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shravankumar147/blockchain-data-extraction_addr-txngraph.ipynb

Created September 6, 2021 13:28
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Blockchain Data Extraction_Addr->TxnGraph.ipynb
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blockchain-data-extraction_addr-txngraph.ipynb
{
"nbformat": 4,
"nbformat_minor": 0,
"metadata": {
"colab": {
"name": "Blockchain Data Extraction_Addr->TxnGraph.ipynb",
"provenance": [],
"collapsed_sections": [],
"authorship_tag": "ABX9TyNIjbFSCvryK2Oj5+fe4Z4K",
"include_colab_link": true
},
"kernelspec": {
"name": "python3",
"display_name": "Python 3"
},
"language_info": {
"name": "python"
}
},
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/gist/shravankumar147/1b993b5de135ffc67fd3654c14dc766b/blockchain-data-extraction_addr-txngraph.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "code",
"metadata": {
"id": "1yc5W0ChlnPq"
},
"source": [
"import requests\n",
"import json\n",
"import pandas as pd\n",
"import io"
],
"execution_count": 1,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"id": "PmKrdMISyqTE"
},
"source": [
"from IPython.display import HTML, display, display_html"
],
"execution_count": 2,
"outputs": []
},
{
"cell_type": "markdown",
"metadata": {
"id": "Idhn7IPPOWiZ"
},
"source": [
"## Get Address realted data from Blockchain.com"
]
},
{
"cell_type": "code",
"metadata": {
"id": "i-Rq4SXz22Qs"
},
"source": [
"def get_transaction_data(tx_hash):\n",
" #tx_hash = \"90977a545ee655d85e1920cf3c7ae312234143282da0a74da2ef60e5b54886f9\"\n",
" response_API = requests.get(f'https://blockchain.info/rawtx/{tx_hash}')\n",
" #print(response_API.status_code) #write exception here later\n",
" data = response_API.text\n",
" parse_json = json.loads(data)\n",
" return parse_json"
],
"execution_count": 3,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"id": "u75ts3Yb3cuZ"
},
"source": [
"def get_transaction_details(tx_hash):\n",
" json_string = get_transaction_data(tx_hash) \n",
" df = pd.json_normalize(json_string)\n",
" df_inputs = pd.json_normalize(json_string['inputs'])\n",
" df_inputs['hash'] = tx_hash\n",
" df_out = pd.json_normalize(json_string['out'])\n",
" df_out['hash'] = tx_hash\n",
" return df, df_inputs, df_out, json_string\n"
],
"execution_count": 4,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"id": "GXmzKPp8oaoD"
},
"source": [
"#https://blockchain.info/rawaddr/bc1qkafjnksymg8duc0dv2jr2lamt96elfkr03r5f7"
],
"execution_count": 5,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"id": "uM_RO8L-vkN1"
},
"source": [
"# Single Address\n",
"# https://blockchain.info/rawaddr/$bitcoin_address\n",
"# Address can be base58 or hash160\n",
"# Optional limit parameter to show n transactions e.g. &limit=50 (Default: 50, Max: 50)\n",
"# Optional offset parameter to skip the first n transactions e.g. &offset=100 (Page 2 for limit 50)\n",
"#https://blockchain.info/rawaddr/bc1qkafjnksymg8duc0dv2jr2lamt96elfkr03r5f7\n",
"\n",
"\n",
"# bitcoin_address = \"1H55CJgmFTE2Sytc46XUTVYKds8XS2h1Sh\"\n",
"# bitcoin_address = \"1NDyJtNTjmwk5xPNhjgAMu4HDHigtobu1s\"\n",
"bitcoin_address = \"3EneRcNfjrNEVShnCRUTnq6wHPQEhhD5fW\"\n",
"response_API = requests.get(f'https://blockchain.info/rawaddr/{bitcoin_address}')\n",
"#print(response_API.status_code)\n",
"data = response_API.text\n",
"parse_json = json.loads(data)"
],
"execution_count": 7,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "Z6-zv3CEwDyt",
"outputId": "832666bc-5513-4e8b-87fb-6f20c707cdee"
},
"source": [
"print(json.dumps(parse_json, indent=4))"
],
"execution_count": 8,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"{\n",
" \"hash160\": \"8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\",\n",
" \"address\": \"3EneRcNfjrNEVShnCRUTnq6wHPQEhhD5fW\",\n",
" \"n_tx\": 14192,\n",
" \"n_unredeemed\": 0,\n",
" \"total_received\": 4217377466586,\n",
" \"total_sent\": 4217377466586,\n",
" \"final_balance\": 0,\n",
" \"txs\": [\n",
" {\n",
" \"hash\": \"ea67c2fa981bf2754e1d98b522636a62d327753e741f774f87f86955962e3dfe\",\n",
" \"ver\": 1,\n",
" \"vin_sz\": 9,\n",
" \"vout_sz\": 1,\n",
" \"size\": 2374,\n",
" \"weight\": 9496,\n",
" \"fee\": 150884,\n",
" \"relayed_by\": \"0.0.0.0\",\n",
" \"lock_time\": 0,\n",
" \"tx_index\": 8945239298059583,\n",
" \"double_spend\": false,\n",
" \"time\": 1462563190,\n",
" \"block_index\": 410550,\n",
" \"block_height\": 410550,\n",
" \"inputs\": [\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"0047304402203ab6769e4490bba88257cfc747fb4a51cbe298e7bf05f4d262711f417a9a1b7502200197a48630db3b14700dcb9a6ab0f06161abfceb825fbc2873a6fa01d3d4bb4c01483045022100d034ba47c4756c4899630701f9376d2ffd6f738fd3683e01a54c7228b7c46b22022045db23c9701d990eb7a71eb107a2cb83e4881706983a6c9e8b90b5d53275a67f01475221031877ce26a797110f1ec6533f7abfca31cfc29e12f5ee2ba6d0a69df4c98c76fb2103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 0,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a9148faa2f43bb871aa5fd2d3665d3ea4569b022efb987\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8945239298059583,\n",
" \"n\": 0\n",
" }\n",
" ],\n",
" \"tx_index\": 5039725370525639,\n",
" \"value\": 1950000,\n",
" \"addr\": \"3EneRcNfjrNEVShnCRUTnq6wHPQEhhD5fW\",\n",
" \"n\": 0,\n",
" \"type\": 0\n",
" }\n",
" },\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"00483045022100d8f3b7022e012563648d202a69f9ed49e960b687c763c5e37c4fc0feec6d393602201086d8a4f0f51f1a0af2615d06935ef5b432d70c83b8efa9d3c357debcd92664014730440220144769d4c1a9a740cd7e544aa65fb61d60f260baebdf27a7a39130684cfffb900220528cb1a42b7854193c2f0c3492a56f11b59d88cf07c58fde96d8c1bb431f1fa20147522102c49dc41e37567c5e351fbb3b3b9400be080521c6a5bee7d025ac89019d4289a12103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 1,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a9141b4c3a9dbc8df3baac6cf4d38c4b4e040c4801cb87\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8945239298059583,\n",
" \"n\": 1\n",
" }\n",
" ],\n",
" \"tx_index\": 3325862178541821,\n",
" \"value\": 33800000,\n",
" \"addr\": \"34BMVCqGagTrWj4GGyqpwCJGJHQ2yiQatA\",\n",
" \"n\": 4,\n",
" \"type\": 0\n",
" }\n",
" },\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"0047304402205768ae2c0edb78f1fc4fd65306a6b98f1a87bbbd51650ecf70ef7acf5307c9c5022029ca7ab5c88d386246b15082ad7975f391ce7ab61a5777a4670371af0228088001483045022100fc607c7ad6ed3a6581eea82e2c18260ea70acbffeb217bbc7691d8e6059bc6ef02206b41a0f8471656e7b008d141fcb5dde76e4980acc62b9794a39094d9cb61d1a701475221024ba5f29e2044923a60d063906855ef7163bcb3524f14b88bf52b0b3f48717bf92103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 2,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a91419ead270ee47530c1308f3d5265c1a3e038e34aa87\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8945239298059583,\n",
" \"n\": 2\n",
" }\n",
" ],\n",
" \"tx_index\": 5129715771668115,\n",
" \"value\": 4276284,\n",
" \"addr\": \"344484U52m97nLSUspeW1wi2nb91pDs6cE\",\n",
" \"n\": 0,\n",
" \"type\": 0\n",
" }\n",
" },\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"00483045022100a46287f629e0a6bebe5832a7c53b5372c86d73d214564cd77ed82e945390f07702205d4ed274904117b47ba497f8c0cb7dff2cf157e024d2f10b412c0c70ea560f9a01483045022100a963a0c29829e94a38f31c96c996ee7fd692b55ec9762ed4be9e5b1990020b56022021b51813dcd5ec23a18086890ec12ce44638df1fa2e8bebdeb1fd465d5d35daf014752210292afaf14e0f3d14f8eed440877187263855ae4016b65d0ff6f1d507d658c7fbc2103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 3,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a9145482be60106b48cf9b41a049cf8e9f9e925efa4e87\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8945239298059583,\n",
" \"n\": 3\n",
" }\n",
" ],\n",
" \"tx_index\": 1856577590514706,\n",
" \"value\": 2200000,\n",
" \"addr\": \"39PsJtL5hHPbAGbnEnwSWMniJofReKRZRZ\",\n",
" \"n\": 1,\n",
" \"type\": 0\n",
" }\n",
" },\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"00483045022100a86a8d2ee8480be7dc5cf10adb38ecb466cff0982afca876ef899949ed9c292b02206192cfa062da49bd09cda2ff2ebd149ed08b2ec6a481ca210410e39b2b0469020147304402205ad78fa2fea9258f161755c68e4761889602fbf6c9c9f3dd148499bb8977ba4b02201f382d1a2f922621ca48b7c05bba714140183783aca411d8c8d567b5064beea001475221034c6df0caa2455b263b9b6b8d3aa3ca6b68f474acd367b4dbaa76deee5b93d8f42103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 4,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a9149f3cefe63874d384b0a42252b2f35f3a8849df5587\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8945239298059583,\n",
" \"n\": 4\n",
" }\n",
" ],\n",
" \"tx_index\": 844170308182735,\n",
" \"value\": 54294000,\n",
" \"addr\": \"3GCzN2eSGYfCdCv2FKe1VvxbdXGJ1TaxkJ\",\n",
" \"n\": 1,\n",
" \"type\": 0\n",
" }\n",
" },\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"004830450221008bc4675ef44cf74bbbedfe87f0316560d32e11aa1b5a6673b4175435c8b9658d0220764cf8804f81f12d3b80276a3f938c0acb1340460275e3e857cc6bf70dd0fa1f01483045022100d037ee37d886eb42cf54022a479b7559a168615f12bbf0774e7b70191280eb26022044cf316a9c0a2d4f2dcbaa36d3c79727785b15fe5b628a6eb339b9c67779ff820147522103fd5589c44ba19dd323e97acbaa6c47f715545a3b13acba7fefb78121fd086c292103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 5,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a9142ca6561e3b0e785c49e13bec1c9187673a2c392d87\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8945239298059583,\n",
" \"n\": 5\n",
" }\n",
" ],\n",
" \"tx_index\": 4027053299467797,\n",
" \"value\": 20000000,\n",
" \"addr\": \"35m6vEsFUi2ZFfp4LJX8Z7K85i5WmuKPBD\",\n",
" \"n\": 0,\n",
" \"type\": 0\n",
" }\n",
" },\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"0047304402202ae22228520a3ef2042cbe35cc9065fee7bf169707aceb1a0e697f7bb13d8fd8022026e88e4dc1e1221fcc15995893843ca32fde3bc974586e25c46dc0413641054701473044022066ee490e3136d2101b23cc36669a5d9fe1875157715f5dca6aee68ae905dfa75022042238c6cbe380d08f0acf147689cb06964ae27a146fbea5cbec0051f0f750e1d01475221031877ce26a797110f1ec6533f7abfca31cfc29e12f5ee2ba6d0a69df4c98c76fb2103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 6,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a9148faa2f43bb871aa5fd2d3665d3ea4569b022efb987\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8945239298059583,\n",
" \"n\": 6\n",
" }\n",
" ],\n",
" \"tx_index\": 8407858670146664,\n",
" \"value\": 1953800,\n",
" \"addr\": \"3EneRcNfjrNEVShnCRUTnq6wHPQEhhD5fW\",\n",
" \"n\": 1,\n",
" \"type\": 0\n",
" }\n",
" },\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"00473044022029631f3680ce8a00b9c67b12cdf9d0e6417f5b29320005ece62d3a7bf83a238d022057b68af6f1ab0aaf676d50d870da98c26e64a86a0157c01e13ea568f8dbf9dab0147304402200b79d331cd7e14a6df4b1bb7bcf2c1c2ed9f65b186fdf64a7e471bbe3b0656a202202e6b68497e7e30312b478f29eb4f4c4e5f906f4a3c7c00af2c1058c929bef9c10147522102764840b281f0103b8a7aa87459e79e004b112abdbd351e5138779ec7337c0f6d2103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 7,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a91489eef1a5936415ca380414ef5a2366b3685f785387\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8945239298059583,\n",
" \"n\": 7\n",
" }\n",
" ],\n",
" \"tx_index\": 7208930573947521,\n",
" \"value\": 1504800,\n",
" \"addr\": \"3EGLjwUVJhyr9zzwrJxKX8yu46iEKbcVrq\",\n",
" \"n\": 1,\n",
" \"type\": 0\n",
" }\n",
" },\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"0047304402202d24cc0fcb621879f839257163ec891451d96ff610bd494c324bb11ab79464e702200c808922288242ae793dff997709899c31df1c47fd9b60357d5bcba4d7fc0bc30147304402200ef128a434ac0c62461e229e998e9e6eb261845496efd43a1336d26cef637c8a02203aa1b515e0bbfe75f43b1f90da52ec3ffb74eb939d11fcd16b7264cde0a80e370147522103d4c0a1861a92d3233270ae6b79cdf5a14e67f2383c23e3f47cfb3ded1b7690872103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 8,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a9145203032ebd21a31b7aa778f61ba5850dc9d3e8fd87\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8945239298059583,\n",
" \"n\": 8\n",
" }\n",
" ],\n",
" \"tx_index\": 7316929022679373,\n",
" \"value\": 2000000,\n",
" \"addr\": \"39Aewafhum3UwvjwMeEAcZoY5cwDc6jGqQ\",\n",
" \"n\": 0,\n",
" \"type\": 0\n",
" }\n",
" }\n",
" ],\n",
" \"out\": [\n",
" {\n",
" \"type\": 0,\n",
" \"spent\": true,\n",
" \"value\": 121828000,\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 3886459988095557,\n",
" \"n\": 2\n",
" }\n",
" ],\n",
" \"n\": 0,\n",
" \"tx_index\": 8945239298059583,\n",
" \"script\": \"76a914d70fee4cafee2f04eefd11435350c93c88db25ce88ac\",\n",
" \"addr\": \"1Lc9N94Nvqc4RrPbNy5GwP15Cxx27CfkXL\"\n",
" }\n",
" ],\n",
" \"result\": -3903800,\n",
" \"balance\": 0\n",
" },\n",
" {\n",
" \"hash\": \"0a8fdd6a0911e4e8cc4c9f40377c71834e3005644de5f1df4843a3d82a39f7ee\",\n",
" \"ver\": 1,\n",
" \"vin_sz\": 1,\n",
" \"vout_sz\": 2,\n",
" \"size\": 335,\n",
" \"weight\": 1340,\n",
" \"fee\": 10000,\n",
" \"relayed_by\": \"0.0.0.0\",\n",
" \"lock_time\": 0,\n",
" \"tx_index\": 8407858670146664,\n",
" \"double_spend\": false,\n",
" \"time\": 1462541050,\n",
" \"block_index\": 410511,\n",
" \"block_height\": 410511,\n",
" \"inputs\": [\n",
" {\n",
" \"sequence\": 4294967295,\n",
" \"witness\": \"\",\n",
" \"script\": \"00483045022100d02f5c6ac7adbc91ba61fefcc09d4fc520353278a2eb4d48d4d22db89d40a1fd02202dd5c464f6c6a70266c39ef4c2d9f37db0786c55e0bcf3754a595e6d009d8b690147304402203f6264f71508d2780a266b9a1fbd793e3dd4a94f5ba199d551fa05ff80369344022020a782dc3f9415a16691ee3bbc7100874f818c78803a7747226ae917565f9a9201475221031877ce26a797110f1ec6533f7abfca31cfc29e12f5ee2ba6d0a69df4c98c76fb2103060501ffb7cbe6472d133af6b92787305f54df9612896a15b4aaa9a80999d8bf52ae\",\n",
" \"index\": 0,\n",
" \"prev_out\": {\n",
" \"spent\": true,\n",
" \"script\": \"a9148faa2f43bb871aa5fd2d3665d3ea4569b022efb987\",\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 8407858670146664,\n",
" \"n\": 0\n",
" }\n",
" ],\n",
" \"tx_index\": 7499729534592797,\n",
" \"value\": 2363800,\n",
" \"addr\": \"3EneRcNfjrNEVShnCRUTnq6wHPQEhhD5fW\",\n",
" \"n\": 1,\n",
" \"type\": 0\n",
" }\n",
" }\n",
" ],\n",
" \"out\": [\n",
" {\n",
" \"type\": 0,\n",
" \"spent\": true,\n",
" \"value\": 400000,\n",
" \"spending_outpoints\": [\n",
" {\n",
" \"tx_index\": 4181669702299035,\n",
" \"n\": 67\n",
" }\n",
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{
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],
"execution_count": 9,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
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"id": "FD3DKdm1wjAN",
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" hash160 ... txs\n",
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"metadata": {},
"execution_count": 10
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{
"cell_type": "code",
"metadata": {
"id": "wHCaGYC8wjAP"
},
"source": [
"df_txs = pd.json_normalize(json_string['txs'])"
],
"execution_count": 11,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 949
},
"id": "u9IzPhMHwjAP",
"outputId": "8b8c928b-e2f8-4562-84d9-e6222c0dc3e6"
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"# writing hash to txn data\n",
"df_txs['hash160'] = df1['hash160'].values[0]\n",
"df_txs"
],
"execution_count": 12,
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{
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" <td>410511</td>\n",
" <td>410511</td>\n",
" <td>[{'sequence': 4294967295, 'witness': '', 'scri...</td>\n",
" <td>[{'type': 0, 'spent': True, 'value': 400000, '...</td>\n",
" <td>-410000</td>\n",
" <td>3903800</td>\n",
" <td>8faa2f43bb871aa5fd2d3665d3ea4569b022efb9</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>97fde64b08c396e8484ac85aa5f531d4f35ebf879078d6...</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>301</td>\n",
" <td>1204</td>\n",
" <td>50000</td>\n",
" <td>0.0.0.0</td>\n",
" <td>0</td>\n",
" <td>5039725370525639</td>\n",
" <td>False</td>\n",
" <td>1462526557</td>\n",
" <td>410483</td>\n",
" <td>410483</td>\n",
" <td>[{'sequence': 4294967295, 'witness': '', 'scri...</td>\n",
" <td>[{'type': 0, 'spent': True, 'value': 1950000, ...</td>\n",
" <td>1950000</td>\n",
" <td>4313800</td>\n",
" <td>8faa2f43bb871aa5fd2d3665d3ea4569b022efb9</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>f63491231e364d21a66125194f6a4617bc0c302435bfbf...</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>2</td>\n",
" <td>335</td>\n",
" <td>1340</td>\n",
" <td>20000</td>\n",
" <td>0.0.0.0</td>\n",
" <td>0</td>\n",
" <td>7499729534592797</td>\n",
" <td>False</td>\n",
" <td>1462525046</td>\n",
" <td>410482</td>\n",
" <td>410482</td>\n",
" <td>[{'sequence': 4294967295, 'witness': '', 'scri...</td>\n",
" <td>[{'type': 0, 'spent': True, 'value': 1371400, ...</td>\n",
" <td>-1391400</td>\n",
" <td>2363800</td>\n",
" <td>8faa2f43bb871aa5fd2d3665d3ea4569b022efb9</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>02e9bea2341ab539e32eb75ebc0084770ef571a2665130...</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>2</td>\n",
" <td>335</td>\n",
" <td>1340</td>\n",
" <td>20000</td>\n",
" <td>0.0.0.0</td>\n",
" <td>0</td>\n",
" <td>2207085920265891</td>\n",
" <td>False</td>\n",
" <td>1462524250</td>\n",
" <td>410480</td>\n",
" <td>410480</td>\n",
" <td>[{'sequence': 4294967295, 'witness': '', 'scri...</td>\n",
" <td>[{'type': 0, 'spent': True, 'value': 247400, '...</td>\n",
" <td>-267400</td>\n",
" <td>3755200</td>\n",
" <td>8faa2f43bb871aa5fd2d3665d3ea4569b022efb9</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>95</th>\n",
" <td>76d1cb19a4a20bdbedf9051f44e139e96a2f47ad281444...</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>2</td>\n",
" <td>336</td>\n",
" <td>1344</td>\n",
" <td>50000</td>\n",
" <td>0.0.0.0</td>\n",
" <td>0</td>\n",
" <td>4468663263047996</td>\n",
" <td>False</td>\n",
" <td>1462471296</td>\n",
" <td>410378</td>\n",
" <td>410378</td>\n",
" <td>[{'sequence': 4294967295, 'witness': '', 'scri...</td>\n",
" <td>[{'type': 0, 'spent': True, 'value': 114800, '...</td>\n",
" <td>-164800</td>\n",
" <td>564677179</td>\n",
" <td>8faa2f43bb871aa5fd2d3665d3ea4569b022efb9</td>\n",
" </tr>\n",
" <tr>\n",
" <th>96</th>\n",
" <td>4277e10390ee667d919dd240831ca4bfcc5e09e4eefbe4...</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>2</td>\n",
" <td>334</td>\n",
" <td>1336</td>\n",
" <td>50000</td>\n",
" <td>0.0.0.0</td>\n",
" <td>0</td>\n",
" <td>8356295963621170</td>\n",
" <td>False</td>\n",
" <td>1462471296</td>\n",
" <td>410378</td>\n",
" <td>410378</td>\n",
" <td>[{'sequence': 4294967295, 'witness': '', 'scri...</td>\n",
" <td>[{'type': 0, 'spent': True, 'value': 105600, '...</td>\n",
" <td>-155600</td>\n",
" <td>564841979</td>\n",
" <td>8faa2f43bb871aa5fd2d3665d3ea4569b022efb9</td>\n",
" </tr>\n",
" <tr>\n",
" <th>97</th>\n",
" <td>acdced0ee23df1f3d412d453970158d894a37b44734ef0...</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>2</td>\n",
" <td>335</td>\n",
" <td>1340</td>\n",
" <td>50000</td>\n",
" <td>0.0.0.0</td>\n",
" <td>0</td>\n",
" <td>4739201521643157</td>\n",
" <td>False</td>\n",
" <td>1462470597</td>\n",
" <td>410377</td>\n",
" <td>410377</td>\n",
" <td>[{'sequence': 4294967295, 'witness': '', 'scri...</td>\n",
" <td>[{'type': 0, 'spent': True, 'value': 3990000, ...</td>\n",
" <td>-4040000</td>\n",
" <td>564997579</td>\n",
" <td>8faa2f43bb871aa5fd2d3665d3ea4569b022efb9</td>\n",
" </tr>\n",
" <tr>\n",
" <th>98</th>\n",
" <td>4905a30e7505e694036a8dddc48316112d6fb08fdf8bc9...</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>2</td>\n",
" <td>336</td>\n",
" <td>1344</td>\n",
" <td>50000</td>\n",
" <td>0.0.0.0</td>\n",
" <td>0</td>\n",
" <td>363779184650386</td>\n",
" <td>False</td>\n",
" <td>1462470321</td>\n",
" <td>410375</td>\n",
" <td>410375</td>\n",
" <td>[{'sequence': 4294967295, 'witness': '', 'scri...</td>\n",
" <td>[{'type': 0, 'spent': True, 'value': 320000, '...</td>\n",
" <td>-370000</td>\n",
" <td>569037579</td>\n",
" <td>8faa2f43bb871aa5fd2d3665d3ea4569b022efb9</td>\n",
" </tr>\n",
" <tr>\n",
" <th>99</th>\n",
" <td>d87dc120f2273d206f9d42af5eb212807a2c7a19b5957b...</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>2</td>\n",
" <td>335</td>\n",
" <td>1340</td>\n",
" <td>50000</td>\n",
" <td>0.0.0.0</td>\n",
" <td>0</td>\n",
" <td>5392670808680039</td>\n",
" <td>False</td>\n",
" <td>1462470321</td>\n",
" <td>410375</td>\n",
" <td>410375</td>\n",
" <td>[{'sequence': 4294967295, 'witness': '', 'scri...</td>\n",
" <td>[{'type': 0, 'spent': True, 'value': 1372800, ...</td>\n",
" <td>-1422800</td>\n",
" <td>569407579</td>\n",
" <td>8faa2f43bb871aa5fd2d3665d3ea4569b022efb9</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>100 rows × 19 columns</p>\n",
"</div>"
],
"text/plain": [
" hash ... hash160\n",
"0 ea67c2fa981bf2754e1d98b522636a62d327753e741f77... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
"1 0a8fdd6a0911e4e8cc4c9f40377c71834e3005644de5f1... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
"2 97fde64b08c396e8484ac85aa5f531d4f35ebf879078d6... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
"3 f63491231e364d21a66125194f6a4617bc0c302435bfbf... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
"4 02e9bea2341ab539e32eb75ebc0084770ef571a2665130... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
".. ... ... ...\n",
"95 76d1cb19a4a20bdbedf9051f44e139e96a2f47ad281444... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
"96 4277e10390ee667d919dd240831ca4bfcc5e09e4eefbe4... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
"97 acdced0ee23df1f3d412d453970158d894a37b44734ef0... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
"98 4905a30e7505e694036a8dddc48316112d6fb08fdf8bc9... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
"99 d87dc120f2273d206f9d42af5eb212807a2c7a19b5957b... ... 8faa2f43bb871aa5fd2d3665d3ea4569b022efb9\n",
"\n",
"[100 rows x 19 columns]"
]
},
"metadata": {},
"execution_count": 12
}
]
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "bNk6tH5ErwHj",
"outputId": "e8c0eb9f-357e-4d5a-a578-ee553a105fcf"
},
"source": [
"len(df_txs)"
],
"execution_count": 13,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"100"
]
},
"metadata": {},
"execution_count": 13
}
]
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "7Xc8IbsJ5IS7",
"outputId": "c1121a4d-03da-420c-c440-d25cc0e368f7"
},
"source": [
"for tx_hash in df_txs['hash']:\n",
" print(tx_hash)"
],
"execution_count": 14,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"ea67c2fa981bf2754e1d98b522636a62d327753e741f774f87f86955962e3dfe\n",
"0a8fdd6a0911e4e8cc4c9f40377c71834e3005644de5f1df4843a3d82a39f7ee\n",
"97fde64b08c396e8484ac85aa5f531d4f35ebf879078d69eef393ece03d43c8f\n",
"f63491231e364d21a66125194f6a4617bc0c302435bfbf34fae93891d6b627d5\n",
"02e9bea2341ab539e32eb75ebc0084770ef571a266513021a41e3521e2a9ba3e\n",
"1fb68e8e2f2040883a83ea3bfc429fe7b09b8af639cb5819393e6ab45c3fa3dd\n",
"b11142e88e772f278bedc183bd82b6284bfe847c8566c31281a46d0241861706\n",
"b80b846261f50dd6d2a632dc6d64d45f6b1f66328fd1625c76afa4314f8f9d1f\n",
"91444374712473202be4ce7897fe03166ee0935b78710bed35b53add04886943\n",
"c4b0b3cb6d4b5ede18082f3902627d685be9f7581d36499b19341a01c1bd6e49\n",
"68a10785f44bbf8b1dd07d92d34c7d991aa367143ae066065ba8653f13fd6d39\n",
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"cd7655675d7d7a9a05962fb05260ce03e504f5f8a7f3b8c1278d93d6f24e5dd1\n",
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"b70e980140442f406cdb144313ee1ac8a0bb0faf3d6b7e367126d42897870124\n",
"70b187a1ee75fbc8a0db5892148188ef8a9f4ddc91ab12b61f489669b6b374c4\n",
"2fc592eb68d361e5faf4ea7f7d36e51c2a1d26559e5efff20741292a54d3bb66\n",
"9bf0d0e3a528ab1b2d51ba19cae2dd5e50cc89b08409ab29f275f114d6c3396e\n",
"f45b53279c10262c13601fe2aff0402d896feca381f343feaac1d2a4d7380e5b\n",
"aad267cd7621c25dd61f1cb8bd698365d7851d9a7248694497b54e0580913772\n",
"26c9372387d18b27ceeaa890337584c33bde51f8f88c0952ee00b9af25818457\n",
"a49a4adc1f52482e4dd7528c26784e177921a59330909d8d81accf19db96e7a0\n",
"a910a4f17ed1c75d990b3adaac38f7cbe3574992a966487c5538f4f1d2315e7b\n",
"ea7ab595534951cc3d36e367a24e490ff06f383571a77554527aec054a9ce8f1\n",
"c69df727f86c987d95099c44f8bdbf49f46e2f9b480927c8caf330c91cd740dd\n",
"0a1fbfa901f1dca927f89a49feb5b2bbc976597881cc9297ef1cf53dfd351931\n",
"3ab658b01099be843b175c431b205f1541e5ab495aba962fd5f04acb5a5166d0\n",
"e9d02e909ee49da204e9f287fd1a60eb77a4af177b9f56b1740e9ed47de60a17\n",
"76d1cb19a4a20bdbedf9051f44e139e96a2f47ad281444d14de38951f3cd017f\n",
"4277e10390ee667d919dd240831ca4bfcc5e09e4eefbe434dd91b965240e80ed\n",
"acdced0ee23df1f3d412d453970158d894a37b44734ef0d723aa74bbb93ab286\n",
"4905a30e7505e694036a8dddc48316112d6fb08fdf8bc904f492449f88d7560a\n",
"d87dc120f2273d206f9d42af5eb212807a2c7a19b5957b870e3e33891fd84499\n"
]
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "jBVQW5vTSG0H"
},
"source": [
"**Edge List Generation**"
]
},
{
"cell_type": "code",
"metadata": {
"id": "vvFqbUZVSLiZ"
},
"source": [
"def edge_list_generation(tx_hash, as_pd_dataframe=False):\n",
"\n",
" \"\"\"\n",
" input:: tx hash\n",
" examle: tx_hash='20a8f9c29fa9c5bea80ec97bffec9468a13b7ad379b7b2bb930cb3ff6307e6aa'\n",
"\n",
" output:: edgelist (Nx3) [from, to, value]\n",
" Example: \n",
" [(7406819510212593, 6012958182209121, 666060000),\n",
" (6012958182209121, 8290766562617935, 690000),\n",
" (6012958182209121, 7903458539006339, 665330000)]\n",
" \"\"\"\n",
" json_string = get_transaction_data(tx_hash) \n",
" current_idx = json_string['tx_index']\n",
"\n",
" input_txn_index_list = []\n",
" for idx, i in enumerate(json_string['inputs']):\n",
" from_txn_idx = i['prev_out']['tx_index']\n",
" to_txn_idx = i['prev_out']['spending_outpoints'][0]['tx_index']\n",
" _value = i['prev_out']['value']\n",
" assert current_idx == to_txn_idx\n",
" print(f\"{from_txn_idx}-> [{_value}] -> {to_txn_idx}\")\n",
" input_txn_index_list.append((from_txn_idx, to_txn_idx, _value))\n",
"\n",
" output_txn_index_list = []\n",
