27_downsample_rate_loop.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "8816b366-5be4-4748-b769-4dc6f7d1735f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Modify the file 00_setup.py to define input/output file paths on your system\n",
    "# The information in 00_setup.py will be used across notebooks\n",
    "from importlib.machinery import SourceFileLoader\n",
    "setup = SourceFileLoader(\"setup\", \"./00_setup.py\").load_module()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a945de0c-f042-46b2-9d06-ab064af6c05b",
   "metadata": {},
   "source": [
    "## Custom Data Generator Loop (NAICS base)\n",
    "In the downsampled data, loop through fill rates with a custom generator, to see how the performance varies."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9e6fba8f-d564-466c-8e50-7773b095157f",
   "metadata": {},
   "source": [
    "Base NAICS only, and data with no missing values"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d47a7ec9-7d7b-47df-a902-b2f1e54f1135",
   "metadata": {},
   "source": [
    "*This script takes about 2 hours on my MacBook Air*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "fb42f9b4-99a8-4753-aacf-8722469be4c8",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import tensorflow as tf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "bf51170a-4487-4d10-b63d-c88f41b529f9",
   "metadata": {},
   "outputs": [],
   "source": [
    "from pathlib import Path\n",
    "import importlib, pickle\n",
    "from sklearn import model_selection"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "09dd973b-60a0-434b-9193-8c5fcec27dd5",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import os\n",
    "import re\n",
    "\n",
    "import keras\n",
    "from tensorflow.keras import layers, optimizers, losses, metrics, Model\n",
    "from sklearn import preprocessing, feature_extraction, model_selection\n",
    "from IPython.display import display, HTML\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e9d62b12-8bbf-4f4f-90ca-9318dccadab4",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.ticker as ticker"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "5dedd82d-1901-4327-8b7f-f00026a84f18",
   "metadata": {},
   "outputs": [],
   "source": [
    "from keras.callbacks import EarlyStopping"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "9f1e4f2e-0e45-4e28-8e9c-212e0bb51199",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sba_nn.sba_nn import sbnn_metrics, sbnn_model, sbnn_plot\n",
    "from sba_nn.sba_nn.sbnn_model import CatInjectGenerator"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "2a50c5c6-be2c-43a5-9795-d9eabb8a5f5c",
   "metadata": {},
   "outputs": [],
   "source": [
    "sbnn_plot.plot_defaults()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3cbc00d2-bc83-42d9-83eb-65fcf306dccd",
   "metadata": {},
   "source": [
    "## Input Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "e014cd31-0f8d-42e3-82f9-b529eec8a3cc",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "sba_loans = pd.read_parquet(Path(setup.temp_path).joinpath('20_DATA_downsamp_train.parquet'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "8e65cb7c-792c-46ff-a530-0d5c64240d60",
   "metadata": {},
   "outputs": [],
   "source": [
    "with open(Path(setup.temp_path).joinpath('01_DATA_features.pkl'), 'rb') as fin:\n",
    "    imputer_features = pickle.load(fin)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "6f0ce28e-a80c-415b-b068-5c4d49370da8",
   "metadata": {},
   "outputs": [],
   "source": [
    "with open(Path(setup.temp_path).joinpath('01_DATA_naics_max_encodings.pkl'), 'rb') as fin:\n",
    "    naics_max_levels= pickle.load(fin)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4d4116da-d689-478a-9c5d-a330f231e615",
   "metadata": {},
   "source": [
    "##### Features"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "f98c6e41-38d0-4d5f-b821-e3837b8c2068",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['NoEmp', 'CreateJob', 'LowDoc', 'DisbursementGross', 'new_business', 'urban_flag', 'franchise_flag', 'missingindicator_LowDoc', 'missingindicator_new_business', 'missingindicator_urban_flag']\n"
     ]
    }
   ],
   "source": [
    "# Numeric features\n",
    "features_numeric = [f for f in imputer_features if 'NAICS' not in f]\n",
    "features_numeric_len = len(features_numeric)\n",
    "print(features_numeric)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "ba637a7a-6d62-4e7d-b869-b72be58fd37a",
   "metadata": {},
   "outputs": [],
   "source": [
    "###### NAICS feature\n",
    "features_naics = ['NAICS']\n",
    "features_naics_max_levels  = [naics_max_levels[n] for n in features_naics]\n",
    "features_naics_emb_dim = [setup.nn_naics_embed_size_dict[n] for n in features_naics]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "867031ee-8b6e-424d-b497-8e19409ba1d9",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[1170]\n",
      "[8]\n"
     ]
    }
   ],
   "source": [
    "print(features_naics_max_levels)\n",
    "print(features_naics_emb_dim)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b979396c-c822-4940-a292-6e07f1b54f58",
   "metadata": {},
   "source": [
    "##### Datasets for train, validation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "43bca011-a59d-4496-9f03-87f4e350a253",
   "metadata": {},
   "outputs": [],
   "source": [
    "X = sba_loans[['dset', 'LoanNr_ChkDgt'] + features_numeric + features_naics].set_index('LoanNr_ChkDgt').sort_index()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "aa162d01-ed73-4ae3-832e-4aeea09b70f4",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "training X: (44684, 11), y:(44684,)\n"
     ]
    }
   ],
   "source": [
    "X_train = X[X['dset'] == 'train'].drop(columns='dset')\n",
    "y_train = sba_loans[sba_loans['dset'] == 'train'].set_index('LoanNr_ChkDgt').sort_index()['target']\n",
    "print(f'training X: {X_train.shape}, y:{y_train.shape}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "b32b5fd3-6f6e-4aec-8e20-0e2b71a4814c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "val X: (95604, 11), y:(95604,)\n"
     ]
    }
   ],
   "source": [
    "X_val = X[X['dset'] == 'val'].drop(columns='dset')\n",
    "y_val = sba_loans[sba_loans['dset'] == 'val'].set_index('LoanNr_ChkDgt').sort_index()['target']\n",
    "print(f'val X: {X_val.shape}, y:{y_val.shape}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "01b8ff96-159b-4283-b5fb-c4b5dbd277d5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.20295855339718916\n"
     ]
    }
   ],
   "source": [
    "base_thresh = y_train.mean()\n",
    "print(base_thresh)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3db4ea1c-77b2-4721-b106-1e66fc502139",
   "metadata": {},
   "source": [
    "## Create, fit model"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "53be11f2-9c6d-47d7-b5b6-55ca8ed1a4fe",
   "metadata": {},
   "source": [
    "## Loop for different fits"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "2a9a48fe-9d07-4fec-af0f-3f08e691cff4",
   "metadata": {},
   "outputs": [],
   "source": [
    "def gen_fit_loop(rate = 0.1):\n",
    "    this_model = sbnn_model.create_emb_model(features_numeric_len,\n",
    "                                         features_naics_max_levels,\n",
    "                                         features_naics_emb_dim,\n",
    "                                         naics_embedding_names = features_naics,\n",
    "                                         hidden_size = setup.nn_layer_sizes,\n",
    "                                         activation='tanh',\n",
    "                                         lr=setup.nn_learning_rate,\n",
    "                                         opt_func = setup.nn_optimizer,\n",
    "                                         dropout = setup.nn_dropout)\n",
    "    generator = CatInjectGenerator(X_train, y_train,\n",
    "                               categorical_columns=features_naics,\n",
    "                               batch_size = setup.nn_batch_size,\n",
    "                               injection_rate = rate,\n",
    "                               injection_value = 1)\n",
    "    callback = keras.callbacks.EarlyStopping(patience=3)\n",
    "    \n",
    "    # Fit - vary rate\n",
    "    this_history = this_model.fit(generator,\n",
    "                              batch_size=setup.nn_batch_size,\n",
    "                              epochs = setup.nn_epochs,\n",
    "                              validation_data=([X_val[features_numeric]] + [X_val[f] for f in features_naics], \n",
    "                                               y_val),\n",
    "                              shuffle=True,\n",
    "                             callbacks=[callback])\n",
    "    this_history_df = sbnn_model.process_history(this_history)\n",
    "    this_history_df['rate'] = rate\n",
    "    \n",
    "    # Predictions then metrics\n",
    "    this_predict = this_model.predict([X[features_numeric]]+ [X[f] for f in features_naics])\n",
    "    this_predict_df = pd.DataFrame(this_predict, index=X.index) \\\n",
    "        .set_axis(['predict_prob'], axis=1) \\\n",
    "        .reset_index() \\\n",
    "        .merge(sba_loans[['target', 'LoanNr_ChkDgt', 'dset', 'dset_naics_holdout', 'NAICS']], \n",
    "               on='LoanNr_ChkDgt')\n",
    "    \n",
    "    # Threshold tune\n",
    "    this_pred_train = this_predict_df[this_predict_df['dset'] == 'train']\n",
    "    thresh_tune_data = sbnn_metrics.get_f1_frame(this_pred_train['target'], \n",
    "                                        this_pred_train['predict_prob'])\n",
    "    thresh_tune_data.sort_values('f1', ascending=False, inplace=True)\n",
    "    best_thresh = thresh_tune_data['thresh'].iloc[0]\n",
    "    this_predict_df['predict_bin'] = sbnn_metrics.get_binary_predictions(this_predict_df['predict_prob'], \n",
    "                                                                            best_thresh)\n",
    "    \n",
    "    this_metrics_dset = this_predict_df.groupby('dset') \\\n",
    "        .apply(lambda x: sbnn_metrics.dset_metrics(x.target, x.predict_bin, x.predict_prob)) \\\n",
    "        .reset_index()\n",
    "    this_metrics_test = this_predict_df[this_predict_df['dset'] == 'test'] \\\n",
    "        .groupby(['dset', 'dset_naics_holdout']) \\\n",
    "        .apply(lambda x: sbnn_metrics.dset_metrics(x.target, x.predict_bin, x.predict_prob)) \\\n",
    "        .reset_index()\n",
    "    this_metrics = pd.concat([this_metrics_dset, this_metrics_test])\n",
    "    this_metrics['rate'] = rate\n",
    "    this_metrics['thresh'] = best_thresh\n",
    "    \n",
    "    return this_history_df, this_metrics\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "375ed31d-be98-458c-97ba-dc86cddacc18",
   "metadata": {},
   "source": [
    "## Run Loop"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "f2773b95-7041-41cc-ac49-4a5310138fe9",
   "metadata": {},
   "outputs": [],
   "source": [
    "rate_vals = [0, 0.001, 0.01, 0.05, 0.1, 0.3, 0.5, 0.7, 0.8, 0.9, 0.95, 0.99]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "74f979e5-8aaa-4d0a-adea-70eac817d042",
   "metadata": {},
   "outputs": [],
   "source": [
    "history = pd.DataFrame()\n",
    "metrics = pd.DataFrame()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "9bdc1866-2381-4cde-a0ef-a1cd77133cba",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2024-05-22 21:55:34.389795: I metal_plugin/src/device/metal_device.cc:1154] Metal device set to: Apple M1\n",
      "2024-05-22 21:55:34.389824: I metal_plugin/src/device/metal_device.cc:296] systemMemory: 16.00 GB\n",
      "2024-05-22 21:55:34.389833: I metal_plugin/src/device/metal_device.cc:313] maxCacheSize: 5.33 GB\n",
      "2024-05-22 21:55:34.389878: I tensorflow/core/common_runtime/pluggable_device/pluggable_device_factory.cc:303] Could not identify NUMA node of platform GPU ID 0, defaulting to 0. Your kernel may not have been built with NUMA support.\n",
      "2024-05-22 21:55:34.389903: I tensorflow/core/common_runtime/pluggable_device/pluggable_device_factory.cc:269] Created TensorFlow device (/job:localhost/replica:0/task:0/device:GPU:0 with 0 MB memory) -> physical PluggableDevice (device: 0, name: METAL, pci bus id: <undefined>)\n",
      "2024-05-22 21:55:35.178860: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
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      "2024-05-22 22:53:09.266493: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2024-05-22 22:56:12.540872: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    }
   ],
   "source": [
    "%%capture\n",
    "for r in rate_vals:\n",
    "    this_hist, this_met = gen_fit_loop(r)\n",
    "    history = pd.concat([history, this_hist])\n",
    "    metrics = pd.concat([metrics, this_met])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "ad4783f2-8d0b-4850-a45a-3a4be8e63318",
   "metadata": {},
   "outputs": [],
   "source": [
    "history['epoch'] = history.groupby('rate').cumcount()\n",
    "history.to_csv(Path(setup.temp_path).joinpath('27_REPORT_loop_history.csv'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "b1854de9-c6e9-41d4-813a-4c62d43b2bc3",
   "metadata": {},
   "outputs": [],
   "source": [
    "metrics.to_csv(Path(setup.temp_path).joinpath('27_REPORT_loop_metrics.csv'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "d934b1b9-a617-4330-8f1e-f3b7c89b1e0f",
   "metadata": {},
   "outputs": [
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       "   dset  accuracy_score  f1_score  precision_score  recall_score  \\\n",
       "0  test        0.640623  0.433868         0.319052      0.677775   \n",
       "0  test        0.635369  0.434450         0.317178      0.689312   \n",
       "0  test        0.630974  0.435205         0.315807      0.699768   \n",
       "0  test        0.621137  0.435660         0.312366      0.719753   \n",
       "0  test        0.657440  0.429324         0.324496      0.634200   \n",
       "0  test        0.634606  0.432721         0.316056      0.685913   \n",
       "0  test        0.653191  0.433891         0.324601      0.654133   \n",
       "0  test        0.645395  0.434638         0.321446      0.670873   \n",
       "0  test        0.631770  0.437880         0.317378      0.705898   \n",
       "0  test        0.649246  0.435446         0.323522      0.665774   \n",
       "0  test        0.626202  0.435567         0.314170      0.709864   \n",
       "0  test        0.574913  0.425004         0.293037      0.773217   \n",
       "\n",
       "   average_precision_score  roc_auc_score  dset_naics_holdout   rate  thresh  \n",
       "0                 0.350505       0.706636                 0.0  0.000    0.26  \n",
       "0                 0.351450       0.706819                 0.0  0.001    0.20  \n",
       "0                 0.349769       0.706069                 0.0  0.010    0.24  \n",
