From e136cbc3e3b74968166ab24f0289b84a7ef1b840 Mon Sep 17 00:00:00 2001 From: ShrihanSolo Date: Thu, 18 Jul 2024 12:41:20 +0000 Subject: [PATCH] isomap added --- .../multiband/ShrihanPaperMMD_mb_isomap.ipynb | 1315 +++++++++++++++++ .../multiband/models/mb_isomap_jul18_1pm | Bin 0 -> 443870 bytes 2 files changed, 1315 insertions(+) create mode 100644 training/notebooks/MMD_paper/multiband/ShrihanPaperMMD_mb_isomap.ipynb create mode 100644 training/notebooks/MMD_paper/multiband/models/mb_isomap_jul18_1pm diff --git a/training/notebooks/MMD_paper/multiband/ShrihanPaperMMD_mb_isomap.ipynb b/training/notebooks/MMD_paper/multiband/ShrihanPaperMMD_mb_isomap.ipynb new file mode 100644 index 0000000..62c3a99 --- /dev/null +++ b/training/notebooks/MMD_paper/multiband/ShrihanPaperMMD_mb_isomap.ipynb @@ -0,0 +1,1315 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "a8aa3fe5-4277-47fc-b26d-baa137256f17", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "executionInfo": { + "elapsed": 10375, + "status": "ok", + "timestamp": 1718868666013, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "a8aa3fe5-4277-47fc-b26d-baa137256f17", + "outputId": "9ad89b68-4fd0-4146-a087-24cd367fb09f" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using cuda device\n" + ] + } + ], + "source": [ + "# Imports we will use\n", + "import torch\n", + "import gc\n", + "from torch import nn\n", + "import torch.nn.functional as F\n", + "from torch.utils.data import DataLoader, TensorDataset\n", + "from torch.autograd import Function\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import random\n", + "from pathlib import Path\n", + "from sklearn.metrics import r2_score\n", + "from astropy.visualization import make_lupton_rgb\n", + "from sklearn.manifold import Isomap\n", + "\n", + "# For matplotlib\n", + "import os\n", + "os.environ['KMP_DUPLICATE_LIB_OK'] = 'True'\n", + "\n", + "# Set Seed\n", + "torch.manual_seed(22)\n", + "\n", + "# Find if cuda is available\n", + "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n", + "print(f\"Using {device} device\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "7cc92062-1846-4850-8f8e-206a7c35c171", + "metadata": { + "executionInfo": { + "elapsed": 189, + "status": "ok", + "timestamp": 1718868679894, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "7cc92062-1846-4850-8f8e-206a7c35c171" + }, + "outputs": [], + "source": [ + "# Load data function\n", + "def create_dataloader(img_path, metadata_path, batch_size):\n", + " '''\n", + " Creates dataloader for training, reserving the last 10% images for validation/testing\n", + " '''\n", + " data = np.load(img_path).squeeze()\n", + " length = len(data)\n", + " data_train = torch.tensor(data[:int(.7*length)]) # 70% train\n", + " data_test = torch.tensor(data[int(.7*length):int(.9*length)]) # 20% test\n", + " data_val = torch.tensor(data[int(.9*length):]) # 10% validation\n", + "\n", + " metadata = pd.read_csv(metadata_path)\n", + " labels = metadata['PLANE_1-OBJECT_1-MASS_PROFILE_1-theta_E-g'].tolist()\n", + " labels_train = torch.tensor(labels[:int(.7*length)])\n", + " labels_test = torch.tensor(labels[int(.7*length):int(.9*length)])\n", + " labels_val = torch.tensor(labels[int(.9*length):])\n", + "\n", + " data_train.cuda()\n", + " data_test.cuda()\n", + " data_val.cuda()\n", + " labels_train.cuda()\n", + " labels_test.cuda()\n", + " labels_val.cuda()\n", + "\n", + " train_dataset = TensorDataset(data_train, labels_train)\n", + " test_dataset = TensorDataset(data_test, labels_test)\n", + " val_dataset = TensorDataset(data_val, labels_val)\n", + "\n", + " train_dataloader = DataLoader(dataset=train_dataset, batch_size=batch_size, shuffle=True)\n", + " test_dataloader = DataLoader(dataset=test_dataset, batch_size=batch_size, shuffle=True)\n", + " val_dataloader = DataLoader(dataset=val_dataset, batch_size=batch_size, shuffle=True)\n", + "\n", + " return train_dataloader, test_dataloader, val_dataloader, data" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "3efc6755-daeb-48ca-bbc7-c5a3b539c5b7", + "metadata": { + "executionInfo": { + "elapsed": 19938, + "status": "ok", + "timestamp": 1718868749575, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "3efc6755-daeb-48ca-bbc7-c5a3b539c5b7" + }, + "outputs": [], + "source": [ + "# Load in data\n", + "head = Path.cwd().parents[3]\n", + "source_img_path = head / 'data/mb_source/mb_source.npy'\n", + "target_img_path = head / 'data/mb_target/mb_target.npy'\n", + "source_meta = head / 'data/mb_source/mb_source_metadata.csv'\n", + "target_meta = head / 'data/mb_target/mb_target_metadata.csv'\n", + "batch_size = 32\n", + "source_train_dataloader, source_test_dataloader, source_val_dataloader, source_data = create_dataloader(source_img_path, source_meta, batch_size)\n", + "target_train_dataloader, target_test_dataloader, target_val_dataloader, target_data = create_dataloader(target_img_path, target_meta, batch_size)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a3045daa-2e71-4335-8259-662a5c7e41a8", + "metadata": { + "executionInfo": { + "elapsed": 3, + "status": "ok", + "timestamp": 1718868749576, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "a3045daa-2e71-4335-8259-662a5c7e41a8" + }, + "outputs": [], + "source": [ + "# Define data visualization function\n", + "def visualize_data(data):\n", + " '''\n", + " visualizes 16 random images from dataset\n", + " '''\n", + " \n", + " data_length = len(data)\n", + " num_indices = 16\n", + " \n", + " # Generate 15 unique random indices using numpy\n", + " random_indices = np.random.choice(data_length, size=num_indices, replace=False)\n", + "\n", + " #plot the examples for source\n", + " fig1=plt.figure(figsize=(8,8))\n", + "\n", + " for i in range(16):\n", + " plt.subplot(4, 4, i + 1)\n", + " plt.axis(\"off\")\n", + "\n", + " img = data[random_indices[i]]\n", + " example_image = make_lupton_rgb(img[0], img[1], img[2]) #change band by switching 0:1 to 1:2 or 2:3\n", + "\n", + " plt.imshow(example_image, aspect='auto', cmap='viridis')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b72c4588-acb2-478c-96e9-cb09a0380ecd", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 673 + }, + "executionInfo": { + "elapsed": 559, + "status": "ok", + "timestamp": 1718868750133, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "b72c4588-acb2-478c-96e9-cb09a0380ecd", + "outputId": "651cb9ac-efea-4f14-b3a0-f03648a4081a" + }, + "outputs": [ + { + "data": { + "image/png": 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gLfAwgyO9oI4suIk3oK+XLNI+IE3BCusDC+v7Abbgl4XTGQ7o54ZWH8Li3kOQdZUu45JL+Cxs1JbbiVNixxGW4jElpRdb6R21ySD+D+QsURNThbDxxodKDxYuDhNIek57RZAwdCMfDwdIcugewQnfS1oawtxhmb+JsjewCLCN8wNLBtsRR/XWib6RQGIxQuLNvPExtGyQNFC5TAFp6mbpWF05ZT1A8sKbe3z/fDT8ei8Q5t4LyjfFz6eADcxPtvK5YIeQ95DoWBz4OF4azoXCBgXSeYBBNzEKGQZYcx2weW68TA14zyTSNOoJbJXAYqtvvK/uPUiAYCr4nR1UR316EnT9OtFY6Ldf6doTv68ARVxBojBFMY+tSK/x+bQhZQv0u0v8tzLM5dWDhKTy3/IbUpvC0kf6G30SvAWq0Iq6XqEPQd+Ijfc1P9B9NkgFMcaYDuq+AxlVJ/rrAazaPIwHlMkYY0zAZBxhpeMh4anCM35Yv7LzkDr1D1SmPXFK+c8Fnn+Czn/toBygbHHCVmUDSVUNdI+Pb3wMXT3JHmLH5+4lUxnTATs2v4YFC6+a6B4lq+tWmONF6pgblAJWKBQKhUKhUPwd6AugQqFQKBQKxZ3hwxRwutGyZC+WGjfYwWI7Wio99HxZfl5pLfoggsI7oM7mDLubxLJ/akTLPj4QzbWKXcBfYUdvL3ZtbbgSe3qkMuySUgOaC8qxGbELeKXr74EvxQdDS8AbJFIgzWOMMTWhW/3b++dF1NMNzus64dwONMWKNI3Y6WmOkFySoK6ToI4giD078X+F5cckoMcO6rrny/4NKJwICRxG0FQDUhEjr8MjXKN8oesPgvbvHR07jBDQfeBU6RF2rR1OfGdlfybK5RF2C4cTp0c62Jls4V6q2LTdgBFPgvaYLO1cWxagBCuXc1yA6qhAI+1ix/ED7NrrxW7s60BlnEDC8CyoPgeJ6KGDXcqCpjvD5W+8Co15/Xz6zVeqaDvxfuGRb4Mdp01IJgbYwRh7Xn+YmDHA+Iwdb6uxUd+yGx2bH8XO5In60/EqHAEstU+APmgf+DUSyENwt6QXdOgCu3brWdTNAjsdG/V92/G+ui7wnDhQHylChmBGdISQ6VSwuxnm7iySpVwg+s5C0souHCH8gOkvgvbOH36M/oMBMg8hhWj4/IN63w6c2reWaM5+EBIo2O3azrSTNoodvP4MiVz5Jzpv4JTyYwH3ga+8vMBEmxWkV23ifeNYgCrtYTd6EdQ+FDHOfI54AnnM7kkOlkTa0cNOFyntO/3Wkfe1M7gUXIUcpgIlHGCnfs1corPDLvYIVPTvKGCYG6uQKexFKWCFQqFQKBQKxd+BvgAqFAqFQqFQ3Bn0BVChUCgUCoXizvBh8UJAOr9yqwsD2+AjaINa4eedQaQUwt+2sOgK2BGIVAB0jS+GtAJnoWVykQqcHvixw0bHGmj2jhMvU5qpevoCHH3l9iMz06Jw3cP6SMfKhfQsrZ/ZeYcL6QouPWldHoTtxdyRxsAXrtl4gdbsCukDXMc1Kwm0gm2nz84IaxpHdW83oQmStjCfhAZ6uGMW7YWWK+BCP0WRVgDb8TvDXeLrCPojcL+PZ36Nowe7GEjGeTrwPn84Qh994vqb04F+ezzA9SK/RoOkAQ8WAclxzUoCvdi+cX1IBcuMHvr8IlJyfCJN0Ap6w+z4eQXsTubCxYjuFewpvlB/Pb7wPrOeQc+6UHtdhe7HgGZxkLqXByGE/ARksASKog+2hHYpdO/OcP1aAHuokVetWcBKaoM+fdi5bqgcaUw2SDQ6D1woeYaxm0bet26Ojh1PcF7ibfWl0rzmRkgMuQmtHNj57Fb0rZ40ZdeRtGJh5bqpUyQNdL5QKs6b43NmB4kkdhS2Ry907gx13Rd+DQOWSztYc3Ui6Qiq6fepE4cfowHcIHXIibWcHebyOkICVeDPwj7RnFQLf9a6keregnYyCL3dCM88D3rWIMZxgr5xEJYr4QS2PQ301TO/RoNYJIdz0p9EshjYW9mJaxbrBtpGqLZfhbavrnT9f87UT74XoUU9/vX9Y1x53fwJ3mueV7rnIsYhWmLlAH1Z2MDVHvTHiV/DlT8+F+oKoEKhUCgUCsWdQV8AFQqFQqFQKO4MH167zhtRGz4IWxGgRPwCjuny/bIDOnPk4fIGwpYN2EV00rn9SEu7owPrFGFNc4LfroJ+aZb+Pjkqk2CATcOvNTpvFu7/caFl9N69sWPN0ve6QOetguaLZ6qP9kLH6oEvgZ+Asp1F8HTIRP14WB7PTtDjSA+DvUH7nb0BtXkRCQLjx7vOPxTnnuiiJf7Mjg3g+B8t3dcobGAmuBcnAsvRueII9JCNj+y88Uid43ymY6cnLgH46YGOPYHlkDHGjF+g34xgOSNkDx4opwTeLylxCrhsYIvkBGWP10xAI0Terv0NAtBP0DeEVckMlOCfvnPq4S1QX76skKYTeIh6dmAf5dBmhFOYN7ACESoFM10+vx92HRViFCkQeYAEggQUpVDNYHBFMoLKgTnpAZKKaifTE4AaBzo0G36eBbmJ67jk4U/nl/fPEdqqjWIugNQJX6l9B5F8NIDlSr3yefetoz7+Z7AYWTxvw/1G5ahP9FuPQvKyAkVXFk43j0dIo0H5SuX93cE85mHMzCKpyUegVJOQV2ziefhJOMCwi46PzxdIO3oCudW18PbqIaFmFXOBBbuffqLzvJAU5fin988O5DYHYbE1FKKURyvmApiT9wxz6J/487TfqL0wBejJ8PavJ7BfqUJG9ZXmtRvQ2dPG5QEOjs0wbE5RWGdd6DkU9xd27AZ9BdRxxnb8vDDD/AyJacLNyxh4n7DiYDXe/FHoCqBCoVAoFArFnUFfABUKhUKhUCjuDB/mTzAoea2c9jhHWuovQAHInPAG/I27cirCQ6qFn2kZuRv5MqcdiEbAt9d4FCkDmZab1wMvyM8QbO5hx1wS4coNduAWcMwfxW68daTy7oIqffxGS9HlTPTlIBjwV6AbxzMte6fCqYgtUHlrlKHc4Hg/UBn7V/5bSwDKCepd7gJOsNweRHj3Kn77s1B2Wm5/mq7smA/UN2p4fP/c9WKbJdB0g+P0TT8BrdYTFdF9YaeZ00jt8PAT7AJ+5Cd+BXr4/BOnh6eRxsDQY7C9oARhvNkMbWR5e7lM30sTpykqtOUAKQFOxIlssLMseOqkJxEi7zqiG5YvfDx0b1S/YwEpwsbv38P21xqpfOWVt1cP0oRdpC54QZ9+CiBZ5yp2VQZoO9dBuwkaqge6rQlq9wjzU/UkE3AiSeVcqN9dOvrdw8B3RA7QVw9J7FruaTydgfZcRX8fFvrtHa+/8mfB6uC3Gu8XA9CUV0P9blo4dbX8J+p3h2f6rSVxOvAEO91vD5xunkHKgPKgHLm8oGVqPxfApeIm6DTYFe2c2Pmc+Tz0WViBU9xW3ocm4IdXlFF1fLygUUe/8/51gl3mEfp114t+CJKqAb7jpid23tHDHDKc2bEe5p3uQH2qieQWD/KLHpwo6sYdFsoErh0j32V+nqm8j5AE8zbyvlEg/ebwK/WHzf+FnddA6rF2vBzHF3jQw3xXLnyA5QnOc5BwIlwGugvVzSye16774+t5ugKoUCgUCoVCcWfQF0CFQqFQKBSKO4O+ACoUCoVCoVDcGT7uodCIA++a2LYP2rlhBV5eWLNsoA8cuWTBNEvc+fEL6DIc59Qd8PLWkOYrRK7L6GHr+yQ0gMES17830M4IDeBtAq0YpJjYwrUN7o04+zFxTVk5kMbgspP2wB+5CLDbwVqhI/3GchXaO3Cor8JKxkNCia/0W5vwt4mNylRBH5hGcR7YjzTLdRTO/5j/O/QPoN+0vK4b6PmOifrQ1PPzHNhJjBPXwPUD2Ec8Uv86R65fO38h/d5XSPR4OHNty+mB+towcN1rhMQXTMapQm+XwU2+NmqHtAnnerDtkddoFewuQIsTA+9D7Uh96ATu9Itwv8ekgfbCj63wpzPUX2PmfWgFzeII9lE18vM8TBZlFsc6rkH7FCTStsk0HuaQBbpeJ+xHNkd/B8+1PHmjfjfC2A1CG9oc2KqArnVsfM5Ij3SNsQhNkaH+af8LzZPjyuc4+0B95kslLV5xfFwYsMjqfubPiRn66xM8QzbRhvFK8+kLJD/0hustyxnm9ZXr8A4TlSMvoG1cuS7RQDvsYHvSxPxmM+gDhY5y8z9Ah2qMMZDc4QIf76VRux5BK1wCf+70oNkMo6jfCOlEI7Xz4cDHe4U2OkASUojCIgieSUnoKNuZfvu4QdtZMRf2cGyjfiJ1fn4A7f3G7cIcWN94GKMnYf2TQZubnuj66+s/s/Me+1/pvMQ1iwu8lxzBIuat532oLjBxXMG2SZRph+dEL+yeSvnjc6GuACoUCoVCoVDcGfQFUKFQKBQKheLO8GEKOACtUAJ/b/RgP7IDhTY5buEyOgyUFnQjpA4gjdo6vh1/xK3Zha5Xe770im79Xc+XSgMs0+4Q5O1FssLkaam4m2mpvHlOG/onogcWkVyyAkV0hmDrt5Hf1+k3og6XhZbbT+YbO6/BynkV28B3sI9wQNn3hS/tX8Ex3E20xD4Ky5kCruPN8vsKq4hk+CTsK/Wv40nUNaQStAewDhEpHtOJrhEDlxj0Pdi7wKHpxC0Czt0ZjhG1exRWAqGDoHTPaY+CthtQnyVzG5QNEj6WDWxVZt5fE6RS5CqTHNA+Bo+JsQypDDEQZeOE7c8GZW8DP9bv9HcCGmXp+LgJlfrlgyctwpo5rWix/3Z8nF/z56cwBEvUmHU8PcB2EFa/QSpS5OWcwEqjJj4XdBHsY6B/xoOg9eG3LLTbueP15wL9fRRzoT/TNZuF7z3yuXstcM9g5/OYOPU2QT9Lu7jngfruC6S9jANPhUgg5TgtRO2mxqnHK0h5grAHCguNmQR2NN2Zl+k2U9/qwd4nilSINNB9WUEBdzKt4ZMQYIw78UyOQGGvYLnTN943dkyFanxsnSFNaQKqvHOP7LwJrNT6kdphnPhcGEEGETr+/Ohn6pdvYGGVhF3aDvccwB4ri2eXA6bfiuQSB+PmDNKYvRfPdZjHXmCIPom58MXS/P90eWbHDFjGbTudd5h4n98WagcPVmQ28Wd33uhekpBEuP+K5TxdAVQoFAqFQqG4M+gLoEKhUCgUCsWdQV8AFQqFQqFQKO4MH9YA7rDFOAbxtQBb/zPoXgLXtmDU2Drwa0wQNbeAngP1BeKnjDvB1vxeaLlYdA0vxwQauDjS7yYvYsGAb68TlN1xrcSUSajQH7jNQJ7JTqHGl/fP/3Tj+q3vR+LzG2i5fhVbvU8H0tzki9B5gR5qX0HPEER0UQUbkBUscYLQFIJ2Jgr91maFj88nIYPeLAn7hSNoPTxYZJw63iZupxieeBZaFIzNAuuX08C1M+Mj/XZ/AO2QiEnC/2Ftu9BYJtIZtZXaf9u4rmpZ6LzbRufllYuPCjRRF/k9Nw92NGDB0ISVkAV9YPQ0ToqI0BrBmqZMwoIBYs9cpu9JTXADTdAzWOJ0ietewRXClEVEXlkR8/cJQCueJuYWUyDSEiymrLh3TPTrxTUi9JoBouZs5XPc1x20XY+kST0c+FitjxBpKLTHnaN670HbVJKwPcJuckAd6iM7z1q6zyAiQyf4c4Syv+7ccqYDu4zLQve1yeWKQHY0O5+STcugFYf5/m3l+q2jAT042BRtlY+LbEG/ZuS4+zHrKHUEzbeIAQszPZMKRFpK2yRXaXz6R6GVB61cg/7Vgz2MMcYcYP6bvlI5zsKabS2P9J3C54w3kHcmsPRplc9jBXTDDmzPtoXPT/ZE/etr4nrODixYKui3J6HRRt3zAO8Cv4n3mld4N7D/E+9fEfTcx5W+d5n5c6KDMb+A5ZzM040BtIKi35X2cVe//xW6AqhQKBQKhUJxZ9AXQIVCoVAoFIo7w8dtYPBd8SZozgGWhCFN4lCE6zrQQeeZH1ss0XITuN//bns7OHynL7R8f2qcHnmC5ecqYkcqLA8PYCCfHadOBk/L6BdDvzsI4/cjUAw3QRU+ANVz2x/fPxfDLQ0OK+x3D1Qol/iP/QaWGLHn9FfxtLyPjO3Gd5ybDpr92kPyReYnjmADsO8ihWDgS/ifhROkv7QTp2IqUG5HWDpfDU/g+AJJM2P8yo4doP/GgWiP7sQ5ph7sOQagSjExxxhjFuBlXeL1u2xU/uVG9Tkv/LzbRn1jvxLFUIu4f6AwOkFTdNAh6kh9ua/8vB68BNDU3ltJbYNFTOG0x3ilct3A+qMXUoQNFBfDir/L+9rhAhSL4YkP3+Ln2xEVSBIISfw+UHFupPsVXdUU6Bd+ENQTWHjYA7WPFzYocaSxcDxA/Z2+sPP+DFY845G3I1q/TCANWUZhsYQJH+DNYUWSjIFEhmERaRqRrok2WI9vnKKbgcK2gfrPt8SfGTtYZ/XiOQFDi9Hvx50/C64eLEeOYI8VJVXc4DvskBGhO5+GAp5gfhVjCyQfFp/dld//ASRGceNtfvU0x/1ToMng66NIbjlT0sYJ5pZh5GUKaEGz8N8aE8gKwBbpItMtrnRege/YjluiBKCEy8THjc90Xwe0UnOcRp4ilWPrqe+dhTVd+Std4yIo9nIECdhK5b2JhA+/0/cO7LnL+3y18GBvvH5rE3X1AegKoEKhUCgUCsWdQV8AFQqFQqFQKO4MH6aAHVAWvdjpiKu5U6Pl9iRM+gfYPbWKHZxfDQQgDxjyzGlOD3TbCVI3jo+ckmzjn+h6ndypR8vetYMdsfaNnbbB8niAlddRrPmj0/4kQq7TV/ri6TvskBYO+s8jUiyQYlG4FfrpRsvXV7EbObyCMzwEe0u6eYlEo+GubUnnrLCjL145TeMk9fVJcLCDK4idX+NA7TWAY7zYcG48JMj4jlMiESiMA/TzPvDf6gb4vxOkMOyyWmAHWlr4cv7tChKDC7XJm6CKtyu4yVfqNzULigV20kfPpQgD7FTDgPH2wP8P6ICm6YESxHH3v/wD7BAU9HCDRJYJtme+SvcACxNEpL42PPP+mmCnbxJpGF6oTD4DLlNdJJEyEIGJKiAp2TY+thwkcnhB3WTYVdkVGu+9oNQ2SLtpZ2q3r2J+7h+IKh0nfo0e2i4bKuOD2C3r4cZuQBt3llNvfoVjgp4vMDf+CXZwXg8i+QXGuKGAGDN5LvMxBxpb242PmW+Q6tFgnWP2/Ly4UTvsQBt7saOywvNvEo/NeeTSoc8DWmLwMhVH9etgrG6RPzMSuE/0J95epyP1ge4Au8V7Lpv500TtMoEsYRL9dc/UDkVMlDtQrP0b1eet8Lp9TdAvHc2f4Y3P4w76WvC8biyMPWB5zcnyecfArugQ6PNJ/JbJkKaz87E8wG7nHd5r/MalLD3McVumfj33wn0C623n70Y1/vH1PF0BVCgUCoVCobgz6AugQqFQKBQKxZ1BXwAVCoVCoVAo7gwf1gBWEFLdGtd9RNCHLIV0JCEL7h10SdZzX4QLkPEnR9dIhus+GiRQWNC6VMOtD05gpRAa128l2GZdOtKE2Ct/H26J9Ac7WDC4M9clWNBNTYEfy2ALUh9I55AHLl56m8GRHZIGXBZWCrD1e7pyjUUH2qsEUQP7yHWEFuwZNpARhMB1P3mhNsqRa8CG8sddx/8hAEf+KKwaKshbygnKK7SNHfRl13Ohahfo7wCawl7oSNEWxVZo88J1GSskfFyEjvLtRgKn9Y0+v81cR7KB/UUFW4RdOMF3ntr8IOV2aFUE/eS4ci1OA02QBeuj39kxQT/vItfE+AmSQMDeJWz8vAC2MBG0uK+9GIcwp5QLnw/CzrU0n4EKfUFI4EwGLV6DJJ2x5/Nd90DtOG18fnILXb8HB6N85n3w2D++fx4CzU/2wOfC4whWT0euc3Kgh/Yw3+UobqzAuAN9WXO8rQJY5DQxZ0Sotz7T7zZhv5XBwguCj8yl8N9KPZWxXvg9+4dn+uOF2sF3vL9n0NH2BpI1Nl72JcDcLVIcYhJ19UmwkKSThd6yb6TF8xNog4WHTT9BX3Z8fA5gJTN6mlyHRz6fHh9pTJ4nSB0Z+dzqQXu8ez7HdQZs28AGqIg5016pjFfQ7LUzb4MOvmZHYVOVqS1bg3sWYvHxBH0+P75/Xk78txrsCbgufD4aQbO/BrBIEn1mhTmvedwPwJ/d3oNdWOTldUl4TX0AugKoUCgUCoVCcWfQF0CFQqFQKBSKO8OHebwGAfWhE9ulgYqcgG4Q7KWxZ6A2RXKHgWX/CEu0p52fN8YEX4GlUpEyYGEbv+358vgEFgevDS0dOBXhAn1vBI+Ag6CU/RnK3vPl8QnC61egpVdBndRCFjTXGa7R8W372w1odPs/sWMr2EK8Xeh71XJaMiBNDUkNa+HL0g4c2Wvmy/mCzfs0jOCEng1vhwO49Xuw6jjw05icwUv6skOLAKBABQXsgLaqYJeThaXHvlJfvs3c+me5kvzgeae6zyIA3VagpqC/Wst/y4IFwWvl/eYpEieyoz9T5dfAxB8LtKILwi6nwHgTfR4TBTqkjkWZLFC7K5N2cNpnB+eOLOxo/I9QIgBVaoRswi1U9mGCehE2HesFpAbCimgACcwMbfDP+5Gd98+QtBT94/vnJ5EC0w80h/rIbSXQZquA5GMx/BrTM7XjfoS2cmLO2NBiSVClYPuDrkrjkbd3d6H7fwUa7inw89JG9bE9cKrs+J0+byCNGHaR4gCSjRvYby1ibLkbzKc9P1aL8Dv7JDTwQApOPJNnkpTEjWyAjvwxaSpIm04ideoEz4mHI8hLOp6sNJ7o/uOfqH8ds7AVW+D55OS8Q8+/DFR0257Yee74ja5fMSFJpH2AxCxuv7Jj1VL5O5AVoGzMGGM6GCsHeGb0og+1hZJQzgfeR1+gb3+/Qv8/8LoJkGJVgR4eDJ8zrw1SzIKw0rEilecD0BVAhUKhUCgUijuDvgAqFAqFQqFQ3Bk+ngQCQcm72HE0wA6eW6MlzzDzZdkddkuOYmdOD87dK5RKbHQxQ6ZyrPC7x8Rpzgz0S3gRQeGwdIq7ZTvPd/DskKARv4Dr/sApmxF2Nx8mfqz/Qkvddqal+Hrga/Gwec6sleqwWzi90P/88v55/oUv+Y50yJSJ6nf7LugnR8dW4NCmb/y3biesN0H18JXuTwNu2hrFbvTSiC44AS27Cfryn4B9GD2n/Xuk6qD7OjFUYsM+BLvKRULKtkI5RMLHuhGF0a6w+1ZuLY3UzhFplcjLDkyXKY3vCKuQmmNhjJYidsg3CHN3dF9R0COZ7egU48shTU1134ld267QeeNO5Vv4UDZdoHvZr7x+b+Hz/w8bAgTXD5xSrbCrOmRwGBh/Zue5RpRXdD+xYxlSUc7gCBAjb6st0s7Xh4Hq0h84RdUBRX8QySW1EI06T1SmLvN6Xs50jXGHOhfJR/UEO3ir2CE8UhtDeJLZd76DN0F6wiER5Xfd+f1PPbXD840f60HysEE5omDJWg+Skgvs+jd8zigzjdVY+VywmR+TBDJZogdTEY4QoHsB1Yi5DXxwnSpUiGxzoIdjhp2+g3j+d9SHHqFM9cwru0PKeuZ91ML8enqjCXrun9l52w4JL5Hm+9HzMoVI92lXLiNbIeEkw270KlJypoHK30P6TW+5RGeHZ/yv+yM7Npxe3j+f/4XKfhMyjQPsTq8gWbuJtCe2iX3jbemj4Pc/AF0BVCgUCoVCobgz6AugQqFQKBQKxZ1BXwAVCoVCoVAo7gwf1gDmiXQpLYst3J60Ah7sWNaOv1+OkThw6wWPHuncvj2+f3YL57XdI2kxBrABuAnLgbpReVPmXHkDWxQPKQvJcM1CDxoIkK8YG87svPNIuodx5FYNbSSNwdmDc73QTRVIf3Bv9Ls18vPmG+kUc+W/VcNv75+vYFXhBn5fHjSG4wIamCPXsozgLJ68SN0wf9x1/B+BBbRn55nrfiI0y+uJjv1JbJffwFrjQeh3CmgzOtAOccWGMSvo3EKluqnCViUVqqe6y4QPGFOgHVsPvM2PkLrSj3SetNkwUN4imqc50NGB7qeK/wN6sE9yoIf0jvchCzYOndDhYUqKA53uNvL7bz1oUaEuBpFwcgGLh3L6jR1z18//P6yFOmsXLoY9dFRPO1hdDUUklgSaM2ziY+sA+qXekz7uYvm99hbsp0A4HRzv7zFi3XJt2wrH3IaWPbwDDVBGlI39TqQN9lbWcU3xcYDxBJqqUdhvbQU0WjAWDjeujX2+gA5VWAytYBEGIR7mTZyHNjCu4Tjmz50Mmrp643ZOMfwYDeAGdmnOcr39BvroA+i8O5Gmgokvq9C2n6CdV9CDe6GpdnB9/ByEVtJCf81Cr1bBcuwNNOp7FXYpIJbv4FmQhGYTLcyymCdHsMHqIJEkCquzAc7zZ7Cm6cT+BXgOfXUv7NiyUj//BWzaxm/8/m/wnG8LWOllPm+cIJ3p0vP3mlT/+FyoK4AKhUKhUCgUdwZ9AVQoFAqFQqG4M3zcR3+lJUsvvoYkCOywNv0ktpU7cK7PnL7sYMnWgVVBFVzWDtTbDI7ZD9c3dl6BJfFShV1IBuqtYIH5fT2A43t1RMV8FZTFMNAScP/Al+InT0vHCVMMVk6HeUiduByBpkicbkB62PXf2bErWGl0M92XbXy5eTPkhB47coxfG7+vW6Uy9eWFHUuCcvgsPFyojLsw4N/AWuinheqiCGojAB1qqrCPgDpgVJ/ldRMLbNvH9AyxbR+/1yRTBH/vA9A5ImZlGSHMvVIfalnEsQSgMwSFV8FpvgNLn97z8zAPPgId7qNIUMDCiwQBB1RlnahM/o1fIwEd1a+QNLHzirIdWDoIGt1bPj4+AzPIN0Zh57DB3Nh3kO7iZQQD0PUHkTqRHt8/r2ea155E8s0Abfza0+evScgQNuqrs/gtuwNFD9erK6e5CvR3YFdNL/pg6sE6RMgGPNDjHXyuTUg0gObyF0idEFKeDlJIYuT9oEAwyEuFdJ+DeBa8kG7k4Gg+vex8bcTaF7pGz9v8tvG6+ixU9HcRtk892C+h1dlQePtnSEIqO78GsMOmAwnAKtaNssO5EKRHpf3N86J4JmcYKxXkRuuRnzf9CvM/UruChkcLt160j+9ADoOJXCL9JcGY8vgMrfzBYwOVsYh3iAbPpAR0cPnCpQjmFWR0B7K+eRBj6PpGEhgn0sSCE8+DD0BXABUKhUKhUCjuDPoCqFAoFAqFQnFn+HgSCNAeTQTem5GOZVhuNyIVoYNdwM0IR3/421Vy0N8Fb9Zeyf07P9AOme8DD6g+r0SpVRGAznawwhLrmDhNs8IlR6D2stxVO0FigqAbHVBnEXc0jYI6QRr5jWjZYniZ/Inqo7yKJV/YqX3NtPTcrfwaaaP63YBGaJUvlQ9AKQYjdkj9oP86JJAHSFf/A9APASi3tvMTKxzbBk57JOi/DelgQVMZB8eAUq5iGb7Cjrkgdr6xXbxAo/rM26FbIPT8BOWr/LcaUBtV7PYcYSe0hYDxEMTOd9jV2Xkok9iNvgEV7avYIw1142FnqW38vlKk/pWBYqmB76y9wnnlxsfy5b9i59t/KzzQTV5QhZgmMAOVPUXeHk+wrzzc+DWWgcb/Y/n6/rltvA+2HSjQnea7b/NXdt6fRqrPVMTOTOjjqVI/uwmq3Ra6vgUquo687A+GqNjB8znDw05NHJ9JSFRwZ6YF5wQnnAga7vQ8caqwvdBvHYCGu73w+7/5Fyof7BY+BU43/7oSRTeJ518vpoZPA8iLgqBbE8wFuGl3y5x6/CnDrt3wCzvmIEFjAcnS1XEHjz9DSsraUd+IInWkAS0vXSRQAuJxB/eFz0/Z0rOrgNOH33hfc7D1u4qHVe5oPHiQgyU5PyX6XgCpjBNSBA9jpYm5u8A83G8k52i8Ck1/of77AvMz7vQ2xhgDCWfzzn/LCnr/I9AVQIVCoVAoFIo7g74AKhQKhUKhUNwZ9AVQoVAoFAqF4s7wYQ1gBOf/m0hP6EBHkNFiop7YeetG3L4V+oDuRhx+KcSB70LmdjnQVv3D9c/vnx8Dt4FZImkFj9szO1bPkH6BNh1CU2Vg27aB7eghC9FHhe3tmWtRqoX7smDNsvNrWLQVge3yTWwDrwtas9zYsRW3koNexhZeph4STypoJZbANQQH0BgUIfN6a8KD5ZOQwFrosEhrDXCQhzp8CBd2WuqonV0SGi7QHOGhYoVzPaRVONDAxcDreuhBO9vzOjuBrqaBPnAxXAO3rVTeLtGxJholQv+S7veho9+eDnQ9L5Jr+oHGnj/g9YUjv6e+V6PQUYKTf8k0vjYrNMGg073B/LLMj/y8jTRx2/jCjj1+5/X9GbCQdpActx/xBXSTPbVpEP3sGbS8R5FO8XiDhIMeNL8nYVPRSAN9eaO5NjieHnAFXafruW4INavtSu2DekBjjEkwEU+QQCAfIAV03sbxftEwCQm0x1noKOeF/k4Vnzv8eot5oT/+HSuWBbqxG/hc0EO9gYzSzAMfW12FebKX6Sd/86f/YwGaryKsSbC7ffVgObTy+3p5oXrzD0/s2BWSK4aF6n7deB1ePH3P99T3ShKpK2D9siVh2wLTywCazV6kDH2HKQSliKPlZWpvZNuWHnk5POj5V/jhtvJ3kmWjH/BgWdWE3vLi6Z5TEZo9ePYeNtC9Bj6+dpgrIurNk0jugdQ1a17ZMWnP9xHoCqBCoVAoFArFnUFfABUKhUKhUCjuDB9eM9xgiXYS2/bXBpQA0A1JbNt3leirKfGlaKQ9XYOt3obbu9SNrt8c0b4vlSdTjDMtj94O/NhxpuXsCLS0+SK2dwMlXCF2otx42ZcJ7Bje+FJ8OcA280TXz698qXhfYZv5CrRW4RTTCtRjrJxSWx+oXKfvdL2l4zTZCOkqF6AEjtJmAZa9FxGOfhC032ehu4ET/MTL5NBmB+jQJOjL8xWo1wdBU2HiAdBKonuZBkv2BtIgnLCBOWT67TJyiqUHGuxQYQwFfl87WBCUDGkQnlMRFewDBmE7copEdQ0nSj94mni6xNQRJdxD4oF0fpqBfi47L28G6cBeMAlEOPLDEEDKPngu2chgYeOufMpaOk6lfAYmkBqwNAZjTAJ5zJhgLkzCpgK9Q3pOXy2B6KsA9NK+PbLzyhv91tpTPWwzb/sXsObwYu4eb0DLTTTXbLuwi/E0d28J+oi0UQJ/i2T5+oJbqQ4yzF1p5tdYC9VHvtH11k3MOWhbJeyBzP4X+jyDbc0sKDpL9Ts6qsPvQg70GOi3byKCqIjkms8C9jUhhjE9JrlYSL7q5COf2n8WcoYL1PcBZRjfebteCtVhBgnJIYj2giL9zi4F0rWKpfZyR95ew280n+7Q15qwg9qP9NuDkDaZBteHsbdlPhd6GBvrSJ8XMYbKhcbGLGxb0k596gXSnuL/k/evHWJXGjz/OyGj2EGa0N34Q8m2P56KpCuACoVCoVAoFHcGfQFUKBQKhUKhuDN8fBfwQkv2OfDlSwc7tXagG8fC3y8TLClfAt+Zg7tnXYbEkJ7vaFsjLXuiq/m0cSroDFTe6gSdASv4PTjX+8TPy7AsvV9pyfr7iZfJPwMldORLthG2oOEuyNvMadkVltgvQG34Kz/PwXK2CC4xh5mWs19g1+e68CXwuEFgdwdL8TPfETpPdGwUdHPZPn/3pTHGZAg57wTFYK9Ec9oBkkDEpm00w3dF7PzaSXJQcPe0oJ/sQHUTgfYtnUiJGakcT+L/Wx76V4REjnXm/fANgtg7oMSaEZT9gX7rMPDxdT4RrfinM1HRD4+8zacDfc8GpHl5H6qGypF3XoflRufWhY7tWe6eA5kCUCU1y7QKolj2yssxy+3pn4Bro3J38v/QcKwCFb5Gfk8D7HzdBN3ood+tB0gI6vju8GdIWXlcqD3+MvD56fEVkhWy6Mc9UFZIKYnEkFaARp5onlnMF3ZehNShZESfGalc7gq7gDdOXb0m+t72SsfmmxircPkliJ3PMD7rG9XbyfIy7bDLsk10/73oq28WdlILqrTEz++DxhhzAFnBPnLqccPd6BuN6Zh5X7NP1F6WV69p6eX98wLPsZe/ClnWSFKsn1/AYePAKdUIu2934ZbhduqXuyM634q5xfV03pSoHbIRDh4gowlBUPQwZHeQVL2JB4XdqZ9j0srq+ZhfV+p763c+Jy+w89nP1A7uwF1Ljhd0VaDn2GXi9z9f6Hu4M9sYY0rQXcAKhUKhUCgUir8DfQFUKBQKhUKhuDPoC6BCoVAoFArFneHDpPEK/L31XAMRPB3LG+gSRNpFBL3BJgRsHvRmFuQB0XOeu/8rcfHpEba3X7gG4LkjrYddhWYDXNMtXD8KDQSmGLgH0pG4F172X0BGNVz4RRrUcJvB4f4qNBuJdAQv8LtF2K/UDHrLwH9rBf3ZEXQJRd4YaCJWSBaZDLejCDf67dqJbfv2x/zfIWBihNB2TOAG3zLoAcX9N7DuuFl+jRNoSZcEmiDL+9CAljNgYdI1oQEEu5giXO0tOOX3HZVxPXL93gH0lumR9DGhCAsb0H2eJ25VcTz+9P756ZFsYI4PXKczQPIMSA/NZngdbglsMYT7/VpJp3IDm4ndcJ1WhnQFu9D4zZvQeoHdRb/y9spCB/kZ6MAeaJdaZhiuO+jQmkwPQusgkYp0a3SPw43a6lJ433I99cm3F2rHPyVez/sZ+qCYT/2FNHxlgt/1/Bp1gL4Lc1Kduf7tdqB7aatoG7D+SGBNsgmd1/ZM9/V8ARutGx+D7kbHrNSovoCOqqPvOZlOAnq+CsEKxfHrdZD2I+e+UD6/DxpjzAppPFFo4Dpolgq2Io5Lfs0G2rZ85Tp6B4kn8Zn67zF+Z+eN3+jzZQU7pxvvQ3MEHalIdSmQunFAqeuR617jb1TXN/fz++dFaDtPoJeNjduloFSuog3cq9CHgu79r7D3wK28TKgB3BNP5ygwl73BuF6FPvYGNjYYSDIU/kxGuXASOtUc//gzWVcAFQqFQqFQKO4M+gKoUCgUCoVCcWf4MAXcYEm8b/y9sRValwwY/i5sOhxQoE4sV2bYFr6AHUsYeHpCgZDy/gLO9d2JnZdG+rsXy61nsBl4OxKtMt04bdaARnOQYjAMfAt7giXhfBTpDGBpsQCNYFfhSA9u4j7RPa5J2K8Y+K1NLAEDJeCBlggbXwKfR1pWHje6/tILagOOJc/r0JUf83+HBSyInoTx+Q7lDwEsAhaeErAfIVli4fTNbaD77MCe4rZx7mTsqG/7DuxXIm8TC7Rsb3j/6g8Yjk5tVHde3gxtmRvQiuL/bx1YH3QDb/PzkeiXCcZGN/IyeehuO9AXSdg2rGBHk944TXEFhqg8g2Rh4XWzvoE9RfqNvi/oHHOFFIoHTlPV18+34CjgI9WJsrYCHDDIC4KQEGwwdgfZjh5ssIA6LsLpf3mje089zB8Tr+ce7F38xts7nKneu98gMWPilGIBa6LlCLZEhttZDC907HoSiTYL9btiqR3zK5/jXiAJasbmXvhvzSD5eBFyiBroi+BaY/bC76suYBcF9Hh342XaDNrWiBSHnv/2ZyGA/dQmhoyHZ97Uw3niiT/A87T0/OAVrIp6SFZxy5/ZefYv9L3tP9G/tyufg5Yz1eHjLqQIID9yMIb2K3+uF2iHAMkarhc0vIc22vn4ciixgmtcRIqTgzmvXKk/tJVLFn4DGn0Tlmu3ncZseqPvbaK/jvBb606U8rZyiYkDSY0b+dwXZk0CUSgUCoVCoVD8HegLoEKhUCgUCsWd4eMUMOwCW8Uy+hFSN5Kj5dsp8CXKzdJy69nwY7BBxlQIf88L31XT0FEfEuoHz6mNS6ZlVP/G33N/eaK/x2/0+XYSKR6Nllv/8kTXf3rj5w0d3VepYqdeohtrO9XNInZBYWLCDLTvtgvaB3YmRV41pvVEHd4sUTttFfSto2X1dCJapa6csllgidkuYnfrD/qvQw/tujlOlfZAx+2G6IfryOnLbqb+a09iB+tK97mAC/uw8sreQMLgR7reIELJOxhioReJD5Uot6EHisEIGQF+BynGyGmqAFvOvQh9H+C3Q4Sx0vh5DXbmJqDA51deT29A+36/SHqT+tQcXuh6Iv2mGjr2vMMuYEErrsBLryuv3zJ//g7MbDBlgP9+hnSOADIJJ9rDwXxVHL9G9Cg9oH8/eX7e9yONz3+GUPt55+kcZv1/vH8c+p/YoZdA4yT2sKt05tRTmCCB6DvQoUexY9vSsfoqrrH88v75An18M3xXZXiGXe/gljBX3n/2G9Xp3p7ZsfoGc7Knz5uQIRhwBFghFch2nL5sM+wqFe1QxM7/z8IGcpBePE8zjOsKki27CikHrAE9OEEpehqHeaa5ykZe188wtxSQR9XI++EDJAT99ch/qwPKOsFc4AY+7+6w271Cwle38+vtIL0RQ8/smB4EyUKnnUtZMJGpONK1XBOfg+qNyvhNJJJtMzzXO6C5RYrHK6QG7ebx/bN3/P4XuP4l8XseOv78/gh0BVChUCgUCoXizqAvgAqFQqFQKBR3Bn0BVCgUCoVCobgzfFwDCNKBUIUuDbeP7/TZzlwfEibS8ryKhIszbIuuGAWShM2CIV3JsdL1vwtrmgF0hK+j0EP9RhqDNdBvTcLVvoPt3R1oLP5l4Pz90xXuRWjlAqREmO+kWWsHrjeYIa0EnUlK5Xqo9kr3Mkeu5ziBk/sNtIi557qXVum3N9D99UJHsYJmcyr8GsX9GOuDArY6reOaumGG5JYr3Us8cUf6BtrUNfNrjOBk/7ZQ/XYi/Sa6/t/8vFfe5x3YzrvAfysMVN4Y6Zi3/LwIuioL3ctW3l7G0fWsEUk78H+9CqrClvh93TbSOr09Uz95vf7KzvvtlfpluvBjN7BtWaAOX4SV0AIartZA27lxjdUMfW8QSSBNWDx9BirqlW5CDxahrSCpporh4sDSJe1ndmw/0/cOkGi0V/5b443mwstKvzs+8P6+DWRh9CDmkw6sKdJE+qqDqNYCc0OCcefepO0R3L/jc5z5TuOkDmDTJGw1nkGndoXkI6nfK6+g0RUJF2+ggRtBK7sInRs+2BzYNNnMtVx5pAYsC9cHDoWX/9MA2tia+JxhwbatQueT9l1hoGcSznfGGPPVoEUYff72nd//9J//5f1z+fU/0+8Ov7DzridqpEFoeWfQUVawQbOWz2MJ7tmBzdJx4xrlHRI+qtD2r7Bn4Qw2UmixYowx30FH6CDFZi9iHgP7lbJwXXYFuyf3Qm104z9lppGuuX7HBCGh6wP9NrOcMsZUmTb0AegKoEKhUCgUCsWdQV8AFQqFQqFQKO4MH6aAxwrb9ivf3j+Aq3cOtBS7DJwOjYH+dmIJ1CCNiiHqk7CLSUApof3Gxpd53+D6UxKpG5H+7mDZ9+b4fd3AImH6hbZjt45TEa8HWtqOgs4wR3CXB/f716ugtvGewYW+CFp636i89sS3iL9dsb7BSkIso5ed7qvLdN4qrE7GgZabs/ivwvqDfGBaAZuBwu0jcgQqDSiQceNlvYE84OHK+8Y8UPvFGSgQYX3k4wt9Bha18tOMBVukIOw+gqF+Ux3Yh4hrOGhWDw73Xo5eoDZ24XaxZpBYANUzZ16Ht1eiD3/7/vL++dsvPAD+1wvYIrwJi5hC/WidgcK7iQD4QL+dDIyvwuupK1SOV1GHVkYbfAJcozbNgq73MNSQkek8H8d+x3bkthpHaJK3lWjZAmkuxhjTLLVV31H/yS+cD7VAI9dJ0MiQoDCC/dQsnE0OlqjjciUrmeD53NJAHpONoMMqWVP5b2DhEjndet2pvBksN+rM+2qFMZ6/8QeKA1ucDfr7ljl9aXoavO5K878VkhdM8Skdp9iXLPjnT8JQUG7A63qBCcBasIQRdjFDRpmLsIgpVFcOJADSmsT/K4yBL9RPbo1bs32BpKrwxhM+LFThCtTmKMqU4V4GKNOr47/VeXgOb7yPhg6ew54o8GchqRkq9Td3o883Udc3sFlbBBWdNuqHC6QB+Y3/1kuDfgkyl63jY8NAOtcgZD61KAWsUCgUCoVCofg70BdAhUKhUCgUijvDh/mTBVy3g9gBuoObeoSEiyxSBtwOuw8jp0ovkZY9e1h+b1nQyLDzxyYI8hY0b4CdkynwpdILLAlfIbnBC6rQAjXR4/Lwq3CJry/0HRFyvcOu5XWH4G2R9pBXWsIeVlpGX0dedgepC+sLp58uhurgCMvorfGl4QhL1muA++/4MroPEF7tOP00bj9m51uD9sfPxhhTCt2/h11mWUgRnKN2mMWy+QFoletKTvbOc9rHXKg+GlJWhu98BLN+00SSQT5An4cTmxd94wApHnDMig2NyPvumbdPgvZaVqIz5hunGH670H1efiPK7u2vnAJegCq+7pzCXN7oXt5gV1yqgjoD2YbF3XOO70xuicZQu4jtqU5w3Z8B2I0bA//9CpRlB/+/9lFQQ5BolDreBy3Mmzhn+lmMY9ixnZfH989l5G3fwe7rRey+tBeq2/xEfXcUUpbvjua8fqdd32UQtNPew3mcbn6N1N7IlD2KJJAMUgEH2pOLFbohuP9SeN/6rQBVWECiY0Tyzwa0L8hhauDPrgqUYkp8/u/9j5kLK+hNdqH5cJHmfwuJWT7w55O11F6rkAqhxMR9o2fS9U/8/teNaNTp8u3985GzvGb+TvPpy8jH+Pn/BUlAJ0guEakrCzg4eJi7FyGb8Zbmqxr4s2u9YUoI0dk3x6l8MOYwBRK9TOB9LV+oT+1CbYZJXg52C7eNz2MWdhlvA43DJhJDfMV25g8AaQrxEegKoEKhUCgUCsWdQV8AFQqFQqFQKO4M+gKoUCgUCoVCcWf4sAbQZ9Q5CW0f6NlqJE2FF67jpZFWwgZ+rAcNg2vw2QuHb9j6fJhBExLFVnxwvE/XJ3YIXdL9DuU9c5d88520A38Be4Opcc1KeMHUCa6jeIFzD+DWn4SeZYBEhhtY6ey/cF1eTXSNLPSGHeg5EmgFzYFrFi6g9fOg9WmGCymukMhgLddsZPfHt5z/I7CD3MY7oatyVP4J7E1uletj/G+P75/rxPvhaukH0J7jVh/ZeRZ0sKjnnC9f2HkoCtk3fo0pQZ8CrcjacTuisNLfEexEnEi/2cEyYVu4xmS/UTnmBXR+F943Xi+kifntQnW4fefWDzewDNp3Pm4yuN/vYBnheGCIKaBHKnCJXVjuRNR3iTnl5j4/CSQ49HoR/4cGvfEK50VhK4LeQU3ohhYY8gF0uLvQQ9kEaTSWjqXE56cBphrfCT3sAQ6+0r1sHdeyZmjHASxRtsTngQ60ofOB1017hjqAKvxVJGl0oMu7gpY1Z37/Gex4fOOCsx4sYwK0yUXICDPoL6OnugmNl2lb8Dze53L3Y9ZRMHXICj10BG17hed1kjox0IqjFZUxxpQVEjnAEs3/xp87tYdKnR/oOxf+LLz1oKk/8OfJauhZa+Fd42UXukRHz/I3aLt24e21QpskoRO2jcqxQR86VZFcAutjF9CXJ5H21W+kld7E3HWDOf4G7zIHkTqyZmqYUCGRRli9vMLeCZ+4frsW/tz4CHQFUKFQKBQKheLOoC+ACoVCoVAoFHeGD1PAYApuogiNzmB1YiFc24rwcgs/11YRog70IwanW7Hc7jzYqsD1rf+NnXcolApRLKe5tki/ZfMLnfd8YOfFB9pKHl9oiTp9ZaeZdKVyzM8iKDyC5UoP6++JLyOjNccKAdDFCouBDtITZt58EdI/MtAZNvNl6QGvAe3QBn69sGFgOy/GOYg9/p8EDEY53YRdCgS2v4I1wclwymI90n11VVDbG7VfrdQOu0hdub3Q/TfoQ8PGKbG/PtBy/kFYsyyQ8rB3dGPfRbJ931M5nKF2bUGmYkA/3IR9QqIxsL3SGF1nfl/zCs71F6IYXsR43eEaV5H48Apjtn2DOjzy36pA0y+Q8BEFfY3jfOt4OVoVTvmfgIYJDJMIawernwgRLkGEuif4O1bePzMk9QRo416kjqRIx1ym9hUlMht8zb4KSYmlNqiGxky88r56BsnOAnKYa+Gc4hmkLPlZWF3AuRXo65T5OL4FoMfhc0i87SvQnlnahVj67QTFsMK2JyDFCIkpZuXzMwS3mD7zedIKu5vPQgTfj2x4GbYIfQ+TdYQNkOuARhYxRijl2E70AHBRSE/gezbSM3N28vlE/av/TVDWT1TG/Ezz36NI3VpB9nNA+ZLj/fDbTPPzl+6FHbtaKocFCvga+LOge6M6XCf6rV6kR12Aek3CLqysNFYaWL1t4t3IO5AssWQpkU6yA7UtbPY688d9YHQFUKFQKBQKheLOoC+ACoVCoVAoFHcGfQFUKBQKhUKhuDN8WAPoYHtz8lzz4yL8DRqDXbxfToHOk6qJvSf9RQd6jpK4ZgVTskbgzZeN6/e+w7Gz47q8BLYgodB51yb49guVI1jSL9VvZ3ZeBU1EF7gm6Q2kNBk0G4eV6yivoGGI6FVwFvog0JhVEX+3OrC0ARuc2QltB+heAliJuMztI2qjerNCi3FJn2+/YYwxDnxgSuQRP81S3Q+glXOe1+GyklVBFX25z/S3Bb1J/8w1Qe0I2inIZMuF/1afqYyl5/X7DNFYR7B3CZHrSCLor9Cqpzg+ijA2bBbWGhk0fDtYZMw7L1O6UbuW9eX9823jY6OtVMYiY+cgbitBhNIyC8udC41td6AIqdvCVWxlgfgnw9F2kQH1CWigFUtFKO5AHxagfXehUbJg4WFGrqcdFujjoCNcVh65dyigB4WpfAtiznyDuLee65zCTPXXwPaoiDnjupMuK1mwNrrw8XMFveos9EsJxu6Tof5zW4QerIcYR5hmstRKBjq4X3nf6lAfDnrAZrlVxg4/UDPNu0HYlDkYP9KarLrP74PGGJNAD+uT0DbC8yXDc9cKq5Ddg61a4vWbMmj7S/o3/90YYypYGkG6o3GVP3f92wv97oH3jZdM504wr12E7ZOp1EdXS3ProfGyN0t/zyt/VmH85wnvSzjJvUWqw/T/pu+8Pgi96Q7RbVIPCvGyXQWdn7A0Qmlqg1jcJu3XwHaqRj7OXZXq378PXQFUKBQKhUKhuDPoC6BCoVAoFArFneEPUMC0HOoMXwLOG1AWHpbDg1h6hWVOV/jysAEaYIelVy+2S1dIO7hlokBGEUxxg8vvkpYDi4y10b2UyMu7AZ09dLTs35rYwg3r3p0Ty+gFUjcGsMQonOZLQN+2CZaehTu73+ie88Cv0d7o3Degb72w7RlgWX2Hteds+JJyAcf0YPmSvRfO85+FHexzbMfvfwSCcE5Agez8vh4gkiIlQb8Bu/P9kerpcRcWLiBZiEDv5cT79fX8QuVb+bEuUBn3SEMxdsL6CGQQDixXkhW2PRnSZITtyAaUfYX+sDcuWVhv0DfAdmO+8jIlcMbfDKeR45XK8YJyi423VwDa5hV+Nwh5wQWMTcarSKiIf9z64L8VNmHd8jbwIClw0GV2YZXTgyVUWjnNg3eUDNRF4r+V4N4XsIfoRNrF2pN8JYpUhFaIRkMrka2JtINCZUwwn/ZV+EOlBzgmpEIwh76sdC+dEAQ1oOUyJqjwIpn9RuOiNH7TI3wtQSpGm/l5DWxQAtiUGGEPZcHSpCRhx+NFhX8WID2ribWczUI/hIQoL55xDtph7YS9DST1RJBh7OGFnddBv8ye5rj4LNJULI2bJGRZTy+QCvRIn18GPr47kJF0I/Wnv4hpIFaaJ97EW04HffY7pPVkISOI8J7weqD67Df+jDdAvXZClrM46huYJtLtwgYOrLN6iGtJggKvMB9ky+f403/FI1lXABUKhUKhUCjuDPoCqFAoFAqFQnFn+HgSCFCArgjKwuGSJS37OkFRoVt3FQkfEXfBFPheL+hW2MG6wG6sWvn6p4ddRbvn5XVXoE4G+t5JUhFIxgAVa1/e2HmQT232TVAssFpcYNcuOtUbY4yB1XK8FyuWeVslGi08C/pppGtu3+m3piO/xp6AbsP6FSvbG+w4KiKFwDlep58FTHWxgopZQRJwGIDaXDkVNR9hJ5VIkgiwg7WHRIY5cJoHl+kdJHo8HwTV9w2oo05IEeC/XzbQeVbQ/q1RmQL0jbnw9u8h1WFrIrAedgnWV7iGl6H3dKxA/Muc+f0XCCKfG+/zFWilBrs9ZyfSMCJdwwEFnC+cHrEFwtuFTOH1BygRksfxKXfDw65aoIOtlFfA7lMfeJ9JG9WfAyqvJRH2DnITB22wZ7GL3FI/bjvvgy+wQ76HxIi0cVofGeHaYCf6IOanFdwSMm/HsoPTA1CRzvN+fIM51GYqXxXpHA0kIKNIO3oGmc4Rkh/MyOfufgZJDeyIbULKY6D9ZDPEbTI/Ajxog88ZAZ878EzOTuwcNZDcJca4g768gUSldrwd/EbfKy/gMDHy5+kcgW4Vc3IIRNn6C6SCibnAQGLSDs+gJ7Ez+QWoV1fF2APHhR7SNG5CKnaCZ60HGj2J8VquQF8b/lzcoP8ewCFgPvHxlYHa3kFeddr5BHcBSnwQsrfV//HJUFcAFQqFQqFQKO4M+gKoUCgUCoVCcWfQF0CFQqFQKBSKO8OHNYA9uGevnus+Am59ho9yazq63wdhJeNBw+Ib/Fbh2g6QERiLliAHXqYKGoPshUs8071ROTZh6B5BN1U20Pr0XPOREv3WIqp0Ai0CJjcM4r7Qhb6CwzvqqYwxxli6l9Vy/ZoBixj/QNefC9d2RLDqyeCSXqWTOOiPgrC+2fof83+HciUtRjtwzUZnqX8t0DfaF663mHeyfnma+X29nej6h4Wu74WeNYItzAvoakahCXPQv/aTSH8BnWqEgdOJdIl0pGtasPuwSVgOgF3K2om0ggW+B7Ytq7A+2EDfu0L7dzPXCq6VyjQLK5kMqSEe7DR2Ud79O4w9B7YV3W/8vFe4XuDlGKvUan0CQHspXFWMhXZEWVK/idSeANYRIoEog8VQ3UFr6rl+ba3UxwfQDe2iT/uR2qeIJAwD9ilrBq2U0MChLrP0dL1+ljY8cP2jSB0BnV4Di41fhV1MD7rUCuXdrZjHQFOYRTuMoJudcTiJOS5CXRdIQvI7v68ePH1yE+Oz/pi50IE+vAn9Gv4VQOeWRWpPg+eJqUJjiXUKaV/DztthiTSPDY766CXw5+TxRqUaI+8be0/pWg20ct2Jzy07m//oXn4RemgXIE1MWDC5SN+7rKBZFGk9C+qtPViiLUJTCDrKJHV4IJ69GhiH33mf2cHS6bBg3xX3BRZJi+fjPCbVACoUCoVCoVAo/g70BVChUCgUCoXizvBhCjgDLesEZWF3SDEACqwaYR0B69LVckokwfZuD+7vVSQarJ4oAWeBKl049VbASqMT9huwimxioSXr28bpEaRmLGyJD4KKSLD8PJlXdqzNtAy+wPJwFrY1LtJScbgBbdxEKDlYaTSRDGCBOu4grWANgnrbqC0rXs8IKx2gBER2tXH2B1BvxhhvyS5gFjYTO9gOWLALmi6C2z9T37t4fo0AqTaQ/268aIcECTVj9/L++fYmrC/AqsL/yvuXg8SPBH3t1guJxWv9N8/LRVBnQIGvVz5GiyN6qwCNYIWVUAVrpQJWN6/C+mnN9Nu7cKuPEEQPLLrxYmyUHuj8RuNwS5w6igOV/UVYH5y2D09h/zgANV57QS8BpdTARmmPQl4BSQCrsMSq0MYRqV1x7x14Z92A/j+LWKQVaM89834RIQmjA1q6LKK9wdIGXTCKKPsV5AvTKx93FmQkFQ45y2lJnPN38MeyYgxmRxdJQuYyeOpbFijmKpKlMtDIsSe7mFXYj4E7lLFJSJuO4txPQoU5vhpR1/CMyizVRczbtv+bxzp4HOwL3eMi0ncGsGMpkPDVxOvFXqlM0s6p7TQ3DBih8ys/bz/QXNBAbuAHLvNxwBz3XrY5fS4Rjr3xdJJ0omN9QkmZsM7a6f69SPXJoBHBRKpWxbyFZcIYG2Hb5BL9Haoob/3jiTS6AqhQKBQKhUJxZ9AXQIVCoVAoFIo7w4f5E0YqiMDjAsv+FahiwbyawpI1BHUCO6mQbitV7FoCOhNpuF6kJ1hYznY3TsvNsMPtCNRGL5JArKXvVQgRd8KcHJfA18SXZR0kUgwrLVnbyO+/AQ3SMKDacIrFQ91vHT82QnO+wrJ3abwhHiL9nWEX2J7E8jU4qFdhOx7EEv6nAXZ+RbFbNnfoug5pL2JlvPtOn4PYteVg5yKGvtuOpys4oN8XlACIZfgZ6FwvAuahGUyDIPZ5FTsVQRLhwVnei91tmMjhZn5fLwPdiwcOZA28D1kILK+glUiN3xfmobtXXjcr0KJ5BZqycpqqm+m3d6Az2sTpnLQQPWw9p59ezeenMFio58aVLKbCHOdAUtHEDj0L6UQi7MegEqN00G6iXzSYCxzQkm+iXwS4nvUXdsytNI6vMBZ6mTIDVNaK93XlZeqBOl2E9MTD2DXl4f1jary8NULyDVL8gc9jDajiQaQzVKhvD5+z3KUZ6P5RUiG6u+kDUuD8njfp1PBJYMUQyT+4g9cBjS5UBKbB+B+ElGODtJYA/avf+f0XKEgGSUATCUE3+PV+F6lb4EyRNrpeOvMB5ma6xgYOG/JZEGCeWGSK0QBJWCDnWCe+4/gI09ANdlInkQqFlWp3LvPBTdYGUneCSEUqO43LAhEvUUgsNniuu53Pu2MnJ5K/D10BVCgUCoVCobgz6AugQqFQKBQKxZ1BXwAVCoVCoVAo7gwfFi+g5qsUoZUDPR+y/kU4pMdAf0t9gAGOvTjgvS0X3FWwT0FtlLRL6cEiIQkLhgB+ChvYJ3SiTHsBEUBH169O6k3AIkZo9hqkROywrx63cxtjTEV3edAz2ii2sMP9j8IGJoHD+RFc9xfhJo6WPhvURRG6Po+6xF1axMgEgM/B3kEiwc71oeFC5V+f6Fi/cl3mG1gJnXvhSF9JU3YC75vs+G85sE+wYBFwE4k0HSQKrAd2yGToNxmsXqJw5L8dqa8MkHCzCksP1KZloR3pL2SzUDbQsIgIhYRTAvTRLMaGgwQOa3kdppXqcIbkDv+djxvsryhUC38VqT4jJbc0Ic6KgaeGfAZ+N3fhMdD5GBiD3gi9KsyhctwhKiQ3eOkcsdE84UAPaMXQbJA65JqwjgIN9AA+XYvQ26F824CFRRJWX/0E9/nC5+QKYwZ1aTJlpy30YxvoCDuhm8qgS3NJ2DlBJayVdGSoNTPGmAjaRpQiBmEdUkFfVWUiif8x6ygW9GuyS2JzoVY0BmH7BLeyCl26hT6bIn1POi9FmOMwxcv97hlBx2wQYzxTG+2B2qhzfGxggk5ESx9hF5dA599Ecku30rEV6sNa3uYJxLlo4xQSfxaYAnsFGtcvL6Cjb54q2xdeNy7CMx/GZNr4OEwBNcaiIcLfnpf+FnQFUKFQKBQKheLOoC+ACoVCoVAoFHcG2/49PkOhUCgUCoVC8f930BVAhUKhUCgUijuDvgAqFAqFQqFQ3Bn0BVChUCgUCoXizqAvgAqFQqFQKBR3Bn0BVCgUCoVCobgz6AugQqFQKBQKxZ1BXwAVCoVCoVAo7gz6AqhQKBQKhUJxZ9AXQIVCoVAoFIo7g74AKhQKhUKhUNwZ9AVQoVAoFAqF4s6gL4AKhUKhUCgUdwZ9AVQoFAqFQqG4M+gLoEKhUCgUCsWdQV8AFQqFQqFQKO4M+gKoUCgUCoVCcWfQF0CFQqFQKBSKO4O+ACoUCoVCoVDcGfQFUKFQKBQKheLOoC+ACoVCoVAoFHcGfQFUKBQKhUKhuDPoC6BCoVAoFArFnUFfABUKhUKhUCjuDPoCqFAoFAqFQnFn0BdAhUKhUCgUijuDvgAqFAqFQqFQ3BnCR0/889ef3z9PobFjw5EuUxK9U7bDEztvLPv75+hHdix6S997mt4/H3xk57lK5w1Q/NbxW2lHDwXs2bEw0zU6f3z/7F1i5/luoc8b/XsOHTuvLvS9PfK6KZHqI+9v75/XPLDzppmO3fC+rhs7b7XwOS782MsKPwxl2vl7fvGZ/nihj5ud2Xm2Xujai2fHqqE6eL38Yj4L1tq/f5IxxmIdBl72mKlukqn8mKFzUyh0oPA2D42+lz2dNxR2mlkN9QfreF/u4bczFCMb3oeMoXv2kcoRAm//As3qRDl2uH40VI5keJ8PMFQydj0+hIyB3zLit4yF/gb1ZIJou0z3iT2Ut4gx2HrypxCtyXr7j8H/7r//375/dtvED2JhLVWa7/i9jzBPdI73Tx+p79pCx9rA54Jjo3ZcCvR3z+eWWOl7aeR1FKHjzR31rXHO7LxcoO86OjZ0F37elcpxC3xOjjfqr9lC37/yuplHmoeKofpdL2/svAHm5/pX3kG/n+n6FqbF1lZ2Xl7pvAjjOIulkQZzRmu8zZ2/vX9+e+Vz6H8k/of//X9Hf4hnknN0A6WndjhXPgcNE93/PvJ+87DSs7GOdL3OHtl5XaS6GSa6fgv8egXGwFR4BbdI3wuO+mjo+GzQCrVzV+l9oooxlOE9wUbRly/UfrFQ/33teT883Oj6S6BrlAsv+2tHbT7NfIbaMvXRVOnYNfB+Ei+H98+zof5UeJc3eaB/qBv/rXylcv2f/q//o/kIdAVQoVAoFAqF4s6gL4AKhUKhUCgUd4YPU8AZuA1YrTTGGLMCzXNqdNBGvkTpYJm6jXwpOlcqyrDT0nE98CXgo4Vl5QN9ZxcUywmoA1P58rB9IEpkSLQUmwdB8+201L0Dt2c7XnZriM7uJr60m69Ac0WqG7ECbPLh9P65wTHHmXJzqLSkbH8V9NMEdCOwRYIdMLeVaJBm6HMV1P640xf3B96W3babHw4num+l8h8sfV4sLzvSvp3j1FEF+rUDSmgvnEboOqDmgHrMZRLnAU1VeP2uFf+mMnlBZzgYe7lBmRbeDyPQudlx+iV4aOdCv+XEFNAy3aeH/x82QcwixVx4MRifzahdwas1IHQZM1X4WLZQv1GyyPXDU9g/DC5QYSdBw2DRM8xPzvCCTxegl068Aiv2Y2j70vO+mmeaMybg5EfRVy8gGzh5fmwA2rcBJR/HEzvvkKm8t0p9KycxQU0oKeD3tW30W0f/QtcQ929udN7WU5mSO/PzMtVHfeRShlMkqizBeKqrGDMT3Vea6Xd95PObg3vZHOflwu3HrKNM8JzMQg7SoK4iSAq85fNC7qne+vzAjvmO+nZvqW568awN8Fzzjo6ls5A9XH+iz4+v7JhrdH2UF0Un6hZkJL1DqQRv19WCzKWJZ9cXaluboE+K9TB8bPRwX/Jd4wzU8XPk89F4ofERFurLrfLfugWg0V/pGXI7Xtl5M7yTjJlLQooVL2YfgK4AKhQKhUKhUNwZ9AVQoVAoFAqF4s6gL4AKhUKhUCgUd4YPC2imnnjp1vjW/z4Qz12BK3dCwOZBo2QXrkVwD6B76omX7xzXTVnQ6QUPOqxJWCksdN7B8/fcHURx/RmsaVahMRmBlwfev9+5gO/1C92LfebWN3aiutpAs2KeuMbkFfRmR9ALrY3rDepGv3X8ynVZ3UzX/yvYRwTL9SExUFvOsG1/N9wi4byhhQlvy5q4/uCzYOH/LFbo0mqgvzc4VBsXQYI8xKTENVEOLQga/dbe8/617fC9js6rhWuRTKbfdkL3MQx0jVZgPDTeN4pFzSJYVXhhewIaO9cLu4sEN+2pjE78H7AxyyD6Tt15ezuo0sar0Bisbwv3IrQ42A4tB/yDXw50P2jv8P/9F/PZKFCXuedTKMpSI/QlH3n91UB6q4PQSo8L6e/yA4xdYe8ywG+XE/1W3bgW6HSi3962R3YsNOoLZ9A2NqEjLDC/PoAVU6u8r+aFNErB8WPjQH9fv5OtWJxu7LxiaB62gfR2VixX5O9QvweuAXuDfjKBncc88fFZE8zJJxozfub9bIO5QLZDtv+eOdF/HN7OVPaz0MJi6XvwcPITnzOm+cv75/TINaYdzKe+pz5ZBl43R7A06zp4nlY+77YvdL3ecr1hHGHCBuu3UnlfPuLc6Omes7D6shvdy0nMpytYztiFzlsLb8c60DMvZnrmh4mPjbXQM//nzN8NUkfn4rD0M++vAcZeAfuxYeVt0nD+kzpVL549H4CuACoUCoVCoVDcGfQFUKFQKBQKheLO8GEKuIPlyz3x5cu20VLp9ADO6uIaIziNxyYoNbACeNzpmOOm4+YI9EMeqFCDcCOIAy4j84s8RFqmdYbK5CJfbl0jLG0noEMF3XAAbqJ+5cvjEZbHcat6uvKl7S9QHamj3xpvvJ7eIK2kHzh1MgNNewS7GDPwZq4LLUt/BbqtEzYdBe4z8J8yNnIa5NMArEIQ7F8BD44KNjBBUK8J2ZxeJIEgdYxu9YJtDWAttGdasu/EMryDtIYq6MsKRE1wQF9b3pktUL11JjrPRV72AJY2aeP3fLTUgMjyNiGxaHCj4QDWB4mXnbG5VlSOQdoXrWSEzQLSt9APo/hvaYLfCoL2/3wC2JgJkg+OVVj7hMf3zw7qZRB2QwPUcxHylQDjfzJElckgleEA1wD7oeXAx2YH899RRNXUQnRrN4I9VOV9sID/TgE224pBOAAlvB04RbXfiG7sn6gd2y7Sno5UxrLS52gE9Xomi4yr47Y150rHlj9T/fYXSW2DbckKfVWkQniY4wfR6dbhx8yFkwXrNEGBYjKW76jvBcdp2XikdjjIOc5D3zigdRqnb80j2Ac5snrxgio/AnUavEjnAgq0B8nWLuziDkAJ7zAvShL+AdovZ5E6BpYrFqQZ08orIPXUh1AqMIsUk/BG15s9r5tU6XvHG713VM9L/ASJJC+J2m59FBY2QPXXWcjoBqWAFQqFQqFQKBR/B/oCqFAoFAqFQnFn+DAFnBpRSGESdMYO1JsjKmI68iVJCztpneVL7E+wnDtNEGTd+PKtA+a0B3rkWDjd0GGg+iiSFSJRIrYSdRAPfG1/hCJ6+FwLL9PZUd1skf9WhSXrAjtCu5HvFrJAo98gqSEJSnFYYAde48vjZ1iyfn4E6lnQgcHCzmRYsu52fv/X8PL+2Y9ieTlJ2u9zEIG/TCLVoOFOOKDfWuU7MDtwl2+FU4o7SBMq7Aobxe2uuGnd0h9W7MbLQIlNYrQtsIut7PQ59PzHAtKMR2pzL3at7ZXuZRTpLytQsa5gH+XjxoIMYsHdx0X0a6R9s0gGgP9XVqBLO7Gjff8bjEXiTWKcxSQUXjfxd+TPfzxOsJt/C1/YsUMPu1YtnCeSdEZwHHjgVWvMQBWwAO35pec6jM3Sb48wJw2DbFP6gY1P3ea4ggQGQmwwfcYYY3xGypo+70I2svU038VXXjfh4df3zzOk2BTRf+ZnSCfpqC5qxymvNAAtW3hign9+pO/t3+hz4Ek9BpJ6Dq9wLz2f45dEdb8uvBLdwHfcfxYw7KcYkUAEbgEFnrtnMbbWn+kifRO7gCFBxR3omdkMd8s4DSBZciAbEvStg3SZUeyeP+ADFhItTh0vU8R5HV0QxLxQwX1gF9Kb04wJT7BDvhPyAKBitw3o68zH4RvsfD58Z4dMD7vpN5SsFf7836FvD/AMcTde11ugfu4Mr5sHuU3+A9AVQIVCoVAoFIo7g74AKhQKhUKhUNwZ9AVQoVAoFAqF4s7wYQ3gCPqA4ca/hhYxyMvnwrfmox5u9Fxj0sOraHakSztNXM8SH6gcFXQDQ+ZWL92RypECP3ZC6QDowbqBC6e2SrqK6LEcXEhRYJt5dFzY1K70Y66nayzCZsGA+/cBNAuvQih1yKSrWAxPZGngLn4MdF/rwt/zTwN97xWsBBbHNRAnELrdZn7Pdvox/3dAOYfU2zWwUsH/2rjAy1rBFqYKCRk7FbQoSSSBDIE0HG2n33VCvzda0nbsQrPRNuoPFiwSotDbuUzXD2BvkJKwDwHn/VloR8edjllInmiFa4d2uK8AusS9cB3NCG76xfIxajxouNDDxQsBEqZmgA4sCcEl2hY5YadSZQN+AupO/cIeX9kxtI46QT87Ci1zAz2weeT1MibQA41USV3lKUPDI10/QPuEwK0oetBH5aOYu1GnBd/zgbfpBnpjCBYx+cTnoLxC23t+jQUsQowD3dwrn3f9F9JRLoXK9DXw3+pgXvtW+bNmOILGKlG9zTeuS6ugr22P1M+ySPQJoMVM4pnUfoAO1RhjDlCF/pHrEDvUOoKtlH3gY+tn0OL3o7BpgoSvCWJ7eqFzn6BPRbCOOR2F9hzSxMKJj+MJxrWP8NwVdjyh0HkNnplOJNfUAjpVoVdPUHF5pc68F16H2zO9N8Tx5f3zPPP+erjR99KZp27lGWyRwPrGJt5nUNtuJ7pG6fhv9c9UN2kUaVxC+/sR6AqgQqFQKBQKxZ1BXwAVCoVCoVAo7gwfpoAX2N7fi8SMMtFy5hksEsrIzxvBV2UQTtjO0jL9cII0kciX9m2iJeZHWPJ04rcC0NIPYht46mhpdwyQ8NHx9+EIWSYeIiissA6pFl3y+X3lJ1oeLjegioU1CYZZX2Bp9ycRFL+APUMTQdloCxIgoDwnvoy8gvt/XInqCCO/r2Wm6/sjXx7PG7dd+CxksAHoRArDDu1g4f6rYB5rg/7l+TUsWB+YidohrsKrA357B8uh0QnaA+QB9cjtAzqQQRSIvOl7fg0HFJPrUNrAz+uAUo6FW2YsGGCeIfFB3H9AmhqSa7ygtoslmiKI+rUZ+jYc3Jv4/yZYiGC7Gs6i8P+lWj5umpEeKv/xCNA+tvEx2IPPSgdF68ScMf9MbRUyp+HzRONzhLQYdxLUE0xr/UTHSs/bfoK5RSgZjDXU73ZIajoKe6D2N+j6PXNaOkNiRNoFtb1Rw97AHqh0/LcSJEH4v1KBr57X9SHTHNRZPj+twMzvJ7AiEvOuWej+U0/n5WdOKTpLtPRp4jRy/jFToUknmltGKSmCuKP+Ef698PbCIRkTtxwZQUbl0d5n4JKq8UBtdAKLtcPE+3V4RHsXfixC3xshuSo6Ob7BZgYejWsUlmDYHTKfUOblkb4HEo5tFrQsznFA0brGr9dDssh65e2QIeFoWYFG33h5Xx1YgkEqyvQmaGl4N2iTkKxdRVTQB6ArgAqFQqFQKBR3Bn0BVCgUCoVCobgzfJgCPjbaVeUjX2q0mZZvty8QDN2Emzz83MBX0Y339A8RdjAVYZM/GtiZ5IBSNXxZuo9EP3jLl5t7oIsPAZ3m+W9hERPsgtqNCKgGZ/AqEk4yUmAOaC4RKO1nWDqGy29XkcAAdIbZuZt43ml5v+SX98+jcKr3CQK1n4jayFdeT2mkpe5eHAsTpwQ/DbDuL/c89dCHth3oi0440uPqexZh27AUXwssyxvergUucgYH9izSLmqg854WTrGsI+z8ha+Ngpadv1J7PQC9Khf8G1CTbuH33MPO4hoxRJ1fZXV0/dKAeha0R8mP758Hz6ltluSRISVF/HeT7Z7Ebl542b2lPp+qmDjMHw9A/28FzhO2E+MAEhhmcPefPKdlmwVJiUg7mCD5ZDhTL+8jp5cC7BAcoe+byKnSCZKQnEi46EH2coTkktRzqnCEHdzNgeRFzIWtUD9ZNk4BrxvNNeOV2m0PvG8FpGW//vb++bCKxBDYmfwm+sww/duSgiZosheY4/ZI9fkgdljeYJdxcs/sWJERP5+EIaDkRVCljyC3CpAsceT3dQStVJx4ex0hGsYeqG+cRT88Hanepol2bT+cBVX8hb53dDwlZjwB7RtgbDgx3qHvNUPzp7gtk440burGy9sdaIyuII/aO/48naFd44XK4Swfr28z0NflhR3bQH52cNDXhCPEtMHzaqHPt7OQpe30DMmJaw/C9MfnQl0BVCgUCoVCobgz6AugQqFQKBQKxZ1BXwAVCoVCoVAo7gwfFy+Aw30VdiEFtAiTI62EFVu9h52u0Ulq/wA6Akj4MEFYH3TE33cGHPkfhM5rIN7/LDSLHjQxwZ7gM68OP6A+DK1eRALFAPoqx+tmA22G70iLZy9cp7PBvvUGqQ3l9MbOe/xG5TgmYS1xIC1W+U5aDGdkYgRpB+pCWoStci2OBU3M9cx1hKiP+1Q0KpOrXPNQITUlgO7FW67TytAmYeR9YytofQCfLe+HE6RdVNCihp6XCQNT6on/f+txI51Vhup84j9lTga1iKDFEfY+tpJeKh1E4gHoVJ4v394/jwPvGwnsYw4dXa8arl+8FBLdZCMsYsD+oxhMSeF13RL+DTq1JpIVoNpslfYc5tPRYBx7y8dx6alNTmDzU8UYfIS0k170466j/tTZx/fPUWgFv3TwvSPomsV8FyZq095zXZafoD+BrZDr+XmDo2vYI4wfob2rnupm3/h88vb8+P75tadjefwXdl5LkITwF+p3i0ijKWcqU5y5IvgCesEaoL2EWCzs1J++rqAvHvnYyiud1218LOzux/jAdPCcDJ2YCx31yyHT5xz4M7mDviKTZtoDzAVg0zIduJ51fAJrtjNd48vxkZ13eqTfHkc+buIAbcmstMRzpqB+GayEevFOAlrhIuomQnpQTKDtn3lf7kD3Hg09h53nWsEG2sntRaSfwW+fXqhPXWbxDgH6PdQ2+iufC2dMMZPJSr88mj8KXQFUKBQKhUKhuDPoC6BCoVAoFArFneHDPF6EoHkn3hsnsHtxaPXS8eXL0dKSZTrywPJDD9usj7D0LELUR/CP6YHK7XphUwKUyCho5Ag0jYfA615YOnSV7iXD6rA9cBrKbFTeuRN0MzjP25nCzDux5f7aA7V9hZQAUfYVqi2vvPksUILdA9gsiG3w5kYUS+uJNm4vfGk/9lSO8UUktzSx/PxJcInKZEUoeUXpACTNbKKeDND0tggbmJ6W8IeN6iYJOwILVhs9WGHUkf/WCOOhWU4dPfz8b9NvVtjALOYrFR0oqxo4FbFs/xv6rXZhx24jtOUA9g4i9P4I1O5yo981Hae5YqYyYkC7McYY6DcFKJu6COujA9DDcCtVUPaFWesEcezzbWAiyEHSkY8DdB/xQPuGo0hcSUDzGj4+z2AdkWBe7HreB8sE1xip37qezxkD2F4Nns+7R+iSEa4xRiHfgT7TAx04BD4GMYFn3nnbnA+UunD4lfrnX4WFx59+Jbrt7Wf6zhA5zbsBRXcwL7wckLzyfaAx01tuWTTC3H2rQF9feZ/G0CE78nKEndfVZ6EFaq/OivkZbWFAb3Wo/L78EayoHO83R3jWjgfqKMdHPo/9dCDa9/yF7F2ezvy8wwnSjoRVUYxoaUP/XkWMU0tU3oTPZ8MRUJYiEr4mkJF4lpLD+3IPdRrhvCjOw7CSq2gH/ytIsQaYkw9cHtEgagfTxF7jV3aeNb/S9RZhC/WFy7Q+Al0BVCgUCoVCobgz6AugQqFQKBQKxZ3hwxQw2wQpaFmPS+xsZ5Kga4DOPA1iyRpoheBombofhXM90CAHoCkmQbF08W/vWurhex3srOsFfVvAvT802H0kdim2DihFsRh9utI79gIUcxEB1cMbLZevQCl2V1725YGWkacsd7cCPQjL0qffOGXxHXaCHRPRNLFwSvF1hZ1kgvZe3uSi++egwv9ZvGiHAsnmERIo+kFQqriTVOwirZnqau2p7p1IbrGe2s/D7tYx8l1gx0eQIhi+nH+ElJvJ/Pn98yCW8jNuEYZdYVvhNErXEb21v4ht9nBfJ0eflyundm8Q7P4AmwK/z0JGAYkXVrSDz3TPETuimG7cQr9tPdVvyrxvWZh8mqBYuh+wDdiB9OBhFf+HRkoUmEFZyh3mxoP4f/jtiea8J/itQcynrqM5YwI6/VRF8oEjGqoTbgldhN3DQBVPnvetHlIdThBC3wunhwYJTIeN9+Me6sYib3bhNN/bDvcJ099b5OP4S09zYbiKZ1KkPlQgFacM4nmSIQnqCO0gpBFjI576OYnnRPsxjggTyHCy2PV/gnobwJnA97yvDdDOw1FQoAdq26+QavNw4jvEH36i/vX0RJ/PJ04BT/iM93w+aSD7aDuN8VTFHF9gfobnXyl8zqggAahi8DV4vkZw/rADL1OA3eN2gGeLaG4L47cVIUt6ICeFG0iPxOPEDK90XwnejU6F6yMWiFNqIgurXPi7wkegK4AKhUKhUCgUdwZ9AVQoFAqFQqG4M+gLoEKhUCgUCsWd4cPihQJu4kPPvxZ30j0hpz4m/n7ZH8F+RWzNfgRu24JWcBBWH4MH64MJtHwT57+PgbQI48h1KtMRrGRA5xW92CIPOpUaQKMgrENyJo3FsHAtwoayghv9ERZh4QJO5jZBesiR62jSMwmzridejvhGZTxW0oPNnuteHkA78gpJKNczF0t0O2m09kWkC2w/RvfiQCvmhQzRWmg/KK7UbFrQB/qDsCpaSFfhj5AmYnjfCO2RvgM2EA9nft6wkC3C9F+4xuR0pmscoC8f/CM7z4Lm6Ab6kFa51Yt7BfuAUejy3sDS4AKpNv/Mx9f2jfpKAosVLzRhI2gAl8x1hCtoLANo9LJIyckL83swfwvNQUOLkJC9cF3YpwAssTahZYqYCuRhnhHz3QG0Z2J4mgE8R6KjPhgC13kNYEcRIJHEjsLOCfSBXlzDHMCmCDTPMrXFw29FEEF1QpeI7b2KubsHy5xxg7kqCdufP9F57RtaNvE+4nb6rS0LjS5qeWESngd+Xz1YYqVIc+YohF57o/qNUaSEtB+jh85gA/QgkiV6T3/XI80tZ9H8HVhTHRx/TjKNPVi6PBy5zvnpQJrA84Hq6SD7ITzXq1DFVtC6zfB5v3EN3Aq60hV1miIVy6J1VOB9I0LdRDjWiTnewT6CDizsZvHaVEHbKqexUqkfuhtMXgPfA3ABn7k40zMjx1/Zee6ZdOTNcs3+OL2YPwpdAVQoFAqFQqG4M+gLoEKhUCgUCsWd4cM83jHC1mzPl3YbLLcWSORYe04BHMG52zdOKS1gQfB4hpSBXizLPtAycoRA6YcoEkNOkPDxyLetP8HS9gAUSOz40r5rYB8AyRJVLDdjUPgW+NbsuADta2jJ9ibsK87gUO+BDs83vmafwY4l3Hg7/Aqu7iPQwe3Af+sNAtythYQIYRHQ/mf6exbL6O2J04+fBqAXd8P7VwCrhqlRG28bb5MB6J0w82sUcLyvQHN2A7eF8BOd5wLVbxT91fwT1dvjmffR00BUyuNXSAXZebs+O/ge2La0hZdpq2A5xG/L5ErX9ODwj3IDY4zJgeq3QZLPU3hm571Bqk0T7RDBaqNCGkQvpBOLhfQfoOll0lAoVL9V0Pk/hHyDpJaahTTCE0XVg3XUOPMEjv1nkMp4SZXRNV2CdA6R4tDB/IoWKwfL56cKKTadlENsaKVB39sd71thpbG1YWqN42NrB9q3ZkHZgm2HB2p7HPhjqC00XxdINCqVU48FLEJkyswLzJPHSvOuE1TpegZ7D/jdceSyhu+QsvR447/lRk7FfRYgPMrkJ04pdiNJhTDhond8DrLwbDgO/L6mM93zBHZsxyOniiNQwl1H51khjyiQzlFW3r/mhcbN9Ub1uS7f2XlvM1jfwNxihV2Mh/eV4Pi7xjBBchm8C7iDSCqClDAcol6+J4Bcohre51dMxgGrmulXLu3aPFDMXyj9JvzK69odaByGXYzl/Y+v5+kKoEKhUCgUCsWdQV8AFQqFQqFQKO4M+gKoUCgUCoVCcWf4sAYwwfZ5jNkxxpgJYlzqQNx255/Yee1MPLc7cO1IBzYTEbaj49ZxY4w5wtbscYIYtwPn+adH+vunkWsADxBlE8EiphMWCSjTS2BFkVfO8+893XNYhb1LpHdsN4MGpnHrA1QSZfC6WJuwLWikD7CZa08OiepjbaQ5auaVnTdDGz2sVI7blWts3BfSldgbv68sNJefBehqTCtljDENdEVbpXssjbcX/h0s11/tifrACW2AhD5ynOi3H0Gb9Gj49Rxaaxiu5wgH0IdW6q+vBx6h1G2kD8096p6EhQtE/MX8L+xYQ23OCjFulffD7gjl3Ujnd+1435gM2hZxPcsCY6CB/soUYS3SaA6wAb6T+ThscF793ZT1+SrAAPF2dRL1B/F8FWIri9D8hp2ODXzqMgb0q6g9yiLucgANZYV4zuKE/Qpoj3IRFhYw/k1HurdUhdVJobkgb9QX+pnbdFjQ1zqhlV5Ab5zBHsOI8WnALmZ6BeuQyMfWArGL5ZFr4ApI+DboTznzfrwkGAtgR3M9ifltoTHYhI6yy4/mR6A/g0Y582dcD1ljoUEEm7C3mTDjVXTEHuaMDmLhYi8soUD3idZpVsSzJdAALwvXkL9cqP2eb6T7W37lz7glg73ZBu8klr9POLjPszi2rzS/lkc67yT02z288wwQmVgH3l8D6G+biAnMG4wP0Jv/5cCfBSPY2+wb/VYS8bQNdO5OWjD99set2XQFUKFQKBQKheLOoC+ACoVCoVAoFHeGD68ZWlhuHYQlyH6gJeYzbr8unMoJhZaUB8uXNkeDNga0FN8HvuyPf58DLZVikoIxxpwOj++fjyduwXB6BNoXtrd3llMnDVIGVnB738WSsgcrBSscznFXODA7pgirhuioTkegR0oWtheNmmydOcU+9mTVUYBFFEEN5nClevutA+uYntM5ZYaUlMK37Q+r5K0+B8UQZVGasGYBm4EdLHxi4HVY4JgTbR4DUQ6XgWiVL4735W6ncrRHKscav7DzJkjGsZH3mwzM6e6gDwVOj+RCZZqvdC/9+q/svH+F6th2Xt7R0Y/dOrBBcpxW3FewmQFZRVg4zWuA6ngonC7LENHSwf1vgbdXAtq3h3HTPP+tBN0yel7eJqjVz0AB249oOF2/RyrsT2ABkR2nHjtP5U5R2DnAvObOVJd9FXMhzJOtg77ledsnoPlc4X3QAO0J7JrJjs8Ftw7SSaY3uo8LL9MA49P0wgamgl1YhTJW0S9gfFa4x27i/eKQqP+kyNvhADKaC4zp1PH7OiUqv91A1iCso9oGtlK7sPrqxAT7WYB68p73oQhypg7SgzAFwxhjAsgUpiiSZqAf9j21axf4NRy8RlR4Zu6iXZeV2u/llVP2L2/f3j8/f6P6vAobmHQBO6IEFHMnxhDcV7acHj/BGA0rJWtMg7SBo3ktoqXNyOccTD8rgvZeVxr3S08DbBJzIdrgeZCYjSJlZoexbHdhJSMSaj4CXQFUKBQKhUKhuDPoC6BCoVAoFArFneHDFPAjLO0mz5dAC+xA6iDw2P8zp7JGAwkEckckOm3DbsYwiDQR2FXbw26k45Hv4HkE+ur0wOmBEXYFe3DgtmJnbu4gAB0c/5vly7cZaA9v+VK06yAQHg5ZsWTfIpWjjnS9VaQnnBeqqBL5EvAFUlj6hZbY18opOv9AS+Djb7CDK/HzfgVqykWx2y/zOvg8EP0SGu8bFdzgfcT+wLt5BF6+Ced2s9Dfh5E+92feN0KEvy3RvqHjS/YW/ry9cCoinmh39g3Os4nX9b5TW26wk/xFJoEs9L23lVMsj0CPN2jXVfwfsD9SXWVIpDkW3tfeNhiwP/GUkPobjCmo+12M5a7RNdOVyl7FTkULY0rupu3FTtPPwLoDNW44bWZh115u1N5hErIR2LHeZz4X9kApedil7UbeB3FHNFPlZN6mCeY4v/BreEgTeD5Sn/Eb78ftBaQMcHnX8+s5A+NOtreHtBtInKmCumqwA7nBHCemVuOBlht63mfKQP2zh1tJkY+LDNRhBMrTjyIJBXdBCzmIW3+MI4KHZ/LW8WfcAOPaGuqvTaTO9I3uOVhBIcJz2Dl8QPP+xcJwKo3jXciGFkgxWl5e2LHXZzr2cqP55Pp6Y+dtieQHrzD/H4UTQXfFfijmbmSOe3pHGROfn5HBrjD/d06kPeE7ycD7wgh/o9zMyvNgt/vtSGXyM5/vXANXEcfbMo/8ufER6AqgQqFQKBQKxZ1BXwAVCoVCoVAo7gz6AqhQKBQKhUJxZ/iwBvAKLuGnRWyDfgLeHxzUT6/cfmV/JO58qsJWA+w48gGSGqLQeY2QBNLR9bqjSAI5QXmPXGNTwFoAkyVMk3oW+E6p/+ZnY4xpoHUoTXL24FYOVgrOyNQR0GJAKsTBcS1OPoCFSeWc/7RRXb2McP2NaxY82Ccwq4aBa7keEukybgu/59w+P4HBGGMC6E+z+P/LAax1dmij6rh4qAebEt+47sWCfcIIyRXhJvQhaJHiQB/URLsupM2ZRl6/FxDP/AJiwfGFl3df6TyXSR/ybRNJMM/UH0Rwifk+0D8cQCsZ5RQAOqAA/ak4PpbjgfSL841b33Qb1ccOujJ34zqdCnUdIo2hLIoUEpV9F5rY3X++DcwJtEHpQSR8gKa0gs63CGuWCLo8F4WusadxN4J+1xfeqAVsKw4bWsLw8voF6q/nfWYHbah/wwQiYYMC6THzQH21fedln9wvdO0gEm1AU7b11Lc6kawQe6pgvLoVSTKtg7QLOceBdnAYqA+2TWgFIT0J7YeEgxmzjirCwqP2n69DNcaYBs/Qk7ivw4HaKID4PA687A60zFbYu3QB+gamf4nnZMvUVxLuFbjxPjTPMHft3DrnZSFtX/pOx/YLnzPyChZp0HdvVlqiQB8VzeN66kf2jcbXceD60O0AfWgHzZ4XOm+w0nKW16GHtI4w0OfO80F6ARuY+p3GjfUiMQ3uuU68DuMLt5r6CHQFUKFQKBQKheLOoC+ACoVCoVAoFHeGD1PAfqKl4ya2gZsjUU9xhSDzI6coD2D9EixfY29AdUw7LYfGg3S/p787XFKNnKKbOjqvNV5eB0u2YE5vrOF0s4WD6073ctv4cnOBSIdSpVUDLDfDZ+f4EvAQgEYH65h14tvFQ6Ft8aOgG5eeynFc0I5CBFSDVUkPdg/rSSShvNLaeQr8mHn8MUkgGSiGIBI+ZkhJiQaW6YV9RPKwHV8Eah/ge/kIVLHjdgQVLGI28/j+uTeCirBEudWdj4d6g3SdREv918b7/Bna9fUK/d9y2usyUZkWYdtSgPYtBsaK4xRDAluIOAHtJeQGXaGxvMdXfgx8N9DRpjuI1JELlAkSGZywj6jo25D4WPY/4P+wM1CAQYzBHiyiFkggeBTlNkAPp1HYagAlvIKdkRfuE1OgNq4erT5Eug1Qm/sq7Lc2opE2kJu0XZRppGNDQjkMb9MZmmrbOEVlPVGA10R0VbS8vx8SlbHBHN8kjQ42QnMvqHhIripwzy7wftxDHb4amheuYtJIT3Tew2+8f17Fc+OzkGF8rh0f776jvvfTQs+aKKx5YsKED05tBnxuAP2+C1mSg74N04xZVj63XC8glbrwvrGDDdRcac7MiUsWVpivugxSEyEBqPC+sgk5Q3QgN4G56/XCZS7Dga4fwX5NtrbFVDORtFMdjZWIcguRpoYJR5hik4RUrDdU9j3xsWzjH7dm0xVAhUKhUCgUijuDvgAqFAqFQqFQ3Bk+TAHvkEAQe+Fi/Z2WR9czLJV2fPlyGmh5tAo6wwFthMyW3NEWcdcfuL8PcvcNpgnIAHlYzmZh8oIqXCGB4brAzqRXviy9NUigEDtOi6Nl2hGW1FvgZbKZ6m0AinqV5uxAl3grdgjB6/xiYcfdkS8Nl99ol1E2L1S+mdPoCag4V/g9++3H/N+hhyXxTaSRdNjfdqByO16JIaMEgFNHM1wj7rAz/YvYqbnCLsaR2mFZeR320K8rZ5HZLuA3cJOfqthlDnTZAzDvQ+L3VYEC+N5zWm1d6Z4HCCwvkQ/Ep0Lj5juMjRj5mE8dhbTXxo+5ADv1gJlqlVNHCdIWbKX794a3KybUZMcpvCS3+H0CEtRFEHTYnolGGmG3pB/4eTNIVL6ugtYGag83HDrLz6uwY9vBTk+38/ZA6Unvef1tuOMWhrgIJ2FyEwsygTyI3cKJCowUvzHGvMFY6GHX5oFfwngYC0hRSuVRhiSIKCj2HcrYjTR3l024GUzUDhMk6VwTn5/NTuNi7r6yQ6l9Nz8EGRJeekGPw9xlwKUjRS7dKShlEY4bDTpfgb5cN143Gcb7DpKAPfEJ7wYyl7TyfpgzlDEBRWv5uGkL3WeGPr8MvP0fgH7O4sE+dyCjgnbu19/YeesL1ccbJs0I2YMHeVQRMp+2QRnB6aQTc6GB9JsKaUJevLskmNdL40lrrikFrFAoFAqFQqH4O9AXQIVCoVAoFIo7g74AKhQKhUKhUNwZPqwBzJgsIZywt5G47RMc6yrXFIRCf9vAt627ADqfTJ+jeEe1oA/pYVv17+4Et7ALGxR2PfxK41qB20xageWVPl+FvQEWIwauqeomsFaIoO0ResMGjuwBtGHdJhNT6HPlUh9jVtCvgUXCQcgNmK4QtHL7UYjUdtAwVWGzIG/gk1AtaJ2EBQemRKBFjCu8ovyZtBJx5e7vzpHeboUN/1+ELcYCSTMhku7jkLmgKS+gibFcf7StpOf4aYbt/U/sNOMcpL+ALdAkmuANLJPOv/LxNYAtRj2B7mXnA6eCJclxAOsjI/Smr1Q3k3D8v8JvHUBTuc38PJSm7jAfbLuwdGjQRo5rG63U0nwCKmgUx5uYeE50H+lAQrrquIb2fKFjyz/ztppQbwfaSJNF2gUMyQCatzAK3RBo5XrRj1ewHHJQxn7hvxXAWsZCH7HCzsq8wT2Pb+zQDea1fQcLpFlYrkAyiMPxLlJfbPnb9isdaKcmSMmolbeXczhPgEar42MV036+N6k3//w0GmOMGSumyXDtmYVnzeYoqWcSc5DFZ2MS1mzQXhXGf81i3oX6SDtYh+3CzqlSHaYsEn0wuQm0bKjzNMaYMtE1UB53yLwNVtAzdjufdxaIGuqv9Lu9sMR6xtScV3rm28zHV4REo1b5NXbQBLYMz1qZdgS/XeG50wK/Lw9WPVlskCj2j+uhdQVQoVAoFAqF4s6gL4AKhUKhUCgUd4YPU8AnsHhPT3xZ9gQWIQ22RNfGvQQwy9wtnJarE1hOgJt+EzYPFZI2Mtgi2MLPSw2o6Ca3t8P34N9vgg5cZrSBoXtcVmE/Asvt08ipk0MkiiXCsnQR27sXoFi7nSihINNJIEGlFxTgAu/zM9A03Swc3tmf1A618At6WPYvkS/7l51vmf80AN3gxJK9g+4cIBkhCnf2Aty5j6J/Zaq3M6SpbIJ6/HP/QtcDikXaEYzQ9xJnaYyHZIx5hdSRzJf2Z6CjDkAjWMPH0BECxucHQXWNZBngWKKCoBWBlsbg8dbxPn8DWt33IiXlQHWwg/t/ExZJF/jbwj03z6/ngKaKSSSc/AD2rYIl1ub5nHHIYLMBCUGrO7Pzbg9079PObyKDpZUFKYOPvP6cJ8shtNwKQViCgJVGTbwfj47KuEBfsJa3d4S5oBlIj9jE3IrzRBFz4U7ln0HK4zMfgx7GNdp0rWIOikC3eWHHs4LNVtnBOiTycTE0ovZW0NeMMx/HzwHuuRdWH28/Zh1lh/kuC9nElKgfdj0ktwhZVoPnpGvCYsnSGAc1kOnEsxZtmxq0ZRK0LNrWrILON2Azk8H2aWt8LgiQyJFgXowixSRCctEqrK5O8Hy9Qb11iY/l4UrP/BnmVtv4s7sDCVwTE9KCtkhgQSSftRs85zuwN3srQm4AKTy9SHsyu9rAKBQKhUKhUCj+DvQFUKFQKBQKheLO8GEK2AH10m/8a2kiqre/0hKoEzupVqAvx4EvV7pCS9YZKB8nVzWBAobVVbNXfmLewJ1cUiKwgrvDsukmwqt3oE4LnOcELT0C/XI4cIrlMNF9uUD1VjJfbi+ws2gFh/9iedmR9mYpJsaYAjTyAein517UDTqZr5BOkni7bo7+9v6VHTP9j/m/Q5FxLYAOdsWtkHaRJ0EVL3Re6wU9gLuxHiC5oOPnIQXaIF1hen7kvwVO+93EndsN6wLUDvnCaZrrV/rtHr4kWA/jDNAjnvfRAaivCLsW1yp2kh2BLoQ0geGN081vQOHMIjVh8lSH1wEoxp3fVxeI3olAS+83/lvNwG68TvS7/fP7YYC55uZ5skKDHdvTQses+L92hN2SXoxjB3Mj7gC3TqRTwM5c76l9O8/b1MLf6Sj6xY7tTe32mnhb7ZXGXQ9zoZUsH17b8flkp5AU8wRsWzuIWCigLz08Q7okaDMHciOxu7fCjsjSwT1WseMYIqlwt/kW+PUmmK+b2FVajNgJ/UnAJIyDcLqoI427CLKW0XCac2/UKLnyPupWqEOgb7OYW1Bh5WB+9sJVwwKdaQUFPML3dpAsFC928MIO9wbpL7N4TvbwLAiGj5sKYzGCpCasnFJdjtTmHSSX+MDrKYF0Qt5zgudwBordb3zy9gXlVnSNzvOd9C9MOif