<?xml version="1.0" encoding="UTF-8"?>
<feed xmlns="http://www.w3.org/2005/Atom"  xmlns:media="http://search.yahoo.com/mrss/" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" xmlns:geo="http://www.w3.org/2003/01/geo/wgs84_pos#" xmlns:georss="http://www.georss.org/georss" xmlns:photo="http://www.pheed.com/pheed/">
 <title>Familipsy - Site d'information et de formation pour promouvoir les bonnes pratiques en matière de parentalité et de relations intra-familiales épanouies</title>
 <subtitle><![CDATA[Information et formation en ligne pour aider les parents à développer leurs compétences en parentalité positive et réussir leur vie de famille.]]></subtitle>
 <link rel="alternate" type="text/html" href="https://www.familipsy.com" />
 <link rel="self" type="text/xml" href="https://www.familipsy.com/xml/atom.xml" />
 <id>https://www.familipsy.com/</id>
 <updated>2026-10-15T04:03:20+02:00</updated>
 <generator uri="http://www.wmaker.net">Webzine Maker</generator>
  <geo:lat>-17.537937</geo:lat>
  <geo:long>-149.56766</geo:long>
  <icon>https://www.familipsy.com/favicon.ico</icon>
  <entry>
   <title>La carence affective : 3 pistes pour en guérir</title>
   <updated>2026-08-14T21:22:00+02:00</updated>
   <id>https://www.familipsy.com/La-carence-affective-3-pistes-pour-en-guerir_a842.html</id>
   <category term="Psychologie de l'enfant" />
   <published>2026-08-14T05:20:00+02:00</published>
   <author><name>Nathalie Colin-Fagotin</name></author>
   <content type="html">
    <![CDATA[
     <div>
      
     </div>
     <br style="clear:both;"/>
     <div>
      <!DOCTYPE html>
<html lang="fr">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>Comprendre la carence affective — Familipsy</title>
<link rel="preconnect" href="https://fonts.googleapis.com">
<link href="https://fonts.googleapis.com/css2?family=Baloo+2:wght@500;600;700;800&family=Work+Sans:wght@400;500;600;700&display=swap" rel="stylesheet">
<style>
  :root{
    --pink:#FF009D;
    --pink-deep:#C4007D;
    --pink-tint:#FFEAF6;
    --pink-tint2:#FFD6EC;
    --green:#1D9C11;
    --green-deep:#146A0C;
    --green-tint:#EAF8E8;
    --green-tint2:#CFF0CB;
    --ink:#26301F;
    --ink-soft:#5B6353;
    --cream:#FFFCF8;
    --line:#F3D3E7;
  }
  *{box-sizing:border-box;}
  html,body{margin:0;padding:0;}
  body{
    background:var(--cream);
    color:var(--ink);
    font-family:'Work Sans',sans-serif;
    -webkit-font-smoothing:antialiased;
  }
  .page{
    max-width:880px;
    margin:0 auto;
    padding:0 0 40px;
    position:relative;
  }

  /* ---------- HEADER ---------- */
  header{
    padding:38px 44px 30px;
    background:
      radial-gradient(circle at 88% -10%, var(--pink-tint) 0%, transparent 55%),
      radial-gradient(circle at 8% 0%, var(--green-tint) 0%, transparent 45%);
    text-align:center;
  }
  header img.logo{
    height:56px;
    margin-bottom:22px;
  }
  h1.title{
    font-family:'Baloo 2', sans-serif;
    font-weight:800;
    font-size:clamp(30px,5vw,44px);
    line-height:1.08;
    margin:0 0 14px;
    color:var(--ink);
    letter-spacing:-0.5px;
  }
  h1.title .accent{color:var(--pink);}
  .subtitle{
    font-size:16.5px;
    color:var(--ink-soft);
    max-width:560px;
    margin:0 auto;
    line-height:1.55;
  }
  .thesis{
    margin:26px auto 0;
    max-width:600px;
    font-family:'Baloo 2', sans-serif;
    font-weight:600;
    font-size:19px;
    color:var(--green-deep);
    background:var(--green-tint);
    border:2px solid var(--green-tint2);
    border-radius:20px;
    padding:16px 24px;
    line-height:1.4;
  }

