From 4245580b6b6f10d7f1c8bc60cc845d6902621c63 Mon Sep 17 00:00:00 2001 From: jasonbohne123 Date: Sat, 3 Feb 2024 07:11:55 -0500 Subject: [PATCH] add hf support --- models/Example_OLS_Model.ipynb | 487 ++++++++++++------ models/ols_model/model_summary.csv | 2 + models/ols_model/ols_model.ckpt | Bin 19555 -> 9507 bytes models/ols_model/ols_model.pkl | Bin 132728 -> 133183 bytes .../pytorch_linear_regression_model.pth | Bin 1768 -> 1768 bytes models/{ => ols_model}/pytorch_model.pth | Bin 6 files changed, 328 insertions(+), 161 deletions(-) create mode 100644 models/ols_model/model_summary.csv rename models/{ => ols_model}/pytorch_model.pth (100%) diff --git a/models/Example_OLS_Model.ipynb b/models/Example_OLS_Model.ipynb index c15462b..e77bb90 100644 --- a/models/Example_OLS_Model.ipynb +++ b/models/Example_OLS_Model.ipynb @@ -9,7 +9,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -42,13 +42,13 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "2f8bdf8612934e4f84a00206b31a9d72", + "model_id": "5cd4011d3d8c4144a12af8f63918f6b9", "version_major": 2, "version_minor": 0 }, @@ -61,7 +61,7 @@ } ], "source": [ - "notebook_login()" + "notebook_login(new_session=True)" ] }, { @@ -79,11 +79,32 @@ "# Add the parent directory to sys.path\n", "sys.path.append(parent_dir)\n", "\n", - "token = os.getenv(\"hf_token\")\n", + "\n", + "\n", "user_token= os.getenv(\"hf_user_token\")\n", "\n", "# Use the token to authenticate\n", - "HfFolder.save_token(token)" + "HfFolder.save_token(user_token)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'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'" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "user_token" ] }, { @@ -95,13 +116,10 @@ }, { "cell_type": "code", - "execution_count": 44, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "\n", "# Load the dataset\n", "trades_df = pd.read_csv('../sample_data/sample_features.csv')\n", "\n", @@ -121,7 +139,7 @@ }, { "cell_type": "code", - "execution_count": 45, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -227,7 +245,7 @@ "[1000 rows x 2 columns]" ] }, - "execution_count": 45, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -238,12 +256,12 @@ }, { "cell_type": "code", - "execution_count": 46, + "execution_count": 7, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -266,7 +284,7 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -297,7 +315,7 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -415,7 +433,7 @@ "[999 rows x 3 columns]" ] }, - "execution_count": 48, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -436,7 +454,7 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -461,7 +479,7 @@ }, { "cell_type": "code", - "execution_count": 54, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -473,8 +491,8 @@ "Dep. Variable: Trade_Price R-squared: 0.913\n", "Model: OLS Adj. R-squared: 0.912\n", "Method: Least Squares F-statistic: 8316.\n", - "Date: Sun, 04 Feb 2024 Prob (F-statistic): 0.00\n", - "Time: 20:13:26 Log-Likelihood: 719.99\n", + "Date: Sat, 03 Feb 2024 Prob (F-statistic): 0.00\n", + "Time: 07:09:56 Log-Likelihood: 719.99\n", "No. Observations: 799 AIC: -1436.\n", "Df Residuals: 797 BIC: -1427.\n", "Df Model: 1 \n", @@ -523,12 +541,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "#### Training Modle with PyTorch" + "#### Training Model with PyTorch" ] }, { "cell_type": "code", - "execution_count": 55, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -536,34 +554,17 @@ "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", "\n", "# Convert DataFrame to Tensors\n", - "X_train_tensor = torch.tensor(X_train.values.astype(np.float32))\n", - "y_train_tensor = torch.tensor(y_train.values.astype(np.float32).reshape(-1, 1))\n", - "X_test_tensor = torch.tensor(X_test.values.astype(np.float32))\n", - "y_test_tensor = torch.tensor(y_test.values.astype(np.float32).reshape(-1, 1))\n" + "X_train_tensor = torch.tensor(X_train.values.astype(np.float32),device='cpu')\n", + "y_train_tensor = torch.tensor(y_train.values.astype(np.float32).reshape(-1, 1),device='cpu')\n", + "X_test_tensor = torch.tensor(X_test.values.astype(np.float32),device='cpu')\n", + "y_test_tensor = torch.tensor(y_test.values.astype(np.float32).reshape(-1, 1),device='cpu')\n" ] }, { "cell_type": "code", - "execution_count": 57, + "execution_count": 13, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch [10/100], Loss: inf\n", - "Epoch [20/100], Loss: nan\n", - "Epoch [30/100], Loss: nan\n", - "Epoch [40/100], Loss: nan\n", - "Epoch [50/100], Loss: nan\n", - "Epoch [60/100], Loss: nan\n", - "Epoch [70/100], Loss: nan\n", - "Epoch [80/100], Loss: nan\n", - "Epoch [90/100], Loss: nan\n", - "Epoch [100/100], Loss: nan\n" - ] - } - ], + "outputs": [], "source": [ "# PyTorch Model Definition\n", "class LinearRegressionModel(nn.Module):\n", @@ -578,7 +579,32 @@ "input_size = X_train_tensor.shape[1]\n", "model = LinearRegressionModel(input_size)\n", "criterion = nn.MSELoss()\n", - "optimizer = optim.SGD(model.parameters(), lr=0.001)\n", + "optimizer = optim.SGD(model.parameters(), lr=0.00001)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch [1/100], Loss: 150931.1406\n", + "Epoch [11/100], Loss: 328.6682\n", + "Epoch [21/100], Loss: 0.7255\n", + "Epoch [31/100], Loss: 0.0114\n", + "Epoch [41/100], Loss: 0.0099\n", + "Epoch [51/100], Loss: 0.0099\n", + "Epoch [61/100], Loss: 0.0099\n", + "Epoch [71/100], Loss: 0.0099\n", + "Epoch [81/100], Loss: 0.0099\n", + "Epoch [91/100], Loss: 0.0099\n" + ] + } + ], + "source": [ "\n", "# Train the model\n", "num_epochs = 100\n", @@ -589,26 +615,54 @@ "\n", " # Backward and optimize\n", " optimizer.zero_grad()\n", + " \n", " loss.backward()\n", " optimizer.step()\n", " \n", - " if (epoch+1) % 10 == 0:\n", + " if (epoch) % 10 == 0:\n", " print(f'Epoch [{epoch+1}/{num_epochs}], Loss: {loss.item():.4f}')" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Model Evaluation on Test Data" + ] + }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "metadata": {}, "outputs": [], + "source": [ + "preds=model(torch.tensor(X_test.values.astype(np.float32)))" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "\n", "# Visualization plot\n", - "plt.scatter(X_train['Trade_Volume'], y_train, label='Training Data')\n", - "plt.scatter(X_test['Trade_Volume'], y_test, color='red', label='Testing Data')\n", - "plt.xlabel('Trade Volume')\n", + "plt.scatter(X_test['Trade_Price_Lag_1'], y_test, color='blue', label='Testing Data')\n", + "plt.scatter(X_test['Trade_Price_Lag_1'], preds.detach().numpy(), color='red', label='Predictions')\n", + "plt.xlabel('Trade_Price_Lag_1')\n", "plt.ylabel('Trade Price')\n", - "plt.title('Trade Volume vs Trade Price')\n", + "plt.title('Trade_Price_Lag_1 vs Trade Price')\n", "plt.legend()\n", "plt.show()\n", "\n", @@ -627,18 +681,18 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "7452dea782984eafa03b6e4222feb64e", + "model_id": "982221f24b0745c09df297193ceb0456", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "ols_model.pkl: 0%| | 0.00/197k [00:00 3\u001b[0m \u001b[43mapi\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mupload_file\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 4\u001b[0m \u001b[43m \u001b[49m\u001b[43mpath_or_fileobj\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mols_model/ols_model_summary.csv\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 5\u001b[0m \u001b[43m \u001b[49m\u001b[43mpath_in_repo\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mols_model/ols_model_summary.csv\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 6\u001b[0m \u001b[43m 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has_token\u001b[38;5;241m=\u001b[39mhas_token, kwargs\u001b[38;5;241m=\u001b[39mkwargs)\n\u001b[0;32m--> 118\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfn\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[0;32m~/anaconda3/envs/taq/lib/python3.11/site-packages/huggingface_hub/hf_api.py:1208\u001b[0m, in \u001b[0;36mfuture_compatible.._inner\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m 1205\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mrun_as_future(fn, \u001b[38;5;28mself\u001b[39m, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs)\n\u001b[1;32m 1207\u001b[0m \u001b[38;5;66;03m# Otherwise, call the function normally\u001b[39;00m\n\u001b[0;32m-> 1208\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfn\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[0;32m~/anaconda3/envs/taq/lib/python3.11/site-packages/huggingface_hub/hf_api.py:4243\u001b[0m, in \u001b[0;36mHfApi.upload_file\u001b[0;34m(self, path_or_fileobj, path_in_repo, repo_id, token, repo_type, revision, commit_message, commit_description, create_pr, parent_commit, run_as_future)\u001b[0m\n\u001b[1;32m 4238\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mInvalid repo type, must be one of \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mREPO_TYPES\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 4240\u001b[0m commit_message \u001b[38;5;241m=\u001b[39m (\n\u001b[1;32m 4241\u001b[0m commit_message \u001b[38;5;28;01mif\u001b[39;00m commit_message \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mUpload \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mpath_in_repo\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m with huggingface_hub\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 4242\u001b[0m )\n\u001b[0;32m-> 4243\u001b[0m operation \u001b[38;5;241m=\u001b[39m \u001b[43mCommitOperationAdd\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 4244\u001b[0m \u001b[43m \u001b[49m\u001b[43mpath_or_fileobj\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mpath_or_fileobj\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 4245\u001b[0m \u001b[43m \u001b[49m\u001b[43mpath_in_repo\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mpath_in_repo\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 4246\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 4248\u001b[0m commit_info \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mcreate_commit(\n\u001b[1;32m 4249\u001b[0m repo_id\u001b[38;5;241m=\u001b[39mrepo_id,\n\u001b[1;32m 4250\u001b[0m repo_type\u001b[38;5;241m=\u001b[39mrepo_type,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 4257\u001b[0m parent_commit\u001b[38;5;241m=\u001b[39mparent_commit,\n\u001b[1;32m 4258\u001b[0m )\n\u001b[1;32m 4260\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m commit_info\u001b[38;5;241m.\u001b[39mpr_url \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n", + "File \u001b[0;32m:5\u001b[0m, in \u001b[0;36m__init__\u001b[0;34m(self, path_in_repo, path_or_fileobj)\u001b[0m\n", + "File \u001b[0;32m~/anaconda3/envs/taq/lib/python3.11/site-packages/huggingface_hub/_commit_api.py:164\u001b[0m, in \u001b[0;36mCommitOperationAdd.__post_init__\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 162\u001b[0m path_or_fileobj \u001b[38;5;241m=\u001b[39m os\u001b[38;5;241m.\u001b[39mpath\u001b[38;5;241m.\u001b[39mnormpath(os\u001b[38;5;241m.\u001b[39mpath\u001b[38;5;241m.\u001b[39mexpanduser(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mpath_or_fileobj))\n\u001b[1;32m 163\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m os\u001b[38;5;241m.\u001b[39mpath\u001b[38;5;241m.\u001b[39misfile(path_or_fileobj):\n\u001b[0;32m--> 164\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mProvided path: \u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mpath_or_fileobj\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m is not a file on the local file system\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 165\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mpath_or_fileobj, (io\u001b[38;5;241m.