7oVLACoVCoVAoFIq/A30BVCgUCoVCobgz6AugQqFQKBQKxZ3hwxrADfQG4cbfG8+GtDztTPqNKjQrKL8IKz+2w1b1A3DZqXFeuwBnn2CrN263NsaYATh2H7nuoYLuaWugFcz8GpklnqDGhp1muh6sWTquAewH0CaAJqaKreQWrQ/Q0bvxMuGfW5UaQPp8BduCvXA7nm4mPd8O9dZbYQMAOroibBasaL/PAqpPnNBi5J3qPoD2wgvpXX8Al3whYnoDLcnjK13v+pWf9zPoYyxs4d9/5vU0gbbTOd4OERpz6Kjun0XKSiikA1mvj++fz4FrQBKIW4dHYcGR6LdjAx2psOoYhm/vny+QDFA3YUFyoD7kVn6N/Y3uBdMaoihvAzt87NdO/Lc0V7A42YVtzw/4P2wBHfJT49pYP4PmF6ytNjEvXHdIOxL2Lhk0xmnHtuLTdQcpGajJDSKdI3SgmxqEhcWN+kVKO/w7nwtQH11muq8g7IHqAHYZkZdjyvRbDrScnRMa7R50U5asbpzQPEV4NsxCl5bQVgu0Ynvlv2XQSgpSF8Iq5gWwN7sGrvsMwo7q0wD3FSrXr9WO6v46YHyUmBdAb2eFLn2Buj/A5Z0Yx2hNlsFiLQ38QenAS6ZbhUXcRO8QPaRn1I3rgVd4DvkN+vUotOEwVKrl/XDxVAcjtHmxvLwJ9HwFLIdyEsJXmK+z0BvmBVJN4J1kFc/1JVEZK/S9tfB5I1h6Ftwynw9WmcrzAegKoEKhUCgUCsWdQV8AFQqFQqFQKO4MH6aAO7AZuI482DxM5HJ/zrSUm4Tzfw/O4klQTxMERbfb6f3z/iCsWVa6ZoNw+W0U50Uqh1jNNwHc9Sss8zbhzh2BcEQ6w0nvA1gClxYxBZzBG1A2VYTYF/g7g9v3Ls6zjpzrg3QCh63kHigB6Tq+A1VYYTv+KlJHzAiO5M98yf7w8oOSQDAoexfL7YbuGRfDS5OWFkQxuP3Ijk0B6u0E1xfL/gUkC+czWHrMvEyxB7d+x3/LnCD9YqY+9M+jcJPvqe4b0A1WLPkf+sf3z6MXcoYOpQhgWyRSGPKVUk168/z++SosnfYFbBuqLC/Qe1cqx1Y5xYR0nAdatfS8X/tGc8Uq4lS8+Xz6rQHNs4gA9gGMUDoPVhw3Yef0hBZTgr5qNL8WsJmxmdOtLUN6AFh4+EFQwGCdcU78//zLRL+d1ie6jyzKhPMTjEHX87HVR5q7R0E3B0ygAXmQF2kitv7b1jdZPq6wm1iRHgPtsDqwfRJ0rQWZiwH7IS/qeoDru5XX4Xcr6uqT0Bd6FrjGk2YqUKUuIZUpnslAt24Dn5/GRhVcwEporfy3eqDfLfTJ3ojnpKP67Q+8flM5/lunGSMSszChJT3SO8NQeJtUCwkfYpnrDHNj7qHNxXwawZ7JwXtCNeLZvYIdkRFSBOijKdE9778bX2gXQ/csE862SP3XXfmxTsgAPgJdAVQoFAqFQqG4M+gLoEKhUCgUCsWd4cMU8NuFqIjHKGgXWB69PNLy/RexVG4DLYFWEfEx70QdtBO4v298CXg90FL8AqHR3cpp6bmDFAvhkp5hZ27FZWpBlRbY+TUAbdwkVQr0yL7zZVhM68DP+8Lr8LbAEvBG21bzyimv9Ua/vVV+jQoJBfuOLvn8virs/LWQBGCFk/gOURO+49dYDnwn3KcBdqC1zGUEAXa0weYus4n/5lTc0T3wLcIXSzTYz9AfmnB4f8m0OytvRF+MIlnkDCkZsfIdXfVEbT4cqf93gpY99EhnkHP/cOa/9ThBYH3gv5WgzyZo/zdBZ9gD0b4F+lAWIecGKMfD9swObUDb7IbGWktCOgI0VYM+6jZBN2P/tbwxi6BcPgMz1JkVSSq1p3sfX4CuOggJAVCKWexmXyq08Uz3vvZ8LuwDzg2wq9jxOukt9QUrKFvcct0eqH1ifWSn3UAClFeQw3zhZXoCmY/vOaUYofwVKLv9KBIMVvqbyTw27uZQICGmJk6xW9ipvIDkxb/x+/eOroE7mi9NpCzc6HpXvjHVDC8ffoz+Q4Fs/lXMzycofu5hXhTPghvIGbwTEo2V2q+fqE85mcYUIAkDJEXOifkOVERHyyVFcAkzQHqS7UXCCVg6LBt8KfN+2MLfHqNupD7wANKuQaRb9SAkaiBDSSIxxUK9rSJNK8EzucCzdudVbRJIYHJBCZiQlIHcpkY+buybmKM/AF0BVCgUCoVCobgz6AugQqFQKBQKxZ1BXwAVCoVCoVAo7gwfFi94+/L+eYlc22Fh+/FhI25/FZEZPXLbIlmiA37cgHt2FSke+wWuDzYLh+6NnbeAZkVIAM0AfDszoS9cR4BOGhW0R01s+0fH8OsmbCrgnh3w+TdhM7BfSdvwOoOFwcbtDWYQD+y8aswK28wrXH/jVW3wa9WCLkdYzjiwNAk7/7/C1vP6/jSwInKdjgfd2wJ2PMGLugYpWjVci+Ie6AcuhnQf9sYr+59AB1Su4HDfXdl5i/3p/fMkLCgGsCAIHXXSCHpAY4x5hP+n7Q/gzn/mGht/JF3mSaRzXME+pi7Uh8bC9Xu3ha55AS3WTWiH3G9Uv28noTf8ha6POiU38nnDzdQQC9o9eH69BnYUo5D8LcLi5zNQIBWjCj3w/p3mndufqf4mMd8d30hflM78ptqO9UKWG07YHj1cwEoGkhCKsCyy0J26JvRQYO/RgR7QdVxT19+oHKjljkJrOh6o34XAx5ZH/SakTsyZa0OXHdJJIo2nInReaYPUkcTnyZTBiuiN6mazXKO9ZBqDOGe0yNskgGax30WiTScm4k8CyIt/pxtGyTJaVsWd1zVa69SN942EemvQ2+WeP+N6SLHwHsaD0O+NPZ0XRNxPB6JtN9BvtY3PpyXSsQksoYoYGyskkkSxztWBFt8PdP9RJNd0EeyOYH6KYv9CymBblIRVU6XyJ3jHKY331xX6VMFElk1cD7rennlfLiJ57SPQFUCFQqFQKBSKO4O+ACoUCoVCoVDcGT5MAePyos+czmgnsDeBbeWC9TAZlvqXKvbSw3b8A6yAXsU7asCkEbCIebvx5dsSaOm1yqXRHtZRE1EYXtgn2Io2IPTvYrXdhBWo3YEvy1pIK8FEjiTsYvYb2NssRCksN74EfG1AN7Tv7NiGbhlguXHc+LL/Cvbkb2AJsovt7W2HoGyxbX0LP8b6IEKXFTvuTQEbmAZ0jq2CJowQFF+FfUAmKr4Bx+J73l9vkIzxALZI6y+cvj1+hYB5IYkwMI4GDy75RvTlL9RHfwZqwwuq9BGsWvKDsAKBLrAC7e8EnbUDrZ4c9FGRtLBhWscz718F5Af9Sve4COnEAhT7AGVaBO1hgeYVSoTfW1J8AipQfr9LfoH0mPoM9JoTdOhPr++fk7AwWSBZwEO9H4TlzWul6x8vVGfrkc8tE1B7fhJzHPYhsMH4IkLoywHSCcDqo498EA5A8znHZQg4JhNYySTh05QOJC8JV5CyiPvfO7rPdOPtgBKYGeQPu4iFyiCISSDXmS58wluAsquej08z8/b7LASYP3ZhjxRBbpIKjJ/Mz6uQSJFmMf/D+E8T3WPaeN/I8DxFGYHtRCKNA1s1kfBxgHNHSKCadj5uykrtMMNztwjpVbV0jZx5+2ASWASpmJXtCn07QN9rO+/zOaI1GX/pWfCZD5KaRaT/eEt9HqfkxYv5DR7yqfE6XKImgSgUCoVCoVAo/g70BVChUCgUCoXizvDxXcALLYGuZ04b9a+0TOu+EvXaxDLvDnSDFztYDIRIv3V0vUdBgW64tI/JFZ7vFrKwJO5lwkdPuyW7CKHZYiW/AsXi4LfQjdsYYzJsTa1X4VyOS8BAKZYsdvcCVbwsdC+z2N1WgZpYXgVVWF7oGNBtu1iW7lagkWEp+rTxdn2BHV3ZifayIg3mk5AgeNwIl/ScYVdgpPuyhvdDB9qEPXJadoQk8oppLUdOe1y+w47rB9hVNvL+Gre/vn9u8Sd2bEoQqg6pDkvHaeQxUzm2A/Xro9hJfoM0iCJ2x7oZkife6LeexThMry/vn/c3+ly+ifOAKk8Xkc5xhF3LLNic95kO5pSbhfIKqthaqF9B2Wf7+VKE45XKJ4aWSR3cI1Cl9Sc+P9Xrz++fh0nQd+ACsAx0vV5QjR3IXG6QfBSvnHrdAn3PB35smFDmQG0QM59b8gGOQVtJCjhEKKMVcyHYEdxg/ugW3levINko0MWboNvRBWF3fCdurtQ/K0pZmpAvAbXXgyzn1XDJxwbymFns9HenHzMXtoXacj1yVwbXaK7pCt3ztfJx/PhK7bU/8GfNtVHbHmbYtX3g1xjAOQC7zUFIb0IPz9Oe92VUX40gFXhMvL3WRHW9w3NsW3kbrEBtu43PJxV2sWekzsWc2Vl0M4C+3MTOXJCi7Yk/kyrs/K2wI9je+H0VGBs7XH+4cHnNG+jP9sLLWyof2x+BrgAqFAqFQqFQ3Bn0BVChUCgUCoXizqAvgAqFQqFQKBR3hg8LaF46elc8XEQqwET8ODrz9y9cA3J1JBA4iNSJCnYOGyR8MG2QMaazpO1YYUt/u4gt3Ib49iwcvkewd+lAtOBmrvNyzPEb9CdSe+ZAEySOVdBfNNAOXUSKRb7SPa8L2OX8ziUfdAlCv7WD/rDuVI5F1PVi0baH2vUtisiUC6RpOK4xefurrO/PQQCrhiKK26BOUSrYhL0P/q+nFH4fN0ihOYHub9u5zUD0pLeYIXnhTyLtYwUtkRXRLWWBBJlMKRmd4XX9ClEO2dM1cseHb4QxlCP/v52d6Zq322/vn7/9wu9rfiMd0Haje7l6oQ+CpJGtv7BjA+hbEtT2deEalS6A/hb+vQSRZAEu/3sv/s8qY24+AS8JNM9HXn9jenj/vKFu6MrL6TuycIq/8nZcv9I1+m/UP7fCz7sZmhsCsxHibfUC2us68L5lQR83WjqviXruMakB+n7ouS7PFkhFEIkJG2ivyg0sYTIfFxXSH3YYd7fG6zqDndU28/qdQXvtK1nuuEU8dwrV1Z7oWbMGYZcD2sFhFhpA0V8/CyukmviNl6ErVKfo7mXFpJnB0mUXXl9+p/a6WqqPw5uwc3qi7/U79dddxPZER/237/izNkJ/i5Cu0yy/RoLn2op9Y+XPwhX+TsJWqlToh6AVbELXXjBNCcSoW+bvJBl0iVvlz+sEc/4b2DutlfehK7yT+ERjdBMayBvsRagi1Sb+V8yFugKoUCgUCoVCcWfQF0CFQqFQKBSKO8OHKeAIy5zmLLbtw1JsfyEKYD1weuAIS+fJ8+VKB8kSdgf7ERHKfWu0dGxnoj2a40uq+Mt1E9YRJ/rtHty/+8CXb5mNAVjCZPHenHGZuopgcLQ+gBiDXSSBlETlX2HL/SKWlNc3tNjgVM/NwxI+0He+cNpnASquwFZ6n/nS/oppGoJiP/f8tz8LDWhqTOr4HYBu2MUyehfgXoJInQB3ggLL953h9GU5QGoAtNFt4f3V3+gabT+zYxnC1h/BJX4LnIpxQAn/ZogeHCove4Z0kkFYHySwSfgOlNvtN94PrzvRw5cLWBNVfr1cqL/GJmgasElaLP2W60RaA9hEIZsxCDorAYdlGy+HcG74FPSe2mPZeJtakK8YsGVwYmyhk8TlT9xyZIS2KiCv2cVc4Gc6ZiF1wwn6/6dnlK984eV9hDIdYF7MPIFhgDFjR+qfXtBhBawzUP5ijDFXoCVnSD56mYXVBfx928Hq5irkCvDcQYmDMcZUOFbg8kkkgVwK1f0aqO3ijT9PNrAmSr2w35r/nXnoPxCvhX736Y3fVwELl+uROpt95RZT9ivdc7gJmyFPFfcGdj++8PEewManh2QNP/DrNaDVXS8oa5Ap9GAR4724L7jnAdI/opB5LSBZk2laG1DCxYD0SqSkIO1bgR7PwkoH5UHrzMf520b3nOvz++ckpAhlofuaZ7Kpm7u/sPP8K5WxF2kiF/n+8gHoCqBCoVAoFArFnUFfABUKhUKhUCjuDB+mgAdYsqwDX760FsLGGy2dbx3fVRNhh1y38WXkBgHgBQLvw8KXkQcHO2QjBpnLpAqgADKnaTqgkTNQgIsVO1snuk+/EcWSO37/AUKpdxFYvgLX42Bn0i4Y1BvUW8YlZUEp7hCGLTYWmrohZUe/+7qL3c2Fdm22AmXKfDfnDES6YOJN6fk1PwuF0b6CRoh0LEFEQwi8mzsI2C6CEgqw69wOsDNdRD64DG0E1EbkLJV5AbnBIELv7QvRTzegOiYndnu+AFXa047GPj6z8wrUh1857WGApnqGnY+b2NG4wY7mBPRbbrxMuPPNCUf6DVNjMqQwyPsH+rBGKu9uBF0aYFegOOY/fxOw2ZECE0k9BXbILlDW5DjN6z3QSzc+PxVI5zh4ooDSrzxJ5vt/gj54hfEoZA0GdrCmIlMMHqm8Z9gBf+D3dRlol/qwUF9YRdpHdtTGJfHfWjeYu65AAb9x2cwryFL2b0Abi7pewAVhFfNTXqnufwNdhxM71t0z9C2g+YqQNXSNyrGuIv3Ev5ofgQquB6ny5+R+oDK1Sv1rt7wO4wtR/fPP/BnaQUqIBQnI1Yjnn6E6xcd1uPLnabQ0NmIU7wZDB+fR5yDWqEJAShV2vot+vUN9BPHwqjB3Z5xPRCdawdGh4q5i4Qixg1PHKhPObuBogok0Yqf+uoJbSCUZzrbzvrbDPLmIABp7FVFmH4CuACoUCoVCoVDcGfQFUKFQKBQKheLOoC+ACoVCoVAoFHeGD2sAt0hcdlke2DE7ASfeSL8y8Z35ZgbtYHacR/8J9AI1g7Zh5BqlF0talOME255fuE2HG0BH2Ik0jQDWHBd0v+fVURP9PTrSORShbbg53C7ODhmbwNIF9Gtz5gR+gy3tb5h8ULlmZWn0vUvl1wgLtVFudM9FaFbKK1ipwL/7XdgAGNKYLYVbHdyuvF0+C+AyYEoWtiJQ985QG5XG6wm7XgtCOwP6FpvASkAkIxygjVDOugl39gH6V7W8zgokeRwgGaFdeH+t8Ns7SMlGx7V3DVz+X0TzgDTNZNAObb+JhApIfNkD/W4VbvoVbHGq0HCVicrloJ8HMThaBzYmKL8Rrho2Q/oLP2Sa//wUBr9g4grX8jT/+P45gcWIKbxfXBxZPZxvfIznjfrFNwcJMcLm4QGSf9xAuqHXcmTnmRvMJxPvx9ev1K4j2B799MLHhRshTQPsPbrEzyugw62Jz/EL2Nu8gu1VehH2LpDccQELr7rzB0q7gH7Z8mtsaFuWqL1uhc8FFlKSCoz9XSRQGLDOmic+uOKrqO9PQoeJHML6ZwZblBM8F7bAn11dR+3fz/ye3wbqh8cNNHU3PkCvoAONoEN2jZ9nwUon/G6Qw0eweioiMcQ1us8Mz7+U+MxQIDEkCTuiLYFmH6xUtsLHV0a9PYz5fePn3VbQFM58Ltzw3AvonIVjS9rpXmawvfIbnxv8BrZaO7+vXSSZfAS6AqhQKBQKhUJxZ9AXQIVCoVAoFIo7w4cp4ARL/bXy5dsEW+4HSLtIB05R1QhLwG98afcy0LknCDy+CWcW5kCzAEXlxW8B9dSf+fJw/43u5Q22VXeL2HINW9NXoMCtsB/ZKlBeYhl2LkBFw5bwpYkUhx15RLBBmAX1BgkiXriJ32B7u73QPUfDKYsdKIy3G9Bwq/DUAFYlOL60fWqiYT4JuJrvxH9fgCk0zgP12ISbPCRS1Mzr14HLP7KeUVhaJLDWGMG5/rpyOqj0kOpQeZ8fn8H6yFKZXoWlQwUK/wpUTFo57XWB8RWDSO4ghtCscC9NpHM4SAmxr1QXS+D9ugBN4YQtVCsBPtPY8FaUCS7pI52XhAWHBVsoJxvdfD4F/AYWSLHyss7gg+FPkKQjnFkMjKddpIQ89mAls0Cyxsjvvf9Gfa0dqTLXk7A6QZorvPDy/ss/vX8e9+/vn6+BJ4H4Ae4ZUiGmxtu+gMXStgl6GCjhBpZVs5h3dvC3QCp3E+cVmAz2C+/HG4ynCteLwlbrGWQOh2/0naXjlH2CpIZeyJd2kYzxWVgHSPjwvAzxCs9GqLb6E5csbCuk7Ihx3BmSMNhAfSqI545x+NvU/iK0x2zw3rAL+c5DBanUTv26j9w+CZrLNLA6m0Uqxj4D7S0o2xnG1AbP2nkRbZ7QLgvo21fxLEh0jYuwiLniJFde3j/ePP+tBnOyB8uZX8RzFmnvfuHlKP0fnwt1BVChUCgUCoXizqAvgAqFQqFQKBR3Bn0BVCgUCoVCobgzfFgDuIC2zXacb7cQ8dIB5z2KnKYX+Lkvv3DNQv4vxHXPG+lPHl/4NeYniJ1bSJewH4XFhiWrmvwiYqw86Aog1s2KuKaAui/QlLRexClBfJZLXNtQPGkCEtpHiMiYBSxHKlq4LLyut0y6hCa2gTfQ2FwaaCqE3tB8ozp0Pf1WEpYWC+i3wsr1PG/pj285/4dD/vcFtHMVRFeVy0ONBZ1qEHYPGTxdetC2bELPEgLYoIDkqht5PJszpJ3qrvy3Xp6oD/Tu6/vnYeN1+1fQ6Q3f6Tu/yuRC6ObXmffDboMYokbXeBPxbF2GMRBAs7XyCvBg/ZSy0IslGFNwy3MQWimwFgrw2Ys4RQcxT0lMWb58vgYwvoIdyUHYpYCdg4Vy55XrP2+gvXqMQr/WU91OoLcKYs54eSDt0UOiTh5XPo/dwAPo1+sjO/Zo/+f3z8O/Ql8d+VwwQRRgAXuQIKo/gS2P34Quu6IGGtp75v19QWsWmOM2YaWTQNqVDdderSvWPVzb8X7cXUFHhhrVwH9rczTYkphQ6vZjLLEa3Ni2PrJjXaTKucFt9VehXztAtNrO7d2mSP3c3ahvBNHoK0StVRjHOfHn0wTPobIIi6Ab/fYZnknuUUR1FrD3AiuZ0vj1yo1+e1n5+FoKWqSBHn7n884GGut9Bt2gyGBLK9R1FuUALeJrg0hCYe+yQNToFe1zhPVR90z1sYs+v4k6/Qh0BVChUCgUCoXizqAvgAqFQqFQKBR3hg9TwD2s5nrhYm1wmf5nohscX700PaQkXA/8WPwOW86f6N9/qTzh4/RKP/460pJqE1RWBKvtLFIc1hEsQq7wu44v7cLquNknXNrm1wuwpT1JB3mwJ8AEhrLzpfgdjrkbLeW+Or58nVdaAt523nzJIi0H31t5eTNsR78C7WFvnNpIO50nTOKNlU7unwVwna/CSsAh7WvgXoRFQATKLVVeh9ZCX0ZrIcEBo1v90lH9xiK27cP3Lh2nRMIb9b2tp/QDI2xQaib6ZemoTFlYP3hITdhfRDmOmIxA9RQCt61xlqgJpFt3K8cX/C1SbUwjSjgD3Wwbp0GbwYQPKrsznFY1YJngxPgqgtL7FOAwEXR9BUugAnKCteNjq4fkhl2kx4xAF1/hx5KwGznDRLzP9J0s0jkSxOd0Nz55X070uWSiw/aJ08gz0MgNbHlCFPYblsoxiiQQdGOqQAe+CYVKylR+C/P4JfDrVZDe2JlT1jeY8y1Qz1bQkjvMwxfoS/2N12HAFJYbpyWd+zE2MAZSTbpV0JJQfOch0cKI1BKY2IfAaUlMvFrA+qdN3BLs/Atc7gyJWTsf7ytYJm0H/lvTQmV8hfSb/pnPY6A2MxbmAisSXhJIIlIVtj1gBVQKleOaed9IGyTNQOrKIuRPu6FrWNGZUepVKl5PWOkBdVwKlFfM4289JIHwKjRl/ePPZF0BVCgUCoVCobgz6AugQqFQKBQKxZ3h47uAYYdMqIICHWGn2oXWJavjS8DbSOu33vGdUydwsQ7PtMRaORNhcoRddtef3j/PlS+9xo7K4SrfpTjBEn5F2vfETjMJUgcsOPy7yGmUW4H7/B09TNe/YBj2lVMnM+xgxd2DTuzsucDSvhW751ZMaLmC077j5d0hJSJCQsTSJD0CO129CKX2MtrgkwA7qYygnwKEfGdMV+hEEsiOdCM/1hzds4W2872g1TAmBBi80nHJgitUDi/oyg1ObUAXuij/XwY70CvsYHvl7X+D9IYi+qgHSqQakGlkvmt5A7oZIwT6KHbmNqCiAy/vXomm6DAZQCQIYXqBBbq9Cso+A3VcBZ0ztM//P+wOtG8fHtmxDMf8EeQVYjefcaCBybxubxO13eF2pt99FDTXTpPj90h19Oc3Po6v4ETwNPJxe4U5LmDCyXf+aOgm+u1zgISE8oWdZ4HOvlnZNlA30IxJPE8KzFcVUhZS5Pe1LTR2m9g5jmkN0dMkt2WuPUpAS3qgEWfh5pAhWaMFfmz+QXNhniG1SMzdDuan0tG8MIg0lRUaoj2LBKIzteUJ2ugW+HkedqPe3qi/Tg98DooXSLgRzgEHT+2cO7reg3hOZovpJDBnFn5egXm9CrlVARlAAdp3T5zavoDEqgDtu+z8vnA39q1yOUeBuXCHR2gSCVQJ3E62A32Wz10LKWlCKWRc/OP9UFcAFQqFQqFQKO4M+gKoUCgUCoVCcWfQF0CFQqFQKBSKO8OHNYAVtBK3nfPc50BahKsnjUUWViH9K2lHnOXivt8e6V10AL3VgxXpFG+kHdgeSNvRLdzFvCugbWlcH5COpMephq53euUagCmTLmntIGXC8WqrgfQBOQktImjRPLjTb0I3tbI6pfNuwurFZLrnPAu7DNCR4S7zWnkdouH9iwONzSZsRaDs0j4hryKG4tMAOigZLAG6Dw//t0lJ2jSA7s9xew4LGrMG1j9W6LRY7MYMyQgirSEFOGakFpHObYHKURyva7SgiYbqvQk9XEpgYyFSN+xCuhUbaOwtwjLEg4bLgc1SsbyeHCSNyGN4jQq+Da4J+wywiNlA9xccL5NFex9p22M+X3+Vwak/CDf+FOmepo00da0TaQQX+F7P68Vn+nvpYez++sjOs3+i3/IraYX+2vH6O4NNya+Ga+COM/WFChq7reN6Qwxa+B7QiohrufFr+5HXjYVkoQrazX7lYyZ0oKmCeTy/inl3onn8unG9+Qjz1W15pDI1PhfWHZKV4HmV+aPAZLDfKBtvr3z7MXPhDElbZeNzRrSQ9vSNypue+I2hq9L45Rs79gYae/sAWuHXn3lBQHt2Gun5dH3lfa3H+XkS9kGgh+5gf8C3IOysYM7oQFONY8YYY1b0rUv8tyo8Dzaws2qV9+UMtiqpwHNy4XPrhjo/YRd2Q22/IauvJCxnAlpBgVVTFQ5bO8yTWxNz4esfX8/TFUCFQqFQKBSKO4O+ACoUCoVCoVDcGT5MAWewHLEDpxhWWAI+gyN7HbglxgI7v0PkS/EB7TIgQPm7cND/Cr91fKNl/xXtyI0xM1jQjNsjO3aEJVbv6Lcukf/WnGj5eYBt9TkKygYsaC6ToNTeIER8BMuBm3Dtjr++f9wWdMLnv7VBckkRdMYNAtwxGWUTaSqt0VL3cKMucFz5Evi/QnV0IiVkdz8oCQTROD1QHG6Rh5QAy7t5Q8sEsW0f78rPQMsavrTv4frF0reqoJTR+cUJqrRDZ3wou114eXc4bwdrmijoEQu2OEsSfRT+r+eRwhTpJB2cV0ACUAUFPkNChXe8Hxa06sFgc/PvhJVb+k52gtaFIgaRfrLw2/wUWLBRulle1v5K5fsONhrDdmbnebBjqaJfVGwruN6h4xRdBluNWyCK7ufK5TDrBPKa5YUdewN7IA82WGPhVhcZrJRyoTloCHzOSEDF5d+ErUhH99zt2O+EDQ4k2pQE1K7oZwlSEtxVWH3AHJdA8mCFXYqBNKFW6NjSRF9NYGEW+T3bH7WOApYue+ZzvN8hFQrmpF3Y2xyRbheUrYt0jStwxYfC73870W+D+5ppA/+tDiysXhP3XOuPdC/TQm2+T5wD7SF1I2G9izlj22gOjVfePrOHORSe67MVVjLAlieo6ywSw3awLcoikSSjhAHs3ZpIyfkNbbVAltMJa5pnSMIKm7CSGdUGRqFQKBQKhULxd6AvgAqFQqFQKBR3hg9TwBssj0axNaVdaMn25QzURuM7fb9YWs7cAl+yxkXlI64cv/B31LcJdtKCi/0gqLceipgad9PecccU7OjNImzcgcN7gSXaJOjAikzcs3Au3+jONrDuLo0vj2Nwwwy7dpvYLWQiUBY30Xwr7NoFSiQf+JL97QLB3g2o/cp30kXYgfgWONdWd7E96UdAbpECqrcCb9hXTpXukFBghZ16gyFRgOoTG3iNB+qoMJ5XFAn66CJSYgzsTkd6OFdRJjjm4L6cSMHAhBMrdtkboD0yyB5KEfQjUD2V7awTyRBwKBtBewcYN0jFiAQBpERsgH4u1AX4ZxXSA1c/fwfmtlNYvRHu+ztKT2BHMEpNjDEG2DDzNvDO9RMkeSwDphHwcoQeqPyB+sJvYn7qGn1x9fzYAFFA+wpznNhJXDJd//GVynsVkhcL24AlpTbh9WGneytCylCorlbot0MWO6lhfu4EFX2BeX240DyWej5n3BrS0vTZ8y5tElB2+cbHXZJ2BJ+EfSNJwME9sWMbuEc0uOf+lSdwbI/odMCffy3C7tYbXV/uaA8r1Cn0rypo2QrP0Bb5eHCww/sbVG9cBLUL9Oje0YlH4VLRLA2wN+Eq0L+gWwbsqhVzSwGqG1NidvlMhufQepPjhu4zN6SRObXbgfygvMFYnvh5Pew4T46nC0mp00egK4AKhUKhUCgUdwZ9AVQoFAqFQqG4M+gLoEKhUCgUCsWd4cOk8QivitkIqxOwQQngnr2JLdEJNEudSOcIN9BRgIN8O/LzDOiNcgHN1ya2X0Pqhh25tu0ZLCe6A+lDdsN1UyNYacwVHMOFBqCDRAc/c40FWlrUQnUTr7y8F9DYdTNYuBTeRLUR73/phe7hGTQWaE8h6noEi4Mb2jskoam7kAZiEsKsZRIimU+Cxf+yCOmNA11lDWhbITSrcCvSzIZZOkitByCDbMkz+ZoYUhUPigJ7sPsBmwE7Cl3bQuV3Dq0PeBsU0HOGxG08UqTfcqB1ckKXVyvoEiFlo4nf2v+GrYwxxgTQ/eF5TVjJtAgpKWADVWQ1oS4zi3mjfb4WdYXEgJPQUFrQpc2Lh/OEHqqjOSkWkR7Q0f1aC7YXgVvJMI3SM1l4xNMLL7Cl38oXPj+lR9IYOUgJmVfeCCeYX68d+mNw65AdUpGCFzZgoA21b6Sj7APvq9jv4gypSIPoP9BRbjMfdwEst7576p9yxcOCni0XmDP+HSui0vHfslde/s9CcvS8eqlcR3q40t8bPAu6InR+Vxr/68CPnZ9pHpofqQKeFq5LuzVq56unvmZFOocboa+9Htmx3INF2uFf3j/vbzx1JILlSsh0X9csrL4ctKVISUlgfZOh3zhhU7XCsxflgXnnfeMWQdsvU6fAqiUZKvvW8fPiQnPADDZzmxCf9/iMFtrZVP+4NZuuACoUCoVCoVDcGfQFUKFQKBQKheLOYFtrf3zdUKFQKBQKhULx/7PQFUCFQqFQKBSKO4O+ACoUCoVCoVDcGfQFUKFQKBQKheLOoC+ACoVCoVAoFHcGfQFUKBQKhUKhuDPoC6BCoVAoFArFnUFfABUKhUKhUCjuDPoCqFAoFAqFQnFn0BdAhUKhUCgUijuDvgAqFAqFQqFQ3Bn0BVChUCgUCoXizqAvgAqFQqFQKBR3Bn0BVCgUCoVCobgz6AugQqFQKBQKxZ1BXwAVCoVCoVAo7gz6AqhQKBQKhUJxZ9AXQIVCoVAoFIo7g74AKhQKhUKhUNwZ9AVQoVAoFAqF4s6gL4AKhUKhUCgUdwZ9AVQoFAqFQqG4M+gLoEKhUCgUCsWdQV8AFQqFQqFQKO4M+gKoUCgUCoVCcWfQF0CFQqFQKBSKO0P46IldHOnz0NixZuk90oeODmRxjUb/sI783fNLor+vobx/HtxBlJh+O9SB/v1Q+XnJvn+sxbJD1VE5Hnb//nkZ+TUavB+3Lb1/LpmXvY/0vY1Xjak9/UO67nRg51WfAh0LDsqRCjvv5uhe3I3fl+3g+hm+h/VkjEmV7r9BI1Xf8+tt8NnycuRIv9U2Uff/gfjv/vv/4f1zjJEd66DePHaNwO+rHo/vnwfPGyx2dCwEuojz/LdOjf4+DPS71RzZeeGBKrFPIzu29nSN00b1myLvGyFQ33PQl12/svMWS99rK79GhX5U6XIml8TO2+CSxS507Z33tX2/vH++BH4N90r3XC31r+3lys7zHf3YX17oO1Pq2Hm3C31v73g/fFto/P72l/+7+Qw8nU7vn4vnZU2O6uLkqGy99+w8U6kvyGuMgepidTTOfM/nwkNP1/SV+t028fH40Oj6IfBrjAP0CxgnhyT6z5nmvH3s4Dw+fvxCdZO7jR07GirvNtH1ouhb+ODIns4LK+/vm6Prd4n3wW+RyjjA9dKF/1Zx1I8bdXezJl72pVJ91LTzY/Cc+7/9n/+P5rNgoX8FsZTTNzq2R2qjIh7KvaE2z5XfVzM0P7VE33O9aPMGf0cqSOFVaArMoVU8Tzz0I2+pjYrjNwbTienhtzYvKsDCnNnEsVz/rY+m87wPrRv1ISiSGSy/3lrpXibxPFng+rWDY4Xfv230A63QeZ0ounP0TEqOjweTqM1zFS9ffwO6AqhQKBQKhUJxZ9AXQIVCoVAoFIo7w8cpYGAwbOHLiz4A7VVp+bJaTnvkRufFbmbHfgPK9uCJRmiCHfBAI3SB1uw3M7HzjoGWm69WUCKw+lq+EBVj4XrGGBPfgFZ5oOXW08KXed/y/6e9P1mSZEmyBTEZdbLBLYabwwNe909gBcIHY4EVvqi76KGy8t6IcHcz01kGLEDP+TBnZZff6lseIDI+K/NQNTVRERZRDTmHD8PffBfZZE/XBKbYuCPvwwq7702ie3nJvJ8G2KZeEqd2AzCM60jt9ZHvxTtL7d2AHqpFbEsboFSj2LIv7w6dPxQ+Qn9AnBhjTAdUWgAaFbfNjTHmFIASavk1TrD9Hg0FnxdUhDsAxdJQrA2GU8UeaLXacir6XKl/bU9tPItxWFsaWJ9xfgm6GeIrcFbRpPP49jl/o3a07Y2dV4BK8WWBfxcUJlDdf9qe2ZHR0Y+nlfpwOnAKvK40RhHozNsgaR+gvcXaczpx2uojUAK11SY+tzyseRnGKo18DdoutC58avixvFMs+I768uL4oK4N0JwwbsMm1sILSD48X1AdyBLOMKXHM/+tBmQvf6lAGzsegwVkNP7A29EnuucjUJQ3MS/wWxvoUNJ0Yed1AaQBnzkd9nSl9i8gh5F0YIbnTnt4ffsc7/z+3UhjOYu5cCyCivsghAq0tKBUV5AipEJrUnSC2k90bBdT3KNWBKQDPvCYryPMB0/jHwKfm02mPp0Dn8cNcJ050bHW8mdtBtrXBIhlIUPyEOe74zF/gjHfHPVbXXkcRnxuWljTBM3rYX1Khb8AMOVQpj+sWKDtTjHkQIq1Wd6HFiQ7SJUbY0yqPAbeA90BVCgUCoVCoXgw6AugQqFQKBQKxYNBXwAVCoVCoVAoHgzvFnKlhk71lWuqMojbPOjSjsIG4Ar8dd9xrdRXELDVlTQAm7AtqJAHvg30W62wZkmgXxt6zrdX4N/7nc5rhaaugC4pgH7R9Fzz0TfUJnsTOgLQC03wvToKnRN0x2ZIK3MIvJ8sWGTUg8izB/1FB7Y9s+HtRTnbYEjPsAi9hQtofcD1BjX9fr3BHwEPureed43JoJdqQRMVD7ztHnRLneFj7lq6ZwsaptDwHwuO+vcEtgghCo1RT/HgxWyLhq4xFNC5CZ3OANZHFbRTRdgRZLA+KMKZx4NdyvZXiofp/oWddziBLcbL5e0z6q2MMWYCLe6143M0nuDcHzQmR6GD2yFePfTTpzvXvUzh6e1zEdrG1UkLkf96JNa5PH560Fs1EdaFE9c/fgLtUVp5bHUtaFQ7ur4VnhCnQn0WweojHnmftKAhdfOZHQsd6FzBluhL5WtBf6L2ZtRyWzF/4Hq2CFspGGML6/VJ6rxBzFo3iq3uwvVVoyX97qEIPRRapIA91ia0zA3Ycewzzff7wAVxASyL/MaPbcIi6qPQQPfK1TiBHroFe5e6SaEfaao7JzT78Ldz9ExKIjYM6O0amBvWCgu3lsb8sPPYwLUAY1kKE10EbWOGeRh5bER4/oWRP/9uoB0scI9Nx2MowlxmFiuV/1YLlmBFdE2FddKCPtiLAdtAV+jBgiha8dAA3XgRMd9Y3qfvge4AKhQKhUKhUDwY9AVQoVAoFAqF4sHwbgq4xcISwk28ATfxFWxP1sK3gANQE567m5gZ+LxzR1usVmxLB9hSrZWu3wa+pzpAZZCwiUoYmdqbkZkR+7Ktpa1jtETZArc3iFfasg2Cl3ydaCt+ABZ5McL9fwHaCzxhxsyvF4FuPOQrO3YtRJWFjsbBroKyh6omjL2Q7v+wFR+KtNsQXNwH4QysdzoIWhZuZo1EDw0iPT4CvROFpUN7oL6KUIUGKV9jjDk80RxA+5lGUPYxgg1M5H3WgTygAt1uxbT04CDvkWPI/Dx0tW+FPckENI2vUEGhEXRrgf8TQhWKWVR8MAWoaEHn1I3+/nGESiie/1baaYxONzq2t3xx8CBNWO6icokVMogPgLdgHTWIe4LxjjjvIqdrdlgLBmH7kzJQ3iP81hM/L4ANzAr0z0XEewPtHb4IGnWAY1iB5cxjy210XjzRePSCfHRA+66DoNQWusb6RNc4T7xNsyGaOgBVng/8tw4LrOPCcgQrF21gq+UypwMt6DJ2oPYuM7cEuxe0h+LPvy4LvcUHYd6gelTD1/gIEpgK1YNaJ2QYsAdkhQSoB9lPAsuRIKpu4DO6AZud0vFxneD6gxU0Kjzn9gRys8Dba5G+TbQ+D5XbWWWgoksrJBaZ4iE1ZI/VCc85C+WksMKPX/j1FpDitA1/TqA7TwApj5l5HOLoZZAbpSTWXXhmdEnMG6c2MAqFQqFQKBSK/wD6AqhQKBQKhULxYHg3BbxG2OZ1fAsc/7IVKIuOb0s3UB3aiwLoB8ikNStd40nQS+Nf6Z31AhRAiZzKa8CtvOn4bXbooA6Zdb3j2/4z8DQBSqEkXvjArEdoh3CFvwDtVSBTKbacshhhq9d5okDsKgqgQ4awM0/sWA+03xphGzmIaiLQpRWy8Xzg280J6IIy8/HK8X3Fpv9oLF8hu01kmT3BMG9AxV4EFYHVObzhlQzOKDGA9MTmwO/3DDRChCzzPvPr+R6K2UeR0Q3UhINt/1ZQu2Wgrf2QkKYQmdlQeSKL+YVTtk7U9rnyOAyQgW8LSgxERt8vdOzM2Rdzh0Lkf/1O8fscPvMTE1Ve2IFW/CEKpR+eofEDp1gaSU1/ALoAdNDE2wpJ2sZ20G6xBrULxcn2md/DsFHMdHC7UVSxWCDufoFqN15QWTvIIXbRjk9AWQ9A1xcvsnuf6O+hQqUCse72sC4cKqfv0hHmCdDeLvAxvVRarzbIWp0qPy9ClYR157Kc/QTSgxnmz8r7cARLBAdSpiqkR8NIme3TKuQv5Sfto4B1hCShC7hbBMhmnYU8oIV1p2YupyjgntBOsHYJWvYKbhkFXCUOIoP32ECGeOYxOrfg6AHPKyukNxUykNse3BE2vrZWkEo1Yu3aoCJNqCAPENm9Gf6uaJ0hqFakdpNwJSgoxclAy4sQCkgCA7VfG5HRX2l+zUZk/fIp+y7oDqBCoVAoFArFg0FfABUKhUKhUCgeDPoCqFAoFAqFQvFgeLcGMIJWLAqH9zSAdiSiHorriypoVmIRbupgadCCPUT5xLVXFwfaq47adGy5jia3UO1BWnOA7s+C/ca0c41SCw79diANyOk4svPGlrQC+ca7dN+o/evt69vngxASerB4cDtd73sUVSHAFmINwv0cPtcRHN6F/YjdSFewGriGMLQPoBcpVqTIW+Eo/0GwMP6fLY+vDBY8XxxY+PRcA2LB6uWwC+HECdLsA2kxD8L64OjBIgbsjULg1xsc9X0+82OHQmPrQCtYK9czNWBxFCLds8tiDjmaA2ilYIwxA2hTc0fX6ws/bwTNSn6l+dC0r+y8O1p67MKOZ6eYf/0E2sZXUZGmpb/v36lv/jTz9eX5/P3ts7/yMUcX/o9CixVyRFxgpZYK2raz5/MnZJiTiWuqDgeoYpGwahGv4jFY+p6D6kbNwMe0hz+DqMD0GeLJlL++ffQH3qYOrp8OYG1l+fVasIWpQuhkcQ2B381Z2sXA+txB9QRhezGi/cYsKkaAfjkuFFvLQVRxeqXOaROt69eVrxkz2Pg4YWe0fXr3Y/QPhW1Bo2z5eC3wp4PncOSSOrMF0EAKjfIB7G0CWPrMma9jT6AjdlAxzBZhieKof+Wa/MXTsQxa4dnwMbdQMaQBTd0shmAAfdwm7G1a0PM7qMAx3kVFI0NtirieRqG4bCnOw86t2SaoLuZ7sJJbebxmfJ7Cs6VPPC/BwPPEi0pQfvv9emjdAVQoFAqFQqF4MOgLoEKhUCgUCsWD4d171x7oNiuctVuwVQkeijAnsS0Pf+8N/+kITvYRijKHjm9rnsF2YP4EheY34VyPFRh6QcuB+3sLbv3nL3xrtwU7iq0S/ZJmbr9ygooht4OwUoFr3H4hGq2+/sLO6ytsHc/U12dhK7MOkLY/cyri+4Xu+QTp+PPO76sAxeSgAolf+Xb7BtU+bOBUvBWVDT4KB6CY9sjHITRwn4XGKwu7mD+D3UF54nTjCaiDxpOMoO35/5U63Pbv6by+5zHvAx0bWvH/rQhO9tCd3glaE/p6j2gXw8e1B4uEIqwKElhohJnu/6Wc2HndTNIBrLIxLpzOqwbiJnxnx8qd2rWDNU248Ph6vQOl+QvFefjBaQ8PVOpJUCdLxymXj0CGtTDMnK73Z5onLVqMCNrMH8H2ohfVDqACT/kMMSMrNQSKn4MFeY2wZhk6amPb8XgvYKvTgnzhs7D6qJbmmgUauY+i+kCi65VWxGcCOQxIObKw/SkgByorULnimdGNdL1N0HL3lWjEdHqhti98Dk5gg7KiJUjD1932O/Xb8oXbpYTx91dg+CMwgHRgEUYwEayuAlq9iIpOw0z9kcWz1jbUHwuUtOhkFSi4/g5r0uHM53uqtBbWho9DaWAtHCl+n1phdQXysw0kAa2Q1ySwiOsqX0/WFe4LQurYCxmZofN2UMDUhp8XVvp7PQobMLC0qRP1jW/FuxHMo7JBZTHP5+ttp+s5UZHGZjEu74DuACoUCoVCoVA8GPQFUKFQKBQKheLB8P70JaB9feVf22CrP2BG24VvXzrIAjsdeIZQgC3s0wWqc2x/4ecdkRKgbeMoqI2mIXqpO/ItWzDNNx1QYFVk1XSwtTsCreIOPAt4g+LtUVTumAb6OwKNVsS29K0iFUEZx10URb5/o23fcBKO/xttDx8hg3cd+DXqna7vDVKlvKRDArr1KP6vsGw/hwKuHRSKFxRTKLT93kDq41BkihhkTLaiukCLlRFozFtRgSIO9FuHBuQLPT9vgGNtK2QKUJXBQzZeL6clxAZmrRlxX7UhSqRkPl4ugZyhpzY5zgiZDTJIlxGqKVx5vE6eYui6cNojYAFzcK5/mS/svMNGmfDtRP32XdCKkIBvFlENw8wfnwXsLMXgfhTzADJf9zN17pD4eQ04JxjPafhzoXNvjpwDup5TPgPE+AHWrjDw8TgApRpg/hhjzAEWQ4xP1/NrYI37Bp0exJppWZUldsg4kAMAy212Kyow3GE9jbSmlTuPwStSjIX3TfsKa0MLGftZVLE6ErfnwelCFveYvlBM5hu/MW9+DgWMBUn6zKUIG1Cnyw5ZupHHmtlhDnb82Oypf08w71LDKfBz/kS/e6bxOogKHBakV0ZkxReoXhPAEaM0vE1hB3cHyEz3PITMBvPSi6JV20TX/LxCOwbuzIEFiD4P9Mct8neNChXE5HpaQZqR4HnVCinLDjdgmbsDf3fpCtDSIvPbdOLH3wHdAVQoFAqFQqF4MOgLoEKhUCgUCsWDQV8AFQqFQqFQKB4M79YAWuDDreNfa6ASwIYVDTyvHtDUL/RZ8NcWtFJPIBDJosKHbSm9/xPYxTx5oW0B0Up74bqsBtLWW7Dm2I3Qee2kRXgC2UMSGki0WZnFsW4C+4BAWoF7EpoNcKHvD9S+2851CaknQdQ+cZ3OGbQoJZCOYJC6hEI3c/f0HW+5tqUFF/a683HYGyG6+CCcQS9UKreBaUGnurd0rD3xDghHGpODFZq9I41fcwJrAqEB7Ds6dmpJRzUIiyR/ggo3TmhiwXbDg+zDWaEVREsOPPYP1Vng+qLSjgfblhYc+vuGC2TWjeLy2Ly8fX5uhGb3RteXlkBX0CZ2oAG8CK3UvdL9X6FKwOmV/7/0vtP1i/g/qw3CKf8DEEGTWQdRZQBsMAboZysqcPQeLJYiXwtW0OL9BbRBzvF4jxU00FC54yR0rfZI3zv3fKz8gX77CXTOIYqqCFCRw0DFnS6LKjCOzkuB/5bDykKFPqfK15IKllMbXH8S9jZPoAl8FZWJmo60Yjvorebuzs7z36lv1u43+r6oztJdQStZhG1N+P3aqz8CLTx3rdBiOtCOBSjx5ET1JNfQM7nd+FxqQFffwQI1Djxe79AfXwL1Z98IK6qOtILHnbc3JTo2fP5GB0SVIdv/6e1ztfR+Mbf82dXcSc9+C/zd4ALP2hmeJ/MTj6E20zzMoFl8ErZqCywBk+V6e5dIE5kMvhtxHWU1sMaxah+i4laAik5i+67uv1+LqjuACoVCoVAoFA8GfQFUKBQKhUKheDC8mwI+wO5isnyrsUJ69yfYhlyF7YOBCgf1wrc2e6A9boG+d46c5rwAtdn3dN7XI6fXhk9EFXcDTyU/APUWgMLZxTZ6Bjon3oiWuBu+Bd6sRCs40aUjUC79K22xh8CpiLbQ39NC29L5O6dzno/0283At+zdSFvbDmj0ceLWNAbS8xtPFHNa+Jhs+P8DwXI0+0+ygWlpLJ9EHDZQ8ePQUF+05hM7L8DfQdq2eIqNHioo9MIi4XQAGhkqzdgDj40jULYuCAoYrBqs/fc/G2OMBWsRX7HKOz8vgH2AlE4YC3ED10jitA7m77ZDLDfc+mgEZqZ4TtOUlfp0u7y8fY7fed/sEKPHihSIuK8zWDq8COrkJ4RhutDn4yJsaIABKlBJ5ph4u60jWip2nFI6w/1bkBe0ws7pjP3nKD5dd2HnnaDMTB/5XBjgVKSYL6IaTUUrFZgynREDAHKAYv/54wWKzJhN0JIFqnC4mWI/B04VF/BqKevEji0drY0HqKASVt6mG1TuiWB1ku9CygMVnmZZ4erO5/VHoQAtWxreh3YDOv8AY1J4DAWUBFS+xlVLfbh7io3PgpbEyjMHkLwkUe3jE8gewhe+7rZwjSH/+e3zcuTjYD1U4bn/d2pD4M84P1Cct4nbmzmoppUdrIUjH8dfdlrzypnat4xC5rNQ7A0dn+c7ePXg6rc1whYK4rL2dI/rLBZokN/1Qqaw2d9viaU7gAqFQqFQKBQPBn0BVCgUCoVCoXgwvJsC3qF4sfd8W9JXcBrHbF4vskohy6YR25UdZPS2QD0d/8R/6wSZmecT0ShPXy7svC+fIKvowrOAWuAwLGSt1cq30ZedtnMTFBsPC99SnoGWjhPPnju2L3Q92B7fCj8vwFZxqvS79syzgFv7/e3z9INvxf+AAvPpTv15rHxr+7m70vVnaodNnGKJmI0dZNH3j6/AYIwxHrI+q6B2V3d5+/wZsgCD533dHqCCwkHQjUeKjRNUmulOPJYPAx3rgQIOIgOzw0xIEfMOqKkMtJ/LfGu/YPYkZPc5UQAeGVsj6LcWsoJdpP/3OcdjyINbfYQxbhaR+W+gmkgWFJiDWPmN+u268HFowFpg26nfBsflEeNIv33yIgPz/vFx2K/UbitkCKmntcaDw0Czi0pFQPt2TlTdONE9Rci4vQiJCmamB6B9T0LW0IOMpn3icXyEzHSM49iIahdQ/aCDfQOR9MgqgchqDxDupoQKp4l5MdM1AsS+3zjNO57oGgcryj0kojOzp/XOiWfXBhm8a4bnhMgW3hJd3xdB83WCpvsgWLjn1PK+PpyIcLSJ7tE73k9NpfOcGMseSEvf0Th0mf9WPBA9fIQKHKHj6/MFsv7dJ043dwM9e7pK8bs2whEBYsP+heLh086f8esCWeA7nw9Y/aXAc/KzqCbz3FF7543iYRAZzBWydp1YJ7cjxcpSqb1x4/Nr7CHOoWqQF+NaJ6j4E3mMouzrvdAdQIVCoVAoFIoHg74AKhQKhUKhUDwY9AVQoVAoFAqF4sHwbg2gg5T7VWT+ewPWLKAp8aJahAdH9kMvnLtBO9L8X4jL7iPXCtjL5e3znw5f3z7/5S9f2HmfP1Eq+fCJa2w60Jys8Aq8z1xj0t2Iv79a0v05YXuxQWUAf+bX8Cu49YPjfRW6vAZc2A/QNduVt/0b6IPa+m+8vd8vb5/v+YU+f37h5800gGtGmwWhKZuhOolwWt/q73cd/yMQLelN3MD1a5cL6SV9AKuXo9DHRNCYNlKzCXYpF9KAnIQNTNeR5qSFWI5B6JlAB2WFZ0kBbx23UX9WwzVG2w76UE86FSes4L2j68XA9SBoqN8U0PYFUVkD5m8ATUkT+VIR8Xui4oOFdiTQ1cxCY3MqNB/SEfqi8N86Q0Gh14H/1tJye5qPgPWgvRN6sG6lmDmAbtgeuEYJJGrGtsLqwtH1G9CU1kFoKGGhOEC/NAcu5jrBPGlO/FgLesEG7stHPt87bKIHDakRlhigZfWej3eJoG3cQB8p9MU7rK8W413YIxmoJnUz/Ldipnjq0JbIC/sx8KNJCeaZqEDR7PS9rXL7Lann+iiUCtYpSehwYW41CeLG8/NQ9X4q4j5gnYgwx9uBx/IZKyFB7DX9L+y8/kBr8uUTHy8HsWFBX3xwQmP7CTTKYL8ziQo3FrTcx5WvEXfQQ/tI/bSLKk43Q+P851/pOy9PPFeggi4xNTw2wgRaV7APSonffwIbn7zS4tBmfr3SYvyKMb/9/jjUHUCFQqFQKBSKB4O+ACoUCoVCoVA8GN5NASdPadW241uPfqWt03SkLctkOS2L1gJu51ug9gRbthNtHZ//xN9RPx9pe/TrX4geffrrf2fn/bcLVQIZzjwN3IOdwpzovm6WU6AJttED0FBL4hUNDFT1cJtwSQd6fAMeJTruXI5uJGjvUSynlC24kN92nmbfHmgb+QY2E19+5W0a/Qtd39D2+F74eaeG+vCWeTuq4/T+R8EDFVmFbwE645sGLAy8sNkYgOY88W3/9kzHzkAHH0SlGbxG71H2wGOoAu2bRTWVAkXUlwxUxMavsWaKrx2kGJ2gogxU5ImNtIGBvqpECTnBInTo1g/Xy42g+uDvJOyeXIZqImBpsy+iksNMfy+ZrrdMF3beIfyg3xKUkJOVOD4AFehvKzqwP9I9eQNUccPbfShgRbVd2LEIy+YRLIx8y6m3BmxmAlQ7Oh+FZRFU+IgD768Ia3kPUhYbBaUGFT8CLN2yAkWF9S5Lqy+0LRqgQoKwIkJ1yYw0uhjqcAUblCLmXQs2IFBZwWYujaggPdoN/LCoCoGlSxpxz4sstPRBqAHscoQ1iQW7m3qgfmqzoOVPFDdrz69x7lBSApKX9omd15/ApukTPbsvRy6b+Qo2cOuJX6MDyykPYzkKKUufqbNXkNscuBLDdDDOo+fvIb9MJOe6PdHaOoqqY39eaN0Z/0rX617583/I9AwdxSvV0sPfG/2urTxojmBBdCvU742QPdwjfc/vgh7/TzyTdQdQoVAoFAqF4sGgL4AKhUKhUCgUDwZ9AVQoFAqFQqF4MLxbA2jBmsFuXB+BJa1KJh5d6l7QPaWehHamQokrLCcXuPXBp4a48sOnv759/vOTSE3/Qvq1tufXsA5S/29QIssKIQHoJXLBslVcA1IW0izUynn4CqV3BtSDCasLP1Bf2UzaiaXlfXgG2wkhFTOfr6QxWKF8Vj7wayxX0AR50vbJ/w040Gy1SfyY0IF+FLoGNCy90IeAXqSHUmhnEeWtIw2HtBnC8lodlFPqB64PaeH+fSA9kyzGk0FHulseN/tOx+YVSgbN/Ly0ke5jA33dLPRMOL+C5zqVbqDxG05Qdm4T1iJYoiuiVYewxQDLiGC5hsv9E23jNHPdy/REsXeAkoRTz+9/BU2bFYKrJO0vPgAteEfZr1yH6uBYuMC/C9urECjueiFguoCmtDnSeAzCpuIEZeIc6Jy7QfxWB3YxQjcbYRwxfnLlq0GC9TkZWONmYW0EoSDLWMVC99WCnUUn6slZR7/dgnB2FKXl7jv0jSjjuTl6HliwmWmFTuoO4uv2TuetR/EsqFD+7y40r4Hroz8KHYyJOfLxclAysUCNSCxBaIwxAfS7vSgfaQONSwtlNz+feB8OT6S///z58vb5lye+ZroLzfGjKKGYE/