From 343c157b99d7192145bbc1d00aaa6ea70f27721f Mon Sep 17 00:00:00 2001 From: PRIYANSHU TIWARI Date: Tue, 30 Jul 2024 14:29:10 +0530 Subject: [PATCH 1/2] here is my USA stocks --- .../lstm-stocks-prediction-checkpoint.ipynb | 1361 +++++++++++++++++ USA stocks/0050.csv | 1220 +++++++++++++++ USA stocks/0050_1.png | Bin 0 -> 52958 bytes USA stocks/0050_2.png | Bin 0 -> 49554 bytes USA stocks/INTC.csv | 1260 +++++++++++++++ USA stocks/Intel_1.png | Bin 0 -> 60807 bytes USA stocks/Intel_2.png | Bin 0 -> 56879 bytes USA stocks/SPY.csv | 1260 +++++++++++++++ USA stocks/SPY_1.png | Bin 0 -> 53753 bytes USA stocks/SPY_2.png | Bin 0 -> 49358 bytes USA stocks/TSMC.csv | 1223 +++++++++++++++ USA stocks/TSMC_1.png | Bin 0 -> 49711 bytes USA stocks/TSMC_2.png | Bin 0 -> 47523 bytes USA stocks/lstm-stocks-prediction.ipynb | 1361 +++++++++++++++++ 14 files changed, 7685 insertions(+) create mode 100644 USA stocks/.ipynb_checkpoints/lstm-stocks-prediction-checkpoint.ipynb create mode 100644 USA stocks/0050.csv create mode 100644 USA stocks/0050_1.png create mode 100644 USA stocks/0050_2.png create mode 100644 USA stocks/INTC.csv create mode 100644 USA stocks/Intel_1.png create mode 100644 USA stocks/Intel_2.png create mode 100644 USA stocks/SPY.csv create mode 100644 USA stocks/SPY_1.png create mode 100644 USA stocks/SPY_2.png create mode 100644 USA stocks/TSMC.csv create mode 100644 USA stocks/TSMC_1.png create mode 100644 USA stocks/TSMC_2.png create mode 100644 USA stocks/lstm-stocks-prediction.ipynb diff --git a/USA stocks/.ipynb_checkpoints/lstm-stocks-prediction-checkpoint.ipynb b/USA stocks/.ipynb_checkpoints/lstm-stocks-prediction-checkpoint.ipynb new file mode 100644 index 00000000..8a97ca05 --- /dev/null +++ b/USA stocks/.ipynb_checkpoints/lstm-stocks-prediction-checkpoint.ipynb @@ -0,0 +1,1361 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Data Preprocessing" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "_cell_guid": "b1076dfc-b9ad-4769-8c92-a6c4dae69d19", + "_uuid": "8f2839f25d086af736a60e9eeb907d3b93b6e0e5", + "execution": { + "iopub.execute_input": "2021-09-14T01:59:16.718463Z", + "iopub.status.busy": "2021-09-14T01:59:16.718164Z", + "iopub.status.idle": "2021-09-14T01:59:16.757442Z", + "shell.execute_reply": "2021-09-14T01:59:16.756733Z", + "shell.execute_reply.started": "2021-09-14T01:59:16.718389Z" + } + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "def data_preprocessing(data_name,pre_days):\n", + " \n", + " data = pd.read_csv(\"\"+ data_name +\".csv\")\n", + " print(data.head())\n", + "\n", + " plt.figure(figsize=(12,4))\n", + " plt.title('Close Price History')\n", + " plt.plot(data['Close'])\n", + " plt.xlabel('Date', fontsize=18)\n", + " plt.ylabel('Close Price', fontsize=18)\n", + " plt.show()\n", + " \n", + " # Create a new dataframe with only the 'Close column \n", + " data = data.filter(['Close'])\n", + " # Convert the dataframe to a numpy array\n", + " dataset = data.values\n", + " # Get the number of rows to train the model on\n", + " training_data_len = int(len(dataset)*.7)\n", + " validation_data_len = int(len(dataset)*0.2)\n", + " testing_data_len = len(dataset) - training_data_len - validation_data_len\n", + " print(\"The number of trainning dataset: \", training_data_len)\n", + " print(\"The number of validation dataset: \", validation_data_len)\n", + " print(\"The number of testing dataset: \", testing_data_len)\n", + " \n", + " # Create the training data set \n", + " # Create the scaled training data set\n", + " train_data = dataset[0:training_data_len, :]\n", + " # Split the data into x_train and y_train data sets\n", + " x_train = []\n", + " y_train = []\n", + "\n", + " for i in range(pre_days, len(train_data)):\n", + " x_train.append(train_data[i-pre_days:i, 0])\n", + " y_train.append(train_data[i, 0])\n", + "\n", + "\n", + " # Convert the x_train and y_train to numpy arrays \n", + " x_train, y_train = np.array(x_train), np.array(y_train)\n", + "\n", + " # Scale the data\n", + " from sklearn.preprocessing import MinMaxScaler\n", + "\n", + " scaler_x = MinMaxScaler(feature_range=(0,1))\n", + " input_sc = scaler_x.fit(x_train)\n", + " x_train_norm = input_sc.transform(x_train)\n", + "\n", + " y_train = np.reshape(y_train,(y_train.shape[0], 1))\n", + " scaler_y = MinMaxScaler(feature_range=(0,1))\n", + " output_sc = scaler_y.fit(y_train)\n", + " y_train_norm = output_sc.transform(y_train)\n", + "\n", + " # Reshape the data\n", + " x_train_norm = np.reshape(x_train_norm, (x_train_norm.shape[0], x_train_norm.shape[1], 1))\n", + " print(\"The shape of input data: \", x_train_norm.shape)\n", + "\n", + " # Create the validation data set \n", + " # Create the scaled validation data set\n", + " val_data = dataset[training_data_len - pre_days: training_data_len + validation_data_len, :]\n", + " # Split the data into x_val and y_val data sets\n", + " x_val = []\n", + " y_val = []\n", + "\n", + " for i in range(pre_days, len(val_data)):\n", + " x_val.append(val_data[i-pre_days:i, 0])\n", + " y_val.append(val_data[i, 0])\n", + "\n", + " # Convert the x_train and y_train to numpy arrays \n", + " x_val, y_val = np.array(x_val), np.array(y_val)\n", + "\n", + " x_val_norm = input_sc.transform(x_val)\n", + " y_val = np.reshape(y_val, (y_val.shape[0], 1))\n", + " y_val_norm = output_sc.transform(y_val)\n", + "\n", + " # Reshape the data\n", + " x_val_norm = np.reshape(x_val_norm, (x_val_norm.shape[0], x_val_norm.shape[1], 1))\n", + " print(\"The shape of validation data: \", x_val_norm.shape)\n", + "\n", + " # Create the testing data set \n", + " # Create the scaled testing data set\n", + " test_data = dataset[training_data_len + validation_data_len - pre_days:, :]\n", + " # Split the data into x_test and y_test data sets\n", + " x_test = []\n", + " y_test = []\n", + "\n", + " for i in range(pre_days, len(test_data)):\n", + " x_test.append(test_data[i-pre_days:i, 0])\n", + " y_test.append(test_data[i, 0])\n", + "\n", + " # Convert the x_train and y_train to numpy arrays \n", + " x_test, y_test = np.array(x_test), np.array(y_test)\n", + "\n", + " x_test_norm = input_sc.transform(x_test)\n", + " y_test = np.reshape(y_test, (y_test.shape[0],1))\n", + " y_test_norm = output_sc.transform(y_test)\n", + "\n", + " # Reshape the data\n", + " x_test_norm = np.reshape(x_test_norm, (x_test_norm.shape[0], x_test_norm.shape[1], 1))\n", + " print(\"The shape of testing data: \", x_test_norm.shape)\n", + " \n", + " return (data,x_train,y_train,y_test,y_val,x_train_norm, y_train_norm,x_test_norm,y_test_norm,\n", + " x_val_norm, y_val_norm,output_sc,training_data_len, validation_data_len )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Taiwan Top 50(0050)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T01:59:16.759595Z", + "iopub.status.busy": "2021-09-14T01:59:16.758806Z", + "iopub.status.idle": "2021-09-14T01:59:17.849221Z", + "shell.execute_reply": "2021-09-14T01:59:17.848669Z", + "shell.execute_reply.started": "2021-09-14T01:59:16.759561Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Date Open High Low Close Adj Close Volume\n", + "0 2016/9/12 69.35 69.35 68.70 68.85 68.85 7236436\n", + "1 2016/9/13 69.10 69.20 68.20 68.85 68.85 7123286\n", + "2 2016/9/14 68.50 69.05 68.45 68.45 68.45 5624161\n", + "3 2016/9/19 69.40 71.00 69.40 71.00 71.00 9887905\n", + "4 2016/9/20 70.90 71.00 70.60 70.90 70.90 2795180\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The number of trainning dataset: 853\n", + "The number of validation dataset: 243\n", + "The number of testing dataset: 123\n", + "The shape of input data: (793, 60, 1)\n", + "The shape of validation data: (243, 60, 1)\n", + "The shape of testing data: (123, 60, 1)\n" + ] + } + ], + "source": [ + "(data,x_train,y_train,y_test,y_val,\n", + " x_train_norm, y_train_norm,x_test_norm,\n", + " y_test_norm,x_val_norm, y_val_norm,output_sc,\n", + " training_data_len, validation_data_len ) = data_preprocessing(\"0050\",60)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:06:13.199192Z", + "iopub.status.busy": "2021-09-14T02:06:13.198882Z", + "iopub.status.idle": "2021-09-14T02:07:27.941184Z", + "shell.execute_reply": "2021-09-14T02:07:27.940086Z", + "shell.execute_reply.started": "2021-09-14T02:06:13.199163Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"sequential\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " lstm (LSTM) (None, 60, 128) 66560 \n", + " \n", + " lstm_1 (LSTM) (None, 64) 49408 \n", + " \n", + " dense (Dense) (None, 100) 6500 \n", + " \n", + " dense_1 (Dense) (None, 1) 101 \n", + " \n", + "=================================================================\n", + "Total params: 122569 (478.79 KB)\n", + "Trainable params: 122569 (478.79 KB)\n", + "Non-trainable params: 0 (0.00 Byte)\n", + "_________________________________________________________________\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:absl:At this time, the v2.11+ optimizer `tf.keras.optimizers.Adam` runs slowly on M1/M2 Macs, please use the legacy Keras optimizer instead, located at `tf.keras.optimizers.legacy.Adam`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "Epoch 1/20\n", + "50/50 [==============================] - 2s 31ms/step - loss: 0.0137 - val_loss: 0.0264\n", + "Epoch 2/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0036 - val_loss: 0.0209\n", + "Epoch 3/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0028 - val_loss: 0.0160\n", + "Epoch 4/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0027 - val_loss: 0.0141\n", + "Epoch 5/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0026 - val_loss: 0.0103\n", + "Epoch 6/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0024 - val_loss: 0.0121\n", + "Epoch 7/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0019 - val_loss: 0.0074\n", + "Epoch 8/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0017 - val_loss: 0.0202\n", + "Epoch 9/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0019 - val_loss: 0.0095\n", + "Epoch 10/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0047\n", + "Epoch 11/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0051\n", + "Epoch 12/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0012 - val_loss: 0.0047\n", + "Epoch 13/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0013 - val_loss: 0.0116\n", + "Epoch 14/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0047\n", + "Epoch 15/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0076\n", + "Epoch 16/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0012 - val_loss: 0.0050\n", + "Epoch 17/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0210\n", + "Epoch 18/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0010 - val_loss: 0.0060\n", + "Epoch 19/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 8.7491e-04 - val_loss: 0.0046\n", + "Epoch 20/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0010 - val_loss: 0.0068\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Dense, LSTM, Activation\n", + "from tensorflow.keras import optimizers\n", + "\n", + "# Build the LSTM model\n", + "model = Sequential()\n", + "model.add(LSTM(128, return_sequences=True, input_shape= (x_train.shape[1], 1), activation = 'relu'))\n", + "model.add(LSTM(64, return_sequences=False))\n", + "model.add(Dense(100))\n", + "model.add(Dense(1))\n", + "\n", + "model.summary()\n", + "print(\"\\n\")\n", + "# Compile the model\n", + "opt = optimizers.Adam(learning_rate = 1e-3\n", + " )\n", + "model.compile(optimizer = opt, loss = 'mean_squared_error')\n", + "\n", + "# Train the model\n", + "model.fit(x_train_norm, y_train_norm, batch_size = 16, epochs = 20, validation_data = (x_val_norm, y_val_norm))" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:10:29.774067Z", + "iopub.status.busy": "2021-09-14T02:10:29.773684Z", + "iopub.status.idle": "2021-09-14T02:10:29.783555Z", + "shell.execute_reply": "2021-09-14T02:10:29.782725Z", + "shell.execute_reply.started": "2021-09-14T02:10:29.774029Z" + } + }, + "outputs": [], + "source": [ + "def error_of_predicton():\n", + "\n", + " # Get the models predicted price values \n", + " predictions_train = model.predict(x_train_norm)\n", + " predictions_train = output_sc.inverse_transform(predictions_train)\n", + "\n", + " # Get the root mean squared error (RMSE)\n", + " rmse = np.sqrt(np.mean(((predictions_train - y_train) ** 2)))\n", + " print(\"root mean squred error of trainning data: \", rmse)\n", + "\n", + " predictions_val = model.predict(x_val_norm)\n", + " predictions_val = output_sc.inverse_transform(predictions_val)\n", + "\n", + " # Get the root mean squared error (RMSE)\n", + " rmse = np.sqrt(np.mean(((predictions_val - y_val) ** 2)))\n", + " print(\"root mean squred error of validation data: \", rmse)\n", + "\n", + " predictions_test = model.predict(x_test_norm)\n", + " predictions_test = output_sc.inverse_transform(predictions_test)\n", + "\n", + " # Get the root mean squared error (RMSE)\n", + " rmse = np.sqrt(np.mean(((predictions_test - y_test) ** 2)))\n", + " print(\"root mean squred error of testing data: \", rmse)\n", + " \n", + " return predictions_val,predictions_test" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:10:31.849578Z", + "iopub.status.busy": "2021-09-14T02:10:31.848870Z", + "iopub.status.idle": "2021-09-14T02:10:33.456139Z", + "shell.execute_reply": "2021-09-14T02:10:33.455096Z", + "shell.execute_reply.started": "2021-09-14T02:10:31.849535Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "25/25 [==============================] - 0s 10ms/step\n", + "root mean squred error of trainning data: 0.7866440207538226\n", + "8/8 [==============================] - 0s 10ms/step\n", + "root mean squred error of validation data: 2.3086439973717225\n", + "4/4 [==============================] - 0s 10ms/step\n", + "root mean squred error of testing data: 4.254604149877224\n" + ] + } + ], + "source": [ + "predictions_val,predictions_test = error_of_predicton()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:10:33.458032Z", + "iopub.status.busy": "2021-09-14T02:10:33.457788Z", + "iopub.status.idle": "2021-09-14T02:10:34.111752Z", + "shell.execute_reply": "2021-09-14T02:10:34.110932Z", + "shell.execute_reply.started": "2021-09-14T02:10:33.458005Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/2032775985.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " valid['Predictions'] = predictions_val\n", + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/2032775985.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " test['Predictions'] = predictions_test\n" + ] + }, + { + "data": { + "image/png": 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", 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gIH///TehoaH3lUQ5ODhw4MABFEXRS6IiIyPJzMzE0dFR3devXz/69etHWloa+/fvZ+7cuQwbNgxvb2/atGmDo6MjZmZm/PjjjwXeK/e1CqPVamnRosU92xW3N83JyYnQ0NAi2zg6OuLg4FDoqgK5e4OL45lnnuH777/n5MmTrFixokTnlkRpPitHR0d8fX354IMPCjwnJ9lycHDg4MGD+Y4XVFAvr5x5/6GhofdVE6Ikf5ul4eDgQHh4eL79YWFhQPH+bktq+fLljBw5kjlz5ujtv3Xr1j2TyWrVqlGnTh22bNmCt7c3LVq0wNbWlsDAQMaPH8+BAwfYv3+/WjgRskcnhIWFsX37drW3HrKLTT4oOQ8wSvJZF/R3FhERQa1ate4rBkVRgLv/JmrWrImZmVm+QoYAp06dolatWjLfXghR5ciwfCGEqKLefPNNFEXh2WefJT09Pd/xjIwM/vrrr0LPDwwMJDExkXXr1unt/+mnn9TjeZmYmNCpUyd1iahjx44B0Lt3b65cuYKDgwMtWrTI91NQ72h569GjBxcvXixyaHXv3r2Jjo4mKyurwLgLK25WmDZt2vDMM88wYMAABgwYUNq3UC569+7N6dOnqVmzZoHvOSe579y5MwkJCfmW8Vu5cuU97/H4449jYGDAN998U2S7wnrX7+dv834EBgZy9uxZjh49mu8+Go0m3zrpZUGj0eRb3WLDhg0FTncpSJcuXdi6dSubN2+ma9euANSpUwdPT0+mT59ORkaG3lSUnGQ27z3/97//leZtlIiFhQX+/v6sXbtW7/et0+lYvny5+tAit7wPx/bu3UtISAgBAQElvn9sbCzr16+nadOmasJuaGhInz59WLt2LQkJCWrba9eusW3bNgYOHFji+wghREWTnnshhKii2rRpwzfffMP48ePx8/PjxRdfpGHDhmRkZHDs2DG+/fZbGjVqlG/+bI6RI0fy9ddfM2rUKIKDg2ncuDG7d+9mzpw59OzZU00Qpk+fTmhoKIGBgVSrVo3bt2/z+eef683bnThxImvWrKFjx45MmjQJX19fdDod165d499//2Xy5Mn4+/s/sM8mJ6bVq1fTr18/pk2bRqtWrUhJSWHHjh307t2bzp07M2TIEFasWEHPnj159dVXadWqFUZGRoSGhrJt2zb69etX4iQ9Z6m34jh16hS//fZbvv0tW7YstyH97733Hps3b6Zt27a88sor1K1bl9TUVIKDg9m4cSOLFi2iWrVqjBw5kvnz5zNy5Eg++OADateuzcaNG9m0adM97+Ht7c1bb73F7NmzSUlJYejQodjY2HD27Flu3bql9iw3btyYtWvX8s033+Dn56eOSCju32ZpTZo0iZ9++olevXrx3nvv4eXlxYYNG1i4cCEvvvhisWo7lFTv3r1ZsmQJ9erVw9fXlyNHjvDJJ58Ue/RNYGAgCxcu5NatWyxYsEBv/+LFi7Gzs9NbBq9t27bY2dnxwgsvMGPGDIyMjFixYgUnTpwo67dWpLlz59K1a1c6d+7MlClTMDY2ZuHChZw+fZpVq1blG2Vy+PBhxo0bx5NPPsn169d5++238fDwYPz48UXeZ9iwYXh6etKiRQscHR25dOkSn332GTdv3lSXFcwxa9YsWrZsSe/evZk2bRqpqalMnz4dR0dHJk+eXNYfgRBClL+KrOYnhBCi9I4fP66MGjVK8fT0VIyNjRULCwulWbNmyvTp05XIyEi1Xd5q+YqiKNHR0coLL7yguLm5KYaGhoqXl5fy5ptvKqmpqWqb9evXKz169FA8PDwUY2NjxdnZWenZs6eya9cuvWslJiYq77zzjlK3bl3F2NhYsbGxURo3bqxMmjRJiYiIKPI95FSAv5eiKpbnrZavKIoSGxurvPrqq4qnp6diZGSkODs7K7169VLOnz+vtsnIyFA+/fRTpUmTJoqpqaliaWmp1KtXT3n++eeVS5cuFRlP7mr5RSmsWn5hP7krpOdVFp9VVFSU8sorryg1atRQjIyMFHt7e8XPz095++23lcTERLVdaGio8sQTTyiWlpaKlZWV8sQTTyh79+69Z7X8HD/99JPSsmVL9XNt1qyZ3nkxMTHKoEGDFFtbW0Wj0ehdozh/m4qSvyp77vef9++hICEhIcqwYcMUBwcHxcjISKlbt67yySefKFlZWfmuVxbV8mNjY5WxY8cqzs7Oirm5udK+fXtl165d+f59FlQtP+d8rVarWFhYKOnp6er+FStWKIAycODAfHHs3btXadOmjWJubq44OTkp48aNU44ePZrv+oX9bRX2+y1KQb+XXbt2KY899phiYWGhmJmZKa1bt1b++usvvTY51fL//fdfZcSIEYqtra1iZmam9OzZ857/HhUle+WOpk2bKjY2NoqBgYHi5OSkDBgwQDl48GCB7Q8fPqwEBgYq5ubmirW1tdK/f3/l8uXLJXqvQghRWWgU5c4kJCGEEEIIISrQkiVLGDNmDIcOHSpWXQkhhBB3yZx7IYQQQgghhBCiipPkXgghhBBCCCGEqOJkWL4QQgghhBBCCFHFSc+9EEIIIYQQQghRxUlyL4QQQgghhBBCVHGS3AshhBBCCCGEEFWcYUUHUJXodDrCwsKwsrJCo9FUdDhCCCGEEEIIIR5yiqKQkJCAu7s7Wm3h/fNlltyHhIQQFhZGVFQUqampODg44OTkRO3atTEzMyur21SosLAwqlevXtFhCCGEEEIIIYR4xFy/fp1q1aoVevy+k/vU1FRWr17NP//8w44dO7h582bBNzA0xM/Pj06dOjFs2DAaN258v7escFZWVkD2h2ptbV3B0QghhBBCCCGEeNjFx8dTvXp1NR8tTImXwrt69SoLFixg+fLlxMXFUdzTc4axt27dmvHjxzNs2LAqN7Q9Pj4eGxsb4uLiJLkXQgghhBBCCFHuipuHFju5j42N5b333uObb74hPT0dgNq1a9OxY0f8/f1p1qwZjo6O2NvbY2ZmRkxMDDExMQQFBXHgwAEOHDjAjh07SE1NRaPR0KhRIz7++GO6detWNu/4AZDkXgghhBBCCCHEg1Tmyb2DgwOxsbE4OjoyfPhwnn76afz8/EoUVEJCAr/99hvLli1j+/btaDQaFixYwIQJE0p0nYoiyb0QQgghhBBCiAepuHlosZfC02q1zJ07l6CgIObPn1/ixB6y56yPGTOGrVu3sn//frp168bt27dLfB0hhBBCCCGEEELcVeye+6SkJCwsLMo8gPK6bnkozhMTRVHIzMwkKyvrAUcnHnYGBgYYGhpWuVoVQgghhBBCiPtX3J77YlfLL68EvKok9sWRnp5OeHg4ycnJFR2KeEiZm5vj5uaGsbFxRYcihBBCCCGEqETKbJ37R51OpyMoKAgDAwPc3d0xNjaWHlZRZhRFIT09naioKIKCgqhduzZabbFn1QghhBBCiAfo64NfcyryFN/0+kZyAvHAlElyn56eTmhoKDExMUB28T0PD49HqncxPT0dnU5H9erVMTc3r+hwxEPIzMwMIyMjQkJCSE9Px9TUtKJDEkIIIYQQBXj575cBeLLBkwT6BFZwNOJRcd/JvU6nY+nSpSxdupQDBw6oy+PlMDExoXXr1owZM4bhw4c/Mr2Mj8r7FBVD/r6EEEIIIaqOhPSEig5BPELuK1O4du0aTZo0Ydy4cezatYu0tDQURdH7SU1NZceOHYwePZrmzZsTGhpa1rELIYQQQgghRKWSu165oVZmQYsHp8R/bdHR0bRt25bw8HAURcHR0ZHHHnuMJk2aYG9vj6IoxMbGcuLECbZu3cqtW7c4efIk7dq148SJE9ja2pbD2xBCCCGEEEKIipehy1BfG2gMKjAS8agpcXL/6quvEhYWhpGREXPmzOHll1/GxMSkwLZpaWl8+eWXvP3224SGhjJp0iQWL15c6qBF5RYQEEDTpk1ZsGBBRYcihBBCCCHEA5Wamaq+NtBKci8enBINyw8LC2P16tVoNBpWrFjB5MmTC03sIXve/ZQpU1i+fDmKorBixQoiIiJKHbQoGxqNpsif0aNH39d1165dy+zZs8s2WCGEEEIIIaoAveS+iJ773O3Eg5GclUWTQ4cYf/FiRYdSLkqU3K9evZqsrCx69OjBoEGDin3ek08+SY8ePcjKymL16tUlDlKUj/DwcPVnwYIFWFtb6+37/PPP9dpnZGQUciV99vb2WFlZlUfIQgghhBBCVGq5k/ZMXWaBbb498i1mH5jx+7nfH1RYAth++zYnk5L4JiyMdJ2uosMpcyVK7g8ePIhGo2HcuHElvtG4ceNQFIUDBw6U+NyqSFEUktMzK+QndxGPori6uqo/NjY2aDQadTs1NRVbW1t++eUXAgICMDU1Zfny5URHRzN06FCqVauGubk5jRs3ZtWqVXrXDQgIYOLEieq2t7c3c+bM4ZlnnsHKygpPT0++/fbbsvy4hRBCCCGEqBRyJ/e559/n9vz65wEY+MvABxKTyGas0aivzyQlVWAk5aNEc+5PnjwJQJs2bUp8o7Zt2+pd42GXkpFFg+mbKuTeZ9/rhrlx2VTmnDp1Kp999hmLFy/GxMSE1NRU/Pz8mDp1KtbW1mzYsIERI0bg4+ODv79/odf57LPPmD17Nm+99Ra//fYbL774Ih07dqRevXplEqcQQgghhBCVQXF67itSSlYWAGYGlaseQIZOx5CzZ2lpZcU0L69yuUfCnfcOcDQxkWYP2WjjEvXc37p1CyMjI1xcXEp8IxcXF4yNjYmKiirxuaLiTJw4kYEDB1KjRg3c3d3x8PBgypQpNG3aFB8fHyZMmEC3bt349ddfi7xOz549GT9+PLVq1WLq1Kk4Ojqyffv2B/MmhBBCCCGEeEDSMtPU1xlZxZvW+qBk6HQ0OHSIRocOkVnJhqWvu3WLtbdu8WZQULndQy+5T0got/tUlBJ178bHx2NjY3PfN7OxsSE+Pv6+z69KzIwMOPtetwq7d1lp0aKF3nZWVhYffvghq1ev5saNG6SlpZGWloaFhUWR1/H19VVf5wz/j4yMLLM4hRBCCCGEqAyKMyy/ogSlphKcmh3ftbQ0fMzMKjiiu8LS09XXiqKgyTWEvqzkTu7PJSeX+fUrWomS+7S0NAxKMXxDq9WSnuuX9jDTaDRlNjS+IuVN2j/77DPmz5/PggULaNy4MRYWFkycOPGev1cjIyO9bY1Gg66SPS0UQgghhBCitCrzsPyQ1LuxBaWmVqrkPiHz7meVptNhWg7TBnLf4+xDOOe+RMPyhdi1axf9+vXj6aefpkmTJvj4+HDp0qWKDksIIYQQQohKQa/nvpINyw/KldwPOXuW4WfPoigKl5OTeerMGY5V4FD1uFy96vG5XpeVLEVhS2ysun0zI4PYYq4GVlWUuGs5JSWFn3766b5ulpKScl/nicqjVq1arFmzhr1792JnZ8e8efOIiIigfv36FR2aEEIIIYQQFUpRFP65/I+6XdmG5V/NlY/dyshgZWQkb3l5MfjMGc4kJ7M5NpbY9u3LPY49cXGsjoxkTo0aWBoa8tetW3x6/bp6PD4zE2dj4zK95/iLF/nv9m29fTUPHGBpvXr0cXQs03tVlBIn9/Hx8YwZM+a+blZecyfEg/Puu+8SFBREt27dMDc357nnnqN///7ExcVVdGhCCCGEEEJUqPUX17Pw8EJ1u7INy8/dc58jQ6fjzJ3557czH0y87Y8dA8BQo2GGtzd9T5/WO17WPfepWVl8Gx6eb39sZiYLQkMf3eS+uGuoi6pl9OjRjB49Wt329vYu8Hdtb2/PunXrirxW3ir4wcHB+docP3685EEKIYQQQghRiW24tEFvuzIPy89RVom0oiikKwom2sJnfusUhfhcDxC2xMbS1c4uX7uEMk7uF4aF6W37WVpyJDERgGfd3Mr0XhWpRMl9UDkuSyCEEEIIIYQQVZmlsaXednGG5Zfn6ObhZ8+yKSaGp11cmObpWXByX0a99WPOn+f3W7c426oVHiYmBbYZdvYsa2/dUrejMjK4VcC897KKCbIfKHwQEqK3b6iLC1dSU7ExMGCAk1OZ3auilSi59/LyKq84hBBCCCGEEKJKy5vcF2dYvvs8d95o+wY/Hv+RGZ1mMKjBoPu+/8H4eEy0WppYWnL7zpx6gM9v3GBvfLyaSJtoNKTdGaVbVj33S2/eBOCja9f4onZtANJ1Ot4OCqK7vT2BdnasjorSO+dmejr77iyVPtTZmaiMDLbExhYZ09WUFMZfvMhbXl50tLW9Z1zXUlOJyfOwoIapKadbtsRYoylypEFV8/C8EyGEEEIIIYSoQIZa/b7Twobla7jbUx+RGMFr/77G6cjTPPnrk/d97/jMTPyPHqXp4cOk6XRq0pzj0J1K+HaGhlz091f3R+fqOTcugxEEX964wafXrgGwKCyMT69fp8uJE6QWkLArwDd3hsw7GhlhfWf5u/jMTMLS0lh58yZZioKiKHwVGkqbo0epeeAAm2Jj6VTMab459QRqmJrq3dfDxASnMi7aV9FKlNx///33XLlypbxiEUIIIYQQQogqKyldf+30goblZ2RloFD2dcyu5RpyfzYpiT2FFLyuYWqKp6kpI11cALiYq4K+wX0m93lrdb1+9SpJWVl6a8lfS0sr8hoORkZYG2Y/HInPyqLXqVMMP3eOL0NDWR8dzYTLl9mf54HFsLNn0d2jJtyZOzH4W1ur++51TlVVouT+ueeeo06dOnh6ejJq1CiWLFlCSJ75C0IIIYQQQgjxKErK0E/uCxqWn5JZPsuD30hPV18fS0xk751E+Ns6dRjt6qoey+nBzkmkL97p2QZI0enI0OlKfO+UAs4Zee4cibl664MLmO+fW+6e+4TMTI7fKXj3bXi43gOI3FZFRvJtnmJ5eZ26k9w3NDdnprc3nW1t6ePgUOQ5VVWJh+UrikJoaCjLly9n7Nix+Pj44OPjw9ixY1m+fDk3btwojziFEEIIIYQQolLL13NfwLD81Myik9zP93/OuahzJb73jVw944cSEjhwJ7lva2ODT64h6U0ss+sC5CTSl/Ikzveag5+alcWtXA8Snj57lmr79uVrt/bWLVbcmfMPcOJOsp6jl7293rajkRFWd2I6lavH/3ZmJqZ55sW/6O6Oi5ERkD30P6/EzEy+DA3lemqqOoKhlbU1M7y92dq0KaZ37vOwKVFyHx4ezsqVK3nuueeoVasWyp35D8HBwSxZsoRRo0bh6elJ3bp1eeGFF1i9ejU37xRWKI2dO3fSp08f3N3d0Wg0RS7F9vzzz6PRaFiwYIHe/rS0NCZMmICjoyMWFhb07duX0NDQUscmhBBCCCGEeLTtCtnFkbAj+XruCxqWn5JRdM/9xE0TabCwQYljyJ3cLwoLI1mnw8bAgPrm5tQ0M1OPtbCyAu723OetoB9XRKX6dJ2O2gcP4rR3L40OHsR1zx5WREYSm+uc3xo2xNYwf932N65e1dueWK0au5s1U7cdjYxoa2MDwJ/R0er+6IwM8qbiX9euzcmWLQE4kZTEqTwPDt4OCuKVy5fx3L+foNRUDIA2uYblP6xKlNy7uLgwZMgQFi1axIULF7hx4wYrVqxg3Lhx1KxZU032L126xHfffcewYcNwd3enYcOGvPzyy6xZs4boXL+o4kpKSqJJkyZ89dVXRbZbt24dBw4cwN3dPd+xiRMn8vvvv/Pzzz+ze/duEhMT6d27N1llvIaiEEIIIYQQ4tERnRxNxyUdafFdCxLSE/SOPdBh+QXMaW9vY4NWo9Fbmi4nubcqpPf6dhHJfXh6OqF37nMmOZmbeZaxq2ZiwhNOTqyoX7/A83MX7GtjY0MjCwt121SrpaeDA9M8PfXOSVcUNsTE6O3TaDQ4GxvT7M4oBN/Dh/k61wjyTXnaN7OywqqABw4Pm1K9Qzc3N4YOHcrQoUMBCAsLY9u2bWzfvp1t27Zx9c7TmXPnznH+/Hm++eYbtFotGQWsZViUHj160KNHjyLb3Lhxg5dffplNmzbRq1cvvWNxcXH88MMPLFu2jC5dugCwfPlyqlevzpYtW+jWrVuJ4hFCCCGEEEIIgJtJd0cqRyZlD0P3dfHl5M2TesPyo5Ojefnvl2nu2rxE1190eBF1HerSuUbnItvlzLnvZGPDjjtD0fs7OgLQ0sqKGqam1DQzUyvEWxeS3BfVc5+Q69iiOnV44eJFveM517Qs5NrbmzblQnIyjkZGWNxpY6bVkqLT0cDcHIAPatTgp4gIwnIN/V9fSAfxO15eDD17lnRFYeGNG7zk4ZF9zTz371yMJfMeBmW6FJ67uzvDhw/nu+++4/Lly1y7do2lS5cyePBgtFotiqKgu48CDfei0+kYMWIEr7/+Og0bNsx3/MiRI2RkZPD444/rxdqoUSP27t1b6HXT0tKIj4/X+xH6AgICmDhxYkWHUaDcUziCg4PRaDQcL+aSGQUpi2sIIYQQQoiHS5bu7kjgsITs+d82JtnDy3MPy3/zvzf5+fTPvLHlDQBq2NZgarup+Hv4U5hDNw7x4oYXeeynxwo8fjoxkd4nT3I6MZHwOz3qL3l44GpsjLWBAf3uJPfmBgZcbNWKf3191XM1hVTGTyxiZHPOMW9TU553d8c+T2+4zZ3twpJ7f2trRru50ftOXAA32rTheuvW2N2ZQ6/VaDji58cLBVw/r4FOTurw/GtpaWrVfrM8c/QluS+F1NRUtm7dyrfffsu3337L77//Xi5JfY6PPvoIQ0NDXnnllQKPR0REYGxsjJ2dnd5+FxcXIiIiCr3u3LlzsbGxUX+qV69epnFXtD59+qgjGfLat28fGo2Go0ePPuCoykf16tUJDw+nUaNGxWo/evRo+vfvX6prCCGEEEKIh1/uefY5yb2tqS2gPyz/3C39InnmRuZ82OVDnvd7vtBr54wEAIhOidUrZAfw/MWLbIiJofHhw0TeGR3tbWrKYT8/jrdoobeOu6FWq5fQBxaS8BZU+T5Hwp3kPmdI/77mzfHIdY979dxrC3igYGdkRLVcBf8AXE1M+KZOHZ50cio0lhzV70w5SMzKIi4zk8TMTMzzJPft78zlf9iVycSDtLQ09u3bpw7JP3jwIOnp6eqTEyMjI9q0aUOnTp3o1KlTWdxSdeTIET7//HOOHj1a6NOnwiiKUuQ5b775Jq+99pq6HR8f/1Al+GPHjmXgwIGEhITg5eWld+zHH3+kadOmNG9esmFDZS0jIwOjO0/xSsPAwADXXEuAVNQ1hBBCCCHEwyVvhXy4m9yvOLWC19u+ThPXJvnm35sbZQ9DdzAvfFk29RwzD1wOnCALaG1tzeoGDfA0NdUrZHf9Ts+9s7Gx3hz7wriamJDSoQNmu3bp7c9J7v+Jjub9kBB+qFePuubm/BoZyZGE7JoCOcl9HXNztjVtSp2DB4G7yXtByb3dfcx5zyzGevTmBgY4GhlxKyMDuz178h13NDJ6JObbw3323Kenp7Njxw5mzZpF586dsbW1JTAwkNmzZ7Przh9Hhw4dePfdd9myZQu3b99m9+7dfPDBB3pD48vCrl27iIyMxNPTE0NDQwwNDQkJCWHy5Ml4e3sD4OrqSnp6OrGxsXrnRkZG4uLiUui1TUxMsLa21vspLkVRSEpPqpAfpRj/CAB69+6Ns7MzS5Ys0dufnJzM6tWr6d+/P0OHDqVatWqYm5vTuHFjVq1aVezPIC9vb29mz57NsGHDsLS0xN3dnS+//FKvjUajYdGiRfTr1w8LCwvef/99AP766y/8/PwwNTXFx8eHWbNmkZnrP2aXLl2iY8eOmJqa0qBBAzZv3qx33YKG1J85c4ZevXphbW2NlZUVHTp04MqVK8ycOZOlS5fyxx9/oNFo0Gg0bN++vcBr7Nixg1atWmFiYoKbmxvTpk3TiysgIIBXXnmFN954A3t7e1xdXZk5c+Z9f4ZCCCGEEKJySUxPzLcvJ7kH1CH1eZfFy0nqTQ31e61zu516O/tFeiw5g+X3x8fz1p3aZtULSOKdStAxZmpgwBOOjjgbGdHpTu92yp3e+R6nTrEnPp4hZ89yNimJp86e5aPr1wH9Yny1clXiP3on+bfIk9z7WVrqTQkorrYF9LgXVIk/o4jRBoUVDnwYlegRxuzZs9m2bRv79+8nLfecBjMzOnfurPbM+/v7Y1KMp0VlYcSIEfmGlnfr1o0RI0YwZswYAPz8/DAyMmLz5s089dRTQPayfqdPn+bjjz8ul7iSM5KxnGtZLte+l8Q3E7EwtrhnO0NDQ0aOHMmSJUuYPn26Oorh119/JT09nXHjxrFq1SqmTp2KtbU1GzZsYMSIEfj4+ODvX/jcoKJ88sknvPXWW8ycOZNNmzYxadIk6tWrR9euXdU2M2bMYO7cucyfPx8DAwM2bdrE008/zRdffKEm4M8995zaVqfTMXDgQBwdHdm/fz/x8fH3rANw48YNOnbsSEBAAFu3bsXa2po9e/aQmZnJlClTOHfuHPHx8SxevBgAe3t7wvKsoXnjxg169uzJ6NGj+emnnzh//jzPPvsspqamegn80qVLee211zhw4AD79u1j9OjRtGvXTu89CyGEEEKIqinv8negn9zHpGRXbs/bc+9onj3v3MrYqtBrx6be6ZzMSsaETNLupG85w+OjCyhUbl7CZPbXhg3JVBRGnT8P5B+Wfy01lbA8lfhz94RrNBqaWFhwIimJTneG+lvkGhZvqNFwuEWLEsWUY6SLC8tu3mT77dvqvs0FPCSIK6JOgCT3hZgxYwYajQYLCws6duyoJvMtW7Ysk6HThUlMTOTy5cvqdlBQEMePH8fe3h5PT08cHPSHshgZGeHq6krdunUBsLGxYezYsUyePBkHBwfs7e2ZMmUKjRs3LnTO+aPimWee4ZNPPmH79u107pxdgfPHH39k4MCBeHh4MGXKFLXthAkT+Oeff/j111/vO7lv164d06ZNA6BOnTrs2bOH+fPn6yW6w4YN45lnnlG3R4wYwbRp0xg1ahQAPj4+zJ49mzfeeIMZM2awZcsWzp07R3BwMNWqVQNgzpw5Ra6w8PXXX2NjY8PPP/+s/u3WqVNHPW5mZkZaWlqRw/AXLlxI9erV+eqrr9BoNNSrV4+wsDCmTp3K9OnT0d75j5qvry8zZswAoHbt2nz11Vf8999/ktwLIYQQQjwECuq5d7HQHx285uwakjOS9fY5mmUn9/7V/AnwDmB78Ha94xlZGXd77gHDjDjSjLLznj+jo7mSksKtEq5CVhCNRoORRqMWoUvNk9yn6XQk59mXN2He1KQJ/wsLY5ybW3asuZJ7oxJOnc7NUKvlHS8vNblfXLcuLQoYTf1lrVpMyJUv5lbY/P+H0X1NPtBoNGi1WgwMDDAwMFCTmPJy+PBhNfEE1Hnwo0aNyjekvDDz58/H0NCQp556ipSUFAIDA1myZAkG5fTLNjcyJ/HN/P/QH4Sc+TvFUa9ePdq2bcuPP/5I586duXLlCrt27eLff/8lKyuLDz/8kNWrV3Pjxg3S0tJIS0vDwuLeowIK06ZNm3zbCxYs0NvXIs+TvSNHjnDo0CE++OADdV9WVhapqakkJydz7tw5PD091cS+oPvkdfz4cTp06FCqh1Lnzp2jTZs2enUb2rVrR2JiIqGhoXjeWaPTN8/TRTc3NyIjIxFCCCGEEFVf3jn3n3b9FDsz/ULeg34dpFbQz5EzLF+r0fLX0L+wmqvfg5+amaqX3Cel3Qaju52atQ4cKIPo78pJ7vP23KfqdHpz+yF/wuxibMz0O1Oi8zIuRXIP+nP18w73z/GShwcR6el8cO1avmMuuQr+PexKlNy//vrr7Nixg6NHj/LPP/+wadMmACwsLGjbti0BAQF06tSJVq1alWnSHBAQUOx55JA9vzovU1NTvvzyy3xzvMuLRqMp1tD4ymDs2LG8/PLLfP311yxevBgvLy8CAwP55JNPmD9/PgsWLKBx48ZYWFgwceJE0vNU6SytvEUN8z480Ol0zJo1i4EDB+Y719TUtMC/jXsVVzTLNTfofhVUkDEnltz78z5A0Gg05bp6hBBCCCGEeHDy9twPbjSYvdfzL7cdlxant50zLB8Knnefkpmil9yXt5y14fMm91nA6DtD9nOUZKi7cSk7gm2LkdxrNBo62doWmNx/UrNmqe5flZQouf/oo48ASEpKYteuXWzfvp3t27dz9OhR/v33X7WImbm5OW3atFGTfX9/fwwfkQqFVdFTTz3Fq6++ysqVK1m6dCnPPvssGo2GXbt20a9fP55++mkgO8m+dOkS9evXv+977d+/P992vXr1ijynefPmXLhwgVq1ahV4vEGDBly7do2wsDDc3d2B7KX8iuLr68vSpUsLrcZvbGxMVhFzd3Luu2bNGr0kf+/evVhZWeHh4VHkuUIIIYQQ4uGQN7l3s3TDSHvv0aG5k3tDbf5cKSXjbnLf3rM9V63cCSugv1MLzK5Rg7eDgni6iGLh96L23N/jOzCULLkvzbB80O+5L2oUQBc7O/o6OPBndLS6b1fTptQsg069quK+Mm4LCwu6d+9O9+7dgew58bt371aXwjt69Chbtmzhv//+A7J7V3Mn+x06dCi7dyBKzdLSksGDB/PWW28RFxfH6NGjAahVqxZr1qxh79692NnZMW/ePCIiIkqV3O/Zs4ePP/6Y/v37s3nzZn799Vc2bNhQ5DnTp0+nd+/eVK9enSeffBKtVsvJkyc5deoU77//Pl26dKFu3bqMHDmSzz77jPj4eN5+++0ir/nyyy/z5ZdfMmTIEN58801sbGzYv38/rVq1om7dunh7e7Np0yYuXLiAg4MDNgVU6hw/fjwLFixgwoQJvPzyy1y4cIEZM2bw2muvlftUFSGEEEIIUTnkLahnoDUoMFnPK3dyX5DcPfcTWk1gv0lt5oeG5mvnYGTEG9Wr097GhhZWhRfnuxfTQoblF6Qk89hL23NvnSu5zyhiNLdGo2Fy9ep6yX1JiwtWdWWSgVhaWtK9e3c++ugjDhw4QGxsLOvXr2fKlCm0aNGC9PR0tm3bxowZM/TmzovKY+zYscTGxtKlSxd1rvi7775L8+bN6datGwEBAbi6utK/f/9S3Wfy5MkcOXKEZs2aMXv2bD777DO6detW5DndunVj/fr1bN68mZYtW9K6dWvmzZuHl5cXAFqtlt9//520tDRatWrFuHHj9ObnF8TBwYGtW7eSmJhIp06d8PPz47vvvlN78Z999lnq1q1LixYtcHJyYk8Ba2Z6eHiwceNGDh48SJMmTXjhhRcYO3Ys77zzzn1+OkIIIYQQoqopqKBehu7ehe4czApf3x6g05JO7AjZAWRX33/P25sOBXQ4ORgZYajV0tHWtlTJbGFz7guSdw5+UUrbc2+Q63zHe9TLyjts3/wR63Arl7HylpaW9OzZEz8/P5o1a8Zff/3FL7/8cs9hzqLitGnTJt/cdXt7e9atW1fkedu3by/RfaytrVm9enWhxwurrdCtW7ciHwLUqVOHXbt2FXotb2/vfNf29fVV60bk5eTkxL///nvP+Dp16sTBgwcLjaugz+den6kQQgghhKga/jj/B0tPLFW3f3vyNwAS0hIKbO9g5kB0SnbPcnWb6kVeOzLpbgFmO1M7LA0N+axmTVodParXzqWMVi0rSXJfkp77shgW/1vDhlxJSaFlAZXyc7PIk8w/aj33ZZrcR0VFqfPwt23bxoULF9RjJSmIJ4QQQgghhBCV2Y34G/Rf3V/dXtxvMU80eAKAhPSCk3tXS1d2jdlFSmYKtqa2xb5XfafsabE2BdQxcy6javBqQb0iOmT7OzpibWDAs3eWvCvK340bsyA0lP/lWm76fj3h5FSsdnl77s2k5774bt26xY4dO9S59ufOnVOP5e017dy5s/ojHj67du0qcl35xMSKWRZQCCGEEEKI8nAk/IjedkpGivq6q09XIHu9+2rW1dS2FsYWaqJeEpbGloB+5fgczg+w576vgwNjipHYA3R3cKC7Q9FTD8pa3p566bkvQnR0NDt27FB75s+ePasey53MV6tWTS+Zz5kbLR5eLVq04Pjx40W2KWiJQiGEEEIIIaqis1F3cyFHc0f61O2jbtd1rMuVV67gZO5En1V391sYlW6p7HLtuc+V3M8ICsp33MrAgKecncvkXuUl77B86bkvgouLi5rE507m3dzc6Ny5MwEBAXTu3Jmaj9BagiKbmZlZoUvVCSGEEEII8bA5dyt71PL7nd/nrQ5vqUsj5/Cx8wHAyuRuBXsL45In978M+kV9baLV8k3t2lxISWHBncr5Zd1zfzM9nfdCQvIdP9WyZaHrzFcWJnmSeW0pi/lVNSVK7nV3hmg4OzuriXznzp2pUwbzKIQQQgghhBCiqsjpuW/g1CBfYp9bzpB6KFnPvVajJXZqLNYm+kXkXvDwID4zU03urQvozb8fOXPur6WlFXjcppIn9oDe7+HR6rPPVqK/hC+//JLHHnusVOucCyGEEEIIIURVdyP+BgDett5FtrMyztVzX0RyX8ehDhejL6rb45qNy5fY58hdrT5vb/X9utcQdqsyeojwoDS0KN0UiKqoRL+hI0eOcOXKFebNm1de8QghhBBCCCFEpRebGguAnZldke30eu6LGJa/b+w+joUfo7ZDbf688CfPNHum0La5h5s3KqMk9l7JvUEVG+Je39y8okN44Er0mGfJkiX8/PPP5RWLEEIIIYQQQlR6KRkppGamAtlr0BeluD339mb2BPoE4mnjycutXsbcqOjk9GSLFvzr60vdMkpiH5bic51sbAB4rXr1Co7kwataYyuEEEIIIYQQooLl9NprNVq9gnkFsTG1UV/fT0G9wjS2tKRxmV0N3ExMsNBqSSpiKbyqYIOvL6FpaWX20KMqeTgezwhRQjNnzqRp06bq9ujRo+nfv3+prlkW1xBCCCGEEJVfbEp2cm9raotWU3RK1dCpofq6tEvhlScTrZau9vb59k+uVo31jcvyMUL5sjAweCQTe5Dk/pGm0WiK/Bk9evR9X9vb25sFCxaUWazl7fPPP2fJkiXFahscHIxGo+H48eP3fQ0hhBBCCFF15fTc25vlT4bzaubWTH2toBTRsuINdHTMt+/TWrXo5eBQAdGIkpJh+Y+w8PBw9fXq1auZPn06Fy5cUPeZmZlVRFjFlpGRgVEZretpY2Nz70YP4BpCCCGEEKLyy+m5v9d8ewBnC2f1dWh8aLnFVBaGubjw2fXrnEhKquhQxH0occ99eno6u3btYufOnff98yhQFIWkrKwK+VGU4j0RdHV1VX9sbGzQaDR6+3bu3Imfnx+mpqb4+Pgwa9YsMjMz1fNnzpyJp6cnJiYmuLu788orrwAQEBBASEgIkyZNUkcB3MuSJUuwtbVl3bp11KlTB1NTU7p27cr169f17te0aVN+/PFHfHx8MDExQVEU4uLieO6553B2dsba2prHHnuMEydO6F3/ww8/xMXFBSsrK8aOHUtqaqre8bxD6nU6HR999BG1atXCxMQET09PPvjgAwBq1KgBQLNmzdBoNAQEBBR4jbS0NF555RWcnZ0xNTWlffv2HDp0SD2+fft2NBoN//33Hy1atMDc3Jy2bdvqPWARQgghhBCVT3Er5ed43u95jA2MGdtsbHmGVWoGGg0H/Pyo/Cvai4KUuOc+NjZWTWbuh0aj0UsQH1bJOh2Wu3ZVyL0TO3TAwqB0/yQ3bdrE008/zRdffEGHDh24cuUKzz33HAAzZszgt99+Y/78+fz88880bNiQiIgINaFeu3YtTZo04bnnnuPZZ58t9j2Tk5P54IMPWLp0KcbGxowfP54hQ4awZ88etc3ly5f55ZdfWLNmDQZ33mOvXr2wt7dn48aN2NjY8L///Y/AwEAuXryIvb09v/zyCzNmzODrr7+mQ4cOLFu2jC+++AIfH59CY3nzzTf57rvvmD9/Pu3btyc8PJzz588DcPDgQVq1asWWLVto2LAhxsbGBV7jjTfeYM2aNSxduhQvLy8+/vhjunXrxuXLl7HPNZ/p7bff5rPPPsPJyYkXXniBZ555Ru89CyGEEEKIyqUkPfcA3/T6hk8f/1RvWbzKykSrpZW1Nfvi4ys6FFFC9zUsv7g9w6Lq+uCDD5g2bRqjRo0CwMfHh9mzZ/PGG28wY8YMrl27hqurK126dMHIyAhPT09atWoFgL29PQYGBlhZWeHq6lrse2ZkZPDVV1/h7+8PwNKlS6lfv76aTEP2yJFly5bh5OQEwNatWzl16hSRkZGYmJgA8Omnn7Ju3Tp+++03nnvuORYsWMAzzzzDuHHjAHj//ffZsmVLvt77HAkJCXz++ed89dVX6vuvWbMm7du3B1Dv7eDgUOj7S0pK4ptvvmHJkiX06NEDgO+++47Nmzfzww8/8Prrr+t91p06dQJg2rRp9OrVi9TUVExNTYv92QkhhBBCiAdH7bkvZnKv0WiqRGKfw7CKrWkvspU4ubezs2PNmjXlEctDxVyrJbFDhwq7d2kdOXKEQ4cOqUPRAbKyskhNTSU5OZknn3ySBQsW4OPjQ/fu3enZsyd9+vTB0PD+yzgYGhrSokULdbtevXrY2tpy7tw5Nbn38vJSk+ucOBMTE3HIU+QjJSWFK1euAHDu3DleeOEFveNt2rRh27ZtBcZx7tw50tLSCAwMvO/3cuXKFTIyMmjXrp26z8jIiFatWnHu3Dm9tr6+vuprNzc3ACIjI/H09Lzv+wshhBBCiPJzM/EmAA7mD2ehOSNJ7qukEmdixsbGai+jKJxGoyn10PiKpNPpmDVrFgMHDsx3zNTUlOrVq3PhwgU2b97Mli1bGD9+PJ988gk7duwoVZG7gubn595nYaG/fIhOp8PNzY3t27fnO8/W1va+YiiLQoI5o1vyvh9FUfLty/155RzTVfH1RYUQQgghHmaXYy8DUNOuZgVHUj4kua+aZCk8UaDmzZtz4cIFatWqle9He2dkgJmZGX379uWLL75g+/bt7Nu3j1OnTgHZD4GysrJKdM/MzEwOHz6sbl+4cIHbt29Tr169IuOMiIjA0NAwX5yOd5byqF+/Pvv379c7L+92brVr18bMzIz//vuvwOM5c+yLen+1atXC2NiY3bt3q/syMjI4fPgw9evXL/Q8IYQQQghRue0I3sGWq1sAqO1Qu4KjKR8yLL9qkqXwRIGmT59O7969qV69Ok8++SRarZaTJ09y6tQp3n//fZYsWUJWVhb+/v6Ym5uzbNkyzMzM8PLyArLXud+5cydDhgzBxMRETbSLYmRkxIQJE/jiiy8wMjLi5ZdfpnXr1uqQ/IJ06dKFNm3a0L9/fz766CPq1q1LWFgYGzdupH///rRo0YJXX32VUaNG0aJFC9q3b8+KFSs4c+ZMoQX1TE1NmTp1Km+88QbGxsa0a9eOqKgozpw5w9ixY3F2dsbMzIx//vmHatWqYWpqmm8ZPAsLC1588UVef/117O3t8fT05OOPPyY5OZmxYyt3lVQhhBBCCFEwRVEIWBqgbteyr1VhsZQnozKY5isePPmtiQJ169aN9evXs3nzZlq2bEnr1q2ZN2+emrzb2try3Xff0a5dO3x9ffnvv//466+/1Lnv7733HsHBwdSsWVNvjnxRzM3NmTp1KsOGDaNNmzaYmZnx888/F3mORqNh48aNdOzYkWeeeYY6deowZMgQgoODcXFxAWDw4MFMnz6dqVOn4ufnR0hICC+++GKR13333XeZPHky06dPp379+gwePJjIyEgguzbAF198wf/+9z/c3d3p169fgdf48MMPeeKJJxgxYgTNmzfn8uXLbNq0CTu74hVeEUIIIYQQlUtCeoLetouFSwVFUr763vlOb1uKelriwdMoJSh9r9VqcXV1JSwsrDxjqrTi4+OxsbEhLi4Oa2trvWOpqakEBQVRo0YNqXJ+H5YsWcLEiRO5fft2RYdSqcnfmRBCCCFExTkXdY4GCxsA0LtOb/4a+lcFR1Q+dIrCX9HRtLSywv3OilSi4hSVh+ZWokcxHTt2LNbwaiGEEEIIIYR42IQlZHdyWhlb8fMTRY8wrcq0Gg39JO+rckqU3BdUkVyI4ujRowe7du0q8Nhbb72Fu7v7A45ICCGEEEKIkslJ7v2r+WNhbHGP1kI8WMVO7lNSUspkibC8kpOTMTc3L/Prisrl+++/JyUlpcBj9vb22NvbM3r06AcblBBCCCGEECVwI+EGAO5W0jElKp9iJ/fe3t5MnTqV8ePHl8lc38OHDzNz5kz8/f159913S309Ubl5eHhUdAhCCCGEEEKUytHwowC4W0pyLyqfYlfLT0tL4/XXX8fb25tp06ap65mXRGJiIj/99BNdunTB39+fjRs3YmtrW+LrVGYlqE8oRInJ35cQQgghRMU4Gn6UX8/+CkAzt2YVHI0Q+RW75/7q1avMmDGD//3vf3zyySd88skn1K9fn44dO9KqVSuaNGmCk5MT9vb2mJiYEBsbS0xMDFevXuXgwYMcOHCAHTt2kJKSgqIoNGjQgI8//piePXuW5/t7YIyMjIDsaQblMX1BCMj++4K7f29CCCGEEOLBOBB6AIBmrs0Y1GBQBUcjRH7FTu7t7e358ssveeWVV/jss89YtWoVZ8+e5dy5c/zvf/+75/k5PY6tWrXipZdeYvjw4Wi1xR44UOkZGBhga2urroVubm6ORqOp4KjEw0JRFJKTk4mMjMTW1hYDA4OKDkkIIYQQ4pESGh8KQLvq7dBqHp48Rjw8SlQtH6B27dosWrRITfD/+ecfdu/erSa1+W5gaEjz5s0JCAhg6NChNGnSpNRBV1aurq4AhX4WQpSWra2t+ncmhBBCCCEenNCE7OS+mnW1Co5EiIJplDKaxBsUFERYWBhRUVGkpqbi4OCAk5MTderUeWiq4cfHx2NjY0NcXBzW1taFtsvKyiIjI+MBRiYeBUZGRtJjL4QQQghRhoJvBzP2z7FMazeNrjW7kpKRwnPrn6NPnT481fAptV1YQhge87ILRC8bsIynfZ+uqJDFI6i4eWiJe+4LU6NGDWrUqFFWl6vSDAwMJAkTQgghhBCikntn6ztsDdrK1qCt6KbrWHx8MctPLmf5yeX42PngaulKNetqjPtznHqO9NyLyqpKTBbZuXMnffr0wd3dHY1Gw7p169RjGRkZTJ06lcaNG2NhYYG7uzsjR44kLCxM7xppaWlMmDABR0dHLCws6Nu3L6GhoQ/4nQghhBBCCCEqi4jECPX1kfAj3E69rW63/K4lNb+oiaIo/H35b3W/JPeisirT5F5RFG7dusW1a9fK8rIkJSXRpEkTvvrqq3zHkpOTOXr0KO+++y5Hjx5l7dq1XLx4kb59++q1mzhxIr///js///wzu3fvJjExkd69e5OVlVWmsQohhBBCCCGqhhsJN9TXR8KOYG6kP504PSudd7e9q247mjtS3br6A4tPiJIokzn3R48e5f3332fLli0kJSWh0WjIzMxUj8fGxjJt2jQ0Gg1ffPEFxsbG9x+wRsPvv/9O//79C21z6NAhWrVqRUhICJ6ensTFxeHk5MSyZcsYPHgwAGFhYVSvXp2NGzfSrVu3Yt27uHMdhBBCCCGEEJVbWmYaFnMsyFKyO/sCawTSzLUZn+77tMD29mb2XHj5Ao7mjg8yTCEe3Jz7ZcuWMW7cuCILyNnZ2REUFMR///1Hnz596NWrV2lvW6S4uDg0Gg22trYAHDlyhIyMDB5//HG1jbu7O40aNWLv3r2FJvdpaWmkpaWp2/Hx8eUatxBCCCGEEOLBOBZxTE3sAf4L+o//gv4rtP20dtMksReVWqmG5Z87d45nn32WjIwMXnnlFQ4fPoyjY8F/8CNHjkRRFP7444/S3PKeUlNTmTZtGsOGDVOfakRERGBsbIydnZ1eWxcXFyIiIgq6DABz587FxsZG/aleXYbgCCGEEEII8TDYeGljsdtOaj2J19u9Xo7RCFF6pUru582bR3p6Oi+99BILFiygefPmhVaJf+yxxwDYt29faW5ZpIyMDIYMGYJOp2PhwoX3bK8oChqNptDjb775JnFxcerP9evXyzJcIYQQQgghRAXZfHUzAC+2ePGebTt6dSzvcIQotVIl91u3bkWj0TB16tR7tnV3d8fc3LzMi+3lyMjI4KmnniIoKIjNmzfrzUVwdXUlPT2d2NhYvXMiIyNxcXEp9JomJiZYW1vr/QghhBBCCCGqvssxlwEYUG/APdt2q1m8Gl1CVKRSJfdhYWFYWFhQrVrxloMwMzMjJSWlNLcsUE5if+nSJbZs2YKDg4PecT8/P4yMjNi8ebO6Lzw8nNOnT9O2bdsyj0cIIYQQQghReaVkpHAr+RYAfu5+zHlsDl18uqjH1w9dz+fdPwdgbuBczIzMKiROIUqiVAX1TExMSE1NvefwdoCUlBRu376tFrkricTERC5fvqxuBwUFcfz4cezt7XF3d2fQoEEcPXqU9evXk5WVpc6jt7e3x9jYGBsbG8aOHcvkyZNxcHDA3t6eKVOm0LhxY7p06VLYbYUQQgghhBAPoZwl8MyNzLEztePNDm8ysslIqs3P7rR0t3KnZ+2eDGk0BGcL54oMVYhiK1Vy7+3tzalTp7h06RJ16tQpsu3GjRvJysqiQYMGJb7P4cOH6dy5s7r92muvATBq1ChmzpzJn3/+CUDTpk31ztu2bRsBAQEAzJ8/H0NDQ5566ilSUlIIDAxkyZIlhdYIEEIIIYQQQlR9u6/txtjAmFYerYDsJfDa/pA9ereadTW1k9Ldyl09p4ZdDTQajST2okopVXLfvXt3Tp48yeeff87XX39daLvo6GjeeOMNNBrNfS2DFxAQgKIohR4v6lgOU1NTvvzyS7788ssS318IIYQQQghR9cSmxNJhcQcAEt5MwNLYko2XNhKVHAWAqaGp2laj0RAxOYLkjGRsTW0rIlwhSqVUc+4nTZqEpaUlixYtYtasWSQkJOgdT0lJYeXKlbRo0YKgoCAcHBx44YUXShWwEEIIIYQQQhTH1dir6uvXNr3GosOLOBt1Vt2XmJ6o197F0oUadjUeWHxClCWNUpxu7yKsX7+eQYMGkZGRgZGRETqdjqysLOrVq8fVq1dJT09HURRMTExYv349gYGBZRX7AxcfH4+NjQ1xcXFSOV8IIYQQQohKbu25tTzxyxOFHv9jyB/0rdv3AUYkRMkVNw8tVc89QO/evdm5cyd+fn6kp6eTmZmJoiicO3eOtLQ0FEWhWbNm7Ny5s0on9kIIIYQQQoiqIy0zjUvRlwo9vmXEFknsxUOlVHPuc7Rq1YqDBw9y8uRJdu/eTVhYGFlZWbi6utKuXTtatGhRFrcRQgghhBBCiHv6+fTPjP1zLMkZyYW2aeBU8kLfQlRmZZLc5/D19cXX17csLymEEEIIIYQQxRaTEsO4P8cVmdgDuFq6PqCIhHgwSj0sXwghhBBCCCEqi8XHFpOUkXTPdjlL4AnxsChVz31kZCQ///wzTk5ODB06tMi2K1asIDo6mmHDhuHo6Fia2wohhBBCCCFEgS7FZM+zn95xOk81fIqE9ARO3TzFB7s+ICQuBAANktiLh0+peu6XL1/OpEmTuHz58j3bnjhxgkmTJrFy5crS3FIIIYQQQgghCnU79TYA9mb2NHRuSOtqrXnW71mCJwZjbmQOgH81/wqMUIjyUark/s8//wTgiScKX14ix4gRI1AUhT/++KM0txRCCCGEEEKIQsWmxgJgZ2aX79i2UdsYWH8gywcsf9BhCVHuSjUs/8qVK2g0GmrXrn3PtnXr1kWj0XDlypXS3FIIIYQQQgghCpXTc29rapvvWCuPVqx5as2DDUiIB6RUPfdRUVHY2tpiZGR0z7bGxsbY2tpy8+bN0txSCCGEEEIIIQoVm3Kn5940f8+9EA+zUiX3VlZWxMXFkZqaes+2qampxMfHY25uXppbCiGEEEIIIUShiuq5F+JhVqrkvmHDhuh0OtavX3/Ptn/99RdZWVnUq1evNLcUQgghhBBCiAIpilLknHshHmalSu779u2LoihMmTKFsLCwQtvduHGDKVOmoNFo6N+/f2luKYQQQgghhBAFSspIIlOXCciwfPHoKVVy/8ILL1CtWjWuX79O06ZNmT9/PpcuXSI9PZ309HQuXbrEvHnzaNasGdevX8fDw4Px48eXVexCCCGEEEIIocoZkm+oNVSXvRPiUVGqavnm5uasW7eO7t27c+vWLaZMmcKUKVPytVMUBUdHR/78808sLCxKc0shhBBCCCGEKFBMSgyQ3Wuv0WgqOBohHqxS9dwDNG/enKNHjzJ8+HAMDQ1RFEXvx8jIiJEjR3Ls2DGaNm1aBiELIYQQQgghhL7kjGQ+2fsJAM4WzhUcjRAPnkZRFKWsLpacnMzhw4eJiIgAwM3NjRYtWmBmZlZWt6hQ8fHx2NjYEBcXh7W1dUWHI4QQQgghhLhj0j+TWHBgAQDLByxnuO/wig1IiDJS3Dy0VMPy8zI3N6djx45leUkhhBBCCCGEKJSiKAxbO4yfT/8MwPN+z0tiLx5JpR6WL4QQQgghhBAVJSwhTE3sAZ5p9kwFRiNExZHkXgghhBBCCFEpHA0/ys+nf0an6Ip9ztmos3rbte1rl3VYQlQJxR6W7+PjA0CtWrX4999/9faVhEaj4cqVKyU+TwghhBBCCFE1HbpxCB87HxzMHQptk6nLpOeKntxMuslfF//ik66f8Pz653mt9Wt0rtG5wHMUReFU5Cm9fXZmsr69eDQVO7kPDg4GwNTUNN++kpAlKYQQQgghhHh0bLm6ha7LutLCvQWHnj1UaLudITu5mXQTgJWnVhJyO4Q91/ew/uJ6dNN1+fKItMw0mv6vKedvnS/X+IWoKoqd3C9evBgAGxubfPuEEEIIIYQQD4e0zDQWHV7EoAaD8LD2AOBW8i2WnVjGs37PYmlsWaLrLT6enTMcDjuMoiiFdvb9eeFPve091/eor10+daG+U30CvAKYGTATjUbDyZsn9RL7x2s+zmePf1ai2IR4mBQ7uR81alSx9gkhhBBCCCGqrqlbpvL5gc+ZuGkiX3T/ggn+Exi1bhQbL23kUNghVj6xskTXy9Rlqq+vxV3Dy9arwHaHwrJ79fvW7Zsv0Y9KjiIqJIqdITvp4tOFDl4dOB15Wj3erWY3/h7+t4wSFo+0UhXUu3btGteuXSM1NbWs4hFCCCGEEEJUoO+Ofqe+fuWfV7gSc4WNlzYCsOr0qhJf71L0JfX1yZsnC2yTpcviRMQJACb6T9Q75m7lTrea3ahpVxOAn078BKAm9+2qt+OPIX9IYi8eeaVK7r29vfHx8SEmJqas4hFCCCGEEEJUkExdJulZ6Xr7vj70td72lZjiF8e+HnedM1Fn1O1P931Kli4rX7tLMZdIykjCzNCMjl4d8bb1Vo+dfvE0/zz9Dz/0/QGAFadWcDPxJqejspP70U1HY2JoUuyYhHhYlSq5t7S0xMbGBnd397KKRwghhBBCCPEAJaQlkJGVAcCZyDN6w+gB5u+fr7e9LXgbiqKw8tRKHl/2OK9teg1FUQq89jvb3iE9Kx07UzssjS3ZGbKTzVc352u37vw6AFq4t8BAa8DifosxNzKnoVNDtfp9R6+OtPJoRUpmCt8d/U7tuW/k3KhU71+Ih0Wpe+6Tk5PJysr/9E0IIYQQQghRuZ2/dR6nT5xosLABM7fPZPWZ1QC4WroysslIvbbVrasDsCNkBz+d+Inha4ez+epm5u+fz9XYqwVef2fITgBWD1rNmKZjAFh2cpleG0VR+ObwNwCMbTYWgADvAK5NvMaBcQfUdhqNhpG+2TH9ceEPwhLCAGjo1PD+PwAhHiKlSu779+9Peno6GzZsKKt4hBBCCCGEEA/Ip3s/JS0rjcsxl5m1YxZzd88FYFD9QXzS9RO9tgt7LQRgz7U9zNk9R+/Y4bDD+a4dnRxN8O1gAFp6tGRww8EA/HvlX72e/quxV7kWdw1jA2MGNxqs7ncwd8DC2ELvmm2rt9W7n7etN1YmViV+30I8jEqV3E+dOpVatWrx4osvcvJkwcUxhBBCCCGEEJVThi6jwP2+Lr44mTup2yYGJtR1qAtA0O0gLkZfxMrYihG+IwCYsnkKA1cPxO9bPw6EZve2f3HgCwBq29fG1tQWP3c/DDQG3Eq+RWh8KADxafF8sOsDAJq7NcfU0LTIeBu7NMbC6G7CL0Pyhbir2EvhFWTNmjU8//zzzJw5kxYtWtC9e3fatWuHs7MzBgYGhZ43cuTIQo8JIYQQQgghHozLMZcL3N/YpbFe9XlrE2t17nuOQJ9AArwDWHZyGaHxoWrC/vjyx4lPi1fb9anTBwBTQ1MaOjfk5M2TvLfjPSa3nUznpZ2JSIwAwN/D/57xGmoNeazGY/x18S8AWnu0LsG7FeLhVqrkfvTo0eo/ekVR2LBhwz2H6Gs0GknuhRBCCCGEqATORJ4pcH9Oj3ifOn346+JfTGs/DVtTW702XX26Ut+xfr5zcyf2te1rMyfw7hD+5m7NOXnzJN8f+56/L/+tJvZajZa+dfsWK+YB9Qaoyf2IJiOKdY4Qj4JSJfeenp6ynqQQQgghhBBVUEpGCnFpcQBMaj1Jryq+pbElAD8N+Im91/fyeM3HMdQaYmlsSWJ6IgBNXZtS076meo6bpRtZShaRSZHqvkENBuktU/dSy5dYcnwJADcSbgCwZcQWWnm0Kvbc+acaPsUvZ3+hiUsTPG087+OdC/FwKlVyHxwcXEZhCCGEEEIIIR6kmJQYIHuo+2ePf8aXB7/MtwyeraktPWv31NvOSe5dLV315uVrNVqWDVjGkDVDuJV8i87enZnUepLe9Vq4t2Boo6GsOr1K3VfXsW6JiuJZGFvw9/C/i/9GhXhElCq5F0IIIYQQQlRNOcm9vZk9Go2GlQNXMnTNUH7o+0Oh5xhq76YPLhYueqN4FRQCfQIJey0MQ61hoSN83a3c9a7nZulW2rcihKAU1fIPHTrEwoUL+fDDD/n222/LtVr+zp076dOnD+7u7mg0GtatW6d3XFEUZs6cibu7O2ZmZgQEBHDmjP78obS0NCZMmICjoyMWFhb07duX0NDQcotZCCGEEEKIyix3cg/wZMMnSXwrkVFNRxV6Tlpmmvo6Z5m6nCH8nbw6AWBkYFTk1F0PKw/1taeNJwbawgtxCyGKr8TJ/bVr12jdujWtW7dmwoQJvP3227z44os0a9aMrl27EhUVVeZBJiUl0aRJE7766qsCj3/88cfMmzePr776ikOHDuHq6krXrl1JSEhQ20ycOJHff/+dn3/+md27d5OYmEjv3r3Jysoq83iFEEIIIYSo7PIm98A9l6JLy0rLt2/PM3uY0GoCC7ovKNZ9c/fce9l4FescIcS9lWhYflJSEoGBgVy9ehVFUfId37p1Kz179mT//v1FLoVXUj169KBHjx4FHlMUhQULFvD2228zcOBAAJYuXYqLiwsrV67k+eefJy4ujh9++IFly5bRpUsXAJYvX0716tXZsmUL3bp1K/DaaWlppKXd/Q9YfHx8ge2EEEIIIYSoagpK7u8ld899Dl8XX77o8UWxr5E7ua/nWK/Y5wkhilainvtvv/2WK1euAPD000+zadMmzpw5w4YNG+jVqxeKonD06FF++eWXcgm2IEFBQURERPD444+r+0xMTOjUqRN79+4F4MiRI2RkZOi1cXd3p1GjRmqbgsydOxcbGxv1p3r16uX3RoQQQgghhHhAzt86z+Gww0AJk/sCeu5Lqo5DHYwNjAGY1n5aqa8nhMhWouT+zz//RKPRMHHiRH766Se6du1K/fr16dGjB3/99RdDhgxBUZR8c+LLU0RE9tqYLi4uevtdXFzUYxERERgbG2NnZ1dom4K8+eabxMXFqT/Xr18v4+iFEEIIIYR4sE7dPIXvN74sOrIIAHvT4if3Y5uNBbLXuL9fLpYuHBx3kJCJIbKUnRBlqETD8nOK1E2dOrXA49OmTePnn3/m7NmzpY+shPIW7VAUpchCHsVpY2JigomJSaHHhRBCCCFE+ToVGoeNmRGeDuYVHcpD491t75Khy1C3rU2si33uZ49/RgfPDnrL492PJq5NSnW+ECK/EvXc3759G2tra5ydnQs8XrduXQDi4uJKH1kxubq6AuTrgY+MjFR7811dXUlPTyc2NrbQNkIIIYQQovwoisKOi1H8fPAaaZnFK2h8JiyOvl/vZvC3+8jS5a/3JO7P3uv601JzL293LxbGFgz3HY6dmd29GwshHqgSJfeZmZmYmZkVejynlzszM7N0UZVAjRo1cHV1ZfPmzeq+9PR0duzYQdu2bQHw8/PDyMhIr014eDinT59W2wghhBBCiPKz42IUo348yLS1p5j370V1/7x/L9D+o638cfwG5yPiiUu526O8cPsVFAXC41I5ei2WM2FxJKc/uO+ZD6ObiTeJSo5Cg4ZVT6yiq09XxjUfV9FhCSHKQImG5VeUxMRELl++rG4HBQVx/Phx7O3t8fT0ZOLEicyZM4fatWtTu3Zt5syZg7m5OcOGDQPAxsaGsWPHMnnyZBwcHLC3t2fKlCk0btxYrZ4vhBBCCCHKz+5Lt9TXi/cGM8ivGhtOhfPF1uzveK/+fBwAR0tjdr3xGLcS0/jn9N2RmU8u2gfA0FbVmTvQ98EF/pC4lXyLxccW42yRPQK3pn1NhjQawpBGQyo4MiFEWSlxcp+ens6uXbsKXAqvuG06duxYonsePnyYzp07q9uvvfYaAKNGjWLJkiW88cYbpKSkMH78eGJjY/H39+fff//FyspKPWf+/PkYGhry1FNPkZKSQmBgIEuWLCnTJfuEEEIIIUR+YbdT+H53kLqdnqmj6/ydBba9lZjO4ZAYvtsVRJZOwVCrIUtRyPlaufboDUnuS0hRFDov7czpyNPqvsbOjSswIiFEedAoRWXpeWi12nsWqbvnDTWaBzpsvyzFx8djY2NDXFwc1tbFLzwihBBCCPEoG/HDAXbd6bl/q2c95mw8D0ANRws61nYkU6ew4sA1tX1LbzsOBcdibKjl9/FtCb+dyksrj5KWqaO+mzV/v9qhQt5HVbX72m46LNb/zHaO3kkHL/kchagKipuHlrjnvgTPAoQQQgghxCMuITWDfVeiAXiqRTWe7eCDm40ZHnZmNPfMLsqWmaWjobsN4XEpfLn1MoeCs4sg92jkSkN3Gxq627DyWX+e+GYfSWlVs5OoIv1z+R+97dfbvi6JvRAPoRIl99u2bSuvOIQQQgghxENoz+VoMnUKNRwt+HhQ9vJnfZq467UxNNAyzN+TuOQM/jgexrWYZABaeN9df93SxAiAREnui01RFE7cPMGac2sAMNAY4GrpysTWEys2MCFEuShRct+pU6fyikMIIYQQQjyEzobHA9AqV6JeGBtzIxaPaUngZzsAaF0jV3Jvmv21VZL74ntj8xt8uu9TdTtkYgge1h4VGJEQojxViWr5QgghhBCiagq+lQRADSeLYrWv6WTJ2vFtiYxPo7bL3eLIlibZX1vTM3WkZWZhYihFkYuy+9puvcTe3sxeEnshHnKS3AshhBBCiHITHJ2d3Hs7FC+5B9S5+LnlJPcASWmS3BdFURSmbZmmt69d9XYVFI0Q4kHRVnQAQgghhBDi4aQoCkF3eu69Hc1LdS0DrQZz4+yEPjFVhuYXZfPVzey5vgczQzN+ffJX+tbty1c9v6rosIQQ5UySeyGEEEIIkY+iKJy+EUdGlk5vf0JqBmMWH+Szfy8UuYrS7ku3qPX23yTcScS97Ivfc1+YnN77hLSMUl/rYfbf1f8AGNZ4GIMaDOKPIX/gaeNZwVEJIcqbJPdCCCGEECKfL7depveXu3lr7Sm9/T/tC2HbhSi+3HqZ1Yeuk5iWyZjFBxm9+CCRCakAxCSl8/QPB8jSZSf/jTysMTMu/TB6taheIT33Z8PiuRqVWOr7VHVHI44C4O/hX8GRCCEeJEnuhRBCCCGEnmvRyczbfBGAX4+E8ueJMABSM7JYvCdYbff19ssM/24/2y5Esf1CFLP+PAvAcz8d1rve4JZl02tsZVJwxfy45AxG/HCAnl/sos+Xu9WHDI8iRVE4Gp6d3Dd3a17B0QghHiQpqCeEEEIIIfQs3Rest/3Gbyfwr2HP1vOR3EpMw9rUkNQMHddjUrgek6K223AqnMeOhHI4JBaAiV1qY2SgZWjL6mUSV+7l8NIys3ht9QmaVrclJjmdXZduAZCUnsX0dWd4IaAmTavblsl9q5LLMZeJSYnBSGtEI+dGFR2OEOIBkuReCCGEEELo+ed0BADfjvBjyq8niE/NxH/Of+rxlx+rhb2FCetPhlHD0YKnWlSnx+e7AJj86wkAfBwtmNilTpnGZWViBEBcSgb/nI5gw6lwNpwKx9nKBIAejVz5+3QE/5zJ/lk+1p/2tR3LNIbK7r+g7N9T2+ptMTE0qeBohBAPkiT3QgghhBBClZqRRVhcdm98cy87fKvZsvvyLfW4RgN9m3jgamPKIL9qhV4nsL5zmcfmbmsGwPWYZG4Z3/0aG5mQhqmRlnd7N+DvOw8mAF775TibJnbEzsK4zGOprLZc3QJAF58uFRyJEOJBkzn3QgghhBBCdS0mGUXJnt/uYGFMNTszvePtazniamOa77x3etXH3NiADwY04qXONXm+U80yj83LIXs5vZDoZI6ExOgd6+3rrib/OSIT0li8J6jM46issnRZbA3aCkhyL8SjqEx67pOTk/n+++/ZtGkTISEhpKSkcOXKFfV4XFwcGzZsQKPRMHTo0LK4pRBCCCGEKAd316W3QKPR8GqX2lyNSmKQXzU8Hcyp72Zd4HnjOvjwTLsaaLWacovN805y/+/Zm3r7TQy1jG7rDcDbPevz4T/nGdjMg1+PhPLF1ss81bI61ezMyy2uByEjK4ONlzbStWZXzI0Kfi/HIo4RmxqLtYk1LdxbPOAIhRAVrdTJ/fHjx+nXrx+hoaHqWqcajf5/1K2trfnggw84f/48Pj4++PvLshxCCCGEEJVN2O0Unl92BMhO7gHcbMz45YU2xTq/PBN7AC97/aS2RyNX5g9uSnxqBs5W2aMJxnWowTPta3AzPpVfj4QC0PerPRx6uwsaYMySQ2TqdPz0jD8G5RxvWZr4z0QWHl7IG23f4KOuH+kdy8jKYPe13WwL3gZAgHcAhlqZfSvEo6ZUw/Kjo6Pp1asX169fp3nz5nz66adYW+d/mqvRaBg7diyKorBu3brS3FIIIYQQQpSD28npPLlon7rdpJpNBUZTsGp25noJ+Zh2NTA1MlATe8j+3mmg1eBua0ZdFysAYpLSORAUzckbcey4GMWey9HqCIWqIDQ+lIWHFwLw8d6P8x2f+M9EHvvpMWbvnA3AUw2eeqDxCSEqh1Il9wsWLCA8PJzAwEAOHDjAa6+9hpmZWYFte/XqBcC2bdtKc0shhBBCCFHGYpLSGf79AW7cTqG6vRnfjWyhDnOvTIwNtdR0slC3G7gXPEUgx8pn/WnmaQvAH8fC2Hru7nD+y5GJ5RJjeRi+drje9s3Em1yJucKPx35k+cnlauIPYG1izRMNnnjQIQohKoFSjdf566+/0Gg0fPzxx2i1RT8nqFu3LkZGRly+fLk0txRCCCGEEGVk3bEbbLsQyaYzEaRm6LC3MObbES0KnVdfGTzewJWLN7O/T1qaFP1V1sHShDe61WPod/tZd/wGFrnaX45MAFzLM9QycT3uOjtDdqLVaLE0tiQ+LZ4/L/zJ65tfJy4tLl/7Rb0WYWqYv+ChEOLhV6rk/sqVKxgbG9O0adNitbe2tiYuLv9/hIQQ4lFyLjye34/dYHxATWzNH53lmYQQlUN6po5TN26TnqkwcfVxdb+pkZblY/0rdWIP8PJjtUhMy6RTXaditfevYY+rtSkR8amkZaar+y9VkZ77DZc2ANCmWhtaebRi/v75TNw0keSMZAAMNAb4V/NnYc+FpGWl0cqjVUWGK4SoQKVK7nU6HYaGhvkK6BXWNiEhAQsLi3u2FUKIh9XN+FR6fL4LAFNDLa89XreCIxJCPEqS0jIZ8u1+Tt3Q72wJrOfM3IGNcbau/D2+pkYGzOzbsNjttVoNHWo7qsX1ajtbcikyscrMuf/17K8A9K7Tm0bOjZi/f76a2L/b8V1mdJqBgdagIkMUQlQSpZpz7+bmRnJyMpGRkfdsu3//ftLT0/H29i7NLYUQokpbsT9Eff3F1suMXnyQizcTKjAikZyeyeRfTjB+xRHSMrOKfV5IdBLrT4ax/mQYtxLTyjFCIcpGdGIaPb/YlS+x/3xIU34Y3bJKJPb3q4W3nfp6YPNqQPbKAJXdjfgbbAvKrlc1pNEQOnh2QMPdTrXutbpLYi+EUJWq575jx44EBQWxdOlSXn/99ULb6XQ63n33XTQaDYGBgaW5pRBCVFmKovD78Rt6+7ZfiMLT3pz3+jWqoKjEnI3nWHM0u0fvZvwBvOzN6dbIlW4NC56Ley06mQk/H+PE9dvqvn5N3fl8SLMHEa4Q923PlWhCorN7fH95vg2JaRkkpGbSt4l7BUdW/vy87ib3fZu689E/57mVmE5qRhamRpU3Od54aSMKCm2qtcHb1hsAG1MbbqfeBqCpa9MKi00IUfmUquf+lVdeAeCDDz5g+/btBba5fv06/fv3Z9u2bRgYGDB+/PjS3FIIIaqswyGxXI9JwcLYgC71XdT9V6OqxtDQh1GWTmHDyXB1+0hILGuP3eDllUfZc/kWADqdwtqjoYTHpaAoCs8tO6yX2AP8cTwMRVEeZOhClEhUQhpzNpwDYGir6rSqYc9j9Vzo19SjWNMrq7pazlbMHdiYhcOb425jioVxdkJ/o5L33m8N3grA4zUfV/flLpZnbmT+wGMSQlRepUrumzZtyjvvvEN8fDxdunShdevWxMfHA/DSSy/RsWNHatasyYYN2YVA5s6di4+PT+mjFkKIKmjt0exe+x6N3fh+VAvWvNgWgCtRVaOoU2UXEp3Eu+tOExGXiqIofLX1Ei+tPMqh4JhCzzl6LZbY5AysTAyxMzdS92dkKTz9wwE2ngpn4+lwXvvlBAGfbGfEDwc5H5E9jaJzXSe65+rdPxQcW35vToj7EJ2YRmJaJgBv/X6KiPhUAHXt90fN0Fae9GzshkajwdUmO0EO/GyH+hlVNoqisDUoO7l/rMZj6v7F/RYDMKPTjAqJSwhReZVqWD7ArFmzsLOz45133uHgwYPq/kWLFqm9GGZmZnz44YdMmDChtLcTQogqSVEUdlzIrk/S29cNQF2rOTwulaS0TL0lmkTxXY5MZPWha3y3KwiAnZeiMDLQqmtYH7gazeZJnbCzyL8ywS+HrgPQtaELz7SrwY+7g3i6jRfzN19k16VbTPn1BMaG2c/B0zJ17L7Tm9+5rhOLx2RXpB70zV4Oh8Ty9A8HODH9ccyMK+8QX/HouJ2cTsCn2zE1MmDZ2FZsPnt3ffc6j2hyn1tapk59ve18JH0q4dSEs1FniUyKxNTQFH8Pf3V/91rdCZ8cjpN58VYLEEI8OkrVc59j4sSJhISEsGDBAgYNGkTbtm1p1aoV/fr14+OPP+bq1auS2AshHoib8aks2RPEpZsJZOkU5m++yLJ9wQUOmc7M0vHniTC+33W13IvaXbiZQFhcKsYGWvxrOABga26Mw52E8+dD1/niv0ukpBe/oJvINvnXE2piDxASnawm9gC3EtPZcCo833k3bqfw54kwAIb7e9LIw4Z5g5vS3NOOxaNb0q6WA8npWdxOzsh37jPta6iv3+xZH8heXmzf1Vtl9r6EKI1DwbEkpGYSlZDGyB/udr7YmRvRqJpNBUZWOTzX8e5I0q3n710YuiJsC84upNfesz0mhiZ6x1wtXaWQnhAinzLrJnJwcOCVV15R5+ELIUR5SkjNYPb6s3jYmvNKYC00Gg0Rcan0+Wo3UQlpaDXQuJrt3bnRGg0jWnvpXePNtafUpZFstl7mwFuB5VJYKTwuhae/PwBAM09bvZ5dPy87/j17k9nrzwJwPiKehcP9in3thNQMXlh+BN9qtkztXq9sA6/EbienE5mQxsZT4erv2NhAS3rW3d64VjXs8bA14/djN/I9vPlpXzDT/zgDQH03a5p72ukdNzTQsnC4Hy8uP8LeK9HqficrEzZP6oit+d1RAH5edgz392TFgWtsOx/FY/VcEOJBWns0lO93BTG8tSftazliYWLI0Wt3p4lEJmSv5vB0a09e71YPa1Ojwi71yBjZxhtPe3NGLz6k91mVtYGrB3Ip5hL7xu7D0tiS1adX88eFP/iyx5c4mDsUep5O0bHs5DIAHvN+rNB2QgiRm4wBFUJUGYqicDkykRl/ntFLuH45fJ3A+s4cvRZL1J0vsToFvaJn7647zU97g/nm6ebYmRsz/Y8zer25cSkZ7L8aTUBd5zKLNSNLwchAwyurjnErMR1nKxPeutPLm6NLfRf+zTVcduOpCKIS0nCyMsl7yQL9diSUPZej2XM5mgZu1pVyaGlZi0vJoPOn24nN1aM+uq03M/s25PH5O7h4M5GV4/xpW8uRtUdD+f3YDX7aF4KjpQmvBNZmxh+nWbrv7pKEI9t4FVhQzMbMiEUj/OixYBeGBhr+frUDWo2mwAdAHes4seLANfZfjc53TIjyoigKP+wO4v07hfLe/v10oW271HdhZp+GGBqUyaDNh0INx+ypUZHxaSiKUuaFBaOSovj9/O9AdtX7fnX7MWTNEABiUmJYP2w9htrsr+Lbg7fjbeuNi4ULf1z4g6DYIA7eOIilsSUjm4ws07iEEA+vck3uT506xZYtWzAwMKBbt27UrVu3PG8nhHjILdx+hU82Xci3/8btFH7KlawtGdOSoFtJHAyKoXNdZ37cE8T5iAQuRSbSfcEunK1MCIvLLiz1RPNqGBtqWXXwGv+cjiiT5P5yZALP/XSEoOgkAuo4cSg4FlMjLWtebEt1e/3Kxl0buOD8rwnpWTp1+PeRkFi6Nyp4Gba8/jgepr6esOoYR6/F0srbnur25jTyeDiH3h4OjlET+4bu1vRv6qEOk/9hVEsi4lNp6W0P6M8tnrf5Ik5WJmpi39zTln5NPXiqRfVC72VtasS/kzpioC04qc/RrLotAJejEklMy8RS6ic8MOl35k7n1EaobDKydITdTsHLwaLMr/3P6Qg1sS+Itakh345swaWbCTzZorok9nnkPERNycgiKT2rzP/dHgk/or7ed30fWbq70642XdnE5E2T+bzH5/x14S/6/tyXug518bb1ZtOVTWq79wLew8Pao0zjEkI8vEr1X7GtW7fy/vvv07p1a+bMmaN3bN68ebzxxhvqPFetVsu8efNk7r0Q4r5kZOn4cffdedVNqtvy0RONcbI04XBILLsuRXHpZiKtfRzoVMeJgLrOjGmXnfAF1HXizxNh/LQvhGsxyWpiDzCijRepGVmsOniNnw9d59SNOP54qd19fwnedyWaSauPq1Wpt12IAuCZdjXyJfYAdhbG7H8zEAV494/TrDxwjSMhMcVK7uNTMzgRehsALwdzQqKTWbwnmMV7gjHQavh2hB9uNma42phiX0AxuQdBURQOBGVXq2/tU/gQ1HvJ0imExibj5WChDqEd2MyDeYOb6rWrbm+u9znXcrZEo4Gckgtvrj0FQP+m7iwo5rr0xSl06GxtipuNKeFxqZy+EVeq9yqKlpml40RoHA3crDE10jL8+/0E3Uriv9cCsDGv2OHmOp1CaGwK1e3NuJWYzmf/XuCP42GkZGTRobYjM/o0pJazZanvcyg4hm3nI1m6N1jdN2dAY1r72BMcncRrv5zAxsyIr4c1p5GHjfw9FsLc2BBLE0MS0zKJjE/F0qn0v5vcDt04pL5ee34tGy9vBMDR3JFbybf44uAXmBia8M3hbwC4EH2BC9F3H2AHeAcwwV++Nwshiq9Uyf2vv/7Kjh07GDJkiN7+S5cuMXXqVHQ6HSYmJhgYGJCcnMykSZNo3749zZoV7wuVEKJixSSlc/x6LJ3rOqvDFWOS0rl0M4HG1WwwN773f0JykrvwuBQcLU3w9bBVv4DrdAparYYFWy6Skp7F1O710GoLHha590o00UnpGGo1bJsSoJfAdWvoSreGhSfDztamjOvgQ/vajnRfsAvI7rH53wg/mt7pcQ2s58x/5yM5ExbP8eu3qeVsqTevujh2XYpixJ3CVbWcLbE1M+JwSHYiOrqtd6Hn5bxnXw8bVgIXbhZvabxj126jKNmJ/fYpASzdG8yOi1FsvxhFlk5h3E+HUZTsef6/j2+nN+w0S6dgUMhnXZb+t/MqH/59Hq0G/p3UkdjkDBwsjPEp4Zfoz/+7xBf/XWKQXzV1/fmWNezveZ6pkQG/vdCGtUdvsOnMTW4lplHP1Yp3eze4r/dTlCbVbAmPi2DIt/t5vpMPb/aof++TRIkcv36bqb+d5MLNBJ5oXo1+Td3VJQj93t/Mhlc6UNe1YirBxySl8/T3BzgbHs8LnWqy/UKkumwiwK5Lt+j95S5+HN2StjUd7/s+kQmpPLP4EAl3lm+r4WjB3692UEeW+DhZsm9aIKZG2kdi/frScrIyyU7uE9JK/N+l3BRF4cCNAzRzbaYWv9sesl09fi3uGgB2pnZcmnCJFt+24ErsFT7Z+0m+aw2oN4AhjYYwoN4Addi+EEIUR6n+i7F3714AevToobf/u+++Iysri06dOrF+/XqMjY0ZPnw4v/32GwsXLuS7774rzW2FEOXkp33B7L8azXB/L5p72jF+xRH2X43h40G+dK3vQkJqJs/+dJgLNxOo52rFxlc6FJiM37idwve7rmJubMClm4l6c8rdbUxp4W3PnyfCcLHOnoO+YMslANafDGdAMw8mP14n35fSA3fmMg9o5lFgD3hx1HO1ppevG0FRSfxvhJ/edb4a1pxWc7aQkJrJoEX7sDI1ZNPEjrjbmhX7+j/cGVnQ2see/41ogbGBltkbztLQ3Rpna9N7nu9omf2F8HZyer5jOaOgcj6X2KR0nl92GMgu6KbRaBjdrgaj29UgJDqJTp9sV3urj127Tf13/6G1jz3fj2rJO+tOseFkOM93qsnott6kZepYujeYkW28cLC891z/y5GJeDmYY3SP0Q17r9ziw7/PA9k1ELrM2wmAh60Zu6d2LnbiEZ2Yxhf/Zf+N/HanAKKduRGB9Ys3hcLPyx4/L3s+GNCY6MQ0rEyNymUI95h23vxzJgKAJXuCJbkvI4eCY/hgwzki4lLVETEAa46GsuZoqLqdqVMY8u0+jr7btdySWkVR+HFPMHbmRgxo5qHeZ9m+YN69U6ARYNGOKwA4WBjz8mO1+GF3EKGxKaRm6Jiw8hj/TupYrH9rBflu51U1se/t68akrnXyTRmR5RiLz8nKhKBbSWq9lvv13o73mLljJrMCZjG903Sik6PZEbwDgJmdZjJ752w0Gg3LBizD1tSWL3p8wZO/PklyRjI+dj580f0Lhq4ZSoYug9mdZ9PQuWFZvD0hxCNGoxS0PlQxubm5ER0dTVpamt7/SH19fTlz5gxbtmyhc+fOAFy5coXatWtTu3ZtLlzIP2e2KoiPj8fGxoa4uDisra0rOhwhysT1mGRWHrzG2bB4dlyMKrCNk5UJ5sYGhEQn6+1fPtaf9rX1e6AURaHH57v0eqy0GnC2MtX7Yl6UNS+2wc9Lv1f2qUX7OBgcw0dPNGZwS89iXaekPv7nPAu3X1G3x7avUewe3oNBMQz+dh+KAtumBKiFmkriSEgMT3yzj+r2Zux642515Ii4VJ78315uJ2cwu18j2tZy4PllRzh27TaQXWMgd60ARVFoPnuzXsG5HN4O5gTn+j26WJuQnJ5FQmom3Rq68L8RLYqM8c8TYbyy6pj62cSnZpCeqcPR0oSohDTWHg2ldxN3rEwN8Z35b6HX2fJap3sOT05Ky2T04oNqz2xu6ye0r5Q1Beb+fY7/7biKhbEBZ97rXtHhVHmKotDri92cDY9X97X0tivwbyJHQf/9KCvnI+LV0T+vda3DC51qolMU2n24leik7IdyTlbZ/xbMjAz4aWwrWnrbk6VTSM/U0f/rPVy4mcCQltX58AnfEt9fp1No/9FWwuJSWfS0X7Frc4jCvbTyKBtOhvNu7waMzbXEZUmkZaZh+sHdB7jKDIX/Hf4fL2x4gcbOjTn54kkikyLJyMrQmz+vU3RsC9pGU9emOJg7kJieSHJGMs4WZVPYVQjx8ChuHlqqnvuYmBisra31EvuEhATOnDmDhYUFnTp1UvfXrFkTU1NTQkNDC7qUEKIC6HQKz/50WC8RL0hhPRrf7rqqJvfnwuNxtjJh5I8H1evZmhtlJ6T9GzHc34tLNxMY+M1eElIzi7zfrku39L6crz8ZxsHg7Hnb5fWlHbLnhOdO7v86EcY7veqj0WjIyNKx8sA1HqvnnG/kQHJ6Jq//dgJFgadaVLuvxB7A7s40gNgk/aT8rd9PcT0mBYD3N5yjmaetmti/3q1uviKAGo2GJtVt2X4h/8OanMTe0dKY+JRMbsbf/d1uOnMzX/u8pv+RXY37h91B+HnZ8cmmC4THpfDpk034fMslLkUmsuLANd7ofreA6ieDfDkfkcDFmwnsupQ9pL7LvB3sntqZanaFj8L49fB1vSTuuY4+ZOkU6rtZV8rEHuBpfy/+t+Mqmbr7fm4ucpn793k1sf/oicbYW5jQrpYD646FsXhPEJMfr0NtFyu6L9hJRlb2Z77pzM1y++/EuVwPGeZtvsiiHVdwtzUjOikdIwMNWycH4GZjysGgGFxtTNVh3gZaDWbGBrzXryGDv93PH8fDeL9/o2LX9ohLyWDKryfYfGcUlIWxAQF1ncr+DT6CXKyyk/LQ2OR7tCzc7mu71dfmRuboFB0LDy8EYEzTMQAFJuxajZZAn0B129LYEkvjsp33L4R4tJQquTc1NSUuLk5vHufevXtRFAV/f3+0Wv3/aZmZmZGaWryeOyFE6R27FsuyfSH0aOxG1wb6a29nZukInLdD7Y2v52rFR0/4YmtuxLzNF2nkbsOtxDRWHbxG/J1k3NXalI8G+eLtYE6XeTvYeTGKH3cHcTL0NutyVW2H7OHzcwY05sbtZGo5Z8+Bre1ixaaJHYmIT6W5px3XopOJSU7HzSb7y9WoOw8G/jsXyauBtcnIUnj6hwMcvFOQbUAzD2o6lX3F6RwdajuyeHRLajlbEvDpdiIT0lh/MpyPN53H3MiQCzcTeG/9WXa90RlXa1MW7w1m89kI7MyNCYlOxs3GlHdKMZc7p+hdYlom6Zk60jKz6PXFbq7F3P3SeSsxTf2CD9CvacFL303sUgcrUyNa+9gTfjuVCzcT1PMC6znzw+iWejUCIDvhL0psUjpxKXcfPIxfcVR9/fLKY+rrazHJzN2YPRz/Sb9qPJmrGv2CLRfVaRjtP9rG2PY1eOWx2tiYG3H6RhzvbzjL4w1cuRCRwKE7D3Ry9PF1p3G1ypnU58iptp2WqSMzSyfVye/DjotRfLDhLElpWdy4nf1Qa3b/Rnojdob5ezLM/+72f68FsOtyFG//fppvd16lobs1/ZqWTYVxnU7hWkwy12OTmbT6hN6x5PQsLkdm18iY2r2e+uCvba2C59S39LbHytSQhNRMzkckFPsh1cZT4Xr/7rs0cCly9QZRfE2qZ/8ODlyNuUfLwh24cUB9nZyRzNagrZy8eRJDrSGjm44ubYhCCFFspUrua9WqxfHjx9mxYwcBAQEArF27Fo1GQ/v27fXapqenExcXh6dn2Q+nzczMZObMmaxYsYKIiAjc3NwYPXo077zzjvqAQVEUZs2axbfffktsbCz+/v58/fXXNGwoc5rEw2ve5ovsunSLtcdu8O+kjtRxsSIlPYvbKelExqepif2Ex2ox+fG7Pa2f56oiXt/Nmomrj+NkZcLm1zpiZZpdDO/5jjX5attl3lt/Nt99zY0NeKdXfcyMDdTEPoe7rZk6j93TwRxPh7s9t8vG+tPuo62cuhHH3ivRpKRnqYn9wOYefDqoSbkWiNJoNHSul927Us/VijNh8UxYdUyvTZZOoe2HWws8/9XA2lib3n+1bmtTI7Sa7Pnpt1PSORpyW03sTQy1vNevIVPXnFLbLxnTstCe76bVbflyqH7x0td+Oc7fpyKY0i37d93GxwEPWzM1gbqVmE5SWmah1eE3n7tJURO5HC2NqeNixd4r0eo1/fNU6R7Ttgbf7bxKUnr2klA/7A7ityOhfD2sOcv3h7D/agz783zJftKvGvXcrGnkUfmnQ+X+7JLSsrAxl+S+JKIT05iw8qj6QBGyH7qNaO1V5HmeDub0s/RQ13n/+eD1Uif36Zk6/j0bwVdbLxc4usnUSEv7Wk7suhSFo6UJT7UsfEnFHFqthqbVbdl16RbHrsXmS+5TM7L47N8LrDl6A61Gg38Nez4e5MvhPNMQejRyK9V7E3flFDc8Gx5PTFJ6iVcWURSFladW6u37YNcHAPi5+WFnZlc2gQohRDGUKrnv1asXx44dY+zYscyZM4fw8HCWLFkCwMCBA/XaHjt2DJ1OVy7J/UcffcSiRYtYunQpDRs25PDhw4wZMwYbGxteffVVAD7++GPmzZvHkiVLqFOnDu+//z5du3blwoULWFlVTGVdIcpb7i+kj8/fSW9fN7acu0l6pk79UvlYPWe9xD6vfk3dUVBo4WWvJvaQPd90+8VITt+I12tvY2bEpon3VyzKycqEJ5pXY9XBawz//m5PSJ8m7sx7qmmJr1cafl52nAmLv3fDXHr5lu4Lt1arwcbMiNjkDFp98B8u1nc/w1e71GZg82q8/ftpMnUK9hbG+Ybj38sng5owZ0BjtcfP0EDLry+0ITY5nZE/HCQ6KZ3zEQn4eeX/MnorMY2F2y4D2b/7J/yqMeDrPUQmpDGtRz3szY0JrO/M9gtR7L2SXfzQ0dKYno315wTbmBvx7cgWer/fuJQMRi0+SFYBQ9m1GnivX6MqUyDM2FCLsYGW9CwdiemZFb40W1WzeE+wmtg7WpoQn5rBiwE1i3WupYkhf7/agR6f7+JE6O1Sj5yY/sdpfj50vcBj615qR10XK8yMDUjNyEKjARPD4v2NtvS2Z9elW2w9H0lyehZfbbusLpM3d+M5vVFQG06F08Ddmj+O3wCgVQ17PO3NeayezMkuK05WJmotkvMR8SVeyeDTvZ9yJiq7mGLP2j3ZeGkj24O3A9Des30RZwohRNkrVXL/2muvsXTpUoKCghg2bBiQ/QRz8ODBNG7cWK/tH3/8UWCPflnYt28f/fr1o1evXgB4e3uzatUqDh8+rMa0YMEC3n77bfWhw9KlS3FxcWHlypU8//zzZR6TEBUtOjEt31z59SfD1dcnQ+MAaFuz6PWPNRoNA5pVy7dfq9Xw5dDmTP3tJIH1nenZ2A0HS2N0yt2hyffj2Q41WHXwmrptbKBlwmO17vt69+vFgJoYGWgxNdJS1zW7x7i5py0WxoZ89M95XKxN6dPEjS+3XmbL2Zt8+mQTvYcf9yt3Ebyc+fC9fd14vmNNDLQaNk3qyDu/n2aof8kflBpoNRho9ROQnJEUrX0c2HAqnPUnw/DzsiM8LoUdF6J4wq8ahloNk1YfJzg6GQtjAwY088DD1ox/JnbkcHAMj9VzVpOopp626rVf71a3wOUSm3na4mJtgoWxIX9NaM+7606z9tgN9fjmSR05GRrHmqOhvBJYu8ok9jksTAxIT9bx1dbLzBnQSJYjKwZFUVi4/Qpf3XmAtHB4c3o2divxko11XaywMjEkIa1kw94LkjMtpK6LFWFxKWqtkM+HNFWX0ARKPDy+t68b8zZfZNuFKLbdqYux8VQEG09lr7Sg1cCMPg35dNMFEtIy+WRTdhFiGzMjvh/VolSjg0TBnK1MCY5OJiYp/0ol9/L9se8BeLLBk0zvNJ2Nlzaqx/rV7VdmMQohRHGUKrm3tbVl7969zJgxg3379mFra0vv3r15/fXX9dqlp6fz448/oiiKWj2/LLVv355FixZx8eJF6tSpw4kTJ9i9ezcLFiwAICgoiIiICB5//HH1HBMTEzp16sTevXsLTe7T0tJIS7ubHMXHl6wXT4iKcuBqNKMWZ8+l9nIw5+thzfnvXCTzt1zUa2dmZEDfJgXP2S6OGo4W/PJCm1LFmpePkyUTHqvFmiOhNPOyY2z7GtRxefCja9xszAqtlJ+7yvWCwU3JyFLKZWm1HP2beqgJTk0nS1Y917rM7zHIrxobToXz6+FQRrf15q3fT7HncjTXYpKp62rFrku3MDHU8ssLbdR5xfYWxjzeUL9nvqaTJW/3rI+5iUGhqxqYGxuy5bVOaDQaLEwM+eypJthZGPPD7iBqOllQ28WK2i5WPOGX/6FSVWBpakhscgarDl6jobs1A5p5FDrVQWRbdfC6msR62JrRpX52jZCSJPaQ/dCxdU0HNp+9Se8vd/PhwMYMaVW8B2FxyRm8ve4UjT1sGNOuhlp8cukzrTAzNmDWn2doW8ux1MP9fZwsaVvTQR3hklefJu6MauuNm40pzy07AmRPAVgypqUk9uUkZyh+SZP787fOczH6IkZaI77v+z3WJtZ83+d79ofup3+9/nTw6lAe4QohRKFK/W3Dw8OD77//vsg2xsbGRERElPZWhZo6dSpxcXHUq1cPAwMDsrKy+OCDDxg6dCiAem8XF/2CYi4uLoSEhBR63blz5zJr1qxyi1uI8rDhZDgvrbxb6Kx1DQcaedjQyMOGYf6eLNsfwmP1nFm+P4QhLasXa/31B23y43WLnCpQmWg0GowNy65ntldjNzacCtfb1/ABzDXvWMcJPy87joTE0umT7er+hduvYGOWnVC83LkWDd3v3RP6bEefe7bJPcpBo9HwTq/6+HnZ3XN5vKrA3Oju/1rfWXead9adxsbMiM51nZjVt9EjP1Q/LTOLd34/zbYLkfw4uiUN3W34Zkd2j/3QVp680a1uqR6WTX68jlp87uNNFxjQ3OOeQ+aT0zMZtfggx6/fZv3JcHycLMnSKViaGOJibYJGo2He4Kb3HVNe349qwfsbzrHywDV8HC24eitJPfZ4g+wHZn5eduoUjzd71KeZp8zdLi/2liVL7hPTE/lo90e8v+t9AB6r8RjWJtn/nR7bfCxjm48tn0CFEOIeHoquhNWrV7N8+XJWrlxJw4YNOX78OBMnTsTd3Z1Ro0ap7fIOjcxd5b8gb7755v/bu++wqK70D+DfGTrI0IsUCSqKIiqiESsau1FjjC0qmnU3iTVRf7FE48ZkbYmJm2ISjZu4yVo3isaUNaIoNlBEUIoFFZAiDH3ozDD398eEqyOggBQHvp/n8Xmce8+dewbfB+e955z3YNmyZeJrhUIBV9cnF8whak57LmoeWHVpK8OK0Z3R76GCZnbmRlg2ohMAaE0rpWfHhpe7YUbfdlh3NBbx8kK0tTBGWwuTRr+vnlSCr2f2wuzvLuFmhnbxsPwSJZwtTWqVtNeXRCLBWO+WUSSsWFl1q8f8EiWORKWhh6sl/jLgwV7a5So1Qu9mo89zVjh9MxM/XEjEJ1N6VNlusTq/XE1DVHIelo/qrFOV0787l4CfIjTb4r4bGI2x3m2RnFMCS1MD/H1c16dehuHpKMORhQMw8avzyCkqxx+xGTXOUMotKofMxADbT99BVHKeePz1HzXL+jrat2mUZRWmhvrY+LI3Avzc4G5rhuScYnx2Ih6ZhWUY1kWznt6mjREOvOkHAz3pM7v1Y0thbVq35H7R74vww9UfxNecfk9Ez4oGT+6TkpIgl8shkUhgZ2cHN7fHV7htCMuXL8eqVaswffp0AIC3tzeSkpKwadMmzJkzB46OmqfglZX0K8nl8iqj+Q8zMjKCkVHdi4IRNZXLiTkoUVZgkIdmv+PMgjKE3dVM9fw2wLdWCQI9WyxNDTGgoy22TOmBb8/cwcrRnk12bweZMQ4t6I8Nv10XH35W1j9YO66LTiWQzUlR8iC5/2Hu87ifV4LPTsQjXVGKqw8lkMoKNWZ/fxFhd3NgaWqAvD/rLew8excfvtTtifep3MlBKgHWvFj/LRib0n9CE/HxsZvi69g0hVi4clZftwarr9DT1RJvDfPAFyfj8da+SOw6nwAXK1NsndoDBnpSqNUC/vLvcITcykQbI30Ulmn+zV4f5I7fo9PF3R6GNXLhui5tNaO9Hg7m+GpmryrnOVrfNCqn5WfXIrlPK0jTSuyN9Y3xkieTeyJ6NjRIcn///n1s2rQJ+/fvR3a29hoyGxsbzJgxAytXrtRKrBtScXGxuOVdJT09PajVagCAu7s7HB0dERQUBB8fzdZQ5eXlCAkJwUcffdQofSJqLKoKNd7aH4nYNIW4ld2qMZ6Y598BR6+mQS1ovtgysddtPV0t8fVM3ya/bxsjfWyapCmImvFnMjq8iz1Gc+utWlOUPiiK6N9J8+DN0cIYr+0KFwtZAkDIzUxx27+8hwop/hiaBA/7Ngjo91yt7rH34j2sHtul2Qv3KSvUuJ9XCidL42qr1B+9moa1P2uqirtYmSAlt0Q85yAzwuz+DTsYML2PK7YFx0MtAJH38hB5Lw+v9nFF/462iE1TIOSWpphdZWIPADP7umHZiM7YczEJFiYGeKWXbtZ9oLqxqZyWX/jk5P5M0hkAgI+jDw5NPYRiZTGczOtfu4aIqCE9dXJ//vx5TJw4ETk5ORCq2QA5KysLX375Jfbu3YsjR46gf//+T3vLKsaPH48NGzagXbt28PLyQmRkJLZu3Yq5c+cC0Ez3XLJkCTZu3AgPDw94eHhg48aNMDU1Fav8E+mKs/FZYlXlSluP38IUXxcEXtFMdZ3U6+kKPhEBmpH8399mQai6qua/QvRwsQQA3M0qQtjdbPi1t8HPVzVbnnV2MEdqXglUajVKlZqH0mt/jsXusHvo39EG74/3qvJ+iQ+t0S4qr4C8oAwOzVg/IzGrCHN2XUJSdjE8Hc3x6+KBYoJfUl6B8go1NvwWBwCYO8Adq8d64pPjt3A/vwTrJ3aDqaF+nYvnPYmTpQk+ntwDJ+IycCxW8zvzs5Px6OZigdM35dVe42ZjColEgr8NarwlKPTsqUtBvcrkfrDbYLhbuT+hNRFR03qq5F4ul2PChAnIzc2FTCbDvHnzMGLECLi4aJ50p6Sk4MSJE9ixYweysrIwYcIExMXFwd6+Yae5ffnll1i7di0WLFgAuVwOJycnvPnmm/j73/8utlmxYgVKSkqwYMEC5Obmom/fvjh+/Dj3uCedkKEoxY+hiejkYI49YZpp0u3tzLB5Uncs3ncFGYoy+K4/AQDQl0owrjtHEYiaS193a1xMyEFvtwdTqq3MDDGue1v8eu0+PvnjJn6a1w8XbmcBADZO6oYubWWoUAv4Pfo+Vh6KBgDczCjAzYwCTPJxgbfLgzXXdzILMWPnRa17xqblN1tyvzssCe8diRFf30gvwHtHYjDWuy062rfB6M/OiHvXu1qbYMXoztDXk2LVmMZfcjLZ1wWTfV2wPeQONv/vBi4l5GDApmAU/Dlav/FlbwzvYo+l/43CME+HZp/9QM3jwbT8sirnKtQV2BGxA90dumNgu4Ficu/v5t+kfSQiqg2JUN1wey2tXLkSW7ZsgaenJ4KCguDsXP1oYVpaGoYPH46bN29i+fLl2Lx5c7073JwUCgUsLCyQn58Pmazxq1dT61JUpkLwDTnUgoCCUhWGd3GAo4UxKtQC3vzPZZy4/mCkyUhfit/eGoSO9m3w9enbWmtYR3R1wM7ZvZvjIxARNA/j/huejOnPt4Od+YO6LdfvKzDm87MwN9JH0DJ/+G06CakEiPtwtFY9gy1/3MBXp+6Ir9taGOPoooGwMzdCuUqNQR8HI0OhnYT834hOWDzMo8E+w62MAhSUquDr9vg13/nFSvTZeALlKs2Mg8oHGJU62JnhTuaDWQbbZ/VqliUeF+9mY9q3YVWOX31/pLgbBLVeOUXl6PWPIADAzfWjtXZXWHViFT46/xFkRjKEvx6Ozts0O7nI35HDzsyuWfpLRK1PbfPQpxq5/+233yCRSLBz584aE3sAcHJyws6dOzFo0CD8+uuvOpvcEzUWuaIUr+0KR9x9hXjso//dwNZpPbHpf9dx96EvxwDwzaxe4pZh8/07YGRXB3zwSxwq1IJYDZ+ImoeDzLjaRLu9nRmkEqCgTCVOC+9g16ZKocIlwzthTLe2sDQ1wLQdYUjNK8E7P13FjgBfvPLNBa3EvrebFS4n5YpF6f4ZdAsHI1Iwtbcr/jbIHWZGdf9vXq4oxch/noFUAlxaMxy2bWouLPvLtTQxsf82wBf9OtigoFQlrmevTOwHdLTBfP+OGOhhW+f+NITn3a2xaownOti1QWJWEbb8cRNvD/dgYk8AACtTA5gY6KFEWYG0vFK425oBAFRqFT6/+DkAQFGmgOc2zWyTrnZdmdgT0TPpqUbu27RpA6lUCoVC8eTGgDgFvqCg4Aktn00cuaeGpKxQ40RcBrIKy7A95K5YnRnQFJd6dGRueBcHdHOW4TkbM0z04Zp6Il009JPTSHhovfzEnk74bLpPje1/j76PBXuuVDn+14HuWDXGE+EJOZjxr4twtTbBwXn90XfjySptv5nZC2Me2mawVFlR5YFCuUqN+/klCLubjUMRqbiUqCn09983++F5d2uxXXp+Kc7GZ2JkV0ck5xZj3JfnAADvvdhFa516qbIC4748h9vyQgDAH0sGo7Pjs7MMTlmhhkE1Rf+o9RqxNQTx8kLs/mtf8SFUjDwG3t9oCozqS/WhUmuWcyz1W4qto7Y2W1+JqPVpkpF7iURSbRG9x3mKZwlELYaqQo2//XBZHN0CAHdbM+x6rQ/sZUZQqQXM3HkR0an58HQ0x5bJPeDlJIO0gQtOEVHT6mBnJib3BnoSTO3t+tj2I7s6YEIPJxz9s/hepQVDOsBAT4quTpr/4JNzSqpN7AFg/p4rOL50MDo5mOODX2Lxw4VE/DSvH3zdNEl7blE5Rn12BvKCquuNU/OKUaayQEyqAl5OMsz+/iJuZRRiOa6JbSQS4KWe2g8cjQ30sPFlb3wZHI/Jvi7PVGIPgIk9VeFsZYLYzGvYFxMPT+dZsDW1RURaBABN8bxFfRZh2sFpsDW1xepBq5u5t0RE1Xuq5N7NzQ3Xr19HWFgY/Pz8Hts2NDQURUVF6NpVN/biJXqUIAj454l4WJgY4K8DtSvkqirUKCqvqPUUz33hyVqJPQDs/ltfOFuaiK9/XjgAWYVlsG1jxKSeqIWY0NMZIbcyoSeV4Me5fbVGxaujryfFF6/6YJSXI5YeiIKRvhTnVr4AC1PN7xpLU0NIJNVX6H/Y2M/P4stXfbDrfCIA4HBkKnzdrHEuPguzvtMuzudsaYJ0RSkq1AJu3C/AtuDbuJNZBFNDPRSXV1R573n+HbRqC1R63t0a//lr38d3jOgZ4WJlgizDT/H1tSS82K0TxnqMxZX7mlkzvm19McVrCno69oS5kTlsTZtneQkR0ZM8VXI/ZswYxMXF4Y033sDJkydhZ1f9+iO5XI433ngDEokEY8eOfZpbEjWbyOQ8fHEyHgCQkluMsd5tYdvGCM/ZmOKvP1xG6N1sfPxKdwzrYo+0vFIci0nHG4Pbw8TwwfTX/4YnY3vIHdz9c+Ru2YhOSMgqwsCOtlqJPQBIpRLYN+PWVkTU8Cb0cIJ/JzuoKtSwecxa9ke92L0tujnLIIFETOwrfTjBS9w/HgD2v+EHEwM95Jco8WNoIk5cl0OlFjD/oen98Rma6fIHI5K13mvJcA8sGd4Jn524hc9OxOO7cwlQqTVPDioT+2UjOiGnqBxBcRn457SeT3xAQaQLnC1NYaBuB6U0CXGZcRjrMRZxWZrtG7vZdwMAeNg0XNFKIqLG8FTJ/TvvvIPvvvsOsbGx6NKlC+bPn49hw4bB2dkZEokEycnJOHnyJHbs2IHs7GxYWlrinXfeaai+E9VZRFIu9KUS9HC1rNN1Man5mPT1BfH1rvOJ4giYt7MFolPzAQBLDkRpXaevJ8HCoR3F91hx6MFUVicLY7w+SDv5J6KWr75F3NxszKo9HtDvOZga6uP/frqKgR1t4dfeRjw3uJMdTt2U4y+7wrWuiU7NR+idbByJ0kz3H9nVAZ9N7wmTP9fiVz5srEzsK+lJJZjexxX2MmOsm+BVr89B9Czq38EGQxJ88Pu9s4jN1Dwsu5ml2Ymms03n5uwaEVGtPVVBPQAICQnByy+/jLy8vBr3hxUEAZaWljhy5AgGDx78NLdrVq2xoJ4gCIhNU6Czo7lOrVEUBAESiQRqtSBOaU/OKcbQT05DIgEWv+CBnq6WGNjRFhIJHru3cVpeCYZ9GoIS5YPpqF3aynA/vwR5xcon9mV4FwcsGe6B1YejcS0lH32es8LyUZ7o6iRDm3pUsiYiepQgCAi5lQlfNyuYG2s/PChXqeH7jyBxb/fqXFs3ErKHrotJzReL5QHAofn9cTkxB242ps2ylR1RUzgYdxBTfpqC552fR/DsYLTZpNmVJnN5JqfiE1GzapKCegDg7++Pa9euYcOGDfjpp5+Qk5Ojdd7a2hrTpk3D6tWrH7tdHj2bfopIwYqD1zC0sx2+m9OnQdd+X0vJw56we+jmLIO8oAw9XCwxvKtDra+/m1mI7SF3sHBoR3FEq1ylxpQdoSgoUcLZygShd7IxpbcLNkz0xucn48VRqK1Bt8T3sTQ1QF93a7wzsjM8HLSLPpWr1Hg3MBolygpYmhpg6fBOCPBzE38O11Ly8NWp2zhxXY7Pp/dEd2dLHL2aioJSFXacuQsAOHE9AyeuZwAA9KUSvD/eC92cLer/gyMieoREIsGQzvbVnjPUl2J2fzd8deoOTAz08IqvM3aH3RPP93Cx0ErsAaCbswUWv9ARO0LuYvmozvB1s3rinvdEuq6rnaYuVFxmHG5la74nWJtYM7EnIp3x1CP3j0pISIBcrtm/197eHu7u7k+4Qne0ppF7uaIUuy/eE9eYA8C03q7o7GiOzo7mGNDx6f6jS80rwfBHRsOBqls2PSpDUYqDESno85w1Nv5+HVHJeWhva4aT/+cPiUSC3WFJeO9IjNY1Egng42qJK/fyAADmRvrVjmA9Z2OKA2/2Q0puCRbsicCsvm5IyC5C4JVUAMC68V3x2oDq41lVoYb+IzMbIu/lYs/FezgYkSIe++JVH0zo4VTzD4aIqBFUjuybGurDwsQAoz47A0BTsf/q+yNhalj9s/7qts0jaqnKK8phssEEakGNjS9sxOrg1RjYbiDO/uVsc3eNiFq5Jhu5f5S7u3uLSuhbixvpChyNSsO8IR1QUSFg6o5QJGYXa7U5cFlTeEkqAU4s80dmQRk+PX4LS0Z4oF97m8dOba9UOU3+wKV7YmKvL5XA2EAPhWWa0e7R3Ryrfa/CMhUmbDtXZf/3u1lF8PlHEP5vRCd8EXy7ynWCADGx3zTJG68+3w6qCjWORKXBQWaEC3ey8c3pO0jMLtbaSurTh0b3DfQkeLF7zUn5o4k9APi0s0JPV0vcSFcgJlWB3m5WGN+d01mJqOk9PLL/8DN9MyP9GhN7AEzsqVUx1DOEq8wVSflJWB2s2e7O382/mXtFRFR7XPDbCgiCgPW/XUe5So1VYzzxbmA0+rhbw1FmDEEQIJVIsPS/USgoVSEpuxhlKjUSs4thoCfBZF8XzOn/HKLu5eHCnWxcTclDUnYx/n0hET+GJgEAZuy8iP4dbLD3de3tEC/ezcaN9AIM6GiDsLs5uJSQg6C4DIzv0Rb/vawZzd40yRtTfF2QW6zEgI+CEZWch9WHYzC1twt82mmmgBaVqRB4JUWrGvSjWz/lFSvF886WJgh+R/Of8bQdYYhKzgMAvDXMA68+3w6AJhmf7OsCABjkYYeb6QUIviGv9uc3o287bHzZu14/e4lEgoPz+uNuZhHa25nV6gEIEVFjkkgk8HQ0x430Aozh+nkiLe2t2iMpP0l8/YL7C83YGyKiumnwafktmS5OyxcEAduCb4uj0C96t8Vv0fefeJ2hnhRHFg5AVyftz3kkMrVKRfhKkWtHwMrMEAAQkZSD6d+GQVnx+PC6+veR4rZO35y+g4+O3QCgGc0/s2IowhNz8PZ+7ft9PLk7xnd3Qn6JEnpSCV7++jxScksgkQDWpobYNqMX+nXQVIv+8Jc4fH8+AQAQ+u4LaGuhvd1cpVJlBa4m5+GL4Hi0tTBBZwdzfHEyHjZtDHF4wQDxcxERtQSZBWU4dCUFAX5uMGNhTyLRzMCZ2Bu9V3xdsqYExvrclpaImleDT8vX02uYqXkSiQQqVc0Ve6nhnLohx+J9kSh8aH15dYm9nlSCike2O3rTv32VxB4Axng7YssfJkjNK6ly7m5WIXzNNPsdf3vmbpXE3thAilKlGoBm5D1q7Uit/Zrn+bfHczam+OT4TdzJLML+8GStNf/DPO0xy88NQzrbQSKRiFvInV0xFIBmD2a9P6f4V9LsMy/FpF4uNSb2mr7poW97G+x5aAupvw1y/7OvHG0nopbFztwI8/w7NHc3iJ45papS8e+qtSroSbk0hYh0R62Tew7w654tf9wUE/vebla4nJSrdX6Ypz02TvKGbRsj3EwvQHs7M8RnFEJRqtTaJ/lhRvp6WD+xG+btjkCZSq117k5mEXzdrBGdko8/YjXV4deM7YISZQVe8XWBk4Ux1v4cgz0X72F6H1etxB7QJNFjvNtCXlCG94/GaiX2/TvY4J/Te1ap6Fx5HYBqR58cLYyxfJTnk35U1WJST0RE1Lq8N+g9/HzjZ7w3+D0m9kSkc2o9LT8kJKTBburvr5vFSXRtWr73+3+goEyFJcM9sGR4J4TeyUZWYRkcZMZIzinGGG/HxxZSehy5ohT5JUqM+OcZreNTe7vgYEQK1ALgam2CM8uHVkmSy1QVMNST1pg8K0qVmPT1BdyWFwIA3hzcHu+O7VKvfhIRERHVhUqtgp5Ejw/5ieiZ0eDT8nU1IW+tFKVKcbu31we1BwBxHToAPO9u/VTvby8zhr2s6hq0ykJ5L3jaY+nwTtX+x2ik//gn4TJjAxxZOADhiTno196G1ZqJiIioyehLWYeCiHQTf3u1UPfzNGvGLE0NGrVY0r7X/XDyegas2xgiPCEHpUo1Zvdze+xe9bXRxkgfQ//ctomIiIiIiIger85Zn0qlQnGxZv/z2k5NVygUAAAzM7MGK8xHNXv9x8sIitOseXd6TBG5htCvg82DGQFDGvVWREREREREVANpXS+YPn06rKys8Nprr9X6mrlz59b5Gqq/G+kK8e9qFkIkIiIiIiJq8eqU3MfGxiIwMBAymQzff/99ra/buXMnZDIZ9u3bh/j4+CdfQE/lo0nd8WJ3zbT4CT2dmrk3RERERERE1NjqlNzv2bMHALBgwQJYWlrW+jorKyssXrwYarUau3fvrlMHqe76d7TFVzN64fyqFzBvMPcxJiIiIiIiaunqlNyfPXsWEokEr7zySp1vNGnSJADA6dOn63wt1Y+zpQmkUm7jQkRERERE1NLVKbm/desWpFIpfHx86nyj7t27QyqV4saNG3W+loiIiIiIiIhqVqfkPi8vD5aWltXuXf7EG0mlsLS0RH5+fp2vJSIiIiIiIqKa1Sm5NzU1RUFBQb1vVlhYCBOTxt2ajYiIiIiIiKi1qVNyb29vD6VSiTt37tT5Rnfu3EF5eTns7e3rfC0RERERERER1axOyb2fnx8AIDAwsM43OnToEACgb9++db6WiIiIiIiIiGpWp+R+3LhxEAQBW7Zswf3792t9XVpaGj755BNIJBKMGzeuzp0kIiIiIiIioppJBEEQattYrVajS5cuuH37Nry8vHD48GF06PD4fdRv376NSZMmISYmBh4eHrhx40a9CvI9C/Lz82FpaYnk5GTIZLLm7g4RERERERG1cAqFAq6ursjLy4OFhUWN7eqU3ANAWFgYhg4divLychgbG2PWrFmYOHEifHx8YG1tDQDIyclBZGQkDh8+jL1796K4uBhGRkYIDg5Gv379nu6TNaOUlBS4uro2dzeIiIiIiIiolUlOToaLi0uN5+uc3APAL7/8goCAACgUiieOwguCgDZt2uA///kPXnrppbre6pmiVquRlpYGc3PzZ3r2QeWTHc4woCdhrFBtMVaothgrVBuME6otxgrVVkuOFUEQUFBQACcnJ0ilNa+s16/Pm48fPx6XL1/GmjVrcOjQIajV6mrbSaVSTJ48GevXr4eHh0d9bvVMkUqlj31S8qyRyWQtLrCpcTBWqLYYK1RbjBWqDcYJ1RZjhWqrpcbK46bjV6pXcg8AHTt2xIEDByCXy3Hq1CnExsYiOzsbgiDA1tYWXl5eGDp0KLe+IyIiIiIiImpk9U7uK9nb22PatGkN0RciIiIiIiIiqoc6bYVHusHIyAjvv/8+jIyMmrsr9IxjrFBtMVaothgrVBuME6otxgrVFmOlngX1iIiIiIiIiOjZwZF7IiIiIiIiIh3H5J6IiIiIiIhIxzG5JyIiIiIiItJxTO6JiIiIiIiIdByT+xbo66+/hru7O4yNjeHr64uzZ882d5eoCW3atAl9+vSBubk57O3tMXHiRNy8eVOrjSAIWLduHZycnGBiYoIhQ4YgNjZWq01ZWRkWL14MW1tbmJmZYcKECUhJSWnKj0JNaNOmTZBIJFiyZIl4jHFClVJTUzFr1izY2NjA1NQUPXv2REREhHiesUIAoFKp8N5778Hd3R0mJiZo3749PvzwQ6jVarENY6V1OnPmDMaPHw8nJydIJBIcOXJE63xDxUVubi4CAgJgYWEBCwsLBAQEIC8vr5E/HTWkx8WKUqnEypUr4e3tDTMzMzg5OWH27NlIS0vTeo/WHCtM7luYAwcOYMmSJVizZg0iIyMxaNAgjBkzBvfu3WvurlETCQkJwcKFCxEWFoagoCCoVCqMHDkSRUVFYpuPP/4YW7duxbZt2xAeHg5HR0eMGDECBQUFYpslS5bg8OHD2L9/P86dO4fCwkKMGzcOFRUVzfGxqBGFh4fj22+/Rffu3bWOM04I0HwBGjBgAAwMDPC///0PcXFx+PTTT2FpaSm2YawQAHz00UfYvn07tm3bhuvXr+Pjjz/Gli1b8OWXX4ptGCutU1FREXr06IFt27ZVe76h4mLGjBmIiorCsWPHcOzYMURFRSEgIKDRPx81nMfFSnFxMa5cuYK1a9fiypUrCAwMxK1btzBhwgStdq06VgRqUZ5//nlh3rx5Wsc8PT2FVatWNVOPqLnJ5XIBgBASEiIIgiCo1WrB0dFR2Lx5s9imtLRUsLCwELZv3y4IgiDk5eUJBgYGwv79+8U2qampglQqFY4dO9a0H4AaVUFBgeDh4SEEBQUJ/v7+wttvvy0IAuOEHli5cqUwcODAGs8zVqjSiy++KMydO1fr2KRJk4RZs2YJgsBYIQ0AwuHDh8XXDRUXcXFxAgAhLCxMbBMaGioAEG7cuNHIn4oaw6OxUp1Lly4JAISkpCRBEBgrHLlvQcrLyxEREYGRI0dqHR85ciQuXLjQTL2i5pafnw8AsLa2BgAkJCQgPT1dK06MjIzg7+8vxklERASUSqVWGycnJ3Tr1o2x1MIsXLgQL774IoYPH651nHFClY4ePYrevXtjypQpsLe3h4+PD3bu3CmeZ6xQpYEDB+LkyZO4desWAODq1as4d+4cxo4dC4CxQtVrqLgIDQ2FhYUF+vbtK7bx8/ODhYUFY6cFy8/Ph0QiEWeTtfZY0W/uDlDDycrKQkVFBRwcHLSOOzg4ID09vZl6Rc1JEAQsW7YMAwcORLdu3QBAjIXq4iQpKUlsY2hoCCsrqyptGEstx/79+3HlyhWEh4dXOcc4oUp3797FN998g2XLlmH16tW4dOkS3nrrLRgZGWH27NmMFRKtXLkS+fn58PT0hJ6eHioqKrBhwwa8+uqrAPh7harXUHGRnp4Oe3v7Ku9vb2/P2GmhSktLsWrVKsyYMQMymQwAY4XJfQskkUi0XguCUOUYtQ6LFi3CtWvXcO7cuSrn6hMnjKWWIzk5GW+//TaOHz8OY2PjGtsxTkitVqN3797YuHEjAMDHxwexsbH45ptvMHv2bLEdY4UOHDiA3bt3Y+/evfDy8kJUVBSWLFkCJycnzJkzR2zHWKHqNERcVNeesdMyKZVKTJ8+HWq1Gl9//fUT27eWWOG0/BbE1tYWenp6VZ44yeXyKk9DqeVbvHgxjh49ilOnTsHFxUU87ujoCACPjRNHR0eUl5cjNze3xjak2yIiIiCXy+Hr6wt9fX3o6+sjJCQEX3zxBfT19cV/Z8YJtW3bFl27dtU61qVLF7FQK3+nUKXly5dj1apVmD59Ory9vREQEIClS5di06ZNABgrVL2GigtHR0dkZGRUef/MzEzGTgujVCoxdepUJCQkICgoSBy1BxgrTO5bEENDQ/j6+iIoKEjreFBQEPr3799MvaKmJggCFi1ahMDAQAQHB8Pd3V3rvLu7OxwdHbXipLy8HCEhIWKc+Pr6wsDAQKvN/fv3ERMTw1hqIYYNG4bo6GhERUWJf3r37o2ZM2ciKioK7du3Z5wQAGDAgAFVttO8desW3NzcAPB3Cj1QXFwMqVT7q6Wenp64FR5jharTUHHRr18/5Ofn49KlS2KbixcvIj8/n7HTglQm9vHx8Thx4gRsbGy0zrf6WGn6Gn7UmPbv3y8YGBgI3333nRAXFycsWbJEMDMzExITE5u7a9RE5s+fL1hYWAinT58W7t+/L/4pLi4W22zevFmwsLAQAgMDhejoaOHVV18V2rZtKygUCrHNvHnzBBcXF+HEiRPClStXhBdeeEHo0aOHoFKpmuNjURN4uFq+IDBOSOPSpUuCvr6+sGHDBiE+Pl7Ys2ePYGpqKuzevVtsw1ghQRCEOXPmCM7OzsKvv/4qJCQkCIGBgYKtra2wYsUKsQ1jpXUqKCgQIiMjhcjISAGAsHXrViEyMlKscN5QcTF69Gihe/fuQmhoqBAaGip4e3sL48aNa/LPS/X3uFhRKpXChAkTBBcXFyEqKkrre25ZWZn4Hq05Vpjct0BfffWV4ObmJhgaGgq9evUSt0Cj1gFAtX927doltlGr1cL7778vODo6CkZGRsLgwYOF6OhorfcpKSkRFi1aJFhbWwsmJibCuHHjhHv37jXxp6Gm9GhyzzihSr/88ovQrVs3wcjISPD09BS+/fZbrfOMFRIEQVAoFMLbb78ttGvXTjA2Nhbat28vrFmzRutLN2OldTp16lS1303mzJkjCELDxUV2drYwc+ZMwdzcXDA3Nxdmzpwp5ObmNtGnpIbwuFhJSEio8XvuqVOnxPdozbEiEQRBaLp5AkRERERERETU0LjmnoiIiIiIiEjHMbknIiIiIiIi0nFM7omIiIiIiIh0HJN7IiIiIiIiIh3H5J6IiIiIiIhIxzG5JyIiIiIiItJxTO6JiIiIiIiIdByTeyIiIiIiIiIdx+SeiIiIiIiISMcxuSciImql1q1bB4lEovVHKpVCJpPBxcUF/fv3x8KFC3Hw4EGUl5c3Sh/y8vKwbt06rFu3Dnl5eY1yDyIiotZAIgiC0NydICIioqa3bt06fPDBBwAABwcH8XhJSQkKCgrw8FcEGxsb/OMf/8C8efMgkUgarA+JiYlwd3cHACQkJOC5555rsPcmIiJqTThyT0REREhPTxf/5OfnQ6lU4tq1a/j000/h7u6O7OxsLFiwALNmzQLHBYiIiJ49TO6JiIioCj09PXh7e2PZsmWIiYnB9OnTAQB79+7F5s2bm7l3RERE9Cgm90RERPRYpqam+OGHH+Dj4wMA2Lx5M3JycsTzarUa58+fx6pVq+Dn5wcXFxcYGhrCxsYG/v7+2L59O5RKZZX3HTJkiDglHwDc3d211v8PGTKkyjUVFRX497//jVGjRsHBwQGGhoaws7PDqFGjsH//fs4qICKiVku/uTtAREREzz5DQ0OsXr0aU6ZMgUKhwJEjRzB37lwAwL179zBw4ECxrb6+PkxNTZGTk4MzZ87gzJkz2Lt3L/744w+YmJiI7aytrWFra4usrCwAgK2tLfT09LTOPywjIwMvvfQSLl68KB6zsLBAVlYWjh8/juPHj2Pfvn346aefYGho2Cg/ByIiomcVR+6JiIioVkaPHi0m3yEhIeJxfX19vPTSSzhw4ABSU1NRVlaG/Px8FBQUYNeuXXBycsLZs2exZs0arfcLDAxEeHi4+Do8PFxr7X9gYKB4rry8HOPHj8fFixfRq1cv/PbbbygqKkJeXh4KCwvxww8/wN7eHkePHsXKlSsb+SdBRET07GG1fCIiolbq4Wr5tf060KlTJ8THx2PAgAE4d+5cra65fPky+vTpAzMzM2RlZcHY2Fg8V9tq+V999RUWLVoELy8vhIaGwtzcvEqbiIgI9OnTBwYGBkhOToa9vX2t+kdERNQScOSeiIiIaq1yqvzDa+6fpHfv3rC3t0dRURGioqLqdd9//etfAIAFCxZUm9gDgK+vL7y8vFBeXo5Tp07V6z5ERES6imvuiYiIqNZqGuEvLy/H999/j8DAQMTExCAnJwdlZWVV2qWkpNT5ngUFBbh27RoAYO3atfjwww9rbFv50CEpKanO9yEiItJlTO6JiIio1nJzcwEANjY24jG5XI7hw4cjOjpaPGZsbKxVIC8zMxNqtRpFRUV1vmd6ejrUajWA2s8YKC4urvN9iIiIdBmTeyIiIqqVwsJC3L17FwDQoUMH8fjSpUsRHR0NGxsbbNmyBWPGjIGjo6PWta6urkhJSanXVnUVFRXi38PCwtC3b996fgIiIqKWi2vuiYiIqFaOHTsmJtqVe9ArlUqxqv22bdvwl7/8pUpiX1FRIW53Vx8ODg7i3x+eHUBEREQPMLknIiKiJyovL8fGjRsBaPaWnzhxIgDNdPvS0lIAgI+PT7XXnjt3TmzzKKn0wVeRmkb1rays0LVrVwDA/v3769V/IiKilo7JPRERET1WSUkJXnvtNURGRgIA3n33XVhaWgIAZDIZJBIJAODq1atVrlWpVFX2t3+YTCYT/56Xl1djuzfeeAMAcPLkyScm+HWp5E9ERNRSMLknIiKiKtRqNWJiYrB161Z4eXlh3759AICAgACsWLFCbNemTRsMGDAAALBs2TIEBweLxe9iYmIwduxYXL58GWZmZtXex9LSEs7OzgCAXbt2QaVSVdtu3rx54lr7gIAAvPfee0hOThbPFxcX4/Tp01i0aJFWPQAiIqLWQiLUp7INERER6bx169bhgw8+AKC9rr2srAwKhUJM0gHA1tYW69evx5tvvlnlfSIiIuDv7y9WwjcyMoKhoSEKCgqgr6+P77//HmvXrkVSUhJ27dqF1157Tev69evXY+3ateK19vb2kEql8PPz0xqlz8rKwrRp0xAcHCwek8lkkEqlyM/PF6f16+vrQ6lUPuVPh4iISLdw5J6IiIiQkZGBjIwMyOVyqFQqODo6ws/PD/Pnz8fBgweRmppabWIPAL6+vrh06RKmTp0KW1tbqNVqmJubY+rUqbhw4QICAgIee+/Vq1fj888/R+/evWFgYICUlBQkJSUhPT1dq52trS1OnDiBn3/+GZMnT4arqyvKyspQUlICZ2dnjBkzBtu2bUNiYmJD/ViIiIh0BkfuiYiIiIiIiHQcR+6JiIiIiIiIdByTeyIiIiIiIiIdx+SeiIiIiIiISMcxuSciIiIiIiLScUzuiYiIiIiIiHQck3siIiIiIiIiHcfknoiIiIiIiEjHMbknIiIiIiIi0nFM7omIiIiIiIh0HJN7IiIiIiIiIh3H5J6IiIiIiIhIxzG5JyIiIiIiItJxTO6JiIiIiIiIdNz/A2QcwCWnjsBMAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the data\n", + "train = data[:training_data_len]\n", + "valid = data[training_data_len: training_data_len+validation_data_len]\n", + "test = data[training_data_len+validation_data_len:]\n", + "valid['Predictions'] = predictions_val\n", + "test['Predictions'] = predictions_test\n", + "\n", + "# Visualize the data\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,1)\n", + "plt.title('Close Price ML Predicton of Taiwan Top 50')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(TWD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid['Close' ])\n", + "plt.plot(test['Close'])\n", + "plt.plot(valid['Predictions'],color=\"g\")\n", + "plt.plot(test['Predictions'],color=\"c\")\n", + "plt.legend(['Train', 'Val', 'Test', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"0050_1.png\")\n", + "\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,2)\n", + "plt.title('Close Price ML Predicton of Taiwan Top 50')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(TWD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid[['Predictions']],color=\"g\")\n", + "plt.plot(test[['Predictions']],color=\"c\")\n", + "plt.legend([ 'Train', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"0050_2.png\")\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## SPY" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:26:50.739121Z", + "iopub.status.busy": "2021-09-14T02:26:50.738423Z", + "iopub.status.idle": "2021-09-14T02:26:50.966215Z", + "shell.execute_reply": "2021-09-14T02:26:50.965341Z", + "shell.execute_reply.started": "2021-09-14T02:26:50.739071Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Date Open High Low Close Adj Close Volume\n", + "0 2016/9/12 212.39 216.81 212.31 216.34 197.17 168110900.0\n", + "1 2016/9/13 214.84 215.15 212.50 213.23 194.34 182828800.0\n", + "2 2016/9/14 213.29 214.70 212.50 213.15 194.26 