" for idx, i in enumerate(json_string['out']):\n",
" #print(i['spent'])\n",
" if i['spent']:\n",
" from_txn_idx = i['tx_index']\n",
" to_txn_idx = i['spending_outpoints'][0]['tx_index']\n",
" _value = i['value']\n",
" assert current_idx == from_txn_idx\n",
" print(f\"{from_txn_idx}-> [{_value}] -> {to_txn_idx}\")\n",
" output_txn_index_list.append((from_txn_idx, to_txn_idx, _value))\n",
" input_txn_index_list.extend(output_txn_index_list)\n",
" final_edge_list = input_txn_index_list\n",
" if as_pd_dataframe:\n",
" return pd.DataFrame(final_edge_list,columns=['from_txn_index', 'to_txn_index', 'value'])\n",
" return final_edge_list"
],
"execution_count": 15,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "r5oRqtOdOHY_",
"outputId": "597be8bb-7854-4226-e6d7-67bdc3013d45"
},
"source": [
"D = pd.DataFrame()\n",
"for tx_hash in df_txs['hash'][:10]:\n",
" print(tx_hash)\n",
" _edge_list = edge_list_generation(tx_hash=tx_hash, as_pd_dataframe=True) \n",
" D = pd.concat([D, _edge_list], axis=0, ignore_index=True)\n",
"D = D.reset_index(drop=True)"
],
"execution_count": 16,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"ea67c2fa981bf2754e1d98b522636a62d327753e741f774f87f86955962e3dfe\n",
"5039725370525639-> [1950000] -> 8945239298059583\n",
"3325862178541821-> [33800000] -> 8945239298059583\n",
"5129715771668115-> [4276284] -> 8945239298059583\n",
"1856577590514706-> [2200000] -> 8945239298059583\n",
"844170308182735-> [54294000] -> 8945239298059583\n",
"4027053299467797-> [20000000] -> 8945239298059583\n",
"8407858670146664-> [1953800] -> 8945239298059583\n",
"7208930573947521-> [1504800] -> 8945239298059583\n",
"7316929022679373-> [2000000] -> 8945239298059583\n",
"8945239298059583-> [121828000] -> 3886459988095557\n",
"0a8fdd6a0911e4e8cc4c9f40377c71834e3005644de5f1df4843a3d82a39f7ee\n",
"7499729534592797-> [2363800] -> 8407858670146664\n",
"8407858670146664-> [400000] -> 4181669702299035\n",
"8407858670146664-> [1953800] -> 8945239298059583\n",
"97fde64b08c396e8484ac85aa5f531d4f35ebf879078d69eef393ece03d43c8f\n",
"7057585265735312-> [2000000] -> 5039725370525639\n",
"5039725370525639-> [1950000] -> 8945239298059583\n",
"f63491231e364d21a66125194f6a4617bc0c302435bfbf34fae93891d6b627d5\n",
"2207085920265891-> [3755200] -> 7499729534592797\n",
"7499729534592797-> [1371400] -> 324439192850609\n",
"7499729534592797-> [2363800] -> 8407858670146664\n",
"02e9bea2341ab539e32eb75ebc0084770ef571a266513021a41e3521e2a9ba3e\n",
"7798182798331207-> [4022600] -> 2207085920265891\n",
"2207085920265891-> [247400] -> 6935641571961462\n",
"2207085920265891-> [3755200] -> 7499729534592797\n",
"1fb68e8e2f2040883a83ea3bfc429fe7b09b8af639cb5819393e6ab45c3fa3dd\n",
"214339405499828-> [4249000] -> 7798182798331207\n",
"7798182798331207-> [176400] -> 7317968282484522\n",
"7798182798331207-> [4022600] -> 2207085920265891\n",
"b11142e88e772f278bedc183bd82b6284bfe847c8566c31281a46d0241861706\n",
"4397443073791527-> [4300000] -> 214339405499828\n",
"214339405499828-> [4249000] -> 7798182798331207\n",
"b80b846261f50dd6d2a632dc6d64d45f6b1f66328fd1625c76afa4314f8f9d1f\n",
"5721081087851013-> [6410000] -> 1112370389070997\n",
"3373619312807809-> [1320000] -> 1112370389070997\n",
"5481051354374130-> [112590000] -> 1112370389070997\n",
"846224496617-> [70000000] -> 1112370389070997\n",
"4206795731201557-> [10749789] -> 1112370389070997\n",
"3604723126824499-> [117974820] -> 1112370389070997\n",
"3513035495239752-> [4000000] -> 1112370389070997\n",
"3013488628732616-> [1600000] -> 1112370389070997\n",
"2472982592750947-> [6600000] -> 1112370389070997\n",
"2371857044711254-> [12518889] -> 1112370389070997\n",
"5203664797163151-> [1333800] -> 1112370389070997\n",
"1112370389070997-> [344947000] -> 8035828958080550\n",
"91444374712473202be4ce7897fe03166ee0935b78710bed35b53add04886943\n",
"2583679320728390-> [12650889] -> 2371857044711254\n",
"2371857044711254-> [112000] -> 8257813312375800\n",
"2371857044711254-> [12518889] -> 1112370389070997\n",
"c4b0b3cb6d4b5ede18082f3902627d685be9f7581d36499b19341a01c1bd6e49\n",
"2020625923697845-> [13595589] -> 2583679320728390\n",
"2583679320728390-> [924700] -> 3935714406558675\n",
"2583679320728390-> [12650889] -> 2371857044711254\n"
]
}
]
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 1000
},
"id": "V0SlXdG1QOLz",
"outputId": "364a63c7-8a76-4504-ac10-15ea01a742b1"
},
"source": [
"D"
],
"execution_count": 17,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>from_txn_index</th>\n",
" <th>to_txn_index</th>\n",
" <th>value</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>5039725370525639</td>\n",
" <td>8945239298059583</td>\n",
" <td>1950000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>3325862178541821</td>\n",
" <td>8945239298059583</td>\n",
" <td>33800000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>5129715771668115</td>\n",
" <td>8945239298059583</td>\n",
" <td>4276284</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>1856577590514706</td>\n",
" <td>8945239298059583</td>\n",
" <td>2200000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>844170308182735</td>\n",
" <td>8945239298059583</td>\n",
" <td>54294000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>4027053299467797</td>\n",
" <td>8945239298059583</td>\n",
" <td>20000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <td>8407858670146664</td>\n",
" <td>8945239298059583</td>\n",
" <td>1953800</td>\n",
" </tr>\n",
" <tr>\n",
" <th>7</th>\n",
" <td>7208930573947521</td>\n",
" <td>8945239298059583</td>\n",
" <td>1504800</td>\n",
" </tr>\n",
" <tr>\n",
" <th>8</th>\n",
" <td>7316929022679373</td>\n",
" <td>8945239298059583</td>\n",
" <td>2000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9</th>\n",
" <td>8945239298059583</td>\n",
" <td>3886459988095557</td>\n",
" <td>121828000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10</th>\n",
" <td>7499729534592797</td>\n",
" <td>8407858670146664</td>\n",
" <td>2363800</td>\n",
" </tr>\n",
" <tr>\n",
" <th>11</th>\n",
" <td>8407858670146664</td>\n",
" <td>4181669702299035</td>\n",
" <td>400000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>12</th>\n",
" <td>8407858670146664</td>\n",
" <td>8945239298059583</td>\n",
" <td>1953800</td>\n",
" </tr>\n",
" <tr>\n",
" <th>13</th>\n",
" <td>7057585265735312</td>\n",
" <td>5039725370525639</td>\n",
" <td>2000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>14</th>\n",
" <td>5039725370525639</td>\n",
" <td>8945239298059583</td>\n",
" <td>1950000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>15</th>\n",
" <td>2207085920265891</td>\n",
" <td>7499729534592797</td>\n",
" <td>3755200</td>\n",
" </tr>\n",
" <tr>\n",
" <th>16</th>\n",
" <td>7499729534592797</td>\n",
" <td>324439192850609</td>\n",
" <td>1371400</td>\n",
" </tr>\n",
" <tr>\n",
" <th>17</th>\n",
" <td>7499729534592797</td>\n",
" <td>8407858670146664</td>\n",
" <td>2363800</td>\n",
" </tr>\n",
" <tr>\n",
" <th>18</th>\n",
" <td>7798182798331207</td>\n",
" <td>2207085920265891</td>\n",
" <td>4022600</td>\n",
" </tr>\n",
" <tr>\n",
" <th>19</th>\n",
" <td>2207085920265891</td>\n",
" <td>6935641571961462</td>\n",
" <td>247400</td>\n",
" </tr>\n",
" <tr>\n",
" <th>20</th>\n",
" <td>2207085920265891</td>\n",
" <td>7499729534592797</td>\n",
" <td>3755200</td>\n",
" </tr>\n",
" <tr>\n",
" <th>21</th>\n",
" <td>214339405499828</td>\n",
" <td>7798182798331207</td>\n",
" <td>4249000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>22</th>\n",
" <td>7798182798331207</td>\n",
" <td>7317968282484522</td>\n",
" <td>176400</td>\n",
" </tr>\n",
" <tr>\n",
" <th>23</th>\n",
" <td>7798182798331207</td>\n",
" <td>2207085920265891</td>\n",
" <td>4022600</td>\n",
" </tr>\n",
" <tr>\n",
" <th>24</th>\n",
" <td>4397443073791527</td>\n",
" <td>214339405499828</td>\n",
" <td>4300000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25</th>\n",
" <td>214339405499828</td>\n",
" <td>7798182798331207</td>\n",
" <td>4249000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>26</th>\n",
" <td>5721081087851013</td>\n",
" <td>1112370389070997</td>\n",
" <td>6410000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>27</th>\n",
" <td>3373619312807809</td>\n",
" <td>1112370389070997</td>\n",
" <td>1320000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>28</th>\n",
" <td>5481051354374130</td>\n",
" <td>1112370389070997</td>\n",
" <td>112590000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>29</th>\n",
" <td>846224496617</td>\n",
" <td>1112370389070997</td>\n",
" <td>70000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>30</th>\n",
" <td>4206795731201557</td>\n",
" <td>1112370389070997</td>\n",
" <td>10749789</td>\n",
" </tr>\n",
" <tr>\n",
" <th>31</th>\n",
" <td>3604723126824499</td>\n",
" <td>1112370389070997</td>\n",
" <td>117974820</td>\n",
" </tr>\n",
" <tr>\n",
" <th>32</th>\n",
" <td>3513035495239752</td>\n",
" <td>1112370389070997</td>\n",
" <td>4000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33</th>\n",
" <td>3013488628732616</td>\n",
" <td>1112370389070997</td>\n",
" <td>1600000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>34</th>\n",
" <td>2472982592750947</td>\n",
" <td>1112370389070997</td>\n",
" <td>6600000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>35</th>\n",
" <td>2371857044711254</td>\n",
" <td>1112370389070997</td>\n",
" <td>12518889</td>\n",
" </tr>\n",
" <tr>\n",
" <th>36</th>\n",
" <td>5203664797163151</td>\n",
" <td>1112370389070997</td>\n",
" <td>1333800</td>\n",
" </tr>\n",
" <tr>\n",
" <th>37</th>\n",
" <td>1112370389070997</td>\n",
" <td>8035828958080550</td>\n",
" <td>344947000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>38</th>\n",
" <td>2583679320728390</td>\n",
" <td>2371857044711254</td>\n",
" <td>12650889</td>\n",
" </tr>\n",
" <tr>\n",
" <th>39</th>\n",
" <td>2371857044711254</td>\n",
" <td>8257813312375800</td>\n",
" <td>112000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>40</th>\n",
" <td>2371857044711254</td>\n",
" <td>1112370389070997</td>\n",
" <td>12518889</td>\n",
" </tr>\n",
" <tr>\n",
" <th>41</th>\n",
" <td>2020625923697845</td>\n",
" <td>2583679320728390</td>\n",
" <td>13595589</td>\n",
" </tr>\n",
" <tr>\n",
" <th>42</th>\n",
" <td>2583679320728390</td>\n",
" <td>3935714406558675</td>\n",
" <td>924700</td>\n",
" </tr>\n",
" <tr>\n",
" <th>43</th>\n",
" <td>2583679320728390</td>\n",
" <td>2371857044711254</td>\n",
" <td>12650889</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" from_txn_index to_txn_index value\n",
"0 5039725370525639 8945239298059583 1950000\n",
"1 3325862178541821 8945239298059583 33800000\n",
"2 5129715771668115 8945239298059583 4276284\n",
"3 1856577590514706 8945239298059583 2200000\n",
"4 844170308182735 8945239298059583 54294000\n",
"5 4027053299467797 8945239298059583 20000000\n",
"6 8407858670146664 8945239298059583 1953800\n",
"7 7208930573947521 8945239298059583 1504800\n",
"8 7316929022679373 8945239298059583 2000000\n",
"9 8945239298059583 3886459988095557 121828000\n",
"10 7499729534592797 8407858670146664 2363800\n",
"11 8407858670146664 4181669702299035 400000\n",
"12 8407858670146664 8945239298059583 1953800\n",
"13 7057585265735312 5039725370525639 2000000\n",
"14 5039725370525639 8945239298059583 1950000\n",
"15 2207085920265891 7499729534592797 3755200\n",
"16 7499729534592797 324439192850609 1371400\n",
"17 7499729534592797 8407858670146664 2363800\n",
"18 7798182798331207 2207085920265891 4022600\n",
"19 2207085920265891 6935641571961462 247400\n",
"20 2207085920265891 7499729534592797 3755200\n",
"21 214339405499828 7798182798331207 4249000\n",
"22 7798182798331207 7317968282484522 176400\n",
"23 7798182798331207 2207085920265891 4022600\n",
"24 4397443073791527 214339405499828 4300000\n",
"25 214339405499828 7798182798331207 4249000\n",
"26 5721081087851013 1112370389070997 6410000\n",
"27 3373619312807809 1112370389070997 1320000\n",
"28 5481051354374130 1112370389070997 112590000\n",
"29 846224496617 1112370389070997 70000000\n",
"30 4206795731201557 1112370389070997 10749789\n",
"31 3604723126824499 1112370389070997 117974820\n",
"32 3513035495239752 1112370389070997 4000000\n",
"33 3013488628732616 1112370389070997 1600000\n",
"34 2472982592750947 1112370389070997 6600000\n",
"35 2371857044711254 1112370389070997 12518889\n",
"36 5203664797163151 1112370389070997 1333800\n",
"37 1112370389070997 8035828958080550 344947000\n",
"38 2583679320728390 2371857044711254 12650889\n",
"39 2371857044711254 8257813312375800 112000\n",
"40 2371857044711254 1112370389070997 12518889\n",
"41 2020625923697845 2583679320728390 13595589\n",
"42 2583679320728390 3935714406558675 924700\n",
"43 2583679320728390 2371857044711254 12650889"
]
},
"metadata": {},
"execution_count": 17
}
]
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 297
},
"id": "ww873PzXUD_H",
"outputId": "b3860648-76ae-4012-c258-bb8d63b7827f"
},
"source": [
"D[D.duplicated()]"
],
"execution_count": 18,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>from_txn_index</th>\n",
" <th>to_txn_index</th>\n",
" <th>value</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>12</th>\n",
" <td>8407858670146664</td>\n",
" <td>8945239298059583</td>\n",
" <td>1953800</td>\n",
" </tr>\n",
" <tr>\n",
" <th>14</th>\n",
" <td>5039725370525639</td>\n",
" <td>8945239298059583</td>\n",
" <td>1950000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>17</th>\n",
" <td>7499729534592797</td>\n",
" <td>8407858670146664</td>\n",
" <td>2363800</td>\n",
" </tr>\n",
" <tr>\n",
" <th>20</th>\n",
" <td>2207085920265891</td>\n",
" <td>7499729534592797</td>\n",
" <td>3755200</td>\n",
" </tr>\n",
" <tr>\n",
" <th>23</th>\n",
" <td>7798182798331207</td>\n",
" <td>2207085920265891</td>\n",
" <td>4022600</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25</th>\n",
" <td>214339405499828</td>\n",
" <td>7798182798331207</td>\n",
" <td>4249000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>40</th>\n",
" <td>2371857044711254</td>\n",
" <td>1112370389070997</td>\n",
" <td>12518889</td>\n",
" </tr>\n",
" <tr>\n",
" <th>43</th>\n",
" <td>2583679320728390</td>\n",
" <td>2371857044711254</td>\n",
" <td>12650889</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" from_txn_index to_txn_index value\n",
"12 8407858670146664 8945239298059583 1953800\n",
"14 5039725370525639 8945239298059583 1950000\n",
"17 7499729534592797 8407858670146664 2363800\n",
"20 2207085920265891 7499729534592797 3755200\n",
"23 7798182798331207 2207085920265891 4022600\n",
"25 214339405499828 7798182798331207 4249000\n",
"40 2371857044711254 1112370389070997 12518889\n",
"43 2583679320728390 2371857044711254 12650889"
]
},
"metadata": {},
"execution_count": 18
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "QqVvhUxYQiCw"
},
"source": [
"import networkx as nx"
],
"execution_count": 19,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "TT24Rv9lVjKg",
"outputId": "dc6a3951-2068-4e60-9fb4-5fee82b33605"
},
"source": [
"\n",
"G = nx.from_pandas_edgelist(D, 'from_txn_index', 'to_txn_index', edge_attr ='value', create_using=nx.DiGraph())\n",
" \n",
"# The Graph diagram does not show the edge weights. \n",
"# However, we can get the weights by printing all the\n",
"# edges along with the weights by the command below\n",
"print(list(G.edges(data = True)))"
],
"execution_count": 20,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"[(5039725370525639, 8945239298059583, {'value': 1950000}), (8945239298059583, 3886459988095557, {'value': 121828000}), (3325862178541821, 8945239298059583, {'value': 33800000}), (5129715771668115, 8945239298059583, {'value': 4276284}), (1856577590514706, 8945239298059583, {'value': 2200000}), (844170308182735, 8945239298059583, {'value': 54294000}), (4027053299467797, 8945239298059583, {'value': 20000000}), (8407858670146664, 8945239298059583, {'value': 1953800}), (8407858670146664, 4181669702299035, {'value': 400000}), (7208930573947521, 8945239298059583, {'value': 1504800}), (7316929022679373, 8945239298059583, {'value': 2000000}), (7499729534592797, 8407858670146664, {'value': 2363800}), (7499729534592797, 324439192850609, {'value': 1371400}), (7057585265735312, 5039725370525639, {'value': 2000000}), (2207085920265891, 7499729534592797, {'value': 3755200}), (2207085920265891, 6935641571961462, {'value': 247400}), (7798182798331207, 2207085920265891, {'value': 4022600}), (7798182798331207, 7317968282484522, {'value': 176400}), (214339405499828, 7798182798331207, {'value': 4249000}), (4397443073791527, 214339405499828, {'value': 4300000}), (5721081087851013, 1112370389070997, {'value': 6410000}), (1112370389070997, 8035828958080550, {'value': 344947000}), (3373619312807809, 1112370389070997, {'value': 1320000}), (5481051354374130, 1112370389070997, {'value': 112590000}), (846224496617, 1112370389070997, {'value': 70000000}), (4206795731201557, 1112370389070997, {'value': 10749789}), (3604723126824499, 1112370389070997, {'value': 117974820}), (3513035495239752, 1112370389070997, {'value': 4000000}), (3013488628732616, 1112370389070997, {'value': 1600000}), (2472982592750947, 1112370389070997, {'value': 6600000}), (2371857044711254, 1112370389070997, {'value': 12518889}), (2371857044711254, 8257813312375800, {'value': 112000}), (5203664797163151, 1112370389070997, {'value': 1333800}), (2583679320728390, 2371857044711254, {'value': 12650889}), (2583679320728390, 3935714406558675, {'value': 924700}), (2020625923697845, 2583679320728390, {'value': 13595589})]\n"
]
}
]
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "d2CyOucYSYhf",
"outputId": "a5046612-9c9e-488d-af9c-0c1d19f1cfd7"
},
"source": [
"# getting different graph attributes\n",
"print(\"Total number of nodes: \", int(G.number_of_nodes()))\n",
"print(\"Total number of edges: \", int(G.number_of_edges()))\n",
"print(\"List of all nodes: \", list(G.nodes()))\n",
"print(\"List of all edges: \", list(G.edges()))\n"
],
"execution_count": 21,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Total number of nodes: 38\n",
"Total number of edges: 36\n",
"List of all nodes: [5039725370525639, 8945239298059583, 3325862178541821, 5129715771668115, 1856577590514706, 844170308182735, 4027053299467797, 8407858670146664, 7208930573947521, 7316929022679373, 3886459988095557, 7499729534592797, 4181669702299035, 7057585265735312, 2207085920265891, 324439192850609, 7798182798331207, 6935641571961462, 214339405499828, 7317968282484522, 4397443073791527, 5721081087851013, 1112370389070997, 3373619312807809, 5481051354374130, 846224496617, 4206795731201557, 3604723126824499, 3513035495239752, 3013488628732616, 2472982592750947, 2371857044711254, 5203664797163151, 8035828958080550, 2583679320728390, 8257813312375800, 2020625923697845, 3935714406558675]\n",
"List of all edges: [(5039725370525639, 8945239298059583), (8945239298059583, 3886459988095557), (3325862178541821, 8945239298059583), (5129715771668115, 8945239298059583), (1856577590514706, 8945239298059583), (844170308182735, 8945239298059583), (4027053299467797, 8945239298059583), (8407858670146664, 8945239298059583), (8407858670146664, 4181669702299035), (7208930573947521, 8945239298059583), (7316929022679373, 8945239298059583), (7499729534592797, 8407858670146664), (7499729534592797, 324439192850609), (7057585265735312, 5039725370525639), (2207085920265891, 7499729534592797), (2207085920265891, 6935641571961462), (7798182798331207, 2207085920265891), (7798182798331207, 7317968282484522), (214339405499828, 7798182798331207), (4397443073791527, 214339405499828), (5721081087851013, 1112370389070997), (1112370389070997, 8035828958080550), (3373619312807809, 1112370389070997), (5481051354374130, 1112370389070997), (846224496617, 1112370389070997), (4206795731201557, 1112370389070997), (3604723126824499, 1112370389070997), (3513035495239752, 1112370389070997), (3013488628732616, 1112370389070997), (2472982592750947, 1112370389070997), (2371857044711254, 1112370389070997), (2371857044711254, 8257813312375800), (5203664797163151, 1112370389070997), (2583679320728390, 2371857044711254), (2583679320728390, 3935714406558675), (2020625923697845, 2583679320728390)]\n"
]
}
]
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 846
},
"id": "rqzOJDseUils",
"outputId": "5c6ea9a4-c31c-49eb-b1e3-490da7bf588f"
},
"source": [
"import matplotlib.pyplot as plt\n",
"# %% matplotlib.inline\n",
"plt.figure(figsize =(20, 15))\n",
"nx.draw_networkx(G, with_labels = True)"
],
"execution_count": 22,
"outputs": [
{
"output_type": "display_data",
"data": {
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a3evMdO7cWS+88IJ69uypwsJCtW/fXosXL5ZU/m1Uq1atUkBAQIXrfPLJJ7r55psv+B0BAPA003+vtv9j8fHxxs6dO3/DcQAAAFBbjFiwU58dPKOf+OfiRZlMUtdrIjQ3Od7zgwEAcIkzmUy7DMOo9H8kuZcTAAAAlRqT2Ez+Pt5VOtffx1ujE/lKawAAfi1CDQAAACrV6ooQPdUjRgF1ft0/GQPqeOmpHjGKiwr5+YMBAEAFrFEDAACAi0puGy1Jmrb6kBylZT/5GJTJVH4nzVM9YtznAQCAX4dQAwAAgJ+U3DZacVEhmrMxTZ8fPiuTJEepy73f38dLhqROLcI1OrEZd9IAAFANhBoAAAD8rLioEM1NjleOrVhLd2fqiwMZOvzdCbVt3UoxDYLUr3WUQi1+NT0mAACXPEINAAAAfrFQi59Gdmiqj14Yox1r1mhhWpqaNm1a02MBAHDZYDFhAAAA/Co5OTn6/PPPJUljx46t4WkAALi8EGoAAADwq8yZM0cmk0mStHnzZm3durWGJwIA4PJBqAEAAMAvVlZWppkzZ8rpdEqSnE6nxo8fX8NTAQBw+WCNGgAAAPxiJpNJTz75pIqKijRjxgz99a9/1dVXX13TYwEAcNkwGYZx0Z3x8fHGzp07f8NxAAAAcCkoLi6W1WpVcXFxTY8CAMAlx2Qy7TIMI76yfTz6BAAAgF/N19dXLpdLJSUlNT0KAACXFUINAAAAfjWTySSLxSK73V7TowAAcFkh1AAAAKBKLBaLbDZbTY8BAMBlhVADAACAKiHUAADgeYQaAAAAVAmhBgAAzyPUAAAAoEoINQAAeB6hBgAAAFXCYsIAAHgeoQYAAABVwh01AAB4HqEGAAAAVUKoAQDA8wg1AAAAqBKz2UyoAQDAwwg1AAAAqBLuqAEAwPMINQAAAKgSQg0AAJ5HqAEAAECVEGoAAPA8Qg0AAACqhFADAIDnEWoAAABQJYQaAAA8j1ADAACAKiHUAADgeYQaAAAAVInFYpHdbq/pMQAAuKwQagAAAFAl3FEDAIDnEWoAAABQJWazmVADAICHEWoAAABQJdxRAwCA5xFqAAAAUCWEGgAAPI9QAwAAgCoJDAxUYWGhXC5XTY8CAMBlg1ADAACAKvH29pa/v7+KiopqehQAAC4bhBoAAABUGY8/AQDgWYQaAAAAVBmhBgAAzyLUAAAAoMoINQAAeBahBgAAAFVmsVhkt9tregwAAC4bhBoAAABUmdls5o4aAAA8iFADAACAKuPRJwAAPItQAwAAgCoj1AAA4FmEGgAAAFQZoQYAAM8i1AAAAKDKCDUAAHgWoQYAAABVRqgBAMCzCDUAAACoMkINAACeRagBAABAlRFqAADwLEINAAAAqoxQAwCAZxFqAAAAUGVms1l2u72mxwAA4LJBqAEAAECVcUcNAACeRagBAABAlRFqAADwLEINAAAAqoxQAwCAZxFqAAAAUGWEGgAAPItQAwAAgCoj1AAA4FmEGgAAAFQZoQYAAM8i1AAAAKDKfH195XK5VFJSUtOjAABwWSDUAAAAoMpMJpMsFovsdntNjwIAwGWBUAMAAIBqMZvNPP4EAICHEGoAAABQLdxRAwCA5xBqAAAAUC0sKAwAgOcQagAAAFAthBoAADyHUAMAAIBqIdQAAOA5hBoAAABUC6EGAADPIdQAAACgWgg1AAB4DqEGAAAA1UKoAQDAcwg1AAAAqBZCDQAAnkOoAQAAQLWYzWZCDQAAHkKoAQAAQLVYLBbZ7faaHgMAgMsCoQYAAADVwqNPAAB4DqEGAAAA1UKoAQDAcwg1AAAAqBZCDQAAnkOoAQAAQLUQagAA8BxCDQAAAKqFUAMAgOcQagAAAFAthBoAADyHUAMAAIBqIdQAAOA5hBoAAABUC6EGAADPIdQAAACgWgIDA2W322UYRk2PAgDAJY9QAwAAgGrx9vaWv7+/ioqKanoUAAAueYQaAAAAVBuPPwEA4BmEGgAAAFQboQYAAM8g1AAAAKDaCDUAAHgGoQYAAADVRqgBAMAzCDUAAACoNkINAACeQagBAABAtRFqAADwDEINAAAAqo1QAwCAZxBqAAAAUG1ms5lQAwCABxBqAAAAUG3cUQMAgGcQagAAAFBtFotFdru9pscAAOCSR6gBAABAtXFHDQAAnkGoAQAAQLURagAA8AxCDQAAAKqNUAMAgGcQagAAAFBthBoAADyDUAMAAIBqI9QAAOAZhBoAAABUG6EGAADPINQAAACg2sxmM6EGAAAPINQAAACg2rijBgAAzyDUAAAAoNoINQAAeAahBgAAANVmsVhkt9tregwAAC55hBoAAABUm5+fn0pLS+V0Omt6FAAALmmEGgAAAFSbyWTirhoAADyAUAMAAACPYJ0aAACqj1ADAAAAjyDUAABQfYQaAAAAeAShBgCA6iPUAAAAwCPMZjOhBgCAaiLUAAAAwCO4owYAgOoj1AAAAMAjCDUAAFQfoQYAAAAeQagBAKD6CDUAAADwCIvFIrvdXtNjAABwSSPUAAAAwCO4owYAgOoj1AAAAMAjCDUAAFQfoQYAAAAeQagBAKD6CDUAAADwCEINAADVR6gBAACAR5jNZkINAADVRKgBAACAR3BHDQAA1UeoAQAAgEcQagAAqD5CDQAAADyCUAMAQPURagAAAOARhBoAAKqPUAMAAACPsFgsstvtNT0GAACXNEINAAAAPII7agAAqD5CDQAAADzCbDbLbrfLMIyaHgUAgEsWoQYAAAAe4e3tLT8/PxUVFdX0KAAAXLIINQAAAPAYs9nM408AAFQDoQYAAAAewzo1AABUD6EGAAAAHkOoAQCgegg1AAAA8BhCDQAA1UOoAQAAgMcQagAAqB5CDQAAADzGYrHIbrfX9BgAAFyyCDUAAADwGO6oAQCgegg1AAAA8BhCDQAA1UOoAQAAgMcQagAAqB5CDQAAADzGbDYTagAAqAZCDQAAADyGO2oAAKgeQg0AAAA8hlADAED1EGoAAADgMYQaAACqh1ADAAAAjyHUAABQPT41PQB+uWxbsZbuytSh0wUqcJTK6u+jmEir+reJUqjFr6bHAwAAINQAAFBNhJpLQOqJfL2xMU2bjpyVJBWXutz7/H1Oa9a6I0psEa7RHZup1RUhNTUmAACALBaL7HZ7TY8BAMAli1BTyy3cka5pqw/JUVomw7hwv+Pf0WbtgTPafCRbT/WIUXLb6N92SAAAgH/jjhoAAKqHUFOLlUeagypyun72WMOQipxlmrb6oCQRawAAQI0g1AAAUD2X1WLC6enp6tGjh+rWravIyEiNHTtWpaWlkqSUlBS1adNGgYGBatOmjVJSUtznzZo1S02aNJHValXDhg31yCOPuM+TpOjoaAUEBMhischisei2225z7zMMQ08//bQaNWqk4OBgJSYmav/+/e7948eP19VXX62goCDFxMTonXfeqTDzhg0b1Lp1a1mtVjVp0kR/+9vfJJU/7vT8xwd1etMSZc4ZpuMz++vs8pflKi50n5u9apYypt+p46/0c/8UFjs1bfUh7c3M1/vvv6+WLVsqKChI11xzjf71r39VeO1Zs2YpMjJSVqtVw4cPV3FxsXtfSkqKbr75ZgUHBysqKkpTp06tcO769esVExOjwMBAderUSRkZGe59Q4cOla+vr/v9slgsKisrc39GJpOpwr4fX7u4uFjDhw+X1WpVZGSkZs6c+XMfOwAAqEUINQAAVM9lFWpGjx6t+vXr69SpU0pJSdGmTZs0Z84clZSU6I477lBycrLy8vJ077336o477lBJSYkkqXfv3tq9e7cKCgq0b98+paam6vXXX69w7ZUrV8pms8lms2nt2rXu7R988IH+8Y9/aMuWLcrNzdWNN96owYMHu/ebzWatXLlS586d0/z58/WnP/1J27dvlyQ5nU716dNHI0eO1Llz5/Tee+/p0UcfVWpqqt7YmKacPZ/Jtu9zRSZPV9TYd2Q4S5T72dwKc1nb3qUrH1vq/jF5ectRWqYZH25XcnKyZs6cqYKCAs2YMUNJSUnKysqSJK1Zs0YvvfSS1q9fr4yMDH377beaPHmy+7pJSUnq0KGDcnNz3e/jihUrJEnZ2dnq27evpk6dqtzcXMXHx2vAgAEV5powYYL7/bLZbPL29q6wPz8/371v0qRJ7u1TpkzR0aNHlZGRoc8//1zTp0/Xp59++uv+IgAAgBpjNpsJNQAAVMNlFWq+++473X333fL391dkZKS6deum/fv3a+PGjSotLdXDDz8sPz8/jRs3ToZhaMOGDZKkpk2bKiSkfBFewzDk5eWltLS0X/ya7du3V5MmTeTt7a3k5GQdOHDAvf/ZZ59VTEyMvLy8dMMNN+jmm2/WF198IUnKzc1VQUGBBg8eLJPJpISEBLVs2VJf7k7VpiNnVZj2pSytbpWPNVxevgGytu0n+8EtcjkdPzmTYUibUg4rODhE3bt3l8lkUs+ePWU2m3Xs2DFJ0vz583XfffcpNjZWdevW1aRJk/T222+7r5Genq5BgwbJ29tbTZs2Vfv27d13Cn344YeKjY1V//795e/vrylTpig1NVWHDh36ZR/UT5g/f74mTZqkunXrqmXLlnrggQcqzAUAAGo3f39/OZ1OOZ3Omh4FAIBL0mUVah5++GG9++67Kiws1Pfff69PPvnEHWvi4uJkMpncx8bFxVV4RGnx4sWyWq0KCwtTamqqRo4cWeHagwYNUnh4uG677Talpqa6tw8cOFDHjh3TkSNH5HQ6NX/+fHXr1q3S+YqKivT1118rNjZWkhQREaF77rlH//znP1VWVqYvvvhCGRkZyrZc9Z+TKqwgbEhlTpXmnnRvse3+WCdeHahT//yT7Ie2ubcHNLhadRtFa8WKFSorK9O//vUv+fn5KS4uTpK0f/9+tWrVyn18q1atdObMGeXk5Ljfy3feeUdOp1OHDx/WF198oS5dulR6rtlsVtOmTSu8n3PmzFG9evXUpk0bLVu27IL3onHjxoqKitKwYcOUnZ0tScrLy9OpU6cumOvH1wUAALXbD484c1cNAABVc1mFmg4dOmj//v2yWq2KiopSfHy87rzzTtlsNgUHB1c4Njg4WOfPn3f/d1JSkgoKCnTkyBGNGjVKERER7n2LFi1Senq6MjIy1KlTJ3Xt2lX5+fmSpAYNGqh9+/Zq0aKFAgIC9MEHH2jWrFmVzjdq1Ci1atVKXbt2dW+755579Nxzz8nPz08333yzpk2bpiyXRcWlLvk3aSNb6lqV5p+Ry2FXwY