122ajv+02sGVgmbaLvOMutXhJYKZ2aKzt2BduaHuJ3b0XfvNBzsgF9aBA6/xFKwYZnfl8DWGI5iPPN8b6+wlgG0N/u4v6bG93XdBGlIYPQhL8DugOoUCgUCoVC8WDQF0CFQqFQKBSKB8O7KWDjaXt0M3wLOIAlRDfRdnhY/sLOc2fa5jysnLqZv9J28S+fYbv9wumB4Ym+d+qI5mqF1UvbgMN9x99zt52uUQu1dyt8u3VcaEv1eqNj043ff8qwxZz4sRWsNAxWheC3ZSJU5NiAzT7fOUWHW8WdFzTyjcbhBJTy9m/8x/aWPG1+AyqqPP9z2iOLShhl+/3bzX8EErjan3e+FR9AfuDAcigchft/B/E68Lg5HsAWo6PfamQlELBZsVD9IImKBGWleMg7j41pBsoJq87sPA63jeJrX4HaqZyysGCDcxRyhpKxegXYrzhBIzT/vs1OjHy+tkD7xijoJ7B+2TaguW+C2v4BcwosJ7r9zs7bIs3zIBz0Y/vxcZguNAbnwuPCn4AeBrudKKqlGKh80ItqLMHQNQNIFGLHKWDbEEV1aGisQs/p/yZChQ9h9WHhEVDBBitJuxSIyRlsOurGz8Nw6jNfd/InoLY90HAHThVGsDfBiglWVKOpYIMxJj4OoadjcQN7G8vjeIB1/Q7d291E2xNRjK9C8rBtn83PQIHqTJPn43C21Kc4p03H4zBHmndtFhZmnmjfFuJ6uHD7sc/w7P3lM1hnAR1sjDFPESzRhARqBpu5aaFjs6iKlDeKhyVBsEVp4QYVZETVrRboV9vQNb4IadcM69+toX77fOKUcgtyq5eLkIc9w+cd5mjg95VGkm9tDtdPLjeYepgPEx/zZPkceA90B1ChUCgUCoXiwaAvgAqFQqFQKBQPhndTwPtAVE6/ctqsA1d7A8WVy2dOZTngNuufeebUL1BdI8CWbRz4VrxvaWu7ge1bX/jWdkX6chVbpQttv04jUUjTiyga/Y2O3W5Emy77MzuPJSZ6fs8Wt33R1V/QI/UTURZPidq7VL6t24Ad/pD4Pb8ewa3/Tvf44/TCzksbZCAWOuZOgiof6Xrryqm3ICoyfBR8R7+bB1Gdo0LWGmawVlEJ5AgUsMhmbhugTkBiMHSCbgeKuRQaLzsLKgJY3y3x2FiA6rzPE3zmFOgEx9IE86vyMcBE3RpFdQWgIw0UJTcDj/njApl68JXGyutBrDV8PXBP1Fcr0HTTyOf87YLVf2gcRi8q9xzBQX/h9GZ1Mu/6vx59gJhpOZXjoe37idaPs+UuBcDKmtDx+PSQpTgAHdo1XA5yaunYETKEj0ZkgKNcIXBKqYB8oQJttosqA9sGcoV1xAP8epDBbL3IWoYYajrI0hSUdYTqCWmn+eQMX+92qHBxmLkUYAPK7gdkyMYfPI5NhPWk0jHb83kxA8UaNt6OFH+OHObo6f5X8UzOkHXeQeWSzfMYeoIqLDVyKnuATN0TzPGDkIOczhSvny1dwx/5uIYM0ishI5sz9eEOlTX2Z1l15YW+A+vY3vLnUwuSlypi/slB5Q5wFTmJLOjlK9z/RP22H/h5u6H16SSqiS2W6PLtTuv6Uvj9N/tX+sPB+h/Fc5bJiPjzZP1PLIW6A6hQKBQKhULxYNAXQIVCoVAoFIoHg74AKhQKhUKhUDwY3q0BbK/ElTeCl54PpO35UkAD4EVaeQD+unK9gXekDwggZuqEjqQHzYqBy+eNt2lZqE11EQ7yC2kAXl5/ffv87eWFnfdj+f72+Rm0gtsLb5NfKC18bPg9Nw1oJ1vi7MOBt+kA+oMGdTRcsmEa0JsVx7UYdSKtwwyWEcPG3/M96A82GKNmExY2oPNKjmudnDj3o9BAWvyx533tz6QXsZ4sMvzAwzyAw33fcn1IA3qkBixhQid0aVAxI+9QJUY43G9wbB95H64raUfuI/Xnuv3GzrtBhYLpitVp+G8dWrB3OfIY3RL9XT3pWbs775vUURsr2MyUIAQmEBtSehJAw3X6dHn7fFy5tvH84+Xt8w3GqJ35FTvQDjWFa32OP0GK2oFG+bBwjZL/BBog/7++fUSrLGOMOUD1gEb8Pzwc6G8HFZNCK/SqHcVxA/rAeOQxHUEf6C3/rZzp7wT2LiVzfdEMFTnKK1rC8POCp/MGUf0kWhq7FiyxopiDbaS/I2iNd7HGN6DD9cIip4LNzvmZ+vpvooqFAb11f6P2PUceg0/fqZ9ujuu83C4sfj4IE/RhI6tYQAUeLM+SRTUVC1UnvFgzTEtrYX6Cqhg917MeIh2zX+h6B6Gpcy316SY1pjCvy0gx9WK43n680ffqTGuV7fi47rAWtsIiaO6oHbHSc91yyaK5QHWSHayo7oE/dzpo+7rz37L+X94+nxaI8+/8/kuAZ4ihsQxCY7zBWrj0r+xYI6z13gPdAVQoFAqFQqF4MOgLoEKhUCgUCsWD4d0U8Aap0125sGMWXeIH2sp8dZw2w7+KqECQgQZoHVAWggK2QA9XSAPPC98CnxzRa5Ph263rb0RF/f0Z7F2+/xs7734lOiPORPOuhv/WPYFzd+Q0V4b0/AHKf4QL367te6jU4Gi7OYoi5yMMWSsqksQjtbF/pW35T+XGzvvfzhf6rfu/vn2ujtNrFijmJ1HhYlm+mJ+BFrbEd8vjq0L/NmCfEYyQEQDF3gobmAFopQPQSI2g9ivYDlWwY6mJx8YO7vLTzrfz5xdwtd9e3j7fX3lfpysdG8EJv2Ye1/sE1SVEURf7RHHegL1PfxT0CMRbZXQhp8Ssrf/kiDG10veOQKmfhd3J36HKj73ROJSRczEu0s3EA7fnsOXjbWB2oNPXTzwuPgWiYnugR10Q9BrEbj7za7gAMgSwlekGIeUAi6wWKoEM7T+XPFQnKkGAlUid6PpVVAJJE1hCgaxhqtzapxRq+3ER9BXQfhnmSa58HctQFSmjzY+odoEKoyjsNxqUvcA1hon3dVno2LcOnkG/imcGWJMkEXIogfpIXOCW7+K+MkgHUk8ndjtfWxqo4tEXPl5NS8e+LjRG3YmvmbgM10p9uIvtpZAphvLC2zHD37/CGrTf+HwfC12/WmqT30S1pwDVk6RtD1TlcbD+p8LnaIQ3lvCJ2ne58Virn2h+dYlXCfl1pPbeYRzmr6Iizw/63mGj330VMrra0bO837k+bGp/vyxLdwAVCoVCoVAoHgz6AqhQKBQKhULxYHg3BWwrbUuukW81tpmonSNUpygz3+b14BgeV7G12UB2aw+VFURFgwJUCmbOzFXQlyttt64jd2r/fqdt1OeJMn1vd761a1agAaAwdGj4VvnQ0W9HsRW/n4AChkLs547TXJ/7C10DsihHUeC5BqLycn5hx24rVBe50Nb5KrKA/woZfr8CTb8JysYaut7ccirayGy6D8IEVOxFmPojJ4TZg7XhWYa2w4xrUdUm0j37HuI18mtkoH0tZAHulcfQCsXsZ1FsfNkgs3yhmBwTp+xfgJrBazSjkD1Ahp8VxcYj0Ht3oGIvK8/iZE20QJUI2kvMFIYAkguUevQD7+sniK/foHLDkwitG1R18R3/5dsog+C/HqzwSeJSiILUJmSRD42o2mLp2KnyZfgIt9R7yKh2nKLqoGJIA+uJG0T2rYdsWb5MsoFdkW6qnDaLgWhOXE39KirfBJA8rHzdHe90jfFMlJefOKVYePPfsEtKeYNnhqD5VuiqNQNlH3kH7NC/dqO5kC2fqwnkEElIL2p692P0D4WvdF+uF5nJkNFtMrWvCsnLtsEzo0i5FVRGARnBItbCFdYJA9nHaeRjsgNNPwqqdIcqGfYGMh8hqWksPdcmR+uYtWJcd6SKRTYyOnNASPkTX0vaJ3iuF7qG68R9AbX944kfa0A6NUCVqM+Br/HfWmwvrPFXUZ0Lnk8xcemBX5UCVigUCoVCoVD8B9AXQIVCoVAoFIoHg74AKhQKhUKhUDwY3i1e8JAG31vuBD4Weo8MoL06V86p2wxu3z3XUWTQdnWQ0m0N59S9g9Rv0BE6oUvcQROYF65FSSNYulxJ97HuPOUcDNSNr6C3Ee/NYwsnBn7s4CFF/HR5+3z8yvvweKRjLVQNaLPUW1J7p+XCj72QjmIAe4xRiGp+gC4rL6D76Hk47OUHHXoVmk3/E0owGGMMuPC3lbfBV7rnBLqnLnB9SHSo5+DjFUEf2IJdTCNsPBJYV2wW4lCI43LCOBS6ItDfzXeouvLC21vuEAMOdINC2xlAR7uIMW9BS5N26CfhyG/AgsGBlq8aMZfB/KUIvVi1/t89L0Teh2Wg8wLYR+Se31dzg6orRdxzJ7SpH4AW7KdsK0R1A7X1DLokj1orY0x/pPtYTnysniLFnYeKQZ3QXrU99ecBLEz6yPXFDaxP/2CbAzqtraPYWq5CiAdzJkBFpz3w+0KLod1zzd7r+EJt/A7XF/GzHkjbFcBSKK18rOeF5s+W+DE3U+yGBOu/GK4E1XTSTv0pXHBMCvRbduKTvJe6yg/CM6gxB8O14t7DGGUah/PO13h7AM1zy+dWtTRG6xGsZAx/JjmwCBpbatPxJnR58EzeJm6Xtr6CbcuNPk9CA2hB23gGvXXouB5umyiGmkFo28FmCqt/NB2P+d7AQTgmihGZ3tNz8uB4HAaoDLXhu8FdzBvQg4+gxawtf3fpYB1ejiLHQiuBKBQKhUKhUCj+I+gLoEKhUCgUCsWD4d0UcAs2DeMmtjmh0kIESmkTtGwuRHvOK98CfYId3OUEVLHle/EOipfnAHYTor0V7Non8Zq74P7+RPeSk7DEQGobXOhdFhYJwGztnm/DHoHmGo7k3H3puIt3D3YxHVTgMIKi2yN1lLN8y9pHqEgC1IwLP9h5WJe+QBFxUf/dtAuN19R9Z8fs8nMKoGN1ijXygWWqAqwmIP6f48D6ohMyhRiBAgZZgowvrFAT0Wam49cLEaofCDnDCvTojvHa8jFPK1EY/kbX34KgbwNd4ygsYiLMxQo0oKxcUsFaY2M8mKy4AUXkrbDFwPsECq9Wfg0Lc9kXtJwR1i5gb7MIq4psRYWNj8AJaMOVL6GfEh1bB6KQho6vdx6sroaFU7axpfkfDK0TQdi7NA19rz2g1ERYG4EcwhQhm7C0nix3+q3YiviBoYtozbXx+58vFKtr4cemGy0wP/pnatIPPt4HsLNoYb5vhbdpmUAOI55JS6a/0Y2kimo8Ge2SYP3zO4/VCWhE6bZRXj9ehmCMMc1K4y+aazLM1wFiyB/4It8hrR5EBRl4HuaNrpF7vo6VTHTuuBD1Kpx5jAVboPsLb8dtBWs2oPNfHKd2f1mg0gisC2X5xM7z8A6xLHzefApQ4YPNUX7eYaB56MAGbxcWW+tC58WZx3KC37oHit+98qpI9gRUL1SCcsLCJqWXt8/+zt81Vi/X6P8YugOoUCgUCoVC8WDQF0CFQqFQKBSKB8O7KeAlQ0YkT0wx7Z+A9oUMwF5kIlqsJmH51q6FwsYFqFdbReYkpHEhlZU935cvia6BtLExxrRQRDpDFY/txumRDbI2K9CGVqR6FqDi+szplwYKs1vYYnaCvvQwFBaoXCsom70APSQc6TNsdbeBMpqvmdNkG1B2EbKWrBUZlo626f3Et6xz5hnTH4aR7iUNQh7AUvzAxV3wIxayOGvgPIUDGiQ7qKwhMhUtZKB1UIXheODjf3eXt89D5JlvC1D985H68/CDU4IF4nU/0jV8EnQzUABRzL0CVTeQ3Uue31eC39qQ6xJ0DrJxXsQNy+qErl9XkRUIF9kjVg/h4xWgupAXXLyrHy9FcEDZ+i+cDrrCmMYC1Nsg5rt9evt8kZUvoOJHB+uCSLg1R5Ao9EAxn4W8pOsgq1DIVybQrwyZrrd3fD1NK7V3H17ePmexFvYwP23PaT4HnOAKVZdmw6tCVMgWnaA6SRbVnpYF6PaNr0f3jJIHohc3IXnIv9K6VvyvdF77ys5rfoO1QGTzX93P2UfJMK5x4X3TNhSHe4RM71fuPmEvsE6KLPMenqEzVqSpfB3bdhqjdqL5sAhKskAbp13Q+TB8BeKh/87j9Q5VuPpCLyLTk6Bv4ZnfWU6V+q/0+QLVek49p5EHqFzk4F5EgRtzBAp4FrKHOzxfLvC+8uP8ws6bSRFhWqSNxTOjbHSfUy+qPc2/Px1ddwAVCoVCoVAoHgz6AqhQKBQKhULxYNAXQIVCoVAoFIoHw7s1gBY0e7XnOidUS5zvYKtihdv39S/0w0HYb4CGY7KkD1iFZgWrGGRw2jdJOGuD5cQchc4LtA69o88xCX0MVJqYgPi/VM69m0TdGIVYKu+Xt88WrAky7xozg/WHzWDnIrR2SyZ9xJb4sWpf6HoT6Hlarlnx30DbsNBveWGDM4PjP9p0GGNM8R+vvTLGmN7CPYv0/hmc1p8q6X4S6K2MMaZAhYJqpNM8TAnQwKDFijHC0gWsii6HCztv+krzZr6LYxfq72NEHyTephU0pvUbaCCFBqQDy5Ucue4lnCgeYg/j6vgSUGDerIWuvws7ooDfs6IPoasSXm/jQV8n0JnB9a2ocFJBZxajEOAs0qDnvx4ObGCM4+tYA0tjBNuH042Px/BE924NP9ZBlZ3QgR44c22fa2jNO4B1zHEQOuQevyd0swuM40a/u595m3aw7Vp3qjrhReWjHWK6VK5lbRNoEUG7uW/SRojiLlg4T1T+mcHCa55Ftac7zadpBr3hxuNlHMjeKlxBUzaLqjWO1t0ktIh5/zmlQPr68vZ58jw28kx9+KkFiyWhm/a4xInnXyqgG870lC+3X9h56wH6HuaqS7wPK8zxsPJx8A1o++F5mjq+xm07rruwfq7Szov+Pjzx3/oEVVPqJ3o2nDve3ga0eBtUWcriuVMixUaQOtUdKv7gs2YSljsQXxa0/TaIF4VKbW9H8R4iNMLvge4AKhQKhUKhUDwY9AVQoVAoFAqF4sHwbgp4naCywpFvlXZQ9Hn7ArYChm+VbkCJXNyNHVt2ohy6O23tzgu3I9ghlRwZyyxsCwI4aPeJ0xljpG1Ue4aU8994Qe0FrAQsbPO/VkE3w1Z06DlN4YAuXsAG4358YeeVO31vhLbPmffTbaSqHtOdH5tht3iE4uXxX/n2+B6JOlnhsxV0jplpuz0KmmaV1hUfBNxS/5Q47ROutJ0/faI+PAij/g2qXWRBbWZHf3vwHCmCAmfOD/DZRT43nk5kLTB/ERQ7xlcBa6Iz79xfXqm93z5TLB8yt88oFigb0Y4zHGsc0UVNw+8rAI3sYK5twvsgHMk+o8r/RwJtN96IOlpv/P4XKD2zrWD1IuxiNpCBZCEJafLHSxEqUPJxu7BjNlHf2l9gTer5msGWkH+QFwAF5uhEL2QzuMb5lmImNJx6bcAuxhZBAQJdjLY/zc7Hqoc1eQErlVnQ/wWkEa1YMzys/ytISGrm470C1YsMf1p427ed1r/byK9RR5KKbBDHTqyncaTF4Vul77iJx9U2U98slh+riVuafRTGDJVgZKUesAXKIMOQbHW+Ugx1Bx6jGf7s4Rm/HDn1eHymQVqgskYXxLMbntGzqKDjJ/reZ+jeLCjgC8ijdqiy5T1v+wGqlXQH/lzvL/Tbn2AixsDfE1wHtlpA7frE25RgvRqFTMFBFScDFlujsIFb7tSOfYfnwpXP5c1RjDaRP9i2+vurIukOoEKhUCgUCsWDQV8AFQqFQqFQKB4M76aAE7wrVsP3kS1QZcNCW69Tx2mjCziGT4KWRRPrfoHC28J1PS1EKaUdCjRvIusRMp9Mz7fHByg2/2Ulymb9xLf2P0N18CvsnbuOZ+Y0C7XDOuE6DpU8CmRmXb/zTL21JRrBQrbQTdz//kJbwLc7px7Wmc7tXul3/+0oONAdt7OhfbKyBDicT56PpTUfn31pjDF2huzunv//pflM9E6/wjjswrl+oTGfBN1YoA8NZE9a4WoPrIqp4DrvBJ13BkpkElTEcoRi6zsUUZcZt0iRDXSPy3Jh50WorOEGTolESE+NJ6gY4yVtQMcKVDtZN95PfoEqMYbHzbpTH94moOlmkdG3UEytlo7NkZ9XE9BPosLJaDjN9BEY0HxAZNgvPfXFaYeqC6K6iWmhUkXi91SBHnUwptUJShXGxwIF+A+LOtD61fE1DisQRage0XnepmUA54SNxsdWkbE9U4xjdRdjjHGJ7jk4kBcIeYV5pd/agHrLzG/CmAySgjrx9ekZ4mKBSiAvIvtyh6pIG8hLcuExmB3EmaC29+3nrIUVpCxJ6FxKofXETtTe1on7GnDe8bG0M43DDlVd5pm7T7wO9FsHS309e05fRsj87sTWk4fYWxtq70lU8QgDXeME2fK+lRQwuB4MfN09WFjXQfa0CWofliSzg/zguvO+HneQuVyFzAco4O0VXBVG/uzOmMWcX+ijoHmdpb+3XUjsJi4Jeg90B1ChUCgUCoXiwaAvgAqFQqFQKBQPBn0BVCgUCoVCoXgwvFsD6EH01M5C23Eg7ryAi3e7inT5BjQbM9cHzAPptLaNOPr9mfPar59Iy9SANYUVvHyL1hzCrT8E+u0Iti3nz7y994YsPJpI2obXLFziwUojigoZO1gwlEJtTCu/ry2CzmkGfeCN6y1u28vb53Hi+qeU6Jq3kX63Eb+1zNQ5BTQWu3lh56EmsDj+f4XouIbxo5Aa6I+dx9A+URvRQf6Wue7lNIOeRegmrqBveao0/k7IfCzqRfCglANZ6sNu4NOtBduFdiMdzWnl47pCaY0T2F00ItYS6BRPmWtiuoZitge9TXS8D11LN5BAtraJ+eVHsPHwfD3YQEe5gFXRvAjbIhD+7vC5TFwvV5j8kGu9BiOc8j8Adme+P+xYS8PIKlp4GF9jjPFQTSAMXDfkoIpByhSDdRLWEV9A5wa60VXEe7Co6zQcoCmy0NFWbA0EiDXUOVvPtaEdqx4k9LVgA2NBU5XFpFlBs2fBfuVq+bzYNlhPX/mxAnrBeQId4cr75hkqLeQKNh2Fd8AIFVN8Err0jsf/R8F7akedhX7tRH0YQIs3CX3xpxXipvI+HI7UN68TrSefLJ+DG1b1mOjZfZS6RKi0kRo+b3qPlmtf6LPnbWpBi1mP9LvBcT1cC2vcIOZoPoC9l6e5J5yu2Lq2QIWz+ZlrUefry9vnUTxPXqFazQr6SFHgy5hA33sBba8TNlcWhIlul0LK318KRHcAFQqFQqFQKB4M+gKoUCgUCoVC8WB4NwXcQNr+FPnWfp3I7mBApqPyfU5r6LxW0FwT2EzcwGLCZU6PHF/o7y7Q9uoQX9h5S73QNXq+BYzVDjoPRdRPnNa0hq4xGzp2WXkKtxthq7jnW7YR7BmQVUiVUxHmBW0RaC96E9YZ60hbxc8b78N8B8f3AZzwr5wC9yMU9u7oPDvy+987sNwpwkpmenfo/KFYIF0+BmGDs9E4zyv1hb3xMbmCpUEvKPanH89vn38MRGd8/XzhDcHqFFBR3QqKDa07qqTRwXYh9tSfTce38s87UQIjuNN7w+/LwbxshKVBF8HxHixh/IHTb6iWqGBBsotYK+B4X2d+0+tKffqCVX3unGNJE523j3SNTVjOzC19L73yuZz+gdP8r8fUUhtOIgYDrIXpic7bhYVLBJpnEcvwCSQaGWQzu+V09z7T2rWAJdStFcXqIRYaEYMb2ECtG/VzESUjsMa9hXXXZb4uWJAKbYWvO6zaDVQTWTKPwVrpXgpUgsriWTDe6diehDUJhOtcaM0shV/j8K9Q4Qmo87Lx+2qgAsMiqPi1HMzPwArSEy9o9LwBZQ/0YhaSj1umvr4I6cAVxusz2GVl8fy/vf757fPh869vn0Pl9isdWLXZwNu7R4jRSL/b7XxuFLD+SlC5o/E81iJY07Wi+gk6/KxgabQkfmLe6di4UD89357ZefdXek6+TFzmUvM3OA+o55bP5duN7uswQqUdIS8oULkFK7wY8+/IO94B3QFUKBQKhUKheDDoC6BCoVAoFArFg+HdPN4IFPApc6pwjrQ9PkNW0RGyaI0xZl9pe/Te8HdP90rbucnR9ujc8t+6GrpG03x/+9yeOEXVAN/a7XwrukCVEAdb0X0VLvE9fS9gQe1G0NcduOQL6iRhYWsLmb5y+xYpsEpUzDwL2qMgTcG37F+wcHqibWpbOR2IjudpI0rAZp7dhAXb5Ta6GQQl/EEYIWvrvIsKFJCdN6/0uV/5fU13Gufx9Qc79mtD/dFANYSaOGVx/Exah8YSvZoK37JfN6z2IWjUApmFUOHCWU4pNVBEPXmgb0UWsIGMuSgy311Hv+U8XT+IyhAOaMUMcb6vfL5iUnASmYXjRuvB60Kf7zOngO+FjqUKbvqSEoTM52x5lt0sYuAjEIDaXBsrjtE4MrJaVsww0IGi/7ZMfzvIpF1EVaBXyLaON+oXwfKaAt+rDaeHDVDAc4J1Z+LrzgR0IFJoeRGZyViZRVCKG1TMSJC9LZRC5obVP2D9exVxsSe6xi5kA/mVnhNI820T7+sbVIIoWHFGVPvASlV24fdl24/PRDfGGGQst5U/u+IZ6NZMY7JuPF6PGeRGhWeqhxaqTo2Xt8+yEtgwE825OFw/eWxM4L5x/uU7O2YNHWtBXrPLyjUwv1qYJ41Ynzf46ZfAYzksUF1nobmcq8hah4ocz1fqw28bf2bMz0AjP4vKQGClAMoYs4r1ADPQcY3bFivOg2sIetguvz8bXXcAFQqFQqFQKB4M+gKoUCgUCoVC8WDQF0CFQqFQKBSKB8O7NYCxJ/L5duVceQDbigZc/NOz4N6PxN+njnPlO+je9ok4+smd2Xl/70jb5iDj2v0q3mU/kQbiInQPHbr1V9JUZWFb0FlwCUftjNC9eHAMLyKVvIXqHDNoJ8LKz4PMb1NuoEVZubZhBFuYdeQ6wrRTh9Q7WERsQkcY6RrpBtUERBr5CbRDq7ABmcPHa6+MMcaB9YPpuKasQPkXCCezibIGK5z3ehNj2f7t7XME647F8vE6L6QP7dC2Rehe0E5jFRquLYGFCJbdaIQGzoCuDKwfoqg6UuE+hTG+iVDxxUP1GycqhqwtOO2D7i97YeFSUUfK42udYC6/kj5qmrlWaoKKQvMNKkMUbqVgXqEijdA6+VmWXvmvRwG9UTfzjt4bsKZaSQWYj7yPSqb4qcLexIKuMYOWdQ/CEupOa8sr6EGL0KHOUOLAB6kBpI8bWLqkhY93BhuMGbS2i6iKscG6VlZ+LO10zQmqpJSVLzwZNHY4Z3bLxYIrnLePPLbYmveC/cFj6wU64AyWRXHncTUbOnZr+VrYbx8fg8YY43bqtxjEnAFrstLD87nnbd93iBtZCeSF1ozSQmWVK4+v6TPF8vnf6BrPZ74WJqgMYv/Gdc4ONPx3iFG0ejPGmAZsl3Kl+dWJGNphnbSLsJJpqf3TC12jCL39CuvzNNH9by9iHs5QJUxUSRs9va9EGJMk1/gb/fa0U+7E3v6dnZfB6yU887W7Oj5+74HuACoUCoVCoVA8GPQFUKFQKBQKheLB8G4KuEKKcTSc/uuBEl4uQBsJGwAPNNK6c4uYauj6FiqBdEeecv30QtucL5m2kWPi7tw1Q3r/SVQT2Wnr1Eagw7ygIsBdHd1dsug1zDIfRfFqpFhW2G6X9G3G6gnAxZadp8vP6B5x5dv+e8X0dvr3m7CcaT1tbe/gzp6ytBWB9jphTfIqKIePQiaq57qKIt9QpDxOdF+uFdUKZuprLyqa2B9gzQJU3C748fkTtaNviALxA+/DCpY7Uh6QgL7MYFVRhN1FA3YHBcxFQuSxloB+bosYS7hNn+i8RTCCLVLW0IxNWJUkaGNaeDWM20jtQto3Xfl6UO4v9FuJvnNNws4AiqgXUZHm1ogK7h+A0MB9JB4/GSoB7YE+R1H5yIO8IAUeW69Acw1QZaIV/Vw8/TYWfqkL/607LBqd0A1UaH8CC5dtk9Y0sGYALTuL8yrS/8Km6m7pexsc2zdB360gvYEKH/UuKsTAWrAIC4wKsXYHy51l5fPiMNE1bkAbFmEJUoFubVf+W3epnfkg4HKSD3wiRwsVXuDZGkdBy4KOatu53Co4GGdYF55W/vzfb9SHrjxRmwx/JhuokmO+cjun9oXivIfFauv4/LoGuoaFdbEVFV7Q3m0TEjADlkZofXS3QqYx0T3v8I4zT7ztO8gebgcuRSg/qK9GGCIr2pTgPtNKsRuE/ZaH+TuJykB1+f1SBN0BVCgUCoVCoXgw6AugQqFQKBQKxYPh3RSwmYk2zcKB+g5u3c0rUF5nQeXMRF/VTWwjf6Gt6Hm9vH12N77dOgFVtFnaU90ipxuyA0pNVAKZD+Q6HhpKCfaeb6MHQ1v7sKNuNisyIsGeexIUFRYf3yHTscw8o+0ZM/AM0b6vV57pk3dyXd+jzGgj4JZ4FpRahgoUBjILO+FOXoAq9IXTTxsv0PJhgEQ9446CzrnTFvi9pfb6RVDFhhrfim1/X4i2eIVt+lxEFnSmuOngt5qb5FSBppM79FDlYStAP4kMxAp0bgAabRclHxzIHvaWj3nAPyFLtDoRy5iBCtSk5WFt6kb/8Jr5b82QFXcFOcciqktcIXMvQfWQbRZVR4CaHBNfN0r8+Io0E/DmUVQCwYofGSowyKGfUR6TeMxYoNgSzLuXyNeCc6DMxGwww5DPVb8QvbZ53pIMjwCWLDlLKQtmKYI0RtC8G1CFi8huzhAzO2Tp7iI7/r79+1KZpfLrJaC295G3N0PWbrpSe2/QZ8YYs8JYuo3idgqcAp5eqR2dF/1b+PryYYBpUhKPwx3+tg3dSxLyrc+FnoXbnY/DCLFdISatkAp1UOFoBmnDbeWVRQaQREyVx+GxQgUxkGLtRx7zEZ5yDiQQ36GilTHGBKwsJDJukQafIDO9iPtaJ+qPO6xB6SYrcEBFo7uoBFWhT+GZX8Te2wZZ9/OR7r954W2awemh23jclcLn4nugO4AKhUKhUCgUDwZ9AVQoFAqFQqF4MOgLoEKhUCgUCsWD4d0aQMxazkJ2cwjEX1dPnP2WRQozpOC747+yY3H972+fV0/8fXN9Yue9WuK5nSd94CfLNSC/QWr++Jk3+Ajc/gG0g3EQmqpC+pAAIsAqbDpG0Fjsk9A97nT9EawKtknq8kh7dgd3/bwKzQqkiN/FNYadtCnjSOdVw3UEy0TaAUyRXzLXJVY4Vh23OrCVazM+Ch60qN6/sGOjIYuAzkLlgpGHeevp/m/CJd6CPm4D14K9cBucCFYQhwNph2Ij7HIcOM1Hrr/xoAyroJ2picdhhnnkoALH5vm4BrheFLpP1LdscA1T+LguaGMEPhNZ2H1ksD54TUJ/NVEc7TeK5Snx+EpQoeIOmi0n9LEZ9GgpcR0YVjL4KLjw8vZ5il/YsROsLS1UdymWz5cE/lBL4H3rM9hlgV637lx7dgcN1LaAJUQrdJItVA8QasQKOtLEQoGvmQvoNe1OY7AJbewGejAzChsYODQnOuZXrkOdwYJlA2uLtHHbixXiYhLx7mfqq4I61zufW8eVniE/4Jb9lfeTA93fy6uw/vkJVkTGGGPgWRgWPg98QzrnHbSoTeVt3cFWaun5mAeI2SmCddbIBeALhNsZtLxx5r/1PND3msSvEQf63vcDXXD4Fx5DHbRxA11ibIV+DyqIJOF15SON+QLVv1ZhdRXulDuwgxXVKqV2FSySxLtBBNH61ZE1WSOq5GRYA3qofGSEfVSA0FuFBryL70/p+J/QHUCFQqFQKBSKB4O+ACoUCoVCoVA8GN69ZxggxdiK98Yc6O8IFMCeWnZeP4BVgSjqvgCN3KM9xsBTnf9+o2sebkAHf+Fbr+kC7Xjh9MsCadtTpK3obuTtrZF+u3HUJpkGv1qwsxCVJRJQHWgfs4st4HqlbeQrpMHnO6dzRrjN6jhVdgO6ZDnQ/VdRvLvCvUQobL9ZTgciO1iFfUQQlgwfhbUCvWj51v4RbCFeCo25E5YOh0JUUtn4mFugWxuI86XycTgDPbrsZEHQR94vEaw7XBSULVTuMJlizQnKvsK47DDXQuJjssM19sCPWZBIRKDENnH/LVC7O8RJ2kUllBWpOU71LCPQvhWok2dOZ4xY1gYsfBZRaWBxNDdqEfZR2+93v/8/DaDQbeC07GsD4wP2OI2Qw7hKfdEJCn3CigmwFpqeW2IV5N4yxdlvFyE1gMog0urJQFWTvIB8R0hqIti93IFeK6L/0wSVCgSlhhQ2jnE2In42WP+vtJ5OYn2KUGlinvg9r1hZB8brvgma00OMg+1RM4r1GWQZnVh3p38w+fkYbFC5xFs+rn2ivu4CVDQSj/wZyliFG193thNd84ByoIbbj5UbPUO/9RRDQVQCG2ZqRxG2Yv+2grXSK8Xeavj6tEP1r24medQu3mQKPBtOE/+tZ5ijGOUu8+dEKb+9ffYQa5afZjaQRyyBv2tMLViprWAzZIWVDDxst4Zir0b+jKsgD2sLP5ZFXL4HugOoUCgUCoVC8WDQF0CFQqFQKBSKB4O+ACoUCoVCoVA8GN6tAUQ2v61cH4IlqCbwEgiW8/cbvG/WIrh90JUYKGM2C7692yg1u+l/ffs8Xnla+Z5JlzVNQgPWkyZgC6QpsJ6Xk/FH0lh0oGecDlyL0oGeL2/ClgI0kVfoxSratGC6N2gMJ/vCzssZUs433o4ByiG9QHm6KGxFdigblUHbF4SlxriC9qrlWsy0iIH5INxBV3IcufZmglJ+HeivQhDWB6iDElq56xl0L2AR04mYv7UUDxZsK46OT6kBNFbeiTJxUGrJW9LHNIaPK1ZvyoY0Jrv4/1sE3VYpQpdkQcOTsAQd16Ik0AcmOLZUYSsDFkSjsCqYYIwW0N/slmtUsGzYXECXK/SlG+i5ZqGJdS3X93wIJtD8ej4G3oFNBax/tuH914A10XPL46KHtSHgeBz4mLYLXX/3dH33ytfWDkqyrZbHZwCN4Qxl9ZKws/BQni+DJUpZeazuqAEXZQaXGZ8T9Ltl4/FTEmmlNli7guHas9c7rFcLj4Nlpj5NUO7LG2Glg+swtOmb5+ubhZies9BK559TFzPsEF+Ot3fcqd8sWA55cV8BtcedsAiC+bnD9VaxjLWg5a1gR+MuwkoIy8Q2vB25pRg4w/y3QlNnYCyfZ9Be98IeCizNvhXx/AOd6g1itJ35b3UwZxOzi+HxahP1YZ657rEOYJkEYRNE2dndoC4bbL92fj3b0D2vmbdj33+/FlV3ABUKhUKhUCgeDPoCqFAoFAqFQvFgeDcF7IFSmhynYaKjrUgHDuSyesACdgRGbNlGsGDZG3Au38VWqSMLjwwp4dsPbpGwQEr78S98u3kDGmkaYAt4P7PzDLID8K7cCDd5tG3xM6df0L3e7rRVPHWcDtsX2i5fR6K5beSUxQj57u2Nbw//ClvMztP1a+X3fwdH8h62+YugEYI/0vVWPl5u/TnWB0g9Tx2nYnqoDLM62s5fI9/afwLq+KXjlTu6b7TFni9AdfHwMulEcemA9rM7v97WwRQ78EoGPTjqQ3ES5hhvjDEeKn40UIWiclbeLBtdz4q5Fw3SuVD9QVRycGjBBDR6kq4/UA1iFHYfK8TKHSlMQdljJZDpTjdj3TM7L490/1nYJ00/QYmwRIo7pL+MMSYcoWIGVKfYhcVESlDhQ1C2yVJfvP6J5vHpKpbrA1C2QK/WyqUcewdSjl1Ib1oakxY6swhblQkrxEz0OQu6/gqU7XDnsTXDWraC3MRdV3Ee3fMC9Fra+Hkot9lFFaOwQrUfoH295XOwgnypgj2IFVWWNqh8ZCu/hqTpPgob0NJWVGrykca5tTTGgg01yWAf8mMxoFQEpF1i7c/wbEz4rLnx8T8VqEY08/jKYPW0QEWn/VXIA+C5eQBLn40XzDLFg/zgJOVLdC8DxHXDp7IZ4d2jZJp7Vkh0fIvzUNDo8LeFqVJaLo9IG/XHIdPne+BtH8CmywkLJt/9/qpIugOoUCgUCoVC8WDQaYfdGAAAY+RJREFUF0CFQqFQKBSKB8O7KeCEtKGwwi6Q3RiB6qiNrGgAmWQbv4aDrLMC29djw99Re9iyf/1KW6+NcMXuIDvw9S7SlqCqwxMwrJPIkOuAHu0qte/bn0WbbnRst3wf2d6JEmz272+fRfKcmTGT0pMDeV5E1ZUrVLvInIrIjujLAhnH5ZVnqfUespFhTCQFYBvqp3kX2+iDOPmDkEb63dUJKmIACgsqZrTf+fivHV2jFVmBy5n6t3shCvzbmWeIH4FLOV1pO//fPvGY/wSXb2beh1MP9BvQ705Uu2gho3EGrjiKCgTOQ4WGyANsTZCBBxUV6sz7pnriKQrQ7Yvo61Tpt/bEY77cIHsQMonnjdOFBSqIZMj8t+U7Oy9DBuIuMhVz+ngOOMFa4KKg2qES0POZ6CpXubykBqSRBT18IAq8vlIMrqLqSB6hykxLHFgqfL4vsIb4LDLiQV6QDVBqicdggX7Oka5RRPEBj9IAUU1k2+nkDTJpnZAhXFekh9ERgo/9BrKGVtDjry1lDLsbSA12Po+Rbo53kEkIrjRDBrvNvG+MqGTyUeigiVuWtCyN5QIOAE44EWClqiqkXQEy/x3QyFVUBZqwnoaD64ns6Dtkmc/CLcNNdG7KMP+f+JrZwJp0gxhaCl9b+oHiwS+CboX7LCCdmFtBN0Mf7pXeSZoqpAggN6tOPBcd0ONw/17EkMtAIzfwriW0N3gn0Yo4XMRLxTugO4AKhUKhUCgUDwZ9AVQoFAqFQqF4MOgLoEKhUCgUCsWD4d0awAZ0Y0lolHbQBFSoLFGEZiOAZqkL/KcdpOcXR7qXbeeWELUlrcAAepvSc3uDcaVjl7tI0wfrj++gbep7rj2aJ7pmhEol9X/nbV9ABzQVbjlytFSt5H8HPeP5hb97V9BOzGAlYy33H9k9Xf8+Clf/lvQCyw0qRmSutxjASmcz1J9FSlmgCkkuIvU9/H69wR8B50nbEzah2TSkFykW+rMROjfQqWZRucODJi73pPvp7qLqyEJaog2sP8KdazZGQ9cbw5EdC2AfkRu4fsvnV1qgmghcbz5y7VgEXUm58Xu2oA/cQS/rC9eVWZizM+hZsnC/LzvqY4SNB+iF0DV/W4V25goVb6AiS3rlcyjlF/rjlc+bzX28BUfzTOM9DULL1IJu6kr3ESKPi1Qg7p64lncHnXMDOqd9FfYuECYJ7Fz6LPq5wLyIXLTnQGM49dR2n4W2ESoQvYCNUCPsYhaoErILzWcFPdQd1udm4RU+QF5qJqhwImMVbVCmIKyI2LJJ8b4lvsi1YCu0gnVS9ML2Ch6Vs+PjEKUQ8oOA2j6/i+dJxEpQYPViRKUK0JGFzLW8CSzHCqz/TqxPdqH48gNoBcX1CuhNQxFaebjkCjYr8Td2mtla0BdHap+UAu8/qE31yMfcjzAfQEi5CRuYAGPud1yr+I95mMudeC66lWKqQNxkUUFog0pbDbwnJS+092BbU3Zp9aUaQIVCoVAoFArFfwB9AVQoFAqFQqF4MLybAt6QRjB8C9TCFnMFGq4R9AwjpYR9wrQTFdHNWDSa00E7OI1vG12xM6Iw8kS0wuvTn9kxD5RS8bT3/Lzw3zqA63Z8Iirar1/YeSOajntOZ7wEcBoH6mgWVPH3J3B1n+m8p4lTEXe0MGn5lu8GW/apA7f+RdA0QOGPMK5dIygboPm8cB3P3btD5w/FPUKx+cppzg0qsnRQGLsTFJOv1PbN8S32PVDsnYF+S+J2j0ClrBPFbitohAgVWfaWz4cIVjUZCpE7QTFksB2xcP/5VdDyaPdghd0H/F8vgO3GvkurJrpmqdRvmzgvA4Uzz/xYAbqwQFWQaRe2BfGFrgFVXHYxNwqM0XMnaW/R4R+AK1ZZKKL/Zupbf6J+mD2vEHMF+v7rIqUyOD8rfOa/1VesCkBtwuor/z+AfKXhMRNvaG9C3xutiK1nkMOAnOAa+W9VWGusqNqyQbWDDehcK4rY30B6EV6goodY78oP2L8IfP3vIS5egfbtIu/DDWQT1dLaehdWOhUsNlpB+e7xYn4GHNCN1QirM6DO0S0KJVrGGNOA9ZmUbFUPlm5gA+eEHCRBhZeUqB1ybmSo/oG2OsYYk1ea822hdacKi6AZbwukPEFYYpUB1l1BD2eomDGCHZ0oumESWtpVusd+4ScWkH3sokoYuMcYC2twFvIIB/KDDZ4LVbyiWaT6xRxdolLACoVCoVAoFIr/APoCqFAoFAqFQvFgeDePZ2FLvRNbjQkqa+yFaC6X+XkjZLR4sY3qgbK8QVbNeeXvqK7QVu/m8N85vWbB7bvOvFL0Cl+0B/rdoyh47yJtAd9fINMnX8V59FvLKtzvIb0pddA3E2/v+ZXOm4ASmQRFuUAlkFWMXnMHOqahtvciQ24CZsYmupcknMUTZIu6no/lvP2cSiDTTFSaFxltuwM3eahA0Q48e/AHUHhRuNoPmFkdqD9nMQ4rUHhPK9ANItP3DpRlEXRlDpghBtVkRFFvC1mhDmje9pm3qT1Qf2xFUAdQ2QBv0Qn69g4x2hWgQBbOo0xwfSuze4FyNFBdYRd0TgDqMyQau1vllH3KQKveZPb8x1cC2SH71Bo+ZzJQagnGO76KSkVQaeMmaO0eCs8fYLCSqHaUgPbMlT6HzOOi9lDdhSccmx0kBRWkPFmuu5h9CFThzXLq7TDDXBBM9D1QvwVHc3I0Ijv+79RvE7hPREEp3nq6RvvCf2wC2YQHynJ+5vd1P9KxAaji1vNx3WFMZiO4wsrXl49CgTkos2odUr1YkaPwWNuhtkTkRhomAWUfYK2tgdPjFiqGZMjmL5OQZzQ0zqHy9WnbqQ9XcLqwjq/PGSh7byAeZGY2VDhZhWtJgXeFFqZUFe8kew/PfKCK90Y4IsC8TKK9Dip5WKDRs6g0M0T67RWkHVFU06kRMoTFI9hvv1+WpTuACoVCoVAoFA8GfQFUKBQKhUKheDDoC6BCoVAoFArFg+HdpHHBdHHhOp4Dcv10bA3CtqClY17oJhZIA3egZyiR6whQihRBezCJ9PbTRpz63gj3e396+zxH4u+j0PYlsK1IJ6xucGHnWahiIhOxZ2hv+x10XoPQVF2fqH3DDzqP35ZpGtBi7Hz4RnBh9yu1ZHHCIieQFiGAVs453tcDXGNqhYZp+3jtlTHGdAksBzyPL/P8Qud9ov683Xnbh5XGdf7C77kBu5tXqFxwzLxKTLyRDuZqKHabM4+hfqE2NsJK5waxN4Blkpe2BaCdreBHsxguAjm/0t/J89hA66YCOkJTeWzYido4Qtv3XsQQWBWZxI8tMAusIQ3MWvj9j6hbg/OqqPYxo0VSI2xgbh9fkaa/UT+PA7/3ZgC7nRH0SqcXdt7uaQ4e7qLyCdgA/QbndQPXuUUQAaN+14nqQQH6M0XxWwvofFuo2iJsVc6v9NsTrjM/uL5qgv5YuFSM2RbNUIEnz/y+GtSzQVmQH3Zg5znQdr1YIWADSxcHWszk+DX8QuvJlqHKjrDOMqBLbSo/dpf2Rh8EtNmR2jMPeskNtJeN0MqhrDLtwt4ELMcKVKeKVdj7wO03oPvbxP5SgHFOjh/rGrAqggoXWdjbWND84rNrk4smhO+a+boDRTeMXcCeqeEC2YiVZkBH2TqeLBBwDfU8DgNoxx3o+dYk9t7gmIXYrU7ofiEusdqV/N57oTuACoVCoVAoFA8GfQFUKBQKhUKheDDYWuvHcygKhUKhUCgUip8G3QFUKBQKhUKheDDoC6BCoVAoFArFg0FfABUKhUKhUCgeDPoCqFAoFAqFQvFg0BdAhUKhUCgUigeDvgAqFAqFQqFQPBj0BVChUCgUCoXiwaAvgAqFQqFQKBQPBn0BVCgUCoVCoXgw6AugQqFQKBQKxYNBXwAVCoVCoVAoHgz6AqhQKBQKhULxYNAXQIVCoVAoFIoHg74AKhQKhUKhUDwY9AVQoVAoFAqF4sGgL4AKhUKhUCgUDwZ9AVQoFAqFQqF4MOgLoEKhUCgUCsWDQV8AFQqFQqFQKB4M+gKoUCgUCoVC8WDQF0CFQqFQKBSKB4O+ACoUCoVCoVA8GPQFUKFQKBQKheLBoC+ACoVCoVAoFA8GfQFUKBQKhUKheDDoC6BCoVAoFArFgyG898Q/ff389jnmjR2r5fj2ee/822d/WvmP+f7tc3Pnx3ZLTfGW/t3agf/WQNdv5kLXDi07754qXaPlv9Wt9APZNG+fU/zOfwt+2yf6XXuo7LztdqXvbLwdPqS3z/NC91jCzs4Lifr0nqh9tnh2nq8ztb3PvL0j/e0Wuq8qfuu+0nt/bKCfLD9vW+l64RO/r+ZO3xs33r//lXAd9E3i4esqHUuG7iXK/+fgeZYf8x77nu4x8K42pqXzdgf9nsVvwfjZyo/lSm20Ld3LbviPHSv9vWz0u7VYdp5v4Xp8ipqdwgFv/x9WAHenf8iGYjc2kV8Pr28TO2Y93XPNcC+Vz5vQ0ee8U994w89LucIxDuypKq7/XwVrqQOj6dkx39Bc2DYY+1DYeSbR39Xzvu0NHVvgDis/zRQYSJ/ooHNZnkjXEF3kA12jDRQk28rnNLbeWbqvpeW/1cLakkQc50DfCxB4deN9EyGeUoH78vy8De4rypiB2IVbNAnWe2OMqRnGqKG11W58rnZwkTmJOIax3faPiUFjjPm//z/+b2+fG8/jMEL/HiLdy9Id2HkdLgbtiR17ape3zzae6Ts9j41aPtElengme764FE/PkMgfJyYWan8bcc3g4xUi9a+Dy89Nx87rIKbkuovPidxSnHi+jJma6RowXY2t/P5n6MK682fotFL8djN97ybmhqmvbx9fPbW3+Rs/bY3T2+ddLPI50fX/X//P/7d5D3QHUKFQKBQKheLBoC+ACoVCoVAoFA+Gd1PAW6B3xTDzbWR3oq3IrgCluh3ZeQ1ssSb/Z36NTDRqiHRi7jjNVYAe6AJRtNvA92//BFTcGJ7Ysb6h9uaNtmir/8p/CyiRst/o88K7LZ/+9PbZ7q/sWNppr/uQaNvXCvpuaeheekNb7ybz8xLSRROnG4CZMiXSVnTd+TWalvazi4VtbkF7+Ej3aSdOv6yWX/OjUDfa6q9iGx1ptrhT213k5yWgGxvOMJgNunSAGJoavu0fgX/wMJau8H7KGJYdJzAdji3ERmd5fO0bXcQ6ukaMkvYC+jbw+VDh/3rNQr+7Bt6mAn0aG/rOP9B00I698HY0iX4be80ZEcuZ2huBbtn/geglZLP/02MfhdABXb/M7NgOcy02QNGKZq+wtlTL43Ou1H8FDrVCrhAhPu8WaV5BywagzWT3QayNEDN2FXsDQEuFDmJp5Ly0b2ltldR2hBAKO8gahL4iF5y7EBeJU164PsXKYyYbXGupr0Pm8zgjjwjShSJo9Cnj9flc2AV1+FFoN3oOlyc+ByNQp01PMeo9v6/o6BmdB36NbImWxZivXsicDtjXIPMS65Ox1CYbpewBJCAOzhPPfw8xVQx9/iTmUIXv+SCekyvciwPqOPLJkWX7/+f1Em+ThTV/DnztPsBzo8CYDEI2tVUah6c7BdQo5GbF0HllG9mxINbo90B3ABUKhUKhUCgeDPoCqFAoFAqFQvFg0BdAhUKhUCgUigfDuzWADeRBpwPXW1TgvU/Ay1dhRbEcSIvXZ87Zdz29i25gxTEcON/uXkljkFri7/sj1+Lkhc576vh77rJQ2vp+oEYOO2+Td5AGby5vn++O8/cHsEVwHbetMaAPK2fi7LeF6yNX0P0cQZe2FM7zo/VD6biArcH3+ZX0DMnd2HmtI+3IutC9eCM0O4b6xgo9z7KJwf0gHEEfuVqhFQMdXWKp+fy06MBWZOMaixbiMEGMdo7rXhJYQVTQLBnH+wXdCXZpJdOgxpSu11uhMWoplm2i9lk3GX4iChj5eLUQh3aA6+/8txqYyxtaKQkRG2pHTRHLCOiMLOjWrLDIQR1YBX2gFxqrghoxobf652rB/zok6DMn/wsdwLYEgnAR2qAOxHir6BefcF6DXqkI+wnoMwhpE6XdUKY25YbHJ9pMHUBDtLR8bSlgg2JB41mF7Mg7sCNJfLAyhNAGa1Us/LziYd2BEe6E5c4Clliz4TYgAdauHWzLQhSaso1iq4BtD46jMcY00DfJCd3s75de/SEoT9CHluvyE+joxoGeSbHyOIyO7vMg1vjQgJUM6iMj/60I63DswepFPAr9TtdvGt4O5+FZDlq8LNbdBrSoGayz2lXo8mCMasvXLtQ242uIExrbVOjvtsDz1PO5YUHoHYXGdAF7pjyAzVAr+vpK7X850e8OI3+vqZFiOVnhpSMn4zugO4AKhUKhUCgUDwZ9AVQoFAqFQqF4MLybAgbHBlMif2/sYWs3NURtRkE3dD3QmcJKZT7SduYlEkUbJ761m3+hbU4P6f2NoFgKFS4xTeJbtnGAKhHoTv6D0wjlE7Xfr0Q9tp5TAAksA7Yff2LH8i8/3j7XH3+lz09/Z+f9GWig6wSWMKLKQvdCv517fmyGSiDZA80ZBD0AXzt0NHbzIqhH2KWuQVC+K++rj8II5RCCSNvfYcs+GBpXaQMToIKM6flWfAWLAH+g6+93YeEClgkN0PKLoKVnaGInuSLo7wIxNQpLgxDAxsGAW7/jYwCuGP9gBZJn6g+8nqyg4FqwDJnAEiaKmEe6Wfw3cgdaCS5nNlFppgK95zHOHZ+vDu2ThPtQ+rjCC28ISFF73qAKdOOOVWAEpbhCzFRhzWHB0gQKzpgsLKECyAE2pORF9aQI9kiuctpoaWFcQSsRhDQAq+5YGNT+i1h3N7qGP/D4rDeSLGB31MT7ZkPLGaD2rLB6wcIgLon2wrreAt1eK+9DKDRicsJx4EG9ga3MP+ya2J+zj1IDVeeIVdDoEAI92i2d+dwadqLVy8Bjo4N103p6rrctp+J76MShgaooorLIGeLGdnzMBwffO9BvdZnHUA+WUzvQqHEQ4w+x0onxWXB9QXsfUVnDz/Tb2VLsRhFr7Up/j0I6cYHKIBNY6ZUinqeFrj+AFOHWn9lpn2/Pb59Dc+eXWH+/IEZ3ABUKhUKhUCgeDPoCqFAoFAqFQvFgeDcFfIbsoW3m27IOCkC3doF/51vFAS3TT/zYAbidANUewme+tX0AN+3xK215HgUl2W90ffckaD7IkHSwBVzP0rkcrrlCwWtBZe2J7nn5s0g5Lb+8fcxAFf8W/hd2WrcQVRyhOsmPgVMWEbLWGul+DplvN6RAkshuhoymbaCsJSvoywq0NGafGmOMsyID9YMQgX4LghLDagUF+kIkGZrc0DiHIrKsINMwFcwC5hdZIZMsTRQnMXJ6wEOf1p4fy0BTB8jg8oIurBCWLaRSziJbuAEqcRVhaM/Uxg0qi0Txf8C80jFI6DP3yOcX0h5ZZD5baNcCcdNYUbkEaF9kHGU1FRhWk6v8P+tPSMFEKmfllI+HxsaG5kgS2eYb0uSRx9YO1U4qpPdakVbpPa07DVT0CIIOrC1QxY67D3xaqY1rD9mickwN3advKDCykBr0QD9P+8KONWfIiHyB9oo508Bv7ZABHhp+Xx7WU3sXcQHVHwrEXRFZsAnWQlsxE59fbjJ0X6Xwtc//JAq470DmY/nz1GGGLFC5wyakCJBJfBb6ihOshS6AVEp0TmDH4PuiylKAaheu5+PQQEWiDuQmUb6igCtIu9KPeZnpC+tENpyKPmDVEViDNpFlngdwlShExdrCqdcEfzYrn+fjF5BzwHRwE4+ZGSRFHWTBF7EWrgO1I4m1sI08A/k90B1AhUKhUCgUigeDvgAqFAqFQqFQPBj0BVChUCgUCoXiwfBuDWBpSDtwjFzbUVBvBpYDsrIEs9yooorFCSwngItvB85rD5b8XY5gudCEL+y84wFS30/Cub2l9g6g33DCCT2B076x1I4itC0vmfQhlxvn7MedrG/Wndr7Z8HtLwdwtU+kZ/i0cQuX2tL1dlFNpfkztbdZSNvgF67fyqA54loEYWkBuiLjxZj/gxbrY4D6PW95+Hqwk3Bo2yBse2qAe8lcE4VVKBqwvshB3O8r9VWCTH3vhNM+2tF4Hst1p9+2ASwyhHZmmiFG0d6Bn2YW0CzKdoQE8YUeEVHafdDfK1gzhI1rbDaMoUb0L2ipGlY1QsQX6OAsxJ4VbWKOJGLeuJ9QCwQrWgSxFu4Yk1ghQVSPsHAfvvDY2qDCkbU0blJ7jIUrOrAEsqLahQPLHttw/VoNVJ2pDWj7w9eMBHsFbUtjughdYtjo+oedr8m7obUrXkBgWoQV0SvonNE6xImxBw1Ybfk4mESds4MmtRW+QQF0byv02+r4eT7RfdVGWJNlITL+IDBNrZCvP+1YMQrWuCOPw1MPGjXx/KsQAxGe3TFya5ILhK9rKB7CwNegFt4