134185500.0\n", + "3 2016/9/15 212.96 215.73 212.75 215.28 196.20 134427900.0\n", + "4 2016/9/16 213.48 213.69 212.57 213.37 195.45 155236400.0\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The number of trainning dataset: 881\n", + "The number of validation dataset: 251\n", + "The number of testing dataset: 127\n", + "The shape of input data: (821, 60, 1)\n", + "The shape of validation data: (251, 60, 1)\n", + "The shape of testing data: (127, 60, 1)\n" + ] + } + ], + "source": [ + "(data,x_train,y_train,y_test,y_val,x_train_norm, y_train_norm,x_test_norm,y_test_norm,\n", + "x_val_norm, y_val_norm,output_sc,training_data_len, validation_data_len ) = data_preprocessing(\"SPY\",60)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:26:53.009534Z", + "iopub.status.busy": "2021-09-14T02:26:53.008799Z", + "iopub.status.idle": "2021-09-14T02:28:10.492616Z", + "shell.execute_reply": "2021-09-14T02:28:10.491808Z", + "shell.execute_reply.started": "2021-09-14T02:26:53.009491Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"sequential_1\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " lstm_2 (LSTM) (None, 60, 128) 66560 \n", + " \n", + " lstm_3 (LSTM) (None, 64) 49408 \n", + " \n", + " dense_2 (Dense) (None, 150) 9750 \n", + " \n", + " dropout (Dropout) (None, 150) 0 \n", + " \n", + " dense_3 (Dense) (None, 1) 151 \n", + " \n", + "=================================================================\n", + "Total params: 125869 (491.68 KB)\n", + "Trainable params: 125869 (491.68 KB)\n", + "Non-trainable params: 0 (0.00 Byte)\n", + "_________________________________________________________________\n", + "\n", + "\n", + "Epoch 1/20\n", + "52/52 [==============================] - 2s 27ms/step - loss: 0.0212 - val_loss: 0.0081\n", + "Epoch 2/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0038 - val_loss: 0.0105\n", + "Epoch 3/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0032 - val_loss: 0.0089\n", + "Epoch 4/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0024 - val_loss: 0.0051\n", + "Epoch 5/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0028 - val_loss: 0.0128\n", + "Epoch 6/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0030 - val_loss: 0.0045\n", + "Epoch 7/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0022 - val_loss: 0.0088\n", + "Epoch 8/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0022 - val_loss: 0.0039\n", + "Epoch 9/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0022 - val_loss: 0.0041\n", + "Epoch 10/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0021 - val_loss: 0.0068\n", + "Epoch 11/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0017 - val_loss: 0.0046\n", + "Epoch 12/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0017 - val_loss: 0.0043\n", + "Epoch 13/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0018 - val_loss: 0.0039\n", + "Epoch 14/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0018 - val_loss: 0.0082\n", + "Epoch 15/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0016 - val_loss: 0.0039\n", + "Epoch 16/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0017 - val_loss: 0.0039\n", + "Epoch 17/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0015 - val_loss: 0.0031\n", + "Epoch 18/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0014 - val_loss: 0.0031\n", + "Epoch 19/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0015 - val_loss: 0.0028\n", + "Epoch 20/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0016 - val_loss: 0.0050\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Dense, LSTM, Activation,Dropout\n", + "\n", + "# Build the LSTM model\n", + "model = Sequential()\n", + "model.add(LSTM(128, return_sequences=True, input_shape= (x_train.shape[1], 1), activation = 'relu'))\n", + "model.add(LSTM(64, return_sequences=False))\n", + "model.add(Dense(150))\n", + "model.add(Dropout(0.2))\n", + "model.add(Dense(1))\n", + "model.summary()\n", + "print(\"\\n\")\n", + "\n", + "# Compile the model\n", + "model.compile(optimizer='adam', loss='mean_squared_error')\n", + "\n", + "# Train the model\n", + "model.fit(x_train_norm, y_train_norm, batch_size = 16, epochs = 20, validation_data = (x_val_norm, y_val_norm))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:28:10.496180Z", + "iopub.status.busy": "2021-09-14T02:28:10.495342Z", + "iopub.status.idle": "2021-09-14T02:28:12.271821Z", + "shell.execute_reply": "2021-09-14T02:28:12.270786Z", + "shell.execute_reply.started": "2021-09-14T02:28:10.496133Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "26/26 [==============================] - 0s 11ms/step\n", + "root mean squred error of trainning data: 3.9181298850101403\n", + "8/8 [==============================] - 0s 12ms/step\n", + "root mean squred error of validation data: 8.273559974886586\n", + "4/4 [==============================] - 0s 11ms/step\n", + "root mean squred error of testing data: 10.246948333443115\n" + ] + } + ], + "source": [ + "predictions_val,predictions_test = error_of_predicton()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:28:12.275588Z", + "iopub.status.busy": "2021-09-14T02:28:12.275347Z", + "iopub.status.idle": "2021-09-14T02:28:12.931832Z", + "shell.execute_reply": "2021-09-14T02:28:12.930967Z", + "shell.execute_reply.started": "2021-09-14T02:28:12.275559Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/4274734168.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " valid['Predictions'] = predictions_val\n", + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/4274734168.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " test['Predictions'] = predictions_test\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the data\n", + "train = data[:training_data_len]\n", + "valid = data[training_data_len: training_data_len+validation_data_len]\n", + "test = data[training_data_len+validation_data_len:]\n", + "valid['Predictions'] = predictions_val\n", + "test['Predictions'] = predictions_test\n", + "\n", + "# Visualize the data\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,1)\n", + "plt.title('Close Price ML Predicton of SPY')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(USD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid['Close' ])\n", + "plt.plot(test['Close'])\n", + "plt.plot(valid['Predictions'],color=\"g\")\n", + "plt.plot(test['Predictions'],color=\"c\")\n", + "plt.legend(['Train', 'Val', 'Test', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"SPY_1.png\")\n", + "\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,2)\n", + "plt.title('Close Price ML Predicton of SPY')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(USD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid[['Predictions']],color=\"g\")\n", + "plt.plot(test[['Predictions']],color=\"c\")\n", + "plt.legend([ 'Train', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"SPY_2.png\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## TSMC" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:11:25.218035Z", + "iopub.status.busy": "2021-09-14T02:11:25.217611Z", + "iopub.status.idle": "2021-09-14T02:11:25.448239Z", + "shell.execute_reply": "2021-09-14T02:11:25.447586Z", + "shell.execute_reply.started": "2021-09-14T02:11:25.218004Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Date Open High Low Close Change Change% Volume('000 shares)\n", + "0 2016/9/13 176.5 176.5 173.5 175.0 0.00 0.00 36801.58\n", + "1 2016/9/14 174.0 176.0 173.5 173.5 (1.50) (0.86) 52864.22\n", + "2 2016/9/19 179.5 183.0 178.5 182.5 9.00 5.19 57003.07\n", + "3 2016/9/20 182.0 183.5 181.5 183.0 0.50 0.27 23647.42\n", + "4 2016/9/21 181.0 184.0 180.5 184.0 1.00 0.55 24984.79\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The number of trainning dataset: 855\n", + "The number of validation dataset: 244\n", + "The number of testing dataset: 123\n", + "The shape of input data: (795, 60, 1)\n", + "The shape of validation data: (244, 60, 1)\n", + "The shape of testing data: (123, 60, 1)\n" + ] + } + ], + "source": [ + "(data,x_train,y_train,y_test,y_val,x_train_norm, y_train_norm,x_test_norm,y_test_norm,\n", + "x_val_norm, y_val_norm,output_sc,training_data_len, validation_data_len ) = data_preprocessing(\"TSMC\",60)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:11:28.021713Z", + "iopub.status.busy": "2021-09-14T02:11:28.021440Z", + "iopub.status.idle": "2021-09-14T02:12:40.769415Z", + "shell.execute_reply": "2021-09-14T02:12:40.768827Z", + "shell.execute_reply.started": "2021-09-14T02:11:28.021686Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"sequential_2\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " lstm_4 (LSTM) (None, 60, 128) 66560 \n", + " \n", + " lstm_5 (LSTM) (None, 64) 49408 \n", + " \n", + " dense_4 (Dense) (None, 100) 6500 \n", + " \n", + " dense_5 (Dense) (None, 1) 101 \n", + " \n", + "=================================================================\n", + "Total params: 122569 (478.79 KB)\n", + "Trainable params: 122569 (478.79 KB)\n", + "Non-trainable params: 0 (0.00 Byte)\n", + "_________________________________________________________________\n", + "\n", + "\n", + "Epoch 1/20\n", + "50/50 [==============================] - 2s 29ms/step - loss: 0.0091 - val_loss: 0.0160\n", + "Epoch 2/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0022 - val_loss: 0.0237\n", + "Epoch 3/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0019 - val_loss: 0.0102\n", + "Epoch 4/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0025 - val_loss: 0.0130\n", + "Epoch 5/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0015 - val_loss: 0.0133\n", + "Epoch 6/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0219\n", + "Epoch 7/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0017 - val_loss: 0.0172\n", + "Epoch 8/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0016 - val_loss: 0.0190\n", + "Epoch 9/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0013 - val_loss: 0.0147\n", + "Epoch 10/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0124\n", + "Epoch 11/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0011 - val_loss: 0.0084\n", + "Epoch 12/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0011 - val_loss: 0.0097\n", + "Epoch 13/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0012 - val_loss: 0.0055\n", + "Epoch 14/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0011 - val_loss: 0.0048\n", + "Epoch 15/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 9.9192e-04 - val_loss: 0.0108\n", + "Epoch 16/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 9.2517e-04 - val_loss: 0.0050\n", + "Epoch 17/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 8.4545e-04 - val_loss: 0.0124\n", + "Epoch 18/20\n", + "50/50 [==============================] - 1s 29ms/step - loss: 8.5571e-04 - val_loss: 0.0176\n", + "Epoch 19/20\n", + "50/50 [==============================] - 1s 29ms/step - loss: 8.2457e-04 - val_loss: 0.0067\n", + "Epoch 20/20\n", + "50/50 [==============================] - 1s 27ms/step - loss: 8.2049e-04 - val_loss: 0.0033\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Dense, LSTM, Activation\n", + "\n", + "# Build the LSTM model\n", + "model = Sequential()\n", + "model.add(LSTM(128, return_sequences=True, input_shape= (x_train.shape[1], 1), activation = 'relu'))\n", + "model.add(LSTM(64, return_sequences=False))\n", + "model.add(Dense(100))\n", + "model.add(Dense(1))\n", + "model.summary()\n", + "print(\"\\n\")\n", + "\n", + "# Compile the model\n", + "model.compile(optimizer='adam', loss='mean_squared_error')\n", + "\n", + "# Train the model\n", + "model.fit(x_train_norm, y_train_norm, batch_size = 16, epochs = 20, validation_data = (x_val_norm, y_val_norm))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:12:40.771335Z", + "iopub.status.busy": "2021-09-14T02:12:40.770713Z", + "iopub.status.idle": "2021-09-14T02:12:42.331146Z", + "shell.execute_reply": "2021-09-14T02:12:42.330205Z", + "shell.execute_reply.started": "2021-09-14T02:12:40.771301Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "25/25 [==============================] - 0s 11ms/step\n", + "root mean squred error of trainning data: 4.408543139760337\n", + "8/8 [==============================] - 0s 10ms/step\n", + "root mean squred error of validation data: 9.662241980645016\n", + "4/4 [==============================] - 0s 11ms/step\n", + "root mean squred error of testing data: 9.586435359667368\n" + ] + } + ], + "source": [ + "predictions_val,predictions_test = error_of_predicton()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:12:42.332926Z", + "iopub.status.busy": "2021-09-14T02:12:42.332662Z", + "iopub.status.idle": "2021-09-14T02:12:42.981607Z", + "shell.execute_reply": "2021-09-14T02:12:42.980586Z", + "shell.execute_reply.started": "2021-09-14T02:12:42.332883Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/728895721.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " valid['Predictions'] = predictions_val\n", + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/728895721.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " test['Predictions'] = predictions_test\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the data\n", + "train = data[:training_data_len]\n", + "valid = data[training_data_len: training_data_len+validation_data_len]\n", + "test = data[training_data_len+validation_data_len:]\n", + "valid['Predictions'] = predictions_val\n", + "test['Predictions'] = predictions_test\n", + "\n", + "# Visualize the data\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,1)\n", + "plt.title('Close Price ML Predicton of TSMC')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(TWD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid['Close' ])\n", + "plt.plot(test['Close'])\n", + "plt.plot(valid['Predictions'],color=\"g\")\n", + "plt.plot(test['Predictions'],color=\"c\")\n", + "plt.legend(['Train', 'Val', 'Test', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"TSMC_1.png\")\n", + "\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,2)\n", + "plt.title('Close Price ML Predicton of TSMC')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(TWD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid[['Predictions']],color=\"g\")\n", + "plt.plot(test[['Predictions']],color=\"c\")\n", + "plt.legend([ 'Train', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"TSMC_2.png\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Intel" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:16:03.151149Z", + "iopub.status.busy": "2021-09-14T02:16:03.150923Z", + "iopub.status.idle": "2021-09-14T02:16:03.388323Z", + "shell.execute_reply": "2021-09-14T02:16:03.387747Z", + "shell.execute_reply.started": "2021-09-14T02:16:03.151123Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Date Open High Low Close Adj Close Volume\n", + "0 2016/9/12 35.19 36.12 35.06 36.08 31.74 22796600.0\n", + "1 2016/9/13 35.75 35.88 35.32 35.61 31.33 23591300.0\n", + "2 2016/9/14 35.51 35.82 35.40 35.62 31.33 14074500.0\n", + "3 2016/9/15 35.74 36.65 35.54 36.56 32.16 23736000.0\n", + "4 2016/9/16 37.72 38.05 37.25 37.67 33.14 74577900.0\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The number of trainning dataset: 881\n", + "The number of validation dataset: 251\n", + "The number of testing dataset: 127\n", + "The shape of input data: (821, 60, 1)\n", + "The shape of validation data: (251, 60, 1)\n", + "The shape of testing data: (127, 60, 1)\n" + ] + } + ], + "source": [ + "(data,x_train,y_train,y_test,y_val,x_train_norm, y_train_norm,x_test_norm,y_test_norm,\n", + "x_val_norm, y_val_norm,output_sc,training_data_len, validation_data_len ) = data_preprocessing(\"INTC\",60)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:16:03.389844Z", + "iopub.status.busy": "2021-09-14T02:16:03.389203Z", + "iopub.status.idle": "2021-09-14T02:17:19.700396Z", + "shell.execute_reply": "2021-09-14T02:17:19.699733Z", + "shell.execute_reply.started": "2021-09-14T02:16:03.389813Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"sequential_3\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " lstm_6 (LSTM) (None, 60, 128) 66560 \n", + " \n", + " lstm_7 (LSTM) (None, 64) 49408 \n", + " \n", + " dense_6 (Dense) (None, 100) 6500 \n", + " \n", + " dense_7 (Dense) (None, 1) 101 \n", + " \n", + "=================================================================\n", + "Total params: 122569 (478.79 KB)\n", + "Trainable params: 122569 (478.79 KB)\n", + "Non-trainable params: 0 (0.00 Byte)\n", + "_________________________________________________________________\n", + "\n", + "\n", + "Epoch 1/20\n", + "52/52 [==============================] - 2s 30ms/step - loss: 0.0168 - val_loss: 0.0076\n", + "Epoch 2/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0034 - val_loss: 0.0070\n", + "Epoch 3/20\n", + "52/52 [==============================] - 1s 28ms/step - loss: 0.0026 - val_loss: 0.0068\n", + "Epoch 4/20\n", + "52/52 [==============================] - 1s 28ms/step - loss: 0.0023 - val_loss: 0.0050\n", + "Epoch 5/20\n", + "52/52 [==============================] - 1s 28ms/step - loss: 0.0020 - val_loss: 0.0053\n", + "Epoch 6/20\n", + "52/52 [==============================] - 1s 27ms/step - loss: 0.0018 - val_loss: 0.0045\n", + "Epoch 7/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0026 - val_loss: 0.0042\n", + "Epoch 8/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0018 - val_loss: 0.0040\n", + "Epoch 9/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0016 - val_loss: 0.0051\n", + "Epoch 10/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0038\n", + "Epoch 11/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0034\n", + "Epoch 12/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0013 - val_loss: 0.0034\n", + "Epoch 13/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0013 - val_loss: 0.0032\n", + "Epoch 14/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0030\n", + "Epoch 15/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0029\n", + "Epoch 16/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0012 - val_loss: 0.0032\n", + "Epoch 17/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0013 - val_loss: 0.0028\n", + "Epoch 18/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0011 - val_loss: 0.0035\n", + "Epoch 19/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0026\n", + "Epoch 20/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 9.4120e-04 - val_loss: 0.0026\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Dense, LSTM, Activation\n", + "\n", + "# Build the LSTM model\n", + "model = Sequential()\n", + "model.add(LSTM(128, return_sequences=True, input_shape= (x_train.shape[1], 1), activation = 'relu'))\n", + "model.add(LSTM(64, return_sequences=False))\n", + "model.add(Dense(100))\n", + "model.add(Dense(1))\n", + "model.summary()\n", + "print(\"\\n\")\n", + "\n", + "# Compile the model\n", + "model.compile(optimizer='adam', loss='mean_squared_error')\n", + "\n", + "# Train the model\n", + "model.fit(x_train_norm, y_train_norm, batch_size = 16, epochs = 20, validation_data = (x_val_norm, y_val_norm))" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:17:19.702439Z", + "iopub.status.busy": "2021-09-14T02:17:19.701541Z", + "iopub.status.idle": "2021-09-14T02:17:21.269500Z", + "shell.execute_reply": "2021-09-14T02:17:21.268886Z", + "shell.execute_reply.started": "2021-09-14T02:17:19.702398Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "26/26 [==============================] - 0s 10ms/step\n", + "root mean squred error of trainning data: 1.1007668573808385\n", + "8/8 [==============================] - 0s 10ms/step\n", + "root mean squred error of validation data: 1.7766981654773963\n", + "4/4 [==============================] - 0s 25ms/step\n", + "root mean squred error of testing data: 1.0579280117162495\n" + ] + } + ], + "source": [ + "predictions_val,predictions_test = error_of_predicton()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:17:21.271068Z", + "iopub.status.busy": "2021-09-14T02:17:21.270749Z", + "iopub.status.idle": "2021-09-14T02:17:21.909344Z", + "shell.execute_reply": "2021-09-14T02:17:21.908451Z", + "shell.execute_reply.started": "2021-09-14T02:17:21.271038Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/2010678246.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " valid['Predictions'] = predictions_val\n", + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/2010678246.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " test['Predictions'] = predictions_test\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the data\n", + "train = data[:training_data_len]\n", + "valid = data[training_data_len: training_data_len+validation_data_len]\n", + "test = data[training_data_len+validation_data_len:]\n", + "valid['Predictions'] = predictions_val\n", + "test['Predictions'] = predictions_test\n", + "\n", + "# Visualize the data\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,1)\n", + "plt.title('Close Price ML Predicton of INTC')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(USD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid['Close' ])\n", + "plt.plot(test['Close'])\n", + "plt.plot(valid['Predictions'],color=\"g\")\n", + "plt.plot(test['Predictions'],color=\"c\")\n", + "plt.legend(['Train', 'Val', 'Test', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"Intel_1.png\")\n", + "\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,2)\n", + "plt.title('Close Price ML Predicton of INTC')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(USD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid[['Predictions']],color=\"g\")\n", + "plt.plot(test[['Predictions']],color=\"c\")\n", + "plt.legend([ 'Train', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"Intel_2.png\")\n", + "plt.show()" + ] + } + ], + "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": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/USA stocks/0050.csv b/USA stocks/0050.csv new file mode 100644 index 00000000..24f92562 --- /dev/null +++ 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,35.88 ,35.32 ,35.61 ,31.33 ,23591300.00 +2016/9/14,35.51 ,35.82 ,35.40 ,35.62 ,31.33 ,14074500.00 +2016/9/15,35.74 ,36.65 ,35.54 ,36.56 ,32.16 ,23736000.00 +2016/9/16,37.72 ,38.05 ,37.25 ,37.67 ,33.14 ,74577900.00 +2016/9/19,37.69 ,38.02 ,37.09 ,37.16 ,32.69 ,30531700.00 +2016/9/20,37.42 ,37.43 ,36.94 ,37.14 ,32.67 ,24796900.00 +2016/9/21,37.21 ,37.46 ,36.86 ,37.45 ,32.94 ,21233700.00 +2016/9/22,37.60 ,37.83 ,37.44 ,37.55 ,33.03 ,17013400.00 +2016/9/23,37.45 ,37.65 ,37.12 ,37.19 ,32.72 ,18062500.00 +2016/9/26,36.92 ,36.94 ,36.60 ,36.65 ,32.24 ,25518800.00 +2016/9/27,36.90 ,37.22 ,36.63 ,37.18 ,32.71 ,22391600.00 +2016/9/28,37.31 ,37.50 ,37.15 ,37.44 ,32.94 ,19020800.00 +2016/9/29,37.49 ,37.53 ,37.00 ,37.32 ,32.83 ,17675000.00 +2016/9/30,37.47 ,37.92 ,37.44 ,37.75 ,33.21 ,24279300.00 +2016/10/3,37.69 ,37.95 ,37.53 ,37.66 ,33.13 ,14113600.00 +2016/10/4,37.77 ,37.94 ,37.33 ,37.54 ,33.02 ,14393100.00 +2016/10/5,37.75 ,38.31 ,37.64 ,37.99 ,33.42 ,22420800.00 +2016/10/6,37.84 ,38.16 ,37.58 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zp&a@$&c+~`P$s^i9Iq5D^yn(_)7-m1Y$56;@87+f`S2w&LZ2;NIO>0_?tPI%8K`7J3h?Lh@JHg|ABhh=FAeoDqGAY>q( zNZy_#j{DCXhdX_AYP_4OhC&37nF@C}dcSzjv1684y}HSVpk9xTN&}bx%*?u% zm(-gvIf!mP)r>R^nel1gLs1a6Vw-~liPGR!f$%^)i3WsBbq_A+=c#)ty&3FC1uQV+ zv7?iaV|NTZEHJ&L#$FHUN7c%*?xCZ~dxP5FRX)iklt30_N lUyMT^A1S&1zk6YH`uyh>onnbW8%QX$ZCf~Yg|=Sb{RcpW6L$ar literal 0 HcmV?d00001 diff --git a/USA stocks/lstm-stocks-prediction.ipynb b/USA stocks/lstm-stocks-prediction.ipynb new file mode 100644 index 00000000..8a97ca05 --- /dev/null +++ b/USA stocks/lstm-stocks-prediction.ipynb @@ -0,0 +1,1361 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Data Preprocessing" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "_cell_guid": "b1076dfc-b9ad-4769-8c92-a6c4dae69d19", + "_uuid": "8f2839f25d086af736a60e9eeb907d3b93b6e0e5", + "execution": { + "iopub.execute_input": "2021-09-14T01:59:16.718463Z", + "iopub.status.busy": "2021-09-14T01:59:16.718164Z", + "iopub.status.idle": "2021-09-14T01:59:16.757442Z", + "shell.execute_reply": "2021-09-14T01:59:16.756733Z", + "shell.execute_reply.started": "2021-09-14T01:59:16.718389Z" + } + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "def data_preprocessing(data_name,pre_days):\n", + " \n", + " data = pd.read_csv(\"\"+ data_name +\".csv\")\n", + " print(data.head())\n", + "\n", + " plt.figure(figsize=(12,4))\n", + " plt.title('Close Price History')\n", + " plt.plot(data['Close'])\n", + " plt.xlabel('Date', fontsize=18)\n", + " plt.ylabel('Close Price', fontsize=18)\n", + " plt.show()\n", + " \n", + " # Create a new dataframe with only the 'Close column \n", + " data = data.filter(['Close'])\n", + " # Convert the dataframe to a numpy array\n", + " dataset = data.values\n", + " # Get the number of rows to train the model on\n", + " training_data_len = int(len(dataset)*.7)\n", + " validation_data_len = int(len(dataset)*0.2)\n", + " testing_data_len = len(dataset) - training_data_len - validation_data_len\n", + " print(\"The number of trainning dataset: \", training_data_len)\n", + " print(\"The number of validation dataset: \", validation_data_len)\n", + " print(\"The number of testing dataset: \", testing_data_len)\n", + " \n", + " # Create the training data set \n", + " # Create the scaled training data set\n", + " train_data = dataset[0:training_data_len, :]\n", + " # Split the data into x_train and y_train data sets\n", + " x_train = []\n", + " y_train = []\n", + "\n", + " for i in range(pre_days, len(train_data)):\n", + " x_train.append(train_data[i-pre_days:i, 0])\n", + " y_train.append(train_data[i, 0])\n", + "\n", + "\n", + " # Convert the x_train and y_train to numpy arrays \n", + " x_train, y_train = np.array(x_train), np.array(y_train)\n", + "\n", + " # Scale the data\n", + " from sklearn.preprocessing import MinMaxScaler\n", + "\n", + " scaler_x = MinMaxScaler(feature_range=(0,1))\n", + " input_sc = scaler_x.fit(x_train)\n", + " x_train_norm = input_sc.transform(x_train)\n", + "\n", + " y_train = np.reshape(y_train,(y_train.shape[0], 1))\n", + " scaler_y = MinMaxScaler(feature_range=(0,1))\n", + " output_sc = scaler_y.fit(y_train)\n", + " y_train_norm = output_sc.transform(y_train)\n", + "\n", + " # Reshape the data\n", + " x_train_norm = np.reshape(x_train_norm, (x_train_norm.shape[0], x_train_norm.shape[1], 1))\n", + " print(\"The shape of input data: \", x_train_norm.shape)\n", + "\n", + " # Create the validation data set \n", + " # Create the scaled validation data set\n", + " val_data = dataset[training_data_len - pre_days: training_data_len + validation_data_len, :]\n", + " # Split the data into x_val and y_val data sets\n", + " x_val = []\n", + " y_val = []\n", + "\n", + " for i in range(pre_days, len(val_data)):\n", + " x_val.append(val_data[i-pre_days:i, 0])\n", + " y_val.append(val_data[i, 0])\n", + "\n", + " # Convert the x_train and y_train to numpy arrays \n", + " x_val, y_val = np.array(x_val), np.array(y_val)\n", + "\n", + " x_val_norm = input_sc.transform(x_val)\n", + " y_val = np.reshape(y_val, (y_val.shape[0], 1))\n", + " y_val_norm = output_sc.transform(y_val)\n", + "\n", + " # Reshape the data\n", + " x_val_norm = np.reshape(x_val_norm, (x_val_norm.shape[0], x_val_norm.shape[1], 1))\n", + " print(\"The shape of validation data: \", x_val_norm.shape)\n", + "\n", + " # Create the testing data set \n", + " # Create the scaled testing data set\n", + " test_data = dataset[training_data_len + validation_data_len - pre_days:, :]\n", + " # Split the data into x_test and y_test data sets\n", + " x_test = []\n", + " y_test = []\n", + "\n", + " for i in range(pre_days, len(test_data)):\n", + " x_test.append(test_data[i-pre_days:i, 0])\n", + " y_test.append(test_data[i, 0])\n", + "\n", + " # Convert the x_train and y_train to numpy arrays \n", + " x_test, y_test = np.array(x_test), np.array(y_test)\n", + "\n", + " x_test_norm = input_sc.transform(x_test)\n", + " y_test = np.reshape(y_test, (y_test.shape[0],1))\n", + " y_test_norm = output_sc.transform(y_test)\n", + "\n", + " # Reshape the data\n", + " x_test_norm = np.reshape(x_test_norm, (x_test_norm.shape[0], x_test_norm.shape[1], 1))\n", + " print(\"The shape of testing data: \", x_test_norm.shape)\n", + " \n", + " return (data,x_train,y_train,y_test,y_val,x_train_norm, y_train_norm,x_test_norm,y_test_norm,\n", + " x_val_norm, y_val_norm,output_sc,training_data_len, validation_data_len )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Taiwan Top 50(0050)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T01:59:16.759595Z", + "iopub.status.busy": "2021-09-14T01:59:16.758806Z", + "iopub.status.idle": "2021-09-14T01:59:17.849221Z", + "shell.execute_reply": "2021-09-14T01:59:17.848669Z", + "shell.execute_reply.started": "2021-09-14T01:59:16.759561Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Date Open High Low Close Adj Close Volume\n", + "0 2016/9/12 69.35 69.35 68.70 68.85 68.85 7236436\n", + "1 2016/9/13 69.10 69.20 68.20 68.85 68.85 7123286\n", + "2 2016/9/14 68.50 69.05 68.45 68.45 68.45 5624161\n", + "3 2016/9/19 69.40 71.00 69.40 71.00 71.00 9887905\n", + "4 2016/9/20 70.90 71.00 70.60 70.90 70.90 2795180\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "

" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The number of trainning dataset: 853\n", + "The number of validation dataset: 243\n", + "The number of testing dataset: 123\n", + "The shape of input data: (793, 60, 1)\n", + "The shape of validation data: (243, 60, 1)\n", + "The shape of testing data: (123, 60, 1)\n" + ] + } + ], + "source": [ + "(data,x_train,y_train,y_test,y_val,\n", + " x_train_norm, y_train_norm,x_test_norm,\n", + " y_test_norm,x_val_norm, y_val_norm,output_sc,\n", + " training_data_len, validation_data_len ) = data_preprocessing(\"0050\",60)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:06:13.199192Z", + "iopub.status.busy": "2021-09-14T02:06:13.198882Z", + "iopub.status.idle": "2021-09-14T02:07:27.941184Z", + "shell.execute_reply": "2021-09-14T02:07:27.940086Z", + "shell.execute_reply.started": "2021-09-14T02:06:13.199163Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"sequential\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " lstm (LSTM) (None, 60, 128) 66560 \n", + " \n", + " lstm_1 (LSTM) (None, 64) 49408 \n", + " \n", + " dense (Dense) (None, 100) 6500 \n", + " \n", + " dense_1 (Dense) (None, 1) 101 \n", + " \n", + "=================================================================\n", + "Total params: 122569 (478.79 KB)\n", + "Trainable params: 122569 (478.79 KB)\n", + "Non-trainable params: 0 (0.00 Byte)\n", + "_________________________________________________________________\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:absl:At this time, the v2.11+ optimizer `tf.keras.optimizers.Adam` runs slowly on M1/M2 Macs, please use the legacy Keras optimizer instead, located at `tf.keras.optimizers.legacy.Adam`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "Epoch 1/20\n", + "50/50 [==============================] - 2s 31ms/step - loss: 0.0137 - val_loss: 0.0264\n", + "Epoch 2/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0036 - val_loss: 0.0209\n", + "Epoch 3/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0028 - val_loss: 0.0160\n", + "Epoch 4/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0027 - val_loss: 0.0141\n", + "Epoch 5/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0026 - val_loss: 0.0103\n", + "Epoch 6/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0024 - val_loss: 0.0121\n", + "Epoch 7/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0019 - val_loss: 0.0074\n", + "Epoch 8/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0017 - val_loss: 0.0202\n", + "Epoch 9/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0019 - val_loss: 0.0095\n", + "Epoch 10/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0047\n", + "Epoch 11/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0051\n", + "Epoch 12/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0012 - val_loss: 0.0047\n", + "Epoch 13/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0013 - val_loss: 0.0116\n", + "Epoch 14/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0047\n", + "Epoch 15/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0076\n", + "Epoch 16/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0012 - val_loss: 0.0050\n", + "Epoch 17/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0210\n", + "Epoch 18/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0010 - val_loss: 0.0060\n", + "Epoch 19/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 8.7491e-04 - val_loss: 0.0046\n", + "Epoch 20/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0010 - val_loss: 0.0068\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Dense, LSTM, Activation\n", + "from tensorflow.keras import optimizers\n", + "\n", + "# Build the LSTM model\n", + "model = Sequential()\n", + "model.add(LSTM(128, return_sequences=True, input_shape= (x_train.shape[1], 1), activation = 'relu'))\n", + "model.add(LSTM(64, return_sequences=False))\n", + "model.add(Dense(100))\n", + "model.add(Dense(1))\n", + "\n", + "model.summary()\n", + "print(\"\\n\")\n", + "# Compile the model\n", + "opt = optimizers.Adam(learning_rate = 1e-3\n", + " )\n", + "model.compile(optimizer = opt, loss = 'mean_squared_error')\n", + "\n", + "# Train the model\n", + "model.fit(x_train_norm, y_train_norm, batch_size = 16, epochs = 20, validation_data = (x_val_norm, y_val_norm))" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:10:29.774067Z", + "iopub.status.busy": "2021-09-14T02:10:29.773684Z", + "iopub.status.idle": "2021-09-14T02:10:29.783555Z", + "shell.execute_reply": "2021-09-14T02:10:29.782725Z", + "shell.execute_reply.started": "2021-09-14T02:10:29.774029Z" + } + }, + "outputs": [], + "source": [ + "def error_of_predicton():\n", + "\n", + " # Get the models predicted price values \n", + " predictions_train = model.predict(x_train_norm)\n", + " predictions_train = output_sc.inverse_transform(predictions_train)\n", + "\n", + " # Get the root mean squared error (RMSE)\n", + " rmse = np.sqrt(np.mean(((predictions_train - y_train) ** 2)))\n", + " print(\"root mean squred error of trainning data: \", rmse)\n", + "\n", + " predictions_val = model.predict(x_val_norm)\n", + " predictions_val = output_sc.inverse_transform(predictions_val)\n", + "\n", + " # Get the root mean squared error (RMSE)\n", + " rmse = np.sqrt(np.mean(((predictions_val - y_val) ** 2)))\n", + " print(\"root mean squred error of validation data: \", rmse)\n", + "\n", + " predictions_test = model.predict(x_test_norm)\n", + " predictions_test = output_sc.inverse_transform(predictions_test)\n", + "\n", + " # Get the root mean squared error (RMSE)\n", + " rmse = np.sqrt(np.mean(((predictions_test - y_test) ** 2)))\n", + " print(\"root mean squred error of testing data: \", rmse)\n", + " \n", + " return predictions_val,predictions_test" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:10:31.849578Z", + "iopub.status.busy": "2021-09-14T02:10:31.848870Z", + "iopub.status.idle": "2021-09-14T02:10:33.456139Z", + "shell.execute_reply": "2021-09-14T02:10:33.455096Z", + "shell.execute_reply.started": "2021-09-14T02:10:31.849535Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "25/25 [==============================] - 0s 10ms/step\n", + "root mean squred error of trainning data: 0.7866440207538226\n", + "8/8 [==============================] - 0s 10ms/step\n", + "root mean squred error of validation data: 2.3086439973717225\n", + "4/4 [==============================] - 0s 10ms/step\n", + "root mean squred error of testing data: 4.254604149877224\n" + ] + } + ], + "source": [ + "predictions_val,predictions_test = error_of_predicton()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:10:33.458032Z", + "iopub.status.busy": "2021-09-14T02:10:33.457788Z", + "iopub.status.idle": "2021-09-14T02:10:34.111752Z", + "shell.execute_reply": "2021-09-14T02:10:34.110932Z", + "shell.execute_reply.started": "2021-09-14T02:10:33.458005Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/2032775985.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " valid['Predictions'] = predictions_val\n", + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/2032775985.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " test['Predictions'] = predictions_test\n" + ] + }, + { + "data": { + "image/png": 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", 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gIH///TehoaH3lUQ5ODhw4MABFEXRS6IiIyPJzMzE0dFR3devXz/69etHWloa+/fvZ+7cuQwbNgxvb2/atGmDo6MjZmZm/PjjjwXeK/e1CqPVamnRosU92xW3N83JyYnQ0NAi2zg6OuLg4FDoqgK5e4OL45lnnuH777/n5MmTrFixokTnlkRpPitHR0d8fX354IMPCjwnJ9lycHDg4MGD+Y4XVFAvr5x5/6GhofdVE6Ikf5ul4eDgQHh4eL79YWFhQPH+bktq+fLljBw5kjlz5ujtv3Xr1j2TyWrVqlGnTh22bNmCt7c3LVq0wNbWlsDAQMaPH8+BAwfYv3+/WjgRskcnhIWFsX37drW3HrKLTT4oOQ8wSvJZF/R3FhERQa1ate4rBkVRgLv/JmrWrImZmVm+QoYAp06dolatWjLfXghR5ciwfCGEqKLefPNNFEXh2WefJT09Pd/xjIwM/vrrr0LPDwwMJDExkXXr1unt/+mnn9TjeZmYmNCpUyd1iahjx44B0Lt3b65cuYKDgwMtWrTI91NQ72h569GjBxcvXixyaHXv3r2Jjo4mKyurwLgLK25WmDZt2vDMM88wYMAABgwYUNq3UC569+7N6dOnqVmzZoHvOSe579y5MwkJCfmW8Vu5cuU97/H4449jYGDAN998U2S7wnrX7+dv834EBgZy9uxZjh49mu8+Go0m3zrpZUGj0eRb3WLDhg0FTncpSJcuXdi6dSubN2+ma9euANSpUwdPT0+mT59ORkaG3lSUnGQ27z3/97//leZtlIiFhQX+/v6sXbtW7/et0+lYvny5+tAit7wPx/bu3UtISAgBAQElvn9sbCzr16+nadOmasJuaGhInz59WLt2LQkJCWrba9eusW3bNgYOHFji+wghREWTnnshhKii2rRpwzfffMP48ePx8/PjxRdfpGHDhmRkZHDs2DG+/fZbGjVqlG/+bI6RI0fy9ddfM2rUKIKDg2ncuDG7d+9mzpw59OzZU00Qpk+fTmhoKIGBgVSrVo3bt2/z+eef683bnThxImvWrKFjx45MmjQJX19fdDod165d499//2Xy5Mn4+/s/sM8mJ6bVq1fTr18/pk2bRqtWrUhJSWHHjh307t2bzp07M2TIEFasWEHPnj159dVXadWqFUZGRoSGhrJt2zb69etX4iQ9Z6m34jh16hS//fZbvv0tW7YstyH97733Hps3b6Zt27a88sor1K1bl9TUVIKDg9m4cSOLFi2iWrVqjBw5kvnz5zNy5Eg++OADateuzcaNG9m0adM97+Ht7c1bb73F7NmzSUlJYejQodjY2HD27Flu3bql9iw3btyYtWvX8s033+Dn56eOSCju32ZpTZo0iZ9++olevXrx3nvv4eXlxYYNG1i4cCEvvvhisWo7lFTv3r1ZsmQJ9erVw9fXlyNHjvDJJ58Ue/RNYGAgCxcu5NatWyxYsEBv/+LFi7Gzs9NbBq9t27bY2dnxwgsvMGPGDIyMjFixYgUnTpwo67dWpLlz59K1a1c6d+7MlClTMDY2ZuHChZw+fZpVq1blG2Vy+PBhxo0bx5NPPsn169d5++238fDwYPz48UXeZ9iwYXh6etKiRQscHR25dOkSn332GTdv3lSXFcwxa9YsWrZsSe/evZk2bRqpqalMnz4dR0dHJk+eXNYfgRBClL+KrOYnhBCi9I4fP66MGjVK8fT0VIyNjRULCwulWbNmyvTp05XIyEi1Xd5q+YqiKNHR0coLL7yguLm5KYaGhoqXl5fy5ptvKqmpqWqb9evXKz169FA8PDwUY2NjxdnZWenZs6eya9cuvWslJiYq77zzjlK3bl3F2NhYsbGxURo3bqxMmjRJiYiIKPI95FSAv5eiKpbnrZavKIoSGxurvPrqq4qnp6diZGSkODs7K7169VLOnz+vtsnIyFA+/fRTpUmTJoqpqaliaWmp1KtXT3n++eeVS5cuFRlP7mr5RSmsWn5hP7krpOdVFp9VVFSU8sorryg1atRQjIyMFHt7e8XPz095++23lcTERLVdaGio8sQTTyiWlpaKlZWV8sQTTyh79+69Z7X8HD/99JPSsmVL9XNt1qyZ3nkxMTHKoEGDFFtbW0Wj0ehdozh/m4qSvyp77vef9++hICEhIcqwYcMUBwcHxcjISKlbt67yySefKFlZWfmuVxbV8mNjY5WxY8cqzs7Oirm5udK+fXtl165d+f59FlQtP+d8rVarWFhYKOnp6er+FStWKIAycODAfHHs3btXadOmjWJubq44OTkp48aNU44ePZrv+oX9bRX2+y1KQb+XXbt2KY899phiYWGhmJmZKa1bt1b++usvvTY51fL//fdfZcSIEYqtra1iZmam9OzZ857/HhUle+WOpk2bKjY2NoqBgYHi5OSkDBgwQDl48GCB7Q8fPqwEBgYq5ubmirW1tdK/f3/l8uXLJXqvQghRWWgU5c4kJCGEEEIIISrQkiVLGDNmDIcOHSpWXQkhhBB3yZx7IYQQQgghhBCiipPkXgghhBBCCCGEqOJkWL4QQgghhBBCCFHFSc+9EEIIIYQQQghRxUlyL4QQQgghhBBCVHGS3AshhBBCCCGEEFWcYUUHUJXodDrCwsKwsrJCo9FUdDhCCCGEEEIIIR5yiqKQkJCAu7s7Wm3h/fNlltyHhIQQFhZGVFQUqampODg44OTkRO3atTEzMyur21SosLAwqlevXtFhCCGEEEIIIYR4xFy/fp1q1aoVevy+k/vU1FRWr17NP//8w44dO7h582bBNzA0xM/Pj06dOjFs2DAaN258v7escFZWVkD2h2ptbV3B0QghhBBCCCGEeNjFx8dTvXp1NR8tTImXwrt69SoLFixg+fLlxMXFUdzTc4axt27dmvHjxzNs2LAqN7Q9Pj4eGxsb4uLiJLkXQgghhBBCCFHuipuHFju5j42N5b333uObb74hPT0dgNq1a9OxY0f8/f1p1qwZjo6O2NvbY2ZmRkxMDDExMQQFBXHgwAEOHDjAjh07SE1NRaPR0KhRIz7++GO6detWNu/4AZDkXgghhBBCCCHEg1Tmyb2DgwOxsbE4OjoyfPhwnn76afz8/EoUVEJCAr/99hvLli1j+/btaDQaFixYwIQJE0p0nYoiyb0QQgghhBBCiAepuHlosZfC02q1zJ07l6CgIObPn1/ixB6y56yPGTOGrVu3sn//frp168bt27dLfB0hhBBCCCGEEELcVeye+6SkJCwsLMo8gPK6bnkozhMTRVHIzMwkKyvrAUcnHnYGBgYYGhpWuVoVQgghhBBCiPtX3J77YlfLL68EvKok9sWRnp5OeHg4ycnJFR2KeEiZm5vj5uaGsbFxRYcihBBCCCGEqETKbJ37R51OpyMoKAgDAwPc3d0xNjaWHlZRZhRFIT09naioKIKCgqhduzZabbFn1QghhBBCiAfo64NfcyryFN/0+kZyAvHAlElyn56eTmhoKDExMUB28T0PD49HqncxPT0dnU5H9erVMTc3r+hwxEPIzMwMIyMjQkJCSE9Px9TUtKJDEkIIIYQQBXj575cBeLLBkwT6BFZwNOJRcd/JvU6nY+nSpSxdupQDBw6oy+PlMDExoXXr1owZM4bhw4c/Mr2Mj8r7FBVD/r6EEEIIIaqOhPSEig5BPELuK1O4du0aTZo0Ydy4cezatYu0tDQURdH7SU1NZceOHYwePZrmzZsTGhpa1rELIYQQQgghRKWSu165oVZmQYsHp8R/bdHR0bRt25bw8HAURcHR0ZHHHnuMJk2aYG9vj6IoxMbGcuLECbZu3cqtW7c4efIk7dq148SJE9ja2pbD2xBCCCGEEEKIipehy1BfG2gMKjAS8agpcXL/6quvEhYWhpGREXPmzOHll1/GxMSkwLZpaWl8+eWXvP3224SGhjJp0iQWL15c6qBF5RYQEEDTpk1ZsGBBRYcihBBCCCHEA5Wamaq+NtBKci8enBINyw8LC2P16tVoNBpWrFjB5MmTC03sIXve/ZQpU1i+fDmKorBixQoiIiJKHbQoGxqNpsif0aNH39d1165dy+zZs8s2WCGEEEIIIaoAveS+iJ773O3Eg5GclUWTQ4cYf/FiRYdSLkqU3K9evZqsrCx69OjBoEGDin3ek08+SY8ePcjKymL16tUlDlKUj/DwcPVnwYIFWFtb6+37/PPP9dpnZGQUciV99vb2WFlZlUfIQgghhBBCVGq5k/ZMXWaBbb498i1mH5jx+7nfH1RYAth++zYnk5L4JiyMdJ2uosMpcyVK7g8ePIhGo2HcuHElvtG4ceNQFIUDBw6U+NyqSFEUktMzK+QndxGPori6uqo/NjY2aDQadTs1NRVbW1t++eUXAgICMDU1Zfny5URHRzN06FCqVauGubk5jRs3ZtWqVXrXDQgIYOLEieq2t7c3c+bM4ZlnnsHKygpPT0++/fbbsvy4hRBCCCGEqBRyJ/e559/n9vz65wEY+MvABxKTyGas0aivzyQlVWAk5aNEc+5PnjwJQJs2bUp8o7Zt2+pd42GXkpFFg+mbKuTeZ9/rhrlx2VTmnDp1Kp999hmLFy/GxMSE1NRU/Pz8mDp1KtbW1mzYsIERI0bg4+ODv79/odf57LPPmD17Nm+99Ra//fYbL774Ih07dqRevXplEqcQQgghhBCVQXF67itSSlYWAGYGlaseQIZOx5CzZ2lpZcU0L69yuUfCnfcOcDQxkWYP2WjjEvXc37p1CyMjI1xcXEp8IxcXF4yNjYmKiirxuaLiTJw4kYEDB1KjRg3c3d3x8PBgypQpNG3aFB8fHyZMmEC3bt349ddfi7xOz549GT9+PLVq1WLq1Kk4Ojqyffv2B/MmhBBCCCGEeEDSMtPU1xlZxZvW+qBk6HQ0OHSIRocOkVnJhqWvu3WLtbdu8WZQULndQy+5T0got/tUlBJ178bHx2NjY3PfN7OxsSE+Pv6+z69KzIwMOPtetwq7d1lp0aKF3nZWVhYffvghq1ev5saNG6SlpZGWloaFhUWR1/H19VVf5wz/j4yMLLM4hRBCCCGEqAyKMyy/ogSlphKcmh3ftbQ0fMzMKjiiu8LS09XXiqKgyTWEvqzkTu7PJSeX+fUrWomS+7S0NAxKMXxDq9WSnuuX9jDTaDRlNjS+IuVN2j/77DPmz5/PggULaNy4MRYWFkycOPGev1cjIyO9bY1Gg66SPS0UQgghhBCitCrzsPyQ1LuxBaWmVqrkPiHz7meVptNhWg7TBnLf4+xDOOe+RMPyhdi1axf9+vXj6aefpkmTJvj4+HDp0qWKDksIIYQQQohKQa/nvpINyw/KldwPOXuW4WfPoigKl5OTeerMGY5V4FD1uFy96vG5XpeVLEVhS2ysun0zI4PYYq4GVlWUuGs5JSWFn3766b5ulpKScl/nicqjVq1arFmzhr1792JnZ8e8efOIiIigfv36FR2aEEIIIYQQFUpRFP65/I+6XdmG5V/NlY/dyshgZWQkb3l5MfjMGc4kJ7M5NpbY9u3LPY49cXGsjoxkTo0aWBoa8tetW3x6/bp6PD4zE2dj4zK95/iLF/nv9m29fTUPHGBpvXr0cXQs03tVlBIn9/Hx8YwZM+a+blZecyfEg/Puu+8SFBREt27dMDc357nnnqN///7ExcVVdGhCCCGEEEJUqPUX17Pw8EJ1u7INy8/dc58jQ6fjzJ3557czH0y87Y8dA8BQo2GGtzd9T5/WO17WPfepWVl8Gx6eb39sZiYLQkMf3eS+uGuoi6pl9OjRjB49Wt329vYu8Hdtb2/PunXrirxW3ir4wcHB+docP3685EEKIYQQQghRiW24tEFvuzIPy89RVom0oiikKwom2sJnfusUhfhcDxC2xMbS1c4uX7uEMk7uF4aF6W37WVpyJDERgGfd3Mr0XhWpRMl9UDkuSyCEEEIIIYQQVZmlsaXednGG5Zfn6ObhZ8+yKSaGp11cmObpWXByX0a99WPOn+f3W7c426oVHiYmBbYZdvYsa2/dUrejMjK4VcC897KKCbIfKHwQEqK3b6iLC1dSU7ExMGCAk1OZ3auilSi59/LyKq84hBBCCCGEEKJKy5vcF2dYvvs8d95o+wY/Hv+RGZ1mMKjBoPu+/8H4eEy0WppYWnL7zpx6gM9v3GBvfLyaSJtoNKTdGaVbVj33S2/eBOCja9f4onZtANJ1Ot4OCqK7vT2BdnasjorSO+dmejr77iyVPtTZmaiMDLbExhYZ09WUFMZfvMhbXl50tLW9Z1zXUlOJyfOwoIapKadbtsRYoylypEFV8/C8EyGEEEIIIYSoQIZa/b7Twobla7jbUx+RGMFr/77G6cjTPPnrk/d97/jMTPyPHqXp4cOk6XRq0pzj0J1K+HaGhlz091f3R+fqOTcugxEEX964wafXrgGwKCyMT69fp8uJE6QWkLArwDd3hsw7GhlhfWf5u/jMTMLS0lh58yZZioKiKHwVGkqbo0epeeAAm2Jj6VTMab459QRqmJrq3dfDxASnMi7aV9FKlNx///33XLlypbxiEUIIIYQQQogqKyldf+30goblZ2RloFD2dcyu5RpyfzYpiT2FFLyuYWqKp6kpI11cALiYq4K+wX0m93lrdb1+9SpJWVl6a8lfS0sr8hoORkZYG2Y/HInPyqLXqVMMP3eOL0NDWR8dzYTLl9mf54HFsLNn0d2jJtyZOzH4W1ur++51TlVVouT+ueeeo06dOnh6ejJq1CiWLFlCSJ75C0IIIYQQQgjxKErK0E/uCxqWn5JZPsuD30hPV18fS0xk751E+Ns6dRjt6qoey+nBzkmkL97p2QZI0enI0OlKfO+UAs4Zee4cibl664MLmO+fW+6e+4TMTI7fKXj3bXi43gOI3FZFRvJtnmJ5eZ26k9w3NDdnprc3nW1t6ePgUOQ5VVWJh+UrikJoaCjLly9n7Nix+Pj44OPjw9ixY1m+fDk3btwojziFEEIIIYQQolLL13NfwLD81Myik9zP93/OuahzJb73jVw944cSEjhwJ7lva2ODT64h6U0ss+sC5CTSl/Ikzveag5+alcWtXA8Snj57lmr79uVrt/bWLVbcmfMPcOJOsp6jl7293rajkRFWd2I6lavH/3ZmJqZ55sW/6O6Oi5ERkD30P6/EzEy+DA3lemqqOoKhlbU1M7y92dq0KaZ37vOwKVFyHx4ezsqVK3nuueeoVasWyp35D8HBwSxZsoRRo0bh6elJ3bp1eeGFF1i9ejU37xRWKI2dO3fSp08f3N3d0Wg0RS7F9vzzz6PRaFiwYIHe/rS0NCZMmICjoyMWFhb07duX0NDQUscmhBBCCCGEeLTtCtnFkbAj+XruCxqWn5JRdM/9xE0TabCwQYljyJ3cLwoLI1mnw8bAgPrm5tQ0M1OPtbCyAu723OetoB9XRKX6dJ2O2gcP4rR3L40OHsR1zx5WREYSm+uc3xo2xNYwf932N65e1dueWK0au5s1U7cdjYxoa2MDwJ/R0er+6IwM8qbiX9euzcmWLQE4kZTEqTwPDt4OCuKVy5fx3L+foNRUDIA2uYblP6xKlNy7uLgwZMgQFi1axIULF7hx4wYrVqxg3Lhx1KxZU032L126xHfffcewYcNwd3enYcOGvPzyy6xZs4boXL+o4kpKSqJJkyZ89dVXRbZbt24dBw4cwN3dPd+xiRMn8vvvv/Pzzz+ze/duEhMT6d27N1llvIaiEEIIIYQQ4tERnRxNxyUdafFdCxLSE/SOPdBh+QXMaW9vY4NWo9Fbmi4nubcqpPf6dhHJfXh6OqF37nMmOZmbeZaxq2ZiwhNOTqyoX7/A83MX7GtjY0MjCwt121SrpaeDA9M8PfXOSVcUNsTE6O3TaDQ4GxvT7M4oBN/Dh/k61wjyTXnaN7OywqqABw4Pm1K9Qzc3N4YOHcrQoUMBCAsLY9u2bWzfvp1t27Zx9c7TmXPnznH+/Hm++eYbtFotGQWsZViUHj160KNHjyLb3Lhxg5dffplNmzbRq1cvvWNxcXH88MMPLFu2jC5dugCwfPlyqlevzpYtW+jWrVuJ4hFCCCGEEEIIgJtJd0cqRyZlD0P3dfHl5M2TesPyo5Ojefnvl2nu2rxE1190eBF1HerSuUbnItvlzLnvZGPDjjtD0fs7OgLQ0sqKGqam1DQzUyvEWxeS3BfVc5+Q69iiOnV44eJFveM517Qs5NrbmzblQnIyjkZGWNxpY6bVkqLT0cDcHIAPatTgp4gIwnIN/V9fSAfxO15eDD17lnRFYeGNG7zk4ZF9zTz371yMJfMeBmW6FJ67uzvDhw/nu+++4/Lly1y7do2lS5cyePBgtFotiqKgu48CDfei0+kYMWIEr7/+Og0bNsx3/MiRI2RkZPD444/rxdqoUSP27t1b6HXT0tKIj4/X+xH6AgICmDhxYkWHUaDcUziCg4PRaDQcL+aSGQUpi2sIIYQQQoiHS5bu7kjgsITs+d82JtnDy3MPy3/zvzf5+fTPvLHlDQBq2NZgarup+Hv4U5hDNw7x4oYXeeynxwo8fjoxkd4nT3I6MZHwOz3qL3l44GpsjLWBAf3uJPfmBgZcbNWKf3191XM1hVTGTyxiZHPOMW9TU553d8c+T2+4zZ3twpJ7f2trRru50ftOXAA32rTheuvW2N2ZQ6/VaDji58cLBVw/r4FOTurw/GtpaWrVfrM8c/QluS+F1NRUtm7dyrfffsu3337L77//Xi5JfY6PPvoIQ0NDXnnllQKPR0REYGxsjJ2dnd5+FxcXIiIiCr3u3LlzsbGxUX+qV69epnFXtD59+qgjGfLat28fGo2Go0ePPuCoykf16tUJDw+nUaNGxWo/evRo+vfvX6prCCGEEEKIh1/uefY5yb2tqS2gPyz/3C39InnmRuZ82OVDnvd7vtBr54wEAIhOidUrZAfw/MWLbIiJofHhw0TeGR3tbWrKYT8/jrdoobeOu6FWq5fQBxaS8BZU+T5Hwp3kPmdI/77mzfHIdY979dxrC3igYGdkRLVcBf8AXE1M+KZOHZ50cio0lhzV70w5SMzKIi4zk8TMTMzzJPft78zlf9iVycSDtLQ09u3bpw7JP3jwIOnp6eqTEyMjI9q0aUOnTp3o1KlTWdxSdeTIET7//HOOHj1a6NOnwiiKUuQ5b775Jq+99pq6HR8f/1Al+GPHjmXgwIGEhITg5eWld+zHH3+kadOmNG9esmFDZS0jIwOjO0/xSsPAwADXXEuAVNQ1hBBCCCHEwyVvhXy4m9yvOLWC19u+ThPXJvnm35sbZQ9DdzAvfFk29RwzD1wOnCALaG1tzeoGDfA0NdUrZHf9Ts+9s7Gx3hz7wriamJDSoQNmu3bp7c9J7v+Jjub9kBB+qFePuubm/BoZyZGE7JoCOcl9HXNztjVtSp2DB4G7yXtByb3dfcx5zyzGevTmBgY4GhlxKyMDuz178h13NDJ6JObbw3323Kenp7Njxw5mzZpF586dsbW1JTAwkNmzZ7Przh9Hhw4dePfdd9myZQu3b99m9+7dfPDBB3pD48vCrl27iIyMxNPTE0NDQwwNDQkJCWHy5Ml4e3sD4OrqSnp6OrGxsXrnRkZG4uLiUui1TUxMsLa21vspLkVRSEpPqpAfpRj/CAB69+6Ns7MzS5Ys0dufnJzM6tWr6d+/P0OHDqVatWqYm5vTuHFjVq1aVezPIC9vb29mz57NsGHDsLS0xN3dnS+//FKvjUajYdGiRfTr1w8LCwvef/99AP766y/8/PwwNTXFx8eHWbNmkZnrP2aXLl2iY8eOmJqa0qBBAzZv3qx33YKG1J85c4ZevXphbW2NlZUVHTp04MqVK8ycOZOlS5fyxx9/oNFo0Gg0bN++vcBr7Nixg1atWmFiYoKbmxvTpk3TiysgIIBXXnmFN954A3t7e1xdXZk5c+Z9f4ZCCCGEEKJySUxPzLcvJ7kH1CH1eZfFy0nqTQ31e61zu516O/tFeiw5g+X3x8fz1p3aZtULSOKdStAxZmpgwBOOjjgbGdHpTu92yp3e+R6nTrEnPp4hZ89yNimJp86e5aPr1wH9Yny1clXiP3on+bfIk9z7WVrqTQkorrYF9LgXVIk/o4jRBoUVDnwYlegRxuzZs9m2bRv79+8nLfecBjMzOnfurPbM+/v7Y1KMp0VlYcSIEfmGlnfr1o0RI0YwZswYAPz8/DAyMmLz5s089dRTQPayfqdPn+bjjz8ul7iSM5KxnGtZLte+l8Q3E7EwtrhnO0NDQ0aOHMmSJUuYPn26Oorh119/JT09nXHjxrFq1SqmTp2KtbU1GzZsYMSIEfj4+ODvX/jcoKJ88sknvPXWW8ycOZNNmzYxadIk6tWrR9euXdU2M2bMYO7cucyfPx8DAwM2bdrE008/zRdffKEm4M8995zaVqfTMXDgQBwdHdm/fz/x8fH3rANw48YNOnbsSEBAAFu3bsXa2po9e/aQmZnJlClTOHfuHPHx8SxevBgAe3t7wvKsoXnjxg169uzJ6NGj+emnnzh//jzPPvsspqamegn80qVLee211zhw4AD79u1j9OjRtGvXTu89CyGEEEKIqinv8negn9zHpGRXbs/bc+9onj3v3MrYqtBrx6be6ZzMSsaETNLupG85w+OjCyhUbl7CZPbXhg3JVBRGnT8P5B+Wfy01lbA8lfhz94RrNBqaWFhwIimJTneG+lvkGhZvqNFwuEWLEsWUY6SLC8tu3mT77dvqvs0FPCSIK6JOgCT3hZgxYwYajQYLCws6duyoJvMtW7Ysk6HThUlMTOTy5cvqdlBQEMePH8fe3h5PT08cHPSHshgZGeHq6krdunUBsLGxYezYsUyePBkHBwfs7e2ZMmUKjRs3LnTO+aPimWee4ZNPPmH79u107pxdgfPHH39k4MCBeHh4MGXKFLXthAkT+Oeff/j111/vO7lv164d06ZNA6BOnTrs2bOH+fPn6yW6w4YN45lnnlG3R4wYwbRp0xg1ahQAPj4+zJ49mzfeeIMZM2awZcsWzp07R3BwMNWqVQNgzpw5Ra6w8PXXX2NjY8PPP/+s/u3WqVNHPW5mZkZaWlqRw/AXLlxI9erV+eqrr9BoNNSrV4+wsDCmTp3K9OnT0d75j5qvry8zZswAoHbt2nz11Vf8999/ktwLIYQQQjwECuq5d7HQHx285uwakjOS9fY5mmUn9/7V/AnwDmB78Ha94xlZGXd77gHDjDjSjLLznj+jo7mSksKtEq5CVhCNRoORRqMWoUvNk9yn6XQk59mXN2He1KQJ/wsLY5ybW3asuZJ7oxJOnc7NUKvlHS8vNblfXLcuLQoYTf1lrVpMyJUv5lbY/P+H0X1NPtBoNGi1WgwMDDAwMFCTmPJy+PBhNfEE1Hnwo0aNyjekvDDz58/H0NCQp556ipSUFAIDA1myZAkG5fTLNjcyJ/HN/P/QH4Sc+TvFUa9ePdq2bcuPP/5I586duXLlCrt27eLff/8lKyuLDz/8kNWrV3Pjxg3S0tJIS0vDwuLeowIK06ZNm3zbCxYs0NvXIs+TvSNHjnDo0CE++OADdV9WVhapqakkJydz7tw5PD091cS+oPvkdfz4cTp06FCqh1Lnzp2jTZs2enUb2rVrR2JiIqGhoXjeWaPTN8/TRTc3NyIjIxFCCCGEEFVf3jn3n