結果

問題 No.502 階乗を計算するだけ
ユーザー NyaanNyaanNyaanNyaan
提出日時 2023-04-07 07:18:28
言語 C++17
(gcc 12.3.0 + boost 1.83.0)
結果
AC  
実行時間 6 ms / 1,000 ms
コード長 51,867 bytes
コンパイル時間 797 ms
コンパイル使用メモリ 80,828 KB
実行使用メモリ 5,376 KB
最終ジャッジ日時 2024-04-10 16:11:11
合計ジャッジ時間 2,015 ms
ジャッジサーバーID
(参考情報)
judge1 / judge5
このコードへのチャレンジ
(要ログイン)

テストケース

テストケース表示
入力 結果 実行時間
実行使用メモリ
testcase_00 AC 5 ms
5,248 KB
testcase_01 AC 5 ms
5,376 KB
testcase_02 AC 5 ms
5,376 KB
testcase_03 AC 5 ms
5,376 KB
testcase_04 AC 5 ms
5,376 KB
testcase_05 AC 5 ms
5,376 KB
testcase_06 AC 5 ms
5,376 KB
testcase_07 AC 5 ms
5,376 KB
testcase_08 AC 5 ms
5,376 KB
testcase_09 AC 4 ms
5,376 KB
testcase_10 AC 5 ms
5,376 KB
testcase_11 AC 5 ms
5,376 KB
testcase_12 AC 5 ms
5,376 KB
testcase_13 AC 5 ms
5,376 KB
testcase_14 AC 5 ms
5,376 KB
testcase_15 AC 5 ms
5,376 KB
testcase_16 AC 5 ms
5,376 KB
testcase_17 AC 5 ms
5,376 KB
testcase_18 AC 5 ms
5,376 KB
testcase_19 AC 5 ms
5,376 KB
testcase_20 AC 5 ms
5,376 KB
testcase_21 AC 5 ms
5,376 KB
testcase_22 AC 6 ms
5,376 KB
testcase_23 AC 5 ms
5,376 KB
testcase_24 AC 5 ms
5,376 KB
testcase_25 AC 6 ms
5,376 KB
testcase_26 AC 5 ms
5,376 KB
testcase_27 AC 5 ms
5,376 KB
testcase_28 AC 5 ms
5,376 KB
testcase_29 AC 5 ms
5,376 KB
testcase_30 AC 5 ms
5,376 KB
testcase_31 AC 5 ms
5,376 KB
testcase_32 AC 5 ms
5,376 KB
testcase_33 AC 5 ms
5,376 KB
testcase_34 AC 5 ms
5,376 KB
testcase_35 AC 5 ms
5,376 KB
testcase_36 AC 5 ms
5,376 KB
testcase_37 AC 6 ms
5,376 KB
testcase_38 AC 5 ms
5,376 KB
testcase_39 AC 5 ms
5,376 KB
testcase_40 AC 5 ms
5,376 KB
testcase_41 AC 5 ms
5,376 KB
testcase_42 AC 5 ms
5,376 KB
testcase_43 AC 5 ms
5,376 KB
testcase_44 AC 5 ms
5,376 KB
testcase_45 AC 5 ms
5,376 KB
testcase_46 AC 6 ms
5,376 KB
testcase_47 AC 5 ms
5,376 KB
testcase_48 AC 5 ms
5,376 KB
testcase_49 AC 5 ms
5,376 KB
testcase_50 AC 5 ms
5,376 KB
testcase_51 AC 5 ms
5,376 KB
権限があれば一括ダウンロードができます

ソースコード

diff #

/**
 *  date : 2023-04-07 07:18:20
 */

#define NDEBUG
#include <iostream>

#include <string>

using namespace std;


#include <algorithm>
#include <vector>
using namespace std;

namespace Base64 {
using L = long long;
char base[65] =
    "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/";
int ibase(char c) {
  return 'a' <= c   ? 0x1A + c - 'a'
         : 'A' <= c ? 0x00 + c - 'A'
         : '0' <= c ? 0x34 + c - '0'
         : '+' == c ? 0x3E
                    : 0x3F;
}
template <typename T>
string encode(vector<T> &a) {
  T x = a[0], y = a[0];
  for (auto &z : a) x = max(x, z), y = min(y, z);
  L N = a.size(),
    B = max<L>(6, y < 0 ? sizeof(T) * 8 : 64 - __builtin_clzll(x));
  string S((B * N + 11) / 6, 0);
  S[0] = B;
  for (int i = 0; i < N; i++) {
    for (int j = 0; j < B; j++) {
      if ((a[i] >> j) & 1) S[(i * B + j) / 6 + 1] |= 1 << ((i * B + j) % 6);
    }
  }
  for (auto &c : S) c = base[(int)c];
  return S;
}
vector<L> decode(string S) {
  for (auto &c : S) c = ibase(c);
  L B = S[0], M = S.size() - 1;
  vector<L> a(6 * M / B, 0);
  for (int i = 0; i < M; i++) {
    for (int j = 0; j < 6; j++) {
      if ((S[i + 1] >> j) & 1) a[(i * 6 + j) / B] |= 1LL << ((i * 6 + j) % B);
    }
  }
  return a;
}
}  // namespace Base64

