store-report.component.ts

import { Component, OnInit, OnDestroy } from '@angular/core';
import { Subscription } from 'rxjs/Subscription';
import { FormControl, NgModel } from '@angular/forms';
import { MAT_MOMENT_DATE_FORMATS, MomentDateAdapter } from '@angular/material-moment-adapter';
import { DateAdapter, MAT_DATE_FORMATS, MAT_DATE_LOCALE } from '@angular/material/core';
import { MatDatepickerInputEvent } from '@angular/material/datepicker';
import { AuthService } from '../../auth.service';
import { Store } from '../../pages/stores/shared/store.model';
import { StoreService } from '../../pages/stores/shared/store.service';
import { PurchaseService } from '../../pages/purchasevalidation/shared/purchase.service';

import * as moment from 'moment';
import * as pdfMake from 'pdfmake/build/pdfmake';
import * as pdfFonts from 'pdfmake/build/vfs_fonts';

export const CUSTOM_DATE_FORMATS = {
  parse: {
    dateInput: 'L',
  },
  display: {
    dateInput: 'L',
    monthYearLabel: 'MMMM YYYY',
    dateA11yLabel: 'LL',
    monthYearA11yLabel: 'MMMM YYYY',
  },
};

@Component({
  selector: 'app-store-report',
  templateUrl: './store-report.component.html',
  styleUrls: ['./store-report.component.css'],
  providers: [
    {provide: MAT_DATE_LOCALE, useValue: 'pt-BR'},
    {provide: DateAdapter, useClass: MomentDateAdapter, deps: [MAT_DATE_LOCALE]},
    // {provide: MAT_DATE_FORMATS, useValue: MAT_MOMENT_DATE_FORMATS},
    {provide: MAT_DATE_FORMATS, useValue: CUSTOM_DATE_FORMATS},
  ]
})
export class StoreReportComponent implements OnInit {

  date = new Date();
  dateFormat: any[] = [
    (this.date.getDate() < 10) ? '0'+this.date.getDate() : this.date.getDate(),
    ((this.date.getMonth()+1) < 10) ? '0'+(this.date.getMonth()+1) : (this.date.getMonth()+1),
    this.date.getFullYear(),
    (this.date.getHours() < 10) ? '0'+this.date.getHours() : this.date.getHours(),
    (this.date.getMinutes() < 10) ? '0'+this.date.getMinutes() : this.date.getMinutes()
  ];

  initialDateModel = moment('');
  // this way we set the date object withou the time (hour and minutes)
  endingDateModel = moment(this.dateFormat[2]+'-'+this.dateFormat[1]+'-'+this.dateFormat[0]);
  maxDateInitial = this.endingDateModel;
  maxDateEnding = moment(this.dateFormat[2]+'-'+this.dateFormat[1]+'-'+this.dateFormat[0]);

  storeData: any;
  storePurchases: any[] = [];
  subscriptions = new Subscription();

  /*
    se igual a 2 retornou todos os dados [store, purchases]
  */
  finishedLoadingState = 0;