3b9FDsz/ULeg34dpFbQz5EzLF+r0fLX0L+wmqvfg5+amaqX3Cel3Qaju52atQ4cKIPo78pJ7vP23KfqdHpz+yF/wuxibMz0O1Oi8zIuRXIP+nP18w73z/GShwcR6el8cO1avmMuuQr+PexKlNy//vrr7Nixg6NHj/LPP/+wadMmACwsLGjbti0BAQF06tSJVq1alWnSHBAQUOx55JA9vzovU1NTvvzyy3xzvMuLRqMp1tD4ymDs2LG8/PLLfP311yxevBgvLy8CAwP55JNPmD9/PgsWLKBx48ZYWFgwceJE0vNU6SytvEUN8z480Ol0zJo1i4EDB+Y719TUtMC/jXsVVzTLNTfofhVUkDEnltz78z5A0Gg05bp6hBBCCCGEeHDy9twPbjSYvdfzL7cdlxant50zLB8Knnefkpmil9yXt5y14fMm91nA6DtD9nOUZKi7cSk7gm2LkdxrNBo62doWmNx/UrNmqe5flZQouf/oo48ASEpKYteuXWzfvp3t27dz9OhR/v33X7WImbm5OW3atFGTfX9/fwwfkQqFVdFTTz3Fq6++ysqVK1m6dCnPPvssGo2GXbt20a9fP55++mkgO8m+dOkS9evXv+977d+/P992vXr1ijynefPmXLhwgVq1ahV4vEGDBly7do2wsDDc3d2B7KX8iuLr68vSpUsLrcZvbGxMVhFzd3Luu2bNGr0kf+/evVhZWeHh4VHkuUIIIYQQ4uGQN7l3s3TDSHvv0aG5k3tDbf5cKSXjbnLf3rM9V63cCSugv1MLzK5Rg7eDgni6iGLh96L23N/jOzCULLkvzbB80O+5L2oUQBc7O/o6OPBndLS6b1fTptQsg069quK+Mm4LCwu6d+9O9+7dgew58bt371aXwjt69Chbtmzhv//+A7J7V3Mn+x06dCi7dyBKzdLSksGDB/PWW28RFxfH6NGjAahVqxZr1qxh79692NnZMW/ePCIiIkqV3O/Zs4ePP/6Y/v37s3nzZn799Vc2bNhQ5DnTp0+nd+/eVK9enSeffBKtVsvJkyc5deoU77//Pl26dKFu3bqMHDmSzz77jPj4eN5+++0ir/nyyy/z5ZdfMmTIEN58801sbGzYv38/rVq1om7dunh7e7Np0yYuXLiAg4MDNgVU6hw/fjwLFixgwoQJvPzyy1y4cIEZM2bw2muvlftUFSGEEEIIUTnkLahnoDUoMFnPK3dyX5DcPfcTWk1gv0lt5oeG5mvnYGTEG9Wr097GhhZWhRfnuxfTQoblF6Qk89hL23NvnSu5zyhiNLdGo2Fy9ep6yX1JiwtWdWWSgVhaWtK9e3c++ugjDhw4QGxsLOvXr2fKlCm0aNGC9PR0tm3bxowZM/TmzovKY+zYscTGxtKlSxd1rvi7775L8+bN6datGwEBAbi6utK/f/9S3Wfy5MkcOXKEZs2aMXv2bD777DO6detW5DndunVj/fr1bN68mZYtW9K6dWvmzZuHl5cXAFqtlt9//520tDRatWrFuHHj9ObnF8TBwYGtW7eSmJhIp06d8PPz47vvvlN78Z999lnq1q1LixYtcHJyYk8Ba2Z6eHiwceNGDh48SJMmTXjhhRcYO3Ys77zzzn1+OkIIIYQQoqopqKBehu7ehe4czApf3x6g05JO7AjZAWRX33/P25sOBXQ4ORgZYajV0tHWtlTJbGFz7guSdw5+UUrbc2+Q63zHe9TLyjts3/wR63Arl7HylpaW9OzZEz8/P5o1a8Zff/3FL7/8cs9hzqLitGnTJt/cdXt7e9atW1fkedu3by/RfaytrVm9enWhxwurrdCtW7ciHwLUqVOHXbt2FXotb2/vfNf29fVV60bk5eTkxL///nvP+Dp16sTBgwcLjaugz+den6kQQgghhKga/jj/B0tPLFW3f3vyNwAS0hIKbO9g5kB0SnbPcnWb6kVeOzLpbgFmO1M7LA0N+axmTVodParXzqWMVi0rSXJfkp77shgW/1vDhlxJSaFlAZXyc7PIk8w/aj33ZZrcR0VFqfPwt23bxoULF9RjJSmIJ4QQQgghhBCV2Y34G/Rf3V/dXtxvMU80eAKAhPSCk3tXS1d2jdlFSmYKtqa2xb5XfafsabE2BdQxcy6javBqQb0iOmT7OzpibWDAs3eWvCvK340bsyA0lP/lWm76fj3h5FSsdnl77s2k5774bt26xY4dO9S59ufOnVOP5e017dy5s/ojHj67du0qcl35xMSKWRZQCCGEEEKI8nAk/IjedkpGivq6q09XIHu9+2rW1dS2FsYWaqJeEpbGloB+5fgczg+w576vgwNjipHYA3R3cKC7Q9FTD8pa3p566bkvQnR0NDt27FB75s+ePasey53MV6tWTS+Zz5kbLR5eLVq04Pjx40W2KWiJQiGEEEIIIaqis1F3cyFHc0f61O2jbtd1rMuVV67gZO5En1V391sYlW6p7HLtuc+V3M8ICsp33MrAgKecncvkXuUl77B86bkvgouLi5rE507m3dzc6Ny5MwEBAXTu3Jmaj9BagiKbmZlZoUvVCSGEEEII8bA5dyt71PL7nd/nrQ5vqUsj5/Cx8wHAyuRuBXsL45In978M+kV9baLV8k3t2lxISWHBncr5Zd1zfzM9nfdCQvIdP9WyZaHrzFcWJnmSeW0pi/lVNSVK7nV3hmg4OzuriXznzp2pUwbzKIQQQgghhBCiqsjpuW/g1CBfYp9bzpB6KFnPvVajJXZqLNYm+kXkXvDwID4zU03urQvozb8fOXPur6WlFXjcppIn9oDe7+HR6rPPVqK/hC+//JLHHnusVOucCyGEEEIIIURVdyP+BgDett5FtrMyztVzX0RyX8ehDhejL6rb45qNy5fY58hdrT5vb/X9utcQdqsyeojwoDS0KN0UiKqoRL+hI0eOcOXKFebNm1de8QghhBBCCCFEpRebGguAnZldke30eu6LGJa/b+w+joUfo7ZDbf688CfPNHum0La5h5s3KqMk9l7JvUEVG+Je39y8okN44Er0mGfJkiX8/PPP5RWLEEIIIYQQQlR6KRkppGamAtlr0BeluD339mb2BPoE4mnjycutXsbcqOjk9GSLFvzr60vdMkpiH5bic51sbAB4rXr1Co7kwataYyuEEEIIIYQQooLl9NprNVq9gnkFsTG1UV/fT0G9wjS2tKRxmV0N3ExMsNBqSSpiKbyqYIOvL6FpaWX20KMqeTgezwhRQjNnzqRp06bq9ujRo+nfv3+prlkW1xBCCCGEEJVfbEp2cm9raotWU3RK1dCpofq6tEvhlScTrZau9vb59k+uVo31jcvyMUL5sjAweCQTe5Dk/pGm0WiK/Bk9evR9X9vb25sFCxaUWazl7fPPP2fJkiXFahscHIxGo+H48eP3fQ0hhBBCCFF15fTc25vlT4bzaubWTH2toBTRsuINdHTMt+/TWrXo5eBQAdGIkpJh+Y+w8PBw9fXq1auZPn06Fy5cUPeZmZlVRFjFlpGRgVEZretpY2Nz70YP4BpCCCGEEKLyy+m5v9d8ewBnC2f1dWh8aLnFVBaGubjw2fXrnEhKquhQxH0occ99eno6u3btYufOnff98yhQFIWkrKwK+VGU4j0RdHV1VX9sbGzQaDR6+3bu3Imfnx+mpqb4+Pgwa9YsMjMz1fNnzpyJp6cnJiYmuLu788orrwAQEBBASEgIkyZNUkcB3MuSJUuwtbVl3bp11KlTB1NTU7p27cr169f17te0aVN+/PFHfHx8MDExQVEU4uLieO6553B2dsba2prHHnuMEydO6F3/ww8/xMXFBSsrK8aOHUtqaqre8bxD6nU6HR999BG1atXCxMQET09PPvjgAwBq1KgBQLNmzdBoNAQEBBR4jbS0NF555RWcnZ0xNTWlffv2HDp0SD2+fft2NBoN//33Hy1atMDc3Jy2bdvqPWARQgghhBCVT3Er5ed43u95jA2MGdtsbHmGVWoGGg0H/Pyo/Cvai4KUuOc+NjZWTWbuh0aj0UsQH1bJOh2Wu3ZVyL0TO3TAwqB0/yQ3bdrE008/zRdffEGHDh24cuUKzz33HAAzZszgt99+Y/78+fz88880bNiQiIgINaFeu3YtTZo04bnnnuPZZ58t9j2Tk5P54IMPWLp0KcbGxowfP54hQ4awZ88etc3ly5f55ZdfWLNmDQZ33mOvXr2wt7dn48aN2NjY8L///Y/AwEAuXryIvb09v/zyCzNmzODrr7+mQ4cOLFu2jC+++AIfH59CY3nzzTf57rvvmD9/Pu3btyc8PJzz588DcPDgQVq1asWWLVto2LAhxsbGBV7jjTfeYM2aNSxduhQvLy8+/vhjunXrxuXLl7HPNZ/p7bff5rPPPsPJyYkXXniBZ555Ru89CyGEEEKIyqUkPfcA3/T6hk8f/1RvWbzKykSrpZW1Nfvi4ys6FFFC9zUsv7g9w6Lq+uCDD5g2bRqjRo0CwMfHh9mzZ/PGG28wY8YMrl27hqurK126dMHIyAhPT09atWoFgL29PQYGBlhZWeHq6lrse2ZkZPDVV1/h7+8PwNKlS6lfv76aTEP2yJFly5bh5OQEwNatWzl16hSRkZGYmJgA8Omnn7Ju3Tp+++03nnvuORYsWMAzzzzDuHHjAHj//ffZsmVLvt77HAkJCXz++ed89dVX6vuvWbMm7du3B1Dv7eDgUOj7S0pK4ptvvmHJkiX06NEDgO+++47Nmzfzww8/8Prrr+t91p06dQJg2rRp9OrVi9TUVExNTYv92QkhhBBCiAdH7bkvZnKv0WiqRGKfw7CKrWkvspU4ubezs2PNmjXlEctDxVyrJbFDhwq7d2kdOXKEQ4cOqUPRAbKyskhNTSU5OZknn3ySBQsW4OPjQ/fu3enZsyd9+vTB0PD+yzgYGhrSokULdbtevXrY2tpy7tw5Nbn38vJSk+ucOBMTE3HIU+QjJSWFK1euAHDu3DleeOEFveNt2rRh27ZtBcZx7tw50tLSCAwMvO/3cuXKFTIyMmjXrp26z8jIiFatWnHu3Dm9tr6+vuprNzc3ACIjI/H09Lzv+wshhBBCiPJzM/EmAA7mD2ehOSNJ7qukEmdixsbGai+jKJxGoyn10PiKpNPpmDVrFgMHDsx3zNTUlOrVq3PhwgU2b97Mli1bGD9+PJ988gk7duwoVZG7gubn595nYaG/fIhOp8PNzY3t27fnO8/W1va+YiiLQoI5o1vyvh9FUfLty/155RzTVfH1RYUQQgghHmaXYy8DUNOuZgVHUj4kua+aZCk8UaDmzZtz4cIFatWqle9He2dkgJmZGX379uWLL75g+/bt7Nu3j1OnTgHZD4GysrJKdM/MzEwOHz6sbl+4cIHbt29Tr169IuOMiIjA0NAwX5yOd5byqF+/Pvv379c7L+92brVr18bMzIz//vuvwOM5c+yLen+1atXC2NiY3bt3q/syMjI4fPgw9evXL/Q8IYQQQghRue0I3sGWq1sAqO1Qu4KjKR8yLL9qkqXwRIGmT59O7969qV69Ok8++SRarZaTJ09y6tQp3n//fZYsWUJWVhb+/v6Ym5uzbNkyzMzM8PLyArLXud+5cydDhgzBxMRETbSLYmRkxIQJE/jiiy8wMjLi5ZdfpnXr1uqQ/IJ06dKFNm3a0L9/fz766CPq1q1LWFgYGzdupH///rRo0YJXX32VUaNG0aJFC9q3b8+KFSs4c+ZMoQX1TE1NmTp1Km+88QbGxsa0a9eOqKgozpw5w9ixY3F2dsbMzIx//vmHatWqYWpqmm8ZPAsLC1588UVef/117O3t8fT05OOPPyY5OZmxYyt3lVQhhBBCCFEwRVEIWBqgbteyr1VhsZQnozKY5isePPmtiQJ169aN9evXs3nzZlq2bEnr1q2ZN2+emrzb2try3Xff0a5dO3x9ffnvv//466+/1Lnv7733HsHBwdSsWVNvjnxRzM3NmTp1KsOGDaNNmzaYmZnx888/F3mORqNh48aNdOzYkWeeeYY6deowZMgQgoODcXFxAWDw4MFMnz6dqVOn4ufnR0hICC+++GKR13333XeZPHky06dPp379+gwePJjIyEgguzbAF198wf/+9z/c3d3p169fgdf48MMPeeKJJxgxYgTNmzfn8uXLbNq0CTu74hVeEUIIIYQQlUtCeoLetouFSwVFUr763vlOb1uKelriwdMoJSh9r9VqcXV1JSwsrDxjqrTi4+OxsbEhLi4Oa2trvWOpqakEBQVRo0YNqXJ+H5YsWcLEiRO5fft2RYdSqcnfmRBCCCFExTkXdY4GCxsA0LtOb/4a+lcFR1Q+dIrCX9HRtLSywv3OilSi4hSVh+ZWokcxHTt2LNbwaiGEEEIIIYR42IQlZHdyWhlb8fMTRY8wrcq0Gg39JO+rckqU3BdUkVyI4ujRowe7du0q8Nhbb72Fu7v7A45ICCGEEEKIkslJ7v2r+WNhbHGP1kI8WMVO7lNSUspkibC8kpOTMTc3L/Prisrl+++/JyUlpcBj9vb22NvbM3r06AcblBBCCCGEECVwI+EGAO5W0jElKp9iJ/fe3t5MnTqV8ePHl8lc38OHDzNz5kz8/f159913S309Ubl5eHhUdAhCCCGEEEKUytHwowC4W0pyLyqfYlfLT0tL4/XXX8fb25tp06ap65mXRGJiIj/99BNdunTB39+fjRs3YmtrW+LrVGYlqE8oRInJ35cQQgghRMU4Gn6UX8/+CkAzt2YVHI0Q+RW75/7q1avMmDGD//3vf3zyySd88skn1K9fn44dO9KqVSuaNGmCk5MT9vb2mJiYEBsbS0xMDFevXuXgwYMcOHCAHTt2kJKSgqIoNGjQgI8//piePXuW5/t7YIyMjIDsaQblMX1BCMj++4K7f29CCCGEEOLBOBB6AIBmrs0Y1GBQBUcjRH7FTu7t7e358ssveeWVV/jss89YtWoVZ8+e5dy5c/zvf/+75/k5PY6tWrXipZdeYvjw4Wi1xR44UOkZGBhga2urroVubm6ORqOp4KjEw0JRFJKTk4mMjMTW1hYDA4OKDkkIIYQQ4pESGh8KQLvq7dBqHp48Rjw8SlQtH6B27dosWrRITfD/+ecfdu/erSa1+W5gaEjz5s0JCAhg6NChNGnSpNRBV1aurq4AhX4WQpSWra2t+ncmhBBCCCEenNCE7OS+mnW1Co5EiIJplDKaxBsUFERYWBhRUVGkpqbi4OCAk5MTderUeWiq4cfHx2NjY0NcXBzW1taFtsvKyiIjI+MBRiYeBUZGRtJjL4QQQghRhoJvBzP2z7FMazeNrjW7kpKRwnPrn6NPnT481fAptV1YQhge87ILRC8bsIynfZ+uqJDFI6i4eWiJe+4LU6NGDWrUqFFWl6vSDAwMJAkTQgghhBCikntn6ztsDdrK1qCt6KbrWHx8MctPLmf5yeX42PngaulKNetqjPtznHqO9NyLyqpKTBbZuXMnffr0wd3dHY1Gw7p169RjGRkZTJ06lcaNG2NhYYG7uzsjR44kLCxM7xppaWlMmDABR0dHLCws6Nu3L6GhoQ/4nQghhBBCCCEqi4jECPX1kfAj3E69rW63/K4lNb+oiaIo/H35b3W/JPeisirT5F5RFG7dusW1a9fK8rIkJSXRpEkTvvrqq3zHkpOTOXr0KO+++y5Hjx5l7dq1XLx4kb59++q1mzhxIr///js///wzu3fvJjExkd69e5OVlVWmsQohhBBCCCGqhhsJN9TXR8KOYG6kP504PSudd7e9q247mjtS3br6A4tPiJIokzn3R48e5f3332fLli0kJSWh0WjIzMxUj8fGxjJt2jQ0Gg1ffPEFxsbG9x+wRsPvv/9O//79C21z6NAhWrVqRUhICJ6ensTFxeHk5MSyZcsYPHgwAGFhYVSvXp2NGzfSrVu3Yt27uHMdhBBCCCGEEJVbWmYaFnMsyFKyO/sCawTSzLUZn+77tMD29mb2XHj5Ao7mjg8yTCEe3Jz7ZcuWMW7cuCILyNnZ2REUFMR///1Hnz596NWrV2lvW6S4uDg0Gg22trYAHDlyhIyMDB5//HG1jbu7O40aNWLv3r2FJvdpaWmkpaWp2/Hx8eUatxBCCCGEEOLBOBZxTE3sAf4L+o//gv4rtP20dtMksReVWqmG5Z87d45nn32WjIwMXnnlFQ4fPoyjY8F/8CNHjkRRFP7444/S3PKeUlNTmTZtGsOGDVOfakRERGBsbIydnZ1eWxcXFyIiIgq6DABz587FxsZG/aleXYbgCCGEEEII8TDYeGljsdtOaj2J19u9Xo7RCFF6pUru582bR3p6Oi+99BILFiygefPmhVaJf+yxxwDYt29faW5ZpIyMDIYMGYJOp2PhwoX3bK8oChqNptDjb775JnFxcerP9evXyzJcIYQQQgghRAXZfHUzAC+2ePGebTt6dSzvcIQotVIl91u3bkWj0TB16tR7tnV3d8fc3LzMi+3lyMjI4KmnniIoKIjNmzfrzUVwdXUlPT2d2NhYvXMiIyNxcXEp9JomJiZYW1vr/QghhBBCCCGqvssxlwEYUG/APdt2q1m8Gl1CVKRSJfdhYWFYWFhQrVrxloMwMzMjJSWlNLcsUE5if+nSJbZs2YKDg4PecT8/P4yMjNi8ebO6Lzw8nNOnT9O2bdsyj0cIIYQQQghReaVkpHAr+RYAfu5+zHlsDl18uqjH1w9dz+fdPwdgbuBczIzMKiROIUqiVAX1TExMSE1NvefwdoCUlBRu376tFrkricTERC5fvqxuBwUFcfz4cezt7XF3d2fQoEEcPXqU9evXk5WVpc6jt7e3x9jYGBsbG8aOHcvkyZNxcHDA3t6eKVOm0LhxY7p06VLYbYUQQgghhBAPoZwl8MyNzLEztePNDm8ysslIqs3P7rR0t3KnZ+2eDGk0BGcL54oMVYhiK1Vy7+3tzalTp7h06RJ16tQpsu3GjRvJysqiQYMGJb7P4cOH6dy5s7r92muvATBq1ChmzpzJn3/+CUDTpk31ztu2bRsBAQEAzJ8/H0NDQ5566ilSUlIIDAxkyZIlhdYIEEIIIYQQQlR9u6/txtjAmFYerYDsJfDa/pA9ereadTW1k9Ldyl09p4ZdDTQajST2okopVXLfvXt3Tp48yeeff87XX39daLvo6GjeeOMNNBrNfS2DFxAQgKIohR4v6lgOU1NTvvzyS7788ssS318IIYQQQghR9cSmxNJhcQcAEt5MwNLYko2XNhKVHAWAqaGp2laj0RAxOYLkjGRsTW0rIlwhSqVUc+4nTZqEpaUlixYtYtasWSQkJOgdT0lJYeXKlbRo0YKgoCAcHBx44YUXShWwEEIIIYQQQhTH1dir6uvXNr3GosOLOBt1Vt2XmJ6o197F0oUadjUeWHxClCWNUpxu7yKsX7+eQYMGkZGRgZGRETqdjqysLOrVq8fVq1dJT09HURRMTExYv349gYGBZRX7AxcfH4+NjQ1xcXFSOV8IIYQQQohKbu25tTzxyxOFHv9jyB/0rdv3AUYkRMkVNw8tVc89QO/evdm5cyd+fn6kp6eTmZmJoiicO3eOtLQ0FEWhWbNm7Ny5s0on9kIIIYQQQoiqIy0zjUvRlwo9vmXEFknsxUOlVHPuc7Rq1YqDBw9y8uRJdu/eTVhYGFlZWbi6utKuXTtatGhRFrcRQgghhBBCiHv6+fTPjP1zLMkZyYW2aeBU8kLfQlRmZZLc5/D19cXX17csLymEEEIIIYQQxRaTEsO4P8cVmdgDuFq6PqCIhHgwSj0sXwghhBBCCCEqi8XHFpOUkXTPdjlL4AnxsChVz31kZCQ///wzTk5ODB06tMi2K1asIDo6mmHDhuHo6Fia2wohhBBCCCFEgS7FZM+zn95xOk81fIqE9ARO3TzFB7s+ICQuBAANktiLh0+peu6XL1/OpEmTuHz58j3bnjhxgkmTJrFy5crS3FIIIYQQQgghCnU79TYA9mb2NHRuSOtqrXnW71mCJwZjbmQOgH81/wqMUIjyUark/s8//wTgiScKX14ix4gRI1AUhT/++KM0txRCCCGEEEKIQsWmxgJgZ2aX79i2UdsYWH8gywcsf9BhCVHuSjUs/8qVK2g0GmrXrn3PtnXr1kWj0XDlypXS3FIIIYQQQgghCpXTc29rapvvWCuPVqx5as2DDUiIB6RUPfdRUVHY2tpiZGR0z7bGxsbY2tpy8+bN0txSCCGEEEIIIQoVm3Kn5940f8+9EA+zUiX3VlZWxMXFkZqaes+2qampxMfHY25uXppbCiGEEEIIIUShiuq5F+JhVqrkvmHDhuh0OtavX3/Ptn/99RdZWVnUq1evNLcUQgghhBBCiAIpilLknHshHmalSu779u2LoihMmTKFsLCwQtvduHGDKVOmoNFo6N+/f2luKYQQQgghhBAFSspIIlOXCciwfPHoKVVy/8ILL1CtWjWuX79O06ZNmT9/PpcuXSI9PZ309HQuXbrEvHnzaNasGdevX8fDw4Px48eXVexCCCGEEEIIocoZkm+oNVSXvRPiUVGqavnm5uasW7eO7t27c+vWLaZMmcKUKVPytVMUBUdHR/78808sLCxKc0shhBBCCCGEKFBMSgyQ3Wuv0WgqOBohHqxS9dwDNG/enKNHjzJ8+HAMDQ1RFEXvx8jIiJEjR3Ls2DGaNm1aBiELIYQQQgghhL7kjGQ+2fsJAM4WzhUcjRAPnkZRFKWsLpacnMzhw4eJiIgAwM3NjRYtWmBmZlZWt6hQ8fHx2NjYEBcXh7W1dUWHI4QQQgghhLhj0j+TWHBgAQDLByxnuO/wig1IiDJS3Dy0VMPy8zI3N6djx45leUkhhBBCCCGEKJSiKAxbO4yfT/8MwPN+z0tiLx5JpR6WL4QQQgghhBAVJSwhTE3sAZ5p9kwFRiNExZHkXgghhBBCCFEpHA0/ys+nf0an6Ip9ztmos3rbte1rl3VYQlQJxR6W7+PjA0CtWrX4999/9faVhEaj4cqVKyU+TwghhBBCCFE1HbpxCB87HxzMHQptk6nLpOeKntxMuslfF//ik66f8Pz653mt9Wt0rtG5wHMUReFU5Cm9fXZmsr69eDQVO7kPDg4GwNTUNN++kpAlKYQQQgghhHh0bLm6ha7LutLCvQWHnj1UaLudITu5mXQTgJWnVhJyO4Q91/ew/uJ6dNN1+fKItMw0mv6vKedvnS/X+IWoKoqd3C9evBgAGxubfPuEEEIIIYQQD4e0zDQWHV7EoAaD8LD2AOBW8i2WnVjGs37PYmlsWaLrLT6enTMcDjuMoiiFdvb9eeFPve091/eor10+daG+U30CvAKYGTATjUbDyZsn9RL7x2s+zmePf1ai2IR4mBQ7uR81alSx9gkhhBBCCCGqrqlbpvL5gc+ZuGkiX3T/ggn+Exi1bhQbL23kUNghVj6xskTXy9Rlqq+vxV3Dy9arwHaHwrJ79fvW7Zsv0Y9KjiIqJIqdITvp4tOFDl4dOB15Wj3erWY3/h7+t4wSFo+0UhXUu3btGteuXSM1NbWs4hFCCCGEEEJUoO+Ofqe+fuWfV7gSc4WNlzYCsOr0qhJf71L0JfX1yZsnC2yTpcviRMQJACb6T9Q75m7lTrea3ahpVxOAn078BKAm9+2qt+OPIX9IYi8eeaVK7r29vfHx8SEmJqas4hFCCCGEEEJUkExdJulZ6Xr7vj70td72lZjiF8e+HnedM1Fn1O1P931Kli4rX7tLMZdIykjCzNCMjl4d8bb1Vo+dfvE0/zz9Dz/0/QGAFadWcDPxJqejspP70U1HY2JoUuyYhHhYlSq5t7S0xMbGBnd397KKRwghhBBCCPEAJaQlkJGVAcCZyDN6w+gB5u+fr7e9LXgbiqKw8tRKHl/2OK9teg1FUQq89jvb3iE9Kx07UzssjS3ZGbKTzVc352u37vw6AFq4t8BAa8DifosxNzKnoVNDtfp9R6+OtPJoRUpmCt8d/U7tuW/k3KhU71+Ih0Wpe+6Tk5PJysr/9E0IIYQQQghRuZ2/dR6nT5xosLABM7fPZPWZ1QC4WroysslIvbbVrasDsCNkBz+d+Inha4ez+epm5u+fz9XYqwVef2fITgBWD1rNmKZjAFh2cpleG0VR+ObwNwCMbTYWgADvAK5NvMaBcQfUdhqNhpG+2TH9ceEPwhLCAGjo1PD+PwAhHiKlSu779+9Peno6GzZsKKt4hBBCCCGEEA/Ip3s/JS0rjcsxl5m1YxZzd88FYFD9QXzS9RO9tgt7LQRgz7U9zNk9R+/Y4bDD+a4dnRxN8O1gAFp6tGRww8EA/HvlX72e/quxV7kWdw1jA2MGNxqs7ncwd8DC2ELvmm2rt9W7n7etN1YmViV+30I8jEqV3E+dOpVatWrx4osvcvJkwcUxhBBCCCGEEJVThi6jwP2+Lr44mTup2yYGJtR1qAtA0O0gLkZfxMrYihG+IwCYsnkKA1cPxO9bPw6EZve2f3HgCwBq29fG1tQWP3c/DDQG3Eq+RWh8KADxafF8sOsDAJq7NcfU0LTIeBu7NMbC6G7CL0Pyhbir2EvhFWTNmjU8//zzzJw5kxYtWtC9e3fatWuHs7MzBgYGhZ43cuTIQo8JIYQQQgghHozLMZcL3N/YpbFe9XlrE2t17nuOQJ9AArwDWHZyGaHxoWrC/vjyx4lPi1fb9anTBwBTQ1MaOjfk5M2TvLfjPSa3nUznpZ2JSIwAwN/D/57xGmoNeazGY/x18S8AWnu0LsG7FeLhVqrkfvTo0eo/ekVR2LBhwz2H6Gs0GknuhRBCCCGEqATORJ4pcH9Oj3ifOn346+JfTGs/DVtTW702XX26Ut+xfr5zcyf2te1rMyfw7hD+5m7NOXnzJN8f+56/L/+tJvZajZa+dfsWK+YB9Qaoyf2IJiOKdY4Qj4JSJfeenp6ynqQQQgghhBBVUEpGCnFpcQBMaj1Jryq+pbElAD8N+Im91/fyeM3HMdQaYmlsSWJ6IgBNXZtS076meo6bpRtZShaRSZHqvkENBuktU/dSy5dYcnwJADcSbgCwZcQWWnm0Kvbc+acaPsUvZ3+hiUsTPG087+OdC/FwKlVyHxwcXEZhCCGEEEIIIR6kmJQYIHuo+2ePf8aXB7/MtwyeraktPWv31NvOSe5dLV315uVrNVqWDVjGkDVDuJV8i87enZnUepLe9Vq4t2Boo6GsOr1K3VfXsW6JiuJZGFvw9/C/i/9GhXhElCq5F0IIIYQQQlRNOcm9vZk9Go2GlQNXMnTNUH7o+0Oh5xhq76YPLhYueqN4FRQCfQIJey0MQ61hoSN83a3c9a7nZulW2rcihKAU1fIPHTrEwoUL+fDDD/n222/LtVr+zp076dOnD+7u7mg0GtatW6d3XFEUZs6cibu7O2ZmZgQEBHDmjP78obS0NCZMmICjoyMWFhb07duX0NDQcotZCCGEEEKIyix3cg/wZMMnSXwrkVFNRxV6Tlpmmvo6Z5m6nCH8nbw6AWBkYFTk1F0PKw/1taeNJwbawgtxCyGKr8TJ/bVr12jdujWtW7dmwoQJvP3227z44os0a9aMrl27EhUVVeZBJiUl0aRJE7766qsCj3/88cfMmzePr776ikOHDuHq6krXrl1JSEhQ20ycOJHff/+dn3/+md27d5OYmEjv3r3Jysoq83iFEEIIIYSo7PIm98A9l6JLy0rLt2/PM3uY0GoCC7ovKNZ9c/fce9l4FescIcS9lWhYflJSEoGBgVy9ehVFUfId37p1Kz179mT//v1FLoVXUj169KBHjx4FHlMUhQULFvD2228zcOBAAJYuXYqLiwsrV67k+eefJy4ujh9++IFly5bRpUsXAJYvX0716tXZsmUL3bp1K/DaaWlppKXd/Q9YfHx8ge2EEEIIIYSoagpK7u8ld899Dl8XX77o8UWxr5E7ua/nWK/Y5wkhilainvtvv/2WK1euAPD000+zadMmzpw5w4YNG+jVqxeKonD06FF++eWXcgm2IEFBQURERPD444+r+0xMTOjUqRN79+4F4MiRI2RkZOi1cXd3p1GjRmqbgsydOxcbGxv1p3r16uX3RoQQQgghhHhAzt86z+Gww0AJk/sCeu5Lqo5DHYwNjAGY1n5aqa8nhMhWouT+zz//RKPRMHHiRH766Se6du1K/fr16dGjB3/99RdDhgxBUZR8c+LLU0RE9tqYLi4uevtdXFzUYxERERgbG2NnZ1dom4K8+eabxMXFqT/Xr18v4+iFEEIIIYR4sE7dPIXvN74sOrIIAHvT4if3Y5uNBbLXuL9fLpYuHBx3kJCJIbKUnRBlqETD8nOK1E2dOrXA49OmTePnn3/m7NmzpY+shPIW7VAUpchCHsVpY2JigomJSaHHhRBCCCFE+ToVGoeNmRGeDuYVHcpD491t75Khy1C3rU2si33uZ49/RgfPDnrL492PJq5NSnW+ECK/EvXc3759G2tra5ydnQs8XrduXQDi4uJKH1kxubq6AuTrgY+MjFR7811dXUlPTyc2NrbQNkIIIYQQovwoisKOi1H8fPAaaZnFK2h8JiyOvl/vZvC3+8jS5a/3JO7P3uv601JzL293LxbGFgz3HY6dmd29GwshHqgSJfeZmZmYmZkVejynlzszM7N0UZVAjRo1cHV1ZfPmzeq+9PR0duzYQdu2bQHw8/PDyMhIr014eDinT59W2wghhBBCiPKz42IUo348yLS1p5j370V1/7x/L9D+o638cfwG5yPiiUu526O8cPsVFAXC41I5ei2WM2FxJKc/uO+ZD6ObiTeJSo5Cg4ZVT6yiq09XxjUfV9FhCSHKQImG5VeUxMRELl++rG4HBQVx/Phx7O3t8fT0ZOLEicyZM4fatWtTu3Zt5syZg7m5OcOGDQPAxsaGsWPHMnnyZBwcHLC3t2fKlCk0btxYrZ4vhBBCCCHKz+5Lt9TXi/cGM8ivGhtOhfPF1uzveK/+fBwAR0tjdr3xGLcS0/jn9N2RmU8u2gfA0FbVmTvQ98EF/pC4lXyLxccW42yRPQK3pn1NhjQawpBGQyo4MiFEWSlxcp+ens6uXbsKXAqvuG06duxYonsePnyYzp07q9uvvfYaAKNGjWLJkiW88cYbpKSkMH78eGJjY/H39+fff//FyspKPWf+/PkYGhry1FNPkZKSQmBgIEuWLCnTJfuEEEIIIUR+YbdT+H53kLqdnqmj6/ydBba9lZjO4ZAYvtsVRJZOwVCrIUtRyPlaufboDUnuS0hRFDov7czpyNPqvsbOjSswIiFEedAoRWXpeWi12nsWqbvnDTWaBzpsvyzFx8djY2NDXFwc1tbFLzwihBBCCPEoG/HDAXbd6bl/q2c95mw8D0ANRws61nYkU6ew4sA1tX1LbzsOBcdibKjl9/FtCb+dyksrj5KWqaO+mzV/v9qhQt5HVbX72m46LNb/zHaO3kkHL/kchagKipuHlrjnvgTPAoQQQgghxCMuITWDfVeiAXiqRTWe7eCDm40ZHnZmNPfMLsqWmaWjobsN4XEpfLn1MoeCs4sg92jkSkN3Gxq627DyWX+e+GYfSWlVs5OoIv1z+R+97dfbvi6JvRAPoRIl99u2bSuvOIQQQgghxENoz+VoMnUKNRwt+HhQ9vJnfZq467UxNNAyzN+TuOQM/jgexrWYZABaeN9df93SxAiAREnui01RFE7cPMGac2sAMNAY4GrpysTWEys2MCFEuShRct+pU6fyikMIIYQQQjyEzobHA9AqV6JeGBtzIxaPaUngZzsAaF0jV3Jvmv21VZL74ntj8xt8uu9TdTtkYgge1h4VGJEQojxViWr5QgghhBCiagq+lQRADSeLYrWv6WTJ2vFtiYxPo7bL3eLIlibZX1vTM3WkZWZhYihFkYuy+9puvcTe3sxeEnshHnKS3AshhBBCiHITHJ2d3Hs7FC+5B9S5+LnlJPcASWmS3BdFURSmbZmmt69d9XYVFI0Q4kHRVnQAQgghhBDi4aQoCkF3eu69Hc1LdS0DrQZz4+yEPjFVhuYXZfPVzey5vgczQzN+ffJX+tbty1c9v6rosIQQ5UySeyGEEEIIkY+iKJy+EUdGlk5vf0JqBmMWH+Szfy8UuYrS7ku3qPX23yTcScS97Ivfc1+YnN77hLSMUl/rYfbf1f8AGNZ4GIMaDOKPIX/gaeNZwVEJIcqbJPdCCCGEECKfL7depveXu3lr7Sm9/T/tC2HbhSi+3HqZ1Yeuk5iWyZjFBxm9+CCRCakAxCSl8/QPB8jSZSf/jTysMTMu/TB6taheIT33Z8PiuRqVWOr7VHVHI44C4O/hX8GRCCEeJEnuhRBCCCGEnmvRyczbfBGAX4+E8ueJMABSM7JYvCdYbff19ssM/24/2y5Esf1CFLP+PAvAcz8d1rve4JZl02tsZVJwxfy45AxG/HCAnl/sos+Xu9WHDI8iRVE4Gp6d3Dd3a17B0QghHiQpqCeEEEIIIfQs3Rest/3Gbyfwr2HP1vOR3EpMw9rUkNQMHddjUrgek6K223AqnMeOhHI4JBaAiV1qY2SgZWjL6mUSV+7l8NIys3ht9QmaVrclJjmdXZduAZCUnsX0dWd4IaAmTavblsl9q5LLMZeJSYnBSGtEI+dGFR2OEOIBkuReCCGEEELo+ed0BADfjvBjyq8niE/NxH/Of+rxlx+rhb2FCetPhlHD0YKnWlSnx+e7AJj86wkAfBwtmNilTpnGZWViBEBcSgb/nI5gw6lwNpwKx9nKBIAejVz5+3QE/5zJ/lk+1p/2tR3LNIbK7r+g7N9T2+ptMTE0qeBohBAPkiT3QgghhBBClZqRRVhcdm98cy87fKvZsvvyLfW4RgN9m3jgamPKIL9qhV4nsL5zmcfmbmsGwPWYZG4Z3/0aG5mQhqmRlnd7N+DvOw8mAF775TibJnbEzsK4zGOprLZc3QJAF58uFRyJEOJBkzn3QgghhBBCdS0mGUXJnt/uYGFMNTszvePtazniamOa77x3etXH3NiADwY04qXONXm+U80yj83LIXs5vZDoZI6ExOgd6+3rrib/OSIT0li8J6jM46issnRZbA3aCkhyL8SjqEx67pOTk/n+++/ZtGkTISEhpKSkcOXKFfV4XFwcGzZsQKPRMHTo0LK4pRBCCCGEKAd316W3QKPR8GqX2lyNSmKQXzU8Hcyp72Zd4HnjOvjwTLsaaLWacovN805y/+/Zm3r7TQy1jG7rDcDbPevz4T/nGdjMg1+PhPLF1ss81bI61ezMyy2uByEjK4ONlzbStWZXzI0Kfi/HIo4RmxqLtYk1LdxbPOAIhRAVrdTJ/fHjx+nXrx+hoaHqWqcajf5/1K2trfnggw84f/48Pj4++PvLshxCCCGEEJVN2O0Unl92BMhO7gHcbMz45YU2xTq/PBN7AC97/aS2RyNX5g9uSnxqBs5W2aMJxnWowTPta3AzPpVfj4QC0PerPRx6uwsaYMySQ2TqdPz0jD8G5RxvWZr4z0QWHl7IG23f4KOuH+kdy8jKYPe13WwL3gZAgHcAhlqZfSvEo6ZUw/Kjo6Pp1asX169fp3nz5nz66adYW+d/mqvRaBg7diyKorBu3brS3FIIIYQQQpSD28npPLlon7rdpJpNBUZTsGp25noJ+Zh2NTA1MlATe8j+3mmg1eBua0ZdFysAYpLSORAUzckbcey4GMWey9HqCIWqIDQ+lIWHFwLw8d6P8x2f+M9EHvvpMWbvnA3AUw2eeqDxCSEqh1Il9wsWLCA8PJzAwEAOHDjAa6+9hpmZWYFte/XqBcC2bdtKc0shhBBCCFHGYpLSGf79AW7cTqG6vRnfjWyhDnOvTIwNtdR0slC3G7gXPEUgx8pn/WnmaQvAH8fC2Hru7nD+y5GJ5RJjeRi+drje9s3Em1yJucKPx35k+cnlauIPYG1izRMNnnjQIQohKoFSjdf566+/0Gg0fPzxx2i1RT8nqFu3LkZGRly+fLk0txRCCCGEEGVk3bEbbLsQyaYzEaRm6LC3MObbES0KnVdfGTzewJWLN7O/T1qaFP1V1sHShDe61WPod/tZd/wGFrnaX45MAFzLM9QycT3uOjtDdqLVaLE0tiQ+LZ4/L/zJ65tfJy4tLl/7Rb0WYWqYv+ChEOLhV6rk/sqVKxgbG9O0adNitbe2tiYuLv9/hIQQ4lFyLjye34/dYHxATWzNH53lmYQQlUN6po5TN26TnqkwcfVxdb+pkZblY/0rdWIP8PJjtUhMy6RTXaditfevYY+rtSkR8amkZaar+y9VkZ77DZc2ANCmWhtaebRi/v75TNw0keSMZAAMNAb4V/NnYc+FpGWl0cqjVUWGK4SoQKVK7nU6HYaGhvkK6BXWNiEhAQsLi3u2FUKIh9XN+FR6fL4LAFNDLa89XreCIxJCPEqS0jIZ8u1+Tt3Q72wJrOfM3IGNcbau/D2+pkYGzOzbsNjttVoNHWo7qsX1ajtbcikyscrMuf/17K8A9K7Tm0bOjZi/f76a2L/b8V1mdJqBgdagIkMUQlQSpZpz7+bmRnJyMpGRkfdsu3//ftLT0/H29i7NLYUQokpbsT9Eff3F1suMXnyQizcTKjAikZyeyeRfTjB+xRHSMrOKfV5IdBLrT4ax/mQYtxLTyjFCIcpGdGIaPb/YlS+x/3xIU34Y3bJKJPb3q4W3nfp6YPNqQPbKAJXdjfgbbAvKrlc1pNEQOnh2QMPdTrXutbpLYi+EUJWq575jx44EBQWxdOlSXn/99ULb6XQ63n33XTQaDYGBgaW5pRBCVFmKovD78Rt6+7ZfiMLT3pz3+jWqoKjEnI3nWHM0u0fvZvwBvOzN6dbIlW4NC56Ley06mQk/H+PE9dvqvn5N3fl8SLMHEa4Q923PlWhCorN7fH95vg2JaRkkpGbSt4l7BUdW/vy87ib3fZu689E/57mVmE5qRhamRpU3Od54aSMKCm2qtcHb1hsAG1MbbqfeBqCpa9MKi00IUfmUquf+lVdeAeCDDz5g+/btBba5fv06/fv3Z9u2bRgYGDB+/PjS3FIIIaqswyGxXI9JwcLYgC71XdT9V6OqxtDQh1GWTmHDyXB1+0hILGuP3eDllUfZc/kWADqdwtqjoYTHpaAoCs8tO6yX2AP8cTwMRVEeZOhClEhUQhpzNpwDYGir6rSqYc9j9Vzo19SjWNMrq7pazlbMHdiYhcOb425jioVxdkJ/o5L33m8N3grA4zUfV/flLpZnbmT+wGMSQlRepUrumzZtyjvvvEN8fDxdunShdevWxMfHA/DSSy/RsWNHatasyYYN2YVA5s6di4+PT+mjFkKIKmjt0exe+x6N3fh+VAvWvNgWgCtRVaOoU2UXEp3Eu+tOExGXiqIofLX1Ei+tPMqh4JhCzzl6LZbY5AysTAyxMzdS92dkKTz9wwE2ngpn4+lwXvvlBAGfbGfEDwc5H5E9jaJzXSe65+rdPxQcW35vToj7EJ2YRmJaJgBv/X6KiPhUAHXt90fN0Fae9GzshkajwdUmO0EO/GyH+hlVNoqisDUoO7l/rMZj6v7F/RYDMKPTjAqJSwhReZVqWD7ArFmzsLOz45133uHgwYPq/kWLFqm9GGZmZnz44YdMmDChtLcTQogqSVEUdlzIrk/S29cNQF2rOTwulaS0TL0lmkTxXY5MZPWha3y3KwiAnZeiMDLQqmtYH7gazeZJnbCzyL8ywS+HrgPQtaELz7SrwY+7g3i6jRfzN19k16VbTPn1BMaG2c/B0zJ17L7Tm9+5rhOLx2RXpB70zV4Oh8Ty9A8HODH9ccyMK+8QX/HouJ2cTsCn2zE1MmDZ2FZsPnt3ffc6j2hyn1tapk59ve18JH0q4dSEs1FniUyKxNTQFH8Pf3V/91rdCZ8cjpN58VYLEEI8OkrVc59j4sSJhISEsGDBAgYNGkTbtm1p1aoV/fr14+OPP+bq1auS2AshHoib8aks2RPEpZsJZOkU5m++yLJ9wQUOmc7M0vHniTC+33W13IvaXbiZQFhcKsYGWvxrOABga26Mw52E8+dD1/niv0ukpBe/oJvINvnXE2piDxASnawm9gC3EtPZcCo833k3bqfw54kwAIb7e9LIw4Z5g5vS3NOOxaNb0q6WA8npWdxOzsh37jPta6iv3+xZH8heXmzf1Vtl9r6EKI1DwbEkpGYSlZDGyB/udr7YmRvRqJpNBUZWOTzX8e5I0q3n710YuiJsC84upNfesz0mhiZ6x1wtXaWQnhAinzLrJnJwcOCVV15R5+ELIUR5SkjNYPb6s3jYmvNKYC00Gg0Rcan0+Wo3UQlpaDXQuJrt3bnRGg0jWnvpXePNtafUpZFstl7mwFuB5VJYKTwuhae/PwBAM09bvZ5dPy87/j17k9nrzwJwPiKehcP9in3thNQMXlh+BN9qtkztXq9sA6/EbienE5mQxsZT4erv2NhAS3rW3d64VjXs8bA14/djN/I9vPlpXzDT/zgDQH03a5p72ukdNzTQsnC4Hy8uP8LeK9HqficrEzZP6oit+d1RAH5edgz392TFgWtsOx/FY/VcEOJBWns0lO93BTG8tSftazliYWLI0Wt3p4lEJmSv5vB0a09e71YPa1Ojwi71yBjZxhtPe3NGLz6k91mVtYGrB3Ip5hL7xu7D0tiS1adX88eFP/iyx5c4mDsUep5O0bHs5DIAHvN+rNB2QgiRm4wBFUJUGYqicDkykRl/ntFLuH45fJ3A+s4cvRZL1J0vsToFvaJn7647zU97g/nm6ebYmRsz/Y8zer25cSkZ7L8aTUBd5zKLNSNLwchAwyurjnErMR1nKxPeutPLm6NLfRf+zTVcduOpCKIS0nCyMsl7yQL9diSUPZej2XM5mgZu1pVyaGlZi0vJoPOn24nN1aM+uq03M/s25PH5O7h4M5GV4/xpW8uRtUdD+f3YDX7aF4KjpQmvBNZmxh+nWbrv7pKEI9t4FVhQzMbMiEUj/OixYBeGBhr+frUDWo2mwAdAHes4seLANfZfjc53TIjyoigKP+wO4v07hfLe/v10oW271HdhZp+GGBqUyaDNh0INx+ypUZHxaSiKUuaFBaOSovj9/O9AdtX7fnX7MWTNEABiUmJYP2w9htrsr+Lbg7fjbeuNi4ULf1z4g6DYIA7eOIilsSUjm4ws07iEEA+vck3uT506xZYtWzAwMKBbt27UrVu3PG8nhHjILdx+hU82Xci3/8btFH7KlawtGdOSoFtJHAyKoXNdZ37cE8T5iAQuRSbSfcEunK1MCIvLLiz1RPNqGBtqWXXwGv+cjiiT5P5yZALP/XSEoOgkAuo4cSg4FlMjLWtebEt1e/3Kxl0buOD8rwnpWTp1+PeRkFi6Nyp4Gba8/jgepr6esOoYR6/F0srbnur25jTyeDiH3h4OjlET+4bu1vRv6qEOk/9hVEsi4lNp6W0P6M8tnrf5Ik5WJmpi39zTln5NPXiqRfVC72VtasS/kzpioC04qc/RrLotAJejEklMy8RS6ic8MOl35k7n1EaobDKydITdTsHLwaLMr/3P6Qg1sS+Itakh345swaWbCTzZorok9nnkPERNycgiKT2rzP/dHgk/or7ed30fWbq70642XdnE5E2T+bzH5/x14S/6/tyXug518bb1ZtOVTWq79wLew8Pao0zjEkI8vEr1X7GtW7fy/vvv07p1a+bMmaN3bN68ebzxxhvqPFetVsu8efNk7r0Q4r5kZOn4cffdedVNqtvy0RONcbI04XBILLsuRXHpZiKtfRzoVMeJgLrOjGmXnfAF1HXizxNh/LQvhGsxyWpiDzCijRepGVmsOniNnw9d59SNOP54qd19fwnedyWaSauPq1Wpt12IAuCZdjXyJfYAdhbG7H8zEAV494/TrDxwjSMhMcVK7uNTMzgRehsALwdzQqKTWbwnmMV7gjHQavh2hB9uNma42phiX0AxuQdBURQOBGVXq2/tU/gQ1HvJ0imExibj5WChDqEd2MyDeYOb6rWrbm+u9znXcrZEo4Gckgtvrj0FQP+m7iwo5rr0xSl06GxtipuNKeFxqZy+EVeq9yqKlpml40RoHA3crDE10jL8+/0E3Uriv9cCsDGv2OHmOp1CaGwK1e3NuJWYzmf/XuCP42GkZGTRobYjM/o0pJazZanvcyg4hm3nI1m6N1jdN2dAY1r72BMcncRrv5zAxsyIr4c1p5GHjfw9FsLc2BBLE0MS0zKJjE/F0qn0v5vcDt04pL5ee34tGy9vBMDR3JFbybf44uAXmBia8M3hbwC4EH2BC9F3H2AHeAcwwV++Nwshiq9Uyf2vv/7Kjh07GDJkiN7+S5cuMXXqVHQ6HSYmJhgYGJCcnMykSZNo3749zZoV7wuVEKJixSSlc/x6LJ3rOqvDFWOS0rl0M4HG1WwwN773f0JykrvwuBQcLU3w9bBVv4DrdAparYYFWy6Skp7F1O710GoLHha590o00UnpGGo1bJsSoJfAdWvoSreGhSfDztamjOvgQ/vajnRfsAvI7rH53wg/mt7pcQ2s58x/5yM5ExbP8eu3qeVsqTevujh2XYpixJ3CVbWcLbE1M+JwSHYiOrqtd6Hn5bxnXw8bVgIXbhZvabxj126jKNmJ/fYpASzdG8yOi1FsvxhFlk5h3E+HUZTsef6/j2+nN+w0S6dgUMhnXZb+t/MqH/59Hq0G/p3UkdjkDBwsjPEp4Zfoz/+7xBf/XWKQXzV1/fmWNezveZ6pkQG/vdCGtUdvsOnMTW4lplHP1Yp3eze4r/dTlCbVbAmPi2DIt/t5vpMPb/aof++TRIkcv36bqb+d5MLNBJ5oXo1+Td3VJQj93t/Mhlc6UNe1YirBxySl8/T3BzgbHs8LnWqy/UKkumwiwK5Lt+j95S5+HN2StjUd7/s+kQmpPLP4EAl3lm+r4WjB3692UEeW+DhZsm9aIKZG2kdi/frScrIyyU7uE9JK/N+l3BRF4cCNAzRzbaYWv9sesl09fi3uGgB2pnZcmnCJFt+24ErsFT7Z+0m+aw2oN4AhjYYwoN4Addi+EEIUR6n+i7F3714AevToobf/u+++Iysri06dOrF+/XqMjY0ZPnw4v/32GwsXLuS7774rzW2FEOXkp33B7L8azXB/L5p72jF+xRH2X43h40G+dK3vQkJqJs/+dJgLNxOo52rFxlc6FJiM37idwve7rmJubMClm4l6c8rdbUxp4W3PnyfCcLHOnoO+YMslANafDGdAMw8mP14n35fSA3fmMg9o5lFgD3hx1HO1ppevG0FRSfxvhJ/edb4a1pxWc7aQkJrJoEX7sDI1ZNPEjrjbmhX7+j/cGVnQ2see/41ogbGBltkbztLQ3Rpna9N7nu9omf2F8HZyer5jOaOgcj6X2KR0nl92GMgu6KbRaBjdrgaj29UgJDqJTp9sV3urj127Tf13/6G1jz3fj2rJO+tOseFkOM93qsnott6kZepYujeYkW28cLC891z/y5GJeDmYY3SP0Q17r9ziw7/PA9k1ELrM2wmAh60Zu6d2LnbiEZ2Yxhf/Zf+N/HanAKKduRGB9Ys3hcLPyx4/L3s+GNCY6MQ0rEyNymUI95h23vxzJgKAJXuCJbkvI4eCY/hgwzki4lLVETEAa46GsuZoqLqdqVMY8u0+jr7btdySWkVR+HFPMHbmRgxo5qHeZ9m+YN69U6ARYNGOKwA4WBjz8mO1+GF3EKGxKaRm6Jiw8hj/TupYrH9rBflu51U1se/t68akrnXyTRmR5RiLz8nKhKBbSWq9lvv13o73mLljJrMCZjG903Sik6PZEbwDgJmdZjJ752w0Gg3LBizD1tSWL3p8wZO/PklyRjI+dj580f0Lhq4ZSoYug9mdZ9PQuWFZvD0hxCNGoxS0PlQxubm5ER0dTVpamt7/SH19fTlz5gxbtmyhc+fOAFy5coXatWtTu3ZtLlzIP2e2KoiPj8fGxoa4uDisra0rOhwhysT1mGRWHrzG2bB4dlyMKrCNk5UJ5sYGhEQn6+1fPtaf9rX1e6AURaHH57v0eqy0GnC2MtX7Yl6UNS+2wc9Lv1f2qUX7OBgcw0dPNGZwS89iXaekPv7nPAu3X1G3x7avUewe3oNBMQz+dh+KAtumBKiFmkriSEgMT3yzj+r2Zux642515Ii4VJ78315uJ2cwu18j2tZy4PllRzh27TaQXWMgd60ARVFoPnuzXsG5HN4O5gTn+j