  /* ---------- SPINE ---------- */
  .spine-wrap{
    position:relative;
    padding:0 44px;
  }
  .spine{
    position:absolute;
    left:68px;
    top:0;
    bottom:0;
    width:3px;
    background:linear-gradient(to bottom, var(--green-tint2), var(--pink-tint2) 70%, var(--pink) 100%);
    border-radius:3px;
  }

  section.block{
    position:relative;
    padding:26px 0 8px 62px;
  }
  .marker{
    position:absolute;
    left:0px;
    top:26px;
    width:44px;
    height:44px;
    display:flex;
    align-items:center;
    justify-content:center;
    background:var(--cream);
  }
  .marker svg{width:100%;height:100%;display:block;}

  .eyebrow{
    font-family:'Work Sans',sans-serif;
    font-weight:700;
    font-size:11.5px;
    letter-spacing:1.6px;
    text-transform:uppercase;
    color:var(--pink-deep);
    margin:0 0 4px;
  }
  h2{
    font-family:'Baloo 2', sans-serif;
    font-weight:700;
    font-size:24px;
    color:var(--ink);
    margin:0 0 12px;
  }
  p.lead{
    font-size:15px;
    line-height:1.62;
    color:var(--ink-soft);
    margin:0 0 14px;
    max-width:680px;
  }

  /* Definition box */
  .definition{
    background:var(--pink-tint);
    border:2px solid var(--pink-tint2);
    border-radius:18px;
    padding:16px 20px;
    font-size:14.5px;
    line-height:1.6;
    color:var(--ink);
    margin-top:8px;
  }
  .definition b{color:var(--pink-deep);}

  /* Cards grid */
  .cards{
    display:grid;
    grid-template-columns:repeat(3,1fr);
    gap:14px;
    margin-top:6px;
  }
  .cards.four{grid-template-columns:repeat(2,1fr);}
  .card{
    background:#fff;
    border:1.5px solid var(--line);
    border-radius:16px;
    padding:16px 16px 14px;
  }
  .card .num{
    font-family:'Baloo 2',sans-serif;
    font-weight:700;
    font-size:12px;
    color:var(--pink);
    letter-spacing:0.5px;
    margin-bottom:6px;
    display:block;
  }
  .card h3{
    font-family:'Baloo 2',sans-serif;
    font-weight:700;
    font-size:15.5px;
    margin:0 0 6px;
    color:var(--ink);
  }
  .card p{
    font-size:13px;
    line-height:1.5;
    color:var(--ink-soft);
    margin:0;
  }

  /* Consequence pills row */
  .pillrow{
    display:flex;
    flex-wrap:wrap;
    gap:10px;
    margin-top:10px;
  }
  .pill{
    display:flex;
    align-items:center;
    gap:8px;
    background:var(--green-tint);
    border:1.5px solid var(--green-tint2);
    border-radius:999px;
    padding:8px 16px 8px 10px;
    font-size:13px;
    font-weight:600;
    color:var(--green-deep);
  }
  .pill svg{width:18px;height:18px;flex-shrink:0;}

  .warn{
    margin-top:16px;
    background:#FFF3EE;
    border:1.5px solid #FFD8C4;
    border-radius:14px;
    padding:12px 16px;
    font-size:13.5px;
    line-height:1.55;
    color:#8A3B10;
  }

  /* Steps */
  .steps{
    display:flex;
    flex-direction:column;
    gap:12px;
    margin-top:8px;
  }
  .step{
    display:flex;
    gap:14px;
    align-items:flex-start;
    background:#fff;
    border:1.5px solid var(--line);
    border-radius:16px;
    padding:14px 18px;
  }
  .step .stepnum{
    font-family:'Baloo 2',sans-serif;
    font-weight:800;
    font-size:20px;
    color:var(--pink);
    min-width:26px;
  }
  .step h3{
    font-family:'Baloo 2',sans-serif;
    font-size:15.5px;
    margin:0 0 4px;
    color:var(--ink);
  }
  .step p{
    font-size:13.5px;
    line-height:1.55;
    color:var(--ink-soft);
    margin:0;
  }