	docDefinition = {
    // compress: false,
    pageSize: 'A4',
    pageMargins: [50, 40, 50, 65],
    styles: {
      header: {
        fontSize: 22,
        bold: true,
        alignment: 'center'
      },
      subheader: {
        fontSize: 16,
        bold: true,
        alignment: 'center'
      },
      reportTable: {
        alignment: 'center'
      },
      resumeReportTable: {
        fontSize: 14,
        bold: true,
        alignment: 'right',
        margin: [0, 20, 30, 0]
      },
      tableHeader: {
        bold: true,
        fontSize: 14,
        color: 'black'
      }
    },
    info: {
      title: 'Relatório do lojista - '+this.dateFormat[0]+'-'+this.dateFormat[1]+'-'+this.dateFormat[2]+' '+this.dateFormat[3]+this.dateFormat[4],
      author: 'E-conomize Backoffice',
      subject: 'Relatório do lojista',
      creator: 'E-conomize Backoffice',
      producer: 'E-conomize Backoffice'
    },
    footer: function(currentPage, pageCount) {
      return [
        {
          columns: [
            { width: '*', text: '' },
            { text: currentPage.toString() + ' de ' + pageCount, alignment: 'right', margin: [50, 15] }
          ]
        }
      ]
    },
    content: [
      {
        columns: [
          { width: '*', text: '' },
          {
            width: '215',
            margin: [0, 0, 0, 15],
            image: 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LBrGS5UpCQa8/5Sva7iU/OmLvtu2PUAAIDsRlgMAAAAoF8ZY7R6bdlNRqNfsGK9sOsZhvKMyj219bOm7mzY9snKCx7dF3ZBAAAgOxEWAwAAAOg31avLR1WvLQ9GtF5gmZs4ZHp5Uf7Ys5bUl82eX7LyqbCrAQAA2YewGAAAAEC/qFkz8w0m7t3nuieFXQv20zdGxPy2pq7sA3NLV64IuxoAAJBdCIsBAAAAZFxNXVm5Rr0fiujIsGvBq+lI9SIP1KybdcPcqcuXhF0NAADIHoTFAAAAADKqZt2sT6oXqRWxJuxa0BlrVHVx7bqK1/96+4qP3zvbT4VdEQAACB9hMQAAAICM6LiQ3edV9bPC/MSDg8pV54wtH1e99NwPzJv966awywEAAOEiLAYAAADQZ3OWGq+6rvzrrntV2LWgZ1TkXTKmcFVNfelFc0vqdoVdDwAACA9hMQAAAIA+qaovjZw7tvz7rjsn7FrQO6ryDpHE2lvrzp++oPTBl8OuBwAAhIOwGAAAAECvBUFxkSQIioeGN48wsQerV5dPnzdjxY6wiwEAAAOPsBgAAABArwRBcaHkfE8IiocOldNNzKwhMAYAYHgiLAYAAADQY+0Xsyv/huv+e9i1IMNUTte4WbH4wbLS685f2Rh2OQAAYOAQFgMAAADosTvXlt3smivCrgP9Q0X+LRoz/3f1t8668K6rHm0Lux4AADAwCIsBAAAA9EhNfcU8FV0Qdh3obzpzyuSxdxtjLvN934ZdDQAA6H+ExQAAAAC6raa+7N0q3pKw68BA0Q/dubZsg+t8NuxKAABA/yMsBgAAANAt1Q/NONVEosEF7TTsWjBwVPQz1fUVT8wrWfajsGsBAAD9i7AYAAAAwBEtqS8dE/ESv3DdvLBrwcAzVu6urp/5zLySVX8IuxYAANB/CIsBAAAAdGnOUuOdO6b8x6IyKexaEBKVhJHIz5bUl54+v6Rue9jlAACA/kFYDAAAAKBL544t/0/XTAu7DoTuuIjk3GOMuZAL3gEAMDQRFgMAAADoVM3aslI1kc+KkA0ioBXVD5Vd7zpfCrsSAACQeYTFAAAAAA5r8YNl46JR7/si1oRdC7KI0Ztr15U9fM3Ulb8LuxQAAJBZhMUAAAAADisa9e4SlfFh14GsExH1/qfqgbNOr7zg0X1hFwMAADKHsBgAAADAa9Ssq7hEVd4Tdh3IWpOL8sfe4tq5YRcCAAAyh7AYAAAAwCG+tGbmMfFopDbsOpDt9NM19bN+Nrdk+bqwKwEAAJlBWAwAAADgEPFo5KuuGRV2Hch6qqL/XVVfekplSV1z2MUAAIC+IywGAAAAcEDNulkVqvrusOvAoHFioeQscO3nwi4EAAD0HWExAAAAgLTqpecmzNhCpp9Aj6jITXesmfmD66evejrsWgAAQN8QFgMAAABI0zGFC11zQth1YLDRnGj7HNflYVcCAAD6hrAYAAAAgFSvnX6sMfHrwq4Dg5OKlNWumzXzmqnLV4VdCwAA6D3CYgAAAABiTPzzrhkRdh0YxFRvr6oyD1ZW+n7YpQAAgN4hLAYAAACGueqHZpxqIrHLRWzYpWBwO21kSfmlrv1u2IUAAIDeISwGAAAAhjn1ol8UsSbsOjD4GbH/NXdlxY9qypa1hF0LAADoOcJiAAAAYBhb8lDF6ZGoXMigYmSE6vGTcuTDrvfNsEsBAAA9R1gMAAAADGORiHyGoBiZZFRuqqovvbuypC4Zdi0AAKBnCIsBAACAYWpJXcWUiCcXh10HhpwTimzig679n7ALAQAAPUNYDAAAAAxTnmdvDOYNCLsODEEqNxljvuf7PuPWAQAYRAiLAQAAgGFo8YNl46IxMyfsOjBkTVmyduZ5rl0TdiEAAKD7CIsBAACAYSgaMx8V0Zyw68DQZUQ/LYTFAAAMKoTFAAAAwDBz9bfOik6ZPO7jYdeBoU4vvGNtxYnXT1v2r7ArAQAA3UNYDAAAAAwzbzhp7IWuOSbsOjDkaczIVa5dEHYhAACgewiLAQAAgOFG9fKwS8Cw8aE5S81n7p3tp8IuBAAAHBlhMQAAADCM1Nadf5R6sfKw68Cwcezbxs4837Urwy4EAAAcGWExAAAAMIxYE71E+T0AA8iIuVwIiwEAGBT4IREAAAAYRlT1g2HXgGHGykVV9aV5lSV1e8MuBQAAdI2wGAAAABgmaupnTTRq3mKtDbsUDCcqiSI/J5j65CdhlwIAALpGWAwAAAD0o7krK+KTEv7xKnqcFT1arT1GRY4W1dHu7lEdS6Fb8qzICHffCGn/OX3/4thWEXWLtIqVhn3N8tYFZcu29bgYKxdbISjGwLNGLhbCYgAAsh5hMQAAANBHVQ+cNaIwf9RkK5HXGyuTrcpkt/lEFZlwYkKOFjEm2E/TN9rp43RxT467yenYaXmvguL0U+vFvTkO6CsVnRW8cVJTtqwl7FoAAEDnCIsBAACAbjLG6JIHp08SzzvTqHmTiD1FRE8pyh83Mbi7PQzuKvTtOyvJO3tz3JL60jERSbwt0/UA3VQwKeFPEy50BwBAViMsBgAAADpR+9CMCdZEzlSjb7EiZ1avLT9T2qeN6NCfsfBhPTy3ZNXjvTkwYhPnuXJNpgsCusudfucLYTEAAFmNsBgAAABwqpaeGisYfdyZntF3utW3u+UsiUTH7Y+DBzwWPgwr9ju9Pljt+dnxKjBcubNvetg1AACArhEWAwAAYFhKzzOcO/psMeadKvqOorETzpb2i8tlq32tuxv+r/eH6/mZKwXolVPvqC89+vqSui1hFwIAAA6PsBgAAADDwtXfOis65aTRbxMT/Cm8lhbljwumlIiFXVd3WZEHb7jolw29Oba6vvwkI2ZCpmsCekijfk4wb/EPwy4EAAAcHmExAAAAhqyOkLRMxJ4/ZfK4qW5TQdg19Z79eW+PVF/fxmzFyAoqwUUWCYsBAMhShMUAAAAYMqpWVhSMjMt5amSGWplp1Exqv2fwz9Xb2pZa3dtj3cfj7EzWAvSWinIuAgCQxQiLAQAAMKjdubr8eC+mF1rVC4sSEvyJezx9x+DPh19h5e83TF+1uQ+PQECH7KDypqr60pzKkrrmsEsBAACvRVgMAACAQcUYo3euKTtdPLlIRS6M5HhnWGuHVDb8Gmof7u2h1UvPTZgxhacO7Q8QBpFYgR8/w7WPhF0IAAB4LcJiAAAAZL3g4nSvP2ncNGPsu6rryi4U1eP33xcExUOd79vf9frYMflTjEo0k/UAfaFGThPCYgAAshJhMQAAALJSOiCePOY8I+Z9UyaPe5fbNDo9t8RwHCGr8vveHhoR742ZLAXoK/c1zTkJAECWIiwGAABA1qhaemqsYPSE6Z6R906ZPO7dbtOosGsKn23erS3/6PXRKm8cjvk6spgVwmIAALIUYTEAAABCFQTERWOPmyFi3lc0dsJFblNh2DVlFat/r5xal+zt4Sr2jcNzODay2ClhFwAAAA6PsBgAAAADLrhI3eKHZr7NM3pJ0dgJcyQ9xQQOx6rt9ajidnpyZioBMkRl7O0PzRh543mrd4ddCgAAOBRhMQAAAAbMkrqKKRFPLqleW/5Btzox7HoGAxV5prfHBqF89dqyCYwsRrbJ0Uixa/4Sdh0AAOBQhMUAAADoVzWrZo2XuHxAVS6JeHpG2PUMNr5v1/f22Oo1540T0ZxM1gNkgq9KWAwAQBYiLAYAAEDGVT1w1oii/LEXi9XLNEdL3SYv7JoGK2Ptpt4e62uk2GSyGCBDVO2EsGsAAACvRVgMAACAjOiY8uBcK/rhovxx73ebCpj9oO+S4r3Q22ONyvGZrAXIFFXl3AQAIAsRFgMAAKBP7lxdfrwX1w9X15Vf5lZPJh/OrIi0vtzbY30xoxlZjOxkx4RdAQAAeC3CYgAAAPRY9dJzEzK28F0q8hEvbqa7TYZRxP3jX62xXb09Vq0dLconBlnI6qiwSwAAAK9FWAwAAIBuW/JQxemRiL3SjC38oFstDLueYWBfTdmyll4fbYRADlnJKucmAADZiLAYAAAAXfrSfe/IjxYUfMCoXBWJyJnCEOKB1OtRxQEVRm8iO7nvIqPDrgEAALwWYTEAAAAOq3pt+b+pMVfFRxb8u1vNC7ueYcnK7j4+Qm5G6gAyzXJuAgCQjQiLAQAAcEBNfWmhSuJDrnuVMea0sOsZ9lRSfTreSoyB4MhK6s5NAACQdQiLAQAAIHfWV5xtxF6tNvF+UUmEXQ8O8Pt0tNoY04YgK1nCYgAAshFhMQAAwDC1+MGy3EjMfEBFPu6JnpEOFckVs03fwmKReEaqADIt/UYGAADINoTFAAAAw0zt2lmvE6NXR6Peh91qUdj1oCu2r2ExP+8jSynnJgAAWYh/oAEAAIaBqvrSSKGfc5Ea+bh6Zrq1llHEg4L7jPWBFW3l04ws1RZ2AQAA4LUIiwEAAIawmlWzxmtcryrSxEfFyLHBtnRQjEHC5vXlaBVpzVQlQGZZzk0AALIQYTEAAMAQFFywzhP5tObobLfK3KCDlBXtU1jcHsgxthjZSAmLAQDIQoTFAAAAQ8TclRXxE3Nkjut+ylM5K+x60Hcqkt+X460I01AgWxEWAwCQhQiLAQAABrkvrZl5TDwa+diJCfmYWz0q7HqQUSOqqoyprPR7daE7tdrAwGJkIyvSEHYNAADgtQiLAQAABqk715af4xnzyXg0Mtymmtjrll0dyx4Ru09Em61Is4p1rbpWXGvTrdunJX2UVWPVHrhgnIq6u9vX3TExtzLCdUe440bs77u9OlopcMsot4yUgZ3XQfPOmTHGtVt7d7TsyGw5QGa4L6KXw64BAAC8FmExAADAIFK19NRY4ejj56jqpz1jhsJUE0HYu1VEtwStFXV9+5Ja2SpWtvnG7hTxd4mYXb607PrnPxt233XVo21hFVtVXxrJa42N8qI6VlTGG9GjXc1Hu7vGu2XC/kXbR3hnJFSOeOY46W1Y7NuXxTC0GNnHCm9kAACQjQiLAQAABoEl9aVjIpJzddGYCZ8IQsqw6+mGYNqELVZkk4rd5PqbrOjz1vobrQ36bS+Yl5u2zpv966YePWpJv9TabZUldUlpD26D5W+d7bf4wbLcqGdOtJ5OFt+erEZfL2JPEatvcJ+/RE+eU1WCsPixXhXMyGJkKfd9gZHFAABkIcJiAACALFa9rvyNqmZexCYuSYeM2TVIdLsVWe9Kesb1n7Fin1XfX2+N2fj3f257IcwRwGG77vyVja75S8dywJylxjt3dNlJovYtVvV0FT3DbT5T2qe5OLz2sLh3rGzLsnMGSHPfO7aHXQMAAHgtwmIAAIAsY4zRJWtnzlQxc12/LEhVQgz8gkDnKRH7D9c+41u7Xn19psUm/3Xjeat3d3pUyCOAs9W9s/2Ua/7RsfxvsC0IkM8ZVfYm9fQcK/ZcFZ0mB1+oUHVCb58v6evzEXPk/YCBZq1uDLsGAADwWoTFAAAAWaLqgbNGjMwfc1l1Xfk1bvUN6Y12QJ465Z7oWRF9yop9yq3/Q0WeSkrzU/NL6hj91886AuTHOpavBG8WVK8pO9UamS6q56vYY3v72CblbxDSYmQhI3ZD2DUAAIDXIiwGAAAIWc2qWeM1Rz5RlD/uarc6ph9HEQfzCD8nYp8Q0Sfcyl/F+n99ttk8U1O2vKXfnhU94vt+8BbB/ikslgQjj6/p5WPNm7FiR+26igZ3TuVnrkKg72wyxchiAACyEGExAABASBbXl50SFe9azdFL3Go8s49utwaBsOv8xVr5q7X+E7tNy5OVJXV7M/s86G8dI497TyUYwXlKZqoBMsImmYYCAICsRFgMAAAwwGrWlpWq8a6LqjcrA9NMuEew/7Kij6vYP6d8fSxlmh67vqRuSwZKxZBg/ymihMXIHtZu6rgIJAAAyDKExQAAAAPg6m+dFZ1y8pj3iZjr1Xinpzf2PChudcuT7sDH3bF/EpXHdjbpXyrLlu/JcLkYQqzVv6nKxWHXAexnVf8Wdg0AAODwCIsBAAD60e0PzRgZ9yIfmzJ53Kfd6nE9ODQp6WBY/iDW/tG39g/Ptpg/15QtY25h9IgV/wkVLnKH7KEihMUAAGQpwmIAAIB+UPvQjAk2Ep2bE4le6VYLjrB7cOG5p6QjGE5Z+4c9jdsfr7zg0X39XymGAYI5ZBXf9zknAQDIUoTFAAAAGXTnuvI3earXixedoyLRw+1jRba4+37rer9z/d+27m744w0X/bJhoGvF8PDU09v/OeXkcU2ikgi7FiDg++bxsGsAAACHR1gMAADQR8YYXfJQ+flq5DpPzfkS/JW1Hri7xYr8KQiHfZHfqdjfzi1Z/lxoxWLYueuqR9tq6yv+6LpvD7sWwGlsiDT9NewiAADA4REWAwAA9FJVfWmkyMbfX11Xfr2onN6xeaMV+4i19rdWze+ea5I/Mc8wwubOyd+qKGExQmdF/lBZUpcMuw4AAHB4hMUAAAA9VFVfmlcoiSuLbOITVuVlt2mtW262fstv5k1b80LY9QGvptb+VlSPvCPQz9qn4AEAANmKsBgAAKCb5iw13jmjyt5UaBJv9q3/++dazNcZNYzBwLboI5oTDOoUEmOEy7ePhF0CAADoHGExAACQTdcVJ3LVHxNVm6tqYkn1Iqp+xFqTjFi/NRWR5tZm07j1hQ0vT7nXbw273rDcO9tPueaxjgUYNObOXP5ibf2sJ0X0jWHXgmEt2ewn68MuAgAAdI6wGACAYWDpHOOVTTjmZI1ETrOik1Vlktt8goidIKJjiuKmQMQc2L/9B4T960Y8d5vIESk+sdg2Lpq0W6xsE5VguoX11sqzKv56SdknNmzY9NRwDpOB7KYPuhvCYoTp9zeet3p32EUAAIDOERYDADAE7Z4/qtBER75djS1R1beXn1h8qtucG9x36N+g9/gv0oMDCt1toWtPdsvU9mlQTfqniuITi1sbF0160m14zIr8RtrkkYLFG/7u+77t62sC0DfW2jXu+8G8sOvA8GXFPhh2DQAAoGuExQAADBF7b5g0RSL2IlW9MJIz8q1uk/faaNiK+inRVFKMn0y3alPt26zvfpP305eq1/TUpu3Tm9p0GuwW11rjuXXT3pqI+G6xXqR9vf25Ym55c7C4tSskKtKwoHhn48KJD7nHWdXWmlxVdMfzzw/whwaAs0ub64skEcyxHQ+7FgxPvm9Xh10DAADoGmExAACD2I7rio+NxcwlovIhjcqprw6Hg0DYtDWLl2wRk2oTk2xtD4R7oFtjj1XF92LiR9ziRV0bT/c7AuQid/9s15sdi0WkcdHEv7k7/k9S/v/l3r7xLz0qBkCvVZbU7a2tn7XGfcFWhF0Lhh8rsmXPw6t+K9PCrgQAAHSFsBgAgEHGGKO7Fkw43xP9ZDxugtDH239fMDrYC8Lhtn3itTaL+smBKcpaMUEgnWx5ZVsQIEfikorkSCqWOCg81je65o0S8f6zcdGkv1uRHyZt23cLb9m0cWCKBYYxKz9zX3+ExRhwKvYXlZV+z96tBAAAA46wGACAQeKxq0108qjiDzcsKL7erb5u/3a1Nh0OR1oaXduUDm6zQhAgtzWnl2jTLleokVQ0R5KxEZJySzCdhfMGFfl8VKNVexdNfEh9vefFpg1LT6rxW4708AB6LqnNv4hI4i7h9wAMMN/Xn4ZdAwAAODJ+SAQAIMvVl5rIW95a/OHXFRV/xq1O2r89mFYi2rwnHRL3dGqJUASjnlv3pZdgjFkqFgTHufuDY1XR6WJk+tG5xYsbF078Rkur/eaoxRteCLtsYCiZX1K3vXZdxS/dlyCTAWDgWNn51DNb13LWAQCQ/QiLAQDIYnsWFZedefaEO1z3jfu3BdNMRJt3i9faFGJlfWXT9adfgxpJxnPdkiepSDyYqOIoUf3PeFwX7l006cea9G/NvX3DE2FXDAwVVuT77uuM2A4Dxqrce9dVj7aFXQcAADgywmIAALLQ7hsnTYp48lVPTfn+bUFIHGvalZ7WYUixvkSaG9JLMK9xMqcgPeLYqkZV5BKJmA82Lpz0s5Tamwtufu6PYZcLDHate/b8JD6yoNZ1c8OuBcODL/LdsGsAAADdQ1gMAEAWWTrHeOUnHD83EjGfl44gJ5huIrZvxyAfSdw9Jtkqsb3bJaY7pC0nX9oSBWLVU1G5OCJ6cePCiUttMvn/8r606amwawUGqxsu+mVDzbqKn6rKpWHXgqHPijx1bcmy34ZdBwAA6B7CYgAAssSuG44tLj9xwg9E9NxgXa2fHkkcadoTdmkDz732aNPu9JzM6dA4Z6RY47kPis7WaOw9jYsmfqepWf9zzJJnXwy7VGBQsql7RD3CYvQ7tXJP2DUAAIDuIywGACALNC6c+P5oNPYN1y0M1iNtTRLb+7Konwy5spBZK9GmPRJtbpC2nIL9I42D1PjKRI68v2HhpP96eueGmjPu8pkLs4+qjDGXXy6x/PzRsVgsHmvxIjEv1RbVqFVrje+75eD9rQTbmtPbEn4k2dSUbK7ftrVp9r1+KpxXgJ649rzVa6vryv8uKm8IuxYMZbZ5X7PeHXYVAACg+wiLAQAIUTDtRNkJE25V1euD9fRo4n070/P34iDp0Hh3e2icGJkOjq1qgVH50utGFV/RuGjSp3JvfrYu7DLDtHv+qELPG3G0Rs3R7oNztDubjhKVIms1X9W6D5gUWpVCtVrgthe4Q0a6JeGWWLBcv6D4kJ8Lc4IbE2tf0Y7lNRLtjScyIhqV8oJicZ+L4B2O5oMX6xZ3eJNrG1y7x31C3aJ7XU17rNgGV9Ne39g96usedW0ypTvEa9mRamzbMebLLzf4vm/74UM2rAUf05q1FV9Wla+FXQuGtB8tKFu2LewiAABA9xEWAwAQkj2LJhaVnVj8IxWZEaybVKvkNGwTTTFItlPB9BRBmN7SIK0jRkkyNiLY+gb3MXyocdGku1Niry+4+bmdYZeZaY9dbaIn5x07SbzIScaTE6yVSapygrvr6P1LJGdkzoEDDgp2VTs2aMfmw4a+GRX8fJnXsRxSzitPrQca7SjMtN+kN0a8oI1LJDcuDQvyku5zu8Nt2L9sD1orslOs3WpVtlixW2zKbE1pautzuza9xEjz7kkmU/8TjXk3S8dfNACZlkxqbdg1AACAniEsBgAgBMH8xNFobIXrpv8EPNLaKPG929MjaHFkmkpKvGGrRKIJac0dJb4XDTZf4YmW711Q/Im8Wzf8POwaeyN4A8FYe6qqnGKtmSIqJ6vYk143qniCHPRzm3Yj8A1GqacX30+H7EF/f/tKPzjfbPp/TbeHW5dOU2a7/84DgXRwVEeremBb+tGCVk26ta7d329vzSvHvlbwusd1LK+8vo4PhO5f84IdPXEfK9u4aNLLrrYtrsIt7sG3uh22qPgvuHaz277ZV920c8vGzcV3+81H/kgOXdedv7Kxtr7i20E37Fow9LhvH7+cf96yP4VdBwAA6BnCYgAABljjwuJTO4LiY4OgKxgpG0yxgJ7z2poksXuztCUK2+czFh2vxvwsGGXc7DfOG33r1qydz+OlG4/JzYtEYkXQwgAAIABJREFUzrLW+ze3+hZVe6YnOklU9+egHQ4NUNsD4KSYVDLdqp9qX2zqlX4QEMsgfOPh4CDZBCGyl14P+nJQv7310vdLsH7oxyhYGeNuxrjuKa/cZQ7cGQxcHnP0gVB5s9u2yX283CIvusfa5IvdaNqSGxsaZOP4uzbtG8CPwIDz/ZY7jYl/SoKh3EAGWfVvDrsGAADQc4TFAAAMoN03TTojYsyDrjsqGEcZ27tdIi2NYZc1uAXzGe/bKV5ro7TkjRHfS8+ze0WOGTG1YeGkS/NvefaRsEsMpEcN+7ZEjE5Tq+fkReJvcpujhwuFgxG/JtUmmmoVEwTCrn9wODxkudcdhN4iKfeae3CY8ToCZi+9+Ol175D1wwTLB4XKcpq8MkZZvOA2GpWCURIEytvcQRvd5o1WZaP6doN7jI3pQLmpbUNezQuDej7WedPWvFC7ruJu95I/HnYtGEKsPDpv6oqVYZcBAAB6jrAYAIABsnvRcadHTPRBURkVjA6NN2xLj4xFZphkqyR2vSituUWSzEmPMj7BGK1vXFh8U/5tz9850BdJqzLGzL+p+GwjUuFWZ3iqp4vR9Gy8h8wp7M4Fk2wRz9UftO0hMVPu9kR7gJ468HHzutjXmohYLwiPI68EyV6kfRTz/v6hgfI4dxtMgXFmeqvRVwLl3FhwQb+97sRa79bWu/Y59eVZd6atd+36Xb7/7HGLN2T9F3nSttwWkfiV7iVFw64FQ4Mv/hfDrgEAAPQOYTEAAANg7w2TpkSirwTFOQ1bxbQN6+lS+4mVWOMO8Vr3SWswythEIqJmccNNxefumDv2I6Nqtu3pz2cPLkR30qjjz/PEvO+6BcUVKnLUq/cxfpt4bS1iks3plmB4YLWPzk66Xkun+7SPSI6kF997pd++HmmfKuMVeZoemSyntYfJHRNeeCJFYuzeRZNeag+S7Xq1st4X+Vew3uL6Y2/f+OJAv4lxOPOnrdlQu67iHte9KuxaMARY+dP80lX3zfPDLgQAAPQGYTEAAP1sx3XFx8bjJpijeDRB8cDw3Mc3Z/eL0pI3VlLRnGB86MXx3Lw3Nlx//EX5dzz/z0w+lzFG99w04VwVuex1o4ovdptGB9v3j