6lkiSjtHwtmaD4Xmo48m+KGrdIIR2SlbP6VTkyy+/mKXaZ1PiG7kpKSpKfn5+SkpI0b948mc1mSbrgPfnhzz+8J7fffruWLl2qgIAAxcTE6L777lNCQkKl5/73+zlu3DgdPXpUWVlZmjp1qoYOHapt28ojUlhYmL7++mtlZGRo165dOn/+vAYNGuS+7o9nqexzAgAAtR9f0Q0AQNVdNqHG5XKpW7du6tu3r+x2u7Kzs5WXl6cnnnhCFotFBQUFFY4vKChQUFDQBde5+uqrFRsbq9GjR7u3tWvXTgEBAQoMDNTEiRMVEhKiLVu2SJKee+45ff311zpx4oQcDocmT56szp07q7CwsMJ1H3/8ce3bt0/vv/+++86eQ4cOaeDAgXrnnXdUUlKi/fv3a/r06dq/Y6MkyRJ3q8zXdNTpxRN18u+j5X9l+d0w3kFhkiS/yGbyDrDK5OWtgKYJMl/TUYWHy9e/KUpP0ZZFr2rjxo0qKSnRpk2bdP/997sXUf7v9+SHPwcFBSk3N1fdunXTM888I4fDoRMnTmjNmjWaM2dOpef+9/vZunVrhYaGysfHRz169NCgQYP04Ycfus+Nj4+Xj4+PIiIiNHv2bK1du1bnz5+XxWKpMMtPfU4AAKD24o4aAACq7rIJNbm5uTp+/LjGjh0rPz8/hYaGatiwYVq9erViY2O1d+9eGT96jGjv3r3uR5D+W2lpqXstl8qYTCb3tVJSUjRgwABFRUXJx8dHQ4cOVV5eXoV1aiZPnqxPPvlEa9euldVqdW/ft2+fmjdvrq5du8rLy0stWrRQz549lXVgx79fx0shNw9S1Oh/KGrMfNUJv1LeQaHyDm6dvzMAACAASURBVAq92GCSyucqOfOtoq5po/j4eHl5eSkhIUE33HCD1q1bJ0mKjY2t8AhXamqqIiIiFBoaqm+//Vbe3t4aMmSIfHx8FBUVpYEDB2r16tWVnmu323Xs2LGLvp8/fr8q2yeVh7a6deuqQYMGF8x1sesCAIDaiVADAEDVXTahJiwsTFdddZX++te/qrS0VPn5+Zo/f77i4uKUmJgob29vvf766youLtbs2bMlSZ07d5YkvfXWW+5vQzpw4IBefPFF3XLLLZKk48ePa9u2bSopKZHD4dCMGTOUnZ2tdu3aSZISEhL0wQcf6MyZM3K5XFqwYIGcTqeaNWsmSXrxxRe1ePFirVu3TqGhFQPL9ddfr6NHj2rDhg0yDEPHjh3TqlWrdO11cfLz8VJZ0Xk5807JMAyVZB9X3vq3FNzuHplM5R+b/dBWuUqKZBguFX23W/b9GxXY7AZJUlBUC50+kuK+g2bPnj3asmWLe42aIUOG6O9//7sOHDig/Px8Pf/88xo6dKgkqXnz5jIMQ4sXL5bL5dLp06f13nvvuc/t06eP9u3bp2XLlsnhcOi5555TXFycYmJiJElLly6VzWaTy+XS2rVrtXDhQvXu3VuS9OWXX+rw4cNyuVzKycnRuHHjlJiY6H7caciQIXr++eeVl5enQ4cO6c0333TPBQAALg08+gQAQDUYhnHRnzZt2hiXkj179hgdO3Y0QkJCjNDQUKN///7G6dOnDcMwjN27dxutW7c2/P39jeuvv97YvXu3+7yhQ4ca9evXNwIDA43GjRsb48ePN4qKigzDMIx9+/YZ1113nREYGGjUq1fP6Ny5s/H111+7zy0qKjJGjx5tREZGGkFBQcb1119vfPLJJ+79kgxfX1/DbDa7f6ZNm+be/9577xmxsbGGxWIxGjVqZEyYMME4c67QaP70aqPhiHmGT71GhsnHz/C2hht1O99nNH5ylfvHL+oaw+QXaJh8A4w64dFGWO/H3fuaP73aeOkvs4ymTZsaFovFuOqqq4y//OUvFd6vV155xahfv74RFBRkDB061HA4HO5969evN+Lj4w2r1WpEREQY999/v2G32937P/vsM6NFixaGv7+/0bFjR+O7775z72vfvr1htVqNoKAgIy4uzliyZIl73+LFi43o6GgjMDDQiIyMNAYPHmycOnXKvd/hcBjDhg0zgoKCjPr16xuvvPLKr/57AAAAalaPHj2MVatW1fQYAADUWpJ2GhdpMSbjIo+kSFJ8fLyxc+fO3ywa4T9GLNipzw6e0U98PBdlMkldr4nQ3OR4zw8GAADwMwYMGKC+fftqwIABNT0KAAC1kslk2mUYRqX/p/2yefTpcjMmsZn8fbyrdK6/j7dGJzbz8EQAAAC/jNlsZo0aAACqiFBTS7W6IkRP9YhRQJ1f9xEF1PHSUz1iFBcV8j+aDAAA4KexmDAAAFVHqKnFkttG66keLRVQx1v//nKkizKZJF9v6dTqOfpy0StKT0//TWYEAAD4b4QaAACqjlBTyyW3jdZ7I9qq6zUR8vPxkr9PxY/M38dLfj5e6npNhBYNi1fB7o/1xhtvqGXLlurQoYM2bNhQQ5MDAIDfK0INAABV51PTA+DnxUWFaG5yvHJsxVq6O1OHTp1XgcMpq38dxTQIUr/WUQq1+EmSWrdurV27dsnhcGj79u2aPn26+2vIAQAAfgsWi0WnTp2q6TEAALgkEWouIaEWP43s0PQnj+nTp4/27t2rsrIyNW7cWMuXL/+NpgMAACjHHTUAAFQdjz5dZm699VY5nU7df//98vX11bx582p6JAAA8DtDqAEAoOq4o+Yyk5CQoK+++koJCQnKyMhQu3btFBUVpb59+9b0aAAA4HfCYrHIbrfX9BgAAFySCDWXGZPJpISEBElS48aNtWLFCnXt2lWRkZG66aabang6AADwe8AdNQAAVB2PPl3mWrdurQULFqhv3746cuRITY8DAAB+Bwg1AABUHaHmd6Bbt26aNm2aunfvrqysrJoeBwAAXOYINQAAVB2h5nfivvvuU3Jysm6//XaeGQcAAP9TZrOZUAMAQBURan5HpkyZotjYWA0cOFClpaU1PQ4AALhMcUcNAABVZzIM46I74+PjjZ07d/6G4+B/zel0qmfPnmratKnmzJkjk8lU0yPVuGxbsZbuytSh0wUqcJTK6u+jmEir+reJUqjFr6bHAwDgklNaWio/Pz+Vlpbybw0AACphMpl2GYYRX+k+Qs3vT0FBgTp06KCBAwfqySefrOlxakzqiXy9sTFNm46clSQVl7rc+/x9vGRISmwRrtEdm6nVFSE1NCUAAJemgIAA5eTkKDAwsKZHAQCg1vmpUMPXc/8OWa1Wffzxx7rpppt05ZVXKikpqaZH+s0t3JGuaasPyVFapspapePf0WbtgTPafCRbT/WIUXLb6N92SAAALmE/PP5EqAEA4Nch1PxONWrUSKtXr1bnzp3VoEEDderUqaZH+s2UR5qDKnK6fvZYw5CKnGWatvqgJBFrAAD4hX4INfXr16/pUQAAuKSwmPDvWGxsrN59910NGDBA+/btu+hxycnJatCggaxWq5o3b6633npLkpSeni6TySSLxeL+mTp1qvu8999/XzfddJMCAwOVmJhY4ZrZ2dlq166dQkNDFRISohtvvFHbtm2rcMysWbMUGRkpq9Wq4cOH6/ucAs3ddEwPv7dHDVrGK9BaVwFmi669Lk7Lly93n7dx40Z5eXlVmGv+/PmSyh93mrb6kIqcLjlzv1fGjD7KXvkX97mGYejc9veUOWeYjs/sr7PLX5aruFBFTpemrT6kO/onydfXt8K1y8rKJEk7duzQrbfeqnr16ik8PFz9+/fXqVOnKvw+TZo0kdVqVcOGDfXII49UWNR5+/bt+uMf/6igoCDFxcVp69at7n0vvPBChdcMCAiQl5eXsrOzJUlDhw6t8lwAAPwvWCwWvmkSAIAqINT8znXq1EmvvvqqevTooe+//77SYyZOnKj09HQVFBRoxYoVevrpp7Vr1y73/vz8fNlsNtlsNk2aNMm9vV69enr44YcrXQfHYrHoH//4h86ePau8vDw98cQT6tWrlztcrFmzRi+99JLWr1+vj7ft1adfpOq63vdr1roj+lfKSZluGqrwB+er8aMfqCBhmPoPTNK6nYfc12/YsKF7JpvNpnvvvVeS9MbGNDlKywNG7tq58mtwdYW57Ps2yLbvc0UmT1fU2HdkOEuU+9lcSZKjtEyHThdowoQJFa7t7e0tScrLy9OIESOUnp6ujIwMBQUFadiwYe5r9+7dW7t371ZBQYH27dun1NRUvf766+Wz5OaqV69eevzxx5Wfn68JEyaoV69eysvLkyT9+c9/rvCaTzzxhBITExUWFua+flXnAgDgf4FvfgIAoGoINVBSUpLGjBmjHj16qKCg4IL9sbGx8vMr//Yjk8kkk8mkY8eO/ex1u3TporvvvlsNGza8YJ+/v79atGghLy8vGYYhb29v5eXlKTc3V5I0f/583Xfffdpz3qwRHxyS6/q+Opf6mXvBX9/6V8nk5S1HqUvOMkNOp1P3/3WNFu5Iv+g82bZibTpyVoYh2Q9skpe/Wf6NW1U4pijtS1la3Sofa7i8fANkbdtP9oNb5HI6ZBjS6YJiFZVU/tXm3bt3V//+/WW1WhUYGKixY8dWuEuoadOmCgkpX5TYMAx5eXkpLS1NUvndNJGRkerfv7+8vb2VnJys8PBwffjhhxe8jmEYeuedd9zx6ef83FwAAPwvEGoAAKgaQg0kld+N0a5dO911110qKSm5YP/o0aMVGBiomJgYNWjQQD169HDva9y4saKiojRs2DD3ozi/VFxcnPz9/dW7d2/df//97ufY9+/fr4LAhv9eS6ZMdcKvksuer7Ki/4SkrA+eVcaMPjr9zmPyv/I6GeFNNG31QX124LSysrIUERGhq666So888ojsdruW7sqUJLmKC5W/ZZHqdr6/8qEqrC5sSGVOleaedG+ZO3eu6tWrpzZt2mjZsmUX/d02b96s2NjYCtsWL14sq9WqsLAwpaamauTIkT962YqrGhuGUekjaVu2bFFWVpbuuuuuCtvnzJlT5bkAAPA0Qg0AAFVDqLmMJCYmyt/f371GSYsWLST9/Pom48ePV/PmzbVgwQJ98cUX6ty5c4VoMGLECK1fv15FRUWaOHGi+vbtKz8/P4WFhenrr7/WI488ouLiYi1cuFCtWrVScXGx+9yUlBS9/PLL2rp1q6KioiqsYVNSUqLmzZurQYMGkqTQ0FD3vtz8Ai0/kKeTa/+uE6/eo+/nlQcNV3Gh+5ighDtVJ/QKycdXJaeOyJa6VkVOl95Pc+nuwcNls9l05swZvf766woODtaDna5WYUGe8jcvUOA1HZW34e86t2OZ7Ie26eyKGXIVF8q/SRvZUtfqxOx7lTGjj84sKn9sK+eT2ZKkwNa3q+djs9SmTRsdPXpU/fr1u+DulNzcXHXu3FmPPPKIvvvuOy1evNi9r1OnTkpMTFR4eLiys7PdUezGG2/UyZMn1atXL0VFRSkgIEBpaWmV3vkyf/589evXTxaLxb1t3LhxOnr0qLKysjR16lQNHTq00nP37t2r5557TjNmzKjkbxAAAJ5jNpsJNQAAVAGh5jIze/Zs9xolhw8flvTz65uYzWatXLlS586d06pVq7Rjxw4NHz7cfc1WrVppzpw5atOmjZo3b67MzEz99a9/lcViUU5OjmbMmKGNGzfqm2++0cmTJyusSZOUlKTmzZurXbt22rRpk+bMmaMVK1a497dv316LFi1SZGSklixZotTUVElSoVFH+Qe2qvDoDjUY/n+KSH6pfPvh7ZIko6xUZz+apqDru+vKx5bJp14j5X42TyVnvlWpf7Asne6X3W5XYWGhtm3bJl9fX0XGtFbZ+Rw5MlJVZsuTy2GTNaG3Aq++QS57vvK3LpIl7laZr+kolz1PXr4Bqtup/H0I7ztRkuQX2UwuvyANHDhQCxYskKQLHk8aMmSIduzYob/97W9atmyZHnzwQe3fv1+S5OXlpW7durkXP/5hTZ/Q0FAtX75c6enpKiws1J133qkOHTooPT29wvULCwv1wQcfXPDYU+vWrRUaGiofHx/16NFDgwYNumCutLQ0de/eXa+99ppuvvnmX/LXCQCAKuOOGgAAqoZQ8ztT2fomzz77rGJiYuTl5aXExETdcsstWrlypV6d+3fN3XRMR8Nu0qJMq07ayvT5oSzZiorda9T8sJZMbGys6tatK0latGiR+9rp6em64YYbZDKZ1LRpU7Vv394dLXx9ffXwww+rffv28vb2Vmlpqb799ltl24rltDZU0bFdsv6xj3ysYXLZz8nkG6jCw+V3ibgc52UUF8p8bSeZTCZ51fGXd2CwnDknZBjS54fPKsf2nzt7iouLdV1ibzmOf6PSc2dk37dOxScP6fyuVSpK+0rO3O/lzD4uk8lLITcPkndQmMLumKA64VfKOyhU3kH/udvniquauX/nH97THxw8eFAff/yxnnjiCT3wwANq3769evfu7Y46ERERGj16tBISEiRJGRkZ7nM7duyob775Rrm5uVqwYIHS0tIUGBjoXsdGkj766CPVq1fvgm/R+m8mk6nCXBkZGerSpYsmTZqkwYMH/+S5AAB4AqEGAICqIdRcZiZOnKiwsDC1a9dOGzduvGD/xdY3+UFRUZF270nVdQMnaNaxenr5wx1atHiJ1u3NUI6tWCs37tDiJUt0yPtKLVyxTrt27dJ1112nnJwcjRs3Tu3atdPZs2eVk5OjsrIy98K1ZWVl2rt3r7Zv364uXbpox44d2rp1q0pKSlRUVKTz588rLy9PN9xwg5buypQ17haV2XLk5Rsgl8Omc9vfU2DztnJmH5cz54RKTh9TQEx72VLWyPbNejlO7JPL6ZBf1DVyZOxVaf4ZfbDrhE6cOKEHH3xQXl5e6tHrToXGd1ejkW8ptPs4+UZeLfN1t8g/+g/yttZXQJN4lRWdlzPvlAzD0Nl/vays96fI5BsoZ1a6JMl5dLuig73kcrm0ZcsWSeXf5iRJ33//vW677Tb5+Pho8uTJ7ve0VatW2r9/v9566y1lZWVJkg4cOCBJateunfu4PXv2yOl0asqUKQoICNDJkyfl5eWlpKQk9zHz58/XkCFDZDKZKnxuS5culc1mk8vl0tq1a7Vw4cIKc3Xu3Fljx47VqFGjfs1fJwAAqoxQAwBA1RBqLiMvv/yyvv32W33//fcaMWKEevXqdcG3M1W2vsmP3XZXsoqsUfou6BqZfHxVKpPO7/lEmW8MVcnJwyrYv1l1b3lAR/xj9MTb65R27JiGDRuma6+9Vn5+flqyZIkk6fz581qwYIFmzJihtWvXauvWrWrVqpXCw8OVkJCg4uJijRkzRqGhoWrUqJEcDodefPFFNWzYUIdOF8incWtJJuV+NleZc4bJJ7i+rDf0lVFSJMNlKH/rYjnSvlLe+jeV8/EsyeVS3cSh8rGGq+TMMWW8/Zgeuu063XTTTSosLNQ111yj1x5NluHlK29LXfk3biWTySTb7o9VlPaVvOr4Kqh1D7mKCpT1wRS5CvPlVcdPIR0Gy3JtJ515/xm5HDblfbVckwbcrJCQEE2fPl2S3He3vPXWW8rMzFRZWVmFNYGCg4N1/vx5bdu2Tdddd53MZrM7ojz++OPu93769OkKCwvTrFmz1LdvX61bt06DBw9WcHCwpPLgsmHDBg0ZMuSCz+21115To0aNFBISoscff1xvvvlmhbm+/fZbTZkypcJcAAD8LxFqAACoGtN/f9PMj8XHxxs7d+78DceBJ3Xr1k09e/bUQw89JKl8fZPIyEgtX75cnTp1uuD4noNGaP2Gz1X/nhfk5Rd4wf7TCyfIEnebLHFd/rPtHw/pgYce1f89PVaSlJOTo7CwMGVnZ8tkMik6OlqzZ89WUlKSTp8+rX79+mnIkCEaPXp0hWtHRUVp4cKFSkxM1PD5X2vDoSwdn3W3IgZMlV/D8kWRi0+n6cziibry0Q/kzDmhU28/rPA+f5b/VderNPekspY+q7q3jFBgs/LHiv4Q7i3vbW/qww8/VI8ePfTcc89p3gFDnx08o1MLJqhOePS/16AxlLfh73I5bAq/80lV5vu/jVK9zsPU547empscL6l8zZerr766wiNGe/bsUbt27VRY+J9Fj1955RVt3LhRK1eudG8rLS1VnTp19N133yk6Ovqin+FLL72krKwszZw586LHAABQG82dO1d79uzRvHnzanoUAABqHZPJtMswjPjK9nFHTTVd7JuWPv74Y7Vv314hISGKjIzU/fffr/Pnz7vPKy4u1vDhw2W1WhUZGVnh/4gfOHBA8fHxqlu3rurWrasuXbq4H5X5we7du9WhQwdZLBZFRETotddeq7D/tdde0+bNmzV+/Hi1bNlSR44cuWB9k+HDh8tkMiktLU0jH35C6z5bq5KcE8qcPUTHX+mn46/0U8bLvZW7dq77uo4T+/T93Ad0/JV+OvPeMzIFR2jJp1u1NzNf3bt3V1RUlEwmkxo3bqyIiAjZ7XYNGTJEPj4+mjdvno4fP66xY8dqypQpF7yX+fn5SkpK0qIHO+vErAEyefmoJOs7SVLe5/9Q1rtPy3AWK3POMOVvXSKfuo0U0KSNTCYvFXz1kcoKC3R26bOy7V0nSdq3+ytZLBbVq1dPn376qTp27KiFoxKV8Zd+Kj51VEF/6CYvX38V7FgqR3qqCg9tVf6WRRfMJUkySXW8vDQ6sdlP/n1o3ry5SktLdfToUfe21NTUKn8ddmlp6QV3RQEAcCmwWCyy2+01PQYAAJccQo0HVPZNS+fOndPTTz+tkydP6uDBg/r+++8rPOYyZcoUHT16VBkZGfr88881ffp0ffrpp5Kkhg0baunSpcrNzVV2drZ69+6tgQMHus/Nzs5Wt27dNHLkSOXk5CgtLU1t27bVmjVr5HA4NG/ePL3yyisyDEN79+7VqlWrFBYWVmF9k61bt7oDwNy5c/Xuu0tUf+DzuvKxZbrysaW68rGlinpogUw+vgpo3lZGaYlcDpsKD29T2J1PKOpPi+QTEqGy/FPKS1mjaYvWasmSJbrxxhs1YcIE2Ww2tW3bVnXq1NHixYvlcrkUHh4uq9WqZs3+EzuKi4vlcDgkSU8//bTCwsL04vub1fTRJbL8oasKvv6XSs9ny7/pH+VlDlG920YpcvAMlZw+KmfOCRWlp8owDHlbQmXy8ZO3NVySVMdLGv/AIJ06dUrt27fXjTfeKJvNpkK7Te9sPqjAqJaypa6Vy1ksb2u4fOo1kpd/+eNApeey5Mg8IKPMKaO0ROe+XCajqEBPDb9DcVEhMgxDDofD/dXaDofD/ZXkZrNZffv21TPPPCO73a5t27Zp+fLlFRbw/fHxP/79XS6X5s2bp7y8PBmGoa+++kpvvPGGbrnlFk/9VQUA4DfDo08AAFSRYRgX/WnTpo2Bn9axY0fjzTff/Nnjli1bZlx77bXu/27QoIGxZs0a938//fTTxoABAy44z+l0GrNnzzYCAgLc2yZOnGgkJydXOC4rK8uIj483zGazYTKZjJiYGGPt2rXu/ZmZmYa3t7dx9OhRw+l0Gn/4wx+M1NRUQ5IhyTB5+ximOv7/z96dx0VZ7Q8c/8wMMAwM+46goIYoipq4I64p4r4rIu5opmlZmmWaW2mWSyqlpYZbae523TfcskQFQ8UFRURURMRhG5jl+f3BdWoCLep20/s779drXi98znOW5zzDK+73nvM9po9jWLTk0ukNycLBQ7LyCTLd9+TjMeBDqdJrcRIg2TfpIylsHSW1nZ00ZMgQSavVSjdv3pTkcrm0fv16KSQkRLK3t5c8PDykESNGSP369ZOmT58uSZIkValSpUzbZ5NTpICpu6XKk3dJ9o17SnJrtSS3Vkv2jXtKlSfvkiq99rVk6VZFsqnVSrJ0rSzJrFSSws5Fsm/cS1JWqim5REyQAqbuln6+kiopFApp7ty5UvPmzc3m69MtxyTblxpJcms7SW6tlqz9X5ZU1RtJDs0HSF7Dl0mWbn6SzFIpya3tJBu/utKMVTtMdW/evFlmzFWqVDGVP3z4UOrWrZtkY2Mj+fr6SuvXrzfr+7d1S38NJclgMEgdOnSQnJycJFtbW+mll16S5syZIxmNxt/7egmCIAjCc+fAgQNS27Zt/+lhCIIgCMJzCUiQnhKLsfivRoX+R02ZMoV33nmHGjVqMGfOnHKPTj527Jhp+8ujR4+4e/cudevWNZXXrVuX7du3m9VxdHQ0neQzc+ZM0/XTp09Tp05potzr16/TuHFjli1bxpkzZ0hPT6dKlSqMHj2aYcOGYWFhQXR0NNOnT0ev1wMwf/58wsLCCA4OBmDGuoOsTymhWG806//ehnexrd0GxxYDS8d9eCVGXTEuHUrzy+jzsgFQetfAq91Q3nglgFFh1QBYs2YNLVq0IDIy0uzUIoCoqCjTz2lpaQDMnDmTkydP4ubmRqumDSm2sse5w1icWg/7dx4ZePzDd9xe0AdJp8XCwePfyYNdzce8bhLIoHUNN2oHVEWv1/P1119z/vx5XF1dcXZ2ZtCgQUyZMoV2jfYRe/Q6R648QAZkbCtNDmzlVoWqo2KRKG1nTKvqBPs4mvrw8/Mzy0vzW87OzmXe5a89ra5cLjetqhIEQRCEF51YUSMIgiAIf44I1PxF8+bNo1atWlhZWfHtt9/SpUsXEhMTqVatmumeAwcOEBcXx48//ghg+qPlyWk+T37+dQ4bKM3ZUlBQQFxcHFWqVDFdz8jI4Ny5cxw4cIA6deowadIkBgwYwMmTJ8nIyABg//79/Pzzz+Tm5tK+fXt8fHwYOXIkt2/fZvny5Zw9e9bU3o3sfIr15l8F/eMsim8n4xLxuumaddUGZO/4GLv6HbFw8ubxyW8BGZK+GK3eSMrdX8a/Zs0apk6d+rvzt27dOsLDw8nIyGD//v2EhITg5uZGm659WfX5bLxHrUBhUzpPDk37YN+kN7r7Nyi8drrchMcAlgrzXDJhYWEkJydTpUoVLl68SL9+/bCwsGDKlCl8ERXCw/xiNp/LYNFRG6xdbGlVrxKBXnb0ftkHF7Xyd59BEARBEISybG1tRaBGEARBEP4EkaPmL2rcuDF2dnYolUoGDx5M8+bN2b17t6n89OnTREZGsnnzZgICAgBMRyNrNBrTfRqNBjs7uzLt29raMnr0aKKjo8nKygJApVLRo0cPGjZsiLW1NdOnT+fUqVM8fvwYlUoFwKRJk3B0dMTPz49Ro0aZxjRhwgSmTZtmFiTKLzaU6Tc/+TBKn1pYOnqarqn86uEYGsmDbR9y5/PhWDi4I1OqUNi5AJCdX8wX8an0mbGKWxmZ/CR7iS/iU3mYX1zu3J08eZJBgwYxevRorl27hlwup3379iQnJ/Plwo/wruSD8e5lszoymQwrz2rILKzIPVE28a9cBl2CvcxWwFStWhV/f3/kcjl16tRh2rRpbN682VTuolYyKqwaDao40a1eJRb2q8eosGoiSCMIgiAIf4FYUSMIgiAIf44I1PyHyWQy09aW8+fP07VrV1atWmWWENbJyQkvLy+SkpJM1551MpDRaKSwsJA7d+4AEBwcjEwmM+vziRo1amBlZfXU8kOHDvH222/j6emJp2dpEGb37OEUXDxq1mdB8mHUtduUGYtdg85UGvUlvq+vw6ZGczAasHTzA+BkajYLD15l77aNKKs3YXdKLosOXqXZvMOMWpdA0u1cUzsGg4Ho6GgAtmzZQlJSEt7e3syZMwcrKyt27tzJ4weZFCYfRiEZkP1mHJLRgP7RvV89I6gsFfg62dCsmivP8ut3JAiCIAjC30MEagRBEAThzxGBmr8gNzfXdNKSXq9n/fr1HDt2jPDwcJKTkwkPD2fJkiV06dKlTN3oSqMDXQAAIABJREFU6Ghmz57No0ePSElJ4csvv2TIkCFA6Vap8+fPYzAY0Gg0vPnmmzg5OVGzZk0Ahg4dyrZt20hMTESn0zFr1ixCQ0NxcHDAxsaGfv368fHHH5OXl0dGRgYrVqygc+fOAFy9epWkpCQSExNJTEwEYOzcL3Gs1dw0Nm3GZQz5D7EJDDUbs6QvoeRBGpIkoX+cxcM9S7AL6Yri36clGSUoKiqiIOUEtnXalbalN1KsN7L/0n36fXGCVfFXMBqNHD9+nFu3bpnNpUajoWfPnvj5+fHWW29hNBq5sO9btowJxff+SSx0BSgVMoozr5B/7l9Y+9XF2kKO0kJOuwBn1kTXw1VthU6nQ6vVYjSW5tzZs2cP9+/fByAlJYVZs2bRrVs3U9+/vl+v16PVajEYyq4yEgRBEAThjxOBGkEQBEH4c0SOmr9Ap9MxdepUUlJSUCgUBAYGsn37dgICAhg6dCgPHjxg+PDhDB8+HMCUIwVgxowZvPrqq1SpUgWVSsXkyZMJDw8HSoMW48aNIyMjA5VKRaNGjdi7dy/W1tYAtGnThg8//JBOnTpRWFhIaGgoGzZsMI1r6dKlxMTE4O3tjaOjIyNHjmTYsNKEvO7u7mWeo3fzWuy4ewv+nUy4IPkQNgHNyuSAkfQlZO/8BH3uXWRWKtR12uHYIsrsnqJrp5ErbbGuEmxeV4KMXYsY/uGhcudS+veR1/Hx8RQVFVGrVi1WrlyJr68vlYxGbDLP8XD7FxRpi1E5uFIvvD+hvUdS09ue3i/70KtzBxoNjQfg1KlTxMTEcOTIEVq1asWhQ4cYMmQI+fn5eHh4EBUVxbvvvmvqe+TIkcTFxZn+PWfOHFavXm0KnAmCIAiCUHHW1tbodDp0Oh2Wlpb/9HAEQRAE4YUhe9YWkJCQECkhIeG/OJz/bUuXLuXrr7/m559/ZsCAAXz99dcAlJSUEBkZSUJCArdu3TIFGJ44cuQIM2fO5Ny5czg5OZlOSgLIyspi/PjxxMfHU1BQQO3atVmwYAGNGzc21X399de5ffs2CoWCsLAwli5dSqVKlQAICgri1q1bFOuNGIwSkr4EVdUGuPeZXjq2+zd4uHsxuocZWLr44BIxHiuPqgBoftpO3tldGIo0yK1U2AS2wKnNMGRyhaluzoEvKHmQhtxKhbpeOI7NB6CyVBDpcZ+P3n6VoqIi07M0atTIlHBZkiTeeecdvvrqKwBGjBjB3LlzkclkHD9+nI4dO5rNbUFBAZs3b6ZXr14ALFy4kHnz5lFYWEjv3r35/PPPUSpLc86cOnWKCRMmcPnyZfz9/YmNjSU0NNTU74cffsjy5cvJzc0lIiKCFStWYG9vbzZfT2i1Wjp27MiuXbv+zFdCEARBEP6nOTg4cOvWLRwdHX//ZkEQBEH4f0Qmk52VJCmkvDKx9em/yNvbm6lTp5pWt/xaaGgo69atM+WN+TVbW1uGDRvG/Pnzy5Tl5+fTsGFDzp49S05ODoMHD6ZTp06mpca1atVi37595ObmkpmZyUsvvcSrr75qqn/x4kXy8/NJuJZJwOStKOzdTFueJIOOrC2zsA1qje+Eb7Gt05asLbOQDDoAVC81xmvoYiq/+R1ew5dRknWTvISdprazd85H6Vsb3/Hf4BE5l/xzuym89iNavYE9FzLQarXY29ubEiCfOXOGkpISAFasWMH27dtJSkriwoUL7Nq1i+XLlwPQokUL8vPzTZ/vv/8etVptWpG0b98+5s6dy6FDh7h16xY3btxg+vTSwFNOTg5dunTh7bffJjc3l0mTJtGlSxcePXoElJ5WtXbtWk6ePElmZiZFRUWMGzeuzHzl5+eTl5eHr68vffr0+UPvXxAEQRD+v1Gr1RQUFPzTwxAEQRCEF4oI1PwX9ezZk+7du+Pi4mJ23crKigkTJhAaGopCoShTr1GjRgwaNIiqVauWKatatSpvvvkmXl5eKBQKYmJiKCkp4cqVKwB4eHjg7e1tul+hUHD9+vUy7dT1daSX12OkIk1pkmBAm/4zGA3YNeyGzMIS+5CupddvXQDA0skL+b/z04CETCZD9+iuqU394yxsg1ohkyuwdPJC6VMLXfYtJAlSLpxj6IgYHj9+TGFhIbdu3UKSJG7fvg1AXFwcEydOxMfHh0qVKjFx4kTTCqTfiouLo3fv3tja2pr+PXz4cIKCgnBycuL999831T116hSenp706dMHhUJBVFQUbm5ubN26FYBdu3YxfPhwfH19UavVTJ48mY0bN1JYWFim32PHjpGdnW1axSMIgiAIgjmRp0YQBEEQKk4Eav7HJCYmUlJSQvXq1U3X0tPTcXR0RKVS8cknnzBp0qRy695N2E+zdhHY2toik4HuQTqW7v5mp0ZZufmhe/DL1p+Ci0dJX9CHjMWRlGTdxK5euKnMrmFXCpIPIxn06B5mUJyZgrVfPVP59aw8089PAlTJyclA6cqVunXrmsrr1q1ryu/za0+2PA0ePNh0rby69+/f5+HDhwBlTnySJMnU72/LJUmiuLiYa9eulek7Li6OXr16mQJEgiAIgiCYE4EaQRAEQag4kUz4f4hGo2HQoEFMnz4dBwcH0/XKlSuTm5tLTk4OX375JYGBgWXqFhYWsnnzZnbu3Ilz9XrEHr3O5lNaLK3NgxAW1rZIul/yytgGtcI2qBW6nDsUJB9GYetkKlNVa8TD7xeg+XErSEYcmg9A6RUAgKXfy/z0r0+4cOECL730EjNnzkQmk5lWruTn55s9g4ODA/n5+UiSZBY42rp1K66urrRs2dJ0rby6AHl5eTRt2pTMzEy++eYbevfuzYYNG0hNTTX1Gx4ezscff0zfvn1xcnJi3rx5pvl52nwJgiAIglA+EagRBEEQhIoTK2r+RxQVFdGlSxeaNGnClClTyr3H2dmZwYMH061bN/R6vVnZ1q1bcXZ2pmXLlgT7OPJFVAgTwoOpbCejR71KtA10p0e9SvjZy6jq5VqmbUvnSli6Vubh/lgADEV5ZG2ahkPz/lR+exuVxnxN0c1z5J37FwAqv3rU6zaSXr164efnh5+fH3Z2dvj4+AClf9hpNBpT+xqNBrVabRakgdJVLdHR0WbXy6sLYGdnh4uLCzt27GDBggV4eHiwd+9e2rVrZ+p32LBhDBgwgFatWhEUFETr1q0BTOXlzZcgCIIgCOWztbUVgRpBEARBqCARqPkfUFxcTPfu3fHx8TEl3H0avV5PVlaWWSADyg941HypKjd/PkOl2wcZ6JvH1Ha+PL6Tim+1gHLbloxG9P/OUaPPvYdMJkddpy0yuQILe1dsa4ZRlPrLKWJNOkdy7do17t+/T69evdDr9dSuXRsoPV0pKSnJdG9SUhJBQUFm/d2+fZujR48SHR1tdr28uh4eHqbcQC1btuTMmTPk5OSwdu1aUlJSaNSoEQByuZwZM2aQlpZGRkYGQUFBVKpUyXRK1rPmSxAEQRAEc2JFjSAIgiBUnAjU/Bfp9Xq0Wi0GgwGDwYBWqzWtbCkuLkar1QKlx3VrtVpTrhSj0YhWq0Wn0yFJElqt1nQ6kk6no3fv3qhUKuLi4pDLzV/p1q1buXLlCkajkQcPHvDmm29Sv359nJ2dTfdkZGRw5MgRszwvUHq6UmFhIe+88w5dunTBzc2N9PR0Grz8MkoLOXlJ+zAU5JaOOTsdzenvsPYrzQ1j6VwJidIcNpJkxJD/iILLx7B09wPACj2ntq+mW7du1KhRg1q1alFUVGQ6+jo6OpoFCxZw584dMjMz+fTTTxkyZIjZ+NauXUuzZs2oVq2a2fXo6GhWrlzJpUuXyM3NZfbs2WZ1z58/j06nQ6PR8NZbb+Hr60uHDh2A0lOhUlNTkSSJS5cu8eabbzJt2jSzeX3afAmCIAiCYE4EagRBEASh4kSg5r9o9uzZqFQq5s6dy7p161CpVMyePRuAGjVqoFKpuHPnDh06dEClUpmCFseOHUOlUhEREUF6ejoqlYr27dsDpacYff/99+zfvx9HR0fUajVqtZrjx48DcOfOHcLDw7Gzs6NOnTrI5XK2bdtmNq61a9fStGlTs4BHVlYWe/fuRa1WYzAYKCwsRJIkOnbsyOjwlwEozrhM5sqxpH/ai6xNH6CqGoJTy9LghVxpg1uPd9Gc2cHtRf3JXD0OK7cqODTrB4CuuIifNi5l586dXL16FYPBgCRJVKlSBYBRo0bRpUsX6tSpQ+3atenUqROjRo0yG/eaNWvKDZaEh4czadIkWrduTeXKlalSpQozZswwlX/88ce4urri6+vL3bt3zeYjOzubiIjShModO3Zk2LBhxMTE/O58CYIgCIJQlgjUCIIgCELFyX57As6vhYSESAkJCU8tF/4e2fnFbD6bQco9DRqtHntrCwI97enTwAcXtfJv6dNgMJCQkMDu3bvZvXs3165do23btkiSxK5du7C0tGTWrFlMnDgRgJi1CRy4fJ9nfH2eSiaDBu4K8vYsZP/+/WZlERERDBw4kC5dumBnZ/efeDRBEARBEP4h7777Lra2trz33nv/9FAEQRAE4bkik8nOSpIUUl6ZOPXpOZJ0O5dlR68Tf/UBAMV6o6nM2uIeCw9epVUNN8a0rE5dX8e/3N/Dhw/Zt28fe/bsYe/evXh4eBAREcH8+fNp1qwZVlZWJCcns2vXLr744guzXDCvtarO8WvZFOkMFe5XZtSza94ESu5dN7terVo14uPjSU5OJiYmhvbt29O/f386deokjsAWBEEQhBeQWq0mLy/vnx6GIAiCILxQxIqa58S602nM2Z2CVm945ioVmQysLRS8FxFIVBO/CvVhNBo5f/48e/bsYffu3SQnJ9O6dWsiIiLo2LEjlStXLrdeTk6OWU4b8zFfpkhnLKdW+VSWcrr46pkf07VMmUajQaPREBcXx5dffoler8fW1pY7d+4QERFBv3796NixIyqV6o8/tCAIgiAI/5jPPvuM69ev89lnn/3TQxEEQRCE58qzVtSIHDXPgV8CHs8O0gBIEhTpDMzZfZl1p9N+t+3c3Fw2bdrE0KFD8fb2ZuDAgeTk5DBjxgwePHjAjh07GDVq1FODNEC5QRqAqCZ+vBdRE5Wlgt87/EgmA7lRT2RNFR+P7ELjxo3Nyhs3boxCoaBSpUq8++67pKamsmbNGho0aIBcLufmzZvMmjULLy8voqKi2LlzJ8XFxb/7/IIgCIIg/HNEjhpBEARBqDgRqPmHJd3OZc7ulAqtSgEo0hmZszuFCxm5ZtclSSIpKYm5c+cSFhZG5cqViYuLIyQkhFOnTpGSksKCBQt45ZVXUCr/er6bqCZ+bIxpQodaHigt5FhbmH+lrC3kKC3k1HORcWfNW0yLbE3fvn2ZPn06lpaWAFhYWKDRaKhduzZHjhwBSo/Jbt26NevXryctLY3o6GgkScLe3p7c3FzmzJmDl5cXQ4YMYc+ePaZTsARBEARBeH6IQI0gCIIgVNwLGaiJiorCy8sLe3t7AgIC+Oqrr0xlhw4dIjAwEBsbG1q3bm06OQlg06ZNNGvWDBsbG1q1amXWZnZ2Ns2bN8fFxQVHR0eaNm3KyZMny+2/bdu2yGQy09HaAImJibRo0QIHBwd8fHyYNWuWWZ1NmzZRs2ZN7OzsqFWrFtu3bwdg2dHraPUGdLn3yPpuBukL+nB7cSSPjqwCQNLryN69mIzYoaQv6EPmqnEUpZZuR9PqDcQevc7XX3+Nj48PVlZWWFlZ0aFDBzIzM5kyZQp9+/YlPj6eyZMnExwcjFKpNEvS+6y5PH36NK+88grOzs64ubnRp08f7t69a/Zc586dY2xkV9aNbsWj5UMIfnyKHvUqYZ93C/nJL8lbP4HUj7rgl3EA3f1UAL777ju6deuGu7s7SqUSa2trrl27RnZ2NpGRkYwaNYrHjx+b+nBycmLs2LGcP3+ebdu2UblyZa5du0a9evWQy+XMmDEDb29vRowYwYEDB8zeiyAIgiAI/xwRqBEEQRCEinshAzVTpkwhLS0NjUbDzp07mTp1KmfPniU7O5uePXsya9YscnJyCAkJoV+/fqZ6zs7OTJgwgXfeeadMm2q1mlWrVvHgwQMePXrE5MmT6dKlS5n/0b9+/Xp0Ol2Z+pGRkYSFhZGTk0N8fDyxsbHs3LkTKD0iOyoqigULFqDRaJg/fz6RkZFcvnmb+KsPMOp1ZH07FesqwfiMXYvPa19jG9QaAMlowMLOFc/Iufi+sRHHsEE82DEPfW7piUv/OnWBoUOH4u7uzrx581i2bBkajYapU6fSsWNHvvrqK/Lz802fAQMG0KdPn9+dS4BHjx4RExNDWloat27dws7OjqFDh5rqZmdnEx4ezqhRo3j48CGpqdeZ8WokszpV59IXr5Nxejefzf+w3GTAOp2OrKwshg0bRkZGBvn5+YwYMQK9Xs+NGzeoXbs233//vVkdmUxGgwYNiI2NJSMjg6FDh5KamsrNmzfp1asXLi4uvPfee3h7ezN69GiOHDmCwVDxZMeCIAiCIPxn2NraikCNIAiCIFTQCxmoCQoKMm3bkclkyGQyUlNT2bp1K0FBQfTp0wdra2s++OADkpKSSElJAaBdu3b07dsXb2/vMm1aW1tTo0YN5HI5kiShUCh49OgROTk5pnseP37MjBkz+Pjjj8vUT0tLY+DAgSgUCqpVq0ZoaCgXL14EICMjA0dHRzp27IhMJjMFLlbvOQ1A/s+HUKidsW/UA7mVNTILK6zc/QGQW1nj2GIgFo4eyGRybKo3wsLBg+InJyYV5qJ2dObcuXO88cYbxMTEYGtrS2pqapkxFhQUsGXLFgYPHvy7cwnQsWNH+vTpg729PTY2NowdO9ZsldGCBQvo0KEDAwcONK3UqVmzJuvXrzfN45EjR7Czs8PCwgIrKytTXZVKhaenJ0uWLMHBwQGlUsmCBQvYvXs3N27coH79+owbN46oqCiys7PLPIuNjQ2DBg0iPj6e48eP4+TkxJo1a7C0tOStt97Cy8uLiRMn4uPjw7hx4zh+/DhGY8W2lwmCIAiC8NeIFTWCIAiCUHEvZKAGYMyYMdjY2BAYGIiXlxcRERFcvHiRunXrmu6xtbWlWrVqpoDJHxEcHIy1tTVdu3ZlxIgRuLu7m8reffddXn31VTw9PcvUmzBhAmvWrEGn03HlyhV++OEH2rVrB0BISAg1a9Zk586dGAwGtm/fjlKppMC2EsV6I8V3UrBw8OD+puncXhzJvfXvUJKVVu74DAWP0OXcwcqtNPmv3KM6Dl5+ZdoODg4uU3fLli24ubkRFhb2u3NZnmPHjhEUFGT69+nTp3F2dqZZs2a4u7vTpUsX0tPT+fTTT9HpdOj1elatWkVubmkeHS8vL1QqFY0bN8bCwgJbW1sGDx6Mi4sLDRs2JD4+noYNG3Lu3DlsbGywtbVFoVBQp04dNm7cyNNOKAsICGDu3Lmkp6czadIkTpw4waJFiwgJCeGzzz7D3d2dMWPGULlyZd544w1Onz791LYEQRAEQfjPEYEaQRAEQai4FzZQExsbS15eHsePH6dnz54olUry8/NxcHAwu8/BwYG8vLw/3O6FCxfQaDRs2LCB0NBQ0/WEhAROnjzJuHHjyq3XuXNnNm/ejEqlIjAwkOHDh9OwYUMAFAoF0dHRREZGolQqiYyMZPny5RRRmkzXkPeQgsvHsG/QBZ+xcaiqN+TBlllIBvMtVpJBT/bOT1DXaYuliy8AMrkC/yYdy7T9261GAHFxcURHRyP7zRFN5c1lefMyc+ZM5s+fb7qWkZFBXFwcixcvJj09HX9/f7p168a1a9dQqVRYWFhQUlLCtWvXADhz5gz5+fls27aN4uJiUlJSqFGjBvfu3WPixIl069aN7OxsHBwc+Oabb5gwYQK7d+9m2LBhzJgxgx49epCZmfnUd2dpaUm3bt3YuXMnFy9exN/fnylTprBp0yaGDx/Oxo0bcXBwYOjQofj5+fH222+TkJAggjaCIAiC8DcRgRpBEARBqLgXNlADpQGQ0NBQMjIy+Pzzz1Gr1Wg0GrN7NBqNWfLcP8La2poBAwYwd+5ckpKSMBqNjBkzhsWLF2NhYVHm/pycHMLDw5k2bRparZbbt2+zb98+YmNjATh48CCTJk3i6NGjlJSUEB8fz4gRIyi+V7rFSGZhhdKnFqpqIcgUltg36olBm4cu+7apD0kykv39p6CwwPmV0abrRWmJJHy3tEzbiYmJZmNMT0/n6NGjREdH/6G5/LXr16/TsWNHFi9eTIsWLUzXVSoVPXr0oGHDhlhbWzN9+nQSExNZv3498+bNIzg4mHv37hESUno0vKurK3K5HC8vL5o1a4aFhQVbt25FkiT69++Pr6+vaWuVTCZjxIgRHD16lB07dhAcHExAQAD16tVj1apVvxtc8fb2ZsqUKVy9epUlS5aQkJBAp06duHz5MosXL2bHjh1YWVnRv39/qlevzpQpU0hMTBRBG0EQBEH4DxKBGkEQBEGouBc6UPOEXq8nNTWVoKAgkpKSTNcLCgpM1/8MnU7HjRs30Gg0JCQk0K9fPzw9PU0rZXx8fDh+/Dg3btwwrZqxsLDAx8eH/v37s3v3bqD0RKiwsDBCQkKQy+U0bNiQxo0bo01LQmkhx8rdD5A9dRySJPFw92cYCnJx6/EuMsUvwSLpwU1q1GtUpu2DBw+atbF27VqaN29O1apVn/nMT+byiVu3btGuXTvef/99Bg0aZHZvcHCw2eqcJz936tSJdu3aUVBQgKura5kVPFCafFmhUGAwGJgxY4ZZ/V8LCgrip59+wsHBgW3btrF48WKWLVtGhw4dSEtLe+azQOkx361atWLdunXcvHmTsLAwJk+eTPfu3VEqlRw+fJhNmzZhNBrp3r07gYGBTJs2rULb5QRBEARBKJ+trS0FBQXi/wgRBEEQhAp44QI1WVlZfPvtt+Tn52MwGNi3bx/ffPMNbdu2pUePHiQnJ7Nlyxa0Wi0zZ84kODiYwMBAAAwGA1qtFr1ej9FoRKvVmk5wOn36NCdOnKCkpISioiLmzZvH/fv3ady4MQ4ODmRmZpKYmEhiYqIpAHP27FkaN25MQEAAkiSxYcMGjEYj9+7dY+PGjaY8MQ0bNuT48eOmVS7nz5/n+PHj9A9vDoBtUGtKMq9QlJaIZDSQd2YHCpU9lq6l25ty9i1D9/A27r2nIbc035ak9A7g9qVzZdr+bY6aNWvWMGTIkD88l1B6WlWbNm0YO3Yso0eP5reGDh3Ktm3bSExMRKfTMWvWLEJDQ3FwcMDNzY2srCy0Wi1GoxG9Xo9WqzWdwtSrVy+srKy4ceMGK1asYPbs2WRkZNC8efMy/djY2LB8+XJmz57N+PHjiYyMpE2bNoSEhLBkyZI/nCTYycmJ1157jfPnz7N161bu379P/fr1mTp1Kg0bNuTKlSusWbOG/Px8OnToQO3atZk5cyZXrlz5Q+0LgiAIgmDuyWECWq32nx6KIAiCILw4JEl66qdBgwbS8yYrK0sKCwuTHBwcJDs7O6l27drSihUrTOUHDhyQatSoIVlbW0stW7aUbt68aSpbvXq1BJh9Bg8eLEmSJB09elQKDg6W1Gq15OTkJIWFhUnx8fHljuHmzZsSIOl0OtO1Q4cOSSEhIZK9vb3k4eEhjRgxQiooKDCVL1myRKpWrZqkVqslf39/6ZNPPpEkSZJGrjkj+U35XnLr8a5k4eglyaxUktK3tuQ1fJlU5Z3vpUqvriodq8JSkllamz4uXSZKflO+l0atPfPUtp84deqUZGNjI2k0mgrN5QcffCABkq2trdnn12JjYyVvb2/J0dFR6ty5s5Seni5JkiTp9XpJJpOVme/Vq1eb6h47dkxydXWV5HK5ZGVlJe3du/dpr90kNTVVatiwodS5c2fphx9+kEJDQ6XmzZtLKSkpv1u3PAUFBdLatWulli1bSu7u7tLEiROlS5cuSQaDQTpx4oQ0btw4ydPTU6pbt6704YcfStevX/9T/QiCIAjC/1eurq5SVlbWPz0MQRAEQXiuAAnSU2IxMukZS1FDQkKkhISEvzlU9P9b0u1c+n95miKdocJ1VZYKNsY0IdjH8W8Y2V/n5ubGxYsXzU7O+q2CggJq165NjRo18PHx4auvvvrddktKSnjvvffYuHEja9asITk5mQ8++ICJEyfy1ltvYWlp+afGe+3aNVatWkVcXBz+/v4MHz6cvn37olKpOHHiBBs3bmTLli34+vrSr18/+vbtS5UqVZ7ZZnZ+MZvPZpByT4NGq8fe2oJAT3v6NPDBRV02abMgCIIg/K/x9/fn8OHD+Pv7/9NDEQRBEITnhkwmOytJUkh5ZS/c1qf/NXV9HXkvIhCVZcVehcpSznsRgc9tkAZKAzUPHjx45j22trbExsZy5coVDh06xI4dO363XSsrK+bPn8/y5csZMGAAOTk5/Pjjjxw5coTGjRuXSaT8R7300kt89NFHpKen884777Bjxw4qV67M6NGjsba2ZtmyZdy5c4e5c+dy9epVGjRoQNOmTVm0aBEZGRlmbSXdziVmbQLN5x1m4cGrbE/M5HBKFtsTM1l08CrN5h1m1LoEkm7n/qmxCoIgCMKLQiQUFgRBEISKEStqnhPrTqcxZ3cKWr2BZ+Xbk8nA2kLBexGBRDXx+6+N789o2bIlM2bMoFWrVr97b79+/VAqlRw4cIDExEQ8PDz+UB+ZmZlERUUhSRLr1q3jwIEDTJo0iZiYGN5///1yjxqviLt37xIXF8fKlStRKpWMGDGCqKgoXF1d0el0HDp0iI0bN7Jjxw6CgoLo168fsoCWLD1x5z/6LsXKHEEQBOFF1aRJExYuXEjTpk3/6aEIgiAIwnPjWStqRKDmOXIhI5fYo9c5cuUBMkCr/yVJrrWFHAloXcONMa2qP9craZ7o1asX/fv3p0+fPr977927dwkODqZ79+7cu3ePnTt3lnsKVHkMBgMffvghy5YngDzkAAAgAElEQVQtY9WqVdSvX5/XXnuNlJQUVq5c+R/5w1CSJI4dO8ZXX33Frl276NChA8OHD6ddu3bI5XKKi4s5cOAAi75P4Jo6GJnlHw+elK6OqllusCbpdi7Ljl4n/mrpyqTicr4TrWq4MaZlder6Pv/fCUEQBOH/n3bt2jF58mReeeWVf3oogiAIgvDcEFufXhDBPo58ERXCqclteOOVAHrUq0TbQHd61KvEG68EcGpyG76ICnkhgjRQuvUpOzv7D93r5eXFrFmzuHjxIhkZGX8oVw1AWloaXbp0YcGCBeh0Ovr168f8+fP55ptvmDFjBj179qRDhw7IZLIybZ47d46wsDDUajUeHh4sXrwYKD0Na8CAAXh7e+Pg4EDz5s356aefaNmyJWvXrmX58uWcPXuWiIgILC0tefnll0lNTcW3bih33JuYgjSGojxuL47k3rpJ5Y4998Q33JrbmZxr55izO4ULGbncuXOHbt264ezsjLO7Fx1Gv8+By/cp1hsp1huRjAYeHVtLxtJorn7ci5srxrLnXCr9vzzNutNp3Lhxg86dO2NnZ4erqyuTJv3S99KlSwkJCUGpVJY5AWz9+vWo1WrTx8bGBplMxtmzZ//QexAEQRCEpxFbnwRBEAShYkSg5jnkolYyKqwaC/vVY+XghizsV49RYdVeuC0ufyRHza/FxMQgSRLdunXj3Xff5fr1679bZ8yYMbi7u3P37l0uXryIr68vBw4coEWLFjRo0IATJ05w+vRpLC0tuXz5sqlednY24eHhjBo1iocPH3L9+nXat28PQH5+Pg0bNuTs2bPk5OQwePBgOnXqZPoj02AwsHTpUjQaDYcPH+bhw4e8/PLLjFy0Ga3+l6TQuUdXY+niW+64dY/uUnjlBAq1MwBavYHYo9eJiorC39+fBTt/xKH7VB4c/pqitAu/tHliA8UZl/Ec9Am+b2zCtcubyBRWFOkMzN51gaZhrWnTpg337t0jIyODqKgoU11vb2+mTp3KsGHDyoxn4MCB5Ofnmz6xsbFUrVqVl19++XffgSAIgiA8iwjUCIIgCELFiECN8LepaKBGLpezYsUKYmNjGT9+PIMGDUKv1z+zzs2bN+nbty/W1tZ4enrSqVMnmjZtSlRUFE2aNGH06NF89NFHBAYGsnr1akaOHMnjx49ZsGABHTp0YODAgSiVSuzs7KhZsyYAVatW5c0338TLywuFQkFMTAwlJSVcuXIFgMjISMLDw7GxsaFly5YsXLgQv6rVeKTyNuWk0WZcpuTBLdTB7codd87+z3FqNQTkFgBIEhz6OZ2jR4/SbchY5u1PRXLxw6ZGc/IvHADAoM0n78wOXDqOw8LBHZlMhpWbHzILKwAenDtAntyOdn2HYWtri7W1NcHBwaY+e/bsSffu3XFxcfnddxEXF0d0dPQf3n4mCIIgCE8jAjWCIAiCUDEiUCP8bVxdXSsUqAGoU6cOw4YN4+LFi6jVaubOnfvM+ydMmMC3335LixYtUCqVfPrpp6xZs4Zly5bxySefcPz4cc6fP4+joyMBAQF89dVXBAYG8v333+Ps7EyDBg1QKpVYWlri5ubG2LFjzYJDMTExVKlShby8PH788ccy/S9cuJBBgwZx7eoVsr5fhKTXlW5POvAF+sdZPNy7lOI7l0n/tDf3v30fgIKUE0gGHZqEnRjyHpD17VQADP/ud9XJG9zeOo+MJYPI//kgBSnHyUvahy4rDeQK8hP3cmtuZ27N7cKtj7uT/mlvck9+Q/GdFOT27nTuFIGrqyuhoaE4OTkRGhpqGu+lS5dYuXIlGzZswMnJiXbt2nHp0iVTeceOHbGxseHo0aPMmzcPKysr6tSpU+a54+PjkclkTJ061XQtOTmZDh064OrqWm6AJyoqCi8vL+zt7U3v4tcOHTpEYGAgNjY2tG7dmlu3bj3z3QuCIAgvBhGoEQRBEISKEYEa4W9TkRw1vzZt2jR+/PFHBg8ezJIlS3hWQuuwsDAuXrzIiRMnKCkpITo6mqKiIi5dusRnn33Gv/71L4qKivjpp5+4d+8eAJ988gkpKSl8/vnnKBQK+vbty8iRI/H39yc+Pp7Y2FhT+wEBAcjlcry9vbGxsTHre9++fcycORMLCwv6zPia4py75J5YT17CLqy8A5ApLLEL6YayUk0qT9yMR/9ZGIsLyY2Pw6FZP2wCWyBX2ZvaM1rZYuniw87VS7AL6Y5bz/eQW6lQqJ3JPbYWbcZFpOIC9I/vA+A5ZBFypQ1uPd/DsfkADHkPKbh8DGOtcH6+ehOdTodWq8Vo/CUBsbe3N7169SIyMpLs7Gy6du1K//79TeV79uxhypQptGzZksLCQpo1a1YmGbROp2P8+PE0btzY7LqlpSV9+/Zl5cqV5b6rKVOmkJaWhkajYefOnUydOtWUAyc7O5uePXsya9YscnJyCAkJoV+/fk9974IgCMKLQwRqBEEQBKFiRKBG+NtUdOvTEzY2Nixbtozp06czf/58oqKiKCwsLHOf0WgkPDycnj170qJFCxYuXMijR4+YPHkysbGxBAcH07ZtW1avXg2UJgkGaNSoETVq1CAgIIBz587h7e3NzJkzOXPmDK1bt+bixYsAFBUVsWvXLtq1a4e/v3+Z/j/99FOKi4vZunUrNj41cGjen7yk/WjO7sIxLLrcZ8s9sQHboDao/OphV7c9sn9vfXri5Zh5GB7fJ2vTNHIOrsA2qDUKWydkyDAWlf6Ra9egCwBW7n7Y1gyjKLU0kCWzsELpUwt19YYs/HYvMpkMmUxGUVGRqX1HR0ccHUuTUUuShEKhKJMLaM2aNQwePJi0tDSOHz9OdLT5s3z66ae0b9+ewMBAs+s1atRg+PDhBAUFlfvsQUFBpuPSn4wtNTUVgK1btxIUFESfPn2wtrbmgw8+ICkpiZSUlHLbEgRBEF4carWagoKCf3oYgiAIgvDCEIEa4W/zZwM1ULoFp2HDhly+fJkGDRowefLkMvfk5OSQnp7O2LFjkcvlzJkzhyNHjrB06VI2btzItm3b8PT0xNnZGZ1Oh0KhAGD8+PHUqlWLRo0a8dZbb7F8+XIGDBgAwIEDBwgPD6e4uJju3bvj4+PD8uXLy/R9/vx5Dh8+zNixY2nbti321hZYufsjFWkw5OeQ+dWrGPKyyftpK8UZl7j1cXeK715HeyuJvLO7uL0kittLojAU5ADw+PRmACwcPXHtPR3f8Ruw8qxO3rl/UZJ5BYXaGXWdNv/uvXRb0Z3YoeT/fJCim+cwFD7Gyt0PkFFUouPr+dNYunTpU+d3w4YNWFtbM27cON59913T9ZMnT5KZmUnv3r1Zs2YNLVq0wM/Pz1R+69YtVq1axbRp0/7oqzQzZswYbGxsCAwMxMvLi4iICAAuXrxI3bp1TffZ2tpSrVo1U9BMEARBeHGJFTWCIAiCUDEWv3+LIPw5rq6uZGdnI0nSn0pKu2jRIurUqcP27dsZMGAAnTt3pkOHDmbt+/v78/nnnzNnzhwqV67M2LFjycrKIjExkYMHD2JpaUmvXr2oVasW/fr1Y+LEiTg7O3Po0CEKCgr4+uuv2bdvHwcPHgTAycmJiIgIevfujUqlIi4uDrncPJ6ZnJxMeHg4Li4utGlTGjwJ9LRHZWsHgOfAeVjYu6G9exV9TgaFl49j7V+frM0f4Bk1H7mltamtzNWvYyx4hN3LnbC2kKN/eBujzgaZhSXKSjUpTDmOS8QESrJuYunii9IniPwL+/GImo9cqeL+hikoVHZk7/oE53aj0Py0nZz9X1DJrybHjx9HrVajUqkA0Ov16PV6DAYD/fr1Y9GiRWzYsIGqVauaxhMXF0evXr2ws7NjzZo1ZjloAF5//XVmzZqFWq2u8PsEiI2NZcmSJfzwww8cPXrUtMImPz8fNzc3s3sdHBzIy8v7U/0IgiAIzw8RqBEEQRCEihEraoS/jVKpxNraGo1G86fqe3p6Mnv2bN5++21WrVrF8OHDefjwodk9W7duZe/evXTu3Jn69eujVCrZvn07oaGhnDlzhg8//JCZM2eiUqmwty/NB/PBBx+wbNkyjEYjvXv3JiUlhYiICL777jsuXbpE5cqV+f7779m/fz+Ojo6o1Wp++OEHrl69CpRu/Xnw4AHZ2dl0794dtVrNotFdMBaXbs+ycPJEoXbC9qXGKFQOyCyscGo5GLlSjS47HYXayfSRyUp/BeVWKiRAkZnEnS9GcHtRf/IT9+DedyY2LzUuXZ1zfjeu3d7GkJ9D1sb3ebB5Fo5h0bh1n4L25nkUamec2sWQf2E/N07vY8eOHYwfP94UaJo9ezYqlYq5c+eybt06UyAtOjqarKwstFotmzZtYvDgwZw4cYJ79+7Ru3dv01zv2rWLvLy8v5w7RqFQEBoaSkZGBp9//jlQ+kf8b78nGo0GOzu7v9SXIAiC8M+ztbUVgRpBEARBqACxokb4Wz3Z/uTg4PCn6o8cOZK4uDhSU1Pp27cvo0ePZtOmTaYVOvXq1ePo0aNl6slkMiRJ4tChQ5w4ccLshKKmTZuyePFijh07RoMGDWjevDmrV6/G3b30yOvXXnsNFxcX3n//fcaOHWsKLAQEBACwevVqVq9eTWRkJP7+/syZMweATlM+56atI4pfJQhWB7f75YjuchYVeQz8iMzlMchk0LqGG/XavUa23ysU643mNxqN6B/dxcLOFY9+M82KDAWPSn+QJBQ29shkclQ2NqSkpHD+/HmKiorw9PTkzp07fPDBB2Z19Xo9H3/8MXfu3MHd3Z3c3FzTvPfs2dNs5cyhQ4dISEjA09MTgMePH6NQKPj555/ZsWPHU97g0+n1elOOmqCgIOLi4kxlBQUFpKamPjXfjSAIgvDiECtqBEEQBKFixIoa4W/1V/LUAMjlcpYvX87UqVN5/fXXuXTpEuvXrze7Jzc3l3379qHVatHr9axfv55jx44RHh7O1atXSUpKIjExkcTERKB0ZUiPHj14+eWX8ff3x2AwUL9+fXbu3Mm6deto06YNp06dYsuWLTRv3pzExEQkSSpzilJ0dDQrV67k0qVL5Obm8uDYNzjWfQUA/eMstBmXkAw6JH0Jj3/cgrFQg9KnJlCayFfSlyAZSo/ktsLAiKa+9G7gg74gl4JL8RhLipCMBopunKXgcjzWfvUAKM68gu5hBpJkxFCkIefACpSV6yC3tkVVNQT/cav54acEEhMTmTlzJvXr1ycxMRGFQsGBAwc4f/48BoMBjUbDm2++iZOTEzVr1jTNZ1FREZs2bWLIkCFm8zxr1iyuXr1qmsuuXbsycuRIU7JmSZLQarWUlJQAoNVqKS4uBkoTOX/77bfk5+djMBjYt28f33zzDW3btgWgR48eJCcns2XLFrRaLTNnziQ4OLhMwmJBEAThxSMCNYIgCIJQMWJFjfC3cnV1/UuBGoA6deowYsQIpkyZwvr162nfvj0tWrSgSpUqQOlx0VOnTiUlJQWFQkFgYCDbt283rYApb0xP8rZs3bqVCRMmoNFo6N69O4GBgRw4cIBKlSpx9OhRAgMDqV+/PgCnTp0iJiaGNxauw+hVC43WhYD2A2kSGoakL6F3r168OvQdPj54g8clReTsi0WfexeZwgorD3/c+84wrbYxPM7izhfDTWO6+lE3em+oQlpaGs2qufLd5j083BcLkhELB3ec2o7E5qXS47D1ufd4FL8GY2EucisbrP3q4dZ1EgByS0teqVuDWtVK58bBwQFLS0vTKpjc3FzGjRtHRkYGKpWKRo0asXfvXqytf8mbs337dhwdHWndurXZvNnZ2ZltRVKpVNja2uLs7AyUJhr+9elYKpWKKlVKn0kmk/H5558zevRojEYjVapUYdGiRXTt2hUoDeht2bKFsWPHEhUVRePGjfn222//+JdEEARBeG6JQI0gCIIgVIxMkqSnFoaEhEgJCQn/xeEI/2uGDh1KixYtGDZs2F9qp7CwkNq1axMbG0tSUhJ79uzh8OHDZRL9/hX37t0jOjqaoqIiNmzYgK+vL1AagIh+430yHeuAVy3kcrnZ1iRrCzkS0KqGG2NaVufnO7nM2Z2CVm/gGb9eyGRgbaHgvYhAopr4ma4n3c6l/5enKdIZKvwMKksFG2OaEOzjWOG6giAIgvB3uHnzJq1btyYtLe2fHoogCIIgPDdkMtlZSZJCyisTW5+Ev9Vf3fr0hI2NDbGxsYwZM4YxY8ZgMBiY8+lnfBGfyoSN5xkWd4YJG8/zRXwqD/OL/1Qfnp6e7N27l06dOhESEmLKu3L8rsT92gPQe9REZ6RM/hit3kix3sj+S/fp/+VpADbGNKFDLQ+UFnKsLcx/zawt5Cgt5HSo5cHGmCZmQRqAur6OvBcRiMqyYr+eKks570UEiiCNIAiC8FwRK2oEQRAEoWLEihrhbzV//nzu37/PJ5988h9pb8CAAdj51abQrwXHrz9EqbSi5FcLT367uqWu758LWpw6dYqxY8fy6oJvWHD4BkU64+9X+rfSgElNopr48TC/mM3nMki5m4dGq8Pe2pJALzt6v+yDi1r5zHbWnU77SytzBEEQBOF5UFRUhJOTE1qt9p8eiiAIgiA8N8SKGuG/JioqCi8vL+zt7QkICODSpUumFTWFhYWMGTMGV1dXHBwcCAsLM9WTJInJkyfj4uKCi4sLkydPprwgopVvHb6cO5W9OzYjsygN0tzfNJ30T3uT/mlvrs7rydUPu7L6zd70//I0y3YnMGDAALy9vXFwcKB58+b8+OOPpvaOHDlCnTp1cHR0xMXFhR49enDnzh2aNWvG6h2H+WBJHDdXvUn6J724t/4ds7Hocu6QtXkWtxdHcntRf+5vfB/dwwyKdEbm7E7hQkYuj7PusOvj8Xw1ogU7JnbE8uwGRoVVw0WtJC0tjYiICJycnPD09GTs2LHo9aXJha9evcp3H43n/rIo7n4WyYNN05A/zjTr/8nKnJIdH5AyqyP9Q3zKzFd8fLzZiVcAxcXFvPHGG3h7e+Pk5MSYMWPQ6XSm8suXL9OmTRscHByoXr0627Ztq8hXQBAEQRDMWFtbo9PpTP+NEwRBEATh2USgRviPmjJlCmlpaWg0Gnbu3Mn27du5fv06ADExMeTk5HD58mVycnJYuHChqd6KFSvYvn07SUlJXLhwgV27drF8+XKztpfvT+LbVZ9j6VqZX4dwPPrOoPLEzaaPslIgNjVCKdIZWLDnAnL3apw9e5acnBwGDx5Mp06dTEuwa9Wqxb59+8jNzSUzM5OXXnqJV199FYBlR69jsLLFLqQb9k16l3lWozYf1UuN8Y5Zjs+4dSi9AsjaMhsArd7AkoOXeeWVV2jTpg337t0jIyODqKgoU/0xY8bg7u7O3bt3SUxMJD4+ntjYWKA06W/Xrl25fu0qeY+yebV3ewr/NZce9SrRNtCdHvUq8cYrAbzhd59qLqpy34VOp2P8+PE0btzY7PrcuXNJSEggOTmZq1evcu7cOWbPLh23Xq+nW7dudO7cmZycHFasWEFUVBRXr1793XcvCIIgCOWRyWSo1WoKCgr+6aEIgiAIwgtBBGqE/6igoCCUytItPTKZDIVCwf3790lJSWHnzp2sWLECNzc3FAoFDRo0MNWL+z/27jw8yvJ8+/h3MpN1JnsCIWRDKKDIogRUEAVFRVRANpEtKBYVFURUXEBQsMVSRJHiUrUiiBugFQQF+bGVFhQElF3A7EASQpbJOpN53j9SRsYEpH3bTOqcn+OY42ie+1mumYwFT+/7uhctYvLkySQkJNC8eXMmT57MO++84x7fk1XEE08+ha3zbfj9c+ek+jiLTlKVvR/bpdcBUGNryrfhV5NfE4zZbGbcuHFUV1dz6NAhAJo2bUp8fLz7erPZzJEjRyiwV7HpcD5BKZ2wXtwDc2hUnWcFxrchtOONmINDMZkthHYZgLMwm5qKEgwDPvv4fZo0jeORRx7BarUSFBREhw4d3Nf/+OOPDB06lKCgIOLi4ujTpw/79u0DoGvXrowdO5aoqCj8/f15aspjnMw8xtTeibyV1oV5d3RiWMcYXnzhd/zhD3+o97OYO3cuN954Y50trleuXMmECROIiooiNjaWCRMm8PbbbwNw8OBBcnNzmTRpEmazmeuuu47u3buzePHic37mIiIiv0R9akRERC6cgppfqaqqKsaOHUtycjKhoaF06tSJNWvW1Dnvueeew2Qy8dVXX7mPtWvXDpvN5n5ZLBZuu+02oHZJTv/+/YmNjSUqKoqbbrrJHXqceW7Hjh0xmUy0bdsWl8tFdXU1X3/9NcnJyTz88MMEBARgNpuJjIx0L/fZt28fkZGR7ns/8sgj7Nixw33v6W/9ldIjOyhc9zpV2fspXPsamXMHU5nxnfvZldkHOLGkdpvqvOUzqcyqDT0qnTVMeekdrr76akJDQyktLeXll1+mtLQUgMzMTMxmM0FBQcyePZtjx47RNNxKzocz3PcuXPMKVdn73EusTq2e7x4zDIPTG/5Czqt3AyZKti3HMAwqcw5i2GLp3LkzFosFs9lMp06d2L9/PwAPP/wwH3zwAeXl5eTk5PDqq6/yxhtvuKeGZ2Zmun8HzZs3x2QyERMTw9y5cwF46qmnuP/++91bb58tIyODt99+m2eeeabe78fZy8oMwyA7O5vi4uJznrt37956x0RERC6E1WpVUCMiInKBFNT8SjmdThITE9m0aRPFxcXMmjWLoUOHemyNefToUT7++GOaNWvmce2+ffuw2+3Y7XZKS0tJTExkyJAhwE9Lcg4dOsTJkyfp2rUr/fv3d187e/ZswsLCyMvL47PPPiMkJITjx4+TnZ3N3r172bJlC8OGDWPNmjVUVVWxdu1aFi5ciN1uxzAM973/8Y9/UFNTQ//+/TlZXM4Xb8zCemkvApu3JTDhEqJuvI+kycsISq6doVJTUUr+sucwXDVE9XmQsCsGkb/sOWoq7RgG7D6ay2/vf4ikpCSmTZtGfn4+jz32GABJSUnU1NRw6tQpZs+ezYYNG7BFNyWodXePzyWgaSv38qrovhPcx+27v6D80FZMlkAib7iXiiNfY9+9huriAr5ev4oDBw6wbt06nn/+eTIzM7nttttwOp1cc8017Nu3j7CwMBISErBarR7PS0pKwm63c/DgQaKiopg3bx5+fn4MGjSIHTt2sHXrVh566KF6f/8TJkxg5syZ2Gy2OmN9+vTh5ZdfJj8/nxMnTjB/fm3oVF5eTps2bWjSpAlz5szB4XCwdu1aNm3aRHl5+Xm/byIiIuejGTUiIiIXTkHNr5TVamXGjBmkpKTg5+fHrbfeSosWLdi5c6f7nAceeIAXXniBgICAc95n8+bNFBQUMGjQIKDukpxJkyZx6NAhTp06Bfy0rCY2NpbbbruNNm3a4HQ6sVgs+Pv7Y7FYGDZsGDfeeCPXX389CQkJ7Nu3D5vNRkpKivveFRUVWK1WDh06xL2PTSewSQv8I5qds86qnAOYAoMxHJVYL+6B7dJe+IWEU37o7wCEtunG83Pm0q1bN5577jl++9vfsnXrVo97REVFkZaWRt++fSkvKSKkTff6HlWHfc9aDEcVYam3Edb5VkK73o79+/WYLAEERTahV69e9OrViylTpuB0OsnJyWHDhg306dOHgQMHkpubS0qLFoTGJQFwz7s/bTV+6MdsbrzxRsaPH09RURHXXHMNSUlJjB8/npdffhmLxVKnnpUrV1JaWsodd9xRb71PP/00l112GZ06daJbt24MGDAAf39/mjZtir+/P59++imff/45cXFxzJ07l6FDh5KQULdRsYiIyIVSUCMiInLhFNT4iJMnT3L48GHatWsHwMcff0xgYCB9+/Y973WLFi1i0KBBdWZ7nLF582bi4uKIjo52Hzt7WU1NTe3e2WfGH3roIfdyn8rKSg4cOECfPn1o164de/bscV+3Z88e4uPjiYuL4/tdO7Af/DuFX9Uue6rK2kvhFws4vugRDNdPe3O7KssIaX0VfgFnmusaOPIzMJwOsj56Dj9bjLtB8ebNm92fxdmcTidFRUVc1LkHfgFBHmPVeT+S9cpI8lY8j7PoZO37q7RTffIIgSmdCO9WG4wENGmBoyCTgCYpOKqr+eabb8jOzvb4fL7++msyMzO5dsBIeg1/gLJWvSlNuBKADYfy+XR3LnNX7qTjVdcS0LILt4waz7vvvktaWholJSXs2LGDO+64g7i4OLp06QJAQkICW7ZsYf369ezYsYO4uDji4uL48MMPeemll9wzn4KDg1mwYAE5OTkcO3aM6OhoOnfujJ9f7f8ddOjQgU2bNnHq1Cm+/PJLjh07RteuXev9/YuIiFwIBTUiIiIXru5/jpdfHYfDwYgRI0hLS6Nt27aUlpby1FNPsW7duvNeV15ezrJly/jss8/qHc/OzuaBBx7gxRdfBCAvL4/ExERefPFFrrnmGjZs2MCWLVsAiIuLIykpiYMHD7J3717CwsKoqalhwIABDBgwgJMnT/Liiy/St29fTCYTs2fPJi8vj1dffZVVp5tSfSAXZ3EemKDwqzcISriE8iNfU7J9OeFXDcW/yUUYVWWYw2IxapyU7d+E8/QJjOoK8j/5HSZLIFfdPQ0/Pz/WrVvHokWL2L59OytWrKBdu3b85je/4dSpU0yYMAE/Pz9uGTKKz0/5UVntAFcNoV0GUJV7iCa3P0XR1vfJW/YsTUe8QN5Hz4BhENFtqPtz8QsMwaiuILLDdZR98wmF5TW0a9eOG264AYvFgt1ux8/Pj9j4RG4b8xBlmXtpOmwW+Z/Ncd/DVVVO5gdTCWx+McXth9L/mbc4efwEgwcPxmq1kpv701bdWVlZdO3alZ07dxIbG0unTp144omfthKfOHEi8fHxTJs2DYCcnBxMJhPNmjVj+/btzJw5k7feest9/nfffUfr1q1xuVwsXLiQ48ePM2bMmAv8tomIiNSloEZEROTCKaj5lXO5XGJHD7MAACAASURBVIwaNYqAgAAWLFgAwIwZMxg1ahQpKSnnvXbFihVERUVx7bXX1hnLz893L8m58847gdpdnvLz89m1axfx8fFYLBb69+/Pp59+ip+fH5988gmpqakYhkGrVq146qmnWL58OVOmTOGFF17g2LFjtG/fHpfLhcVi4dFHH+XOO+9k+4e7MNsqMNsia59j9scSnUBEXCtKtq8g/KqhVGfvwy8knMofvyV712qCWlxOUEonDMNFxdFvMFkCeW/89XzwgEFlZSXz5s2jdevWfPnll0yePJm8vDxCQ0NJSUmhWbNmPDl2EJ//YQNlezdwavVL7vedvWAUIe2uw1l8ktJvV1N9/AcAct+eiOmfM1Ji+j+OKSCYgJhE3vzLu0yZPJG8vDyWL19O06ZNadWqFRmVgYT0fZTMd58AwyD3z/cT0Ky1+znlh/9B9fEfcBRkYv9+PYbTARi8+dUeHh7Q3aOBcGVlJVC7g5XFYiEgIIDQ0FD3eHBwMFarlaio2p2rjh49yujRo93B2uzZs7nxxhvd5y9evJg333wTh8NBjx49WLdunXsnLxERkX+HghoREZELZzp7mcrPpaamGjt27GjAcuQ/yTAM7r77btLT01m9ejXBwbVLgjp16kR2dra7v0l+fj7h4eFMmTKFKVOmuK+/4YYbuOqqq3juuec87nv69Gmuu+46brrpJmbPnn3eGt544w2eeuopXnrpJfr06UNsbCxFRUWEh4cD8OmnnzJ16lT3rkL13fu1TUeZ99Vhqpwuj3uXHdhMybblNLvr5brv3VVDzmv3EN3nQYIv6kyQxY9ByQ7+/NQ9vPXWW+5drH7u7Pc8bvEO1h04yc//ETFcNWTNu4O4UXMIaNKCE4sfxdq+N6Gd+gC1PWtK93zJXS8s4bWRqe7rnE4nv//973lm+gxS7l1ITVAEWS/diZ+19rPA5cJVUYKfNYLYAU8QlHhp7WFHFdkLRhF7+9NE/eZyPhx3JR0SIs77uYuIiDQmEyZMoGXLlkycONHbpYiIiDQKJpNpp2EYqfWNqUfNr9j999/PgQMHWLlypTukAVi/fj179+5l9+7d7N69m/j4eF5//XUeeOAB9znZ2dls2LCBtLQ0j3uWlJRw00030b1793pDmpycHHJzczEMg23btjFz5kyuvvpqCgoKiImJoUWLFrz66qvuXjCLFi2iQ4cO57334M61jWwrju6gMvsAGXNuJ2/ZsxRv/QBLdAInljxO5rw7yHxpGAWfv4SzpIDT//cWltAYgpI6UPD5SxyefTu/HzeA6LZd+aQwzt2sNyvvNOPHjycmJobQ0FC++uor93ve//YTZPxxMBl/HFj7eqE/OW/ez+n/ewtzaDQ1lWUcXzSJqhNHKVz3OmWH/o6z9BQl33yKNfES3hjdFZvN5p7R8uqrr/L999/Touv1ZLz1MFkL0sASgKuqAldZMUFJtZ9DTL/HKfzqz2TNu4OseXdwYtEk/PyDCEruQKWzhqcXfkCvXr0IDw+vMysqLy+PO++8k/j4eMLDw+nevTvbt2/3OGfp0qUkJydjtVoZMGAAhYWF7rEFCxaQmppKYGBgneVO6enpmEwmj63bZ86c6R4fM2YMAQEBHuNnehS99957HsdDQkIwmUweza1FROTXy2azUVZW5u0yRERE/icoqPmVysjI4PXXX2f37t3ExcW5/wX5vffeIzo62t1oNi4uDrPZTGRkpMdWzosXL+aqq66iZcuWHvf95JNP+Oabb/jLX/7i8S/emZmZQO2ymm7dumG1WklLS2P27NmkpqaSn58P1C6n+uKLL4iNjaVVq1b4+/szb9688967vPAk17aOpTJjDyeXPgkuJ5UZ3xPSuhvBLS4nvNsdJDy4iKCkDpTt/T9yXruHGvtpYgc+TdHf3sN5OpeQ1ldiGHBwy+e8c8/VzB/VjYmDr6Pd9YP48tsjfPzVNp544gk6derkfs9/2/AV724+QOKwGVjCYgEXNcV5OIvziL51MgUrnifsikEkPvIxQckdKfjkd+S+OZ7Q33ThvlFDiI+Px263uxv1Tp8+nWBbGOZr7ydp8jKSH11O8qPLSZywBJN/ICFtugEQEJtMk9ufIuHhD0iYuBTD5cJw1WAymTAM2HOikqHDRzFnzhx+zm6306VLF3bu3ElhYSFpaWnccsst7unm+/bt495772Xx4sWcPHmSkJAQxo8f774+Pj6eqVOncvfdd5/zu1VUVOTevv1M35szHn/8cfeY3W7HbDYDMGLECI/jCxcu5KKLLuLyyy//5S+ziIj8z9PSJxERkQunpU/yX/faa6/x7bff8sYbb/zb99iTVUTfibMpOrAV/+hEnEXHibnt0TrnlR/6O0V/e4/4sX8CIHvBaKJveZjgFrWBQNHmxThO5xLbfwqOU1kcX/QIiQ8uIsQaytN92zLyypQ691yyLZ3pSzdxbMHdNL/3z1gimlJ+5GuKNr5D/D0L3eflvD6OmO5DmfP0RBIq0xk5cqTHbk9Q/zIu+/frKf7bUuLvexOTyeRxvuGqwb5rDac3/IWkR5cDEGTxY9INrWlZ/SP33HMP6enp5/3swsLC2LBhA507d+app54iPT2dpUuXArXB2sUXX8ypU6c8+tpMnTqV7Oxs3nnnHfex9PR0WrRogcPhqHdb8DFjxpCQkMCsWbPOWw9Ar1696NmzJ9OnT//Fc0VE5H/f/PnzOXLkCPPnz/d2KSIiIo2Clj6JV8XGxrpn1Py7WoT74drxIc1uGnfe8yqz9uIfkwTUbp1dYy8koEkL97j/P7fOBqjKPYwlvAmnN7/H4T/ewT39ejLx96/WuefIK1O4KeAQzdp0whrTjCDLP/+x+WfIGWTxI9DiR0iAmd5Nq9xhT15eHk2bNqVFixZMmjSJsrIyDp4oqdNrx/79eqyXXlcnpMmcdweZc26ncN3rhF015Kf36HRx8HjpBXxqsHv3bqqrq2nVqhVQO6OmY8eO7vGWLVsSEBDA4cOHL+h+AMnJySQkJHDXXXdRUFDgMbZw4UKioqLo3Lkzy5cvr/f6jIwMNm/ezOjRoy/4mSIi8r/NarVqRo2IiMgFUlAjAIwcOZJmzZoRFhZG69atefPNNwHYv38/qampREZGEhkZSe/evdm/f7/7uptvvtljmVJAQADt27d3j/fq1YuxY8eycuVKOnbsyF//+leP5+bn5zN8+HDCw8OJjIxkxIgR7rGPPvqIbt26ERISwiWXXMLDD9zHjGE9sJhrv7blP2wn983xZM4dzInFj1K6+0vKvl9PRI+RlO3fxPG/1DYszHnzAQpWvYirqhy/QCuuqgpKdq6kaNMiHPkZVGZ8R8KDi4i44T5emf4IL/zpLW644QaioqKIjY1lyJAhrFn+Pr+b8hB/n3IdD16bTEzetzhOZZMzbwj+615gtG0vpXnZhJhrKCws5IUXXsBsNhMYGMjEiRPZuXMnjzzyCFs+/jOZcwe7Xxlzbqcq8zuCW3UFoKailPxPXyDrpTsx+ZkJbtONiOvuJqBp7XIsZ9FJTix9kldGX8ldd93l3vEJoKqqikmTJhEfH09kZCT33HMPI0eOZPr06e7mzXa73f2/zwgPD6e09JeDn5iYGL755hsyMjLYuXMnpaWlHr+vCRMm8MMPP5CXl8fMmTMZM2YMW7durXOfd999lx49etCiRYs6YyIi8uukpU8iIiIXTkGNAPDkk0+Snp5OSUkJn332GVOnTmXnzp3Ex8ezbNkyCgsLKSgooF+/fgwbNsx93Zo1azx6j3Tr1o0hQ36a/fHyyy+zZcsWWrVqxRtvvMHIkSM5fvy4e3zgwIHExcWRmZlJXl4ejz7603KmqKgoHn74YdLS0jh9+jSTJk1i5JUpDOmcQEyAi1Mr/0hc34dInPQh/k1aUPjln4gf+CSB0c0JTLiEpnfUNrptlvYihquGos2L/xnWBGOxRRPU4nIwmfBvkoLJ7E9QUnuCktuzaPnnjBs3jvT0dDIyMigvLycrK4vBgwcTbQuk/NtV+BdlsmLFcjq0u5jDu/7Bawvm07t3bxISEnjggQcICwsjPz+fpUuXMn36dO677z6WL19OjyG/JWnyMvcrsHlbTIFWApv9BqhdmuWqtNP8/rdofu+fMSpKcZbkc2rVi9SUFZH/2R8IaHoR97+5kbvvvpu8vDz3bKXZs2ezY8cO9u7dy549e/joo48ICAjgySefdH+mNpuNkpISj999SUmJx7Knc7HZbKSmpmKxWGjatCkLFixg7dq17pDn8ssvJzo6GovFQt++fRkxYgQrVqyoc5933323TpNqERH5dVNQIyIicuEU1AgA7dq1IzAwEACTyYTJZOLo0aNERESQkpLyz0a2BmazmSNHjtR7j/T0dLZs2eKxpKVDhw7ExcWRn5+PyWTC4XCQlZUFwNq1a8nKymLOnDmEh4fj7+/PZZdd5r62d+/eDB06lNOnT1NZWUlSUhJxcXEsfmMBuXv/gTXQn6fH3s7VkeU4j2zDz8+PWzo1x+JnwhIWi39UPGZbFI78dEwmPxync3Hk/Yh/TBIhbbphbdcTMP3sXZgo8I/lupv7ERYWRkhICAEBAe7djgB+/PFHbrrpJm6//XZ27tzJihUrCA4O5uDBg3To0IHly5czc+ZMbDYbV199Nf369eOLL77A5XLRNi6MwH8unTIMg6rs/e4mwgDO4pOEtL4Sv8AQ/IKshLS+CkdBJoaziqqcA1SfPEpcz1FcmhxLjx49CAgIcC8xWrlyJRMmTMBqtfLb3/6W9u3bk5eXV+f3vGfPHvfPx44do6qqitatW1/4l+XMJ/XPpVoul+uc4z/vgbV161Zyc3MZPHjwv/w8ERH536WgRkRE5MIpqBG38ePHExISQtu2bWnWrBl9+/Z1j0VERBAUFMRDDz3EU089Ve/1Z5a0/HzL6DFjxlBYWMgVV1xBz549SU2t7Ze0bds22rRpQ1paGtHR0XTp0oVNmzbVuW+PHj244oor3NuJ33fffbRr144uXVLpHlXBV/Mm8vbrf8LfYqYw66g7QKjM2kdNRQn5y2dRdmgrIW26Yd/zJbb2vQEISrwUU2AIjvwMDFcNldn7qcz8HutFnVn2bW0T4IqKCr744gt3jxeAsWPHsnXrVtauXUtxcTHvvPMOVquVxMREkpKSsFgs5OTkkJGRgWEYJCcns3r1avr37+/eahyg9NvV4Koh4ppR7mOhl99C6XdfUZH5Pc7yEuwHtoDTgV+QDcPpwBIRBwFB3HpJDA6HA39/f/bs2UN1dTUADoeDwYMHExwczL333ktOTg7FxcXu+48YMYKVK1eyZcsWysrKeOaZZxg4cKB7Ro3T6aSyspKamhpqamqorKzE6XQCsH37dg4dOoTL5eLUqVNMmDCBnj17updSLVu2DLvdjsvlYu3atSxZsoR+/fp5/C4XLVrEoEGDLmgGj4iI/HooqBEREblwCmrEbeHChZSWlrJlyxYGDhzonmEDtVsyFxcXs2DBAo9ZL2d79913GTNmTJ3jn3/+OdHR0SxdupQbb7wRP7/ar112djZr166lV69enDhxgsmTJ9O/f/86DWoDAwMJCAhwbydus9lITExk27ZtPPbYY+Tn5zNmzBiqqqpY/toL/PjafQAEJbYjadLHhLTtAYaLoo3vEHbFQIIv6gyAyWwhpO3V1JQWkDVvKIVrXiHmlkkYEc3dzXrnz59PdXU1r7/+urue3/zmNyQmJnLTTTcRERHBihUrSElJ4ZNPPsFutxMWFsauXbvc25QvXLiQoKAg5s+fT4wtkGtbx2IyQenOzzCHx2GxRbnvHdC0JTiryVv6JDnzh1OdexBTQBBNhj6L4XLiF2ilrZFNQmwEffv2xW6389prr3HjjTfSp08ffve737Fq1Sq+/PJL7rrrLqB2y+0tW7YAtTNqXnvtNUaMGEGTJk0oLS1l4cKfdq6aNWsWwcHBzJ49myVLlhAcHOzexenYsWP06dOH0NBQLr30UgIDA3n//ffd17788ss0b96ciIgIHnvsMf785z/Ts2dP93hlZSUfffSRlj2JiPggBTUiIiIXTttzS73uu+8+LrnkEiZMmOBx3OVyERsby4EDB2jSpIn7+N/+9jf69OnDiRMn3EuEznbJJZfw8ccfM3nyZMaPH0+/fv2YOHEin332GT/++KP7vPbt2zNr1iz69+/vPvbmm2+yZMkSNm7c6HHPZcuWMWPGDI4fP87IkSNZv349Ud2GkBldd4ezqpyDFK59lWZ3vexx/PTmxdSUFBBz6ySP49e3bcKT3SO59tprmT17NqNG/TTrZeTIkZSVlfHWW29htVr5wx/+wKpVq9i+fTu7du2ie/fulJeXu8+fO3cuGzduZOXKlUDtVuNDF27khxeH02TQNIKSO7jPPbHkcfxjU4jsdTdgcPr/3sJVaSd2wBOUH/o7xVsW882u7+iQEAHAQw89BMArr7xCRUUFjz32GJ988gmBgYH89re/Zfr06VRWVrrDMREREW/IycmhS5cu5ObmersUERGRRkHbc8u/zOl0cvTo0TrHXS4X5eXl5OTkeBxftGgRAwcOrDekgdodg/Lz8z3u26FDhzpbUv/85/MZPHgwe/fu5dSpUzz77LOkp6eT0rZ9vecarhocRcfrHatXaT69e/dm2rRpHiEN1G55PWbMGKKioggMDOShhx7i66+/pqCggNatW+N0Ovnhhx/c5+/Zs4d27dq5f+6YGMF1QemYg0MJTPKst/rkMUI79cEvIAi/gGBCL+tLxdHasDS0WQpGyUlahJvrvXdwcDALFiwgJyeHY8eOER0dTefOnRXSiIiI19lsNsrKyrxdhoiIyP8E/RuckJeXxwcffIDdbqempoYvv/yS999/n+uvv55169axa9cuampqKCkp4ZFHHiEyMpKLL77YfX1FRQUfffRRnWVPBw8eZM2aNVRUVBAdHc3y5cvZvHkz1157LQC33347p0+fZtGiRdTU1LBs2TKys7Pp3r07gEePFJfLRWVlJQ6Hw33/nTt3UlNTQ35+PuPGjaNfv35069yRQIsf9n0bcBbXNtJ1FudRtHkxQckd3dcarhoMZzW4asBwYTirMVw1AJjLC/ns9/fx4IMPct9999X5vLp06cK7775LcXExDoeDhQsXEh8fT0xMDFarlYEDB/LMM89QVlbG1q1b+etf/1on7Dm6dTW3DryDkAALZ2dTAc1+g33PWlyOKlyOKkp3f0FAkxSC/c08O+oGLr/sMp599lkqKyv55JNP+O677xg0aBBQ+18rc3NzMQyDbdu2MXPmTJ599tl/9esgIiLyH2e1WrHb7XWazIuIiEg9DMM456tz586G/Prl5eUZ11xzjREeHm6EhoYal156qfHGG28YhmEYH330kdGmTRvDarUaMTExRt++fY09e/Z4XL906VIjKSnJcLlcHsf3799vdO3a1bDZbEZAQICRlJRkrFixwuOczZs3G5deeqlhtVqNzp07G5s3b3aP/eUvfzEAj1daWpp7vHv37obNZjMiIyONcePGGXa73cgvrTRaT11thF011DCHRhsm/0DDHBpt2DreZCRMXGokP7HKSH5ilRHe/c469w7vfqeR/MQqI/qaEQZgWK1Wj9cZBQUFxvDhw43Y2FgjPDzc6N69u7F9+3b3+KlTp4z+/fsbISEhRmJiovHee+95vOfs7GzDbDYbP/zwg7En67Rx7+JvjNZTVxttpq424u970whu2cXwCwo1/IJsRshFnY1hc5Ybe7JOG4ZhGD/++KNx7bXXGkFBQUbr1q2NdevWue+7adMmIzk52QgODjZat25tLFmy5F/5GoiIiPxXBQUFGeXl5d4uQ0REpFEAdhjnyGLUo0YaxLRp0/D39+eZZ575rz9r3OIdrDtwkn/nP9qZTHDTJU15bWS9SwX/a07Zq1j2bTYHj5dSUukgLMifts1CGXx5AtG2wF++gYiISCMXExPDgQMHiI2N9XYpIiIiXne+HjWWhi5GfFNMTAxHjhxpkGc90LMVW34ooMJR8y9fG2QxM75nq18+8T8s2hbIvde0bPDnioiINJQzOz8pqBERETk/9aiRBhEbG0t+fn6DPKtjYgRP921LsP+/9vUO9vfj6b5t3TsqiYiIyH+OtugWERG5MJpRIw0iNjaWgoKCBnveyCtTAHh+9UEqnTXnXQZlMtXOpHm6b1v3dSIiIvKfpaBGRETkwiiokQbRkDNqzhh5ZQodEiJYuPEIGw7lYwIqnS73eJDFDwPo1SaW8T1baSaNiIjIf5GCGhERkQujoEYaRExMTIMHNQAdEiJ4bWSqmvWKiIh4mYIaERGRC6OgRhrEmaVPhmFgMpka/Plq1isiIuJdCmpEREQujJoJS4MIDAwkKCiIkpISb5ciIiIiXmCz2SgrK/N2GSIiIo2eghppMN7oUyMiIiKNg2bUiIiIXBgFNdJgvNWnRkRERLxPQY2IiMiFUVAjDUYzakRERHyX1WpVUCMiInIBFNRIgznTUFhERER8j2bUiIiIXBgFNdJgNKNGRETEdymoERERuTAKaqTBqEeNiIiI71JQIyIicmEU1EiD0YwaERER36WgRkRE5MIoqJEGox41IiIivktBjYiIyIVRUCMNRjNqREREfJeCGhERkQujoEYajIIaERER32Wz2SgrK/N2GSIiIo2eghppMGomLCIi4rs0o0ZEROTCKKiRBhMaGorD4aCiosLbpYiIiEgDU1AjIiJyYRTUSIMxmUxqKCwiIuKjgoKCqK6uxul0ersUERGRRk1BjTQo9akRERHxTSaTCavVqj41IiIiv0BBjTQo9akRERHxXVr+JCIi8ssU1EiD0tInERER36WgRkRE5JcpqJEGpaVPIiIivktBjYiIyC9TUCMNSkGNiIiI71JQIyIi8ssU1EiDUo8aERER36WgRkRE5JcpqJEGpR41IiIivstms2nXJxERkV+goEYalJY+iYiI+C7NqBEREfllFm8XIL5FQY2IiIjvKbBXsWxnNvb2g1hTFsR3H+6ibVwYQzonEG0L9HZ5IiIijYqCGmlQ6lEjIiLiO/ZkFfGnjUfYdLj2z/4qJ0Al3+TmEmQ5wbyvDtOzTSzjr21Fx8QIr9YqIiLSWCiokQYVFRVFcXExTqcTi0VfPxERkV+rJdvSeX71QSqdNRhG3fFKpwuAtftPsvlwAU/3bcvIK1MatkgREZFGSD1qpEGZzWYiIyMpLCz0dikiIiLyX1Ib0hygwlF/SHM2w4AKRw3Prz7Akm3pDVKfiIhIY6agRhqc+tSIiIj8pKqqirFjx5KcnExoaCidOnVizZo1AGzbto0bbriBqKgoYmNjGTJkCMePH3dfaxgGU6ZMITo6mujoaKZMmYLxz2Rky5Yt2Gw2j5fJZGL58uXu6+fNm0dcXBxhYWHcfffdVFVVucd2795Njx49CA8PJyEhgZkzZ7rH0tPTMZlMHvc+M74nq4gZH/yNjPefJeulYWT/KY3SXavd1zoKc8hbNpOsl4eT9dIwTn44DcepbCocLp5ffZDvsovOWVdeXh533nkn8fHxhIeH0717d7Zv3+7xeebn5zN8+HDCw8OJjIxkxIgR7rExY8YQEBDgUXdNTY17/KOPPuLiiy8mNDSUSy65hE8//dTj9zRp0iTi4+OJjIxk/PjxOBwO9/iCBQtITU0lMDCQMWPG/AvfABEREU8KaqTBqU+NiIjIT5xOJ4mJiWzatIni4mJmzZrF0KFDSU9P5/Tp04wbN4709HQyMjIIDQ3lrrvucl/7xhtv8Omnn7Jnzx6+++47Vq5cyeuvvw5Ajx49sNvt7teqVauw2Wz06dMHgC+//JLZs2ezfv16MjIyOHbsGNOnT3ffe/jw4VxzzTUUFhayadMmFi5cyGeffeZRe1FRkfv+06ZNA+BPG4+Q88kfsEQ0JeGhJTQZPJ2iTe9SmfEdAK5KO8G/uYL4ca+T8NASApu1Jm/5LAAqnTU8OX/xOeuy2+106dKFnTt3UlhYSFpaGrfccovHTlIDBw4kLi6OzMxM8vLyePTRRz1qfvzxxz0+F7PZDEBOTg4jR47kxRdfpKSkhDlz5jB8+HDy8vIAmD17Njt27GDv3r0cPnyYb7/9llmzZrnvGx8fz9SpU7n77rv/3a+CiIgIoKBGvEAzakRERH5itVqZMWMGKSkp+Pn5ceutt9KiRQt27tzJzTffzJAhQwgLCyMkJIQHH3yQrVu3uq9dtGgRkydPJiEhgebNmzN58mTeeeedep+zaNEiBg8ejNVqdf88duxY2rVrR2RkJNOmTfO4Nj09nREjRmA2m2nZsiVXX301+/btO+97KbBXsWFvJpWZ3xPe7Q5MZgsBTS8ipE137N+tAyAwvg2hHW/EHByKyWwhtMsAnIXZ1FSUYBiwZfVyho9Kq7euiy66iEceeYRmzZphNpsZN24c1dXVHDp0CIC1a9eSlZXFnDlzCA8Px9/fn8suu+yCfg/Z2dlERERw8803YzKZuOWWW7BarRw9ehSAlStXMmHCBPfspgkTJvD222+7rx84cCADBgwgOjr6gp4nIiJyLgpqpMHFxsZSUFDg7TJEREQapZMnT3L48GHatWtXZ2zz5s0ex/ft20fHjh3dP3fs2LHeMKWsrIxly5aRlpZ23mtPnjzJqVOnAHj44Yd59913cTgcHDp0iH/84x/07t3b477JyckkJCRw1113UVBQwLKd2bib0ng0pzGozs+o9/1WZe3FbI3EHBwGQHV+JnZbwjnrOtvu3buprq6mVatWQO1SsTZt2pCWlkZ0dDRdunRh06ZNHtcsXLiQqKgoOnfu7LEMLDU1lYsvvpjPPvuMmpoaPv30UwIDA+nQocNP7+Ks92QYBtnZ2RQXF9f7vkRERP5dCmqkwWlGjYiISP0cDgcjRowgLS2Ntm3beox99913PPfcc8yZM8d9zG63Ex4e7v45PDwcu93uESgArFixh0fmvwAAIABJREFUgpiYGK699trzXgtQWloKwK233sqyZcsIDg6mbdu2jB07li5dugC1y5i/+eYbMjIy2LlzJ6WlpYwYMYKDJ0pwmIMITLiE4q0fYDirqTpxhPJDf8dwVvFzzpICCte+SuT197iP1VRXUFBlPmddZ5SUlDBq1CimT5/uPic7O5u1a9fSq1cvTpw4weTJk+nfv7/7PxBNmDCBH374gby8PGbOnMmYMWPcM5TMZjOjR49m+PDhBAYGMnz4cF5//XX3DKQ+ffrw8ssvk5+fz4kTJ5g/fz4A5eXldd6XiIjI/w8FNdLg1KNGRESkLpfLxahRowgICGDBggUeY0eOHOHmm2/m5ZdfpkePHu7jNpuNkpIS988lJSXupsFnW7RoEaNHj/Y4Xt+1AKGhoRQWFtKnTx+eeeYZKisrycrK4ssvv2ThwoXua1NTU7FYLDRt2pQFCxawdu1aTp2unV0Sc9ujOItPkv2nMRR+uRBru15YQj2XBNWUF5P34TRCL78F6yU/BUgm/yCKSn6apXJ2XWdUVFRw2223ceWVV/Lkk0+6jwcHB5OSksLYsWPx9/dn2LBhJCYmusOYyy+/nOjoaCwWC3379mXEiBGsWLECgK+++orHH3+cjRs3Ul1dzaZNm7jnnnvYvXs3AE8//TSXXXYZnTp1olu3bgwYMAB/f3+aNm1a369TRETk36agRhqcZtSIiIh4MgyDsWPHcvLkSZYvX46/v797LCMjg969ezNt2jRGjRrlcV27du3Ys2eP++c9e/bUWTKVlZXFxo0bGT169C9e27RpU6Kjozl27Jh7honFYiEhIYFhw4axevVq6nMmALIF1v7V0hLehCZDppM4cSnN0l6kpqKEgGat3efXVNo5+cE0gn9zBeHd7vC4l39sMmW5x+qtC2p3XxowYAAJCQnuxslndOjQoU5I9fOffz52ZvbR7t27ueaaa0hNTcXPz48uXbpwxRVX8NVXXwG1IdCCBQvIycnh2LFjREdH07lzZ/z89NdpERH5z9KfLNLg1KNGRETE0/3338+BAwdYuXIlwcHB7uM5OTlcd911PPjgg9x33311rhs9ejQvvvgiOTk55ObmMnfu3DpbQy9evJhu3brRsmXLOte+9dZb7N+/n6KiImbNmuW+tnXr1hiGwdKlS3G5XJw4cYIPP/zQ3a9l+/btHDp0CJfLxalTp5gwYQI9e/ak40XNCbT44SjIwlVVjlHjwL53A5U/7iKs6+0AuKrKyftwGkEJFxPZ07NWgKiO13No81/rrcvhcDB48GCCg4NZtGhRnZDk9ttv5/Tp0yxatIiamhqWLVtGdnY23bt3B2DZsmXY7XZcLhdr165lyZIl9OvXD4AuXbqwZcsW9wyaXbt2sWXLFvd7PvMZG4bBtm3bmDlzJs8++6z72U6nk8rKSmpqaqipqaGyshKn03nO37mIiMg5GYZxzlfnzp0Nkf+0Xbt2GR06dPB2GSIiIo1Cenq6ARiBgYGG1Wp1v5YsWWLMmDHDADyOW61W97Uul8t47LHHjMjISCMyMtJ47LHHDJfL5XH/Nm3aGG+++Wa9z547d67RpEkTIzQ01BgzZoxRWVnpHlu/fr2RmppqhIWFGU2bNjXuueceo6yszDAMw1i6dKmRkpJihISEGHFxccaoUaOM48ePG/mllUbrqauNyOt/a/gFhxkm/0AjMOESIy5tnpH8xCoj+YlVRvQtkwzAMPkHGib/IPer+f1vG8lPrDJaT11tPPe7F+qta+PGjQZgBAcHe3wemzdvdte9efNm49JLLzWsVqvRuXNnj7Grr77aCAsLM0JDQ40OHToY77//vsfn8corrxgtW7Y0bDab0aJFC+OPf/yje2zTpk1GcnKyERwcbLRu3dpYsmSJx7XTp083AI/X9OnTL+QrICIiPgjYYZwjizEZP2s2d7bU1FRjx44d//20SHxKdnY2Xbt2JTc319uliIiIyH/YuMU7WHfgJOf5K+Y5mUxw0yVNeW1k6n++MBERkUbEZDLtNAyj3j/wtPRJGtyZpU/nCwlFRETkf9MDPVsRZDH/8on1CLKYGd+z1X+4IhERkf8tCmqkwQUGBhIUFOSx04SIiIj8OnRMjODpvm0J9v/X/poZ7O/H033b0iEh4r9UmYiIyP8GBTXiFdr5SURE5Ndr5JUpPN33YoL9zZxn0yWgdrlTsL+Zp/tezMgrUxqkPhERkcbM4u0CxDfFxMSQn59Pq1aa3iwiIvJrNPLKFDokRLBw4xE2HMrHBFQ6Xe7xIIsfBtCrTSzje7bSTBoREZF/UlAjXqEZNSIiIr9+HRIieG1kKqfsVSz7NpuDx0tZ838bOXU8m7tHDeKBmy8n2hbo7TJFREQaFQU14hVnGgqLiIjIr1+0LZB7r2kJwPrnR1Pw/fd8dOwLpg76zsuViYiIND7qUSNeoRk1IiIivik7OxuAo0ePMn/+fC9XIyIi0vgoqBGvONOjRkRERHxHVlaWe9fHyspKpkyZwrFjx7xclYiISOOioEa8QjNqREREfM+qVauoqakBIDAwkJYtW7pn2IiIiEgt9agRr1CPGhEREd+TlpbG3r17+fHHH2nWrBlvvfWWt0sSERFpdDSjRrxCM2pERER8T0hICMnJyVitVjIyMrxdjoiISKOkoEa8Qj1qREREfJPVasVisSioEREROQcFNeIVmlEjIiLim2w2GyaTiaysLFwul7fLERERaXQU1IhXhIaG4nA4qKio8HYpIiIi0oBsNhuVlZWEhYVx4sQJb5cjIiLS6CioEa8wmUxqKCwiIuKDbDYbZWVlJCcna/mTiIhIPRTUiNeoT42IiIjvsdls2O12BTUiIiLnoKBGvEZ9akRERHyP1WrFbreTkpKioEZERKQeCmrEa7T0SURExPdoRo2IiMj5KagRr9GMGhEREd9zdlCTnp7u7XJEREQaHQU14jXqUSMiIuJ7NKNGRETk/BTUiNdoRo2IiIjvCQkJobKyksTERDIyMjAMw9sliYiINCoKasRr1KNGRETE9/j5+REUFERAQAAWi4XCwkJvlyQiItKoKKgRr9GMGhEREd+k5U8iIiLnpqBGvEY9akRERHyTGgqLiIicm4Ia8RrNqBEREfFNmlEjIiJybgpqxGuioqIoLi7G6XR6uxQRERFpQDabjbKyMgU1IiIi9VBQI15jNpuJjIxUE0EREREfY7VasdvtpKSkKKgRERH5GQU14lXqUyMiIuJ7tPRJRETk3BTUiFepT42IiIjvUVAjIiJybgpqxKsU1IiIiPieM0FNbGwsFRUVlJaWerskERGRRkNBjXhVbGwsBQUF3i5DREREGtCZZsImk4mkpCTNqhERETmLghrxKvWoERER8T1nmgkDWv4kIiLyMwpqxKu09ElERMT3nFn6BGjnJxERkZ9RUCNepaBGRETE95wd1GhGjYiIiCcFNeJV6lEjIiLie34e1KSnp3u3IBERkUZEQY14lXrUiIiI+J4zzYRBM2pERER+TkGNeJWWPomIiPgeNRMWERE5NwU14lVnlj4ZhuHtUkRERKSBnL30KT4+nsLCQiorK71clYiISOOgoEa8KjAwkKCgIEpKSrxdioiIiDSQs4Mas9lM8+bNycrK8nJVIiIijYOCGvE69akRERHxLWcHNaCGwiIiImdTUCNepz41IiIivuXsZsKgPjUiIiJnU1AjXqegRkRExLec3UwYFNSIiIicTUGNeN2ZhsIiIiLiG4KCgnA4HDgcDgBSUlIU1IiIiPyTghrxOvWoERER8S0mk8lj+ZNm1IiIiPxEQY14nZY+iYiI+J6zGworqBEREfmJghrxOgU1IiIivufsGTWJiYnk5ubidDq9XJWIiIj3KagRr1OPGhEREd9z9oyagIAAYmNjycnJ8XJVIiIi3qegRrxOPWpERER8j3Z+EhERqZ+CGvE6LX0SERHxPWfPqAHt/CQiInKGghrxOgU1IiIivufnQY1m1IiIiNRSUCNeFxoaisPhoKKiwtuliIiISAM5u5kw1AY16enp3itIRESkkVBQI15nMpmIiYlRQ2EREREfohk1IiIi9VNQI42Clj+JiIj4FjUTFhERqZ+CGmkUFNSIiIj4lvpm1GRlZeFyubxYlYiIiPcpqJFGQUGNiIiIb/l5UGO1WrHZbOTl5XmxKhEREe9TUCONgnrUiIiI+JafNxMGNRQWEREBBTXSSGhGjYiIiG/5+YwaUJ8aERERUFAjjYSCGhEREd/y82bCoKBGREQEFNRII6GgRkRExLfUN6MmJSVFQY2IiPg8BTXSKKhHjYiIiG/R0icREZH6KaiRRkEzakRERHyLghoREZH6KaiRRkFBjYiIiG85365PhmF4qSoRERHvU1AjjUJUVBTFxcU4nU5vlyIiIiINoL5mwhEREZhMJk6fPu2lqkRERLxPQY00CmazmYiICAoLC71dioiIiDSAM0HN2bNnTCaTlj+JiIjPU1AjjYaWP4mIiPiOgIAAzGYzVVVVHse185OIiPg6BTXSaCioERER8S1qKCwiIlKXghppNBTUiIiI+JbzNRQWERHxVQpqpNGIiYmhoKDA22WIiIhIA6mvobBm1IiIiK9TUCONhmbUiIiI+BYtfRIREalLQY00GgpqREREfEt9QY2aCYuIiK9TUCONhoIaERER31JfUNOkSRPKysrqHBcREfEVCmqk0VCPGhEREd9SXzNhk8lEUlKSZtWIiIjPUlAjjYZm1IiIiPiW+poJg/rUiIiIb1NQI42GghoRERHfUt/SJ1BQIyIivk1BjTQaZ5Y+GYbh7VJERESkAZwrqFFDYRER8WUKaqTRCAoKIjAwkJKSEm+XIiIiIg1AM2pERETqUlAjjYqWP4mIiPiO+poJg4IaERHxbQpqpFFRUCMiIuI7ztdMOD09veELEhERaQQU1EijEhMTo6BGRETER5xr6VN8fDwFBQVUVVV5oSoRERHvUlAjjUpsbCwFBQXeLkNEREQawLmCGovFQnx8PFlZWV6oSkRExLsU1EijoqVPIiIivuNcQQ1o5ycREfFdCmqkUVFQIyIi4jvO1UwY1FBYRER8l4IaaVTUo0ZERMR3nG9GjRoKi4iIr1JQI42KZtSIiIj4jnPt+gSaUSMiIr5LQY00KmomLCIi4jt+aUaNghoREfFFCmqkUdGMGhEREd8REhJCeXk5LperzpiaCYuIiK9SUCONinrUiIiI+A6z2UxwcDAVFRV1xhITE8nNzcXpdHqhMhEREe9RUCONSlhYGA6Ho96/sImIiMivz7mWPwUGBhIdHU1ubq4XqhIREfEeBTXSqJhMJmJiYtSnRkRExEeoobCIiIgnBTXS6KhPjYiIiO9QQ2ERERFPCmqk0VGfGhEREd9xvqBGDYVFRMQXKaiRRkczakRERHyHzWajrKys3jHNqBEREV+koEYandjYWPWoERER8RFa+iQiIuJJQY00OppRIyIi4jt+qZlwenp6wxYkIiLiZQpqpNFRjxoRERHf8UszajIzMzEMo4GrEhER8R4FNdLoaEaNiIiI7zhfUGOz2QgJCSEvL6+BqxIREfEeBTXS6KhHjYiIiO84X1AD2vlJRER8j4IaaXQ0o0ZERMR3nG/XJ1BDYRER8T0KaqTRUY8aERER33G+ZsKghsIiIuJ7LN4uQORsBfYqlu8rJuT6+7n7nW8IC7bQNi6MIZ0TiLYFers8ERER+Q/7paVPycnJHDlypAErEhER8S4FNdIo7Mkq4k8bj7DpcO1MGnPLq/i/Q7WNA4MsJ5j31WF6toll/LWt6JgY4c1SRURE5D/oQoKa9evXN2BFIiIi3qWgRrxuybZ0nl99kEpnDfXtvlnpdAGwdv9JNh8u4Om+bRl5ZUrDFikiIiL/FWomLCIi4klBjXhVbUhzgAqH6xfPNQyocNTw/OoDAAprREREfgXUTFhERMSTmgmL1+zJKuL51QcvKKQ5W4XDxfOrD/JddtF/qTIRERFpKL/UTDgyMhKXy0VRkf7cFxER36Cg5n9IVVUVY8eOJTk5mdDQUDp16sSaNWsA2L9/P6mpqURGRhIZGUnv3r3Zv3+/+9qbb74Zm83mfgUEBNC+fXv3+LRp02jfvj0Wi4UZM2bUefYrr7xCixYtCAsLIzU1lb/97W/usRkzZuDv7+9x/2PHjgGwZcsWj+M2mw2TycTy5cv508YjVDprKPn6U7JeGUnmi0Mo+PwlDKejzvMrM78nY/atnN68uPZnZw0LN/7UWPD666/HZDLhdDoByMzMrPe5c+fOBeD48eP069eP+Ph4TCZTnd0kPvroI7p160ZISAg9e/b0GDt8+DD9+/cnNjaWqKgobrrpJg4dOuQef+eddzCbzR7P3rhxY533tGnTJkwmE1OnTq0zJiIi4it+aemTyWTSzk8iIuJTFNT8D3E6nSQmJrJp0yaKi4uZNWsWQ4cOJT09nfj4eJYtW0ZhYSEFBQX069ePYcOGua9ds2YNdrvd/erWrRtDhgxxj7dq1Yo//OEP3HLLLXWeu337dp544gmWLVtGcXExY8eO5fbbb6empsZ9zh133OFx/4suugiAHj16eBxftWoVNpuN1Kt7selwPuVHd1K8bRlNhz1P8/F/wVl0gqK/vefxfKPGSeFXbxAQ3+anYwZsOJTPKXsV7733Hg6HZ7iTlJTk8dzvv/8ePz8/Bg0aBICfnx99+vRh+fLl9X7WUVFRPPzwwzzxxBN1xoqKiujXrx+HDh3i5MmTdO3alf79+3ucc9VVV3k8/+dhj8PhYOLEiVxxxRX1Pl9ERMRX/FJQA1r+JCIivkVBzf8Qq9XKjBkzSElJwc/Pj1tvvZUWLVqwc+dOIiIiSElJwWQyYRgGZrP5nFtZpqens2XLFkaPHu0+lpaWxs0330xoaGi957