  /* Closing / bloom */
  .closing{
    margin-top:20px;
    text-align:center;
    padding:30px 30px 10px;
  }
  .closing img.bloom{
    height:70px;
    margin-bottom:14px;
  }
  .closing blockquote{
    font-family:'Baloo 2', sans-serif;
    font-weight:600;
    font-size:19px;
    color:var(--pink-deep);
    max-width:560px;
    margin:0 auto 22px;
    line-height:1.45;
  }

  footer{
    text-align:center;
    padding:20px 44px 10px;
    border-top:1px solid var(--line);
    margin-top:6px;
  }
  footer img.logo-small{
    height:30px;
    margin-bottom:8px;
  }
  footer p{
    font-size:12px;
    color:var(--ink-soft);
    margin:0;
  }

  @media (max-width:600px){
    .cards, .cards.four{grid-template-columns:1fr;}
    header{padding:28px 22px 22px;}
    .spine-wrap{padding:0 20px;}
    section.block{padding-left:52px;}
    .marker{width:36px;height:36px;top:24px;}
  }

  @media print{
    body{background:#fff;}
    .page{max-width:100%;}
  }
</style>
</head>
<body>
<div class="page">

  <header>
    <img class="logo" src="data:image/png;base64,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" alt="Familipsy">
    <h1 class="title">Comprendre la <span class="accent">carence affective</span></h1>
    <p class="subtitle">Carence signifie « manque ». Pour grandir, un enfant a besoin d'une quantité et d'une qualité d'affection suffisantes — sans elles, des difficultés apparaissent, parfois jusqu'à l'âge adulte.</p>
    <p class="thesis">🌱 L'affection n'est pas un supplément. C'est un besoin vital, aussi essentiel que la nourriture.</p>
  </header>

  <div class="spine-wrap">
    <div class="spine"></div>

    <!-- DEFINITION -->
    <section class="block">
      <div class="marker">
        <svg viewBox="0 0 44 44" fill="none"><circle cx="22" cy="22" r="20" fill="#EAF8E8" stroke="#1D9C11" stroke-width="2"/><circle cx="22" cy="22" r="6" fill="#1D9C11"/></svg>
      </div>
      <div class="eyebrow">La graine</div>
      <h2>Qu'est-ce que la carence affective ?</h2>
      <div class="definition">
        L'affection apporte à l'enfant un <b>sentiment de sécurité</b> indispensable à son développement. Quand elle manque — en quantité ou en qualité — l'enfant est fragilisé, comme un enfant carencé sur le plan alimentaire tombe plus souvent malade.
      </div>
    </section>

    <!-- CAUSES -->
    <section class="block">
      <div class="marker">
        <svg viewBox="0 0 44 44" fill="none"><circle cx="22" cy="22" r="20" fill="#EAF8E8" stroke="#1D9C11" stroke-width="2"/><path d="M22 30 V16" stroke="#1D9C11" stroke-width="2.5" stroke-linecap="round"/><path d="M22 20c-4-2-6-6-4-9 3 1 6 4 4 9Z" fill="#1D9C11"/><path d="M22 22c4-1 7-4 6-8-4 0-7 3-6 8Z" fill="#1D9C11"/></svg>
      </div>
      <div class="eyebrow">La pousse</div>
      <h2>Les causes possibles</h2>
      <p class="lead">Trois grandes familles de causes, souvent cumulées, fragilisent le lien affectif entre l'enfant et son entourage.</p>
      <div class="cards">
        <div class="card">
          <span class="num">01</span>
          <h3>Une relation perturbée</h3>
          <p>Parents absents ou peu démonstratifs, enfant non désiré, mère elle-même carencée, incohérence éducative entre violence et abandon.</p>
        </div>
        <div class="card">
          <span class="num">02</span>
          <h3>Un événement bouleversant</h3>
          <p>Séparation brutale et prolongée, abandon vécu comme tel, deuil inexpliqué, hospitalisation longue — surtout avant deux ans.</p>
        </div>
        <div class="card">
          <span class="num">03</span>
          <h3>Des carences institutionnelles</h3>
          <p>Changements fréquents des personnes qui s'occupent de l'enfant, soins distants et anonymes en pouponnière ou famille d'accueil.</p>
        </div>
      </div>
    </section>