26WJuQnJ5FQmom3Rq68L8RLYqM8c8TYbyy6pj62cSnZpCeqcPR0oSohDTWHg2ldxN3rEwN8Z35b6HX2fJap3sOT05Ky2T04oNqz2xu6ye0r5Q1Beb+fY7/7biKhbEBZ97rXtHhVHmKotDri92cDY9X97X0tivwbyJHQf/9KCvnI+LV0T+vda3DC51qolMU2n24leik7IdyTlbZ/xbMjAz4aWwrWnrbk6VTSM/U0f/rPVy4mcCQltX58AnfEt9fp1No/9FWwuJSWfS0X7Frc4jCvbTyKBtOhvNu7waMzbXEZUmkZaZh+sHdB7jKDIX/Hf4fL2x4gcbOjTn54kkikyLJyMrQmz+vU3RsC9pGU9emOJg7kJieSHJGMs4WZVPYVQjx8ChuHlqqnvuYmBisra31EvuEhATOnDmDhYUFnTp1UvfXrFkTU1NTQkNDC7qUEKIC6HQKz/50WC8RL0hhPRrf7rqqJvfnwuNxtjJh5I8H1evZmhtlJ6T9GzHc34tLNxMY+M1eElIzi7zfrku39L6crz8ZxsHg7Hnb5fWlHbLnhOdO7v86EcY7veqj0WjIyNKx8sA1HqvnnG/kQHJ6Jq//dgJFgadaVLuvxB7A7s40gNgk/aT8rd9PcT0mBYD3N5yjmaetmti/3q1uviKAGo2GJtVt2X4h/8OanMTe0dKY+JRMbsbf/d1uOnMzX/u8pv+RXY37h91B+HnZ8cmmC4THpfDpk034fMslLkUmsuLANd7ofreA6ieDfDkfkcDFmwnsupQ9pL7LvB3sntqZanaFj8L49fB1vSTuuY4+ZOkU6rtZV8rEHuBpfy/+t+Mqmbr7fm4ucpn793k1sf/oicbYW5jQrpYD646FsXhPEJMfr0NtFyu6L9hJRlb2Z77pzM1y++/EuVwPGeZtvsiiHVdwtzUjOikdIwMNWycH4GZjysGgGFxtTNVh3gZaDWbGBrzXryGDv93PH8fDeL9/o2LX9ohLyWDKryfYfGcUlIWxAQF1ncr+DT6CXKyyk/LQ2OR7tCzc7mu71dfmRuboFB0LDy8EYEzTMQAFJuxajZZAn0B129LYEkvjsp33L4R4tJQquTc1NSUuLk5vHufevXtRFAV/f3+0Wv3/aZmZmZGaWryeOyFE6R27FsuyfSH0aOxG1wb6a29nZukInLdD7Y2v52rFR0/4YmtuxLzNF2nkbsOtxDRWHbxG/J1k3NXalI8G+eLtYE6XeTvYeTGKH3cHcTL0NutyVW2H7OHzcwY05sbtZGo5Z8+Bre1ixaaJHYmIT6W5px3XopOJSU7HzSb7y9WoOw8G/jsXyauBtcnIUnj6hwMcvFOQbUAzD2o6lX3F6RwdajuyeHRLajlbEvDpdiIT0lh/MpyPN53H3MiQCzcTeG/9WXa90RlXa1MW7w1m89kI7MyNCYlOxs3GlHdKMZc7p+hdYlom6Zk60jKz6PXFbq7F3P3SeSsxTf2CD9CvacFL303sUgcrUyNa+9gTfjuVCzcT1PMC6znzw+iWejUCIDvhL0psUjpxKXcfPIxfcVR9/fLKY+rrazHJzN2YPRz/Sb9qPJmrGv2CLRfVaRjtP9rG2PY1eOWx2tiYG3H6RhzvbzjL4w1cuRCRwKE7D3Ry9PF1p3G1ypnU58iptp2WqSMzSyfVye/DjotRfLDhLElpWdy4nf1Qa3b/Rnojdob5ezLM/+72f68FsOtyFG//fppvd16lobs1/ZqWTYVxnU7hWkwy12OTmbT6hN6x5PQsLkdm18iY2r2e+uCvba2C59S39LbHytSQhNRMzkckFPsh1cZT4Xr/7rs0cCly9QZRfE2qZ/8ODlyNuUfLwh24cUB9nZyRzNagrZy8eRJDrSGjm44ubYhCCFFspUrua9WqxfHjx9mxYwcBAQEArF27Fo1GQ/v27fXapqenExcXh6dn2Q+nzczMZObMmaxYsYKIiAjc3NwYPXo077zzjvqAQVEUZs2axbfffktsbCz+/v58/fXXNGwoc5rEw2ve5ovsunSLtcdu8O+kjtRxsSIlPYvbKelExqepif2Ex2ox+fG7Pa2f56oiXt/Nmomrj+NkZcLm1zpiZZpdDO/5jjX5attl3lt/Nt99zY0NeKdXfcyMDdTEPoe7rZk6j93TwRxPh7s9t8vG+tPuo62cuhHH3ivRpKRnqYn9wOYefDqoSbkWiNJoNHSul927Us/VijNh8UxYdUyvTZZOoe2HWws8/9XA2lib3n+1bmtTI7Sa7Pnpt1PSORpyW03sTQy1vNevIVPXnFLbLxnTstCe76bVbflyqH7x0td+Oc7fpyKY0i37d93GxwEPWzM1gbqVmE5SWmah1eE3n7tJURO5HC2NqeNixd4r0eo1/fNU6R7Ttgbf7bxKUnr2klA/7A7ityOhfD2sOcv3h7D/agz783zJftKvGvXcrGnkUfmnQ+X+7JLSsrAxl+S+JKIT05iw8qj6QBGyH7qNaO1V5HmeDub0s/RQ13n/+eD1Uif36Zk6/j0bwVdbLxc4usnUSEv7Wk7suhSFo6UJT7UsfEnFHFqthqbVbdl16RbHrsXmS+5TM7L47N8LrDl6A61Gg38Nez4e5MvhPNMQejRyK9V7E3flFDc8Gx5PTFJ6iVcWURSFladW6u37YNcHAPi5+WFnZlc2gQohRDGUKrnv1asXx44dY+zYscyZM4fw8HCWLFkCwMCBA/XaHjt2DJ1OVy7J/UcffcSiRYtYunQpDRs25PDhw4wZMwYbGxteffVVAD7++GPmzZvHkiVLqFOnDu+//z5du3blwoULWFlVTGVdIcpb7i+kj8/fSW9fN7acu0l6pk79UvlYPWe9xD6vfk3dUVBo4WWvJvaQPd90+8VITt+I12tvY2bEpon3VyzKycqEJ5pXY9XBawz//m5PSJ8m7sx7qmmJr1cafl52nAmLv3fDXHr5lu4Lt1arwcbMiNjkDFp98B8u1nc/w1e71GZg82q8/ftpMnUK9hbG+Ybj38sng5owZ0BjtcfP0EDLry+0ITY5nZE/HCQ6KZ3zEQn4eeX/MnorMY2F2y4D2b/7J/yqMeDrPUQmpDGtRz3szY0JrO/M9gtR7L2SXfzQ0dKYno315wTbmBvx7cgWer/fuJQMRi0+SFYBQ9m1GnivX6MqUyDM2FCLsYGW9CwdiemZFb40W1WzeE+wmtg7WpoQn5rBiwE1i3WupYkhf7/agR6f7+JE6O1Sj5yY/sdpfj50vcBj615qR10XK8yMDUjNyEKjARPD4v2NtvS2Z9elW2w9H0lyehZfbbusLpM3d+M5vVFQG06F08Ddmj+O3wCgVQ17PO3NeayezMkuK05WJmotkvMR8SVeyeDTvZ9yJiq7mGLP2j3ZeGkj24O3A9Des30RZwohRNkrVXL/2muvsXTpUoKCghg2bBiQ/QRz8ODBNG7cWK/tH3/8UWCPflnYt28f/fr1o1evXgB4e3uzatUqDh8+rMa0YMEC3n77bfWhw9KlS3FxcWHlypU8//zzZR6TEBUtOjEt31z59SfD1dcnQ+MAaFuz6PWPNRoNA5pVy7dfq9Xw5dDmTP3tJIH1nenZ2A0HS2N0yt2hyffj2Q41WHXwmrptbKBlwmO17vt69+vFgJoYGWgxNdJS1zW7x7i5py0WxoZ89M95XKxN6dPEjS+3XmbL2Zt8+mQTvYcf9yt3Ebyc+fC9fd14vmNNDLQaNk3qyDu/n2aof8kflBpoNRho9ROQnJEUrX0c2HAqnPUnw/DzsiM8LoUdF6J4wq8ahloNk1YfJzg6GQtjAwY088DD1ox/JnbkcHAMj9VzVpOopp626rVf71a3wOUSm3na4mJtgoWxIX9NaM+7606z9tgN9fjmSR05GRrHmqOhvBJYu8ok9jksTAxIT9bx1dbLzBnQSJYjKwZFUVi4/Qpf3XmAtHB4c3o2divxko11XaywMjEkIa1kw94LkjMtpK6LFWFxKWqtkM+HNFWX0ARKPDy+t68b8zZfZNuFKLbdqYux8VQEG09lr7Sg1cCMPg35dNMFEtIy+WRTdhFiGzMjvh/VolSjg0TBnK1MCY5OJiYp/0ol9/L9se8BeLLBk0zvNJ2Nlzaqx/rV7VdmMQohRHGUKrm3tbVl7969zJgxg3379mFra0vv3r15/fXX9dqlp6fz448/oiiKWj2/LLVv355FixZx8eJF6tSpw4kTJ9i9ezcLFiwAICgoiIiICB5//HH1HBMTEzp16sTevXsLTe7T0tJIS7ubHMXHl6wXT4iKcuBqNKMWZ8+l9nIw5+thzfnvXCTzt1zUa2dmZEDfJgXP2S6OGo4W/PJCm1LFmpePkyUTHqvFmiOhNPOyY2z7GtRxefCja9xszAqtlJ+7yvWCwU3JyFLKZWm1HP2beqgJTk0nS1Y917rM7zHIrxobToXz6+FQRrf15q3fT7HncjTXYpKp62rFrku3MDHU8ssLbdR5xfYWxjzeUL9nvqaTJW/3rI+5iUGhqxqYGxuy5bVOaDQaLEwM+eypJthZGPPD7iBqOllQ28WK2i5WPOGX/6FSVWBpakhscgarDl6jobs1A5p5FDrVQWRbdfC6msR62JrRpX52jZCSJPaQ/dCxdU0HNp+9Se8vd/PhwMYMaVW8B2FxyRm8ve4UjT1sGNOuhlp8cukzrTAzNmDWn2doW8ux1MP9fZwsaVvTQR3hklefJu6MauuNm40pzy07AmRPAVgypqUk9uUkZyh+SZP787fOczH6IkZaI77v+z3WJtZ83+d79ofup3+9/nTw6lAe4QohRKFK/W3Dw8OD77//vsg2xsbGRERElPZWhZo6dSpxcXHUq1cPAwMDsrKy+OCDDxg6dCiAem8XF/2CYi4uLoSEhBR63blz5zJr1qxyi1uI8rDhZDgvrbxb6Kx1DQcaedjQyMOGYf6eLNsfwmP1nFm+P4QhLasXa/31B23y43WLnCpQmWg0GowNy65ntldjNzacCtfb1/ABzDXvWMcJPy87joTE0umT7er+hduvYGOWnVC83LkWDd3v3RP6bEefe7bJPcpBo9HwTq/6+HnZ3XN5vKrA3Oju/1rfWXead9adxsbMiM51nZjVt9EjP1Q/LTOLd34/zbYLkfw4uiUN3W34Zkd2j/3QVp680a1uqR6WTX68jlp87uNNFxjQ3OOeQ+aT0zMZtfggx6/fZv3JcHycLMnSKViaGOJibYJGo2He4Kb3HVNe349qwfsbzrHywDV8HC24eitJPfZ4g+wHZn5eduoUjzd71KeZp8zdLi/2liVL7hPTE/lo90e8v+t9AB6r8RjWJtn/nR7bfCxjm48tn0CFEOIeHoquhNWrV7N8+XJWrlxJw4YNOX78OBMnTsTd3Z1Ro0ap7fIOjcxd5b8gb7755v/bu++wqK70D+DfGTrI0IsUCSqKIiqiESsau1FjjC0qmnU3iTVRf7FE48ZkbYmJm2ISjZu4yVo3isaUNaIoNlBEUIoFFZAiDH3ozDD398eEqyOggBQHvp/n8Xmce8+dewbfB+e955z3YNmyZeJrhUIBV9cnF8whak57LmoeWHVpK8OK0Z3R76GCZnbmRlg2ohMAaE0rpWfHhpe7YUbfdlh3NBbx8kK0tTBGWwuTRr+vnlSCr2f2wuzvLuFmhnbxsPwSJZwtTWqVtNeXRCLBWO+WUSSsWFl1q8f8EiWORKWhh6sl/jLgwV7a5So1Qu9mo89zVjh9MxM/XEjEJ1N6VNlusTq/XE1DVHIelo/qrFOV0787l4CfIjTb4r4bGI2x3m2RnFMCS1MD/H1c16dehuHpKMORhQMw8avzyCkqxx+xGTXOUMotKofMxADbT99BVHKeePz1HzXL+jrat2mUZRWmhvrY+LI3Avzc4G5rhuScYnx2Ih6ZhWUY1kWznt6mjREOvOkHAz3pM7v1Y0thbVq35H7R74vww9UfxNecfk9Ez4oGT+6TkpIgl8shkUhgZ2cHN7fHV7htCMuXL8eqVaswffp0AIC3tzeSkpKwadMmzJkzB46OmqfglZX0K8nl8iqj+Q8zMjKCkVHdi4IRNZXLiTkoUVZgkIdmv+PMgjKE3dVM9fw2wLdWCQI9WyxNDTGgoy22TOmBb8/cwcrRnk12bweZMQ4t6I8Nv10XH35W1j9YO66LTiWQzUlR8iC5/2Hu87ifV4LPTsQjXVGKqw8lkMoKNWZ/fxFhd3NgaWqAvD/rLew8excfvtTtifep3MlBKgHWvFj/LRib0n9CE/HxsZvi69g0hVi4clZftwarr9DT1RJvDfPAFyfj8da+SOw6nwAXK1NsndoDBnpSqNUC/vLvcITcykQbI30Ulmn+zV4f5I7fo9PF3R6GNXLhui5tNaO9Hg7m+GpmryrnOVrfNCqn5WfXIrlPK0jTSuyN9Y3xkieTeyJ6NjRIcn///n1s2rQJ+/fvR3a29hoyGxsbzJgxAytXrtRKrBtScXGxuOVdJT09PajVagCAu7s7HB0dERQUBB8fzdZQ5eXlCAkJwUcffdQofSJqLKoKNd7aH4nYNIW4ld2qMZ6Y598BR6+mQS1ovtgysddtPV0t8fVM3ya/bxsjfWyapCmImvFnMjq8iz1Gc+utWlOUPiiK6N9J8+DN0cIYr+0KFwtZAkDIzUxx27+8hwop/hiaBA/7Ngjo91yt7rH34j2sHtul2Qv3KSvUuJ9XCidL42qr1B+9moa1P2uqirtYmSAlt0Q85yAzwuz+DTsYML2PK7YFx0MtAJH38hB5Lw+v9nFF/462iE1TIOSWpphdZWIPADP7umHZiM7YczEJFiYGeKWXbtZ9oLqxqZyWX/jk5P5M0hkAgI+jDw5NPYRiZTGczOtfu4aIqCE9dXJ//vx5TJw4ETk5ORCq2QA5KysLX375Jfbu3YsjR46gf//+T3vLKsaPH48NGzagXbt28PLyQmRkJLZu3Yq5c+cC0Ez3XLJkCTZu3AgPDw94eHhg48aNMDU1Fav8E+mKs/FZYlXlSluP38IUXxcEXtFMdZ3U6+kKPhEBmpH8399mQai6qua/QvRwsQQA3M0qQtjdbPi1t8HPVzVbnnV2MEdqXglUajVKlZqH0mt/jsXusHvo39EG74/3qvJ+iQ+t0S4qr4C8oAwOzVg/IzGrCHN2XUJSdjE8Hc3x6+KBYoJfUl6B8go1NvwWBwCYO8Adq8d64pPjt3A/vwTrJ3aDqaF+nYvnPYmTpQk+ntwDJ+IycCxW8zvzs5Px6OZigdM35dVe42ZjColEgr8NarwlKPTsqUtBvcrkfrDbYLhbuT+hNRFR03qq5F4ul2PChAnIzc2FTCbDvHnzMGLECLi4aJ50p6Sk4MSJE9ixYweysrIwYcIExMXFwd6+Yae5ffnll1i7di0WLFgAuVwOJycnvPnmm/j73/8utlmxYgVKSkqwYMEC5Obmom/fvjh+/Dj3uCedkKEoxY+hiejkYI49YZpp0u3tzLB5Uncs3ncFGYoy+K4/AQDQl0owrjtHEYiaS193a1xMyEFvtwdTqq3MDDGue1v8eu0+PvnjJn6a1w8XbmcBADZO6oYubWWoUAv4Pfo+Vh6KBgDczCjAzYwCTPJxgbfLgzXXdzILMWPnRa17xqblN1tyvzssCe8diRFf30gvwHtHYjDWuy062rfB6M/OiHvXu1qbYMXoztDXk2LVmMZfcjLZ1wWTfV2wPeQONv/vBi4l5GDApmAU/Dlav/FlbwzvYo+l/43CME+HZp/9QM3jwbT8sirnKtQV2BGxA90dumNgu4Ficu/v5t+kfSQiqg2JUN1wey2tXLkSW7ZsgaenJ4KCguDsXP1oYVpaGoYPH46bN29i+fLl2Lx5c7073JwUCgUsLCyQn58Pmazxq1dT61JUpkLwDTnUgoCCUhWGd3GAo4UxKtQC3vzPZZy4/mCkyUhfit/eGoSO9m3w9enbWmtYR3R1wM7ZvZvjIxARNA/j/huejOnPt4Od+YO6LdfvKzDm87MwN9JH0DJ/+G06CakEiPtwtFY9gy1/3MBXp+6Ir9taGOPoooGwMzdCuUqNQR8HI0OhnYT834hOWDzMo8E+w62MAhSUquDr9vg13/nFSvTZeALlKs2Mg8oHGJU62JnhTuaDWQbbZ/VqliUeF+9mY9q3YVWOX31/pLgbBLVeOUXl6PWPIADAzfWjtXZXWHViFT46/xFkRjKEvx6Ozts0O7nI35HDzsyuWfpLRK1PbfPQpxq5/+233yCRSLBz584aE3sAcHJyws6dOzFo0CD8+uuvOpvcEzUWuaIUr+0KR9x9hXjso//dwNZpPbHpf9dx96EvxwDwzaxe4pZh8/07YGRXB3zwSxwq1IJYDZ+ImoeDzLjaRLu9nRmkEqCgTCVOC+9g16ZKocIlwzthTLe2sDQ1wLQdYUjNK8E7P13FjgBfvPLNBa3EvrebFS4n5YpF6f4ZdAsHI1Iwtbcr/jbIHWZGdf9vXq4oxch/noFUAlxaMxy2bWouLPvLtTQxsf82wBf9OtigoFQlrmevTOwHdLTBfP+OGOhhW+f+NITn3a2xaownOti1QWJWEbb8cRNvD/dgYk8AACtTA5gY6KFEWYG0vFK425oBAFRqFT6/+DkAQFGmgOc2zWyTrnZdmdgT0TPpqUbu27RpA6lUCoVC8eTGgDgFvqCg4Aktn00cuaeGpKxQ40RcBrIKy7A95K5YnRnQFJd6dGRueBcHdHOW4TkbM0z04Zp6Il009JPTSHhovfzEnk74bLpPje1/j76PBXuuVDn+14HuWDXGE+EJOZjxr4twtTbBwXn90XfjySptv5nZC2Me2mawVFlR5YFCuUqN+/klCLubjUMRqbiUqCn09983++F5d2uxXXp+Kc7GZ2JkV0ck5xZj3JfnAADvvdhFa516qbIC4748h9vyQgDAH0sGo7Pjs7MMTlmhhkE1Rf+o9RqxNQTx8kLs/mtf8SFUjDwG3t9oCozqS/WhUmuWcyz1W4qto7Y2W1+JqPVpkpF7iURSbRG9x3mKZwlELYaqQo2//XBZHN0CAHdbM+x6rQ/sZUZQqQXM3HkR0an58HQ0x5bJPeDlJIO0gQtOEVHT6mBnJib3BnoSTO3t+tj2I7s6YEIPJxz9s/hepQVDOsBAT4quTpr/4JNzSqpN7AFg/p4rOL50MDo5mOODX2Lxw4VE/DSvH3zdNEl7blE5Rn12BvKCquuNU/OKUaayQEyqAl5OMsz+/iJuZRRiOa6JbSQS4KWe2g8cjQ30sPFlb3wZHI/Jvi7PVGIPgIk9VeFsZYLYzGvYFxMPT+dZsDW1RURaBABN8bxFfRZh2sFpsDW1xepBq5u5t0RE1Xuq5N7NzQ3Xr19HWFgY/Pz8Hts2NDQURUVF6NpVN/biJXqUIAj454l4WJgY4K8DtSvkqirUKCqvqPUUz33hyVqJPQDs/ltfOFuaiK9/XjgAWYVlsG1jxKSeqIWY0NMZIbcyoSeV4Me5fbVGxaujryfFF6/6YJSXI5YeiIKRvhTnVr4AC1PN7xpLU0NIJNVX6H/Y2M/P4stXfbDrfCIA4HBkKnzdrHEuPguzvtMuzudsaYJ0RSkq1AJu3C/AtuDbuJNZBFNDPRSXV1R573n+HbRqC1R63t0a//lr38d3jOgZ4WJlgizDT/H1tSS82K0TxnqMxZX7mlkzvm19McVrCno69oS5kTlsTZtneQkR0ZM8VXI/ZswYxMXF4Y033sDJkydhZ1f9+iO5XI433ngDEokEY8eOfZpbEjWbyOQ8fHEyHgCQkluMsd5tYdvGCM/ZmOKvP1xG6N1sfPxKdwzrYo+0vFIci0nHG4Pbw8TwwfTX/4YnY3vIHdz9c+Ru2YhOSMgqwsCOtlqJPQBIpRLYN+PWVkTU8Cb0cIJ/JzuoKtSwecxa9ke92L0tujnLIIFETOwrfTjBS9w/HgD2v+EHEwM95Jco8WNoIk5cl0OlFjD/oen98Rma6fIHI5K13mvJcA8sGd4Jn524hc9OxOO7cwlQqTVPDioT+2UjOiGnqBxBcRn457SeT3xAQaQLnC1NYaBuB6U0CXGZcRjrMRZxWZrtG7vZdwMAeNg0XNFKIqLG8FTJ/TvvvIPvvvsOsbGx6NKlC+bPn49hw4bB2dkZEokEycnJOHnyJHbs2IHs7GxYWlrinXfeaai+E9VZRFIu9KUS9HC1rNN1Man5mPT1BfH1rvOJ4giYt7MFolPzAQBLDkRpXaevJ8HCoR3F91hx6MFUVicLY7w+SDv5J6KWr75F3NxszKo9HtDvOZga6uP/frqKgR1t4dfeRjw3uJMdTt2U4y+7wrWuiU7NR+idbByJ0kz3H9nVAZ9N7wmTP9fiVz5srEzsK+lJJZjexxX2MmOsm+BVr89B9Czq38EGQxJ88Pu9s4jN1Dwsu5ml2Ymms03n5uwaEVGtPVVBPQAICQnByy+/jLy8vBr3hxUEAZaWljhy5AgGDx78NLdrVq2xoJ4gCIhNU6Czo7lOrVEUBAESiQRqtSBOaU/OKcbQT05DIgEWv+CBnq6WGNjRFhIJHru3cVpeCYZ9GoIS5YPpqF3aynA/vwR5xcon9mV4FwcsGe6B1YejcS0lH32es8LyUZ7o6iRDm3pUsiYiepQgCAi5lQlfNyuYG2s/PChXqeH7jyBxb/fqXFs3ErKHrotJzReL5QHAofn9cTkxB242ps2ylR1RUzgYdxBTfpqC552fR/DsYLTZpNmVJnN5JqfiE1GzapKCegDg7++Pa9euYcOGDfjpp5+Qk5Ojdd7a2hrTpk3D6tWrH7tdHj2bfopIwYqD1zC0sx2+m9OnQdd+X0vJw56we+jmLIO8oAw9XCwxvKtDra+/m1mI7SF3sHBoR3FEq1ylxpQdoSgoUcLZygShd7IxpbcLNkz0xucn48VRqK1Bt8T3sTQ1QF93a7wzsjM8HLSLPpWr1Hg3MBolygpYmhpg6fBOCPBzE38O11Ly8NWp2zhxXY7Pp/dEd2dLHL2aioJSFXacuQsAOHE9AyeuZwAA9KUSvD/eC92cLer/gyMieoREIsGQzvbVnjPUl2J2fzd8deoOTAz08IqvM3aH3RPP93Cx0ErsAaCbswUWv9ARO0LuYvmozvB1s3rinvdEuq6rnaYuVFxmHG5la74nWJtYM7EnIp3x1CP3j0pISIBcrtm/197eHu7u7k+4Qne0ppF7uaIUuy/eE9eYA8C03q7o7GiOzo7mGNDx6f6jS80rwfBHRsOBqls2PSpDUYqDESno85w1Nv5+HVHJeWhva4aT/+cPiUSC3WFJeO9IjNY1Egng42qJK/fyAADmRvrVjmA9Z2OKA2/2Q0puCRbsicCsvm5IyC5C4JVUAMC68V3x2oDq41lVoYb+IzMbIu/lYs/FezgYkSIe++JVH0zo4VTzD4aIqBFUjuybGurDwsQAoz47A0BTsf/q+yNhalj9s/7qts0jaqnKK8phssEEakGNjS9sxOrg1RjYbiDO/uVsc3eNiFq5Jhu5f5S7u3uLSuhbixvpChyNSsO8IR1QUSFg6o5QJGYXa7U5cFlTeEkqAU4s80dmQRk+PX4LS0Z4oF97m8dOba9UOU3+wKV7YmKvL5XA2EAPhWWa0e7R3Ryrfa/CMhUmbDtXZf/3u1lF8PlHEP5vRCd8EXy7ynWCADGx3zTJG68+3w6qCjWORKXBQWaEC3ey8c3pO0jMLtbaSurTh0b3DfQkeLF7zUn5o4k9APi0s0JPV0vcSFcgJlWB3m5WGN+d01mJqOk9PLL/8DN9MyP9GhN7AEzsqVUx1DOEq8wVSflJWB2s2e7O382/mXtFRFR7XPDbCgiCgPW/XUe5So1VYzzxbmA0+rhbw1FmDEEQIJVIsPS/USgoVSEpuxhlKjUSs4thoCfBZF8XzOn/HKLu5eHCnWxcTclDUnYx/n0hET+GJgEAZuy8iP4dbLD3de3tEC/ezcaN9AIM6GiDsLs5uJSQg6C4DIzv0Rb/vawZzd40yRtTfF2QW6zEgI+CEZWch9WHYzC1twt82mmmgBaVqRB4JUWrGvSjWz/lFSvF886WJgh+R/Of8bQdYYhKzgMAvDXMA68+3w6AJhmf7OsCABjkYYeb6QUIviGv9uc3o287bHzZu14/e4lEgoPz+uNuZhHa25nV6gEIEVFjkkgk8HQ0x430Aozh+nkiLe2t2iMpP0l8/YL7C83YGyKiumnwafktmS5OyxcEAduCb4uj0C96t8Vv0fefeJ2hnhRHFg5AVyftz3kkMrVKRfhKkWtHwMrMEAAQkZSD6d+GQVnx+PC6+veR4rZO35y+g4+O3QCgGc0/s2IowhNz8PZ+7ft9PLk7xnd3Qn6JEnpSCV7++jxScksgkQDWpobYNqMX+nXQVIv+8Jc4fH8+AQAQ+u4LaGuhvd1cpVJlBa4m5+GL4Hi0tTBBZwdzfHEyHjZtDHF4wQDxcxERtQSZBWU4dCUFAX5uMGNhTyLRzMCZ2Bu9V3xdsqYExvrclpaImleDT8vX02uYqXkSiQQqVc0Ve6nhnLohx+J9kSh8aH15dYm9nlSCike2O3rTv32VxB4Axng7YssfJkjNK6ly7m5WIXzNNPsdf3vmbpXE3thAilKlGoBm5D1q7Uit/Zrn+bfHczam+OT4TdzJLML+8GStNf/DPO0xy88NQzrbQSKRiFvInV0xFIBmD2a9P6f4V9LsMy/FpF4uNSb2mr7poW97G+x5aAupvw1y/7OvHG0nopbFztwI8/w7NHc3iJ45papS8e+qtSroSbk0hYh0R62Tew7w654tf9wUE/vebla4nJSrdX6Ypz02TvKGbRsj3EwvQHs7M8RnFEJRqtTaJ/lhRvp6WD+xG+btjkCZSq117k5mEXzdrBGdko8/YjXV4deM7YISZQVe8XWBk4Ux1v4cgz0X72F6H1etxB7QJNFjvNtCXlCG94/GaiX2/TvY4J/Te1ap6Fx5HYBqR58cLYyxfJTnk35U1WJST0RE1Lq8N+g9/HzjZ7w3+D0m9kSkc2o9LT8kJKTBburvr5vFSXRtWr73+3+goEyFJcM9sGR4J4TeyUZWYRkcZMZIzinGGG/HxxZSehy5ohT5JUqM+OcZreNTe7vgYEQK1ALgam2CM8uHVkmSy1QVMNST1pg8K0qVmPT1BdyWFwIA3hzcHu+O7VKvfhIRERHVhUqtgp5Ejw/5ieiZ0eDT8nU1IW+tFKVKcbu31we1BwBxHToAPO9u/VTvby8zhr2s6hq0ykJ5L3jaY+nwTtX+x2ik//gn4TJjAxxZOADhiTno196G1ZqJiIioyehLWYeCiHQTf3u1UPfzNGvGLE0NGrVY0r7X/XDyegas2xgiPCEHpUo1Zvdze+xe9bXRxkgfQ//ctomIiIiIiIger85Zn0qlQnGxZv/z2k5NVygUAAAzM7MGK8xHNXv9x8sIitOseXd6TBG5htCvg82DGQFDGvVWREREREREVANpXS+YPn06rKys8Nprr9X6mrlz59b5Gqq/G+kK8e9qFkIkIiIiIiJq8eqU3MfGxiIwMBAymQzff/99ra/buXMnZDIZ9u3bh/j4+CdfQE/lo0nd8WJ3zbT4CT2dmrk3RERERERE1NjqlNzv2bMHALBgwQJYWlrW+jorKyssXrwYarUau3fvrlMHqe76d7TFVzN64fyqFzBvMPcxJiIiIiIiaunqlNyfPXsWEokEr7zySp1vNGnSJADA6dOn63wt1Y+zpQmkUm7jQkRERERE1NLVKbm/desWpFIpfHx86nyj7t27QyqV4saNG3W+loiIiIiIiIhqVqfkPi8vD5aWltXuXf7EG0mlsLS0RH5+fp2vJSIiIiIiIqKa1Sm5NzU1RUFBQb1vVlhYCBOTxt2ajYiIiIiIiKi1qVNyb29vD6VSiTt37tT5Rnfu3EF5eTns7e3rfC0RERERERER1axOyb2fnx8AIDAwsM43OnToEACgb9++db6WiIiIiIiIiGpWp+R+3LhxEAQBW7Zswf3792t9XVpaGj755BNIJBKMGzeuzp0kIiIiIiIioppJBEEQattYrVajS5cuuH37Nry8vHD48GF06PD4fdRv376NSZMmISYmBh4eHrhx40a9CvI9C/Lz82FpaYnk5GTIZLLm7g4RERERERG1cAqFAq6ursjLy4OFhUWN7eqU3ANAWFgYhg4divLychgbG2PWrFmYOHEifHx8YG1tDQDIyclBZGQkDh8+jL1796K4uBhGRkYIDg5Gv379nu6TNaOUlBS4uro2dzeIiIiIiIiolUlOToaLi0uN5+uc3APAL7/8goCAACgUiieOwguCgDZt2uA///kPXnrppbre6pmiVquRlpYGc3PzZ3r2QeWTHc4woCdhrFBtMVaothgrVBuME6otxgrVVkuOFUEQUFBQACcnJ0ilNa+s16/Pm48fPx6XL1/GmjVrcOjQIajV6mrbSaVSTJ48GevXr4eHh0d9bvVMkUqlj31S8qyRyWQtLrCpcTBWqLYYK1RbjBWqDcYJ1RZjhWqrpcbK46bjV6pXcg8AHTt2xIEDByCXy3Hq1CnExsYiOzsbgiDA1tYWXl5eGDp0KLe+IyIiIiIiImpk9U7uK9nb22PatGkN0RciIiIiIiIiqoc6bYVHusHIyAjvv/8+jIyMmrsr9IxjrFBtMVaothgrVBuME6otxgrVFmOlngX1iIiIiIiIiOjZwZF7IiIiIiIiIh3H5J6IiIiIiIhIxzG5JyIiIiIiItJxTO6JiIiIiIiIdByT+xbo66+/hru7O4yNjeHr64uzZ882d5eoCW3atAl9+vSBubk57O3tMXHiRNy8eVOrjSAIWLduHZycnGBiYoIhQ4YgNjZWq01ZWRkWL14MW1tbmJmZYcKECUhJSWnKj0JNaNOmTZBIJFiyZIl4jHFClVJTUzFr1izY2NjA1NQUPXv2REREhHiesUIAoFKp8N5778Hd3R0mJiZo3749PvzwQ6jVarENY6V1OnPmDMaPHw8nJydIJBIcOXJE63xDxUVubi4CAgJgYWEBCwsLBAQEIC8vr5E/HTWkx8WKUqnEypUr4e3tDTMzMzg5OWH27NlIS0vTeo/WHCtM7luYAwcOYMmSJVizZg0iIyMxaNAgjBkzBvfu3WvurlETCQkJwcKFCxEWFoagoCCoVCqMHDkSRUVFYpuPP/4YW7duxbZt2xAeHg5HR0eMGDECBQUFYpslS5bg8OHD2L9/P86dO4fCwkKMGzcOFRUVzfGxqBGFh4fj22+/Rffu3bWOM04I0HwBGjBgAAwMDPC///0PcXFx+PTTT2FpaSm2YawQAHz00UfYvn07tm3bhuvXr+Pjjz/Gli1b8OWXX4ptGCutU1FREXr06IFt27ZVe76h4mLGjBmIiorCsWPHcOzYMURFRSEgIKDRPx81nMfFSnFxMa5cuYK1a9fiypUrCAwMxK1btzBhwgStdq06VgRqUZ5//nlh3rx5Wsc8PT2FVatWNVOPqLnJ5XIBgBASEiIIgiCo1WrB0dFR2Lx5s9imtLRUsLCwELZv3y4IgiDk5eUJBgYGwv79+8U2qampglQqFY4dO9a0H4AaVUFBgeDh4SEEBQUJ/v7+wttvvy0IAuOEHli5cqUwcODAGs8zVqjSiy++KMydO1fr2KRJk4RZs2YJgsBYIQ0AwuHDh8XXDRUXcXFxAgAhLCxMbBMaGioAEG7cuNHIn4oaw6OxUp1Lly4JAISkpCRBEBgrHLlvQcrLyxEREYGRI0dqHR85ciQuXLjQTL2i5pafnw8AsLa2BgAkJCQgPT1dK06MjIzg7+8vxklERASUSqVWGycnJ3Tr1o2x1MIsXLgQL774IoYPH651nHFClY4ePYrevXtjypQpsLe3h4+PD3bu3CmeZ6xQpYEDB+LkyZO4desWAODq1as4d+4cxo4dC4CxQtVrqLgIDQ2FhYUF+vbtK7bx8/ODhYUFY6cFy8/Ph0QiEWeTtfZY0W/uDlDDycrKQkVFBRwcHLSOOzg4ID09vZl6Rc1JEAQsW7YMAwcORLdu3QBAjIXq4iQpKUlsY2hoCCsrqyptGEstx/79+3HlyhWEh4dXOcc4oUp3797FN998g2XLlmH16tW4dOkS3nrrLRgZGWH27NmMFRKtXLkS+fn58PT0hJ6eHioqKrBhwwa8+uqrAPh7harXUHGRnp4Oe3v7Ku9vb2/P2GmhSktLsWrVKsyYMQMymQwAY4XJfQskkUi0XguCUOUYtQ6LFi3CtWvXcO7cuSrn6hMnjKWWIzk5GW+//TaOHz8OY2PjGtsxTkitVqN3797YuHEjAMDHxwexsbH45ptvMHv2bLEdY4UOHDiA3bt3Y+/evfDy8kJUVBSWLFkCJycnzJkzR2zHWKHqNERcVNeesdMyKZVKTJ8+HWq1Gl9//fUT27eWWOG0/BbE1tYWenp6VZ44yeXyKk9DqeVbvHgxjh49ilOnTsHFxUU87ujoCACPjRNHR0eUl5cjNze3xjak2yIiIiCXy+Hr6wt9fX3o6+sjJCQEX3zxBfT19cV/Z8YJtW3bFl27dtU61qVLF7FQK3+nUKXly5dj1apVmD59Ory9vREQEIClS5di06ZNABgrVL2GigtHR0dkZGRUef/MzEzGTgujVCoxdepUJCQkICgoSBy1BxgrTO5bEENDQ/j6+iIoKEjreFBQEPr3799MvaKmJggCFi1ahMDAQAQHB8Pd3V3rvLu7OxwdHbXipLy8HCEhIWKc+Pr6wsDAQKvN/fv3ERMTw1hqIYYNG4bo6GhERUWJf3r37o2ZM2ciKioK7du3Z5wQAGDAgAFVttO8desW3NzcAPB3Cj1QXFwMqVT7q6Wenp64FR5jharTUHHRr18/5Ofn49KlS2KbixcvIj8/n7HTglQm9vHx8Thx4gRsbGy0zrf6WGn6Gn7UmPbv3y8YGBgI3333nRAXFycsWbJEMDMzExITE5u7a9RE5s+fL1hYWAinT58W7t+/L/4pLi4W22zevFmwsLAQAgMDhejoaOHVV18V2rZtKygUCrHNvHnzBBcXF+HEiRPClStXhBdeeEHo0aOHoFKpmuNjURN4uFq+IDBOSOPSpUuCvr6+sGHDBiE+Pl7Ys2ePYGpqKuzevVtsw1ghQRCEOXPmCM7OzsKvv/4qJCQkCIGBgYKtra2wYsUKsQ1jpXUqKCgQIiMjhcjISAGAsHXrViEyMlKscN5QcTF69Gihe/fuQmhoqBAaGip4e3sL48aNa/LPS/X3uFhRKpXChAkTBBcXFyEqKkrre25ZWZn4Hq05Vpjct0BfffWV4ObmJhgaGgq9evUSt0Cj1gFAtX927doltlGr1cL7778vODo6CkZGRsLgwYOF6OhorfcpKSkRFi1aJFhbWwsmJibCuHHjhHv37jXxp6Gm9GhyzzihSr/88ovQrVs3wcjISPD09BS+/fZbrfOMFRIEQVAoFMLbb78ttGvXTjA2Nhbat28vrFmzRutLN2OldTp16lS1303mzJkjCELDxUV2drYwc+ZMwdzcXDA3Nxdmzpwp5ObmNtGnpIbwuFhJSEio8XvuqVOnxPdozbEiEQRBaLp5AkRERERERETU0LjmnoiIiIiIiEjHMbknIiIiIiIi0nFM7omIiIiIiIh0HJN7IiIiIiIiIh3H5J6IiIiIiIhIxzG5JyIiIiIiItJxTO6JiIiIiIiIdByTeyIiIiIiIiIdx+SeiIiIiIiISMcxuSciImql1q1bB4lEovVHKpVCJpPBxcUF/fv3x8KFC3Hw4EGUl5c3Sh/y8vKwbt06rFu3Dnl5eY1yDyIiotZAIgiC0NydICIioqa3bt06fPDBBwAABwcH8XhJSQkKCgrw8FcEGxsb/OMf/8C8efMgkUgarA+JiYlwd3cHACQkJOC5555rsPcmIiJqTThyT0REREhPTxf/5OfnQ6lU4tq1a/j000/h7u6O7OxsLFiwALNmzQLHBYiIiJ49TO6JiIioCj09PXh7e2PZsmWIiYnB9OnTAQB79+7F5s2bm7l3RERE9Cgm90RERPRYpqam+OGHH+Dj4wMA2Lx5M3JycsTzarUa58+fx6pVq+Dn5wcXFxcYGhrCxsYG/v7+2L59O5RKZZX3HTJkiDglHwDc3d211v8PGTKkyjUVFRX497//jVGjRsHBwQGGhoaws7PDqFGjsH//fs4qICKiVku/uTtAREREzz5DQ0OsXr0aU6ZMgUKhwJEjRzB37lwAwL179zBw4ECxrb6+PkxNTZGTk4MzZ87gzJkz2Lt3L/744w+YmJiI7aytrWFra4usrCwAgK2tLfT09LTOPywjIwMvvfQSLl68KB6zsLBAVlYWjh8/juPHj2Pfvn346aefYGho2Cg/ByIiomcVR+6JiIioVkaPHi0m3yEhIeJxfX19vPTSSzhw4ABSU1NRVlaG/Px8FBQUYNeuXXBycsLZs2exZs0arfcLDAxEeHi4+Do8PFxr7X9gYKB4rry8HOPHj8fFixfRq1cv/PbbbygqKkJeXh4KCwvxww8/wN7eHkePHsXKlSsb+SdBRET07GG1fCIiolbq4Wr5tf060KlTJ8THx2PAgAE4d+5cra65fPky+vTpAzMzM2RlZcHY2Fg8V9tq+V999RUWLVoELy8vhIaGwtzcvEqbiIgI9OnTBwYGBkhOToa9vX2t+kdERNQScOSeiIiIaq1yqvzDa+6fpHfv3rC3t0dRURGioqLqdd9//etfAIAFCxZUm9gDgK+vL7y8vFBeXo5Tp07V6z5ERES6imvuiYiIqNZqGuEvLy/H999/j8DAQMTExCAnJwdlZWVV2qWkpNT5ngUFBbh27RoAYO3atfjwww9rbFv50CEpKanO9yEiItJlTO6JiIio1nJzcwEANjY24jG5XI7hw4cjOjpaPGZsbKxVIC8zMxNqtRpFRUV1vmd6ejrUajWA2s8YKC4urvN9iIiIdBmTeyIiIqqVwsJC3L17FwDQoUMH8fjSpUsRHR0NGxsbbNmyBWPGjIGjo6PWta6urkhJSanXVnUVFRXi38PCwtC3b996fgIiIqKWi2vuiYiIqFaOHTsmJtqVe9ArlUqxqv22bdvwl7/8pUpiX1FRIW53Vx8ODg7i3x+eHUBEREQPMLknIiKiJyovL8fGjRsBaPaWnzhxIgDNdPvS0lIAgI+PT7XXnjt3TmzzKKn0wVeRmkb1rays0LVrVwDA/v3769V/IiKilo7JPRERET1WSUkJXnvtNURGRgIA3n33XVhaWgIAZDIZJBIJAODq1atVrlWpVFX2t3+YTCYT/56Xl1djuzfeeAMAcPLkyScm+HWp5E9ERNRSMLknIiKiKtRqNWJiYrB161Z4eXlh3759AICAgACsWLFCbNemTRsMGDAAALBs2TIEBweLxe9iYmIwduxYXL58GWZmZtXex9LSEs7OzgCAXbt2QaVSVdtu3rx54lr7gIAAvPfee0hOThbPFxcX4/Tp01i0aJFWPQAiIqLWQiLUp7INERER6bx169bhgw8+AKC9rr2srAwKhUJM0gHA1tYW69evx5tvvlnlfSIiIuDv7y9WwjcyMoKhoSEKCgqgr6+P77//HmvXrkVSUhJ27dqF1157Tev69evXY+3ateK19vb2kEql8PPz0xqlz8rKwrRp0xAcHCwek8lkkEqlyM/PF6f16+vrQ6lUPuVPh4iISLdw5J6IiIiQkZGBjIwMyOVyqFQqODo6ws/PD/Pnz8fBgweRmppabWIPAL6+vrh06RKmTp0KW1tbqNVqmJubY+rUqbhw4QICAgIee+/Vq1fj888/R+/evWFgYICUlBQkJSUhPT1dq52trS1OnDiBn3/+GZMnT4arqyvKyspQUlICZ2dnjBkzBtu2bUNiYmJD/ViIiIh0BkfuiYiIiIiIiHQcR+6JiIiIiIiIdByTeyIiIiIiIiIdx+SeiIiIiIiISMcxuSciIiIiIiLScUzuiYiIiIiIiHQck3siIiIiIiIiHcfknoiIiIiIiEjHMbknIiIiIiIi0nFM7omIiIiIiIh0HJN7IiIiIiIiIh3H5J6IiIiIiIhIxzG5JyIiIiIiItJxTO6JiIiIiIiIdNz/A2QcwCWnjsBMAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the data\n", + "train = data[:training_data_len]\n", + "valid = data[training_data_len: training_data_len+validation_data_len]\n", + "test = data[training_data_len+validation_data_len:]\n", + "valid['Predictions'] = predictions_val\n", + "test['Predictions'] = predictions_test\n", + "\n", + "# Visualize the data\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,1)\n", + "plt.title('Close Price ML Predicton of Taiwan Top 50')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(TWD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid['Close' ])\n", + "plt.plot(test['Close'])\n", + "plt.plot(valid['Predictions'],color=\"g\")\n", + "plt.plot(test['Predictions'],color=\"c\")\n", + "plt.legend(['Train', 'Val', 'Test', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"0050_1.png\")\n", + "\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,2)\n", + "plt.title('Close Price ML Predicton of Taiwan Top 50')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(TWD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid[['Predictions']],color=\"g\")\n", + "plt.plot(test[['Predictions']],color=\"c\")\n", + "plt.legend([ 'Train', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"0050_2.png\")\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## SPY" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:26:50.739121Z", + "iopub.status.busy": "2021-09-14T02:26:50.738423Z", + "iopub.status.idle": "2021-09-14T02:26:50.966215Z", + "shell.execute_reply": "2021-09-14T02:26:50.965341Z", + "shell.execute_reply.started": "2021-09-14T02:26:50.739071Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Date Open High Low Close Adj Close Volume\n", + "0 2016/9/12 212.39 216.81 212.31 216.34 197.17 168110900.0\n", + "1 2016/9/13 214.84 215.15 212.50 213.23 194.34 182828800.0\n", + "2 2016/9/14 213.29 214.70 212.50 213.15 194.26 134185500.0\n", + "3 2016/9/15 212.96 215.73 212.75 215.28 196.20 134427900.0\n", + "4 2016/9/16 213.48 213.69 212.57 213.37 195.45 155236400.0\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The number of trainning dataset: 881\n", + "The number of validation dataset: 251\n", + "The number of testing dataset: 127\n", + "The shape of input data: (821, 60, 1)\n", + "The shape of validation data: (251, 60, 1)\n", + "The shape of testing data: (127, 60, 1)\n" + ] + } + ], + "source": [ + "(data,x_train,y_train,y_test,y_val,x_train_norm, y_train_norm,x_test_norm,y_test_norm,\n", + "x_val_norm, y_val_norm,output_sc,training_data_len, validation_data_len ) = data_preprocessing(\"SPY\",60)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:26:53.009534Z", + "iopub.status.busy": "2021-09-14T02:26:53.008799Z", + "iopub.status.idle": "2021-09-14T02:28:10.492616Z", + "shell.execute_reply": "2021-09-14T02:28:10.491808Z", + "shell.execute_reply.started": "2021-09-14T02:26:53.009491Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"sequential_1\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " lstm_2 (LSTM) (None, 60, 128) 66560 \n", + " \n", + " lstm_3 (LSTM) (None, 64) 49408 \n", + " \n", + " dense_2 (Dense) (None, 150) 9750 \n", + " \n", + " dropout (Dropout) (None, 150) 0 \n", + " \n", + " dense_3 (Dense) (None, 1) 151 \n", + " \n", + "=================================================================\n", + "Total params: 125869 (491.68 KB)\n", + "Trainable params: 125869 (491.68 KB)\n", + "Non-trainable params: 0 (0.00 Byte)\n", + "_________________________________________________________________\n", + "\n", + "\n", + "Epoch 1/20\n", + "52/52 [==============================] - 2s 27ms/step - loss: 0.0212 - val_loss: 0.0081\n", + "Epoch 2/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0038 - val_loss: 0.0105\n", + "Epoch 3/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0032 - val_loss: 0.0089\n", + "Epoch 4/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0024 - val_loss: 0.0051\n", + "Epoch 5/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0028 - val_loss: 0.0128\n", + "Epoch 6/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0030 - val_loss: 0.0045\n", + "Epoch 7/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0022 - val_loss: 0.0088\n", + "Epoch 8/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0022 - val_loss: 0.0039\n", + "Epoch 9/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0022 - val_loss: 0.0041\n", + "Epoch 10/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0021 - val_loss: 0.0068\n", + "Epoch 11/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0017 - val_loss: 0.0046\n", + "Epoch 12/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0017 - val_loss: 0.0043\n", + "Epoch 13/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0018 - val_loss: 0.0039\n", + "Epoch 14/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0018 - val_loss: 0.0082\n", + "Epoch 15/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0016 - val_loss: 0.0039\n", + "Epoch 16/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0017 - val_loss: 0.0039\n", + "Epoch 17/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0015 - val_loss: 0.0031\n", + "Epoch 18/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0014 - val_loss: 0.0031\n", + "Epoch 19/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0015 - val_loss: 0.0028\n", + "Epoch 20/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0016 - val_loss: 0.0050\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Dense, LSTM, Activation,Dropout\n", + "\n", + "# Build the LSTM model\n", + "model = Sequential()\n", + "model.add(LSTM(128, return_sequences=True, input_shape= (x_train.shape[1], 1), activation = 'relu'))\n", + "model.add(LSTM(64, return_sequences=False))\n", + "model.add(Dense(150))\n", + "model.add(Dropout(0.2))\n", + "model.add(Dense(1))\n", + "model.summary()\n", + "print(\"\\n\")\n", + "\n", + "# Compile the model\n", + "model.compile(optimizer='adam', loss='mean_squared_error')\n", + "\n", + "# Train the model\n", + "model.fit(x_train_norm, y_train_norm, batch_size = 16, epochs = 20, validation_data = (x_val_norm, y_val_norm))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:28:10.496180Z", + "iopub.status.busy": "2021-09-14T02:28:10.495342Z", + "iopub.status.idle": "2021-09-14T02:28:12.271821Z", + "shell.execute_reply": "2021-09-14T02:28:12.270786Z", + "shell.execute_reply.started": "2021-09-14T02:28:10.496133Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "26/26 [==============================] - 0s 11ms/step\n", + "root mean squred error of trainning data: 3.9181298850101403\n", + "8/8 [==============================] - 0s 12ms/step\n", + "root mean squred error of validation data: 8.273559974886586\n", + "4/4 [==============================] - 0s 11ms/step\n", + "root mean squred error of testing data: 10.246948333443115\n" + ] + } + ], + "source": [ + "predictions_val,predictions_test = error_of_predicton()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:28:12.275588Z", + "iopub.status.busy": "2021-09-14T02:28:12.275347Z", + "iopub.status.idle": "2021-09-14T02:28:12.931832Z", + "shell.execute_reply": "2021-09-14T02:28:12.930967Z", + "shell.execute_reply.started": "2021-09-14T02:28:12.275559Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/4274734168.