqqK73znO13ahg0bRnZ29lf2qYgd2DYMlZWVsWXLli5zhw4ePIjD4WDKlCkWVzewhcNhli1bRnV1NTt27GDo0KFWl5RQioqKeOGFF7q0nThxgieffJLHH3+cCRMmWFRZYvj2t7/Nvn37OHHiBEVFRQA0NTVx/PhxFi1aZG1xA9zw4cP58MMPu7TV1tbS1NTEiBEjLKpKxHqGadP1lD6fj5kzZzJmzBjKy8vjmy5+97vf1aaLl7F69Wr27NnDypUruf7667t8VlxcTFJSkkWVJa6jR4+yYMEC9u7dqzB0GdFolDlz5uDz+aioqCA5OZnnn3+ejz76iFdffZXc3FyrSxywtm/fztq1a/nRj37EtGnTuHDhAps3b6axsZFXX32V7Oxsq0sUsYRtwxDEhoyfeOIJ/vGPf5CWlsYdd9xBRUWF/jK/jGnTplFbW/uln73xxhvk5eX1c0WJT2GoZxobG3nyySf561//SigUorS0lFWrVjF27FirSxvQTNNk165d7Ny5k5qaGtLS0igpKaGiooJrrrnG6vJELGPrMCQiIiKi5T8iIiJiawpDIiIiYmsKQyIiImJrCkMiIiJiawpDIiIiYmsKQyIiImJrCkMiIiJiawpDIhK3YcMGCgsLaWxstLoUEZF+ozAkIiIitqYwJCIiIramMCQiIiK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"text/plain": ["<Figure size 628.875x500 with 1 Axes>"]}, "metadata": {}, "output_type": "display_data"}], "source": ["metrics = pd.read_csv(f\"{trainer.logger.log_dir}/metrics.csv\")\n", "del metrics[\"step\"]\n", "metrics.set_index(\"epoch\", inplace=True)\n", "display(metrics.dropna(axis=1, how=\"all\").head())\n", "sn.relplot(data=metrics, kind=\"line\")"]}, {"cell_type": "markdown", "id": "59c8d45a", "metadata": {"papermill": {"duration": 0.025788, "end_time": "2024-07-26T11:58:39.502009", "exception": false, "start_time": "2024-07-26T11:58:39.476221", "status": "completed"}, "tags": []}, "source": ["## Congratulations - Time to Join the Community!\n", "\n", "Congratulations on completing this notebook tutorial! If you enjoyed this and would like to join the Lightning\n", "movement, you can do so in the following ways!\n", "\n", "### Star [Lightning](https://github.com/Lightning-AI/lightning) on GitHub\n", "The easiest way to help our community is just by starring the GitHub repos! This helps raise awareness of the cool\n", "tools we're building.\n", "\n", "### Join our [Discord](https://discord.com/invite/tfXFetEZxv)!\n", "The best way to keep up to date on the latest advancements is to join our community! Make sure to introduce yourself\n", "and share your interests in `#general` channel\n", "\n", "\n", "### Contributions !\n", "The best way to contribute to our community is to become a code contributor! At any time you can go to\n", "[Lightning](https://github.com/Lightning-AI/lightning) or [Bolt](https://github.com/Lightning-AI/lightning-bolts)\n", "GitHub Issues page and filter for \"good first issue\".\n", "\n", "* [Lightning good first issue](https://github.com/Lightning-AI/lightning/issues?q=is%3Aopen+is%3Aissue+label%3A%22good+first+issue%22)\n", "* [Bolt good first issue](https://github.com/Lightning-AI/lightning-bolts/issues?q=is%3Aopen+is%3Aissue+label%3A%22good+first+issue%22)\n", "* You can also contribute your own notebooks with useful examples !\n", "\n", "### Great thanks from the entire Pytorch Lightning Team for your interest !\n", "\n", "[![Pytorch Lightning](data:image/png;base64,NDA0OiBOb3QgRm91bmQ=){height=\"60px\" width=\"240px\"}](https://pytorchlightning.ai)"]}, {"cell_type": "raw", "metadata": {"raw_mimetype": "text/restructuredtext"}, "source": [".. customcarditem::\n", "   :header: GPU and batched data augmentation with Kornia and PyTorch-Lightning\n", "   :card_description: In this tutorial we will show how to combine both Kornia and PyTorch Lightning to perform efficient data augmentation to train a simple model using the GPU in batch mode...\n", "   :tags: Image,GPU/TPU,Lightning-Examples\n", "   :image: _static/images/lightning_examples/augmentation_kornia.svg"]}], "metadata": {"jupytext": {"cell_metadata_filter": "colab,colab_type,id,-all", "formats": "ipynb,py:percent", "main_language": "python"}, "language_info": {"codemirror_mode": {"name": "ipython", "version": 3}, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.12"}, "papermill": {"default_parameters": {}, "duration": 363.929925, "end_time": "2024-07-26T11:58:41.054044", "environment_variables": {}, "exception": null, "input_path": "lightning_examples/augmentation_kornia/augmentation.ipynb", "output_path": ".notebooks/lightning_examples/augmentation_kornia.ipynb", 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