    <!-- CONSEQUENCES ENFANT -->
    <section class="block">
      <div class="marker">
        <svg viewBox="0 0 44 44" fill="none"><circle cx="22" cy="22" r="20" fill="#FFEAF6" stroke="#FF009D" stroke-width="2"/><path d="M14 24c2-8 8-12 8-12s6 4 8 12c-8 4-16 0-16 0Z" fill="#FF009D"/></svg>
      </div>
      <div class="eyebrow">Les feuilles</div>
      <h2>Les conséquences chez l'enfant</h2>
      <p class="lead">Un enfant carencé se sent en insécurité : il devient moins disponible pour apprendre, jouer et créer des liens.</p>
      <div class="pillrow">
        <div class="pill"><svg viewBox="0 0 24 24" fill="none"><path d="M12 3l7 4v5c0 5-3.5 8-7 9-3.5-1-7-4-7-9V7l7-4z" stroke="#146A0C" stroke-width="1.6"/></svg>Sentiment d'insécurité</div>
        <div class="pill"><svg viewBox="0 0 24 24" fill="none"><circle cx="12" cy="12" r="8" stroke="#146A0C" stroke-width="1.6"/><path d="M12 8v5M12 16h.01" stroke="#146A0C" stroke-width="1.8" stroke-linecap="round"/></svg>Angoisse, anxiété</div>
        <div class="pill"><svg viewBox="0 0 24 24" fill="none"><path d="M4 19V9M9 19V5M14 19v-7M19 19V11" stroke="#146A0C" stroke-width="1.8" stroke-linecap="round"/></svg>Retards d'apprentissage</div>
        <div class="pill"><svg viewBox="0 0 24 24" fill="none"><circle cx="9" cy="10" r="1.4" fill="#146A0C"/><circle cx="15" cy="10" r="1.4" fill="#146A0C"/><path d="M8 16c1.2-1.3 6.8-1.3 8 0" stroke="#146A0C" stroke-width="1.6" stroke-linecap="round"/></svg>Troubles relationnels</div>
      </div>
      <div class="warn">⚠️ Dans les cas les plus graves : dépression, arrêt du jeu ou de l'alimentation. L'affection est un besoin primaire et vital — personne ne peut s'en passer.</div>
    </section>

    <!-- CONSEQUENCES LONG TERME -->
    <section class="block">
      <div class="marker">
        <svg viewBox="0 0 44 44" fill="none"><circle cx="22" cy="22" r="20" fill="#FFEAF6" stroke="#FF009D" stroke-width="2"/><path d="M22 30c-6-2-9-8-6-14 3-5 9-6 12-2" stroke="#FF009D" stroke-width="2.2" fill="none" stroke-linecap="round"/><path d="M22 30V15" stroke="#FF009D" stroke-width="2.2" stroke-linecap="round"/></svg>
      </div>
      <div class="eyebrow">La branche</div>
      <h2>À l'adolescence et à l'âge adulte</h2>
      <p class="lead">Sans base affective solide, les difficultés se prolongent dans les relations amicales, professionnelles et surtout amoureuses — avec des comportements inadaptés qui mènent souvent à des séparations réactivant les souffrances passées. La gravité dépend de la durée, de la forme des carences et de l'âge de l'enfant.</p>
    </section>