/**
 * @brief Base64
 */


string S ="eBAAAAOsGTbTzuYGNS9PWVKfXhPlFNJUm+eodLZXfBQRZmxLCirhInNmgBO7FwaBrVH0tjVcVuIgjE9uaIKAeSEA6sFWc/ingT7jSXjQdi6Y5rNW5UptkpgfIiDr6iOMkJHqWqjiWmsrwiBTXzCEIJml4PWATFwml82/dOPKWm3beil1j54a3e1B+IejaVkDVGbli4pYV2OUcPE78ZDp2segZlthArQdF2pEuiDClrJZuE+0dnVIoQL9QyO4bxD6Po1eRC5Hb7+8CsMUbCQciQalP3CwmcWbjwM5KR1sRry5qNXS2SpMWZNQmAGAsEp4m8piAlABqhn88JLYObX7GzVbA5rSDWPgYmIp8IfEaWwidBsAXij6RkVilRMKSzgLb3nh4lYdFB3AaIPBkHM5+OQD6LwCH1tiPUFUDyMkHNmLj+pmBO3Fu4snR7YMgtAZhR339Wb6uZy1OiY41k0IJDyVfAxXKgfBX0RCktYBzThdxmbckCjnUxthro/bjgDjnKGJibiOCqW3lU15gmoUsaBYmWhc4YrWZIMX/WBQFjBIo0YvrbQXPWGG/IU3ULfbHsVgZl4lpVJ/8SmzdbYf6C2RtZB+tFrkbXKh/LKBCyizWnHA1iDdmZI+Jy8htUNeNQVgiAJT6xu6Gfn3cnGiEtV9K57f+hubIyUhsXOUXxvdvAVKbbCADQTeyeSkuZpU+JVTJACaAKgEQzfkqi53bQhuiFsvE4NIWl5/0tmJmDH3omviWTsjfb3rb3AH3BEj7gU35rutH88ZRcxNohqPPrR5XKPN8cbS6FF+BU3gxQcMmErlvo+x4bymY1kYWUwV0ANK2a+MSeC7uy/1bfMsq40O6Cu4g4ru2lBRJZfBI9DkWiZN14Mh3y35uvhidAjg+klV10f5VlEFF0ZDE/szzKZieOEv71QrEEHSR5VcPwgnw9MbzR5536mkZ2NRevlkzLLgHDGwq4v7knUsvjpPY6O8lcL4OXmbWOfHoLJ5S8xZRd60qPq/aBhn7hhEib3Z+Wqe+2nHkqvcjxio17dBcXbLS8X+75nOdlKCj8JVScnBqNrCQsrLs2nZhTx89s93fudFyQWgfBh35/APuhHL+rOv4EQfhFnKrX7ehgiwsb2TX2fDu0e5pdX7NvYAs1H3J2tOeLIdLaDO9Fixm2FKWlBvAnTGtdGySoebazr/alZkNzXzHnksDAI1hmWSn3dj17eUm7b6lOw2geA4MBgeQwcip2Gvy1p0cNAOBw8ipzJpRTRHX6DLpJFzu5c633SjTZp1Sc+z7QS8tBzBUK2m5mMBEm+xnZkLouFZeeocc2pxCV0HLrd02EyQ46/2d5xF72JzMZJiDmj0Q7QG3RJhrydJSPFspsYqyxCZfx+ey2C7kpP51sjx1amSHJ1GKBHk7VL05mP2v25wMIklZzGBjahvDefRTMcGWkgNXgzMK1tEnZsyqFe3Bxa71K1XezdNrHmdG3pn2aZ1uimA3XujpwDKL1RiVM3vjE2LSENvGDecbxXjHHwWc3YDhorO5YI4SL8yHZACtBom9EFz/z+PMfqRFQ4W1ol5/Hd6jMNDO5P0BDRmGoYy1D2ACCsiII8pEkx/MyzCwxUiEje4k/+sb2834aQowW0el/4ThxuuagrlvmqsFMDAd800Qf1qmgiUyzWbEAiFnkkkgORaEzK5dpHjpTuWL32yF5TaGiVd7cyCr2BkIusNgTMMjYANTxa4t9tn/iXdwPmpGCk3sRPsCDQf/bpb7UgjgwaFsmvTreQR/dNMstoUEAkPTtlVoGnyIPM47ruGeRBfbgxrALZbjhELJ++N0B7U0gXHhxPBvJtlXMHG4X8kHqnG8SmXKUi1pdh1twt48yax7QMH3BwR4Su5bzzVkjQ/obYT0tzbF+0ULgb0nvSFkbmnO7TsfxiSMkrH3LEg2bVcL6YfaDM3x7Ixv47z1CMMwV8EGs/yHPx8E39TflyjJtaB+M+jDO9wF3OsPKMlzz3a+nZR5A/IJriEFpgDLs6fBlvMF0l5NDuoBHTfT31eJ4BXKYe4zDRCBicahHVJ+ELFicDAKwXIinoN7pNSYzVlQ+XihgbDhXqUmgwBwSEsiOmMCr/T74wgRq8CAWrZ6Z+ioc1ZiPN8nmXfdJES3z/dAJFzuqCi860RZnsWmJM8Kf12EhQMJiUWSA2iwnTWKd/QcAjc3BKj1IG8AnCdSTBNDTBXlJJJWCj2ZA19+PrLCdVDUQ4CvA4tV+RyYFUSLX4LMSTKLJ2eppSAuvB5wXGvMSItLOyuMcd+FKSeMuj75teLw3mJbu16wX+Th3nPwWPo80TOqmoaVIPZkp6ZJMGIQrb7TrU5Vcr469JuhRnfiZA0yrKqwdV9kA3QalBAxu+8km631Gh6VvIGgXXiaCk2llzwjRtf0UDY8tjqWLyJG7o7Rb3+dONLp7J06fw45bJbLPig0VQmAbgwc3biAwObRK8ly6efnBtd4YqToQy1YPT93kdUE3kCvaujqNW6AESbQZ2g9tN2v9QODsiBABqGlOhI2fjdD6orFTkmAYuDP/UrtupdYxSpPYKPlGmD/dehkYVajBZddIkXris5uJlj4ydhwQHCmhvYtLltEqlffrHYCi6IsUKlDHgvFUrKgCS2q+svOcDFtyPHy6cl7aCr5bTnYL+tXuuzcZKhe8vAK358ZZQplsdsng7u7dlDSkbxxQpCnNlUJ0CQkz0Zkwh7ppFFHfDfRPisszHDEb2Hpc3E1pmNiRBX+UTYHaQnTlEHlavkC/a0zW3sgIjyisAC6ACpUCXDPeym5Q2/1hNoctzHSE5E38xXQtdINmOkKwhUtaUC1ZWC6ArrumyzgAz6BSRV9zfsH1cuy7lf8i+OFb7UW1Fnj3/NAy1OFJ7ZEEhlRMMsuG44Hf+QYwxq/5uMMdwYM3FwOdZvCXuc14Oc+A1FxapmURmM3TDqcXsOQyaufddDewW2QMXmOnCS0rBi55zSSQw9bOG2963cNPCNKN/WnztZoBSk7HMcawgh3BUVufOr46XC82bqjPnyKI2tMA9MSpJmE5cWVQIaGBqcOq4qKZHmOSc3CAYyOVRqCu4cp0u6f+sJuJiOPKs9iM72iD+GUGaph6ptJyixC1f7UFOeZtdE/2+5sC6DJFHKtjCRFYRNqyWAbpPAb0bOUTSeWZlo/TxKeQLjAWw8qxM6kE5T87TveGjJeCszqtEsma0jbm7bONPugO6eawhh5hoG/Bgduxls1GbnhDF1DsKE67IkdfrsSmSXorkbYashRd2lBs7xIt1gPtxjbkSJi7ChoWv+pN5YKFqFnkxJqGYhbCxX4CIORn8vL/Z5Ry8iajv0sFVxhh0VUolLTIC1+PUZzVx3JrOOicM5wEGw96/NkWrlU7H8En57osFIQEqgCDrlUUoYza72DyxpEtSp4t8bWT03C300K4Drhe3Gm4b9jDMWwepQeQIWn+96aKhW2PQ4Xds7ApryuyhzLLYfrDoZkudOIa50gapeEszQSl4FVmGakyrQYdjvsItqYmAMNbfxa/uKy2fr3+H5jAAS1HV+YVBv09ja1uIQnld9raYCy2VV3SgUsZkglqqI8iqha1r0tIcu6qT2LwniKl3IlIgf8hV7pEjz1S3xc/jtApKrwnp/LJOocgaXV1tWtEb7/9uxsPknuE3CbnT76EJIPM0ZYDf23DlFpKt8USc37h2+fDPg4iOzlRuaD3JZE+p108YgvDukJVS2ViTW38RZQpcMqCls1YGMoXGAihhtop2IhCsFXezrSufDyWYjMgeZa3JyvsNYzrWS/nRmNh4GkVC81kolnFH6b/D3Qb5pbGNJRDcD2tbNGdrJpqQE6pNQCaSdN6pc2agYy9awIA8T3DX+lWf0AEy1gwLl/vGJ5KzTxZOLMfM2KsySejamM+h21tP3O5WWrvPwRsHkLv1rKbvnHQr4oxvQC6wUtWtE0x5xYuRLGcXciO6nbaMRbDjpVtIWr/7wZDT8+f1FCX/bmb1B2MAh6LKULCazUntmjj3q5TE2VQWKrvKJafRhb1LmJFW/Cc0wy4iACnZfgDpAKKrglOiAfGTpdijYYAJo1PVTODIYKWrHIxdZ/cs3O2KWjinqEquLK9/sbJrHned0GKp68Mu2ytIQZ47OSjnZFjMEWVplBrqI+Q+j6+EKicuQ2G04PPfRYq46XU+ZokGP0avNTJMTO+B91vfqXb7ICtNSJ8AwLJZTbe9BVeC4Q9g5iiISri/AI8FBLVKVjuwuK72fcx5GOYped4Z9R30wg/dN+W/4nbf1x6WIZ93vpj0pRW3IGK6bNaXUyIfPX9Styjvpr91o0UniSFe0M26C48CrYeMgqMNJH2cxZ3Fyv2RL01VudPltNjaW1/n6AT0PlFpp+pc7IimdwvYaK5YLYmIjm1v2LOsR/9NHBlJ132aZLYO7nMhn7fnegA7vj3ItU5TECVdbcvDONdHeb3AQzQBHoc1zAiHQn/htyHQqlvc0aUdpVpBWYVO7UjQp70NYbr3BtZ32Nc1KAknqyRjDovxTOrFtCsTufJDrcl+kk7g2v4GnsiHcmJlTwOP64wu5cAkRpAZuLGLkmYro8aP1wtMd4RLdGZzt5rUcqRRvwWibynORrAoK1ffySHz6D7zVhsUfZjymakPwR/XoQ6RaiGShI86BGP8a8BxFLgroOX4wDwlbIfJGu3zFYqByMkNPTV3BIFQ4GodO97KR5DnhrthY1ktqQHw/16LxJdzgMr2+pGmuIHDcEgt0RXM7GF+4fHWQIS2Rj1Awqb+3HQP5ALiYUBW0mmVZ08A40gYyWDc8QYxHTE/31yZGg3CQY2I5mC6lF09yCNHtlR90Gtf8OWYythB6iD7DYDxIHq0MDOddI4sluRRIQSfnf16ky0oTYy+0gxNNc2VREKaTy1zRtkpYjM6pW4jE1aVIH+McWV9omuFfog3k2Ujf63aJvF+vBk13mdbaiJFuD0m2Dr1D3lbOmC73lgy/CNydKEISUnZrKaUlT3a3p9whnq3zJ/50wcytIoCM+ZJ1PvagSSWMz5kP/EorP8J/6zO0mCAm4mkOxR9xo/NZZUWnr4NSLCyl4sXVAuLxl9+6A2k+tDFCu3b8YqQ9WcPtiSbStzChmgj2QWWA7k4XZ+ZtnkhmlBBiUVNjBSUo01I/yLQD1B+685LYPcD7Kq80BMfLh6MJFQGviKTHcslYUFh/zhbpq4FKnY9rcP2ZiCFD80MFU7oxI713Q3ij3+Ck5UQv+iqRnMsGaaro3SfJi7L9hesRSsV46YqplhbXWTxudPyStpo5bKXHjXRZrCjvPvCr7qTryNyV3CqkCz9l864p68pDMfuTEwBe16sga50PgXWCGQwEaRnYrwhnxVR1aLs6IcmP66NKaWtqQ+s4gmEJLz37pNm00C6FJ9Ln6KNip6CPx3CGNT27hQwnGiuGHxCDx9s/0Wsz0gpUQHfGnPtC4BWjrdetzfEqvE+3mcD7OWMLeP7QW9s2gKZCDnF+KqROzQWvqkEAwV7qJRc60bqmtYYzEfYXHHTIsEZmfel+Z5hN1BhYehlD5zw4e+WNoj4tGaO4Z4ivcG5gIf7czexgwMyaFTC5mQ8Ev6oMSpfMjceRPPcW0XPTqhxS5QVy2kPyaCEKVdLpENUnwEkkU8lq+5yZgCiXyadNkWvZepAnLfEKowA+LZRUc0xWLVgzhtxV/8XlnSfT2AtmaPmjqN13rUsgWZmI/jN8gvkJn2CNpOVgNkteGvJE6qMwOR7tPlcDM/7FbLkab6sW8oNCR7IaKSqMhQrRXwPdsVxucvKMSRdA3XQYfalc4YY5e60kz9YPrM1btliTLPFdvlrZSeZqOoOgWuOlMGjpxV2ONE2MoOcfxmZd0muTx5RGGlPn+qiaofmkqT6VeNkZuqILJZFCX1qmeDahDo1WOr3t/kxGxmN+vm9pLYtcB+dJOzMyfOmedpHNOcNDvdQQa3LOZkEpRUYPGQE7Tx+w0co8WQhZS0WsX3KudR4XanGYn9GAO8kV+SyZywq4OvWijZwjNbZk/LKm7QHibG7pzhkBAsmPmKKWM5UwI3MYdOi8bwvT/FtPVvDPV7qVVSBPkabWoahrKebpBKgxYzI5P0zD98762g5KorbCiyxBuYrUYSW3Gc/kwyORkuTpFN0vtGnW2MF6/tdxtw3Tvk72CPA2SkGofSWiKlfqiK2gq7L5MaOcbgTQBOM63+ZAE2hm5+a0Pvq99R0IzLTauHANDTvB1dR+Q7ZjNDv3Sn0Qi0/B4LSTYyf64XcHD2FXiPDRMOiaMygC6trr93ssqaSqzi9vfkh/gHeXn5IHrOiARZGKdw0qm8yhgNCmcYbCIsTwuaNUM1nM2B1ZnCbBXFJW26E1KjxI6c7DoJS2LLIFuReGmwC0GTjayeJuxst9ZzoZ2CZGpHJsr2SO8ul0MgLxs08mP7WS65loWqc5lQmyRg95tGvaGiDDbQpHj4vNvDZqmOYfHh4gro+JHCfsfooWJf+0BaEmKlnkrguMH3wxUIKZup3y0TogzmVD0nWFcBcyHuPMkqQvQGbEOi+TSW+VKCb/DBHAxbpVvfwbBzhI35eSsaws4aI8BMarhQvOP9jBgOZXSUSqvNxfUZfU0SfofgemeFFJ5HuqK+XcEoI5Ape75jWu5MEhp+If4Bdn6uCq/qLKtV9dkpuEau93agK2V3Lh+iG2LFj+k4xElDqmNYb34Rh7bIAyHa0Dmr2KxvrsKM4UfyRnN4xu+xnbX1H1Jjjvw9gUdhFv1Lch8nWnZlLLpjbYm9+Ote96iYmhyNjHQcihqeUNmXAsXaNb1qKbuoq5enzA9izPV9Z3UnkmtMMTBNxuw3KDE1lCwwRKMdUoHCXSiuQzFWiYSapaehhMZoQtzPCHRpGuYjOYb8K7ku2pgJTsZ0Vox2qxotoEqVwICfmtBbw2Ul2v+U4zcSnl1ThSCJL2TP50l8B3G+iN2AEFX+KBiXHkyUlxaqn6NZ8QzcsbvUZiJAeUDr9d05gb+wTJfulentzj5H/5aClELQNsy96U2NY21chscxivUsNJFK7OX5p6Sl0x2IIkAFFfs2zaiekHpVf2YrngiX4m/4zrKumLBXYkFdGjgde+/P+rJOCx2YKsylA4wmsJPAXs6luzEvLt5i1A6A5xrXCzPALFqMehDXiyO904U5qRVymxB5Y0SahtIdRqzBeUmpvIKXIN5EyfgRB5RNHyeIUjt4nLefpt4ZgSz1ZtPIcSu4yLN5tNYjswe+1NX5OALEDIWLp6V/bChVpVujw5HHfIeKjdjBnrzObzK7ZubBYVmeyP8UZriviqtAALxYX+5vQEocayEYoH9nRaUmgwj0jiLBW1ANjONdbVhTiQKIZsQic4IOMWBYe/4wBdRJobfTwqlB3OJe+hQBz8FAF8sMblDsqXh0+oCqTHiB/3pgL8g9UlYrGmtR1YlKYX9FTkMicpAAhbBW4aZo502fuwdIUvujfJCGPEsiMHmTKpdrimS3kQ7vfGlPbnkRWRKkFPQYJrzTHpoO2Cp14PmdKt5a2SG6fIzEcSbfJrntmyFHcCc9uoMaazrCETFZfqGO5xjYsqiFWD0yBaxY3DgXXsIhs9QT9EFTCcSAln0ScddV2HyRJ5FetP2dPPr4TQidf3Y4HKg7MPMHkswqfN5HNXbqMp1GzEIiMpIjvJXpERCRIV5emzbUkXnbJfk9oEeaUHoh6kFjqFvY2MDUixJfLD9oXM2mhWKpNbvw4DXPCwGpvydvSn7PTZNmKVkBVoq+MDYo8EqqjH7qInaza0/q2W1MUcksKdxyb9zEYPEiyt5WOUUWvQGTT6F2JaE0NKfwUNex1c0iARmk0ojQbIbg+hj4H6uISCqQ3n++5d2+TvFsscBmFdoZXfPjjsAMlI3qq4x14uonk56UlFvrtMwhhPUHEThebdK+mvtQ1rtblhYbeFbnxH0rUOeFUxuQdQyhp6jw3AffWPnjrfT9YdAa/yJQGcmyOaBmUmdVdkEhdQrLIAkr2ZEBQDdyo9TEpihAvvi1BU08aItMFUznneeIhrRt158TYinmDcEsoJPgbvaoohn9/VTfrd4Kl0nAIuTXtEJCi0+2eE14yrSbKjeWzoSfvavDlNvCKXAl+stMIWuoAVN3uF2blhERGt0MkTfpmrHcVMkG+MrXrbvhBla5+UbLkU7hkGTZpEabhHbaJp6M9Rzp7SsMHd/f6fi5JK4/RrX0u+wU364Zjmarp1xUXkqXsvggvBvl73DDWeEWBVC8AoNhJlFwWD9mCQcw7ic6gpRExCgR7aey45AcFm6+R1Uxqb1lMrjsiIJMGF1t35MoA4M5jAtI1kd27Fc6NKQV9II14QhlboB0TN0JAPUEG3wsqb7aXr18ImdHzIGgr2cZB9BgLIg1d9mj1QZoGkjx2dvvmOo87svPvXxfUvDDXhpwCPtgkpTFstgie8HiVjPURRujQhH7m+H25L5YHMPK4EpZMPbuYeR3c9RWDOU4vqfZo2Mq+T9DyFqNlHYY/iF8tketBSjzSpkbMq2Ic3jL35kSMkDKdC2zEHa3IhAW3gQ5h8pU/K5UACp0RrFGClo2J/jzbTtyyrM/OpGfqMuQU+oLdv65YNrkGeNcL1D7/8RGkrBwVyvb9Sf4pWW50s9O69u8Sx6iyFd6yxdXyndP3+tYaLA+skn58iRLB+3C12+R6NdI7CuNWzV8rb1UtdTPN7evMaG7V9pzVxVa/oATRVALsuMCN/mob/2ABOR3JDE+yuGbLHlRd3op24uOsVH5RPWqUwRB5zal0Gxaz+QYGalKEp4NLf+E3/gjPw1ThaJUQuaMOy6nlPObm0wfu4zk/FWMDr/AjuTpoHpt8DJdJM4iDXiGk9k304Kpg5jK5EIU4vYwjcusco/qmC87hweXIAHDAMEDweR6vwXn4lsgKFA7X25tdHb/C0p7g/3Wb3O4tZW5frmmUSduD7xvEzkBMGJvaRnXJ28W2xdiBM5hgiHGHNYxhtJSpSyoeLpgaBiSVueJDq31pMIQAJveMP2l3o0eJG4DmUGH4Avz39KPg9QwhIGH3kOQOl6D/2dCR0z3MRh+bydWVlN7E/4nDwZOnBM9xCryTN3UW5SvN45c4O443/LTVj1cy8gyGCuh/kBfPsR+pW3K7iT3OYnnr2X04UEL0/zr5/cwrVsSlkXWGcdPHMrphYL9yafLauO7wHL1XLqR+RrsNDY3SKGLmmxolVa45c1KFzeA1DpO8azXQiASPeuGKxA6X7ITzfkjkHxBLvZcttM9xhyiYPwv5bPogvvyIcgufH7q6Gg08yXBhCFMGa7wHEsbp4MjH0eFelV0x040hs8k3rbsD+KqmdNxHKp+4jikO0y4uUnzpQH6l+n/JSE3++netp0SND3H53Q1wE25rU1CdjnsgVoInu0peauaCMAwzkZo/xNqlAJQQEeQioxv2e1SvXMcbfZrKLVFItcsSVopOf6DRDFpGjchE0WSWb9m0Un9ViHdoPU+sQQjDAjG0pplqC0ehiq/b/oV2EO659BqFHBV9mF2n3BJExTs2XckRsw1NiEec8hdxpElmG4KjuhvamAIAD6QIZ7nrSd0lSURHn/U/5CDCvSG/pOpYDmpwBl1G9d09ppDYSZ1syMS7p7f8BDmRX9a6DAnmWJVIS9cChKDvxW5ig4yPkK9aa/Jt9E9g+z1S1bkfpfek5JoIpabvNVgkN5odw1wcDcKvgld98zch7YAgGCVbzkWChJYOEwIN3/DQAVwDCarMk1Dsz0jBEV0ZJg8/meXV6Q7cIG6ZLwYF5QBId5WoYGvINaT3K72rW9jtLz2XM7RnX5x9PFgOWjHnPw8ItLm5pudrHYdFqSPGayycSAYoswkdSCJzofXjKNvOoS73cjuZzPLRn270MWA+cfJSoll9yUvYJHe9PHYvzHCSbXx08Nso9/Ylwst9LNwfbiO073jSzEcmBNMy857rVo4REQZY2air4HGlbkjNydBkJ+HK0E4P2249JaFLDo3WkpuW6/1vXimYKZ126jkw7dV1b5c0n35a2Qvpr3Br3U2kClQvk1Yrk0XaiQu7eF+XmzhKvH6t1LNxumLfU8STVih8QHNKRC9qmPOxQihBE2nf2+lzCD/PLcWx5ZhjXNJ63i4dZKFhnVmmHCUZqmueevEpv54Z17M2EwWAgON1OkCrvoLufzMvX0OU787fw1GwPEB+7NhXyxdQ16YEF/9mugK0LZEm9vGPBIZVYOhT1cMF0xNeSgKGDatU2BUqByutBpSnR0wHlRcnl8zOsOH1MOWAozWCoGXS1yD5TuhtfmyhmltP2/YyVV0lSw0LlRYoGBQQfNLzxHk8QL4UDsDonJ/pgCRK5oqn8AEO3+wsvJzX8LykiEO3YTTINNxQW3YcbgWLdQsryWnMLJ37eZRiNJxVIaA9Rhv9T8xVljjdUQ/g6gvjo2iiEE6gGsu224Xg2EEjBwGYcuDEhWCDYVduj2ykIy6B+AoWbv/yrPCHPhv+1ZPseMrFHocl4dpYdsbnEfHCPevpuQkaHO8nWWp+KJ6yxFblAB7KvCR9lo99hIxxvCodgO/1cXk9Ht1YkwfV10Tsr1nerIq4C9uwIMetOMOKhVfo+NXMRt5rKqLSD0i0EaJKtGbVfKq0LfH6Xmbk2V7lc8mZ4pK1rVtm54PUhoiY796onFO+QbYpnlUL2Jbu/A1YUsqHOTmPfQ2FSrzRlDpGmS5ZmPgAAwnmtFuji8dxLVMJzGp0ytvTwjvD/qo2GucFwpsBnvo6GzHlN63WrmArDBFHuraNNnoAxJGbyRTQnTZHvVdWf6Vgkpw6C6UxqIxus4AwrwmLcvjj6gecdB0/rAF4CSpxB2F2aMJ+rwPDyEfHD9DZTjjpi872Hc0JYDe25qLuHRnswHjmVfxdvwxNNEsXhsE+aoeSnMefsivaCojxG6+eXynFFZUfgfnNYsGQ0fret6snlk2/bWqEoertW5zMiMNs/FvdrDrvoO96gSfjFGooTr8zV/Vgvy1ceJyKuof1w14o0oHioRpHjDpbD31u3lonSFo9CLygSLFXcwAbWZAVKhuU+6lPvBS/4RPSt2DL32BD+dVFYK0MU21lWuyTJJsDKE+ABEszBAeDli+HMsL+e0EDFwIImk5ToMjt+uug28LuCI5rCKw9Gd+Q4PMU9W9mpzkWkzJ2Q7jtMD1P67rlxOULqgDB8qs80Cw1kHvRzdNFDldLQFlzTys5mGacmdAvutkQLI1wMZ0hQWWtOywrbLwlMXCniWNARdoa390UM8aNyxzx3+AxBsPvn5/JtrD7DcNWkQKsV79ccXX4G2LWFI4skjXzOTggitxagkDnadUPGZobO5HM2qRfErvitNspHMcxA2zjYEu1QlZdgUipyJNB7O1aeTGgsX0FmvpRg7G9CckzsqnNpuZQGv+0oH7PKZY4OfLXEnNr8DHl13x32UflG01hhFmxDeSZ2NhBhTDmP/ZCzNLbyQqeE5vfJGiblRBoWexRyj+eiBQuTe6ak/rAqtaFW5uJ6JZfTX5lOL7sagZUq3lllEmwCCJt/87WK4JoV3eomz3a2yY1AY8ke8pVZPHg/yj6RZMM1AF31ykFG4omWhO0k6BTHH+mAYpoFkkR31RawSFr1bbcs0lucXDlJzx8fhhHQ13qDWtHeOLwJ8O8oz1Oy2AGc+8HNpRYDKnAVnIItN6btDQZggDFZtcgM02M3pNe5t3hfsW4/uJNl+2sqfDbWjnV3BgVHpEKbDRQOmN73iihyyNK3IKb+TXrsK6S5qszuWz9nnb+m0ey5BkkmhBTOGK+FrFqxa8j33pDfoG+WEnviU3BOcw0sPrTVLfQazebfOasNGHp1bZbFQaJKPZfKkjXlJ9mnUE8dkmsOtcYNqBxoYZKN00iw/DPBREdW4G3/38rlupUnXomuObHMyh1te0kszcIhKLOE5j0444rRAxkhDXgd2C1CKfgIElk8gPwS9a+YJB/OmSd5MLEjiqK9iTq433ONqBm5GIk3LiJa0LxmgITtuXf4Djy+HBgx4n7FKL6/6ajKJBSk3lQYdIMecL2HnJzcNVwEEZwdrzRchiab7lr8bIcoVgOd7BwBlylaFI/NXqJGmw4UCpmLqJMcTKyj6NE/VCLQUA4NmMM5SU8ef66M5CsoDPxG2KoGXVmEDQCV+jBk/79tKVpaFAWdt5x8xoTh4mwcP82RjZYp1VpNm8iQ5AIBVLO5LEiYPzB+osuCaoK2hvLfFzWE71mnycL7iYqhmuQ1BaMmJtwSXGuJ31EvhIKfEnzksLWS2esee0U0eUjKGye4GQEU1li7dM+EMEVMkpgBYCpr1HMSGSQtuxdE39dRS7+GSWl42HhQ082IhOnpdFvvFh3mOrrhvA0Gm1BLKvSHhmxYLKJUsMASOugswEz3sk3D9cjB2bX8Qm94kkE0p3Vmk0GWWm+bG+ANcoRxrmT9x/4pgnkmie2GhjsVaRHDthz5Vc5viSLzXjSVU/6YzTYy56QtDBMvsGZcPBeuKlHRN2X1uFIO4LDKunOnvNXE7J2fuA/hwAH0g7N5DCir7eMS0UQ2iI1NSFTa/Pj1fBHMUi6CP5pL7Plcp1wFb4hYJ6XIJGtkTjMrqVSV727Au4/sKNlVBHAYAcN3dbsXz8BPZQdK/VAmvKao6MscCQqmxnvLP7xpB0BohDkTXRmJjDvrDF5xQVjuIqrsHSG9OUjNieZkzc30rOQUgnz//4i0tpI65P7PKHPYdNlxzcuzNOhRM+9JgHF55jpPAcgEowMdVLeOzwPJb7RCl6LBsH4xL/d1eaXnAuZLdGHKQDq8KvGYdTlQhP8auMQfrPJ516oThTo+mfT8lLpZl8WRg1AymSKxPn0oXsp8jAwQ0Urvw3BFkZsMUT3xBWgo8aSAI1FfSqAhkcUwYqvM4M2Do6SPuMSdKOD/wNg77fcDHnDQldnRfEcOZFTkuyMQcZsb5Q674VibKhcNeFya4ckBj3HjwsjcbOXcMJpBcmJOg8k4EIqNcsj80NSKev2bDtf1fvMCBWza0fUhxQ2bcRVZuW9yaTWHJajQQIHnnfB1YAIIaND3Cf4KMCz63Z4+tm341kb9S+/Vj5fkFp/qOjoJwgl+Mtog7x00I9uUJMJv54GcF7JO9EwKAU35t0b+0JH5sJYwDc1HvCHYd2GOe7XmcmPKPFjfl/DsXnqsbNrIFxbjRLWjBTj4DV6D9sYtGIDqNf+/150Rfi6gApbBeJ9L+Jxrn1AkNDEFCB0cO1A1dE8b0Uba5D2GKcEZ40IHLdgsc4gRgaqU10ZT4qJzAmPpp2TxDy0Ffa3MBTXrilhOiLCFsV4f/rRSpwCbq2eNeXFGvapPnaFpRvdL80VBEihiI0Ha+35RCWxeIHK0KVj8Cn3a3NLdcNkiT2qnd3Uo4rzqTNAQraP4RCRPArsO0GbRF0BMn/OTJnxFXzBPEFUCdKiOpH3S5CTTxlocLT/Nrj6k+qFlqBnUyE88/B5OYhcEa6CUGhgwxve39MMtEFm3WQotCgqsggKwHdxew0VK8Kv1whzVpLnHYNdFNpwxRf+uwVy7nSDuJ1O2BPq7WawE5VI8EveLCRv4lxaVznhdmnD+WLT64kEYTISilOwhHTsuECtRR0FQ1UpJFIQ1rQNwBF6aGUHLI9PLiI6KRvz/wCv28L00H5jbZLIHGOrnDGiReELsQxYvrCAn++skdf92sW7zax1zizcCPcI9uLcYeu3JvHZyaJBgcLAhGqyC0Yyd5+Bx+zX77A21a+6uAH5f7KQdOoYsoiTWM0rjsnSVTpo80XTujiPUiputj1Lmi/hgba2F5HnHgX/otm1wR25gzGzk1h+GA3Rvf2yS6WGscR/TF953e/ml7fGdETIF5eZD0SEZtlUufKok//5VHnzHPGChkm9OODXvc4yFe5riPOW4Y03oyLdNa+WA6dNGHlgde38212kwo9EVYvbkG9TuZHbdzQJC7Zzc/U+jS3oMx76RAflZZTbN8PPDaGoeSOrv/YkmbTrt/Pm7FqaueWg3Wk2igahr88mInEJVwBM59uepuLBdp0i5dyYTOsvmQLL/BnNaMchn1K0SGAStQBOwZJoCiTxPIf1UHE63jJ+JIP3W7o/GwScrD/8LyVJdCWMw23F2gqyis+p9ZIDcgcRqNPBJq0nZCcDNzZ/D/ASwyE+5+zfe5utGLZyxbgNp04j3Az/+qikDE7Cma4rWtHAc0DUdS16asgAaHsyWFs1izXT2NXMB8WUlGjl7yTOks54LYYwC5ob3r5XB7I6h7aVovSDNDP+8qwAxiWZrSNvmiHpW3asM8GB6uhSIeFleZUwCvY8YSHfifSbSP+GtrVf8qBFUG648AAWKTIfkKqofWUhAsEdZ6zhMkC2VCZGN1mU4ngqK5AZf500aKJKtrmaJZSbKVTxRa0RJi43LWTUxShNNo2KQ+3zu4rhorBPGqpaqY135ixATByPPXE+Mz12/sDJaRSUYUAMZqrt8GvO2C/lBV+z8NE4U2dWiBm6q2sk1aJl6PU+otx/M0mKmFAdXzp+tuLRdMacgDeGds7fuctTCGQ8WJlJSnQzu4R6qN8ymMVx2QhqFISxXeR7mIaIUn2R+UCbDdpg8+/PT6V9iOYUF5FONK/VJ3hJpAdass7I4TtlK/liZIRgQ9GiQnsju6wRozjOaTy+sF/XeQNqZFfwAhuuyZ1B4JgzuVi0Lcb9Zs42+9sjiQRXTjWXxTq3Ll32qIvPjOY5zosO5sMOTJbRmVrzmwYsMp5SOnlg4OF7OPlpvyhKoMfFYQMBnq0EKtR4TZ9hbOaVKgb8fzuZYHk6Ljc6cFYg+tCWNI2yjwKpnNgaRxw4MqmdwdN1ncVYVbGy+inEH5Vh/ZE3a8wwmmsCdlZjJs4pKVpdNBsMSKqd3BVYSXmfO+S5zMogC1+iCz9PEOla1pFMz66PdkuFT5nfKWi7HRpGnPQYhhQLR4ZVnasRRFjSrgcb1sgsGLnvmFvhpDhtlXxFqKYMMOFGs0nZVyh77T0bP33F2CQ0P6iXYDyiMC5SwFp4ILGLW6HoykbEbfh7o4ZtzqggmSL+5ZvTFrLUPAJLHGovCkYx4tVfCfj2H/5D/X9GEJoxkg7dUuV260xp2mvtygMroBsX9kde6JshXiZ6mFsfbaQ6JRFF5NNofWeZbK5ApeZUzHtFXhc6TRsuyHUZyP8f9PHXaiek1SLcb6LH432gU6BqTmqncoMfvUVWxK1PvTB/Ct+jXuZ7D5xsRWDo2sUlhEpGgyWh9TO4WR5eQLZrrlFK0ueie6ssbZxiRbYkcuQsmXWhNLyWEFesfSE1TyIjvyNx58n3ASxmiPof4ZCrUBo51KAEZiUd1y69WtQ5V62qWo51WiUsGx/piyqb/d0ht10IEFm76nlqX+68xe+5RGe+jwVDAl2XHbwYrbapBopKud/UevPdFsNpxTQ7u6FFcWqPFHd34M+jRVocBrRs2skP7jyfpDQEeM00LqJuXDBhMD8ge6TlSStAJqHOFqO5QAUhn9u7JD7NtYTwMvAyk8c+awF44aDFYmT0jdN0ZEx3oOXlwcBGF0B9YQ7K9YAKB+inA3ZpovPPuMYvbjTjDvCNqAJHQ1RulTfy+W7yxyDYQC2VmtbeYesbem+kH7FAdmUwlBCgxeeI942yqPFX9e23S0v4Yq9eQFefXX/rRZDfE6Xg8WnCK8eoB+2vyAtKFcichKVJE46GCg3v96fLhHSKI5oD667PB1Th7z2TYBjDdOxBYItAT4vCBol601Uh0mxc/DfMNcHiZVpz7Za9p4YYSEuu65F9X2nJjFuPMrWlR46vxJ1cPFupVCzeidkxJBKFh6XhkEplFuIQ55UhcTeSSzz8OlP3tKYeK1YcF2DE4CE0jDdhTM4NZoaXFrkhereWCUDjjLM00bEYMynioDeXvvX32jEBTiutieic11WHCei/JhHXGMXpqIFMiIXqoABhFAPzl7feo/s9iUNV4WpXkgt0A4M07zFxyucV9z0xK2B6RFmA/Sc/GgfkgjgjCB0ektUtm2dBqI0ybBHHmQJ3213vUeI2aFYP/II4DPnqmzgPrazfeuxBmKBsYUHAk8F54zzmhTkzrUeMZpVU5jCLK0mpkgmdtryRZ1UxpLKVVlO3OaWKZNDvlKIxpkNg84oZPR9nrEClzRDLUv3QI0gPBTRPdEXhnmQfvhxkkrqdlVasNcByGMcCekLlzORV0M4wE6W4HF0ntKXzyKsVOEG8tkEJLby6yLOgrlWmF+SIOmMvxyq53rMpSZH2H1LjcmD3RotCnv+3mwvZlEymLTTaEAjuGMUl0xxabn3C9tWjfJL0Be7EfHEaaubZJ74C/jC41xXmGqNRui7POsxXNkeucqTOBy9optZCR6X5Yf3S86ZG2L+3mslwc7cgFSvgZDMyZ4rtjGnFHbSA8xGALaAvDO3gU987c4hfjV2SdCdk4/3YRvB3C2Oh7DLkciOAtgbuz2mRVD0prtRa+wtDEbJvjc5z229idHfCRAK4TBOwhGuHqGnTpucsj3gngCUc3BonwVd09NDbUTaG9Zgkis0HyX6W3YscDMg2tofhL0Unqtl+pfH2RGFzI7sMTf/9UEnwg/THYLHQ0eK6bPNlTnXOL1g6k1wyxAGd3v8d76r1vzEuZcItz8ShIGpdkIBx/sUMT3IDiSCOAea/kOiLzqPb4bOfnqy4M93HFmOYlIcTCHoZy0JVtbxU9q+moWkkbD+6bSq+hJJP/AyRyWYOFkqgZ3BYhLdiErvICAkxceC7P5uapofxCHotDMQQlmmARm+2pMSmnJQvAzTqMbkBpT2fy39mKU+1kVIOIjGybgVUS7ie00/o+ReRbS8xEP+wd/15p5PrtxdS6vsqnNXtMjaNj2EyxgaYw+OuX3a3icX2SdghTsbnA81sQEIHRD71f7mtgwWkjk6i5UbmT5lFi5MrRjkufYmxnve0J/mKQIiK1vD6IppovBtLUE15pDevNgyTIcWT18AyN4Rpha3w9aS24U8A6mLB33omB3eMILsqXWqkNV/folxlpC347Q456qLAIsgIFsyQp4/lQWKW8IDmuONdLoH5aOGg17y6imhsxx/ub6WZastmTlifkGhBgFxVpIG3GF0czNN+vVIv/qYVs/85dtZtvP2sTbDzyAqmhxfJuoUuFvGupTFP53E3VOXQfbyljerZF+G3V8Twr7en6dtQb64IYyyGUO7NFr+CoPiiE+wZAM8Zkk2ekKh0LpRd8tkBtkEmIukOlKCBDgUJi7KQFboyO08cqTkPeNHOr33HknXlitea3sLHaBoweY18pYSgtTYi4RDv3LrSlj3j24kbaO+SdSdofc1x95TPui1jGFj80V5+3iG6NN24SgTFE4eGl3wYZnWHNsSbLC0jvsIoXmZRvbUHM4xh1jnnHcJaEaxpgpjnZIMOmsDQ5Fx9QkHxtWHUpU69qfORvOjM3bQ7FoJuVU3dLG9UxYDn5JBg9nwEq0q67t+vViFToNePnrEAlAXyvC+gbKk1tAT8uWh1F6Y8OmNMvqEAZ3iBKlevQZAj130GdUg/KQwspRrYIiZLulHeP8Faz/VTCf4xLxkvGtsRCAhDEgKR0fd/nKrwihoc8tV+txTRLhYw2qG9x2U1BbNBGlIEbdleJEdyiwDWOlqCYV2X+PdJGyLSBMseNuQDYbpPTrqQmwy4uFmaISm6H2RK+gO3coqjF0Uq7fX0pDMASNhc61muOd9rUC/6tQYKKWyBCfBGw7DwKpFvqfNTjS82Niuy9StSOyj5l1UdO4or0Cji20GaCJGiZgH4HEYWXgxtrlOiQGbIWmEknU/RuBmiBP2fzCnKCF6f4igul6plgcQOTug2WoNV7ATPLC766UIEkIUyp1ZzuX8SnwX1iDgrdNMXRoPvpTfh9EEoYMjl74gCuI3hUW01gq5mPI4P/7mbeJ19HYb7dan1XDuoxDsZABtcVvftlEaDVitBICefK8bqAPxjXxHyJbYb/UH0o7qw3qU94RLkw7Ki7SydRAzizw5sWFaAu5jUuxgYfJMjoEezSFcHUYqd6SoEE9Ek7qo3fltnD+xSlo1oMYeRMl8uJ3LPBmwhtURCocOw1G5GwP4icJHLpOvrQWhLkexTbKrJDKmpN6tyjxH2zrvrZXh8vr26KX1LYEcGZ3LkeCcNs23Z5wTvNuI8qn+1c1hqaGqaiY4+cx+k+Ocv7VwKr+0SPdKCWsx0ZthIPmNYRBtxwFf+NaGpo0dpGhY0zeMBepzsKCB9P1ww+RkRtlYrfbpzrhS3UyebT4CBSoH2EkpQdw7fwnBfoLxWcCM3xAHw29U93w1jolcjcqGnZXAdyXDD7dvPfatI0iQrLXhfUEZ3Rt2KUBaYqEzhSTHXNLhzwzG63pdwnwEvEc2mcc3/TgqLzt6F9Uzh2r8BBJfZLD/cPpaiHxSiKvS1RTvC6GKnlsIdbzchDFRxz6NB8PWiBiLve1UjRKej0uskM4P6E6uz3SyiRnecSH/9iAp3l2IcVxYu0LhqO13+MkJGoZLXXHvlCwFqZ8u9XtIbBBGusDI5hj9kJtkZFQDi6hjespkpjO7JUf+aS5LGnzPE+O+txjwuaIcJBfBWIl0wLtei5kehlI+hZuU0D0Ocpdkyst/AnIDatgyBdf19h/+uAv+Rj9GOIzzKVDTn8nRFTKOgpeubtkWI/ckvefiXpkQMWOfNfOFbzzpCruzbDL3Y5aX+joncBSzLugggAGJ0qgwXkFDZdiErV5UQZwvkfmhVpCSUecBu0hi3TevrY5Y3ocMLIFT2xtPuKPfEUMjOZ2mttASjF78B4whiHjpzs5IP1lk42kJQ16DG3yJ4KKq+yrwik3TSac5G6f9UG6/MHbLroO23P6usoPJvFd/bc2hJaaeF6VTUvxqkEwoGwXO511MEYprYtyJfKB0h4mLkb5IsLeUElYsTQd1R9DbHJHAfT4SnvkpFykwV2LpkUSbeRkX41x6R0wBIQiM4ZExrLU0Kf1r0e7jv+D4TbOrihLusATVW7q7wQ+xZyCR0N73/I0mC2lHtJZJM17AdzGYsA9zt3gJUIwNjGAZdRTqv5zXNhRfXaMg8FJzh8AxpaqsBKNyQDZTBh0vbuQaNMwEF06qtygxvF7IUCb0LsUYPJ0kVDVsK3JAZdFPoU7l/NVt4XEgRXaaXuI6ZbaXDGDKytySn5hqvuR/RD5BhzKYh43GJ4Yar5g5RAZWzyBLy8/SmLnJHHHEG7Y+Qfd5DYSe993WG3CGPcqRB2sJxu4MoBjXcODF1ZXa3Ssx1rkR9hBGNeJK3H/t0inFOGANpkpYN0gmWoVXbo4fGhm3jrtO3Ac8GmxniSGn+FXUP/6RHarGX0J8lylGNmGKjZxqH1/XBzpt8OfcmaBjAVBZOOtIzdA1pZJY5puKtRsnAWr2Qd5GSUfChOBSqvuCAav+Jv3GemdMQIRLeYrKJuzStpKVVvcm2ulSnlhGag+lOHgs+LX/juvIl8CxqozBhFGUxfGohZq2b0lI1bt0WXA+cbjtmSSAWsTvb/lhnveeFjH6KcBb4iSOCDMqEzwMTcdK41ggSukITJx955Nul+R64nkwTo0g6U7LmWJbmqe8Fp8ZLtKzUOJwgLNKcLXvA4/2tqtpeV8f1P9rKzCRnC7gT185gTpwMwby40kKMq5b6oPl6cwyUPPB/wvHS7pc68nACt/7iLS+wJ6egXIZBLy6Vnf0TItWhfGdCC6wCCv0WQOCava4bm22WcTQonhL5cMJSGOTjDGsvU+KteGctuEwqOdbNmHHPFXjFFaa1RdWvEL/dfeX4bkDMuEAs3pohfdnKvD/zupjkmgzGrYMOZevJ+5TGW6BKFEqZ9RMOTfRMngr1fNRk3WDR66V6LJSrs1IDcTA+nkwTyCpQwCI6oKr+FwEBOC7kG5nIcg9b8Z8vlfL6zm2ubaeW77iQMrYUeEtIShp0LLuoqCgtVKMw/0VEGp7AYTWPgGyAuoJ5dhSKteBBbT4Ba+nwnh6HklZqDt6B5MtwnyhIsr2aVkSTv92DnfKnsAGqkAYE6ySpDjcgQBjuX/x+DJ6fYKiiT9HGPZBLLl9xZqv9D8FhYmkQmBaJGBmBONSQT3SOXo21qgpX29NauYBjEnqdIQJDmtbjOEJ00lVWkb7oVTSCB9D8W0bjqOmnTMH8bwKJQN8xzWnRoyaSp6HeI16kx/+GwuRL5ZH0GD4qtcR2IqAJ47GwikqbgEVqtqXeEpYHbtz6DQ+9RjLnp0Qdwn733tGmctAIvNIiLOy3GbCDtb0eHGqm8sc6/aoMgAqZbWYFLBMU0D4JEt2iWL+G5PrN4oAqLudYiy8uBxEtexylKf5ZAVTDQNwueXne4k4j6e2THUgspUSojXF7enuX2n8oHKJFhrcnYf6XjbHAfVPjvrxDGpqRVSB6Oq89FnrVSXFvLPBx/qqhi4Sk1EEIHJAngywQicHYjWWSBO0030sqKiSCcwPYRSfOdLF+9Wwo1Be5gf+xVSt7zWnLEY7F8LjdIbRPCvSYhET5cJT80OV5uk2nPis2aVwLXN3VNaCQEnT26VDmUCFgjEKI5WaG7C9NAhaYq5zl+WdA9AXNcUkNIYblrONbLlp41jkGtDQSqdY7RSxYXNqJxyiXYcmBT4ksp04SQtaAeOH7pw06lpj+zeWRbnhI5+bj5gpTuQMTTEBYICDRtupP5T5yvVl93DSc9VQV01eaw/sCa7lqIjFIpnYLDYMUYpx0hb+Q25ag3TsnZ7eqE+l8YTP+TiO7pHG2uDV3xo3jMbF6ob83S7ar0+YwwNhZMsgaT0t/6J3DEyYSvfN72UgG9H/gIy6OOiUbM9MkmAMt8EnT3XoGhhcgn/wy4S3mNhuFy8wgyAL1w3bwdQFu6AD0SJl0NAWVzlfLEZJmrLTcUR1iaHOI+VCFPaAjjMFEGQclYT36OU61q4onk5G0x3Mk2WVk/53EA0hHu0l00ssHgxto+/HGPPtivNzxWtjAbWyZwm2wU5xfJZ5WKYVrxwugStsgFljGpdHFlwiso0YHADFDxdocwOtcoTUDXDglBfLdIAbB9Izt9gf8Yk4F2ItHJSjOUyRIofRA5l7fAiLQv0ILAsfjgrioOlE0fxU01AtjGZIq6XeWygoauIG0CiXCOrdtCGp5QwWfJuY36QnkyN4c1hzT20+ckwatF/JToplK9P7KnjVUZAjbmnNgOK/P4rUnF6o2gcCxrRZ8B354d1sc2+2mtiUcGRzb7FfoXVG6PkwohnjNuW2FbDW+mSwnP2+51uBiekIk7S1VUTyHq5wlJea9iZTTtPDIMeHVxuVX39LRJHP6ZdBU+xVrYymGQr6QbE5zTW0OYxN3QCdoLx1t4FQRV6Cu5jLcW+nFlcE+i4WEw46YBXAzEqxP0G2SyKmEGijcwwOlIqlh+hEJwn03RLTlWf4X9uaDmLDPkcbG2KKP8rVurpEJlymcU3gUebKxp4BdscLAD5kNoUuN7thwQE5A0xONzaNdMsuDdElqP4h67SbIY+BUjylrjj80pm6jW6sTU0DbLRj/5VUKb/EtgzXuQIEd7imqTu4dxP1+gk3bpfzqmgFTyoLrqgtmebORYVZFrY+pMPyDNeMtELqckUwKbrukFHkWkuq3PQZqtK/hlT/QKC/GR0FLW34b2parWk/XGsmPGUvQGluKuQB4BFsLGJBI43Z6BdjFRsNDruDZ5fnQo6I3YGIlpsDK1tdvDkXCuGSsUMMU9jgLY645R41U22XjBWzWu4jaXJ1eHXnTiyeyjWvR6g/gvbPrKFu5rruQsUI7VmXZvMjXB0aTQbSOfOc2DNL+ySBCsQu7SsRTf2hMzq4CyFE6yWNSiXwtfBfYephD71MR8rIS2GdqwsQz21u2CcOB0xO9Zf01CkoIfneEFtI5x5ZAerPrxwV0uD5/GapaCbmW9v6BTpof3skb4ec19aZV4+Ya2aK7RNKZTWw/FPUHvEjuLZ9c+UR9G00+lN7hJN4wAbNFkdvs6C+EfFGZvfumxtjduO/V4Jsod064X9bxO2WgELQNvZ3ohA31JC2D6QZ2QXA2g0YPmw2nNMOOVgmsfktFpm/b2ly7276qwLVanHxKRBy5IME6sD73fVDiR0d3G3CqOF0y53L61ki6GiZWAqBzTcz7Dcajh0wBByVA7+Xn/qQclyqcOxNOBpnlMMy9w38Qyhv89BZfrid8sbFZIOX8cRJK2F91Hw5TfCkldyFoOvISxPH7Gunc0l+dqX7Pdszgv4M5Y+Xkjau1jN2F/nGpgt96aIn9Gtp4gBzCSxHcDBLmgV75Dnm6viMFXaqa5Haq1uaVPKR5DGbhMuvD2+ieZGios/dCt1DwUP02I9Ltr6jBQfZCxKYUECRwcCW0yire2UmvuG7kcGUtz7JjQ+GX0KITiS8j25aFuwIUY/FIuNWKpHNZ3fToPdR4Mv6OcNHFeaHo4NarPdMO29TnWDnwlhPguXVA6sMDV69xZUfDPaMSVxGsajkp4ddFFR5N8qkM1kb404cM62FEPCnnr4KOttlkUC4n8Ja42v3xV31k1QDTvdaG2mBV5+1/Qw2jFlBUUkUP5UB3oqnppU6TTqRIZkJvNZZZbEN44x9WJBnkA3cl8z0fg3xN5Qzma+SWy58Rfgpt4FckbRiY7YyRMGgUqSL0WXjMdWJJAU0FyBX5XI9SQDHamM5BiFdDrWEGEC/SP8jnEUM8gfCwazyM0xBgZEs7T1M8PHWpN47K95PXS/ZaFn8CBqqzKJ7W0ABRyq8/Qckb1TZMAvSB82lRI8oK8Xqng75HaWqpM1KMabE3VJtG6Po30yRS59BWLB3WeNytDl4wjk9HrCHtz0LfnoJVNUFkIpR7DTpZyFfOGwrJ9/QXL00n//uQDGMs2xj7RFEKH5Cc95Wx22jd/35HAs32wlV3yll7DPCtQ5lU45GsQqJFZjaJa4mX+k0wEqTu8LqOhEILs8W76hACILKCQ/03qRnlkHxHnFiuHuO4RQcSuPT/V3tvuaddcZQreg1SX+tQ3l9btFxoaqCr0VTXCVqJfOFtAUBCeDJAOzys1EitnJGDkG36FqAZRt41FF+9gH6yUbx/c5rRjWTX9CWrZSrWEQIYQbTO3XJXHTQwJB7jJQBrknSdPxW3XThsB3eyTCX1QOq10avMkGCXfesL8EBghIUnPvnkehoVmXMsmfpve8PwpVacjuGyhzYX8glGaDPZe2GbYDxoemGyqSETMB5GQsBe+zcsT1Xdjg4dqrdaJiyKFTEwZ+xBm26rkYYHYOehndAm3aT29k+37ETo+RUdw86SDFLhCi/41Eh+oSdi6nOz2R56OKbtd9OX08dt9Rw/o9RQGuttMrs/P/pQfDkww5XV5wsdM3ygMoWvtil1ecx/0jEi5/s8YLVJ8PSaH7i6Sy72q9su+AfXTg+RRdXmlx+dtVTgVI9wFdflmnmDWINQa4LwUe8KmOaZvt6tic6Q8QtrDyyA9UF2BFOwDsq2yYWw/O9CPiOuYxDWdfjPXM23SdcCDGDJHBvKNe8wKxpnqQtj3lmyALIZ/Xjv+D2P4QHSHMLnQGr3orJejV0ZUGQC1394ULdK416FXgX1h9XZov2YCufxxSXa74qYpnFjCPOkL1oqpoiw2JBLboFi+ARamDHShfO93Fg0tV0NDCmdlj03rdYYkouan04dJ5aCwF310mzLH6hXpo/3yalUEJFjrirPNVZq+4nFzLLOfx+LDiU6IahQ0QK4HXPdloRdxrm+bfxaKw5KohILT5AQFeu0Q3d3HV1znBB7zQkl6OIl6AQ+vl05+7cdIBnTpUuM/ADZX01FqvUuFcJzoz7T5b34/bHRA8YVtv73JlBmbk3zqqpEQBGmxbHiUMopiksQi+CBXm16SQTWTKhfCrN2jp+WXje33t6DIPQdP2L9BcYdVPrbGE03nOEqeaO0GnqTVieNJYFEKOzJ9ueboNMg6371pctLb2TjHFvTra7bO1Pt5DQQCwbSnXzik1wac7ufY38u0dWma6Fj2ntYr1ZCNlt90SFn6VwIMwqLMplcGs9C9CKEOEsTydJ5hGyKqraLEsx6PKUVuSS0GijzQJVDiSyoxScKrVtPeEgicZ2BEeOcIjs4/EnJRdnqgUFgFV870rVc6+bvx22t4bZduzORC73x+5Df1bHASQxErTfN4dXukAcj/yqzdAms8WQLInXCtYs4oSen2cXIDqG+podgYzfvhBC6zyluOhbTQFwmoaveb421NF9aboaF4T3JNRVVffFTA0gaiMA/nkR4c9hNc472xYZBA2CLJav8Sb4lM6NDvdJB2AztRVrh6bDBi9gqtjqYYHiFu8h/NmhNd0YnXu+/fyaTQhDZZMMTHhkzWdGsD4d24bclxQ0t3GYCWhe6E29BDbUDbbKGqkrT2M53JTTlBqR4kSLznqNJFxK5yP0wzVkBgBiK4wl3ARYPaxvdOClmgDYTvne9Kbvxl6pez+b/7Sab3OEmlclfqZfzndcfHmZxSCu2ovmAokQAQ7pfmQs42raRY8TrXaVGV6CIi/gngHMREQcxspRS8WIeSMqGzTO6gIJaXsLAcV5gAH4gvXYH5W6Caj6pzhkC2zbeGkw11OA2nFP8qrrZtczZ7L8TeR88S5TKVbWkRRRIcH5ZxTGGDzozcxYbKh8Rndg3UByUDsFh+K4yLvYWT+kSJgRgESp/ItvM37/MGvjdVbwRo3HTTjBHBCCKhEwcXU5ziUbF/5C6+0Z55DJsUPRfHUt9LrlLOb9UmhCdzcW5qngQF9I9m/92LP6htUhQrMXBy1vczl1dLIZWhGOb7xo9g6MYKu8O2OivxOggzImWpK2AfHLtpc9LVSImLt8iEzpMhqBAN64eh5o223zZHWG9lW0b3xxZsfV9S1L/XYU1O/gjksnHFTH50D6gYCVnVZ9k2En8hmhR9mqmXhw0OwFQpsJldEMhmCkKLotlnYKBBYQvugDzBDjvUi6n9nS7YLBWD4GtOXrOvk5dyGVbBgqrQtbezebdctrLQ9cqjQ1r3FI6RqOopxZ5iWEeiIpjsetMrTpENgy/G+YZumM/dZAxacQapGQxH6QnlrOrB5bzjwBiXlh26xdeh1ZnSrAdpihDTab3GHkGPvDjeQ67SvNM4aMPmG+FV9ixMrRDLbu68osuaUyL1q63vtO8MrKw98KUTbnGp5+sliXJBFWkruDftdv2Oni/aYErcLzNd/ArIKymtT4VlCE7Ukj1Qxw3CHSlj/WWHi2W8EtJljVNEgdWCoEyK2I0Qbqt6+P4u7QGTtWadZnOow5/B0RMIxo3OGinQ3gXMVR4IGE8wOnOxKkab+oObVoD7kRyXUGf+zKotAUxfTZCSyS3xronMmvv6whkwKJ8MND2PdCPUGq6tEpD8vvJGUxa4/SyyNTqQHcZppYH7FYCFsMdBYg2c2gnBY7mqUvTGfSlFagRvakGAaY3oIYyD0SC0N+rssQ3aBDhFLTc11R28p1Ax3BT516OOALcSFnh80ogFmaYZD3TM1FnadKL6ROZVqx7ZGeFafgmc2T3wy9iFc+XQHwUIjWNFB8O9WpdkI9g+siMHVM/AEEY5oNU2gkOCUeNP/6Nx6mlDBeRbBxBpxfkw2Bu+DuQvnLe4EARC2eUk5jKmEcdt48JSxffwVoMEMXFuFJd4LKgn3/srC6iGtpvDlbRFmiKinzSYK18T2Sx7/00TYS413r1JH1MJhzetH74M9U+pnMDwqwR0uFOXNzMjYCmgOekmA5MjI5mNI/XhqNjzxFyvl/rKMKUNThu9yYMut+XtovqCnfNAuI4xsizUFs+P4FaOAKFl1HosBZTnBrrl4LzL7s4NwhVZvRsiguK6o3lctwBaTEkyAPVhqG5wArf1pN0rRei3VMs3v6n3SifyclIUfIJEezjzdTOHdPx20qIu4pR4O3efFSn8Q7aFYhNLevHAHUgsVLmbZXV4JqIY2xXP0ecFhq6VkknJMnvzNEGaBnAPmJqnP1OZLR6+GPUUQ4Fhm+XACdoeSkYOrVbbIjg55xAsyosw2OIivzBF2CtRn7sG7C3ZqP7kHC1AJzNcVa7unM7kqN5EwLPSIp0lgZ4KFJrOhOvZNjBfWACbHdmgA04I+W26vk5Gt9UgRm3i0JmjkA6lcEFHsDZzCDZEba+cNBEdPofWm2EJQYA0x5B5fh1/YWXcm1gx2X9q0TMq6lsEzZV6GdeNN0ZnHxksoo5CQ2gGlt5G5gwQvGY5shWbnh2ZJp3HoL3pY4IaMno4IdC0cmyCToPAsJw9MDaitJuNZdTG/gsydrxpeiQ+p6bO2mAoEUgiatZgqSZINFWvvM/E8z9GC7yckuJx56Rx6ffS7O+G7kczlWUq5vdpptXDg12Rsu7c0Q/Q95Zn90Q6i3P4mAgHsP1Fbs2VNTqFjKUnjwRIZaKQYH4XZHTBVnv0Drj/rlcIhJya+u+0uE4fzvuHQb0KUOFSe2evoL65QYlpN68hLMt9LMwmdL9GLqzL6l8B+w3vHnjb0U6uQfqGRPodHhlGCgO0PeJeYkzXBQ++39QdHGHNwIUfsKcv8aSruhMjT8DJlKq2lzBx/kl3DWGyNQ9bq+mJAd2lIL7guc5kxzXfZtRGlCsW8lv/K5FoZYjcO5aXns/H3V3tdpnOt6prp9C1e9WLOz9uSNefXG+WgahT1cwHbL8BhaktE4sKqT04GfY+EBZ6QyHzUBCUgUJCdq+p9grcrIkhENL0ktirUCb8czhMHJqCMfDG7U5SvOw8HhBW/7SXdmSdKCbYBFh29gMab5yMNvLDCSU9PFyzbxW3rmaycyeY0aB24GDwy2bhL9DOX3iItiUFfdxhiAbLiAuWFuAdZe1qLIhwPwEmnUbmLoX7+nrxymYr11tL6PC+vv9ijJ8KMFEaCCVn/nQvRPHxyAtN0WcNeTtfsWaoxlq2Lc3oVsxupFyj7PfRMWpSMpilneTYyNtIcTFJS7iJ8wjhnxP1mWviVQCvPjAcWhDGBp9NycU4jlfkQyO1uC2CsJ+BdIsDBjNrFPn08ZpVGVaqzVTVYSgV399eUg4+fE9wqG/z04PFqDPgVwalYL/oXHeQew6RvMPzd8PhaS70gK3Qvh3fuZsNwcsgEwGwUpMxDGayRbmunV9gfvW9LgKJJX1PUzttCmjX6addbRtCLVwyjsZjYeStQfxdi1s1EC6g/5IPNUSlPCELo473Uxb5bHh66cvNC44uHLLGVjD4V1rtDgX+tnEM/CBviTfXRiapbV47To1ocPsbkpa+cmDp8De/Mn4qymAi6MY02dh19t/E5UqewFrSQxsbFhBfffujdC7CthzO3cWcqGosITEMoBXKrRzdmf62J8cYRp5i4mpRKNBDgEeNnVqsugI7aFN6ewvmMhM1OPMZXDgtOEh8lBrpNzlWw0GJMBGGX8BW9elomsZx3nvCvFP7p5uD1KE40ul9bo6m5BbOKbUS0pTXWZ6mGR2gRCn9hUkZinWY2puWYmgKVnpb7tCFlV6DtcF99LNRb6F1JcZbhpKOKxO0mqGvAMvoIsFxbvbyVOcxCLmgioH2Nq/HevB4Ih3lGfMuYbTYqLPf/iSeDXX8DztpG4FYQkSg2IbK7sM4iQ9LxO8g4j2OGWh/mE5BcFwIecAYoqfMlQXZCyoHc++5m+TlsRCxLiRDpGcxKjyJ4I7ZYgCehQvtuVXORwh52ruz2yGjseESMIkvco8sqGY1r1Xdj2S5KWw12TWtg7eWSHGt4dL4CJ3kz7xHdxwHXBDvmo/AasbC7GRbKNqelyoYcs83TdJG5vTvE9bRjd0TRGQb3n6AKeMf8kU72chIB3fT4xt3YPZzcRMJoIL8RYFhlii+n/RGd2QPsQotetxbJH3EQaY2PfxBvK9ZLAb/FFfQwvKfYfVLnH6giXZh7pSajqgCW21KWkYdXuQ1M62Po2oy4sdQCgg+HdaJ8kiNX1whBM/fE0kGfOCpX/K1DeqbwKkTIx19TFSaXR12tJTZtFL6km7Euv6PAtq7I27zeTIiefDjBmTcSLrHXYfgTXTXlLDLkXJ2XM0JilRrqYYkQk1CH2pUSXnGmHC5rDoq03Cnl6CKtcDwB6Q7PBATXE6C3qNg58yHuMWsKDczgYGyPdEXLhpZ04B7wnnQe8ORIcVKLHYsZd5sx+DRamBUElrWLuhadIAbBHLbmLKXdRiNlKDDsBH1OhFbLc+BNOwCYsVrr7VgrAMNKtFakb6d3yR2HG/K8N30pzLoBWBYd0AV+AsS7vt4nkxbRCW2E1euNH8dQckegb5BNw5qFSVs82AsW0Rgla5KiZTEIDh4GEsTKz1qYh2invGh02cviapl8/hMmu1WhEZExLl4SYYzTu5iO4z4SeiVN+layX/FDMnb2QioNmQ41mgf/umf2srnE0i8ZtYe4bAiVjdaTxLLbuxZtpWAMh7ljrDgXIGtD0qkUfs2C2YqXWBIP8Dv0oqcipjqbJIFYZqy5WxRumhY0a0PNgd6MRBwLeZMs+fa5IRC0VxJcwp2wRInF1n6XwPIaKGDK2UB5AUYlmrLieHU/hsFOhZBh++RYCYpuGvZvx5/PeKaim47LMYlrna6pgD5y1mp/x7yOUsRDKG4WXv88e7O7vmkNR2BLk1JWkunjlnCnugp6oLOobxnW6BvPlKVEf0ZPDbiMJAJ8wV2XrG2OKYXWJzGzuR7IxMY6U/cQ9Am7snOAJR1YDaeEVEF0/Wn4ocQrKlMfMpGWx1fjrDW7vOBLO2s7Yui2b3RzUsx2crpZjTJgiyAwT3CycP2RZy9vcmLEKzFwEN1N/Ml5GMeO7c0RSc+reNap43jgi6ASenbjelpwqGQfb7jB+IQAuKAx2ZvlSd3AlK96KLo9EBYYGFVrUZw/99QsvLlHrOEWyK1oG/A2kFollRFcwWEXJCuXu+Yp+gVY2Dw2snWrG79vvOJpY+1AkA7r06kYFsgwg06jJL0iK7C76aCieCtqJ7XERfxwfA9BEYb2g1mm22GXUvIlbA0NHxR8p6Kpu+3nrQytTAZmytFDmKoKOPxyA4uitzhETP1JkrFMnoirISjCLwS9z8EIdTBZ1jtHaGadr2NeZi7hkHEOIcOKM/Dk+oQFJzXCs0TUxhYkToqlecGECxgxITvTholN09YuTDlTd8DUU1V1U04cRAfD3r7KPxVy8OxsLlfma61m4kj/h7Tj9M1gCkZsTwtGeqSegmjc3OfMk8qUdKcKf81+Z/biXoTKKlp5N5pMS3ioyrsWe7618Rgr7BhMx+aJjH/rtPceOjB5zeBTkc/gyQn30xHFPuQAOeWDOGGsgTgSspcpsv36g/i3nOKaMOLaAG/jwoZnwagmlM+yKE8WzLy4EHVTk3qlES0H0x0C7rSRLnaWk5IOPVY8LBGBBFh+hvteE7GoGa+ut0hOmZjhfNR4mzlZvsFTM4ECvYSHqZL8XJmYc9xkjOTuyK3FljmtIHMLROz3sXwMWSwpT0V0S4aF3p+4sDq37XYvvqTQ72EeSKRKgxnPOkZkxTJfDhuNQ/q2HKCgtpWXtBu2ISjM3ykbgFaRuMYkiSJhRzxJLDjnLlVJfPy8LELNPzbVQViRPU1SyjUm4McpU7hqiFktI5cDA6O9cX6cePFfC2oqmhlHtmtC6RULY9NP8Fr1iQz1JLfl5DbdK4Kjx1hxLGGF/es1bLcK5kpn7jr9o0fQOclIfR3iiGpa/XQgVaNaRNNEVZ2Cl2C5TpvNfq5qkdMVT7XaoKwN/nDPvk8lQSqrZlaMBRQZ5+qrOSPVI7ljiKQtoifpzlqfAUmKCaWgeEglL47Q6ddmRXPmmjAlehq5uvKq+5lfBoe4e4YBerjfbPEdZFZkz2uS45tHDky8sGNbWhE+czd18hTAPOz7dR3D4D0HS6ksh7n+gUAl95MPd2MbykQrwxqo3SwOsb/aDsJwwCmsjQ7EsnzXhMH0mbgFJyoCKIfIA+nDb2vjjNfhbg7zmzlEktT6o37sSgSCOnagZidnHnExHbRsZAV8xfOHrjCohVKWPmVL7NnLr5zkJAKzg/XonydACTc0xmSchrYULuXXINxlilG3gg+ZF3xNVFa94oNAWqMlpnJA4IqU3/kZWojzyaZ52rgEqGMBynz0rB10eL1zpmnxepXbEwuHxvYGK75BrIgY8Hzop26t4UykK4cNdVFgj4L7hWl9EzjQDlWNJk+cwDxV/GSjeSqAwgmUErFnLOtp+xukcfywd1zwQLUoiTmjASKu8NMxspMbeygYcItsfs4AFpWObQUzK7CGMNmm+beMXMZZ0wtEfUL9Hb59vuE7vudfKasMk5EqJJPAKSsrmuvHrtLljefjO04tZyHjFM2kK1QvdIwGlrN01taF9yFpIgppICYS0FT3GoRiZiHMf+1d3trmgttGr8FqTMlklsM2bJMazQtn744vXeT4cQJESS16uoWOBaL2OZxe0ec0VqTWpewUjSfbD+eYXuuXoErErIIsGub7tjTaHyBAuX32a35ewZmff6vYov313xeilYmGZPkIyIJPzKtQQk6OtPw+Jnp1Yo/fkbiDB6pnxo991IIpZ2KRvMq/nIdASSZCQHgCjP6UIzSO7kOGsBglxzrPQRjiDiphLZgJqeGIG6BnPGJ0sFQ6C5MApy30K2PPXxpFjc2KtyvI+5K4H7ISaij23oFg0zGeJP9+1s4emImq3ca749K3ZVOyo0pWjd8MPBx0awL8xqY/Ms5ChlHSUQZB4iiojfg76EZUYnexTMWaaPJ+D51usgGwlbZBNTI30Ww+QG4aNohS1prcK/+QtxorqnZtcVBTqv+bbJi94eQHwHq/krwG9+SXPdH5CUMDwsqHuR4hv34CLMCiaIBbIHphJdZJ/0pUfQgQLY2xVX2Y7/L3lKIV7JopqMPLacux+bieNhxPWkayV+2W3IxV+AhxavSQd/D4cXa0+TaCQhhNAdUn9ZEoiCa2GUQT5ipSJnv5BUa3Nlo6RRuSVXzIQ+FejXpkf0SWqzozOM58jyF6nmaHommPhL8B3KVfXdozNvMcTu2/IJae+ujsdXBLqxGqSg72JupzTWlSTIrGInjWZSdqaHHqu0K086Z2vA5IbUm5NT37WgV3C9HR6b1mDycPEm59CRV6xjYS5L11nVoqP2zmdQsAURfd8Z0tsojnTzKnzcYFhv8aWlohMDSUTl8ADERq2myU70ASw266BCR7jgk7U22bydQccVwslEGBnBEgBFyQ75rj5+trZg3/mDBTuTXenwhBWz9HAiV5pS7/ItszpXdyvbrk5PcTXoCGPckofTIOjMLOay3sNyg4AV83ySHhNrXtNewmEoYIjLqp0CJdVz6bnp5B98crExkgtMOfrAUhPP9vUuUTpEQngEzAPDsVxdXqbz339nxQ50F7DTa1Of+2e6HjjA9iYnuQNcrfxvQsgmD99HOeZWJUYtZ6/O1t1AIO2R3fGbAMHuQ8biND/3aH2AnQfcDbbQeVZSkrQ7PGU5OdbhPhj2ybhMN9Zpfr2AmG+zs/C6kjHURNVlJu51ZzUQFMbFtRZ7gFN4Ds4VYpyqHYpLI0msaoLUoEPxPSajdWMGHe/AyCZXb2R0zqvpSY1rYlvLFcEqT8YumdudsK1Q8j9ciya9V/18dFRvFcHN+SyagVpQp7iUXhzGbzsXV6au6pYGXCkHqYGHiYGg9lfQ5kroPJNqmqMkXDKXSzn6N/CmHVfvEcRvklHdoMPtSukip/+uiIbte22Yu2JCB5Q6zGGqFqhMvoAigNk0oOMNf6mNntEIvTTZ1CsBpsVswSEU7LNBrtwwDpFz/fyc4JnKQE9qwTZKRAGHCvPGhSLnvGmpB2cY5QxyskNw0UhmO4elMr63U9y07uZaQSh8ZjQ3VJwHcKQ0QENDJHVqZyAPe0OHf0DD9pcwxzLdkpQOqYUolxvfhqBrX1AmBHu1Y9JF3+aO4LzuFP4IeFQTOF0OuRxUMg0K7/i0Zyl3iXJxZ8PpvODOdulXQgyiKPiUZIwyQBvf3V0KKQfiE/6V7bfyjv/Z0WFspc+9c21u666NtpcOcxmk2m9PhThvEcepSdtku4qYbbHv4oQ8IunI1UVjVzxPIycTJpy8ZPq6UPQpfI3eVIG77sAYmlep1QA2K+DFG4rwP8V3KH9TYwS5WeInSo+lXokKeobkRYU2Bk+UeirCMdLLWiui8PpOUlUYHj2JGzZcfln1U1BoQMCLWOHCREj0RhHDp8jIkvnBIqIc4KX2JoEw4t4wtW1FJf4wTCARqD8ujsLuWqzjiu7QOWB3b1gLM1AANbUnpBaGyFUFFAJNumG7tq5MlmfzMKCBQ00dzOvSe9mFYu7cc2OFiFrEAdXCnBKr94+xJQ5Jq59Rp0XIMs4IRxnPROFSHIidS0TN2TnhDp75RcdNo6zwtjoU1i0INxW3nWSjQK/n4CVobCf8xbsFzPTYHO5jY6MzDMD+j2vPPcOv8rhqHR23iVL3OaJyOU0UgAFDsFDFMGyb0a/7jzb12YzzY7irGneH4SaqwPnpQskQk8jkpG+ikkCX7fFxqUtubQe/YVcWmbK2fIKdsc6keyskDqxt2mPSde3p9nvpn1GKiAjsuCdM7FbbrE4m0YqacnWd1POwIh3fU3J7hFPIKtCT+EveZ7ASLT5dhMoJnnoIa429ke39MesTfhM/UmuH1qnlRqh3YNcN5J2nFv4JNo5pefOhglNRSUbEnuTVyEDTWnuuLck4ymfdOSOZRr6NvWscpJ3ZSfH7WjgH537dvfvC6/lqC9/TtvQIWCSR7Yf8/zswK0/sLDn1riYaVRStbqsQUNGX40/dC5BnI52lp2Nzpu8E62U/sU9mW7TDMzBH2X+kaONpDw4aOqy8WAInXoW+WjFPpOvKhROUCCwpj16jAq3CNI28C0cKfxAZrRbZLaoL5F2hM8TfelzE4MJc7NIaF0yJL3FQcFxQ0K0BitQQwbWZOrPfrO3OC7IgTP8cwPb46ALSxMvF+uBl0JmzsbbdLI5k8lrCuliLzxcnTkBXHruV1XfMWRZOdXcvVt3Wi4tbmwf1iIzpamDtmlQQ55wJpxnBHhoifsMbXydKoL2oaOTTI790N84Kscfhpl3qsYwvOLyF2qE4WUYzeyt0ySjJaqyiVqaCgAaiA80dI0WSM5tGX+T4GgwaFnVR+7lhimZHCi8p/praXqrkFBWPZn6MIIe0YPQ6kqgwws9pxL1rLyswojdMkf3gUGOXBB126oLWF3w9iuiFskrC8hxHDkf2mEmHp45XLlUKo20G5dMxDOawse0xtE/X4tjSYwTPmxgHdX2r5bWuaJ9d5rfqTfQU2ammK9Ak7MTbZkjHakhnTz273Q+izTgYJC10TxyqEKWQgBCCB4UtkrhaZavEFGW73MPa1pNN2gPP9e13VPNemm3aevgTgESFabJcqR47aaeT+BaogfTi60So/z6ES37freeAgfsC5f9dgzxKmgeiqgKfY/dz/uTI6zBDY05eyMxfS2ZvrXhz0D4IIuknO3u0EP7lCpGZ5pmXjjG2ne9hnL8OqKmYuRWgVsEEBRXLAxLuTK97ThlaS/bZEpZ/DDVxztvNQwG7AeejrrutPTQlAkSDPuxFdWxMPxas5ZY+9BMCG+Gpq9WP9c80YfnLyaqe0TPDIRoXhBewBm6SkWkyzPZ3CL7Mp1KUydHOws0kasJUW6ip38HP0KBjqiHocXfzjkYhRg2u2eaxoo3CNOHIdUuia3siYzAzoFqtD5pAr4Zd7P/sjbR4WAP+H8OX/4EJ3HF0EBEAl5hDtcdubF3NNE9wIIJkskDp5Jdy9k0G20sFbYdQ6gu6JsHTT1p1++FB13mV2Vk2oXSrijHc+T1d6zVETDcAV8UorTO1PgozeuJbKt128LpETZmwLsfdKnqW4jokNPCvfA94lQQVA7kWtfNnqeEdNprckMoxLQu9H7by+vKYH1OV1qGgcLMbuEQvpekBVz4ynR1cfjTFgBaYV6gn+PbNq5Hjv9VTWGwmzXjITPkae9SEy9fvW2e4bExNM+mj2SwlXtbgKAPRoIklggL27OOuCoMsAhLvyd1Ip6xrPwFaFATkHuHYdnF8Ulfmzs76WNr643XIwRBp6LdydBtpih/bRMGtA5k/Clar3b6cd9gHRN2XIUQiO2hwZZjyv/6/rdGDahBA9woRPj/HF8w5vybvM1VmhpMVv9G9i0D8EZH8RXaQI3djGrY1mxyuyRlFYanR2/bWMSZlwOooDr2FWqo8f8goqGR1zKpPofhVw9up9aVXbLyulG+AiXrcw2DKCNDFjKeun4KyTsNbCIUXxkao3UgjHVd93t2TD56zymmHSbR9Jcl0X73uAc42rkzY1C3eSlZIVwv9HEnvibeuZ38MwwmIUPVaJ82eytwltIr0w1Urj0el2DmUXPoBSZIHcsyopZLb49FC1lzAfiyTZq71yePLZ8d7N6kIN7VTH0xAxoKsh/1aXqrhZ0+0ihVlwH/rdHvHoMpXtlVnPMqIk0bgLrY6fBOD3UgR4FeDZE7NAWP1l0JDvQL0uSVauk65cOxR5SyDmGgFDGOCQEqpPmyDRaOaGApnXPuJuNFCnFtRqPTO3lLkHbFhRWz7g/5HJiUs2uftq2PKBgIRJmDo4RuBKQj/rWj7WUVJC0p9TR+ODQzGNHuhTXiG4vFeDw+2k89MQBtSzDpYSlKd75nMIWowSqGGSH0xfddKh4MGYqx+ZOTExTL0my0MQxOmizSVUjMQzn6XyXUyAxpwVOBfsjLKYZEU8ov3GKP7uU5uv6G5ZzO81kyrVT5yZuFchhaVRk6v3cBFw/rhf+dTh/dRfSQj2GdT5lGH0mAnNH/VJxHvvmwwaSyt2T+ozA/Awx8Z20zCQ4BZhZp40dopaOGUJsma+VfMsRZyCHpVtpIawLkxvS5FQ8dqKf8rKJr5xbHPcfmMtm0XZ4ssWmyro7CWAQDTAfc/juklZvurnmaF16V6mdfl3nMuJW1P8GbcmTAqT3XNLdhPNf7wDW38iHA7nNtBcZOgrNIWJgdOFCxNLxHzNV96pQq2PG57ul6S2PsRHj4irfqMhHU4eiM6CreShCwq7jV527U0AvmV2zP3DuHtvnt9Rf0oMltaZ5yTEQqXFCRKaZx7JzN51C5tJrJrOVCOjo3i/qGjoQi4Iy8/tvx2b96HTNHmWklJDYHxNBkgvv6SyMSiKoOqTI9/czQn3NreBS147eRRAA2B73Xvi5xLKghUZfvt0SEutC/J1JUfOTBc1UT8HvU/q2nqryIHS1HrK2YdlAB0Cji3DuVWVTiabSEnt0HUJckBa206J8l7BhgkftWpTWka04qa12Du1bPxD8caDQIDY1zQryF2T7LVVN4xKNSfOaZXrJOxNxtBmgC7K5LjRTbub2fpaoOT65nOx2txRmY4DC5vLbdsd3POeqh6a1oqoffqBt1jMvZrWwTHStlTdHDozJHPAsLKAH5wM6SntrZ7UBTL5ERl6miyEKw1tnwRlEWI66D3P3qkwMBBbEFOtwNUFpvInAUWNMxcxf8qzS+6bj72tTKxx+Zt8O0Drko7obiCZRYUo2dhkChSXbLnN/H2dYCskZeIC5gTvOG0QUiCOAsJul6k87a1JPdcx/OdAO2ultIuPDSG7D+tA5GDWDNzduHk4iZhLwouc0j0trB5sJY/hL0HRkoMkMduzGjv8C6d0neOljeMt5HYNZTQPyJPRUQCHVeGWoxNTHSHHiEbT1CgEiQ2rUwOYOuygVxYoS5zkC4LJSuCofsGxyzkDRNG3ZPaM2wBpDqIhtvxtLrDeFDAMsJ4nNwKdXtZCPkLQWNSRHqxrlKFM2R4pFORmuHZ2hb7RqOZ2v27mZUpY336WcLOWAg7ZafsBPlAv4S2eivTMRsizvznn7YekusMTpGRN0faV86cMuZ5FJm4HsX1Znfhmt0hUCSxwGRqGjEldtmn1pgT9iq32eavO2PV3gX66h2DXgkQ4GuVkdWZycpUKZK80aSmD2jv6DOBM27aR+MH4HD1cKZouS8RlbZsYNrMMTcradOm5d4XODjCSzypxO8opvmya47Il0O8TtujHQksaemAjFjE92qbevs9TwirHZdWjsB+UNzTSoP4lwFL3NnZsBpE5BjpapiBhhFSMRPRGEKZ2B+LDFpOZ3OkMurtcdi7QNb0QlnL2PCSQVDGo0LGS7x2hsVowECityXIhp/6x5prDWlPe2wo/VwLQ4UXUYJWKVwVRu4bNcMB6q1S3Ed5DzhOmMtWXAHoFDaUfm63wwHOU7r0wZfhSliRiyZogsWkcTQnQkoAc7FAIHIxhrIAIlNBgv53fFL/p34zLXn1CPD4IS50WpYrYdNn7rM8amrZLvW3sOzz6nNs4iDm9Fz4YCGrRWw42l0tBxkyLbSORCiBH7UNYeJXmjWDrPvYT85dSuCY6lIAP4ULZOWRYtHRFz/OgWlStFYughN0el/aS2ngJtuCIThY/JTAnbBYdcGDrSqyeQZSBsEjuXyPJTIlvPML1DM5NMGEYYhqIUfBqXIPs/k6m6VR0BKZUiYmHzZXUinsqGYTLmk5wYQyGI4gAMwT4ECPpoph6qbAgF/6elgLOyBvNHXcMkuJ0D8jgc5KtxhU/vDu5g/yKhA5bi5OkvCKno8y3QXQQWrA6SMJpTvzttunRyHPbcoSgX7TS3Ha7iiOAu0//jc9OtTecDEDK0vyqPo+YnoN3/AFvjbUxdPvXCfdYSdeyki3OoZJt5FJ28AH15Z9BJdf7psUL2mlGjETzNJLn0BByCgDDVUAOczFNep+PyETcLzTq/LsYdnQlhmGNFUpqjUvJcPFbW+PQI23Y3af/J6sZaBlermr2e4ayuQzKMxjZlvVkS/Q86w0guFDffbxT4efGr5r4dON4bGR1xha44SY59B1BBvK3DC9zNgihADRrflEMpKqwiYjM3oxs744I9zdCUtPH2fJKLujNuMWk0uiNCH25exB431f25yAc4s4nNij0YD8QZ8TcEhyMV0uoMKSCPxStVnyBo9GGx8KSSU+p8XPaoRGE1E2cck06JsbpXW0WzEhmkkKd7UJJsuJb3eombKekzSB6YrdmeMiN2I1xeUnMC7Vw9fZtOwSFvm9OINbWm4BTsAIytAP3W6LbAfvpou7bYqMbncyl+2CNEnWriMiqgxlkEH7mQcaI93oq3wb4as8+TEFlhSLT6KWXvtQR6DUcL5SkWJtJ3nhlS1Drv5snEH9RssqO40kGfbkQxBraPiX+GNsg+cqKCDCdUqZVgXzdKIhcIQZmIKW1+CnyMTeZQMPYDxdqrwmMRweMDUDI7LJkH1NX1MtA6VPTFTgEaE9YcLuykxjluqDs1S2SypumOs3WGQT6etfJkLFRyoMW6XMMFH+fLftvsLVZ9gkGjclK/OxXbDb8b5BwSMnsNtErk1B1LBviS6z4QpSgAY6L/TZDSYFqAfBGcznQUBFIlqAuebGzgzASdww7GShOXgGaJWysruyDIv2nuzLzi5nB9Fxxbo3t/L7fuH4MlnkW6/x+mYB5BVBUQPjKvcCSY6phF1rE+M1HTu6/Fzvz/lFFlDCupcIDbXASYHTca+cVBzxPP0ZNT0NELUYWJdcZiWCrXazzrRDrOL33c1olNNfSmxwYUAlh/dk2KPP9VnpAUw8gz5Zc5RAgq7AnAI8/vtKnJTtHBc9YqwVNtTkHhVX2z3KuQTpKRCGyMHxsSqLo02ayK4eiSInrMn7IvaYO6qKI/iTF+2ALv78cxORDdeHi9UmrimT7Z1bDyZbiQCspasRwLJFZV4OX8yCyArj0hvUomK44gXi92NSItn4GfFW5M3Lv3gGxPX7JG1kCcaK6KRb0K4bnawIYfHGQttEY8G0xLVpSfjjF9GQNxiCC5FcPQthS8t0iPSg8rVczUzIw6I1JdjLYPJr+Ro/HEPzMf9rKVWOzQ7MbjiqfbbfWF+jHGzTdZZDwbNGzw/kVN0vb0hkDTmOwVJnyBRYly1R2BvtUdlgL+jyG86H9tedTYxKGcYBQlgTmoUUBR53nuD6gcqLNzwwZmGs2q697MlH0AsthBCCnsBB4nEfsDltRx9MjWZ9EzC9RE4XeBlSUrKBjA0Rr0qM8mrTnMsT1ZHhGSlnPhf1MRUB43FiZQePGvcljxB0CaNSpqhJAKX6MOpMCxzVq6Ky56m1jT3KOMOCiFkK/sGRzQ62aY5fWoFQxqylEb6K9q3EZ4c1ESKoMNi+LJMe791OSqmL5DiwCOESXJf+KjcxGr8l+dczotxjyLfBupNMEUI7945gRCIO/xkBQaYfyenhHTOMaWmhcHF/6txU7ALlskG2lxzbjum6S+HzjTjCppwAl78WEHVaBEbPVZfZsbIEpmxMRoZOQzDHNZWK/m0cKsJSwEJYLnGS4f0z2e0vlk3LxcazU/G9gvqTHUbZ6PwryKxTCeg+9nQW/SSgfzeYqLJLQ5C7AB3xEOh/66z65n0MPMc6NO3SOkuritRZBOHXGgQxNrkmNSxzvqPSpVoeHWdxQmJlsAx8X2Aqgf3tHEzm5u9XCUySFVjmdaBzdCon2ScUnW4dGlAJu4wqUeEu9qEjHBEcQKNmJ68WWonRZU5jE5qV4Mnf8TMs0OwSCJa15TTWzbQRzkEIn/Ym6+qZp4f9uV7Ng5+hCVeljshX2etzYaCL0PyMBdY5NsE3QIk86ywM6EYg1hVLdlfrO3OxXq1SXMvP6Zo1G00tI2dhIjZumUPSAxSdkd7lRCyspJ9GEh8sZe1AXjaUlxt9fMFOWTNU99loIiIdYMJON5LFR48p1z0lZGegG82YmnBQOglmU7mI+xNlPK+cXqrSHfJ0BNHothmTT1D1th3zfBbdWL13oO2u6RjoPZYNNsKrJIdfquknOt81xuoffy5PFixj2toctC8ZxouqZSY7xg6T2TSEPxk+ihFV7lPG9S3kb/lJvG7nqN/5W7/ZZjQNB3S79hK56CEreswU3Yp+6wUBXoXJw6sVpC+PmIR4/hk65ulhq/OMR6MUVz1A7fhEpoT5fmEgZzw1K828vDNwNP/kZ3oWCVj8ROlYVEyl5+HhZ8b/vYzqoedO6++nGdhGQYZ/6COggMh7kMqvC7CLjNO1iobx2pVTZZe3GLsRmhEJ0QTeP7MFIOyKsIFeKTuCiZaj6MwxeTg7SevWVOzxybO41CEL68/nqG/lcvSknVwW8LxpfoCwuFIqeUZiGSIMhY7sGUYxl6XqZNgooJzNhPMcpMdFqwvJBWahj0167W1kUy1nw4KVq+2FNySIoNfQ/kHBrqzj3RKHn65G82ezvgJBMOhoqF9XIeTUnywEifHkhO7WdJHPPKGxMdZE9CpLrzZMLLVnxMsuyeluRzuZC9+NL4LkvqBF9iI32nVrAPuQqa304UwSXPthSdCLgMM4cLehwo7VSuVbASP4Xksn5AmugyKfo6xGEOloiXmxcPFCoedec02gCmW3G4HtRReToXYqOYrYTyEHCETZWBy2L2X0hZIEX6kBbBslesoGbjsMo6Aa8GqsH9fRsOeWHAOtFn5JXOTb6zsl7ODHTv1yVnsxvXSuktsmsQmMSNQdZtpdVJAk+smzByWnTQTM+vH/zLPRtA0DY21qVm6qXdjI9+hMGVtemYF6q1/tFbnB3Gqu3MQQzv5+rbmCYPiDIOpkSIZaZhCrufx1z9aZLfFIy+BBn6n00W5VltBn3RG2vDNmE8xoRQMfc9Vle5mQEmc2jnCMpLcn1sZggURnlponx1FDAINqfQKJP1XouxoyE2qiLAWmv2SrS6fvN83vnVV/RoT+S+BwBrOc46S3wTGlzAtWplzQDLnFxv/qk8XtFGStFO0Bna0Imqc2K04UKKN+7pibl+EbpkZvFgUP0j0gXNfiiImB8YODBlUUSCV9Mjvyo1CWWDu7A+5lwlRJaTvtkhzUiFK1nAeAV5EewkJeDHdhnh0d5vgwfakut6Ad2cxLMqMWDb1bGmIeXnw0nGSUyxQONz/X+B8K7dXT5agh/qTM0fRuIsxzjkYKJiBye6Lgc9RKiBlZnXOPEZRpjQmwt5DzvVaZHHM+PnTtrWEV6XD7z4ZU28gKQhetBihQIRQrigLwU6YVZvwAGXTxPEou1AGeQ4ESlvIfAOQAOEVDJLvsJjQ3scJw3yCriTOmq1dekf0Z7xWi8rv3bVQFb1L6PRlJVTYxxMA4RQ/eXEqiCyLDupcA89+G2X8S+fHrv6dSwOb7aqyPrjzHaUHn28hGTNcb4qVQzpDGLIl2kz607n/0JP0Q1A8NGxZM6MkfxQ7LCnvVzOf4/XxBn5z22nJKvLHRUccu0ElMZucc9SloAZQW4LpLMhRq/zMGwAYHEc/OEDStTxoUtxPAx0kw9c8vXo9vLs8Id0a1uIcQ6Hg9tXcDaYXescC5qUJ4xHzCWgt+VJL975tacB5iMC1/1ckFeaxmm8KxDLCG2AWd1w9ep2k1m1uw+o9MgzWY2vS+XhOOQ44UR+hQTMKsjRm3LA7zYDkTSMBm3SOMynhTUY/OejdilOWoA2VGRCx8h1AmCFNeZJ7tWc6ov2tHls60PRZmbYyGopzMlK93PfoTDJHGAFYMu4BnqO2NiGYnp/PdUHZQv9Rjn5tkMrbFGE31WPpQC9B1VIcyvNMOmVU9aJmQjEwK6GLNVJYEahp6e+seU+DBLBJ3YEXqrexubnJw+JBFxTSftDSa8DR+hj2YCDzmdb+SASnOku3F+OLoXRAJigapa0lp96KtMcnHJ5n52Rywc1RE1pJStIfWAZPFg8tqADe4BQ2kDQkz0GoDJsg+IOYW6bT6Az7KGvIyTHarCG1hiK2nC40XsbiPLVMt8jvfmzAmayTuxpm5cBaNS25kNQgQF+FNdcIwZy23xqV6bG4qw9PiJLyJRUSVvlMTC5BgiKpHSsxt4kbVQG5+ioxRvQEPI9tWDDFWW5LbkfIpaBsChcU6m7khgtalqKyUMPfPPZEYk1ofYEd2U3Qhtvdn2EV/d9xZxhyErPgHeyGkaulsJEk1qvGw0HKL4YPy8bBi00pGnD943U5M0feHTmJTEAMkYwRZciliVzUQbZJZ6UkxrUkzMvNonbo0db69XOooCDXzqWvwh/0pPSTWLJvAjwFn8+CmzSckFQ5bFNwoKcGZ2LNcIz+RXDfrcZXURUvVVEQMdriBOaqUkJvN+zpY7/ikSI8b3HspQ8MkQSKCmoeNaRbJI5YoxFNcb5moxthiY2UmSUtETL/feHLvfkxEWayljcyKWSOSFlgv2kE04iDFwoOCo7v5AH29E6LygiDcFVchWTg6Am+zzBStQJHOHhHVUmVraOj80YmzRx6lgAmlJW9eWM6fRyVpyrLiFVi82usOugrmlJZxmMAJ0SKMKJMqwrwLmvgZwsXTjSKKDRH3b0D5uFn6kRlTyzQdd/c8Dh/TatXBpDJrFUnOGXUwAk3UwNxYQDUk+1KMF9X7Ac2l/ws/Dvbo/+rxqsQG0EGtnSDTOpsF039FHw3JiK2ZGmi7Hmd34Sj5SkK2CSpjvulWeDVsaKzv0B0vxq241Z1rQ++O37w0G+9h9TBKuGogLCViil5sZ5zwTyI6r/noKp56kjghoohMDvXAPjq6lRmJAAgUEUskl1BIY6Qn31L5LAC/0pIYoJtrIANI0jMlsm544ij9luTkRbdv3Q8YutrD6d8/jo7a6LTIzJKXNQhcJhc0Fl/KLxMXziQmYoXFIO5Vhv7wt02Jh2FZccArd553FhLFRvEQNuFoyLB1FnpMHhx8V+Fr4jyXL3Yoj1wGwApnWVwlFPcrHrgockXDGBAd2rJptotSMAH0oryyBy+ibD5bUAyW33LN2pYTYiiwhuo/hYnX39q4itNZ5xgzFImcn/1hZW2CF0BNdutTQ2KVRe3PLUmRxvqVtH5JsQ5SFwpC1UAB2L1axjilkQBsSuQcQBxu19W2EFmhFEx7p8FvwiELA4dJ/svrQb3MGlJP+6P8np6P9x5EfSmeVi7HOzsxPDO4cpTT9G4vhLIh/ixjQDV6SKjmPjaZ2dHMCAF3s0whlAsLm01SuuwkS+0QG3LpzkBEjiwnAr8cMT+4boF5DDb/cfZ7yqpWrUggACWVhufldvS272GMUpLihr1+HfUhtkURPRcd+vfveztosMJC1yk+EwjEAiwKTRVeByM92MYuqDGn/mm4H9uA/29HWSrwy3zSqftxjJ/z3Owb+LcT4ySIyvDy0OrcBlsyf3OPQUSTa4R0u0oIL3XCJNophsDY30F805h47yyWZmAf85r4RIgcSI1OkR8pguLywpYGo7AkMFLWFxEID5s1ihQW6BRnDyev3bJn4oyLy0Rkj/jKyhXubW/e08b2HD6uvFyMmSc7eOVNqo6FZ/NkREvXEpFwza820i2Y1EGPt9zNlQF0eL8vroyG+dHn+x2mDxXGIu2cQ2GVMN14qO8tJKyZzbsRgoZfnC2BbdJcIZsvKdGUI2gYpab1+0ywi/bd7j+tDjINXDWIol9v2ScAfMshfsKeNG3H7Ok+vrFPsawpCLgT8CGTlWpySoFoTjQHfddd7CXcM+HVXtttNn4JuGx29jmhKEfmJIqy7N12EkZ9KXotOP8C6Q8eY7oTWVOmLyBGa73WreIDWmb1HrS+JIqkRqrj0viXMjpN5hL2xBXYPO6xIcg9Gdw0Ta4HQzE0ooet2y7QlwCfxyDILryqxj98tto6MJf8aiXdmqHIHMBboMrpcsurs3ZxrvZuHwu4aeVKLFdXRcapneox8u+ylKqpvKLGwMyN1yjUBR5GA70M1MQd2tFCs8JW9ZPOQ8g2dz4xkFVvLnIbrkAeK8iZOk8D5Y7tAvbjuU3bIWCUWYZkT+mPRu0Axy8yCW8MgyUQST1AeQ8svdL/1z4Pfri+JExQ/8ixwnBwG9Dnh1aeT9Psm335HkoGgcBvsC9J3bz3Kd3aM66I7Jp2puLdMI6t+gmicnujx7bVmwG4Yx0K2gZnx779CtqtoHVK+iYlq/ixcf2kn9gRzk0adp6Tccxl/iea4+4wpThKhgzsv8caOzKMETv/CbxgaW6TfQoOYzgloLKmKHNSD9GY9SpEHhvqnYtaKPz71KvxNgk6ooyqCiQIXM1nA4cLouStFlUssJwi10pYiV1xf5GnuyRo3UIecqJzcvkj7q8keFwAqxDAuRLY+YO2C5MC6vhUnfhIqRaBJT58mHYq1SVW7p1x0wAuAVQ6JY2knRD7zbBD+kKOn+pXWP4RkGJce01wlWPDOqTrPp65eVjJp7BNH69CAzQ1KwHUMEgov4D4mvhBmINvqb/j7KjXUf15q138UTD1uEzEbkVxJQ9yASkr53a7W6jeoxewnq1IamauCDH8xIsyJcgYUZ1qynnqtmhQjk0z93Im7y20TxuffllJ0QYQRN9X7vunodlw3eEqbV/JaCbKmSl8xlFaDiRB2IKF9u4gL2MEZG20cWlR2smGNQaDmFiGi5kp9KuXXNPLSoNMD0BLaWPr30tEgIKvdZInRemloxtFWvIIOSFax9XiDNleHMgya3KqaKGVdmRCePWL1FBXX7G42AIQbJygKjfzogBiXSPA4OPPlJ4hk1LkNQoAe2pr/eLjxOb+Uu3D0UrcccvXjRKz13iLopHAGqU4gQmLFIBEarBm5HSR8p/vPy5yJec7LzNEE1+8tvxSLx28DePnClW2Ly2BpQagPLAbXIiAv7qvhFvVKGKgycsQbJ3Zb1vOT9+iI5sbZHezz/lFo//XGvBddLuPVYTx0RUFHKPp4IYjFtSWb6s7wB0jkSYBZ4Iecgtb+OYyLskRFz+ItccKhJ/AaHc8/tgWvLTdX5daIKxxfnILy8ngfPNYWGvDgBNmuSB84U0WsGBH00qp1uqLIKSRcKyvWRgdI6/frTsYH7xDa3/N53EpfQT9GEFVFGNFPIreA4Svt58pXCZOHgWSRHnTjOyqXtYx9gqlVeEo+AkVyW5psCZ8WugJjnJe79mx4qDOR3DgRX43TiR44ArsxaIlDhVu9a+cIN6+OL6fONS/s7RuEIWwDHQya93wEPTtWgzhfD9rI7ab9J/Zk+uZZIAEaTAOUalwtD0R0+P6BxLj8EZ/jNVOefgJTe59aQDMyvZ65D3tyaAIY0DYojZXC3x6UTap7FpvIorlSUDRdy59/uvZ1QNIlNkbn+CyvBR/Cpv3+pICm/+Ih1y6sJTmPLnh25IVpCaS3+EaDlA4JCVogYiYc0tdyeKggMeA4LUCcEP5FOq66OF2V6EmP5fAXvnmj08Nko2n3cu7drwXwVoPjaLoCuxF0pfHAUY8uOzSJVdOdXK6OprHtqHr2sY6qbt9ocG8cvDiOjizrNrutriPtm7urxV9hfiI7TNs/2lXRVIiFqSUm6u4/e9BITjEPevIZ0hNP1JMSQ1FfS0ZoB4Y0vfbYWsU2J2gDOjYV8NEeDYhw2aVBgulqgZ0kKi8fNmtiM61F8l05Oz4OIAYF7LZ8ypvVh1YfABVkAkhQQW/CnIdMx0hBpTcvxs40yih2cOkJhzQ18POkwOaUk+SjYitsnG7NVbFuX2EYFtiyFnH/wTrIVnwsmiDImWsopOizdp33i7Rie5BpvXF1kC4ULZ57f9MpYDJqlZdpVtIzW2NX9MzjT78VEBmK1Mk8R+dxOrV2CPmeOg24rUAfUs5++E9Ak0Ydl5g9nAmYVSKnn25Zc6PyzXHbjmnI1ymdp7kCr62YYBsufVO0AiUU+dbre9Lw6MPsDo1WqOLckpLKYLf+ZnN8QFxODJ4VSQhL+aUJ6fc5QtTg8KI1saYws/cWzUSlcQXfhKiyWTNrQMsTMndDnC3eK4XEbcKCCe/tskNRpEVDgLHDxda2bRN8Kx1+U6vx44omsO8EkQeLEVCzSdsb2dRPMmTskA+cW3H+26vQFqa32LdtXbeIMakLlwz49Fwj+CWBwKeZGbjpJ25LdbiNlbIri+PF01+XP4d09pw5Rzp3b8VWrvEx0GDQFmZeV7iocyMwrAtQAqrmTyLe2GpGKNQuBHqmkzJIUtHd0gmmAFvNJbIsHDpMKo0jaNv5M/V6cC8Oj7YQmIq7byLhZ+ZiG5OH9iQMW+HcRWYCno+xAR1S1t85uWLs/it2oyb/UzYz2bxElLRB4pvcz3mQKorgeYUwnFnhBeeAU62PTIA88VX+CYgDzstcNB/K1ZRV1qeAIY0JVzVi8UseAPXD+R12K9GVilCtuu+AQVcfBNBykJ3f1kgtqxN1ZfMjIC7jpnpyhDL7Y6qVwFvmenDA+OSBm2j1Do4sonA39DL9ZtGOf7ZmjrThUKUhJzTAE7Rs6R4WraZYlI6ZsCH0Y8Uk4014umYVy1Yc7aR6+QF1QLHCEKJXTyaSAocWVJqUpggKzwDWkY0w8UdA+RxDiXoulje9f39jcVpzJ6WJNHooBQAYI4AmQYSJ0ZzaKvYS34LpgLYAdAI/6ECV5TLjUrAOBuGYDz7asbtBtD7wurOzh7NGddeIzsXbJDkC7PydtgSMZonRWFFArSRXCpMb1hx3XIoPbrMy94zl0pF24QehGyaQRsO7Cj5IMSqqXAcoKmx8u9TjkXL7YVe106FkQKiXyf4ZMZxwQYNEfI7xMJI4V1LB/uuLV26RATNG5z6bjhzBTZlzz+/gmF2jembGwD7QcziTu4QOAv6uaafjAJatB+0yH8l2ipGAuV15LF7JdR6hs+zPlrWnxwIb9C7KbwxDXYheqr/6V0WUFwW7uz72VoXm2/46f1VSMw1YpK8YmWx11nhD9Q2axPgwG6Ug3O1s4eoyj5zOWkIOGd3slwffgME8D2y8gTWV0KN0UsU9dWuBapX722xFkmhPnaI6R3LKAb2y5erjCP+Oqg4sGXZJTxGMMf24U5Ae7UjCChlKAHU3ElOmA7e0HKNw470GupbWxyQvTWL1geNGBwoz+bxXZBtYVzX5NJwHD+UNGHGmlZPnLvGD91+TmAvgDWbzJ4iiioAxzE3xGgviIOTtBZK/xm/toy491Pk7rNAdBEejgDioKpEDknU9eP1T6w5uBJ/kRGckwVP6e5BtXCIrQKI5kW2jh7dYgGFb9CYbbI3Tn1HFec/NjLHw6DvX8x3oznbw302UDmWoKdpLh48nuRbw26xLEkSpPzUee4sMrwYB7CFclqeNdKsh7IPMC4HquLWZwWT1TlTWRFzQzIcn5tptYG3k9IEb+rGXH2ZXB/0uZNYRffnKHlaApwd3JPNOpzwtjGPa6R7jGvOtppBqpQ3FsiKC3dVe+COGz6QtdUTSrPv+zVY6gc8tlefOSvwKPnaV4XLb/zp05zGKhBdvJy2hV3RxcSbWgPuENnw00LesDgEtEvQ1c370NAfZAo6oKrDcMHnaaC5PyNIl/f6VScnSyIVzQtUAGOKeaF23Y90jl1Dpt3Aqt1q0UXlRh0U10GGj4eAEzGvM4h6qhdoVcOAeKcTNEXYoarWncXe7Coy73DNhRRzaedANOX9rhYSvtqpB2AQXajdcvBvDW01+V55GLettAyvMbCPDrFBDjvlVTkmlKoM6Wo4sgFQmB9kIiUZ0rl4uH186mypJrjyB3VAeQVQzgwiXx9OZSjllbuLyzTtQUFxyOUViws2XiMak8GoOnTySijrH7KRaujYx3Yw5FGjBdgJOme1nH7k5K20vsIS7OmXSTnKySiWtGskKa5A6xJiwPf6Z8C9CYPtkHMzbwYUnKUQf6EC8pJPMxOSRFw5K1jPH+y+tBeFEd1np3jBBFpThQLi70boH01Aa2tzzKfUMYdoioUHEHKXY2oYMN+ZQPzvH6BOpurLwBKrkXohkJeNnJxvmJgt42s3MKKcT1dn41LwvdC7Clm1N669KiPYbzg7byOmYmRTRq7l+xBp2j0UpqJmtVSmnqwS3gq8CHmttiwst/6HSuRKQ/1tSzdY1xd4vmNjECy84IWsGcCuQrs8rVIhxuqdGla1aWzX3w6MLi5g2HkhIiuF3QjtZDmWnTNYkocQPC3x4TAdupRuJvlLkG0eOPAvQF1jxmozoF8vX0YyUzEJ9dTHhXT+vCl1WrNnKLtw5/PTkZBowtHZhTdlxsVsExw5oZKBh5F2Leu07/E9HiUrC9yGVHgYHdoCZvwDl/iPMIAU0pHlGukOsZVvxdt0/F9soPvIwANmbgRGe3+eN2kiUbkS33td1/zurjADEaZyMy7IFM/S78M41+54/dy73sXePfjGVDSvzNVnWMDmXk6m1d0uhxGS8/AO6Qcp01YUnrApgJBcRJ+A/+j3BtTF3V73QUy7k5pIFsAMLoDIzc/tEjK5PYMHBLS8lejajCjT6ZPKRdmGlb4n4ikxnaw+2uH5YyzxhIpDA6tTgRjdBq49i1NJNcoZFpZGuOKc8HLRaG7fPd3hN5rx/Bea6RGVeTENzap1Kz9UDM1F5nOGkKLUrTu7o+QUy4hczKwjk/JEXqzPXtFmCR6ovhlq31zwOJNEaxfywgRIHZEPESHW1Lj35/BCNnSkynARtx6dj/e5RT3d4m1mU0vQ/RdDogPuF6WfiXEswA20t7ECt7cGq01rkQql7RxfEZ6YByX33CcjizE7kdDABaAF1ssKS8keVY/lByS31Cw2W/7J6AthuaHjc0QdwCubY0j+R4bpnA87l7RO1defPUv0hhWL1rTpe3323SeTZ0zxvcbXFFhHHpxBHd7n1xvjqY1Iww5isNq5JraCue4qwwvSVf1nikSI/DcZvy5W5ljteAs9d7l1ddcMS9t3CEXP8MVs3SfmZ9paURgIvtwXfIv+KRYapxWFWMlbU5x3zj7jRZ4XGdIShIwWJveTCZtZHJyNKAgX8hROvp6jE4I5nvrG1pzjlgkrUF3jiAHnFqe/bzywuPa9FKYCPE2jGhBC+8fBT9TPG7PxjfQ9LxQgD/QzorA8BS8LwWy4BOMOwDuOxCPBTPQwkluNp0cDBCDC34vlbgPKzsHvrb47/jTvn3IW2zV+GPz3VQAWkU23NVvxqXbJrj0RL4B7IJRE2n4WbTWCEGIM6zh8SaiYjrxuyUhzEFp4zJVSioDW+9YDLnKlfql82P5DaIOkjq8sq1ytFfAbz6bhAAOyGKvTktMuOhUaLk5SG0kfviBCvML7kSIuQFXrRh/ABD2cGVAvukW7m1p5QOZhr0rK7p0dTF1zOwlv/NoHYv94qucchglw+J4a+fgO79mHvdgJYvFEYn2yXS/SnjtlDVmQI0DQz2nfpN6DGsHleYUeP2L9eqKIWTkkIuli0GEbn2ditis6SdiCkdjqgngjF5+anDawZmawZShx2NhYOvXeBp1PULLTp14LCgvtIzf03mC7VECFCRdE59/6tE7X4Y3YqgGQlF9LTbt8S40sdOukMlfZqgIffL92No7GvuW+12ilti4HKQ7GB195ijeB7buwHunnPiUDja9COOUbWd05JrOJLA4Q3z3Wh/ohfVGTLVJFSbq/u19tyF3WqjiA5uyhTyg2TzSf8Evq1SvyvkZrReav41SGlNHqlEBfhfW8MnUj7mKlFQKu7XOFSZhrzFOcQbfNDPd0Qc869f5p5KcitjV/Ucm1lsgoKUu+xfwGoitxzwDoGsXpJPc2wmYF/jhQqXdcukZgvvcbwTUZ45kuHdeJtoBox6iEWLJtHB7Lyo2MbE6MHUuEJJeHMzxaffUe34ccuumrOwOU+TyPKLQEfZ1J3Qx0yU/cChuP72JstXKUZi3TBW0QfAv5ADShP7iJx+N2cIgbhVF98ron5OXe88eio2SK5vrcV1GkFgNi0cFMTvD13o+mFQcr5rZoadkKDrp/tJXCPq2QeN0k8NWrFe8X64iKTWMRA1nuWX8T0nrIJl8UQYd0zhcf3OGwf5w/bx7Ocbs92R1tto7hcG17VDY+MnZJFcIy0ohjUgAY2L4OFNskFnLBB5ceunwMeSM84U0TsnUmUVtNS/2kYNIkmMDhImYsD2xldPoVQ5MyHxUBG87u1fI7G3lFszJ86ZEdBgvLUnehNRwUjh1w4/fav1qVDmlSqBBD9V35Z0BZACmYXlejllRQMXpLbL0kluQvuQM1HqzB7FjmiCXM9Y7m2iVUS44DQ747Z24vN9irGduZlVDeaRBWZfW56gLidxHmkHmbrwIsnvjdGdF6DT4OqKJCn5noRZyXlC4T2Y+8RpXUyPsucU1NS4PtVVgeSYEePiMZzKW++duVwNJ0Yr2gOur3UQzee1yQ9w4wtLRsb0SytPX4YGNBH/OstuV1XT7iXpW0a/D5a0rUomupQvrD/70R3pAtzLrJxw3nDaUf82vWddZ47997k+nESlhvmQWUMIk40pzBd6UMljWHzFmmiE9EhRl1stcjJDfWQGtrQh2GGnghyFjDWq0NIJ3w4020TsvXBtrPBQ7wAPhCM79NgfvSzxE7V1czYFxpZPywR5JsFpbJ36Beseim5VZb384tAUBdwU95jTo22i0sP7qWiNHIBf53usEEdGKDpEPO5iXkddxA4MHcGCZk9hkT50obTj08BXEa2e4RkTXJH/uGxNLqQmlpt51F2s5hkpfuXjtd3ZRc7PfFAR46497JbBLD74i5UPEiHo1TMppGBd5E6LqPE+TaK3NoOn8sblYNJhy5E9GH3B144O58LrEu/7WdzHCM68ITWTnWzFRAPuOlTNqujlcYOW1AbfKJB0g+oEN7O+O3OjkVEZ/Y0kWcIRJg/lHN6rA+noAqyimuRjFhUYhJ5kILV2FR1Y4WKRAvaL2o05HL10l66tkPI+sqayJ4M9yTBvCoLk7aXD4QFfgRiKR6roFbpEFhmSZXJWxDNpw7oSpHpRM4C/lH0CgR0l1pxN6/1ToVJB3WS2+96nJ70RHOjmtcYGHlrpbMAQu4vjpMksFWSYsEpe2U14s91ZqA94ZQDcTczM8tT+xWT4EQ1iuCpYojKHzwJGZPkS8SJAXZDEaeRl8bE/nPfTMAYGrDhG1ZzyWBx4mgI2jdgICX02UfbaoEHM2trHugKhp0Cvxsh4gC6GqMVOs+Hqjp9wDK/3AY1oDVH2L5fSIC9OLklIgj2CWGFV7wFogMuYrDDMD1zCl6dtl6aPS0YPZusbuiDx3Cq387KMjKBgOfJFU8PAfnN3sW/opAAAAA";

int main() {
  constexpr int mod = 1000000007, Z = 100000;
  if (0) {
    int M = mod / Z + 2;
    vector<long long> v(M);
    v[0] = 1;
    for (long long i = 1, x = 1; i < M * Z; i++) {
      x = x * i % 1000000007;
      if (i % Z == 0) v[i / Z] = x;
    }
    cout << Base64::encode(v) << "\n";
    return 0;
  }

  auto a = Base64::decode(S);
  long long N;
  cin >> N;
  N = min(N, 1000000007LL);
  long long x = a[N / Z];
  for (long long b = N / Z * Z + 1; b <= N; b++) {
    x = x * b % 1000000007;
  }
  cout << x << "\n";
}
0