hemH1VDrQQ8OYH5N4RfFgRwQVvqoXGkiwvnFe6ITBIq2CjvwgKmlg5aYCf+xV6CgDrHGjsMuCa9b/A71yWahNCayl2kbo+vCRn3gcjq18IvzH0B1AhUKhUCgUigeDvgAqFAqFQqFQPBjeTQFbsAV4Kdwx/BMUcl6AXuoavuV58XRsf2KHzOboHy6Otj1Dz1O4G0jHHw50LDScKu3A7qD9zLdsO3BQP/RgCSKKK1uwGciGKIB55d32eaQ88JfA73lw5Nw9RaJz8sipmPtMdjHfz3Re843TPs9PsLVfb+yYg3Y9VaJb5jiy83agQRqgffZRpNKDHYmsQmDk3x+EnKl/Z2G/0IElRYIqIVXYpVigy6LhdhcZrG8Sntdzu5iwE4WBPbFsvE0N2DEUYWMxLDR+LtP2fRaWMz1UfOkgRvfC47DOYP1w4NTBPtGYR2CEyizoN5BOOJAsWEEpT2jbMotYCNT3BdYKb7hkIUDPZbBBqEnGGv4hqKPw8fRbBfoWLVaM4X2RQXqQRQWKHkp85Mxpo5Bo7CrIa3zH6dYniPfJ0fWw2L0xxkSImRz5ehrAjqNDaqtyOmloaA0ZYI27Vr5mNJkkOqHj69M4Uvs9UOe3kcswwpG+h10z3/n6jLIUt/O42Dqg5WCprcJyx65gCTLQM0RafeAk36vgW3+SHKbZaSz3A4+vAexuWpBJ5J5T+x3Yx3SiKhLKALozxgnv6wCSBawsZQf+TD61YOkTeCw7sBaKIA1xogKRh4HACjdFrAvA8poSxDXgue52sHQS45oMxUqCubYkYTk307Nhd2LtWmgNXVDqIKqOZEOxjFd3gjbeKq7P/Ldax59R74HuACoUCoVCoVA8GPQFUKFQKBQKheLB8G4KGMzEzWI/sWPpQNuXxw0qBPRiqxyyZw8bpxguDf3AdqDssaOoijBAFtMBtpHtk8hMgmO9KKjcfqbt5jMUlA6tyILCreiVaJk7Z1TN/dMr/dYzz0abFrrGzdAW7XK4svPcC13fbXTsLraUu5Uo5W7k/Tt5qDwAluydeM9fIevQQ8blduRb202GKiGiYP2a3x06fyj6hn53EbvttWAbIfNPZJ8ayLJ2jtMUIcDWPGSmbRO//7YDSgSoqF5cb4WtficqrTRAs2Vgt5zIgj1BLAco+O2E63zA4ROVW8KB2oXVPpLIwDQRMusWqCAhqskEqHhhvWiHI2pqrUSlFUEdZahkEydqUxHmARUyNWsVFSrix/8fFpUHaeG/j9V0nIdMacvvfXVQIaXl/RcXpIrovF0y45AReQKpQZBMKVRu6I78IFzCBMhKdy3/sRqJ2m1XGgNJN88nkA2IDPun4/e3z9t+efv8WYTgCmnwdaEYKQdOy84LPSccXNsYY5orzSHMFt2EI4KLIMPATHe5tligNgWdH0X7Pwoeulck3JraY5DS3O8dn1xPMOayIksPbhlHkHbZk6BAB5B9QfWvQ+TP+B7WsdjztTBGahcmI1vh4GBhPtgCx2Q1FqgE00jKHs6tR5CeyHHETGqoGLOKrO8V5sr6yvumVno2eGiv9Vw6ga4aKGdIHV/vGrBEsEI64vI/zzL+Z9AdQIVCoVAoFIoHg74AKhQKhUKhUDwY9AVQoVAoFAqF4sHwbiHX7kgPcAov/CL7n94+54G47YOwc7D9V/iSsJ8YQG8AjuHnljextKQv8t0nOI//VvOZdA/Nkaecf27pWNed4LNoL+h5yg4avYHz9+2V3qPvZ56K7aHfQvPy9nmahFVD842uv5AuIwqbhRNoib6JPoyvoCsCe5ObEKk0Mx3LkfrwlLjeoKC9/C40ZQ1v10fBgv2M1HagI78DgUxpuX7Nb9SHd2EjgpqySyL9hh2Edgq/FsnCCLVCxhjjW/qtIKoVOBDtOaxwknlfLxDbHdiCzKJiyFOhGF0c19/sWL4ChjkMXLOyor0LSGebO+/DDNY6VTjj5520qFiRZBfrAeqKV5h7LglbFKyikYW9zf7xAqwG1wVh7ZNAH1YTDVBTRLvBzsF7rpXzX6ACDVT0GYTFlJ1A24XlGPxndl4LOuLhINaC5vL2OVa6L6w4ZIwxzURjvP+J1sw88/tyieLOWqEbNmR1FcH2ZzXCfmrHKh6gQ255rP6lpbX2PnGdd+loru2W+tC2vA9rpXspG+kBvRCiouwvWGkr8nPWQtTKtT3v6x7s0uwv1N6QeT8ZeCT3Ueih4blpwT7o8MTH4QCVRo4NXf8oKnB18NxtG/5ct6ABNDDfvayeAXruCpVQ5CrgQMRZg6iMA689AbR3RTwnA+ijM3xehR56Xak/5si1/fUF7gs0lu5V2FfB46XCIrztwpoO5lS2r+zYrefryHugO4AKhUKhUCgUDwZ9AVQoFAqFQqF4MLybAi5YGFrQXDtY9TuwN3CRXz7BFmsn6xaj8zy4k7eObzf7QMf6jigWWby8Q8rayy17cC7HwtDiGh6OFaBee5FuXRr6XiPojOyhjS9AN1zEFjjYqrSWLA1eP3GKZUpE7/TDMzsWYUv8FZrYCv+IHdPxoZrI3In0dqhqkCRVWn9OAfSE1VkELW2hry1U0yiZx2szUJ+eJ1HYHSjRAnETPOdbO7ASSKAwsKIqwBlou1ZQeBmkDgVp3yOnYo7gPF/BjucvWVRaALq53fj4TCP91gBU2po57d9C/y4jHWsPfA7tUAqkJB7zdqDf2sC2JjpOK1awI+qBxFn5TxkH9LUowmOioOM+AgnG2MqqJUAHeijqnoRdTYWYXIuw/dnoexdHwTVFYYn1F/re6UQyhH7gi+u5p7WwNYKuP1AsBChcP3lOFfYD0fpoIyWUN2ZaUaLBY/B6x4okRN+2B943+5WuMWdqX999Y+dlsNjKXkhvoPqJm4gOrpE3eFswdolC22T1IJgnTeBrcpWeMR+ECJZTVciBLNjzNJb68HgUVYZalErxNe4ElPBwgmdyf2HnfT1RjB6f4DuDiKGeru+FRAUlYVx6JKQnYPVVM52XHB+vgM88x+PLg4VVCPDZi/0wrEIC1POQeZu2le5rvIkqKfWFmgEV0647b28D97WBxMzfRT/BPCwr718vqou8B7oDqFAoFAqFQvFg0BdAhUKhUCgUigfD+yuBQMbl6PhWYweFqM+QtLJjipExBs2/g+OZuQZ2OrsGssCEY7gbaOs0BKCeG74Fjn8lUUQ8X6CqB+yI9ze+PZ5b2ordoWj4Liow7JboB9E1pgANZKCKSSfoyxaqTnxvL3Texreb61eih/984334P84wDlDI+n7j97/BdvOUYBt5F40Hys6JLNAoMsY+CjtkYwXh/u5BcpBBlnDcOGWTISuyWFGUHLIHfSKKqYFsaWOMCXB9LEDSHni/RKhi4Ycv7FiFTLjTSlUOls9827+7QlY40h4iK/II1MRcxHgB9ZM6ohH6kZ/3HTKp+69QbF6Uv0kFpA3C1X7eqA9QKhAtj8PaQnYmZMyaJKkMkCx4nkmdJAX7Acjsfvn61ELWswFqN1chQ4HM9IMVVQGgsP1yoM/ngcfqAeLpfKG+/SoqNdlfIBvZ8TFoKs2NaaD5FF9E/MDn3VEMbplfr0A26iSqBa1A511g7X7JfD3tIVY9ULE28CzH+U8UC83f+VyYPWVI2gbo4I3HVg/PlwWqPfQLXzNKpb73lsfgmD8+E90YXj2jF8myHczBAzx3opByHCPQsgNfu7oAGb1P1IdPZ37e5TPF26czSREOhxM7rwGJlRPVg3Z4YteZxn8V832F+Z7hOezEemewcpXc5gLaF58ZseHyiBDpnj2WzHH8PWGfqT9iw2U5OHHQsGCfhfQI3A02mP/9LJwuYH2xB75ubNPvl8PoDqBCoVAoFArFg0FfABUKhUKhUCgeDPoCqFAoFAqFQvFgeL8NDJQ+6AahX9vApgKc4EPP+fveYeUDmQZN38PCAj5ybj9sdF4C3V8Vthc78PRT/MGOpRewFmhID3Vv7uw8B6beFdK2N6HL20ATIlw1TAJbGJtAz1KEdgaswI+R2r49CeuMSLoM67lO5b//Rh33LwH0hsL93lRq5H6l9rnKx6tU0GVduM0Cfu8j4UErYoUFyL5h1QTqi9pyHYUvNP5SR1Ey6aoiWEY4z8fcddC/4APTH0W1C9Czup1rZ56wXZc/08eNp/fn/07jMoD9ymvmmrDcUKw8/cbHvAUdZAx0z98Mj8MDVIlxqEtseXWJal7os1hFmo3au+0UN4mHl8lghZLBfkZaOuUCWkFh9+DevYL9cWhA2BNE1ZYd7CfyQPfU8uljWrAV8qKaiOlpjfsKmr3DgWv7Pp9IYxWfKH6OwmLqANVjdicqXBgalPN3ise7n9h5v4I+6vhvoAcXEswAWqzZC3sbsPrYwErmLCpp3CPNwR302of9OzuvQCWUTlQmKjPMSejD74FrtApoVB1oNhcRgwEEXLnwMe+Ejc9HoUXbko7P477f8A/6Tnpi59kTVvHg68nxBHZpT/S9T18u7Lwvn6jCy9OFjnkRa+BSZpyo4hRAl71DxaQ08ms4qMKxw7pQk3j+g3Y0FqHth8dGLVD9RtjbNTBvHGr5xYLXHHDt4scyaIQzPJ+WlcdrhWoiC8yHVrxDLZA7sIk8Ctvx94H3QHcAFQqFQqFQKB4M+gKoUCgUCoVC8WB4N4HSQPr1svDt8f5I1FOFihmh4a7YWIT5ILbNU0/bnkew37Azp/nWCzqBwzaq41xEA+n+243baoSGuN1XoBGdE2nUQGfkBZzKBfW6AFVqN/5bPaSF74b6ratiCxjsE9xM1/CCbigd3Vc0nCrcPr28ff7zd+rrfz1weuC40b00QFNdF972DM7ie+VjKYuPfxSYXYiQB7SwhY/sw255mJ8a4uN2I6wPwK5jPxIFGhdOneQNCopfoPqB5X3YeqJY/IEf+xqgfz/ReY2MIXDQz1B4/cnw+087xcP1f+HUQbfQ38tvRB0cDpzqm0dwxh9pjqaFx6sDC5osLDOwMEKdwAbmwOdo2qAaxApVInpO2biE8gvBOcaPp9/AichsQsriwMKhAQsHf+IxWGD+z4FTT192+rv9dHn7PJy5jdDnX4iW/wwUvb3wdSxCnNwt7z8LjOgV1rU98LjwzzQmr3D5fBN2KRBPnah2kDaKOwc0Vwq8bwZYn48r0LKBr2NuoTZdL+yQOcFPv0AFKrfx34ojtT97mneu8PvaG+o3K6xvTBT8/gehBqj8k/g6toHF1NmSVKDv+LN7aOleZAWZwxHWmidaWz6duRzk8xNJEyxoMqqQa1iopiEKJhkoQmNKhgo6lWuq9gQxusIzXpxnwJpnFVR062Bdh7mMti/GGGMOINlie2VyzYE1U5TGwcooy0J9+LRc2XnbAZ5dICspm5AiAD1uJz5eLmglEIVCoVAoFArFfwB9AVQoFAqFQqF4MOgLoEKhUCgUCsWD4f02MKCNaowoT1LoMlsPpUqq0Ju0oCtZuaWB6UDnAzYorRUliV5BzwJal02kVYODh7GO66Hindq/t8Sbl38ozwJ6Bks6xy2K92ZITTeJlysaIrULy98tQvfioQ8L6GOkLvFPhe7lVVh4LB3pDVrQUX2+c/3a9470BjtoJ6qwARgKHXs2XG9wzD9H91JAixNFSZ4M+sC6o10MH68EGtNw5Mc20P70O/VbM/CY7yDdvwdt0rnj42rB+ujU8Wu4p8vb508DXaOJQtvRgb4Lh3zn2pa+kralv3Gdzg6akxtorNKVa0z+m//17fMzxNeSeV834KWQrLB0AG1uA6Wm9swtjT4n+u0fMP+tKJtmHI1R47nOJe0f7wMToBTcnrk2toLGLsIcnLIoGQcWE5+8KOl3Ia1fuNA4/ukvXPN7+Qutocce5rhYW8IM5Q0Xru27gd6qgLZp/Sb0pRvdc4ZxvAudl7nSb5UgxhF0qHjLNQm7ELA3qWA/ZsR5/UDx/iIskcLX57fPHdjbBMfX5+uJ2oR6QC90wxuUyUyd0Fr9HEcs06Gd1Rc+PwfQALYnuq828vJsXUv9durEGg8awAtoTM8nfg182HKrF6HXtSj044cqrNHbSs+WceHP7nmB5/AMesCd338CIXIQz/8E1i820mfv+FzOoJe0LeQKCB0taoLFIXOC9W/uKX5vQg/efqeYagPdY/B8DjUw5k33yo6touTte6A7gAqFQqFQKBQPBn0BVCgUCoVCoXgwvJs/WYGiOYtKGC3QbQ1UTGhaTm2kkc5LJ74t20JeeASbmWXg2+1rALuUEawtLN/a90BtYpUBY4xZgW41d7ASENRum2iLdQXaJ/7KKa/ngfZ9n6B6gjHGTJBaPhxoa7sTVgIeLGI8pPcHQR1loBSrqGLRQ8r46xOmsHMH/c+Z+uMZ6JaZD4nZdqAv73wcJuFC/lFowJqnVj6uHmKlbnRf3vA+dB19zyfORdSBYuOI3I4XFhRg79IDTbW0fGv/TwP9dmh5nx0gZns4rzvw8z7Dtr+D6wfO7JtayJH/eOGDWUe6r3+50r10+YWd97edrjG0f3/7HHs+l8dEfTMKSyNwZzANVFpYHL/GuoKDPnBCdRfnocVD5ktW1/C5+BFIK1E5URxD64sVqmdEsbYcwFZrbcRaAPTQnwaig58GbgPztb28fW7B6skWHu8JKPkXUY7lFeyyrisdmwSldp1fqL3gkOJHXmXJtbR2fRdPlzNUoJmgKs5R8GYd8IgBqLe7qNSQO6hOsT+zY+sdKjzAWnAXtkf9ndqRHcRZehFtov4tid/YJKw/Pgr+AM9dy+lLUPkYb6ifQsP7sDtRPw1i3Tke6e/uCSqriHUMV+Fa/zkfWkHaIanS+fby9vl6J4nKeOeVW+7wHNo3okpzFrY9UGXIC6uofoGxhNcGK919NvqHC1R0yqIClYceKGI5Qkq8ATuaxvI1LrZgTTND2wNfNyrIiOKVj7n9T9gR6Q6gQqFQKBQKxYNBXwAVCoVCoVAoHgzvpoBrom3PV5HdtW+QVTkQdfBFZN/UQtSGdHW3QLGiR/aw8O3bBipQzAm2qOsLbxNQRVsQmXpACfct/e5p521a8XsjHZsdp0PrRNvPP3ZOS/aQLTsCdbD3nLJugXHpW6BAIv+teb28ffYtp2n2BrKAofD0JgqbLw6uD3xOd+JZRfsrXS+JTNpWZCB9FDJ0hxt4m/ad4jJi8faLyBDD6jLiGutE3MQMFGsvsj27QP1WBuqnJ5EVGYHqj63IBD1SPKBc4iKribSQFfqJ2nEcRIYYTOciuIgbVmGoFJP/+hdOCf0C/TY5yjJt+9/Yefe/0UB8EtUwfoX+3aE/+sx/6xn6MAD/ghn3xhjTQZWf7Pk1Fsm5fABCgML1gl6CqWUCZKYOvTgv0xifDnzNODuKp+4X+q3DJx6rMcJ8h2zBdedxcYs0V+93Tt+l6YU+32i9bgQFeoAqDukAGbFFrOMwQd2Nt2M6wuQFCtAFPj8ryEsKZPr3Ql7RQqWie+JrHMpjXqAqRLlxmiwggXmiz9udV9aYoFQFri3GGNMuP6cqUhioTQexl+MLLV4DOCe0PR+vtoNnaMezewdY1w6s73kse6B2MfG3ivMc8KG3K6d2n18oRq/P4Fgwc0nVDFnBM2Smo8zBGGMsZG1Hz9uxQxb3EdwNnHjGRU+/3cL7St8JWhZcCkwWGcIgD6qQWY4VU4wxJgM1X0Bu5AXdbBMd2y9czhD/E49k3QFUKBQKhUKheDDoC6BCoVAoFArFg0FfABUKhUKhUCgeDO/WAGbQ6H2euR7KgA2KB61Eyfz90nag9XCcv0476Q9spGPLyLUYM6Rjh0R6jmUVhgwNWLgErrdzwLE70BG2wlbFYmUN0A3aV95t80rtHQvXmIwj9ZUHrY9duW7k4Ej34Dr6Ttp5RYcykAZimHn/BkeaBQ9ahF3oLUFGYOJC/d6vXCsxdXQv88p1LzaJGPggVHRGFzqKZqL+sAE0FRvXZewtneeERdCppe8dwLbED/y8HSvjFLpeEhUEFtD5nQLv3wD6uGGnNlbhsNPCb/dn+t1P3ZM4D3R0gY/XcKVxDo4sM3Lk9gn2DtrGSp//5Rv/rXCguVyufI52R9LwXcGqwBr+Wweo+GMNfd6ljQl8z4rKQCZ8vP6KVc9xwjtiojWkdFAhQVQIas50T3H7v7Jj7kRjBzIvY4XpTG6gIkmhE5Po5/xM83jbuJbzW4KqA7Amz4Hr7dITXaO/UizEhguPfuzUjiA0r+4Zjv1CbUzCEgMfE9GRLVEQmueEXidiHnewPl1gzXwZuc5tA72pAy1fuonrHei8JGSnaf05NjCugs1QIyxXTlAJA553TeTx2sPf3ZGvXW0PWlSo8JU9/y0HlcHYClf4evd8pWfc8/MLO3b/Tn+/TqQPHCeeR7BtaP0GlVtG/uzeQGQqK3y4jdq1n6ntaJVlDLfM8WBv1IhtM9eANZvncVMhWCqscfieZIwxLoJ9HuhSsUKYMcagJNBP4r4Knx/vge4AKhQKhUKhUDwY9AVQoVAoFAqF4sHw/krqC20Hbyf+tQoO7b8kqNRw4KneGaoMhLugFKHwfNNBwWfhsu6B5muh5MDc8nfZOdFW/6Hw7eEMVQ0qbL22jtOtZ7CBWX6BAuWiOonb6F6+f+e/5UeiSLaRvneeuHN9U6lNCWwcXM8p5W6j+0qCedgCHSvDy9vnmHjf5I7Gr8KxtHOKyY907FT5PS9B1kD4GADzarLgYizEQAFqMIqqBhUocSdtRYBidGARcNj4eQ4ohggxNJ057XUCOm4tnCpFO4lXoBG+FkEjwPB5cPyPvSzeTtyxjZweiFCFIYEtQrpym4X7V6BvV/r8NPG4rjc4T1qhgAVT31Oc1zsfhxtILNIrUTu94YFtwT5iF2M+WP7bHwEP1JuXkxDc/h0Ea0l8/pSWLHaGRlClUCEmBYqLWVDj/URxssL/5deZ2+g8v9Jvv/6d08PzDOt1pLZ/FhVWUqS124IN2LhwavvTnarHfLeitBBIICao9tSJx1D+TPeSz9R2L+ZqAOr4l8rH4TtQoAWovWP8N3bej5VicoZQai686eZOv11FGYs8/Jx9lM7Bc8Lz+Y6WUL6Bz8I6KhzovtASxhhjDkAPW4exLDlQ+uhhrj6PPA6/vYK9y3f+/Ht5geofE31vWfi8yWBhtS8QJ5mvmRO0t/dXdqxdad1pgJZdeNeY2UOMtvQcf3b8xAPEjRdUfAJZVQaLuGz4/PJQrSaDtGkXkiILsjorYt43fI1+D3QHUKFQKBQKheLBoC+ACoVCoVAoFA+Gd1PAvaei32UTWVtQZeD2mbYlh5XTA/sRsm/E9b9aykD7AdTQceTbnMg4rJCNlDOngjoHmUSiuPzlStSEP17ePoevYkv1M22r/zXRVvnecyoiQvaY3zjt/W+Y7QwZlnPi28g7VDw5QlapEdu6PkABbFHhAytPe0j1bQunfTqodlGA2nQbpxSvDW2dC5N00778nP87RNg6XwVVGIBSdQ1QW4VTGw1Uj8i7qAwA3E8PWYzF82vsEbKA71DRQ0ypABRWrCJ7HDKO+5Xi5h8y3yH7cZjAdf/TP5dRhCAy+oC2a4BuLmeeFRmvcI2G4qHtfrDzmuX89rkTNGjyRJdUaIed+W95KOzewpisklKGzG8nMlzXnyBFKEDzWkHLsoRWzIIVtFGCigZl4P13ckCdQSa62zilOoIzg4VKHdc7XzO+zRRbU/obOxZWoAcnGKtfeAyeoIJEAxT/Z2EG8NrSmC7zd3ZsW+h7LQzxeuJjWqAixRfomkZmXBcah7HjfdNC9Y9P4GbwN/FMaiY6z3rqp008oDqg4rOoTrWH3599+UdgAynPQWTmmkjrcwc0YhBVsbDCRdvw/o1wfVthbZVJzxWkCIn6Zhm508cMcpPrjdPD4w3oYXDVWDbe18VB9SBYM5KggD1ko++Vr5NlwEpYFOdeuJv08Ky9LpAt7fkzfoLnUCOe67lSbKQMbgaZx0zB/GkPzwzxpjSBu8Ma+ECU+/sVff8TugOoUCgUCoVC8WDQF0CFQqFQKBSKB4O+ACoUCoVCoVA8GN5NGo+VtBMnofnJYE+9QRo0VmYwxpgmEp8dzoKXBwuS4wwu+U6IMWbSJa1gvxGFDGOFdOnQ8IN3sHFwLWlHLpbrXno8b6Df7UWTEtg9rCd+z0+J9Aw3sIvxlesjMggrUEcxZP5jyYPeTGj7DPTVzZJmYbIXdlr59O3tc/cKFiYj11ucQPiXF66PeBmkEORjgBYMVlaawUouKx3bhVVIgfs65gs/5qlPJ4jJz4bHUO7p7zto6i4iXvdEx+4t1ynZDPou0IqOQs/S3Cguh6eXt8/LyjU7a0PXr47rQ7MBOw3Qx3SG/5YFS5IWylCEkWunooGKEmJC2Bt9zy0U8zep7YM/J1hDWmHbc4ex9I6PeU28/R8CsHSJnahOYWmdcHewfTjz+XMCvaYNfB7feuqLM1QSmoUlVAJd0r7S2F9nfr37neb78yIWSrCm6Az97kVUcTiC5tUcycImCGufPEBFF2F983wk7dQ+0zzuhI6wGaj9ewvWYe4Lb1MgK5FkufbKfaOLjk/0W62o8PE6UOw2YNnRbPy+rrBXYqPQfe6/337jj0C/wxondOmotvWgB5QWSz1oU6PQB2IljAL376X1ElyyQHylhcfhtpIGcJlFxSzQt04Qv3XnMVThmVzBLmuXUmAYvip0unjNDcp6tDtfT6dEF+lGatPY8B+z2N6Or09YnAMtYVYxDTM0uMC8LpnbdKUVdZm8b4wX7wPvgO4AKhQKhUKhUDwY9AVQoVAoFAqF4sHwbgo4XKEA+i98q3TLtH17BAsLuSsbKlDAN04pXQ9QgQE8As4rv8oaIaUdaNTVCZqvAt125fYmG2xZ5zt9bzRf2XkDFHMvsFVsPX9vdmDHcox8yzZDIeqLp/behaNBhO1880R9vVre9tYBdV45nQGMuPGBfuvQ8e32eqX7ukW4xxPfKt+AEpY0ap9+/3bzH4EM/gyNqMq9zdSpvgG7AFEMHI37Z2EDc4QKBfkA+/Qrv19M92+g6sgiK4aA1MFnQaNCEfkdKpDsP/g4vH4hO43DM13vW8Ovh87wg7BqQrJgm+hekqAE0QqkgPVRrbyvd7CI2F/4MhI7an+Y6di5cqrs1dO9dJZamFoxXtD42XPpSKxiIn0AakPtK8ITo+wgUTnTnDkZPo+DoWtUQWu3r3TMQcH7MvHYukew5oAqQ9vyys6r2wtdY+ZjVaHCy72jtSsI2swsl7ePnyzZY7gnvgYVsCnq2zM7NvV0/QFtfwKX3lwSxfV5oHsOHR97E+m8yw8eW7+C3MJeqU2DiGMP7U0LWT3NQnrTw7qzC8o67YIS/SA4Vk2CN8qCLczeoIRCPJWhgkgIYsxB2sScVMSzNoNtWQErslL52oLKDknt5hksXeCYm4WkBuQ7FaQnTrwnJFhPjeXtwOekgapbueP3lSxdf4NnLVK5xhizNvAMEe3Y4TmxAmWbs7h/kIdlrKAj1kzTkozCCanMJGzc3gPdAVQoFAqFQqF4MOgLoEKhUCgUCsWD4f1ZwOA6feBG2GaHy8xAc4aeX/4A2cP7mWdEhkQ0wOkGW9YNp95aKESNjvw1i+ocUMh+ERmrbqXsseV+efv82n5j59WJtsd/AbqlEzTUDu/RJYtjmJ0F1EYdeXubQlvC3UrbvqXhNEoBCmMW2/7IWgQP9y9oyeJp67heIatI0h5QWcOKSgZrlQT/x6AA4zfvnH7qgHKwUMh8ExlnwdE4eEHhWaiugAW6qxwHR799hczkLwfucN8WGiMvKsw74KI9jGsNfIKNlbb2X0bIfLzxMfFQoWDqRGYuUPhroevfRbH1zVBfRSCOt8ppD4v0ziDoZqAjK7jaL4ZTk36l7zWVPm8ipR+nVFj5b5XAs+k/Ai30USpP7Fgs1J4IWertPzDV9A/Z8jVjjFQV4Tf4L/opCap9x4xbWk/nxMdquxK1mW7P7JgBWqrDQvMvfG2ZofpBZ+l6deTVXUyk6+8iBuONMnrXE1WWaSOngMMTrS1xoLnaeX6ebenZsA7iUfZM/ZFaau9YeLwUqH5hN6KoD2Jr5BWyzUWSvhl+0j5KgQofg3jueKCHA6TIVpEtXSFD2Ik13oHcqEKMSjkI3r6DtbBIWhrVS2K4bIvrroXzRLUjyHS1eF9iHQ9AX+9CjLaC5AJu34QiqjjhfEC3BFF1LENATOIaPlO8bZBZnkUacIaM4zX9EzrYGFOhmo5JvG9wrX0vdAdQoVAoFAqF4sGgL4AKhUKhUCgUDwZ9AVQoFAqFQqF4MLxbA1gr6XdS5Hoo1xB/j5qYICjpe0dc+enKjzmoIJI+kY6qChsUAynnFrR4PnKtYFxJL3LbOGd/Bx1EXeG+rlwDgRKW5xXuKw7sPNTw2Mo5+wLSBN9QO54y1yxske5zhPs6iPuqkKofLT+WQJeXwBLENEIrt5KG6Qbf8Q3Xx6RCeqsgKi4snmvdPgoVKpI0kfdhxnuG1P/mxM+rCSwdOj7mqLOqPemD5oaP67BRDLTgkZCE7nV5ojj8IrSjvqW/+5naYXeh7Xil314hoOpvojLEQLE8HLmOsAFtzgy2FcvEJ2IupIO6efpdITEyHpaORlg6LFDxZwWdrl1537gG9azUpnblYzIGOlaNWFSkHukDsDPRE58HHtcW0E2mO293OtF8aq5i7fLQF1iRoog5N9BvLRAX3cR/6zvoiPKB6/LudxqTPNEgX8VvXcBuJx2pve2Rn1dBR+xvURyj+/oUYP4I/d5n9/ntcxyo6siTqMCBYbIehKZqBIscsD2Klcd7dGDNEamfbsIeKYOOTBSCMEsVk+ODELA6SRE6d4ghC3pla/k6HqDiizX/3M4Gl64qqol4GNfgwQIq8LkZGhpn3/KxbANUHYHqOlvgbWIaQ1hbemGXkkED2O7iuQ43UwNpTMOB/1YD9+nhvSOL+y+gWfTiOZGg4k0Cnf+e+ZxfDcToBnZxO+/DBM98W2Rlqd8fh7oDqFAoFAqFQvFg0BdAhUKhUCgUigfDuyngAdKbx4VvNbZAqfknop5eG07fdp4oxYMTLtYtbLFCjvhnvstp6hm2TiNYbGw85bz0tPX6Z1GwfMHUf7Bc2YTr+PcT3csKzt2l5dYHA2wJT4JicTu19wjbwTexPX6GLeEdKlf04h3d3+mYtLcJHV3Dg7P4q0xNh+5AKwW78LbPPXX+aRSUiHSU/yA4TxRGlW0AOttuQLEJ64MEdkSDTOkHCteBLcTe/4mdN4EFzaEjGuzWiIopV5JL1JNwdQcOa4U2lla43wOV2AGzOydO2Uf4e1y5ZcYrOP5XsCZYXzldeMdKK79Sm/zI6eYV5uXq+STtgRJZoMi7KZ/YebMly5AANg6zKGoewcbICso3CSnFR6DAWFlB/92A5j7A3NpP3L4mglXLLCr6ZLCBqQcat+PG73UE2479DlSTWNWPQIfdxVxooPqHgXW9vPA23QPN//idxmDyF3ZeB9VjZMH74ULzpCtE8w5HbqVz+hM9N45gEWMHUfkIfuDmhW0NrA3AqJkXIfkoIL3YE12j83we+0Bt3xfeDpff/Rj9Q4HSI++ExKDSMypA5YpkeLxmoIBLEXEItDJziBE+OAWqjjiwpulEZZHgaCy7jvsizUeSBHQGZE7C0siwNtGx3PDrpQwWU4IabaCCyAFkQ7Xla6YPMGcDVJkSlVBQ6oF2LsYYswGtvq7Ub1sR0q4RbIbA3qns/FmQoFLTuolY3vk13wPdAVQoFAqFQqF4MOgLoEKhUCgUCsWD4d171xPQsoNw33eZtuzj/H+QsQcF0TeRmYnbyj3QRlPHM24H2NpvkMrsBb3mYKv0wg8NI7Vxhy3xNHIaYZpp278Yun7b8/vC5EaX+TU2LHgPW+VRuK7bDrbs4bV8y0d2XjgSFedEVpx5pYYskFXUJk7f/SiXt8+jIbopvPLzBsie+iba2zQ/5/8OGdphHW+vzxQQmLW2CsrCRaA9Ko8vYI5NhIoh/f3OzksnyBB+obhueYK8KYH697pziuFwpTH3kDlrRBawD7C1X4AOzXwe/oAMvF5UK7gDTdsv9Hm/8z6cE/3WzVFW8WJ49mSA81p+CTPt1C4HdHsV64ZdKYYSZJUPYg5Nhr5XxP9Zs6BPPwIh41wQlD+oEgq49mP1HWOMiVCCYJMZnFfIiASqaDmJij5XkENEyDC88/6rkAXcrvy3sBLCNlAc91UUq5+p/SOsO52QBsw9ZN/zqWVcQ/PpcCR67ctnIRXqSSrQHSFzNPOxH8EhwRm+/g9Q4eYbZqlvfBxSomNpp34qhmc3o1JkN3wtjPafZ8/+V6IA7SurXVigh+9AxXYiIxblB+sqqm4AtVlAamHF/Vt4hlqLGbG8TQd45i9ZyKhA5rHBWEpXDWP/fVraiTZVkD2IIiHGQ4WTCHKrLvL4clBBpgPHBlkVy0Bm9S5kGhmqM2VYr9MkXDWA9r0nun4WcrsNqn0kUSWt8kfUu6A7gAqFQqFQKBQPBn0BVCgUCoVCoXgw6AugQqFQKBQKxYPh3RpA1Fc5YcUw9uC6DpqYKFysCwopgnDQ30gftQRqVu+4BsBn0grEnnQkQ+W3Mh2gisXEtQjuSPfSg4VN7fhvVdARLjtdQxpur6BfKJ7rAw5YdQIy1b0T795gb9KupEsQkg1TAmoMRIUT0EeiO3lYud7Agi7tMIJGTaTtDze6/9TyyhK39edYH8QCdhSVtzdBn2JRECcqwVSwCNh6rmFyICz1Nxqw14bbeAyWtBjrQHHjrzw4vn2msfw8Cr0aaEkbiH8j9GI7iFgiON63lsdrc6c27u0rOxZA3/orVFBxG9f2TWAFtL+ivQEf728e9VdCB7aTvmeP1A4r7BN60Ai/JqiEI/RnFcRkQVpVeD4uH4HUQr9P/PcDzGPrqc82US3l1ZNg57Pol3mhuOsaDGSuc/OGtHJpo9g/WD4etyO1t/F8HHMi0WrzTL+1PomKEc+weIGVyiDmlh/o76ZybV8TL2+fe0O/m3sunD1EqE4Emq+l8HV8AT3jNPE5s67f3j7H8PL2eRS2QWUnK6LkKc6qsHbB518Uz7/6c5ZCYwqtNXJ+hkIxEAtpz3LhY1Inuuf1wNeTCbT4x5b6vopnFxYXwSXZBz5eHdjCHXs+XhYrbYC2M1lu72INrWOxpR92nv+Wh+dwFA/sDOsphJfxVow5zj24fhGVQDJoU1Pmc3StoOEFq6ZZ2LugPjBXejeaDJ+HfqYxSUIrPgeRB/EO6A6gQqFQKBQKxYNBXwAVCoVCoVAoHgzv37yGVPfbzrdlz8A4zC1t7VbBzljY2q0734pGeiMgpXrklgYRUtMjFonv+fXOkILeet7ejBVEkFISlBru5oLrhdlE2n+Fv23i7U2QZo70VRHX6KBPM/jA9A2nyteZrBSi4/SdBdq3Qvr8N0FZ+53o3KXQILn0zM77BmNZiqDvZLmBD8JmgIrZBJ0FbvAJLYgafl4DNGcRlFgDFgRYFcTuwnIGKm0sjoKj+VXYlABlXb2w44H2x0gUwCAsLRLwKn6geHipPNYaT9cIC495twJlDf++bdyaZWExT9+57sLqAiiLTcgBdk9xmdGaR1AWV+gqD3Yxq6CYIky+moTEIvwnvA/+zwIqzsSGU1kjWMR0YM1yFHFm4D7KN36s/0pxksGX6P6vX9l5FygLY2G9Sy1vU9iBshK2OQlkJPkI1Q6yoO8+07G1o2Ndy9enpf8rXUPQ88eW1uhwoTY9VSFlsXT9EwTkTdBhaaL16mX7lR37caMY+o70dfrBzqugsRkK/dYqYjoHsAExvH+d+Tk2MBusC43j87heqbrKBrYnJfFn3LrS3NpmPpa3kZ41TaC1RrqgOPgHB5ZbjZBDNTD+x01YzoD8qG7//NniDVTx6kAC1vLf8vDctUFIb0CKVqGik2iSqTCu+PirwlZsqxQPufD+TRtUECuwLq58vFawz0szUPtFPP+hIXd5W9Pvr4qkO4AKhUKhUCgUDwZ9AVQoFAqFQqF4MLybx8sWHN53sRU/UCaRs5CJGfl26BJpS3maOX3lesg46jGTmDcxdUjfUptOomKGg6zNvud0WO8xywyOiR3UMdD2rQXn7mkTRZehOPgtCKd9cPIPcC925fTIHtGdHCigkdvp5w62rxf+/r6CM/wdMsSMyHy7Af3udsrS9MJ1PDmi12rmFPv2n7Ed/wOAGehZZE8mqEDRIqVgRTFwB87tVl4D+ioCPSDs5PMG9w/Z6N96HvNfIfP3e8/bsV8pls8DULSej3kH4/wNMsRlRRqcb6kInmahmL8XzGgXVX0WmlOQcGbK4Rs/71coXi6zkVei0hw46K/PojIQhG+Cwu5hF9UaILu9E7KSNPPqKh8BllS48TmItG9ZqG1VZLDWI2QEFi4NWIC+/wppilGUXPkBP32EPk+boP8hgzOv/FiA6iwHWLvXkyjjsdL8P0GZmZx+Yacde4q7g6AAPTxuKshcFj7cxk60Jn0Dum6e+P2/foeqCH/nLgV5+Y3+mP/17eM28+dJ2ei+Eqz3NfBGVai04UQG52b4s+yj0C1ED24tr6yxw1qwVRrzbebr3dhABa6Jz+P2hda4O3RbX/mci/DMq0ivCikHrslFTGQHz6sUaUysWMYiSB2GQO1ojjyuuwgNtnzt3kGWkuGeJ5Gpv0CVmAz9thWRVQzSAayYY4wxM8zLEc0DNuFmsFJsT/C7/s7HpMDauIh2VPv7n8m6A6hQKBQKhULxYNAXQIVCoVAoFIoHg74AKhQKhUKhUDwY3q0BrCtx7z86riP4ZQItxgFS/SvXSqA+oIS/sWNN+fPb5xm4+KYTerud0tsDWCkswurj0EIlkOGJHTtG0gvEA32uDddyHFbQmx2JXz/eeJueB/r7aeI6Agdt3LDfWn6NFexjHOpNWq4V6DfSCtwaoSMADR+m499EhRPUG+wNaIeEhiAWalOa+W9Ji5+PggU7gmXj92Xh/zNSO4IYoe2t0FE4cINPoL3bPT/vt5aOfQGbEi8sDK5Q1cMKvdhl+/+8fV48VUPoZx5DO1RluGU6z4+8TZdIY3kdeSxbsOvoJ7BtGLkG8LczxCFYhswb118ViNFy5Rqb1cPfmcZo77mubFtIt9WAjjZa3k8j+DEt4v+sOX78/2Eb0IClyMe7Qjz5SGP/LKq79GD7VETFhAaGf4UqAyXz6i4+0Fo7g3XK0fH4ucPaEgahr7yTdqz2rHwOO+8Aur8VraM63v8eNIZFjI3taH2Z4bxZLCZtBbuMmeJzHbnO78dvdOxvK7ewGn9QX90LzGlZFcmDfsvg+in0VVBlYXdibkXhH/JBGKHfusrnZwIbnwU0b2Ph43+E+b/2fNG8HmH8wFanCO11A5q9aNDCRIjqQRPatMIGJpOeL3ZYdUXYdHUUN/0AunTLx8TDei014D289qQDxX+e+POv4DPUo26cz40Eur8xC5udhf6eC8XvvPPn/whjlMCqZxaJCRvY/diRj8NuhS/MO6A7gAqFQqFQKBQPBn0BVCgUCoVCoXgwvJsCDi1tRbbCCTvD3+5G25Jr5NYhSCmNTjitX2FL1F/oO7tIsf9K5x2AHgkdd8w+b1QoXbgRmHCg3+4H2nr2LU8lj2DbgdVPmsjphu0O2+Ni2/sG1IEFitYKK50OtoAt0g+ZV/sYd6CLhG3LnsFy5oWut4lt5Hqjv3eguXdBvTVAvU2Bb3t74WT+Uagb3VcIPDYS9DVaSzSCAggFaKosPCigWkeTgM7IvG8c2Kwg5el3bpHQR6DbD7wdt5X+3keISVHYvoM5sJ++02d3ZuetUK0jzjxuHNDPf490LEk7oh90DQd00dVwm6XTDaijgVMn80i/dYBqBcFw2sM3WHaE4np0XDoSYRx2aRni+bkfArAEKsIuZIc48WCP0SfeTl/AiimLShJQQP4G7h5SovL1SpTS7UyxEO+8TfEI0pvM190QZjgG9H/k69MttHCM7tEJig5lJF781ngnCUADTJlbuBzoO1TWWQrE2f/g9/Xq6Xvj/yaqzABl5xegzcR834HOtFjtphPPAni8bJY/a8z++ysw/BEoGWzKZv6Q26BKVgNSmbpwucEdqFNZgaPcUA7yAge45UwZQBLhoQKHeO4WmBtV2GoF+NtBHPrI2xtaPEY/YIWUh1298t8q8ELg4dngjaDyoTRIBeu3MvN1bINn4b7w2Eg3sJKBcdjE89PPNJfTCFYvwnJuegUrpczfQ5J8lr0DugOoUCgUCoVC8WDQF0CFQqFQKBSKB8O7KeAF6dad7+3OPW09dgXeKa98S/V4om15WajAYFF1qLLgRJade6HrTxc6dv7B6ZHtAkWuK99GLtBGzNRroqCbgcJoLLp9c5qvA8rqfuL3fPpB288vsBNdisiqTVCBAdqXF0FzAj1YrMiQhuzeV6DNguVbxUgxIXtRROZbhizuUkS24/PPSQMuULnDJ77lbYFGrJARVSJvawB39tzyazRAg4/g8J5EcXg30N8O4t8kno1ngUawVVDAR8iy/o2og6nn/y8bFhqkbqN7SZYXtjdQ8aFsojj8ShPu9UztOIuqBqundlwTtaNZ+X1dweVfhuEBiqOPMF5JMGUtZCpmmP9VZEs7DwXgZaabvOgHIG2weG2C2j1AhjVSu4nfUwnUabnjcREha3da6HpH0dHPkKUfgQq/CVo63CB7tuf03Qni8wqOAyXzBfqCzgcNHZsvPDPZQor9duAxU59BXuChAkPlUiGTXt4+3uDy4cbXsesE89O8sGMbxAVGiEucbncd3DM8lBaxFra47oiM0xrEBPggbA39biOkJ2EFyQ5IVKaWr4UeKHYz8jEPkOk/w/NKJMGalOiabU9tsl5k5hqoBOL5vPWwNjoYsSoqNVWc/nhIsLcZaF/r5UE6tm10M7PQl4xQJem+UKxtI8/0nUa6hqwS9mroGtsI15j5ujGD3GrDKiETv/8C591W/l7jpT7mHdAdQIVCoVAoFIoHg74AKhQKhUKhUDwY9AVQoVAoFAqF4sHwbg2gN6QNKlnYu8zEU2+B9HsFrFiMMaa2xJ2jPYQxxhjQh7z8mX6rc7yKxwS2Be5OzS8noQV6BV1iw1OznzvSLDRX0E11QjuDLvGgw5qEDU4CYYJ95e24gpZmR0uDjd//Cj9dV+qnXLjgYkv092q4jqBM4FZuSPdTJ66BWEDntl6pHW3ldh6/rXQv0XJN2fRXrjn5MIDtRHFCAwhaj1DB6kU4hYA80jRCY7k5Oth4ig1/5GPuIQbqCFq2gfcTjt40ciuVAS14INb6lY/XCjqldIdjR37e/UZx3sr/24Euz4A1wW+WLwEWtCkOrGm8iI3NUP+mwPumwG9HtIgSFRNW0PqhvU+NfG4UmF/FCG2j5TqYDwFYhzSB9/MO7vwB9Io1ci2PhQmfLV9PZ9CprScaUz/ze+2hwg8WMdgyP+8A9kNuFxUjQBNooaKBbfh9TTD/bSGd0zoKbTBYqSzfuZVKOf0Kv0VtSq8v7LxX0PYeC93jD1GpaF5p7l6FNvQIVh0/QKM1HER7oSJJgt9qo6joYMHqqYpKIIXf54cBqnPUjldJqRvF1D3SunMU2rMVLHeCuC+UBDqwWUnCEqsDrfi6w7NVVL/xAfSxwiMmw9qQYE47oQEs0I5qQL/fCJ03WL1IbfsKOr0RJs7Lna8t9zvFwDqSGHVc+Byapxk+cw1gmsD65U7HJieeEzB8m4GKOU7EIWgxu8Lnw101gAqFQqFQKBSK/wj6AqhQKBQKhULxYHg3BXyDdOmmE+nisI3ucFvW8a1SVy5vn1+MsMsARrG5kWP8t57TtyeoVFC/AG32zN9l29O/vH3+++t/Y8culrZzy2falr3chcM57IhD9rXZVr7NuwLF8Jr51m5OtE27znRenPl27RTI0iON1I7V8ooOS6UtYX/lVE8G648ZnODTKjhQSJGv8Lsvok0W0varSG9v19+/3fxHwHu6L1mdwxewaghgv+KEDQDQrYuQIjR2gGNQFeTOrzEHsIGJQI8tguoDijVkPg472PF4sAnJE6eURqDE+om4Au+EDcAI9yxkD1egIJ2he7SbjA2gC4HqvK28TfZAbXJCzuCBIlzQjiNxms6B+/8E9NPBiNiyQE06/luxfvz/YdHCKRf++wEsfNiYimof6xHkBRPvlxYrFYFNy1b5NSJUMQhQQL4O/Lw72EXkwCklKOJgHMRZ6MTaMqP9EMWWWzh9PcF47J2oRvNCv+0gLn7MQl4BFWhuMGc60YfJwlq48ZhZQLKzHyne18TnhYNHoIU5Yje5LtDaXQWlWH/SPsoG1aR2UbnEgIzgMNIzaGoHdhowwP9QuaV4pGWpP7FShTHGrJmu2YH9TNMK6ywH9LATtkhgLRQdXSOICicJji1wzEUxriBzqkKytQDVP8+0do/P/LxppmvOwNHeVz6HRqDV98xtkXawKroVpMr5NRLYcS1QNSgJG5gd4vxuxLrr+Hx7D3QHUKFQKBQKheLBoC+ACoVCoVAoFA8GfQFUKBQKhUKheDC8WwNooCRRsFy/Z9DuAGw6aitSuMGapDdCEwMagxhIV5KvnJe3jsoBPd+/vn1OwqZivtP1v97/xo75kbjyeSa93Sb0IesJSmEtpIdYWv5b+Q6lZZLk9hN8pn9/ESW4CpRQGiu1I278etlDynnLU//9C/Qp9P2+Cl0ilIrC0jpFWM5kKEmTCtdH7qKvPgpYCs4EbrmTC/ydwUpH6PywXKGTlcTA7iJCKaTVCf0V6Dkc2iIJzxkHergkKg0G0L3gedXzMUetnG1ofiWhRd1A22gSt0Vw8OPVUPwLBxczg64ygR1L8CKGwIJJ6vAKtNdBfyyi/FMP9+wHOjZuvFEdXr/wayxOaBg/AC2M456k/pHm0O6xH7imrt5Ab2e5piyBXYSFY+XI732G8n4GSjXakfcJdt9JWHPsK60hxdGNPY18jVugHN/iSPPVGF6ebTI0F5o7j+Olh3EFXXIVldT2TH2Y4b5epG7KiQkFiJ5uuq10PbHEmQKlD8OOY8T7Git3VjFpsoiBj0IGW7G48xvbDc3/e0sd3D9zrWAGi6nlyMcc66sV0GyGlv9WAX341pKYv1t4H8aGnl2TKBPXYUW6AKXlxNxgayFayQhNoQW9bC4i5mF92TON/37jgXgFffQMz9B15u8/Kzx378KaLG107rLRb+UbP+8K9m4bvCiswsJtg/cJN4l2/CcssXQHUKFQKBQKheLBoC+ACoVCoVAoFA+Gd1PAxxbSqoUdgQ+09TgDxRAF9baPeA3+03jurQd7l51vt/+IkEoOdgQm8e3bp462VP9H5u1AW42Yadv7OQpbkSttZ2fYsY5/423aOqiEMvNrZKDzSqY2OmFbM0N7PdjKLJFv874CDTL84NvoNxiWCVLTm8S3ka+G2h92SO8X7uwe+m0RVUece7964I9ERelAEW1Aew5Ike89j9cZbHBs5X3DnCY6GqODqM5xj2BPgdY0m7SqoHitwgYm36j9O/xfrAnCZgIoi1tPx+Ii6BG0dwlCYgBVN1glGBFfFZcEsLvIYqmwOx2bemH3tBPNZGGe2yKqroDNToCYr8Jmat7xb06dOPPx9Fveqf9K5f2MQ8KYwiysbcCNoyz8HiqsoQtUCUmLuHeoitBBlYy25TTfCjY6d0m9gW1VAYuhH91Xdl4Fi6jiqaJHDrwiUC1kgzGJvmlAXgDMs7FB3BfQfneg74LjljPWYdt5fE5Qg8eDNUkKvG8c2oqA3MYbQZUCtd0KmU/9OUshs3CyWVDWMP+xsobxXLqztDQH88ZlPtaBBMgD7SsqgSWg7A10TQo8rgOsmbbj7bjDOhk9xfIoqF0HVW4syHLE7TMrob3y53VZoLIQjPks3jXmBeIGrF/mwuUwO35v5feVJ5AzwHgtm6BvF6hwBXRwiNzapQGbsfnI29H+EHqed0B3ABUKhUKhUCgeDPoCqFAoFAqFQvFgeP/m9QqZvka4xDe03eohS9NaUTS7oy3QvPPt4VxoS7RCWtip59mMC2QVbom26eed38q+0vWGgW/Zf7ufqb2Qwdt33CX92FGVjApu+pJGsK9QgULQHhNsU3vMTBXtnRfIFs1w/czbXqAA+o/IXcfzCteELLtdZFw72M7HLfZ2EVvl9Z/Tckvh1/woOKBvjWxDpH4LkC21/UOqL1Q4EdnYHtzrLbjpj0L2gNlojBGoojoHZOZ6UTXCAHW6QxH1XdDtOVFc9pAVX0RGZ65AHRqZgUdUggMKU6YmO6h4gIVWhMLCeODK3QuPmwTzrUCFj2j4RWaUZrRQxURQ2xEozCxZf5HV+RHIMKcbEYIYa36DMRAZehWkAotYMyL0Gev4f8iIpPMs/F9+E5RyAkpNZo5XqPBiW/pe2X6w87DqUHmiTrf/kISN9LjIbgaezgIVuW78PA99WIF6TYlnqaIcxAmZB8bQGiloGisy54GJcw1UbrE8sAa4l7QLujX+nKpIuUIFIlHtop7o7yOs66/dF3be0wLPZDE/M6wvh5X6xrZ8vHZYQw4QEM+iOglWrmlufCIXWPNCAxniSTxr8Xog+UlO0J+wdk9ZrHEge1hgHqbCn7UrVloZ6fNoxG9B9Y9NrF0ZKqhdV6hiJiowNStd4xmeXeP6xH8rvVDbZ35fk/n9z2TdAVQoFAqFQqF4MOgLoEKhUCgUCsWDQV8AFQqFQqFQKB4M79YAbkjFC92NB61YBvf7xYqKBmBJH3ahD/GkMWlAz3BdeKqzBf1hi7YyA+e/p55uLQt37h0qIRxv0N4b19StA2liNtQsNlyXEMDGwIqU8wzaGeOg8oEV7U10Xgjf3j7fV6GVABsYW3jKOabIv6BFRMf72oC8J5zAdTyIyi2Qjp5feDukQ/tHoWbSwzkjqpGAPQOGqJXSCLhPJ2wGKmhdC0yP6qUNDsVNBt2f7bg+CItaRHGNuqAdDcwVoedpQN/kHVjzVD6/TEUNpNA2VrLrWFGntQotCliI+Iniem55PzUw/LXhOt0CcyCgpjDxgUBNkE0QX0JYh879xvK558M/iND+y+FAz5c9HysH83X30EkiCIujPuvENVB75EBv1GY+BqjZW8HqyTuu30OJYZTzFq6BGlI38/m+gYVHBkuk2gkLF7SwENVo9p3W8gD6T9vzObPD2hXhO7UIuxzQYlb5PMF2gW56c/y8AdbGbYFqOT1/yG2g302VtzfMP6cSyATVs3rHn5Pblfre9WDhI+xHckOxfNpEJRBHx0bwuhF1wEwPz/8N9JZWaMo70NtNlseGhyoh/orVxHi1q7hQm66wdm9iK8uDnrEmvkagrHZP9MXdiEozWF1lgvhPUqMN1bky11GuC1gfwbEint05YakZOLbz8zaszmVf2DFf/3llnH8G3QFUKBQKhUKheDDoC6BCoVAoFArFg+HdFHAxtL0oCmuYDVK4h0AU3SyKMPewT7tJuhG2+h3YrLiVb7fbhrZAJ9g2DYHTt3U7vn1eC9/aLvXT2+cYaYs5nbkNTB7RTRyop5dP7Dw/0DZtVzl1cAeurJuh4H3Dt2sbKKi938ExPPAtZXSu7wrfYp+AZvIvtFXuB76NPkc6L95xC1zaUYD1zYHf1zr+nP87WEtxkqug4oFix0z9KrxDHNAUVWz7B6R9LWy3S8YbCsdXtDAQFgEZaLtNWLNYoHAa+N1dFJdHunXuYexmTqPMPVj63Pn82jz1DdIN3ouKNGBxEaEAfA18/C3YIvlWVFoBWgUXCyvseHIDfQ/VSaKwRfFYdWYR+pPw8XFYgbKtq6ieA7QkVlJxggLeEqw7Ii48xIKF+8uFW8kUsJJoPNrP8HkxV7TR4ddogA/bgA5sdmFtgl+rOL78vsIEFWc8HytkqCzYXpmVVxMxsIaWQH2xWUE+FrrPRlC2DUh21g6eE8KmKYHkY+tAXrTx+1+Blm6E5cwmJBsfhfid2lgdH/P9M82tl0S2Z09ZyIbgub44/vwrQKsXjxSzGFcmj6I+jF7YqoClT+N5hQvDnvMgjbkLyYeleVMijJ0RgCUkCelNAenNDtWZUPJijDEbSNhWsMGZHY/DeAcLN1EJbHMgSwL63S5CAgayjxVkCqXwti9gieWF9GDahVfXO6A7gAqFQqFQKBQPBn0BVCgUCoVCoXgwvL8SCGy/N4VvyxpwpK+wlXkUVbJndNCfOe3RGHBah21T1/Bt6RZd459oW3q+iwoMsB1aOFNmEmQc/QB+rX/hmVRQ/9lsLW3Flsov2C20nT0f+X25Z/r7Begc94PT0msHrv7gSB7nKM6jze7fxPAdgFZxJ9oeTgunmxNkYy49ZBVn3tdrpn4qm6Alu59TCaSwe+Zb3oVpEygOoxFZ4Av8LWZABXorQbw6z8ehQgmKADRV2UQmFlQrwaxFY4ypQMVCErgsGmEq0FEJMiGdqIBeb9Qfi8x2hDmbgeZ1oppIA5l1GSojRJGBySQcif8/soc+XKBKgvd8vCzw6sVhthzvAAdUfBB06SYrAHwAKgyWF7GVQJYRYb5vQkOAyedZrJMVKNAAtJl1Ius7UqxhpnQW5TmwIEcRshEDGdvlhvEuKEXIYKxYnETc1wZcsfV8rApUNdohw9SJbPbsgQLf4FkQeAwWIP72lcdgwSIsUIFhE/ePkg/mIiDmagtyjfXnGCD8A2bIgLeiypAH+cGwEO17P/BxbYGyjGf+TAqwlu0RxujGnxMRnqEJeP7R87XwDFnGk3yFgDlf0GEh8PFqIQMXM3+zqIIRIEizyNrOQL/iWrMKyYJP9D4AhcrMksWch+fkKOImwTi0IPu4rSJDHir0LNhe4eYQYb7tK/8tm37/Wqg7gAqFQqFQKBQPBn0BVCgUCoVCoXgw6AugQqFQKBQKxYPh/TYwC5H2RfDyJkCKPGgshPG/ObR03iwsPNCFHg3ks9BsVLAwyS+kCamB6w0WsAU4JPFb5YX+mEljs2Yu7libf9+OwWzP7DyLEoPvQm8wgDYHri/kW8avpI9Ywfql8Z/ZeSnDvcxCU2apvWsgvcHW8vuPkFpuM93/PvJwCKDL7BquRbjtP8f6wIHliHDc+Ud90xu4diiAbkwMuan137fxaIXuY4a+th1Y6QjbogbmxiraYUDTFEBTuHk+DlhRooIAidmoGGM6ED6VTuilZro+VrKo0hYD9CzGktYnCS3KYLEiibBPAJuULsJ5Yj1wWEEFNIaNsNKpMA5VaADd9n4Z8x8G0Pkk6YllcP0Dy57Iz8PuDGItSPD/coyLXVhnZagKZEA35WBOG2NMKWCxVaV2FyoQwZqZpG4WvldRoyesfQLol43QEQaoklKxO4RuyoFGdW9BGyYsgDysyVL+hEVYcK11QhuL2lsDmirUAhtjzAbVaXzlY5l/kg3MCpWQYhAaUw9VrBbqd594H6aexqh9FXrOnuJmMmSr5oVuuMJ4ob2J67hdygiP6CoegDhXWhD37S1vb0HpMVZ/2fl4ZdD5i6XL3KGa0nmhqjlWvA5NaJ8EllhGVDgZYb0rIrdhmujYDaqfBC/yDcAyx0MfzhNvUzr/Ru0Vz78lCOumd0B3ABUKhUKhUCgeDPoCqFAoFAqFQvFgsLXW/z9JalcoFAqFQqFQfAR0B1ChUCgUCoXiwaAvgAqFQqFQKBQPBn0BVCgUCoVCoXgw6AugQqFQKBQKxYNBXwAVCoVCoVAoHgz6AqhQKBQKhULxYNAXQIVCoVAoFIoHg74AKhQKhUKhUDwY9AVQoVAoFAqF4sHw/wXFGFBa6K4sIwAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Visualize source data\n", + "visualize_data(source_data)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "6d6e4147-ce23-4fca-b1aa-42122b0e2501", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 673 + }, + "executionInfo": { + "elapsed": 665, + "status": "ok", + "timestamp": 1718868750796, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "6d6e4147-ce23-4fca-b1aa-42122b0e2501", + "outputId": "eccb0d95-4566-445f-a058-b1d5b87765b0" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Visualize target data\n", + "visualize_data(target_data)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "7b706147-6d5c-4319-a7b0-87decc1e6a7f", + "metadata": { + "executionInfo": { + "elapsed": 6, + "status": "ok", + "timestamp": 1718868750796, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "7b706147-6d5c-4319-a7b0-87decc1e6a7f" + }, + "outputs": [], + "source": [ + "# Define and initialize model\n", + "class NeuralNetwork(nn.Module):\n", + " def __init__(self):\n", + " super(NeuralNetwork, self).