    <!-- COMMENT EN SORTIR -->
    <section class="block">
      <div class="marker">
        <svg viewBox="0 0 44 44" fill="none">
          <circle cx="22" cy="22" r="20" fill="#FFEAF6" stroke="#FF009D" stroke-width="2"/>
          <g>
            <ellipse cx="22" cy="14" rx="5" ry="7" fill="#FF009D"/>
            <ellipse cx="14" cy="20" rx="7" ry="5" fill="#FF009D" transform="rotate(-35 14 20)"/>
            <ellipse cx="30" cy="20" rx="7" ry="5" fill="#FF009D" transform="rotate(35 30 20)"/>
            <ellipse cx="16" cy="29" rx="6" ry="4.5" fill="#FF009D" transform="rotate(-70 16 29)"/>
            <ellipse cx="28" cy="29" rx="6" ry="4.5" fill="#FF009D" transform="rotate(70 28 29)"/>
            <circle cx="22" cy="23" r="4.2" fill="#fff"/>
          </g>
        </svg>
      </div>
      <div class="eyebrow">La fleur</div>
      <h2>Comment en sortir ?</h2>
      <p class="lead">Combler le manque, progressivement et patiemment, suffit dans la grande majorité des cas à l'enfant pour retrouver une santé morale et physique.</p>
      <div class="steps">
        <div class="step">
          <span class="stepnum">1</span>
          <div><h3>Identifier</h3><p>Faire le lien entre les difficultés de l'enfant et la carence affective n'est pas toujours évident : une évaluation par un professionnel permet d'y voir clair.</p></div>
        </div>
        <div class="step">
          <span class="stepnum">2</span>
          <div><h3>Combler le manque</h3><p>Câliner, parler, jouer, dire son amour, consoler, rassurer — chaque geste compte, surtout venant des personnes qui comptent pour l'enfant (parents, famille, tatie de foyer, grands-parents).</p></div>
        </div>
        <div class="step">
          <span class="stepnum">3</span>
          <div><h3>Accompagner si besoin</h3><p>Si les carences durent depuis longtemps, un accompagnement psychologique aide l'enfant — et parfois l'adolescent ou l'adulte — à dépasser des stratégies de défense inadaptées, comme l'agressivité.</p></div>
        </div>
      </div>
    </section>