       "0                 0.349254       0.705658                 0.0  0.050    0.20  \n",
       "0                 0.349386       0.704750                 0.0  0.100    0.24  \n",
       "0                 0.350567       0.705997                 0.0  0.300    0.22  \n",
       "0                 0.353836       0.708160                 0.0  0.500    0.26  \n",
       "0                 0.353010       0.708661                 0.0  0.700    0.26  \n",
       "0                 0.352262       0.708921                 0.0  0.800    0.24  \n",
       "0                 0.353570       0.709752                 0.0  0.900    0.26  \n",
       "0                 0.348230       0.706680                 0.0  0.950    0.22  \n",
       "0                 0.328033       0.689328                 0.0  0.990    0.24  "
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "metrics[metrics['dset_naics_holdout'] == 0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "73e89efd-75a9-4b27-81a8-13e12d5482be",
   "metadata": {},
   "outputs": [
    {
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       "      <td>0.635995</td>\n",
       "      <td>0.436553</td>\n",
       "      <td>0.315644</td>\n",
       "      <td>0.707602</td>\n",
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       "      <th>1</th>\n",
       "      <td>test</td>\n",
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       "  </tbody>\n",
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      ],
      "text/plain": [
       "   dset  accuracy_score  f1_score  precision_score  recall_score  \\\n",
       "1  test        0.597989  0.433307         0.301292      0.771232   \n",
       "1  test        0.649980  0.426613         0.316693      0.653400   \n",
       "1  test        0.606495  0.431311         0.302888      0.748800   \n",
       "1  test        0.610809  0.435160         0.306116      0.752291   \n",
       "1  test        0.650345  0.426575         0.316835      0.652614   \n",
       "1  test        0.626046  0.434162         0.310800      0.719909   \n",
       "1  test        0.658294  0.422189         0.318383      0.626429   \n",
       "1  test        0.640570  0.429612         0.314158      0.679235   \n",
       "1  test        0.619210  0.436006         0.309295      0.738588   \n",
       "1  test        0.635995  0.436553         0.315644      0.707602   \n",
       "1  test        0.609208  0.435772         0.305902      0.757266   \n",
       "1  test        0.607260  0.434861         0.304850      0.758226   \n",
       "\n",
       "   average_precision_score  roc_auc_score  dset_naics_holdout   rate  thresh  \n",
       "1                 0.337264       0.709433                 1.0  0.000    0.26  \n",
       "1                 0.335732       0.706013                 1.0  0.001    0.20  \n",
       "1                 0.336742       0.707627                 1.0  0.010    0.24  \n",
       "1                 0.336434       0.709816                 1.0  0.050    0.20  \n",
       "1                 0.335765       0.706402                 1.0  0.100    0.24  \n",
       "1                 0.335176       0.709868                 1.0  0.300    0.22  \n",
       "1                 0.332380       0.706517                 1.0  0.500    0.26  \n",
       "1                 0.338552       0.710449                 1.0  0.700    0.26  \n",
       "1                 0.340098       0.712283                 1.0  0.800    0.24  \n",
       "1                 0.341780       0.712958                 1.0  0.900    0.26  \n",
       "1                 0.341766       0.714259                 1.0  0.950    0.22  \n",
       "1                 0.333395       0.706797                 1.0  0.990    0.24  "
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "metrics[metrics['dset_naics_holdout'] == 1]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d0dae1f5-a6e2-46c3-bba7-f0966f93d3ed",
   "metadata": {},
   "source": [
    "## Plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "ae6c4e12-c72e-4f71-aaca-62f0704dca6d",
   "metadata": {},
   "outputs": [],
   "source": [
    "#metrics = pd.read_csv(Path(setup.temp_path).joinpath('27_REPORT_loop_metrics.csv'))\n",
    "#history = pd.read_csv(Path(setup.temp_path).joinpath('27_REPORT_loop_history.csv'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "b14d8c25-2623-40be-a84c-43c752f60fa7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<module 'sba_nn.sba_nn.sbnn_plot' from '/Users/valeriecarey/Documents/projects/2024_05_blog_nn_rand/code/sba_nn/sba_nn/sbnn_plot.py'>"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "importlib.reload(sbnn_plot)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e7fba165-3d44-4a97-8227-03057298768b",
   "metadata": {},
   "source": [
    "##### Metrics"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "5126ef4e-45a3-4a1c-9dba-37c59b8f75ef",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = sbnn_plot.plot_metric_dependence(metrics, xformatter = ticker.PercentFormatter(1),\n",
    "                                      ylabel='PR-AUC',\n",
    "                            xlabel='injection rate')\n",
    "fig.savefig(Path(setup.temp_path).joinpath('27_PLOT_average_precision.png'),\n",
    "            bbox_inches='tight')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "26e38578-60a3-4986-bd7f-fd76b992f135",
   "metadata": {},
   "source": [
    "##### History"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "ffc7e367-f428-4f76-a517-4faa77cf7095",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<module 'sba_nn.sba_nn.sbnn_plot' from '/Users/valeriecarey/Documents/projects/2024_05_blog_nn_rand/code/sba_nn/sba_nn/sbnn_plot.py'>"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "importlib.reload(sbnn_plot)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "2342a31f-4891-4834-851a-b90b8b729c3c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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arTz//PMoisLHH3/MgAEDqq1funTpaR/r6BwhrVq14p133qnTdv6TREAtCIIgXHAURWF3xUp+z/8Ki8dX7jTJ2J7OYUNINLbDqKn9ErYgCKd24MABrFYrrVq1qhFMA/4c6tNJ+ejWrRsAmzZtwm63V5tkD2DHjh08/vjjtGjRgg8//LDBpl6JYciCIAjCBSXPfpBpGU8yP+ctLJ4igrXRXBM/gZuSXqdl0MUimBaEc3Q0jzk9PZ20tDT/ckVRmDFjBj/++CNwbFbro/R636RFFovFvywhIYH+/fuTl5fHhAkTqKys9K8rLi5mwoQJZGZmEhsb22CDaRA91IIgCA2OV5GxehxoJAmjRkwzfbqsnjJWFnzL9rIlgIJW0tMz4ga6h48Qsw8KQh1KTEykX79+rFixguHDh9O9e3f0ej27d+/myJEjNG3alIMHD/onwzsqKSmJtLQ0Hn74Ydq0acOTTz5JQkICr7zyCpmZmSxatIg1a9bQrl07JEli8+bN2Gw2Onfu7J8dsqESAbUgCP9Kbo8XreafKZ9kcTvYUJhOodOCW/bW/FF8tx5ZrvZ7bT+eWtZ5FDdIDtRqJ1q1C73GjV7tBSDJ1IgWgY1pbk6heWAKjQKiUP3LaxwrikKhs4RKj5VkU/w5n49X8bClZAGrC6fjlK0AtA66lMui7yBIG1EXTRYE4W/ef/99vvzySxYtWsTGjRtRq9UkJydz0003cdtttzFy5Ej279/Pzp07adu2LQDPPvssVquV1NRU1q5dS1paGgkJCYSHh/Pjjz/y7bff8ssvv7Bp0yZ0Oh0pKSkMGzaMG264AYPBUM9nfHKScjoJLsJp6d+/P+Cbm14QhPNnzV9pTPxwIa2axPDcuEHERtbtJXxFUThkKWRV/gFW5e9na0k2HuXcS08BqCQZg8aDQeNBr3Fj0HjQqb2c7pVMs8ZIM3MyzQN9AXYzczImTc3arQ2FV/GSY88n3ZpNhvUw6dbDpFuzqfTYAHii+Vh6RnQ+6+OnVW5hWd5nFLuyAYgxNOXymHuIN7Y5xZ6CcMx/5fM7IyODQYMGERcXx4oVK+q7ORcU0UMtCMK/yr70fJ77cAEOp4e/dmdz69Pf8fjt/bni4lbnlF/n8LrZWJTOyrwD/FlwgBxbWbX1KeZwmgRGoVOp0f79R/Ldav62zKu4qPCWUu4upsRdTLGrkApPRa2PH6wNIiGgEcmmeFJMCTQxJxKg1nKoMot9ljT2V2ZwqDKTSo+NrWW72Vq2279vfECMP8BuYW5MnDEGdT30Yju9LrJsR0i3Zlf9HCbTloNLdtfYViOpaWxKJMkUf1aPVeI6wvK8zzlYuQHwTf19SdRttA+5HJXUMCd+EIT6djTfOSJCXLmpayKgFgThXyO/uIIn3pqDw+mhS+sEXB4vO/Yf4eVPfmHNX4d48s4BBJtPP+f4iK2Mlfn7WZV/gA2F6Thlj3+dTqWmW0Qyl0Q3p090MxJNJy6rpigKJa5y0qxZpFuzSavMJs2aRbGrrNbto/ThNDYl0ticQGNTAimmBEJ0QbVuG6EPo0d4RwA8spdMWw77LGkcsKSzz5JOvrOIw/Y8DtvzWFGwDoAAtaFaL3ZzczKBWvNpPy+no9Jj8wfN6dZs0iuzybHnI1OzJ9+g0ld9UfB9WUgxJZBgjEWrOvOPIKfXxtqiH9hYPBcZDyrUdA27mt6RozCoTXVxaoJwwfn999/55JNPOHToEAA9e/as5xZdeERALQjCv4LV5uTxN+dQVGalcUIEbzw+DINey7T5G/ni53UsX7+f1P1HeG7cFXRvl1TrMdyyl20l2f4g+pClsNr6GEMQfWOa0Te6OT0iUjBqdDWOoSgKBc5i0qzZpFVWBdDWbMrdlhrbSkjEBkTR2OQLnBubE0kxJWA+yxQNjUpNE3MiTcyJEHspAOUuC/sr09lv8f0crMzE7nWQWr6X1PK9/n0bGaJ8KSKBKbQITCHR2Aj1afTk+r4slJF2fPBszabQWVLr9sHawKqgOd5/G2OIPOc8aUWR2VG+gj8KvsbqKQWgsakLA2LuJlyfcE7HFoQLXVZWFhkZGUiSxIgRI7j33nvru0kXHJFDXYf+KzlYgvBP83hlnnx7Duu3ZxAeYuKLV0YRE3GsR3fPoTxe/HgxWbm+QOuGKztz74190Os0FDsr+TP/IKvy97O24BAWz7EyTmpJomNYAn2imnFJTHOaBUZVSxtRFIViVykHLBkcqMzwB9FWr71GG1VIxBtjq/U8J5viCVD/swNpvIqXbFuuL03EksF+SxpHHAU1tjOo9DQxJ/rSRKoGPQZqTeQ6Cv09zkd7oCs8lbU8kq+nPcV0tJc9nhRzAqHa4DovbZVj28vSvMnkOvYDEKprRP/ou2hq7t6gy2gJ/x7i81s4VyKgrkPiBSkIdU9RFN76chlzl6di0GuY9Ox1RJoCqCi1ktQ8Bq3Od6HN7nAz6fuV/LxsG3KoTGBLHYGtdBy0FXD8m1yozkifqKb0iW5G76imBOuOpYhYPTYOVmZxoDKdg5ZMDlRmUOaumfOskdQkGhvR2JRISlXwnGSMQ6+u2aPdEFjcleyvzGC/JZ0DlnQOVGZg8zpqbKeVNLgVT43lKlTEG2OqpWykmOLP+2DISncJvxd8zc5y33uqThVA74gb6Ro2HI1Ke14fW/hvEZ/fwrkSKR+CIDQYXq9MWZGFwtwyCo+UUZRbzu8709mUVwQKhGRbeWrw+8iyL0QefNNFPPjaSCxuB2tLDlHWqRIpyoNVdmDFRp6vkAStgmO5JLoZfaOb0TY0DrWkwi17yLQeZm1xJgcrM9hfmcERe36NNqlQkWSKo5k5iSbmJBqbEs86/7e+BGrNdAltS5dQX+kqryKTY8/zp4nss6Rz2J6LW/GgU2lJNsb7e5xTjPEkGBv9o18WPLKbTSVzWVv0Ay7ZdzWgXfAALo0eg1kjpggXBKHh+fd8IgiC8K+mKAplRZUU5ZX7AubcMoqqAufC3DKK8sopzi/H6zk2qM0VasDWPBQAfXY5tmIbilFCZdQQlGCm4CKFMWu+YWtxVrWydgFqLcHlRsp2O9Ac0RDVOIRL7kym1HuEb9LXcaAyg3TrYTy19MZG6cNpFphCM3MSzczJpJgSGmzP89lSSyoSjY1INDZiQHRvwNc7X+GuJMoQUS8VQsD3P3KwciPL8z+n1HUEgEYBLbg8ZhyNAlrUS5sEQRBOhwioBUGoE8WlFWQdLuRIXgn5BaUUFpdTWFpOcZmFEouVcqsNr0pG1kkoWlB0EooOZKOE0hKU9hKKToeil1AZ1WBQ4dAqoLYgaSQq1Crg+EoVHnbJu6BqIq4Uczh9o5vTN7oZTYJCybBmszhhE1ty95IbmclLGStrtNmsMfkD56aByTQ1JxGsDfxHnq+GxqQx1ms96yJnFsvyPiPd+ldVe0K5LOoO2gZfhvQvn8hGEIQLnwioBUE4Lb5qD1ayraXsL8glNSuLg0UF5LrKKdM68Rwf65qrfqoV2zjTXt5jPc4K1Yd6GNQaAtQ6WofE0juqMUnmACo8JRyozODbrNUUOIt9G2pAW1UAQvFIuAt1xKhiua7rxbSPbEa0PkIMaqtnDm8lqwuns6VkATJe1JKG7mEj6BlxA3p1w52wRhAE4XgioBaEC5DF4SQ1N49QYwBxQUEEGfSnFTh6ZC959gqyrSVk20rJspaQXl5EWkkhee4KXCpv9R1MVT/HUXlAI6vQoUav0hCg0WHS6THr9QQGBGDS6TGotQRU/RiqfowaHQa1FsWt8PmMteTnW0iKCuOlcVcRajT699Gp1OyrTGd14Sb2WdJZmL8BOb967WMJibiAGJqZk2gamExjYyIrlx7m29kbKZIVCpbtYOK98cS0FcF0ffEqHnaULeOPgm+we30DP5uZL6JfzFjCdI3quXWCIAhnRgTUgnABURSFBbv28n/LVlJiO1bazaTT0SgokEbBQUQHGTGaNah1Ch6Nm0rFQbHLQratlBxbGd4TTbGtAmQFdbmCpkgm2KknLiCEZpExdGycRPfWzYgKCT6n/Fu3x8ujb8ymeJed2LAQPrnvRqLCfCkYxc5SFuWt4veC9eQ5qtePDtUG0ywwmWbmZJoFJtPYlIhJU32Cl+bXJtOrQxNe/Hgxh/PKePC1Wdx0VRfG3XAxOq14K/wnuGUHaZV/sd+yloOWjThkXzm+cF0CA2LuobH57KcgFwRBqE/iU0QQLhAZJaW8+OsK1mZkAQphYTrcajdWHDi0NtJ0JaSrZSSXArXPyeHjBakS1KUKmmIZXb6XKJeRlpExdGiSQut2iTS9Jh5z0OnPSHg6FEXhzS+WsmVXFkaDlnefGkFIiIE1RZtZXrCO1LK9/tQPg0pPr4jOdAltSzNzCuH6kNN6jDZNY/n29Vv5cNpK5i1PZcaiLWxMzeTFBwbTNDGyTs9H8LF7LRy0bGS/ZR1plVvwKMfqgBvVIfSMuJ4uYUNQS+LjSBCEfy/xDiYI55nL6WbWO/NJXbkLlVqFRqtBrVWj0ar999Vq3+/qqmVH76s11X8/el+lObq/GlmtYklZLgsKs3CrvGgj3QREeLGofJfRa5sLT3KDYpdQ3CpkrxrFrQaXCsWlAo8EVKVCGIAkKAaKTF7S9AVsyHcQ58glNiiIuGBfr3dcUBCBBv05PU/fzt3AopW7UEnwwAPd+MO7gj83bao2iUrroKZcFtWTzsHtKLA5sLndpJVWsk+uwCN7ccsybtmLR5Zxy3LVrffYMq9vG30nI12jm7FmWxp/uQsY9vV3tGoaTWJcGB7l+P1k33G9Mh5F5uomLbmttehFPRWLu5j9lnXst6wly7oDmWOpQsHaKJoH9qJ5YE/ija1RncZsjYIgNCylpaVMmjSJFStWUFxcTHJyMqNHj2bkyJGn3Nfr9TJ16lRmzpxJTk4OERERDB06lHvvvReD4dhEWIqi8MEHH/DDDz+gUqkYOHAgTz/9NEZj9bEVb731Fn/88QcLFixAra6/9xMRUAvCebRv8yHeueNjMnZmn5fjO5KDKL66MZ4EPepYJ9ogF6gl7IBk8WIuU2O0anCl21AVymiKZDTFMuqq+syhkYE0bd+ImDbRmFNC0UQGUK64ySmvILfCQk65hSPlFTg8HgqtNgqtNrYfyau1LSadFo3Kl+5xdAjh8dNGHe1drj6VlO8Xt0fGi4PQQRZC4ixMc06FqodxOzWUFgdSXBLIVq/MVNVqFPXqunkCY4/ekdlkz2XTwdyTbm73uEVAfQIlzhz2W9ayz7KOI/a91dZF6JNoEdiL5oG9iDY0FgNBBeFfzGazcccdd3DgwAFGjRpF48aN+eWXX5gwYQJFRUWMGzfupPu/9NJLzJw5k0GDBjF69Gh2797NlClT2LlzJ1988YX//WHBggVMnjyZW2+9laioKD799FPUajXPP/+8/1i5ublMmzaN9957r16DaRABtSCcFy6Hi6kv/8SPb89D9sqERAZx83MjMQYF4HF78bo9eD0yHren6nev/77s8eKp+t233IvH49veW7WNVfGyLVFNQXMJVbgTreno1NAS+iwv5lVujNs8SFUdg3ogONxEs7YJNBseT/N2CTRrF094dPApz0VRFEptdnIqKjhSbuFIhS/Izik/+nsFZXYHVpf7jJ8nRZIJjLARHVNBcKiVo+nXsixRWmGkuDyQCqsBkHw53KrjonEZUEDyR+/HH9j3XEjHRfaSpCApoNeoMGjUBGg0GLQqjBoNDruboqIK8CroVBKdmjWiWXwkgTotJr0GvVqNWgUdIuKp9JSgUwWglfT/6XJuiqKQ7zjEPsta9lvWUeTMrLa+UUBLWgT2pHlgL8L0cfXUSkEQ6tq0adPYvXs377zzDkOHDgXg+uuvZ+zYsUyaNIlhw4YRGxtb677bt29n5syZXH/99bzyyiv+5bGxsfzvf//jl19+YfDgwQDMnTuXdu3a8dxzzwFQVlbG9OnTmThxoj/o/t///kfr1q0ZMGDA+Tzl0yICakGoY3s2HOCdOz4ma08OAJfd1Jv7/3cHwRFB53xsRVGYsX07b/+1HGdgJRpdVcQog3Gbm8BVbnSZMhh1BCRE4Kiw4rY5kNweGrWKpsMVbTGZA3BpVKRlFpNXaMFo1GE06gkw6jAadWg01b/lS5JEmMlImMlIu9iYWttldbkorLQiH9f9LFWljXgVmTybhcOVFVU/5WTbj2BRZWMwlaLVHEsHsNp1FJUFUlJuwiurMWl0tAwNIt4cTII5mIRA322QoZzt1q+xeoqRFRkZGcV/q3B8tC1JCmfDhS/VpdgLRzMW9h6u9sygUxnQqgzoVAFVPwa0qgD0qgC0Vb8fXff3349ue/zvGun0qrHUF1nxcti225/OUe4u8K9ToSbR1I4Wgb1pFngRgdrwemypIAjny9y5c4mMjGTIkCH+ZSqVijvvvJM1a9awYMEC7r777lr3nTNnDgBjxoyptnzMmDF88sknzJ492x9Q5+bm0rp1a/82SUlJ2O12SkpKCA8PZ9++fcybN49p06bV8RmeHRFQC0IdcdqdfPfCj/z03gJkWSE0OpiHP72b3sO718nxV2YfZOK6RRRpS5HCfVnOkk0hcI0b8xo3ZreWzn1a4+5qYO3GNCxeGUwBYApAAVIzy0j9ZMUpH0en02A06qoCbL3/vum4oNto0mMM0FX73aJ2Uyw5KJYd5LmtZFrKyKgoJdtSjldRUKu8hAVbiQixYAp1cXT6FLdbRUVJEE0CW9MjOImUhFCSg0JICQ4l3GCsEWAWONKZnvmOv9SaX9Vm5xKPKoqEovhuZQVQJBSOLdNqQK324OsCV3DJdlyyHSulZ/+gx5FQHRdoGzCozZjUoZg0IRg1IZg1oZg0oZjUR38PQ6cKOK9BuEd2k2Hdyn7LWg5YNmDzlvvXaSQ9jc1daB7Yk6aB3QlQ/zcnxRGE/wqLxUJaWhr9+vWr8b7ToUMHAFJTU0+4//bt2wkMDKRJkybVlhuNRpo1a1Zt34iICMrLj73flJaWotFoCA72XVl95513uPTSS+nSpcs5n1ddEAG1INSBXWv38e6dn5C9zzddcv9b+nDfB7cTFHZuAYasyMzfu413U5dTYrCC3hc3qkogeImDuAwDvS7tRM9329C0QwLvvLmYjRsOAXDV0I7EJ4Rjszk5sDWDLb/vwu2VUek0xDaNRR9kxG53Ybe5sNqcuF2+bliXy4PL5aGszHbK9nl1YElWUdFMhTOstqBOIcjkICLYQkiQDdXRlA1FwpMXSOn2AAILI/jogWEkxoVhNhtQa06cRlHszGZG5gTs3gpiDc25IvZB1JIGSZKQUCFJKnz3jt5XIUkSKtSAhOq4ZRK++6qqfY5P39ix/wgvffILh/PLQANDBrRj4CWtaB0bhUmnxa24cMt2XLIDl2yruvUF18eW23F6bdhcVuxuGw6PDYfXhstrx6048CgOvJITWXKiqNxVz5aMU7bhlE/93B+lkXS+gFvtC7CPBt8mTagvAFcf+12vqvkFpTZOr41DlZvYb1nLocrNuORjA0MNKjNNA3vQIrAnKebOaFWGkxxJEP47FEXBYXOeesN6YjCe+xWw/Px8FEWpNaXDbDZjMpk4fPhwLXv65OXlnTAdJDo6mt27d2OxWAgMDKRXr158/PHHrFy5kujoaGbPnk3Pnj3RaDSsX7+eNWvWMH/+/HM6n7okAmpBOAcOm5NvJv7A7A8WoSgKYbGhPDL5bnoO7XpOx91/MIfP1q1ghSodp1kGg28wn6pAReMNaoY2bUevx9vRslMSarWKjPRCHn1wGjk5peh0Gh5/ajD9L2977IC396XwcDFv3/4xW5fv4EjqQS4a0oXHPh9HaHQIAB6PF5utKsC2OrHbXdhsLmxWp2+53XdrtTrZ7yxhu7qYTH0l3qogWZJBXwmacpkAr4uQWCvmJlbUQcdSOry5WlxbjFjSg/CgA1nBXlTBo/d959/GbDYQGGQgKCiAoKAAAqtuAyLtlLSZjkdrweyNp7Pjfhx5QWi1anQ6DRqd71an06BWq87pg6Nd80Z898at/O+7P5j/+w4W/bqD/XvyGDmoE06nG6vDjc3uxGp3YbO7qt1a7S5sDhdWuxOH01N1RDUQWPVTGwW1zoum6sd334MuwIPe5CQ6VkOrFoGER0k45HKs3jKsnlJcsh2P4qLcXVAt/eJEjg++jwbcR4NtkyYEp9fKfss6Mqxb8Soe/35mTTjNAy+ieWAvEk3tRIk7QfgbRVF4pM9Edq/dV99NOaE2vVvw/qpXzum90WKxANSotHFUQEAAdru91nVH909MTDzhvuAb9BgYGMhtt93G5s2b/ekjTZs25YUXXkBRFN5++22GDx9O06ZNz/pc6pp4VxSEs7Tjzz28c+cnHDnoK0cxcMyljHv3NgJDzafYsyZZljmw4zCL/9jC4vJd5LZwowT53vQUL0hFOgY5U3h44KUk3RVT7Q3xz1V7eev/FmK3u4iOCebFV66lWfOauc6R8eG88dtzzPnfYr4c/z3rF27h7vaP89gX99JzaFc0GrU/iK1NvrWSnw7sZOb+PWRWlPmXtwyN4MYW7bkipQl7rHtYkb+OPZZjA9T06GnqakZieQqaciOrnZnsohAJaGIKQpE8WCx2rJW+np3KSgeVlQ5yjxx7DEOYgy6P78CgdVKZY2TV+3HMs8464fMpSb7UFa1Wg06nRqurutVqqparq93qdBq0OnWNdY3NgQy/qBVLth7kQGYhr3+25HT+nDXbg29MpVQ1iFKRAa+M4vUNlERRkGRQFDVuRYVH1uJUwGHWQrCOzL9cbFwEoUFGRg4awI0DOhASZMQtO7B6ynw/3lKsntKq34+7f5bBd5guzl/erlFA8//0AExBOB0NePhDnVGUk49JURTlrAP2o8dWVVWLMhqNfPHFF2RkZOB0OmnatCkajYZFixZx8OBBPv74YxRF4fPPP+enn37C6XRy+eWX8/jjj/uD83+SCKgF4QzZrQ6+enY68yb9iqIoRMSF8ehn4+h+ZaczOo7b5SF1wyHWLtnB0gO7yGnvxtFKDSpfHWjFqUIu1jEkui0vjL68Rp1nWVb45quVTJ+6FoCOnZKY+OIIgkNq7zkA3xvVtY8OofOAdrx+y4ek78ji+WFvctXdl3PPu6MJMFW/fO+WvfyencbMfTv4PTsNJA86rYeYEOgUE0bjMBOK5GCX6zeW7MjHJftSFyQkOoS0ol/URXQL64BOpQVg0cqd7Fq6GYDxdw9k6GXt/I/l8XixWBxYKuxUVNixVDioqLBTYssnO+UrvAYnSkUw7t/7kxgrUVFhx+V043J5cbs9eDzHZnhUFHA6PTidx3pZz4WiAk2gBkUt+YNfFF8wfPx9ZJAUxX/rX3YajyFJoNdr/cG/TqehTdt47n9kIAt+38mPv/5FfrGFz2et5bt5G7mqbxtuHNyFhNgYQnS1DxY93smDb98tQGNzF1oE9SZcl9CgB0gKQkMiSRLvr3rlgk/5MJlMACfshbbb7cTHx590/xPt63A4AAgKOjaAX5IkUlJS/L+7XC7ef/99br31VmJiYpgzZw4ffPAB//d//0d0dDRPP/00LpeLl19++YzP7VyJgFoQzsD2lbt4985PyU3LB+CKO/ox7t3RmIJNp7W/1eJgy6q9rFuyi/Wr91DY0kNlXy3urmqOvhxliwa5WEczUwyvXX05HeJq5ptVWhz836vz2Ljely997XXduXtcv5PmHx8vpV0Skza8zlcTZvDz+wtZ9NlStv6+g0en3kNQ62B2lmayImc3u0qz8Up29DoP7Zp70KiPBa2FHKGwrPpxYwyR9IvqyaWRPQjXh1Zbt3lnFq9/vhSA24b3qBZMA2g0akJDTYSGHnsuK90lTMv8EK+rnBBtLLd0eZPAiyJqPSdZVnC7ffnfbpfXd+v2+nPCj97/+zrfPl7cVdsdDdBr20dSSf4ebd1xge+xXu6ay47fVnv0vr7m/idLUxk1pCvXX9GJ5Rv2M2PRZvalFzB72XbmLN9Ony5NGTWkK+2bNzrph6VWZSBEd3rBtyAIZ06SpBqdEheauLg4JEkiPz+/xjqLxYLNZiMm5sTvMXFxceTk5NS6Li8vj9DQUPT6E08S9sMPP2CxWPxpIHPnzqVbt24MHz4cgBtvvJHJkyfz0ksv/eMdAiKgFv5TvF6ZLZvS+eP33QQE6LhhVE+iok5dzs5eaeeLZ75n/ie/ARCZEM6jn42j26COp9xXURTWLtnJrz+sZ9u6gzhMMpbeWqyPa5FNvpegWlHhKdXiKdYSoOh5qE9PRnfrhLaWQvWZGYU8P+Fncg6XoNNpeOzJwQwY2LbGdrW1o9Jjo9BZTIGzmAJnCdr7A+gyvBsHD6djCXfziucTOG6AdlAtZaqDtYFE6sOI1IcTpQ8jSh9OpCGcaH04cQExtb6JZeQUM/79+Xi9Mpf3bMHd1/U+ZXttnnJmZD1LqesIwdooRiW/TqC29mAaQKWS0Ou16PXaUx77TBVkF/HLF8tp3D6JPtdeVOfHPx0ajZpBvVsxsFdL/tqdzfRFW1i7NY1Vmw+yavNB2jSNZdSQrlzSrSlqlUjPEASh7pnNZpo0acKOHTtqrNu+fTsAnTufePKrDh06sGvXLrKysqrlUlutVg4ePEifPn1OuG9lZSWffPIJ99xzj78Xu6CgoFppvbCwMJxOp7+03j9JBNTCf0JWZhG//bqDZUt2UFxU6V/+y6LtjLyhOzeO6onRWPu34q0rdvDe2E/JyygE4Kq7BnDX27diCjpxasVRxfnlfPzCHNYu2YmzsQrLKB32dhpfQi0QoQvEVaih+IgXZIlLm6bwwqB+xAXXHuSvXrWPN/9vAXa7i6joIF56dWSt+dIFjmLWl2yjwFFEgbOYQmcJhc4S7F5HzYOqgSTJXzfa7VHjdKkJUgXRNiKJrhFNiA2IJEofRoQ+DIP6zKYYLymz8tibs6m0OWnfohETxl2BSnXyngO718KMzGcpcmYRqAnnpqTXCdZGndHj1oW8jAJ+eGMuv329Ao/bS3LbhHoLqI+SJIkubRLp0iaRjJxiZizawi9/7mbXwVwmfLCARlHB3HhlZ666tC1Gg65e2yoIwoXn6quv5r333mPhwoX+WtSyLPPVV1+h0+m46qqrTrjv0KFDmT59Ol988UW1tIxvvvkGt9vNNddcc8J9P//8cwICArjlllv8y2JiYsjOPjYTcVZWFjqdjtDQ0NoOcV6JgFq4YFVWOvhjxW5++2UHe3Yfu8QUHBzAZf3bcOhgPjtSs5k+dS2LF27jttv7Mviqjv60CZvFzudPTWXhFF+aQnRSJI99cS+d+7er9fGOpygKS37cyOf/t4AKxUnxfQE4mh3rbe4SloRSomfD1jxAJspsZuLAyxjYommtPbyyrPDd16uY9t0aADp0TGTiSyMICameauLwOpmTs4R5OUtxK7XnD4dogwjXheJwqckos3OkwoXTpcHl1mB0G1H/nod+Syle3ATc0wnnRRHscjrZ5MzE6jiA1eHC6nRjdbqwOV1UOny3kiTx/PUD6NrkWP6cw+nmyXfmkltYQVx0CG8+Ngy97uRvOw6vlR8yJ1DgTMekDuWmpNcJ1dVeZul8yTmYyw+vz2Hp1FV4Pb4qJe0vac24d2/7R9txKslx4Yy/eyD3XN+bn5ZuY/aSbRwpKOe9b3/n85/WMrx/B64b1InIsDMfKCucO7e3HI3KhCSqoggXkNtuu4358+fzzDPPsGvXLlJSUli8eDHr1q3jqaeeIjIyEoC9e/eyb98+WrRoQcuWLQFf7/U111zDzJkzKS8v5+KLLyY1NZVZs2Zx2WWXnXDGw4KCAr799lteeOEFdLpjHQVDhw5l/PjxvPrqq0RHRzNjxgyGDx/uH9j4T5KUUw3ZFE5b//79AVi+fHk9t+S/y+uV2fZXJr/+sp01f+7H5fIFlSq1RI8eTRl0ZXt69GyKVqv2pWKs3s9nk38n53AJAIlJ4dw9rh+aSivv3z2FgqwiAIbeO4ixb9yMMfDUI4dzs4r58Nmf2Lb2APbGasruNOI2KqgVFclKFIZyM7vzSnDJvkCtTVgk3aLi0GvUvmoQkuQLqiXffbfLy5rV+8k5XIKkQKs2cXTv3gSV2terXDWGkVx1Onu0m3FIVgDC5GgCXRGoXAYUpx6PVUOu1UW610Kh2oZyNG6XQWuR0JVKqK3HeqrPxvPXD2BkT98XDllWeO5/C/h94wGCzAY+f/kmEmPDTrq/02tjZtZEcux7CFAHcXPSm0Qaks66PWcqe18O0/9vNiu+/xNZ9r01dh7QjpufG0n7vq1PsXf9czjdLF61ixmLt3A4rwwAjVrFwN6tuOmqLjRNjKzfBv5HKIrM4fLPyCh7nwjjFbSK+l99N0k4BfH5fWZKSkp47733WLFiBVarlZSUFMaMGePPZQb46KOPmDRpEg888AAPPvigf7nH4+Hzzz/n559/Ji8vj5iYGIYOHco999yDwVB7DvrEiRPZtm0b8+bNqxYsK4rC5MmT+eGHH3A6nQwcOJCnn37aP3jynyQC6jokXpD15/DhEpb8msrS33ZSWHBsBr3klAgGXdmBAZe3IfQEvXQej5eF87fy3Td/UlFeNfq4zAJpOcRGBfL4F/fS8bJT5yh7PF6+/nw5P8xeh9Uk4eiixt3W7UvvsKpgjxGPRo1SleIruUFbCapzLEShC3YS1amAgEhfOofbqqFwWyTWIyZAQtYouEIU3CEy8nHZGioH6EpVaMslVF5fEG3QajDqdZj0Wlzldkozi8DlwaBS0+niViQ1icWk12I26DEatJj0OkwGHSa9jjCzkeSoY5fZJn2/ku8XbkarUfPhhJF0bHnikd/gq0IxM+t5sm07MajMjEp+g2hD43N7ck5T+s4spv/fbFbOXOsv3dR9cCdunnAtrXu2+EfaUJe8sszqLYeYvmgzqVWTDQH0aJ/EqKu60q1dkqjgcZ64vMXsL3qSUvsqABKDHyAp9JH6bZRwSuLzWzhX4jqU8K9lszlZ+fsefvsllZ07js3MFBhooN+ANgy8oj3NW9Q+SG5/aRFWt4uOkbFoNGqGX9OVcJXM2y/8jC0oEEICoXNLWvZrRaM2tRehr7A72JmZT2pmLht2Z7A9PRePGpT2gSjN7SgxvhJyulID4eURHA6oREFBq1LRIyae9hHRSPi+YSuArCj4YjkFWVbIySll86Y0PB6ZAKOObj0aExRshKrt3ZKDvKA9lJizQAJJVhNe3pTQ8qYoMRK50ZWky2Vke8o5+q1Zr9LQIzyegY2a0i4iCrNB7w+IjXodGnX1y2T7txzijVs+JHvfEfbO3UXLB6/kjjduRh9w8jzqOcu28/1CX3m8CfcMOmUw7ZFd/JT9Mtm2nehVRm5IevUfCaYPbktn+ms/8+fPG/zLeg3rxqgJ19Kia5OT7NmwqVUqLunWjEu6NWPngSNMX7SFlRsPsCE1kw2pmTRNjOSmq7pwea+WaDU1B74KZ6fcsYm9hY/g8uajkvQ0CXuRaPPI+m6WIAj/ANFDXYfEN9zzT5YVUrdl8usvqaxetQ+Hwxe0qlQSXbs1ZtCV7enZqxk6fe3fFcudDl7d8Ac/7veNUE4MDGZoQnMqp+5k3ZSVAEQ1b0Tc5V34K9UXpOt0Gq65rhvd+rfgQEExOzJz2Z6RS1p+Sc0H0HlRd3TiMrqRgHBrBLkZLo5WIu7frDETB15GoxMMOjx6jsfnS7fvmMjEF0f4y8l5FS9L81YzI3sBlR7fFNW9w7twS9JwCio9zD64i3kH91DkODZ9dbfoOG5o0Z6rUppj1J7ZQDWHzcnnT031VzhJah3PM9MeomnHlFq3X7ctnSffnoNXVrjrul7ccU3Pkx7fI7uZffhVDlVuQisZuDHpVeKN5ze9Yt/mQ3z/6k+sm7/Zv6zPyIu4ecK1NOmQfF4fu77k5Jcx85e/WPjHTuxO3+smItTM9Vd0Yli/9gSZL+xyX+eTL8VjChllHwBeArRNaBX5ISbdv+/qxn+V+PwWzpUIqOuQeEGeP7m5Zb6Ujl93kJdX7l+emBjOwCvbM2BgWyIiTjSts89vGQd4bu1SCmy+HGOjRovN4/avD9hXQT9zHK88cjOSWs0vq3cz85fN5FRW4jGpfJN6/I3BpSDl29GVukjoFc7+7hbsshs8Ep5sI4pNg0al4rKmjRnVpT29U06eD1xZ6eCNV+ezft1BAEZc25V77uuPpqoXcWf5fr5M/5Esm+8yfqKxEdfEDmVXnoPZB3ezr7TIf6wIg5FrmrXhhhbtaBpy7uWDNiz+i3fv/ITS/HI0WjW3v3oTIx8fWi2f7WBmIfe89AM2u4vBfdvw3LhBJ00t8Coe5h5+nf2WdWgkPTckvkyi6dSDPs/W7nX7mPbqz2z6ZSvgq5hx6Y29GPXstSS3SThvj9uQlFfambsslZ9+20pRme+1EKDXMvSyttxwZRcaRdVSK1E4IZe3mP2FT1Dq+BOAKNMwmoa/jFr1z+dwCmdPfH4L50oE1HVIvCDrlt3u4s+Ve/n1l1RSt2X5l5vMei7r15qBV7SnVeuTT2YBUGiz8sK65SxK3wdAk+AwXujYl9Wv/8r8Pbso7xWBvWWQf95YlQzqcgldmYTadmyQnuRV0FhlwtR6GhtNZCzZh8rhxRhtQvVwI3YH5AIg29R4s40kBoZyXYe2XNO+DZHmU3+4ZmUW8cJzP5GdVYJWp+bRxwcz8ApfcFnoLOG7jNmsLf7L9xyojbQO6MqOHFiTk30spUOt5vLEplzTrA1945PRqur2cn5ZYTnv3z2FtfM2AdDh0jY89e0DRCVEUFhSydiJ31NQUknn1gl8MP7ak6YTyIqX+TlvsafiT9SSlusSXiTFfGazTZ6u1FW7+f7Vn/hrme/KhEqtov/Nfbhp/AgSWsSdl8ds6FxuD0vX7mP6os2kZfu+iBn0Gqa/PYbYSBFUn44TpXiI/PR/H/H5LZwrEVDXIfGCPHeKorAzNZtff0ll1R97sdtdgC/W7dwlhUFXtqd3n+anNXmHoijMObibl9avoMzpQC1JXE40kb/msWHrISyNzLhjA5EbBeHWKriCaw7cM0s6ekUkcFPL9pTvKuWbL1ZhtTp9OcwBMrpuweS2rABzVU93qZ4BIe24sWN7eiQloDrND9Y1q/fz5mvzsdlcREYG8uKrI2nRMhan18X8I8uYnfMbLtmNhITZm8iWDA0VzmOzFnaLjuPaZm0YnNKCYP35vXSvKAq/fLmCTx79BrssY4gIZMijQ9hQUMq+9AKSGoXx2Us3nTSFQFFkFh55j53lK1Ch4dqE52ga2L3O27nt951Me+UnUlfuBkCtUXP56Eu4afwIGjURMwaC73nakJrJD4s3U1Rq5cNnRxIWInpXT+ZYisf7gCxSPC4A4vNbOFdiUKLQIOTnl7P0tx0s+XUHR3JK/cvj4kIZdGV7Bgxqd1ozGh6VU1nBs6uX8MfhdACCij2EfrqPQ1kbSO0ej3Vo9Q++EK2B9pGxtEuMwRCmY4c1j9+yDlLpdrGk8BBLCg8RbzfgNpZBkB5rSgDuSAVNQgmSTgFF4sqQjjx7+UDCjKcurXeULCtM/fZPpn6zGoD2HRKY+NI1hIQY2VC8jW8yfqbAWQyA02HiYE4wdqcKkEkMDObaZm0Y0bQ1SUHnXsReURTsTjcl5TZKyq2Ultuq7tsorai6LbdSUmGjtNyGZUhHAGzAdxt8vf9mg5bHR/ZCX0t6zLHHkfkl9yN2lq9AQsXw+GfqNJhWFIXNv21j2qs/s3utr10arZor7ujHDU8PJyb5n58gpiGTJImLOiRz0QWaO17XaqZ4DKdp+EsixUMQ/uNEQC3Uq/y8cqZ+u5olv6Uie30XSwICdFzarxWDrmxPm7bxZ3T51GF38vbC3/i2ZB9uNUhumfAFOYQuzQMklFGdsUb6ek4HdWzOxa2S6ZDciKTIkBqPY/e4+S3jAF+sX88OexGHAxxwRRAooFW70IU6kVSgqpCIWqyn1WXB6LudfjH5ykoHb/7fAtatOQDA8Gu6Mu7+/hxx5fPuzs/YY/Etd7nVZOeHUVphIkhn4JqWLRnRtDVdo+NO+dzIsoLF6jgWJFccFyT7l9kpKbdSUm7D6TqzGn5qtQqDJGEvrECyOvHuOsyz3/oCjbCYEKKTI4lJiSI6KYrYlCiikiPISljGPtkXTF8d9yQtgnqd0WOeiKIorF+4he9f/Yl9mw4BoNVruequAVz/1DAi4//ZaWiFC0+5YyN7Cx+tSvEwVKV4XCtSPARBECkfdUlcMjp9xcWVTJ+6hkULtuLx+FIXDJJEq2bR9B/Yhk69mhEdd/JJQI4qyStlw6K/WPLHFn5NsGJr7Ks3bThoIWHmYXp1aEHrge2ZXVnE3twiNCoVz157GSN7tT/pcQ9l5TPx03lsl8txharxGhRkgxddiAttgC/wVLt1RB8Ixrm6HF0lhIQYuXVMH64a2tE/kLA2NfOlr6TLpUm8v+cH9thSQVKQZYm84mAKikJoFxhL98BGNNOE4XHL2B0uHE43docbe41bF3anG5vNRanFjtcrn7AdtTHoNYQFmwgNMhIW7Ps5ej802HRsWbCRIJMBSZLYvW4fs95dQM6BXPLSC7BX1jLFOQpNn3CROMaDIkP2u2EYDqX4gu7kKN9PShTRyZFEJUSgPs1ybrIss2buJqa/9jMHt/quSOgDdAwZN5Drnria8Nh/fgpa4eQURabU/icW13ZCDL0J0ndu0EGposhkl08ms+wDjqV4fIRJ17y+mybUEfH5LZwrEVDXIfGCPLXychszp69n3pzNOJ1Vsxi6PEilNlR/6x2NjA2hTbcU2nRNoW23FBKbRaNSqVAUhUPbM1i/YAsbFm1hz+aDlA6MpXhoHIpWhcolc0mekXu696Rz/3akFZfz0JfzyC+rJNho4N0xQ+jerPaKDrKisDotg48Xr2ZreSG+aQhBh8SAto1JNx7moLXAt7HdQGWliqMl8YLL1Oh3OwnMVEhqFMZd4/rRuWsKe9Ly2bonm+zcUmwON3n5ZaSlFyIrCpJGQhWrxdu2hPBmxWg1vuC3tMJI3qEw1Bk6AvJB7T63YCPQpCc02EhYkMl36/8xERoUQFhVoBwabMRoOLOyen+nKAqWkkryMgrIzygkL72AvIwCSlpsQtc/G4C9L+g48vOJ8+BVahWR8eH+Hu6YpGPBdkxKFOGNfEHynz+t5/vXfiZjp++4BpOeYfdfwbWPDSVUVKtocDzeCvIrf+aIZRoOT6Z/uVHbgtjAm4gyD0OjOnm1nn+ay1vMvsLHKXP40rJEiseFSXx+C+dKBNR1SLwgT8xqdfLTjxv4+ceN2Gy+gYYxkYEU7T6C5HDTvV8rBl3fg12b09m1KY2Du3Lweqr3rAYYdZhNWirzSrAUlIDThSPeSP5tKTiTfB9u3YKief+Kq0kICgFgxY6DPDPtFxwuDylRYXw0dhiJkSE12pdnqeTn7TuZuWUHedZK//Igi8KY3l1p2yWGidvmUuKyEaQ18GaXa+gensJvmQf5+cBOVh3O8FfakLxgPKIQcERCV1k1L/jfeAwK9hiQmtqJSy7GFOB7Tux2LYU7wtHuCyRE1mPQawnQawkw6DDotRgN2uOW/f1WV22dKUBHaJAvSK7vyTtWF07nz8JpAFwePY4m3kvIzyioCrZ9QXd+ZkHVbRFup/ukx9No1RiDjFQUWwAwBgUw4sHBXPPIVQSFN6yATACrax9HKqZRYJ2HrPjqo6slM8GG7pQ51iIrjqplJiJNVxMbNAqzrlV9NhkQKR7/JeLzWzhXIqCuQ+IFWZPd7mL+nC38MGM9lgrftN5NmkYRaw5g/YKtSMDgUT2578Xh1S7xO2xONq7YzfJZG9i7NZMKixOkY/nJshqKLzZR1NOEopIwq7RM6HYpN7XtgCRJKIrCV8s38b9FvslRerVI4q3bBhMUcKzyhEeWWXkwnR+37WDloQzkqpeCyikTlG7npq4deGDclUzN3MD7u5cho9AyOIYPul1PgsmXjmK1Odm+L4dVuw+xLDeNdF0FHuOx81c7wHgEkipNBMla9nlLqEyUkGO9xEeVEB7iqwMsKRq6m3oytunVBBsDUKtOPxe7oVtfNIvfC74GoF/0WHqEX3PS7WVZpiSvjPyMQvIzCshNr+rpziggP8MXcHs9XgDMISaueeQqRjw0GLOoTNGgyIqbYtsyciumUu7c6F9u1DajUeCtRJmHoVaZcHvLKbDOIdcyA7v7kH+7QH1HYgNvJtI4GJXq5DNz1jWR4vHfIz6/hXMlAuo6JF6Qx7hcHhYt2Mr0aWspLfEFjYmJ4Yy6tTfr5mxm7W87Abjj6asYefel/iD40LYM1i3YzPqFW9i/+VC1Y4bGRxLXJoniWC0bWrlwhPoC8MA9DmKXWNA5oEnrRrTskszWADsbjuQBcNPFHXly+CU4PB4OFhVzoLCYfQWF/Lr3AAWVVv/xDblOgvZZ6RIcyeOv30BYUjATts5jWe4eAK5O6MAjTfqz70ABW/ccZtuew+zPKPAH4gAKCoEJRqQmOjI1FTgUr3+d5FVAA9Fh5cRGlqFW+fa7JOIibkseQbDuwutZ3VQ8j2X5UwDoGzma3pE3nvMxvV4vxUdKKT5SSlLreIyBp19VRTj/XN5i8iw/kGuZjsubX7VUTbhxAI0CbyXY0KPWHl5FUSh3bCDXMp1i2xIUfClgGlUI0eZriQ28iQBt8j/S/uopHiNoGv6iSPG4wInPb+FcNfiAeuPGjUyePJk9e/bgcDho0aIFo0ePZvDgwad9jKysLD7++GPWrFlDWVkZkZGR9OnTh3vvvZfY2Nga23/zzTe8/vrrJzzeXXfdxRNPPFFjuXhBgtcj89uvqUz9djWFBRUAxMSGMHpMH7p2Sea1+75l95YMNDo1j791I50vbsq2FTv5a2kqGxb/RVFO9em8W3ZvykVDutJjSGdiWjfi7c2r+Xb3XyhAmNbASFUKuq0V7NyUTkFOKV6diuIeYTij9CgqhUCHQmC4EYtBocTjrNFeo6TGsLMC0+5Kgtwqxjw5mCG39CLDVswjG2eSVlmEGhXdrSnYt3lJyy6ucYy46BA6tYqnY8t4OreO90+K4fC4WZp5iG+3bWFzyRGCAm2kxJai0frSO5qbU7iz8fU0NZ989sR/q62li/k1dxIAvSNuom/UrfXcIuF8URQFi2s7uRVTKbQuRsGXsqNVhRMTeAOxgTei1zQ67eO5PIXkVc4iz/IDTu8R//IQQ29iA0cRZuyHSjp1Lfoz9fcUj6ZhLxEdeG2dP47Q8IjPb+FcNeiAev78+Tz11FNoNBp69OiBWq1m3bp1uFwu7r//fh566KFTHiMjI4Prr7+e8vJyGjduTJMmTUhPT+fgwYMEBgYybdo0WrZsWW2fJ598kvnz53PppZcSGFiz17Bfv361BvT/5RekLCv8vnw33329ipyqOtLhEWZuGX0xVwzuQOGRUp6//QtyMoowGHX0uCiJ7NR0DmxJ4/h/QYNRT5eB7bloSFe6D+5EWIxv8Nmqw+mMX72Ew5W+IP265m15uksfiirt/l7njYey2J6bh7f2tGUAtA6ZSElPSmgoldsKsKzOQZKhc5/mPPTaSCSjlq+3rWN6+Xo8KhnJJhGwJgBN8bF0lOS4MDq2jPcF0a3iiQo7ec9yujWbr9J+ZrdlPwAh2iBuTRpB38huqKQLJ7XjeKlly1h05D0AeoRfy2VRd4i80wuQLDsptC3iSMVUKl07/MsDdR1oFHQrEaYrUUlnn66hKF5K7CvJtUyn1L4SqkYq6NTRxJivIybwBvSamp0iZ/44IsXjv+6//Pl9NkpLS5k0aRIrVqyguLiY5ORkRo8ezciRI8/oOBUVFQwZMoQRI0bw6KOP1lg/depUpkyZgtPp5OKLL2bixImEhVWvAPb999/z0UcfsWzZMsxm8zmd17losAF1UVER/fv3R6VSMW3aNNq0aQPAoUOHGD16NMXFxfz888/+5Sdy3XXXkZqayoMPPsj999/v/1CfNGkSH330Ee3bt2fWrFnV9hkyZAgHDx5k8+bNZ/TH+S++IBVFYe3q/Xz95Soy0gsBCA4O4KabezF0eGe0WjUrftrAxy/Nx2F3g9eDJy8f3McqeiS2jiesdwtCmkST1KIRAQF6tFo1Oo0ap+Tlx/xdrC71VXEwqbQ0VYVRWenmiMVSLd3ieMEGPU3Dwgj1alAVOLDsLaHwryMo1mOPqwABESZ63tAVl0nL1n2HSYvOx9XK17umzldjXGegWVS0P3ju2DKesGBjrY/5d3mOIn7IWsCfRb5pujWSmiGx/RiZcCUB6vM7m2F92lX+Bwty3kFBpkvY1VwefY8Ipi8wDk8OuZbp5Fl+xCP7vkBL6Ig0DaFR0C0E6k9ekvKsHtN9mLzKH8izzMItH71SpCbc2I/YwJsIMVyMdBZfUGumeFxTleJxeq9z4cLwX/z8Pls2m42bb76ZAwcOMGrUKBo3bswvv/zC+vXrefTRRxk3btxpHcdut3PXXXexadMmxo0bVyOg3rJlC6NGjWLIkCG0b9+eKVOm0K5dO6ZMmeLfxmq1MnDgQO666y7GjBlTl6d5xhrsxC7ff/89DoeDu+++u1rQ3KRJEx577DGeffZZvv32W956660THiMjI4PU1FTi4uKqBdMA9913H19++SWpqamUlZUREhICgMPhIC0tjeTk5Hr9ptPQKYrC5k3pfP3FSvbvywXAZNZz/Y0XcXH3ZHav3ss7t3/M5j/2YtcZkVQqFKcTb0EhYVFBdB7Qjs7929O+Xxs+W7CZxat2oWxNQ96VhscAXj04IsARLYMaUEBtl3BbZfYqx9IuJK+CylV13yOhdiiYSyUC8FCiLaZSo0arVaONMBN6RUtktxenzYXD6sQlQbnXy5zN+5H1MvZeDrzRvpznDs4E7u7Uh06jEgg2n1mObrnLwqzDi1mavxpPVQ71xRFduSlxKDGGyHN/8huwvRWr/cF0x5ArRTB9AVEUhTLHOnItUym2LQd8VXj06kbEBo4iOvA6dOrzN3mOQRtPcugTJIY8RJF1CXmW6ZQ7N1JsW0qxbSkGTSKxgTcRbb4Wrfr0atiXOTawr/BRXN4CkeIhCKdp2rRp7N69m3feeYehQ4cCcP311zN27FgmTZrEsGHDak2nPd7+/ft5/PHH2b9//wm3mTt3LpGRkbz11luo1Wo0Gg0vv/wyRUVFREREAPDVV1+h1+sZNWpU3Z3gWWqwAfXKlSsBGDBgQI11AwYMYMKECfzxxx8nPUZycjLr1q2joqKixoe62+3G7a7qiVQfu5y/b98+vF7vKXu+/8t2bM/iqy9WsiO1qvavQUu3dnGYKitZ+upMvjngC7ClwEBUYaFIkkSQWcs19/ahx+DOJLX2zX7olWVenfwbi9ftpjJFQjar8KKgqBQ8ZhnZ4Ot9ljygrVBjdmjQuVVonb7qGdi9VGpk3FWdvRqbgq5CARTsyNhPUXoNfDP9xbcLIq15AV6VF6Nax6udhzGo0Zn//e1eB/NzljH/yHIcsi9fu2NIa25OHEZjc+11ry8kBywbmHf4TRRk2gUP4IrY+0UwfQHwyJUUVM7hiGVatSocIYZexAbeSrjxMiTpn/soUUk6osxDiDIPweo6QJ5lBvmVs3F4skgvfZOM0veIMF1JbODNJ5wwRqR4CMLZOxroDhkyxL9MpVJx5513smbNGhYsWMDdd999wv2nTJnC//73P8xmM7fffjtff/11rdvl5uYSHx/vj9GSknzjjY4cOUJERARFRUV89dVXvPTSS+h05zZ/Ql1okAG1oigcPHgQgGbNmtVYHxwcTEREBIWFheTn5xMdHX3CY4WFhdXIt7Hb7bzyyiu43W4GDBhQLU96165d/sd4/vnnWbNmDQUFBcTFxTF06FDGjh2LXv/PlnBqKPbuOcI3X61i88Y0AFSSRIjHSdmqnaxeeqwslkqtIrxlMqVWX+/soOu78+Cr11Yri+fxyrzy6S/8tnYvlsYSHqOEgozaqMJl9iKjIAFDElvyWNfepISGVvtgLK2089g3C9hyKAeVJPHY0D5c070Nbq+M2+3F7fH9uNzH3bo9uDxe3G4vLo+X0KAA9upzeXfvUjyKTGNzBB90v4EmgWfWi+yWPSzN/5NZ2b9Q4fHVsG5iSuTW5BG0C25xtk93g6IoCk7ZSqWnpOqnFKunlEq373erp4TD9t3IeGkVdAmDGz18VpffhYbD5jrEEcs0Cipn41V81XDUkoko8wgaBd6CUde0nlsIJl0zmoQ/T3LoExRaF5JrmU6layeF1vkUWufXOmGML8XjMcocvpKaIsVDEE6fxWIhLS2Nfv361fiy2qFDBwBSU1NPeozdu3dzzTXX8PDDD5OWlnbCgDoiIoKcnBz/76WlvvSyozHdpEmTSEpK8veS17cGGVCXl5fjdDoxmUwYjbW/yUVFRVFYWEhRUdFJA+rjLVu2jBkzZpCamkpFRQWXXXYZb7zxRrVtdu/eDfhSTsLCwujUqRPR0dHs2rWLDz/8kFWrVvH111+fsF0XorRDBXzywa9sSz3sW6AokFeMnJVHqcvXC5zQMo7O/dvR/tI2/LFkD+uW+r6YjHniSq6/t/oLz+OVeenjxSxdtw9rogqPEQKNOhKTg/mryNe73SY8irf7XkGb8Jp/20N5xTz4xTwOF5djNuh4a/RVXNwq+YzOye5x8XLqIuanbQfg8thWvNZpOCbt6X9ZkhWZ1UWbmZG1gAKnLw0l1hDFqMSr6Rne6V/ROysrXmye8uOC5BJ/0Gz1lFLpKfXf9yiuUx6vRWAvhsY9jkqq34lkhLPjGwS4giMV0/wBJ0CApjGNgm4hyjyiwc1kCKBWGYkJvJ6YwOuxOFPJtUyn0LoQm3sfh0peJKP0bSJNVxNs6Ep66ZsixUM4LxRFwWk/9ftkfdEH6M75cyk/Px9FUWpN6TCbzZhMJg4fPnzSY7z99tv+HuW0tLQTbterVy/mzJnD7Nmz6dSpE9OmTaNp06Y0atSI9PR0Zs2axeTJkxvMZ22DDKjtdt8EIAEBJ85dPdpLbLPZTvu469atY/Xq1dUeJyMjg3bt2vmXHQ2or732Wl588UX/Hz07O5sHHniAbdu28e677zJx4sTTP6F/oaKcYpb9tIEFv+4k3+oGSfIF0gWlkJVLaFAAnUf2oPOA9nTq346ohAgqSq28dPfXvrJ4WjWPvnkD/YZ3rnZcj8fL85MW8/uG/ThjVDhCFBSTgsXs5K+iXPRqNY927s1d7bqhqWVyk9V7Mnjqu0VUOlzEhwfz0dhhNIk5dd6moijk2MrYXJzJX8WZrCk8RJ69AhUSj7UZwJgmvU77RakoCtvKdjMtcx4ZNt8bR6g2mOsTBtMvqhcaVf0Hk4qiUOEuwOIp/luwXOrvUa70lGLzlKMgn/qAVfQqE2ZNGGZNKCZNaNX9MEyaUIJ10cQHtBI90/9S+ZVzyCz9AKf3aI+QivCAfsQG3UqI4fRfH/UtUN+eQH17UkLHV5swJq9yBnmVMwAwapvSMvJDkeIh1BlFUXji+o/ZvSWjvptyQq27JPPOj+eWimexVM1Oe4JOxYCAAH8MdyKnm54xZMgQVq9ezfjx4wGIiYlh0qRJqFQq3n//fbp27UqfPn3OoPXnV4MMqFVVgdTp/NFl+fSDgXHjxvH000+Tn5/PtGnT+Oabbxg9ejQ//fQTTZo0AXw904cPH6Zx48bVcqsTEhJ44403GDFiBLNmzeKpp566YFM/Fn+1gvffWoQSFeYLpCUJVWkFbeKC6H33JXQe0J6UdonV/j65WcU8f8cXHE4rxBRoYOLkMXToWf2SsNvj5fmPFvHHxgO4wyQqEmQ8pqpBhzJ0i47jzT5X0CSk5oAiRVGY/uc23p67EllR6Nw4jvdvH0roCQYMyopMmqWILcWZbC7OZEtxJvkOS7VtwnRG3ul6HT0iU077uTlgyWBq5hx2VRwAwKg2MDxuIFfFXoZB3TD+HyzuIhYeeY8M67bT2l5ChVETXBUkhx0XMPtujw+atf/wjHXC+acoHtJK3uCI5RvAN5FKjPl6YgNHYdDG12/jzoFWHUxc0