dr147/x96dx0VVvQ8c/8wMO8MiewoKbpBr5lbgVhmSa+47aJaa5laZP5fMXMrUMs3UvvaVUFBLUdO01Nx301xCxV0UUASRnQFmmN8ffLk5gYqlAvm8Xy9er7jnnnOfO0PIPPec5zRs2BCVSkVwcDBJSUncunXroe8hLCyMbt268XP0HQAyonagrf8qFq5V0FhpcQjoRcYfv5r0STuyDmufBpg7eZocVwHL95zl448/ZtasWfe97rJly2jRogXe3t4AuLu7M2zYMBo3blzs+a1bt6ZHjx5UrFixSFuTJk0YNGgQTk5OmJubM2bMGM6dO8ft27dL+CrA559/TmBgIH5+fiXuI4QQQvwblSRRIwWFhRBCPE0kUVOOJSQkcP78eWrXrq0cc3R0xMrKihEjRjBhwoRi+y1btozmzZsrSYsHee211zAYDBw+fBiDwcDSpUt57rnn8PDwUM7ZuHEjTk5O1K5dm0WLFhU7TmZmJmvWrCEkJITom2nk6PPJS4zBws1HOcfCzYf8zBQM2WkA6FNvkXFqGw4BvYuMp9PnEzrvU95++22TWP7KaDSybNkyQkJCSnS/D2vPnj14eHjg7OysHDt+/DguLi7UrFmTadOmKUuyAGJiYli6dCmTJ09+LPEIIYQQ5YmVlRV5eXkm/1b+lcyoEUII8TSRXZ/Kqby8PPr27UtISIjJrIyUlBQyMzMJCwujSpUqxfZdtmzZQ9VFsbOzo2vXrjRr1gyj0YijoyM///wzKpUKgB49ejB48GDc3d05fPgwXbt2xdHRkd69TZMra9euxcXFhZYtW7Js2VEAjHk61Ja2yjmF/23MyQZre5K3fYNji36oLayLxJVz4wKxZ48zYlMEsbGx94x/3759JCQk0K1btxLfc0nFxsYyfPhwvvjiC+VYixYtiIqKokqVKpw+fZqePXtiZmbG+PHjARg5ciTTpk1Dq9U+8niEEEKI8kalUmFra0tmZiYODg7FnlOlShWOHDnyhCMTQgghSofMqCmH8vPz6d+/PxYWFixYsKBIu62tLUOHDiU4OLjI8qR9+/Zx8+bNh0pa/Pe//yU0NJTTp0+Tm5tLeHg47du3Jz4+HoBatWpRsWJFNBoN/v7+jBo1ijVr1hQZJywsjODgYFQqFfZWBTlClbkV+TlZf95bbsF/qyytybpwmPzcbGyfbVFkLKMxn+StC3l54AeYmd0/3xgWFkbXrl0feWIkMTGRwMBAhg0bZpKUqlq1Kj4+PqjVaurWrcvkyZOV12Pjxo2kp6fTs2fPRxqLEEIIUZ49aPmTFBMWQgjxNJEZNeWM0Whk0KBBJCQksHnzZszNzYs9Lz8/n6ysLOLi4nBzc1OOh4WF0aVLl4dKWpw4cYL27dtTs2ZNAIKCgnjmmWc4cOBAsQmfwjo5d7t+/Tq7du3im2++AcDPwx5Ls5uYu1Yh99YVbJ9tDkBuwhXUto5orO3RxZwk9+YFrn/Vr+Dec7JApSbv1lVc2o8h98ZFti4Yj8c3k5TCxp6enqxevZrmzQvGy87OZvXq1axbt67E91sSd+7cITAwkI4dOzJx4sT7nnv367F9+3aOHj2qLNVKTU1Fo9Hwxx9/8OOPPz7SGIUQQojyoiSJGln6JIQQ4mkhM2rKmbfffpuzZ8+yceNGrK3/XA60bds2jh8/jsFgIC0tjXfffZcKFSrw7LPPKudkZ2fzww8/MGDAgCLj5uXlodPpyM/PR6/Xo9PplORH48aN2bRpE5cvX8ZoNLJt2zbOnz9PnTp1APjxxx+5c+cORqORI0eOMH/+/CK7IC1fvhx/f3+qVasGQLeGBYWBtXVeJuPUVnKTrpGvyyD1wPdo67YGwLF5PyoN/g8VB35FxYFfYV29Kdr6bXBuNxqVpS1VRy/n4JGjnDhxgs2bNwNw7Ngxk52U1q1bR4UKFXjppZeK3LNOpyMnJwco2Ppcp9MpbQaDAZ1Oh16vJz8/H51Op+wslZaWRps2bQgICGDmzJlFxv35559JSEgAIDo6mmnTpimvx7Rp0zh//jwnTpzgxIkTdOzYkbfeeovQ0NAi4wghhBBPiwclatzd3UlPTyczM/MJRiWEEEKUDplRU47ExMTwzTffYGlpaVI895tvvsHCwoIRI0YQGxuLtbU1TZo04ZdffsHKyko5b/369Tg6OhabtHjrrbcICwtTvp8xYwahoaEMGDCA4OBgLl26RKtWrbhz5w6enp588803Sm2cVatW8cYbb5CTk4Onpyfjxo0rUrh32bJljB07VvneRWtJy5qubDM0xKFpVxJWTMCoz8HGNwDHZn0BUFvagKWN0kdlZoHKwgqNtR0qFbza0Jda1Qrq8BQmWdzd3U2WQoWFhdG/f3+lns7d7k50Fd5L4cyX5cuXM3DgQJNzQ0JC+O6771i3bh2//fYbp0+f5rvvvlPOOXPmDJUrV2b79u0MGDCAjIwM3N3d6devn1LY2c7OzmRnLWtra2xtbXFycioSnxBCCPG00Gq1903CqNVqKleuzLVr10weQgkhhBD/Rqq/LlG5W6NGjYxHjx59guGIp8nJ6yn0WnKI7DzDQ/e1Ntfw/eAXqOfp+BgiE0IIIcST9NprrzFixAjatm17z3NeffVV3nvvPYKCgp5gZEIIIcTjoVKpjhmNxkbFtcnSJ1Fq6ns5MrGtH9bmD/djaG2uZmJbP0nSCCGEEP8SD1r6BFJQWAghxNNDlj6JUtXvBW8AZmyORqc3cJ8JXqhUYK6GfrVtlX5CCCGEKP9KmqiRgsJCCCGeBjKjRpS6fi948/3gF2hTyx1LMzVWZqY/llZmaizN1LSp5U6VC2uZ1Ksl/fv3Jy4urpQiFkIIIcSjVJJEjbe3tyRqhBBCPBUkUSPKhHqejizu14gD415mzKs16fxcJSprUvEmgTGv1uTAuJdZ3K8RAzq+jFqtZsWKFVSvXp133nmH9PT00g5fCCGEEP/Ag4oJg8yoEUII8fSQRI0oU5y1lgxpUY25PZ8j2DuLqgn7GNKiGs5aSwBq1aqFjY2NsmX2N998w9mzZ0s5aiGEEEL8E7a2trL0SQghhPgfSdSIMsvd3Z1bt26ZHPP19UWn02FhYYFGo2Hnzp00adKklCIUQgghxKNQkqVPlSpV4tatW+Tm5j6hqIQQQojSIcWERZnl5uZGQkKCyTEbGxt8fHxo2bIltra2zJkzh4CAAFQqVSlFKYQQQoh/qiSJGjMzM5555hmuX79OtWrVnlBkQjycpIwc1hyLJfpmGmk6PfZWZvh52NO9oacyQ1wIIR5EEjWizCpuRg1AdHQ0arWa3Nxc/P39Wbx4MW+//XYpRCiEEEKIR6EkiRr4s6CwJGpEWXPyegpf77rI7vOJAOTo85U2K7ObzP31PK18XRnWsjr1vRxLK0whRDkhiRpRZhXOqDEajSYzZtTqghV7FhYWrFixgoCAAJo3b06dOnVKK1QhhBBC/AMlKSYMUqdGlE3hh64yY3M0Or0Bo7Fou+5/SZutZxLYcz6JiW396PeC95MNUghRrkiNGlFm2djYYG5uft9dnWrWrMmsWbPo3bs32dnZTzA6IYQQQjwqJZ1RI4kaUdYUJGnOkp1XfJLmbkYjZOcZmLH5LOGHrj6R+IQQ5ZMkakSZVlydmr8aMGAAtWvXZuzYsU8oKiGEEEI8SiXZ9QkkUfNvoNVqTb40Gg0jRoxQ2rdv346fnx82Nja89NJLJu/3gAEDsLCwMOlvMBgAiIiIMDluY2ODSqXi2LFjAEyZMgVzc3OTcy5fvqyMvWPHDp5//nns7e2pWrUq//nPf5S2Xbt2oVarTfqGhYVx8noK0zac4vqPc4ldOJBrX3QnfukIsi8dNbnn/Dwdt7cs5Pq8Plyb24MroWOZsTmaU7Ep941r7969RV4vlUpFZGQkAKtWrcLX1xcHBwfc3NwICQkhLS1NuW6rVq2wsrJS+vr6+iptO3fupG7dujg6OuLs7Eznzp2Ji4tT2n/44Qf8/f2xsbGhVatWJvdz/vx5OnXqhKurK05OTrRp04Zz58493A+CEOK+JFEjyrR71am5m0pdS5aRAAAgAElEQVSlYvHixWzatIkNGzY8ociEEEII8ag8zIyaq1evPv6AxGOTkZGhfN28eRNra2u6d+8OQFJSEl26dGHatGkkJyfTqFEjevbsadL/gw8+MBlDo9EA0LdvX5PjCxcupGrVqjz//PNK3549e5qcU7VqVQDy8vLo3LkzQ4YMITU1le+//553332XkydPKn0rVqxo0jckJISvd11El5uHmZ0LHn1m4jXmexxb9Cfxx8/Qp/z5oDH5lwXk69Kp+NYivEatpELrt9DpDSzcdfG+cTVv3tzk+E8//YRWqyUoKAiAgIAA9u/fT2pqKpcvX0av1zNp0iST12vBggVK/7uTKbVq1WLLli2kpKQQHx9PjRo1TGo+Ojk5MXr0aP7v//6vyHuYkpJCx44dOXfuHAkJCTRp0oROnTqV9EdACFECkqgRZVpJZtQAODo6EhERweDBg02eBgghhBCi7HvYYsLi3yEyMhI3NzeaN28OwNq1a6lduzbdu3fHysqKKVOmcPLkSaKjox967LCwMIKDg0u0M2hycjJpaWn0798flUpF48aNefbZZzlz5sw9+yRl5LD7fCIqcyscm/fFzNEdlUqNTfUmmDm4k3OzIAmTd/s6WRcO4xw0Ao2NAyq1BkuP6hiNsPNcIlm5+oe6p27dumFrawuAl5cXLi4uSrtGo+HixYslGsvd3Z2KFSves2/r1q3p0aOHyTmFmjRpwqBBg3BycsLc3JwxY8Zw7tw5bt++XeJ7EULcnyRqRJlWkhk1hfz9/Rk+fDjBwcHKNFghhBBClH0lLSbs5eVFXFyc/Dv/L/HXZMrp06epX7++0m5ra0u1atU4ffq0cmzhwoU4OTnRsGFDZQnQX8XExLBnzx6Cg4NNjm/cuBEnJydq167NokWLlOPu7u707t2b0NBQDAYDBw8eJCYmhmbNminn3Lp1C3d3d3x8fBgzZgwR+84Xe21D5h3ykuOwcK0MQE78ecwc3EjZG8H1eX2I/+9wMqP3A6ACztxIu2dcd8vMzGTNmjWEhISYHN+3bx8ODg7Y2dkRGRnJ6NGjTdrHjx+Pi4sLAQEB7Nq1y6Tt2rVrODo6Ym1tzZw5c/jggw+KvfaD7NmzBw8PD5ydnf9WfyFEUZKoEWVaSWfUFJowYQJ6vZ7Zs2c/xqiEEEII8SgV1qgxPqAaq5WVFU5OTty4ceMJRSYel5iYGHbv3m2SeMjIyMDBwcHkPAcHB2VjiZEjR3LhwgVu3brFtGnTGDBgAPv37y8y9rJly2jevDk+Pj7KsR49enD27FkSExNZsmQJU6dOZeXKlUp77969mTp1KpaWljRv3pwZM2bg5eUFgJ+fHydOnODGjRvs2LGDY8eO8e2cKSZbcAMYDXqSNsxBW/cVzJ0L+hrSb5OXGIPa0gbPd8JwenUotzfNJS/pOjp9Pk51Wt43rkJr167FxcWFli1bmhxv1qwZqampxMbGMnbsWLy9vZW2zz77jMuXLxMXF8fgwYPp0KEDly5dUtorV65MSkoKSUlJTJ8+HT8/v+LfrPuIjY1l+PDhfPHFFw/dVwhxb5KoEWXaw8yogYJpm+Hh4cydO5cjR448xsiEEEII8ahYWFigUqnIzc194LlSUPjfYfny5TRr1swkmaLVak2K4QKkpaVhZ2cHwPPPP4+zszNmZma0bduWvn37snbt2iJjL1u2rMjMk1q1alGxYkU0Gg3+/v6MGjWKNWvWABAdHU2vXr1YtmwZubm5nD59mlmzZrFp0yYAPDw8qFWrFmq1Gh8fH2bNmsWFw9tNxjca80n66XPQmOH06lDluMrMAtRmOAT0QqUxx6pyXawq1yX7yu8AmLtUvmdcd3vQUq5KlSoRFBREr169lGNNmzbFzs4OS0tLQkJCCAgIYPPmzUX6Ojk5ERISQqdOndDrS74UKzExkcDAQIYNG0bv3r1L3E8I8WCSqBFl2sPOqIGCadGLFi2iT58+Rf6xF0IIIUTZJFt0P12KS6bUrl3bpIBvZmYmly5donbt2sWOoVKpiszC2r9/P/Hx8XTr1u2+17+7b1RUFDVr1qRNmzao1Wp8fX1p164dP//88z373r0Xt9Fo5Pbm+RgyU3DtPAGVxkxpM3fzLm4A5T/trcwfeE/Xr19n165dRZZy/ZVerzeZMVNc3PeatabX67l161aJ/3a+c+cOgYGBdOzYkYkTJ5aojxCi5CRRI8q0h51RU6hLly688sorDB8+/DFEJYQQQohH7WEKCsvOT+XbgQMHiIuLU3Z7KtS5c2eioqKIjIxEp9MxdepU6tWrpyzJWbNmDRkZGeTn57N161bCw8Pp2LGjyRhhYWF07dpVmYVT6Mcff+TOnTsYjUaOHDnC/PnzlZ2KGjRowIULF9ixYwdGo5FLly7x008/Ua9ePaBgK+uYmBiMRiPXr1/n//7v/3i++atYmhV8lEre8jV5t6/j1m0yanNLk+taedXBzN6V1IM/YMw3oIs9g+7aH1hXfR4rMzW6S4fuGVeh5cuX4+/vT7Vq1UyOR0REcO3aNaBgKdnEiRN55ZVXgIKdmbZs2YJOp0Ov1xMREcGePXuUHaPWrl3LuXPnyM/PJzExkXfffZcGDRrg5OQEgMFgUPrm5+ej0+nIy8sDCmY5tWnThoCAAGbOnFmi91wI8XAkUSPKtL8zo6bQ3LlzOXr0KOHh4Y84KiGEEEI8ajKj5ukRFhZGly5diiRTXF1diYyMZOLEiVSoUIHDhw+zatUqpX3evHlUqlQJR0dHxo4dy5IlS2jVqpXSrtPp+OGHH4rM1AFYtWoV1atXx87OjuDgYMaNG6ecV61aNZYuXcrIkSOxt7enZcuWdO3alTfffBOA48eP4+/vj62tLf7+/tStW5cVSxcDoE+9RcaJX8hNuEzsV/259nk3rn3ejYzTOwFQacxw7TqJ7EtHuT63B8k/f4VLuzGYO3thBBKO77hnXIWKm30EcObMGSWugIAAfH19WbJkCVCw5fikSZNwdXXFxcWFr776ivXr11OzZk0A4uLiCAoKws7Ojrp166JWq1m3bp0y9vLly7G2tubtt99m7969WFtb89ZbbwGwbt06fvvtN0JDQ9FqtcpXYdJICPHPqe5XtK1Ro0bGo0ePPsFwhDCVnJxMtWrVuHPnzt/qf/LkSVq3bs2hQ4eKPIUQQgghRNnRpEkTFixYQJMmTe573qZNm/jqq6/45ZdfnlBkQhRv8PKjbDubwANqYBdLpYI2tdxZ3K/Row9MCFEuqFSqY0ajsdhfAjKjRpRpjo6OZGZmkpOT87f6169fn0mTJtGnTx9luqYQQgghyp7CnZ8eRGbUiLJieKvqWJlp/lZfjTGft1vKQ0QhRPEkUSPKNLVajaurK4mJiX97jJEjR+Li4sJHH330CCMTQgghxKP0sEufHrSVtxCPW30vRya29cPa/OE+UlmZqTCL2sCiGeMfapclIcTTQxI1osz7J3VqoKDCfWhoKGFhYezYseMRRiaEEEKIR6WkiRo7OzusrKz+0UMcIR6Vfi94M7Hts1iba7jHztkKlQqszTVMaleL31Z8wbVr12jXrh2pqalPJlghRLkhiRpR5rm5uf2tnZ/+OkZoaCghISEkJSU9osiEEEII8aiUNFEDBTs/yfInUVb0e8Gb7we/QJta7liaqbEyM/2IZWWmxtJMTZta7nw/+AX6veCNnZ0dGzZsoEaNGgQEBMjPsxDChFlpByDEg/zdLbr/KjAwkF69ejFo0CDWr1+P6kGPPYQQQgjxxGi1WjIzM0t0buHyp8aNGz/mqIQomXqejizu14jbGTms+T2W6BvppOnysLcyx+8ZO7o974mz1nTrbjMzM7766ivmz5+Pv78/69ate2AxbSHE00ESNaLM+6dLn+42Y8YM/P39WbRoEcOGDXskYwohhBDinytpMWGQgsKi7HLWWjKkRcmLBKtUKkaNGoWPjw/t2rVj8eLFdO3a9TFGKIQoD2TpkyjzHtWMGgALCwtWrlzJRx99RFRU1CMZUwghhBD/nFarJT09vUTnSqJG/Nt07NiRLVu2MGrUKGbNmiXFsoV4ykmiRpR5j3JGDUCNGjWYPXs2vXr1Ijs7+5GNK4QQQoi/7+8sfRLi3+T555/n0KFDrFixgsGDB5OXl1faIQkhSokkakSZ9yhn1BQKCQmhbt26vP/++490XCGEEEL8PQ9bTPjq1auPNyAhSoGnpyf79u3jxo0btG3blpSUlNIOSQhRCiRRI8q8Rz2jBgrWAy9atIjNmzfz448/PtKxhRBCCPHwZEaNEAW0Wi0//vgjtWrVIiAggCtXrpR2SEKIJ0wSNaLMexwzagAcHR2JiIhgyJAhxMXFPfLxhRBCCFFyD1NM2MnJCb1eT2pq6mOOSojSodFomDdvHkOHDiUgIIBDhw6VdkhCiCdIEjWizHN1dSUxMZH8/PxHPra/vz/Dhw+nf//+GAyGRz6+EEIIIUrmYZY+qVQqmVUjngojRoxgyZIldOjQgdWrV5d2OEKIJ0QSNaLMs7CwwM7Ojjt37jyW8SdMmIDBYGDWrFmPZXwhhBBCPNjDJGpAlj+Jp0e7du3Ytm0b7733Hp9++qnsCCXEU0ASNaJceBx1agppNBrCw8P58ssvOXz48GO5hhBCCCHu72ETNVJQWDxNnnvuOQ4ePMjq1at58803yc3NLe2QhBCPkSRqRLnwuOrUFPLy8mLRokX06dOHtLS0x3YdIYQQQhTvYYoJg8yoEU+fSpUqsWfPHhITEwkKCnpss82FEKVPEjWiXHicM2oKdenShdatWzN8+PDHeh0hhBBCFPUwxYRBEjXi6aTValm3bh3169fH39+fy5cvl3ZIQojHwKy0AxCiJB73jJpCc+fOpVGjRoSHh9OvX7/Hfj0hhBDiSUnKyGHNsViib6aRptNjb2WGn4c93Rt64qy1LO3wsLW1JTMzk/z8fNTqBz9LlESNeFppNBrmzp1LjRo1CAgIIDIyEn9//9IOSwjxCEmiRpQLT2JGDYCNjQ0rV66kdevWvPjii1SrVu2xX1MIIYR4nE5eT+HrXRfZfT4RgBz9n7soWpndZO6v52nl68qwltWp7+VYWmGi0WiwsrIiOzsbW1vbB54viRrxtBs2bBg+Pj506tSJ+fPn07t379IOSQjxiMjSJ1EuPKkZNQD169fnww8/pE+fPuTl5T2RawohhBCPQ/ihq/RacohtZxPI0eebJGkAdP87tvVMAr2WHCL80NXSCfR/HqagsIeHB6mpqWRnZz/mqIQou1577TV+/fVXxo0bx/Tp02VHKCH+JSRRI8qFJzWjptCIESNwcXFh8uTJT+yaQgghxKMUfugqMzafJTvPwIM+uxmNkJ1nYMbms6WarHmYgsJqtRovLy+ZVSOeevXr1+fQoUOsX7+eAQMGyI5QQvwLSKJGlAtPckYNgEqlIjQ0lGXLlrFjx44ndl0hhBDiUTh5PYUZm6PJzst/8Ml3yc7LZ8bmaE7FpjymyO5PCgoL8fdUrFiR3bt3k5qaSmBgIMnJyaUdkhDiH5BEjSgXnvSMmsJrhoaGEhwcTFJS0hO9thBCiNJx4cIFrKyslILyO3fupG7dujg6OuLs7Eznzp2Ji4tTzo+Li6NTp044OTnh6enJ4sWLlba9e/ei1WpNvlQqFZGRkUWu+8orr6BSqdDr9UXadu/ejUqlYtKkScqxVatW4evri4ODA25uboSEhJCWlqa0f/7TMa59/zHXPu9K7MKBZJ7epbSlHviBa593+/NrThdiZnbAkJUKQPzWJfjX98Xe3p4qVarwySeflPiecnJyGDNmDBUrVqRChQoMGzbMZBnxggULaNSoEZaWlgwYMMDkPq9evUpUVBQvvPCCMva0adOU9vfff58aNWpgZ2eHn58fy5YtUxI1D/NaC/FvZWtrS2RkJI0aNeLFF1/k4sWLpR3SQ0nKyGHx7kuM/v44b4T9xujvj7N49yVuZ+SUdmhCPHGSqBHlwpOeUVMoMDCQ3r1788Ybb8iaXyGEeAoMHz6cxo0bK9/XqlWLLVu2kJKSQnx8PDVq1ODtt99W2vv164ePjw8JCQls2rSJCRMmsHPnTgCaN29ORkaG8vXTTz+h1WoJCgoyuWZERMQ9a6Ll5eUxatQomjZtanI8ICCA/fv3k5qayuXLl9Hr9UoiJykjh/ULpoHaHM8R4bh0eJ/bWxeSm1gw88TBvweV31ujfNk37Ypl5bpobBwA0NYL5Jk3F3MlPpEDBw4QERHB2rVrS3RPM2fO5OjRo0RFRXH+/Hl+//13pk+frsRdsWJFJk2axBtvvHHP9yAyMlIZ/8MPP1SO29rasnHjRlJTUwkLC2PUqFGoVCpiYmJK/FoL8W+n0WiYM2cOY8aMoVmzZuzbt6+0Q3qgk9dTGLz8KAGf7WDur+dZfyKeHdG3WH8ini9/PY//ZzsYEn6Uk9dLZ6afEKVBEjWiXNBqtRgMhhKvW3+UZsyYQXx8PAsXLnzi1xZCCPHkrFq1CkdHR1555RXlmLu7OxUrVlS+12g0ylPqjIwMdu3axcSJEzE3N6d+/fp069aNpUuXFjt+WFgY3bp1M9nRKDU1lY8//phZs2YV2+fzzz8nMDAQPz8/k+NeXl64uLgUG1fEvvOkR+/HsUU/1BbWWHnVxqZ6UzJP7ywyvtFoJDNqB9q6f96zubMnGgsr1vweCxTUgrnXk/m/3tPGjRsZOXIkTk5OuLq6MnLkSJPXo0uXLrz++us4OzsXOx5wz6VPH3/8MX5+fqjVapo2bUrz5s3JzMwsdulTca+1EE+ToUOHEhYWRufOnYmIiCjtcO6pvBU8F+JJkUSNKBdUKlWpzaqxsLBg5cqVTJkyhT/++OOJX18IIcTjl5aWxuTJk/niiy+KtF27dg1HR0esra2ZM2cOH3zwAYAy0/LuGZdGo5GoqKgiY2RmZrJmzRpCQkJMjk+YMIG3334bDw+PIn1iYmJYunTpPQvb79u3DwcHB+zs7IiMjGT06NEAHD4RhUqtwdypknKuuZsPeYlFExo5109jyErFxtff5HjC3u8ZEVgXT09PMjMz6dOnT4nv6a+vR2xsLKmpqcXeQ3GGDBmCp6cnAwcOvOfS4+zsbH777TcaNGjA1atXSxSXEE+bNm3asGPHDiZOnMjHH39c5maHl8eC50I8KZKoEeVGadSpKVSjRg1mz55N7969ZRtQIYT4F/rwww8ZNGgQnp6eRdoqV65MSkoKSUlJTJ8+XZndYmdnR0BAANOmTUOn0/H7778TGRlJVlZWkTHWrl2Li4sLLVu2VI4dPXqU/fv3M2LEiGJjGjlyJNOmTUOr1Rbb3qxZM1JTU4mNjWXs2LF4e3sDkJKWjsrS2uRctaUN+blF//3KiNqOjW8AagvT8x1e7E6/xbv4/fff6d+/Pw4ODiW6p6CgIObNm0diYiI3b95k/vz5AMW+Jn/l4uJCly5dmDp1KseOHSM9PZ2+ffsWe+7QoUOpX78+3bt3LzKjpri4hPg3aNWqFVZWVkodJl9fXwBu3LhBx44dqVixIiqVyiR5WbduXV577TU+/fRTLCws8PX1ZdmyZSbjbty4kTp16qDVavH39+fMmTNK29ChQ01qP1laWmJnZ6e0P6julEqlMulfWHfq5PUUBnVoybmZXZR6WTGfdeTW6o8B0F2PMq2l9Xk3Yma2J+mPvczYHE3krwdo06YNLi4uqFSqYl+vVatW8eyzz2Jra0u1atXYu3ev0paVlcWwYcNwcXHBwcGBFi1aKG05OTkMHToUd3d3nJyc6NChg0ltsvvdc25uLt26dcPb2xuVSsWuXbtM2qdMmYK5ubnJa3L58uVi4xdPN0nUiHKjtGbUFAoJCaFu3bq89957pRaDEEKIR+/EiRP8+uuvjBkz5r7nOTk5ERISQqdOnZSivxEREVy5cgUvLy/efvtt+vXrV2yyJywsjODgYOUDRX5+PsOGDWPevHmYmZkVOX/jxo2kp6fTs2fPB8ZfqVIlgoKC6NWrFwCO9nYYc0yTMsacrCLJmPw8HVnR+0yWPd3NwdqCBg0aYG1tzUcfffTAewKYOHEiDRo04LnnnsPf35/XX38dc3Nz3N3dH3gfWq0WHx8fsrOzcXd3Z8GCBWzdupX09HST88aOHUtUVBQ//PADnp6eJCQkmNT4KS4uIf4tFixYoNRiOnfuHFCwPDEoKOiexbPd3Nw4ePAgHTp0wNrampEjR3LgwAGgoIB63759Wbx4MSkpKXTo0IGOHTsqv+MWL15sUv+pd+/edO/eXRm7JHWnUlJSitSd+nrXRSq+tVCpleX17mo09q7Y+DUDwMqrjkktLbduk1FZWGNdtSE6vYHVx+Pp0aMH//3vf4u95rZt2xg3bhyhoaGkp6ezZ88eqlatqrQPHjyY5ORkzp49S3JyMnPnzlXa5s2bx8GDBzl16hTx8fFUqFDBJKH+oHtu1qwZ4eHhxc6UBOjZs6fJa3p3XEIUkkSNKDdKc0YNFCy/Wrx4MT///DPr168vtTiEEEI8Wrt27eLq1atUrlwZDw8P5syZQ2RkJM8//3yRc/V6Pbdu3VJ2WKpSpQo//fQTiYmJHD58mKSkJJo0aWLS5/r16+zatYvg4GDlWFpaGkePHqVnz554eHgoBYw9PT3Zu3cv27dv5+jRo3h4eODh4cH333/Pl19+SadOnYq9B71ez6VLlwBo+lwdjPkG8pL/fAKce+sK5q5VTPpknT+I2soOy8p1i4xnZabG7xm7ImPf754ArK2tWbBgAXFxcVy+fBlnZ2caNmyIWl2yPzm1Wq1So+bupFahjz76iJ9//pmtW7dib2+Pubk5Hh4exMbG3jcuIf7N3N3dGTZsmEkh9Lt9/PHHNGjQgDVr1hAYGEheXh4bNmwAYMuWLTRv3pxmzZphZmbGuHHjiIuLY/fu3UXGyczMJDIy0mRZYUnqTv1VUkYOu88nmix3yrkeRX52Gja+AcX2yYja8b/Zf1YYjXA8zZbXe/ajdu3axZ7/0UcfMXnyZF544QXUajWVKlWiUqWC5aDR0dFs2LCB//znP7i6uqLRaGjYsKHS98qVK7Rp0wZ3d3esrKzo2bMnp0+fLtE9W1hYMHr0aJo1a4ZGoynxayLEX0miRpQbpT2jBsDBwYEVK1YwZMgQ5Y9CIYQQ5dvgwYO5dOkSJ06c4MSJEwwdOpR27dqxZcsW1q5dy7lz58jPzycxMZF3332XBg0a4OTkBMDZs2dJT08nNzeX8PBwtm7dyrvvvmsy/vLly/H396datWrKMQcHB+Lj45Vrbt68GYBjx47RtGlTpk2bxvnz55X2jh078tZbbxEaGgoUzOS5du0aUFDLZuLEiUoR5L7NamLn50/K3gjyc3XoYs+QdfEwtrVfMokr848daOu8bDLzxGjMJ/34z+RmptG1QSWOHDnC119/bVJg+V73BAXblcfHx2M0Gjl06BDTpk3j448/Vtr1ej06nQ6DwYDBYECn0ylP7g8fPkxWVhbp6encvn2bkSNH0qpVK2XZ1aeffsqKFSv49ddfTT4geXt7K8uf7hWXEP8W48ePx8XFhYCAgCLLah5ErVbz8ccfY2ZmxuKlyxj33TYij13nZGyKshV2UrrunrW2IiMjcXV1NVkmVBJVqlQxqTu15ljRv6Ez/tiOTU1/1BZWRdryc3VknduPts7LyjEVKAXP/8pgMHD06FESExOpXr06np6evPPOO0r5giNHjlClShU++ugjXFxcqFu3rslspEGDBrF//37i4+PJysoiIiKC11577aHu+X42btyIk5MTtWvXZtGiRY9sXPHvIokaUW6U9oyaQi+++CLvvPMOwcHBGAyG0g5HCCHEP2RjY6PMXPHw8ECr1WJlZYWrqytxcXEEBQVhZ2dH3bp1UavVrFu3Tum7ZcsWqlatSoUKFVi8eDG//PILrq6uJuMvW7asSGFblUplcs3CPu7u7lhYWGBnZ2fSbm1tja2trZIgOnPmDP7+/tja2hIQEICvry9LliwBwEVryevvTMaozyX2q74kbZiNc+AwLO6aUaNPT0IXcxLbui/zV1nnDxLz9UDcHW15/fXXGT58eJE6OsXdE8ClS5eUuEJCQpg5cyaBgYFK+/Tp07G2tmbmzJmEh4djbW2tbN99+fJlli5dyldffUWdOnWwtLRk5cqVSt8JEyZw7do1qlevrtR2+OSTT6hSpYpSk+NecQnxb/DZZ59x+fJl4uLiGDx4MB06dCgy2+1BevR/A/sqtXB+8z+sOp3BeXMf4s8eY9WPvzB3y2lqdRpCTm4ul+JvF+n7sMsKXVxc+O2334iJiTGpOxV9M81kd6f8vP8lYu6xDDPr/AHU1vYms/90+nyib6QXe37hcsg1a9awd+9eTpw4wfHjx5XfNbGxsURFRSkJ8+mzv6Bvv2CCv4jkjbDf+O8fWeRYVqBSpUrY29tz9uzZexZ1f1g9evTg7NmzJCYmsmTJEqZOnWrye06IQqr7Vf9u1KiR8ejRo08wHCHubeXKlfz444+sWrWqtEPBYDDw8ssvExQUxPjx40s7HCGEEMLEyesp9FpyiOy8h3+gYG2uYcWbTbj8207mzJlDYmIiY8aMYcCAAY99u+vly5ezZcsWwsPDS9xn0qRJmJubF1tHR4h/s6CgINq1a6ckUvV6Pebm5ly5ckUpLn63dn0Hs33HTtz7fILKwkY5nhm9j9R9KzBk3MG2dit0MSdxCejBrP8bTr8XCsa5du0aPj4+XLhwodiaKpMmTSI2NpbvvvvunvHevHmTZ555hn6LdrI3JlM5nhG1k5Q9y6n09n+LTQIlrJyIpWctHJubFhd/xc+N8QEVqFGjhsmOVnfu3MHJyYnvvvtOSdxGRkYyffp0jh8/zty5cxk3bhwHz8Xzzb6r7D6fSNz3U7CoXB/7xp1I2jgHlT4H9/ajaVXbE8vTmzi691cOHz78UPfs6elJeHg4rVq1uudrMl9V+OAAACAASURBVHPmTH777bd71hcS/24qleqY0WhsVFxb0ep1QpRRZWVGDYBGoyE8PJxGjRrx8ssv07Rp09IOSQghhFDU93JkYlu//219m//gDv9jba5mYls/GlR2okHlrnTt2pUDBw4wZ84cpkyZwpAhQ3jnnXdMimRmZ2ejVquxtLS879hJGTmsORZL9M000nR67K3M8POwp3tDT5y1BX3vrlFTUlWqVOHgwYMP1UeIfwOVSlXiLbc7DxrFr9u24tbnU5MkDYCtXzNs/1fEN1+XQeypbajcqjFj81kA+r3gzfLlywkICPhHhW8LkzBaS9NFHZlR24sswyykT0tEd+0PnILeKdJmb2Ve7HUqVKiAp6enyXh3/3e9evXIN0Lf/x4mJ79g6+/8u17G3ITLOLYIRm9uy/YLdzBXN+DCkU9ISkrCxcXloe75QR7mPRRPF1n6JMqNslCj5m5eXl4sWrSIPn36KEUlhRBCiLKi3wveTGz7LNbmGh60UkGlKphJM7Hts8oT9EL+/v6sXbuWAwcOkJyczLPPPsugQYOULXz79u2Lv78/ubm5xY598noKg5cfJeCzHcz99TzrT8SzI/oW60/E8+Wv5/H/bAdDwo9y8nrK307U/HWLbiH+qX79+vHMM89gb29PzZo1+fbbb4GCZYeNGjWiQoUKVKhQgdatW5tsZz179mzq1KmDnZ0dPj4+zJ4922Rcb29vrK2tleV7dy8NNBqNTJo0iUqVKuHg4ECrVq2UIrYpKSls2bKFzZs306BBAywtLdmyZYtSbPuPP/5Qio3Xr1+f1q1bK7tCjRw3mZ/WrERlZUf8f4YSM7O9SUw5Ny8SM6crMXO6cn1eH4z6XOK/HU7cpoXM2BzNqdgUvv76ay5cuICdnR21atVSNtbQ6/UsWbKEGTNmEB4ejq2tLba2tuzatYvDhw8rNb5u375N7969Abi643sszQo+hmZfPY7u6gnSjv1UJC6A9KMbUVnacPO70Vz/qh/JWxdhzDdgqVGhzYpn8ODBQEFy5tVXX1XueeDAgcyaNYtWrVrh5ORE165dad++YPzrlpVR27lwc89K8g0GdLFn0F37A+uqBQXkLZ6pSWbUDvJ1meTr9SQe3oiZnTO/XMxQ7vletbagYHtvnU4HFGzXrdPplGTMjz/+yJ07dzAajRw5coT58+ffs0i8eLrJ0idRbty6dYtatWqRlJRU2qGYGDJkCJmZmQ81TVsIIYR4Uk7FprBw10V2nktERUFth0JWZmqMwEu+rgxrVZ16no4PHC8pKYlFixbx9ddfU6tWLfbv349Go6FHjx5FlgCEH7rKjM3R6PQG7vfQWKUCKzMNvf0s2Tx/PIcOHSrx/Z0/f562bdty8eLFEvcR4kFOnz5N9erVsbS0JDo6mlatWrFp0yaqVatGSkoKVapUIT8/n6+//ppvv/2WU6dOATBr1ixat25NvXr1uHTpEoGBgXz22Wf06tULKEjUfPvtt7Ru3brINX/44QdGjx7Nvn37qFKlCpMmTWLLli38/vvvJCYm8tJLL3HmzBlsbGyoXbs2H3zwAc899xzVqlUrdjaKr68v0dHRBW1qM5SMrSEPxxbBOPj3AOBm+Afk3rqCSq3Bxq8ZDs37Er/4Ldy6T8G6ch18ddFs+fJ91qxZQ5cuXQgNDeWtt97Czs4OvV5PZmamyXU/+ugjqlatSkhICM7OzmRnZ2Nvb09OTg7e3t40f+kVFod9jyE3Cxu/5mRfPEKFl94gce10zJwqoU+Ox7ntKLT1WnPt866Yu1bFwtWLzDO7MeblgkYDRiBfb3JdMzMzDAYDXl5eTJs2jV9++YX169ejVqvJzMwsKEyuUmNw98OmQXtS9iwjL/EqGjtXzLRO5Ny8gMrcErvn25F3Oxbd1RMYDXo0to4YDXkYs9PxrlKZxs8/x/fff29ybWtra7KzszEajSYFzgvZ29tjbW2Nvb09SUlJ5Obm4ubmhq2tLTdv3sRgMNC4cWPmz5+Pr68vAEOHDjX5fJGXl4eFhQXp6QW1efr168f27dvJzMzEw8ODDz74gDfffBOAq1ev4uPjY7Jcddy4ccr26KJsuN/SJ0nUiHLDYDBgZWVFdnY2ZmZlZ9VeVlYWjRo1Yvz48fTv37+0wxFCCCGKdTsjhzW/xxJ9I500XR72Vub4PWNHt+f/XHr0MHQ6HW3btmXnzp0AWFpaMmvWLEaOHAkUJmkebumVpUYFx9dybtO3DxWHo6MjWVlZJd4GXIiHce7cOVq1asW8efPo0aOHclyv1/PNN98wduxYsrKyiu07cuRIjEYjX331FXD/RM1nn33GsWPH+OGHH4CCZFHDhg2V2Rl9+vShWrVqTJs27YExJycn4+zszLmrcXT49qRSvDfvTjzx3wymyv/9dM++GX9sJ3XfCioO/RaVSkV+wnmyN35KYmLBzPa2bduyY8cOfvnlF/z8/GjUqBEWFhZcvnwZKKgR8+KLL2JmZsbo0aN58803mTlzJsnJydy6dYurV69y7mYaifHX8BweZhKXW6/ppOz6Drvn26Ot15q4JUNxenkQ1tUKth6/s2Mp+blZVNRqCKjhxtKlSwHo3bs3Op2O9evX89NPP9GnTx8OHDhA7dq1OXToEC+++CJGo5FBSw+w5j+fk3c7FrduBQWC7+z6jpzYM7h2m0x+xh1urhyPS7sxWFdtiD49ibhFb+LWdRLW1RrybN5Fdi+cwNWrV3Fzc+PcuXPs27cPFxcXXn/99SLLmNq2bYubmxuLFy8mJSWFV199lbfeeouRI0dy5MgR/vjjDzp37oydnR1Tp05l9erVREdHF/u+DBgwALVardzzvZKJDRs2VBI1eXl5ZepzkzB1v0SN/Gsmyg2NRoOTkxOJiYmlHYoJGxsbVq5cybvvvitP84QQQjwSOTk5DBo0iCpVqmBnZ8dzzz3Hzz//DBRMpe/WrRve3t6oVKp7btGbm5vLs88+i6enJwDOWku61nLgyPzhrH83iNAhrfhuXD+iT/75UG7VqlX4+vri4OCAm5sbISEhJst7z549y8svv4yDgwO1a9dm3759WFhYYGlpSV5eHqNGjWL79u0Me28C/V/0IfnC70pfoz6PpE1fcu2L7lz/qh9pR/7cPUufkkDMzPZcmNWVC9sisLHVFvthNDk5GVdXV5o1a6Ycs7KywsLCgqpVq6LVagkKCiI+Pl5pT0lJISQkBDc3N9zc3JgyZYrJmCdOnKB58+Y4ODjg6elpct1Dhw7x6quv4uTkhKurK927d+fGjRsm79PQoUNxd3fHycmJDh06EBcXV+z7IcqfYcOGYWNjg5+fH8888wxt27ZV2hwdHbGysmLEiBFMmDCh2P5Go5G9e/dSu3Ztk+N9+/bF1dWVwMBATp48qRzv1asXly5d4vz58+Tl5REWFkZQUJDSXjjTrG7dugVFefv1Izk5udhr79mzBw8PD3ZczX7o+874Yzu2d9WMsfKoToVK3mzYsAGDwcCpU6ewsdVyUufMzN03wKkyV2OuoXVwolr1GgQGBjJ8+HClnktMTAxLly5l8uTJpKenExUVxaQJ4yluRaa193OozCyU7+0bdSLzzB7y83To05PIvnwUO596xB7frRQKzszMJDIyktatW+Ph4UG7du3o2LEjy5cvB1DiSMrIYc+FJFCp0d/58//jzKgdOAT0QmOlxdzFC7v6bcj441cADOm3UVvZYl2tEaDisrUvNja2ym5bvr6+DBo0qMh7XOjKlSv06NEDKysrPDw8CAoKUpazNWnShEGDBuHk5IS5uTljxozh3Llz3L5ddMetwnu8e1e72rVrK7XBVCoVKpXqoXcBE2WXJGpEuVLW6tQUql+/Ph9++CF9+vS55xp9IYQQoqT0ej1eXl7s3r2b1NRUpk+fTo8ePZRtqJs1a0Z4eLhJUd+/mj17dpGtwrVaLUuXLiUxMZE7d+4wbtw4OnTooNRXCAgIYP/+/aSmpnL58mX0ej2TJk1SYurUqRPt27cnOTmZhQsXolKpGDduHIsWLWLFihUsWrQIZ2dnVv3wAxqtk8m1U/ZFoL8TT6VhoXj0/pTUw5FkXz5mco7XmO/xGvMDwd/sKnaK/rhx43j22WdNju3atYvs7GymT59OcnIyPj4+Si0MgDFjxpCVlcXVq1c5cuQIy5cvJzQ0VGnv06cPLVq0IDk5md27d7Nw4UI2bNgAFMwMGDx4MFevXiUmJgY7OzsGDhyo9J03bx4HDx7k1KlTxMfHU6FChSJbmYvya+HChaSnp7N37166dOliUjA7JSWF1NRUFixYQIMGDYrtP2XKFPLz801+ZiIiIpSfp5deeok2bdqQkpICwDPPPEOzZs3w9fXF2tqa1atXM3fuXKVvbGwsy5cvJzIykgsXLpCdnV3sz1tsbCzDhw/niy++KLIV9oPoU2+Rcz0K27u2ys41qqnS9DX69OmDpaUl8TcT0NlVYsGui6zZe4qE2BgcXx1CpRHLyarbmeMnT3H++p9/r48cOZJp06ah1Wo5cuQIrVq1onZlV+yszLE2v//HUSuvOuQlXeP6Fz2I+3oA1hVr0KGOG+5urrRo0QIoWP6o0Wj45JNP+OKLL4CCv80LEyKFKnu4cnHm66QdWYd9064AGHQZGDKSsXDzUc4zd/MhL+kaABYe1TF39iLrwmGM+QYyzh3AoNZQr169Er2eb749nKnzljB82QF6frmJ0FXrUHk9x+2MnCLnFibXnJ2di7RFRkbi6vrnPRe6XzIRCmp4eXp6MnDgwDJXPkLcnyRqRLlSlnZ++qsRI0bg5ubG5MmTSzsUIYQQ5ZytrS1TpkzB29sbtVpN+/bt8fHx4dixY1hYWDB69GiaNWuGRqMptv+VK1cIDw9n/PjxJsetrKzw9fVFrVZjNBrRaDTcuXNHeSrv5eVlsquJRqNRZotGR0cTHx/PmDFj0Gg0tGnThpYtW2I0Ghk4cCA9e/Zk6NChvDv2A6ybBRfUxLjL/Z5a302lVrPzXGKRDzIHDhwgKirK5EMvwE8//USVKlXQaDRYWFjw4YcfsmfPHuXJ8saNG/nggw+wsbHB29ubQYMGKUsHoKCWQ9++fdFoNFSrVo1mzZopH/Bee+01unfvjr29PTY2Nrzzzjvs37/f5HVu06YN7u7uWFlZ0bNnzyIfDkX5ptFoaNasGbGxsSxatMikzdbWlqFDhxIcHFzkQeKCBQtYtmwZmzZtMknwBAQEYG1tjY2NDePHj8fR0ZG9e/cCMHXqVH777TeuX7+OTqfjo48+4uWXX1aWVVlbWzNw4EBq1qyJVqtlwoQJbN682eS6iYmJBAYGMmzYMHr37k2azrSOy4NkRO3A0rMW5o537ex29QR7I77kg69WUH38Bpzbv0f29dNcnNWNuK8HYFnpWeyeew1dnoHkQ+vQvtCdJctXkZCm4+TJk6Snp9OzZ0/WrVuH0WjEz88PABsLzZ8Fz4uJxWjMJ+GHydj4+lPl/Uh8RkWQF3+OTUvnEhwcrMz4iY2NJS8vT7lnAAcHB6WWS6HB/92N56gVOLboj7lzwUxDY27BjCO15Z+1XNSWtuTnFBxXqTXY1nmZpA2zuTa7MzfWzablwIkmtV+KU1hE/auz5pw4FcXCAc35YUx7dI7e7NRVMSmiXngPhcm14oSFhZncc6F7JRNdXFz47bffiImJ4dixY6Snp9O3b9/ihhZllCRqRLlSVmfUQMGUw9DQUJYvX8727dtLOxwhhBD/IgkJCZw/f/6e0+v/asSIEXzyySdYW1sX216vXj2srKzo2LEjb775Jm5ubkrbvn37cHBwwM7OjsjISEaPHn3P6xiNRqKiopTvV69eze3sfLTVG5uc96Cn1oXiFg4k9usQbm74gu92nPqzv8HAO++8w4IFC4otmmpnZ6cU7yysEXF3XHfXjfhrzKNHj2bZsmXk5eVx7tw5Dh48WGz9ECh44n33ezBo0CD2799PfHw8WVlZRERE8NprrxXbV5Rver2+2GUl+fn5ZGVlmSx5W7p0KTNnzmT79u3K0sN7uXt75hMnTtCzZ088PT0xMzNjwIAB3LlzR9lVql69evfcchoKZoAFBgbSsWNHJk6cCIC91cPVJ8mM2oG2zssmx3ITLuNYrR4rr5iTnWfgzs6lmFWoiEOL/niOWkG+LoOUXaGk/74Zc1dvzJ0qYTQaiUnOYueh4xw9ehR3d3e6d+9OYmIiX375pRJfvxe8+X7wCzSvUZAgtjL78+NpfnY6hrREnJt0JKieJ+vfb8vLTesTFxen1Aq6c+cO77//PiqVShkTIC0tDTs7O5P7SNPp0Vjboa3zCrcip2PMN6CyKPgdmZ/zZ42h/Jws1JYFx7OvniBlZyjufT6l8gfrce/7KVu/+ZgTJ07c8zUMP3SVXksOsfXMDWJXfIh1zRep/F6k8lrd/PW/5Ojz2XomgV5LDrHw52MmybW/unbtGrt27SI4OLjY6xWXTNRqtTRq1AgzMzPc3d1ZsGABW7duLZK8EmWXJGpEuVKWZ9QAuLq6EhoaSkhISJmrpSOEEKJ8ysvLo2/fvoSEhChPou9n3bp1GAwGOnfufM9zTp06RVpaGitWrDCp9wIFy6pSU1OJjY1l7NixeHt7AwW1GNzc3Jg9ezZ5eXls3bqV3bt3K0/709PTmTBhAg17jimy1OJBT63VNvZ4hMyl0rBQnhnwJfqcLOZ/OEo5d/78+TRt2pSGDRsWuZegoCAuXLjA77//TnZ2NlOnTkWlUilxBQUFMXPmTNLT07l48SJLly41Kfzavn171qxZg7W1NX5+fgwaNIjGjRsXuc6pU6eYOnWqyXbLNWrUwMvLi0qVKmFvb8/Zs2dlZu2/wK1bt1i1ahUZGRkYDAa2bNnCypUreeWVV9i2bRvHjx/HYDCQlpbGu+++S4UKFZQleREREUyYMIFt27ZRtWpVk3GvXbvG/v37lS2bZ8+eTVJSEgEBAQA0btyY1atXk5CQQH5+PsuXLycvL4/q1asDBVtOh4aGcvnyZbKyspg5c6ay5XRaWhpt2rQhICCAmTNnKtf087DH0qxgBp1Rn4vRUDDDxqjPxajPM4lPF3sWQ8ZtbPxMfyfYVqpJ4oVTpMZeVJInhow7WHpUQ2Ntj4WbN1kXDqOLOUnWuf0kbZhDXnIc2dfPcvbUcV5+rQMRERGoVCplNt+ZM2e4ceMGHh4eWGYm8OFr/8/eeUdFdXV//zsFpsIMdehFBAEFVLCBosaGvWFUMKJB0Vie2Hsv0SSWmBiiYqNZiDUqPvYauwKKYlQMVQURcBxgKDP7/WPClREsye99YjT3s9Zdiznt7nvunWHOnn32V6d0NC7QEaZiPjytjRHs7wlza3uESO9i7aDGcJACDx8+hEAgwIIFC1BcXIwuXbqgXbt24HA4uH//PmNzSkoKPD09oVarmbQEYq4GVFUJ0mqgLS2GtrwUPKEUPKkpKvJ/Z/pW5v8OA3MHADonlcC+IQTWruBwuBBYu8Ha1QvHj9eOBgRqJlHXQFOqmyujpj3A4RuAJzKG1LsjytJ1ecGIANWL55g0/FO4+LXVczTVJDY2FgEBAbWep1d5nTMReOnUq5ZzZ/kAIKLXHr6+vsTC8k9i2bJlNG3atPdtxluZMmUK9ezZk7Ra7fs2hYWFhYXlA0aj0dDAgQOpa9euVFFRUave1taWTp06xbxWqVRUv359unfvHhERnTp1imxtbd94Dnd3d0pOTq6z7uLFi9SkSRPmdUpKCgUGBpKpqSl17tyZQkND6fPPPyciokmTJtHChQtp+NYr5DjjIPGMLcly0BJynHGQ7CbsIABkNz6OHGccJMcZB8m8z0wysHBkXtc87MbFEgBSKpWUm5tLTk5O9OzZMyIi2rJlCwUEBOjZOXr0aBKLxWRpaUlfffUVGRsb09mzZ4mI6NmzZxQSEkIKhYI8PT1p9uzZVK9ePabOyMiIoqOjqbKykrKzs6lFixb0448/6o1///59srGxoZiYGL3y0NBQ6tOnDz179ozUajUtWrSImjdv/sb5Zvnnk5+fT4GBgSSTycjIyIgaNWpEGzZsICKihIQEatCgAUkkEjI3N6du3bpRSkoK09fJyYn4fD5xuVyCTkSa+Hw+ubm5UWpqKnl5eZFAICAul0tcLpcCAwOZZ7usrIxcXV2ZvgKBgL788ks923r06MHUW1tb0+3bt4mIaOvWrcz5ah71XV3JbU4iWYWtrlXHlZgw7znF4K905RwucQyExDEQkln3ieQ44yA5zzxIhlb1CZwa12ThSA7T9pP9hB3EFctfGVvXzsDCiUw6hNOwdSdpypQpJJfLycDAgHx9fWnXrl3E4XBIJBLVtovLpQULFlDTpk1JIBAw5RwOhwwNDembb76hhg0bkqmpaZ19d+3aRcbGxjR69Oha9RxDEYkaBBBPYkocg+qxOQSeAck7jiSbkT8Rhy8gntSUwDNgrtnQxp1sx0aT44gfSCCSkKOjI0kkEmrVqhXduHGDbt++TQDIbeZ+krcbTlyJnDiGIuIYCEnWZgg5TNtPNhHriSc1Iw7fkDgCMRlaNyC+mT0ZNe1O7nMP0w9bd1BAQADJZDJSKBQUHh5OSqWS3NzcaNOmTUREdOzYMWrSpAmJRCIyNTWl6OhoqqqqohUrVhAAEgqFJJFImHlNSEiggoIC6t+/P9nZ2ZG1tTXJ5XL64osv9P6nhIaGkpWVFRkZGZGrqytFRUUxdXFxcSSRSJijeuxr164REdGqVavI2dmZjIyMyNramiZMmECVlZX/g3fmxweAa/QaXwzrqGH5oNi0aROFhYW9bzPeSnl5Ofn6+tLatWvftyksLCwsLB8oWq2Whg0bRu3ataPS0tI627zqqElKSiI+n08KhYIUCgWZmJgQl8slhUJBv//+e51juLi40J49e+qsO3fuHBkbG7/WxlatWtG6deuIiMjHx4fMzMxILDMjrkRO4HCJK5SSvN0wneNGakqWAxczC0OZ/yASe7Sp21EzXueoKS4upr1795JAIGCuydjYmAwMDEihUFBVVRUREd28eZM8PDyIiOi3334jsVhMhYWFddo8c+ZMGjRoEBERXb16leRyuV796tWrqXv37szrjIwMcnR0pJ9++qnWWA0bNqR9+/Yxr4uKiggAPX369LVzxvLvoG3btnqL3WpSU1NJKpXSmTNn6MWLFzR48GAaOHCgXr1arSYiorS0NFIoFMyC+NSpU2RhYUGpqalUXl5Oo0ePpsDAwDfasHDhQhoZc5VsR28kk0/CyXZcDDlM20+mQeOIKzIm+0k/M44anpFZrfei04yD5DBtP1mH/0gOU/aS44yDZNFvFoHLI46hiLgiYxK7tya78bFMH7NuE4gvtyKBfSMy7TqeLLuOI5f6rpSdnU05OTnk4eFBEydOZJzIACg5OVnPuVV9jBw5kq5cuUKrVq0ie3t74nA4tHnzZvrvf/9LlpaWJJFISKFQ0LNnz6h3794kFovJ3t6eRowYQY0aNSI7Ozvq3bs32djYkFAkIq7IiAyt3YgvtyLLgUvI7j/bSOTSjHjGFjpHj1BKQqcmZNZ9AnFExmTWcwpx+IYEvoDA4RLfyJwEAgGdO3eOKisraerUqbUdZBwOWYf/SHYTdpChVX3iGZkTVyAhjkBKBpbOZP35D+QwbT9JvDro2vMNiWMgJC7fgAQCAd29e5cKCwspKCiI+vTpQ2KxmJRKJd2+fZssLCwoMTGRHj16RK1atSKpVFrLmUhENGfOHMYRZmVlRd7e3tS8eXN69uwZ5efnU4sWLWjevHnv9Ny9ypYtW6hevXrMD9IPHjygoqIiItI5v9u3b08rV658+5uE5Y2OGlZUneWD4p+co6YmhoaG2L59O/z9/REYGAgvL6/3bRILCwsLywfGF198gbS0NBw/frxWrpny8nImr0X1NgqBQIBGjRohOzubaXfhwgWMGzcON27cgIWFBS5duoSqqio0b94cGo0G33//PfLy8tCiRQsAum0bbdq0gYODAzIzMzF79mx06PBS/eXmzZtwc3ODVqtFZGQkHj9+jGHDhgEATpw4oZMUvpCBDefSkblpAkw6jIConm67kqTRJ3h+YScMrV2hLSmCKuUIzLrr8t+UP/oNXIEEfFMbXb6L4xvg1rgFZDIZunbtyqhdAcDOnTuxbds27N+/HzweD2q1GiUlJYySTkREBL788kuYmJgAANLT0yGXyyGXy3H06FFs2LABZ86cAQC4ubmBiLBt2zYMGjQI+fn52LlzJ9q3bw8AyM3NxSeffIJx48Zh9OjRte5Rs2bNEBMTg3bt2kEsFiMyMhI2NjZ6CZlZWGoSHx+Pnj17Muo9ixcvhoeHB168eAEjIyO9HEg1JZd9fX1x8OBBDBgwgGkzd+5c2NraIj09HS4uLnrnycjIwLlz57B161Y858lx7n4B+PKX2yGNGgeh6OQmVBbmQmBV/7X28rgc8Lg8cCwcmTIDMwfwRMYw6RgBiUebWn1UqTp5b3nrEABAXtxUdBoYxuTrmTx5MqKiopCTk8P0OXLkCBwdHZGenl4r905VVRWuXLmCgoIC5vNs+PDhOHPmDDw9PWFoaAhTU1Ps27cPgG57j6OjI4KDg3Ht2jWmHAAiYq8hfumXMHQPgMi5MQDAuNWnyNs+E1yxHKadRkHi0QZFJzdB4tEG0obtUJp2FgaW9aC8sAPeHfrCqiKX2TK6fPly/PDDD4j/eQ9mXgZy9nwNvswShn/Ml7zdMBQcWAH7iTtrzZN594ko/e0CFCHLILCqDwGfiwvTP4GZVJcQeOTIkZg/fz5