  </div>

  <div class="closing">
    <img class="bloom" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAACycAAARHCAYAAABTOf04AAAAB3RJTUUH3wgWEwMAX/MJMgAAAAlwSFlzAAB7BwAAewcBDuqzuwAAAARnQU1BAACxjwv8YQUAANlrSURBVHja7NxRbhy5lkXRmv8ceqx6aLSFUuvZVibJy3PJWAvYn1alIhniz0H98w8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwCk+Pj4kSTv7538+3ir9eSVJkiRJkiRJkiRJ0jUBQLn0ZSdJV/fuENloWZIkSZIkSZIkSZIkFQYA5dKXnSRdVeUY2WBZkiRJkiRJkiRJkiRNBgDl0pedJF1RepRspCxJkiRJkiRJkiRJkl4IAMqlLztJOrr0CNlQWZIkSZIkSZIkSZIkvREAlEtfdpJ0ZOnBsaGyJEmSJEmSJEmSJEkaCADKpS87STqq9LjYSFmSJEmSJEmSJEmSJE0EAOXSl50kHVF6TGykLEmSJEmSJEmSJEmSFgQA5dKXnSS1b80I+P+kx8gGypIkSZIkSZIkSZIkPToAKJe+7CSpdSsGye8wUpYkSZIkSZIkSZIkSYUBQLn0ZSdJbds1SP4dI2VJkiRJkiRJkiRJklQQAJRLX3aS1K7kKPk7I2VJkiRJkiRJkiRJkrQwACiXvuwkqVVdRsnfGShLkiRJkiRJkiRJkqQFAUC59GUnSa3qOEz+ykBZkiRJkiRJkiRJkiRNBADl0pedJLWp+zD5KwNlSZIkSZIkSZIkSZI0EACUS192ktSik4bJn/xflCVJkiRJkiRJkiRJ0psBQLn0ZSdJ8U4cJn8yUJYkSZIkSZIkSZIkSW8EAOXSl50kRTt5mPzJQFmSJEmSJEmSJEmSJL0YAJRLX3aSFOuGYfKnxEDZSFmSJEmSJEmSJEmSpOMCgHLpy06SYt0yTP5koCz1/TvifZEkSZIkSZIkSZLUJAAol77sJCnSTf/X5K+Mk6Xc3wrvkSRJkiRJkiRJkqQDAoBy6ctOkrZ36zD5KwNlqf7vg3dKkiRJkiRJkiRJ0oEBQLn0ZSdJ27t9mPzJmFJa9/fASFmSJEmSJEmSJEnSJQFAufRlJ0lbe8ow+X8ZUkrjfwO6lX5ukiRJkiRJkiRJkq4JAMqlLztJ2tZ7Q8A7GFFK5w6SvV+SJEmSJEmSJEmSCgKAcunLTpK29bRh8icDSj219JDYOyZJkiRJkiRJkiSpYQBQLn3ZSdKWnvh/Tf7KeFJPKT0a9p5JkiRJkiRJkiRJah4AlEtfdpK0pScPkz8ZTurm0iNhA2VJkiRJkiRJkiRJhwQA5dKXnSSV9/T/a/Inw0ndWHoY3KX09yBJkiRJkiRJkiTpmACgXPqyk6TyDJP/ZTipG0oPgTuX/m4kSZIkSZIkSZIktQ8AyqUvO0kqzf81+b8ZTOrU0sPfU0p/T5IkSZIkSZIkSZJaBwDl0pedJJVmmPx7BpM6qfTY98TS35kkSZIkSZIkSZKktgFAufRlJ0ll+b8m/5nBpE4oPfA9vfT3J0mSJEmSJEmSJKllAFAufdlJUlmGyX9nMKnOpYe9t5T+HiVJkiRJkiRJkiS1CwDKpS87SSrLOPlnxpLqVnrMe1vp71OSJEmSJEmSJElSuwCgXPqyk6SSDJNfZzCpDqVHvDeX/m4lSZIkSZIkSZIktQoAyqUvO0kqyTj5dQaTOuFdlfdNkiRJkiRJkiRJ0pIAoFz6spOk5Rkm/yw9lDSW1DvvqrxzkiRJkiRJkiRJkpYFAOXSl50kLc84+ffSw0hjSb37jnao+zvkfZMkSZIkSZIkSZL0ZgBQLn3ZSdLyjJP/lR5DGkxq9P2sHhrf+j553yRJkiRJkiRJkiT9EACUS192krQ0w+TXfv9Opc+Mer2bncbIp75T3jdJkiRJkiRJkiRJfwkAyqUvO0la2lPHyenBo8GkVryXHYbIt71b3jdJkiRJkiRJkiRJ3wKAcunLTpKWlh4y7pQeOBpLatX72G2QfOM75n2TJEmSJEmSJEmS9CsAKJe+7CRpWV0GjdXSw0aDSa18H7sNkm9+x7xvkiRJkiRJkiRJkj6MkwHYIH3ZSdKyOo