BgaBd7mnzCmxL6cSNNQmoQ9L1I8BOEsnKownKIodfblW6VS8dZbb/Hwww9TWlpK8+bN0el0bNu2jSVLlvgrtM2ePZuvvvqKsrIyevbsyfjx42uk+v4TGmRAbTL5ZqRyOBwn3Mbp9A36OpPUi8hIX25sQkIC48ePx263M3PmTD7//HN/6kdAQECtedsArVq1IiYmhtzcXA4cOEDbtm1P+7H/LXau3sMHry9AaeR7rhqFBnDDDd25/Jru6PS1T6Swb3sWL479irLiSiJjQ3jl67EkNY+pto3b4+W5/y1g5eaDOBIkyhp7Uar++5KDQniqW18GJzev9YXo9np54+ffmbXOV+d2ePc2TLyuP9rjc7JlL3vL8/zB818lWZS5qn9L1kgq2oY0onN4El2rfk43xSPHns/0zPmsL9ladSwNg2Mv4Zq4QQRqG041mP0Va1mU+z8cXgsq1ARqI2oNkI8PnI2aYJGi8R/l9pazt/Ahf3pHYvADxAePQ626cMo6SpJESMBFhARcVKcf9oJwPEmSeOfH+y/4lI+j8dmJeqHtdjvx8XX7RTwuLo64uDj/72+99RZXXnkl7dq1Y+PGjYwfP56nnnqKjh078uKLL/Lkk0/y5Zdf1mkbTkeDDahNJhMWiwWHw4HBUPPNvaCgAPDlUp+tYcOGMXPmTP9AxNMRERFBbm7uSYP9f6u8jAKev+495Ca+kbTjJ15N/wEn/9Kwfvku3nhoGk67m8atG/Hyl3cSHh1cbRuX28OEDxaw4uAhKropuIKqJmeQ1Dx70SXc3LIjOnXtAV251cHj3y5k44FsJAkeG9qX0Zd2xiV72FyUzZbiLDYXZ7KtJBubt/obmUGtoUNoAl3Dk+gSnkT70DgCNGc2ErjYWcaPhxexIn8dMjIqJC6J7MENiUOI1P/z34BPxC07WJ7/OVtLfwEgxtCUq+OeIlz/7+1hFM4vm+sguwruweHJRCUF0CLiHSJMg+q7WeeVCKaF80mSJAzGC/sqXlxcHJIkkZ+fX2OdxWLBZrMRExNTy551Y/ny5aSmprJ48WLAV3EkISGBO++8E4CxY8fy1FNPUVBQcE7x4dlokAG1JEk0a9aMbdu2cejQoRol7MrKyigqKiI4OPikAxI3b97MvHnzaN++Pdddd12N9UfzeDwe32Qf+fn5fPjhh7hcLt5+++1aj5md7SsVd7oDIf8tbBY7E69+g4oAI6hVNGseQ7/+Jy8dt3DqGj59aS6yrND1khaM/+hWjObqX36cLg8P/u8nVrqzcXSrWqhAjGRm4Y23Emk6ce9uekEJD34+j6yiMgIC1IwZ3okycxmjV3/NjrIc3LK32vZBWgOdwhKrAuhEWoXEolOd3b+41WNjTs4SFuX+jkv2DbzsFtqeUUlXk2g8/SmU/wn5jkPMO/wWxa5sQOKi8GvpG3Ur6vMwNbNwYSix/cHewkfwKpXo1XG0jp6MWdeqvpslCEIDZzabadKkCTt27Kixbvt23yD/zp0711hXF7xeL++++y433HADiYmJgK9z9WhNajhWASQvL+/fE1Dn5eWxevVqNmzYQF5eHsXFxXg8HoKDg0lJSaFz585cdtllZx149unTh23btrFs2bIaAfWyZctQFIW+ffue9BhlZWX8+OOPbNq0iWuvvdafm33UqlWrAPzHN5vNzJ8/H5fLxR133EGrVtU/YP744w/KyspITk4mIeHCqSvs9Xp5/Zb/kb73CPTw9UjfdnufE/bmyLLM128t5qfP/gDgiht6cP/L16DRVu9lzikv55bvfiAtuAJUgAIqh0QMgcwdc/NJg+klu/YxYdFi7MF2NI0VbEYPk3Krz2AVoTfTNTyJzuG+ILpZUNQ5T+Xtkt38kvsHs3N+o9LjG/DaMrAJtyQNo1VQ/ZcJO56iyGwqmccfBV/jVTyYNWEMbfQEyeaO9d00oYFSFIWcii9IL30LUAjSd6NV1KTzOiGLIAgXlquvvpr33nuPhQsX+mtRy7LMV199hU6n46qrrjovjzt79mzy8vK47777/MtiYmJYuXIlsiyjUqnIysoC6qfT84wD6nXr1vHFF1+wdu1aoPYE9R07drBgwQJeeeUV+vTpw3333Uf79mc2Fe3IkSP54osv+Oabb+jTp4//G09aWhoffPAB4OvaP6qgoACLxUJgYKD/W0nfvn2Ji4sjPT2dd955hyeeeMIfVK9YsYLJkyejVqu5/fbbAV+qydChQ/n555957rnn+Pzzz/3fdjIyMnj55ZcBuP/++8/oXBq6r56dwfoFW1A1iUdWqWjeIoYePWsPHl1ON+8+OZNVC7cBMPrxK7jxvv7Vgm+b28Wn2zfyyV/r8QT4/j+iVCZKCx2YVFq+vHUE0YHVg+kiRyXri9LYUpzJiuz9FHktUFXC+ej0LAnGUH/w3CU8iURTWJ1dwvUqXv4o2MDM7IUUu8p8jxcQy81Jw+ga2q7BXSqu9JSwMOc90q1/AdAs8CIGxz6MURN8ij2F/ypZdnKgeAIF1rkAxJhvoEn4C6ik+p8QQRCEf4/bbruN+fPn88wzz7Br1y5SUlJYvHgx69at46mnnvKPV9u7dy/79u2jRYsWtGzZ8pwe02638+GHH3LHHXcQHn6sA2Do0KHMmjWLJ598kg4dOjBlyhR69+7dsAPqw4cP8+KLL7JmzRpUKhUdOnSge/futGzZkvj4eMxmM4qiUFJSQkFBAVu3bmXTpk2sXLmSlStXcskllzBx4sRqieUnExMTw4QJE5g4cSK33HILPXr0QKfTsW7dOpxOJ48//ni1P9B7773HnDlzGDFihH+AoU6n49133+XOO+/kyy+/ZOnSpbRo0YLs7Gz27t2LRqPhpZdeqtYD/vTTT7Nz50527tzJwIED6dy5M16vl40bN+JyuRgzZgxXX3316T5tDd6Sb//gx7fnoWjUaJNicLm93HLbxbUGkJYyGy+P+4adG9NQa1Q8+uYN9B/Rxb/eI8vM2r+Dd7esodBuBRXoLRKXJzZj6b401Ei8O2IwrWOqX4bZV57H6NVfU+lxVlse6A3gipTWdItMpkt4IjEBdR8sKorCptJUvs+cx2F7HgARulBuSBzCJZE9UDfAEnAHLRtZdOR9bN5yNJKe/tFj6RQ6uMEF/ULD4fTks6fgPiyu7YCaJmHPERt4i/ifEQThjBkMBqZOncp7773HvHnzsFqtpKSk8OabbzJ8+HD/dkuXLmXSpEk88MAD5xxQf/vtt8iy7O8APapHjx68+uqrTJkyhZUrV3LxxRfXW1ljSTlVDRTgp59+4rXXXsNsNnPrrbdy7bXXVvuGcDKZmZn88MMPzJkzB4/Hw3PPPVftCT+VP//8k88++4ydO3eiVqtp2rQpd9xxBwMHDqy23TPPPFMjoD4qOzubTz75hNWrV1NSUkJwcDDdunVj7Nix1WpQH2Wz2fjqq69YvHgx2dnZ6PV6WrVqxejRo7n88stP2Nb+/fsDvqT5f4Nda/fxZL8Xcbs8tB51Kbuyy2nSNJrJX9xR44M2/3AJE2//guxDBRjNBp779DY69fZVQ1EUheVZh3h90yoOlvkmOFHbISJLwz2De/P2+rXIisLT/fpw50Vda7Rj3Lpp/FlwEINHhzMXpDIN9/Toxf0Dep/XD/zdFQeZljmXfRZfYXmzxsS1cYO4IvYSdKqGl3/skV2sKPiKLSXzAYjSN2ZY/FNE6BPruWVCQ2ZxprK74F5c3nw0qhBaRX5ESEDP+m6WIDQo/7bPb6HhOa2AulOnTtx1113ccccdtVbcOB02m43Jkyfz3XffsW3btrM6RkP3b3pB5mcW8kD3ZygrrKD7sG7scKiw2Vy8+Mq1XNy3+nTZ+1OzeXHsV5QWWYiIDeblL8eS0tI3S9K2glxe37iS9Xm+wZpaWUXAQYXIYh2P3NOfF1b9gdXlYmSHtrw2eECNAHlzUQa3rfnGl1+90UyAV8/rN19J//bnL1/Zq3j53/5vWFO8BQCdSsuQ2H4Mj7sck6Zh1qYtdGQwL+dNCp2ZAHQLG86lUbejaYCBv9BwFFTO50DxeGTFiVHblNZRUwjQJtV3swShwfk3fX4LDdNppXwsXry41mkmz4TRaOSxxx7jxhtvPKfjCOfOXmnn+WFvUlZYQZOOySQP6sKGGRto3CSKXhdXnzlsw/LdvP7QVF9ZvFaNeOnLO4mICSazopS3Nv3JwvR9AOjVauJKjdi2VmLW6nnxkat4/s/fsbpcXJSUwItX9KsRTCuKwvu7fW9e0hEd0TrfzIet4s/vyNwZWQtYU7wFFSoGRPfiuoTBhOlCzutjni1FUdhSupAV+V/gVdwY1SEMiXuMJuaaPf2CcJSieMkoe4/D5VMACAu4jBaR7zXIacMFQRAuBKcVUJ9rMH28Ro0aVsmx/xpZlnnj1o9IS80kNDqYp6Y/wiOP/QDALbddjEp1LOhdPH0dHz8/G1lW6NynOc9OGo1TK/PiuuVM27MNtywjAcMat6JkdSkH9xQQZDTw5pPDeGPDGnLKK0gOC+HDa4bUWmf6j/z9bCvNBi9oDwcw6f5htIw7v8H0X6W7mJOzBIDHmt9Bz4jzU96nLtg85Sw68j4HKzcC0NjclSGNHsWkCa3nlgkNmUe2sK/wMUrsvwOQEDyOpJBHkcTkPYIgCOdNg6xDLZw/X0+Ywdp5m9Dqtbw45yn+XHcIm9VJckokF/fxpXrIssy37/zKj5NXAHD5yG7c9dIwvtm3jU+3b8Di9k2gckl8Cg+368nkKSs5eKCAQJOeD565ls93bmVbTi7BBj1TrhtOSEDNNCGvIvP2Dl9gK+XoeWhAn/MeTBc7S/nwwDcAXBlzSYMOptMq/2LhkXexekpRS1r6Rd9Jl9ChYhCZcFJ2dya7C+7B5j6IStLTLPwNosxD67tZgiAIF7yzDqhzcnKYPn06Bw4cwG63I8tyrdtJksS0adPOuoFC3Vk6dSU/vDkXgMe/uJfEtomMf2UBALeM7u3vnf515kZ/MD3qkcvRDYplwJyvybNVAtAmPIpnu19Ch5AYHnn9Z3YfyiPQZOCjCSP5LTuNRbv3oVGp+OiaoaSE196buiBrO5m2YnBDF3Vjbru0S63b1RWv4uW9/V9h8VhpbErgtuRrzuvjnS2P7GZlwTdsLJkDQIQ+kWFxTxNlSKnnlgkNXal9LXsLH8Qjl6NTR9M66lMC9WdWrlQQBEE4O2cVUB88eJCbbrqJysrKWutQH0/0qDUMu9ft4/27JgNw4zMj6H9zH6Z9uxprpZOk5Aj6XuqbxMbrlfnps99RgIue7MnUqCPs+zMVgHhzEE907cOwJq2otDp5+P9+Yk9aPkFmAx8+O5L9tlImrV4PwEtX9Oei5Nonv3HJHt7c5uudNuSaePOWwdVSTc6HGVkL2Gs5hFFt4PEWY9E2wMF8xc5s5uW8Sb7DV3Wkc+gQ+kXfiVZ1YU9lK5wbRVHItUzlUMlrgJdAXQdaR32KTvPPzhImCILwX3ZWAfWHH36IxWKhc+fOXH/99URHR6OuJUdWaBgKsgp5YcTbuF0eeg/vxu2v3ojV6uTnWb7c3ON7p9cv3cXh3BJybw3na20alEKw3sADHS5idOtOGDQayivtPPx/P7EvvYBgs4GPnruOSrWH8Qt9QfLYi7pwXce2J2zPB1t+pwI7OCVe6DWYmNDzO1BqS+lOf970fU1uIcYQeV4f70wpisK2sl9ZlvcZHsVJgDqIqxo9SrPAHvXdNKGBkxUXh4pfIq9yJgBRpuE0C38NlfgSJgiC8I86q4B6w4YNxMbG8s0336DTiVm2GjJ7pZ2Jw96krKCcxh2SePq7B1GpVMydvRmLxUFiYri/dxrg5y/+oKxjABUJGvRqNWNad+b+jhcRrPflQZdb7Dz42iwOZBYSGhTAhxOuwxCk49ZvZuPyeunfvAmPX3rxCdtTUGlhauY60EJ7JYmru7Q54bZ1ochZwkcHvgUaZt60zVPBL7kfst/im3k02dSRIY0eJ1ArpoIWTs7lLWZPwQNUODcBKlJCnyIu6E5xVVAQBKEenFVA7XK5/DMXCg2XLMu8Ofoj0rZnEhIVzCvznibAHIDN5uSnH3290zePvhi12jcb4O4tGez5KxPX1b4ZCe/veBEPd+rlP15phY2HXvuJg1mFhAYZmfTcdURFBXLDtzMpsdlpHR3Fu1dfiVp14tkF7//lR2SdjMap4ZMh15/HsweP3LDzpjOs21iY8y4WTzEqNFwaPYbuYcORGuDsjELDUunaw+78cTi9OaglMy0j/0eY8ZL6bpYgCMJ/1lkF1E2aNCE7O7uu2yLUsW8m/sCauZvQ6jS8NOdJohJ9qQ7z5mzBUmEnPiGMS/sd653+6fM/ANA1DQJcNA+J8K8rKbfx4GuzSMsuIjzExKTnriM+NpRxs+ZxoKiYKLOJydddjVF34tzkOVt2sFvl+78Z2+RiQk3ndxKVGdkL2GdJa3B5017FzaqCaawv/glQCNPFMyzuKWICzt9kNsKFo8j6G/uKnkBW7ARokmkdNQWjrkl9N0sQBOE/7ay6wm699Vb27NnDr7/+WtftEerI8u//ZMbrvkoRj34+jtY9fSXx7DYXs2ZuAODmW3v7e6cPpxWyfukuFKDC5KvY0jTEl3ZQUmblgVd+JC27iIgQEx9PvJ7kuHBeX7aSVYcyMGg0TL5uGDFBJ86Fzi+r5JVNv4AGwjBzf+e+5+vUAV/e9NwGmDdd4szhu/QnWF88C1DoGHIFtzf+UATTwikpikxm2UfsKbwfWbETYuhNh9ifRTAtCILQAJxVD3WLFi24/PLLeeKJJ1i8eDEdOnQgKCjohLl7I0eOPKdGCmdmz4YDvDv2UwBueGoYl9967FLw/LlbqCi3ExcXSr/+x/KX53y1CkVRaHtFc/Z4y9FIKpKDQygqreSBV2eReaSEiFAzH0+8jsTYMKZt3sbUzdsAePvqK2gbG33C9siywlMzF+KMsgHwYtchqM5jWkNDzJtWFIUd5ctYkvspbsWBQWXmykYP0TLoxPnmgnCUV7axv+gpimy+Toy4oNtJCX0aSRJTCQiCIDQEZ/VuPHz4cCRJQlEUlixZwtKlS0+6vQio/zkF2UW8MPxN3E43Pa/uyh3/N8q/zm4/rnd6dG/UGl9QW1ZcybKfNwHQ9pq2zMpYQ0pwKGVldh549UeyckuJCjMzaeL1JMSE8mdaBq8t/QOAxy/tzaCWzU7apu9XbWWLnAZqaB3YiH6NWpyHM/dpiHnTsuLll9wPSS3zvU4Sje0ZGvc4QdqG0WsuNGwOTw6788dhde9BQkvT8JeJCbyuvpslCIIgHOecAmqhYbFbHTw/7E1K88tJaZfIM1MfQnXcAMGF87dSVmYjtlEI/QccK2u3aNpaXE4PzdrF447WQgYkmoK5/5Ufyc4rJSYikEnPXU9cdAgHCot4eM4ivIrCiHatubtnt5O2af+RIt5bvhKli292xWc6DDqv/zsNLW9aUWR+zf2I1LKlSKjoG3UrF4WPRCWmgRZOQ7ljM3sK7sMtl6BVhdMq6hOCDed3EiRBEITTtX37dm666Sa++OILevXqdeodgDlz5vDtt9+SkZGB2Wzm8ssv55FHHiE4OLjadlOnTmXKlCk4nU4uvvhiJk6cSFhYWLVtvv/+ez766COWLVuG2Wyus/M6G2cVUL/xxht13Q7hHMmyzFu3TeLQtgxCIoN4Zf4zGAMD/OsdDjczZ6wDYNQtx3qnnQ4386euAeDauy5lcVk+AHu2HoE8FzERQXzy/PXERgZTYrVxz4/zqHS66JoQxytX9j9pcOx0e3hm2mLciTaQoG90M7qEJ52vp6DB5U0risKy/M/YXrYECRXD458RKR7CSXm8Fdg9WTg8mVhdezhc/iUKbky61rSOmoxB06i+mygIggBARkYG999/P16v97T3mTJlCu+99x49e/bkySef5PDhw0ydOpW//vqLmTNnYjD4SvRu2bKFV199lSFDhtC+fXumTJnC+PHjmTJliv9YVquVTz75hHHjxtV7MA3nMPW40LB898KPrJ69Aa1OwwuznyQ6qXowuXD+VspKbcTEhnD5oGO908tnb6aixEpUXCgXX9GODxbvAsCe76RJVAiTnrue2MggnB4P9/08n8PlFSSGBjPp2qHoNCf/9/lw0RoOWApQWriRgEda9a/z8z6qIeZNryz4ls0l8wG4qtGjIpgWUBQFt1yMw52F3ZOJw53pC6Crbj1yaY19IoyDaR7xJmpVQC1HFARB+OctXbqUCRMmUF5eftr75Obm8tFHH9GnTx8+++wz/xX0li1b8tRTTzF16lTuuusuAObOnUtkZCRvvfUWarUajUbDyy+/TFFRERERvgpkX331FXq9nlGjRp3wMf9J5xRQ7927l6+//pqNGzdSWFiIVqslIiKCHj16cMMNN9CuXbu6aqdwEitmrOb7134G4JEp99C2d8tq651ONz/6e6d7odH40g1kWWb2FysBGHFHX1RqFbsKfD3UgV4tHzx3LbGRQSiKwoRFS/nrcC6Bej1TrhtOmPHkH+7r9mUydeVfyO0dAFwV344WwTF1d9LHaYh502sKf2Bd8Y8ADIq5n3Yh5+/LhNCwKIqM05tXFSRnHhc8Z+HwZOFVrCfdX6uKIECbiEGTRLChO9HmkSLFThCEBuPuu+9m5cqVNG3alD59+rBw4cLT2m/hwoW43W5Gjx5dLR316quv5t1332X27Nn+gDo3N5f4+Hj/LNxJSb6r20eOHCEiIoKioiK++uorXnrppQYzJ8pZB9SzZs3ipZdewuPx+Jd5PB6ys7PJzs5m7ty5TJgwgZtuuqlOGirUbu/GA7xzxycAXP/E1Qy87dIa2yxesI2SEitR0UFcPujYl5wNy3eTk1GEOSiAgdd1Y/66nTjxggITbxlEQkwoAJ+u2cj8XXtRSxIfXnMVTSLCajzG8cqsdibO+A0lxANhHjSSivtbXlZ3J/03DS1vemPxXFYVfgdA/+ixdA67ql7bI9Q9WXHh9BzB7s7E4cnE7valafh6m7NRcJ1kbwm9OhaDNokATWK1W4MmAY2q/i9dCoIgnEhaWhqPPfYYt99+e7UUjFPZvn07AB07dqy2XJIk2rdvz9KlS7FYLAQGBhIREUFOTo5/m9JS39W7oznUkyZNIikpiaFDh57j2dSdswqot2/fzgsvvIBWq2XcuHFcddVVxMfHI8sy2dnZLF68mC+//JLXXnuNtm3bip7q86TwcDEvDH8Lt9PNRUO6cMfrNS97uJwefjiud1qrPTYY7ufPfb3Tg0f1pMTq4K1ZK6ANhKr0DLzI18u9ePc+Pljlmxb7hSv60Tvl5DnQiqLw8o/LyC+vRNvdgxMYmdSFRNPJg/Cz1dDypreV/sry/M8A6BN5C93D67+3XDg3iuKlwrmFYtsyrK59ODxZODw5gHzCfSS0GDTxGLSJBGiSjt1qEjFo41FJ+n/uBARB+EcoioLD4a7vZpyQwaCtk6tdixcvPqte4by8PIxGI0FBQTXWxcT4rmDn5OTQsmVLevXqxZw5c5g9ezadOnVi2rRpNG3alEaNGpGens6sWbOYPHlyg7p6d1YB9eeff46iKEyaNIk+ffpUW9e0aVMeeughOnbsyN13380333zDu+++WyeNFY5x2Jy8MOItSvLKSG6bwPjvH/ZfGjne4kXbKC6qJDIqiEFXdvAv37M1k12b09Fo1Vx580U8/cECLBrfG0GX+HgAtufk8vTC3wAY070zN3Zqf8p2zd+0m2WpB1FFenEanQSotYxrcX4mcWloedM7y1bwS+5HAFwUPpLeEeLqzL+VrLgos6+j2LaEYttS3HJJjW1UUgAGTSIB2qTqt5ok9JpYJFHJRRD+MxRF4ZEHprJr5+H6bsoJtWkXzwcf3XrOQejZplhYLBZMJlOt644ORrTZfPNVDBkyhNWrVzN+/HjAF3BPmjQJlUrF+++/T9euXWvEn/XtrALqLVu20KFDh5OeTN++fenYsSObN28+68YJtZNlmbdv/5gDW9IIjgisUdHjKJfLww/Tfb3TN93c82+9038AcNmwznzzyxb2ZxSgaqsGPLQIi+BIeQX3/jQfp8fLZU1TeLrfqf9xDxeV8frs31FQCGkrUazALY17EGk48QyKZ+v4vOkmpsR6z5veV7GGhUfeAxQ6hw7h0qjbG9Q3Z+HUvLKNUvufFNl+o8T2O17F4l+nUQUTFtCfYEN3ArRJBGiS0Kojxd9YEIRjxNvBWVMUBcCfW61SqXjrrbd4+OGHKS0tpXnz5uh0OrZt28aSJUuYNWsWALNnz+arr76irKyMnj17Mn78+Bql9f4pZxVQWywWf/f8ycTExLB79+6zeQjhJKa9/BOrZq1Do1Xz4uwniUmOqnW7Xxdvp6jQQkRkIFcMPtY7fSSziLW/7QQgslsCn8xehyRBbNNQSi2FJJiDuWfWPIqsNlpERfDusMGoVSef2dDjlRn//a/YnG6S2plJV44QpDVwR7PedXfixzk+b/qxes6bPmTZxNzDb6Ig0y54AANjxolA61/C462gxL6CItsSSu2rkBWHf51WHUmE8XLCjYMINnRHJdVvbr4gCA2XJEl88NGt/4mUj7NlMpkoKiqqdZ3D4XvvDQys3gEXFxdHXFyc//e33nqLK6+8knbt2rFx40bGjx/PU089RceOHXnxxRd58skn+fLLL8/fSZzEWQXUUVFR7Nmz55Tb7dmzx1/eRKgbK39cy9SXfd/MHp58D20vblXrdi6Xhxnf+3qnbxzVE53u2J96btU04y37NOOrRb4ZEu+4piefOrYCsD+3mH0FRUSYjEy5bhhm/akv73y5fCPbM3IxBWixNaoEJ4xtdjFB2rov9VUtb7rprcQY6u9/LNOayuzDryHjoVVQXwY3ehjpPE6rLpw7l7eIYtsyiq2/UeZYh8KxgdV6TTwRxkFEGAcRqO8o/paCIJw2SZIICGgYFScaovj4eHbt2kVlZWWNutF5eXmoVCqio6NPuP/y5ctJTU1l8eLFgK+0XkJCAnfeeScAY8eO5amnnqKgoICoqNo7Gs+ns/q06Nu3L1lZWScd3Tl58mSysrK4+GJRe7eu7Nt8iLfGTAJg5GNDueL2E1fOWPJrKoUFFYRHmBl8VUf/8opSK0tmbUJRSaQbweH00L1dEsMGt6fI4ctd2pzmG1n7UN+eNAquOXjg71Izc5n823oALhuUQL6zgki9mVEp3c/2VE/o+LzpwTGX0jO8U50/xuk6bNvDrKwX8Sgumpp7MDTuCTEDYgPl8Bwhp/xrtufexIbsnhwsfo5Sx58oeDBqm5IQfD+dYufRLe53GoeNJ8jQWQTTgiAIdah9e984rB07dlRbrigKqampNGvW7IQTtHi9Xt59911uuOEGEhMTASgoKKjWaXs01SMvL+98NP+UzqqHety4cSxatIgPPviAdevWMXDgQH+XfE5ODr/99hsbN24kMDCQe+65p04b/F9VlFPMC8PfxOVw0+Oqzox98+YTbut2e5k+zVeZ48abeqLTH/szL/p+HQ6HG1XnWPLLKokMM/PiA4M5UOEbdBVjNLMvowi1JDGwRbNTtsvmdPHstF/xygoDOjXlT5vvysV9LS8lQFO339T/njc9OnlEnR7/TOTZD/Fj1vO4FQfJpk6MiB+PWhLzJDUkNncaxdbfKLItodJV/Q3crGtHhHEg4caBGHVN6qmFgiAI/x1XXnklH3zwAV9++SUXXXSRP/1k3rx5FBQU+HuaazN79mzy8vK47777/MtiYmJYuXIlsiyjUqnIysoCOGkv9/l0VhFATEwMX375JQ888ADr169nw4YN1dYrikJUVBT/+9//quW+CGfHV9HjbYqPlJLc5sQVPY5a+tsOCvIrCAszMXhoR/9yl9PN/G9X44oyYteCWiXxykNDCA0yciBnPwAmSUcpDi5KTjjl5C0Ab81dSVZRGTEhgSR2NvLbIRuJpjBGJNZ9z3FDyZsucmbxQ9YEnLKV+IA2XJswEY1KXOarb4qiYHXtpsi2hGLbb9jcB49bKxGk70qEaRDhxoFiCm9BEITzKDs7m7/++ovExEQ6dfLFA3FxcYwbN46PPvqIO+64gyuvvJL09HSmTp1Ku3btuPHGG2s9lt1u58MPP+SOO+4gPDzcv3zo0KHMmjWLJ598kg4dOjBlyhR69+797wqowdd1v2zZMhYvXsymTZsoKCjwB9LdunXjyiuv9JdBEc7N3A8Xs3/zIYLCA3l53tOYgown3Nbj8TJ96hoArr+pJ3r9saBzxdy/KHI4cbTx/UPeP6ovHVr4vvAcKCsGoMLqBODKVs1P2a4VOw4ye/1OJAmeueESxh/6CYAHW16GVlW3qQ8NJW+6xHWEGZnPYvdWEGNoxvWJL6FTif/z+qIoMhXOrRTbfD3RTs+xklUSWkICehJuHEi4cQA6tRjPIQiC8E/YtGkT48ePZ8SIEf6AGuCBBx4gPDycadOm8fLLLxMREcENN9zAQw89dMKY8dtvv0WWZW6//fZqy3v06MGrr77KlClTWLlyJRdffDETJ048r+d1MpJytFaJcM769/dNL718+fI6Pe7WFTuY+tIs7nz9Ztr0anHSbX9ZtJ1331pEaJiJqTPuw2DwBdSyLDP2infYa1ZQ9Bou6daU1x+92n/J5ZZffuTPnEw0FSp0TjVrH76H0JP0UBeWV3Lt21Mpszq4vV9XPCk2vjm0jpbBMcy65G5UdZh/WuQs4Yntr2PxWBkccyl3Nr6+zo59JsrdBUzLeJIKdyGR+mRuTn6TAHXdlwQUTs3uziCn4muKbEtwewv9y1WSgdCAS4gwDiQs4DI06lOPARAEQThfn9/Cf8dp9VDLsm9GsKP1AY/+frpUpyi5Jpxcp37t6NTv1LNNejxepk+r6p2+8SJ/MA2wYcUeDqjcKHoDsRFBTLhnULXyOQdKfT3UkkeiZ3LiSYNpRVGY+MMSyqwOWsZFcu2lrRn2h2/680da9a/TYLqh5E1XukuYkfksFe5CwnRx3JT0mgim64HdnUV2+SfkV84BvACopUDCjf0INw4iNKAPalXdV5YRBEEQhJM5rYC6TZs2SJLEokWLSElJoU2bNqf9AJIkiVrU/5DlS3eRe6SMkBAjQ66unsP84ZfL8IQaUEsSrz92NYGmY5dWKlxO8myVAEjeU6d7zPhzG2v3ZqLXqnn9liv54tAaXLKXruFJXBzVtE7PqSHkTds85czIepZS1xGCtdHclPQ6Jk3oP96O/zKH+zBZ5R9TUDnHX+YuNOASGgWOJiSgJypJ5LALgiAI9ee0AmpFUTg+M+RMskRERsk/w+uR/bnT193Qo1otzHkLtpChuEGSuPe63rRIqZ6wf7AqfxovaCU1A5qfuOrBwdwi3l/4JwCPDe2LZJKZk+mrX/1I6/51WjS+IeRNO7yV/JD1HEXOLMyacG5K+j+CtCIX95/i8OSQXfYJ+ZU/HwukDX1IDHmIIEP9lUwUBEEQhOOdVkC9d+/ek/4u1L8Vy3eRk1NKcHAAVw/v4l9eXGbl/RmrQJJIDAhg1PCataH96R5eiZ7JCSdM93B5PIyf9itOt5feLZO58eIOPLZ5FjIKl8W0oFNYYp2dT5GzhA/rud60S7bzY9YL5DsOYVQHMyrp/wjVxf7j7fgvcniOkF32KfmVP6Hgm3ksxNCbpJCHCTJ0rufWCYIgCEJ157VwrsPhIDs7m2bNTl3PWDh7Xq/M91W90yNv6EGA0dc77fHKPPP2XJyKjMrm5sVnrqu1B/lAmW8qUJXn5OkekxavZd+RQkJNAbxy00B2lR1hyZHdSMDDrfrV2fkczZuurMe8abfs5Kesl8ix78GgMnNj0muE6xP+8Xb81zg9uWSXf0qeZdZxgXQvEkMeJtjQ5RR7C4IgCEL9OKuAulWrVlx99dW8+eabJ93uqaeeYuPGjaxfv/6sGiecnj9W7OZwdgmBQQEMG3Es6Pjip7XsTMsDr0y34GBadai9Bzm1wDerkFpWMaB57TnQGw/8P3t3Hmdj2QZw/PecbfZ9tYxt7EKoRNlCZE8IMRQJRSUpSRtlCZElEVGWRPYQsi+9dmNvjHWY1ezbOWfOud8/jjlMs5gZZ8zg/n4+fWqe5X7uZ8z7uuY+131d11m86ygAX7zaGm9XJ0Yf+AOAjmXrUMXVdnUfl19bX6x50yZhZE3YN1xNDUancuDV8uPws6/0QOfwuNFnRHA9YS4RSSusgbSb/bOUd38XN/uni3l2kiRJkpS3AlX5gDv51GazOc9qH0lJSVy+fJm0tLT7n6WUK5PJzNJfbq9O93gGR0c7APYfu8TitZaGO46XEgj6rnOuY5yPtZQdq+3jj7tD9jqQianpjFm2BSHglWefoEXtQP6JvsSB6EtoFBVvV8+9BXpBHY09xdqb24DiyZs2CxPrwiYTmnwYjWJH94AvKO2Qd6lCqfD0GZGEJfxIeNJvCAwAuNo9TXn3d3F3eLaYZydJkiRJ+ZOvgLpXr14EBwdbv1YUhY0bN7Jx48Z73luQiiBSwe3ZdY5r127h4mJPl65PARAenciXczYDoItIoZqvB/WezzntJtVoIMFoaebSpXqNbOeFEIxf9TeR8cmU83bnwy7NEEIw/aylVmePCk9R1sk2FS9i9LF8f/EXoHjypoUw8+fN77iQtB+1ouGVgLGUc7p3uUKp4AwZUVxPmEdE8nLMwvLz52r31O0V6WdturlVkiRJkopavgLqMWPG0KPHnWYaiqLcs3qHnZ0d5cuX54svvrivCUq5M5sFS26vTr/S/RmcnOwwGDP4dMYGklLS0aWbcLiWyCtT2ucaoOy+egUAxQyda2YPqP88ep4tx/9FrVKY0OclHO10bL95jlPxN3BQa3mralObvEtx500LIfgrYjanE3agoKJL2dFUcpab32zNYIq5vSK97K5Auj7l3N/F3b6xDKQlSZKkh1K+Auo6depkqexRvXp1OnXqxOTJk4tsYtK97dl1jqtXYnBytqPLK5bV6ZlLdnM2NAIHrQbt8Si8/dxo2r5urmNsuHAOAHetPW7/Sfe4EZvAN3/sAGBwm2epXd4fkzAz45xldToosBHe9s42eZfizJsWQrAj8ieOx20GFDqWGUlVl0YP7PmPA4PpFmEJ8whPWopZpAPgYvekJbXD/nkZSEuSJEkPtUJtSpwwYQIBAbLiQXG6e3W6a7encXa2Z/vB86zaegIAv1gD8QYTXfo/j1aX+x/zoZthoEBNL98sx01mM2OW/kVyuoEnK5RiQEtLub31109yKTkGN60Dr1dubJN3uZR8rVjzpvdGL+FQ7BoA2pV6l1puzR/o8x9lBtMtbiT8xM2kJZiFZT+Fi64u5dyH4+HQVAbSkiRJ0iOhUAH1yy/n/+P42NhYPD09C/MYKQ/79l7gyuVoHJ3s6Nrtaa7ejGXCPEsTlNZPBnL4x304ONvxUs/cN3ZdjLnFLUMa2EHTchWynPt5xxGOXbqBk52Ob15ri0atQm8yMvv8LgDerPo8LtrsGxgL4++oAwA08qr/wPOmD8asZH/McgBa+w+mrseLD/T5jyqjKZYwayCdCoCzrjbl3d/Fw6GZDKQlSZKkR0qh61BHRkaydu1awsLCMBgMWXKqzWYzBoOB6OhoTp06xenTp20yWcnCbBYsWbwPgK6vPIVWp+GT6RtITTdSr0ZZ9CfDAXip57M4uebcpAVgy7kQhNry51bb1996/OSVcOZsPgjAx12bU9bbHYAVV44QnpaAn70LvSpmbxBTGEazkX0xRwBo6WubFe/8OhK7gV1RPwPQ3Lc/T3l2eqDPfxQZTXHcSFzAzcRfMYkUAJx1tSjn/i6eDi1kIC1JkvQIGD16NKtXr87x3IQJE+jatWuu95pMJn799VdWrFjBjRs38Pb2pmPHjgwZMgR7+zsLdUIIpk+fzm+//YZKpeLFF1/ko48+wtHRMct4kydPZteuXWzYsAG1Wm2bFyyEQgXUly9f5tVXXyUpKckaSN+9UTHzL00hBK6urjaaqpTpwL5/uRQahaOjjpe7Pc3kBdu5dD0GTzdH3mhdn7GLfkStUdGlf5M8x/nz3AXE7Z+9Ku5eAFyJimP4T+vIMJtpXbcKnZ6uCUCKUc+8fy0tx4dUa4692jY5zkfjTpOckYqnzo067tVtMmZ+BMdvZVvEDwA09u5JI+8e97hDyo3JnEKK4QKxaTu5mfiLNZB20tWkvPtwPB1s25JekiRJKl7nz58nICCAYcOGZTtXv37eG/q//PJLVqxYQZs2bQgKCuLs2bP8+OOPnD59mp9++sn698WGDRuYO3cuffv2xdfXlx9++AG1Ws1nn31mHSs8PJwlS5Ywbdq0Yg2moZAB9Y8//khiYiJ16tShQ4cOHD16lG3btjF27FgMBgP79u1j3759VKlShbVr19p4yo83IQS/3l6d7tL1KXYfvcjmvWdRKQrjhndg2497AGja/kl8SrvnOs7F6FuWluNe4Kqzw8fBiVtJKQz5cTVxKWnUCvBjXK8XrT/Yi0MPEmdIpYKTFy+Xe9Jm77MrylIru6n3M6gVlc3GzcvNtH/ZdPN7AJ727EJTn74P5LkPOyEEBlMkKYZzJBvOkWI4S7LhHOkZ14A7n1A5aWtQzn04Xo6tZCAtSZL0iMnIyODixYu8+OKLdO6ce4+LnJw8eZIVK1bQo0cPxo0bZz1eqlQpZsyYwebNm2nXrh0Aa9eupXbt2nz66acAxMfHs2zZMsaOHWv9u2XGjBnUrFmTVq1a2ejtCq9QAfX//vc/3NzcWLhwIc7OzlSuXJmtW7dSvnx5nnvuOfr378/06dP58ccfWb16Nd27d7f1vB9bBw+EEHoxEgcHHU82qsT7ky0fuQzq8Rxl3JzYs+kkAF0HNstznM3n/0VoLEFQFXcvUvVGhs5by43YRAK83Zj1Zhcc7SwtzGP1Kfx80ZLnPLzGC2hUtvktMMGYxLF4SzpQc98H08TDaNaz8cZUBGaquzxPS783ZdCXA7Mwkma8dFfwbPl3hjkux+t1aj+cdDXwd+6Ol2NrlAf0y5EkSZL0YF2+fBmDwUDVqlULfO+aNZYCAP37989yvH///syZM4fVq1dbA+rw8HBq1qxpvaZ8+fKkpaURGxuLl5cXFy5cYN26dSxZsqTwL2NDhQqoY2JiaNiwIc7OlpJp1atXRwjBqVOneO655wB45513WLlyJX/88YcMqG1ECMGviyyr0y91epJvftqGwWiicb1K9O30DD99swGzycyTjatQuVaZPMfafO5OQB3o7skHizZyLiwKD2cHfhjUFS+XOzlK80P2kmoyUNOtFK1LZ69VXVh7ow9jEmYCncoR4FjKZuPmZXfUYm4ZruOk8aBNqXdkMA1kmJOyBM6Wf/61tgDPSo2jthJOuho462rgdPsfndrrgc9bkiRJevAyyyhXqWJpGJeWloZOp8tXysXJkydxcXEhMDAwy3FHR0eqVKmSpYmgt7c3CQkJ1q/j4uLQaDS4ubkBMGXKFJo3b06DBg3u+51soVABtVarzZIU7unpiZOTE6GhoXcG1mioU6cOR48evf9ZSgD87+BFQv6NwM5BS2hSIjci4/H3duWzoW1JTU5nywpL+sQrb+a9Oh0SHcPFmFiw/EwSevkWFy9EY6/TMPvNLpTzcbdeezM1nuWXDwPwXs2WqGy48rgr2jLfB7U6fS3lFIdj1wHQrtR7OGoer/x+IQR6001rqoYlcD5Pesb1HK9XK07WgNkSPNfESVsFlcruAc9ckiRJKikyA+rdu3czbtw4bt68iVarpWnTpnz88ceUK1cu13sjIiIoVSrnBTQ/Pz/Onj1LUlISLi4uNG7cmNmzZ7N79278/PxYvXo1jRo1QqPR8M8//7B//37Wr19fJO9YGIUKqMuUKcPly5ezHCtfvjznzp3LckwIQXp6euFnJ1kJIfjl9up05acCOHDiMhq1ivHvdsDN2YGVP+4kLUVPhar+NGhaLc+xNp8LAcDBQUuy2cC5kEjsVWqm9u/AE+X8s1w758IujGYTz3hXoLFPYE7DFcrVlBtcTrmORlHzvPdTNhs3N3pTKhtvTgMEdd3bUNnl6SJ/ZnESwkyK4XyWfOcU43kyzIk5Xm+nLv2f4LkG9pqyMnVDkiQpn4QQpOszinsaubK309jkU9kLFy4AcOLECYYOHYq7uzvHjh3j119/5dixY6xcuTLXXiVJSUm5BtwODpaqZKmpqbi4uNCvXz+OHDnCoEGDAKhcuTKff/45Qgi+/fZbunTpQuXKle/7fWylUAH1888/z6JFi/j555/p378/iqJQp04dVqxYwfHjx6lXrx6xsbEcPXo0199E8uvQoUPMnTuXc+fOkZ6eTrVq1QgKCrLm2OTHtWvXmD17Nvv37yc+Ph4fHx+aNGnCkCFD8jW/uLg4OnbsSHR0NGfOnEGjKXS1wUI7/L9L/HshHLWzlqOXLWXx3g1qTq3KpTAaMli3yFKBo+vAvGv8CiEs6R4IUswGANR6hc97tKZJjYpZrg1NimbdNUtO9ns1bFupIXN1ur7HE7hqbdNtMS9/R84nwRiJm9aPln5vFvnzilOq4SL/xnxEkuFktnMKWhy1lf+TslEdrdr9wU9UkiTpESGE4K0vfuPUvzeLeyq5qlOtNHM/73nff5d36NCBOnXqMHjwYHQ6y16r1q1bU69ePYYNG8bUqVOZPn16gcfNrBSnUlkWchwdHfnpp5+4cuUKer2eypUro9Fo+PPPP7l48SKzZ89GCMH8+fNZtWoVer2e1q1b88EHH1iD8wepUJHh66+/ztq1a5k8eTLHjx/n+++/p1evXvz222+89dZbNGzYkBMnTpCcnEy3bt0KPbn169czatQoNBoNDRs2RK1Wc/DgQd5//30uXrzI8OHD7znGlStX6NGjBwkJCVSqVIknn3ySy5cvs2LFCjZt2sSSJUuoXj3vcm2fffYZ0dHRhX6P+yWE4JfFexEqyPC2w2Qw0rpRNV5p/SQAuzee4FZkIp6+rjTrmHdjlJDoW4TeikWtVWHABCYY1qoxXRrWynbt9+d2YEbQ0r86dT1t1xnTJEzsiT4EQHOfhjYbNzcXkw5xMv4vQKFD6RHYqR3vec/DSIgMwhIXcDVuBgIDKsUBF7u6OOmq46yriZOuBo7aQFSKrrinKkmS9Mh5XLbkdOnSJcfjL774IqVKlWLfvn253uvk5ERaWlqO5zIzGu4ut6woChUr3lnsMxgMfPfdd/Tt2xd/f3/WrFnD9OnT+eabb/Dz8+Ojjz7CYDDw1VdfFeLN7k+hAmpfX1+WLl3K5MmT8fa2tImuVq0aI0eOZNq0aWzbZmkjXbNmTYYOHVqoicXExDB27FgcHBxYsmQJtWpZAr7Q0FCCgoKYM2cOLVu2tB7PzYcffkhCQgLDhg3j7bfftv5mNmvWLGbOnMnYsWNZuXJlrvevXr2arVu3FuodbOXI4cucO3sTg7eODIORcqU9+OjNF621v/+YvxuAzv2eR2eX9x/p5vP/AmA2mQDw0Toy6MXsQW1wXBjbw8+hQmF4jRds+j4n488Tb0zEReNEfY8nbDr2f6VmJLIpfAYAz3h2oZxT7SJ9XnFJMYTwb8xHJBssGzo8HJpTxWscdpoHs9lTkiTpcaYoCnM/7/lYpHzkxcvLi6ioqFzPlylThhs3buR4LiIiAg8PD+zsct+n89tvv5GUlGRNA1m7di1PP/20Ncjv2bMnc+fO5csvv3zgRQcKnbtQqVIl5s6dm+XYwIEDadu2LcHBwXh4eNCwYUPr0n1BLV26lPT0dAYNGpQlaA4MDGTEiBF88sknLF68mMmTJ+c6xpUrVwgODqZMmTJZgmmAoUOHsmDBAoKDg4mPj8fd3T3b/WFhYYwfP56nn36aw4cPF+o9bOFU8DWMzmoydAp2Og3fvNcJJwfLKuOxff9y5UI49o46Xuqd9+Y+IQTrT1k2E4jb34qmlSrm+EM34+zfAHQMqENlV18bvg3sivoHgCbeT6NVFW36zNaI2aRkxOGlC6CZb78ifVZxECKDsISfuBo/A4ERteJCoNdYfJ1elhVMJEmSHiBFUXCwt03Ts5IqJiaG119/nYoVK/L9999nOWc0Grl69Wqu+dMAdevW5cyZM1y7di1LLnVKSgoXL16kSZPcG9IlJyczZ84c3nrrLesqdlRUVJbSep6enuj1emtpvQfJ5juOypYtS7t27WjUqFGhg2mw7B4FcizW3aqVpWHErl278hyjQoUKHDx4kIULF2YLLoxGI0ajpSxYTqVezGYzo0aNAmDixImFeQWbqfpkWTJcLYHnqAGtCAzwtp7LXJ1u+2pDXNzyTmX459J1rickgABXV8tvgFU9sv/A/S/6Mv/EXEarUvN29eY2eguLlIxUDsVacnuLurrH2YTdnEvci4KKjmU+QKN6tFIdUgz/ciK8O1fipyAw4unQggZlNuPn3FUG05IkSZLNeXl5YTAY2LFjR7ZCFD/++CNJSUm88sorud7fsWNHAH766acsxxctWoTRaMyzZfn8+fNxcHCgT58+1mP+/v5cv36nUtW1a9fQ6XR4eHgU6L1sIV/Lg/e7Ovv00wWrqCCE4OLFi8CdOod3c3Nzw9vbm+joaCIjI/Hz88t1LE9PTzw9PbMcS0tLY9y4cRiNRlq1aoWLi0u2++bPn8/Ro0cZP348ZcuWLdD8be3C1WgE0KlFbdo1vbNaH3r2Bsf3/YtKraLL63m3GU9K0/Phyk0AOCtavHyciIlPo4qHd7ZrN4ZZ0ga6BDxJGUfb/lDujzmGUWQQ4FCKSk62y8v+ryTjLf4Knw3Ac949KeVQ8AL0JZUQGVxPmMe1+JkIjGhUrlTyHIuvUxcZSEuSJElFRlEUvvjiC958802CgoLo3bs3vr6+/PPPP2zdupWGDRtam7acP3+eCxcuUK1aNetetfr169O1a1dWrFhBQkICzz//PMHBwaxcuZIWLVrk2vEwKiqKxYsX8/nnn1s3QoIlQB89ejTjx4/Hz8+P5cuX06VLl/ta0C2sfAXUffv2va+/qP/7W8y9JCQkoNfrcXJyylLv+m6+vr5ER0cTExOTZ0B9t+3bt7N8+XKCg4NJTEykRYsWOa4+nzlzhpkzZ9KiRYsS0ZSmd/unqFutDPVqZg3sV/9kWZ1u8lId/Mp65nQrAIaMDN5dsJ5oQxpo4J0WjZh43nJvFfesK9QmYWZXhKUkTtsyeeenF8Zua+3phkUW/Akh2BQ+g3RzMv72lWns07NInlMcUgz/8m/MKJINlg6Tng4tqOw1HjtN/v43IEmSJEn3o1GjRixfvpzZs2ezbNky0tLSCAgI4L333mPAgAHWgHfbtm3MmjWLd955J0vxh3HjxlGuXDn++OMP/v77b/z9/RkyZAhvvfVWrnHBzJkzCQgIyNbq/OWXXyYyMpLffvsNvV5Px44d+eijj4ru5fOQr4C6Xr162V7y5s2bREREoNFoePLJJylbtixqtZqoqCiOHj1KamoqNWvWpFq1vGsi5yRzB2heZU8yk9ZTU1PzPe7Bgwez7D5NS0vjypUr1K59Z6Naeno6H374Ic7OzowfP76gUy8SDvZannoia93G6Jvx7N54Asi7zbjZLPh02VYOXQlDeIJWpeLZKmXRnzFhp9ZQxjlrc5PguDBiDam4au1p4FXepu8RnhbF+aRQVCg09XnGpmPf7WT8X1xKPoJa0dKxzEjUyoMvc2hrZmEkLGG+XJWWJEmSil3t2rWz7aP7r2HDhjFs2LBsxzUaDUOGDGHIkCH5ft64ceNyPK4oSoHHKir5ijSWL1+e5euQkBB69epFkyZNmDBhgrXSR6bk5GTGjBnD7t27+eyzzwo8qcyl+vwECmazOd/jDh48mI8++ojIyEiWLFnCokWLCAoKYtWqVdY2mN9++y2hoaF8//332d6rJFm3eC+mDDN1ng2kap3cUyembdjDluMXELdLPTetXJGbKUmApeW4+j8fi+wIt6xON/GrglZ17zaiBZFZe7qOew08de42HTtTvCGCvyPnA9DMtx/edrl3bHpYpBgu3F6VPgOAp8MLVPEaj05j282ikiRJkiQVTqGSTL799lvs7e2ZOXNmjkGns7MzU6ZMwcPDg6lTpxZ4fCcnJ4A8uyzq9XqAXFNCcuLj44NOpyMgIIDRo0fz6quvkpqayvz5lgBs7969LF26lE6dOtGmTZsCz/tBSUlMY9NyS6WMV/JYnf5l11F+2XUMAbh7Wb5P7WpUJST+FpA93QNgZ4SlCsgL/gX/ZCEvZmG+k+5RRLWnhTCz8eY0DOY0Ahxr8bRn53vfVIKZhZFr8bM5frMLyYYzaFRuVPOeSk3fH2UwLUmSJEklSKE+Cz9y5AhNmjTB3t4+12u0Wi116tRhz549BR7fyckJJycnkpKSSE9Pz/E5mXUOfX0LH1h07tyZFStWcOaMZeVv0qRJCCFISkpi5MiROd7z0UcfoSgKn3zySbbNjg/Klt//R1qynoDKvjzVPOemNJuPXWDKOsv3vs8L9Vlw6hg6tZoWlSvx2T/bgewB9eWkGC4n30KjqHje17btPM8mXiRaH4uj2p5nPOvadOxMh2PXcj31NFrFnvalR6BSbLvC/iClGM5zIWYUKYazAHg6tKSK1zgZSEuSJElSCVSogNre3p7IyMh7Xnft2jXranNBKIpClSpVOHHiBKGhodmat8THxxMTE4Obm1ueGxKPHDnCunXrqFOnTo6bCzMT5zMyLIXYM/Oxd+7cmeuYGzduBOC9994rloA6w2hi7c+WNuOvDGiW407WQyHX+XTZXwD0bvIkWhfLH3PTwAo42+kIibu9Qv2fknk7bq9OP+NdEWdt7r8sFUZm7enGXg2wU9u+fF2M/hq7ohYD0NL/TTx0D2dDE7Mwcj1hLtfj59zOlXYn0PMzfJw6ylxpSZIkSSqhChVQP/nkk+zcuZNNmzbRrl27HK9ZvHgx586do1OnToWaWJMmTThx4gTbt2/PFlBv374dIQRNmzbNc4z4+Hh+//13Dh8+zCuvvJIt+MxcPc8cf8eOHbmOlbm58syZM2g0xbfJbc+fJ4kJT8DD24UWXepnO//vzWjeW7geo8lE67pVGNm5Ke3m/wJY0j3MQnDxdspHZff/BtSW/OkXStk23SPdpOfgreMANPO1fbqHSWSw4cYUTMJIJeeneNK9rc2f8SAkG87xb8woUgyWqjhejq2p7PkVOo1PMc9MkiRJkqS8FCoyfPvtt9m3bx8jR45ky5YtNGnSxLpSfPPmTbZt28aBAwdwc3Pj7bffLtTEunXrxk8//cSiRYto0qQJ9etbgsdLly4xffp0wNKZMVNUVBRJSUm4uLhY00CaNm1KmTJluHz5MlOmTGHkyJHWoHrHjh3MnTsXtVrN66+/Xqg5PmhCCP74aRcAHfs9h84ua0em8LhEhs5bQ3K6gQaBZfjmtbaExMRyJTYenVpN88qVCE9JIjXDiFaloryru/XemPRkTsZaiqO3sHH+9P9iT5Bu1uNn500Nl0Cbjg1wIGYFEekXsVc5067Uuw/dSq5ZGO5alc64vSr9OT5OHR66d5EkSZKkx1GhAupatWoxc+ZMxowZw9atW9m2bVuW80IIypUrx5QpUyhfvnCl1/z9/RkzZgxjx46lT58+NGzYEJ1Ox8GDB9Hr9XzwwQdZ6hpOmzaNNWvW8PLLL1trS+t0OqZOncqAAQNYsGAB27Zto1q1aly/fp3z58+j0Wj48ssvs62Al1QnDlzk0tmb2Dload+7UZZzCSnpDPlxDVEJKQT6ezHjjU7YaTVsPvcvAM0CK+Jsp+NI1A0AKrp5ZqnisTvyXwRQy60U/g5uNp33rqiiqz0dnhbCgejfAHix1FBctA+21ej9Staf5d+Yj0gxZq5Kv0hlr6/QqUtuhRlJkiRJkrIqdO5Cs2bN2Lp1K9u3b+fw4cNERUWhKAq+vr40btyYF154IUs3m8Lo3r07/v7+zJs3jxMnTqBWq6lZsyZvvPEGL774Yr7GqFevHuvWrWPOnDns27ePnTt34ubmRtu2bRk4cGCWGtQl3erbq9NtejTE1eNObnq6IYPhC9ZxKTIWXzdnfhj0Mq6O9gghrAH1SzUsnQJD4mOA7BsSM/OnW5TKeZNjYcXoYzmVYEklaWbj6h4ZZgMbb07FjInqrs9T0zX3iicljVkYuB7/A9cTfri9Ku1BZa8v8HZsJ1elJUmSJOkhc1/JwI6OjnTq1KnQedL50aRJE5o0ybutNsDEiRNz7HoIEBAQwIQJE+5rHhcuXLiv++/X5fPhHNl9AZVKydJm3GQ2M3rpZo5fvomLvR0/vPUy/h6WVurnoqK5GhePnUZNiyoVAe5sSLwroE7NMHAw6hJg+3J5e6IPIRDUdK2Mn71tV113R/1CjP4aTmoP2vi//dAEosn6M7dXpS2/xHg5tqGy15dyVVqSJEmSHlL5Cqgzm6dk5h8XpJnK3fdJhbd6gaVV+HNta1OqnCUYFkIwac0u/g6+iFatZsaATlQpdScouzvdw+n2pwUhOWxIPBgdit6cQRlHd6q62q6FtRCCndba08/abFyAaymnOBS7BoCXSg/HUWPbNJWiYBYGrsXPISxhrlyVliRJkqRHSL4C6lq1aqEoCn/++ScVK1YsUM6xoiicPXu20BOUICYigV3rLVUy7m4zvvDvw/y27ySKAhP6tOWpymWt5+5O92hbvar1WGaFj7tL5mV2R2zhX82mgd3F5KvcTItEp9LSyKuezcbVm1L58+Z3gKCO+4tUcSmaRjG2lGw4x4XokaQaLd9rb8e2BHp9iU79cOV8S5IkSZKUXb4CaiEEQogsX+dXQa6Vcvb36iNkGE088XRFqj9p2eS5/vBZZvy5H4BRXZrz4pNVs9xzLjKaa3EJWdI9otJSSDToUSkKFd08ADAJM7sjLYH3C/62zZ/eFW2pPd3Q80kcNQ42G3dH5ALijRG4aX1p5TfIZuMWlRRDCMHhvTGJpNur0l/i45RzuUlJkiRJkh4++Qqoz58/n+fXUtEqV8WP0uW9eeOj9gDsP3+FL36zVFbp36IBrzXNvvq76fbqdPO70z1u509XcHXHTm35oz8Re504QyquWnsaeJWz2ZyNZiP7Yo5Y5mDD2tMXkw5zIn4zAO1Lj8BOnf/W88XBkBHNmciBmEQSrnb1qeH7g1yVliRJkqRHjExufgg0av0EC3Z+TI36FTh7PZIRP28kw2ymfYPqvNch+4ZNIQRbzt9O96hxZ+U6M3/67g2JO283c2nmVxWNynatuo/EnSY5IxVPnTu13Wyz8p1mSmJz+AwAnvbsQnmnOjYZt6iYzKmciRqE3nQDB00Favr+KINpSZIk6ZFx8uRJatasyYEDB7Kdu3nzJqNGjeL555+nbt269OjRg7///jvfY6elpTFjxgxat25NnTp1aNOmDQsWLMBkMmW5zmAwMHbsWOrXr0/Tpk2ZPn26tQP23d59913eeOONgr9kPhVfyz+pwMJi4hk6by1pBiMNqwTwVc8XUamy5zyfjYziWlwC9hoNzStXtB6/GGcpmVfZ3bJxUQjBjvDMcnm2re6R2Wq8qc8zqBXb/N72V/gckjNi8dIF0My3n03GLCpCmLgQPYJkwyk0Kg9q+f2EVu1R3NOSJEmSJJu4cuUKb7/9drYAFyA6Opo+ffoQHx9P37598fPzY9WqVQwdOpQpU6bQsWPHPMc2m80MHz6cvXv38sorr1CnTh3279/P5MmTuXLlCuPGjbNeu2DBAlavXs2bb76JEIJ58+bh4uLCgAEDrNcEBwezdetW/vjjD9t9A/4jXwF18+bNC/0ARVHYuXNnoe+XLGKTUxkybw2xyalUK+3Dd290RKvJeUXZmu5R+U66B9xd4cMTgEvJMVxNiUWrUvO8T2WbzTXBkMTx+DMAtLBR7elzCXs4l7gbBRUdynyAVmVnk3GLyqXYCdxK246Cjlq+P+KgrVDcU5IkSZIkm9i2bRtjxowhISEhx/OzZs3ixo0bLFu2jAYNGgDQtWtXunfvztdff03Lli1xdMw9ZXPLli3s2bOH999/n8GDBwPw6quvMmbMGH7//Xe6detG3bp1AVi7di2tWrXivffeAyyB/qpVq7IE1N9++y3t2rWjZs2atnj9HOVr6TAiIuK+/pHuT6reyDvz13E1Op7SHq7MHtQFZ/ucA0ohBFvOhQDQtnqVLOcuxscCUMXDskKduTrd0LsiTlrbBah7Yw5jEmYqO5enrGOp+x4v2RjLlojZADT2fpXSDlXvcUfxupG4mJtJiwCo5jMFV/v6xTshSZIkSbKRQYMG8c477+Dj40OHDh2ynTeZTKxfv566detag2kAe3t7+vbtS1xcHLt27crzGWvWrEGr1dKnT58sx998800AVq9ebT0WHh6epSt3+fLluXnzpvXrXbt2cfz4cWvAXVTytUJdkJwXyfaW7DnG6WsRuDna88NbL+Pr5pzrtWciorgen5nuUcl6/FZaKrfSU1G4s0KdmT9t62Yuu27XnrZFZ0QhBJvCZ5BuSsLPPpDnfHre95hF6VbqNi7FjgeggscoWc1DkiRJeqRcunSJESNG8Prrr/Pjjz9mOx8SEkJqaqp1BfludepY9j6dPHmSdu1y//sxODiYwMBAnJ2zxjsVKlTAzc2N4OBg6zFvb+8sK+VxcXF4eVn2K5nNZqZOnUrPnj0JCAgo2IsWUL4C6jJlyhTpJKS81a9UhsbVyjP0pUZU9PPM89rM2tMtKlfEUae1Hs+sP13WxQ0HjZbo9CSC48Is19owoL6acoPLKdfRKGqaeD913+MFx28lNPkwakVDx9IfoFa0976pmCTpgzkf/T4g8HfuRVnXN4t7SpIkSdIDIoQgzZB9M1xJ4aDT2KTXxKZNm9DdlU76X5GRkQCUKpX9E2p/f38AwsLCcr0/LS2N+Ph46tXLuX+Fn59flvsbN27Mli1b6Ny5MwBbt26lbdu2gGWl+8aNGwwdOvQeb3X/inRTosFgYPfu3bRu3booH/PIeyqwLE8Flr3ndUIINudQ3QOyV/jYFfEvAnjCvTS+Dq42m2tm7ekGHk/gos19JT0/4g2RbI+cB0BTnyB87Cvc7/SKTLoxjDORgzCLdDwcmlLZ63PZ/VCSJOkxIYSg3/crOHElvLinkqt6FUuzaFiP+/67Ka9gGiApKQkgxxxpBwdLT4q0tLRC3Z85xt33v/vuu5w9e5ZevXoBUL9+fd577z30ej3ff/89AwYMwNMz78VIWyh0QL1jxw6WLl1KWFgYBoMhSwMXs9mMXq8nOTkZs9nMuXPnbDJZKW+nIyIJi0/EQauhWWDFLOcya1BnthzfGWHJn7ZlMxeTMLEn+jAAzX3vr9W4EGb+vDkNgzmNsg61eMbrZVtMsUhkmBI5EzUQozkGJ20Nqvt8j6LIAjqSJEmPE7mIYpFXQ7/Mc3l9r+7VEFAIkeV+Hx8fVq5cSWhoKGq1mkqVKqEoCvPmzcNkMvH6669jNBqZNm0aW7ZsQa1W06VLFwYPHoxGY7u/qws10v79+3n77bfv+dKOjo40bFjy20I/KjZbq3tUypLuAWRpOZ6Soedg9CUAXrBhubwT8eeINybiqnGmnnv+29Pn5HDseq6lnkKr2NOhzAhUiu1qZNuSWRg4G/02qcaL6NR+1PKbh0Z1fyvzkiRJ0sNFURQWDevxWKR83IuTkxMA6enp2c5lriy7uub+yXjm/bmtYqenp2e7X61WU7XqnU/m4+LimDdvHh988AGOjo7MmjWL33//ncmTJyOEYNSoUWi1Wt56662CvVweChVQL168GCEEvXv3pkePHmzdupW5c+eyYsUKNBoNe/fu5YcffsDDw4Nvv/3WZpOVcnd3dY+X/lPdA7KmfByICsVgNhHg6EFlF1+bzWF3lGUz4vM+T6FVFf63vlv66+yOWgTAC34D8NDdf6WQoiCEICTmUxLSD6JWnKjl9xN2mpI5V0mSJKloKYqCo13J3efzoJQta0lRzanKW2Z+dWYudU6cnZ3x8PCwXvtfERERlCuXd2fnuXPn4uXlRffu3QFLab02bdrQsmVLAF566SVWr15t04C6UB03Tp06RZkyZRg7dizVq1enefPmmM1mbt68SY0aNRg0aBCTJk3ixo0bLFiwwGaTlXJ3KjySsITb6R6Vs6Z7JOjTiUxNBiwpHztuV/doUaqazX5bTclI5VDsSQCa+xQ+3cMsTGy4MZUMYaCiUwPqeZTcKhnXE2YTlbIaUFPd53ucdTWKe0qSJEmSVKwqVaqEi4tLlkocmU6etMQJ9evnXU62Tp06hISEZFulvnz5MomJibluWATLhsdly5YxYsQIa0pHVFQU3t7e1ms8PT1tXta5UAF1UlIS1atXtwZjgYGBAJw9e9Z6zYsvvkjFihXZvn27DaYp3cud6h6VcNDmnO5RyskFB42G3RGWa22ZP70/5hhGkUGAQykqORW+NM2BmBWEp/+LvcqZ9qXfLbE5aVHJa7kaPx2Ayl5f4OnYrHgnJEmSJEklgEajoV27dhw7doxjx45Zj6enp7NkyRK8vb1p2rRpnmN06tQJg8HAL7/8kuX4/PnzAUuTmNxMnz6dGjVq0KZNG+sxf39/rl+/bv362rVrea6SF0ahPpd3cnLCbDZn+drT05PQ0NAs11WpUoW9e/fe3wylexJCsOX87XSPGtmbntzdIfF47HUSjGm4aR2o52m7moyZ1T2a+z5b6CA4Iu0i+6OXA9C61BBctN73uKN4xKf9w78xowEo6zqIUi69inlGkiRJklRyDBs2jB07dvDmm2/y+uuv4+npyapVqwgJCWHatGnY2d1pJnf8+HGuXbtG/fr1rbWi27dvz8qVK/nuu++4ceMGtWvXZu/evfz111+89tpruXY8PHv2LBs3bswWiHfs2JG5c+cyY8YMALZv386wYcNs+s6FCqgrVarEmTNnMJlMqNVq67HTp09nuS4xMbHErjA+SoLDI7mRkIijVkvTwArZzls3JLp7W5u5NPOvikZlm41+N9OiuJB0CRUKzXyeKdQYGWYDG25OxYyJai7PUcu1uU3mZmuphoucix6KwIi340tU8BhZ3FOSJEmSpBLFx8eH5cuXM3XqVH755ReMRiPVqlXjxx9/pFmzrJ/orlixgjVr1jBhwgRrQK0oCj/88AMzZ85k06ZNrFmzhrJlyzJ69GiCgoJyfe6UKVNo2rQpzzyTNRZ56623SEpKYsWKFahUKgYMGJClNbktFCqgfvHFF5k0aRLvvfceI0aMoGLFijRs2JCjR4+yfPlyevXqxZEjRzh8+DBVqmTfICfZljXdo0r2dA+4u2SeJ7/e2G251obNXHbf7oxY170GHjq3Qo2xJ/pXYvRXcVS707bUOyXyFzGDKYbTUQPJMCfiYlePqt7foiiFypqSJEmSpIfesGHDcl3pDQgIYPr06fccY+LEiUycODHbcUdHRz766CM++uijfM9n4cKFOR7X6XR88sknfPLJJ/keq6AKFQ307t2bJ554gm3btjFp0iTrMXt7e7766isaNmxI3759MZvN9OjRw6YTlrKyVPe43cwlh+oecGeF2slOzfWUOHQqNc/5Btrk+WZhtgbUha09fS5xL/+7tRqAdqWH46gpXFBelEzmNM5GvoU+Iwx7TTlq+s5FrbIv7mlJkiRJklQCFCqgtrOzY9myZXz88cc0adIEAC8vL+bOnUuZMmVISEhAo9HQp08fa+caqWgE34zgZmISjlpttmYuAClGA2HJiQBcTY8G4FmfSjhp7LJdWxhnEy8SrY/FUW3P0x51Cnz/hcT9rAubBAjqebSnisv9NYQpCkKYuBDzAUmGk2hU7tTyW4BO7VXc05IkSZIkqYQodLFgnU5H//79sxxr2LAh27dvJyYmBhcXlyxJ51LR2Hx7M2KLKpWw12b/4wyNjwXAx8GRg9GWTaO2TPfYFWXZjNjYqwF26rzbkf5XSNI/rA2biMDME24v8KL/YJvNy5Yux03iVupWFLTU9J2Lozb7Ly6SJEmSJD2+CrVCPXz4cHbs2EFGRs4dgby9vWUw/QAIIaz50zlV9wAIiY8BoJybK6fibwC2C6jTTXoO