\u001b[39mBufferedIOBase, \u001b[38;5;28mbytes\u001b[39m)):\n\u001b[1;32m 166\u001b[0m \u001b[38;5;66;03m# ^^ Inspired from: https://stackoverflow.com/questions/44584829/how-to-determine-if-file-is-opened-in-binary-or-text-mode\u001b[39;00m\n\u001b[1;32m 167\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m 168\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mpath_or_fileobj must be either an instance of str, bytes or\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 169\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m io.BufferedIOBase. If you passed a file-like object, make sure it is\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 170\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m in binary mode.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 171\u001b[0m )\n", + "\u001b[0;31mValueError\u001b[0m: Provided path: 'ols_model/ols_model_summary.csv' is not a file on the local file system" + ] } ], "source": [ @@ -826,27 +856,142 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 22, "metadata": {}, "outputs": [ { - "name": "stderr", - "output_type": "stream", - "text": [ - "Fetching 3 files: 0%| | 0/3 [00:00" ] @@ -1037,19 +1171,18 @@ } ], "source": [ - "\n", "# Generate predictions\n", "model.eval() # Set the model to evaluation mode\n", "with torch.no_grad():\n", " predictions = model(X_test_tensor).view(-1) # Flatten the predictions\n", "\n", "# Convert predictions to a numpy array\n", - "predictions = predictions.numpy()\n", + "predictions = pd.DataFrame(predictions.numpy(), index=y_test.index, columns=['Trade_Price'])\n", "\n", "# Plot actual vs predicted values using dots\n", "plt.figure(figsize=(10, 6))\n", - "plt.scatter(range(len(y_test)), y_test.values, label='Actual Trade Price', color='blue', alpha=0.5)\n", - "plt.scatter(range(len(predictions)), predictions, label='Predicted Trade Price', color='red', alpha=0.5)\n", + "plt.plot( y_test.sort_index().values, label='Actual Trade Price', color='blue',lw=2)\n", + "plt.plot( predictions.sort_index().values, label='Predicted Trade Price', color='orange',lw=2)\n", "plt.title('Actual vs Predicted Trade Price')\n", "plt.xlabel('Samples')\n", "plt.ylabel('Trade Price')\n", @@ -1066,9 +1199,34 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "83b7184dd9804e549ad218122fecbef0", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "ols_model.ckpt: 0%| | 0.00/9.51k [00:00XM;6j5L{Hi_KIZWs!<bBLc#(HHOhP_ICObXAZ632KT5C#jOgzS zo3P-lTKj)pL%Ygy9+TddX5+TBpiFF!)p8nbHKJ#!&AMatie<&zZQ7Vbtt!bDixsRG zO}boq0i!Xa@Tp`msa_L;uu6lF$ae*BbVn8Zto|r`FkObs3??J36C5PQ`x4=?cM@O(l^1arxwipK{4HKgE-2M=Rl;_p4x!!zb`PzWa$0Rx>gDw-jLn z_7db^G;;OsX{fT+4msOcg0!93j@bXWjlAEGNM4=aON>P)AoWZ5%bTKf z4OXrKQ!RqLbnSxD_DLbx@CwpG<&T`SP9^)=w8)ffrpK)x?1 zrsv}y#))p5oQ?F~=_Arx^uO9qFr<`cC;EKuH^SHP;&B(zPMZk?U~aG86$QW-5w_Va zkx=kgWc+9M5ZT&D(fYbkVez?XLoIN=Fc=3+ArThr=U8U8d!NYJeYe3%8~=MVKnNzS z>Nw&3W<*plbuH57u9xWHbpee78<6Vl&U9S!&0WTL$w}|X^{qb$t9N+`fe(K3tPl{P zp14%4CxXF; zM|gVa2r<7lk{mf6HLH5^x+S!}PPxJuKl$iM*WzhMvZG}$4st0*EJ$$sRS!0hZ)C|+ z-#d?|Iu)HxmI@FDq)vgOU@U)78q;6BKSpTY5d(CCG^n?soa4(BubxyJV}MOm_aKI+ zi>G}zXnhomH5^6wiy^spY8iUsZ`+vT3u+W|jx{KJ*xrUXJu4Br>tkqEO3r_TKK8Mn zRju)Yg!b-3g^H+(qEHon_);tT!t3OH{$kJcI!4<1>%}(A47pXL(o|HfNrN> z4AjJP!2cLL4Q0FP@RHB0aF0_nD_`|_;NH(Zgv664AakBO{B}+@wAXhP{F}Wcth??C zdF9LS*v8F*6(+?PT{{G&V_tjq78-P zD?D^p2A)HEw*DI*JiHSMKl(AmUi=kgJBdLJ5iooyy;b++BRhD!rWUF$t-+-nL(29OSVr-_(J>E@zhk-y7tZ^h=~)2IfFc zg*DN0v+inn(2_?oG~zwFtMyg}BXR3jlBq8s`F(FQV+^pJ2~@~Wx425d+&Z~VzSH8F zWc+J$bcxksdCYhAQm$pWJi?kS`_{_KkWbIbfp_1R)2uA)>6SO37iML(4alG~66dR> zU3W_5);%WjW1p{=H=4aq(%6;md)hITm$u=!?d6u$I_)V|f9G?RRYbSDXXlyL6NY?xmZn;N z(9$e@|MU;7wC#R4$Yzjxdqs4{8xX4fyp?s?ZYrDa+VQp4k{>;*y3f!KTK6j*HO3G9 zIiLTYL$3CN=}$UAKFPAgPQcQ>;-aQEvGi+ne^78(Q26rT@Q9G*!Tja?(D3lk;E13I z9)*WSgz+MH;laT{5#b?WAlLltw#V2rF~`#QnTk0`-eI<4DH3l}@DYZ^qHHD`Ymj)F zf=>^ivg+)xVTp$+cmrchDVx=6k1ddTn$oY@JQEPW%+wac9FiHofF0IEp zV!f~X_c~#=GEYBAN1ciGr3N(ZM4Ro|KEj9ry^n9?W8COK7}Q!ih^ za$JB37d2*H{pssd(9skk~m;1Q3q4Nu0G%`Oogss z)h)!DQBOBOlpnPT;93ZF!zlCIv7gb{kWP0!5{u3O|AH}ky!ASh8e&niIY4uw{w&R? 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