KSkoAAEuWLMGoUaOYPFgXLlx47X3LyclBWFgYo3Dn5+eHKVOmwNRUp8b3n//8B9OnT8fChQsB4I3P3au8mti45rNHROByuUwSepa/DpujhuWD4p+eo6Ymrq6u+PbbbzF48GCUlZW9b3NYWFhYWD4gMjMzsX79eiQnJ8PKygpSqRRSRaQ28QAAIABJREFUqRTx8fEAwMj35ubmokuXLhCJRMjMzASfz4eVlRVzmJqagsvlwsrKCjweD+Xl5Rg7dizMzMxga2uLxMREHDp0CDY2NgCAO3fuwN/fHxKJBAEBAWjQoAGioqIYu2JjY2FtbQ1LS0ucOHECx44dY1RGzMzMYGVlhfDOTcCXmgIcLrhCKbh/JOuUtw4FX26F3MjheBI/E8Yt+jFOnKriJ8hLmI/sVQPweONYcHh87N2lW9hcvXoVFhYWzDXJZDIYGBgw0uRqtRoREREoKytD8+bN0apVKyxevJix+fr16/Dy8oKRkRFmzpyJ+Ph4ZlFibGyMPXv2YPXq1TAxMUHjxo3RqFEjRpJ848aNePjwIRYsWMDcA6lUyoy9YsUKCIVCuLq6wsLCAomJidi7d+///weC5YNk5syZMDc3R0BAAE6fPg0AuH37Nnx8fJg2Li4uMDQ0xL1795iyN0kuVztoa/5dMzl2NTExMWjTpg2cnJzgYy/H7G7uelLYFXkPQZoqGMitmTJNyXNkfz8EOT+Fo/B4FARUAU8bY1SnnHp2JBJZK/rjUdRo8KSmELn41TqvTt77NiQ1EhKXP81EldyBeV2XdPbcuXORn5+P/v376zlm5XI5hEIhxo8fj5kzZ+LcuXPM+9fd3R0ymQxFRUUwNTVF586dkZKSgpycHOTk5ODChQu4ceMGxGIxxGIx2rZti85W5eBxOLoEMX9cU972WYCmClyhVP+aiKCtLEfF4/swMNV9RjqLK2rdAyLCjiM6p0nl00y9pOmGls7QlhRDU6asNVev3gMOgF03XjqvXk1efunSJQCAl5cXrK2tMWTIEEaxryYlJSXYtWsXwsLC9MpftTsnJwfPnz9nyt4m9Q3o/jedPXu2VmLjbdu2wdjYGObm5khJScGoUaNq9WX5c3Bq3rBX8fPzo2vXrv2N5rCwvJmsrCwEBATo/Vr4T4aIEBISAhMTE0RGRr5vc1hYWFhYWP4WImKv4VhaHt7wNfO1kFYLbVYSVvZ1R7169dCsWTMsWrQIc+fOfW2fAlU5lu88hUqJAi/Kq2As5MPdyhgDfO2YX6dZWP5OLl++zER77NixA+PGjUNycjIiIiIwYMAAvQgtW1tbxMfHo127dkyZRqPBxYsXcfr0aUyfPh0GBgY4fvw4Bg0ahJMnT8LV1RUTJkxAVFQU4uPja6kF1a9fH3PmzGEi3oDqRLd3UVryAo9jp0Li2RayVjr1JI2qCBr1CxiY2UGjzEfhoe/QsokXnPpOxMm7L6PZSatBee5dqLNuQdYyGBye/gaN4l+3Q52RAqvQlwmNM7/uhX5Ld2D3zAEAgPv37zOReRwOBwkJCRg8eDBu3LiBqKgonD59GsnJyeDzdWOXlJQgOjoa586dw507d3DlyhXGQfzdd99hyZIlMDIyQmhoKDZu3Ijo6GgEBQXB3NwcRUVF2LhxI5YuXQofHx/cuHEDbQeEI35jJCw/XQyuUIqCAytQln4VEp8uMOv8BTg8PsoyklGw/xsIbN1BVRUQmFhBmXwE33zzDebPn49Dhw7B398fX3/9NebPn49WA8ci1ykIuetGwLTzF4wTmjRVyPq2D2xHbwJfrmDmRFteiidx+vcAAPo2tsXqgY1x7NgxfPrpp7h8+TLc3NwA6CL2bWxscPToUdjY2CAsLAxCoZBx4FcTGxuLefPm4eHDh0zUy5w5c3Dq1Cns27cPGo0GvXv3xpUrV/Do0SNYW9dw1tXx3NVk8eLFOHHiBON4fJX79+8jJiYGY8eOZZzpLK+Hw+FcJ6LaHk+wETUsHxiWlpbIz8/HmxyM/yQ4HA7WrVuHw4cP64VdsrCwsLCwfMyMbVcfQj7vL/XlQYte9YVYtmwZs3BdtmwZbt68WattSnYxImKvIeDrkziQQdif8ggn7+ZjX/IjfHf8Hvy/PolRcdeQkl38f7kcFpY/TYsWLWBkZASBQICwsDAEBAQgMTERUqkUSqV+dEVdUtJ1SS537NgRCxcuRP/+/eHk5AQnJycYGRnVkgA/f/48njx5guDgYL3yIS2dEP2ZDyoPLYPI1h2KNoNenk9qAmMrJwgN+Ojh74MNP6zCzfNHa8l7c7g8CO0bQvOiAC+SEmtdd0nqSUi9Ouj3MRTCUFuud71SqZRxIty7dw+tW7eGj48P1qxZg99//x1paWlM+zLi48zdJ9i5cyec+k/F9H13sO5MOp6pytGoUSNIpVKEhobi5MmTkMlkTF83Nze0adMGw4YNw+jRo6HRaPDs2TP8Z1A3dO8TjLztM/Fo0xgIHXURTlSpZq5J5NQYhpbOKPv9Biryf0fnFrqovBYtWiA6Ohrjxo2DtbU1CgoK4OnpCZ6Rbrsjx0CoL/VdofubI3i5fVVbWY78XYsgsGmg56QBAKW6EpcuXUJISAh27drFOGkAQCQSYfjw4XBzc4NUKsWsWbOQmFj7Hry6NQkAZs+ejSZNmqBx48bw9/dHnz59YGBgAIVCode3rueuJjExMbUidWri6uqKhg0bYsyYMa9tw/JusI4alg8KoVAIoVCoF6b3T0cmk2Hbtm0YNWqU3l5cFhYWFhaWj5W6tlq8CyIDLlyUKfCrZ4H58+ejqkonJVxWVoaePXuivPzlYi/uUgYGRV3CsbQ8lFdpa0mCq/8oO3onD4OiLiHuUsb/+bpYWP4qHA4HRISGDRsiJSWFKX/48CHKy8v1FuQ1eVVyeezYsbh//z7y8vLQv39/VFVVoVGjRnp9oqOj0a9fP71teoAut9XcccPQ3tcDD87sxcRObujb2BYd3C3Rt7EtJnZyw4Xpn2DdED+4Koyh1WoZee9aaLWoKnqsV6TOuQONqhDiBgF65QILR/CKM5nXKSkpelt6Xl38V89VtSO20eAZ2L3lRxCXj6u/F+o5Ylcf/w0VGi0WLVoEBwcHPH78GNbW1jA0NISLiwvjrKjptOByudi7aQ2up/6GEZH/hVjhBL6RGTg8Q+aanp+NhaakCGE/HEbSbxlYMnEEM9fBwcFITU3Fs2fPsHDhQmRkZMDJXZeP0sDCUU/quyLvd3AlcvBExgAAqqrE0z1LwDMyg2nQuFrTqn6cjl69emHz5s16+cEAwNvbW+86Xs3lAwDZ2dk4ffp0ra1JIpEIa9euRW5uLh4+fAgzMzP4+vqCy637M7ouqe9ff/0Vjx49quUAfJe+LH8e1lHD8sHxIeWpqaZVq1YYP348PvvsM2g0mvdtDgsLCwsLy/+cIS2dMLubB0QGPNSxntCDwwFEBjzM7uaBBrx8qFQqrFq1CkQEIyMjCIVCZGVlMYsP3RaONJRVat66vYoIKKvUYGliGuusYflbKC4uxpEjR6BWq1FVVYX4+HicPXsWQUFBCA0NxYEDB3Du3DmUlJRg3rx56NevH4yMjJCfn48dO3ZApVJBo9HgyJEj2L59O7NgV6vVSE1NBREhKyurVuJsQOfUTEhI0NvyBACVlZUIDg6GSCRCdHQ0LIxFGBXogtUDG2NTWDP0sixCkCMfphJDZGdnY8aMGejduzeCfe1QVVKMkjtnoK0oA2k1KHt4HSVpZyB0aqx3jpJbJyB28wdXINYrN/b6BFd+iUVubi4ePXqElStXMvbFxcUhOzsb/fr1g0qlwuTJk2Fra4vYEzfQZ1Ec9iRsQ/7JLRA6eIMnMoKBub3uOiuroMrLxsWrN/BUqUbU8VR4enqirKwMly9fxsCBA5GVlYWLFy9i+/bt2LBhAwwNDWFubg6FQoErV67g9rnDGOEOSJPj0aZzd5TfO4cWrdvCNuO/oPtn4WQpx5bRHSDXKvXm+vr169BoNHj69CkiIiLQq1cv+Pv6QMDnQtroE6huHkVFQRa0ahWeX9gJqVdHALptUE/3fgUOXwDzHpPA4egvxTmFWTjwzTj88MMP6NmzZ63navjw4diyZQsePnyI0tJSLF++HD169NBrExsbC39//1rJpavnnohw6dIlLF68mEkk/Lbnrpro6Gj079+/VvTXxo0bGbGXO3fuYNmyZbX6svwFXicHRaw8N8s/lICAADp79uz7NuNPU1VVRYGBgbR06dL3bQoLCwsLy78IiUSid3C5XBo3bhwREcXFxenViUQiAsDIshYVFdHQoUPJwsKCLCwsaP78+XpjJyUlUevWrcnY2JhsbW1p0aJFTF15eTn179+fbOzsCQDZDVlODeYkMhK+DlP2kqxpV+JJ5CSQGFNgxy6Uk5ND06dPp0WLFtGQIUPIxsaGxGIx1a9fn2bMmEFXrlyh5Kwisu4zlTgGwpcHX0AAyGrYd+Q44yDZT9hBkkafEFcsI65YRrKAweQ44yC5zz1MKdlFb7T79u3b5OvrS3K5nORyOXXo0IFu377N1K9atYqcnZ3JyMiIrK2tacKECVRZWcnUz5kzhxo1akQ8Hq/WfB08eJACAgJIJpORQqGg8PBwUiqVTL1arabhw4eTkZERKRQKPYnbt90rln8O+fn55OfnR1KplGQyGbVo0YKOHj3K1MfHx5O9vT2JxWLq1asXPXv2jOkXGBhIMpmsTsnloqIi8vLyIrFYTAqFgmbMmMFI1Fezbds2cnBwYKSTqzl9+jQBIJFIpPccVX+nXrlyJdnY2JBIJCI7OzsaP34882wOWXuUBPaNiCOQEMdQRAYWjmQaNE5Pxtthyh7iCCRkOWjJKxLfB6j/d/+lqVOnkomJCZmYmNDUqVMZ+7p3705GRkYkFovJwsKCevfuTd8mnCSb/jOJb2pHAOcPyWsuI2MtbRxEisFf1ZLFFkuN6ejRo1SvXj2KjIykgQMHklAoJB6PR4aGhhQYGEipqan022+/kYuLC3G5XOJwOCQQCPTmGgAZGhoy43I4HAoMDGTmOiAggKRSKZmYmFBERASpVCp6+kJNbn98vpl8Ek5csZw4hiKSeHVkZM0VIct04/EFep9fitDl5DjjIBl7dyQOh6N3fzw9PfXu47x588jc3JzMzc1pyJAhVFhYqFffoEED2rhxY61n8syZM+To6EgikYjc3NwoLi5O73l903NHRFRWVkYymYyOHz9ea+xhw4aRpaUlicVicnR0pClTplBZWVmtdiy1wRvkudlkwiwfHP369UNISMhbw+7+iWRnZ8PPzw/79+9Hy5Yt37c5LCwsLCz/MlQqFaysrJCYmMjIA9dk69atWLx4MR48eAAOh4Phw4dDpVIhOjoa+fn56NChA+bMmYPhw4cDADw9PdG3b18sWrQIGRkZaN26NdavX49evXqhoqICkZGR8PPzw4ABA7BuczSeSFxw9/ELKNWVuHc0Hr9fPoJjR4/A2cYSERERUKlUaNq0KZRKJcRiMYYNGwYHBwckJiZi8ODBuHXrFr46V1ArUbHq5nE8v7ADNqOiwOFwUHDoO1BFGcx6TIS25DnydsyGzH8gjHw6oYunAme/Gvpau4uLi1FcXAxHR0dotVr8+OOP2LhxI5MjJz09HWZmZpDL5SgsLERwcDB69OiBSZMmAdD96mxpaYl169ahSZMmWLBgAWPntm3bYGpqisDAQJSXlyMkJASOjo5Yt24dAJ1K0Pnz5/HLL7/gyZMnaN++PbZu3YqgoKC33isWlv8VKdnFGBR1CWWVfz4qnKOpRHnicnRo4orly5fD1tb2f3YukQEPOyNawuDFY7Rr1w47d+7US9D8Zxk1ahTq16+PqVOnvlP7/0sSdQ4H6OKpwLohdeaVZflIYZMJs3xUKBQKJrzuQ8Pe3h4//fQTQkJCPqg8OywsLCwsHwe7d++GpaUl2rRpU2f9q0koDxw4gGnTpkEsFsPJyQnh4eHYvHkz0z4jIwOhoaHg8XhwcXFB69atGdldQ0NDTJgwAa1btwaPx4NMZKi31aKRcTlC+vWERz0HCIVCDBw4ELdv34ZUKkVFRQUWLFgAJycncLlc9OjRA87Ozjj16yWcufe01kJIlXoCkkafMHaXPbgC45b9wTUQgi9XQOrdGaqbx0AEnPrt6RvtlsvlcHJyYvJk8Hg8PHjwgDmXi4sL5HI5AF1kOpfL1asPCwtD165da20PAICQkBAEBQVBLBbDxMQEI0eOxK+//qo3/3PnzoWJiQk8PDwwcuRIbN269Z3uFcu/k7Vr18LPzw8CgaDWdqeEhAR4eHjAyMgInp6eesIWW7duBY/H05Odf1XJZ82aNXB2doa/uy2UMePAUz4CAKgzbyJzeU9krQxmDtWtE0y/muXZ3w3E49uXceLECXh7e+PTTz/VO6dYLAaHw8H169cBAJ//ZxruLu2hN0Zl8RNm7NL7l/Fo4xhkrQzGk9gpqCjIYurUVRqMnr4I7du3h0qlQteuXXHr1i2m3snJCSKRiDl3586dmbrU1FR06dIF5ubmzHtqwIABSEhI0JuT+/fvQygUYsiQIUzZV199BalUirjR7ZC5IhhZK/ohc3lPaEp13/WpqhIFh75D1qoByP5hCJRX9uqNqa1Uo/joT9j5ny6QyWR1OtFZ/n2wjhqWD44PMUdNTfr164dOnTphzJgxH4x6FQsLCwvLx8GbFveZmZk4e/ZsrSSUNf9XERFSU1OZ1xMmTEBMTAwqKyvx22+/4eLFi+jYseM72RIeHs4kpywtLUV8fDy6du0KiUQClUql1zYvLw/37t1Dpsa01jhVz/NRnn0bkkaf6Ffo/Y8lVD7VJTPlAGjbL+ytdsvlcgiFQowfPx6zZs3Sq9u2bRuMjY1hbm6OlJQUjBo16p2u+VXOnj3LJFUtKirC48eP4ePjw9T7+PgwDqSavO5esfz7sLGxwZw5c/D555/rlefm5mLIkCFYtWoVlEolvv32W4SEhOj92NmqVSuoVCrmqBl9snHjRmzatAmHDh2CSqXC2RNHMLVXM4gMeAAH4BmZwmHyLuaoqfTkOGUXGszYi5izaSgufAaxWMxIlT948AAWFhaIjY3FixcvEBkZiXr16qFp06YoUJUj41kJJB5t9MY2kOtknisLc1FwYAVMu4yF/cSdENVvjqe7FoO0uuib0vTruLJ/C3YfOIycnBw4OjoiMDAQBQUFjG0HDhxgrvfo0aNMuYGBAT799FNs2rSJKWvXrh0yMzPx++8vkwOPHTsWzZo105vrWbNmQaVSobREhZizaTD1D4bAwQs8sQwAUHw+HlVFj2A7ZgusBi/D88u7UfbwOtP/+ZEf0cCEg3u/3UVhYSFWr1797g8Ay0cL66hh+eD4kCNqqlm9ejWSkpIQFxf3vk1hYWFhYfmXkJmZiTNnzrxWWjUmJgZt2rSBs7MzUxYUFITly5fjxYsXePDgATZv3ozS0pfSsz169MCuXbsgEong7u6O8PDwWouY1+Hq6gp7e3vY2trC2NgYaWlpmDdvHqRSqZ6jprKyEqGhoQgLC0OxwKKWupMq9QQEdp7MYg4ARPWa4vmlXdCWl6Ky6BFUN49BW6VTjFJXaWHs1uKtdhcXF+P58+dYu3YtmjRpolcXEhICpVKJe/fuYfTo0bUkbt+FY8eOITo6GosWLdJdxx/XLJPJmDYymQwvXryo1beue8Xy76Rfv37o06cPzMzM9MpzcnIgl8vRtWtXcDgcdO/eHRKJ5J3UeLRaLRYuXIjVq1fD09MTHA4HLi4uGN2lMXZGtERzJ1NwAAhfUYMS8rkQ8Lno4qnAzoiWGNLSCbt374ZCocCxY8ewb98+iEQi8Hg8TJw4ER07dkRkZCTjPN51/c3qqGW/34DQviGE9g3B4fJg3DIYGtUzqLN0UTOq1JOQ+XRGapkxTExM8OOPP6KyshJ9+vSBWq1+49gNGjRAeHi4nhoVn89H3759sWvXLgDAjh07IJfL35goN7SFI7gPzsG0cUcmiXpJ6knIAgaBJ5TCwNweRj5doLp1HBwOwH3+CBUPr+Lo7nhYWFiAx+PB19f3jbay/DtgHTUsHxwfekQNAIjFYmzfvh2TJk3SC5dmYWFhYWH5XxEbG4vWrVu/dnH/qkQuAHz//fcQiURwdXVF7969MXjwYNjZ2QEACgsLERQUhHnz5kGtViM7OxtHjhxBZGTkO9kzduxYlJeX49mzZygpKUG/fv3QtWtXPUeNVqvFZ599BkNDQ6xduxZKdVWtcUpST+r9mg8AJh1HgcM3RO6GCDzdvQRiz7bgG5kDADRlL7B32bh3slsikWD06NEYOnRonT8Subq6omHDhhgzZsw7XXM1ly5dQkhICHbt2sXIMldLKSuVSqadUqmscwtVXfeKhaUmfn5+8PDwwC+//AKNRoN9+/ZBIBDA29ubaZOUlARzc3O4ublh8eLFqKrSvb9ycnKQk5OD1NRU2Nvbw9nZGfPnz4dWq4W3nRyTOjUAR63Eox8/Q9GmCEhvxKGHu6mevLe3nW57YM0ovhYtWuD8+fNYvnw5uFwucnJycPXqVaSnp6OwsBB3nyih0RJKH1xB9neD8GjjGLy4kah3XXrR6H8kXa2Olqt8mgmuhRPuPtY5N318fFBSUgIzMzMm4ig0NBQWFhbo3Lmznkz66/j000+RkJAApVKJefPmYdWqVW9sf+7cOZQ+L8Sebyaii6cC3HIVNKpCGFq+/NyVWLugqiALXTwVCHfToH49J8yfPx/m5ubw8vLC7t2732oXy8cP66hh+eCwtLT84CNqAN0/j7lz5yIkJAQVFRXv2xwWFhYWlo+cNy3uq7cgvZqo39TUFPHx8Xjy5Alu374NrVaL5s2bAwAePnwIHo+HoUOHgs/nw87ODoMGDUJiYmJdp6hFcnIyhg0bBlNTUwgEAowfPx5XrlyBRqNBSUkJiAjh4eHIy8vD7t27YWBgAGMhX28Mdc4daFSFEDcI0CvniYxg0Wsq7MfHwWZEJEBaGFrrHCJVxU/A5XHf2W6tVovS0lLk5ubWWV9VVfVOUQrVJCUloVevXti8ebPeL/MmJiawtrbWWzympKTo/cIPvP5esbDUpPq9GRISAoFAgJCQEKxfvx4SiQQAEBgYiNTUVOTn52P37t3Yvn07vv32WwA6Rw0AHD16FLdu3cKpU6ewfft2ZluQu7s7kpOTUVyQj+TL52FalovKC1sxKtAFZlIBY0NdUXwcDgfBwcFIS0uDs7Mz+Hw+kpKS0KBBA9y6+wBijzawGfET7P4TD9Og8Xj+63aU3DkDABA5NUZ5dirUmTdBmko8v5gAaKpAf0TLUaUaXIEESnUlgJfRaV9//TV+//13tG/fHhkZGcjMzET79u3RpUsXFBcXv3Ee27Zti8zMTHz55ZcIDw9nHNWvIzo6GsHBwWjZwA7rhvghRK77bOjTzBUd3C3Rt7Etglu5QSEirBviB05pIVJTUyGTyfDo0SOsXbsWYWFhSEtLe4e7rE+BqhzrzqRjws4kfB59FRN2JmHdmXQ8U5X/6bFY3j+so4blg+Nj2PpUzfjx42FpaYl58+a9b1NYWFhYWD5iLly4gNzcXAwYMKDO+ujoaPTv379W9EZ6ejqePXsGjUaDw4cPY8OGDZgzZw4AwM3NDUSEbdu2QavV4smTJ9i5c6feL/bl5eXMloOKigqo1WrmF/FmzZohJiYGz58/R2VlJSIjI2FjYwNbW1uoVCp88cUXSEtLw4EDByASiQAA7lbGENTYblFy6wTEbv7gCsR6dlcWPYamTAnSalCWfg2q5COQ+Q8EAEgt7cHl4LV2Hzt2DElJSdBoNFAqlZg0aRKT3BfQ5e6o/h5y584dLFu2TM/hUllZCbVaDa1Wi6qqKqjVamg0uhwaqampCAoKwg8//ICePXvWug9Dhw7FkiVLUFRUhLt37yIqKqpWgtjX3SsWlpocP34c06ZNw+nTp1FRUYEzZ85gxIgRSE5OBgDUq1cPzs7O4HK58PLywrx585gtPtXvt2nTpjHJtUeNGsU4M62srODp6QkulwtnZ2d88803dUaBvCmKTyAQID09HStXrkT79u2h0WiQfvc2DM0dwDcyA4fLg9DOA0Z+vVB6V5dw28DMHmbdJ6Lw2Drk/DAU2lIlDMztwfsjWo5jIIS2vBTGQgMAL6PTLCwssH//fpw5cwY///wzxGIxZs6cCblcjnPnzr1xHvl8Ptq0aYPDhw9j4sSJb2xbWlqKn3/+Wc8x9eCOTi1ubhdnbAprhtUDGyPQSQqZsTEz1wYGBpgzZw4MDQ3Rtm1btG/fXi9/zttIyS5GROw1BHx9EquP38O+5Ec4eTcf+5If4bvj9+D/9UmMiruGlOw3O6VY/lmwjhqWD46PYetTNRwOB1u2bEFsbCxOnDjx9g4sLCwsLCx/gejoaPTr16/Oxb1arUZCQkKd0TbXr1+Hl5cXjIyMMHPmTMTHxzMRHsbGxtizZw9Wr14NExMTNG7cGI0aNWIcOYAu74NIJEJubi66dOkCkUiEzEzdNoUVK1ZAKBTC1dUVFhYWSExMxN69eyGRSFBUVIT169cjOTkZVlZWjEoLHrxcVFFVBUrunofEq3a+iIonD/B40zhkr/oURWeiYd5zMgwtHAEAXIEY8TsSXmt3cXExBg8eDJlMBhcXF6Snp+O///0vhEIhAF1Ei5eXFyQSCbp164Zu3brhq6++Ys49cuRIiEQibN++HUuXLoVIJEJsbCwAYOXKlXj69CnCw8OZa6oZMbNw4UK4uLjA0dERbdu2xdSpU/Wkud90r1hYapKcnIzAwED4+fmBy+WiWbNmaNGiBY4fP15n+2qVM0D3vjU0NNRLOv4mdTEOhwOtVlur/F2i+IYPH47vv/8eFy9ehLVIA6p6JcqcwwHh5XYniXtr2IyIhP2E7ZC3CUXV83wIrF0BAAYWjtAWZMDdWvc5l5KSAoVCATMzM1haWuLgwYOYMmUKzpw5U+ua34RCocDTp0/h4OAAKysrrFixArt370bTpk312u3duxempqZ6SZmTk5NhYWHx2ki5mo7tl5f87kpucZcyMCjqEo6l5aG8Slsrh5f6j7Kjd/IwKOoS4i5lvPPYLO8XzpseTj8/P7p27drfaA4Ly9shIgjPcGF4AAAgAElEQVQEAiiVSuZL04fOsWPHMHz4cCQlJcHCwuJ9m8PCwsLCwvLeyMrKQkBAALKzs+usj4i9hmNpebUkut8FDgfo4qnAuiF+/0crWVj+GVRVVaGqqgoLFy5ETk4OoqKiwOfz8euvv6J///44fvw4GjdujKSkJHTs2BHbt29H586dcfjwYTRt2hQKhQJ3795FcHAwBgwYgPnz5wPQRXcVFhZi+/bteP78OTp27IipU6ciPDwcp06dQr169eDg4ICcnBwMHToUTk5O2LJlC2PXhQsX0KlTJzx58qROB3FERATUajViYmKYsgJVObyGLwHfrhG4AgkqHt/D0z1LIW8bxuShKn/yAIaWztCqVSg8+hPA5cGi11QAQNnD63h26DucPX0SnvWd0K9fPzRv3hzLly9HVlYWsrOzoVQqERYWhmHDhmHLli24e/cuzMzMQEQoLy/Hw4cP0bBhQ5SVlYHD4TBrjnr16iExMREODg5YsWIFMjIy8NNPP+l9b+/cuTNatmzJJAgvKiqCo6MjRo8ejcuXL2Pfvn3Iy8tD+/btsWXLFgQFBaGyshIeHh4ICwvDzJkzcfnyZQQFBeHq1atwd3d/472Pu5SBpYlpKKus7SR7HSIDLmZ388CQlk7v3IflfweHw7lORHX+Q2Ijalg+ODgczkeTp6aaTp06ISQkBOHh4axkNwsLCwvLv5pXVZ9eZWy7+hDyeX9pbCGfhzHt6v9V01hY/nEsWbIEIpEIy5cvR1xcHEQiEZYsWYK2bdtiwYIFCA4OhpGREfr3749Zs2ahc+fOAIATJ07A29ubiQzr16+fngz92rVrIZVKYWNjg1atWiEkJIRJyJuUlAR/f39IJBL4+/vDy8sL33//vZ5dfyWKz1wqgCTnCh6tG4nsVQNQcHA1jFsG6yULLzq+QZdoeMMocIVSmAWNZ+rELr5o3jsMfbt3gYODAxwdHbFw4UIAwIsXL/DFF18gODgYpaWlWLt2LbZv386oZWVmZkIkEjGRLiKRCA0aNACgix4MDg7GmTNnmAg/oVCo56TJzc3FyZMnMXToUKbsypUraNq0KRYvXvzaSDkDAwPs378fiYmJkMlkGDlyJGJiYt7qpEnJLsbSxLt/ykkDAGWVWixNvIubOew2qH86bEQNyweJr68v1q9fDz+/j+cXsYqKCvj7+2PYsGEYN27c+zaHhYWFhYXlvVBRUQGJRILKysrXtmF/SWZh+ThJyS7GoKhLKKvU/Om+HG0ltoT6oJ33m2Xr79+/Dw8PD5iamiI7OxsCgQDbtm3DzJkzUVBQgE6dOmHz5s0wNTVFeXk5xowZg4MHD6KgoABeXl5YtmwZunbtCgCIj4/HqFGjmLG1Wi3Kyspw7do1HDp0CCqVChwOBxs3bgQAjBgxAsuXL2e2N3E4HIjFYub1oEGDmLarV6/GDz/8gIKCAkilUgwcOBDffvst+Hw+PvvxKPb+uBTq7FRoK9UwNHeESYcRENjonEtEBOXFBLxI/i+0ahVELn4wCxoPrkAMDgdobcWB8sR6nDt3DmKxGHPmzMHo0aNrzVX19rWoqCiMGDGCKb9x4wYmTJiAGzduQCKRYNasWfjyyy+RlZUFT09PvTFKSkqwYsUKTJ48GV999ZXeVlGNRoPy8nLk5+fD3Nwcubm5GDNmTJ12nTt3jpn3mmPv2rUL/fv3f+M9/6fCRtSwfHR8THlqqjE0NMT27duxcOFC3Lx5832bw8LCwsLC8l6ozo3xJkXEIS2dMLubB0QGPLwtnQOHA4gMeKyThoXlA8DHXo7Z3dwhMvhzy1ShARe+3AyEdm391kS8Y8eORatWrSASifD5558jNTUVo0aNQmxsLPLy8iAWizFmzBgAuq1l9vb2+PXXX2FmZoZx48bh008/RUZGBgCd3LdKpWKOyMhI1KtXD02bNsXly5ehVCqxb98+pKSk4ObNmzhw4ADWr1+vZ09KSgrTv9pJAwC9evXCjRs3oFQqkZqaipSUFHz//fcoUJXjfFoODK1dYTXsO9h/uR0Srw7I/3khtBVlAICS1JNQpZ6C1ZBvYDcuBlRZgcJj6wAARMDuVTNhbeeAvLw8HDp0CLNmzcKpU6f07CoqKsJXX31VS3muoKAAQUFBGDVqFJ49e4YHDx4wkVoODg5683Hr1i1wuVzGkTJr1iy9+unTp6Ndu3YwN9clhB4yZAicnZ3rtKtNmzZ6fQ8ePAipVKqXx+tjgnXUsHyQfEzKTzVxdXXFt99+i8GDB6O0tPR9m8PCwsLCwvJekEgkb9z+BOicNTsjWqKLpwICPhdCvv7XWiGfCwGfiy6eCuyMaMk6aVhYPhD+iiN2TjcP7Fo2ATExMfj8888xbdq0Op29O3bsgFwuR4cOHeDv748HDx7giy++QM+ePREYGAipVIrFixdjz549ePHiBSQSCRYsWID69eujX79+KCwshLOzM65fv16nPdHR0cz2p8uXL+PatWuYPHky7OzsYGtri8mTJ2Pr1q3vNA8uLi6Qy+UAdBEyXC4XDx48wK7rOTA0sYZx877gS03B4fJg1DgIpKlEZWEuAKDswWVIfTqBb2wBrqEIxi2DUZJ2DtpKNbQVZSjLvIn6XT6DgYEBfHx8EBwcjM2bN+udf+bMmfjPf/7DOFGqWbVqFbp06YLQ0FAIBAIYGRkxqnivEhMTg8DAQDg5OdWqIyK9hNMqlQqnT5/G7Nmz32hXzbkODg5mJOc/NlhHDcsHyccYUVNNWFgYvL29MWXKlPdtCgsLCwsLy3vhbXlqqvG2k2PdED9cmP4JJnZyQ9/GtjApzYGPrBwTO7nhwvRPsG6IH7zt5H+D1Sz/JApU5Vh3Jh0Tdibh8+irmLAzCevOpOOZqvx9m8byDrzNEYuqClBVBbSZSRjvqWEcsR06dEBycjLS0tIQEBCA+/fvM12USiXmzZuHVatWAQB4PB5++eUXXL9+XU+1ysXFBYaGhrh3757eKQcMGIBt27bh3r17taJMAF2em7Nnz2Lo0KF4+PAhhEIh7t+/Dx8fH6aNj48Pbt++rdcvMDAQVlZW6NevHxOpU822bdtgbGwMc3NzpKSkYNSoUbj7RFlL3aki7yFIUwUDufXLQr0UJwRoKlFV+Igpv/9EVaMpITU1lXl95coVXLt2rc7tUJcuXYKpqSn8/f1haWmJnj17Iisrq1a7Vx0xr3Lu3Dnk5+cz0TbVKVlqpmZ51a5qqrc8fcwKeKyjhuWD5GONqAF0e1XXrVuHw4cPY9++fe/bHBYWFhYWlr+dd3XUVGMmFWBUoAtWD2yMIHEGmmvSMCrQBWZSwf/QSpZ/IinZxYiIvYaAr09i9fF72Jf8CCfv5mNf8iN8d/we/L8+iVFx15CSzSZT/adTlyO2g7sl+ja2xbRuDTHeIQ8vDq/CzFEhaN++Pe7evQsAMDc3xy+//IKwsDD4+/sjJiYGRIS5c+ciPDwcdnZ2zDkUCgW8vb1x6NAhnD17limXyWR48eKFnj3+/v64c+cO+vbtW2ey35iYGLRp0wbOzs64fPkyWrRoAZVKBZlMpjeuSqVinBFnzpxBRkYG7t69CxsbG/To0QNVVVVM+5CQECiVSty7dw+jR4+GQqGAUl2ld15teSkKDq6EvPVgcIW66BJhPV+oUo6iqjgPWnUJlJd2AQCoqhxcgRgCO0+cS1gHtVqNGzduYPfu3Uw0v0ajwZgxY7B27VpwubXdBTk5OYiOjsaaNWuQlZUFZ2dnDB48uFa78+fPIy8vD8HBwXXdXiYiRiqVAgCMjIwQEBCAxYsX12lXTfbs2QNzc3O0bdu2zrE/Bvjv2wAWlr+CpaUlbty48b7N+J8hk8mwbds29OnTB35+fnr/UFhYWFhYWD52/qyjpiaOjo4f9XcEltejSzJ9F+oqTZ3y7eo/ohCO3snD2XsFmN3Nnd0S9wFQ7YitRXs3jBw6GEuWLEFkZCR8fX0RHh6OxYsXQyaTYdy4cQgMDMSgQYOwY8cO/P7770hJSak1jEKhgJeXFwYMGIDz58/D1dUVSqVST7FKq9Vi+PDhsLKygre3d512xsTEMMpZ1Y6a48ePQ6lUMm2USiWkUimTPDgwMBCALjfXmjVrYGxsjLS0NHh5eemN7erqioYNG2LMmDFwGDj3pV2V5cjftQgCmwaQtfqUKZd6d4JGWYAn22YCpIFxs74oe3AFPCPdNibznlOgvrQF9vb2qFevHoYMGcJE+kRGRsLb2xstW7as8zpFIhH69u2LZs2aAQDmz58Pc3NzPH/+XM8pFR0djf79+zOOmJqUlpbi559/xv79+/XK4+PjMXbs2Drtqkn1FjPO2/bGfcCwETUsHyQfc0RNNa1atcL48ePx2WefQaP585nvWVhYWFhYPlSkUilKSkr+Ul8HB4c6w/BZPm5eKoHV7aSpCRFQVqnB0sQ0xF3K+FvsY/nfIJPJ8O233+L27dvo3LkzNm3aBEdHR2zYsAEajQbe3t64du0aiouL8dtvv8Ha2hpWVlZYsWIFdu/ejaZNm6Jhw4YoLS3F4sWL0a1bN1y/fh3l5eVwc3MDoNt+Ex4ejry8PKxbtw579uypZcevv/6KR48eMdEjly9fRsuWLdGwYUM951BKSkqd26aq4XA4eJ0qc1VVFdLT0+FuZQwBnwuqqsTTPUvAMzKDadC4V8bhQt4mFHZjNsNubDQMLBzAMzIDz0gnRy41s8L077bg6dOnuHz5MgoKCtC8eXMAOun2vXv3wsrKClZWVrhw4QImT57MqNJ6e3vrOUjqcpaUlZXh559/fu3WpL1798LU1BTt2rXTK3d0dMTBgwfrtKua7OxsnD59Wk8K/WOEddSwfJB8zDlqajJz5kwQEb7++uv3bQoLCwsLC8vfxrskE34djo6OyMzM/P9s0cdHRkYGunXrBhMTE1hZWWHcuHF6Wy4AXYRATWlhQLdonT59OszMzGBmZobp06czC8tz585BKpXqHRwOB7t372b6zpkzB7a2tpDJZGjXrp3er+XDhg2DoaGhXv+aP1YlJCTAw8MDRkZG8PT0ZLaIp2QXY2niXSifPkL+zwuRtWoAsteEoOjUyySkWSuD9Y7Mr3sh91Aklibexc2cYpw4cQLu7u4Qi8Vo37693jOUkJAAf39/iMXiWgvLt80XoJMyrk5Uq1AosGbNGr36NWvWwNnZGRKJBB4eHnq5UZ4+fYqQkBDIZDKYmJggNDS01nkLCwthYWGB1q1bv9a2jx0nJyfs3bsXJ06cgKOjIyZNmgR3d3ecP38eYrEYx48fx4YNG8DhcPD5558jIiIC3bt3x5EjRxAaGooDBw7Aw8MD3bt3R9euXdGnTx8mouaLL75AWloaDhw4gM6dOyMzMxMPHz7UO3919IiRkRHKy8tx69Yt+Pr6YujQoVi1ahVyc3Px6NEjrFy5EsOGDQMA3L59G8nJydBoNFCpVJg8eTJsbW2ZxLwbN25kfpi+c+cOli1bhg4dOiDY1w6kqcLTvV+BwxfAvMckcDj6y3pN2QtUFj0GEaGiIAtFJzZCFjCYaacuyEIXVxkqKioQFxeHo0ePYtKkSQCArVu3Ii0tDcnJyUhOToafnx/mz5+PpUuXAgCGDx+OvXv3Ijk5GZWVlVi8eDFat26tF02zd+9emJiYoH379nXer9dFxKSlpeHFixd12lVNbGws/P394eJSR5TVxwQRvfbw9fUlFpZ/Io8ePSKFQvG+zfhbyMrKIktLS7p48eL7NoWFhYWFheVvYeDAgbRt27a/1FepVJJYLCatVvv/2aqPi65du1JYWBiVlZXR48ePqVGjRrRmzRqmvrCwkBo0aEANGzakqKgopnzdunXk5uZG2dnZlJOTQx4eHvTTTz/VeY5Tp06RVCollUpFREQ7d+4ka2trSk9Pp6qqKpoxYwY1adKEaR8WFkazZ8+uc6ycnBwyMDCgxMRE0mq1dPDgQRKJRJSXl0cjY66S47S9xJdbkckn4WQ/aRc5TNlD1p//QI4zDtY67Cf9TBwDISlClpPTzIM0NPIYGRsbU0JCApWVldGUKVOoRYsWzLmPHTtGO3fupIULF1Lbtm3rtO918/X06VOysLCguLg4UqvVpFQq6c6dO0x9VFQUeXl50e3bt0mr1dKDBw/o2bNnTH3r1q1p4sSJVFxcTBUVFXTjxo1a5x4xYgS1adOGAgIC6rTt34ZWq6UdO3aQhYUFCYVC6tatG2VlZRERUWZmJrVp04acnJyob9++TJ/4+Hiyt7cnsVhM1tbWNGDAANJqtZSRkUEASCAQkEQiIYlEQnw+nwYNGsT0LSsrI5lMRsePHyciosuXL5OPjw9jy9SpU8nExIRMTExo6tSpzGfTiRMnyM3NjcRiMVlYWFDv3r3p3r17zLjDhg0jS0tLEovF5OjoSFOmTKFbt25R3759yX3AFAJAHL6AOAZC5lCELifHGQfJJmI98U1ticMXEM/Ygkw+CWeef6eZB6lV6EQyNzcnsVhMAQEBdPXq1dfOZ9u2bfWeaSKiyMhIsrGxIblcTj169GDmt5rOnTvTnDlz6hwvJyeHeDwe3b9/v1bd6tWr32pXgwYNaOPGja+190MCwDV6jS+GQ2+IDfTz86Nr1679XT4jFpZ3prKyEmKxGGq1Gjwe732b8z9n7969mDx5MpKSkvS81SwsLCwsLB8jI0aMQIsWLTBy5Mi/1N/U1BT37t2rJSvL8hIPDw+sXLkS3bp1AwBMnToVSqUS69evBwCMHj0a3t7eSEhIwJAhQzBixAgAuoSqw4YNQ0REBABg06ZNiIqKwqVLl2qdY/jw4QCALVu2AAC+/vprXL9+HQkJCQB0EQW+vr5Qq9UAdBE1dnZ2WLJkSa2xLl++jJ49e+ptfbewsEDMjl2YcLoUBdcSUZJ6ElZDvnnrtatuncDz89tgM3ojOBwOym4egWPBVVy5fBGATlHG3NwcSUlJekljN27ciLi4OJw+fbrWmK+br1mzZiE7OxuxsbG1+mi1Wjg6OmLr1q3o0KFDrfqjR48iIiIC6enpr/2+W70tJSIiAps2bcL58+ffev3/FsrLy7Fy5UosXboUGo0GX375JRYsWAADAwMsXboUP/30E6KiotCzZ0+9fqWlpWjXrh169OiBefPm1Rr35MmTmDZtGnbs2IFLly4hNDQUHA4HJ06cwL59+6BSqVBeXo74+Pj/bzlUCgsLsWjRIsTFxWHKlCn4JHg4wmKSUFb559MjiAx42BnRklXD+wfA4XCuE5FfXXXs1ieWDxIDAwPIZDIUFha+b1P+Fvr27YvOnTtjzJgxr923ysLCwsLC8rHwf0kmDLB5at6FCRMmYMeOHSgtLUVubi4O/z/27jssiut7/Ph7l7LAwoJ0pKooCIoVjbEbNcbEErtiN5Zgw67RxJ6vJvbYTWxojC2xN9SIRqNGBY2ggigCKiC9SNlyf3/wcxM+YknEoMm8nsfnCTszd87MLgTunHvO4cO0adMGeH5r3oiIiBe2G4aS2+f26NGDmJgYoqKiUKvVbNq0SX/OJ1auXIm1tTV16tTRL5kCqFu3LlWrVmXfvn1otVr27NmDQqEgSm0NQMH9mxhaOpC0YzrxS3uRuHUyhcmxJV57zu8nUFZrof8juvDRPUwdK+q3K5VKKlWqVOJ1leTvtjJOSEggISGB69ev4+rqSoUKFZg+fbq+VfT58+fx8vKiX79+2NjY4O/vT2hoqH5srVbLiBEjWL58+b+6qOrfpVAo+Oyzz7h37x7du3dnyZIllC9fnp07d/LFF1+wa9cuRowYwciRI/WThQBmZmbs27eP9evXs3Xr1mJjJiQk8MsvvxAWFoavry/9+vXTL8+LjY1l9erVbNmyhV27dmFtbc2rJj0UFhayePFivL29KSgoIDIyksmTJ1PP04Gpbb0xNfprf86bGsmZ2tZbmqR5C0gTNZK31n+lTs0TixYtIiwsrMQnMhKJRCKR/Ju8SjFhkOrUvIwmTZoQERGBSqXCxcWFunXr0rFjxxe25n1Ru+EnSmqf6+TkRKNGjfDy8sLU1JSdO3eyePFi/fZRo0YRHR1NcnIys2fPpn///pw9exYAAwMD+vbtS69evVAoFPTq1Ys1a9ZwN1NDgUaHNjuV3BunUdVph8uITZh6+vNo92yEVl0sLk1mMgXx11FW/yODRV2Qx2OMi+1XUnvmkrxKK+OEhASgKHPm999/5+eff2bbtm189913+u3Hjh2jefPmJCYmMm7cODp06EBKSgoAy5Yto379+tSpU+eFcb5JUnIKWB0aQ9D2MAZu+o2g7WGsDo0hNafgtZzP1taWTZs2cfXqVapWrUr//v2pVq0aFhYWhIeHk5iYSL169YiMjNQf4+joyIEDBxgzZgxnzpyhsLCQtWvXMnv2bGbOnIlOp6OwsBA7OzsMDYsaKbdo0QIjIyM0Gg1arRZra+sS23i/DCEEP/74I76+voSEhPDzzz+zatUq7O3t9fv0fseDqW2rYmpkwIvm6WSyokyaqW2rSp3O3hJSe27JW+u/0Pnpz8zMzNi2bRstW7bk3XffxdPTs6xDkkgkEonktVAqlWRmZv7t46WMmufT6XS0adOGIUOGcO7cOXJychg4cCCTJk3C1dX1ua15zc3Nn9tu+ImSioXOmjWL3377jfj4eBwdHdmyZQstWrQgIiICMzMzateurd+3bdu2BAQE8OOPP9KwYUOOHz/OxIkTOXXqFLVr1+by5cu0b9+eep8uAKyQGRqjcPHBtFLRKgJVvU5kntuOOiUeY4c/smVyrp9E4eKDkZWj/jW5kQnR0VG0bdsWGxsbbG1tuX37NufOnUOpVGJra4uNjQ0ZGRn6bJcnXqWVsampKQATJ07EysoKKysrhg4dyqFDhxg8eDCmpqZ4eHgwaNAgoCgjae7cuZw9exZ/f3+WLVvG5cuXS36T30BX4zNYceo2oVGPACjQ/HEvTQwTWXw8imZedgQ29aSGa+lnfHh7e3Pu3DlCQkIYOHAg/v7+fPTRR6xZs4a9e/fStGlT5s6dy+DBg5HJZFSrVo3g4GA6d+6Mo6Mjv//+OydPniQyMpKLFy9SWFhYrKBthQoVMDMzIy8vD6VSSUhISImtqV/k0qVLjB07loyMDFasWEHr1q2fuW/vdzzwc7Fi5anb/HzrETL+aEMPYGIoRwDNvewIbOYpZdK8RaSJGslb67+WUQNF6cWff/45PXv25OzZsxgbG7/4IIlEIpFI3jLm5ubcv3//bx/v5uYmZdQ8R1paGnFxcYwYMQKFQoFCoWDAgAFMmzYNT09PQkNDOXTokH7fsLAwwsPDWb58ub7d8JOWuSW1G37SPvdJvZsnwsPD6d69Oy4uLkBRTZqgoCAiIyOpW/fpMg1/blUcHh5OkyZN9Pv5+/tTv359UqMugWtLjO09yE+48cJrz71+Est3uhR7zcjOHYOoGIYP/4zU1FTu379PWloamZmZbN++nZSUFFJTU4mLiyM7OxsLCwv9hE5cXBwZGRls374duVxOXl4eFy9eZP/+/cycORNPT89inav+PHHl5eWFsbHxM1sd+/n5sX///qfuCRQtt3r48CE+Pj5AUTvkvLw8HB0duX///htXw7GoffpN8jUlt09/MrlwLDKJ01EpTG3r/doyP1q1akVsbCyrVq1i8uTJuLq6MnnyZE6cOEHfvn05evQo69atw9raGplMRn5+Pr///jtGRkacPXuWkJAQWrZsydmzZ3Fzcys2to+PD2fOnGHnzp1UrFjxGRGULD4+ns8++4wTJ04wa9YsBgwY8FLvo5+LFat71yU1p4BdVxK4+TCbrHw1KhMjvJ0s6FLbBRtzxV+KRVL2pIkayVvrv5ZR88TIkSM5duwYX3zxBfPmzSvrcCQSiUQiKXWvWqPG3d2dCxculGJE/y62trZUqFCBVatWMX78eHJycti0aRN+fn6sXLmyWL2OTp060aVLF31Wx5N2w23btkUmk7Fw4UJGjhxZbPxntc/19/dn586d9OjRAzs7O7Zu3YpardZnCe/atYs2bdro2ylv2bJFP1Hh7+/PvHnzCA8Pp2bNmoSFhXHmzBkCpnQkOVOO0rc5WRf3kBcbjolbdbIv7cfAVIWRrav+/PkJN9DmpGLmXbyNdbmqDbl/ZiP5+fl069aN6dOnU6dOHbZv3w4ULW9Sq9Vs3LiR77//nl27dpGenk5WVhaxsbEkJSWRlpZGeno627Ztw9HRkfT0dPr168f9+/dJTU1l586d2NraUlBQgJWVFcOGDcPGxgZvb28CAwMZO3YsCoWCZcuWERgYSG5uLh07dmT8+PFs2rSJ3r1789NPP5GQkEDDhg2xsLAgNjZWfw3bt2/n+++/Z+/evW/oJM0N8tS6F+4rBOSptcw9VDTp9romawwMDBgxYgQDBgxg4sSJfPnllyxfvpxVq1Zx9uxZatasyeeff86wYcP0WVRqtZr9+/czbdo0jh8/jo+PD87OzsXGHThwIDVq1OD9999/5rlzc3MpKCjA2rqovlJ2djbz589n1apVBAYGcuvWLX1r8L/CxlzB0Cb/8pbV/yXPagclpPbckjfc7NmzxZQpU8o6jDKRnJwsypcvr28DKJFIJBLJv8mOHTtE586d//bxv/76q/D39y/FiP59wsLCRNOmTYWVlZWwsbERXbt2FYmJiU/t97+teZ/XbviJZ7XPzcvLE4GBgcLR0VFYWFiIWrVqicOHD+u3N2rUSKhUKmFhYSH8/PzEtm3bih3/zTffiEqVKglzc3NRoUIFsWDBAvEoO19UmXZIuE8+IOw+/kwYWjkJmbGpULhWE06DVhRry21es41Q+jZ/ql13lWmHxO59B4WXl5cwMTERTZs2FXfv3tWfd8OGDQIo9q9fv34l3teSWhmvWLFCODk5CZVKJRo3biyCg4PF1q1bxdKlS8WkSZOEp6enMDQ0FAqFQshkMiGTyYqdy8DAQBgYGAgLCwt9y2mlUtCemkcAACAASURBVCn8/f3F1q1bxcWLF8VXX30l6tevLyZMmCCsra2FtbW1mDhxYrH35sSJE6JWrVrCwsJCVKhQQaxZs6bY+zpnzhzh6uoqLCwsRPfu3UVmZqZ++4QJE4SLi4uwsLAQbm5uYu7cucWuMSwsTNSuXVuYmpqK2rVri7CwMCGEEOFx6cKmSYBAblCsjXT5Yd8K98kHhEPAvGKvy4xMBCBsO04R3p8fFvOWfyuqVKkiVCqVsLOzE3379i0WV2RkpGjevLlQqVSiUqVK4scffyzxfZk5c6YAREhIiP41Hx8ffcttMzMz/X338/MTK1eufOo9B4RcLhcFBQXiq6++Er6+vkJpbi5sHF1Eo4DRYsDGi2L0D1fEqlO3xbiJk0W1atWEgYGBmD59erH73LRpU1G9enWhVqvF2rVrhaOjo+jTp89TLa4l/35I7bkl/0br1q3jwoULfPvtt2UdSpkICQlhwIABhIWFYWdnV9bhSCQSiURSag4fPsyyZcs4fPjw3zr+4cOH1KxZ8z+3RPq/YM+ePcTHx5ORkcGjR4+4cOECdp2mEpFpUOKSmheRyeB9HwdW9y6xQ26ZSk5OpkKFCixduhQPDw+OHz/Oo0ePsLe3Jz09nWPHjpGVlYW7uzspKSkkJiZSWFiIvb095cqVIz4+Hi8vL+rVq4eVlRVLly6lR48edOnSheTkZEaMGMGRI0do1KgRmzdv5v/+7/8ICQmhXLlyBAQEYGVlxaZNmwC4desWLi4uKJVK7t+/T+vWrZk9ezadOnWisLCQypUrExQURGBgIGvWrGHhwoVER0czYvs1dqxdhCb9Ibbtxr/wmvPvXSN592xcRgRjoDChoYNgScA72NrakpOTw9ChQ7GxsWHZsmVoNBp8fHwYNmwYo0ePJjQ0lHbt2hEWFkaVKlX0Y8bExNCxY0dSU1PZvHkzLVu2fOq8QggqVqxI37592bp1KzExMcW229raMnv2bGbMmMGlS5dYsPI74kwrcT3fCnX6Q+K3TqVcs/4ofZpiYign4+pxanm5kX/1KE3frceMGTOAor9fxowZg1arxdbWlkqVKrFw4cK3riC0pHQ8rz23tPRJ8tb6L9ao+bNWrVrRq1cvBg0axN69e6W2jBKJRCL511Aqla+09MnBwYHMzEzy8vL0BVsl/w7Dhw8nOTkZrVZb9NRZJmPDNBUxv+WTp9a+eID/YWJoQGCzN7NBw+HDh3FwcGDQoEHIZLKnJhiuXLlC06ZN9QWF3333XQICAujYsSMpKSkEBwezd+9eatSoQWxsLPn5+eTl5fHNN9+QmpqKRqOhdevWaDQaDAwMsLS0JCAgAFtbW4QQbN26FS8vL8qXL4+NjQ1paWn65VtyuZzbt28DcOrUKTQaDUFBQchkMkaNGsWCBQv46eBRQqMMi3JRXlLO9ZOYeTVEbmyCEPBbigEykz+WARkYGOjPe/PmTR48eMCYMWOQyWS0aNGChg0bEhwczOzZs/XHDB8+nPnz5xMYGPjM854+fZqUlBQmTpzIhAkTnlp6lJKSQlRUFImJiWw5H8tRw/rk5/3/ejuW5TGr/A4FCTdQ+jQlX6PDxLcFN2WQ9nAv5RIyALh37x6jR48mLy8PKFrydPjwYelnlKRE0kSN5K31X61R82dz5syhYcOGrFixghEjRpR1OBKJRCKRlIpXrVEjl8txcXEhPj6+2JN1ydtv7NixTJw4ESEECoWC6dOn069dMwzsXr4OyhOmRnKmtvV+YzvhlNQ5689Onz5drJBzREQEdevWxdnZGWdnZ9RqNWvWrOHTTz8FiorVNmzYkGHDhnHx4kU6dOjA5cuXsbe3p3PnzlSuXFnf/vvChQvs37+fGzducPPmTVJTU7l27Rr379/XF3ieN28eGzZsID8/H41GwyeffKLvkFWuXDm+2fITOu/OADy+fZH4JT0wMLfGovZHWNRu+9T16ArzeXzrLPadP9e/JgPmbdzD2qlDyMrKwszMjJ9++umZ90wIwfXr1/Vf79y5E4VCQdu2T5/vf+91586dUSqVTJ48ucR9HB0dS6y3I4QgPz4Ci1pt/icW0ArB6ehHbDkfy5SujcnLy8PY2BgTExOys7PZunUrn3zyyXNjk/w3ycs6AInk7/qvZ9QAGBsb8/333zNz5kyuXbtW1uFIJBKJRFIqXnWiBqQW3f82KSkpBAYGMm/ePMqXL49MJqNy5cpMnDgRKCo6O7VtVUyNDHhRkrFMBqZGBkxtW/W1Fat9Vffu3SM0NJR+/fqVuP3atWvMmjWLr7/+Wv9aTk4OlpaW+q8tLS3JycnRT6z07NmTWbNmoVAoaNy4MXPnzsXV1RWFQkHHjh05ePAgHh4etGrVilu3bgEQGBjI5s2bOXjwIPHx8Wi1Wq5cucLUqVP57bff2LVrFy1atKBy5cq88847WFlZkZycTHZ2NtH37pOXlkTevasgBEJugJG1Mxlnt5EbGcrj6As8+DaQuIVdSAweT9bl/chNVSjcquuvIV+jY/vqRfrCzRMmTMDDwwMPDw/q1q3L48ePUSgUtGzZkmPHjhEaGsrt27epU6cOFhYW9OzZE0dHRzQajX7M3r174+TkhEqlokqVKqxYsYJdu3bRv39/AJydnXFwcMDIyIhKlSrRrVs3ypcvz9rvNjDms1nErBpG3KKuJKwaROaF3WT+8j0IHebVW5GfcIOHm8YQt6grD74bgTY3E41WMPfQTd7vOZiOHTuiUqlQq9VUqlRJ3wENiiZ8Jk2ahI2NDTY2NkyaNIk/lymRyWQolUrMzc0xNzcvNsGTkZFBv379sLe3x97eXr/U6gkPDw9MTU31x/655bcQgmnTpuHs7IylpSXNmjUjIiJCv33ixIm4urqiUqlwd3fnyy+/fPYHV1JqpIkayVvLwcGBpKQknldn6b+gcuXKLFiwgJ49e/L48eOyDkcikUgkkldWGhM17u7uUovuf4HCwkKWLFlC1apVMTQ05NatW+zbtw8zMzN27NhRrMNR73c82D7kHd73cUBhKMfEsPifOiaGchSGct73cWD7kHfe2EkaKOqc1ahRIypUqPDUttu3b/PBBx+wdOlSGjdurH/d3NycrKws/ddZWVmYm5sjk8m4efMmPXr0YPPmzRQWFhIREcFXX33FwYMHgaJuRT179qRZs2b4+vrSvHlzgGITCVA0WVCrVi3Mzc1ZsWIFvr6+VKtWDZVKxeDBg5kyZQoLFizA19cXd8+qpB5biZGVE66jtuI8cDnq9AconCqTc+04KfsXYP3+cFzHbMfUsx5ZZ7eh9G1WLIMoJ+JnEpMSgaLW10uXLqV69er61uRt2rTB3t6eX3/9lYkTJ9KqVSuUSiVLlixh0KBBBAUFFdWUWbBAP+aUKVOIjY0lKyuLffv28dlnn2Fubk7Tpk05cOAAo0ePpk+fPuTk5NCqVSsSExOJi4vjXmwshTlp2Hw0FtegH3DoNpPMX3eSHXYI+64z0KnzebRrFqr6nXEN+gFV/c7kx11DpykkX6Ml1cyNY8eOceTIEXJzcxkzZgx9+vTRt29fu3Yte/bs4erVq1y7do39+/c/1eL+6tWr5OTkkJOTU6xO55gxY3j8+DGxsbFcvHiR4OBgNmzYUOzY/fv36489duyY/vWdO3eyfv16zpw5Q1paGg0aNKBPnz767YMGDeLmzZtkZWVx7tw5tm7dyo8//lji