__init__()\n", + " self.feature = nn.Sequential()\n", + " self.feature.add_module('f_conv1', nn.Conv2d(in_channels=3, out_channels=8, kernel_size=3, padding='same'))\n", + " self.feature.add_module('f_relu1', nn.ReLU(True))\n", + " self.feature.add_module('f_bn1', nn.BatchNorm2d(8))\n", + " self.feature.add_module('f_pool1', nn.MaxPool2d(kernel_size=2, stride=2))\n", + " self.feature.add_module('f_conv2', nn.Conv2d(in_channels=8, out_channels=16, kernel_size=3, padding='same'))\n", + " self.feature.add_module('f_relu2', nn.ReLU(True))\n", + " self.feature.add_module('f_bn2', nn.BatchNorm2d(16))\n", + " self.feature.add_module('f_pool2', nn.MaxPool2d(kernel_size=2, stride=2))\n", + " self.feature.add_module('f_conv3', nn.Conv2d(in_channels=16, out_channels=32, kernel_size=3, padding='same'))\n", + " self.feature.add_module('f_relu3', nn.ReLU(True))\n", + " self.feature.add_module('f_bn3', nn.BatchNorm2d(32))\n", + " self.feature.add_module('f_pool3', nn.MaxPool2d(kernel_size=2, stride=2))\n", + "\n", + " self.regressor = nn.Sequential()\n", + " self.regressor.add_module('r_fc1', nn.Linear(in_features=32*5*5, out_features=128))\n", + " self.regressor.add_module('r_relu1', nn.ReLU(True))\n", + " #self.regressor.add_module('r_fc2', nn.Linear(in_features=128, out_features=64))\n", + " #self.regressor.add_module('r_relu2', nn.ReLU(True))\n", + " self.regressor.add_module('r_fc3', nn.Linear(in_features=128, out_features=1))\n", + "\n", + " def forward(self, x):\n", + " x = x.view(-1, 3, 40, 40)\n", + "\n", + " features = self.feature(x)\n", + " features = features.view(-1, 32*5*5)\n", + " estimate = self.regressor(features)\n", + " estimate = F.relu(estimate)\n", + " estimate = estimate.view(-1)\n", + "\n", + " return estimate, features\n", + "\n", + "\n", + " def get_feature(self, x):\n", + " x = x.view(-1, 3, 40, 40)\n", + " features = self.feature(x)\n", + " features = features.view(-1, 32*5*5)\n", + " return features" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "cfd79aed-d467-4d59-a44d-df05177dfd58", + "metadata": { + "executionInfo": { + "elapsed": 6, + "status": "ok", + "timestamp": 1718868750796, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "cfd79aed-d467-4d59-a44d-df05177dfd58" + }, + "outputs": [], + "source": [ + "# Code from https://github.com/ZongxianLee/MMD_Loss.Pytorch\n", + "# Comments by Shrihan Agarwal\n", + "\n", + "class MMD_loss(nn.Module):\n", + " \"\"\"\n", + " Calculate the MMD Loss using a Gaussian Kernel.\n", + " MMD is the distance between the mean embeddings of the source/target dataset. \n", + " The distances are determined using a Gaussian kernel \n", + " k(x, y) ~ exp(-(x-y)^2 / (2 * sigma)).\n", + "\n", + " The bandwidth sigma is either input as fixed in `fix_sigma` or determined dynamically.\n", + " One bandwidth is insufficient - small sigma leads to localization, and large leads to spread.\n", + " Need to capture similarities at various scales.\n", + "\n", + " E.g. kernel_mul = 2, kernel_num = 5, fix_sigma = 1 creates:\n", + " bandwidth_list = [1, 2, 4, 8, 16]\n", + "\n", + " Then uses pairwise kernel distances to compute MMD loss:\n", + " Loss = Mean(source pairwise + target pairwise - source/target - target/source)\n", + " \n", + " \"\"\"\n", + " def __init__(self, kernel_mul = 2.0, kernel_num = 5):\n", + " super(MMD_loss, self).__init__()\n", + " self.kernel_num = kernel_num # Number of kernels to use\n", + " self.kernel_mul = kernel_mul # How much to multiply the kernel by to get a new kernel\n", + " self.fix_sigma = None\n", + " return\n", + " \n", + " def gaussian_kernel(self, source, target, kernel_mul=2.0, kernel_num=5, fix_sigma=None):\n", + " n_samples = int(source.size()[0])+int(target.size()[0])\n", + "\n", + " # Concatenate source and target catalogs along batch dimension\n", + " # Source: (n, d), Target: (m, d), Total: (n + m, d)\n", + " total = torch.cat([source, target], dim=0)\n", + "\n", + " # Replicate and calculate L2 distances between \n", + " # all samples, independent of source/target\n", + " total0 = total.unsqueeze(0).expand(int(total.size(0)), int(total.size(0)), int(total.size(1)))\n", + " total1 = total.unsqueeze(1).expand(int(total.size(0)), int(total.size(0)), int(total.size(1)))\n", + "\n", + " # L2 distance is of shape (n + m, n + m)\n", + " L2_distance = ((total0-total1)**2).sum(2)\n", + " \n", + " if fix_sigma:\n", + " bandwidth = fix_sigma\n", + " else:\n", + " bandwidth = torch.sum(L2_distance.data) / (n_samples**2-n_samples)\n", + " bandwidth /= kernel_mul ** (kernel_num // 2)\n", + "\n", + " # Create bandwidth list as described\n", + " bandwidth_list = [bandwidth * (kernel_mul**i) for i in range(kernel_num)]\n", + "\n", + " # Calculate kernel based distance using list of bandwidths and aggregate\n", + " kernel_val = [torch.exp(-L2_distance / bandwidth_temp) for bandwidth_temp in bandwidth_list]\n", + "\n", + " # Return the kernel matrix which is of shape (n + m, n + m), summing over bandwidths\n", + " return sum(kernel_val)\n", + "\n", + " def forward(self, source, target):\n", + " batch_size = int(source.size()[0])\n", + " kernels = self.gaussian_kernel(source, target, kernel_mul=self.kernel_mul, kernel_num=self.kernel_num, fix_sigma=self.fix_sigma)\n", + " XX = kernels[:batch_size, :batch_size] # source pairwise kernel dists\n", + " YY = kernels[batch_size:, batch_size:] # target pairwise kernel dists\n", + " XY = kernels[:batch_size, batch_size:] # between source and target samples\n", + " YX = kernels[batch_size:, :batch_size] # between source and target samples\n", + " loss = torch.mean(XX + YY - XY - YX) # definition of MMD loss\n", + " return loss" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ccac040a-7d18-45a4-b390-40e3dfa51756", + "metadata": { + "executionInfo": { + "elapsed": 6, + "status": "ok", + "timestamp": 1718868750797, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "ccac040a-7d18-45a4-b390-40e3dfa51756" + }, + "outputs": [], + "source": [ + "# Define training loop\n", + "def train_loop(source_dataloader, \n", + " target_dataloader, \n", + " model, \n", + " regressor_loss_fn,\n", + " da_loss,\n", + " optimizer,\n", + " n_epoch,\n", + " epoch):\n", + " \"\"\"\n", + " Trains the Neural Network on Source/Target Domains with the following loss:\n", + " Loss = Source Regression Loss + 1.4 * DA MMD Loss\n", + " \n", + " source_dataloader: DataLoader for the source domain data.\n", + "\ttarget_dataloader: DataLoader for the target domain data.\n", + "\tmodel: The neural network model to be trained.\n", + "\tregressor_loss_fn: Loss function for the regression task (e.g., MSELoss).\n", + "\tda_loss: Loss function for domain adaptation (e.g., MMD loss).\n", + "\toptimizer: Optimizer for the model parameters.\n", + "\tn_epoch: Total number of epochs for training.\n", + "\tepoch: Current epoch number.\n", + " \"\"\"\n", + "\n", + " domain_error = 0\n", + " domain_classifier_accuracy = 0\n", + " estimator_error = 0\n", + " score_list = np.array([])\n", + "\n", + " # Iteration length is shorter of the two datasets\n", + " len_dataloader = min(len(source_dataloader), len(target_dataloader))\n", + " data_source_iter = iter(source_dataloader)\n", + " data_target_iter = iter(target_dataloader)\n", + "\n", + " # Iterate over the two datasets\n", + " i = 0\n", + " while i < len_dataloader:\n", + "\n", + " # Time-varying hyperparameter, p 0 -> infty, alpha 0 -> 1\n", + " p = float(i + epoch * len_dataloader) / n_epoch / len_dataloader # UNUSED\n", + " alpha = 2. / (1. + np.exp(-10 * p)) - 1 # UNUSED\n", + "\n", + " # Source Training\n", + "\n", + " # Load a batch of source data, move to GPU\n", + " data_source = next(data_source_iter)\n", + " X, y = data_source\n", + " X = X.float()\n", + " X = X.cuda()\n", + " y = y.cuda()\n", + "\n", + " # Zero model gradients and labels\n", + " model.zero_grad()\n", + " batch_size = len(y)\n", + "\n", + " domain_label = torch.zeros(batch_size)\n", + " domain_label = domain_label.long()\n", + " domain_label = domain_label.cuda()\n", + "\n", + " # Apply data to model and get predictions, embeddings, apply gradients\n", + " estimate_output, domain_output_source = model(X)\n", + "\n", + " # Calculate source regression loss based on predictions\n", + " estimate_loss = regressor_loss_fn(estimate_output, y)\n", + "\n", + " # Target Training\n", + "\n", + " data_target = next(data_target_iter)\n", + " X_target, _ = data_target\n", + " X_target = X_target.float()\n", + " X_target = X_target.cuda()\n", + "\n", + " batch_size = len(X_target)\n", + "\n", + " _, domain_output_target = model(X_target)\n", + "\n", + " # Calculate the DA Loss between source and target, MMD loss\n", + " domain_loss = da_loss(domain_output_source, domain_output_target)\n", + "\n", + " # Hyperparameter of 1.4 set to weight domain loss vs source loss\n", + " # Perhaps this is where alpha was initially used\n", + " loss = estimate_loss + domain_loss*1.4\n", + "\n", + " # Backpropagation, update optimizer lr\n", + " loss.backward()\n", + " optimizer.step()\n", + "\n", + " # Update values\n", + " \n", + " # Domain loss is the DA loss or MMD loss between embedding outputs\n", + " domain_error += domain_loss.item()\n", + "\n", + " # Estimator loss is the source data loss on regression\n", + " estimator_error += estimate_loss.item()\n", + "\n", + " # Calculate the R2 score of the predictions vs. labels\n", + " score = r2_score(y.cpu().detach().numpy(), estimate_output.cpu().detach().numpy())\n", + " score_list = np.append(score_list, score)\n", + "\n", + " i += 1\n", + "\n", + " # Calculate average scores/errors of batches for this epoch\n", + " score = np.mean(score_list)\n", + " domain_error = domain_error / (len_dataloader)\n", + " estimator_error /= len_dataloader\n", + "\n", + " return [domain_error, estimator_error, score]" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "98583af6-1fbb-4091-bc22-b1ce362e8f21", + "metadata": { + "executionInfo": { + "elapsed": 6, + "status": "ok", + "timestamp": 1718868750797, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "98583af6-1fbb-4091-bc22-b1ce362e8f21" + }, + "outputs": [], + "source": [ + "# Define testing loop\n", + "\n", + "def test_loop(source_dataloader, \n", + " target_dataloader, \n", + " model, \n", + " regressor_loss_fn, \n", + " da_loss, \n", + " n_epoch, \n", + " epoch):\n", + " \"\"\"\n", + " Tests the model accuracy.\n", + " \n", + " source_dataloader: DataLoader for the source domain data.\n", + "\ttarget_dataloader: DataLoader for the target domain data.\n", + "\tmodel: The neural network model to be trained.\n", + "\tregressor_loss_fn: Loss function for the regression task (e.g., MSELoss).\n", + "\tda_loss: Loss function for domain adaptation (e.g., MMD loss). UNUSED\n", + "\tn_epoch: Total number of epochs for training.\n", + "\tepoch: Current epoch number.\n", + " \"\"\"\n", + "\n", + " \n", + " # Evaluating without gradient computation in bg for validation\n", + " with torch.no_grad():\n", + " \n", + " len_dataloader = min(len(source_dataloader), len(target_dataloader))\n", + " data_source_iter = iter(source_dataloader)\n", + " data_target_iter = iter(target_dataloader)\n", + "\n", + " \n", + " domain_classifier_error = 0\n", + " domain_classifier_accuracy = 0\n", + " estimator_error = 0\n", + " estimator_error_target = 0\n", + " score_list = np.array([])\n", + " score_list_target = np.array([])\n", + "\n", + " i = 0\n", + " while i < len_dataloader:\n", + "\n", + " p = float(i + epoch * len_dataloader) / n_epoch / len_dataloader\n", + " alpha = 2. / (1. + np.exp(-10 * p)) - 1\n", + "\n", + " # Source Testing\n", + "\n", + " data_source = next(data_source_iter)\n", + " X, y = data_source\n", + " X = X.float()\n", + " X = X.cuda()\n", + " y = y.cuda()\n", + "\n", + " batch_size = len(y)\n", + "\n", + " estimate_output, domain_output = model(X)\n", + "\n", + " estimate_loss = regressor_loss_fn(estimate_output, y)\n", + "\n", + " # Target Testing\n", + "\n", + " data_target = next(data_target_iter)\n", + " X_target, y_target = data_target\n", + " X_target = X_target.float()\n", + " X_target = X_target.cuda()\n", + " y_target = y_target.cuda()\n", + "\n", + " batch_size = len(X_target)\n", + "\n", + " estimate_output_target, domain_output = model(X_target)\n", + "\n", + " estimate_loss_target = regressor_loss_fn(estimate_output_target, y_target)\n", + "\n", + " # Update values\n", + "\n", + " # Regression loss on validation testing\n", + " estimator_error += estimate_loss.item()\n", + " estimator_error_target += estimate_loss_target.item()\n", + "\n", + " # R2 Scores on validation testing\n", + " score = r2_score(y.cpu(), estimate_output.cpu())\n", + " score_list = np.append(score_list, score)\n", + " score_target = r2_score(y_target.cpu(), estimate_output_target.cpu())\n", + " score_list_target = np.append(score_list_target, score_target)\n", + "\n", + " i += 1\n", + "\n", + " score = np.mean(score_list)\n", + " score_target = np.mean(score_list_target)\n", + " estimator_error /= len_dataloader\n", + " estimator_error_target /= len_dataloader\n", + " \n", + " classifier_error = 1\n", + " return [classifier_error, estimator_error, estimator_error_target, score, score_target]" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "97d4a095-7e54-4e74-9700-3971a034160c", + "metadata": {}, + "outputs": [], + "source": [ + "# Initialize dictionary for training stats\n", + "import time\n", + "model = NeuralNetwork().cuda()\n", + "# Hyper parameter presets\n", + "learning_rate = 6e-5\n", + "epochs = 30\n", + "# Define loss functions and optimizer\n", + "regressor_loss_fn = nn.MSELoss().cuda()\n", + "optimizer = torch.optim.Adam(model.parameters(), lr=learning_rate)\n", + "da_loss = MMD_loss()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "02fd1d1f-d9ae-496e-b2f1-d59dfea3ba72", + "metadata": {}, + "outputs": [], + "source": [ + "def print_epoch_scores(stats, epoch, t):\n", + " \"\"\" Prints all relevant scores for each epoch. \"\"\"\n", + " train_stats = [i for i in stats.keys() if \"train\" in i]\n", + " val_stats = [i for i in stats.keys() if \"val\" in i]\n", + " fmt = lambda k: \" \".join([i.capitalize() for i in k.split('_')]) + \": \"\n", + " \n", + " print(\"\\nEpoch {0}: {1:.2f}s\".format(epoch, t) + \"\\n-------------------------------\")\n", + " print(\" Training Statistics:\")\n", + " for s in train_stats:\n", + " print(\"\\t\" + fmt(s) + \": {:.4f}\".format(stats[s][-1]))\n", + " print(\" Validation Statistics:\")\n", + " for s in val_stats:\n", + " print(\"\\t\" + fmt(s) + \": {:.4f}\".format(stats[s][-1]))" + ] + }, + { + "cell_type": "markdown", + "id": "5e483c9f-8b11-4500-ae8d-b96f772553d4", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "executionInfo": { + "elapsed": 293833, + "status": "ok", + "timestamp": 1718869045423, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "1dfe3810-672c-4a28-b606-b3079a40fca4", + "outputId": "45493f2a-ea42-401e-f88b-b0ad39b969ed", + "scrolled": true + }, + "source": [ + "stats = {'train_DA_loss':[],\n", + " 'train_regression_loss':[],\n", + " 'train_r2_score':[],\n", + " 'val_source_regression_loss':[],\n", + " 'val_target_regression_loss':[],\n", + " 'val_source_r2_score':[],\n", + " 'val_target_r2_score':[]}\n", + "\n", + "print(\"Beginning Training...\")\n", + "# Train\n", + "for i in range(epochs):\n", + " start_time = time.time()\n", + " vals = train_loop(source_train_dataloader, target_train_dataloader, model,\n", + " regressor_loss_fn, da_loss, optimizer, epochs, i)\n", + "\n", + " vals_validate = test_loop(source_val_dataloader, target_val_dataloader,\n", + " model, regressor_loss_fn, da_loss, epochs, i)\n", + "\n", + " stats['train_DA_loss'].append(vals[0])\n", + " stats['train_regression_loss'].append(vals[1])\n", + " stats['train_r2_score'].append(vals[2])\n", + " stats['val_source_regression_loss'].append(vals_validate[1])\n", + " stats['val_target_regression_loss'].append(vals_validate[2])\n", + " stats['val_source_r2_score'].append(vals_validate[3])\n", + " stats['val_target_r2_score'].append(vals_validate[4])\n", + "\n", + " print_epoch_scores(stats, i, time.time() - start_time)\n", + " " + ] + }, + { + "cell_type": "markdown", + "id": "a57146e2-cca9-4684-a8ba-295c25072bdc", + "metadata": {}, + "source": [ + "torch.save(model.state_dict(), \"models/mb_isomap_jul18_1pm\")" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "8032ac53-17c7-4119-b6ac-3e378ca2f36b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.load_state_dict(torch.load(\"models/mb_isomap_jul18_1pm\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "de8628a9-a3d0-439d-86b7-e1aca8a703c6", + "metadata": {}, + "outputs": [], + "source": [ + "def generate_isomaps(source_data, target_data, n_neighbors = 5, n_components = 2, n_points = 1000):\n", + " \"\"\"\n", + " * AI-Generated Docstring *\n", + " Generates Isomap embeddings for source and target data, both raw and feature-transformed.\n", + "\n", + " This function performs the following steps:\n", + " 1. Collects garbage and empties the CUDA cache to free up memory.\n", + " 2. Initializes two Isomap models with the specified number of neighbors and components: one for raw data and one for feature-transformed data.\n", + " 3. Reshapes the source and target data to 2D arrays and limits the number of points.\n", + " 4. Fits the first Isomap model to the raw source and target data.\n", + " 5. Transforms the source and target data into tensors and passes them through a neural network model to get feature embeddings.\n", + " 6. Fits the second Isomap model to the feature embeddings and transforms them into 2D embeddings.\n", + " 7. Transforms the original source and target data into 2D embeddings using the first Isomap model.\n", + "\n", + " Args:\n", + " source_data (np.ndarray): The source data array.\n", + " target_data (np.ndarray): The target data array.\n", + " n_neighbors (int, optional): The number of neighbors to consider for each point in Isomap. Default is 5.\n", + " n_components (int, optional): The number of dimensions to reduce to. Default is 2.\n", + " n_points (int, optional): The number of points to use from the source and target data. Default is 1000.\n", + "\n", + " Returns:\n", + " tuple: Four arrays containing the 2D Isomap embeddings:\n", + " - source_iso (np.ndarray): 2D Isomap embeddings of the raw source data.\n", + " - target_iso (np.ndarray): 2D Isomap embeddings of the raw target data.\n", + " - trained_source_iso (np.ndarray): 2D Isomap embeddings of the feature-transformed source data.\n", + " - trained_target_iso (np.ndarray): 2D Isomap embeddings of the feature-transformed target data.