00NplXwWpvTo8iDutqDSmSz/XM/B4HyYUcpB3Mrp4PjqDu/EpKKJYI3JjrZU4527dEqek5wUuyPmXNcv2FBcePeRZP+5R7tafH1YXeqrClYvOHvYQTIvm2pMhq/xHVHDPRzY2hxZ++CbHgTBAAA9A5hMQAA/WjH3LEFsdy8ICieEMxRHN+7jaB4gARhX86eLdI2okjaEiODy729zkQjv2lcMGF27q0b1/b18RtvPGacjcT+o+Gm4o+IyskH3xdMJRFp3Sde2z73+e58BCsGgYOC4fSoYhNN99PTVQQjkF91AcJOBGMsN7tlfftiN7gNzxnxn0tJ8rnHf7tlU0ld+7sI/pf68bV0IT13cX1FtesuCqcCDAlWHpw3bdnqsMsAAAC9R1gMAEA/CeasvX7BhO+77qnBemzvy+K1Zv30pUNOcPG7YC7g4OJ3Vs0oMZHVexdOujrvlme/3ZvHa7hxwls1Yj6lkfj7VCS+PysMLkQXXKwwuNBeMH8yBpf2+YqjHaHw/kA42pNAeLvbcX3H/MXPWU0HwkEwvH7Tv57fOOVev9OToiRzL6NPdjbJbUU5cpV7uWPDrgWDkk2m5KawiwAAAH1DWAwAQD+5/qYJVSJ6YdCPNe2SSMvesEsatoI5jINRxi3549LzGBuV/967cOJRebc8d3NPHmfvookLTcQ7cEwwWjx47EjzXi5WOEgEI4J9L3ZIIJxuD52HuDNb3SP8033m/2mtDeYefibp6zOp5r3PdDUf9pTMld+vKsuW7amuL/9PI+brYdeCQek7889b9qewiwAAAH1DWAwAQD9oWDipwlP9bDBpYzAdQXTfrrBLGvaC0b7BPMbNBUelw0JV/eLeRRPHLb514/xK3+/WpZjcvrddt6B4nIrMC9Y12SbxvdtFLNNzZptgRHA6FI4EgfBB4fCRQ+F9YuUpq/ZJt/M/VOw/uxMIDxW71636ZlFJ+RWiclbYtWBQ2bGvSRaEXQQAAOg7wmIAADJs+/xJ4xM5cncQHwZz16bDRGSFYB7jxO4t0pw/Ln3hOxWde/2C4sKlc8x/zL43fUWzLnWEytfuXTjpZVX5Lz8SSz9Wzp6XBqB6dCYYHZyKxCX4fBwIiPWwl6Y72Fa3POmWp8S3/0gZ+5SVtqeqb92ysbtvHgxFle7FL1lX9vGIRH4fRO5h14PBwbeycEHZsm1h1wEAAPqOsBgAgAwyxuiem4q/67rj9l/QTuywzZ2yk/t85DS8JC15YyUZGxFs+XD5iRN06RxzRXcC40DeLc9+oXHRpBzX/UwqmpDW3NESa3y5X8uGpC821x4Gxw5prXY5p3AwGvgJ94l/Qnz9mxjXT7Y8kXv75q2H27myRxOTDE3zp678Y219xddc91Nh14LsZ0V+u7t+xX/L1LArAQAAmUBYDABABu1ZMOFjKnJ+0G+/sBoXOstK1kq8YatIfhAY57oNelnZiRPM0jnm8u4Gxrk3P/vZxkWTjnXdy9ty8tMX0WNe6sx6ZcRwx6hht3Rxsbng8/a0+9Q+Lmoftyn9a8q0PTHqts3P+77PPCE9tFOaFhZJYpbrnhB2LchmtlnaUlcEI9LDrgQAAGQGYTEAABmya+FxE6IavS3oe23NEm0a8tObDnrxhm0i+ZIOjFX0Q+UnTtjnNn+su8dv37Lh42OOKj7FHXxma+4o8ZLNoqlkP1Y8dKXnGO4IhvdPKdHF/MLNYuWJIBQW0T/7Vh7bl2r581G3b2589Y7+Lf1b91BVWVK3t6Z+1n+4r4s6kc4TegxzVj87d/qqv4ddBgAAyBzCYgAAMiSq0a+7pkCtL/FG5ikeLNoDY+2YkkI/2rhw4tbcW577f905tvhuv3n3omPeF5H441bNyGBqi+Aiejgy60UkFckRP5rTHg570c52DdL3YBqJ31vRR5M29ej6nZuePOMuv+3gnfL7veLhZ27J8nU19RW16rph14Ks9Kud9SvuZPoJAACGFsJiAAAyoGHBxIuM0eBPtiXatIvRpYNMMCWFLThKgvmHRfWzjQsnbc295dkvd+fYkTdvfq5hwaRPGyP/E4SebYkCRpUfRvs0EjnuYxxPh8TBSOLDs+ut1d+r+I9a0d837Ew+Nv6uTfsO3uOMAagX7ey2XQt1bOF5rntK2LUgm9jdfjL5YaafAABg6CEsBgCgj56Za+LjRxQvCfom1UpQOEjlNGyV5oKj06NcxWh1w8JJ6/NveXZZd47Nv/XZ7zUumvh+Eb2gLVEokZZ9ov7wfsMgPd9wMGq4Y7F62HC4Taz8yYr8yrW/1pbmX+fe+eJLB++QNzDlohPzZv+6qWbNzPdrNPKoW80Nux5kByt65bzzVq8Puw4AAJB5hMUAAPTRUbnF17jmxKAfb9wRcjXoNWslp+ElaRo5XnwTNUblfxtvLD439/YNT3Tn8Dab/GRUoyVWTX5rblH79BbDSDBSOBiZHQTDwdQSvjnsj5kNVuQ36WBY5Vd7ky2/O9w8w8guwZy0NfWzPqWi3wm7FmQBK1+fO3XZ0rDLAAAA/YOwGACAPti1cPTIqBbcFPQjrfvEtDWHXRL6wvclZ8/WdGBs1RRIxNy/94bjzsr70qYjTkJdeMumjXsXTvqCqtwWXDAvGm0Y8udDer7haEKSsYT4XuxwuzRbkUfEylrX1j32uw2/L6l7Zcg1w1QHj7kly++prZ9VIqKXh10LwmQf26nN88OuAgAA9B/CYgAA+iAq+cEvzaNVrMT27Qy7HGSAptokvnebtOSPC/7UeqJGo9+rMqai0j/y3Jxb9m2oGT+i+KOicmLriKIhd7G7A6OHY4l0a9W8epeU+6D90bVrRO3anS3218ct3tC0/86SAa0WmbZTmj9eKInXq8jZYdeCULyUarHvrpxRN7TfBQMAYJgjLAYAoJf2LJpY5KnOC/peS2M6ZMTQ4LU2SXTfLgkCX6fsupuKF7n2C0c67qQav6Vx0cSFIvrjYO7jVCzXPdbgnmXBehEJRkqnYiPSF6mzoofeL7LFbVkp1q5ItuxZPXLJjl3772Pk8NBSWVLXXLNq1sWSo793q8eFXQ8Gkram/NTF185Y8XzYlQAAgP5FWAwAQC8ZKx8XlYL0qOKmXUc+AINKtGm3+JG4JGMjRI1WNS6Y8OvcWzeuPdJx+bduXNpwU/Ef3LlxZuuIQkkMwrA4uDhdMp6bfu2HmV7Cd6f8H6zIMt/a5XfevvGx7oy6xtAwd+byF6vrZ77HSKTerY4Iux4MDCv+x66dtuKRsOsAAAD9j7AYAIBe2HCFyRl9dPrCduK17BNNJY90CAah+N7t4hceE1yszYjxvrtr4ehTC295eXdXx/i+b/csKv5/npgVvheVVDw3PfI827UHxHkdAXH01XcHU0msci/t59rUtjyv5oUDV++rvHVAy0QWmFey6g+19eVzVLyfW3fmhF0P+pf17X/Onbb8nrDrAAAAA4OwGACAXhh9dPGHVOSooB9t7jI7xGBm/fT8xc0FRwfTLxwf1fxat/XDRzqs4OYNKxsXTXrUdc9qTYyURJaGxcEcxOkRxPG8w40g3mOtLFexP9vX0Lx87Fe27A2jRmSna0pWPFBTP+tKFf1O2LWgP9mvzZ22/L/CrgIAAAwcwmIAAHpB26egEK+tSUyyNexy0I9MW4tEmvZIW2KkW9PL9i4s/mneLRt+caTjrPW/qGp+HoSwqWiOO1ey5JpQquk5iIOQ2Hd1vWoO4uAqjff5vv3pjq0bVxff7aeLZu5hHM7ckuX31K6rOMqdQowvH4qs/cnO+pWf5sqUAAAML4TFAAD0UMOCCWcb450R9KPNDWGXgwEQ27dLUrFEevStqn5tx9yxa0fVbNvT1TGLb3v+/utvKn5aVE5OJgpCD4vT8y/n5KenmbBqDr4reLdjufXle1uaNiwLLtIXbMwPpUoMNtdMXXZb7bpZOe4L43Nh14KM+vmTT2+75K7KzM5HvvjBsty2lDdiQdmybUfeGwAAhIGwGACAHjLqfTRo1U+J17ov7HIwIGx6/uLmkeODkbjHxHJzP+82zuvqiOCib40LJ33ZdWtT0RHpOYE11TYw5e4XjCKO50lbTv4h00y4zWKtPCLi/8Bv8O/N//LzLwfbTxrY6jBEXDN1eVVN/Sx3Wmll2LUgI37+5D+3vv+uqx7N+DcsL6aXRkUur3rgrNLKCx7lH1AAALIQYTEAAD2w6briRFHcvDfoR1uYwnU4CaYbiTQ3SFtOgaiaT+++adL/jLzt2ce6OmZfQ9N3RhQkPm9FCoPANta4Y0Bq9SMxScbz01NNvGoU8Yti7beTIt8puPm59QNSDIaFuSXLP1e7bpZlhPGg9/Od2zbOueuqv2Y8KL76W2dFp0wed4PrnlCYN+5Hc5aa99w7209l+nkAAEDfEBYDANADRXG9yDUFQT9CWDzsBNNRBPP9WuOZiCfVbtM7u9o/uCjc3oWT7laV+cEI39i+nekhvf0lFRuRDrODOZIP4p7RPiS+fuOfuzb84oy7/AEe3ozhIhhhXL2ufJdRc6db1SMegOxi5Ts7temjlbP/muyPh58yedzHXHNC0HffEy88d0zZLa57Y388FwAA6D3CYgAAekQ/GNx6yZaBn1IA4bN+OvBtyRsTrL1j78Lidx3pYne+b78Wieh8KyYdNGf8TYYDU00UiO9FD75nu7X2Huv738y/bePTwYYzMvvMwGvMm7qipmbtrK3GM99151/0yEcgG1ixt15bunKR775h9cfjL6kvHRORRNUhG1Wvr10769Frpi3/SX88JwAA6B3CYgAAuumlG4/JzYvEzw/6Xmtj2OUgJEHY25Yo6LjYnbmlvtQsK6nzOx2JV3Dbc/9qXDTpYdd9ZxDqZiwsVpOeizgIia3xDmy2In+2Yqt3bNn4o+K7/XCvqodhae605T+srSvbLp75iTtRR4ZdD7qivlj/2rlTl9fOzeil7A7l2cQSURn16icXo3cvqav42/zSZU/237MDAICeICwGAKCbck18pmsSQT/Che2GtVjjTmkuOCrovuEtZx9/mWvv7mp/K/53Vcw7/WiOWC8imurDX3kHIXGioD0k7piPWNPPISvd7eKCWzc+FIwOzO/9MwB9dk3pygdr1sx8m0a9+9wZyrUTs5LdbVOpD8wtXbmiP5+lpr7s3arepZ3cnRfx5IdV9aVvrSyp480tAACyAGExAADdpMa+Kz0QKtXat7APg57X1uSW5vTcwGrNgqVzzHdn39v5hZpa/Kaf5JjcWiuSG4wuju7b1fMnVZW2xMhDQmK3zbe+/XHST9428rbnHw82+Tf37jUBmTZ3+qq/V68uf6uJazDNQGnY9eBg9hnblroo+Bz157N8qb7iuLh4/32E3U4rlMStrp3Xn7UAAIDuISwGAKAbjDG6Z0HxzGAEZ6S1KexykAViTbukKXp08P7ByeUnHv9+t+mHne07+tatDXsXTfypil4azFvco7A4CImD6SYSI8Xq/ukmNCViv+cnkzfvn48YyEbzZqzYUVVfOrNQEl9ULmaWFayV+22rvXzejFU7+vN5rv7WWdEpk8f9yHVHH2lfd25cU11fvnJeyYqV/VkTAAA4MsJiAAC6oeH64051TXregWBUKWDamtMXOkxF4mLFLDTG/Kiri0PZlP5YPbk0uAhdsJhuXCAxFc+V1hFF4psDP7JZK/b7vvifL7h5wzMZeilAv6osqQv+FOOm2vryX7qvnHukG+Eh+kXSfYNaeG3pisX9dSG7g02ZPLbaNed2c3c1Yr51+0MzTrnxvNW7+7MuAADQNcJiAAC6I2LOCxq1VkyyJexqkCWiTbsllT8uGBV3asOC40rcpnWd7ftS84YHx+cWN7hufiqWK6ap89HFfiQmrbmj00H0K+wDYu2ivFs2/DVjLwAYQNeUrHig9qEZZ1gv+n1VeUfY9Qwz61Mil1xbsuy3/Xkhu/1q1s36pKp+ooeHHZfjRb/k2o/2R00AAKB7CIsBAOgWnRrcmmRzemwnEPBa94nxkx0jf00QjKzrbN+TavyWvYsmLVeROcn4CIkeLixWkx5JnMzJE5u+bF3ao9ba+Xm3PPerfngJwIC65rzVG6uqzNTCkrJ5KvoFd5onwq5piAv+wfrqTmlaWFlSt3cgnrB6bcWFxmhNrw5WubJmbdmP5k5bWZfhsgAAQDcRFgMA0D1nBzceo4rxKpHmhnTAK6LvfnnBxGNG3/rc5s72VWt/KqpzfC8m1kRE/VculBhc+K41t+igeYnlBd/aRSNv2/i9gfiTcWCgVFb6wdjWJXesmXl/LBq52/XfHnZNQ9R6K/Y/5pYsXzdQT1i9rqLEGAnmKfaOuPPhqRrva1VLTz2tcvZfWzNZGwAA6B7CYgAAjmDPookneKLjgr5pIyzGoaItDdKWKBSrGo0budRtuq2zfVv2Na6M5+YFCXEkFcuRSPNesV5EWoIpJ6IdAyxVk9b3q1vsvs8HF8bzbxmY1wEMtOunr3q6qsqUjCwpv9Ko3CzMZZwRqtpmrf3SzoatX6y84NF9A/W81WvL/82oud91R/TxoV5XNPb4+a69NQNlAQCAHiIsBgDgCDyxbw3+NlbFMrIYr+X76YseJmNBPqIflC7C4lE12/Y0Lpr0qOu+rT0c1vSoZKumYw/7a/Htx/Juee5veQNQOrKHLn0yT0z+OPfT+SjxvJHuXIiLNbH0nTbV7E6SFjEmuPDX9mCxF4wfsBCwP3WMMv7mkvrSn0YkcZv7krhCGEffF3VtNvnJ+SUrnxrIJ62tm3Wa8cwK183PzCPqZ+5cXf6Da2eseD4zjwcAALqLsBgAgCPSN6VvU0kROwBXBsKgE2nZmw6LVeS0xhuLT8m9fcMTne5sZa3b8W0pt38ylrt/617x5TN33L7xK5W+z0k2hOnSDUdLTvRMdw682a2d6jadkF4SRaNetaccmLZaX/sX/brsxSA0fs6dT8+49s9iU49LS/Mf7eyTtvXvK+gf80vqgtfzH0vWlX0tol7whst5Ydc0yDwpvl14zbTl9w30E9fUzTpDPV3luqOOuHP35XlxE4wsviSDjwkAALqBsBgAgCOxeloQ2phUW9iVIEsFI4vV+u0jhCPm392mz3a6s5U6dz4tOugCdr9MJuXDI29/9tlK/uh6yNGlm0ZJjlcm7eHn2yURm5yhhx6TXlTOdO2/pwPlRK7VZS/+w51kv3Tn2RpJta227yo+zJUUs9f8qSv/6Jrp1WsrZhiVW93rOz3smrLcJiu26pFtK79z72w/NdBPfufa8nM8zyxz3cJ+ePgPLFlXtqTjnAAAAAOEsBgAgCNROS1oTIpr7aAT1orXui99kTqnQroIi3e2+Y8UxU1rx2H/b/FtG+5gNPHQovc/e5Rozhz3veP9kvCCi2P29mJfPX5qt7zeNa93vaskEkvqshd/5c60e8XqUnvB+O0DVEefzZu2bLUx5sHqh8outEYXasdFRnHAv3zx79gtLfdUltQ1zw2hgDvXVZznGfNz1+2vWXM0It6XXFvaT48PAAAOg7AYAIAuvLxgXH6OyT026JskYTE6FwnmLW4Pi9+047riY0ct3vDC4fY7bvGGpsZFk/43mUrWjLzt+ccruYDdkKBLl3qSc065610tJicYSTxQAXFXgp/1p7qapopKrS7bvEx8/xvy2LdX28rKrH+Dwvf9YPbiYFqF+2rWlpWqMTeqmpnWDutJjR8XsYt3SvOPKkvqkmEVUbN21gc8o99x3Xi/PpHKtDvXVsy6dtqy5f36PAAA4ADCYgAAuhCx8RP399UP7fdyDAJea1P6IohWVGMxE4SF3+5s39ybn/3IAJaGfpS+MF185JWSOGeeWysOu54uRF197xbjvVvO/OjT+sDmamn2v2NnH9cUdmHdMXfayjrX1N2xZubJ0WjkarXyEfcFVxR2XQOkRcT+JOXbr187bcUjYRdTWz9rgRq9WV6ZVbtfeUY+b4xZ0fHmAQAA6GeExQAAdMHzIgfCYuYsRpesnx59norEgwglmJ+207AYg186JE4UzpNE0bWS2Qt7DYSTRfWrkvAqddmLi8XKV+wF4/eFXVR3XD991dOuua566bmfNWMK32dVLtH2+aCzYSR3htnHrJUfJNv87193/sqtYVdTVV8aKZTElzUYPT+w3hJMRyLto8wBAEA/IywGAKALVuSEYOiUBtcNGt5/+oxuMG3N6bDYnTPnhF0L+odW1UfkLZM/LomiYF7qcWHX00dB/be5E3auLnvxc9L067vt7NkDfpG03pg3+9fBiOj/CZaaVbPGS1w+oKrvdetvlcEdHD/p/qn5P7X2B9dMW/6PsIvZb0l96Zgim/hxMC1EKAWofs4Ycz+jiwEA6H+ExQAAdEFFjglawxQU6AYv2SId48+LX14w8ZjRtz63OdyKkEl63wvT5MzJta57Sti1ZFjwfe6bkjjnar1v86ftRceEPtVBT8ydufxF1ywJlltXVowdkSPlVqXCff+e4bYVhlzeEdhmsfpL1z7gp5IPzDtv9fqwK3q1mvqZb45I4mfuH8SJoRWhcjqjiwEAGBiExQAAdG18cKN2UAy2Q8hMsuVAPy56tmt+Gl41yBT9xYZC8WKLxTNXhF1L/9IzxNNf67IXvyZNO2+ys6fsDbuinlpQtmybdIw4rqoypnDq+aep9d5pVd+hVs4Vbf+eHqJdYuVR94/Kw+L7D+80rb+vnFrXHHJNnapdV/5B1ci3XHdE2LWI0ZuEsBgAgH5HWAwAQBd0f1jsExbjyILzJBiF7hv3I5axpwph8aCnD7w4QyKxu1332LBrGRjpv/L/hCSKZukvnr/Mvuv4X4ZdUW9VVvq+ax7vWIIR4VJbd/5Rvhc53Yi+2X12T22fasie4PoZnlLE7naP+axr17v2CSupP7lvCo9fO23lhsEwlUJVfWlOoSTuVDUDPT9xV86prit/x7zSFYP2nAQAYDAgLAYAoGtjgxvCYnSXBhdCDMJi0TeEXQt6T7/1WFTGj/+CqNwg6feNhp2JEoms0wc2V0nzI18cLHMZH8k1pQ++5JqVHcsBVfWleXkSm+iJHm1sMJezjhHV0VbsCBXNcW3MnQQxa9XtIi2u32xFWtOttS+7fbanrGy3mnpJtHXD/JK67Yd7/rn+QLzKvrmz7vzJRV7iXtd9c9i1vJrxzI2uISwGAKAfERYDANAlOzKdE9lB8Bs+soJJtUkqmgi6hMWDlC7dcLQcM36p654bdi0hM6JaJTnnvkOXbppjZx+3I+yC+ktlSV0w5cYTHcuwVbN21qWeiX3VdfPDrqUTFTVrZr5h7vRVfw+7EAAAhirCYgAAuqQj07c26/9qGFkiCIsDKjLZGKOD4U/O8Qr9xfNvkZzYz133uLBryRoq0yXh/V4feP5d9oLj/xZ2Oci8JfWlYyKSuEuNvjfsWo5ANep9yrWfDLsQAACGKsJiAAA6UV9qImeeXZy+qI8yshjdpH5yfzdn17XHF7l2yI7GHGp02QuzJOL92HVzw64lC50oGvmV+xi9x1Ycuy7sYpA5tfXlF3iSCC5id3TYtXSL1Utvf2jGohvPW7077FIAABiKCIsBAOjElCnjcmT/XKWMLEY3HTy/tRfT4AKJhMWDgD6w+XJR89+u64VdSxYrFDGrdNkLl9iKY5eGXQz6pmM08WL3Ob1sUE3KrZIf87zLXa8m5EoAABiSCIsBAOhEvCAn+soaYTG655CLIaoEYTF/tp/l9P4XPirG3CXD80J2PRUTMT/S+1+81F44/odhF4PeqV1XcVlEg6BYxoRdS28YNZ8wxtQyzQ8AAJlHWAwAQCe8ZGtUIvH2FUYWo5sOCYutjAqvEnSHPvDilWK8b/CGUI94YuTX9A+vAAAgAElEQVT7uuxFayvG/yjsYtB9d9adP9nzol8V1elh19JHk5fUlb/TtfVhFwIAwFBDWAwAQCeaTSyS09FnuCF6QsW6/1R8K4mwa0Hn9P7N7xOjBMW9Y9wp/j29/4UGe+Gxy8IuBl2rWllRUJiQz3hebJ6kR4cPfkbtlUJYDABAxhEWAwDQiXhTW5vktv9OTZSEHglGoqsG/+cceWeEQe/bPF08/YEEoSd6x7rfJYz5sS7bPN1WHPObsMvBa1VVGVM4teyywoTeooPlAnbdZfW9ty1/5zU3zXp4Z9ilAAAwlBAWAwDQiVZpbYnvH4CljC1GT7S/veDOGsLiLKQPvPh68fQnrhs94s44khHuI/pz/cWGt9p3FT8XdjF4Re3aWRcVTi3/vPs+9Kawa+kXKomcEXkfdL2vhl0KAABDCWExAACd2LLl5ebiE/M61giLgaFAf7GhUCKx+123MOxahpBx4sXu0+//5W32Q6c1hl3McFeztqxU1XxBjL5tqP/LpaqXCmExAAAZRVgMAEAnptzrtzYumpR03YhV/lIdPdER0ahtC7cOHEyNUbn/hXtc96SQSxl6VE6VorFfd73Lwi5lODLu3K5eO7PC9Rao8c4Nu54B9NY71sw8+frpq54OuxAAAIYKwmIAALq2zS3jrSEsRk+0h8VWTGvIheBg92+a727fFXYZQ9il+sCLD9sLxv932IUMF1VLT40Vjj5+TvXa8hvd6ilh1xOGWMQLpqKoCrsOAACGCsJiAAC6YEW2ajos9sIuBYNJx8Biay1hcZbQZS+8ScTcEnYdQ57aav355oftu4/5Z9ilDGWLHyybFI2ZKwrHTrhyyF24rsf0EiEsBgAgYwiLAQDo2kvBjVXCYnSTqtiOtFit3RNyNXD0K8/EZWLu99ynhQva9TvNdR/l72pV/TtsZUky7GqGkurV5aM0rhe77y6XRGNeiXDp1XYqJ1fXzzxzXsmqP4RdCgAAQwFhMQAAXVArLwS5nzX8k4nuOWR+ays7w6sEB0zMXZSeUxcD5Ww58+S5rl0cdiFDQXV9+UlGzDdMzLzDrfKGx2GoeO91DWExAAAZwG++AAB0wap9Wt2vob7H7+fonoPD4qSxu0IsBY7et/l14ulNYdcx/Ojn9IEXf2IvGL8x7EoGu99sW/XsuWPKxzIyvnNqNQiLF4ZdBwAAQwFhMQAAXfH1aTHByGKv/Q9+rQ27ImS7g+a39q28HGIlCBj9iruNh13GMJQnKktcOzvsQga7e2f7qeq1FdcblVVh15K1VE6urZt12jWly/8SdikAAAx2hMUAAHQhqamno9Ie/gWji02S65Wha/4rYXHqr7/ftKUkzGKGOb3/hQoxZnrYdQxj79VfPP8O+67jfxl2IYPdvGnL/j97dwIYV1nuf/x5zpmZTNbuQBeaRhaVTS9UuIpaFkGgC4JxuV69Xhe83isiCALNRWOv/mlZirSiF8UF3BCssrQRBEGKywVEUFZBoE2XhK170iQzc877f88kLVtLtpl5Z/l+9Mw5M0lnfknIMr+8ec5tS++afYuonOg6S9Hys6uLKYsBABglymIAAF7Hi9vX/X1ybWPUECfCWBVlMQb10nxr89ysO0NO8OWILlvmS/WRF7vOUfFiscXqeUeYMOTPMkYpE8o5MV+OE57D7c48u7W6DgEAQKnjBw0AAF7HvkvCvu6WGQ+L6GGhn3AdByVgZ1lsdJ3bJBWu+sgP28sDXMeAvE2Wr5tj98tdByl1Xzym7bGlK0/6vv1+9B+usxSpt1yycva0L81q42svAACjQFkMAMBgjN4vKodFK4uBwYR+/49XRmWV4ygVa2BV8QWuc2AH/Yp63gpWF49eGKa+5mnVv9nvSdWusxQhrTJmtt1/x3UQAABKGWUxAACDMCJ/VpH/CGNxTnKHQRk/nt2rMU84jlK5km9/n718k+sY2Gmm3LQ+mh19u+sgpe7Mo3+7funK2d+2h2e7zlKMjChlMQAAo0RZDADAIMLQ3OX7Gj0JlSCeFD/V4zoSipXa/052nuCOstgZ1TNdR8CreBJ9TCiLc2B7j1xUk5TP2G9J9a6zFBv7JfjYBSuPSbbOurPXdRYAAEoVZTEAAINouGj1090tTe32sDGIV1MWY7dCP579pUIkUKUsdkBvXjtT/Ng7XefAq6iepDd3vNHMm8LnxSidf0LbC0tXzv6GPfyK6yxFqKbBVB9p93e4DgIAQKmiLAYAYGiiJ56fjFYWA7vzspMgpjc9u+bRBpdhKpXnn+Y6AnYhGt/j66fs0bmuo5SD3kz6smQsfoY9HOs6S7Hx1EQjTyiLAQAYIcpiAACGwpjfiOonozLQ+DHRIOM6EYrQjpMgGpHHGn8Q8mfQBaYrOmvs5+mHXOfAbv2bXvXAf5vTDk27DlLqzj32ti1L7pr9TVX5sussxUZFo7J4vuscAACUKspiAACGoNdsvyWptX32sCqTqJF4z1bXkVCEwlj/ymI18oDjKJXJyMmiMsZ1DOzWnrLXnsfbfZvrIOWgJ0wtqfETZ9nDOtdZisyhl9924vgzj79lo+sgAACUIspiAACGYMKi57d1t8z4rYjODiiLsSuqO8tio+Y+x2kqk2c+IAMzo1GkPK9ZKItz4vxjbt+wZOVJV6roOa6zFBnPS8jRdv9L10EAAChFlMUAAAyRMXqDqsyORg0YzxcNA9eRUESy/13sKCrTerfbNJVHlz1WJ9XjTnCdA4M6Wa96IM4oitxIS+/ihKn+nP3SU+06SzGxX4tnCWUxAAAjQlkMAMAQBX1bfhlLjrnCPglNZqrqJN6zxXUkFJGXnfzwhYbF7Y+Hl7hMU4Gqxh1rLynMit84mbLnkXZ/l+sg5eCcWXc+u/Su2Vfbw/90naWYqOq7XGcAAKBUURYDADBEYy7buLlrftONqvJhymK82ktlsbk7DEPjNEwl8uR41xEwVPpeoSzOmSBMXe77if+Q6LMAOxx88R3Hj4lOBOg6CAAApYayGACAYQglvNoX78OhH5cwXiVeus91JBQD9bJjKCJG5DbHaSrVca4DYMiij9V81yHKxVnH3P7kkrtmt6nKXNdZiogf9+LRCvZfuw4CAECpoSwGAGAYbntm7W9P3Kex3R42ppMNUpV+wXUkFIEgUb1zXnE6FdziOE7F0eWr9hQvuZ/rHBgqfWs0Y9o0H9DlOknZUHOZvaAsfhlP5Z1CWQwAwLBRFgMAMAzN14VB1/ymb6vKRUGihhPdISsT7x+Va0QeHnfp2rWO41QeTb7ddQQMiy/JsYfb/Z2ug5SLL8z69V1L75r9oKj8k+ssxcJ+nz7CdQYAAEoRZTEAAMMUpsLv+VVeqxGtySQbJL59k+tIcEol+sVB/5Hc7DhMZVJzhAys7EapUMriHAtFlngiV7vOUURmLljgea2tYeg6CAAApYSyGACAYWpY3L6xe37Tj0XlP9LJ+v4T3Rmei1aq7AgKHTivVCa43m2aCmX0YLriUmMOcZ2g7Ly4+XqZNPYyezTedZQi0VD/rhPfZPePuQ4CAEApoSwGAGAEgtBc4vvep416fro6Wl282XUkOJJJ1O44fLz24jUPucxSsdQcxMriUqMHuU5Qbs5s/mPPkpWzr7afCV90naVY+L6JVrBTFgMAMAyUxQAAjEDDRauf7m6Z8VMR/bfoRHfxnq2sLq5E6mVXFkeMkZ87TlOR9CcP1cq4SdNd58AwqeyvCxZ4prWVL5w5FAap7/h+4izhtydZarLjTq52nQMAgFJCWQwAwAiFqeD/eVXxjxrxPFYXV6ZMVe2OERQmk0ld4zpPOYoKRTnsM9Okt7vHNO/7wmteoWFso1CMlaIqmfmpyXa/3nWQcnLWMbc/uXTl7GgW9LGusxQDwwn/AAAYNspiAABGqP7StU92tzT92B5+PFpdHOvdJhoGrmOhgDJVddm9Ebl97CXr2x3HKXm6onOi/SQ6XMSLRhQcaN+zB8nMz7zZHldLMnmU3a98zT/y/MYCx0SuhP4MoSzOudCE3/XUoyyW7G+RDuYkdwAADA9lMQAAo9AXBhdUef4HjHo16Zpxkuh60XUkFEgYq5LAbhE15vuO45QkvWntPhKLzRIjR4rKO+z2RhHvZauEdx4a2dr74K7vxZuS75zIF8PHLg9W9Xo37VMtG4UT3UVqx737hP3s/gnXQQAAKBWUxQAAjML4RWvWdc9vulxUWqKRBLHereJlUq5joQCi1eT9TMcTm9bccKjTNKVBl62rliqZJeq91147SWKx/ftfMOg/fdZ8ZN+tu75TmZDTkCgcj49dPiw5oa1v6cqTfm4/Of7LdZZiEKp5i1AWAwAwZJTFAACMUt/2rouqaus+YUQnp2onSHJLp+tIyDPj+RJU1fQfG/nWoVeGaceRitbACejm2vfUh6Taf69EIyWGb/dFj5EJTCwuUYayOF/C0FzjeZTFEU+9qCy+3nUOAABKBWUxAACjNH7JC1u7WxrPtk9JfxaNJcgk67Pzi1G+0tVjxPQ3lD2SyXzXdZ5io9e0J2VibI79nPiQjJt0kr2pZnTnoDOvN9e2fhR3DJdU6lxHKFdnHn3LfUtXzn7MHh7gOotrxsjBrjMAAFBKKIsBAMiB2gvbr+2aP+NTqnpsqmac+KntnOyuXHney05sZ75fd8k6BlUP0BWd0TSOT8jExEckp/NSdfPuX2YSoyui4Y5WuU5Q1oz8yH5qLHIdwzX71eFNrjMAAFBKKIsBAMgRY4LPqcb+atRLpuomStXW51xHQh6kkmPEfoyjw75UGF7kOo9reu3acVIf+5iofNJub8nTw+y+LFZN5OkxkX987PIoY/p+HtOqhVLpv01RecMXbp1dFc1ydh0FAIBSQFkMAECO1C9a+8S2lqaveCIXZ+LV4ifrJNbb5ToWciiaVRyNGRnww+gEhy7zuKQ3rTtYfO90afD/1V6tzfPDZfJ8/3DB2P8hb7549G/bl9510j2i+nbXWRzzp1cH+9n9I66DAABQCiiLAQDIod883X7ZiftMP1lEj0zVjBc/3Ssa0HOVi3TN2B2rintSqcyF+W5Ii40uWBmTQ/edJ573eYn5RxXsgY14r/PCvkpfOFmyVFKuI5S7UMx1nlR8WSzx0HuzUBYDADAklMUAAORQ83VhsLWl8d990QeNenV9dZMkuaXTdSzkQOjHd84qti4fd+natS7zFJKu6KzJjpmYuf/Z9uqMwicw/u5fphSOJcvwscs3k14mWnWZPXqdX7iUP8PcYgAAhoyyGACAHGu4sP2pbefPON3z9OogViWp2vGS6N7oOhZGKVU7QUz/CtYX+rq7FlXCqmK9sWOCxPXz9s3+nL060WGU+t2/yGxlZXGp0q2uE5S7M4/+7fqlK2f/wR6+23UWpzzZx3UEAABKBWUxAAB5UL9o9TXdLU1H2cN/zyQbsuMo/NR217EwQpmqWgniyeyxMebL45e8UNYll96wfpok9ByJy6cl//OIh2Lcbl9iZANdcYkKww2uI1QCI3KDVnpZbPQNriMAAFAqKIsBAMiTrkzf6XWxqiPsE/U399VNzI6j8IK061gYLvUkmj894N7FF625qnWhy0D5ky2J4955kvBOs1erXOfZSXX87l8mFI6lio9dQWRSwU3xhP8N1zlcUhXKYgAAhoiyGACAPNnz4o7ubefvfYrnxe4x6o3ta9hTqjd3iJjQdTQMQzRGxHh+1DaEGZP6z9YwLLsPoK7onC4qUUn8KSmmkvglU3f7EqPrWVlcooysdx2hEpx93K2rlt41+2H7eXKw6ywOTVmw8phk66w7e10HAQCg2FEWAwCQR/WL1j6xtaXxX3z120Iv5vU27CHJrc9FswxcR8MQBIlqSQ+c1M4Y840xF6570HGknNJl7XtJdeICUYlWEidc53kdjbt9SWjaxactLkl9mdWuI1QMNTfZi0oui3VsOt5k94+7DgIAQLGjLAYAIM8aLmy/tXt+45dEvcVBLCnRSIqqbS+4joXBqCd9tTvP6fb4hmfbL6hzmSeH9Nq146TeP0eq41+Q4phJPJixumzVGNPctOU1L9mUbpeJiWi1t1f4WBiFHvlg03NSfgv1i1NGbrbP/C5wHcMpT2cIZTEAAIOiLAYAoABqF7Zf1tUyo0lFT88kakVrQ0l0M66zmPXVT+ofPyEaBBJ8vPEHYcn/+bKu6KyxuzOkIXauvN5J44pRdfyN9vK+V99sPt7Yq22dq+zhPoUPhVH4uwlD/sSiQM487tb7L//dic/Zwz1dZ3HG93Y/zgYAAOxEWQwAQIEsXrTmC+ecN30vUW1OJ+tFTSDx7Ztdx8IupKvHSCZenT02YlobLmz/s+NIo6LLlvmSPPITorLAXp3iOs/I+AfJLsriAY8IZXGpecR1gEoShqFZuvKk2+1Xg4+6zuLQNNcBAAAoBZTFAAAUSHRitPZPeh+buFdjNNvgqFT12Ozs4njPa/+yHu6E8aSka8b2XzHym8UXtS9svdBtptHQ5Z3HSfWRl9rDQ1xnGaUDd/sSIw+JyskFzILRMuYh1xEq0G/sVsFlsbKyGACAIaAsBgCggKJRBi+cvtfcmobkrfaJ65Gpmv5JABTGxcH4MemNxk9I9oRp68321Meikt91rpHQFWsPFPEvFU9PcJ0lR2bu9iUa3sPI4lKj97hOUHGC9O3iJ6LRH5V6RkhWFgMAMASUxQAAFNikK57t2jx/wuy4NNxmn7Ifni2MVRlJ4Zr9GPTW7yFGoznF0huE4akNS9aX3JkIddlTk6S69muisU/bq77rPLljDtMFK2OmdVbmNS/qMfdItVRyCVZqUvYz7C+uQ1SaM465/bmld83+q/0s+SfXWVxQI6wsBgBgCCiLAQBwYOzCDVu2tsw4wRe9xV49IhpJYdSTRPdG19EqVFQU7ymhn8i2jcaEn2pY1L67+bhFKSpS5dB9T5fq2lZ7dazrPLmntXLo/gfbgwdf/RLTPG2jtnU+ag8PKnwuDJuR++3HrMd1jMpkfms/lyqyLLb2ch0AAIBSQFkMAIAjDReu3rTh/D2OS3q1N9urR6WTDdnCuKrrRdfRKk5f/UQJ4snssRHztdqF7T9zHGlY9OaO98jM/ZfYwwNcZ8krzxwjuyiLB9wmlMUlwtzmOkGlMiIrVeRLrnM4oTJ+wQLPa20tzdFCAAAUCmUxAAAOTVj0/Lb2T3onTtxr+i/sM9k5mao6MV5Mktuet8/qeT5bCKm6CZJJ1A5cM9+tvXD1V5wGGgZdsabJ/jh3qfh6qusshaHH2ovFu3lhVEB+sYBhMFIqlMWO9AWZPyRj8UDKakTNkPn1Rx013u75jSwAAK+DshgAAMeik96tPMY7ZeYR078tqqdFK1x7xkyW5LbnRIPXjmdF7kRFcbqqfuCa+eUtT6/5r2aniYZGr2lPysTE+aLxc+3Vatd5Cse8W694qsqcvm/fa160qvsuaardao8aCp8Lw/Cc9PzpPpFS+EwrP+cee9uWpStn/9UeHuY6iwt+Oj5JKIsBAHhdlMUAABSBWXeGUSv8ma75M57xVBeGflx6xkyRqq4XxE8x2jMfUnUTJV1Vt+PqTe1Pr/lI83Vh4DLTUGjb+pNkYmKpPdzHdZZh2CxGnhc1z9vjF+xbsc3uu+xt2+0+2nrEhJ6oxuzm2duj0dE19vXH2uPx9rZoNWB0Jsg9panmnfb4jlc/QFQga1vHCvs6HynoW4bhusE0Nxf951lZM+Zu+zlVkWWx+hqVxY+7zgEAQDGjLAYAoIjULVy9qLtlxtP2Ke0PjXq1ffV7Srxns8S3b3YdrXyoSl/dJMkkanbccsMTG9s/dOh1YdplrMHois7pIuYbol4xjpx4UYw8afM9Y5PazawSEz4jYbBG0v5zhTuZmS6zF5TFRc0sc52g0oViVnqiZ7nO4YRmy2IAAPA6KIsBACgytReu/kX3uY2Pi+/9yqjsl6oeK0GsKnviOy3+ha/FTT3pbdjDvj93nMxOrn1yY/vHD72yeItiveqBuEyZfJao+Yq9Vjv4v8irqPT9mxjzkM3yqH0PPiKZ3kfM+97wvONc/Xo2tUn1uOhPzCe6joJdWiP3X/U7md3qOkdF88LMPeInXMdwRMe6TgAAQLGjLAYAoAjVXtz+yJYvjj88lhxzjb06L4hXS8/YKdnCmLEUI2P8uPTW7yHRiI/sdZHLFy9qP7s1DIv2TIJ6c8c7ZMrk79jDgyQ7maGgot9MPGrfUfeLmj+L0fuks/Nhc9qhRVusm+YDUrqi4yeieqbrLNgFI1eb1tai/XyrFGccc/tzS++avcp+SWlynaXgDDPNAQAYDGUxAABFasxlGzd7nve+bedO/4L43kVG/EQ0liLWt00S3Zvsk146l6EKEjXSVzdRjHrR1eg9d179hasuab3QdbJd02Wrxkh18kLx9T+lcC1xn33X/FmM3G3fQ7+Xbb1/Mh/Zd+srX2VygaKMQpi5SmKJM8UY10nwSoGk+37gOgT6GTX3qmjFlcXGkzGuMwAAUOwoiwEAKGJhGEaN1+Wb50//XVz9a+2VN6er6iVaaZzo3ih+arvriEVOJVU7TjLJBhmoDrfY9+i/1i9c1eY21+7p8vWnSnXym/ZwSp4fKi1i7rXvmNvFhHfJxuA+8/HG3jw/Zt6ZedMf07bO2+3hca6z4BVuMKfMaHcdAjvovfbiw65TFJqyshgAgEFRFgMAUALGLlzzt3VnNx42NqH/o573xdCLedFIhVhqe7Y01jDjOmLRyY6dqJskYWzHbE7zWBgGp9YvWvuE02C7oTesnyYJ7wrxvJPz+DCP2ffDbyWQO6Rr+12vXTlcLsLLRTzK4mJiZInrCHiZwNwrfsFH27inlMUAAAyGshgAgBIxbXF7NKz4S9vOnb7Mi3k/sM96D8gkaiSIJyXes1XivVuEP73vl64eY7exYnRHGWK+u3Vj5qzJV64ruqXYumCBJ4ed9llJeAvt1VwXGdFK4Tvtfxdtkk61VczKzrl73yLL1z9oj/7JdRRkrTRzJv/BdQi8xGzc8ledNDb6LWNlPR9kZTEAAIOqrB8OAAAoA/UXr7n3qS94h+5V0/glVTnfqFebqhkrmWSdxLdvllhfl+uIzoSxKumrnfDSamIjG+3Ff9YuXH19rdtou6Q3duwvMz9zlT18dw7v9nn7Nt8sgSyXrS/eYT56SHcO77skmDA0urxzgXhyo+ssiIRfdZ0Ar3Rm8x97lq486Qn7VehA11kKSqXGdQQAAIodZTEAACVo3yVhn919ffP8aT+KS2yxqDaHXix7Erd0dYMktm+uqHnGxvMlVTNOgqo6eWlttfml9PZ9rvYbnc85jLZLumBlTGbu/0WJ61ft1eoc3OVqu/3KvvE3SO8f/880Nwf9N+d77HERO3nqzbJ8/X326HDXUSrcHWb21Ltch8Cu6N/sRWWVxaJJ1wkAACh2lMUAAORYd8uMDwR95o6Gxe0b8/1YYxeuW2N3H+iaP+OdqrLQPhF+Z+gnJJpn7AUpSfRsEb+vjBeWqtc/ciJZL8YeD1hnQjmrbtHqZS6j7Y4uX3+IzNz/+/Zw5ijv6u9i5HoJzA3m5Cl/fenm5lHebXnIri6+ae05Eovd7TpLBTOSMee4DoHdCM1fxdOPuI5RYJTFAAAMgrIYAIAcWuB53jnnN37Lr9JY1/ymRRuea1/a+IOwN9+PW7dwdTQP9F3bzmuao758XUXeki2N6yaJVzNOYr3RTOOuqEHLd5TC8DxJJxuy28tK4h4x5pKuIHXxnhd3FF1DrsseS0hy3AXie/PFjPhnsFX2g3idZOS6VxbE2BVz8t6/1xUdvxLVU11nqVBX899p8QpF/+YN/mrlpsp1AAAAih1lMQAAOXTOOdMOsrtJ0bGqXDRxr8bPbWuZ0fqbp9f8uPm6MMj349dftGqF53ltW86dPtfzdL696Z+j8RSpmvHZE77FUt0S690mXiaV7yh5Yfx4tiDOROMmdpy8TjUjJrw6nU5/fewl69uLcjbxTR1vlepxV9vDt8jwz0G43v6ba0WDX8jc6X+OVszmPGA5C+VM8eV4e1TnOkqF2Sg93ee5DoHd80zqbyIJ1zEKjZXFAAAMgrIYAIBc8vyjop2Ksf/LlpnTPdEfnrBP4xe3ndd0fv1Fq36d7whhf5l4c7R1nz/9aJvpTHs826jnp6vqJdq8IJ09EV6sr1s0zOQ70uioSqaq1m71EsResSgsarx/FmTCrzdctPppR+lel171QFwm7zVf4vrlYa4m3mpff5mI+an85aq7TGtr/5LwsExWhheQmTdlrbZ1tNqPxmLXWSqKkfNM874vuI6B3TvjmNufW7py9gZ7OMF1lsIxlMUAAAyCshgAgFzy5OjsLt0nie2bJFU7ToJYMqqND1Zf2rrmN/3OBMH8+ovX3FuIOLWL1vzO7n63pWXKjJhJ/KeofsJenxT68ewJ4aLNz6SyJ8Pz09uLZ8WxepJJ1EgQbfHky0dNRCVUNAv6yl5jvjVh0eoOZxkHoW3r3yKTJ19tP/hvHeJq4pR9vVuzBXFvuNw0T+vJ3jqnNZ8xK0PPn5ZI8sj324/FO1xHqQzmNpk37fv8cqMk/N1uR7oOUTDGficGAACvi7IYAIAcyc4rPq/x3VEz7Kd7xMv0SXLLs9nCM1UzVqIZwqpytMb8e7pbZqwIQlnQsGj1/YXINubCjtV2d94Dn/Uu2G/s9BNV9V9tlrn2tuoglpBoExkrGgbiZ3pt/v5Ng3Qh4mVXD0erhsN4dbYcDm2egZXZO14soZE71cgPt25K/2ryleu2F+O4iYguWBmTw/ZrEfUusG9CfAj/5G8ShldLX89PWYmZH6a5OdDl6z4u6j8ojKPIt02SMp8a7bgUXdHxQTH6DzN38oO5CobXsh+kx7WSymJ92TcWAACwS5TFAADkyNnnNr7RPg0dHx37mb6dt0erdqvtlknWZecGRzOE7TPWOTFP5nS3NN2cCTKtY3SXdysAACAASURBVC5aW5CTQB16ZRi1v9kRFRu/MKmhqqbmJCPeyapyor1tjPF8ySRqs1tETZgdWREV39E+Ko+9IDPy0RX2gYx9+0M/lp0/HPiJ/mLYHpvXPoePyqZ7jZEbMtJ3/UDhLcVaEkf0xjVvlpn7X2MP3zbIq260b93PJMxcY+btXZBfGFQ6M3faU9rWcYb9KP3AdZbyZT+HTXCaOWXqulHdS3QyyOpx37B3N0FXdH7SzJn8s1wlxCupkb9XUn1qpJLeWgAARoayGACAHDFiDtfssiWTLVdfLdbbPyM4mr2brm4YKI1lXtyPzeue3/QrkfCrtQvbHy5U3vFLXthqdz+Ptgc+68X3H7P3O9TXo+1z6WiUxj/bLRGNf4hW/L5qVnD2bYz+xFxNkF2NrCbqde1mzEvzmrMnoNPsCImohDaelx0vsYtS+OVesHfxO3tHd6ZM2DZ+0ZpRlU6FogsWeHLop8+QePxCe7V6N68WvYNut/sfyIvpm8zHG3sLGBGWmT3lh9rW+S57+AnXWcpTuMTMmfrLUd9Ncty/2csp2WOVH+vy9XVm7tTvjvp+8RqBkcf9CqpP7fcqb/DXAgCgslEWAwCQI57qEdE+O7rB7OYvsO3tsd6tEuvbli2NU9VjskWqqJxq7+GU7pamG8NMcFGhZhrvMLDieOXA9tV1ZzdWj0l4/+QZmSme/JO97a12208GFvZmC9+oABabfaQTIKPZw2oet++pv9jtQS9j7q+/dO2j4Sj/fL3QdMWaJpn5mR/aw1m7eZUO+3G/WlLB982pez9TyGzYBSOnZ+dIS/a/a+TOH6Vn87k7Ot6Ryo5xmbn//Jfd5Inn/a8u79hk5k75xegi4tWCIPMP36ugp4SqFVSNAwAwMhX0kwEAAHmm5vCo9fV3sar4NV5WGqeT9XbLlsbRk9hTvJgflcZ3BSZcNPaitbe5KE+nLW6PTq72p4Ety/M8ffHcaVOrPH//0Jhp9m3dwxMzyT753sO+PXV2Hw0+TtiwCY1O1ibSa9/MXvvUfLN9+fNidIN45rkgNKskLU81LG7f+OrHDS8u3NuYC7qi89Oi8cvsYf2rXpQRI7+W0HxfHvzHr03rrBHO7UCumTmTt+sN6+dJwrvPXp3sOk+ZWC3pnlNN8wGjP0PmYft+yl6+4VW3euLpj3VFxwYzZ8qdo34M7NS9uaM9MWl6ICP/tV+poSwGAGAQlMUAAOTAymO82Mx/bjwwOvYyw+hLjJF4z1aJ926TTLY03jme4ihfvaO2nt/4SFdL05INz7b/pPEHodOxBQOl9bqBraLpDWsmSyL+XVGZ86oXrbfb9yQVfm/n3NZ5o1tpidyLPja6Yt3Jon5UPHLCu9HZJCYzx7zvDc+P9o70Jw/VyrhJrbt5cZWo/kJ/tfZtrNDPndbmh1NL7zqpw75v93adpUAC1wEAACh2lMUAAOTAYYdN2dfuktHxsMriHaKVxj1bs1umKjoR3hgJ/Xi0BOog+9KrJu7VeGF3S9N30yb93bEL163JbXoMh65Y/35JxK+0hxP7b7AfpdD8VjT8jnQ8d5M57dC024QYCjNn2p+1reN99gP4a3s14TpPaTLdEsgcM2/vR3Nyd+MmReMnXm+193ipit2gP3noHeajh3Tn5DEhRvUZ+1WsUspivj4DADAIymIAAHJA47GDdxx7weiei8b6urJbkKjOrjQO4tnzpU2y23/HvcT87pamFYGE//uNRWtvaw3DcHTJMVS6bNUYqU4uFfX+beCmDWLkapHgO2bO1H/03zTVVTyMgJk95Q5t6/ywqFxvP5b8XDwcKn0S6qlm3uQ/Df7KQ7i75ev2Fc8/ewiveoiMnfQ9u/+XXDwusqchXWUvdzdzvawYymIAAAbFD8UAAORGtiz2wox9Npqb/tZP9WS30E9IprpeMola+0TXi87kPs8Xb9455zeu6Z4/40eBmmsaLmx/KicPil3StvVHSXXV1faw0X6A/2Jv+bb0BNea5mk9rrNhdMzsyTdoW+cH7eF1dou7zlMi7BcmeZ+ZM/m2XNyZep7K8vXfkYG/zhj8H8iHdUXnHfbxv5eLx694RldVyiTfgXn6AADgdVAWAwCQA8boftE0Ah3lquJd8YKUJLo2SEI39Y+oSNZnR1RY00X1gpjduluaVhoxP5N05ld1l6x7MechKpRe056UCYmviXr/Za8uEwm+ZWZPu891LuRWtjBe0XGq/XyKCuMa13mK3Fb7Be+UnJ5obvn6T9vLY4b1b9Rcris6/2DmTP57znJULLO+gs77xspiAAAGQVkMAEAO2KfZ0cxi8YJM/h7EhBLr3ZrdwniVZKqi1cY10Wrj6KWzNPoz4nj8iu6WpjvC0PzceHJzw4WrN+UvUHnTtvVvkQmJ/7Ef3D9K2kw375uywXUm5I+ZM2WFLl9/rHjectkxjxqv1iEZM9ucPOWvubpDvbFjf4nrZSP4l7X24lq94ql/Nqfv25erPJXIhGGH+r7rGAXBGAoAAAZHWQwAQC7oQFkcFuZ5qJfuk0S0qWbHU0QrjqMC2YhGS45P8Dw9we7TXS0zVqroTalU5qZxl65dW5BwJS77J/E3rT3Yvpf3kL4/nmqamwPXmVAYZu7Ue3T5ureL599krx7gOk9xMQ+I0VPMyVNydoJNveKpKmmqudYe1o3sDuSt9t9/1R7Nz1WmSqTirXedoVDUCKODAAAYBGUxAACjtO3ze0/w6mNjo+N8jKF4XcbsPCGe8XwJssVxrYSxRLY4VtH32Nd6T1VV7JtdLU0P2de/TVV+8+Kza/7Q+IOwt7BhS4MJQ2N3D/Vfa3aaBYVn5k57Sn/21NtlTO2P7NWTXecpCsZca7+6fdrMmbw9p/fbVHulvTx0dHei5+hNa5eZk/f+S04yVaCM39sRk2rXMQrCfnHvcp0BAIBiR1kMAMAohfVmujdwrPkcQzEIDYOdYyqMF5MgUZ0dUxHGk9FM5WhUxiGieoh91XMm7tXY0z2/6W4j5m779PkPG55bex/lMdDPfGTfrep5p8jydWfZz6xFUrknvtsuYXiWmTv1u7m+Y23r/ILd/XsO7iomfuyHuuyxmab5AE5eNgLnHH3Xhst/d4L9+q9DO8FgCVMxlMUAAAyCshgAgFHyTHzKjnMDeWFxTCzQMCOx3m3ZTdTLFsdBPNqSEnrZb//VNvN7VfS90dPniXs19na3NN0nxtxjX/aXQOX+sYvWrAr7V9kCFWdghflletPalRKLXWOPD3SdqcAeFJP5mJm796O5vmNt6zzF7hbn7g7lYEmOjUZRLMjZfVaQ6Ov80pWzn5fopKllTymLAQAYBGUxAACjpGqmRm2FGpM9CV3RsZn8vu7slr3qx3cWx9FmNLsuOlpR9m77xrw7uhKd6mjb+Y0buuY3PWAPHxYNHzWheSzQ7sfHLtywxdWbAhRaNN5Ar3jqMGmqvcB+mp8vpux/fu6zb/XXpePZi8xph+Z8ro6uWDdL1P+Z9H+ZyeEd63y9seNa874pT+b0fiuGedG+EyugLGZlMQAAgyn3H3YBAMg7NTI1Wlmsxt0IiuGI5irHoq13a/Z6f3mclCBWJaHdjB+L5h1HL5qgKsfZvd28aIGyvWww3S1N6+xtT9vtGWNklUr4TBiEqwLfrH9mU0fnoVcW6Cx/QIGY0/fts7sv64q1PxeNXWGPj3IcKT+MudV+ITvDzJ76D5EpOb97vWntuyQWWyH9v5zKtSqJyzft/r15uO/yZ3TDjr+QKWsq3a4jAABQ7CiLAQAYLdU9srsiGUExXDvLY9k2cIMnQSyRLY6jE+WFfjxbKA8UyNHF3gPbUZq9yRMvZjd79MbxjVGZvMGIdNgXdRgxT9RduPpMN28ZkFtmTnYkw9G6ouOD9vP+6/Z4P9eZcsS+XWa+mTNleb4eQG9ef7TE/Oj+a/P1GPZRjtcV699v5kz9Zf4eo1xlVxa7DpF39vsYfxkDAMAgKIsBABglY2R8VJpqWIQjKEYiGluR7s1ur7jZj/eXx148u/o4mn2cXYXs+TuK5Eh0MNFeTLT7Q9ToG+2eshhlxcyZcr0uWPkrOWz/f7f/xbfYm5pcZxqhJ0TCC6Xn/35qmpvz9tuuqMAV3/uJ5GdF8asezLtMf/LQreajh7CCdBiMyIvlXxVL9IZudB0BAIBiR1kMAMBoqRmf7UiLcV5xDkUrkP1oe+1LxPi+GK+/OA7tFsRrsqMt+gc5A+XHtM6K5s58T5ct+6FUH/kBe/xFu73NcayhMfIn+/VqsTzwvRtNa6v9wtWct4fSts7TRb3LJdczindvuoydGBX4/12gxysL9jvYBtcZCsFIWBFvJwAAo0FZDADAKKnR8f0zi8u7LN49IxpkslukvxHS/rLYKGUxytrAityfR5vevHameP5nRfWD9nq942ivtslu14mEV5o5U/+WvWVua94eTJc9lpDqsVfYo9Py9iC7fXA9S29Y/7/mlKnrCv7YpcrI1gqYQmH/82dlMQAAg6EsBgBg9MZEF2UzhiIndMeOshgVw8zb+367+7QuW/d5SXpzB0rj48VdcbzZfgbeKlFJvLr7loET9eWdtq2bKslx19vDdxTi8XahWuLeArv/lKPHLznGk22V0RV7rCwGAGAQlMUAAIyWSk3/AWXxTjtaB0NZjMpjmqf12F1Ull6vVz0Ql8l7vct+TrzHfmIcaW87XPI3uzd63HvtZ93vxQS/lQee/tPAuIyC0eWdJ4vnf9++vRMK+bivDSIf17Z13zCzpz3iNEeJUKPbKmFlcUxSlMUAAAyCshgAgNHLlsWM590FVhajwpnTDk3b3Z0Dm+gVT1XJ9KqDxY8dYq8eaD9D9rWfJ/va12y0L60d4t1utdtq+2+eEaNP2/0jEshfJb35MdN8QGrna82dluO3Zvd02WN1Uj3uEvHkswV70Nfn2/8vtPu5roOUgsDINr/8y2Lz2NObN8oxrmMAAFDcKIsBABi96uwlZfGu8E4BXmZgFMT9A9sr6LJ11eLrBImHY+yP6VViwkT2BaH2isn0iadbZE3fht2Pk5iSx+S7pys6j5fqcd+xhzOcBNi9Obp83bvN3Gl3uw5S7NSE20Q81zHyy8iLV57257TrGAAAFDvKYgAARmHZhzz/xH0as4UOi2h3qfzXqgE5MjC+Yt3AVvT0xmf2kFj1xdHIB9dZdsvzv2YvZ7mOUexCz2wv86o4+m7U6ToCAAClgLIYAIBReMO4ly3FYmXxS3a8L4zE3QYBkGvZOcxT9vq8xKu/IgMn+Cxi79a2jmPN7Cl3uA5SzLwgTEnMdx0jr+x3pQ7XGQAAKAWUxQAAjEJDVbn/3e4oKWUxUC7U81RuXDdXpuy1yF57s+s8w/BVu1EWvw6jZjejTcqHGlYWAwAwFJTFAACMQjw6f/xQT0lVQXaM5LCXlMVAGdAVHcfI8vVft4dvd51l+PSdumLdLDNn2krXSYqV58dTg79WaTNqWFkMAMAQUBYDADAK/ri9mcm7KwNjKJQxFEBJ05s73iOetojq0a6zjIp6LfaSsnh3eqVPkq5D5BkriwEAGBLKYgAARuH57rWZcVWNrmMUL5WE6wgAhkeXLfMl+Y7328/fc8XXw1znyQ09Xm9ae5g5ee+/uE5SjHri6VRNmX+5NkbXuM4AAEApoCwGAGAUDr0yTHe3NIX20DPKIuOdXjrZHyuLgVKTOOKfRPVqe1TtOkpO+f7Z9vIjrmMUo2QmZqS8z28ngRescp0BAIBSQFkMAMDoRbMek9EyWvTbMbPYSizwPK81DEOXeQAMnZm39/26ouODonqDlNPzBdUP6IrO882cyawwrUBdklrtOgMAAKWgfH74AwDAnegs8klhZfFLXlpZrKefOzE6BeA2h2kADJOZM2WFtnV8xn4K/8B1lhyKnvt83m5fch0EBfdi66w7u1yHAACgFFAWAwAwSkakR0XGMIbiJWpeWkgcGo+yGChBZvaUH+qKjn1FtcV1lpxR+ZT+5KGvmo8e0u06CgrICCMoAAAYIspiAABGSUW22t1eop7rKMXjpZXFUuVX1TlMAmA05k27QG5ev5/9QvcB11FyZJyMnfBRu/+O6yAoJLPadQIAAEoFZTEAAKO3JbowlMU7vXJlsal1GAXAKJgwNLrssU9K9bg326sHuc6TE+qdLpTFrxBW9XlemZ3P8OWMytOuMwAAUCooiwEAGCVjzFaNRlBQFr/kZSuLY6HPymKghJnmA7q0bf2pIt6f7dUxrvPkwEG6vPNIM3fyH10HKRZBOp6IxV2nyKsnXAcAAKBUUBYDADBKKsrK4ldRednKYi+kLAZKnJk99R+6vOM08fR611lywpPP2EvK4gGe0SrXGfIpFP276wwAAJQKymIAAEbvhejCeJTFO4UvlcV+NCMUQMkzc6f8Qts6rhLR01xnyYEP6LVrzzT/svcm10GKQTzmJVxnyKdU9zZWFgMAMESUxQAAjJaa56O1tEZ910mKSjS3OLvaWmW86ywAcsTomfZylv283t91lFGqlgb/Q3Z/pesgRcFIGa8sNs+fd9Ld/FIAAIAhoiwGAGC0jD4nGq0spix+uR1lsTEeZTFQJsycydt1+fqPi3q/l5J/LqEfF8rirNAPEl6pfzh3ixEUAAAMR7n+RAAAQOHsXFkcraLVV5zcrZJpNIoimszBymKgrJi5U+/Rto5L7Cf3fNdZRumf9eaON5p5UxhRYGK10S89y5ERQ1kMAMAwUBYDADBKxkinDjzJjlYXa5BxG6hYmCC7s+8aymKg3LyY/h+ZmDjVHr3RdZRR8fWj9vLLrmO4pmLqpEzbYhV92HUGAABKCWUxAACjlJHMmrjEs8fGi1EWD4jGUPQzlMVAmTEfb+zV5es+I55/l5R2y/gv6nlfMWFY0X8SYlTrS/mD+HrCIPyb6wwAAJQSymIAAEbpt890rD9xn8aoIY6FXiw7eQEDYyj6jyY5DQIgL8zcaXdrW+fV9vATrrOMwj5y85qZdv9n10Fc8kKpL9NvXiZlgodchwAAoJRQFgMAMErN14VBd0vTenvYGK0sRj8Nd66w3stlDgB5lO45X+LVp9ijsa6jjJj6H5YKL4uNmnot6QXiu9V+7rG3bXEdAgCAUsIzWgAAcmONRGWxz7fWHXRgZrG1l+d5Glb4n3kD5ci87w3P64rOVlFZ4jrLyJn3q+edU9GjKFQaXEfIB/sBZQQFAADDxDNaAABywchT9sn2u0LK4p003FkWJzefPz1adbjJYRwA+fKXJ78tM/f/T3v0JtdRRkYb5Yb2Q+3BX1wnccbI+HJcWKyUxQAADBvPaAEAyAEj5snoT3hDL+46StF4WVksXlonC2UxUJZM66yMLu88Xzy50XWWEYvFolEaFVsWq+oE1xnywUjwoOsMAACUGspiAAByQc0T0Rom4/l259lnqOHg/6bMvbws1nh2bvFj7tIAyCczd/JN2tbxe/vZ/i7XWUboZLtd4DqEO2aClOHS4lTa3Oc6AwAApYayGACAHFCjT+54nh2NovAyKbeBikBUFmu05jp6xxiZ4joPgDwLwwvE81e6jjFCB+kNqxvNKTPaXQdxQye6TpAH6770nt90uA4BAECpoSwGACAHOreveWpybWPGHsZCP0FZPCAqjI0XE6PS6DoLgPwyc6fdrW2dt9vD41xnGZFY4iR7+b+uYzhShmMoWFUMAMBIUBYDAJAD+y4J+7pbZjwpogeEsYRIn+tExUHDjIgXEzWGshioBGH4FfG80iyLVWdL5ZbFe7gOkHNGKYsBABgBymIAAHLEGH1IVQ4IfU5yt4MGQfanDaNKWQxUADN36j3a1nmHPTzWdZZhU3OULnssYZoPqKg/Dbn4juPHJGPxGtc5ci0IQ8piAABGgLIYAICcMQ+L6IejMRTo50UriyV72iTKYqBSGHOhqJZeWSxaK8mGt9uDUp27PCKxmDfZdYY8CDJdXfe7DgEAQCmiLAYAIEdMqA+pb/een92ieb2VTgfKYmu653kahqFxmQdA/pk5U+7Uts5oVefhrrMMnx+V3BVVFvuhTBHPdYocM/LQl+b9fpvrGAAAlCLKYgAAciSl5oFktIbWiuYW+6kex4nc02BnWVz93Jf22NPun3UYB0DhfMNu17oOMQJRWfwV1yEKSv2yW1lsVO52nQEAgFJFWQwAQI5MWLS6o7ulab09nBrGqiiLJRpDkd55XC3J/YSyGKgM9z+5TGbuf7E92tt1lGFRmakrOmvMnMnbXUcpFDVmiqi6jpFboaEsBgBghCiLAQDIrehPr08JYlXCae76VxarGPs/FfF0f3vT711nApB/pnVWRld0fst+6i9ynWWYEhKGR9j971wHKRhPp7uOkGOmp0/5XgMAwAhRFgMAkENGzJ9V9JRoZTH6RYWx8eOiavZznQVAAfV2/0CqaxfYo9L6gujrO6WSymKRGa4D5Njj55/Q9oLrEAAAlCrKYgAAckhDvS86UZBRr78gDdKD/6My59n3QehH66yzK4sBVAjTvO8L2taxzH7u/6vrLMP0TtcBCspIo5TRFAojzCsGAGA0KIsBAMihrrDvnjqvKmqI40G8SmKUxaI75xYbymKg0hi9UlRKrCzWt6nnqQlD4zpJgcxwHSCX7AdtpesMAACUMspiAAByaM+LO7q75zc9KCqHB7Gk/Ubb5TqSc16QGTjSfZZ9yPObrwsDp4EAFM68qX+Um9c/ab8mltIvi8bJr9ZFY3OedB0k3xbdedyEGj9R7zpHDoWh9PzWdQgAAEoZZTEAADlmxNytooeH8aTrKEXBC1I7DpPvbZq6r90/4TAOgAKKVufqis4f2sOFrrMMS1zfJhVQFid9r8l1hhx78Iuz7nzRdQgAAEoZZTEAADlmjPxeVc4JvZgYzxet8IW0XualURwqsYOFshioLGHmR+LHvm6PfNdRhsyYmfbyp65j5JuG/n7RnP1yYb//3uY6AwAApY6yGACAHDNp8wep0qgh9oN4tcT6KnwUhQnFCzMSleeqJiqLl7mOBKBwzLy9O7St8y57eKzrLEOnb3GdoBC0tMaDDE4NZTEAAKNEWQwAQI41LG7f2D2/6S/ZucWUxVlekM6WxaJ6sOssAJz4mZRSWaxyiOsIBaFaTmVx1+YX1v7JdQgAAEodZTEAAPkRnWDn8IC5xVleJiUSr44GOh/kOgsABzKpX0ks8W17VOU6yhBN0LZ1U83saetdB8mzMiqLzcrW5odTg78eAAB4PZTFAADkgwa3i/gt0cziMJboL0srmO44yZ3KPi+cvlfdpCueZbk1UEHMyY2bta3Tfl2UOa6zDFko0V9CUBaXCiO/dh0BAIByQFkMAEAetD+97k+N+zR228PaaBRFpZfF/ktvv1ddn3yr3f/BYRwATphfiWjplMWe/0Z7eavrGPlyycrZ06pEGlznyBETpMxy1yEAACgHlMUAAOTBAdeFqe6Wpjvs4bwgUS3xni2uIzmlQVrUhGLUs3uZKZTFQOVJy80Sl4yUznOQ8ll1uwtxCQ8S8VzHyBHz4FnH37LWdQoAAMpBqfygBgBAyTEiy1VkXhirElH7hNyEriM55QUpCWJJMZ4c5joLgMIz75uyQds6o18UHeU6yxC90XWAfFLxymeGvJGbXUcAAKBcUBYDAJAnvb3SVp2U0Ih6mUS1xPq6XUdyKhrFEZXFKjrTdRYArpgVInqU6xRDVNYri+3H4qCoMi4HmUApiwEAyBHKYgAA8mTiZas6u+c33W+fix8eJGooizN9Ow7333D+HvUTFj2/zWUeAA4EskJ8udR1jCGaqsseS5jmA8py6LxK9gR+5WDNOcfd8tcvVvYf7wAAkDOUxQAA5NHAKIrDo5PcidojY1xHcublJ7lLSjJaXfw7h3EAOGDmTXlC2zqfsYdvcJ1lCDzx6qfZ/TOug+TagpXHxMaZ6jeXycLim8MwrNxvrgAA5BhlMQAA+WTkl/bJ+NeiE7tFhbGf2u46kTP9J7kLxKgfbUcKZTFQqW6z22ddhxiSmNcoZVgW10niTfZ7U7XrHDkRBr9wHQEAgHJCWQwAQB7VLVr1eHfLjEdF9MBMoraiy+KIn+6TTKImWsz2DtdZADgShreL55VGWexpo+sI+RA3/qFlsqq4Y9Pdt/1BjnYdAwCA8kFZDABA/i2z24FBglEU2bnFiZpoWObbF3ie1xqGTJkEKk2YuVO8RGCPfNdRBmXMFNcR8kLNYeVxcjuzrLWV7yMAAOQSZTEAAPlm5Bf2OXkroyiiucW9Ow7HnnPe3gfa/cMO4wBwwJzcuFnbOv4mooe6zjIoT/d0HSE/SuB9PwTGBNe7zgAAQLmhLAYAIM9qF65+dOcoiqrKHkXhZVKiYuz/okuNRlFQFgMVSVfaixIoLMuvLF6wwPPGHXXiW13nGDVj1p51zO1/+gLrigEAyCnKYgAACsAY+YmqLAzi0QgGz95Qoc9u7TsiKoyDWJW9okfZi+84TgTAhVBWiidnuY4xBGVXFo+Z9d43S3SOu9K3LAzDyp3rBABAnlAWAwBQAOl08NNEIvb/jKqXqaqRWG+X60jO+Ome/rJY5WjP85Qn+0AFUvmjREN6in9w7kTXAXJNVd/uOkMuhBr8zHUGAADKEWUxAAAFMO7StWu75jetVJWjM1V1FV4W94pUZxuiPbedk51b/IjrTAAKy8yZ/KK2dT5lD/dznWUQY1wHyDWVciiLzaNnzvrN/a5TAABQjiiLAQAoEGPCH6t6R4expBg/JhpkXEdywsv0iRojRtVe8Y4RymKgUt0jlMUu/LPrAKNlv4X8yHUGAADKFWUxAAAFkpKeZUmpXWpE6jJV9RLfvsl1JDeyc4v7JIgnRTw51t6y1HUkAC6Ye0X0Y65TDKJely3zTXNz4DpILlz063ePq66tf5PrHKMUpDLBT1yHAACgXFEWAwBQIBMWPb+tu2XGz0X00+mqusoti2VgbnFUFovMWnmMF5t1zIRCHQAAIABJREFUZ1iZy6yBShaav4hX7COLRSX+tnq73+w6SC5U1dYeIdGv6Uqa+e2X3vObDtcpAAAoV5TFAAAUUJgJv+fF/E8bz5cgUSN+arvrSE5EZbHIuOhwzGFH7P0Ou7/bbSIABddn/ibVEv2iqLifk6Ql6TpCrqjx3l30pxQchAnlGtcZAAAoZ8X9gxkAAGWm/uI193a1ND1kn6sfkknWVWxZ7GVSomEgUWmu4p0olMVAxTHN03p0Refj9ovAwa6zvC7fVLmOkCuqMst1htExW8yGLTe6TgEAQDmjLAYAoMDUyPdEZWkQr67oE91Fq4szVXViVKKyeL7rPABcMH+zXxWLuyzWRFmUxQtWvK1mXP0eM13nGA0j+pMzm//Y4zoHAADljLIYAIACS8vWH8Wl4f/ZJ7316WS9JLorc3ZxbKAsjlZZbzy7cer4xe3rXWcCUGj6iOsEg9KwLMriMfUTo5E/Cdc5RiMjwZWuMwAAUO4oiwEAKLCxCzds6Zrf9CNV+Vymql4S2zeLGOM6VsH5qR5RMdFKMU0kvBPsTd93nQlAgWn4cPGfb83zXSfIhTKYV/zHs2fdWvy/XAAAoMRRFgMA4EImfYXG458z6mVX18Z6t7lOVHgmFC/TJ0EsKarmZKEsBipPKv2oFPuUB89+sSoDqnKM6wyjY1hVDABAAVAWAwDgQN0l6/7eNb/pdvvk/bhoFEVFlsUi2RP8RWWxiB73wul71U264tku15kAFNBD16yVmZ+JzvRZ4zrKboWl/6cfC26d3TCuWo5wnWMUNmyS3mWuQwAAUAkoiwEAcMSEslR9OS70ExIkqrNjGSpNLLVdUjXjo8NkTUMyOtHdLxxHAlBAprU11LbOf9jDt7jOslt+6a8sHpMMjxbxSvm539Wts+7sdR0CAIBKUMo/MAAAUNLGXNLetu38xsft4ZvTyTEVWRZrkBEvSElUmBvRU4SyGKg8Rp4ULeKyOFP6ZbGqd5zrDKMQhhIyggIAgAKhLAYAwJEwDE1XS+OlKt73g3hSwlhCvEzKdayCy64urk5E512a/dQXvKp9l4R9rjMBKCA1T0kxn3lNTcn/Js++d0u2LDYiy8+cdctTrnMAAFApKIsBAHDo2e61P51c2/h1ezg5XT1Gqra94DpSwUVzi6V6bHTYsGeyMSo0VjiOBKCQQrNavCIui02w3XWE0Viy8qQZKrq/6xwjZYx8w3UGAAAqCWUxAAAORatou+bPWKqqC4NEjRg/lh3NUEmi1dRekJbQj4v68mGhLAYqjLfKdYLX5aVLe2WxkdnFvHD79ZkHzjzq1ytdpwAAoJJQFgMA4FjQt/XKWHLMeUZ0bLp6rCS6XnQdqeBiqW5J2bddRU7u/Oy0mslXrivplXwAhsELV9sL1yl2L/Ww/Xr0RtcpRkxFZ7vOMAqsKgYAoMAoiwEAcGzMZRs3d8+fsVRUv5KpqpV4z+aKW10c6+svi626hvGxuXZ/neNIAAqlx6yTatchdsd0m+bmwHWKkVp8+wm18YR3dFHPhN699ZteWHu96xAAAFQaymIAAIpAkDJL/Co904g2RLOLE10bXEcqKA3S4mdSEsQS0bVoFAVlMVAhTPO0Hm3r3GgPx7vO8lq60XWC0fDj+h77NiRd5xgJE5pvtTY/XHlnfQUAwDHKYgAAikDD4vaN3S1N37SH/52pqpP49i2iYWWtLvZTXRLEsl3RiVvPbhwfvU9cZwJQIEbWixZhWWykpH9zp+rNcZ1hhLb29nRd6ToEAACViLIYAIAiEW7LfMOrj51hROvTNZU3uzgaRZGuGSf27a/yE96/2Ju+5ToTgAJR02EvDnYd4zW0dMviBQs8b+xRJ5ZkWWzEfPu8k+7e5DoHAACViLIYAIAiUf/NtRu6W2ZcLqJf7p9dvCU7nqFSaBiIl+6VIJ4dXvrvQlkMVA4jLxTpWN2SLYvHHXXCO+xuL9c5RmC7/d53uesQAABUKspiAACKSNpsWxzXhv8yohNSNWOlatsLriMVVLyvq78sVpnZPb/x4NqF7Q+7zgSgAFSL9Iud6XSdYMSMnFqkBfwgzPfOOOb251ynAACgUlEWAwBQRMYu3LBl2/ymRZ7KJUGiVsLYFvEylXN+Hz+1XdSEYtSLtk/Ym77oOhOAAjDyfJEWm+tdBxgJz/P0G7878dTifJe+rlTQZy51HQIAgEpGWQwAQJHZkgq/Na7KO9OITE3VjJPk1gpaYGVM/+ziZH3UG/3rYx/yzj/gurBy2nKgUplwo6jnOsVrhbrOdYSRuPTO4w+1X0MbXecYLvt970dnHX/LWtc5AACoZJTFAAAUmWmL23u6Wmb8j4p+JxrJECSqxU/1uI5VMLG+bdmy2NqjcZ+932/31zqOBCDfVDe7jrBrQUmuLPbFf7/rDMNmJJ02ssh1DAAAKh1lMQAARejWp9d8/4R9Gj+vIgelasZLdaok+4oRicZu+Jk+CWJV0bXPCmUxUP5Ut7iOsEsaltwq12gExeW/O/FDrnOMwNXnHN32tOsQAABUOspiAACKUPN1YbC1pfFLvni3hH5cMsl6ifVucx2rYKK3NaiLymJ5d/f8GQfWLlz9qOtMAPIoDLeIV3RjKFLSe98akemucwzL5Xcef7jdvcF1juExvUHKfM11CgAAQFkMAEDRariw/dbu+U2/EZX3pmrGZmf5igldxyqIWKpbUmb8wInuJFpd/HnXmQDkkWe6XEfYhWdMc3PgOsRwGfX/pdRObGdEv3PW8b8uuVXcAACUI8piAACKWRCeI3H/OCO+FxXGie6NrhMVRvZEd12STjaIin5sw/l7tExY9HzlLK0GKk2f2S5VrkO8xj9cBxiuBQs8b9xRJ37AdY5h6sqkggtdhwAAAP0oiwEAKGK1F7c/0t3SdKU9/K9oFEW8d5tokHYdqyDivVuz4zeM6Jik1nzS3rTEdSYAeRKG211H2IWSK4sb3vXeWXY3xXWOYVp69nG3Pu86BAAA6EdZDABAkQv6wi/7Vd4HjejEvtoJktz6rOtIBaFBRvxUj2QSNfaKnLHsQ94V0Sxn17kA5EPY4zrBLvzddYDh8j3vY64zDIuRTT3bt13qOgYAAHgJZTEAAEWuYXH7xq6WpvkqclUQT0pQVSt+NL+4AmRXF0dlsegbTmhqPNke/Mp1JgB5kEwW359MBOFDriMMx+LbT6iNx/1m1zmGw4hZdN5Jd29ynQMAALyEshgAgBKweFH7D845r/E0UTm8r2a81KS2Z+f6ljsv3StekJLQT4h65iyhLAbKU++mjFSPc53i5ULZuuERkamucwxZLOadar9H1LvOMQyrN2vvUtchAADAK1EWAwBQAlrDMNza0ni6L969xvM1VTOuYk52F+/ZKn11E+2RvnPbudOPqL94zb2uMwHIsUd/kZGZn3Gd4uWeNh89pKT+hEM9/bjrDMNi5PzWo+7sdR0DAAC8EmUxAAAlouHC9j93tcz4loqeHp34LdbXLV6mz3WsvIveznTNWAm9mHgxf7696X2uMwHILdPaGmpbZ/TnEuo6y4CSGkGx9I7jp0ssfrTrHENmzP+decyt158Rug4CAABejbIYAIASkuru/u+q2rr3GdFpfXUTpHpzh+tIBWAk1rtVUjXjoxbp5O75Mw6sXbj6UdepAORcsRTFkb+4DjAsfvzf7aXnOsYQGRPK2WEYlv8sJQAAShBlMQAAJWT8khe2ds1vPF3VuzGa45uuHiPxni2uY+VdvHdb9m016ttNzrM3/ZvrTAByRxcs8IpqDEUQ3uM6wlB9aJnnHznpxE+5zjEM13/hmF//n+sQAABg1yiLAQAoMXUL22/qbpnxSxF9f7p6rMRS20WDtOtY+WWMxHu2SapmrKh4H9lyblPrmItXrXIdC0COHHhgMa0qDiS15c+lcnK7d0w84QS7m+46x9CY3nQqnO86BQAA2D3KYgAASlBvKGckPTnGqI6LTv6W3NLpOlLexXu3Svr/s3cngHFVZf/Hn3PurNnTlXTJAlgFX1HZRaULUrpSwCCoKIqy+Cq0pUCTINQibxegdMGlCK+CvC7VAgp0YeviggsIf0BREWzTlVK6ZJkkk5m553/uNEVEStNmMneSfD96c+8sueeZMJlMfjl9TrRIjNJOwDFe2JBD0xABdMlrHwpIld9FvOnPpvrYZr+L6CyletBroZF5M85czR/6AADIYYTFAAD0QP3nbdzWVFM1VWv5YSoQ7hvtKIybbkfRbh+raP3FxrrKeUVzNv7T77IAZEA/Cftdwlv0mBYUi9Z+YqjW4Ql+19FJr+5RbfP9LgIAALw7wmIAAHqownkb7ovVVZ1nD89J5JWI094iupe3o/AC8USkUIzogCPqBnvVF/2uCUAGhHIoLDbyK79L6Cytwl6v4h7xO13KlatmjV7T5ncdAADg3fWINxYAAOAAWtuukGjkY0bUgHjBQIk2bPO7ou6Vnl3cKO3REntBfa5pZvmcwvmb/uF3WQC6yInmSlhsJJFY63cRnXHFXScFjx0x6HK/6+gUIw9OH71ipd9lAACAgyMsBgCgB8tfuH1HrLbyq6LUMjcQkva8Ugm17PG7rG4VbG2URGRf72LlOLPsVRf5XROALnJUvt8l7GP+Zs4t7xFN4N83YtAn7W6I33V0QkxSiWl+FwEAADqHsBgAgB4uf+7GnzXXVZ2tRD6bjBZJINEqOtGL/6WvN7u4tSEdjNvH/JmGmcNvK56/+f/5XRaArkgV5savJmqN3xV0lha50u8aOsO45n+mnvHYJr/rAAAAnZML78gAAEAXJU3jV4Oq6KNGVGW8YIBE925Lh6q9ldeKIj27OD25OOAtmHSW3zUB6AJHF/hdQprr9oiw+PZ1404IKOc0v+vohD/v3bV5gd9FAACAziMsBgCgFyiZu6uhubbyc0rr9a4OaC8wDje97ndZ3ccYCbXulXh+f2928dhYTeWZ+fM2Pu53WQAOU0oVieN3EdIuTa1P+F1EZzhK94RZxSkxqS/Pqn6x3e9CAABA5xEWAwDQSxTM3fibWG3lzaLUjclQnjiRQgm0NfldVrfxHps3u9h1giJazZ+t9ZOzXLf3TqcGejMlpX6XYP3afOboRr+LOJjFj04oUxF1od91HIyxpU4dtfoPftcBAAAODWExAAC9yDN/2PTNE0+t+IQ9PK09r5/oZNxuvXdSl7eYX1vhIO/ww1fXlH/e7u/xtyIAh0VJP79LENd9xO8SOiWsvFnFYb/LOIhX9za9foPfRQAAgENHWAwAQC8yco2b3Fs77NNBFXzWKNU/XjBQog3b0m0beiOnvUWcZJukAhHRoubsqhl0f/95r/fe6dRAb2Vfr/wuwb5Q5nxYPHv9mIJSiV7hdx0HYYybumzWpKdb/C4EAAAcOsJiAAB6mZK5WzY1zaz6vOPICq9Fw77+xTv9LqvbhGK7pa24TIyosojOu95eVeN3TQAOmd9h8d/M5GGv+FzDQRWb8JdypGXHgRm5e+ro1T1ioUAAAPCfCIsBAOiFCudvWBmrq5wvomYmQ/niRNp6bf9ir81GIN4siXChvaSmNc6svKto/sZX/a4LwKEwR3i9KHy03M/BO2P2+jGBUhWd5ncdB7GlLZW41u8iAADA4SMsBgCgl3rm95u+fuKpFafZw4+35/cTnWoXnYj7XVa38HoXe6G4UTrsOOp2e9UUv2sCcCjUEf6On1rm7/gHV2KiF4iSSr/reBdGUqlLrjvjsQa/CwEAAIePsBgAgF7K61+8q6bywohWz3gtGtoKBqX7Fys35Xdpmee6EmzdK96iftbZTTWVZxfO2/iQ32UB6CxT5uPM4r+YicP+7NfgnTF7ttalo8bV+jz7+iDMd68as/pxv6sAAABdQ1gMAEAv1n/exm1NtVXVWql1RjvBeOEgiTS8Jt4EsN4m2NooyXCBuE5ItFZLdlw35MnBt2yL+V0XgHen7DesPLzVv5nFxvzMt7E7qeT0cefYr9T7/a7jwMwriXb3Or+rAAAAXUdYDABAL1c4d8NTzXWVVylR300FwtJe0E9Czbv8LqtbhO3j2rfYnVQUOKEb7VUz/a4JwEH8bMNg+zHs2/hJ+alvY3eC1lotWjvuer/reBdJMe5FM85czR/nAADoBQiLAQDoAwrmbFwaq606UZR8yVsILr0oXC9c8E4n4xKIN+1b7E7rq2O1Ff+XP7f+Rb/rAvAuQoEKH0f/nTlnyMs+jn9QC58YO05EHe93HQdiXHPT1NGr/+B3HQAAIDMIiwEA6CO2t9R/tSy/wvtnzKd6C96pVFKcRKvfZWVcKOYtdpcnRpyAKH3X8gv0R6uX9cZGzUAvoVS5j6P/wMexO0VpfYPfNbyL3zy1a/WcqX5XAQAAMoawGACAPuLoxW48Nr3sHIlG/mhElccLB0q0YbuoVMLv0jLLuBKK7ZZ4wUDv0injjxzu5Ri3+1wVgAPRUunPwCYmDS3L/Bm7cxaunTjB0eojftfxjozsSZr4Rcuq+WMcAAC9CWExAAB9SP7C7Tti15VPloDzG6N0YVvRYIk2bBNxXb9Ly6hAPCapcIEkg1FvWt43G2dW/rJo/sZX/a4LwDt6jz/DqvvNZ45u9Gfsg9vXq3j8TX7XcSBGyWVXj3qi3u86AABAZhEWAwDQx+TfsumFpplVn9EB9UtXB3Rb4SCJNOwQb5pYbxJqfkNSJUPFKJ2ntbpLa32G67q960ECvYFRR4vyY9zU930YtdMWrh07xe5O8LuOd2bunDpy5XK/qwAAAJlHWAwAQB9UOH/DI7HaimtF6QWpQETihQMk3LTT77IySrkpCbXskXh+f1FKRjfVVHzVXv0tv+sC8DZKjvZh1L/I2eW/ytV/VTF7ttalo8bP9ruOA3jB3dkw3e8iAABA9yAsBgCgj8qfW397rK7qKHv438lQvqj8VLrXb28SaGtKL3aX8tpRiMxvumb4Y4W3bX7Z77oA7KOWv1Qg0dJh2R/ZfMvk8L80KB05/ny7O87vOt5BYyrVfv706t/2vtVRAQBAGmExAAB92KpX668af1RFmT08NxEpEuUmJdiasy08D0u4+Q1p3d+OIhT44fox+mMj19gHCsB/kaJjRLLehGKv7HnjPpEhWR62c66466TgsSMG3pz9L8vBuca9dPqYx/mDGwAAvRhhMQAAfVj1Mje1ZUbFZ0vD6nER9dFEXr90+wZvgbjeIt2OIrZb4gUDvIunnHBqRa3df9PnsgB4jD7Wh0z0B+ai43L2Re7YEYMutzs/WnMchFkybdSqn/ldBQAA6F6ExQAA9HHDFtS3Nl05fIouDPzGiLyvvWCAKOOK0957/pVxIN4sqVBeuiWFUurGppryxwvnbfq933UBfZ5Sx2Z5RFfc1HeyPGan3frQxwvDxYU35NqsYmPk13/9x85rZKTflQAAgO5GWAwAAKTwjs279l47dFwwGPqNETUsXjBIIk07RCfa/C4tY7x2FG7JEHF1IKCV8+O9tf0/XDJ3V4PfdQF9mjIfzHIw+oCZPOyVbA54KMLFRdfY3SC/6/g3RrZL3Fyw9NKnE36XAgAAuh9hMQAASCu5dWt987XDzlTB4K+MUgPbCgdJpPE10cl2v0vLDOOmA+O2osFiH19VQIrutNde6HdZQN+mPpTV4ZLJeVkd7xDc+sRZQ8LBwNV+1/E27UaS508969HtfhcCAACyg7AYAAC8qeDWLX9rmFk1LuDIGqN0sResRhteE5XqHRPKvJnS3gJ+7dFiby7jBc11FY8VzKn/vt91AX2RemjzEHECg7M2oJEnzJThf8raeIcoHHT+x+4K/K7j37jytamjH/2t32UAAIDsISwGAAD/pnj+hmebaysnKaUeNcrJay06QqKNvScwDrbskVQwIqlAWJToO2K1FU/nz61/0e+6gD5H6Q9ndzyTs7OKF60/60Qtgc/7Xce/M9+5avTKu/yuAgAAZBdhMQAA+A8Fczf+prG24jxHOw8Z7YR6W2AcbtoprSVDxCidJ0ov3z114En9Fu9s9LsuoE9R+uQsjva0mTjkySyO12laa7Vo7fiF3qHftfyLWffSyzunsaAdAAB9D2ExAAB4R0Vz6x9tqq2s1krfb7QT9FpSRNKBcdLv0rpMuUkJN++UeOFgMSIjwvn539dan++6rvG7NqDPUOaUrC1uZ9xZ2Rno0N2+5qzz7e5jftfxFq+2pBLVLGgHAEDfRFgMAAAOqHDuxoebayvOV9pZ7upAoK3oiF4TGDvtrRJsbUj3LxZRn2yqKZ9mDxb6XRfQFyitlTy89aSsDGbkKTNp6KqsjHWIZj9yUl5J4aBb/K7jX0xDMqXOrhnz+C6/KwEAAP4gLAYAAO+qYG79L5vrKj6llPOz3hYYp/sXB8LpHsYi+tZYXdXz+XM2rPG7LqDX+8WWEfZjv6yMpdzrszLOYSgpHFinRCr8rqND0hVz4dVjVr7kdyEAAMA/hMUAAOCgCubUP9hcV3WhErXM1QGntais1/QwjjS/Lq3FQ8R7XPbisobrqk4uvmXDBr/rAno1rT6epZGeNBOHrsvSWIdk4ZozRzhO6Bq/69jPFffKaSNXrfa7DgAA4C/CYgAA0CkFczbc31xXcb4SZ5nXw7i12JthvEN0st3v0rrGdSXc9Lq0FZWJUWqAE5Bf7LhuyGmDb9kW87s0oNdScnp2BjI3ZGecQ6ed0B12F/a7jg7zp41ctdTvIgAAgP8IiwEAQKd5M4wb6yrOdkQ/YJQT3deSwguM436X1iVe4B2KvSHxgoHeclvHFQRC987W+lOzXNf1uzagl8rGzOLlZuKQ32VhnEO2ZO2E85VWY/2uw2PE/HT66NW1V/FqBwAAhLAYAAAcoqI59atjdeUTRJyHjNKFbUWDJdL0uuhEm9+ldUkgHhM3EJZEpEi8Be+uqam42R7U+V0X0NuoX9ZXSiBU2c3DxCWenNnNYxyW2asnFpVG1e1+15FmZO0/29QXXNc1fpcCAAByA2ExAAA4ZPlzNq1rum74WToQWGmULvEC43DzG+LEe3bnhlBstxgnKMlg1LtY21RX+XLhnI33+FwW0Ls4oU9kYZQl5rzh/8zCOIesJCpz7G6Y33VYL7SlEucuHvdYz/6nIQAAIKMIiwEAwGEpvGXz7xrqho1xJLhKRA2OFwyQkNISaGvyu7Qu8foXu8Vl4joh0aK/F6sr3+iF437XBfQaSro5LDY7pTX+P907xuFZuHb8aY7WX/G7DiNSb9z4hOvOeKLB71oAAEBuISwGAACHrXjOlucaZ1Z+1HHUaiPq6Hh+fzE6IMGWPX6XdviMSfdhbi0eIt5CfiLOA83XVn2s4NYNL/ldGtDTqdmztZx46RgvMe42rswy1VU5F4LOXv6BUOnA8jvtofa1ECM7lTFnTR39xFZf6wAAADmJsBgAAHRJ0fyNr8aml31MIpGVouT49mixF7JKqPkNv0s7bMpNSaRph3gL+BmlS1VQVu2eUXFavwX1hCtAV5z4pRPtd9jA7hvAPCvxp74nUt19Qxymkv7DvR7K/+VzGY1JSY2/evTqv/tcBwAAyFGExQAAoMvyF27fsatm0Kiw5D2olDojES4QVzsSadopYly/yzssOtku4eadEi8cJEZUeSisVzVc3e/04tt37/W7NqDHMs7EbpxUbF9s3K+Y6upUt41wmBatG/9+rfX1/lZh2ozIlKtHrf6Tv3UAAIBcRlgMAAAyov+815temaonHpFf8b9K5LOpYFRai4+QSOProtyk3+UdFqe9VULNu8Trx2wf0wcCkeIH6y/R4yu+77b5XRvQIymZ0G3nNnKnmTTsj912/sM0e/2YQKmK3mMPw74VYSThGvWpaaNXrPOtBgAA0CMQFgMAgIw5erEb11p/rmlm+atKqRu9ReJai8vSLR28mbo9USDenG6r0Z5X6l0cNeCIimXrx+hPjlzTQxNwwCfqwU1lEgqe0E2n3yGp9rpuOneXlJjoTFFyoo8lpIySz0wbteJhH2sAAAA9BGExAADIKNd1jd3NaqqtfFUrfbe3SJzX+zfc/IY47S1+l3dYgq0N6cA4ESnyLp59wqkV98zW+vOz7IP1uzagxwgFpkh3rWznuteYKRU51yJm0ZNjP6ADwRt8LMF7Rf7StFErlvtYAwAA6EEIiwEAQLconLvxh80zK+qV1g8Ypft5vX+DrXsl2JJzeU6nhGK7vcXuJBku8NKuz14zs6LRXv3fftcF9BzqvG45rTGrZcrwH0mO/e3mirtOCh47YuA94l/7CWPEXD5t1Mp7fRofAAD0QITFAACg2xTMr1/fdM3wj+hQ4CEj8t72aIl4rSm8heO8GKOn8WZHixcYh/K8+ZFfaa6raimYs+Eav+sCcp1avqWfRJ1R3XDqBkmYS82+f9GQU44dMfBG+8iP92l4Y19jvzJ11Mq7fRofAAD0UITFAACgWxXetvnlvbX9Twmqoh/bixO8oNX1+hj30IXvwk2viykaLN4CfkpkRqyuMpk/Z2ON33UBOS2iz7Yfgxk/r5EZ5tyhWzJ+3i5avO6sjyoVqPVpeGNdOXXUyjt9Gh8AAPRghMUAAKDblczd1bD8An32+CPL54hS16UXvivxFr7bKTrR5nd5hyzS9Lq0FXqBccReUjNjtVWp/Lkbrve7LiBnKfl05k9qHpWzh30/19pPzF49sag0ErjPHjo+DO/NKP7a1FErv+PD2AAAoBcgLAYAAFlRvcxN2d3MWE3VC+LI3UacSFvR4HQPY28BuR7FGIk07fhXYKykLlZb6ebP3ejnQlZATlIPbxgsOjImw6dtFKMuy8X2E6VRs9g+6iofhna9HsW0ngAAAF1BWAwAALIqf96GHzXWVf7NEXW/EVXRnlcqbiC8rx+wya0Zgu9qf2DstaQIeIGx+npzbWWkYO7Ga/0uDcgpKvIpyfTvHa65ykwesimj58yAJWsnnC9afcGHoVNGzJenjlx5jw9jAwCAXoSwGACwu9tCAAAgAElEQVQAZF3RnI1/arpy+Am6MPB/9uK4dB/jkiHpfsA62e53eZ3nBcaN/5phrJS6prmuMlg0b9N0NwdnPAK+UPK5jJ7PyE/N5CH3ZvScGbDg8XFVwZDzvawPbCThKvn8tJErf5r1sQEAQK9DWAwAAHxReMfmXbO1njhjZsXXlZJvuDqg2orKJNSyWwJtTX6X13lvtqQY1LHonZraNLMiYh/bf89yc6yZKpBlasWW/xJxTsrcGU29pBJfydz5MmP28g+ESgaWe2FtSXZHNm2izPnTRq56JLvjAgCA3oqwGAAA+KYjTL2psbbiD47S/2eUGhDP758OXXtUW4p0YPz6m4GxKLl8xsyK4pcu0Bcfu8ztQVOlgUxzvpjBk6XEqIvMlIq9GTxnRpQMLJ+rRE7O8rDNKaPOmT5q5ZNZHhcAAPRihMUAAMB3RXPrH91bO+yEoAr8WER99M22FM07RSfifpfXOR0tKeKFg8SrXym5sOLIiuLtVwyrLlu6pcXv8oBsU8tfCkm09KKMndDI/5hJZb/J2PkyZNHaiZO1lulZHnaX67oTpo9e9ccsjwsAAHo5wmIAAJATSuZu2bR+jB514inlN4jWX3d1QLcVHSHBlgYJtubcRMID8vouq4IBkggXeDOMxxf1CzzWWFc5uWjOxj1+1wZkVaTkHPtxUIbO9iv508vflEllGTpdZixeP6FSa/UD8b7bs8WYzSaZOmvaJx79a9bGBAAAfQZhMQAAyBkj17hJu5sVqylfJ9q5z4ga2p5XIqlQJN2WQqWSfpfYKaF0C42UJCLF4s2UdsT8em/tsAleIO53bUD2qCsydKLXpD1xoZk1MqdeAGavHxMplehye9g/a4Ma+Wuq3Zw1feyjm7M2JgAA6FMIiwEAQM7Jn7dpbfO1wz6kgoEfiKhJqUBEWouHSCi2WwLxZr/L65RQbI8o15VEXqkYUe8PqsDvGmYOn1g8f/P/87s2oLupR7a/T5SMysCpkmJSF5pzy7dn4FwZVWqi37GP8YQsDvnbFrd9Ss3Yx3dlcUwAANDHEBYDAICcVHDrlje01mc31pRfrkTdZpTOjxcMkFQoT8KxN0Tc3F/8LtjaIMpNSrut24gaEnAC62M1ldX58zY+7ndtQPcy/y1e5+6un6fOTBq2vuvnyaxF6yZeppVkcvG+g/mFu3PvZ2qqf9uaxTEBAEAfRFgMAAByluu6xu6WNs0sf1I7zg/t8ane4nGpwFAJx3aJ057768YF4jHRbkraCgeJUbpItF7VXFf5tYI5G5f6XRvQHdQv60skEMpAkGoelMnDbsu1PwwtWjv+ZK31kuyNaL7z252rr1pWbV9IAAAAuhlhMQAAyHmF8zf9Y/0Y/fETTqmoUUrdaLQT9MJXL4j1QmMxuRUmvZ1OtEmkYbvEiwaLqwOOEvXd5rqq965+tf6a6mUEQOhlAsFL7ceCLp7lb9Ia/6LZ9wejnHHrE2cNCQcDD9rDcBaGc40x104dtfL2q7IwGAAAgIewGAAA9Agdi9/d3FA3bIUjwR8qkf9KhvMlFYxIuGW3OPGY3yW+K51K7AuMCwdJKhAWW/+08UeVv2f31IGf6bd4Z6Pf9QGZoO56NihDyq7s4mn2iLhnm+qqhowUlSHegnYlwagXFA/JwnAtxjWfmzp65QNZGAsAAOBNhMUAAKBHKZ6z5blXpuoTy/LK60Tp2vQs44KBEgjlSyi2S1QOT9T1aos0viZe7+WkrddeMzGcn/+7ppnl53izp/2uD+iyIYM/bT8O78IZkiLmfDNxaM59P5RK5C67O7m7xzEirxnXnTJt9Ko/dvdYAAAAb0dYDAAAepyjF7txu5sVu678fgno74uoE9K9jIMRCbXslkBbs98lHpgxEm7aKTovKYlosbfw3bHacf7QWFfxmaI59av9Lg84XGr2bC0nXjaza2cx08zEIU9mpqLMWbJ2wrWi1UXdPpCR59x2d8r0sas2d/tYAAAA74CwGAAA9Fj5t2x6Yf0YfeoJp5Rfo5SaZZSOxPMHSDJcKKHmXaJT7X6XeEDBlj3p+uL5/b2F70od5axorq28vmj+pvlujvVpBTrl+C+fYz8ee9ifb+S7ZtKQb2euoMxYsnbC2aLV3CwMdX8ikbp4xtjVud1TBwAA9GqExQAAoEfr6GU8r/naYb9QweCd9vh0rydwW0mZBFobJdS6Nz2bNxd5fZYjqUS6j7GrA1opNbeppuLUhqv7faH49t17/a4P6CyltZKHt9Qd9gmMPCHbt08VKctgVV23aP1ZJ2od+LE9dLpxGGNfom6ePmbVLP5QBAAA/EZYDAAAeoWCW7f8TWs9qqGm/GIt6hYjaqDX5iEV9noZ7xanvcXvEt+RTrZLdO82aSscKKlg1LtqSiBS/PTe2vLqkrmbnve7PqBTHto6xX484TA/+3lpa6s2lx6fyGRJXXX72k9UODr8sD3M78Zhmo1rLvYWspvqduMoAAAAnURYDAAAeo2OWXn3NM6oeMgJe/9sXF3q6oBqKxwkTqJVwrHdolI5lUftY1yJNO6QRF6JJKIl3gJXRweV87vm2qorC+Zu+F+/ywPeTUev4tmH+embRFITTXVVQ0aL6qJbnhxbHAmEVtjDI7pxmH+6ycQ508547MVuHAMAAOCQEBYDAIBep2hB/W67u7yptupepeS7SuQ4b9Zua8kQCbQ1SahlbzqgzTVBW5dOxiVeMNDrYxy1td/dXFd1RtyNXd5/3utNftcHvKMTLq22H487jM/cI6nEeHN2+dZMl9QVs5d/IFQ6sPx+e/j+7hvFPOrGzWemjX1sd/eNAQAAcOgIiwEAQK9VOHfDU+vH6BNOPLXiCjEy2yjVLxEpkmQoP93L2AuOc43T3irRhm3pwNjrvaxEPh1R+Sc21A27oHjOluf8rg94K3XXs0EpK/vmYXxqmySTU8yU8pcyXlQXzJ6tdcmocffawzO6aQhj//8/v925+hvLqt1UN40BAABw2AiLAQBAr9axAN63mq4c/hNdGLhJRF1utOPE8/tLIlwo4ZbdohNtfpf5b1QqKZGG7dKe30+SkSIxSt4TkNAfmmqr6m6fX3+7twqW3zUCaWVHXCpKRhziZ6VE3M+ZKcN/3S01dUHJyHGLlKgLu+n0e+137uenjV758FXdNAAAAEBXERYDAIA+ofCOzbvs7qux2oqlRtRCpdQZbiAkrUVHpPsZe4vg6RzrZ5xemM/WFi8YIEY5Qa3k1hkzK8buqqn8Qv95G7f5XR/6NvXQ3wvFKZp1iJ9m7P8uN5OGLu+WorpgybqJdfZ14cruObt5tt1Vn7pm9IpXu+f8AAAAmUFYDAAA+pT8ufXeYlKfaK6pOEdpPc8ev9frZ9zm9TOOxyTYskdUDv3r8HRbir3b0oGxV6dScmZEqRea66ouL5iz4X6/60Mfpgtr7MdBh/hZ082kspxbtHHx+glfVkrd3B3nNiJL90rb9Fmj1+TWP2EAAAB4B4TFAACgTyqYV/+LZ6/QK97bb/ilRvSNImpwIlyQ7mccbGuUYGtDziyC54XXkcYdkogW2a1UjFL9lcjy5tqqH7vt7pUdC/oBWaMe2HykhANXH9pnmRvMxCGLu6eiw7do/cQLtail9lBl9MRGmlwll00bueKnGT0vAABANyIsBgAAfdbxS12v78R3dtUMui+i8q4RpWYYpfLbo8WSiBSmA2MvOBZj/C41LdjaKE57m8QLB4jrhLxZxp9xwmpU08yqSwvnb1jpd33oQ8LOAvsxcgifcauZOKRbZu52xeL1487R4txnD53Mntk8m3ITn54+5vGXM3teAACA7kVYDAAA+rz+815vsrtZb1xdtTQaMd8QpS8xogPteaXp2bxeSJsrobFOtafbUiQ6ajOihmhHVsTqqu5Jxd0ZzDJGd1OPbB8rSp1zCJ/yHZk8dKbk2LqMS9ZNOEspx5v1m8nfibxXiYV7d26unVX9YnsGzwsAAJAVhMUAAAAdBty+YbvdXd44s/IWx5EbRemLjDg6HRpHiiTU2iCBeFNOhMZeb2WnvSXdy9h1gt5VX9BhPb65puprBfM25NziYegd1PItUYk63z6ET7lTJg/9mnFd/79p3mLRuokjtVIP2MNwxk5qZKcR88Wpo1auyNg5AQAAsoywGAAA4G2K5m981e4ubq6pmidKvqGUnG+0o+L5/cRrURFs89pT+B8a62Rcog3bJBEtSc8y9voui5afx+oq729z5ar+8zZu87VA9D5R53r78ehO3vs7uRsUixfo5mXspEZWtavWS64Zuea1jJ0TAADAB4TFAAAAB1Awb8Nf7e6CvbXlc4LKuUmJnG20I+15/SThhcbp9hRN/i6EZ0zHLONYxyzjkL1SfTKi5cxYXdX1q16t/271MjflX4HoLdQjm98vKnBt5+5tlsjkYdNyLShevH7CKK3UI/YwPyMnNNJqP9RMG7P6DjfHHisAAMDhICwGAAA4iJK5m563uykNM6uOD2i5XpSca5Sj9vU0Lk4Hxt5sYz97supkRy9jb3E+uxmlvanGd4w/suJztu6vFM/f8KxvxaHHU8uXOxL96N32MNSJuy+UycNm5FxQvHbcGKWdhyVTM4qNPOeK+7lpo1b95arcascMAABw2AiLAQAAOqkjcP1kc03VMUqbGhH9WaO047Wm8HoaB+LN6YXwVCrhW41Br6+yN8s4v7+kglERJScHAurpWF3V99ym5NcL79i8y7fi0HNFT7vafjz1oPczcpuZVHZtri1ml+GgOGkf6LyX/rHzpqWXPu3fNzsAAEA3ICwGAAA4RB3tKS5unFl5k+PIdSLqC0apUCJSKMlIgTjtrenQWCfafKlPpZISadwhqXC+xPP6idGOtldfoQsD5zfXVl6/+p+b7qY1BTpL/WLTMRIM3tSJu842k8q+0d31HKrF6yZMVMr5uT2MZuB0L9tvnIunj1z5exmZgbMBAADkGMJiAACAw9SxEN7lu2dU3BQOqatEqcuMqJJkKE+8zUnG06GxE4/5Up83bl57i3jtMpKRQrG19VdKLR1/VMXlsbryq/PnbFrnS2HoMdTs9QE5ccQ99jDyLndz7ZNrmplUdkeWyuq0RevGf0orfZ90rn3Gu/GmSi/Z0/T69bMmPd2SgdIAAAByEmExAABAF/VbUL/V7mbuqhl0c0RFLxWlr7KXK1KBsKQKBorOK5VAW1O6TYXK9oReYyQU253uq7yvNUU68/uwiLM2Vlv1QMo113WE3sB/OnHEN+zHk9/lHkkx7iVm0tD7slRRpy1aO/6LWuu77KHTpRMZ+Ycoc8lVI1f+JjOVAQAA5C7CYgAAgAzpP+/1Jru7ff0YveTEU8rPE6WusZdPcnUgPbs3kVeSnu3rBbc6Gc9qbV4f5Ujja5IK5Ul7fj/xahIl5zmOmtRcV7lUYombCxZv3ZnVopDT1MNbThft1LzLXdpEzKfMpKEPZ62oTlq0bvxUrfVC8Z7lh8/7y84i9429N0yr/m1rhkoDAADIaYTFAAAAGTZyjZu0u595W1Nt1WlK5KtKSbURFUqGC8TbvBYV6dnG7bH07N9scdpbJNreKolokd2KxSgdUqKukvzQF2N1lbe3uS0LOkJv9GHqJ5tLpSjgzRY+0KzcRhF3ipk4dF0WyzoorbVatHb8zVrpui6e6gVJmi9fdcbKpzNSGAAAQA9BWAwAANCNCudueMrunto584gZUR29TCm5zF4euq9FRVjaTb90ewpv08n2LFVlJNjaIMF4k7RHS/b3My4UUbPCOv+KWF3VzfWv1n/v2GVutgpCDlFaK3l46732sPwAd9kmrkwyk4c+l826DuaKu04KLlw7zms7cfHhn8W0iVHffOkfr9+69NKnExkrDgAAoIcgLAYAAMiCgfNfe83ubnr2Cj33vaXl54pSX7WXTzdKSyJSlN7Ss407guOszDZ23X39jFsbpT2vRFLhfHulGmw/3FFxVPn0WG3VrNvm1/94luu63V8McsZDW6+zHycf4NY/i5GJZnLZpmyWdDCz148pOPY9g7zZ/OMP+yRG1trtK1eNXvF3GZWx0gAAAHoUwmIAAIAsOn6p681WTLeoaK6pOkaUfFkp+Zy9PDA929huXn/jQHvLvtnGibZur0m5SQk3vyFua6Mk8kslGYx61x5pa7vvmprymlhtxZxV/9y8rHpZtlfnQ7Z19Cm++QA3r5Fk+yfNlIq9WS3qIJasOXNwqY4+bJ+vJx3mKd4wYq6dPmb1va7rZq8nDAAAQA4iLAYAAPBJwbwNf7W7GS9doGsrjiw/xyj1JSVyplFaJcIF4m3aTUogHksHx94idd1Jp9ol3LhDgkEvsO6XDq5F1PtFqR+NP6rixqbayjnP/mHTjzt6MqOXUQ9tGy6O4/0h451+R7hPWvd82VQfm1OtSRasH/dfASf0iP2+qTiMT/fm7/+vibszp41dtXsq8+cBAAAIiwEAAPzW0Rs4Pdu4oW5IZUBCl4ioz9vLFa4OSHu0OL3ta1MRE6c9JqobJ/nqRFwiDdslFYpKIlrSERrLe7VS9554avms5rrK+Zte3XQPPY17D7V8S1Si+kF7OPgdbr5ZJg+90eTYrNtF68ePC4qzzB4WHern2gfyvJjkV6eOevS33VAaAABAj0VYDAAAkEOK52zbaHc3aq1nNdUMGynieC0qqu1WtL9NhcovTbenCLR7M45bREz3TIl02lvTWyoY2Rca273XnkKJ3FlxVMX1sdqqWxr3JH5QtnRLS7cUgKxIL2j30Jb/tUcnvO2muLjmcjN5yL2SY22rF6+b8FWt9CI59N9nvBYaNzy1c9V3l1XTVgUAAODtCIsBAAByUEfv1HXetmVGxddKQzJFlPaC47FGVCAVjIq3teebfcGx16qivXuCY8ee30m8Jm4wkp7hnEr3NJZyUfKtotLgTbHaqqWtcfnWgNs3bM/44Oh+D2+dZT9++m3XvmafTOeZyUN+50dJB3LFXScFjxkxaKHat0DkoXDFyL3ittdeNebxHVd1S3UAAAA9H2ExAABAjhu2oL7V7n7qbbHpZYMlGjlfxFwgok4zovSbwbGYjtnALRJItEimZ4N6oXTEbm4gLIm8kvSYRkk/e1NdNCIzYnVVP5FkamH+LZteyOjA6Dbq4W0Xi1Y3vu3qZ6TdPdecO3SLL0UdwILHxw06dsSgn9vD0w/xU59yJTl12qhHn+mOugAAAHoTwmIAAIAeJH/h9h129y1v2z2jYmg4qM4XbTeRjxhRKhnKE2/zgmOv97CTaEnPOFapzK1Jp5Px9EJ4xglKIlpkxysQo5TX2PgLKuB8obmu6jFX3IUl8zY/6uZYn1v8i1qx7Qz73LnLO3zzSpP+o8SXzLlDc6q1yJInJ5wUDOr77eHwQ/i0LWLcmdPGPPoTnocAAACdQ1gMAADQQ/VbUL/V7ry+rYv21g4rD4pTLUp7/Y1P2TfjOJLuM9ye1090KpEOjb1Zx17YmwnKnjPUvEuCeq8kI4WSCBeK0Y6XPI51RI9tqql4uam26i5pTv6g8I7NuzIyKDJC/XLzCRIIPGAPgx1XueK6N8iU4XNzbSG7Jesmfl4ctdQ+saKd/JSYEXNbst29dcaZq2NX5Va7ZQAAgJxGWAwAANALlMzdssnubvc2r1WFiUYmKzFTRNQn7HUR1wmm+w2L3ZRJidPetm/WcaK1y+0qlJuSYMteCbY2SDJcIIlIkXjjWSO0klulMPDN5rrK5cao7xbO3fBU1x8tukI9tO29EnBW2cOijqv2ijGfM5OHPpJLC9nNXj8mUiLRhUrJFZ38FFu8+aHrtn992ugntnZrcQAAAL0UYTEAAEAv09Gq4m5v2/m1IwqiBdFxos0UJWqiva7UKEeS4fz0lm5XkWwXJ9Ga7nfcpVnHxkigrSm9pUJRe/7C9N6IitixL1JKLmquq3re3nFpeyz2436LdzZm6CGjk9SDW4dJSD1qjwZ2XPWcxJPV5rzh//S1sLdZ9OTYI0sDEa8/8fGd+gQjj6fEvXb6qFXPd29lAAAAvRthMQAAQC828FuvNdvdcm9bP0YHTjil/FQlarwomWCv+6DX5zgVCIu3SbRElHHFSbR1bK3pVhOHY99Ce63pthReiwpvxrGrA16Lig+KqO+G8wsWNNdVPuCK3PfYq5uerF7mpjL5uPGf1EObh0gosMYeVnRc9QNpTX3VVA9v9bOut1u8ftw5OhD8gT0sOeidjTznGqmZNnrFY91fGQAAQO9HWAwAANBHjFzjeqvc/aZju/6Nq6vKwhFzljLqLK/PsCjpZ5SW/YvkebwWE07yreHxoS2U92aLCrul7DkTkUJxg95sY8nzZhs7IheNP6pia6y28keSMvfl31L/54w/cIh6cFOZBINr7eF77NZm/wNcaSaV3e13XW81e/kHQqUDhs9Typkmb110750Y2SDK3Lhn/eofz5qVQ70zAAAAejjCYgAAgD5qwO0bttvdPd7mzTo+/pSKk5XIGFEy2u5Ps9dH0jODQ/npzaPdZLpVhRcee3uvhUVnOR0L7BknkJ5p7LXBcHW6t/FQUeo6CajrYrVVz4ox97WJ/Kz/vI3bMv+o+x61vP4IiYa8GcUj7LZRkslqM2X4n/yu661uXz/ufaUDh//IVvuubSeMyGvKmLmvtqk7F49bGZeR2aoQAACgbyAsBgAAwP5Zx091bDfXX6IjA46oOE2MGS1KjbHXnWy3gNdKwg0F3gyPvbYV+8NjJx0ex9O9i9+NNzt5/2xjNxi259oXHHuzmkXJ8Xa84yMiC2J1Vb8RV+6PJ9z7+y2oZ8Gyw6Ae2V4ukdDj4gXFRh6SttQXTfXw3X7X9VaL1o+/IiDOAnuYd8A7GdljP96WTKQWzzhzdSxrxQEAAPQxhMUAAAD4DxXfd9vsbk3HdsOumkGFIRX5mBbnY6LkY/a6k+wW9QLeVDCa3jzKW84ulRAnERed2jfz+N1mH2t7v5C3texOt6nwZhynghHvLNrefLpoOT0c1gtjdZVPiat+TnDceeoX20ZIUHlB8WD7BZ0qZw+9w7juuyf5WTRvzZn983ToLq30ue9yt2Zj5I62lqZbZ0741Z6sFQcAANBHERYDAADgoPrPe73J7lZ1bPLSBTo0/MiKE5XIx5SSj9qrvK2/8eJiJySu3UQK05+bnn2c2hcaOx2tK/5j4TxjxInH0puXEyfDeenZy+6bwbH6mGj5WDo4rq16xoisSLnySOmt9c+5ORSA5gq1YusHJahX28MGceUjZnLZc5JDrX0XrZ04OeqEvmcPjzjAXZqNmG+lpG3B1aPWvJHN2gAAAPoywmIAAAAcsmOXud504f1tK0RrrRqvq3if0eYULeokMXKyKDnO3hRKzz4ORNLb/ohYGfNmgJzepxL7ZiAbN70F2prT2zsGx0q83sonBxyZ3VRTsTVWV7nCdWVF897kE2VLt7T49TXJFeqhbZ8QR99vDx+Q1j1Xmupjm/2uab9bnhxbHAkEFtmnyxcOcJeYEfl2a6vcVjNu5c5s1gYAAADCYgAAAGRAx+zev3Zs93jXvTJVhwdFh3/Q0fpkEXOSiPL6Hr/Hbo5RSlKBcHrbL93Cwk29OfNYd2yBeOxfwXEoT1KhfW0v0j2OvcXxRF2mtVxW1C/Y2lxX9WsxZq1rzJrHNmz+U/Uye8I+RK3Y/llx1GJ7+N9mYtmPRMr8LulNi9ZOHBtxAnfbKof/562mwV7/7ZZWWVQzbgUhMQAAgE8IiwEAANAtjl7sxu3ujx1b2o7rhuTn6cAHlNYfUqI+aK/6kN0+YLf8dAuLjgX03k67yTcDZG8xvUC8WYxyxA2E0sGx6wS9u0WVyFhRaqyjlIw/qmJPrLZqrT3tWpOQNUUL6v/aW1tW2K+nkoe3XG+PJoibOtVMHvaK3zXtt+ix8f10WN+qtXzR1qfedvNuMbLYqLYlU0eu2etLgQAAAHgTYTEAAACyZvAt22J29/uOLW221np6zfAjtas/pLQ5TowcI0qOFVHeLOR0Cuxq+7bVbvsX0ttv34J6yXSIbJyAd+mtN5fai+fZ/XnKnqWppuKNWF3VU8bIb0XMU7t2bHqmYyG/Hk0t3xKVh7feaR/Ty/LMy6ebWSOTfte036L1Ey/UYb1IvEX2/t02I7KwvaHxzmvP/nWTH7UBAADgPxEWAwAAwFez3PTKa690bMv3X+8toldRMXyEOOpYLzw2Rh2jlHm/iDrK3hzx7rNvQb1gZ4caYLezlZKzvZh5wBEV8Vhd1Z+Mkd8rcf9kkqlnV2/a9o+e1LpCrdgyVKLOXEkll5izhz8jE4f4XVLakifHlksg8B0tauLbbnrZiLn1n63qvsXjVsR9KQ4AAAAHRFgMAACAnNSxiN6fO7Y3eTORp84cMiyogkcbMUcrI0eJqKONkqOVeMeS38khvIbJpyklp4loUUHtta6IxeqqnrfnfVaM+n+uMc83Jsxfhi2ob83ww+sy9ciWkSLOR6QtdbmpHp4T9V1x10nBY0YMmqqc4I32YuH+682+ViS3PrVz1YPLqntOGA8AANDXEBYDAACgR+mYibypY1vz1tu01mrHtYMGh1W4XIsuN0oqlTLDlahyMVIuym77ZhgfiBc0n2bvf5rX0cLrfVwaVqlYXdU/jJEX7G1/EeO+4Gr1Qsm8TRv86IG8rz/x1gvs49lmJpfNy/b4B7Jo/fhPHPueQUvs4TEd3UDsfyfziLjugqmjV//Ku2KqnwUCAADgoAiLAQAA0Gt0hLevdWx/fKf7bL9iWF5BiRqutSoTo4a4oocoMYNFyREiyh6L18vBHktJx6c4dnufUvK+9CWl01c01VQ0xeqqXhQxf7ZXvmi8EFmpF4vmbNzTXY9P/WRzqfxy6+mSbF9tplTkxIJwXssJEwgu0KKrO0LiFvs1uU9cWXjV6JV/97k8AAAAHALCYgAAAPQpZUu3tNjd3zu2A6q/REeKBw8ZpE1gkDLqCOW4gxj++KwAACAASURBVMSoQSJqoCjj7QcpEbuXSXb7olI66IiYWF3VZvFaZ6RnIrsvSsr8ub5+y9862mocNvXgxgqJ6jwzueyXXTlPpix4fFx+IKSvVYHgNWrfjOwt9uF/uyWVuKtmzOO7/K4PAAAAh46wGAAAAHgHFd932+Rf7S7eldf+Yu/04aVapwZJwBkkRg9S2vUC5RES0B8vP7KiJFZXtdsY2SHKvGaMuzlh5MV+8zZtOdi51fLljshJAyUS3mkmlbVk4rF1xQXLtXPagPEXB0POTfbiULv9wRVZ9LeXX79/6aVPJ/yuDwAAAIePsBgAAADooo72F7s7tr8d7P4vXaBDR1QNG9RQN6SyKR7ccaAF9NS3XglL5UcdM6nstQyXfFi8vsSnDRx/m5J0S45l9nF/e9roVfvafYz0tzYAAAB0HWExAAAAkGUdLSnSs4qL3+H29CJ2s9Y6IusS5muz4tmt7j8tWjv+ZFvTN7Xo94mRO1va5K6acSt2+l0XAAAAMouwGAAAAMgxZt9M5aTf03WXrJlwnDhqttY6ZCT13T3S/sisUWuSvhYFAACAbkNYDAAAAODfLFk74b1Gq8uUo5qTbnza1aOfqPe7JgAAAHQ/wmIAAAAAaYvWjX+/Uuok0e7ev768q4YF6wAAAPoWwmIAAACgj5u3euLAaDQ5VExq59RRT9yTvpIF6wAAAPocwmIAAACgD5s9W2u721Uzy2XBOgAAgD6OsBgAAADow2bNcl2/awAAAEBuICwGAAAAAAAAA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'
          },
          { width: '*', text: '' }
        ]
      },
      {
        text: 'NOME_DA_LOJA',
        style: 'header',
        alignment: 'center',
        margin: [0, 0, 0, 5]
      },
      {
        text: 'Relatório de vendas no período',
        style: 'subheader',
        alignment: 'center'
      },
      {
        text: 'DATA_INICIAL ~ DATA_FINAL',
        style: 'subheader',
        margin: [0, 0, 0, 10]
      },
      {
        style: 'reportTable',
        table: {
          headerRows: 1,
          widths: [ '*', '*', '*', '*' ],
          body: [
            // [ { text: 'Data', style: 'tableHeader' }, { text: 'Cliente', style: 'tableHeader' }, { text: 'Valor da compra', style: 'tableHeader' }, { text: 'Valor pago', style: 'tableHeader' } ],
            // [ '01/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '02/02/2018', '2018-0005-1234', 'R$ 10,00', 'R$ 5,00' ],
            // [ '03/02/2018', '2018-0005-1234', 'R$ 300,00', 'R$ 285,00' ],
            // [ '04/02/2018', '2018-0005-1234', 'R$ 245,00', 'R$ 235,00' ],
            // [ '05/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '06/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '07/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '08/02/2018', '2018-0005-1234', 'R$ 50,00', 'R$ 45,00' ],
            // [ '09/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '10/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 248,00' ],
            // [ '11/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 25,00' ],
            // [ '12/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '13/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 24,00' ],
            // [ '14/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 185,00' ],
            // [ '15/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 745,00' ],
            // [ '04/02/2018', '2018-0005-1234', 'R$ 245,00', 'R$ 235,00' ],
            // [ '05/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '06/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '07/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '08/02/2018', '2018-0005-1234', 'R$ 50,00', 'R$ 45,00' ],
            // [ '09/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '10/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 248,00' ],
            // [ '11/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 25,00' ],
            // [ '12/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '13/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 24,00' ],
            // [ '14/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 185,00' ],
            // [ '15/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 745,00' ],
            // [ '04/02/2018', '2018-0005-1234', 'R$ 245,00', 'R$ 235,00' ],
            // [ '05/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '06/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '07/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '08/02/2018', '2018-0005-1234', 'R$ 50,00', 'R$ 45,00' ],
            // [ '09/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '10/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 248,00' ],
            // [ '11/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 25,00' ],
            // [ '12/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '13/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 24,00' ],
            // [ '14/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 185,00' ],
            // [ '15/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 745,00' ],
            // [ '04/02/2018', '2018-0005-1234', 'R$ 245,00', 'R$ 235,00' ],
            // [ '05/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '06/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '07/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '08/02/2018', '2018-0005-1234', 'R$ 50,00', 'R$ 45,00' ],
            // [ '09/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '10/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 248,00' ],
            // [ '11/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 25,00' ],
            // [ '12/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '13/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 24,00' ],
            // [ '14/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 185,00' ],
            // [ '15/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 745,00' ],
            // [ '04/02/2018', '2018-0005-1234', 'R$ 245,00', 'R$ 235,00' ],
            // [ '05/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '06/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '07/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '08/02/2018', '2018-0005-1234', 'R$ 50,00', 'R$ 45,00' ],
            // [ '09/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '10/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 248,00' ],
            // [ '11/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 25,00' ],
            // [ '12/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 245,00' ],
            // [ '13/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 24,00' ],
            // [ '14/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 185,00' ],
            // [ '15/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 745,00' ],
            // [ '16/02/2018', '2018-0005-1234', 'R$ 250,00', 'R$ 65,00' ]
          ]
        }
      },
      {
        columns: [
          {
            layout: 'noBorders',
            style: 'resumeReportTable',
            table: {
              headerRows: 3,
              keepWithHeaderRows: 1,
              dontBreakRows: true,
              widths: ['*', 'auto'],
              body: [
                // ['Valor total de compra:', 'R$ 4.500'],
                // ['Valor vendido:', 'R$ 3.750'],
                // ['Quantidade de clientes E-conomize:', '15']
              ]
            }
          }
        ]
      }
    ]
  };