3joOQHPfgnXEvJh0iNXXv8GMiZquzWhf+v0S2Q3xZuKv3Ei05GRV9Z6Mm/1TxTwjSZIkSZJKmkKtUG/dupVt27bh5uZG+/bt6dSpE3Xr1rX13KR7OHkzgvDEJJx0WppWqpDjNRdvr1A72AMpUMejDD72LjZ5/j+3TpBu1uNv70N1l/znZF9KPsrqsPGYyaC66/N0LDOyRAbTt1J3EBo7DoAK7h/g69yxmGckSZIkSVJJVKgV6pkzZ9K6dWvS09NZunQpPXv2pE2bNsyZMydL4WypaN3dzCWndA+4U+EjUSQBtm3mkll7uplPw3xX5bicfJxV17/CJDKo5tKYTmVGlchgOkl/mvPR7wJm/Jy7U9atZKajSJIkSZJU/Aq1Qt26dWtat25NSkoK27ZtY+PGjfzzzz98//33zJw5k/r169O5c2fatm2Lq6urrecsAeZ7NHPJFBIfA4rgWpol9cNW6R4x+lhOJ1gC+uY++Uv3uJpyklXXv8QkjFRxfpbOZT9CrRQ6jb/IpGfc5EzUm5hFGu72z1HZ66sSWcZPkiRJkqSS4b6iGScnJ7p06UKXLl2IjY1l8+bNbNq0ydpucvz48TRv3pzvv//eVvOVbjt5I/xOukcOzVwA0jOMXEtKQK01kSHMlHPyJNDFxybP3xN9CIGglmsVfO3vXfHiWsopVl77ggxhIND5abqUHY1ayV4zu7hlmJM4EzkQoykaR21VavjOQlUC5ylJkiRJUslhs64Unp6evPbaayxdupQZM2bg5+eHwWBg27ZttnqEdJfM6h4vVAnETpPz70WXEuIwC4Gjg7Bc61/NJiutQgh23q493Swfq9NhqWf4/drnGIWeSk4N6Fp2DBpVyQtSzcLIuah3SDX+i07tSy2/n9CobJNvLkmSJEnSo8tmn7cfOXKETZs2sXXrVm7duoUQgjJlytCpUydbPUK6zXxXM5e80j0sDV0Eii4DAbxQyjb50yHJV7iZFolOpaWRV708r72Rep4V1z7DKNKp4PQkXQM+RaMqWHm9B0EIwcVbY4lP349KcaSW7zzsNaWLe1qSJEmSJD0E7iugPnPmDBs3bmTLli1EREQghMDZ2ZlXXnmFLl268NRTssRYUThxI5yIpGScdDqaVCqf63Uh8bdQa82YMeOhc+RJzwCbPD+z9vSznk/iqHHI9bqbaf+y4tqnGMxplHesQ7eAz9CqSmY5xesJPxCZvApQUcNnBs52TxT3lCRJkiRJekgUKqCeMWMGmzZt4tq1awgh0Gg0NG3alM6dO9OqVSt0upK3AvkoyVydblmlUq7pHmCp8KHWWWqFN/Orilq5/wwfo9nI/ltHgbxbjYenhbDi6qfozakEOD5Bt3JfoC2hrbqjktdzNX4aAIGen+Hp2KKYZyRJkiRJ0sOkUAH1Dz/8AEDNmjXp3LkzHTp0wMtLtmJ+EMxCWPOn80r3APg3PgaNnQmwXXWPI3GnSc5IxVPnzhNuOY8ZmR7Kb1fHkG5OpqxDTXqU+xJdCQ2mE9IP82/MRwCUcR1Aadc+xTyjx5cQGWCOB3McmGNBxN3+7ziEOdb632T+t0hBcR6G4tSvuKcuSZIkPeYKFVAPHDiQzp07U6VKFVvPR7qH42E3iUxKxtlOx/N5pHsYTCauJd/CzkOgU2lo7Jv/xit5yUz3aObzTI4r3lHpl1l+O5gu7VCdHuW+QqfKPS2kOKUaL3E2aggCI16Obajo8VFxT+mRIYQAkZw1ADbHgYhFmOOyB8fmOBAJBX+OOQZZ0FCSJOnBunbtGtOnT+fw4cMkJSVRpUoVgoKC6NgxawO0kJAQvvvuO44fP056ejp16tRh+PDhNGjQIF/PiYuLY9asWezYsYNbt25RoUIFgoKC6NatW5brEhMT+fTTT9mzZw9eXl7069ePoKCgbON1796d6tWrM27cuMK/fC7yFVCbzWZUqjvB08iRIwv9wP+OJRXMFmt1j7zTPa4kxoHOCEAjn0o4au4/DSfBkMTx+DNAzrWno9OvsvzqJ6SZEillX5VXy43DTu14388tCgbTLc5EDiDDHI+Lri7VvKeg2CAl5nElDIcRyT+COfJOgIyxECMpoLiByuP2P57W/1bu/lrxALU3irqMrV9FkiRJysONGzfo0aMHJpOJvn374uXlxaZNmxg5ciQ3btxg8GBLI7TQ0FB69+6NnZ0dffv2xcnJiaVLl9KvXz8WLlzIM888k+dzUlNTeeONNwgJCaF3795UqlSJzZs3M2bMGGJiYqzPAZg8eTJ79+5l6NChRERE8PXXX+Pr60vbtm2t12zevJmQkBBmzZpVJN+XfAXUL7/8Mp999lm+f6PIzd69e5k0aRIbN268r3EeV2YhrN0R290j3eNi/C00Oku6xwulbJPusTfmMCZhprJzeco6lspyLkZ/jWVXR5NqSsDfvjI9y4/HXu1kk+faWoY5ibORg0jPuI69JoCafvNQl9BV9JJOCAGpPyOSvgVM2S9QHC1BsOKeJUhWrP99d9DsCYobSgnsnClJkiRZTJs2jfj4eFasWEHdunUB6NmzJ926dWPOnDn06tULNzc3JkyYgF6vZ/Xq1QQEWIoidOzYkY4dO/Lll1/y559/5vmcJUuWcPbsWaZMmWJd+e7RowcDBw5k1qxZdO7cmVKlSmE2m1m/fj19+vRh0KBBAAQHB7Nq1SprQG00Gvnuu+8ICgrCz8+vSL4v+Qqoq1evTp8+fWjVqhUDBw60fgPzQwjBjh07WLJkCf/88w8vv/xyoSf7uDsWdpOo5BRLukfF3NM9AE7E3ECtNQPQ3M82AXVmq/HmPlk3I97Sh90OpuPxs69Ez/JfY692tskzbc1oiud05OskG06hUblRy/cndGqZ/18YwpyMSBwD6ZstB+w7ojh0vStIdkdRSmbuvCRJklQ4KpWKFi1aZIkF1Wo1zz77LGfPniU0NJRy5cqxd+9e2rVrZw2mwdKzpFu3bsydO5eTJ0/mGU+uXbsWHx8fOnTokOXZAwYMYP/+/WzYsIFBgwYRGxuLXq+nfPk7cVH58uU5d+6c9evff/+dhIQE3nzzTVt9G7LJV0A9adIkmjVrxjfffEPPnj0JDAykZcuWPPXUU1SvXh0fnzvd98xmM9HR0Rw/fpwjR46wfft2IiMj8fT0ZPr06bRp06bIXuZRd6e6RyC6PNI9AA7fugKAv5073vb3H9xeSQnjckoYGkXN8953PqmINdxk2dXRpGTE4WNXgZ7lvsZBXTKboRhMMZyK6Eeq8QIalQe1/RbhqLNNbvnjRmSEIuLeAVMooEFxGQ2OfWSLdkmSpEfct99+m+Pxs2fPolKpKF26NCdPngTIMWCuU6cOQJ4BdVJSEpcuXeKFF17I9vdK5j3BwcEAuLu7o1arSUi4sw8nLi7OWiwjJSWF2bNnM2TIEFxcii4+yfemxHbt2tG0aVMWLlzI0qVL+fHHH5k3b55lEI0GFxcXTCYTSUlJlo+BsaxOu7u78/7779O3b18cHOTH6oVlFsKaP32vdA+Aa+lRoMDTXhVt8vzdtzsjNvCojYvWEqDHGcJZduVjkjNu4W1Xnt7lJ+CocbPJ82xNnxHOqYgg0jIuo1P78oTfYpx0clNtYYj0vxAJH4NIAZUvivv3KLr6xT0tSZKkYiWEIM2YUdzTyJWDVmPzRY+kpCSuXLlizULo06cP/v7+/P333wCUKlUq2z3+/v4AhIWF5TpuZGQkQogc73d2dsbJycl6v0ajoWHDhqxatYqmTZsSGRnJoUOHGD58OAALFizA3t6e3r173/f75qVAVT6cnZ0ZPnw4gwYNYvv27ezdu5fDhw8TGRlJbGwsAIqi4O/vT7169WjRogWtW7fG3l5+7Hu/MtM9XOzseK5iuTyvTdCnkUY6CtCxbO37frZJmNgTfRiAFrdrTycYIll29WOSMmLw0gXQu/w3JTaYTjNe41RkEPqMMOzUpant/wsO2grFPa2HjhAZiORpkPKT5YD2GRT371DUPnnfKEmS9IgTQtDr1xUcCwsv7qnkqn7Z0izv28OmQfWHH37Izp07AcvK8dtvvw1AcnIyAI6O2QsTZMaEaWlpuY6blJSU6/0ADg4OWe7/9NNPGTx4MJ07dwagVatW9O/fn+joaH7++Wc+//zzIu+RUqiyefb29nTo0MGa1yKEIC4ujoyMDNzc3LCzK5nd8B5mmZsRW1atdM90j/XXglEUECYVz/pVuO9nn4g/R7wxEVeNM/Xca5FojGbZ1dEkGqPx1JWhd/kJOGk87vs5RSHVEMqpyCAMpkjsNeWp7f+rbCleCMIUg0h4HwyWTypwfAPFZSSKcl/NViVJkh4hj1/KW/fu3enWrRunTp1i0aJFdO7cmaVLl1ozFfKSV2B/r/uFEFnuDwwMZNOmTYSEhODs7Ey5cpaFx5kzZ1KuXDk6depESkoKX3/9NXv37sXZ2Zk+ffrw2muv5fNN780mfxsqioKnp6cthpJyYBaCv/LZzAVgW7glEd9N5YLaBiUKM2tPP+/zFGmmOJZe+Zh4YwTu2lL0Lj8BZ23J/LNPNpzjdEQ/jOZYHLVVqO23GJ3Gt7in9dARhhOI+GGWkniKI4rbBBT7l4p7WpIkSSWGoigs79vjsUv5aNmyJWBZEa5duzZvv/02M2fOtOZJp6enZ7snc2XZ1dU113GdnJyyXJvTGGXLls1yTKvVUrNmTevXly5d4o8//uCHH35ApVIxfvx4Dhw4wOTJkwkPD2fMmDG4ubll2fR4P+Ty0kPg6PUbd6V75F3dw2g2cTrBkldU1cn/vp+dnJHK4VhL4v+znjVYevVj4o3huGv9ea3CRFy03vf9jKKQqD/Bmcg3yDAn4qyrxRN+P6NVl8zAv6QSQkDaMkTiN4AR1JVQPGahaCoX99QkSZJKHEVRcNRpi3saxaZly5Y4Oztz+vRp2rVrB0BERES26zKP5ZQfnalMmTIoikJkZGS2c0lJSaSmplpzsXMzbdo0GjRoQNOmTTGZTGzYsIEhQ4bQqFEjANavX8+aNWtsFlDLThYPgX2XrgLQqmogOnXeNXqP3rqK3pyB2QwNvCvc97MPxBzFKDIo7+jN/uiZxBlu4qb1pXf5CbhqS2bubEL6IU5H9CPDnIirXX1q+y+RwXQBCZGGSBiFSPwSMIJdGxSvVTKYliRJeozFxMTQpk0bPvjgg2znjEYjer0eBwcHateujUqlslbiuFvmsXr16uX6HGdnZwIDAzl16lS2c5kVROrXz30z/PHjx9m+fTsffvghYKn6YTQa8fa+swjo6elJeLjtct5lQP0QeL5SeZ4tH8CgRk/f89od4ecBMOk1VPW4//rKu6L/h0YxUdb+ErcMYbhqfOhVfgJuuqIpjH6/4tL2cDryDUwiBTf7Rjzh9zMaVcks41dSiYxriFs9IH0doEJx+chSyUNVMmuLS5IkSQ+Gt7c3iqKwbds2Ll68mOXcwoULMRqNtGrVCm9vbxo3bszWrVu5fv269ZrY2Fj++OMPqlevniU9IyedOnUiPDw8SzNAs9nMwoUL0el0tG/fPtd7J0+eTNu2bald21KYwdPTE51Ol2Uu165du+cqd0HIlI+HwNPlyvLLa93ueZ0Qgh0RFwDIMKip4n5/6Rg306IITQ6hmnMEerMRF40XvSpMwEOX+8c0xSkmZRvno4cjMOLp0IIaPrNQqeQG2YIQ6TsRCSNBJIHKC8XtOxS7Z+99oyRJkvRY+PLLLxk4cCB9+/bltddew8PDg//973/89ddf1K9fnwEDBgDw0Ucf8eqrr9KrVy/69++PTqdj6dKlJCYmMmPGjCxj7t+/n5iYGJ577jnrKnK/fv1Yv349H3/8MWfOnKFixYps2rSJgwcPMmrUqCw9UO62fft2Tp06xcSJE63HVCoV7du3Z+nSpbi5uREZGcmpU6eYMmWKzb4vJT6gPnToEHPnzuXcuXOkp6dTrVo1goKCrPk5+XHt2jVmz57N/v37iY+Px8fHhyZNmjBkyJAcc3gMBgOLFy9m3bp1XL16FUdHR2rVqkVQUBDNmze34dvZ1oXESMLTEhACVBlayru639d4O6J2U9UpEge1EWeNJ73KT8BTVzIrZEQlb+BCzEjAhLfjS1TzmYpKKdoSOY8SIUyI5FmQMttyQFsPxX0Gitp2v71LkiRJD7+GDRvy22+/MWvWLBYtWkR6ejoBAQG8++67DBw40FqermrVqixbtoxp06YxZ84cVCoVTzzxBJMmTeLJJ5/MMubcuXM5dOgQv/zyizWgtre359dff2XatGmsW7eOlJQUKlasyKRJk+jSpUuOczOZTEybNo3u3btn6ZwIMGbMGIQQzJ8/H2dnZ0aPHm1taW4LishPbZNisn79ekaNGmUt2q1Wqzl48CAGg4G3337bWrQ7L1euXKFHjx4kJCRQqVIlAgMDuXz5MhcvXsTFxYUlS5ZQvXp16/Vms5m3336bHTt24OrqSv369dHr9Rw5cgSj0ciwYcN45513cnxW5m7XzILmD9qcC7uYfX4XGXo15dVl2frK64UeKzUjkcnnX8dOlYZW5czrFafiZRdw7xuLQUTSCkJufQoIfJ26UtX7G1nOrQCEOQ4RPxIMey0HHF9DcRmNIn8hkSTpMVHcf39LD79CRR3x8fG4u7tnOx4dHc3Jkydp3rw5mnvUSr6XmJgYxo4di4ODA0uWLKFWrVoAhIaGEhQUxJw5c2jZsqX1eG4+/PBDEhISGDZsGG+//ba1ZMysWbOYOXMmY8eOZeXKldbrf/vtN3bs2EGtWrVYuHCh9T3Pnz/Pa6+9xqxZs2jbti2VK5e8zVk7w+9K9yhV+PxpgzmNRZdHYadKI8OsJqjCNyU2mL6RuIhLseMBKOXSm0DPL1AUuTUgv4TxNCJuGJhvAPYobl+hOHQp7mlJkiRJ0kOlQJHH/v37efnll3PNOdmzZw/Dhg2jTZs27Nmz574mtnTpUtLT0+nTp0+WoDkwMJARI0YghGDx4sV5jnHlyhWCg4MpU6ZMlmAaYOjQoTg6OhIcHEx8fLz1+Pr16wFL7s/dvzRUr16djh07IoRg79699/VuRSE8LYGzCZbdqia9hir3sSExOH4bCcZrGM0qPOzaUMax5P3yAHAtfo41mC7jOpBAzy9lMF0AInUV4lZPSzCtLofi9bsMpiVJkiSpEPIdfWzevJm33nqLc+fOcfbs2Ryv0ev12Nvbc+PGDQYPHsy6desKPbHdu3cDlmLh/9WqVSsURWHXrl15jlGhQgUOHjzIwoULsxUzNxqNGI1GANR3laLLzJ1+6qmnso2Xmpqa7fqSInN12h57hFCo7F74gDos1VIpJErvSiu/ktfAQwjBlbgpXI2fBkA59+FU9PjI5gXrH1VC6DEnfIpI/AQwgF0LFK/VKNrq97xXkiRJkqTs8hVQX716lVGjRmEymRg8eHCuK8O9e/fmwIED9OvXD7PZzBdffMGNGzcKPCkhhLUcS5UqVbKdd3Nzw9vbm4SEhByLft/N09OTChUqZDmWlpbGl19+aS3v4uJyp6yanZ0d1atXzxY0b9++nS1btuDo6EibNm0K/E5FbWeEJQjWp1mCyir3EVBfTbH8wmSn9qGaS6X7n5wNCSG4FDue6wlzAajo8THl3YfLYDqfhOkG4lYvSPsdUFCc30Nx/wFFlXvHKkmSJEmS8pavROfFixdjNBr5+OOP6d+/f57XOjg4MHr0aJydnZk9eza//vorH3/8cYEmlZCQgF6vx8nJCUdHxxyv8fX1JTo6mpiYGPz88lcTefv27Sxfvpzg4GASExNp0aJFlrIqOc3j008/5eLFi1y6dInSpUszceLEfD/vQUkypnMo5goAyWmgVhQquHkUaqwMs4GUjGgUBRp4NC5RgaoQJi7eGktE8u8ABHp+SWnX14p5Vg8Pod+PiH8fRDwo7ijuU1HsmhT3tCRJkiTpoZevFeoDBw7g6+tL37598z3wW2+9hZubG/v27SvwpDJ7tzs4OOR6jZ2dpb5wZhpGfhw8eJB9+/aRmJhofc6VK1dyvf769ets3bqVS5cuWY9duHAh3897UPZGhpAhzPjbuyFMKiq4emCnLtym0IvJp1AUQYZZRUvfljaeaeGZhZELMR/eDqZVVPWeLIPpfBLCjEj+ARH3hiWY1jxhSfGQwbQkSZIk2US+Aurw8HCqVatWoNxhnU5HvXr1CAsLK/ikVJZp5Wd11Gw253vcwYMHc+rUKbZv307//v35559/CAoKIjQ0NMfrK1asyKFDhzh06BDfffcdBoOBr7/+mh9++CHfz3wQMpu5lLO3FDm/n/zpAzG7AFAUd/wc7q8xjK2YhZ7z0cOJTlmPgobqPtPxc+5a3NN6KAhzIiL+bUTyd4AAh24oXstRNGWLe2qSJEmS9MjIV0Ct1WrRarUFHlyr1WIymQp8n5OTEwDp6em5XqPX6wFyTQnJiY+PDzqdjoCAAEaPHs2rr75Kamoq8+fPz3Uebm5uuLm50a5dO2bOnImiKMybN4+UlJQCvFHRMZgz2BsZAoCd2bKiX9iAWghBaPJpAMo4VLXNBO+TyZzG2cjB3ErdhoKOGr5z8HHKf1Ofx5kwXkDcegX0fwM6FNfxqNy+QVFk90hJkiRJsqV8BdSlSpXi2rVrBR78ypUreHkVPLhzcnLCycmJpKSkXIPqqKgowJJLXVidO3cG4MyZM/m6vn79+pQrV47U1NQ8U0UepCMxV0nO0ONl58StZMsvGYUtmReSfAVBPAB13Z+x1RQLLcOczOnIN4hL34tKcaCW3094Ob5Q3NMq8YQwIlJ+RdzqDqaroCptWZV27FHcU5MkSZKkR1K+Auqnn36a0NBQTp8+ne+Bz58/T0hIyD0br+REURRrdY+c0jHi4+OJiYnBzc0tzw2CR44cyda45W6Z7TEzMjIASElJYeLEiYwaNSrXMf97T3Hbcbu6R3O/qlxMiAUKX+FjR+RBHNUGAMo6VrPNBAvJaErgdEQ/EvWHUSvOPOG3CA+HxsU6p5JOCIFI34KIaY9IGgekg+45FO/VKNraxT09SZIkSXpk5Sug7tatG0IIPv/8c5KTk+95fXp6Op988gmKotC+fftCTaxJE8uGqe3bt2c7t337doQQNG3aNM8x4uPj+f3331mwYEGOudaZzWcyg34HBwdWr17NunXrOHr0aLbrr1+/zuXLl9HpdCWiU6IQgp2386ef8qxIbHoaChDo7lngsQxmI4djD6JWBCrUxdoZ0WC6xamIPiQZTqJRuVPbfwlu9g2KbT4PA2E4jIjtgYgfDqYroPJEcfkMxeMnFFXBfx4kSZIkScq/fAXUNWvWpGfPnpw5c4ZevXqxc+dOhBDZrjOZTOzatYtXXnmFs2fP0qRJE9q1K1y+a7du3XBwcGDRokUcO3bMevzSpUtMnz4dgIEDB1qPR0VFERoaak0FAWjatCllypTh8uXLTJkyJUtQvWPHDubOnYtareb1118HLJshe/SwfCz++eefEx0dbb0+IiKCESNGkJGRQa9evax53sXpfEIEEWmJOKi1uGsstbQDXNxw0BQ83/1o7ClQLNVPfOwroFbur3V8YekzIgiO6E2K8RxalTd1/JfhYvdEsczlYSCMIZjj3kLEvgbGk6A4gtPbKN7bUZz6oCglrwmRJEmSJD1q8h01ffLJJ9y8eZM9e/YwdOhQnJycqFWrFt7e3mRkZBAbG8vZs2dJTU1FCEHDhg35/vvvCz0xf39/xowZw9ixY+nTpw8NGzZEp9Nx8OBB9Ho9H3zwAdWr3+nsNm3aNNasWcPLL79srS2t0+mYOnUqAwYMYMGCBWzbto1q1apx/fp1zp8/j0aj4csvv8ySlvLOO+9w4sQJDh8+TJs2bahfvz5Go5Hg4GBSU1N5/vnnGTlyZKHfy5Yy0z0a+wRyNSEeKPyGxJ3R/1jTPfzsA20yv4JKN17nVGQQ6RnXsVOXorb/rzhoKxTLXEo6YYpAJH8PaasBM6AGhx4ozu+gqH2Ke3qSJEmS9FjJd0Ct0+mYN28eS5cuZdGiRVy/fp3//e9/2a6rUqUKAwYMoEuXLvc9ue7du+Pv78+8efM4ceIEarWamjVr8sYbb/Diiy/ma4x69eqxbt065syZw759+9i5cydubm60bduWgQMHUrt21txSe3t7fv75Z3755RfWrVvH//73PzQaDVWqVKFr16507969xLQezyyX16JUNY6H3QIKlz8db0jkeNxZKjllBtQPvjtiqvESpyKCMJgisNeUo7b/r9hryjzweZR0wpyESJkHKYuB2xt27V5EcRmBoilZXS0lSZKkR9Po0aNZvXp1jucmTJhA166W0rYhISF89913HD9+nPT0dOrUqcPw4cNp0CB/aZxxcXHMmjWLHTt2cOvWLSpUqEBQUBDdunXLcl1iYiKffvope/bswcvLi379+hEUFJRtvO7du1O9enXGjRtXwDe+N0XklLuRD6dPn+bSpUtER0ej0Wjw8fHhiSeeoFy5crae40OjZUtLI5S///67yJ91MzWe1tumo0JhT9uRvP33RvbfvMaUpi/RvWrBUiQ23PybRVf+oL5bOCpFT5/ykwlwenBpFgZTDMdudMBojsFBG0htv1+w05SsbpTFTQgDpC5HJM+2NGcB0NZHcRmFoqtfrHOTJEl62D3Iv78fBS+//DJJSUkMGzYs27n69esTEBBAaGgoPXv2xM7Ojt69e+Pk5MTSpUu5efMmCxcu5Jln8q4mlpqaymuvvUZISAi9e/emUqVKbN68mX/++Yf333+fwYMHW6/99NNP+fPPPxkyZAgREREsXbqUGTNm0LZtW+s1mzdvZvTo0fz1119F0vG60ImyTzzxBE88IXNbi0vmZsR6XgF42DkREl/4FepdUf9DrZhQKZayez72FW030XyISPrdGkzX8V+GTl34xjSPGiHMkL4JkTwNTLebJKkrobiMBLuWJao1vCRJkvToy8jI4OLFi7z44ovW8sM5mTBhAnq9ntWrVxMQYCl00LFjRzp27MiXX37Jn3/+medzlixZwtmzZ5kyZQodO3YEoEePHgwcOJBZs2bRuXNnSpUqhdlsZv369fTp04dBgwYBEBwczKpVq6wBtdFo5LvvviMoKKhIgmnI56ZEqeTZEW7Jn37BvzoJ+nSiUi2NZgqaQ30lJYwrqWG4qC0NeNy1/tirH9yGSyHMRCZbyhoGuA2WwfRdhP4A4lY3RMIISzCt8kFx/QrFeyOKfSsZTEuSJEkP3OXLlzEYDFStmnsDuJiYGPbu3UvLli2twTSAp6cn3bp14+LFi5w8eTLP56xduxYfHx86dOhgPaZSqRgwYABGo5ENGzYAEBsbi16vp3z58tbrypcvz82bN61f//777yQkJPDmm28W+H3zK18r1KNHj77nNXZ2dri6ulK6dGmefvppAgOLZ2Pb4yDRmMaRW1cBaOFfzbo6XdrJBefbdbLza2fUPwBUdfHELG4+8Pzp+PR/SM+4jlpxwdux7b1veAwI4zlE0hQw7LUcUJxQnN4Ex/4oqvx3BpUkSZIkWzt/3rKgl9kvJC0tDZ1Ol2V/WWawXLdu3Wz316lTx3pNTucBkpKSuHTpEi+88EK2xaPMe4KDgwFwd3dHrVaTkJBgvSYuLs7aWDAlJYXZs2czZMgQXFxcCv7C+ZSvgHrNmjUoipJjqby73f3SLVu2ZNy4cXh4eNzfDKVs9kSGkCHMBLr4UN7ZiwNhlh+qgq5OZ5hN7I05DICvnZaIdPB9wAF1ZPLvluc7d0Ktcnigzy5phOkmImk6pK8DBKABx14ozm/LWtKSJEklnBCCtAxjcU8jVw4arU0+2cwMqHfv3s24ceO4efMmWq2Wpk2b8vHHH1OuXDkiIiIAS6ft//L39wcgLCws12dERkYihMjxfmdnZ5ycnKz3azQaGjZsyKpVq2jatCmRkZEcOnSI4cOHA7BgwQLs7e3p3bv3/b34PeQroH7nnXfueY3JZCIlJYWrV69y6NAhtm/fTmxsLIsXL0arLXhdZCl3O8Mt+dMv+Fu6GV7MzJ8uYMvxE/FnSTAm4apxJkPEAQ+2ZJ7RFEdMyl8A+Ds/vm2xhTkBkTwXUn8FLJVWsG+H4jwCRfP4bvKVJEl6WAgheGXDMo5G3bz3xcXkKb8yrOrQ676D6gsXLDHIiRMnGDp0KO7u7hw7doxff/2VY8eOsXLlSmsTQEfH7J+q2tvbA5aV7dwkJSXlej9YGvHdff+nn37K4MGDrTndrVq1on///kRHR/Pzzz/z+eefWztdFxWbBdR3S05OZuTIkezevZs///zTJiX0JAuDKYO9USGAJX8aKPSGxF3RlnSPJt71iU5fCjzYknlRyWsRGHHW1cLZruAt6h92Qugh9VdLMC0sTXXQNURx+RBFW6d4JydJkiQVyOOyr6VDhw7UqVOHwYMHW4PU1q1bU69ePYYNG8bUqVOz9AnJTV7fr3tlRAghstwfGBjIpk2bCAkJwdnZ2VpxbubMmZQrV45OnTqRkpLC119/zd69e3F2dqZPnz689tpr+XnlfCmSdnjOzs5MnDiR5s2bs3btWhlQ29ChW1dIyTDgbefMEx6lgTsr1AVJ+UjOSOVw7CkA6roHsDXChL3aBReNt+0nnQMhBBG30z38HrPVaSFMkL7ekt5hDrcc1FS1VO7QNXts/k9ZkiTpUaEoCqs69HosUj5yi+lefPFFSpUqxb59+6x1ptPT07Ndl7my7OrqmuszMrtR57aKnZaWRtmyZbMc02q11KxZ0/r1pUuX+OOPP/jhhx9QqVSMHz+eAwcOMHnyZMLDwxkzZgxubm5ZNj3ejyLrL+3u7k7t2rW5evVqUT3isZRZ3aO5f1VUiopkg4EbyZbVzYKsUO+POUKGyKC8Yxk0iqVCiL994AML5pL0J0g1hqBS7PF16vhAnlnchBBg2ItI+hYyLB+ZofJHcX4PHDrLNuGSJEkPMUVRcNQWbVpBSefl5UVUVJQ12M3Mpb5bXvnVmcqUKYOiKERGRmY7l5SURGpqqjUXOzfTpk2jQYMGNG3aFJPJxIYNGxgyZAiNGjUCYP369axZs8ZmAXWRls3z8fHh1q1bRfmIx4oQgl0RmfnTlo9TQhMs318fB0fc7fO/qW9XlKXLZXPfZ4nUXwLA1+7BpXtkrk57O76ERp37b6mPAiEEwnAYEdcPETfQEkwrLijOI1F8tqI4dpXBtCRJklTixcTE0LFjR+uGv7sZjUauXr1KQEAAtWvXRqVSWStx3C3zWL169XJ9jrOzM4GBgZw6dSrbucwKIvXr597U7Pjx42zfvp0PP/wQsFT9MBqNeHvf+RTe09OT8PDwXMcoqCINqJOSkoq0RMnj5kz8TSLTk3BQa3nWx9J85U66R/5TNW6kRfJv8mVUqGjq/TRR6aHAg8ufzjAnE51iKeju7/LopnuIjOuI5JmImNaI2NfA8A+gBcfXUXy2ozgPQlHsi3uakiRJkpQvXl5eGAwGduzYwblz57Kc+/HHH0lKSuKVV17B29ubxo0bs3XrVq5fv269JjY2lj/++IPq1atnSc/ISadOnQgPD2fjxo3WY2azmYULF6LT6Wjfvn2u906ePJm2bdtSu3ZtwBI863S6LHO5du3aPVe5C6LIUj4MBgPBwcFZCnpL9yezO+JzvpWxU1sqp4TEFbzCx67btafredTETetMZLplhfpBBdQxKX9iFqk4aCriavfUA3nmgyLMSZC+BZG2BoxH7pxQHC2VO5yGomjK5j6AJEmSJJVQiqLwxRdf8OabbxIUFETv3r3x9fXln3/+YevWrTRs2JD+/fsD8NFHH/Hqq6/Sq1cv+vfvj06nY+nSpSQmJjJjxows4+7fv5+YmBiee+456ypyv379WL9+PR9//DFnzpyhYsWKbNq0iYMHDzJq1Ch8fHxynOP27ds5deoUEydOtB5TqVS0b9+epUuX4ubmRmRkJKdOnWLKlCk2+94UWUD9/fffk5iYSIsWLYrqEY+dHRFZy+VBwSt8mIWZPdGHAGju8yzxxkgM5jTUihZPuwcT6EUkWdI9/F16PBIb8ITIAMMBRNpaSN8G6G+fUUDXCMXhZbBrLZuySJIkSQ+9Ro0asXz5cmbPns2yZctIS0sjICCA9957jwEDBlgrf1StWpVly5Yxbdo05syZg0ql4oknnmDSpEk8+eSTWcacO3cuhw4d4pdffrEG1Pb29vz6669MmzaNdevWkZKSQsWKFZk0aVKuGyNNJhPTpk2je/fuWTonAowZMwYhBPPnz8fZ2ZnRo0dbW5rbQr4C6sOHD9/zGiEEaWlphIWF8ddff3H48GE8PDx49dVX73uSEoSlxPFvYiRqRaGZ/512nwUNqE8n/EuMIQ4ntQNPedbmcrIluPaxK49aKbLfr6xSDBdIMpxEQYOv88tF/ryiJIwXbgfRG8AcdeeEOtASRDt0QlHb7uMkSZIkSSoJateuzdy5c+95XY0aNZg/f/49r/v1119zPO7p6cn48ePzPS+1Ws2mTZtyPOfi4sKkSZPyPVZB5SuC6tu3b4FWEoUQeHt7M3369CwJ4FLhZaZ71Pcsh7vOstKZnmHkWmI8kP+Uj8za0895N0Cn0j7wdI+IpJUAeDq2RKd++H42hOkWpG+wBNIZZ++cUNzBoYMlkNY88UisvEuSJEmSlD/5CqhLly59z2vUajVOTk4EBATQoEEDXnnlFbkh0YZ2RFjK5bUodadYemhCLAJwt7PHy/7e6QRppnT+uXUCsFT3AKwBte8D6JBoNuuJSlkLPFydEYXQg36nJS9avwcw3T6jBbvmt1M6mqIoj3e5JEmSJEl6XOUroN6xY0dRz0PKQ7whlaO3LPW8786fvhgfC1jSPfKzInrw1nH0ZgOl7H2p6mypEhL1AFeoY1K3kWGOR6f2x8Ph+SJ/3v0QQoDxhCWITt90p5MhgLYOin0XcGiPovIotjlKkiRJklQyFHnSbGhoKIGBRb/6+SjbGxmCSQiquPgS4ORpPV7QCh+Z1T2a+zZEURRSMxJJzIgGwNeuoo1nnV3k7drT/s7dSmzdZZERZulimLYWTFfunFD5W5qvOHRB0cifZ0mSJEmS7iiSgNpoNPLXX3/x22+/cezYMc6ePXvvm6RchSRaNry1vCvdAyAkPgaAKvmoQR2VfosziSEoKDTzaWg5druhi7u2FHbqoq1AkWa8Rnz6AUDBz7lbkT6roIQ5GdL/ul3q7tCdE4oj2L1oSenQNURRirRsuyRJkiRJDymbBtTXr19nxYoVrF69mri4OIQQcnOWDQQFNsLL3pnu5RtkOW5doc5HhY/MUnlPuFXFx86yyv0g0z0ik1cB4G7/HPba4q/DLIQJDAdvV+nYCqTfPqOA7lkUhy6WYFrlVHyTlCRJkiTpoXDfAbXZbGbHjh0sX76cgwcPWtosC4GbmxsvvfQSL7/8cJdGKwm87Z3pF9goyzGDycSVxDgAKt8j5UMIwa7o263Gb69OAw+swocQGUQm/wEUb2dEIQRknEOkrYf0jf8pdVfxrlJ3996EK0mSJEmSlKnQAXVkZCQrV65k5cqVREVFWYIVoHnz5nTp0oUXXnjBWtxbsr0riXGYhMBZq8Pf0TnPay8kXSI8PQp7lR0NvZ60Hr9T4aNoA+rYtD0YTJFoVB54ObYq0mflRJhuQNoGRPp6yLh454TibtlYaN/FstFQfpoiSZIkSVIhFDig3rdvH8uXL2f37t2YTCaEEFStWpX4+Hiio6PzVehbun93N3S5VyCYuTr9rFc9HNT2AGSYDdzSW3ra+xVxybzI250R/Zy7onpApeWEOeF2C/D1YLy7MZEO7F5AcegkS91JkiRJkmQT+QqoY2Nj+eOPP/j9998JCwtDCIGzszPt27enW7du1K5dm759+xIdHV3U85Vuu3g7f/pe6R56k4H9MUcBS3WPTDH6a5gx4aB2xUWTvyohhWHIiOJW2k4A/J27F9lzAIQw3K4XvR70uwDj7TOKZVOhfSewb4OikvXRJUmSJEmynXwF1M2bN8doNKJWq3n++efp1KkTrVu3xt7evqjnJ+Uivy3Hj8QFk2pKw1vnSS3XKtbjd+dPF2WqQ2TyasCEq10DHHWVbT6+EGYwHrmdF70la71oTTVLEO3QAUVdyubPliRJkiRJgnwG1AaDAXt7e/r27Uv79u2pXr36vW+SilRInKVkXuV7BNQ7oyzpHs18n0F1V9m3yNsl83ztii5/WghBhLX2tG03IwpjCCJ9HaRtAHP4nRMqf3DoiGLfEUUrf04lSZIkSSp6+Qqou3btypYtW/jpp5/46aefKF++PF26dOHll1/Gz8+vqOco/UeG2cylBEuFj7yausQZEjgZb6kBfnd1D4Co9FCgaCt8JKT/j/SMa6gVJ7ydXrrv8YQpAtL/tKxGZ5y7c0JxBvu2KPadQfe0rBctSZIkSUUgLCyMli1b5nlNmTJlrB22Q0JC+O677zh+/Djp6enUqVOH4cOH06BBgzzHyBQXF8esWbPYsWMHt27dokKFCgQFBdGtW9Z+FomJiXz66afs2bMHLy8v+vXrR1BQULbxunfvTvXq1Rk3blw+3zj/8hVQf/PNN4wdO5ZNmzaxevVqjh49yowZM5g5cyaNGjWia9euGI3Gew8k2cT1pAQMZhP2ag1lnd1yvW5P9CHMCKq5VKS0w51ffIQwP5CSeZmr0z5OnVCrCtc4xtp0JX09GP4BxO0zWrBrdntzYQsUxc42k5YkSZIkKUeenp5Mnjw5x3MbNmxg7969vPjii4ClU3bv3r2xs7Ojb9++ODk5sXTpUvr168fChQt55pln8nxWamoqb7zxBiEhIfTu3ZtKlSqxefNmxowZQ0xMDIMHD7ZeO3nyZPbu3cvQoUOJiIjg66+/xtfXl7Zt21qv2bx5MyEhIcyaNcsG34ns8l3lw8HBgVdeeYVXXnmFa9eusWrVKtatW8e+ffvYv3+/9boDBw7QqFEjWYKsCGV2SKzs7oUql+9z1trTz2Y5F2+MxGBOQ61o8bQrmiYrRlM8MSlbgILXnrZsLtxnSelI3wHo75zUNkBx6GxZkVa5227CkiRJkiTlydHRkc6dO2c7fv78eT799FOeeuopRo4cCcCECRPQ6/WsXr2agIAAADp27EjHjh358ssv+fPPP/N81pIlSzh79ixTpkyhY8eOAPTo0YOBAwcya9YsOnfuTKlSpTCbzaxfv54+ffowaNAgAIKDg1m1apU1oDYajXz33XcEBQUVWWZFoT4bL1euHCNGjGDnzp38+OOPtG7dGo1GgxCCAQMG0KRJE77++mtOnDhh4+lKcFeHxDzSPS6nhHEt9SZaRcNz3lk/WsnskOhjVx61UiTd54lKWY/AgJO2Bs66J+55vRACYTiGOeELRNTziPjBkL4Z0IO6Eorz+yjeO1B5LUdx7CmDaUmSJEkqAcxmM6NHjwYsGQ0ajYaYmBj27t1Ly5YtrcE0WFa4u3XrxsWLFzl58mSe465duxYfHx86dOhgPaZSqRgwYABGo5ENGzYAlkp0er2e8uXLW68rX748N2/etH79+++/k5CQwJtvvmmTd87JfUVTKpWKZs2a0axZM+Lj41m3bh2rV6/mwoULLFmyhCVLllC2bFm2bdtmq/lK5K/Cx67ofwB42rMOTpqs6RZFne4hhCAiaQUA/i7d7/lphTCFI+IGQkbInYMqH7Bvb1mN1tSUn3hIkiRJUgm0evVqzp49y5AhQ6xBbWawXLdu3WzX16lTx3pNTucBkpKSuHTpEi+88EK2v/8z7wkODgbA3d0dtVpNQkKC9Zq4uDi8vCwxUkpKCrNnz2bIkCG4uBRd2VybLU+6u7vTr18/+vXrx9mzZ1m1ahUbN24kLCzMVo+Qbstcoc6twkeG2cTeaEszk+a+z2Y7f6dDYtE0dEk2nCLVeAEFHT5O2T8aupsQBkT8u5ZgWnECu9aWIFr3LIqiLpL5SZIkSZJ0/4xGIzNnzsTd3T3L6m9ERAQApUplL1nr7+8PkGd8GBkZiRAix/udnZ1xcnKy3q/RaGjYsCGrVq2iadOmREZGcujQIYYPHw7AggULsLe3p3fv3oV/0Xwoks/7a9asyWeffcbHH3/M9u3bi+IRjy2zEIQmxAK5p3wcjz9DYkYy7lpXnnSvke18VBGvUEfc7ozo7dQWrTr3TZMAImkKGE+A4oLitQZFU65I5iRJkiRJRUkIQZqp5BZocFBrbf5p75YtW4iIiGDYsGE4OTlZjycnJwOWnOv/yuxhkpaWluu4SUlJud4Pln19d9//6aefMnjwYGt+d6tWrejfvz/R0dH8/PPPfP755+h0RdsZ2WYB9dy5czlw4AC//PKL9ZhOp6Ndu3a2eoQE3EhOJC3DiE6lppyLe47X7IyypHs09Xka9X9WeVMzEknMsHS09LWraPP5mcwpRKdY8pruVXtapP8FqYsAUNwmyWBakiRJeigJIeizbyEnYq8X91RyVc8zgF+ff8OmQfXSpUuxs7OjT58+WY4LIXK544685nGv+4UQWe4PDAxk06ZNhISE4OzsTLlylnhi5syZlCtXjk6dOpGSksLXX3/N3r17cXZ2pk+fPrz22mv3nGd+2SygDg0N5fDhw7YaTspFZv50JTcPNKrse0qTjMkcjTsFQLP/1J4GiLrd0MVdWwo7deFK2eUlOmUzJpGCvaY8bvbZn59JZFxFJFg2MeA4AMW+lc3nIkmSJEkPyuO20ycyMpITJ07QqlUr3N3ds5zLXK1OT0/Pdl/myrKrq2uuY2fen9sqdlpaGmXLZq1SptVqqVmzpvXrS5cu8ccff/DDDz+gUqkYP348Bw4cYPLkyYSHhzNmzBjc3NyybHq8H0VT4kEqMpkdEqt4eOd4fl/MUTKEiYpOZanglL0kXlGne0RaOyPmvhlRiHRE/DAQyZYyeC4jimQukiRJkvQgKIrCr8+/8VilfGzfvh0hRI6ZCJnBbmYu9d3yyq/OVKZMGRRFITIyMtu5pKQkUlNTrbnYuZk2bRoNGjSgadOmmEwmNmzYwJAhQ2jUqBEA69evZ82aNTKgflxlrlBXdvfM8XxmdY//1p7OVJQVPlIMISTqjwFq/Jy75nqdSBwHGedB5Yni/h2KorX5XCRJkiTpQVIUBUdN0ebpliSHDh1CURSaNGmS7Vzt2rVRqVTWShx3yzxWr169XMd2dnYmMDCQU6dOZTuXWUGkfv36ud5//Phxtm/fzsqVKwFL1Q+j0Yi3953FSE9PT86fP5/rGAUlezQ/ZC5aS+ZlX6EOSw3nYvJV1IqKJt5P53j/nQoftg+oI5MtP7heDi3QaXxzvEakrYG0lYCC4jYVRZ33b5iSJEmSJJU8p0+fpkKFCjmWovP29qZx48Zs3bqV69fv5JXHxsbyxx9/UL169SzpGTnp1KkT4eHhbNy40XrMbDazcOFCdDod7du3z/XeyZMn07ZtW2rXrg1YgmedTpdlLteuXbvnKndB2GyFOj8J6NL9EUJwMY+mLjtvd0as514LN132H/AMs4FbessPk5+NS+aZhZ7I5DWWsXPpjCiM/yISPgdAcX4Hxe45m85BkiRJkqSiZzAYCAsL4/nnn8/1mo8++ohXX32VXr160b9/f3Q6HUuXLiUxMZEZM2ZkuXb//v3ExMTw3HPPWVeR+/Xrx/r16/n44485c+YMFStWZNOmTRw8eJBRo0bh4+OT43O3b9/OqVOnmDhxovWYSqWiffv2LF26FDc3NyIjIzl16hRTpkyxwXfDwmYB9ZAhQ+jRo2AtpqWCiUxNJsloQK0oVHD1yHLOJMzsiT4E5Fx7GiBGfw0zJhzUrrhocm8KUxi3Uv8mwxyHTu2Hp0PTbOeFOdmSN0066J4Dp6E2fb4kSZIkSQ9GXFwckPfGwqpVq7Js2TKmTZvGnDlzUKlUPPHEE0yaNIknn3wyy7Vz587l0KFD/PLLL9aA2t7enl9//ZVp06axbt06UlJSqFixIpMmTaJLly45PtNkMjFt2jS6d++epXMiwJgxYxBCMH/+fJydnRk9erS1pbkt2CygDgwMJDAw+6rn+vXr6dSpk60e81jLbOhSwdUDnTprObzTCReINcTjrHHkKY+cW31HpocClvxpW9eizKw97ef8Csp/2pkLIRCJY8F0GVR+KO5TZdMWSZIkSXpI+fn5ceHChXteV6NGDebPn3/P63799dccj3t6ejJ+/Ph8z0utVrNp06Ycz7m4uDBp0qR8j1VQBcqhTk9P5+DBg2zatImLFy/meW1oaCh9+/blo48+uq8JSndYW47nkO6x63bt6ee9n0KrynmTnzV/2s62+dPpxjDi0/cDluoe2aQtg/Q/ATWK+3QUVc4bKiVJkiRJkh5G+V6h3rhxI+PHj8/SK71169ZMmjQJBwcH6zG9Xs/s2bP5+eefMRqNNl8JfZyFxFtK5v235XhqRhr/xJ4Acq/uAUVX4SMyeRUgcLd/DnttQJZzwngKkfgNAIrLSBRdA5s+W5IkSZIkqbjla4X68OHDjBw5kvj4eLy8vKhVqxZarZZt27bx1VdfWa87duwYHTp0YP78+RiNRipVqsTixYuLbPKPm4vxt1uO/yegPnjrOAazkTIOflR2Lp/TrQhhtjZ1sWVALYSJiORVAPj/ZzOiMCcg4t8FjGDXChzfsNlzJUmSJEmSSop8BdQLFiwAoH///uzdu5dVq1axdetWKlasyLp164iMjGTdunUEBQVx/fp17OzseP/991m3bh3PPPNMkb7A40IIwb/Wpi5ZA+o7tacb5vqJQLwxEoM5DbWixdMue8OXwopL24fBFIFG5Y6X451uh0KYEQkfgSkM1AEobhPlpxWSJEmSJD2S8hVQnzt3Dh8fH0aOHGkNivz9/fnggw+sNQHHjBlDRkYGjRs3ZsOGDbz11ltotbJhh63cSk8lXp+OAgS63clBjkyP4WziRRSUHFuN37nOsiHRx648asV2/XwibndG9HXugkqxu3MiZQHodwA6FPfvUVS57wSWJEmSJEl6mOUrsoqNjaVhw4ZoNFkvz+xS88svv6BWqxkzZgx9+/a1/Swla4WPcq7u2Gvu/KKy+3bt6dpu1fCy88jxXiia/GmDKYbY1L8B8He+k+4hDIcRydMAUFw/RdHWstkzJUmSJEmSSpp8BdRGoxFPz+yVGdzc3Kz/PX36dFq1apXtmvt16NAh5s6dy7lz50hPT6datWoEBQXl2Ds+N9euXWP27Nns37+f+Ph4fHx8aNKkCUOGDMmxl7zBYGDRokX8+eefXL16FSEE5cqVo127drzxxhvY2dnl8JSiZW057nYn3UMIwa4oS0Dd3Df31WmAKGuHRNs1dIlKXoMgAxe7J3HSVbXMyRSDiH8fMIF9J3B41WbPkyRJkiRJKonuq/W4SmW5vVatWkUSTK9fv56goCAOHTpEzZo1efrppzlz5gzvv/8+33//fb7GuHLlCt26dWPt2rW4uLjQvHlzHB0dWbFiBR07dszWxz0tLY2goCCmTp3KjRs3qF+/Pk899RQ3b95k+vTp9O3bl9TUVJu/671czKFk3rmkUCL1Mdir7Gjo+WSe99t6hVoIYa09nbk6LYQJkTACzFGgDkRx/VLmTUuSJEmS9MizSTJthQoVbDFMFjExMYwdOxYHBweWLFlCrVqWtIHQ0FCCgoKYM2cOLVu2tB7PzYcffkhCQgLDhg3j7bfftgZ4s2bNYubMmYwdO5aVK1dar//xxx85fvw49evXZ/bs2daV+Vu3bjFkyBBOnjzJrFmzGDVqlM3fOS/WGtR3VfjIrD3d2Ls+9urcV81TMxJIyrBsaPS1q2iT+STqj5CWcRm14oSPU3sARPIsMPwDigOKx0wUlZNNniVJkiRJklSS3dcKtXUQlU2GyWLp0qWkp6fTp0+fLEFzYGAgI0aMQAhxz5J8V65cITg4mDJlymQJpgGGDh2Ko6MjwcHBxMfHW4+vXr0agK+++ipLmouXlxefffYZAH/++actXrFAMnOoM1eo9SYDB24dAyzVPfISlX4ZAHdtKezUjjaZT0TSCgB8nNqjVjkh9HshZQ4Aius4FE1lmzxHkiRJkiSppLN9JGwju3fvBsgxlaRVq1YoisKuXbvyHKNChQocPHiQhQsXZks9MBqNGI1GwNKqEiAlJYVy5cpRvXp1qlSpkuN4ANHR0QV9nfsSn55GdFoKAIG3c6gPxZ4kzZSOr50XNVzzDl4jbVx/OsOUSEzqZsuYLj0QpnBE/AeAAIeeKA6y1bwkSZIkSY+PfKd8HDhwgKCgoAKfUxSlwM1dhBDW1uY5BbZubm54e3sTHR1NZGQkfn5+uY7l6emZbUNlWloa48aNw2g00qpVK1xcXABwcnJiyZIluY516tQpgDyfVxQy0z1KO7ngrNMBsOt2dY9mPg1RKXn/XpRZMs9WAXVUynrMQo+jtirO2pqIuL4g4kFTC8V1jE2eIUmSJEmS9LDId0AdExNDTExMgc8VZlNaQkICer0eJycnHB1zTlHw9fUlOjqamJiYfAe427dvZ/ny5QQHB5OYmEiLFi2YOHFivu41m81Mnz4dgDZt2uTrHlv574bEWEM8wfHngHtX94C7K3zYJqDOrD3t79IDkqeA8TgoLijuM1CUB18BRZIkSZIkqTjlK6CeMGFCUc8ji7S0NAAcHBxyvSazdF1BKm4cPHiQffv2ZXnOlStXqF279j3vnTBhAidOnMDb25tBgwbl+5m2EJpgaTle+faGxD3RhzAjqOESiL+9T573ZpgNxOivA+Bng5J5yfrTpBjOoqDFV+MKid8AWDohasrd9/iSJEmSJJVsly9fZvr06fzzzz+kpKQQEBDAq6++SlBQUJZ9dZkV0g4cOEBSUhLVqlXjrbfeomXLlvl6TlpaGvPmzWPjxo1ERkZSqlQpevToQf/+/a3pumApdzxu3Dj+/PNPnJ2d6dq1K++88062/invvvsuSUlJLFy40DbfiLvkK6B++eWXbf7gvGT+YeRnddtsNud73MGDB/PRRx8RGRnJkiVLWLRoEUFBQaxatYrAwJyDTSEEEydO5JdffsHOzo7p06fnWJO7KD3lV4ZNl/+lQ6XqCCHYebv2dLN8rE5H668iMOOgdsVF43XP6+8lc3W6lOPzqJPGWw46voFi3/q+x5YkSZIkqWQLCwujZ8+epKam0qdPHwICAti2bRsTJkzg0qVLfPXVV4Blv1mfPn2Ij4+nb9+++Pn5sWrVKoYOHcqUKVPo2LFjns8xm80MHz6cvXv38sorr1CnTh3279/P5MmTuXLlCuPGjbNeu2DBAlavXs2bb76JEIJ58+bh4uLCgAEDrNcEBwezdetW/vjjjyL5vtiuB7UNOTlZyq2lp6fneo1erwfINSUkJz4+ltXcgIAARo8eTVpaGitWrGD+/Pk5pn4YDAZGjx7Nxo0bcXBwYNasWTz99NMFeRWbaFuhKm0rWBqnXEy+SlhaODqVlsZeDe55b9Rd9afvtya0yZxGVPJ6VEA5LoNIBm19FJcP7mtcSZIkSZIeDgsXLiQ+Pp5vv/2WTp0sRQh69epFUFAQK1asoF+/fgQGBjJr1ixu3LjBsmXLaNDAEq907dqV7t278/XXX9OyZcs8Y7gtW7awZ88e3n//fQYPHgzAq6++ypgxY/j999/p1q0bdevWBWDt2rW0atWK9957D7BUeVu1alWWgPrbb7+lXbt21KxZsyi+Lfmv8mEymVi8eDF9+vThpZdeYsCAAaxdu7ZIJuXk5ISTkxNJSUm5BtVRUVGAJZe6sDp37gzAmTNnsp2Li4ujf//+bNy4EXd3d37++Weef/75Qj/LVjJrTz/tWRcnTe4pMZkyG7r42t1//nRM6hZMIpnKOmfU5mugeKC4T0dRtPe+WZIkSZKkh97Vq1cBaNGihfWYoijWNI7z589jMplYv349devWtQbTAPb29vTt25e4uLh7Vmpbs2YNWq2WPn36ZDn+5ptvAnfKHAOEh4dTvnx569fly5fn5s2b1q937drF8ePHrQF3UchXQG0wGOjfvz8TJ07kyJEjXL58mf379zN69Gjeffddm09KURRrdY/Q0NBs5+Pj44mJicHNzS3PDYlHjhzJ1rjlbrrbFTMyMjKyHI+MjKRnz54cPXqUcuXKsWLFCurVq1fY17EZozmDfTFHAGhxj9rTmWzZITEi6Xd8VOCjSgUUFPdpKGr/+x5XkiRJkqSHQ6VKlngiJCQky/ErV64AlkpoISEhpKamWleQ71anTh0ATp48medzgoODCQwMxNnZOcvxChUq4ObmRnBwsPWYt7c3CQkJ1q/j4uLw8rKkuZrNZqZOnUrPnj0JCAjI51sWXL4C6mXLlnH48GF8fX0ZM2YMP/74Ix988AGurq5s3bqVdevW2XxiTZo0ASyVOf5r+/btCCFo2rRpnmPEx8fz+++/s2DBghxzrffs2QOQpXFMYmIi/fr1s25WXLFiRZF0giyMY3GnScpIwUPrRh33Gve8XggzUTaqQZ1qvITRcJhA7e0fGae3Ueyeu68xJUmSJOlRIYQg3aQvsf8IIWzynoMGDSIwMJBPPvmEgwcPEhYWxpIlS1i5ciWNGzemQYMGREZGAlCqVKls9/v7WxbiwsLCcn1GWloa8fHxOd4PlqD97vsbN27Mli1bOHbsGMeOHWPr1q3WOHLNmjXcuHGDoUOHFvqd8yNfOdR//fUX9vb2LF++nNKlSwPQrFkzmjRpwssvv8yff/5pTZ+wlW7duvHTTz+xaNEimjRpQv369QG4dOmStXzdwIEDrddHRUWRlJSEi4uLNQ2kadOmlClThsuXLzNlyhRGjhxp3fC4Y8cO5s6di1qt5vXXX7eO8+WXX3L58mUqV67MokWLsv1mVJwya0839Xka9T1qTwPEGyMxmNNQK1o87cre17OjEpdRXaugVgBdYxTnt+9rPEmSJEl6VAghGHN6KheSLhX3VHJV3SWQ8U+MuO/9VD4+Prz77rt88skn9O/f33q8fv36zJo1C0VRSEpKAnLe55ZZwS2zoltO8ro/c4y773/33Xc5e/YsvXr1ss7lvffeQ6/X8/333zNgwIAiLyiRr4D60qVLPPXUU9ZgOlP16tWpVasW58+ft/nE/P39GTNmDGPHjqVPnz40bNgQnU7HwYMH0ev1fPDBB1SvXt16/bRp01izZg0vv/yydYOhTqdj6tSpDBgwgAULFrBt2zaqVavG9evXOX/+PBqNhi+//NK6Qn3x4kVrW3FXV1e++OKLXOc3efLkImm5nptEYzLH4k4D0Nz32Xzdk9nQxceuPGql8PtPzWY9TunLcVQrmBU31G5TURT1vW+UJEmSpMeEwv0Fqg+LefPmMXXqVMqWLcuIESPw8/MjODiYxYsX07NnTxYsWJDnanjmubwC+3utpgshstzv4+PDypUrCQ0NRa1WU6mSpRDDvHnzMJlMvP766xiNRqZNm8aWLVtQq9V06dKFwYMHZyutV1j5GiUlJQU3N7ccz5UtW5Z///3XJpP5r+7du+Pv78+8efM4ceIEarWamjVr8sYbb/Diiy/ma4x69eqxbt065syZw759+9i5cydubm60bduWgQMHZqlBvXfvXusfYubHBrmZOHHiAw2o98UcJkOYCHQqRznH0ve+AdvlT6ckjMdLbUQIUHnMQlHff/k9SZIkSXpUKIrC+CdGoDcbinsqubJT6e57dTo5OZnZs2fj7e3NypUrrau+rVq14tlnn+WNN95g4sSJdOjQAci5WlvmyrKrq2uuz8ms9pbbKnZ6enq2+9VqNVWrVrV+HRcXx7x58/jggw9wdHRk1qxZ/P7770yePBkhBKNGjUKr1fLWW28V4DuQu3wF1BkZGVkKaN9Nq9ViNBptMpmcNGnSxJoHk5eJEyfm2vUwICAgX81pXn/99SzpHyXJrtu1p/PTGTHTnQ6JhW/oIoyncdBbak/HaxriZZf/50uSJEnS40JRFOzVj3a34MuXL5Oenk7nzp2zpVA0btyYcuXKsW/fPmuZu4iIiGxjZOZXZ+ZS58TZ2RkPDw/rtf8VERFBuXJ5N5ObO3cuXl5edO/eHbCU1mvTpo21GslLL73E6tWrbRZQP7glVqnQrqXeJDTlGmpFxfPe+a+Dfb8r1MKcgDnubVQIbpkEjm5fFWocSZIkSZIefpldqnNrqmcymTCbzVSqVAkXF5cslTgyZVb3yNwbl5s6deoQEhKSbZX68uXLJCYm5ll9LSwsjGXLljFixAhrSkdUVBTe3t7Wazw9PXMM+AtLBtQPgX9unQCgvscTuGrzt0kyNSOBpIwYAHztKhb4mUIIRMLHKOZw0s2CSHUDHHQFH0eSJEmSpEdD5cqVKVOmDH/99Rc3btzIcu7vv/8mLCyM559/Ho1GQ7t27bKlz6anp7NkyRK8vb3vWamtU6dOGAwGfvnllyzH58+fD1iaxORm+vTp1KhRgzZt2liP+fv7c/36devX165dy3OVvKBKZKdEKatKTgGUdvCjW5m2+b4nKv0yAO7aUtip899N0ip1Iej/xizgvFFQ1qt3wceQJEmSJOmRoVKp+Prrrxk0aBDdunXj1VdfpVSpUpw5c4Y//vgDX19fRo0aBcCwYcPYsWMHb775Jq+//jqenp6sWrWKkJAQpk2bZl3tBjh+/DjXrl2jfv361lrR7du3Z+XKlXz33XfcuHGD2rVrs3fvXv766y9ee+21XDsenj17lo0bN2YLxDt27MjcuXOZMWMGYCnBPGzYMJt9bxSRj8KE1atXx9HREQ8Pj2zn4uLiSEtLy1YBxPoARcmxlvSjKDMv5++//y7mmcD/bq1mR+RPVHN5jq4BY/J9nxAC0tciEj4BTIQazcQINxqWPYBK9WjnhkmSJEmPp5L09/fD4Pz588yZM4dDhw6RlJSEj48PzZo145133sHHx8d63fXr15k6dSoHDhzAaDRSrVo1hgwZQrNmzbKM9/HHH7NmzRomTJiQZeU5NTWVmTNnsmnTJmJjYylbtiyvvvoqQUFBuRaGeOONN9BoNMybNy/LcYPBwJQpU9i4cSMqlYquXbsybNgwtFrbdHvOd0Bd6AcoCufOnSv0/Q+TkvQ/yPU3vuVMwk6a+vTlOZ9e+bpHmGMRCZ+BfisAiZTiVPoNSrsEEej1WVFOV5IkSZKKTUn6+1t6OOUr5eO/y+ZSyRdl3ZCYvwofIn0nInEMmGMADSbHAZyOteQp+bv0KKppSpIkSZIkPfTyFVA/88wzRT0PyYYyzAZi9JbE+3tV+BDmFETSREhbYTmgqYzi9i2Rqf8gyMBZVwcnXeE/oZAkSZIkSXrUyU2Jj6Bo/VUEZhzUrjhrcm/CIgxHEQmjwHR716tjfxSXEYAdEckjALk6LUmSJEmSdC8yoH4ERd1VfzqnrkhCGBBJMxGp81EwY1Y8SbDrQrLZEcOtr0jPuEGaMRSV4oCPU/sHPX1JkiRJkqSHigyoH0GRaaFoyMBP58St1L/RZ0RgMEWgz4hEMV2itDiPo2JAAaJMgkvGGExpP2Ubx9f5ZTQqlwf/ApIkSZIkSQ8RGVA/ZIQwYTBFozdFYMiIuP3vSPSmCGvgbG+8wbOOZtBf4mzUz9Z7S6uhvEZBpSgYhSDUKEjAHXutPzqNP3Zqf3QaP+zU/thpSuNmn/+ujJIkSZIkSY8rGVA/BJL0wVyKnUB6xjUMphjAlOf1igJCgEbtiYOmDM4qV0oroTiIKACMmrqYXUZTTVsDtcrhAbyBJEmSJEnSo0sG1A+BuLS9JOoP33VEjZ3a767VZH90t/+tN2v4PWwKJuz5oNoalPT1iKRxIFJAcURxGY3OoUeOudWSJEmSJElSwcmA+iFQ1nUgrnb1UaucsFP7o1V7oSjqHK89n7gPvdBS3r4MJAxH6G93qdTWR3GbjKIp9wBnLkmSJEmS9OiTAfVDQKWyw92hUb6ujUy/RKA2hY4OB0GfBmhRnIeD08Bcg3BJkiRJkiSp8GRA/QgR5mTKGpfTxCXcckBT1bIqra1ZvBOTJEmSJEl6hKmKewKSbQjDYcStTlRUhyIEJOs6o3j9IYNpSZIkSZKkIiYD6oecEAbMSd8iYvuAKYwEk4blSWWwc/sSRbEr7ulJkiRJkiQ98mRA/RATxvOIW69AynxAkKxpzsKEciSrArFTOxb39CRJkiRJegSFhIQwdOhQnnrqKRo0aEDfvn3ZvXt3rtc1atSIevXq0a9fP44ePZrv58TFxTFu3DhatGhBnTp16NSpE6tWrcp2XWJiIsOHD+fJJ5+kZcuW/PLLLzmO1717d8aOHZv/Fy0AGVA/hIQwIZLnW4LpjAug8kRxn805pS0GVPjZVSruKUqSJEmS9Ag6deoUPXr0YM+ePXTp0oURI0ag0+kYNGgQixcvtl4XGhpK7969CQ4Opm/fvrz33nuEh4fTr18/Dh06dM/npKam8sYbb7BixQpat27NJ598goeHB2PGjGHu3LlZrp08eTJ79+5l6NChNGvWjK+//potW7ZkuWbz5s2EhITwzjvv2OYb8R9yU+JDRmRcRySMAuPt3/DsWqK4jkdRexF561sAfO1lQC1JkiRJku19/vnnpKamMnfuXFq0aAFA7969ef/9GlPvMAAAKu9JREFU9/n2229p2rQpFStWZMKECej1elavXk1AQAAAHTt2pGPHjnz55Zf8+eefeT5nyZIlnD17lilTptCxY0cAevTowcCBA5k1axadO3emVKlSmM1m1q9fT58+fRg0aBAAwcHBrFq1irZt2wJgNBr57rvvCAoKws/Pr0i+L3KF+iEhhECkrkTc6mQJphUnFNdvUNznoKi9AIhKvwSAnwyoJUmSJEmysfDwcM6cOcMzzzxjDaYBFEVh8ODBGI1GVq9eTUxMDHv37qVly5bWYBrA09OTbt26cfHiRU6ePJnns9auXYuPjw8dOnSwHlOpVAwYMACj0ciGDRsAiI2NRa/XU758eet15cuX5+bNm9avf//9dxISEnjzzTfv+3uQGxlQPwSEOQERPwSROMbS8VD7FIrXehTHbtaOhxlmAzH664AMqCVJkiRJsr3wcEtZ3mrVqmU7lxnQnj592hos161bN9t1derUAcgzoE5KSvp/e3ceV1W573H8sxk2IBshRcI0kzTxag44cWygFCqvc+eomSISmgl27Vg3x9RbaSUaxyHRV6k5Zg5lDhduR3JIk+R6yyRKIz0eoRAhFZlDWPcPDjsJUAyFjX7fr1evXq71rLV+a7vdfHn2s56HU6dO0bFjxworO5ed89ixYwB4eHhgb29PVlaWtc2FCxdo3Li0szE3N5elS5cSHh6Om5tb9W70D9CQj3rAyF0DhXsAR0xuk6DBMxUWacko/CcGJbjYN8Ti0LhuChUREblNGYZBkVFY12VUydHkVCGcXq8GDUonPMjNza2w78KFCwBkZGRw9uxZAJo2bVqhnbe3NwCpqalVXic9PR3DMCo93mKx4Orqaj3ewcEBf39/tm7dSkBAAOnp6SQkJDBx4kQAVq5cibOzMyNGjLieW71uCtT1gMmlH4aRhcllKCbHtpW2uXK4R03/wYiIiEj1GYbButP/yU/539d1KVVq7tKO4Jbza5QRWrdujbu7O/v37yc7O7tcj29sbCwABQUF5OTkAL8F8Cs5OzsDkJ+fX+V1srOzqzwewMXFpdzxr7zyCuPHj2fQoEEABAUFERoaSkZGBu+//z6zZ8/GbDZfz61eNwXqesDk0ApTw6tP85JuDdStaqMkERERuYKJW78zy8HBgYiICN58803CwsKYPHky3t7e7Nu3j6VLl2KxWHBwcMAwjGue62rB/lrHG4ZR7vhWrVoRExNDcnIyFouFFi1aALBkyRJatGjBwIEDyc3NZe7cuRw4cACLxUJwcDAjR46s5p1fmwL1LaIsUGuGDxERkdplMpkIbjn/lh/yARAaGkphYSHR0dEEBwcD4OXlxfz584mMjMTDwwNXV1egtLf698p6lhs2bFjlNcqOr6oXOz8/n+bNm5fb5ujoSLt2v60OferUKT766COWLVuGnZ0dc+bM4dChQ0RGRpKWlsaMGTNwd3cv99BjTShQ3wIMo4Rzhf/qodYc1CIiIrXOZDJhNjnXdRm14rnnniM4OJgTJ07g7OyMr68vxcXFvPDCC3Tq1MkadsvGUl/pauOryzRr1gyTyUR6enqFfdnZ2eTl5VnHYlclKiqKrl27EhAQQHFxMTt37iQ8PJyePXsCsGPHDrZt26ZALb+5WJTOryX52JscaezU/NoHiIiIiPwBsbGxODo6EhQURJcuXazbDx48SFFRET169KBDhw7Y2dlZZ+K4Utk2Pz+/Kq9hsVho1aoViYmJFfaVzQ5y5bV/7+uvvyYuLo4tW7YApQ9MFhUV4enpaW3TqFEjjh8/fo27rT5Nm3cLSC84CUATp5bY/W72DxEREZEb5YMPPmDatGlcvHjRui0nJ4fFixfj5eVF//798fT05IEHHuDvf/87KSkp1nbnz5/no48+om3btuWGZ1Rm4MCBpKWlsWvXLuu2kpISVq1ahdlspl+/flUeGxkZSZ8+fejQoQNQGp7NZnO5Ws6cOXPNXu7roR7qW0C6FnQRERGRWhAREcGYMWMYNWoUw4YNwzAMtmzZwunTp4mOjrbO4jFlyhSeeuopnn76aUJDQzGbzWzYsIFLly6xaNGicuf84osvyMzM5MEHH7T2Io8ePZodO3YwdepUkpKS8PHxISYmhvj4eCZPnkyTJk0qrS8uLo7ExETeeust6zY7Ozv69evHhg0bcHd3Jz09ncTERBYsWHDDXhcF6luAVkgUERGR2tCzZ09WrFhBdHQ0ixYtwsHBgc6dOzN37lzroi0Abdq04YMPPiAqKoro6Gjs7Oy4//77mTdvHp07dy53zuXLl5OQkMDatWutgdrZ2Zl169YRFRXF9u3byc3NxcfHh3nz5jF48OBKaysuLiYqKoqhQ4eWWzkRYMaMGRiGwXvvvYfFYmHatGnWJc1vBJNRnblNpFoCAwMB+Oyzz2r1uu/8EEL25UxGtZxP8wbta/XaIiIi9V1d/fyWW4fGUNdzeZezyL6cCUATJ586rkZERETk9qNAXc+VjZ++w3wXTvaVrygkIiIiIjePAnU9Zx0/rfmnRUREROqEAnU9l16oFRJFRERE6pICdT2nKfNERERE6pYCdT1WVFLIL4Wlk5QrUIuIiIjUDQXqeiyz8J8YlOBi3xCLQ+O6LkdERETktqRAXY9dOdzDZDLVcTUiIiIitycF6nrst0Ddqo4rEREREbl9KVDXY2VT5mmGDxEREZG6o0BdTxlGCecK/wFoDmoRERGRuqRAXU9dKDrLryX52JscaezUvK7LEREREblt2XygTkhIICwsjJ49e+Ln58fw4cOJiYm5rnOcOXOGKVOm8NBDD3H//ffTq1cvZs2aRVpaWrWO/+STT/D19eXQoUN/5BZuirLhHk2cWmJnsq/jakRERERuXzYdqHfs2EFISAgJCQm0a9eO7t27k5SUxKRJk1i8eHG1znH69GmGDBnCJ598gpubG48++igNGjRg06ZNDBgwgOPHj1/1+K+++opXX331RtzODZVecBLQ/NMiIiJSu5KTk4mIiKBbt2507dqVUaNGsX///grtevfuja+vb6X/paamXvM6Fy5c4PXXX6dXr1507NiRgQMHsnXr1grtLl26xMSJE+ncuTOBgYGsXbu20vMNHTqUmTNnXv8NV4PDTTnrDZCZmcnMmTNxcXFh/fr1tG/fHoCTJ08SEhJCdHQ0gYGB1u1Vefnll8nKyuI//uM/mDBhgnV6uXfeeYclS5Ywc+ZMtmzZUumxMTExzJgxg7y8vBt7czeAVkgUERGR2paYmEhISAhFRUUMHz4cHx8f9uzZw7hx45g+fTqjR48GIDs7m59++olHH32Uvn37VjhPo0aNrnqdvLw8wsLCSE5OZsSIEdx7773ExsYyY8YMMjMzGT9+vLVtZGQkBw4cICIigrNnzzJ37ly8vLzo06ePtU1sbCzJycm88847N+iVKM9mA/WGDRsoKChg3Lhx5UJzq1atePHFF5k+fTpr1qwhMjKyynOcPn2aY8eO0axZs3JhGiAiIoKVK1dy7NgxLl68iIeHh3VfSkoKUVFRxMTE4OLigqenJ5mZmTflPv+ocwrUIiIiUstmz55NXl4ey5cvp1evXgCMGDGCSZMmMX/+fAICAvDx8eHEiRMABAYGMmjQoOu+zvr16/nuu+9YsGABAwYMAGDYsGGMHTuWd955h0GDBtG0aVNKSkrYsWMHwcHBjBs3DoBjx46xdetWa6AuKirib3/7GyEhIdx555034mWowGaHfJR9dRAUFFRhX1BQECaTiX379l31HC1btiQ+Pp5Vq1ZVWPikqKiIoqIiAOzty49BfvPNN4mJiaFDhw5s3ryZe++1rdCadzmL7Mu/ANDEyaeOqxEREZHbQVpaGklJSfTo0cMapgFMJhPjx4+nqKiIjz/+GMAaqO+7774/dK1PPvmEJk2a0L9/f+s2Ozs7xowZQ1FRETt37gTg/PnzFBYWcs8991jb3XPPPfz888/WP2/evJmsrCyeffbZP1RLddhkD7VhGPz4449A5X8R7u7ueHp6kpGRQXp6+lV/22jUqFGFrxXy8/N5/fXXKSoqIigoCDc3t3L7fX196du3L/369bPJFQjLhnvcYb4LJ/sGdVyNiIiI3A7KJnPw9fWtsK8s0H777bcA1mfUynJcbm4uDRo0qFauys7O5tSpU/Tu3btC+06dOgGlvdAAHh4e2Nvbk5WVZW1z4cIFGjdubL3u0qVLCQ8Pr5D3biSbDNRZWVkUFhbi6upKgwaVB0YvLy8yMjLIzMysdvd9XFwcGzdu5NixY1y6dIlevXrx1ltvVWj3wgsv1Kj+m8063EPzT4uIiNgEwzAoMfLruowq2ZlcatxJWJbJcnNzK+y7cOECABkZGUBpoHZzcyMyMpLY2FguXbpEw4YNGTRoEC+++GKV+Q4gPT0dwzBo2rRphX0WiwVXV1frQ40ODg74+/uzdetWAgICSE9PJyEhgYkTJwKwcuVKnJ2dGTFiRI3u/VpsMlDn55e+IV1cXKps4+TkBHBdDwzGx8dz8ODBctc5ffo0HTp0+IOV1o30Qq2QKCIiYisMw+DY2ae4VPhVXZdSpYZOXeno/WGNQnXr1q1xd3dn//79ZGdnl+vxjY2NBaCgoICSkhKSk5PJz88nMzOT1157jeLiYnbv3s26detITExk3bp1mM3mSq+TnZ0NUGXodnFxsWZFgFdeeYXx48dbx2oHBQURGhpKRkYG77//PrNnz67yWjeKTQZqO7vSod3V+UsvKSmp9nnHjx/PlClTSE9PZ/369axevZqQkBC2bt1Kq1at/nC9tU0zfIiIiNga2xsieqM5ODgQERHBm2++SVhYGJMnT8bb25t9+/axdOlSLBYLDg4O/Prrrzz//PO4urry9NNPW4/v378/c+bMYd26dWzdurXKXmPDMK5ah2EY5TJiq1atiImJITk5GYvFQosWLQBYsmQJLVq0YODAgeTm5jJ37lwOHDiAxWIhODiYkSNH3oBXpZRNBmpXV1eg9LecqhQWFgJV//ZSmSZNmgBw9913M23aNPLz89m0aRPvvfdepUM/bFFRSSG/FKYACtQiIiK2wGQy0dH7w1t+yAdAaGgohYWFREdHExwcDJQOw50/fz6RkZF4eHjg7OzM2LFjKz1+9OjRrFu3joMHD1YZqMty4JW90FfKz8+nefPyq0Q7OjrSrl07659PnTrFRx99xLJly7Czs2POnDkcOnSIyMhI0tLSmDFjBu7u7uUeeqwJmw3Urq6uZGdnU1BQgLOzc4U2586dA0r/Ev+oQYMGsWnTJpKSkv7wOWpbZuE/MSjBxb4hFofGdV2OiIiIUBqq7U23x0QBzz33HMHBwZw4cQJnZ2d8fX0pLi7mhRdesD40WJUrHxasSrNmzTCZTKSnp1fYl52dTV5eHt7e3le9TlRUFF27diUgIIDi4mJ27txJeHg4PXv2BEoXD9y2bdsNC9Q2OW2eyWSyPhV68uTJCvsvXrxIZmYm7u7uV30g8ciRI1dduKVsPM3ly5dvQNW148rhHrY4A4mIiIjcumJjY4mLi8PV1ZUuXbrQrl077O3tiY+Pp6ioiB49erB//3769OnDqlWrKhxfNovbldPc/Z7FYqFVq1YkJiZW2PfNN98A0KVLlyqP//rrr4mLi+Pll18GSh+YLCoqwtPT09qmUaNG1llLbgSbDNQADz/8MFA6M8fvxcXFYRgGAQEBVz3HxYsX2bx5MytXrqx0rPXnn38OcM3VFm3Jb4G6/oz5FhERkVvDBx98wLRp07h48aJ1W05ODosXL8bLy4v+/fvTunVrzpw5w4YNG8jJybG2u3z5MosWLQLgySefvOp1Bg4cSFpaGrt27bJuKykpYdWqVZjNZvr161flsZGRkfTp08c66USjRo0wm82kpKRY25w5c+aavdzXwyaHfAAMGTKEFStWsHr1ah5++GHrbyKnTp1i4cKFAOXG55w7d876xGnZMJCAgACaNWvGP/7xDxYsWMB//ud/Wh943LNnD8uXL8fe3p5nnnmmdm+uBsqmzNMMHyIiIlLbIiIiGDNmDKNGjWLYsGEYhsGWLVs4ffo00dHRODs7W1eoXrx4MUOGDGHYsGGYTCZ27txJUlIS48ePx8/Pz3rOL774gszMTB588EFrL/Lo0aPZsWMHU6dOJSkpCR8fH2JiYoiPj2fy5MnW5+J+Ly4ujsTExHLPxtnZ2dGvXz82bNiAu7s76enpJCYmsmDBghv2uthsoPb29mbGjBnMnDmT4OBg/P39MZvNxMfHU1hYyEsvvUTbtm2t7aOioti2bRtPPvmk9UU0m828/fbbjBkzhpUrV7J79258fX1JSUnh+PHjODg48Oqrr9abHmrDKOFc4T8AzUEtIiIita9nz56sWLGC6OhoFi1ahIODA507d2bu3Ll07NjR2m7ChAn4+PiwZs0aFi1ahJ2dHW3atCEqKqpC7/Ly5ctJSEhg7dq11kDt7OzMunXriIqKYvv27eTm5uLj48O8efMYPHhwpbUVFxcTFRXF0KFDKwwpmTFjBoZh8N5772GxWJg2bZp1SfMbwWYDNcDQoUPx9vbm3Xff5ejRo9jb29OuXTvCwsJ4/PHHq3UOPz8/tm/fTnR0NAcPHmTv3r24u7vTp08fxo4dW6/moL5QdJZfS/KxNznS2Kn5tQ8QERERucEeeOABHnjggWu269u3L3379r1mu3Xr1lW6vVGjRsyZM6faddnb2xMTE1PpPjc3N+bNm1ftc10vk3Gtyf6k2gIDAwH47LPPbsr5j186yLbUN/B2vo9n7l10U64hIiJyu7nZP7/l1mezDyVKRekFpTOeaP5pEREREduhQF2PaIVEEREREdujQF2PnFOgFhEREbE5CtT1RN7lLLIv/wJAEyefOq5GRERERMooUNcTZcM97jDfhZP97bG0qYiIiEh9oEBdT2i4h4iIiIhtUqCuJ9IL/xWonbTkuIiIiIgtUaCuJ9K15LiIiIiITVKgrgeKSgr5pTAF0JAPEREREVujQF0PZBb+E4MSGti7Y3FoVNfliIiIiMgVFKjrgSuHe5hMpjquRkRERESupEBdD/xSmApouIeIiIjUveTkZCIiIujWrRtdu3Zl1KhR7N+/v0K7PXv28NRTT9GpUyceeOAB/vrXv5KcnFzt61y4cIHXX3+dXr160bFjRwYOHMjWrVsrtLt06RITJ06kc+fOBAYGsnbt2krPN3ToUGbOnFn9G70OCtT1QJuGPWnp2plOHk/UdSkiIiJyG0tMTGTYsGF8/vnnDB48mBdffBGz2cy4ceNYs2aNtd3GjRsJDw8nJSWFZ599lrFjx3LixAmeeuopjhw5cs3r5OXlERYWxqZNm3jssceYPn06d9xxBzNmzGD58uXl2kZGRnLgwAEiIiJ45JFHmDt3Lv/zP/9Trk1sbCzJyck8//zzN+aF+B2TYRjGTTnzbSgwMBCAzz77rI4rERERkerSz+/q+/Of/0xSUhLLly+nV69eABiGwaRJk4iLi2Pnzp24u7vTq1cvnJyc2L59O02bNgUgNzeXQYMGYW9vz65du3B0dKzyOu+++y5vv/02CxYsYMCAAQCUlJQwduxYEhIS2L17N02bNqWkpITOnTsTHBzM5MmTARgyZAgeHh6sWLECgKKiIvr160efPn148cUXb8rroh5qEREREbmmtLQ0kpKS6NGjhzVMA5hMJsaPH09RUREff/wxn3/+OQUFBYwaNcoapgFcXV0ZNWoUp0+f5ssvv7zqtT755BOaNGlC//79rdvs7OwYM2YMRUVF7Ny5E4Dz589TWFjIPffcY213zz338PPPP1v/vHnzZrKysnj22Wdr/BpURYFaRERERK4pLS0NAF9f3wr7ygLtt99+y9mzZwFo27ZthXYtW7a0tqtKdnY2p06domPHjhUmY+jUqRMAx44dA8DDwwN7e3uysrKsbS5cuEDjxo2B0l7xpUuXEh4ejpubW7Xu849wuGlnFhEREblNGIYBRn5dl1E1k0uNZwpr0KABUBpSf+/ChQsAZGRkWNvl5ORctV1V0tPTMQyjXO92GYvFgqurK6mppRM2ODg44O/vz9atWwkICCA9PZ2EhAQmTpwIwMqVK3F2dmbEiBHXc6vXTYFaREREpAYMw8A4/zQUfVXXpVTNsQs02lijUN26dWvc3d3Zv38/2dnZ5Xp8Y2NjASgoKKBr164A7Nq1iyeffLLcOa5sV5Xs7GzgtwD/ey4uLuTn//bLyyuvvML48eMZNGgQAEFBQYSGhpKRkcH777/P7NmzMZvN13u710WBWkRERESuycHBgYiICN58803CwsKYPHky3t7e7Nu3j6VLl2KxWHBwcKB9+/b07t2bPXv2MG3aNEaPHo2DgwMffPABR48etZ6rKteaL8MwjHK/GLRq1YqYmBiSk5OxWCy0aNECgCVLltCiRQsGDhxIbm4uc+fO5cCBA1gsFoKDgxk5cmTNX5R/UaAWERERqQGTyQSNNt7yQz4AQkNDKSwsJDo6muDgYAC8vLyYP38+kZGReHh4ALBgwQJmzZrFtm3b+PjjjwHo0KEDCxcuJDQ01NquMq6urgDleqGvlJ+fT/Pmzcttc3R0pF27dtY/nzp1io8++ohly5ZhZ2fHnDlzOHToEJGRkaSlpTFjxgzc3d3LPfRYEwrUIiIiIjVkMpnAVPkQhVvNc889R3BwMCdOnMDZ2RlfX1+Ki4t54YUXrA8Nurq68vbbbzNlyhTOnDmDp6cnLVu25PDhwwDWXuTKNGvWDJPJRHp6eoV92dnZ5OXl4e3tfdUao6Ki6Nq1KwEBARQXF7Nz507Cw8Pp2bMnADt27GDbtm0K1CIiIiJSu2JjY3F0dCQoKIguXbpYtx88eJCioiJ69OhBdnY2u3fvpnXr1nTs2BEvLy9ru7IVFXv06FHlNSwWC61atSIxMbHCvm+++Qag3LV/7+uvvyYuLo4tW7YApQ9CFhUV4enpaW3TqFEjjh8/Xs27vjZNmyciIiIi1fLBBx8wbdo0Ll68aN2Wk5PD4sWL8fLyon///jg6OvLqq68SGRlZbjz0yZMn2bx5M0FBQVftoQYYOHAgaWlp7Nq1y7qtpKSEVatWYTab6devX5XHRkZG0qdPHzp06ACUhmez2UxKSoq1zZkzZ67Zy3091EMtIiIiItUSERHBmDFjGDVqFMOGDcMwDLZs2cLp06eJjo7G2dkZgLFjx/LOO+8QHh5Or169yMzMZO3atbi5uTF9+vRy5/ziiy/IzMzkwQcftPYijx49mh07djB16lSSkpLw8fEhJiaG+Ph4Jk+eTJMmTSqtLy4ujsTERN566y3rNjs7O/r168eGDRtwd3cnPT2dxMREFixYcMNeFy09fgNp6VIREZH6Rz+/r8+hQ4eIjo7m+PHjODg40LlzZyIiIujYsaO1TUlJCR9++CEbN24kJSUFDw8PAgICmDBhAnfeeWe5840aNYqEhATWrl2Lv7+/dfv58+eJiopiz5495Obm4uPjQ2hoKIMHD660ruLiYgYMGIC/vz+zZ88uty87O5s5c+awd+9eLBYLISEhhIaG3rDXRIH6BtI/SBERkfpHP7+lpjSGWkRERESkBhSoRURERERqQA8l3kDnzp2juLjY+tWRiIiI2L60tDTs7e3rugypx9RDfQM5OTlddSlNERERsT0ODg44OTnVdRlSj+mhRBERERGRGlAPtYiIiIhIDShQi4iIiIjUgAK1jUtISCAsLIyePXvi5+fH8OHDiYmJqeuyxEbt3r0bX1/fKv+bNGlSXZcoNiAhIYG2bduyZcuWSvfn5OTwt7/9jT59+tCxY0cCAgKYPXs2v/zySy1XKrbiWu+ZgQMHXvWz5+TJk7VcsUjt0hN0NmzHjh1MnjwZBwcH/P39sbe3Jz4+nkmTJvHjjz8yceLEui5RbExSUhIAPXr0qLASFYCfn19tlyQ25tSpU7z44otU9fhMTk4OISEhJCUl0aJFCx599FF++OEHPvzwQ/bu3cvmzZvx9vau5aqlLl3rPfPrr79y8uRJ3N3dCQgIqLSNm5vbzSxRpM4pUNuozMxMZs6ciYuLC+vXr6d9+/YAnDx5kpCQEKKjowkMDLRuFwH4/vvvAZg1axb33XdfHVcjtiY+Pp6XXnrpqj3NS5YsISkpicGDBzN37lwcHBwoKSlh3rx5rF69mldffZVly5bVYtVSl6rznjlx4gSXL1/mT3/6EwsWLKjF6kRsh4Z82KgNGzZQUFBAcHBwudDcqlUra0/BmjVr6rBCsUVJSUm4uLhw77331nUpYkN++eUX/uu//ouwsDCysrK46667Km2Xk5PD5s2bcXFxYfr06dZpQO3s7Jg8eTJ33303e/bs4cyZM7VZvtSB6r5nAL777jsA7r///toqT8TmKFDbqP379wMQFBRUYV9QUBAmk4l9+/bVclViyzIzM8nIyKBt27ZaoEDKWb58ORs3bqRFixasWbMGf3//StslJCSQl5dHt27dcHd3L7fP3t6eXr16Aeiz5zZQ3fcM/Bao9Y2p3M4UqG2QYRj8+OOPAJV+be/u7o6npydZWVmkp6fXdnlio8rGT3t7ezNv3jyeeOIJOnToQO/evZk3bx5ZWVl1XKHUlbvvvpvZs2eza9cuunXrVmW7q33uALRu3RqAH3744cYXKTaluu8Z+C1Qnzt3jtDQUPz9/fHz8yMkJIQDBw7URrkidU5jqG1QVlYWhYWFuLq60qBBg0rbeHl5kZGRQWZmZqUPn8ntp+yHWmxsLBaLhe7du+Pt7c23337LqlWr2LNnD+vXr6dJkyZ1XKnUtpCQkGq1O3fuHFD6+VKZsvdOZmbmjSlMbFZ13zPFxcXWX7CmTp1K27Zt6d69O//4xz84fPgwhw8fZsqUKYSFhd3MckXqnAK1DcrPzwfAxcWlyjZlS6Tm5eXVSk1i+8oeSHzkkUd4++23rU/Vnz9/nkmTJvHll18yc+ZMli9fXpdlig0r+zxxdnaudH/Zdn3uSJmTJ09SUFCAk5MTCxcupHfv3tZ9MTExvPzyy8yfP59u3brRsWPHOqxU5ObSkA8bZGdX+tdiMpmu2bakpORmlyP1xIIFC4iJiWHRokXlpqhq1KgRkZGRNGjQgL1795KamlqHVYotKxt7f63PnqqmT5PbT5s2bfjiiy/47//+73JhGqBv376MHDmSkpISNm7cWEcVitQOBWob5OrqCkBBQUGVbQoLCwGqHBIitx+z2UyrVq0q/WbjzjvvpF27dsBvY61Ffq/s86Sqz56y7frckSt5enpy9913V7qv7EHWb7/9tjZLEql1CtQ2yNXVFVdXV7Kzs6v8wXatsY4iv+fp6Qn8NqRI5PfKnseoaox0RkYGgMbhS7WVvVf0uSO3OgVqG2QymaxP2Ve2XOvFixfJzMzE3d1dDyQKUPqNxcyZM5kwYUKVv4SlpKQAaJU7qVLZ507ZbB+/l5ycDJR+zS8C8Omnn/LSSy9VuSS5PnfkdqFAbaMefvhhAOLi4irsi4uLwzCMKpd4lduPk5MT+/btIy4ujoMHD1bYf/z4cY4fP46bmxudO3eu/QKlXujWrRsNGjQgISGB7OzscvuKi4vZu3cvJpPJ+vkkkpWVxa5du9iwYUOlY+u3bdsGwEMPPVTbpYnUKgVqGzVkyBBcXFxYvXo1X331lXX7qVOnWLhwIQBjx46to+rEFg0fPhyAN954w9orBKVf30+fPp3i4mLGjBlT5QwOIi4uLvzlL38hNzeXWbNm8euvvwKlDyHOnz+f1NRUgoKC8PHxqeNKxVb06dMHDw8Pvv/+e5YuXVouVG/evJlPP/2Uxo0bWz+fRG5VmjbPRnl7ezNjxgxmzpxJcHAw/v7+mM1m4uPjKSws5KWXXqJt27Z1XabYkGeffZYjR45w6NAh+vfvT9euXTGbzRw+fJi8vDyeeOIJxo0bV9dlio3761//yuHDh4mJieGbb77h/vvvJzk5mVOnTtGsWTNmzZpV1yWKDWnYsCGRkZE8//zzLFmyhJ07d+Lr68vp06c5ceIEDRo0YMmSJXh4eNR1qSI3lQK1DRs6dCje3t68++67HD16FHt7e9q1a0dYWBiPP/54XZcnNsZsNvPee++xfv16tm/fzv/93/9hZ2fHfffdx9ChQxkyZEi1pmKU25vFYmHDhg0sW7aMTz/9lL1793LnnXcyYsQIIiIi9ECiVPDII4/w0UcfsXz5cg4fPsyePXto1KgRf/nLXwgPD69yBhCRW4nJ0ISiIiIiIiJ/mMZQi4iIiIjUgAK1iIiIiEgNKFCLiIiIiNSAArWIiIiISA0oUIuIiIiI1IACtYiIiIhIDShQi4iIiIjUgAK1iIiIiEgNKFCLiIiIiNSAArWISC07fPgwvr6+PP3003VdioiI3AAK1CIiIiIiNaBALSIiIiJSAwrUIiIiIiI1oEAtIvXaoUOHePbZZ/H396dDhw78+7//O0uWLCEvL8/aJjU1FV9fX5577jlSU1OZMGEC3bp1o3v37oSGhhIfH1/puQsKCli2bBkDBgygY8eOdOnShREjRrBjx44q6zl8+DARERE89NBD+Pn5MWDAAJYtW1auniudOnWKiRMn4u/vT6dOnfjzn//M9u3ba/aiiIhIrTIZhmHUdREiIn/Eu+++y9tvv42joyP3338/TZo04ejRo5w7d45/+7d/Y82aNbi7u5OamkpgYCDt27cnIyODnJwc/vSnP5Gdnc2RI0cwmUy89tprDB061HruCxcuEBISwg8//ICHhwfdunWjoKCAhIQEfv31VwYPHsxbb72FyWSyHrNixQoWLFiAyWSiS5cu3HHHHRw9epSMjAy6du3K6tWrMZvNHD58mJCQELy8vMjLy8PJyQk/Pz/S09NJTEwEYNasWYwcObLWX1MREfkDDBGReig+Pt7w9fU1AgICjO+//966vbCw0Jg6darRpk0b46WXXjIMwzBSUlKMNm3aGG3atDEef/xxIy0tzdp+z549Rrt27YxOnToZP//8s3X7888/b7Rp08YYP368kZOTY91++vRpIzAw0GjTpo2xdu1a6/Zjx44Zbdu2Nbp06WIcOXLEuj0vL88IDg422rRpY6xatcowDMP48ssvrfVMmDDByM/Pt7Zfvny50aZNG6N379438NUSEZGbSUM+RKReWrFiBYZhMGPGDNq2bWvdbjabmT17Np6ensTExJCenl7uuDfffBNvb2/rn3v16sWwYcPIz8/n448/BuCnn37i73//O25ubsyfPx9XV1dr+3vuuYc33njDWkOZTZs2UVJSwvjx4+natat1u4uLC1OnTqVFixZkZGSUq8Xe3p7XX38dZ2dn67bQ0FDs7OxITU0lJyenJi+RiIjUEgVqEal3iouLOXLkCAD+/v4V9js7O9OtW7dy7QDuuusuunTpUqH9Y489BsCXX34JwP/+7/8C8MADD2CxWCq079GjB02aNOHs2bOcOXMGgISEBAB69+5doX379u3ZvXs3kydPLre9ZcuW3HHHHeW2OTk50ahRIwCys7Mru30REbExDnVdgIjI9bp48SL5+flAabi9mrS0NDp16gSU9i5XpqzH+ty5c+X+36xZsyrP27x5czIyMjh37ly53ue77rqr2vfRsGHDSrfb29sDpb84iIiI7VOgFpF6pyxoms1mnnjiiau2vTJElwXV3zP+9Wy2g0P1PxKvrAHg8uXL1T62zJUPNIqISP2lQC0i9Y6HhweOjo5cvnyZN954wxpqq5KamgpQYTx1mZ9//hn4rafay8sLKB1Lfa1zenp6AtCkSRN++uknzp49i4+PT4X2H374IV5eXpUOCRERkfpNY6hFpN4xm8107tyZkpISDhw4UGG/YRiMGjWK4cOHc+zYMev2H3/8kZSUlArtd+/eDcDDDz8MQNeuXTGZTHzxxReVPhj45Zdfcv78eZo3b24d4lE2Nnv//v0V2p88eZLZs2ezaNGiP3C3IiJi6xSoRaReCg0NBeD111/nu+++s24vKSlh4cKFJCQkkJqaWm4GEMMwmD59ermQHBcXx9atW/Hw8GDQoEEA3H333QQGBpKTk8PLL79Mbm6utX1KSgqvvPIKAMHBwdbtI0eOxGQyER0dXa6e3NxcXnvtNQAGDhx4A18BERGxFRryISL1UlBQEGFhYaxatYqhQ4fSvn17vLy8OH78OCkpKbi4uLB48eJyw0EaNGjA8ePHeeyxx+jevTsZGRl89dVXODs7M2/evHIzbrz22mucPn2aPXv2EBgYSLdu3cjPz7cu7NK/f39Gjx5tbe/n58cLL7zAwoULGTp0KN26dcPV1ZWjR4/yyy+/8OCDD/LMM8/U6mskIiK1Q4FaROqtKVOm0L17dzZs2EBiYiLff/89TZs2ZciQIYwbN67CrB5ubm6sWrWKefPmceDAAVxcXOjTpw/h4eHlerIBGjduzKZNm1i9ejWxsbF8/vnnuLi44Ofnx/Dhw+nbt2+FesLDw2nXrh1r1qwhMTGR/Px8mjdvTnBwMGPHjsXOTl8KiojcirT0uIjc8sqWHr/zzjv5/PPP67ocERG5xai7RERERESkBhSoRURERERqQIFaRERERKQGNIZaRERERKQG1EMtIiIiIlIDCtQiIiIiIjWgQC0iIiIiUgMK1CIiIiIiNaBALSIiIiJSAwrUIiIiIiI1oEAtIiIiIlIDCtQiIiIiIjWgQC0iIiIiUgP/D6VPqXCUI9pAAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = sbnn_plot.plot_history_group(history,\n",
    "                                  col_format_func = lambda x:f'{float(x):.1%}',\n",
    "                                  ylabel = 'PR-AUC (validation)',\n",
    "                                  leg_title='inj rate')\n",
    "fig.savefig(Path(setup.temp_path).joinpath('27_PLOT_hostory_val_auc.png'),\n",
    "            bbox_inches='tight')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "9e92ea2f-378d-47a1-b067-2ec715935c9f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = sbnn_plot.plot_history_group(history,'val_loss',\n",
    "                                  col_format_func = lambda x:f'{float(x):.1%}',\n",
    "                                  ylabel = 'Loss (validation)',\n",
    "                                  leg_title='inj rate')\n",
    "fig.savefig(Path(setup.temp_path).joinpath('27_PLOT_hostory_val_loss.png'),\n",
    "            bbox_inches='tight')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "0c6acda4-3326-4ece-9ae9-8fc784e9475f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = sbnn_plot.plot_epoch_agg(history,\n",
    "                               xformatter = ticker.PercentFormatter(1),\n",
    "                               ylabel='# Epochs',\n",
    "                               xlabel='injection rate')\n",
    "fig.savefig(Path(setup.temp_path).joinpath('27_PLOT_hostory_epochs.png'),\n",
    "            bbox_inches='tight')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b5334471-c99c-44c5-9e2b-4c1b6e602b4a",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "tf_p39",
   "language": "python",
   "name": "tf_p39"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.18"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}