\n", + " \"\"\"\n", + " gc.collect()\n", + " torch.cuda.empty_cache()\n", + " \n", + " isomap = Isomap(n_neighbors=n_neighbors, n_components=n_components)\n", + " train_isomap = Isomap(n_neighbors=n_neighbors, n_components=n_components)\n", + " \n", + " sdata = source_data.reshape([-1, np.prod(source_data.shape[1:])])[:n_points]\n", + " tdata = target_data.reshape([-1, np.prod(target_data.shape[1:])])[:n_points]\n", + " isomap = isomap.fit(sdata)\n", + " isomap = isomap.fit(tdata)\n", + " \n", + " with torch.no_grad():\n", + " source_tensor = torch.FloatTensor(source_data[:n_points]).to(device)\n", + " target_tensor = torch.FloatTensor(target_data[:n_points]).to(device)\n", + " sfeat = model.get_feature(source_tensor).cpu().detach().numpy()\n", + " tfeat = model.get_feature(target_tensor).cpu().detach().numpy()\n", + " \n", + " train_isomap = train_isomap.fit(sfeat)\n", + " train_isomap = train_isomap.fit(tfeat)\n", + " trained_source_iso = train_isomap.transform(sfeat)\n", + " trained_target_iso = train_isomap.transform(tfeat)\n", + " \n", + " del sfeat\n", + " del tfeat\n", + " \n", + " source_iso = isomap.transform(sdata)\n", + " target_iso = isomap.transform(tdata)\n", + "\n", + " return source_iso, target_iso, trained_source_iso, trained_target_iso" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "2c775eba-f71e-47e9-9004-5d9c6c656417", + "metadata": {}, + "outputs": [], + "source": [ + "source_iso, target_iso, trained_source_iso, trained_target_iso = generate_isomaps(source_data, target_data)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "f658bcf5-8c2e-4a9b-b333-3fe28bc562d1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(8, 4))\n", + "\n", + "ax1.scatter(trained_source_iso[:, 0], trained_source_iso[:, 1], s=3, marker='o')\n", + "ax1.scatter(trained_target_iso[:, 0], trained_target_iso[:, 1], s=3, marker='^')\n", + "lval1 = 500\n", + "ax1.set_xlim(-lval1, lval1)\n", + "ax1.set_ylim(-lval1, lval1)\n", + "ax1.set_title('Trained Source and Target')\n", + "\n", + "ax2.scatter(source_iso[:, 0], source_iso[:, 1], s=3, marker='o')\n", + "ax2.scatter(target_iso[:, 0], target_iso[:, 1], s=3, marker='^')\n", + "lval2 = 500\n", + "ax2.set_xlim(-lval2, lval2)\n", + "ax2.set_ylim(-lval2, lval2)\n", + "ax2.set_title('Source and Target')\n", + "\n", + "ax1.set_xlabel('Component 1')\n", + "ax1.set_ylabel('Component 2')\n", + "ax2.set_xlabel('Component 1')\n", + "ax2.set_ylabel('Component 2')\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "df4a587e-523e-41b5-a2da-9cc22c9cc8e7", + "metadata": {}, + "outputs": [], + "source": [ + "source_labels = pd.read_csv(source_meta)['PLANE_1-OBJECT_1-MASS_PROFILE_1-theta_E-g'].tolist()[:1000]\n", + "target_labels = pd.read_csv(target_meta)['PLANE_1-OBJECT_1-MASS_PROFILE_1-theta_E-g'].tolist()[:1000]" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "5b5ff833-5d63-4434-a704-5fbde3fdc397", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(2, 2, figsize=(14, 10))\n", + "\n", + "ax1 = ax[0][1]\n", + "scatter1 = ax1.scatter(trained_source_iso[:, 0], trained_source_iso[:, 1], s=3, marker='o', c = source_labels)\n", + "lval1 = 200\n", + "ax1.set_xlim(-lval1, lval1)\n", + "ax1.set_ylim(-lval1, lval1)\n", + "ax1.set_title('Trained Source')\n", + "\n", + "ax2 = ax[0][0]\n", + "ax2.scatter(source_iso[:, 0], source_iso[:, 1], s=3, c = source_labels)\n", + "lval2 = 500\n", + "ax2.set_xlim(-lval2, lval2)\n", + "ax2.set_ylim(-lval2, lval2)\n", + "ax2.set_title('Source')\n", + "\n", + "ax1 = ax[1][1]\n", + "ax1.scatter(trained_target_iso[:, 0], trained_target_iso[:, 1], s=3, marker='o', c = target_labels)\n", + "lval1 = 200\n", + "ax1.set_xlim(-lval1, lval1)\n", + "ax1.set_ylim(-lval1, lval1)\n", + "ax1.set_title('Trained Target')\n", + "\n", + "ax2 = ax[1][0]\n", + "ax2.scatter(target_iso[:, 0], target_iso[:, 1], s=3, c = target_labels)\n", + "lval2 = 500\n", + "ax2.set_xlim(-lval2, lval2)\n", + "ax2.set_ylim(-lval2, lval2)\n", + "ax2.set_title('Target')\n", + "\n", + "for i in ax.ravel():\n", + " i.set_xlabel('Component 1')\n", + " i.set_ylabel('Component 2')\n", + "\n", + "cbar = fig.colorbar(scatter1, ax=ax.ravel().tolist(), orientation='vertical')\n", + "cbar.set_label('$\\\\theta_E$')\n", + "\n", + "plt.suptitle(\"Isomap of Regression Inputs: Before and After\", x = 0.44, y = 0.94, fontsize = 20)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dde2aabb-9be7-4bed-8f25-bd1aaeb5ba50", + "metadata": {}, + "outputs": [], + "source": [ + "def get_feature(self, x):\n", + " x = x.view(-1, 3, 40, 40)\n", + " features = self.feature(x)\n", + " features = features.view(-1, 32*5*5)\n", + " return features" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c4c573d6-fffc-4be4-8e23-953a5dcae3b6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 139, + "id": "6d4e20b3-9589-4e23-a05b-893e51ddec62", + "metadata": {}, + "outputs": [ + { + "ename": "SyntaxError", + "evalue": "illegal target for annotation (2919055091.py, line 1)", + "output_type": "error", + "traceback": [ + "\u001b[0;36m Cell \u001b[0;32mIn[139], line 1\u001b[0;36m\u001b[0m\n\u001b[0;31m 'train_DA_loss':[],\u001b[0m\n\u001b[0m ^\u001b[0m\n\u001b[0;31mSyntaxError\u001b[0m\u001b[0;31m:\u001b[0m illegal target for annotation\n" + ] + } + ], + "source": [ + "'train_DA_loss':[],\n", + " 'train_regression_loss':[],\n", + " 'train_r2_score':[],\n", + " 'val_source_regression_loss':[],\n", + " 'val_target_regression_loss':[],\n", + " 'val_source_r2_score':[],\n", + " 'val_target_r2_score':[]}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "YfplCDIb-UU_", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 490 + }, + "executionInfo": { + "elapsed": 649, + "status": "ok", + "timestamp": 1718869045736, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "YfplCDIb-UU_", + "outputId": "dbb362ec-4af5-4cb9-c4f9-a0a2766c26c5" + }, + "outputs": [], + "source": [ + "# Classifier\n", + "eps = np.arange(epochs)\n", + "plt.title(\"DA Loss Error\")\n", + "plt.plot(eps, stats['train_DA_loss'])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "eYG_P_iQ_5Bv", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 490 + }, + "executionInfo": { + "elapsed": 169, + "status": "ok", + "timestamp": 1718869045739, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "eYG_P_iQ_5Bv", + "outputId": "be450f92-eda7-4e4f-81fe-008c55b2b112" + }, + "outputs": [], + "source": [ + "# Estimator\n", + "plt.title(\"Estimator Error\")\n", + "plt.plot(eps, stats['train_estimator_error'])\n", + "plt.plot(eps, stats['val_estimator_error'])\n", + "plt.plot(eps, stats['val_estimator_error_target'])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "xS9rtS-T_neg", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 490 + }, + "executionInfo": { + "elapsed": 237, + "status": "ok", + "timestamp": 1718869045904, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "xS9rtS-T_neg", + "outputId": "d32f40ef-6042-4154-e9ee-1f4e2f90064d" + }, + "outputs": [], + "source": [ + "# R2 Scores\n", + "plt.title(\"R2 Scores\")\n", + "plt.plot(eps, stats['train_score'])\n", + "plt.plot(eps, stats['val_score'])\n", + "plt.plot(eps, stats['val_score_target'])" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "ed0a8206-7520-4a60-8e17-965a91133b92", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 428 + }, + "executionInfo": { + "elapsed": 969, + "status": "ok", + "timestamp": 1718869046858, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "ed0a8206-7520-4a60-8e17-965a91133b92", + "outputId": "7df8c563-5826-4e43-d9e6-5e686463551d" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Source R2 Score is 0.9778\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'MMD | Source | R2: 0.978')" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Test Source\n", + "preds = np.array([])\n", + "true = np.array([])\n", + "score_list = np.array([])\n", + "\n", + "with torch.no_grad():\n", + " for X, y in source_test_dataloader:\n", + " X = X.float()\n", + " pred, _ = model(X.cuda())\n", + " preds = np.append(preds, pred.cpu())\n", + " true = np.append(true, y.cpu())\n", + " score = r2_score(y.cpu(), pred.cpu())\n", + " score_list = np.append(score_list, score)\n", + "\n", + "score = np.mean(score_list)\n", + "print(f'Source R2 Score is {score:.4f}')\n", + "\n", + "plt.figure(figsize=(8,8),dpi=50)\n", + "plt.scatter(true, preds, color='black', alpha = 0.1)\n", + "line = np.linspace(0, 4, 100)\n", + "plt.plot(line, line)\n", + "plt.rc('font', size=12)\n", + "plt.xlabel('True Theta E')\n", + "plt.ylabel('Predicted Theta E');\n", + "plt.rc('font', size=20)\n", + "plt.title('MMD | Source | R2: {0:.3f}'.format(score))" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "fc047cd7-bc92-4a30-9beb-7af607da141f", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 444 + }, + "executionInfo": { + "elapsed": 1283, + "status": "ok", + "timestamp": 1718869048133, + "user": { + "displayName": "Shrihan Agarwal", + "userId": "00018416289398983661" + }, + "user_tz": 300 + }, + "id": "fc047cd7-bc92-4a30-9beb-7af607da141f", + "outputId": "b6347093-56d9-4a8b-b515-c4c4717cdab4" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Target R2 Score is 0.9597\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'MMD | Target | R2: 0.960')" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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ivN4DwVlnnUV9fT1bt24d9deqr6+nurqaN954Y7/F+yWHJjIMIjmkWbhwIbNnz6aiooKOjg7+8pe/8Nprrw0bDpBIxhpSrCWHNLlcjltvvZXW1lY0Gg3Tp0/nscce47LLLjvQpkkke8QhEQa54IILqKqqOtBmSP7Lr3/9a8466yxmzJhxoE054ESjUR5++GE+//nPU1FRcaDNkRxE1NfX88wzz4jHh4RYL1y4kHvvvfdAmyGRSCT7jN11TeZZSyQSyUGAFGuJRCI5CJBiLZFIJAcBUqwlEonkIECKtUQikRwESLGWSCSSgwAp1hKJRHIQIMVaIpFIDgKkWEskEslBwH4T6zvvvBONRsP1118/5LqVK1cyZ84czGYz48eP36vhrhKJRHKosV/E+oMPPuChhx4acpQPQF1dHWeffTYnnXQSa9as4eabb+bb3/52vwkREolEcrgx6mIdi8X40pe+xB//+Md+06d3Z9GiRYwbN4777ruPadOmcfXVV3PVVVdxzz33jLaZEolEss+pb+9hX7VfGnWxvu666zjnnHM444wzhl377rvv9htBNX/+fFatWkUmk+m3fvny5SxcuJD6+vp9Za5EIpHsE/69vZ3zfv8OtW2xfXK9Ue1n/eSTT7J69Wo++OCDEa1vbW3F7/f3Oeb3+8lms7S3t1NSUtLnufnz5zN//nwWLly4z2yWSCSST8q/t7Vz7eMfct8XjmKyv2CfXHPUxLqxsZH/+7//49VXX8VsNo/4vF2nWQPiJ8TuxyUSiWQs8s62dr7++If85guzOXVq0T677qiJ9YcffkhbWxtz5swRx3K5HG+++Sa/+93vSKVS/aYSFxcX09ra2udYW1sber0ej8czWqZKJBLJPuHt2na+8ZcP+c2lszl1yr4TahhFsT799NNZv359n2NXXnklU6dO5fvf//6A4+Nramp48cUX+xx79dVXmTt3LgaDYbRMlUgkkk/Mm1tDfPOJ1fz2i0dz8mTfPr/+qIl1QUEBM2fO7HPMZrPh8XjE8Ztuuonm5mYeffRRAK699lp+97vfsXDhQq655hreffddFi9ezNKlS0fLTIlEIvnErNwa4lujKNRwgCsYA4EADQ0N4nF1dTUvvfQSK1as4KijjuInP/kJ999/PxdeeOEBtFIikUgGZ8WWNr71xGp+N4pCDft5uvmKFSv6PF6yZEm/NSeffDKrV6/ePwZJJBLJJ+CNzW3835NreOBLczhxkndUX2u/irVEIpEcKqhC/eBlczhh4ugKNUixlkgkkj3m9U1BFv71IxZ9eQ7HTxh9oQYp1hKJRLJH/HNjkO8+/RGLLptDzYT9l1IsxVoikUhGyGsbg9zw9Ef84ctzmDd+/9Z+SLGWSCSSEbD841Zu/Ns6HvryHI7bz0INUqwlEolkWF7Z0Mr3l63jj1+Zy7HV7gNigxRriUQiGYJXNgT4/rL1/OnyuRxTdWCEGuRYL4lEIhmUl9b3CvXiAyzUID1riUQiGZCX1ge4+dn1PHzFXOZUHlihBinWEolE0o+/r2vhR89tYPHlxzCncugJV/sLKdYSiUSyCy981MKtz2/g4SuO4ehxY0OoQYq1RCKRCJ5f28xtL3zMkiuP5agK14E2pw9SrCUSiQR4bk0zt7/4MX++8liOHGNCDVKsJRKJhGfXNHHHixv581XHMqvcdaDNGRAp1hKJ5LDm2TVN/OTvm3j0quM4otx5oM0ZFCnWEonksOVvHzbx85c28ehVxzKzbOwKNUixlkgkhylPr2rkzpc3HxRCDVKsJRLJYchfVzVy98ubeeyrxzKjdOwLNUixlkgke0g+nycYDJJKpTCZTPj9frTag6dzxVMfNPCLV7bw2FePY3qp40CbM2IOnndYIpGMCYLBIOl0GqPRSDqdJhgMHmiTRszS9xv45fItPH71wSXUID1riUSyh6RSKYxGIwAGg4FUKnWALRoZT/yngXtf6xXqqcUHl1CD9KwlEskeYjKZyGQyAGQyGUwm0wG2aHgef28n9762lb9cPe+gFGqQYi2RSPYQv98vQiBGoxG/33+gTRqSx96t575/1vLENccxpbjgQJuz18gwiEQi2SO0Wi0lJSUH2owR8ei79fz2X9tYes1xTPIfvEINo+xZP/jgg8yaNQuHw4HD4aCmpoaXX3550PUrVqxAo9H0+7N58+bRNFMikRyCLHmn7pARahhlz7q8vJy77rqLiRMnAvDnP/+Z8847jzVr1jBjxoxBz9uyZQsOx//iSj6fbzTNlEgkhxiPvFPHgyu2s/SaeUwssh9oc/YJoyrW5557bp/HP/vZz3jwwQd57733hhTroqIiXC7XaJomkUgOURa/XccfVm5n6dfmMcF3aAg17McNxlwux5NPPklPTw81NTVDrp09ezYlJSWcfvrpvPHGG4OuW758OQsXLqS+vn4fWyuRSA5G/vTWDh5689ATatgPYr1+/Xrsdjsmk4lrr72WZ599lunTpw+4tqSkhIceeohly5bxzDPPMGXKFE4//XTefPPNAdfPnz+fe++9l6qqqlG8A4lEcjDwp7d28Ke36lh6zaEn1LAfskGmTJnC2rVriUQiLFu2jMsvv5yVK1cOKNhTpkxhypQp4nFNTQ2NjY3cc889fOpTnxptUyUSyUHKQ29u5+G361n6tXlUe20H2pxRYdQ9a6PRyMSJE5k7dy533nknRx55JL/5zW9GfP68efOora0dRQslEsnBzKKV23nknXqePISFGg5AnrWiKHtUnrpmzZqDJqdTIpHsXx5csZ3H3u0V6krPoSvUMMpiffPNN7NgwQIqKiro7u7mySefZMWKFbzyyisA3HTTTTQ3N/Poo48CcN9991FVVcWMGTNIp9M8/vjjLFu2jGXLlo2mmRKJ5CDk929s4y/v7eTJr9UwzmM90OaMOqMq1sFgkC9/+csEAgGcTiezZs3ilVde4cwzzwQgEAjQ0NAg1qfTaW644Qaam5uxWCzMmDGDf/zjH5x99tmjaaZEIjnI+N2/aln6fiNP/b8aKtyHvlDDKIv14sWLh3x+yZIlfR7feOON3HjjjaNokUQiOdj57eu1PPlBI09+bd5hI9Qge4NIJJKDiN/8s5anPzz8hBqkWEskkoOEX7+2lWfWNPHk1+ZRXnh4CTVIsZZIJGMcRVG475+1PLummSe/VkOZy3KgTTogSLGWSCRjFkVR+PVrW3n+oxae/No8Sg9ToQYp1hKJZIyiKAr3vraVF/4r1CXOw1eoQYq1RCIZgyiKwq9e3crf10mhVpFiLZFIxhSKovDL5Vt4eUMrT36thmKn+UCbNCaQYi2RSMYMiqJw9ytbePXjVp782jz8DinUKlKsJRLJmEBRFO56eTOvbQqyVAp1P6RYSySSA46iKNz58mZe3xTkyWvmUSSFuh9SrCUSyYjJ5/MEAgGam5uB3oEhWq2WTCaDyWTC7/ej1e5Z52VFUfjZPzaxYmuIpV+bR1GBFOqBkGItkUhGTCAQ4KOPPiKdTmMwGAiFQvh8PsrLy0mn0wSDwT1qaawoCj/5+ybeqg2x9Jp5+ApMo2j9wY0Ua4lEMiLy+TwfffQRDQ0N5PN5jEYj0WgUt9sNgMFg2KNe9YqicPuLG/n39naekEI9LFKsJRLJiAgGg6TTaVKpFOl0mkQiQWNjI2+//Tbd3d1MmDABq3VkPTtUoX53e5gnrpmH1y6Fejj223RziURycJNKpaioqMBisZBIJFi/fj0ajQaAnTt3sm3bNvx+/7DXURSF2174mPd2hHnimuOkUI8Q6VlLJJIB2X0zUa/X43K5cDgcZDIZGhoaSKfT7Nixg4kTJ4p1Q6EoCrc+/zEf1Hfwl6uPwyOFesRIsZZIJAMSDAZpbm5GURQURSEQCNDa2orRaKSwsBCr1UooFMJoNIqJT0NtMObzCre+sIEPd0Z44pp5uG3G/Xk7Bz0yDCKRSAYklUqhKAoGg4FoNEomk8Hj8eD3+9m6dSudnZ00NTWRSCSIxWI4nc5BNxjzeYUfPb+B1Tsj/OXq46RQ7wXSs5ZIJANiMpnQaDSk02laWloAsFgsbN26ldbWVqLRKLlcjs7OTsrLy1EUBZOpf1gjn1f44XMbWNfUK9SFUqj3CinWEomkD/l8nmAwSDwep7Ozk4aGBlpaWvD7/bz77rusXbsWq9VKR0cH3d3dhMNh3G43ZWVl+Hy+3a6lcPOz69nQEuUvVx+HyyqFem+RYi2RSPqgbiqGQiGy2SxGo5GZM2eyatUq6uvraW5uJpFI0NHRgclkwuVyoSgKWq2WUCgkYtb5vMIPnlnHpkA3f/nqPJxWwwG+s4MbKdYSiaQPzc3N5PN5QqEQ7e3tbNq0ibKyMrq6uujo6CCTydDW1kZ3dzd6vR6bzUZrayt2u13ErPN5he8vW8eWYDePf/U4KdT7ACnWEolEkM/naW9vp7W1lU2bNhGPxwmFQjQ3N9PW1kZDQwN6vZ54PA70puKFQiGi0SirVq3irLPOIvdfoa4NdvPYV4/DaZFCvS+QYi2RSATBYJDCwkL+85//0NXVxc6dO7Hb7bS1tRGNRkkmk2SzWTKZDPl8Xpyn1WppbGxk3foN/OY/newI9fDY1cfhMEuh3leMauregw8+yKxZs3A4HDgcDmpqanj55ZeHPGflypXMmTMHs9nM+PHjWbRo0WiaKJFIdiGZTNLV1UUul8NisZDJZOjo6KCnp4dEIgFANpvtI9SZTAabzUZXd4zfvt9JXXsPj371WCnU+5hRFevy8nLuuusuVq1axapVqzjttNM477zz+PjjjwdcX1dXx9lnn81JJ53EmjVruPnmm/n2t7/NsmXLRtNMiURCbwhk27ZtbNu2DYvFQiQSQavV0t7eTiwWI5lMYjAY+gg19Ip3TzxOx6Rz6MwYePQqKdSjwaiGQc4999w+j3/2s5/x4IMP8t577zFjxox+6xctWsS4ceO47777AJg2bRqrVq3innvu4cILLxxNUyWSw5J8Pk9zczPr16+npaWFSCRCLBYjlUqh1+ux2+20tLQQj8eFx707Wp0ebc2V5K1ubphrpkAK9aiw32LWuVyOp59+mp6eHmpqagZc8+6773LWWWf1OTZ//nwWL15MJpPBYOj7j2D58uUsX76c+vr60TJbIjmkCQQCrFy5kkQiQVNTE+l0mlAohKIookoxlUrR3d09oFCj0eI5ZyEGl59P5ddx/LE37v+bOEwYdbFev349NTU1JJNJ7HY7zz77LNOnTx9wbWtra7+uXX6/n2w2S3t7e7+eA/Pnz2f+/PksXLhw1OyXSA5lmpubicVi5PN5IpEIbW1tdHV10dnZSUtLC+3t7WSz2YHLyDVafJ/9HnqHD8v7j6A5/tgRdd2T7B2jLtZTpkxh7dq1RCIRli1bxuWXX87KlSsHFWy15aKKoigDHpdIJHuPWqXY1NTEjh07iMfjJJNJduzYQTgcJh6P09PTQ09Pz8AX0OrwnnsDWlshXX+/C2exj3w+z4YNGzj66KP3780cJoy6WBuNRiZOnAjA3Llz+eCDD/jNb37DH/7wh35ri4uLaW1t7XOsra0NvV6Px+MZbVMlkkMete3pRx99RCqVoqWlhXA4TFNTE5FIREyB0Wq1dHd3D3wRrQ7vud9DZ3XS9vSPMWoVurvN1NbWUldXJ8V6lNjvedaKogzamaumpoYXX3yxz7FXX32VuXPn9otXSySSPUcV6qamJpLJJD09PaRSKZLJpGjEFI1GSafT4ldtH7Q6vJ+9EZ25gLa//RglkyJFb8pfKBSisbFxv9/T4cKoivXNN9/MggULqKiooLu7myeffJIVK1bwyiuvAHDTTTfR3NzMo48+CsC1117L7373OxYuXMg111zDu+++y+LFi1m6dOlomimRHDY0NzeLwpZAICDGc8ViMVpaWkQnvYGFWo/vszeiNdtoW3Y7SuZ/TpfazCmbze7Huzm8GFWxDgaDfPnLXyYQCOB0Opk1axavvPIKZ555JtD7La82LQeorq7mpZde4jvf+Q6///3vKS0t5f7775dpexLJXqDGpVOpFCaTSWz+xeNxjEYjFouFcDhMZ2cnwWBQbCYOiFaP77zvozFaafvbHSjZvr+O8/k8Vqt1YJGX7BNGVawXL1485PNLlizpd+zkk09m9erVo2SRRHL4oA64NRqNpNNpmpub6ezsZMeOHXR3d2Oz2URv6ra2thEItYXQsv5CraIOJ5CMDrI3iERyiKIWtqjjuLZs2YLZ3LsRGI1GiUajhMNh8vl8v6pEgVaP7/wfoNEb/yvU6QGXGQwGNBoNhYWFo3hHhzdSrCWSQ5B8Pk9HRwcfffQRkUgEp9NJe3s79fX1pNNp9Ho9TU1NxGKxwS+i0+M77yY0egOhZ346qFBD7wQZr9c7eAaJ5BMjxVoiOcgZKDathkCgt3dHd3e3mJmYy+VEB71MJjNwdaJOj+/8m9FodbQt+wnkMoO+vl6vx2g04vP5sNvto3mrhzV7JdZqD9uioqJ9bY9EItlDdo9NB4NBEokE4XAYjUZDKpUiEonQ1dVFIBAgmUySSCTQ6XQD9/vQGfB97mY0Gg1tz/x0SKGG3i+LdDpNfX09Wq2cwT1aDPjOqiPmVT796U8TCATE47a2tkHHzUskkv1LKpVCp9MRDAZpbW2lsbGRUCjEqlWreP/996mvr6ezs5O2tjaRW93T00NHRwfQW7gm0Bko+twP0aCh7ZmfDSvU0CvWZrMZjUbDmjVrRus2D3sG9KzVBHmVd955R/SyVZEpOhLJ2MBkMtHY2Cji1JlMhnXr1mEymTAajcTjcdrb2wmHw3R1dZFKpcjn8yL7Q3jWOgNFF/wIJZ8j9NzPITeynGmj0YjVaqWgoIBgMDhat3nYs9e/WWSvDolkbKDmT4fDYQAxL9FkMomwyObNm6mvrxdincn09Zg1eiNFF96yx0INkE6nSafTRKNRbDbbvrsxSR/kBqNEcpCj1WqpqKggk8lgMpkIBoMUFBSwevVqmpubqa2tpauri2QyOeD5Gr0J34U/QsmkCT1/5x4JNfQ6bolEglwux7x58/bFLUkGYECx1mg0fTzn3R9LJJKxgdqYqaGhgVWrVhEKhSgsLGT69Om8+eaborxcURSRHbIrvUJ9C0o6Qej5uyE/MqHW6XQifOJyuSguLqa6uhqLxbJP70/yPwYUa0VRmDx5shDoWCzG7NmzxU6vjFdLJAeefD7PunXr2LlzJ9FolEwmQ2dnJ/F4nEgkQiqVwmKxoNPpBsx/7hXqW1HS8T0SakBMkclkMhiNRnQ6HWVlZXi93n15i5JdGFCsH3nkkf1th0Qi2UOCwSDRaJS6ujrWrl1LZ2cniqKg1+vJZDK0t7fT0tIyYJdLjcFE0YW3kk/2EHrhF3sk1AaDAbvdjl6vR6PRkM1mKS4uZtasWVRUVOzLW5TswoBiffnll+9vOyQSyRAMVPiSSqUIBAK0t7eL1LxsNovT6RTpemoseVd6hfo2cslu2l/4BeQHGNc1CCaTCbPZjMFgEJ67xWKhsrKSwsJCmdI7isgNRonkICAQCNDc3IyiKGg0GvL5PDqdjp07d7Jt2zYh1Mlkkmg0SjweJ5FI9Ov7oTGYKPr8j8nFo7S/+Ms9EmroTdNzOBzkcjlyuRx2u53x48ej1Wppbm6WRTGjiBRrieQAMZC3vLvYqWs++OADDAaDmEn60Ucfkc/naWtrw2AwYLPZ2LJlC7lcjmAwOGBjJo3BTNHnbyMXj9D+4j3DCrXVasVgMJDP50mlUuRyObLZLPF4HIvFgs/nw+PxoNVq6enp6VtcI9nnSLGWSA4QA5WJq2EEVaTVySsajYbW1la2b99OLpfD4XBQWFjIpEmTCIVC7Nixg0QiQTqdHliojZZejzoW7hVqZZAue7ue898sMLfbTS6XI5VK9ZnJ6Ha7MZvNmEwmFEXB4XCIkWCSfY8Ua4nkAJFKpYQ3ajAYSCQSBAIB0cvD6XSSy+UIh8Ni6LSaGheJRGhubiYcDlNbW0s4HCadTg+YS60xWii66Mfkutpp//uvRiTU0PuFodFo6OjoEGO+7Ha7GDJgMpkoLy/HbDZTXV3N3Llz+3zhSPYtUqwlkgOEWmFoMBjIZDJ0dXWh0+kwGo309PSgKAqdnZ2sWrWKQCAg4s+JRILOzk4x6La1tZVUKjVwHrXRQtFFt5PraqP97/eOWKj1ej0mkwmdTic8Z/WLwO12U1xcTGFhIUcccQQlJSVMnToVi8Uy6HxVySdnWLFuamrihRdeoKGhod8/hnvvvXfUDJNIDnXUVqZqzNrpdIqGTB0dHWzdupVwOCyaqqXTaRoaGgiFQiQSCWw2G8lksn/XvP+iMVoouvgOspFWwv/49YiFGno9fa1Wi1arxel0YrPZ6OzsxGg0YrPZKCsro6SkRMTL29rayOfzjBs3bp+8N5L+DCnWr7/+Op/97Geprq5my5YtzJw5k/r6ehRFkePmJZJPiFar7ROjXrduHfX19ej1etrb22lra+Ojjz4ilUoRj8dJJpNs374drVYrCl3UzI/d0Rit+C++g0xnC+GX7tsjoTaZTDgcDgASiQQdHR3YbDZcLhdGoxGn00lZWZmoimxtbaW4uJhwOMwxxxyzT94bSX+G3Am46aab+O53v8uGDRswm80sW7aMxsZGTj75ZC666KL9ZaNEcsgTDAZxOp3o9Xq2bt3Kjh07yGQyFBYWEovFiMfjdHd3Y7FYiMViNDY20tLSMuCkF43Jhv+Sn5DpaN4joTYYDDgcDvR6PXq9nqKiIsrLy9Hr9WSzWaxWK+PHj2fSpEkUFhbicrkoKirCZDJhMpnwer1yc3EUGfKd3bRpkyiQ0ev1JBIJ7HY7d9xxB3ffffd+MVAiOdTJ5/M0NjbS1tZGLBbDZrPh9Xrp6uqiuLgYvV6P0+kkk8mIUvJMJjNg2weNyYb/4p+QCTcSfvk3eyTUFosFvV6PTqdDr9djsVgoKSmhqKiIwsJCdDod+XyewsJCKisrmTFjhjg3k8lQVla2T98XSV+GFGubzSY2DEpLS9m+fbt4rr29fXQtk0gOE4LBIIqiEA6HiUajIqUvl8vR0tKC0+kkEokQiURobW0dNEatVT3q9p2EX75/REKtbiBaLBYRXrHZbORyObq6uohGo3g8HsxmMzqdjnQ6jd1up6enh2QyiV6vp6CggHHjxskskFFmyJj1vHnzeOedd5g+fTrnnHMO3/3ud1m/fj3PPPOMbIUokXwC1DzqZDLJpk2bxCxEtZxb9WZ37txJY2MjtbW1dHd3i4EBu6M12Si65KdkQnWEX/4tMHSzNa1WSz6fx2g04vV6sVgsxONxdDod5eXlAHR3d4uS8kwmQ3FxscjvDgaDuN1uCgoKxPxFGQIZXYYU63vvvVfExH784x8Ti8V46qmnmDhxIr/+9a/3i4ESyaGIKtRbt27l448/JhKJ4PP5sNlsIqUvGo2yY8cO6urqSKfTwwp1um0HHa/8juGEGv43isvhcKDT6bBarcyaNYvm5mby+Tw2mw2bzYZGoxHtT7u6utDr9dTW1hIKhZg0aRJWq5VEIsH69espKyuTgj2KDCnW48ePF/9vtVp54IEH9ujid955J8888wybN2/GYrFw/PHHc/fddzNlypRBz1mxYgWnnnpqv+ObNm1i6tSpe/T6EslYRS18aWlpwev10traSmtrK2azmfb2durr62lra6OpqYmenh5isdiAlYlas71XqIPbRyzUBoMBk8mE1WrFbrdjt9txuVyUlZXhdDppbW1Fq9ViNpuZOnUqGo0Gu93OmjVr8Pv92Gw2dDoda9as4ZhjjhFd/mRBzOgyrFh/8MEHeDyePscjkQhHH300O3bsGPLiK1eu5LrrruOYY44hm83ywx/+kLPOOouNGzcOO/5ny5YtIn0IwOfzDXcvEslBg8FgoL6+nh07dtDa2ko2m0Wv12M2m0X5uBrDzmazgwh1Af4v/JRUYCsdyx9gJEINvWXkah612+0WIZFEIsHMmTOZOnUq9fX1JBIJHA4HM2fOxG63i2wRs9ksfhWojaXKy8tlQcwoM6RY19fXD7iZkUqlaG5uHvbir7zySp/HjzzyCEVFRXz44Yd86lOfGvLcoqIiXC7XsK8hkRwM7N60KZ/P093dTUtLC62traKS0el0itixoihkMpmhhbplCx2vPshIhRp6i2usVitarZZ4PM5RRx1FaWmpSBMcP348Pp9PjAmz2WzY7XZOPPFEmpubxabkuHHjSCaTOBwOXC4XJpNpH75jkt0ZUKxfeOEF8f/Lly/H6XSKx7lcjtdff52qqqo9frFoNAr0lqsOx+zZs0kmk0yfPp0f/ehHA4ZGli9fzvLly6mvr99jWySS/UlzczPr1q0TrUy7u7tJp9PEYjEcDgfRaJRYLEYgEECv15PL5ejs7BxYqC0O/F/4GanmTXss1IBosWo2m3G5XDgcDpxOJ4WFheTzeSKRCC6XC7vdTiKRECl7TqeTzs5OTCYTqVSKWbNm9ckBr66u3kfvlmQgBhTr888/H+j9S919EIHBYKCqqopf/epXe/RCiqKwcOFCTjzxRGbOnDnoupKSEh566CHmzJlDKpXiscce4/TTT2fFihX9vPH58+czf/58Fi5cuEe2SCT7k3w+z8qVKwkEAuh0OjZv3kxHRwdOp5NwOExDQ4PIm87lcvT09Aya+SGEuuljOl5btMe2mEwmDAYDxcXFoqjFbrcLwR43bhzr1q0jEongdrsZN26cSDLQaDRMnjwZo9EomlCp4cx0Oi03F0eZAcVa/Tavrq7mgw8+2Cdz1b75zW+ybt063n777SHXTZkypc8GZE1NDY2Njdxzzz3Dhk4kkgPJ7qEOn89HKBSisbGRQCCARqOhubmZHTt2YDKZaGpqIhaL0dPTQyqVIpVKodPpSCaTAwu11Yn/Cz8j2bCezn/+YY9sUzcJ1f4jHo8Hj8fDuHHjmDBhAi6Xi9LSUrq7u9FqtZhMJlpbW0kmk+TzeWbNmkU6nUan04m2rdBbf5HL5WQIZD8w5FdhXV2dEOrBxtiPhG9961u88MILvPHGGyKHc0+YN28etbW1e/36Esn+YPf+1Bs2bBCtRb1eL83NzWJWohqjjsfjZLNZYrEYsViMaDQ64EZdr1D/nOTOdSMWatXT1Wg0FBYW4vf70Wg0VFZW4nA48Pv9lJeXc/TRR1NZWYnJZKKlpQWz2Qz0fvmEQiEMBgPNzc0YjUZaWlqAXpEGaGlpwWg04vf798VbKBmCIcU6n8/zk5/8hLKyMux2u8j+uOWWW1i8ePGwF1cUhW9+85s888wz/Otf/9rrmNaaNWtkSpBkzJNKpTAYDEBvuDASibBlyxY+/vhjOjs7gd49H4vFQiQSoa6ujmAwKIpPBkNrdeG/9Ockd66l8/WHRmSLRqPBbDZjs9nweDz4fD6cTidOp5Pp06czc+ZMxo8fT1lZmRgYUF5ejtvtFtlf+Xyenp4eHA4HWq2WVCpFS0sLOp0OgPLycoqKiigpKZEhkP3AkNkgP/3pT/nzn//ML37xC6655hpx/IgjjuDXv/41X/3qV4e8+HXXXccTTzzB888/T0FBAa2trQA4nU7RRP2mm26iubmZRx99FID77ruPqqoqZsyYQTqd5vHHH2fZsmUsW7bsE92oRDLamEwm4vE427dvp6uri+3bt1NdXU1JSQm1tbVEo1FKS0vZsGGD8KQ1Gs2AXfNUtDZXr0ddt5rOf/1pWBu0Wi0ajUb0ozaZTLhcLioqKrDZbJjNZiZOnIjb7aa0tBSr1YpGoxGeckVFBU1NTeh0OpxOJzNmzMDpdNLT00NJSQkmk4lEIkEoFMLtdsvwx35kSLF+9NFHeeihhzj99NO59tprxfFZs2axefPmYS/+4IMPAnDKKaf0Of7II49wxRVXAL2DQBsaGsRz6XSaG264gebmZiwWCzNmzOAf//gHZ5999kjvSSIZVQabnej3+3n99deJRqOidWh9fT1FRUW0t7eTy+UwGo0YDAay2Sy5XI5MJjPo6+hshfgv/TmJ7avofGP4X7KAyNXetSNeUVGREOujjz6aWCxGKBQin89TXl6OTqdj3bp1FBYWotFoqKioIBaLkUwmKSgowGw2k81mMRgMIg7f09NDcXGxDH/sR4YU6+bmZiZOnNjveD6fH/IfmcpAXcF2Z8mSJX0e33jjjdx4443DnieR7C8GypHOZrP9ZidqtVosFgu5XI7NmzfT1tZGKBQim80SDofJZDIkk0l6enpE/vRA013gf0Id3/Y+kRWPjMhOg8EgbFIFu6qqipqaGmbPns22bdsIBALs2LEDRVGIxWKiliGTydDR0YHP58Pv91NSUtJnio1GoyGTyWAwGMSkGBma3L8MKdYzZszgrbfeorKyss/xp59+mtmzZ4+qYRLJWGGgwbbqRrlOpxPNlqC3+dH69etpbm5Gq9WSyWTYtm2b6FW9ZcsWIpEI8Xh80O55Orsb/xd+tkdCDYjilWg0KsrFi4qK8Pl8+Hw+Nm3axKZNm0TxjUajoaenB51Ox7hx40Szpo8++gi73U4qlWL8+PFYrVZmzpxJKBTq82tCsn8ZUqxvu+02vvzlL4vmLs888wxbtmzh0Ucf5e9///v+slEiOSCoHvX27dvFRl1HRwctLS0oioJer6epqUkUhOzYsYPGxkY+/vhj4vE4ra2tIne6u7ub+vp68Yt0aKH+OfHad4ms/POIbdVoNCLv2e/3U1xczKRJk+jq6kKj0QBgsVgoKipCURQURSGfz5NMJikuLiaZTGKxWNiwYQOZTAa73Y5er6e7u5sJEyYASE/6ADOkWJ977rk89dRT/PznP0ej0XDrrbdy9NFH8+KLL3LmmWfuLxslkr1isNjySFE9apvNRk9PD1u2bMFgMGC322lvbxf9PKxWK2vWrBFx6mw2S09PD+l0mlAoJCp31WpAvX7gj53O7ukNfWx5h8ibj47YTrPZjNlspqysDJPJRElJCXa7Ha/Xi81mw+fz0dLSgslk4uijj6ajo0NMLK+srGTChAl0d3fjcDjYuXOn+NVgNpsHnEQjOTAMOzBXrRKUSA42Bgpf7Il3qFbpqZtqHR0djB8/nkwmQ1tbm/BgA4EAmzZtQq/X09DQgMFgoLOzk2w2SzweJ5PJkM1myWQyg+716Ao8+L9wJ/HNbxF567Eh7dJoNCLjQy1gKSwsxGq14vV6GTdunNhUnDp1KmVlZaTTacrKymhsbESn0+FyuRg3bhxHHXVUny+wrq4u4vG4aNZktVoJBAJ7/YUn2XcMK9bQm6GhTi/eFTnJWDKWUcUWejff9rQrnNpXWp3gPXHiRNLpNOFwmB07dtDR0YFWq0VRFFKpFBqNBq/XS1tbW5/NyOE25HUFXvyX/pyeTW8SfevxEdlVUFCAVqsV9zdhwgQMBgNms5kJEyZQWVkpNgHVhkyq0BYXFw8qvDNnzhSphXa7HY/H84m+8CT7jiHFura2lquuuop///vffY6rbREHi7tJJGOBXcVWFaw9we/3izCKOvbqvffeo6OjA7fbjdvtZufOnVitViZPnkwgECAUCtHW1kZ3dzcNDQ3Csx6MXqG+k56NbxB9+4lhbVKH2Wq1WkpLS0WJutFopLy8nMLCQioqKoRnvbtHPJzQ6vV6jjrqKPG4vr7+E33hSfYdQ4r1FVdcgV6v5+9//zslJSVio0IiORjYVWxHmsEwUH+PYDBIc3Mz27ZtIxQKodFo8Pl8uFwu6urq6O7uRqPREIvFaGhoIBwOE4/HSafTQwu1w9cr1Bv+RfSd4YUaegXT4/Gg1Wrxer0YjUYmTJgg2qrmcjl0Ot2wwpzNZvt40DNnzhwwlv5Jv/Ak+44hxXrt2rV8+OGHckKL5KBkJJ7k7qjjttT0unXr1pHNZtm4caPYIIzH4zQ1NREOhwkEAhgMBkKhEOvXrycSiYhKxkQiMejr6Bw+ii+9k9iG14m+s3SPbEwkEkycOJFp06YxZcoUOjs7aWpqIp1Oi9bFw00a37BhA/F4HKvVSjweZ8OGDX08apW9+cKTjA5DivX06dPlFHPJYYU6biuTyWCxWNi4caOY6q1mf5hMJjHANplM0tHRQSKRoKWlhe7ubnK53JDhAp2jiOJLf05s/T+J/vvJEdnlcDhE1zuNRoOiKESjUSZMmEBBQQHhcFhsanZ0dJBKpQgEAoNuCMZiMaxWKzB01sfefOFJRod+f4tdXV3iz913382NN97IihUrCIfDfZ7r6uo6EPZKJKOK6hWrcwVNJhOKopDNZunq6mLLli10d3fT3d1Nc3MzDQ0N1NfXU1tbS1tbG/F4fHih/uKddK97dcRCXVxcjFarRa/Xi5mJWq2WiooKJk2aRCQSIZ/PC683l8thNpvFhuBA2O120UkzmUxit9v38J2S7G/6edYul6tPbFpRFE4//fQ+a+QGo+RQxefzsW7dOj7++GMSiQTpdJquri5Rnp1Kpaivr6e5uZlwOCw88ZFsvOmdfvyX3kn32pfpeu/pYder8WG16ZmiKFitViorK7FYLBQWFoqMk3A4jF6v7yPaQ20I7p71MdRAEMnYoJ9Yv/HGGwfCDolkTBAMBkVRS3t7O1qtVkxt6ejooKurq8/QgHQ6vWdCveYluv7ztyHXGo1GjEYjFosFi8XCrFmzCIVChMNhrFYrHo+H0tJS0bfH6/WK3h2xWEwMlx5qQ3D3rI98Pi/zqcc4/cT65JNP5o477uCGG24QMS2J5HChubmZTCaD2+0mEomIyr6Ghgba2tro7Oykp6eHWCwmsi+GQ+8qxn/pz+le/Q+6/jN0q1+DwYDVaqW4uBi73U46naazs5OioiKcTicFBQUcf/zxHHvssaKfR3l5ucjaUBSFiooK0un0Hm0IftICIsnoM+AG4+233861114rxVpyyLNrqp7BYKCtrY2Ojg56enrIZrOkUinKy8tZt24dgUBAhELi8fiIQoF6V0mvUH/4Il3vPzOsPWpF4qRJk8jn86IfiRqjnjdvHg6HA4vFQiqVoqurC6fTid/vJ5PJYDQaKSkpEffV0NAwqKe86723tbWJntYyn3psMqBYj6S1qUQylhlJX5B8Ps/atWupr68XbUt1Op0YZafT6XA4HLz//vts2rRJtDmFwRsx7Yq+sBT/pT+n64Pn6f7g2WHXm81m3G43BoOBQCDA5MmTRan4lClTqKyspLCwkFgsRmFhIQaDAY1GQzQaxeVy9fGkR+Ip77oGekd0lZaWitFdMhwythj0b0EWwEgOZgYSq90JBAKsWbOGtWvXsmrVKtatW0dbWxtGo5EZM2awYMECrFYrdXV1ordHMpkc0TzSXqG+k64PnhtWqHU6nWjwpHrWPT09BINB4vE4VVVV5HI5urq6ROm7Oj5MnQRTVVXVZ7zW7iPGBvKUd12z60xF9fFQ2SSS/c+gedann376oN3BVFavXr3PDZJI9gUD9QXZ3dtuamoSaagajYZgMCi8a5fLRVdXF7W1taIicKQept5dhv8LP6fr/WV0r3ph6LV6vegtrfb78Pl8mEwmzGYzO3bsYMKECTidTsrLy/H5fCKtcKiqwpFUHu66JpfLifJ09X1T5y5KxgaDqvH8+fNl7qXkoGUgsVK9bb1eT2NjIxs3biSfzxOPx+ns7CSTyZBIJNiwYYOYPZhKpejs7KSrq2tkHrW7HP8XfkbXf5bR/eHQQq3T6TCbzRiNRgoKCpg6dSrd3d34fD7S6TTpdBqLxcLUqVNpbW2lq6sLo9HI9OnTRdrgYJuIPp9v2NS8gaoT1fdIlpePPQYV6+9973sUFRXtT1skkn3GQELU0NCA0WgkEAiImYhdXV1kMhkxtDYcDqPT6WhubhYNknp6eujs7OzXdXJ39J5y/Jf8jK73nqZ79fDDOdTWpm63m8mTJzNp0iQ8Ho/44ojH4xQWFoqiFafTKXpk715OPtDoscLCQoqKishkMoRCoX4x64GqE2V5+dhlQLGW8WrJwc5AQqR6262traRSKRKJBDt37qSjowO9Xi8q/6xWK2vXruWDDz6gvb1d9PjQarWDCrbBU0HRF35G9N9PEVvzjxHZmMvlMBgMfSa7fPGLX2Tjxo3U19cTi8UYP348W7ZsARC/dJubm/uJ9VCjx/Yku0OWl49dZDaI5JBiqCwQ1WvMZDI0NDSI2Ym5XA6Xy0UulxNx2tbWVtLpNNFolFQqNWT3PIN3HP5Lfkbk30uJrXlpRHaqFYi5XI5jjjkGh8OB3+/HaDRy1FFHMWvWLAKBAM3NzSiKQlFREW63m1wuN6AztXuMHhg2ri05uBhQrOvq6kQVlERyMDGSlLWioiKef/55tm7dSjQaJZ/PE41GKSgoQKPRkEwmxTCBRCJBT0/PoK8nhPqdJ4itfXlI21TP3mq1UlFRgc1mI5fL4fV68Xq9xGKxPs2XysrKxB+1WKezsxO3200gEBATbNSSd6fTiclkIpPJUFJSQjgcluXkhxADivXu08wlkoOFoabDNDY2snLlSjZu3Mj777+PoiiicVMul6OoqIjGxkbhzebz+WGEuhL/JT8l8vZfiH30yrC2WSwW3G43JSUluFwuMRqssbGRVCrF7NmzB/yCUVPyGhsb8Xq9Iq1uw4YNFBYWYjQacTqdffKtRxKzlhxcjGisl0Qylhgq1GEymfr0o7bZbCLO/MILL9DS0kI4HMZms9HZ2UkymSSRSOB0OmlqaqK1tVWI91CdJQ3eSvxf+CmRtx4n9tHyYW02Go2YTCZOOOEEEYf2+/1MmjSJUChEMBhk6tSp6PX6fvFlNY68e1pdLBYTSQC75luDnPByKDKqpUl33nknxxxzDAUFBRQVFXH++eeLzZKhWLlyJXPmzMFsNjN+/HgWLVo0mmZKDjKGKnjx+/10dnbS0NBAR0cHTU1NvPfee7z++uvU19eLVr9arRaNRiOmgOv1erGpl0ql6O7uHvT1Db4q/F/4GZE3HxuRUAMUFBTg9XqZPXs2F154IZ/97Gc544wzmDJlChMnTqS4uFgIdSQSob6+nkAg0GdDUw1xQG882m6393m8a1x697UyZn3wM6pivXLlSq677jree+89XnvtNbLZLGedddaQPy3r6uo4++yzOemkk1izZg0333wz3/72t1m2bOgGOJLDh4Gq89SucQ0NDbS2tuL3+zGZTGSzWWpra0VJeUtLC/F4nHw+L57PZrMEg0E6Ozvp6OggHo8Puslu8FXjv+SndK78M7F1rw5pp1pIYzabRXtTtVJw5syZooOf+ljd0HQ6nYN+EanHjUYjM2fOFI/V9qiqyPt8vj5rZQrewU+/MMi6detGfPKsWbOGfP6VV/rG8R555BGKior48MMP+dSnPjXgOYsWLWLcuHHcd999AEybNo1Vq1Zxzz33cOGFF47YNsnBz2DhjsEKXtTwhzpyy+l0YjAYxIBbjUZDV1cXbW1t6PV6Mf0llUoRi8VIp9ND2mMoqsZ/8U/oXLmEnvX/HHSd0WgUgwKy2SwmkwmNRkNVVRUej4eysjLy+TyTJ08WYnrEEUdQUVHBjh07iEQi4rjT6RTXHSitTn0cCAT6/NqQMepDj35ifdRRR4mxQcPlW+/p8IFoNAqA2+0edM27777LWWed1efY/PnzWbx4sUhFUlm+fDnLly+nvr5+j+yQHBzsHu4IBAJotVoSiYToNmc2m0XBiypyFRUV4rEqlMFgkI0bN6LRaMQm3NatW9FqtSMaHmD0T6Do4jvofGMxPRv+NeRanU6HzWbD4XDgcrl6zzcaOfLII9HpdPj9fpqamkQ/6Xw+T0tLC7lcju3bt2OxWLBarSQSiRHXPAy1sSo5NOgn1nV1deL/16xZww033MD3vvc9ampqgF4x/dWvfsUvfvGLPXohRVFYuHAhJ5544pBpROpP2F3x+/1ks1na29v7eAvz589n/vz5LFy4cI9skYw+I+l6NxyJRIJoNCoEO5VKUVJSgtlsFtWF6r8HNavDaDTS1tYmxG/ixIlEo1Hq6+tJp9N0dHTQ2dmJ0WgUXrlWqx2ytkAI9b8W0/Px0EKtbiQWFxdTUFBAKpXCarVSVVVFWVkZXq+XUCjU59eB2jxJHTgQj8cxGAxYLBacTueI3ks5hfzQp59Y75q2d9FFF3H//fdz9tlni2OzZs2ioqKCW265hfPPP3/EL/TNb36TdevW8fbbbw+7dndvQv0gycrKg4d90cy+q6uLRCKB2WwmkUgQiUQYN24c0Nd7zOfz5PN5Ojs7+fDDDzGbzXR1dWEymWhpaUFRFDZs2EBbWxuJRIJsNiuGz4bD4SHDH8biiRRddDud//oTPR8PPUVp1zmJaqvViooKMeRWo9FQXFxMY2MjPp+PaDSKw+EA/tf1zmazodFoqKioEP2pR/JeyjLxQ58hU/fWr19PdXV1v+PV1dVs3LhxxC/yrW99