  constructor(private authService: AuthService,
              private storeService: StoreService,
              private purchaseService: PurchaseService) {
  	pdfMake.vfs = pdfFonts.pdfMake.vfs;
  }

  ngOnInit() {

    this.subscriptions.add(this.authService.authenticatedUser.subscribe(user => {

      this.subscriptions.add(this.storeService.getStore(user.store).snapshotChanges().subscribe(storeSnap => {

        this.storeData = storeSnap.payload.val();
        this.finishedLoadingState++;

      }));

      this.subscriptions.add(this.purchaseService.getPurchasesByStore(user.store).snapshotChanges().subscribe(purchasesList => {

        this.storePurchases = [];

        for (let x = 0; x < purchasesList.length; x++) {

          this.subscriptions.add(this.purchaseService.getPurchase(purchasesList[x].payload.key).snapshotChanges().subscribe(purchaseSnap => {
            if (purchaseSnap.payload.val() !== null) {
              this.storePurchases.push(purchaseSnap.payload.val());
            }

            // if (this.storePurchases.length === purchasesList.length) {
            //   this.finishedLoadingState++;
            // }

          }));

        }

      }));

    }));

  }

  ngOnDestroy() {
    this.subscriptions.unsubscribe();
  }

  prepareViewStoreReport() {
    
    // somente libera o botão quando os dados foram recebidos, não precisamos verificar aqui
    if (this.initialDateModel.format('DD/MM/YYYY') !== 'Invalid date') {
      this.prepareReport();
      pdfMake.createPdf(this.docDefinition).open({}, window.open('', '_blank'));
    } else {
      console.log('Selecione uma data inicial');
    }

  }

  prepareDownloadStoreReport() {
    
    if (this.initialDateModel.format('DD/MM/YYYY') !== 'Invalid date') {
      this.prepareReport();
      pdfMake.createPdf(this.docDefinition).download(this.docDefinition.info.title);
    } else {
      console.log('Selecione uma data inicial');
    }

  }

  prepareReport() {

    // if (this.initialDateModel.format('DD/MM/YYYY') !== 'Invalid date' && this.finishedLoadingState === 2) {
      
      this.docDefinition.content[1]['text'] = this.storeData.fullname;
      this.docDefinition.content[3]['text'] = this.initialDateModel.format('DD/MM/YYYY') + ' ~ ' + this.endingDateModel.format('DD/MM/YYYY');

      // const endDate = (new Date(this.endingDateModel.format())).getTime();
      const initDate = moment(this.initialDateModel);
      const endDate = moment(this.endingDateModel);
      const initDateRange = (new Date(initDate.format())).getTime();
      const endDateRange = (new Date(endDate.add(1,'days').format())).getTime();

      const filteredPurchases = this.storePurchases.filter(function(store) {
        return (store['timestamp'] >= initDateRange && store['timestamp'] < endDateRange);
      });

      let row = [];
      let uniqueClientList = [];
      let valorCompra = 0;
      let valorPago = 0;
      let totalCompra = 0;
      let totalPago = 0;

      this.docDefinition.content[4]['table']['body'] = [];
      const tableHeader = [
        { text: 'Data', style: 'tableHeader' },
        { text: 'Cliente', style: 'tableHeader' },
        { text: 'Valor da compra', style: 'tableHeader' },
        { text: 'Valor pago', style: 'tableHeader' }
      ];
      this.docDefinition.content[4]['table']['body'].push(tableHeader);

      if (filteredPurchases.length > 0) {

        for (let k = 0; k < filteredPurchases.length; k++) {

          valorCompra = filteredPurchases[k].total;
          valorPago = filteredPurchases[k].total - filteredPurchases[k].discount;
          totalCompra = totalCompra + valorCompra;
          totalPago = totalPago + valorPago;
          
          if (uniqueClientList.indexOf(filteredPurchases[k].clientCard) === -1) {
            uniqueClientList.push(filteredPurchases[k].clientCard);
          }

          row = [];
          row.push(moment(filteredPurchases[k].timestamp).format('DD/MM/YYYY'));
          row.push(filteredPurchases[k].clientCard);
          row.push(valorCompra.toLocaleString('pt-BR', {style: 'currency', currency: 'BRL'}));
          row.push(valorPago.toLocaleString('pt-BR', {style: 'currency', currency: 'BRL'}));
          this.docDefinition.content[4]['table']['body'].push(row);

        }

      } else {
        const emptyPurchasesRow = [ { colSpan: 4, text: 'Nenhuma venda computada no período indicado para este estabelecimento', margin: [0,15] } ];
        this.docDefinition.content[4]['table']['body'].push(emptyPurchasesRow);
      }
      

      const totalCompraRow = ['Valor total de compra: ', { 'text': totalCompra.toLocaleString('pt-BR', {style: 'currency', currency: 'BRL'}), 'margin': [10,0] }];
      const totalPagoRow = ['Valor vendido: ', { 'text': totalPago.toLocaleString('pt-BR', {style: 'currency', currency: 'BRL'}), 'margin': [10,0] }];
      const totalClientes = ['Quantidade de clientes E-conomize: ', { 'text': uniqueClientList.length, 'margin': [10,0] }];
      this.docDefinition.content[5]['columns'][0]['table']['body'] = [];
      this.docDefinition.content[5]['columns'][0]['table']['body'].push(totalCompraRow);
      this.docDefinition.content[5]['columns'][0]['table']['body'].push(totalPagoRow);
      this.docDefinition.content[5]['columns'][0]['table']['body'].push(totalClientes);

    // } else {
    //   console.log('Selecione uma data inicial ou os dados ainda não chegaram');
    // }

  }

  viewStoreReport() {
    pdfMake.createPdf(this.docDefinition).open({}, window.open('', '_blank'));
  }

  downloadStoreReport() {
    pdfMake.createPdf(this.docDefinition).download(this.docDefinition.info.title);
  }

  displayDate(type: string, event: MatDatepickerInputEvent<any>) {
    console.log(type);
    console.log((new Date(event.value.format())).getTime());
  }

}