51ZSeqSJGslbS6lUIpfLX/kXuX+Dvn374ufnx7hx48o6FIlEIpFIXpm5uTm5ubmvNIaUUfN2E0Jw8OBBqlevztGjRzl9+jTLli3D2tqaWrVqkZaWRtWqVZ86zs/FitW963JuUgvGtKrCxzWd8S9vgmH8Zca0qsK5SS1Y3bvuG7vc6YnNmzeXmE1z7949WrZsyeeff17sj2kAX19frl69qv/66tWr+qVR169fp0qVKrz//vvI5XK8vLz48MMP9QW75XI5M2fOJDY2loSEBHx9ffVLqEqi0Wj0BXd9fX25du1asYen165do3wFTzSZSSirNkJmaIyBeTlMK9RBm5uB9nE6Jq6+mLj6IpMbYObTFKEpxLBcef0YuvxcMn/ZxgeDPwNg0aJFdOzYESEEBgYG5Ofnc/fuXYQQGBkZcfPmTQ4dOsSFCxdo0qQJS5cuZeHChVy5coUpU6Zw7949PvjgAwICApg8eTILFy7k6NGj5OXl4e/vj0wmY8uWLQghWLBgAW5ubrRv357Tp0/z27VItAKU1VuicPREJjegICEStBpMK9TGUGVLwf0bGJiXQ+ndCJncAPNqzZEZGqNOjUcIuHDtJl5VfahTpw4ymYy+ffuSkpKiL+WwadMmxo0bh4uLC87OzowbN46NGze+1Odl//79TJw4ETMzMzw8PBg0aBDr169/qWPv3r1Lo0aNqFixIgYGBvTu3ZvIyEj9di8vL5RKpf7rP9cnkrw+0kSN5K0m1akpIpPJWL16NUeOHHnuul2JRCKRSN4GSqWS3NzcV8qalTJq3l6RkZG0adOG8ePHs2TJEg4fPvzUpIyxsfFzx7AxVzC0SSUWd6/Jyh5+ZBxZxtAmlbAxV7zO0EvFuXPnuH//Pl27di32+v3792nRogUjRoxg2LBhTx3Xt29fFi1axP3793nw4AELFy7UL+epVasW0dHRnDx5EiEEMTExHDhwAD8/PwDS0tKIiYlBCEFkZCRjx47liy++QC6Xo9PpWLNmDenp6QghuHjxIitWrOC9994DoFmzZhgYGLBs2TIKCgpYvnw5AC3few/reh3JPL8bTXYK6qxH5N46iyb9AUZ2HsW+v3Ov/wzIEPl/PIBNP70ZU2cvqjiXKxqvZUvu3LnDRx99hL29PampqSQmJuLt7c2RI0eYM2cOHh4e5Obmcu/ePX788UcWLVpEpUqV8PHxwcTEhIoVK5Kfn8+6desYP348QUFBqNVq9u3bh0wmY/v27frzJyUl6WvbDBk+GkMLG4xsXIGiTJ/005sxsLBF4fKnz+b/vyah1SA0hSAEutwMhKYQs4q1Sc3O48KFC2i1WtavX0/NmjVxdHQEimoM1ahRQz9UjRo1ii1BAmjSpAmOjo506tSJ2NjYYtv+fD//t1YPQEBAAHZ2drRu3brYhF6PHj2IiYkhKioKtVrNpk2baNOmeL2defPmYW5ujouLC7m5ufTq1QvJa/asvt1CCOrUqfMau4ZLJK+ufv364uzZs2Udxhvj3Llzwt7eXsTHx5d1KBKJRCKRvBITExORm5v7t48PCQkRzZs3L8WIJK9bSkqKGDFihLCzsxNLly4VhYWFpTKuVqsVRkZGoqCgoFTGe92GDBkievfu/dTrM2bMEIBQKpXF/j2h0+nEhAkTRLly5US5cuXEhAkThE6n02/fvn278PX1Febm5sLZ2VlMnDhRaLVaIYQQt27dElWqVBGmpqbCzc1NLFy4UH+cVqsV77//vihXrpxQKpWicuXKYu7cucXGvnLliqhdu7YwMTERtWrVEleuXBGPsvOF+7DVQq4wFxT1fhIyYzNR7r3BovzgVUJmpBAOPb8UbhN+EnJTlQCEVdO+wn3yAeHYb7Ewsq8gyr3bVdg7OAhAODs7i8GDB4uUlBTxyy+/iMePH4vRo0cLExMTIZPJxHvvvSeio6OL3bPvvvtOODs7i0ePHgl3d3cREhKi36bRaMSQIUOEu7u7yM/PFwkJCaJNmzb6WP/8z75CVVF+yBrhPvmAcJ98QBhYOghkMgEyITMyETIjE6Gs9p6QKZTCtv0EofRt/tQY1m1Hi3e7jxCGhobCwMBA2NjYiIsXL+rjkcvl4saNG/qvo6KiBKC/z6GhoaKgoECkp6eL4cOHC19fX6FWq4UQQgQEBIiPP/5YZGVliejoaFGxYkVhbGysH+vJ/crNzRVffvmlcHBwEOnp6UIIIQoKCsSoUaMEIAwMDISHh4e4c+fOU58/nU4nrly5Ir744guRlZVV4mdX8tcAl8Qz5mJk4jlPKurWrSsuXbr0+maJJJJX1KFDBwYMGEDHjh3LOpQ3xpw5czhx4gTHjx8vtm5bIpFIJJK3iZ2dHREREdjb2/+t46Ojo2nTpo1+eYbkzaVWq1m1ahVz5syhW7duzJw5Exsbm1I9h4uLC7/++iuurq6lOq7k2XQ6HZb2zhj6tkJVrxM6dR6pB5diZONMueYDyb35C5m/fI82Jx2lbzPy711F9U4XlL7NSNw8DusWA+nQpiWTG9lSoUIF1Go1hoYlNy329vbm66+/pl27dvrX9uzZw9ChQzl+/DjVq1cv8TiAYcOG4ePjw6hRo5gwYQILFizAwMAAU1NTpkyZwvz582k4/GsixR/LwLIu7yfr4h4cA+ZjqLLVv54f9zvpJ9ejyXiISYXa6PKyUbj6YNWwJ9lXj6K5soffTh/H09OTY8eO0a9fP8LCwihfvjyWlpaEhIRQr149AC5fvkyzZs3Izs5+KmatVotKpeL8+fNUr16dtLQ0Ro4cyYkTJ7CxseHjjz9m27Ztz/z59+f7NW3aNE6ePMmOHTuKOltt2cLMmTOJiIjAzMzsqWPnzZtHcnIyixYteuY9lbwcmUx2WQhRt6Rt0tInyVtN6vz0tClTpiCEYP78+WUdikQikUgkf9urFhR2cXEhISEBne7l2zVL/nmHDx/Gz8+PgwcP8vPPP7N8+fJSn6SBotbKDx8+LPVxJc+WlpZGTmoidvU7IDM0wsBUhblfS/JiihIBlN6NKP/JSlyDtmHVOABNZjIKp8qIgscUPrzNoz1fsWvsh/j7+wNF39Nnzpwp8VwymazY0p8jR44wePBg9u/f/9xJGiheb2fmzJnExMSg0WjIzs6mS5cuaDQa3Cp56ffPuXqMrPO7cOg5t9gkDYCJW3Wc+i/GNegHbNuNQ52WgMKpCgDqpDtUqt2EKlWqIJfLadOmDU5OTpw7dw54fo2hF12ztbU1W7duJTExkYiICHQ6nX7C50XHhoeH0717d1xcXDA0NKR///6kp6cXq1PzrPsleX2kiRrJW02qUfM0AwMDgoODWbp0KefPny/rcCQSiUQi+VtetaCwqakpVlZWJCYmlmJUktJy48YN2rZtS1BQEAsWLODIkSPP/aP0VTk5OUmfhX+YrW1RJkytnIuYGAh0+Tnk/H4CI/uiTlYFibcROi3ax5mkHlmOaeX6GNm4IlMo8RwTzJLtR7l+7SqHDh0CijJM6tevT1xcHGfPnqWwsJD8/Hy+/vprUlJSaNiwIQAnT54kICCA3bt3PzVZkZyczA8//EBOTg5arZajR4+ybds2fb0duVzO48ePEUIQFxfHkCFDGD16NDU9XVAYyvW1aRy6z8HIyvGpay5MjEFoNegKHpN+8jsMLWwxrVgHAIVjJWKvnNLXAgoJCSEqKopq1aoBz68xFBERQXh4OFqtlpycHMaNG4ezs7O+dlNMTAypqalotVoOHz7M2rVrmTZtGsAL75e/vz87d+4kKSkJnU5HcHAwarUaT0/PF9Ynkrw+JeeOSSRvCXt7e6Kioso6jDeOq6srq1evplevXoSFhWFpaVnWIUkkEolE8pcolcpSadEdFxdH+fLlX7yz5B+RlpbGjBkz2LZtG5999hl79ux5YWHg0iBl1JSNH3/8kaCgIOKvrKZAAwp3P6zf+wSA9ONrKUy+W9T1ybsR5Vp8gkwGpkaGTO3YUN8+PT8/Hyh6QGtoaEh2djaffvopMTExmJiYULNmTQ4fPqzPxJo9ezaZmZn6QsAAjRs35vDhw8hkMlatWsWwYcPQ6XS4u7uzZMkS2rdvrz9Xr169iImJwcLCggEDBjB79mzS8zQsPh5Fxukt6PKyebhpjH5spW8zbNqMACDzwm7y7hRlDJlWqINdp6n6/Syqv0fmbzvw9vZGLpfj5ubGmjVr8Pb2BmDo0KHcuXNHnwH0ySefMHToUKCosPGnn35KQkICSqWSd999lwMHDmBkZAQUTWIFBQWRkZFBlSpV2Lp1q37i80X3a9KkSSQnJ1OzZk1yc3Px9PRk9+7dWFlZodPp+Omnn5gyZQqFhYWUL1+ekSNHMnLkyFL5fEieTapRI3mrbd++nd27d7Njx46yDuWNNGzYMLKzs9myZQsymaysw5FIJBKJ5KW1bNmSSZMm0apVq789RpcuXejWrRvdunUrxcgkf4darWbNmjXMmjWLLl26MGvWLGxtbV98YCn54osvMDAwYPr06f/YOSXFXUvIYOWp2/x86xEyIF/zx7JEE0M5AmjuZUdgM883sn36kOBLhNxI4u80o5PJ4H0fB1YF1OH8+fNs2LCBXbt2Ua9ePQYMGECHDh0wMTEp/aAlb7Tn1aiRMmokbzWpRs3zLVq0CH9/f4KDg+nbt29ZhyORSCQSyUt71Ro1ILXoflMcPXqUMWPG4OzszMmTJ/VLPf5Jjo6OXLt27R8/r+QPfi5WrO5dl9ScAnZdSeDmw2yy8tWoTIzwdrKgS22XN7p9+vBmnpyJTiFPrf3Lx5oYGhDYzBOZTEaDBg1o0KABS5Ys4aeffuLbb78lMDCQ7t27079/f/z9/aUHrBJpokbydpNq1DyfmZmZft3tu+++i6enZ1mHJJFIJBLJSymNiRo3Nzdu375dShFJ/qpbt24xduxYoqKiWLhwIe3atSuzP0CdnJw4duxYmZxbUpyNuYKhTSqVdRh/WQ1XK6a29WbuoRvkqV++SLmpkZypbb2fyhIyMzMjICCAgIAA4uLi2Lx5M7169UKhUNC/f3/69OmDo+PTdXAk/w1SMWHJW03KqHkxPz8/vvjiC3r27ElhYWFZhyORSCQSyUt51WLCIGXUlJX09HTGjBlDo0aNaNGiBREREbRv375MswSkGjWS0tD7HQ+mtq2KqZEBL/o4F9XbMWBq26r6ejvP4ubmxrRp04iOjmb16tXcuHGDqlWr8tFHH7F7924KCgpKJf6UnAJWh8YQtD2MgZt+I2h7GKtDY0jNKZ3xJaVHmqiRvNWsra3Jzs6WJiBeYMSIETg4OPD555+XdSgSiUQikbyU0igm7ObmRlxcXClFJHkRjUbDypUr8fb2Ji8vj4iICMaNG/ePFAt+Eanrk6S09H7Hg+1D3uF9HwcUhnJMDIv/SW1iKEdhKOd9Hwe2D3nnhZM0fyaTyWjcuDHr168nPj6erl27snz5clxcXBg1ahRhYWE8r8bss1yNz2BI8CUazj/J4uNR7Al/wMmbyewJf8CS41G8O/8kQ7dc4mp8xl8eW/J6SEufJG81uVyOra0tjx49wtnZuazDeWPJZDI2bNhAzZo1adWqFS1btizrkCQSiUQieS6pRs3bJSQkhDFjxmBvb09ISAh+fn5lHVIxjo6OJCYmIoSQ6n9IXtk/UW/H3Nycfv360a9fP+7cucOmTZv4+OOPsbS0ZMCAAQQEBGBnZwfA+fPn2bp1K0uXLkUuLz5xtOV8LHMP3SRfoy2xEPKTos7HIpM4HZXC1Lbef2lySfJ6SBM1krfekzo10kTN89nZ2bFx40b69etHeHi4/gd7Sk4Buy4ncDMxi6x8DSoTQ7wdVXSt82YXdJNIJBLJv5u5ufkrL2+2tramsLCQrKwsVCpVKUUm+bOoqCjGjx9PZGQkCxYsoEOHDm/kRIiJiQlmZmakp6djbW1d1uFI/iX+qXo7FStWZObMmUyfPp1Tp06xceNGZsyYQfPmzenfvz+rV68mJCSEgoIC1qxZo/8eLJqkebmaOkJAnlrL3EM3AKTJmjImTdRI3npSnZqX16pVKwICAhg0aBCzVmxi5akYQqMeAVBQrEViIouPR9HMy47App7UcH3zWiRKJBKJ5N/N3NycmJiYVxpDJpPh7u5OXFxcmXQa+jfLyMhg9uzZbNq0iUmTJrFz504Uijf7Ac+TOjXSRI3kbSWXy2nRogUtWrQgKyuLnTt38uWXX3Lx4kUAgoODsbe3Z86cOVyNz2DuoZt/qfAxQJ5ax9xDN/FzsXoj26T/V0g1aiRvPanz018zZ84csuxr0GPteUJuJFGg0RWbpIGiFMgCjY5jkUn0WHeeLedjyyZYiUQikfxnlUYxYZDq1JQ2jUbD6tWr8fb2Jjs7m4iICCZMmPDGT9KAVKdG8mK9e/fGyckJlUpFlSpV+Pbbb/XbduzYQdWqVbGwsMDHx4c9e/botwkhmDZtGs7OzlhaWtKsWTMiIiKKjX38+HFq166NUqnExcWFHTt2PHX+zZs3I5PJip13xowZGBkZYW5urv93584dVCoVgwYNombNmvoMmvz8fObOncvIkSNZceo2efn5pB1fR8LyvsQv7k7q0ZUIrUY/tiYjiaQd04lf3J34b3qTdmwVQqclX6Nl5anbnDx5ktq1a6NSqahYsSJr164tFu/333+Pu7s7SqWSjh07kpaWpt9248YNWrRogaWlJZ6envz000/6bbGxschksmLXNHv2bP32/v37Y2xsXGy7Vqt9qWN9fX2LbTM0NKRdu3YveOffPFJGjeStZ29vL03U/AU7rjwgqfy75JdBCqS0zEoikUgkL6s0igmDVKemNJ04cYIxY8ZgY2PDkSNHqFmzZlmH9JdInZ8kLzJlyhS+++47FAoFN2/epFmzZtSqVQtHR0d69+7N3r17adOmDYcOHaJr167ExsZib2/Pzp07Wb9+Pb/88gvu7u5MmzaNPn36cOXKFQAiIyPp1asXmzZtolWrVmRmZpKRUbxwb3p6Ol9++SW+vr5PxdW9e3e2bNny1OvR0dFs2LABc3NznJyc0Gg0PHz4kHKOrmyPekTGrzspTIzGadAKEDqSd80i89x2rBoHAJB6bCUGZla4jAxGl59L0vZpZF85iKpue05GPuT74b35+quvGDJkCJcuXaJ58+bUr1+fGjVqEBERwdChQzl48CC1a9dmyJAhBAYG8sMPP6DRaOjQoQPDhg0jJCSE0NBQ2rVrR1hYGFWqVNHHn5GRgaFhyVMSEydOZM6cOc98r551Q+cWhAAAIABJREFU7J8nyIQQVKxYka5duz5znDeVNFEjeetJS59eXlmlQF6Nz2DFqdvSMiuJRCKRvLTSKCYMUkZNabh9+zbjx4/n2rVrLFiwgI8//viNrEPzIlJGjeRF/jxJIpPJkMlkxMTEoNFosLKy4oMPPgDgww8/RKlUEhMTg729PXfv3qVRo0ZUrFgRKMrMWbx4sX6sOXPmMHToUP3xNjY22NjYFDv3lClTGDVqVImZNs9y9OhRWrVqxcGDBwHQ6XQolUqyTJ0gH/JuX0T1ThcMTC0AUNVpR/qpjfqJGk1mEqo6HyEzNMbA3BjTCnVQpxT9vNTlZZOdlUWfPn2QyWT4+/tTtWpVIiMjqVGjBlu3bqVdu3Y0adIEgNmzZ1O1alWys7O5d+8eDx48YMyYMchkMlq0aEHDhg0JDg4ulv3yup0+fZqUlBQ6d+78j52ztEhLnyRvvde59KmgoIBBgwbh7u6OhYUFNWvW5PDhw8CL0+7S0tLo3r07NjY22NraEhAQQFZWln578+bNsbOzQ6VSUaNGDfbu3Vvs3I8ePaJXr15YWlpSrlw5AgIC9NtelNK3f/9+qlWrhrm5Oe+++y6RkZEArDh1m5RrJ7m/dihxi7sRvyyAlAOL0BU8BkBo1KQcWkrCygHELerKg/UjyYu5BKBPgTxx4gTe3t6YmZnRvHnzYk8pS4qrVqP36LHuPId+uUL8DzO5vbAH8Ut6kLT9c9SpCfplVkcjEnmv16dY2zmWmDI6ceJEXF1dUalUuLu78+WXXxa7X8+65icWL16Mo6MjKpWKgQMHUlBQ8Bc+CRKJRCL5p5XmRI2UUfP3ZGZmMmHCBN555x0aNGhAZGQknTp1eisnaUDKqJG8nMDAQMzMzPD29sbJyYm2bdtSt25dqlatyr59+9BqtezZsweFQqHvbtajRw9iYmKIiopCrVazadMm2rRpox/z/PnzAFSvXh0nJyd69+5dbJnQxYsXuXTpEsOGDSsxpv3792NtbY2vry+rVq0qtu3P7bqFEAghCLt67Y8Ho3/ejkCbnYIuv2hZqapuB3IjT6NT56PJTiHvziVMK9QGQGNiide7bdiwYQNarZZff/2Ve/fu0ahRI6Aoc6VGjRr6sStVqoSxsTFRUVElXoMQguvXrxd7zd3dHRcXFwYMGEBKSkqxbStXrsTa2po6deqwe/fup8Z73rFPbNq0ic6dO6NUKkvc/iaTJmokb73XmVGj0WhwdXUlNDSUzMxM5syZQ7du3YiNjdXvk5GRQU5ODjk5OXz++ef616dNm0Z6ejp3794lJiaGpKQkZsyYod++dOlSHj58SFZWFmvXrqV3797Ffnno1KkTjo6OxMXFkZyczPjx4/XbIiIi9OfMzs7G1dVVn9IXHR1NQEAAq1evJiMjg3bt2tG+fXsSM3IJjXqEwtkHx95f4TZmB87DvkXotGScDgZA6LQYWtji2GsermO2Y9WkD4/2zkeTkYQQcDzsNh936sTs2bNJS0ujbt26dO/e/ZlxlbN3IsmmFnlqLdr8HEwr16f8kDW4jNyCwqkKybv/SGfMvfELGeHHKNfjS745dIUGDRrQp08f/fZBgwZx8+ZNsrKyOHfuHFu3buXHH3987jVrNEVrcI8ePcq8efM4ceIE9+7d486dO0yfPv1VPhoSiUQiec1Ka6LmSTFhycvTarWsXbsWLy8v0tPTuX79OpMmTcLExKSsQ3slUkaN5GWsXLmS7Oxszpw5Q6dOnVAoFBgYGNC3b1969eqFQqGgV69erFmzRj8B4OTkRKNGjfDy8sLU1JSdO3cWy6hJSEggODiY3bt3Ex0dTV5eHiNHjgSKvt8CAwNZvnz5U621Abp168aNGzd49OgR69atY9asWWzbtg2Ali1bEhoayqlTpygsLOTLL7+ksLCQ3MdFD2FNKtYh+9I+tI8z0eakk31pPwA6TdEDSxPXaqhT4ohf1I37K/pj7FgZ0yoN9Od29W/FrFmzUCgUNG7cmLlz5+Lq6gpATk4OlpaWxWK1tLQkOzsbLy8v7O3t+frrr1Gr1Rw7dozQ0FAe//+4bG1t+e2337h37x6XL18mOzu72EPpUaNGER0dTXJyMrNnz6Z///6cPXv2pY594vHjx+zatYv+/fu/7Fv/Znky61bSvzp16giJ5E136dIlUatWrX/sfNWrVxe7du0Sd+/eFYBQq9Ul7temTRuxYsUK/dfLly8XrVu3LnHfCxcuCGNjY9GuXTvh5uYmTE1NhZGRkdi/f79+n+PHjwsvLy9hamoqmjVrJmJjY4UQQpw6dUoYGRmJSpUqCXNzc2Fvby/8/Pz0x2m1WmFsbCzsXTyEzFAhjB0qCacBy4T75APCdexOofRtLoydqwqFi6+QGZkIuZmVKPfeYOE++YBwGblFyBRKITcxFzKFmTAq5yTKV6iiH/vQoUMCEGZmZkKpVAqlUik2btwohBDi2x0HhMxIIRSu1YRMYSYMrZyE3cefCffJB4T75APCrtssARSNb6oSRnbuwtSznnCffEB4f35Y9B82SgDCwsJCODk5iaCgIP29TkhIENWqVRPt2rUTHh4ewtjYWCiVSnHr1i0hhBAajUYYGhoKOzs7YWFhIdzc3MTYsWP1cbu7uwuZTKaP2cDAQHz00Uf67SdOnBC1atUSFhYWokKFCmLNmjUlvm8DBgwQgIiOjta/1rRpU6FQKPRjV6lSpcRjJRKJRPJ8MTExokKFCq88zt27d4Wrq2spRPTfcPLkSeHn5ycaN24sLl++XNbhlKqQkBDRvHnzsg5D8hYZOnSoWLp0qQgJCRHW1tbit99+E1qtVly8eFE4OjqKsLAwIYQQU6dOFQ0aNBDx8fFCrVaLDRs2CA8PD5GbmyuEEEKlUokZM2box7106ZKwsrISQgixbNkyMWDAAP22pk2binXr1j0zpv/7v/8TnTp10n+9c+dO4evrK6ytrcWoUaOEr6+vaB04q+h3/XG7hUXtD4WBubUwtHQQVk37CuSGwm3SPuE2aZ8wUNkJqyZ9hNv4n4TL6O+FqWd9oarfSbhPPiDKD14lDBUm4siRI0Kr1YqbN28KT09PceDAASGEEO3btxfz588vFpu5ubm4dOmSEEKIq1eviiZNmghra2vRunVrERAQIAYOHFjiNT18+FAAIisr65nvw59/l3+ZY4ODg4W7u7vQ6XTPvJdlDbgknjEXI2XUSN56/2SNmqSkJKKiooqtX31W2t3w4cM5cOAA6enppKens3v3bv261Cc++ugjTExMqF+/Po0bN6ZWrVqEhoYyceJEqlWrxscff4yVlRU1a9akQ4cOJWaybNq0CR8fHw4cOEBmZiZ9+vQhMjKSc+fOAUXLtwoLCzF39MA16AeU1d8jafsX3FvUlfhFXcm9dRZ1ShzmtdrgOnobzkPX/pHymJmEKMzDrvM0XEdvQ25hR1JCLDk5Ody+fZv169cDRdlBTzJp+vXrB8D8ZatAJsescn1cR2/Dus0IUg4sRJ12vyiuhAjkCiUugRtwDlyPkY0r+XG/o067T15BAedvxNG2bVuysrK4fv06V69epUOHDpibm+Pi4kJiYiLR0dEcPHiQBQsWUKdOHWxtbYGiivlPnk48ePCAjIwMLl26pL/vly5dQgjBvXv3nspIUqvVfPzxxwwdOpTMzEy2b9/O2LFjuXr1arH37pdffnlm29jly5fr78etW7f+ykdMIpFIJP9faRUTdnZ2JjExEbVaXQpR/XvFxMTQqVMnBg4cyOeff05oaCi1a9cu67BKlZRRI/mrNBoNMTExhIeH06RJE+rWrYtcLsff35/69etz/PhxAMLDw+nevTsuLi4YGhrSv39/0tPT9Uvx/fz8ii0Z/PN/nzhxgp9++glHR0ccHR05d+4c48aNY8SIESXGJJPJii136tKlC9evXyc1NZWZM2cSGxtLg/r1URjKkRspsG79KS4jNuP86XfITVUYO1ZCJpOjy8tGm/UIi9ofITM0wsBUhblfS33ZA9LicXKtwPvvv49cLsfLy4sPP/xQXwbC19e32O/Hd+7coaCgQF8s2M/Pj9DQUFJTUzl69Ch37tyhXr16z7wmKKqx8zLX/DLHbtq0ib59+761SzWliRrJW8/e3p5Hjx4985u3tKjVagICAujXrx/e3t4vTLurXbs2hYWF+mJhBgYGBAYGFhvzwIEDZGdnc+jQIdq2bcvMmTPx8PDgwYMHhIWF4eDgwJo1a/D39yc/P5/mzZtjYmLCjBkzuHr1KmFhYezatYslS5bg7e2NXC7nk08+QQjBli1bKCws1K91tXKviszQCFXd9sgMjbDvOBnn4RtROHpi4loNc9/myAyNkCvMMLJ1RWg1ZIRuxrxGa0xcqyGTG2Bo5YBOp6N69epUq1ZN32bvSRrjE3HJ6dw+fxx0Wiz8OyKTG2DqUQOFsw+510+iyUoh91oI1u8HIleYITcyQVWvI0JTyIO1Q7n3dSduh//K7PkLgaLMP7lcjru7O9nZ2Vy6dInCwkK++uorfHx8aNWqFZcuXeLatWsUFhayYMEChBAoFAp9vZxff/1VH+eTNM3s7OynioylpaWR9YzCaU9oNBpGjhzJN998U5ofMYlEIpH8SWktfTIyMsLBwYEHDx6UQlT/PllZWUyaNIn69evj7+/PjRs36NKly1v7x83zSDVqJM+TnJzMDz/8QE5ODlqtlqNHj7Jt2zbee+89/P39OXPmDOHh4QCEhYVx5swZfY0af39/du7cSVJSEjqdjuDgYNRqNZ6engAMGDCADRs2cOfOHR4/fsy8efP46KOPANi4cSM3btwgPDyc8PBw6taty/Tp05k7dy4Ae/fuJT09HSEEFy9eZNmyZXTo0EEf9+XLl9FqtTx69IghQ4bQvn17RnRqCoAmOwVNdipCCAru3yTz7A/6QsIGZpYYWjqQHXYIodOiy88h5/cTGNlXAMDYoRJpD+M4efIkQghiYmI4cOCA/poDAgLYv38/Z86cITc3ly+++IJOnTphYVFUuPjatWvk5+fz+PFjFixYwMOHD/XLkC5cuMCtW7fQ6XSkpqYyatQomjVrpv8dfdeuXeTk5KDT6Th27Bhbtmyhffv2L3UsFC01+/nnn/UPkN9G0kSN5K2nUCgwMzMjPT39tZ1Dp9PRp08fjI2NWb58OVD0C2TdunUxNDTEwcGB5cuXc+zYMbKzs4Gi9aRVqlQhOzubrKwsKlWqRO/evZ8a28jIiA8++IBjx46xb98+AExNTXF1dSUlJYUaNWpgZmaGpaWlfm2mUqmkUqVKbNy4EWtra5o2baof70nh44MHD+Lk5MTdu3cxNzfH1sFJv4+xnQfqR/cwtLBFqAsouH+TxODxxC8LIHnnTNSZSaQcWAgGhli3+qOomVAXIHRaYmNjKSgoQKvVAhAUFIRCoaBChQr06tWLMbOXIDdRgux/f8QIChJjSN7+ORa1P0Tp80fc6ae3IDMwwjlwI24TfsK2SS+aNmqISqXC1taWq1evMnToUGQyGXZ2dmRlZbFw4UJcXV354IMPaNu2LcOHD8fJyYmCggIcHBxwcXHR30+1Wk10dDSAvqizhYXFU0XGHBwc6Nmz5zMLp0FRYeImTZro/0f1v6ZMmYKtrS0NGzbk1KlTJe4jkUgkkuczNTUlPz9f//+aVyG16H6aVqvl22+/xcvLi0ePHvH7778zZcqUt74OzfNYW1vz+PFj8vPzyzoUyRtIJpOxatUqXFxcKFeuHOPHj2fJkiW0b9+epk2bMmPGDLp06YKFhQWdO3fms88+o3Xr1gBMmjSJGjVqULNmTaysrFi8eDG7d+/Gyqqom+nAgQPp27cv9evXx93dHYVCwbJlywCwsrLSZ9M4OjpibGyMSqXSTzz88MMPeHp6YmFhQd++fZk0aVKxCYjRo0djZWWFl5cX5cqVY926ddiaK2haxQ5tRiKJwROIX9iFlIOLsWrWT585D2DXaSp5dy6TsLQX99cMQWZgiPV7nyCTwfsN/Fi/fj2jRo1CpVLRtGlTOnfuzCeffAIUZdSsXr2agIAA7O3tyc7OZuXKlfqxg4ODcXJywt7enhMnThASEoJCoQCKsm/atGmDhYUF1apVQ6FQ6OvuQFG2vrOzM1ZWVkyYMIF169bRrFmzlzr2ybkbNGhApUqVSuWzURZkz8tCqFu3rvjzcgGJ5E3l5eXF3r178fb2LvWxhRAMHDiQ2NhYDh06hKmpaYn7JSUl4ejoSEZGBpaWlpibm3P27Fl9NfTw8HAaNWr0zKeDLVu25MMPP2TMmDGsWbOGoKAg+vbty5o1axg0aBD79+9n3bp1+hn0hg0bkpGRQefOnZk1a5Z+nH79+pGUlMThw4eRyWRMnTqV+fPnM239IbZFaynQ6Hi072uMypXHqnEACSv6o81OwbHfIoztPEj7eT2Pb5zByNYN+64zkBsV/UDVFTzm4bpPsVAqmD97BuPGjePx48dotVqOHTtGbm4u06ZNw9bWltuPcslWVeTxjVDMa32Ayr8j+XHXSN45E5mhMRa1P6Rcs/76mAuT7/JwYxDmNT/ApvUfE0MPl/XgbOjPWFpasnnzZoYPH65PCW3YsCH29vbcunWLjIwMWrduzYQJExg8eDDLli0jKCiIkJAQ6tati6+vL/fv3+fcuXM0aNCAkydP0qtXL+7cuYOjoyP79u3T//CHosr6n3zyCampqQCsWrWKwYMHAxAfH0/z5s25fPkylpaWyGQyoqOj9U9MLly4gI+PD8bGxvzwww+MGDGC8PDwt/p/FBKJRFJWLCwsuH//PiqV6pXG6dWrF23bti3xgcl/UWhoKEFBQSiVSpYuXUqdOnXKOqR/jJubG6dPn8bDw6OsQ5FIXqur8Rn0WHeePPVfn+w2NTJg+5B38HOxeg2RSZ6QyWSXhRB1S9omZdRI/hVeZ52aTz/9lBs3brB///5ikzQvSrvz9/fn22+/JS8vj7y8PNauXavPwLh58yaHDx8mLy8PtVrNli1bOH36NE2bNkWn03H06FE0Gg316tXj/7F353FR1fsfx18DDJusIoiKgOaCkPuaS2reFJfUFNzAPS2XXDK1tExzSc0yvV6XNAt3RfJ6NS2zXFM0VFQUcEs2FVAWkR1mfn/wY5LArdAzDJ/n48HjkXPmnHmfQWP4nM/5fPPz83WrQ7Vp00b3+vfu3SMiIqJIRX3q1KmEhYXx4YcfotFoSExM5IcffsDJyUnXAvng0iE06SkYmVqQl5qAJusBxjaOmFWpg8rEFG12BpqMVCq9MeXPIk1uNgk7P8XCvQF5mQ+oWLEily9fpk6dOlSoUIHXX3+d3r17s27dOi5cuMCtiHNYNXwdx74fkXk9hNh/D+Z+cBBGppaYWDsUKdLkJt8iYccnWNRqQW7CDfLTk9FqNTwI+xVNXh61atXipZde4vbt24waNUrXegnQv39/7OzscHd3p3v37vzwww8kJiZy7NgxvLy8GDlyJF5eXnTv3h0ouEUrJSWFefPmMWzYML7//vtiHUkREREMGDCADRs2kJOTw6VLl1i8eDE//PADUNA9NGvWrGJT7gu1bNkSa2trzMzMGDp0KG3atGHfvn1/7y+fEEKUc1ZWVqSnp//j40hHTYE//vgDHx8fhg4dyocffsixY8fKVZEGZE6NKD8aVrdjZjcPLNTP9iu/hdqImd08pEijMBOlAwhRGipXrkxCQkKpHzcqKoo1a9ZgZmaGs7Oz7vE1a9ZgZGTEjBkzSEhIwMbGhtdff71I211hq6CLiwtarZYWLVoQEBAAFHTpzJ49m8uXL2NsbEzt2rXZvn07jRs3ZsSIESQnJ7N//34mT57MxIkTcXBwoHbt2rphuenp6dy4cYNGjRrpOjU++eQT9u/fz5EjR+jVqxfnz59HrVbzyiuvkJiYiEMFU9rXcWTHrzFkRV8kK/Yy90N2Y2xlj2mVgqFfeakJpIf9CkDcmrd1g7vU9s6YOrozcOpCfKveZ/z48URFRdGyZcsiRQiVSkVWVhZVatdHbV9wq5Wz30IAHlz8hayo82hyMon+wkf3PhhbWGHbZgBW9f9F0q/fcHv9BDS5Wajtq9LjvSXY2dmh0Wg4ffo0ly9fxtraGmdnZ4yNjXVzZQD++9//EhMTQ926dfH19SU4OFh3O9OBAwfYvn07AwcOJCsri759+zJnzhx69OhRbMhYWFgYderUoUuXLgBFBqd1796dX375hePHjzNt2jTdPq+88grLli1j0KBBxf4OPW74mRBCiMcrrYHCrq6uutkS5VFaWhoLFixg7dq1TJ48mY0bNz6yQ9jQyZwaUZ74t3IHYP6+CLLy8nncR1KVCsxNjJnZzUO3n1COFGqEQXheHTVubm6P/SV74MCBj9xWo0YN9uzZU+K2evXqcerUqWKPv/POO4SHh3Pw4EGsrKy4ePEiAImJidSqVYugoCC6d+/Op59+SpMmTQgODgbgs88+Y8uWLRw7dgwHBweOHz+uO2ZOTg61a9dm+fLljOo+gP9tceCBtQPV3v4albGazJvnubtrATnxN1BXcsW6WS9y7lzF2X8x2vw8Er+fD0bGuLw5lXGv1aGBix0REREAHDp0SFeIiI2N5YMPPqB///60HPYRSw9eIe3WddQVq6HVasjPSMXYtjLVRq1GZaImL+0u8Zs/wKpxN6wbdwPAofMY6DwGgKyLB2jdqjlQ0OWSn5/PhAkT+PLLLwEYMmQIn3/+OU2aNCE1NRUzMzPdbWJJSUncuXOHmjVrEh4eznvvvcfixYsZPXq07n0pHDK2evXqIt+Dxo0bc/XqVX799Vc6duzIjRs32Lt3r64wc+XKlSJT5atUqcKePXto2LAhKSkpnDp1ivbt22NiYsL27ds5evQoy5Yte+TfEyGEEI9WWgOF3dzc2L17dykkKls0Gg3fffcdH330EZ07d+bChQtUrVpV6ViKko4aUd74t3KngYsdKw9f41BkIiogK+/Pz7LmJkZogY51HRnboZZ00ugJKdQIg/C8OmpepMd17/j5+REUFMT48ePx9/enZcuWbNu2TfecGTNmYGpqqpuTUvhY4eP//e9/eeutt/jggw+o7PoS1fvNQmusBsDCvSF27YeSEDgbbW42Zi6eVOo5FYDsuHAyr/+OysSMm1/2o/VXBZ0n+/fvp127dpw7dw5/f3+Sk5NxcHDgzTffZP78+WSrTFl68ArpYYd4cP4ntJp8zKp7UXnAXFQmBa/74PwB8lLukHp8C6nHt+hyu07ZCUBmzGU+H/UGswc9wNHREV9fX+bOnat73ooVKxg9ejRVq1bFzs6OUaNGMWLECADu3r3LG2+8QUxMDI6OjkycOLFIkQYePWTspZde0nVDRUVFYWtri5+fn25wmpOTU7HvXaVKlbCwsODBgwd89NFHREREYGxsjIeHB//97391yxQKIYR4NqVVqHF1dSU6OroUEpUdx44dY9KkSZibm7N7926aN2+udCS9IB01ojxq4GLHav9m3HuQzc6zsUTcTuN+Vi425mo8qljj08QFByszpWOKh8gwYWEQVq1aRWhoKGvWrFE6SpmwKfjm07VAokWbn8vsng0Y1vbZhuGO3hjCz+Hxjz3+I19XBV08K7Pav8TZWkIIIcoJb29vJk6cSNeuXf/Rce7fv0+VKlV48OCBQS47/bCbN28ybdo0Tp06xaJFi+jfv7/Bn/OzWLNmDWfOnOHrr79WOooQopyTYcLC4BlCR82L5N/Kne2jW9HFszJmJkaYmxT9X4G5iRFmJkZ09nKmTvQPnAtc/syvMa5DLcxNjP9WPnMTY8Z2qPXkJwohhDBopTVM2MbGBlNTU5KSkkohlX568OABM2fOpFmzZtSvX5/w8HAGDBggRZq/kI4aIURZILc+CYPwPFd9MlRP2wKZ3P1zmjZtSrt27fDx8Xnq4xdOmp+/L5zMXM2Td/h/MmleCCFEodIaJgwFtz9FRUXh4OBQKsfTFxqNhg0bNjBz5kw6depEaGgoLi4uSsfSWzKjRghRFkihRhgE6aj5+xyszHj71Uff1mRvb09gYCBdu3alYcOG1K5d+6mPLZPmhRBC/BOlNaMGCgYKR0dH06RJk1I5nj44fvw4kyZNQq1W8/3339OyZUulI+k96agRQpQFUqgRBkE6ap6vpk2bMmfOHHx9fTl58uQzLekpk+aFEEL8XaVZqDGkgcJRUVFMnz6dEydOsHDhQgYOHCi3OD2lwot7Go0GIyOZAiGE0E9SqBEGwcbGhtzcXDIyMrC0tFQ6jkF65513OHr0KBMnTnzmAXwyaV4IIcTfUdodNVFRUaVyLKU8ePCARYsWsXLlSt59912++eYbKlSooHSsMsXMzAxra2vu3buHo6Oj0nGEEKJEUqgRBkGlUuHk5ERCQgLu7u5KxzFIKpWKr7/+mubNm7Nx40YGDx78zMd40m1WQgghxMOsrKxKbQCwq6srp0+fLpVjvWgajYZNmzYxY8YM2rdvT2hoKNWrV1c6VplVOKdGCjVCCH0lhRphMApbWaVQ8/xYW1sTGBjIa6+9RpMmTfDy8lI6khBCCAMmHTVw8uRJJk2aBEBgYCCvvPKKwonKvsI5NfXr11c6ihBClEhuzBQGQ+bUvBj169fn888/x9fXt9Q+PAshhBAlKe1Vn8rSjJqYmBgGDRqEr68v48eP5+TJk1KkKSWy8pMQQt9JoUYYDFn56cUZNmwYrVq14p133kH7uKWchBBCiH+gNDtqnJ2dSU5OJisrq1SO97ykp6fzySef0KhRI2rVqkVkZCSDBw+WwbelSFZ+EkLoO/k/vjAY0lHzYq1YsYILFy6wdu1apaMIIYQwUKVZqDEyMsLFxYWYmJhSOV5p02g0bN68GQ8PD65cucK5c+f49NNPZVjwcyAdNUIIfSczaoTBqFy5cpm897yssrS0JDAwkLZt29K8eXMaN26sdCQhhBAGxsrKivT09FI7XuGcmtqoEOfzAAAgAElEQVS1a5faMUvDqVOnmDhxIvn5+Wzbto02bdooHcmgOTs7l9nB0kKI8kE6aoTBkI6aF69u3bqsWLECX19fUlNTlY4jhBDCwJRmRw3o35ya2NhYBg8eTJ8+fRgzZgynTp2SIs0LIB01Qgh9J4UaYTBkRo0y+vfvj7e3NyNGjJB5NUIIIUpVaQ4TBv1Z+SkjI4NPP/2Uhg0b4ubmRmRkJEOHDpU5NC+IzKgRQug7+WkgDIZ01Cjniy++ICoqiuXLlysdRQghhAExtI4arVbL1q1b8fDw4NKlS5w5c4Z58+ZhZWWlWKbySDpqhBD6TmbUCIMhHTXKMTMzIzAwkFatWtGyZUtatWqldCQhhBAG4HkUapTqqDl9+jSTJk0iOzubzZs3065dO0VyCLC1tSUnJ4eMjAwsLS2VjiOEEMVIR40wGA4ODiQnJ5OXl6d0lHKpRo0arF27lv79+3Pv3j2l4wghhDAApqamaLVacnJySuV4bm5uL7yjJi4ujiFDhtC7d29GjRrF77//LkUahalUKpydnaWrRgiht6RQIwyGiYkJ9vb2UiRQUM+ePenXrx9DhgxBo9EoHUcIIUQZp1KpSnXlp+rVqxMbG/tCfkZlZmYyd+5cGjRogIuLC5GRkQwfPlzm0OgJmVMjhNBn8pNCGBSZU6O8BQsWkJqayqJFi5SOIoQQwgCU5kBhCwsLbG1tn+tnBa1Wy/bt2/Hw8OD8+fOEhISwYMECrK2tn9trimcnc2qEEPpMZtQIgyJzapSnVqvZtm0bzZs3p3Xr1rRv317pSEIIIcqw5zVQuEqVKqV2zEIhISFMmjSJ9PR0NmzYID8D9Zh01Agh9Jl01AiDIh01+sHFxYWAgAAGDRok3w8hhBD/SGkXap7HEt23bt1i+PDhvPHGGwwfPpyQkBAp0ug56agRQugzKdQIg+Lk5CQdNXqic+fOvPXWWwwaNIj8/Hyl4wghhCijSnNGDZTuEt2ZmZksWLCABg0aULlyZSIjIxk5ciTGxsalcnzx/EhHjRBCn0mhRhgUufVJv8yaNQuAOXPmKJxECCFEWaWPHTVarZbAwEA8PT05c+YMp06dYuHChdjY2JRSSvG8SUeNEEKfyYwaYVCcnJy4du2a0jHE/zM2NmbLli00bdqUNm3a0KVLF6UjCSGEKGNKc5gwFHTU/Prrr397/7NnzzJp0iTu37/P+vXr6dixY6llEy+OdNQIIfSZdNQIgyIdNfqncuXKbNmyhWHDhhEbG6t0HCGEEGWMvnTU3Llzh5EjR9K9e3cGDx7MmTNnpEhThklHjRBCn0mhRhgUGSasn1599VUmTpxI//79yc3NVTqOEEKIMuR5rfr0tLKysli4cCEvv/wyDg4OREREMGrUKJlDU8Y5OTmRmJgoc/SEEHpJCjXCoEhHjf6aNm0adnZ2zJgxQ+koQgghypDSLtQ4ODiQnZ1NWlraY5+n1WoJCgrC09OT4OBggoODWbx4Mba2tqWWRShHrVZjb2/P3bt3lY4ihBDFyIwaYVAKO2q0Wi0qlUrpOOIhRkZGbNiwgaZNm9K2bVt69eqldCQhhBBlgJWVFffv3y+146lUKl1XjZeXV4nPOXfuHJMnTyYpKYm1a9fSqVOnUnt9oT8K59RUrlxZ6ShCCFGEdNQIg2JpaYlarX7iVTKhDAcHB7Zv386oUaO4ceOG0nGEEEKUAaU9TBgKbn8qaU5NfHw8o0aNomvXrgwcOJCzZ89KkcaAyZwaIYS+kkKNMDgyp0a/tWzZkpkzZ9KvXz+ys7OVjiOEEELPFXbUpKSkkJOTUyrHdHNzKzKnJjs7m8WLF+Pl5YWNjQ0RERG8/fbbmJhI87khk5WfhBD6Sgo1wuDInBr9N2HCBNzd3XnvvfeUjiKEEEJPhYaGYmtry6hRo9iwYQMVK1ZkypQppXLswluftFotu3btwtPTk+PHj3PixAm++OIL7OzsSuV1hH6rUqWKFGqEEHpJLhMIgyMdNfpPpVLxzTff0LRpU7Zt28aAAQOUjiSEEELPeHh4YG5urptPY2lpycCBA0vl2G5ubmzdupVOnTqRkJDA6tWref3110vl2KLscHZ2lluxhRB6STpqhMGRjpqywdbWlp07dzJhwgQiIyOVjiOEEELPmJubs2zZMszNzYGC4sorr7zyj4+bkJDAjh07OHjwID4+PoSGhkqRppySjhohhL6SQo0wONJRU3Y0atSI+fPn4+PjQ0ZGhtJxhBBC6Jn+/ftTrVo1AD7++ON/tKJjTk4OS5YswdPTE0dHR5ycnBg7dqzMoSnHnJ2dZZiwEEIvSaFGGBzpqClb3nrrLRo1asT48eOVjiKEEELPqFQqli5dipWVFT4+Pn/rGFqtlt27d+Pl5cXhw4c5fvw4a9asISEhgby8vFJOLMoS6agRQugrKdQIgyMdNWWLSqVi1apVBAcH8+233yodRwghhB65+yCbOBtPRq47yujN55i0/Ryrj1zn3oOnWzXw4sWLvP7663z44YesWLGCvXv34uHhgVqtpnLlysTFxT3nMxD6TDpqhBD6Sno9hcGRjpqyx8rKip07d9K+fXuaNWtG/fr1lY4khBBCQedjUvjP4WscuZIIQHaeRrfN3OQOSw9eoUNdR8a2r0XD6sVXaEpMTGTWrFkEBQUxa9Ys3n77bdRqdZHnFK785Obm9nxPRugta2trtFotaWlpWFtbKx1HCCF0pKNGGBzpqCmbPD09Wbp0KT4+PqSlpSkdRwghhEI2Bd9kwNpgfg6PJztPU6RIA5D1/48duBzPgLXBbAq+qduWk5PDl19+iaenJ6ampkRERDB+/PhiRRooGE4cFRX1vE9H6DGVSiVdNUIIvSQdNcLgSEdN2eXv78/Ro0cZPXo0W7Zs+UdDI4UQQpQ9m4JvMn9fOJm5mic+V6uFzNx85u8LR6sF+3thTJkyhZo1a3L06FHq1av32P1dXV2lUCN0c2pq166tdBQhhNCRjhphcOzs7EhPTyc7++nuXxf6Zfny5URERLBq1SqlowghhHiBzsekMH9fxFMVaR6Wmath1q5QpsxfxldffcX+/fufWKSBP299EuWbdNQIIfSRFGqEwTEyMsLR0ZHExESlo4i/wdzcnMDAQGbPnk1ISIjScYQQQm9ZWVkV+TI2Nubdd98t9rxPP/0UlUrFwYMHdY/FxcXRq1cvKlasiIuLC6tXry6yz549e3j55ZexsrKidevWXL58WbftnXfeKfK6ZmZmuvke2dnZjBw5Ejc3N6ytrWnUqBH79+8vcux169ZRq1YtrKys8Pb25tatWwD85/A1bh/aQNTiXkR/4aP7yk0p+CU6PyOVOxunEvPVQKKX9uf2hilkxf5/LmMT2o9ZQNeuXQHo1KkTKpWqyKpO7u7uWFhY6HKvW7dOV6jJzs5m8uTJVK1aFXt7e8aOHUtubu5TndPmzZuLvB+WlpaoVCrOnDkDQEpKCkOHDsXJyQknJydmz56t2zc6OrrY91GlUvHFF1886dsvSoms/CSE0EdSqBEGSebUlG21atVi1apV9OvXj+TkZKXjCCGEXnrw4IHu686dO1hYWODr61vkOdevXycwMJAqVaoUedzf358aNWoQHx/PDz/8wIwZMzh06BAAV69exc/Pj9WrV5OSksIbb7xBz549dUWP1atXF3ntgQMH6l43Ly+P6tWrc+TIEVJTU5k3bx79+vXj5s2bABw+fJgZM2awe/dukpKSqFGjBgMHDuTug+yCwcFaqFCvHa5Tduq+1HbOABiZWuDQbSIuEzdTfdI2bFv5kLjzU7SafLSoOHL1LvceZLN582ZdkeWv9uzZo8sdEBCgu/Vp4cKFhISEEBYWxpUrVzh79izz5s17qnPy8/Mr8n6sXLmSmjVr0qRJEwAmT55MRkYGN2/e5PTp02zcuFG3yqGrq2uRfS9evIiRkRF9+/b9238vxLORjhohhD6SQo0wSDKnpuzr27cvPXv2ZPjw4Wi1WqXjCCGEXgsKCsLJyYl27doVeXzcuHEsWrQIU1NT3WMPHjzg8OHDzJw5E7VaTcOGDfHx8WH9+vUA/PTTT7Rr1462bdtiYmLC9OnTiYuL48iRI8VeNz09naCgIIYOHQpAhQoVmD17Nu7u7hgZGdGjRw9q1Kih6y7Zu3cvvr6+eHl5YWpqyscff8zRo0dZ9b/fnniOKhNT1A4uqFRGgBZURmiyHqDJLBhArwI2Hg1nzpw5LF68+InHc3NzIzo6Gq1Wy549e5gwYQIVK1bE0dGRCRMm6N6PJ53TXwUEBDBkyBDdnLU9e/Ywbdo0LC0tcXd3Z+TIkbpj/9WGDRt49dVXcXd3f2J+UTqko0YIoY+kUCMMknTUGIbFixdz+/ZtvvzyS6WjCCGEXvtrcQAgMDAQMzMzunXrVuS5hcXvh4vgWq2WsLCwYs8p/O+/bi8UFBSEo6Mjr776aom54uPjuXLlCl5eXo88NsDpc+d1qztlXDtNzFcDuLVuLGln9xU75q1vxhP9eR8Sg+Zi1bAzxhUKlufOytPw7bLPGDNmDM7OziXm8fPzw9HRkc6dO/PHH39gYmKi69z8a67Y2FhSU1Of6pwKRUVFcfToUYYMGVLk8ce91w8/vmHDBl3RS7wY0lEjhNBHUqgRBkk6agyDqakpO3bsYPHixfz225OvtgohRHkUFRXFkSNHivyCn5aWxowZM1i2bFmx51tbW9OmTRvmzp1LVlYWZ8+eJSgoiIyMDAD+9a9/ceTIEQ4fPkxOTg4LFiwgJydHt/1hJRWICuXm5uLn58fQoUPx8PAAwNvbmx07dnDhwgUyMzN183PSHqQDYFmvHVXfWoXLhM1U9H6X1N+2kn65aCdP1ZErcH1vB5V6TsXM5c9iSfbtq8SGnytxTg8UzJK5efMmUVFRdOzYkS5duuDi4kJUVBTe3t4sW7aMxMRE7ty5w/LlywGKnXNJ5/SwDRs20K5dO2rUqKF7zNvbm4ULF5KWlsa1a9dYv359ie/l8ePHiY+Px8fHp8T84vmQjhohhD6SQo0wSNJRYzjc3NxYv349AwcOlAHRQghRgo0bN9K2bdsixYHZs2czePDgR95Cs3nzZv744w+qV6/OmDFj8Pf3x8XFBQAPDw8CAgIYP348VapU4e7du3h6euq2F4qOjubw4cPFukcANBoNgwcPxtTUlBUrVuge/9e//sWcOXPo27cv7u7uuLu7Y21tjWPlghk6ppVcMbF2QGVkjLlLPayb9SQjonihXmViSgXP9qQGB5ITfwOtVkPSgZW8NnwaJiYmJZ5zmzZtsLCwwNLSkg8//BA7OzssLS2Jjo5m5syZNG7cmEaNGtG6dWt69+6NWq2mcuXKTzynh5XUEbN8+XIsLCyoXbs2vXr1YuDAgcXeSygoevXt2xcrK6sSjy2eD+moEULoIynUCIMkHTWGpXv37vj5+eHv749G82zLtgohhKErqTjwyy+/sHz5cpydnXF2diYmJoZ+/fqxaNEioKAIvnfvXhITEzl16hR3796lRYsWuv19fHwICwvj3r17zJkzh5s3b9K8efMir7Fx40batGlDzZo1izyu1WoZOXIk8fHxBAUFoVari2wfN24cV69eJT4+nr59+5KXl0erZo0xMynhY6lKhZbHzCnLzycv5Q7a7Axybl/jwIoPcXZ21mV1cXHh2LFjJe6qUqlwdHQkKioKCwsLVqxYQVxcHDdu3MDBwYGmTZtiZGT0VOcE8Ntvv3Hr1q1iHTEVK1Zk8+bN3Llzh0uXLqHRaIq81wCZmZkEBgbKbU8KcHJyIikpqcgKYUIIoTQp1AiDJB01hqewRX/+/PlKRxFCCL1x4sQJ4uLiiq329MsvvxAWFkZoaCihoaFUrVqVNWvWMG7cOADCw8NJS0sjJyeHTZs2ceDAAd577z3d/mfOnCE/P5/ExERGjx5Nz549i93qs2HDBoYNG1Ys05gxYwgPD2fPnj1YWFgU2ZaVlUVYWBharZbo6GhGjx7NxIkTGdqh4BamjCvB5Gc9QKvVkn0rkrSQ/2FZuxUA2XERZMVcQpufiyY3m9TgneRnpGBatS4qswrUnLSRk6dDCA0NZd++fbrzaNmyJdHR0fz222/k5OSQlZXF559/zt27d2nWrBnR0dHExcVx69YttFotwcHBzJ07lzlz5jzVORUq7IgpXKq80PXr17l37x75+fns37+fr7/+mo8++qjIc3bt2oW9vT0dO3Ys8dji+TE2NsbBwUEu8Akh9ErJvaFClHHSUWN4TExM2Lp1K82aNaN169Z06tRJ6UhCCKG4gIAA+vTpU6w44ODgUOTPxsbG2Nvb626r+emnn5g/fz4ZGRk0btyYH3/8EUdHR93zJ06cyPnz51Gr1fj6+hYb6n7y5EliY2OLFYiioqJYs2YNZmZmRQb6rlmzBj8/P7Kyshg0aBDXr1/H2tqa4cOHM2HCBGZNm4x9hWbEhR/l3r5laPNzMbauhE0rH6zqF/z/XpufS9LPa8hLjUdlZIza0R0nn08KbpVSwetN6+L5khtQUBCCgs8DJiYmpKWlMWbMGK5fv465uTmNGjVi//79XL9+nZ07d3L9+nWGDBlCQkIC1atXZ+HChXTu3Pmpzqnw9Xbs2EFQUFCx79GZM2eYNGkSKSkp1KlTh82bNxcbRBwQEMDgwYNLnPUjnr/COTVVq1ZVOooQQgCgetyyt82aNdOGhIS8wDhClI64uDiaNWsmw+EM0C+//MLgwYM5c+YMVapUUTqOEEKIvyknJ4d///vfLFy4ED8/P/qOeo/R2y+TmZv/zMeyUBuzfXQrGrjYPdN+J0+eZNKkSZw6deqZX1MYjq5duzJ+/Hi6d++udBQhRDmiUqnOaLXaZiVtk1ufhEFydHTk7t27Ms/EAHXq1Il33nmHAQMGyP3kQghRBmm1Wnbv3o2XlxeHDx/m+PHjfPXVV7TzcmVmNw8s1M/28dRCbcTMbh7PXKSBglk9UVFRz7yfMCyy8pMQQt9IoUYYJFNTU6ytrUlKSlI6ingOPvroI8zNzZk1a5bSUYQQQjyD8+fP06lTJ2bOnMl//vMf9uzZQ926dXXb/Vu5M7NbPSzUxjzpLiCVqqCTZma3evi3cv9beZydnUlOTtbdKiXKJ1n5SQihb6RQIwyWzKkxXEZGRmzatImNGzfqBkYKIYTQX/Hx8YwePZouXbrQr18/QkNDdTNg/sq/lTvbR7eii2dlzEyMMP/LalDmJkaYmRjRxbMy20e3+ttFGij4eVKtWjViYmL+9jFE2ScdNUIIfSPDhIXBKlz5ydPTU+ko4jlwdHRk69at+Pj4cPr0aVxdXZWOJIQQ4i+ys7NZtmwZixcvZtiwYURERGBn9+RblBq42LHavxn3HmSz82wsEbfTuJ+Vi425Go8q1vg0ccHByqxUMrq5uREdHU3t2rVL5Xii7HF2dubw4cNKxxBCCB0p1AiDJR01hq9t27a8//779OvXj6NHj2Jqaqp0JCGEEBTMofn++++ZOnUqDRo04OTJk3+rEOJgZcbbr770HBL+ydXVVebUlHPSUSOE0Ddy65MwWIUdNcKwTZkyBScnJ6ZPn650FCGEEMDZs2fp0KEDn376KevWreO///2vXnerFHbUiPJLZtQIIfSNFGqEwXJycpKOmnJApVIREBDA7t27CQoKUjqOEEKUW7dv32bEiBF0794df39/zp49y2uvvaZ0rCdydXWVQk05V9hRo9VqlY4ihBCAFGqEAZNbn8oPe3t7duzYwZgxY7h27ZrScYQQolzJzMxkwYIF1K9fH0dHRyIiIhg1ahTGxsZKR3sqskS3qFChAmq1mvv37ysdRQghACnUCAMmtz6VL82aNeOTTz7B19dXllkVQogXQKvVsn37durVq8fZs2c5ffo0ixYtwtbWVuloz0Q6agQU3P4kc2qEEPpCCjXCYElHTfkzduxY6tSpw8SJE5WOIoQQBu3333+nXbt2LFq0iICAAHbu3EnNmjWVjvW3uLq6EhMTg0ajUTqKUFCVKlVkTo0QQm9IoUYYLOmoKX9UKhXr1q3j8OHDbNq0Sek4QghhcOLi4hg6dCi9evVixIgR/P7777Rv317pWP+IhYUFNjY2cnGnnJOOGiGEPpFCjTBI4eHhnDlzhri4OObNm8eCBQuUjiReEGtrawIDA5k8eTKXL19WOo4QQhiEjIwM5s6dS8OGDXFxcSEyMpIRI0aUmTk0TyJzaoR01Agh9IkUaoRB8vb2ZtiwYeTk5DBr1iy++eYbpSOJF6hBgwYsWrQIX19f0tPTlY4jhBBlllarZcuWLXh4eBAWFkZISAjz58/H2tpa6WilSubUCOmoEULoEynUCIO0ZMkS3VU+c3NzJk2apHAi8aKNGDGCFi1aMGbMGFluUwgh/obg4GBat27N0qVL2bJlC9u3b8fd3V3pWM+FdNSUXzExMfj7+7N+/XpWr16Nvb09H3/8sdKxhBDlnBRqhEHy8fGhadOmAOTn5+Pv769wIqGE//znP5w7d046qoQQ4hnExMTg5+eHj48PY8aM4dSpU7Rt21bpWM+VdNSUXyqVisDAQK5evUpaWho5OTk0adJE6VhCiHJOCjXCIKlUKr799ltUKhVNmzbF3t5e6UhCAZaWluzcuZMPP/yQ0NBQpeMIIYReS09P55NPPqFRo0a89NJLREREMGTIEIyMDP/joqurq3TUlFMuLi7MnTsXCwsLAExMTOjRo4fCqYQQ5Z3h/+QV5VbNmjX54IMPmDt3rtJRhILq1q3L8uXL8fX1JTU1Vek4QgihdzQaDRs3bqRu3bpcu3aNc+fO8emnn2JlZaV0tBfGzc1NOmrKsffee48qVaoAMGzYMNRqtcKJhBDlnepxsxuaNWumDQkJeYFxhCg9dx9ks/NMLBF37nM/Kw8bcxM8nG3wbeqCg5WZ0vHECzZ27FgSEhIIDAxEpVIpHUcIIfTCb7/9xqRJkzA2Nmbp0qW88sorSkdSRGJiInXr1iUpKUnpKEIhp0+fpmXLlly8eJGXX35Z6ThCiHJApVKd0Wq1zUrcJoUaYWjOx6Twn8PXOHIlEYDsPI1um7mJEVqgQ11HxravRcPqdgqlFC9adnY2bdq0YciQIUyYMEHpOEIIoaioqCimT5/OiRMn+Oyzzxg4cGC5uMXpUbRaLRUqVCA+Pt7gVrQST1Z4cS84IgYj8wpycU8I8UI8rlBj8qLDCPE8bQq+yfx9EWTl5VNSDTLr/4s2By7Hc/TKXWZ288C/lfuLDSkUYWZmxo4dO2jVqhUtW7akZcuWSkcSQogXLi0tjYULF7J69WomTpzI+vXrsbS0VDqW4lQqFa6ursTExODp6al0HPGClHxxLx0Ac5M7LD14RS7uCSEUUX4vnQiDU1CkCSczt+QizcO0WsjMzWf+vnA2Bd98IfmE8mrWrMnXX39N//79uXfvntJxhBDihdFoNHz77bd4eHgQExPD+fPnmTVrlhRpHiJLdJcvm4JvMmBtMD+Hx5OdpynSgQ0FF/ey8zQcuBzPgLXB8nlRCPFCSaGmHLt58ybdunXD3t4eZ2dnxo8fT15eHleuXKFXr144OjpSsWJFunTpQmRkpG6/7777DmNjY6ysrHRfhw8fBiA6OrrI41ZWVqhUKr744gvd/v/+97+pUaMGNjY2NGvWjOPHj+u2HTp0iI4dO2Jra4u7u3uxzB07dsTR0REbGxsaNmzI7t27gYIrIjNWbuf66jFEL+1PzFcDSQiaR17aXd2+6eHHuLPxfaKX9OXO5g8AyMzVMH9fBP87GvLYc962bRt169bF1tYWJycnhg4dyv3793Xb/3rOxsbGvPvuu7r3WaVSFdn+8IDjpKQk+vfvj4ODA5UqVcLPz6/IsW/evEnHjh2xtLTEw8ODgwcPFnlPli5dirOzMzY2NowYMYLs7Ownf/PLsd69e+Pj48OQIUPQaDRP3kEIIcq4o0eP0rx5c9atW8euXbvYsGEDLi4uSsfSO7JEd/khF/eEEPpOCjXl2NixY3FycuL27duEhoZy5MgRVq5cSUpKCj179iQyMpL4+HhatGhBr169iuz7yiuv8ODBA91Xhw4dgIIPOQ8/fvHiRYyMjOjbty8Ap06d4oMPPmDnzp2kpqYycuRI3nzzTfLz8wGoUKECI0aM4PPPPy8x87Jly7h9+zb379/n66+/xt/fn9u3b/Ofw9fAvhpO/T7FdfJ2XMZvQF2xKkk/rdTta2RhjXWzXti08ilyzKy8fL47dOmx59ymTRt+++03UlNTuXHjBnl5eXz00Ue67Q+f8507d7CwsMDX17fI66SkpOie8/HHH+se/+ijj0hOTuaPP/7g+vXrxMfHM3v2bN32gQMH0rhxY+7du8f8+fPx8fEhMbGgRfenn35i4cKF/PLLL0RFRXHjxg0++eSTx37fBXz22WckJyc/8u+ZEEIYghs3buDj48PgwYOZNm0ax48fp0WLFkrH0lvSUVM+nI9JYf6+CDJzn+1iTeHFvQuxKc8pmRBC/EkKNeXYH3/8Qb9+/TA3N8fZ2Rlvb28uXbpEixYtGDlyJBUrVkStVjN58mQiIyP/1q0iGzZs4NVXX9V1x9y8eRMvLy+aNm2KSqViyJAh3L17l4SEBABatGjB4MGDqVmzZonHa9CgASYmBaOVVCoVubm5XIy8zpEriRhZ2mNi7fDnk1VG5CXf1v3Rwr0RFeq1w9i6YpFjarVwKc+J3v39H3nO1atXp1KlSrp9jI2NuXbtWokZg4KCcHJyol27dk/1Hv3xxx/07t0bGxsbbG1tefPNN7l06RIAV65c4ezZs8yZMwcLCwv69u1L/fr1CQoKAiAgIICRI0fi5eWFvb09H3/8Md99991TvW55plar2b59O0uXLuXo0aNKxxFCiFJ1//59PvjgA1q0aEHjxo2JiIigf//+suLdE0hHzZNdvXoVc3Nz/P39Abh9+zY9e/akatWqqFQqbmvYKKkAACAASURBVN68WeT5T+oa/vjjj6lfvz4mJiZFLlIVSkxMZNCgQdja2mJvb4+fn1+R7QcPHqRJkyZUqFABFxcXduzYodu2Z88eXn75ZaysrGjdujWXL18G4D+HrxG7dxnRX/jovqI+7030l39eYMvPTCMhaB7RX/QlduVw0i8dBgou7k3/6jvatm2LnZ0dzs7OvPXWW6Slpen2ff/996lduzbW1tZ4eHiwYcOGIpkflQsKFj6YPHkyVatWxd7enrFjx5Kbm1vk/XzzzTepUKECbm5ubNmyRbft0KFD1K9fHzs7OxwcHHjzzTeJi4vTbR82bBimpqZFOrwLL5QKIfSPFGrKsUmTJrFt2zYyMjKIi4tj//79eHt7F3ve0aNHcXZ2xsHhzyLIuXPnqFSpEnXq1GHu3Lnk5eUV20+r1bJhwwaGDh2qe6xr167k5+dz6tQp8vPzWb9+PY0aNcLZ2fmpc/fo0QNzc3NatmxJhw4duKatrNuWl5pA9NL+RC/pw/3Tu7Bp2fepjqkCdp6Nfew5Hz9+HFtbW6ytrQkKCmLSpEklHisgIIAhQ4YU+0Ds5uaGi4sLw4cP5+7dP2/JGjduHHv37iU5OZnk5GSCgoLo2rUrAJcuXaJmzZpFVqBo2LChrpBz6dIlGjZsWGRbfHy8zF95CtWrV+e7775j0KBBxMfHKx1HCCH+sfz8fNauXUvdunVJSEjgwoULzJw5EwsLC6WjlQnSUfNk48aNo3nz5ro/GxkZ4e3trbuA9FdP6hquVasWixcvpnv37iXu36dPH5ydnYmOjiYhIYH3339ft+3y5csMGjSI+fPnk5qayvnz52natClQUFDy8/Nj9erVpKSk8MYbb9CzZ0/upKRz5EoiDl3G4zplp+6rQr32WNZtozt20oFVqIzVuLy7iUpvvM+9AyvJSYxCq4XQ67eYMGU6t27dIjw8nLi4OKZOnarbt0KFCuzZs4fU1FQCAgKYOHEiJ06ceGyuws/RCxcuJCQkhLCwMN3Funnz5hV5/01NTYmPj2fz5s2MGTNG95nQ09OTn376iZSUFG7dukXt2rUZM2ZMkfdz2rRpRbrAjY2NH/3NFkIoSgo15dirr77KpUuXsLGxwcXFhWbNmtG7d+8iz4mNjWXcuHF8+eWXRfYLCwsjISGBoKAgtm7dWuItJMePHyc+Ph4fnz9vNbK2tqZv3760bdsWMzMz5syZw9dff/1MV/n27t1LWloa+/bto3PnzlxJeKAbAGdi61Rw69PELdi9Ohi1w9Pdg5+VpyHidtojzxmgbdu2pKamEhsby9SpU0ucoRMVFcWRI0eKFKcqVarE77//TlRUFGfOnCEtLa3IFaEmTZqQk5ODg4MDDg4OGBsbM3bsWKDglipbW9sir2Fra6u7cvPX7YX//fCVHfFo3t7eDB8+HD8/P7mqJIQo0w4dOkSTJk3YuHEje/fuZf369VStWlXpWGWKdNQ83rZt27Czs6NTp066xypXrszYsWOLFG8e9riuYYChQ4fStWvXEpdEP3DgADExMXz++efY2tqiVqtp3Lixbvu8efN4++236dq1KyYmJjg4OPDSSy8BBbeGt2vXjrZt22JiYsL06dOJi4tj4frvi72OJieLjCsnsKrf6c8/R57A7lV/jEwtMK/uhWWtlqRfOgSA7csdSXbwxNLSEnt7e0aNGsVvv/2mO96cOXPw8PDAyMiIli1b0q5dO06ePPnYXEeOHAEKum0mTJhAxYoVcXR0ZMKECaxfvx6A9PR0goKCmDt3LlZWVrRt25aePXuyceNG3ffi4X/zj+v+FkLoPynUlFMajQZvb2/69OlDeno6d+/eJTk5menTp+uek5iYSOfOnRk7diwDBw7UPV6zZk1q1KiBkZER9evXZ9asWezcubPYawQEBNC3b1+srKx0j33zzTd8++23XLp0iZycHDZt2kSPHj24devWM+VXq9V07dqVAwcOEHby12LbjS2ssXq5EwlB89Bqnu4X8PtZuY8854dVq1YNb29vBgwYUGzbxo0badu2LTVq1NA9ZmVlRbNmzTAxMaFy5cqsWLGCAwcO6Iop/fr1o06dOqSlpXH//n1eeuklXUuxlZVVkRZhKGhpL/xA89fthf9d0gceUbLZs2ej0Wj49NNPlY4ihBDP7Nq1a7z55puMHDmSWbNmceTIEV1XgXg2Li4u3L59u8Qu4fLu/v37zJo1q9hFrCd5XNfwkwQHB1O3bl2GDh2Kg4MDzZs31xU0CrcD1K9fnypVquDv709SUpJuu/ahKcFarRatVsu58xeKre6UEfkbxhY2mFV/GYC8pDhURsaoK1bTPUftVIPcxIJuq4cv7kFBF7aXl1eJ55CZmcnvv/9eZHtJucLCwh65PTY2ltTUVK5cuYKJiQl16tTRbX+4yxoKFvWws7PDwsKCJUuWMG3atCJ5Vq5cScWKFWnatOkju6CEEPpBCjXlVFJSEtHR0YwfPx4zMzMcHBwYPnw4+/btAyA5OZnOnTvTs2dPZs6c+dhjqVSqIj9UoOAHU2BgYJHOEoDQ0FB69OhBnTp1dO2yVapU0bWEPqu8vDxykkou8mg1+WgyUtBkZzzVsUzzMp/6nPPy8rh+/Xqxx/96q1dJCruHClccCg0N5e2336ZChQpYWVnxzjvv6L4PXl5e3Lhxo0iHzPnz53U/8L28vDh//nyRbZUrVy5yy5Z4PGNjY7Zs2cK6des4cOCA0nGEEOKppKSk8P7779OqVStatWrF5cuX6du3r8yh+QfUajVOTk7PfPGoPPj4448ZOXLkM68W9riu4SeJjY3lwIEDdOzYkTt37jBlyhR69eqlu308NjaWjRs3EhQUxNWrV8nMzNStuPmvf/2LI0eOcPjwYXJycliwYAE5OTmkZxT/TJge9gsVXn7tz89nuZmozIreLmhkZokmJ1P35/tZBXNjfv75ZwICAh55seedd96hYcOGdOnS5bG5Mv4/l7e3N8uWLSMxMZE7d+6wfPlyADIyMnjw4AE2NjZFjv9wlzUUdIWlpKRw9+5d5s2bh4eHh27bhAkTuHr1KgkJCcydO5dhw4YV6QQSQugXKdSUU5UqVaJGjRqsWrWKvLw8UlJSCAgIoEGDBty/f58uXbrQpk0bFi5cWGzf/fv362Z6REREMHfu3GKrQu3atQt7e3s6duxY5PHmzZvzww8/cOPGDbRaLT///DNXrlzh5ZcLrmJoNBqysrLIzc1Fq9WSlZVFTk6O7rX2799PZmYmubm5bNq0iaNHj9K23auYmRiREXmC3HuxaLUa8jNSSf51HaaVX8LYoqC7RKvJR5uXA5p80GrR5uWgzS+4aqbOz2L/kncfec6bN2/WtUNHRUUxc+bMIq2/ACdOnCAuLq7Yak+nTp0iMjISjUbDvXv3mDBhAh06dNDdplS4ZGpmZiaZmZl8/fXXNGjQAIA6derQqFEj5syZQ1ZWFrt27eLChQu6VbSGDBnCN998w+XLl0lJSWHevHkMGzbscd96UQJnZ2c2b97M0KFDiwzeE0IIfZOXl8fq1avx8PAgNTWVsLAwpk+fjrm5udLRDIKrq6vMqfmL0NBQDh48yOTJk59538d1DT+JhYUF7u7ujBw5ErVazYABA6hevbquuGBhYcHw4cOpU6cOVlZWzJgxQ3ehy8PDg4CAAMaPH0+VKlW4e/cunp6eODgVnYmYl5pAVnQYFer/+ZnOSG2BNjuzyPO02RkYmf5ZvLExVxMcHMygQYPYuXNnkS6XQlOnTiUsLIwdO3boikCPylVYAJs5cyaNGzemUaNGtG7dmt69e6NWq6lcufITu6wfVrFiRYYOHUqvXr10HWJNmjTBwcEBExMTunXrhp+fH99/X/xWMCGEfpBCTTn2/fff8+OPP+Lo6EitWrVQq9UsXbqUXbt28fvvv/Ptt98WmQxfWKj45ZdfaNCgARUqVKBbt2706dOHGTNmFDl2QEAAgwcPLnZlb8iQIQwYMIAOHTpgY2PDhAkTWLNmja7if/ToUSwsLOjWrRvR0dFYWFjQuXNnoKD9c/bs2Tg5OeHo6MiyZcvYvn077w0sGICcl3aP+B2fEPOlL7e+GQcqFY59/uyMSQ87RPSSPiT9tJLs2EtEL+nDvf3/BiAt4gRRERceec6XL1+mdevWVKhQgTZt2lC3bl3Wrl1b7Jz79OlT7AfmjRs38Pb2xtrampdffhkzMzO2bt2q275+/Xpu3ryJi4sL1apV48aNGwQEBOi2b9u2jZCQEOzt7XVLmzs6OgIFV16mTZtGx44dcXV1xc3NjTlz5jzLXwPx/zp06MCECRPo379/kRUWhBBCX/z88880btyY7du38+OPP7J27dpnGsYvnszNzU3m1PzF4cOHuXnzJq6urjg7O7NkyRKCgoJo0qTJE/d9XNfwkzRo0KDY58iH//zX7X99ro+PD2FhYdy7d485c+Zw8+ZNXmnZEjOTP3/9Sb90CLNq9VDb/fnvyKRiNbSafHKT/rxwk5PwB2pHNwDMTYywTIumZ8+erF+/vtiFO4BPPvmE/fv3c+DAgWJdMCXlKpzxY2FhwYoVK4iLi+PGjRs4ODjQtGlTjIyMqFOnDnl5eVy9elV3rIe7rP8qLy+PhISEYsWdh9+vv3bECyH0h+px/0CbNWumDQkJeYFxhPh7Rm8M4efweP7OzxuVCrp4Vma1f7PSDybKFI1GQ48ePXj55ZdZvHix0nGEEAKAyMhI3n//fcLDw1myZAm9evWSW5yek+nTp2NnZ8eHH36odBS9kZGRUeSX/SVLlnDz5k1WrVqFo6MjWVlZ5OfnY2VlRUREBG5ubroOr44dOxb5mTplyhRCQ0N1t7zn5uaSn5/PiBEjqFmzJh999BFqtRpjY2OSkpJ46aWX+Oqrr/D392fXrl2MHj2aK1euUKlSJdavX8/cuXP55ZdfcHZ2ZtiwYZiZmemG6545c4ZGjRqRlJTEuHHjMDExYfnX39Jm0a+6OTVxX7+Nbcu+WDXsXOScE3cvAlQ4dJ1ATsINEgJn4+z/OaaObpAUTcau2fz738vp379/sffrs88+Y/369Rw7dqzEQmpJuQqX2Y6Li0OlUlGlShVOnTqFr68v33zzje6i5YABA1CpVKxbt47Q0FC6devGiRMn8PLy4vvvv8fLy4vatWtz7949xo0bx7Vr1zh79iwAO3fuxNvbG0tLSw4ePEjfvn3Zs2cPHTp0+Lt/NYQQ/5BKpTqj1WpL/CVUOmqEQRjXoRbmJn9viUFzE2PGdqhVyolEWWRkZMTGjRvZvn07//vf/5SOI4Qo55KTk5k8eTJt27alffv2XLp0id69e0uR5jmSJbqLs7S0xNnZWfdlZWWFubm5rrvXwsJCt3CEh4dHkeXgn9Q1PGrUKCwsLNi6dSvz58/HwsJCV2ipWLEi//vf/1iyZAm2trYsXLiQ3bt3U6lSJQBGjBjBkCFDaNmyJW5ubpiZmelmugBMnDgROzs76tati729PWvXrqWSlRnt6ziiUkF2XDj5aXex9Ghb7Jwrdh6LNi+H2H/7cfd/n+PQeSymjm6oVGAWvo+7dxMZOXKkrgP74a6WGTNmEB0dTa1atXTbFyxY8Nhcha5fv67r4B46dCgLFy7UFWmgYBhwZmYmTk5ODBw4kFWrVuleOy4uTtfBXb9+fYyMjNi1a5du32XLllGtWjXs7OyYOnUqa9eulSKNEHpMOmqEwdgUfJP5+8LJzNU8+cn/z0JtxMxu9fBv5f78gokyJzg4mF69ehEcHFxkBS8hhHgRcnNzWbNmDXPnzqVPnz7MmTMHJycnpWOVC3v37mXlypVPfXuOKHvOx6QwYG0wmblPtyrowyzUxmwf3YoGLnbPIZkQoryRjhpRLvi3cmdmt3pYqI150sVGlargh60UaURJWrVqxYcffki/fv3Izs5WOo4Qohz58ccfadiwIbt37+bgwYOsWrVKijQvkHTUGL6G1e2Y2c0DC/Wz/RpUcHHPQ4o0QogXQjpqhMG5EJvCysPXOBSZiArIyvuzw8bcxAgt0LGuI2M71JIftuKRtFotPj4+VKlShRUrVigdRwhh4MLDw5kyZQrXrl3jyy+/pHv37nKLkwJSU1NxcXHh/v378v4buIJO7Aiy8vIfO+NQpSq4TX5mNw+5uCeEKFWP66iRQo0wWPceZLPzbCwRt9O4n5WLjbkajyrW+DRxwcHKTOl4ogxITU2ladOmzJ8/v8SBgUII8U/du3eP2bNns23bNmbMmMG4ceMwNTVVOla5Zmdnx40bN6hYsaLSUcRzJhf3hBBKelyhxuRFhxHiRXGwMuPtV19SOoYow2xtbQkMDKRLly40btyYOnXqKB1JCGEgcnNzWblyJfPnz6dfv36Eh4frhqQKZbm6uhIdHS2FmnKggYsdq/2bycU9IYTekUKNEEI8RuPGjZk3bx4+Pj4EBwdjaWmpdCQhRBmm1Wr54YcfeP/993F3d+fw4cN4enoqHUs8pHBOTaNGjZSOIl4QubgnhNA3MkxYCCGeYNSoUTRo0IB3331X6ShCiDIsLCyMLl26MHXqVJYuXcqPP/4oRRo9VNhRI4QQQihFCjVCCPEEKpWK1atXc/LkSb777jul4wghypjExETGjh3La6+9xhtvvMGFCxfo2rWr0rHEI7i6usrKT0IIIRQlhRohhHgKVlZW7Ny5k6lTp3Lx4kWl4wghyoCcnBy++OILPD09MTU1JSIignfffRe1Wq10NPEYbm5u0lEjhBBCUVKoEUKIp+Tp6cmXX36Jr68vaWlpSscRQugprVbL7t278fLy4tChQxw7doyvvvpKhtOWEdJRI4QQQmkyTFgIIZ7B4MGDOXr0KKNHj2bLli2oVCqlIwkh9MiFCxeYPHkyd+7cYcWKFXTp0kXpSOIZSUeNEEIIpUlHjRBCPKPly5cTHh7O6tWrlY4ihNAT8fHxjB49mtdffx0fHx/Onz8vRZoyytnZmaSkJLKzs5WOIoQQopySQo0QQjwjCwsLAgMDmTVrFmfOnFE6jhBCQdnZ2SxevBgvLy+sra2JjIxkzJgxmJhI03JZZWxsTLVq1YiJiVE6ihBCiHJKCjVCCPE31K5dm1WrVuHr60tycrLScYQQL5hWqyUoKIh69erx22+/ceLECb744gvs7OyUjiZKgSzRLYQQQklyuUcIIf4mHx8fjh07xvDhw9m1a5fMqxGinDh79iyTJ08mOTmZtWvX0qlTJ6UjiVLm5uYmA4WFEEIoRjpqhBDiH/j888+5ffs2S5cuVTqKEOI5u337NiNHjqRbt274+flx7tw5KdIYKOmoEUIIoSQp1AghxD9gamrKjh07WLRoESdOnFA6jhDiOcjMzGTBggXUr1+fSpUqERkZyejRozE2NlY6mnhOpKNGCCGEkqRQI4QQ/5CbmxvffPMNAwYMIDExUek4QohSotVq2bFjB/Xq1ePMmTOcOnWKRYsWYWtrq3Q08ZxJR40QQgglyYwaIYQoBT169OD48eMMHjyYffv2YWQkdXAhyrKQkBAmTZpEeno63333HR06dFA6kniBpKNGCCGEkuQ3CSGEKCXz5s0jIyODBQsWKB1FCPE3xcXFMXToUHr27Mnw4cMJCQmRIk05VL16dWJiYtBoNEpHEUIIUQ5JoUYIIUqJiYkJ27ZtY+XKlfz6669KxxFCPIOMjAzmzp1LgwYNqFatGpGRkYwcOVLm0JRTlpaWWFtbk5CQoHQUIYQQ5ZAUaoQQohRVrVqVDRs2MHjwYG7fvq10HCHEE2i1WrZu3YqHhwcXL14kJCSEBQsWYG1trXQ0oTA3NzeZUyOEEEIRUqgR4v/au/Owqsr9/ePvzTwLgoiISWJOFKWS84ANDlSasySp5EnNKS3To1l6NMvsdCozhzINtdTUzOyrpmlmafzMCkwCRRKEckJARECm9fuD4zrtQKtzTLZ2v66L64L17Getz95AbW6f9XlErrJ77rmHkSNHEhUVRWlpaXWXIyKXERcXR7t27Xj55Zd59913ef/997n55puruyyxETfddJP61IiISLVQUCMi8id4+umncXJyYsaMGdVdioj8SkZGBoMHD6Zv376MGjWK/fv307Fjx+ouS2yMVtSIiEh1UVAjIvInsLe3Z9WqVaxYsYItW7ZUdzkiAly4cIEZM2Zwxx130KBBAw4fPszQoUO1S5tUSVt0i4hIddE7ExGRP4m/vz+rV68mJiZGb/ZFqlF5eTkrV66kcePGpKSk8N133zF79mw8PDyquzSxYdqiW0REqotDdRcgInIj69ChA5MmTWLgwIHs2rWL+fPn07lzZ9q0aVPdpYn8Jezbt48JEyZgsVh4//33adeuXXWXJNcJragREZHqohU1IiJ/skmTJuHl5UVISAjTpk1jxYoV1V2SyA0vPT2dQYMGMXDgQMaPH89XX32lkEb+EK2oERGR6qKgRkTkTxYXF8fXX3/NiRMnKC8vJy4urrpLErlh5efnM336dFq0aEHTpk1JTk4mOjpafWjkD/Pz86OwsJD8/PzqLkVERP5i9K5FRORPtmnTJvLz87FYLAAkJSVhGEY1VyVyYykvL2f58uU0btyY9PR0EhISmDFjBu7u7tVdmlynLBaLbn8SEZFqoR41IiJ/srlz5zJ48GCmTp3K9u3bKSoq4siRIzRu3BiArPyLrP8mk+STeeQVleLl4kCTAC/6twzC18O5mqsXsX179uxh4sSJODk58cEHH9C6devqLkluEJeCmmbNmlV3KSIi8heioEZE5Bq47bbb+Pjjj0lMTGTIkCEUFhaSkJHLG7uP8vmRMwBcLC03H+/icJJXPj1CRONajO7ckNvreVdX6SI269ixY0yePJn9+/fz4osvMnDgQHPlmsjVoD41IiJSHXTrk4jINRQaGso333zDoSJvBr0Vx46kU1wsLbcKaQCK/n1s+w+nGPRWHKvi0qqnYBEblJeXx9///nfCw8O5/fbbSU5OZtCgQQpp5KrTrU8iIlIdFNSIiFxjq+LSmLMlicKSMn6rVY1hQGFJGXO2JCmskb+8srIyli5dSuPGjTl58iTff/8906dPx9XVtbpLkxvUTTfdpBU1IiJyzSmoERGbFx0dTZ06dfDy8qJRo0YsXbrUHFu6dCkNGzbEw8OD7t278/PPP5tjr7zyCg0aNMDLy4vAwEAmTpxIaWmpOR4cHIyrqyseHh54eHjQtWtXc2zUqFHmcQ8PD5ydnfH09DTHFyxYQHh4OM7OzgwbNuyytc+aNQuLxcKnn34KQEJGLnO2JFNYUk5Z4XkyXnuIk6smW80pTIvnpzdHcfyffTn53lRKz52msKScOVuSOZiZy6effkqLFi1wd3cnKCiI999/35xrsVhwd3c36/7b3/5mjs2cORNHR0er5/Xjjz+a47t27aJFixZ4eXnRoEED3nzzTau6zpw5w0MPPUSNGjXw8fFh8ODB5lhoaKjVeR0cHHjggQd+V11y48vKv8jiz1OZsPY7Hon9mglrv2Px56mczb942TlHjx7lvffeM7/+7LPPaNmyJbGxsWzevJl33nmHwMDAa1G+/IXVr19fK2pEROSaU48aEbF5U6dO5e2338bZ2Znk5GQiIiJo3rw558+fZ9q0aXz22WfccsstPP7440RFRfH5558D0LNnT2JiYvD29iY7O5t+/foxf/58nnjiCfPcmzdv5p577ql0zcWLF7N48WLz62HDhllt7xsYGMj06dP55JNPKCwsrLLu1NRU1q1bR506dcxjb+w+SlFpGQC5u5fj6FsP+M+ymrKCc5zZ+Dy+Pcbj1rAVuXtWcWbTi9QZ8jJFpWXMeXc7n708ltjYWO69917OnTtHbm6u1XUTEhJo2LBhlTUNHDiQVatWVTpeUlJC7969mTdvHiNGjODAgQN06dKF1q1bc/vttwPQp08f7rzzTo4fP46bmxuHDh0y5ycmJpqfG4ZBgwYN6N+//++uS25M/20fptLSUnr27ElKSgq1a9dmwYIFxMfHM2/ePPr166dbnOSa0YoaERGpDlpRIyI2LzQ0FGfnit2PLBYLFouF1NRUPv74Y/r3709oaChOTk4888wz7Nmzh9TUVABCQkLw9q74488wDOzs7Dh69Ogfvv6FCxfYsGEDQ4cONY/16dOHBx98EF9f38vOGzNmDC+++CJOTk5AxaqCz4+cwTCgKDOJ4jPpeIRZh0QFR77Cye8m3Jt0wOLgRI0OD1Fy+hglZzMwDNi6ciFDYobTo0cPHBwc8PX1JSQk5A8/p1/Lzs4mLy+Phx9+GIvFwp133knTpk354YcfANi+fTsZGRm89NJL1KhRA0dHR5o3b17lufbs2UNWVhZ9+/b9n+uS69equLT/ug/TCy+8QHp6OmVlZfTo0YPWrVuTlJRE//79FdLINRUUFMSJEyesVmOKiIj82RTUiMh1YfTo0bi5udGkSRPq1KlDZGQkUBHAXHLp81+u9Hjvvffw8vLCz8+PhIQERo4caXXewYMHU6tWLbp27UpCQkKV196wYQO1atWiU6dOv7vedevW4ezsbNYJsP6bzIo6y8vI2bGYml0fA6z/6Cw5k46j/83m13ZOLjh4B1B8pmLpfdFPh0k6eZ7bbruNOnXqEB0dTXZ2ttU5OnXqREBAAH369CEtLc1qbPPmzdSsWZPQ0FAWLVpkHq9duzZRUVEsX76csrIyvvrqK9LT0+nQoQMAcXFxNG7cmKFDh+Lr68udd95prlz6tdjYWPr27Yu7u/vvrktuLP9LH6b4+Hhmz55NQUGBGbC2bt0aFxeXa1O8yC9YLBZ8fHz48MMPWb9+PcXFxdVdkoiI/AUoqBGR68LChQs5f/48X3zxBX369MHZ2Znu3bvz/vvvc/DgQQoLC81+MAUFBea8hx56iLy8PI4cOcKoUaOoXbu2Ofbuu++SlpZGeno6Xbp0oVu3bpVuI4KK4GHIkCG/+1/yL92S9dprr1kdTz6ZHGWHMAAAH3FJREFUx8XScs4f2IxTYCOcAyrfBlReUoSds3XAYefsjlFccXtVSV4WX2z5gA0bNpCSkkJhYSHjxo0zH/v555+TlpZGcnIygYGB3H///ea/BA8YMICkpCTOnDnDW2+9xaxZs1i9erU5NyoqilmzZuHs7EzHjh2ZM2cO9erVAyAzM5Pt27fTpUsXTp48yZNPPkmvXr3IysqyqrWgoID169dX6ttzpbrkxvLLPkx/xKU+TL1ixlFSUoKdnR329vY4Ojqye/fuP6dYkSsYPnw4Li4uZGVlMXToUAYMGFDl/yNERESuNgU1InLdsLe3p0OHDmRmZrJo0SLuuece/vGPf9C3b1+Cg4MJDg7G09OToKCgSnNvueUWQkNDGT16tHmsffv2uLq64ubmxtSpU/H29uaLL76wmnf8+HF2797NkCFDfnedM2fO5OGHHyY4ONjqeF5RKaXnz5L3zWa8O1V9PjtHF8ovFlgdKy8uwOJUsauNxdGJhh3up1GjRnh4eDBt2jS2bNliPrZTp044OTnh7e3Na6+9xrFjx0hKSgKgWbNmBAYGYm9vT7t27Xj88cdZv349gLm98YoVKyguLiYxMZF58+bxf//3fwC4uroSHBzM8OHDcXR0ZNCgQdSrV4+9e/da1frBBx9Qs2ZNOnfubHX8SnVJZZdroB0XF8e9995LzZo1qVWrFv379+fEiROV5hcXF9O0adMqfxcAVqxYgcVisWrM/VvNt/ft20erVq3w9PQkLCyML7/80hw7ceIEPXv2JDAwkDtu8uF81s9W1ys9n8Xp9bPJeHUQmW8M5fx3//mZLcn+qWLstYc48lJ/SkuK2bdvHwUFBZSWlpKXl0dZWRl169alRo0aREREWPVEGjZsGE5OTlbNrMvKyszxnTt30qRJE9zc3OjSpUulfiNXas4dHx9Py5YtcXNzo2XLlsTHx5tjubm5DB06FH9/f/z9/Zk5c2aVr7Vcv/r374+Liwvl5eUUFBQQHh6Ov79/dZclIiJ/AQpqROS6U1paavahGTNmDCkpKZw6dYq+fftSWlrKrbfe+pvzqmKxWKxupQJYuXIl7du3p0GDBr+7vp07dzJ//nwCAgIICAggIyODAQMGcOSTVRSfOEJZfjY/L32MjNejyd75Jhd/PkLG69EY5WU41qpPyelj5rnKi4sozTmJU62bAHCqFYyzo71VzVdS1XOqauzQoUM0atSIbt26YWdnR+PGjbnvvvvYunUrAGFhYZWuVdW1f+/qoyvVJRUNtNPS0sjLy+Ojjz5i+vTpfPPNN+Tk5DBixAhzJZinpycxMTGV5r/00kvUqlWrynPn5OTw/PPPExoaanW8Z8+efPvtt+Tl5XHo0CESEhKYP38+UNHD6IEHHuCpp54iNzeXyZMn88ADD5CTkwOAnZ0d3bt35+2V/16h9atvbdbml3Hwrk3QuFX495tB7ucrKEo/CEB5UT6ut7QmcMQSgsatosinAUOGDjP7Uq1bt45ly5bxxRdfkJ2dTdu2bXn44Yetzj958mTy8/PND3v7it+RrKws+vTpw+zZs8nOziY8PJyBAwea83744Qceeugh5syZw7lz50hISKBly5ZARdjVq1cvoqOjycnJYejQofTq1cu89WXixIkUFBSQlpbG/v37WblyJcuXL7/yN1auK927d6dnz57Y29vj5OTEY489Vt0liYjIX4SCGhGxaadPn2bNmjXk5+dTVlbGJ598wurVq7n77rspKiri0KFDGIbB8ePHGTFiBI8//jg+Pj5Axdbdp0+fBir+IHvhhRe4++67gYqVMnv37qW4uJiioiJeeuklsrKyaN++vdX1V6xYUeX226WlpRQVFVFWVkZZWRlFRUXm6oOdO3dy6NAh4uPjiY+PJzAwkCVLltDv4eHUaNSKoMeWERjzOoExr+PdYTBOtRsQGPM6Fjt73Bq1pTgrnQvJezFKizm3dzWO/sH/3h0KfO7oSsoXH/Pjjz9SUFDA3Llzuf/++4GKnZfi4+MpKysjPz+fJ598krp169K0aVMANm3aRE5ODoZhsH//fubPn0+vXr0AaN68OSkpKezatQvDMMxmzWFhYQD07t2bnJwcYmNjKSsrY/369WRmZlq9XpmZmXz22WdWTZd/T11S2eUaaPfo0YP+/fvj5eWFm5sbY8eOrbSq6dixY6xatYqpU6dWee6pU6cyfvx4/Pz8rI5fqfn2vn37CAgIoH///tjb2xMdHU2tWrX44IMPgIoeR6NHj+ZHAipdr7y4kIvHv6dGu4FY7B1wqt0At8btyT+4AwDnwMZ43t4Ve1dPLPYO1Gzdm6MpRzh79qz5fDp06ECDBg3Ma19qcv1bPvjgA0JDQ82VETNnziQhIYHk5GQAnnvuOUaOHFllc+7du3dTWlrKhAkTcHZ2Zvz48RiGwa5du4CKfk+TJ0/Gzc3NXG22bNmy31WXXD8WLlyIs7MzpaWlapAuIiLXjIIaEbFpFouFRYsWERQUhI+PD5MmTeLVV1+lZ8+eFBUV8dBDD+Hh4UGrVq1o27Yts2fPNufu3buX2267DXd3dyIjI4mMjOT5558HKvrIPPbYY/j4+FC3bl22bdvG1q1brXZx+uqrr8jMzKy0zTRU/IHn6urK3LlzWbVqFa6urjz33HMA+Pr6mqtpAgICsLe3x8fHh+iOjbFzcMTew8f8sHN2x2LvgL1HRbhk71aDWr2nkbtnJRmvDuLiz4ep1XOyeV2vO7oSM2wIrVu3pn79+jg7O5urHk6dOsXAgQPx8vKiQYMGpKWl8fHHH+Po6AjAmjVraNiwIZ6engwZMoQpU6aYoUpISAjLli1j/PjxeHl50blzZ/r27cvf/vY3AGrWrMlHH33EP//5T2rUqMHcuXPZtGmT1R/7K1eupG3btpV2ofqtuqRql2ug/Ut79uyptDJm3LhxPP/887i6ulZ6/P79+zlw4ACjRo2q8ppXar796xVQhmFYNe4GOHwqr/JJL82zmm9QfKbqLY/PHTuIm7ef+bs4aNAgUlNTOXLkCCUlJcTGxtK9e3erOQsXLqRmzZq0bNmSDRs2mMcTExPN7eUB3N3dCQkJMW+diouLA6iyOXdiYmKllWRhYWGVtqK/0ush1z8fHx/mzZtHhw4d8PLyqu5yRETkL8JypaXn4eHhxoEDB65hOSIiN7YRKw+wI+nUb+6EUxWLBbo1q83i6PCrX5jYpEs7cO3evZspU6ZYhVsHDx4kIiKCTZs20bFjRwA2btzIm2++ydatW9m9ezfR0dFkZmaa52rdujULFiygTZs2REREEB0dbYZxv5SSksKKFSsYM2YMAQEBnD17lpCQEBYtWkS/fv147733iImJ4dFHH2XJkiXmvGHLviJ2eDvqjnobB+//NO4+uWoyTv4N8LnrEYqzjnN6zXTs3GpQd8QSq+uW5mVxcsUTdIieyO5F04GKW5Ceeuop5s+fj729PfXq1WPXrl3cfHPF7mjffvst9evXp0aNGmzfvp2BAweybds22rdvz/Dhw6lVqxZz5841r9G+fXseffRRs7dNYGAg27dvJzAwkKFDh+Li4sK7777L7NmzSUxMZM2aNebcwYMHc8sttzBz5kyio6MpKCggNjaWU6dO0a1bNzIzM7l48eJ//f0W25OVf5H132SSfDKPvKJSvFwcaBLgRf+WQfh6OFd3eSIich2zWCzfGIZR5Rt7ragREbmGxkQ0xMXB/rcfWAUXB3tGR1TeKUpuXL9uoH3J0aNH6dGjB6+99poZ0ly4cIHJkyebK6x+beHChYSFhdGmTZvfvO6vm2/7+vqyadMm/vWvf1G7dm22bdvGPffcU6lZsZeLQ5Xn83tgEqXnTpH5xjCyP1mIe2gXHDx9rR5TVnCO02ufwbPFfTSPuN88PmvWLL7++msyMjIoKipixowZ3HXXXebubi1atMDX1xcHBwciIyMZPHiweUuWh4cHeXnWq3zy8vLw9PQEKppkx8TEVNmc+7fmzp8/H1dXV2655RZ69epFVFTUZZs3y/UnISOXESsP0P7FXbzy6RE+jP+ZXcmn+TD+Z1799AjtXtzFyFUHSMjQLlAiInL1KagREbmGbq/nzdORTXB1/GP/+XV1tOPpyCaEBXn/SZWJLftlI+z09HTuuecennnmGaumuikpKaSlpdGxY0cCAgLo06cPJ06cICAggLS0NHbu3MnGjRvNW/L27dvHk08+ydixY3/zmgCdO3fm66+/Jjs7m5UrV5KcnEyrVq2s5jSuXfWtIQ41/PHvP4N6j79HnaH/oqwwD6c6jczxsqJ8Tq15BtdbWlO7UxRN6niaY/Hx8QwcOJCgoCAcHBwYNmwYOTk5l+1T88tG1aGhoSQkJJhjFy5cIDU11bxd7Ne3Nv3y89DQUA4ePGh1e9PBgwfNuTVr1uTdd9/l5MmTJCYmUl5eXun1kOvTqrg0Br0Vx46kU1wsLediqfVW80X/Prb9h1MMeiuOVXFp1VOoiIjcsBTUiIhcY9Ftgnk6simujvb8xuZIWCzg6mjP05FNiW4TfE3qk+p1pQbaP/30E3fddRdjx46t1Gfm1ltvJSMjw2xivXTpUmrXrk18fDz16tXjnXfeISkpyRwPDw9nxowZzJkzB7hy822A7777jpKSEvLy8pg0aRL16tWjW7du5nhRURH331qx05RRVoJRWmyOlWRlUH6xAKOshPxDn1F07Du8WvUGoPxiAafXPoNLUFN8IoZhAP1a/Gdlyp133sm6des4deoU5eXlrFy5kpKSEho2rFhdtn79evLz8ykvL2f79u2sWrWKnj17AhVNsA8dOsSGDRsoKipi1qxZhIWF0aRJEwBiYmJYvnx5lc25IyIisLe3Z/78+Vy8eJEFCxYAcNdddwGQmprK2bNnKSsrY+vWrbz55ptMnz79f/nWiw1YFZfGnC1JFJaU/eYtqoYBhSVlzNmSpLBGRESuLsMwLvvRsmVLQ0RE/hwJGTnGyJVfG42mbzEaT99i1P/7x+ZH4+lbjEbTtxgjV35tJGTkVHepcg2dPn3a6NSpk1GjRg3D09PTuPXWW40333zTMAzDmDlzpgEY7u7uVh9V+eyzz4y6dete9jqdO3c23nrrLfPrYcOGGf7+/oabm5tRv359Y9KkSUZhYaE5PmjQIMPLy8vw8vIyBgwYYJw6dcrqfFRsym31cenn2efuRw07Vy/D4uhsOAc1MwKGvmKO+d430QAMi6OzYXF0MRycXQ13d3cjPT3dMAzDKCwsNEaPHm0EBAQYnp6eRvPmzY2tW7ea1+3QoYPh5eVleHp6GmFhYcbq1aut6tqxY4fRuHFjw8XFxejcubNx7Ngxq/Fnn33W8PPzM/z8/Izo6GgjOzvbHPv222+NFi1aGC4uLkbz5s2Nb7/91hxbu3atUadOHcPV1dW4/fbbjW3btl32tb5R/frn0M7Ozhg7dqxhGIaRmJhotGzZ0vD29ja8vb2Nu+++20hMTDTn7tq1y4iIiDC8vLyM+vXrW503PT290rkB45///KdhGIZRXl5uPPfcc0a9evUMT09PY+DAgca5c+eszrFjxw6jefPmhpubm1G3bl1j7dq15tjOnTuN5s2bG56ensbNN99sLFmyxDAMw4g/nmMEDfqH4RzUzLA4uxt27t6GR1hXo97E982f16DHVxtuTToadi6ehp2rl+HWrLNRb+L7RpNnthq7vjtiDBo0yKhTp47h5eVltGvXzoiLi6vytYuJiTEAIyUlxTx27Ngxo0ePHoa3t7dRu3ZtY8yYMUZJSUmlubGxsQZg9fs7Y8YMw8HBweo1S01NNQzDMA4fPmz07NnT8PPzM3x8fIyuXbsaycnJ5tx33nnHaNGiheHp6WnUrVvXeOqpp6q8roiIXF3AAeMyWYyaCYuIVLOz+RdZ/20mySfOk1dUgpeLI03qeNKvhZpVyvUnISOXQW/FUVhS9ofnujras3ZEG93idx3Kz88nICCALVu20KlTJ3Jzc8nNzaV+/fqUl5fzxhtvsHTpUg4ePAhU7EB2+PBhCgsLef7550lLS7vsuY8dO0bDhg1JTU0lODiY2NhYXnjhBXbs2IGPjw+DBw/G29ub2NhYoGJFWEREBLGxsdx7772cO3eO3NxcQkJCKCkpwc/Pj3nz5jFixAgOHDhAly5d2Lt3L28cLGHj+rXYuXjiXC8Uo6yUrI9ewsGrFr7dK24RPPvJQkpzTlCr91QwDM5sfB5H/2B873mUtn4lhPMjUVFR+Pv78/bbbzNt2jTS0tLw8PAwn8+XX37J008/zZ49e0hJSTFXh0VGRuLv78/ixYvJzc3l3nvv5dFHH2X8+PHm3JycHNq2bYuDgwMTJkwwm4HPnDmTo0ePsmrVqkqv3/79+/n+++/p3bs3np6ezJo1i3Xr1pnb1C9atIhbb72V1q1bc+bMGXr27En//v35+9///j/8RIiIyG9RM2ERERvm6+HMyE4hvDLwDt4eeievDLyDkZ1CFNLIdUl9mP6aNmzYgL+/v9nc2tvbm+DgYLNnkL29PUePHjUf36pVKx5++GEaNGjwm+desWIFnTp1Ijg4GIDNmzczfPhw6tWrh4eHB1OmTGHt2rVmg+nnnnuOkSNH0qNHDxwcHPD19SUkJASA7Oxs8vLyePjhh7FYLNx55500bdqU//dtAp8fOYN7swhcG7TEztEFexcPPG/vxsWfksxaSs+dwq1RG+yc3bBzccetUVtKso5jGPBNjjNDR4yhTp062NvbM2LECIqLizl8+PB/5peWMm7cOF5//fVKz/PYsWMMGDAAFxcXAgIC6N69u9V28ABTp05l/Pjx+Pn5/c7vTMVrPXz4cGrWrImjoyMTJ07k8OHDnD17FoDHHnuMjh074uTkRN26dRk8eDB79+793ecXEZGrT0GNiIiIXFXqw/TXExsby5AhQ6waMkNFYOPi4sK4ceOYNm3aHz6vYRisWLGCoUOHVjr+y88vXrxISkoKAHFxcQDcdttt1KlTh+joaLKzswGoXbs2UVFRLF++nLKyMr766ivS09PJ8ri5yusXZRzC0e8m82vPFvdRcHQ/ZUX5lBXlc+HwPlwbVPxjqAVY/22m+dj4+HiKi4vNFTMAr7zyCp06dSIsLKzStSZMmMCaNWsoKCjgp59+YuvWrXTv3t0c379/PwcOHKjUn+qSzZs3U7NmTUJDQ612ifu1PXv2EBAQgK+v72XHLzXNFhGR6qGgRkRERK666DbBrB3Rhm7NauPsYIeLg/VbDhcHO5wd7OjWrDZrR7RRSHMdS09P5/PPP68UpgDk5uZy7tw5FixYQPPmzf/wub/88ktOnTpFv379zGPdu3dn6dKlpKWlce7cOV588UUAc0VNZmYmK1euZMOGDaSkpFBYWMi4cePM+VFRUcyaNQtnZ2c6duzInDlzOF3uUWl3p8Jj33Hh+514d4w2jznVDoGyUjJfjSLz1SgsdnZ4togEKnaDSj5xHsBctTNjxgxq1KgBQEZGBkuWLGHWrFlVPtdOnTqRmJiIl5cXQUFBhIeH8+CDDwJQVlbG6NGjWbBgAXZ2ld++DxgwgKSkJM6cOcNbb73FrFmzWL16daXHZWZmMmbMGP71r39VWcOyZcs4cOAAkyZNqnJcRESuDQU1IiIi8qcIC/JmcXQ4+6bcxcR7G9H7jrrc3cSf3nfUZeK9jdg35S4WR4frdqfr3MqVK+nQoQM331z1qhR3d3dGjRrFkCFDzJ3Ffq/Y2Fj69u1r1ePlkUceISoqioiICEJDQ+nSpQsAQUEVu4W5uroSExNDo0aN8PDwYNq0aWzZsgWA5ORkBg0axIoVKyguLiYxMZF58+aRGLfb6roXf0om66OX8Os9Fceadc3jWZtexKFmXeo9sY56T7yPg3cAWZtfNsfzikooLCzkgQceoE2bNkydOtUcmzBhAs8++6wZ3PxSeXk53bt3p0+fPly4cIGsrCxycnKYMmUKAAsXLiQsLIw2bdpU+To1a9aMwMBA7O3tadeuHY8//jjr16+3esyZM2fo2rUro0ePJioqqtI5PvzwQ6ZOncrWrVv/0K1VIiJy9SmoERERkT+V+jDd2Kq6NenXysvLzVt6fq/CwkLWrVtX6dx2dnb84x//IC0tjczMTEJDQ6lbty5161YEKmFhYVa3YP3y80OHDtGoUSO6deuGnZ0djRs35r777uP0D3HmY4pPpnJ6w2x8Ix/HNfgOq2sXn/oRzzu6Y+fkgp2TK57NIylM/c/GG272Bg8++CBBQUEsWbLEau7OnTt56qmnCAgIICAgAIC2bdvy3nvvkZ2dzfHjxxk7dizOzs74+voSExNjBkw7d+5k48aN5tx9+/bx5JNPMnbs2Cpfu0u9gS7Jycmha9eu9OzZk6effrrS47dt28ajjz7K5s2bue2226o8p4iIXDsKakRERETkv7Jv3z5++ukn+vfvb3V8x44dfPfdd5SVlZGXl8cTTzyBj48PTZs2BSqCm6KiIkpKSjAMg6KiIoqLi63OsXHjRnx8fMwVM5dkZ2eTmpqKYRj88MMPPPHEEzz77LPmLUExMTEsX76cH3/8kYKCAubOncv9998PQPPmzUlJSWHXrl0YhkFqaioff/wxt94WhrODHcVn0jj1/gxq3jsSt1taV3q+TnVuIT9hO+UlFykvucj5+G04+QcD4Gwp5/OFf8fV1ZXY2NhKtygdOXKEhIQE4uPjiY+PByr6yvTu3Rs/Pz9uvvlmFi1aRGlpKbm5ucTGxpq9bN555x2SkpLMueHh4cyYMYM5c+YAsGnTJnJycjAMg/379zN//nx69eoFVNyG1a1bN9q3b8/cuXMrPaddu3YxePBgNmzYQKtWrX7jOy4iIteCghoRERER+a/ExsbSp08fPD09rY7n5uYSFRVFjRo1CAkJITU1lW3btuHi4gJUNKx1dXUlMjKS48eP4+rqSteuXSud+9LuTL+UlZVFZGQk7u7u9OjRg0ceeYQRI0aY44888ghDhgyhdevW1K9fH2dnZ+bPnw9ASEgIy5YtY/z48Xh5edG5c2f69u3LK88+AUDe/g8pLzjH2S3zOf5yP46/3I+fl442z+0b+Til507x0xvD+OmNoZTmnsT3vokAFGQm8f1Xn7F9+3a8vb3x8PDAw8ODL774AgB/f39zRcylFTV+fn64uroC8MEHH7Bt2zZq1apFw4YNcXR05JVXXgEqmjL/cq6TkxNeXl7mbVRr1qyhYcOGeHp6MmTIEKZMmWKuRNq4cSNff/01y5cvN2vy8PDg+PHjAMyePZtz584RGRlpjvXo0eOP/zCIiMhVY/nlsshfCw8PNw4cOHDZcRERERGRG8GIlQfYkXSKK7w1viyLBbo1q83i6PCrX5iIiNyQLBbLN4ZhVPk/Dq2oEREREZG/vDERDXFxsP+v5ro42DM6ouFvP1BEROR3UFAjIiIiIn95t9fz5unIJrg6/rG3x66Odjwd2US7l4mIyFXjUN0FiIiIiIjYgug2wQDM2ZJMUWnZFW+DslgqVtI8HdnEnCciInI1KKgREREREfm36DbBhAV5s3D3UT47fAYLUFRabo67ONhhAF0a12J0REOtpBERkatOQY2IiIiIyC+EBXmzODqcs/kXWf9tJsknzpNXVIKXiyNN6njSr0UQvh7O1V2miIjcoBTUiIiIiIhUwdfDmZGdQqq7DBER+YtRM2ERERERERERERuhoEZERERERERExEYoqBERERERERERsREKakREREREREREbISCGhERERERERERG6GgRkRERERERETERiioERERERERERGxEQpqRERERERERERshIIaEREREREREREboaBGRERERERERMRGKKgREREREREREbERCmpERERERERERGyEghoRERERERERERuhoEZERERERERExEYoqBERERERERERsREKakREREREREREbISCGhERERERERERG6GgRkRERERERETERiioERERERERERGxEQpqRERERERERERshIIaEREREREREREboaBGRERERERERMRGKKgREREREREREbERCmpERERERERERGyEghoRERERERERERuhoEZERERERERExEYoqBERERERERERsREKakREREREREREbISCGhERERERERERG6GgRkRERERERETERiioERERERERERGxEQpqRERERERERERshIIaEREREREREREboaBGRERERERERMRGKKgREREREREREbERCmpERERERERERGyEghoRERERERERERuhoEZERERERERExEYoqBERERERERERsREKakREREREREREbISCGhERERERERERG6GgRkRERERERETERiioERERERERERGxEQpqRERERERERERshIIaEREREREREREboaBGRERERERERMRGKKgREREREREREbERCmpERERERERERGyEghoRERERERERERuhoEZERERERERExEYoqBERERERERERsREKakREREREREREbISCGhERERERERERG6GgRkRERERERETERiioERERERERERGxEQpqRERERERERERshIIaEREREREREREboaBGRERERERERMRGKKgREREREREREbERCmpERERERERERGyExTCMyw9aLGeA9GtXjoiIiIiIiIjIDa++YRi1qhq4YlAjIiIiIiIiIiLXjm59EhERERERERGxEQpqRERERERERERshIIaEREREREREREboaBGRERERERERMRGKKgREREREREREbER/x/Nwx3+yBBlQAAAAABJRU5ErkJggg==\n",
"text/plain": [
"<Figure size 1440x1080 with 1 Axes>"
]
},
"metadata": {}
}
]
},
{
"cell_type": "code",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 472
},
"id": "DcIc24XFXffn",
"outputId": "17b1df49-4265-4dae-e51e-682e5925ab77"
},
"source": [
"plt.figure(figsize =(50, 20))\n",
"pos=nx.random_layout(G) \n",
"# pos = nx.nx_agraph.graphviz_layout(G)\n",
"nx.draw_networkx(G,pos, arrows=True)\n",
"labels = nx.get_edge_attributes(G,'value')\n",
"fg = nx.draw_networkx_edge_labels(G,pos,edge_labels=labels)"
],
"execution_count": 23,
"outputs": [
{
"output_type": "display_data",
"data": {
"image/png": 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