ixdeeIE333xTlMAORnFxMa2trX2OqTFGj8cz4teUHFj2xc9yp9OJoiiioZFWqx2wKk8dxVVSUoLBYKC9vZ1IJILRaBQZIdu2bRMbker0cYvFIjYZBwrpGYsnUXTRj+l8/Y/0bFwxpK3qoA6Hw4HT6aSkpASNRoPRaKSqqkrY/+GHH9LT00Mul0On02EymcRkF61WK2ag7jrpRe1pMtR7KcvED32GFOtp06bx05/+lMWLF2M2m4HeD+FPf/pTpk2bNuzFFUXhW9/6Fs8++ywrVqwYUPh3p6amhhdffLHPsVdffZW5c+f2iVdLxjZ7+7N815/8uxZ5ZDIZ0e9Z9R59Ph+NjY289tpraDQatFotVquVpqYmCgsLaWhoEJ6zWv2nKAoWi0VkaKjivTvGkskUff42Ov75EPFNK4e02WAw9Pm3WVpaKkZtFRYWik1Cu90uKgq7u7txOp00Nzczd+5ccc9ms1n8ulUnvexenShDHIcnQ4r1okWLOPfcc6moqODII48E4KOPPkKj0fD3vw/fVey6667jiSee4Pnnn6egoEB4zE6nU0xsvummm2hububRRx8F4Nprr+V3v/sdCxcu5JprruHdd99l8eLFLF269BPdqGT/src/y3f9yb97Vd6uU1CSySRvvPEG9fX1tLS0YDabRXc81XP2er20traKQbBarZZcLkcikSCfz4uZhbtjLJlM0UU/puO1RcQ3vTmszRqNBpPJRFFRESaTSfT3mD59Oul0GpvNRjQaZdasWXz00Ufk83laW1tJJBJC5Hf3infN7hjsfZAcXgwp1sceeyx1dXU8/vjjbN68GUVRuOSSS/jiF7+IzWYb9uIPPvggAKecckqf44888ghXXHEFgMiNVamuruall17iO9/5Dr///e8pLS3l/vvvl2l7Bxkj/Vm+++ZZMpkU5dKRSISenh78fr8QqHXr1omBtTt37uTjjz/G4XAIz3n79u34fD46OjpIJBK0trbS0dFBLBbrI8yKoohNy10xlk7p9ahffZD45reGtd9oNGIwGHC5XFRXV1NdXS16caifkWw2C/QWpxQXF7Nu3ToURcFgMODxeAaMQe8aRtq9OlFyeDJsubnVauVrX/vaXl18JN37lixZ0u/YySefLKfQHCbsvnkWjUYpLCwUYmuz2cSmWj6fZ+fOneh0OpF2p9FoyOfzNDY2CqFXGzH19PRQUFBAW1tbv3+LA20qGkunUvT5W+l49QHim4ffCFcnkbtcLiZOnMjkyZOZOHEi1dXVTJo0icbGRpEC63a7xb35/X4KCwsxm834fL4BY9Ayu0OyO8PmUj322GOceOKJlJaWsnPnTgB+/etf8/zzz4+6cZJDn12rEXU6HclkkmAwyM6dOzGZTGK69/bt21mzZg2RSIS2tjYxuWXChAnE43ESiQRutxu73U4ikRDH1M3H4dIGTWX/Ferlvx9WqNVrqQMBSktL8fv9YqDtqaeeKn4JKIpCJBIRG6VVVVXMnj1bnJPL5QYU4t2rFWXoQzLkv+AHH3yQhQsXsmDBAhELBCgsLBQVhhLJJ2HXHhYtLS1otVrKy8spLS0ll8sRDoeFhx0KhcSAAIvFQiKRoLy8HLvdTmVlpSjvrq2tZdOmTdTW1orhAUNNeTGVTcN34W10vPI74lveGdJeNcPDYrFgt9vxeDxMnz6dmpoaTjzxRI477jgRvtDr9WzatElUVCqKQjAYHJEQq2Gk3QfhSg5fhgyD/Pa3v+WPf/wj559/PnfddZc4PnfuXG644YZRN05y6LPrRiT8L9+4tLSUlpYWuru7icfjhEIh6uvryWazTJw4Eb/fTzgcJhKJMGHCBNrb20XMurOzk0QiISa8DIWpbDq+C28h/Mr9JLa+O+g6g8EgWqpWVlbidDopKCjgqKOOwu12YzAY2LlzpwhZ7L6BGYlEROc8mWYn2RuGFOu6ujpmz57d77jJZBqyGZPk4GdfVCDu6bXVOK2atVFWVsaGDRtYv349LS0tIoZbV1cn8pQzmQypVIpQKMTWrVtpaGgQPT+Gw1Q+A98FPyL88m9I1L436DqdTofVasVoNFJcXMzkyZNFKqvD4SCZTBIOh/H5fKLXdDAYRKPRUF5eTiaTQVEUEVMf7n2QSAZiSLGurq5m7dq1/YYRvPzyy0yfPn1UDZMcWPZFBeJw11anjDc2NlJRUYHH42Hjxo0iF9nj8RCLxWhpaaG2tha9Xo/VaiWTyeDxeMhkMrz88suEQiE0Gg06nY5IJDJke1MVU8VMfJ/7IeGX7iOx7T9DrjWbzRQXF6PVasWA27KyMsxmMyaTiaqqKrZv305raysGg4GpU6cCvSETh8NBOBwml8ths9n6hDxG8z2WHHoMKdbf+973uO6660gmkyiKwvvvv8/SpUu58847+dOf/rS/bJQcAPZlY6DdPUi1hFxt/5nL5WhsbGTNmjV4vV6qqqrIZDKsX7+ehoYGkXPc09NDV1eXaC3a2tpKJBIRk8DVTcXhMFUcge9zNxN+6dcktr0/9Nr/Fraoo7jU/h7jx4/H4XBQXFwssjygt5/Jhg0bRF1Cc3MzPp+PsrKyfrnnu3rasvmSZDiGFOsrr7ySbDbLjTfeSDwe54tf/CJlZWX85je/4Qtf+ML+slFyANiXqWO7e5BdXV3odDqRPqdW86kx3lAoRD6fp7m5mbq6OrZt2waAx+OhtbWVYDCI2+2mpaVFtDZNJBIjShU1j5uF93M3E/77r0hs/2DY9R6PB5/Px+zZsykoKBDH8/k8W7duxWAwkEwm8fl8xGIxcV/qpuCuU8h3b2OqirxMz5OMhGHzrK+55hquueYa2tvbyefzYoyQ5MCxP2Kd+7Ix0O5eutpcX23MpQ6qtVqtoi9GIBAgHo/jcDhEH+pkMik27tSxXalUilQqtWdC/eI9JHasGtF7MHXqVAoLCzniiCPIZDJoNBoCgQBtbW0UFRXh8Xiora2loKCASZMmiYG4A/197P4+OBwOUZgjKxMlwzHkJ/y0004jEokA4PV6hVB3dXVx2mmnjbpxkoEZaqzVvmJfpo6p6Xn5fJ6mpiZCoRAARx99NGVlZXR2dtLS0kJhYSH5fB5FUYjFYnR3d9PR0YHBYBBd9VTBjsfjZDIZcd3hMFceifdzN9M+QqG22+243W48Hg/nnHMOlZWV+Hw+NBqNqEwsLi6mrKyMmpoaKisrSSaTWK3WQVsA7z5qy2KxyPQ8yYgZ0rNesWLFgJVeyWSSt94avhRXMjqM1Ubz6mit5uZmAMrKyigpKRFe+s6dO+no6KCwsJDGxkay2SzhcJiCggISiQTJZJKCggJ8Ph8AO3bsYPv27aLhUiwWE0NsE4nEiIdfmKuOwnveD2h/4Rck64aujDWbzRQWFlJRUYHX62XevHnMmDEDvV7Pzp076erqEjNFnU4nLS0tVFRUMGHChGHtkG1MJZ+EAcV619FeGzdu7NOyNJfL8corr/SJxUn2L2O1FDkYDNLc3CxKrFUvWm1ApNFo8Hg86HQ62tra2LBhgxhzpY7CSqfT1NXVCa8zn8/T0NAgPOhUKiW8U3Wi0VDsiVAbjUaKioqw2+2UlJQwYcIEJk6cSEtLC3PmzCGbzaLRaNDr9ej1ehHGGanoyvxqySdhQLFWR3tpNJoBwx0Wi4Xf/va3o26cZGDGqoemxo7V8vFAIIDL5aKoqIh0Ok04HMbr9dLR0SHiv1qtlk2bNlFYWEgoFGLatGmYTCbWrFnD3//+d9rb24FeJ2F3T3pYoa4+Gu9nb6T9+btJ1q8ZdJ1Op8Nut2M2m3E4HLjdbrRaLQUFBaIcPBAIUFpaSiQSEeO2ioqKMJvNInwh86Ylo8mAYl1XV4eiKIwfP573339f/CyF/3kfOp1uvxkp6ctY9dBU71kV4mw2K5ryGwwG3G43iqKIid5ms5lcLidKwnt6etDpdIRCIdavX8+mTZuEsKterepVD8f/hPoukvVr+z1vNBpRFEVMdvH5fNhsNqZMmcKUKVOIRCLo9XpaW1uZNWsW7e3tKIqCw+Egm82SyWSIRqN9ahBk3rRkNBlQrNV/gCPZuJFIVPx+v0i5y+fzmM1mYrEYgMh8aG1tRaPR4PP5cLlc/POf/8Rms1FQUEBxcTENDQ2sWbOGV199lXA4TD6fFwMHRhyjHj8X77k30P7cnSR3fjTgGovFgs1mw2QyMW7cOKqrq8WvgCOPPFJsaBYUFIgWqLW1tdjtdrGJqNqmMlb3EiSHBkNuMN555534/X6uuuqqPscffvhhQqEQ3//+90fVOMnBhZpXXFZWJgR71apVIgXvzDPPJJPJ4HK5aGhoIBQKkU6ncTgcNDY2YjKZUBSF2tpakTedSCREP42RYBk/F8+5N9D+7M9JNqzr97xGo8FiseByuTCbzWKz8KKLLmLmzJls2LCBTCZDeXm52BcwGAzodDoKCgooKSlBURRaW1upqKjoc+2xupcgOTQY8hPwhz/8QZTO7sqMGTNYtGjRqBklOfhpbm5m+/btFBQUUFpaSjQaZfv27USjUTZv3kw8Hhcbj2qV4pYtW2hraxNpe11dXX2G4g6HZcIxeM69gdCzPxtQqKE3Jc9gMGCz2UTWh0ajIZVKsXnzZqZPn05JSQkej4fx48czdepU8vk8q1evJhKJiNFg0H9jUbY1lYwmQ3rWra2tA8bcfD4fgUBg1IySHNzk83na29tpamrCbreTzWYJhUKsXLmS4447js7OTjKZDIFAQHTJU8Mi77//Pjt27NijsAeAZcKxeM75DqFnfkaqcf2g6zQaDU6nE6vVis/nE+O4Ojs7iUQipNNp5syZIzJR1q1bR2NjI2azWdyLVquloqKin7c/VvcSVOQG6MHNkGJdUVHBO++802/Q7TvvvCNaWUoOL3b9wKtZH+pPfvXDr5aD22w20S3P7/eTSCTYvn07iUQCk8lEbW0tLS0tooNee3s7DQ0NRKPRPerqaJl4HJ6zryf0zE9JNX086Dq1s5/X68XhcGAymejq6uKYY44RvTra2tqER6xOGy8pKaG8vFz01oaRp+uNJeQG6MHNkGJ99dVXc/3115PJZEQK3+uvv86NN97Id7/73f1ioGT/MRLPa9cPvJrVocZ31Q9/KpWivLwcnU7H22+/TTAYpKKiApfLxbp16zCbzTQ1NREMBrFYLLS1tVFbW4tWq93jjbmRCjX0lrWraXkOhwOLxSI6+Wm1WrxeLwaDoc89qxkuuVyOwsJCETo5GD1SuQF6cDOkWN944410dHTwjW98Q1Qyms1mvv/973PTTTftFwMl+4+ReF67fuB3zXPe9cOvbrSppdhbt24llUrR0tJCMBjEbDYTCoUIBAJEIhEsFgu5XI6uri4MBsOIvWrLpBo8C749IqEGcLlcYuxXLpfD7XbjdDrJZDKimdQRRxzR55xdM1wA0T3vYERugB7cDCnWGo2Gu+++m1tuuYVNmzZhsViYNGmS/Es+RBnM89rV41bzngHC4TCFhYUEg0Hi8Tg2m418Po/P52PDhg3EYjF6enpwOp10dHSI1wkGg/T09JDL5YjFYmLAbSqVGlEvagDr5ONxf/pbhJbdQap506Dr9Ho9ZrMZvV7PlClT0Ol0wkuuqqpi3Lhx6HQ6SkpKRFVuXV0d0WhUeN+7PncwM1aLqSQjY9iue9C7g37MMceMti2SA8xgnteuHncmkyEcDuPxePB4PEQiEfL5PFarFafTKZpKqVPFa2triUQiTJ8+nS1bttDT00MwGERRFFHsoqbpDdSHZiCsU07APf86QstuJ9W8ud/zRqMRq9UqOuCVlZXhdrtxuVwceeSRKIpCeXk5Pp+PdDpNZWUls2bNEvepVikqioJOpztkYrtjfQNUMjT9xPqCCy5gyZIlOBwOLrjggiFPfuaZZ0bNMMnQjMbO/mCe164eN/QOTFar+1paWjj66KPx+XyieAVg+/bt9PT00N3dzc6dO1m7dq0QwqamJtFjw2Kx0N3dPaIxXPA/oW772x2kW/oLtdVqxWq1MnHiRHp6eqiursbn82G1WlEUBbfbTUFBAePHj0en04lmU6rtagjIbDaLLy4Z25WMBfqJtdPpFA1qnE7nfjdIMjJGY2d/MM9rV49bo9HQ2dkJIJr+f/jhhzgcDnw+H1u2bCEajbJmzRoKCgrIZDK0t7ezfft2stmsmEWYSqXI5/PCu9bpdMMKtnXqSbjP+jptf7uddMuWfs+rzZXUuPfUqVOZOHEiyWSSSCRCeXk5s2fPpry8fMCwhnqfRqORRCKBxWKRsV3JmKGfWD/yyCMD/v/e8Oabb/LLX/6SDz/8kEAgwLPPPsv5558/6PoVK1Zw6qmn9ju+adOmAYtzDmf2587+rh53WVkZ2WyWzZs3093djcPhIBKJ0NHRwfvvvy8mi6speQDRaFSIqFqRqJZqq+GGYYV62qdwn3ktbU//mHRg64BrcrmciFGrDkcymRSFLG63G71e36+/iPorJZFI0NXVJQYeqCXyMrYrGQuMKGa9t/T09HDkkUdy5ZVXcuGFF474vC1btuBwOMTjXRtJSXoZzZ39gUIsuwp2T08PbrdbrI9Go4wfP55NmzaRSCQIhUJks1mam5uFfXq9Hp1ORyKREMfS6fSIKhOt007GfcbXhhRqddq42+2moqICnU5HNBrl+OOPx2q1YjKZsNlsNDU19asRUH+lmM1mdDodRqNxRP2pJZL9ST+xnj17tvBKhmP16qH7Ay9YsIAFCxbssVFFRUW4XK49Pu9wYjR39gebRKMeU7vlqaJrt9sxGo1s3bqVRCIhMjrUZk4mk4lYLCYGDKg9qUcyiss2/RQKT7+mV6hbawddZ7VayWazopteYWEhFouFeDyOx+MBIBKJYDab+335y/xjycFAP7HeNUyRTCZ54IEHmD59OjU1NQC89957fPzxx3zjG98YNaNmz55NMplk+vTp/OhHPxowNAKwfPlyli9fTn19/ajZMlbZ1zv72WxWpNt1dXWJ0VS7ipcqaHa7Ha1Wy9SpU3n77bfJZrMsW7ZMtEVNJpNCzPV6PbFYTIQebDbbiIfb/k+obyPdum3ItXq9nqKiIkpKSkgmk2QyGRYsWEBJSQnvvfceiqIwadIkJk6cSCgU6vPeyfxjycFAP7G+7bbbxP9fffXVfPvb3+YnP/lJvzWNjY373JiSkhIeeugh5syZQyqV4rHHHuP0009nxYoVfOpTn+q3fv78+cyfP5+FCxfuc1vGGqPd12HDhg3E43GsVivt7e28+eabTJo0CY1GQ1lZGVqtVgiay+VCo9GwceNG7HY75eXlvP766xgMBkpKStDpdHR0dGCz2YjH48RiMVKpFGazmXw+P6LNRNuM0yg87au0/fVW0sHtQ641Go3Y7XbGjx9PaWkp6XSawsJCMTNRbZfg9XrF5mEgEBDvpc/nIxQKyfxjyZhmyJj1008/zapV/YeLXnbZZcydO5eHH354nxqjNn5XqampobGxkXvuuWdAsT6cGO2+DrFYDKvVKobRNjY2UlhYiMvlYsOGDVitVpLJJNXV1dhsNioqKqirq6O+vp4NGzYQjUbp6OjA5/OJcEQymSQej4s/XV1dwv6hsM08jcJThxdqtTzd4/HgcrmIRqMAzJkzB5/PR2trK4FAgPLyciHCyWSSrq4udDoder2exsZGGhsbqaioYNy4cQdlGbnk8GDIf5kWi4W333673/G3335bbOiMNvPmzaO2dvBY5eHCro2TRiOuarfbSSaThMNhotEo5eXldHR08Oqrr7J+/XqxQReLxfD7/WzYsIH6+nrWrVtHe3s78XhclJSrnnNnZyepVKpP2GN4oT59WKFWRVrNqVabLXm9Xux2O06nE7vdLqoijUYjhYWFNDc3Y7PZcDqdGAwGMWVdLcgZjSnxEsm+YkjP+vrrr+frX/86H374IfPmzQN6Y9YPP/wwt956634xcM2aNbLqitGPq06fPp2VK1eyfft2EXtWFIVUKoXD4eDDDz+koqKCYDBIPp9nx44dOJ1Oenp6CIfD5HI5nE4nkUiEUCgkmh/tSfc82xFnUnjKFQSf+hGZtroB1+j1evHFoWaYqAMBjEYjTqeTuro6GhoaGDduHCeccAIajQav14tGo2HWrFkEAgGamppoaWnBYDBQXFwsNxYlY54hxfoHP/gB48eP5ze/+Q1PPPEEANOmTWPJkiVcfPHFw148Fouxbdv/Nobq6upYu3YtbrebcePGcdNNN9Hc3Myjjz4KwH333UdVVRUzZswgnU7z+OOPs2zZMpYtW/ZJ7vGQYCTZH0PFtYeLeYfDYSZPnozX66W7u5t//etfWK1WMUG8q6uLYDBIY2MjW7duxW63i74eoVCISCQiClzUIpc9EWr7rDNxfepygk/+iExoYKGG3o1QvV6Poij4/X58Ph9lZWXEYjE0Gg06nY50Oo3H4yGRSJBOp0UfapvN1udaBoNBxM7lxqJkrDNsnvXFF188ImEeiFWrVvXJ5FA3Ai+//HKWLFlCIBCgoaFBPJ9Op7nhhhtobm7GYrEwY8YM/vGPf3D22Wfv1esfSowk+2P3uHYgEBBl1JFIBKfTKTz03WPeiUSCaDRKMpmkpaUFi8WC1+tl0qRJrF69mng8TiKRwGq1EggERGZIR0cH3d3dfUZw6XQ68vm8EPrhsB85H9dJXyb41C1DCrXBYMBkMqHVajGbzUyYMIHp06djs9no6ekRzZfy+TzFxcXo9Xp6enpEubnau0Qd21VaWkooFKKnpwej0SiGasjm/JKxyLBiHYlE+Nvf/saOHTu44YYbcLvdrF69Gr/fP2wnslNOOWXID+uSJUv6PL7xxhu58cYbR2a5pB+75ws3NTWJUVM9PT0oioLP5xMCGwwGcTqdmM1mIpGI2Ajs6OjAbDbT1dVFXV0dPT09IpOiubmZaDSKwWCgu7tbCHg8HgcQE8MVRRGNkIaa+NIr1JcRfPKHZNp3Dnl/JpMJh8NBWVkZTqeT6dOnYzAYsFgsZLNZ/H6/qGA0mUyUlZXh9XopLy/v8x7tGlJyu90UFxdTUlJCIBCQzfklY5YhxXrdunWcccYZOJ1O6uvrufrqq3G73Tz77LPs3LlThC8k+4+hwhnqtBNVeKPRqKjWUwU1FArR3d3Nxx/39n8uLCzkmGOOIZ1OC+8ZeqtPCwoKKC8vZ/PmzaIxU09Pj0jxUzMr1PPUXOpkMik2Q4cU6qMW4Drxi72hjyGE2maz9RkYkEwmmTFjBoqiMH78eMaPH09dXR3t7e1otVoh2EcccQRarZZMJtMn1j+ShlUyhi0Zawwp1gsXLuSKK67gF7/4BQUFBeL4ggUL+OIXvzjqxkn6M1QKn9/vZ926dUJM9Xo9zc3NwrNWm+63tLSI3hddXV1s374dh8NBIpEQ5dZms5nW1laSySS1tbUibh2Px/v0qO7u7iYej5PL5fqUju/ef2N37LPPxnX8pcMKtUajEfMZvV4viqKg0WiYOnWq2Gw0Go1UV1fj8XiwWq1MmDBBfIkN9uU2XMMqGcOWjDWGFOsPPviAP/zhD/2Ol5WV0draOmpGSfqjis727dux2Wz4fL5+3p86M7CoqEics27dOpxOJzabjZKSEnbs2CEGASSTSQoKCujq6hIjrdQeGdFoFL1eL1LtWlpahPh1dXXR3d1NOp0WcWk1GyOXyw1b8GKffQ7O4y8h+OTNZMIDF1fp9Xr0ej1erxeLxYLD4WD8+PEUFBRQXV3N3Llz0ev1Yt9DzbeuqKjoI8R7Uukpm/NLxjJDirUat9ydLVu2yOZK+xnVo1bLtUOhEG63u5/3t6t3mMvl+sRsA4EAsViMbDZLR0cH4XAYnU6HzWYT3fPUMEcqlcJut4tCk1wuJ1qiqtcA+mR9jGQzseDoz+CouZjgkzeTDTcNuMZoNGIymTCZTEycOJGSkhIRkjEYDCJ+rlZSqmmGI+1pMxiyOb9kLDPkVvd5553HHXfcIX7SajQaGhoa+MEPfrBHXfQknxy1KMbj8RCLxaitrWXr1q3EYjHWrl3Ljh07CAQC+Hw+ESIxGo2UlZWJv7+mpiZMJhPz5s2jp6eHdDpNUVERpaWlrFixgmg0SiaTEfnKhYWFQpzV9qFqoYvqTe/6/8NRcPRncMy7iODS/kKt1+ux2WwUFhaKTU+Hw4FOpxONohwOB1OnTmXSpEkUFhZiNptxuVyiP7XBYKCuro5AIDCibn4SycHEkJ71Pffcw9lnn01RURGJRIKTTz6Z1tZWampq+NnPfra/bJTwP4+5o6MDu90O9G681dXVYbfbRebFrk2K8vk8gUBAVObpdDrR07mwsJDy8nJcLhcGg4EdO3bgcrnYuXMnNpuN2tpa4vE44XCYRCJBPp8nn8+TTqfFAIE9oWDOZ3Ecd2GvR93R3Oc5vV5PPp8XYq2+lt/vF3nTasm42l9azURSMzg6OjpIJBLYbDaZySE5JBlSrB0OB2+//Tb/+te/WL16Nfl8nqOPPpozzjhjf9kn+S9qPLWnpwebzYZGo8FkMtHW1obX6x1wBFUwGCSbzVJeXi56SmezWVKpFNlsltbWVhGbLiwsFOGNLVu2EI/H6e7uprOzE71ej8fjob6+Ho1Gs8e5x0MJNfQWupjNZmw2G0ajEY1Gg9PpFAJdUFAgsk9yuRyNjY1iFNeu74vFYiGfz9Pa2opGo5F50pJDikHFWv0ArV27ltNOO43TTjttf9p1WDJUWt6u8dRdPUlVxCwWC6lUimg0Sn19PSaTiUQiIXq4qB6qVqslHA5TVlZGQ0MD8XicbDZLYWEhH3zwAfF4nLa2NpxOJ01NTXR2dopNQ7XtaS6XG3HBS8Hc83AcewHBpTeR7WwZcI3a6yOfz1NRUUFxcbFIuXO5XFRWVpLNZnG5XORyOTo6OoTnvOv7snsnSOldSw4lBhVrvV5PZWXlkHmykn3Lrml5yWSSdevW4XK5+gi36kmqszL9fr8YrxWNRikoKKCzs1MUuEycOBGTyURzczMdHR14PB7Ru+P444+nra2N1tZWVq9eLSaV53I5PvroI3K5HMlkUoRB1PDHSKeQFxzzORxzPzukUEPvRnZJSQlVVVVUVVXh9Xppb28nm80ybtw4KisrxVBdq9VKQUFBvxxov99PY2OjyErx+XwyT1pySDFkGORHP/oRN910E48//nifMU6S0WHXogy1sKWoqKiPcKvFJqpw+3w+gsEgzc3NtLS0iE03NUSyadMmvF4voVBIpOcpikI0GqWoqIhUKsU777xDW1sber2eXC5HMBgUJeeqXclksk8q33A4jr2Agjnn9m4mRgIDrtHr9bjdboqKivD5fLjdbiZPnkw4HGbChAliczEWi+F0OtHr9eJLavcsGK1WS0VFhcyTlhyyDCnW999/P9u2baO0tJTKysp+jXCGG+sl2TN2TbtTC1ugr3A3NTWJku6Ghgaampqw2WwUFRWJ/syAmIOoCmF7e7tIbfP5fCKDY9OmTcTjcfR6PZFIhHA4TDabRaPRkEwmRbtTdRL5SHAcdyEFR5/T61FH+ufjm0wmCgsLGTdunBiWq9Pp8Pv9VFZWYrfbRSgkEAhgt9uFEKvDEAbKgZZ50pJDmSHF+rzzzvvEuauSkbOr2Kh9l4E+wq0oCu3t7SiKQlNTE42NjSIfXm1U1NbWhslkwuPx0NbWJgRXLWSKRCJoNBox6DYej1NXVydCDRqNBpfLRWdnJ9lsVnjTI4lRO477PAWzzyb4xE1kowP3h1aFdPz48VgsFsLhsBDibdu2iQkv6XSa4uJijjzyyGH70IDMk5Yc2gwp1j/+8Y/3kxkS6Cs2u2427ircahFIJBIhkUjgcrkIBoPCU1bTLPP5PJFIhKlTp9LQ0IDFYsHtdrN161YKCgooLi7mnXfeoaGhAavVSlFRkWjY5HQ66e7uJhKJkMvlROXicDjmXUTBUQt6PepBhFr9FaDG1u12OwUFBcLD7urqEq1aobdaVgqwRDKIWMfjcb73ve/x3HPPkclkOOOMM7j//vvFB0gy+gwm3GVlZej1euE9q0La0tJCPp+nqKgIv99PPp8nGo3S2tpKS0sLpaWlRKNRdu7cybZt28jn84TDYRwOB9Cb/VNWVibi2N3d3WQymRGHPpw1l2A/8ixan/gBua62QdfZbDasViterxev18vEiRNpbW0V2R/qF86xxx77yd9EieQQYkCxvu2221iyZAlf+tKXMJvNLF26lK9//es8/fTT+9s+yW5otVpmzZoF9E7R6erqwuVy4XA4SKfTfPTRR2KeYGdnJ06nk1wux/vvv4/ZbOa9996jvb0dnU4H9Ma2DQYDBoOBoqIiysrKWL9+PR0dHSMX6uO/gP2IM2h94qZBhVrNnXY4HCKWfu6556LRaERbVp1OR2FhodhklUgk/2NAsX7mmWdYvHgxX/jCF4DeAbknnHACuVxOfMgl+49dU/ri8ThvvPGG6J1x3HHHsW3bNnbs2CFyoqPRKF1dXbjdbmKxmMj+aGhoIBKJoCgKnZ2daLVatFotuVwOk8nE9u3bSSQStLe3093dPSLbnCd8EdvM02hdehO5rlC/5/V6PVarFZvNhsvlYvz48RQVFfGZz3xGtDBV87o9Hg/Tp0/H6XTKIQASyW4MKNaNjY2cdNJJ4vGxxx6LXq+npaWFioqK/WacpJddU/q2b99Od3c31dXVovmSx+Nh48aNYoBsLBYjGo1SVVVFS0sLPT09Iu1Or9cLAVenfBsMBjQaDe3t7Wzbto1kMjmiHGXnCV/ENuNUgk/cRK67r1BrNBoh1IWFhXi9Xo4++mimT5/OpEmT8Hg8BINB5s6dy6c//ek+KXdq1aQcAiCR/I8BxTqXy/X7KaqWKktGl2w2y4YNG4jFYtjtdmbOnInBYKCxsZH29nbWrVvHuHHjyOfzlJaW0tTURElJCRaLRaTgmc1mjEYjW7dupbOzk9raWiwWCzt37qSnp0cUvmg0GsxmMzqdjlQqRTgcHrGdzhO/iG36qQSX3kSuu73Pc1arVXTzUyePn3jiiVRXV1NfX8+mTZuYPHkyRUVFBAK9Odhq/5KysjIcDseoTnKXSA5GBhRrRVG44oor+hQVJJNJrr322j651s8888zoW3iYsWHDBpGqF4/HWbt2LaFQiHfeeUcMhQVwu904nU6qqqqYNWsWOp2ON998k46ODvR6vRgMAL2Di+vr60Ub0Xw+LwpONBoNiURCjOUaCc6TLsM27VMDCrVOpxPXnjhxIl6vV3TSU6e95HI5IpEIpaWlNDY2otVq+7Q4tVgssrhFItmNAcX68ssv73fssssuG3VjJL3CquZUm81mVq9eTUNDA42NjaRSKaxWK62trUQiEU477TTmzp0LQElJCZMnTyYYDBIOh/nwww9JpVIi1a+np0d40KoHrs4v3BNcJ30Z69ST/ivU/T1xdUKN2nxJnTyjbnbq9XqKiopE75FwOExxcTFFRUXkcjmam5uZO3euLG6RSHZjQLF+5JFH9rcdhz3ZbJZ169bxwQcfkMlkKC0txWw2s2nTJsxmM7lcTrQsnTx5sgh7rFy5koKCAtFYSaPR0NraKjzcSCRCS0sLXV1dYvK3urGYz+dpb28fcf8X16e+gnXKCb1CHesv1FqtVrRrVVup6vV6MpkMPT09bNy4UXja4XBYlMtnMhk6OjpwuVziOjJGLZH0Zdjp5pL9w7p161izZg2ZTIYtW7awceNGjjrqKDKZDKlUinw+T3d3N11dXTQ3N6PVaqmrq8NqtdLT00NXV5cQ67q6OiKRiPCiM5kMWq2WeDxOMplEo9GQyWREGflIcJ18OdZJNf8V6t6xYOo+hvpfnU4nhtmWlpbi9XpFDxKTyURrayu5XI6CggIMBgOzZs0iGAwSDAaJx+M4nU4MBoPoGiizQCSS/yHFeoygptWZTCacTqco8XY6nTQ2NgpBzufzdHZ2YrFYxDBZdeSWOr28qamJfD6PxWIRAm40GonFYmi12j3esHOdciXWicf2CnVPJ9A7estisZBIJNDr9VgsFpxOJzqdjvLyciZPnozb7aapqQm73U53dzelpaXMnDmTqqoqMpkMuVwOv98vPHt1Qo2aBRIIBIS9UrwlhztSrMcIRqNRTEjp6uoil8tRX1+P1Wqls7OTTCaDzWbD7XaTSCQIBoO0t7fT2dmJx+MRHnVFRYXoshcIBIjH4yQSCQAxhmtPcJ16FdYJxxBcerMQaqBPzxhFUbDZbJhMJgwGA2azGbvdLsre9Xo9xcXF2O12sXFaVVUlhLiiogK/309DQ4PIQjIYDDQ1NeH3+2UKn0TCMDMYPylvvvkm5557LqWlpWg0Gp577rlhz1m5ciVz5szBbDYzfvx4Fi1aNJomjhmOOOIIiouLCYfDoo/0+vXrWb9+PT6fD6vVSi6Xw+FwYDKZ0Ol05HI5Wltb2b59O/l8XmzkFRYWis1DdRRXd3e3EO2RUnjqV7GMn9tb8LKLUENv1odGo6GgoACbzSbanZ588slUVVXR1dVFaWkpl1xyCT6fD7vdTllZmSiQKSkpET2s1SECJpNJVE2q/5UpfBJJL6PqWff09HDkkUdy5ZVXjmjAbl1dHWeffTbXXHMNjz/+OO+88w7f+MY38Pl8h/yA3rKyMk455RRCoRDd3d24XC6MRiPNzc309PRQWFhIZ2cn3d3dojzbbrdTVFREMBhkw4YN2Gw2Md6qra2NaDQqRnjt6QDZwtOuxlw9m+DSm8nHI/2e3zU04fV6RQ9tr9fLpEmTMBqNVFRUUF5eTmlpKS0tLSJ2PVg4Y/cWp+qwX5nCJ5GMslgvWLCABQsWjHj9okWLGDduHPfddx8A06ZNY9WqVdxzzz2HvFirGRpqLw+NRiNalkajUSwWixgokEwmicfjuFwuAoEA4XBYFMLU1tbS3t6OwWAgmUyKuYV7QuHpX8NceeR/hTo64Bo1z9vj8YimTD6fj0mTJmE2m4nH4yJUksvlqKioGDaEsXsWyEBjziSSw5UxFbN+9913Oeuss/ocmz9/PosXLxYe1q4sX76c5cuXU19fvx+t3LeoE8ibm5tF5aJer2fHjh1CpDo7O4nFYhiNRoxGIyUlJdTW1opCl1wuRyAQIBqNirCHmgWyp/QK9SyCTw4s1BqNBq/Xy4QJE0in0yQSCXK5HLNmzcLpdIo0vQkTJlBWVkY6nd5roZUpfBLJ/xhTYt3a2trvQ+33+8lms7S3t/f74M6fP5/58+ezcOHC/WnmPkUdyZVOp1m/fj07d+4kkUjQ3d1NLpfrM5y2ra2Njo4OduzYIYRRq9WKohe1c93ezs0sPOP/Ya6Y2etRJ7r6Pa/T6SgoKBAZKDqdjrKyMo444ghcLhc2m41x48aJCkw1dCGzOCSST86Y+wTtPplGnU5yqE6sSaVSKIrCRx99RFdXF93d3YTDYSKRCHq9nnw+T0dHh6hgTKfTZDKZPv2m1awLYK+F2n3mtb1C/eQP+wm1xWLBbrfjdruZPn06JSUlJBIJnE4n1dXV2Gw2mpqaMJvNJBIJ8dyuWRwSieSTMaY86+LiYjF6SkUd5OrxeA6QVaOLyWRCo9Gwc+dOYrEYnZ2dhMNhksmkKIgBxLRyrVYr5iPq9XoSiYQodNk7NLjPvBZT2bQBhdpgMIhc6IKCAkpLS7HZbFRWVjJlyhRRxq7T6XC5XFRWVpJIJMRmoMzikEj2DWNKrGtqanjxxRf7HHv11VeZO3duv3j1oYLP5yMQCNDU1ERrayvhcFjkRmcyGex2OyaTiY6ODjQaDYWFhUKg1VFf2Wx2LzsianCf9Q1MpZN7hTrZv4e12WwWcWqPx4PD4WDatGnodDqi0SgOh4PCwkKOPPJIPB4PJSUlBAIBksmkGPRrs9lEmbtEItk7RvXTE4vFWLt2LWvXrgV6U/PWrl1LQ0MDADfddBNf+cpXxPprr72WnTt3snDhQjZt2sTDDz/M4sWLueGGG0bTzAOKmu3gdrtpb2+no6MDrVZLQUEB2WyWTCaDRqPBYDCQy+Xo6OgQgq4KuF6/N9+5Gtzzr8NYMongkz8aUKi9Xi9+v5+CggIxQsxisWA0Ghk/fjwOhwOHw0F5eTlut1t4036/n2g0KmLX6iBfiUSy94yqZ71q1SpOPfVU8VjdCLz88stZsmQJgUBACDdAdXU1L730Et/5znf4/e9/T2lpKffff/8hnbbX3NxMbW2t8JahN0PEZrOJ/OhgMEgikcBgMIjsC7PZLLI+9jz/WIP709/E6J9A21M/Ip+M9X1Wo8Fut2Oz2cTIrwkTJmAwGNDpdDidThRFYcqUKZSUlOByuTCbzWJzWG2FqjZ0ikQi4leARCLZO0ZVrE855RSxQTgQS5Ys6Xfs5JNPZvXq1aNo1dhCURS2bNlCU1MTOp1OtEdV25haLBaxCakWuABC2IE9mkAuhLpo/IBCrdfrcblc+Hw+DAYDDoeDkpISDAYDbrcbs9mM0+nkuOOOGzLLo6uri0QiITYdD9UNYolkfzGmYtaHIzqdjpaWFrZu3UoymRR5ySaTiYqKChKJBJ2dnaKx00CMPJ9ag2fBtzH4KnuFOtXTb4XX6xV9r6urqznyyCPp6eldV1RURGlpKcccc8yA+c+7FrEkk0lRPq42eZJIJHuPFOsDjJoj3dPTQ3d3NxqNRuRW79ixg0wms0dTXAZFo8Wz4FsYPJUEn7oFZQChVvtiW61WUXxjs9nE0ACfz8eECRMABtww3HWwrzqIt6KigkwmIyeWSySfECnWY4CGhgbS6TS5XE7kTauNm9TGTiMPcwyARotnwf9h8JQRfOpHKOm+4q/RaETc2WazYbVaxeNcLseECROorq5Go9FQXl5OJpMZsAPeroN91X4gn6SCUSKR/A8p1gcYvV5PIBBAUZQ+nmpnZ2cfcf5EQn329RjcpQSfurWfUBsMBpHlUVJSgtFopKCggCOOOILCwkJRmRgIBDAYDJSWlg6aO20ymcTsxJH2A5FIJCNDivUBJpvNUlxcLHqEqOy6gbjXaLR4zvkOeldxb+gj3b9Fqtlsxmq1Mm7cOMrLy0XPbK/XS0VFhRhYoNPpyGazhEKhPml6u7J71zzpTUsk+w4p1mOACRMm0N3dTSgU2uty8X5otHjPWYjO5aftr7f2EWqDwSAmyZSUlOBwOKisrMRms1FWVib+q06acbvdIrzR09NDcXHxgEIsGy9JJKOHFOsDjF6vZ9KkSbz33nv7Vqg/8110Dm8/oYb/tTfV6/UUFhYybtw43G434XBYxJ2rq6sxGAyUlZWRzWZFT2l141EikexfpFgfYNSp5U6nk+7ubtrb2z/ZBTVavOfegM7uoe3pHwuhViex6HQ6vF4vFosFv98vBhjEYjHMZjMlJSWiAEYdtyVDGxLJgUeK9QFGLRYxm82kUqlPlvWh1fV61HY3bU/fhpLpjXurvTnsdjsOhwOj0Yher8fr9VJQUIBWqxWhj6lTp4qcaLXoRXrSEsmBR4r1AaasrEwMvlUH5gKih/WI0erwnvs9dFZnr0edSaLT6SgsLCSVSol5iUVFRVgsFoqKiqioqCAYDIoxYtOmTWPmzJnkcjmRKy2RSMYGUqwPMCUlJaI16q4x6z0W6s/eiM7ioO1vP0bJ9KbV5XI5kbPt9XrFco/Hw/jx40W/bLvdTkVFBVqtlpaWFioqKkQ3wF3DH1K8JZIDh/z0HWC0Wi3Nzc1oNJq9GwirCrW5oI9QQ28pu8lkwmAw4HQ6qampoby8nJKSErxeL4lEArvdzsSJE5kxYwZer5eioiJKSkoIhUKiGlEOEJBIDjzSsx4DqBNg9rhJv1aP77M3ojXbaPvb7SjZ/51vMBgwm83iC6C7u5uenh5KSko46qijcLlc6PV6bDYbRUVFuFyuPl8Yu1YjygECEsmBR4r1GMDhcGAwGOju7t9TelC0enznfR+N0Urb3+7oI9SAmM8IvdWPsVgMk8nE7NmzOeKII4RoG41Gmpubgd74uZrtsWs1ojpLUSKRHDikWB9g8vk8Ho9nz8RQp8d33g/QGEyElvUXaoPBgF6vF8Nzy8rK8Hq9GI1GvF4vPp+PTCYjUvXKysr6vYRM2ZNIxhZSrA8wwWAQm80mQha5XG7ozUWdHt/5N6PR6Qkt+wlK9n+tUw0GAxaLBYPBIMIcDoeDgoICqqqqqK6uRqvVEggEGDdu3JACLFP2JJKxhRTrA4w6zTwUCpFIJEYm1FodoWd+2keojUYjDocDQAwIMBqNGAwGCgoKGD9+PBUVFSIrZDAh3rUntcwCkUjGDlKsDzBr1qwhHA4P3+9ZZ8D3uZvRarWEn78Lo06D1mAhn8+LLA6bzUYikcDn8+FyuXC5XGSzWSZOnEhpaSmTJk1CUZQhp7bs2pNazQKRHrZEcuCRYj1GiMfjg1cu6gwUXfBDdFodgb/dgY48GoMBm81GYWEhHo+HyZMn43Q66erqwu12U1FRQUFBAUajkYkTJxKJRMhms0QiEdxuN4FAYECvWWaBSCRjE/n7dgyg0WgGb4mqM1B0wY9Q8nkCf7sdchkURRFTz6urq/F4PGzfvp3W1lbGjRtHSUkJ6XSa1tZW7HY7JpMJt9tNJBLB6/VSXl4+aO60OooLkFkgEskYQor1AeaII44gn8+LQbi7otEbKbrwFpR8jtBzP4dc7xo1H1qr1dLZ2YnVaqW6upopU6YI4VezQSwWC9lsFpPJhMPhoLy8HK1WO6jX7Pf7RQjEaDTKLBCJZIwgwyAHmMbGRjQaDXq9vo9ga/QmfBf+CDJpul65F6vJiEZjEhNlTCYTBQUFVFRUYLVa8Xg8xONxTCYTNpsNl8tFKpUSU9MtFgsFBQVkMpkhc6dlFohEMjaRYn2AicfjuFwuMYkFVKG+BU0uTc8/78diNKDT6VAURQzTNZlMmM3mPq1P0+k0bW1t6PV67HY7brcbQAzirampIRQKydxpieQgRIr1AUYNT6gZGr1C3TsrMfnGA5T4e7M8YrEYiURCeOE6nQ6fz0dFRQVTpkyhra2NZDJJWVkZp5xyCvX19eRyOSorK0Uqn16vl16zRHKQsl/E+oEHHuCXv/wlgUCAGTNmcN9993HSSScNuHbFihWceuqp/Y5v2rSJqVOnjrap+50ZM2agKAomk4lUTqHowlvJJWNkVv6BIm9vZWNlZSUVFRWEQiE2b96M0+nE7/dzwgkniBJyvV5PY2Mjer2esrIy9Ho98XicyspKMeFFIpEcvIy6WD/11FNcf/31PPDAA5xwwgn84Q9/YMGCBWzcuJFx48YNet6WLVtEkQeAz+cbbVMPCHq9noKCAorLK7HNvoxsT5SOv99DcZEPv9+P2Wxm2rRppFIpvF4vRx55JD6fj+rqavR6PRaLhfb2dgoLCzEYDHg8HgDRmCmdTsuQh0RyCDDqYn3vvffy1a9+lauvvhqA++67j+XLl/Pggw9y5513Dnqe2gnuUCeTyVBUWgGfOhZjVztdr/8Oi8mI0WjE6XRSXFxMIpEQm4Z+v1/0/rDZbBx//PFs3ryZYDDIuHHj8Pl8pNNpzGYzlZWVsvpQIjlEGFWxTqfTfPjhh/zgBz/oc/yss87i3//+95Dnzp49m2QyyfTp0/nRj340YGhk+fLlLF++nPr6+n1p9n4lo2hZqczAmG+hoPZFrOVlKIqC0+nEarVSUlKCRqPB6XSKSkW73Y7ZbKa0tJRQKITX60VRFDweD3q9noqKigN9WxKJZB8zqmLd3t5OLpfr9xPc7/fT2to64DklJSU89NBDzJkzh1QqxWOPPcbpp5/OihUr+NSnPtVn7fz585k/fz4LFy4ctXsYTWKpLN99YQd+p4WprRvYqAGr1YrRaMTn81FZWUl1dTUajQaPx4PBYMDr9QoxTqfTpNO9/UHUPiCy4lAiOTTZLxuMu/eiGKo/xZQpU5gyZYp4XFNTQ2NjI/fcc08/sT6YiaWyXPHw+3htOm793JGs+TBDoidGIBDA5XJRXFyM2WwGeoW4vr6eRCJBcXEx2WwWrVaL0WgUeddq21NZcSiRHJqMakDT6/Wi0+n6edFtbW17tOE1b948amtr97V5B4zuZIbLH36fUpeF2xdMQMllicfjomLQ7XZjtVpxuVzCW7bb7RiNRjo7O0VpeWtrK2VlZVRUVJDNZmXFoURyCDOqYm00GpkzZw6vvfZan+OvvfYaxx9//Iivs2bNmkMmP1gV6vJCC/defCRlJcVEo1Gam5txu934/X6cTifl5eVccsklTJ48WZSHu91ucrkcmUwGi8VCOp0mEAhQUlJCVVUVJSUlckNRIjlEGfUwyMKFC/nyl7/M3Llzqamp4aGHHqKhoYFrr70WgJtuuonm5mYeffRRoDdbpKqqihkzZpBOp3n88cdZtmwZy5YtG21TR52u/wp1lcfGPRcdiU7bGwpSC1ZKS0vp6Oggn8+Lsm+9Xo9Wq0VRFNrb2wmFQhgMBuFJSySSw4NRF+tLLrmEcDjMHXfcQSAQYObMmbz00ktUVlYCEAgEaGhoEOvT6TQ33HADzc3NWCwWZsyYwT/+8Q/OPvvs0TZ1VIkmMnzl4feZ4LXxy12EOp/Ps23bNrLZLMFgUOROT5o0iVAohN/vJ5/P09zcjMfjYebMmSQSCQDcbveAI7kkEsmhh0YZcjTJwcHChQu59957D7QZg6IK9USfnV98fpYQauj9stq2bRvd3d38+9//RqfTMX78eE499VTy+TxVVVV9riUnuUgkhwe765rsDTLKRBMZvrL4P0zyF3D3hX2FGuizefipT32K7u5uqqqqxKasyWTC5/P1a8A0EoGWwi6RHDrIT+4oEo1n+PLi/zDZX8AvBhBq6J3Gkk6naW9vp7u7m3Q6zc6dO2lvb6e4uJh0Os2GDRv6jdoaCQON6JJIJAcn0rMeJaLxDJct/g/TSxzcecERaAcQahWNRoPX6yUcDlNeXi6OhcNh/H4/sViMoqIiYM9GbckRXRLJoYMU61EgEk9z2eL/MLPUyc8/N7RQZzIZIdAqqiecTqfJZDLY7fZhhwYMhMlkIp1O7/F5Eolk7CHDIPuYzp40X/rTfziibHihhr4zD9Wqznw+T2trK+FwGL1ez8yZM/dq1JYc0SWRHDpIz3ofogr1UeNc/PS8mcMKNfQKqroJWFZWRjAYJJFIUF5eTjabpbm5Ga1Wu1ebg3JEl0Ry6CDFeh/R8V+hnlPp4o7Pjkyoob+gqoMC1M1ARVHE5qAUXonk8EWGQfYBHT1pvvjH95hbWchPRuhRD4YaFkmn02g0GtlNTyKRAFKsPzHhWIov/vE95o33cMd5MwbtJjhS1Dizeh3ZTU8ikYAMg3wi2mMpvvTH/1AzwcNt507/xEIN/wuL7BrLlmO5JBKJFOu9JNSd4kt/eo8TJnq59TP7Rqh3RW4OSiSSXZFivReEuntDH5+a7ONH50zb50ItkUgkuyNj1ntIW3eSS//4HidLoZZIJPsRKdZ7QFtXkksfeo9Tp/j4oRRqiUSyH5FhkBES/K9Qnzndzw8WTJVCLZFI9itSrEeAEOoZfn7waSnUEolk/yPFehhao70x6k/PLObG+VOkUEskkgOCjFkPQSCa4AsPvcvZR0ihlkgkBxbpWQ9CSyTBpX98j88eWcrCMydLoZZIJAcUKdYD0BJJ8IWH3uP82WV854xJUqglEskBR4r1bjR1xrn0j+9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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Test target\n", + "preds = np.array([])\n", + "true = np.array([])\n", + "score_list = np.array([])\n", + "\n", + "with torch.no_grad():\n", + " for X, y in target_test_dataloader:\n", + " X = X.float()\n", + " pred, _ = model(X.cuda())\n", + " preds = np.append(preds, pred.cpu())\n", + " true = np.append(true, y.cpu())\n", + " score = r2_score(y.cpu(), pred.cpu())\n", + " score_list = np.append(score_list, score)\n", + "\n", + "score = np.mean(score_list)\n", + "print(f'Target R2 Score is {score:.4f}')\n", + "\n", + "plt.figure(figsize=(8,8),dpi=50)\n", + "plt.scatter(true, preds, color='black', alpha = 0.1)\n", + "line = np.linspace(0, 4, 100)\n", + "plt.plot(line, line)\n", + "plt.rc('font', size=12)\n", + "plt.xlabel('True Theta E')\n", + "plt.ylabel('Predicted Theta E');\n", + "plt.rc('font', size=20)\n", + "plt.title('MMD | Target | R2: {0:.3f}'.format(score))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "14a94f1e-758e-4a64-b0c7-0f3a5781f7c2", + "metadata": { + "id": "14a94f1e-758e-4a64-b0c7-0f3a5781f7c2" + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "accelerator": "GPU", + "colab": { + "gpuType": "T4", + "provenance": [ + { + "file_id": "1MFScb-3Sbugn4RNiDaeocicJUIHlh_j2", + "timestamp": 1717430435817 + }, + { + "file_id": "1wlKaSdLzleueYrwljtOcqsiOfzEy1dxP", + "timestamp": 1717429638462 + } + ] + }, + "kernelspec": { + "display_name": "Python [conda env:.conda-neural]", + "language": "python", + "name": "conda-env-.conda-neural-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.15" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/training/notebooks/MMD_paper/multiband/models/mb_isomap_jul18_1pm b/training/notebooks/MMD_paper/multiband/models/mb_isomap_jul18_1pm new file mode 100644 index 0000000000000000000000000000000000000000..6d23dbe1287d5ef666ac81d051917d61ba7f31fa GIT binary patch literal 443870 zcmb@N3s{V6_x~r6h(wGM$tf`;MWyFn8M1R2hZG~Fvr>jMl@XEYU_^8fqXRW5oyH-j z(A+Cw%OMikt+}7?bKh&NdySJo zvonXIt+Tim@4Gr^#Zs?u|KPAypV%7XIE#C__WcJxeS>_$#JYj36M>xrzZw}Y?)9w^ zJ%M((xHoG=puI`lN1(Autp63;H(cD$S$+qrb+k9o)hKnaTi|t&8{EZ#FdZm}IPq<&8f0$QzsE?n>f2o-HYU57@ z&0ZC}>@NY4KLlhghHuTc5xOj_&2O?@L$d^{0=)wEc_O`r~~WzCw6fM*6l0SJzTuR zS?uvQN&e}p=U>oH>|GjfA@=%~>fJ&0`IG9~LG}AeT^cU-cNPcyO_P@9-)VB$_w@1N zz;Ee69rWdY(nTHg6<_Hq!^OeQ;#GeW<^Rw-L>clu+)^z579QFG5Bn1y-T`0z6)p)E zuW=Sf{7sdX=KrM1wSO8Ru78Y=m3ZB^Mj|^jxSlogFAZ)87e_gZH~xbLt^TD!>Gy6= z5J!JYjG4pf6E2Qrk!AuDR)&Afi*aUxY2>R6EiJ?+zcq5ILx!hWBma_NS-4o`ET(_RFw}opsDBu{ zVw;D01^E57z~OgpTaFi(e@i?wi<7Lu2^Uv%crKk|qA3%fW&ajv$i(Nq`hPxL{G+q@ z!XHBUcN2dsc9q{7uoPeX*1#o!G+cc75BetYm5y<#`pUf;F23e0uKowt|B~SK@5xr; 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