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " valid['Predictions'] = predictions_val\n", + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/4274734168.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " test['Predictions'] = predictions_test\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the data\n", + "train = data[:training_data_len]\n", + "valid = data[training_data_len: training_data_len+validation_data_len]\n", + "test = data[training_data_len+validation_data_len:]\n", + "valid['Predictions'] = predictions_val\n", + "test['Predictions'] = predictions_test\n", + "\n", + "# Visualize the data\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,1)\n", + "plt.title('Close Price ML Predicton of SPY')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(USD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid['Close' ])\n", + "plt.plot(test['Close'])\n", + "plt.plot(valid['Predictions'],color=\"g\")\n", + "plt.plot(test['Predictions'],color=\"c\")\n", + "plt.legend(['Train', 'Val', 'Test', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"SPY_1.png\")\n", + "\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,2)\n", + "plt.title('Close Price ML Predicton of SPY')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(USD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid[['Predictions']],color=\"g\")\n", + "plt.plot(test[['Predictions']],color=\"c\")\n", + "plt.legend([ 'Train', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"SPY_2.png\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## TSMC" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:11:25.218035Z", + "iopub.status.busy": "2021-09-14T02:11:25.217611Z", + "iopub.status.idle": "2021-09-14T02:11:25.448239Z", + "shell.execute_reply": "2021-09-14T02:11:25.447586Z", + "shell.execute_reply.started": "2021-09-14T02:11:25.218004Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Date Open High Low Close Change Change% Volume('000 shares)\n", + "0 2016/9/13 176.5 176.5 173.5 175.0 0.00 0.00 36801.58\n", + "1 2016/9/14 174.0 176.0 173.5 173.5 (1.50) (0.86) 52864.22\n", + "2 2016/9/19 179.5 183.0 178.5 182.5 9.00 5.19 57003.07\n", + "3 2016/9/20 182.0 183.5 181.5 183.0 0.50 0.27 23647.42\n", + "4 2016/9/21 181.0 184.0 180.5 184.0 1.00 0.55 24984.79\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The number of trainning dataset: 855\n", + "The number of validation dataset: 244\n", + "The number of testing dataset: 123\n", + "The shape of input data: (795, 60, 1)\n", + "The shape of validation data: (244, 60, 1)\n", + "The shape of testing data: (123, 60, 1)\n" + ] + } + ], + "source": [ + "(data,x_train,y_train,y_test,y_val,x_train_norm, y_train_norm,x_test_norm,y_test_norm,\n", + "x_val_norm, y_val_norm,output_sc,training_data_len, validation_data_len ) = data_preprocessing(\"TSMC\",60)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:11:28.021713Z", + "iopub.status.busy": "2021-09-14T02:11:28.021440Z", + "iopub.status.idle": "2021-09-14T02:12:40.769415Z", + "shell.execute_reply": "2021-09-14T02:12:40.768827Z", + "shell.execute_reply.started": "2021-09-14T02:11:28.021686Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"sequential_2\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " lstm_4 (LSTM) (None, 60, 128) 66560 \n", + " \n", + " lstm_5 (LSTM) (None, 64) 49408 \n", + " \n", + " dense_4 (Dense) (None, 100) 6500 \n", + " \n", + " dense_5 (Dense) (None, 1) 101 \n", + " \n", + "=================================================================\n", + "Total params: 122569 (478.79 KB)\n", + "Trainable params: 122569 (478.79 KB)\n", + "Non-trainable params: 0 (0.00 Byte)\n", + "_________________________________________________________________\n", + "\n", + "\n", + "Epoch 1/20\n", + "50/50 [==============================] - 2s 29ms/step - loss: 0.0091 - val_loss: 0.0160\n", + "Epoch 2/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0022 - val_loss: 0.0237\n", + "Epoch 3/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0019 - val_loss: 0.0102\n", + "Epoch 4/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0025 - val_loss: 0.0130\n", + "Epoch 5/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0015 - val_loss: 0.0133\n", + "Epoch 6/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0219\n", + "Epoch 7/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0017 - val_loss: 0.0172\n", + "Epoch 8/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0016 - val_loss: 0.0190\n", + "Epoch 9/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0013 - val_loss: 0.0147\n", + "Epoch 10/20\n", + "50/50 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0124\n", + "Epoch 11/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0011 - val_loss: 0.0084\n", + "Epoch 12/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0011 - val_loss: 0.0097\n", + "Epoch 13/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0012 - val_loss: 0.0055\n", + "Epoch 14/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 0.0011 - val_loss: 0.0048\n", + "Epoch 15/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 9.9192e-04 - val_loss: 0.0108\n", + "Epoch 16/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 9.2517e-04 - val_loss: 0.0050\n", + "Epoch 17/20\n", + "50/50 [==============================] - 1s 26ms/step - loss: 8.4545e-04 - val_loss: 0.0124\n", + "Epoch 18/20\n", + "50/50 [==============================] - 1s 29ms/step - loss: 8.5571e-04 - val_loss: 0.0176\n", + "Epoch 19/20\n", + "50/50 [==============================] - 1s 29ms/step - loss: 8.2457e-04 - val_loss: 0.0067\n", + "Epoch 20/20\n", + "50/50 [==============================] - 1s 27ms/step - loss: 8.2049e-04 - val_loss: 0.0033\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Dense, LSTM, Activation\n", + "\n", + "# Build the LSTM model\n", + "model = Sequential()\n", + "model.add(LSTM(128, return_sequences=True, input_shape= (x_train.shape[1], 1), activation = 'relu'))\n", + "model.add(LSTM(64, return_sequences=False))\n", + "model.add(Dense(100))\n", + "model.add(Dense(1))\n", + "model.summary()\n", + "print(\"\\n\")\n", + "\n", + "# Compile the model\n", + "model.compile(optimizer='adam', loss='mean_squared_error')\n", + "\n", + "# Train the model\n", + "model.fit(x_train_norm, y_train_norm, batch_size = 16, epochs = 20, validation_data = (x_val_norm, y_val_norm))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:12:40.771335Z", + "iopub.status.busy": "2021-09-14T02:12:40.770713Z", + "iopub.status.idle": "2021-09-14T02:12:42.331146Z", + "shell.execute_reply": "2021-09-14T02:12:42.330205Z", + "shell.execute_reply.started": "2021-09-14T02:12:40.771301Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "25/25 [==============================] - 0s 11ms/step\n", + "root mean squred error of trainning data: 4.408543139760337\n", + "8/8 [==============================] - 0s 10ms/step\n", + "root mean squred error of validation data: 9.662241980645016\n", + "4/4 [==============================] - 0s 11ms/step\n", + "root mean squred error of testing data: 9.586435359667368\n" + ] + } + ], + "source": [ + "predictions_val,predictions_test = error_of_predicton()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:12:42.332926Z", + "iopub.status.busy": "2021-09-14T02:12:42.332662Z", + "iopub.status.idle": "2021-09-14T02:12:42.981607Z", + "shell.execute_reply": "2021-09-14T02:12:42.980586Z", + "shell.execute_reply.started": "2021-09-14T02:12:42.332883Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/728895721.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " valid['Predictions'] = predictions_val\n", + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/728895721.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " test['Predictions'] = predictions_test\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the data\n", + "train = data[:training_data_len]\n", + "valid = data[training_data_len: training_data_len+validation_data_len]\n", + "test = data[training_data_len+validation_data_len:]\n", + "valid['Predictions'] = predictions_val\n", + "test['Predictions'] = predictions_test\n", + "\n", + "# Visualize the data\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,1)\n", + "plt.title('Close Price ML Predicton of TSMC')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(TWD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid['Close' ])\n", + "plt.plot(test['Close'])\n", + "plt.plot(valid['Predictions'],color=\"g\")\n", + "plt.plot(test['Predictions'],color=\"c\")\n", + "plt.legend(['Train', 'Val', 'Test', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"TSMC_1.png\")\n", + "\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,2)\n", + "plt.title('Close Price ML Predicton of TSMC')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(TWD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid[['Predictions']],color=\"g\")\n", + "plt.plot(test[['Predictions']],color=\"c\")\n", + "plt.legend([ 'Train', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"TSMC_2.png\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Intel" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:16:03.151149Z", + "iopub.status.busy": "2021-09-14T02:16:03.150923Z", + "iopub.status.idle": "2021-09-14T02:16:03.388323Z", + "shell.execute_reply": "2021-09-14T02:16:03.387747Z", + "shell.execute_reply.started": "2021-09-14T02:16:03.151123Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Date Open High Low Close Adj Close Volume\n", + "0 2016/9/12 35.19 36.12 35.06 36.08 31.74 22796600.0\n", + "1 2016/9/13 35.75 35.88 35.32 35.61 31.33 23591300.0\n", + "2 2016/9/14 35.51 35.82 35.40 35.62 31.33 14074500.0\n", + "3 2016/9/15 35.74 36.65 35.54 36.56 32.16 23736000.0\n", + "4 2016/9/16 37.72 38.05 37.25 37.67 33.14 74577900.0\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The number of trainning dataset: 881\n", + "The number of validation dataset: 251\n", + "The number of testing dataset: 127\n", + "The shape of input data: (821, 60, 1)\n", + "The shape of validation data: (251, 60, 1)\n", + "The shape of testing data: (127, 60, 1)\n" + ] + } + ], + "source": [ + "(data,x_train,y_train,y_test,y_val,x_train_norm, y_train_norm,x_test_norm,y_test_norm,\n", + "x_val_norm, y_val_norm,output_sc,training_data_len, validation_data_len ) = data_preprocessing(\"INTC\",60)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:16:03.389844Z", + "iopub.status.busy": "2021-09-14T02:16:03.389203Z", + "iopub.status.idle": "2021-09-14T02:17:19.700396Z", + "shell.execute_reply": "2021-09-14T02:17:19.699733Z", + "shell.execute_reply.started": "2021-09-14T02:16:03.389813Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"sequential_3\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " lstm_6 (LSTM) (None, 60, 128) 66560 \n", + " \n", + " lstm_7 (LSTM) (None, 64) 49408 \n", + " \n", + " dense_6 (Dense) (None, 100) 6500 \n", + " \n", + " dense_7 (Dense) (None, 1) 101 \n", + " \n", + "=================================================================\n", + "Total params: 122569 (478.79 KB)\n", + "Trainable params: 122569 (478.79 KB)\n", + "Non-trainable params: 0 (0.00 Byte)\n", + "_________________________________________________________________\n", + "\n", + "\n", + "Epoch 1/20\n", + "52/52 [==============================] - 2s 30ms/step - loss: 0.0168 - val_loss: 0.0076\n", + "Epoch 2/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0034 - val_loss: 0.0070\n", + "Epoch 3/20\n", + "52/52 [==============================] - 1s 28ms/step - loss: 0.0026 - val_loss: 0.0068\n", + "Epoch 4/20\n", + "52/52 [==============================] - 1s 28ms/step - loss: 0.0023 - val_loss: 0.0050\n", + "Epoch 5/20\n", + "52/52 [==============================] - 1s 28ms/step - loss: 0.0020 - val_loss: 0.0053\n", + "Epoch 6/20\n", + "52/52 [==============================] - 1s 27ms/step - loss: 0.0018 - val_loss: 0.0045\n", + "Epoch 7/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0026 - val_loss: 0.0042\n", + "Epoch 8/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0018 - val_loss: 0.0040\n", + "Epoch 9/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0016 - val_loss: 0.0051\n", + "Epoch 10/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0038\n", + "Epoch 11/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0034\n", + "Epoch 12/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0013 - val_loss: 0.0034\n", + "Epoch 13/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0013 - val_loss: 0.0032\n", + "Epoch 14/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0014 - val_loss: 0.0030\n", + "Epoch 15/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0029\n", + "Epoch 16/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0012 - val_loss: 0.0032\n", + "Epoch 17/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0013 - val_loss: 0.0028\n", + "Epoch 18/20\n", + "52/52 [==============================] - 1s 26ms/step - loss: 0.0011 - val_loss: 0.0035\n", + "Epoch 19/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 0.0011 - val_loss: 0.0026\n", + "Epoch 20/20\n", + "52/52 [==============================] - 1s 25ms/step - loss: 9.4120e-04 - val_loss: 0.0026\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Dense, LSTM, Activation\n", + "\n", + "# Build the LSTM model\n", + "model = Sequential()\n", + "model.add(LSTM(128, return_sequences=True, input_shape= (x_train.shape[1], 1), activation = 'relu'))\n", + "model.add(LSTM(64, return_sequences=False))\n", + "model.add(Dense(100))\n", + "model.add(Dense(1))\n", + "model.summary()\n", + "print(\"\\n\")\n", + "\n", + "# Compile the model\n", + "model.compile(optimizer='adam', loss='mean_squared_error')\n", + "\n", + "# Train the model\n", + "model.fit(x_train_norm, y_train_norm, batch_size = 16, epochs = 20, validation_data = (x_val_norm, y_val_norm))" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:17:19.702439Z", + "iopub.status.busy": "2021-09-14T02:17:19.701541Z", + "iopub.status.idle": "2021-09-14T02:17:21.269500Z", + "shell.execute_reply": "2021-09-14T02:17:21.268886Z", + "shell.execute_reply.started": "2021-09-14T02:17:19.702398Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "26/26 [==============================] - 0s 10ms/step\n", + "root mean squred error of trainning data: 1.1007668573808385\n", + "8/8 [==============================] - 0s 10ms/step\n", + "root mean squred error of validation data: 1.7766981654773963\n", + "4/4 [==============================] - 0s 25ms/step\n", + "root mean squred error of testing data: 1.0579280117162495\n" + ] + } + ], + "source": [ + "predictions_val,predictions_test = error_of_predicton()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "execution": { + "iopub.execute_input": "2021-09-14T02:17:21.271068Z", + "iopub.status.busy": "2021-09-14T02:17:21.270749Z", + "iopub.status.idle": "2021-09-14T02:17:21.909344Z", + "shell.execute_reply": "2021-09-14T02:17:21.908451Z", + "shell.execute_reply.started": "2021-09-14T02:17:21.271038Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/2010678246.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " valid['Predictions'] = predictions_val\n", + "/var/folders/qh/215l544s06x3_jp987f9gdgh0000gn/T/ipykernel_64202/2010678246.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " test['Predictions'] = predictions_test\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the data\n", + "train = data[:training_data_len]\n", + "valid = data[training_data_len: training_data_len+validation_data_len]\n", + "test = data[training_data_len+validation_data_len:]\n", + "valid['Predictions'] = predictions_val\n", + "test['Predictions'] = predictions_test\n", + "\n", + "# Visualize the data\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,1)\n", + "plt.title('Close Price ML Predicton of INTC')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(USD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid['Close' ])\n", + "plt.plot(test['Close'])\n", + "plt.plot(valid['Predictions'],color=\"g\")\n", + "plt.plot(test['Predictions'],color=\"c\")\n", + "plt.legend(['Train', 'Val', 'Test', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"Intel_1.png\")\n", + "\n", + "plt.figure(figsize=(12,6))\n", + "plt.subplot(2,1,2)\n", + "plt.title('Close Price ML Predicton of INTC')\n", + "plt.xlabel('Date', fontsize=18)\n", + "plt.ylabel('Close Price(USD)', fontsize=18)\n", + "plt.plot(train['Close'])\n", + "plt.plot(valid[['Predictions']],color=\"g\")\n", + "plt.plot(test[['Predictions']],color=\"c\")\n", + "plt.legend([ 'Train', 'Val_prediction', 'Test_prediction'], loc='upper left')\n", + "plt.savefig(\"Intel_2.png\")\n", + "plt.show()" + ] + } + ], + "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": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From fbc58da81af6d99f51ced27290cdd7603ef0c412 Mon Sep 17 00:00:00 2001 From: PRIYANSHU TIWARI Date: Wed, 31 Jul 2024 17:03:19 +0530 Subject: [PATCH 2/2] here resolve --- .../lstm-stocks-prediction-checkpoint.ipynb | 0 {USA stocks => NYSE/USA stocks}/0050.csv | 0 {USA stocks => NYSE/USA stocks}/0050_1.png | Bin {USA stocks => NYSE/USA stocks}/0050_2.png | Bin {USA stocks => NYSE/USA stocks}/INTC.csv | 0 {USA stocks => NYSE/USA stocks}/Intel_1.png | Bin {USA stocks => NYSE/USA stocks}/Intel_2.png | Bin {USA stocks => NYSE/USA stocks}/SPY.csv | 0 {USA stocks => NYSE/USA stocks}/SPY_1.png | Bin {USA stocks => NYSE/USA stocks}/SPY_2.png | Bin {USA stocks => NYSE/USA stocks}/TSMC.csv | 0 {USA stocks => NYSE/USA stocks}/TSMC_1.png | Bin {USA stocks => NYSE/USA stocks}/TSMC_2.png | Bin .../USA stocks}/lstm-stocks-prediction.ipynb | 0 14 files changed, 0 insertions(+), 0 deletions(-) rename {USA stocks => NYSE/USA stocks}/.ipynb_checkpoints/lstm-stocks-prediction-checkpoint.ipynb (100%) rename {USA stocks => NYSE/USA stocks}/0050.csv (100%) rename {USA stocks => NYSE/USA stocks}/0050_1.png (100%) rename {USA stocks => NYSE/USA stocks}/0050_2.png (100%) rename {USA stocks => NYSE/USA stocks}/INTC.csv (100%) rename {USA stocks => NYSE/USA stocks}/Intel_1.png (100%) rename {USA stocks => NYSE/USA stocks}/Intel_2.png (100%) rename {USA stocks => NYSE/USA stocks}/SPY.csv (100%) rename {USA stocks => NYSE/USA stocks}/SPY_1.png (100%) rename {USA stocks => NYSE/USA stocks}/SPY_2.png (100%) rename {USA stocks => NYSE/USA stocks}/TSMC.csv (100%) rename {USA stocks => NYSE/USA stocks}/TSMC_1.png (100%) rename {USA stocks => NYSE/USA stocks}/TSMC_2.png (100%) rename {USA stocks => NYSE/USA stocks}/lstm-stocks-prediction.ipynb (100%) diff --git a/USA stocks/.ipynb_checkpoints/lstm-stocks-prediction-checkpoint.ipynb b/NYSE/USA stocks/.ipynb_checkpoints/lstm-stocks-prediction-checkpoint.ipynb similarity index 100% rename from USA stocks/.ipynb_checkpoints/lstm-stocks-prediction-checkpoint.ipynb rename to NYSE/USA stocks/.ipynb_checkpoints/lstm-stocks-prediction-checkpoint.ipynb diff --git a/USA stocks/0050.csv b/NYSE/USA stocks/0050.csv similarity index 100% rename from USA stocks/0050.csv rename to NYSE/USA stocks/0050.csv diff --git a/USA stocks/0050_1.png b/NYSE/USA stocks/0050_1.png similarity index 100% rename from USA stocks/0050_1.png rename to NYSE/USA stocks/0050_1.png diff --git a/USA stocks/0050_2.png b/NYSE/USA stocks/0050_2.png similarity index 100% rename from USA stocks/0050_2.png rename to NYSE/USA stocks/0050_2.png diff --git a/USA stocks/INTC.csv b/NYSE/USA stocks/INTC.csv similarity index 100% rename from USA stocks/INTC.csv rename to NYSE/USA stocks/INTC.csv diff --git a/USA stocks/Intel_1.png b/NYSE/USA stocks/Intel_1.png similarity index 100% rename from USA stocks/Intel_1.png rename to NYSE/USA stocks/Intel_1.png diff --git a/USA stocks/Intel_2.png b/NYSE/USA stocks/Intel_2.png similarity index 100% rename from USA stocks/Intel_2.png rename to NYSE/USA stocks/Intel_2.png diff --git a/USA stocks/SPY.csv b/NYSE/USA stocks/SPY.csv similarity index 100% rename from USA stocks/SPY.csv rename to NYSE/USA stocks/SPY.csv diff --git a/USA stocks/SPY_1.png b/NYSE/USA stocks/SPY_1.png similarity index 100% rename from USA stocks/SPY_1.png rename to NYSE/USA stocks/SPY_1.png diff --git a/USA stocks/SPY_2.png b/NYSE/USA stocks/SPY_2.png similarity index 100% rename from USA stocks/SPY_2.png rename to NYSE/USA stocks/SPY_2.png diff --git a/USA stocks/TSMC.csv b/NYSE/USA stocks/TSMC.csv similarity index 100% rename from USA stocks/TSMC.csv rename to NYSE/USA stocks/TSMC.csv diff --git a/USA stocks/TSMC_1.png b/NYSE/USA stocks/TSMC_1.png similarity index 100% rename from USA stocks/TSMC_1.png rename to NYSE/USA stocks/TSMC_1.png diff --git a/USA stocks/TSMC_2.png b/NYSE/USA stocks/TSMC_2.png similarity index 100% rename from USA stocks/TSMC_2.png rename to NYSE/USA stocks/TSMC_2.png diff --git a/USA stocks/lstm-stocks-prediction.ipynb b/NYSE/USA stocks/lstm-stocks-prediction.ipynb similarity index 100% rename from USA stocks/lstm-stocks-prediction.ipynb rename to NYSE/USA stocks/lstm-stocks-prediction.ipynb