0bK6THjAaTWvkedhwlP+U9865JkiRJkiRJkiRJjw4AyqUvO0laVreR40rpIaPBpFa+gx3f1fTZ975JkiRJkiRJkiRJ2hQAlEtfdpK0rG5jxxXS40WDSa1697qOkp/6nnnXJEmSJEmSJEmSpMcGAOXSl50kLanr6HFGerhoMKmV717H9zN91tOlz44kSZIkSZIkSZKkSABQLn3ZSdKSuo4fR6QHix1Knyetfe86vpfpM96l9BmSJEmSJEmSJEmStD0AKJe+7CRpSZ1HkK9KjxQ7lT5PWvfOdXsf02e7W+lzJEmSJEmSJEmSJGl7AFAufdlJ0nSdh5CvSg8UO5Y+V5p73zq+i+kz3bH0eZIkSZIkSZIkSZK0PQAol77sJGm67oPIv0kPEzuXPlcaf9c6vofp89y19JmSJEmSJEmSJEmStD0AKJe+7CRpuu6jyD9JjxJPKH229P571u39S5/hE0qfLUmSJEmSJEmSJElbA4By6ctOkqbrPo78nfQY8ZTSZ0vvvWPd3rv0+T2l9PmSJEmSJEmSJEmStDUAKJe+7CRpuu4Dye/SQ8TTSp+vp3fiMDl9Zk8rfcYkSZIkSZIkSZIkbQ0AyqUvO0marvNI8rv0CPHE0ufrqZ04SvaOecckSZIkSZIkSZIk/RgAlEtfdpI01Qljya/SI8RTS5+zp2WY/KzS502SJEmSJEmSJEnS1gCgXPqyk6SpThhMfkoPEE8ufc6elGHy80qfOUmSJEmSJEmSJElbA4By6ctOkqbqPpj8lB4fnl76nD2lE0fJ3i/vlyRJkiRJkiRJkqS3AoBy6ctOkqYynHxO6bN2eycOk9Nn8pbSZ0+SJEmSJEmSJEnS1gCgXPqyk6SpjCefU/qs3Zxh8rNLnz9JkiRJkiRJkiRJWwOAcunLTpKm6jygTA8Obyx93m7stFGyd8t7JUmSJEmSJEmSJGkqACiXvuwkabjOQ8r02PDW0mfutgyT5b2SJEmSJEmSJEmSHhcAlEtfdpI0XNcxZXpoeHvpc3dLhsnyTkmSJEmSJEmSJEmPDADKpS87SRqu45gyPTJ8Qulzd0OGyfJOSZIkSZIkSZIkSY8NAMqlLztJGq7joDI9MnxC6XN3eqcNk9Pn7Qmlz6QkSZIkSZIkSZKkrQFAufRlJ0nDdRtVpgeGTyp99k7NMFneJ0mSJEmSJEmSJOnxAUC59GUnScN1G1amB4ZPKn32TswwWd4nSZIkSZIkSZIkSR/GyQBskL7sJGm4TuPK9LjwaaXP3mkZJsv7JEmSJEmSJEmSJOlXAFAufdlJ0nBdBpbpYeFTS5+/UzpplOx98i5JkiRJkiRJkiRJKg8AyqUvO0karsvQMj0sfGrp83dCJw2T0+fpyaXPqSRJkiRJkiRJkqStAUC59GUnScN1GFqmR4VPLn3+ujf2THPS5+mppc+pJEmSJEmSJEmSpO0BQLn0ZSdJw3UYWqaHhU8vfQa7Zpgs75AkSZIkSZIkSZKkPwQA5dKXnSQNlx5bpkeF+oifwY4ZJss7JEmSJEmSJEmSJOkvAUC59GUnScOlB5fpUaE+4mewW4bJ8g5JkiRJkiRJkiRJ+iEAKJe+7CRpqPToMj0o1NfvOX8eO2SYLO+OJEmSJEmSJEmSpBcCgHLpy06ShkoOL9ODQn3/nvPnsUOGyfLuSJIkSZIkSZIkSXohACiXvuwkaSjjZBlYvvc+GCbLuyNJkiRJkiRJkiTpwzgZgA3Sl50kDZUaYKbHhPrd95w/j93fBcNkeXckSZIkSZIkSZIk/QoAyqUvO0kayjhZRpaGyfLeSJIkSZIkSZIkSXo7ACiXvuwkaSjjZD19ZGmYLO+MJEmSJEmSJEmSpIEAoFz6spOkoYyT9eShpWGyvDOSJEmSJEmSJEmSBgOAcunLTpKGSgwy02NC/fR9589ll7PfZZycPhPyvkiSJEmSJEmSJEn6rwCgXPqyk6ShjJP11LGlYbK8K5IkSZIkSZIkSZImAoBy6ctOkoZKDDLTg0L99J3nz2X63Bsmy7siSZIkSZIkSZIk6YcAoFz6spOkoXaPMtNjQv1c+kymz7xhsrwrkiRJkiRJkiRJkl4IAMqlLztJGs44WU8ZXY49i/3S37+e+45IkiRJkiRJkiRJejkAKJe+7CRpOONkPWF4aZgs74gkSZIkSZIkSZKkhQFAufRlJ0nD7RpnpseEer30mdx9zg2T5R2RJEmSJEmSJEmS9GYAUC592UnScMbJun14aZgs74ckSZIkSZIkSZKkxQFAufRlJ0nDGSfr5gGmYbK8G5IkSZIkSZIkSZIKAoBy6ctOkobbMdRMjwn1fulzWX22u4yT09+znvluSJIkSZIkSZIkSZoOAMqlLztJGs44WbcOMA2T5b2QJEmSJEmSJEmSVBQAlEtfdpI0nHGybhxhdh8mey/OLH2uJUmSJEmSJEmSJLUJAMqlLztJGs44WbeNMMd+373S36+e9U5IkiRJkiRJkiRJWh4AlEtfdpI0XPVgMz0o1Fjpc1l1pg2T9cR3QpIkSZIkSZIkSdLyAKBc+rKTpOGMk3XTGNMwWd4FSZIkSZIkSZIkSRsCgHLpy06ShjNO1i2DTMNkeRckSZIkSZIkSZIkbQoAyqUvO0karnrAmR4Varz02Vx5jtPj5PR3qee8C5IkSZIkSZIkSZK2BADl0pedJA1nnKwbBpmdh8neg7NLn21JkiRJkiRJkiRJLQOAcunLTpKGM07W6aNMw2R5DyRJkiRJkiRJkiRtDgDKpS87SRrOOFknDzPHfqd90t+f7j7/kiRJkiRJkiRJkmIBQLn0ZSdJUxkn69RxpmGynnz+JUmSJEmSJEmSJMUCgHLpy06SpjJO1onjTMNkPfXsS5IkSZIkSZIkSYoHAOXSl50kTVU16EyPCzVf+myOnNn0ODn9nenusy9JkiRJkiRJkiSpRQBQLn3ZSdJUxsk6baDZdZjs3N9R+nxLkiRJkiRJkiRJah8AlEtfdpI0lXGyThpqjv0Oe6S/K9155iVJkiRJkiRJkiS1CwDKpS87SZrKOFmnDDUNk/Wk8y5JkiRJkiRJkiSpbQBQLn3ZSdJUxsk6ZaxpmKwnnXdJkiRJkiRJkiRJbQOAcunLTpKmMk7WCWPNsc9eL/396L6zLkmSJEmSJEmSJKl9AFAufdlJ0lTGyTphsNlxmOyc31X6jEuSJEmSJEmSJEk6JgAol77sJGm6ipFnemioNaXP5k/nMzlOTn83uuucS5IkSZIkSZIkSTomACiXvuwkaTrjZHUdbRom6/YzLkmSJEmSJEmSJOm4AKBc+rKTpOmMk9V1uNlxmOx831X6jEuSJEmSJEmSJEk6LgAol77sJGk642R1HG+OfdZ66e9D559tSZIkSZIkSZIkSUcHAOXSl50kTWecrI4DTsNk3Xq2JUmSJEmSJEmSJB0dAJRLX3aStCTjZHUacI59zlrp70Hnn2tJkiRJkiRJkiRJVwQA5dKXnSQtyThZXUacHYfJzvR97T7XkiRJkiRJkiRJkq4JAMqlLztJWtLq4Wd6eKh1dTqLqXFy+jvQ2WdakiRJkiRJkiRJ0lUBQLn0ZSdJSzJOVochp2GybjrPkiRJkiRJkiRJkq4MAMqlLztJWpJxsjqMOY2TddN5liRJkiRJkiRJknRlAFAufdlJ0rKMk5Uccxom65azLEmSJEmSJEmSJOnqAKBc+rKTpGWtHIGmR4haV4fzZ5isU86xJEmSJEmSJEmSpOsDgHLpy06SlrV6CJoeI2pdybOXGCenn7fOO8OSJEmSJEmSJEmSHhMAlEtfdpK0LONknTJOrpZ+3jrr/EqSJEmSJEmSJEl6VABQLn3ZSdKyjJOVGHeOfZ466Wets86vJEmSJEmSJEmSpMcFAOXSl50kLcs4WSeMkyuln7POOruSJEmSJEmSJEmSHhkAlEtfdpK0tJWj0PQoUetKnDfjZHU9t5IkSZIkSZIkSZIeHQCUS192krQ042R1HidXSj9jnXNuJUmSJEmSJEmSJD06ACiXvuwkaWnGydo18hz7HDXSz1dnnFlJkiRJkiRJkiRJ+jBOBmCD9GUnSUtbOQ5NjxO1rsRZ2zVMdlbvq+K8SpIkSZIkSZIkSdKvAKBc+rKTpOWtHIimR4pa084ztnucnH626n9eJUmSJEmSJEmSJOlLAFAufdlJ0vKMk9VtnFwl/VzV/6xKkiRJkiRJkiRJ0rcAoFz6spOk5a0ciqaHilrTzvNlnKwO51SSJEmSJEmSJEmS/hAAlEtfdpK0PONkdRonV0k/U/U+p5IkSZIkSZIkSZL0hwCgXPqyk6SSDJRVMfoc+2/XSD9T9TyjkiRJkiRJkiRJkvRDAFAufdlJatrpY7uVg9H0aFE9zuL4f3u99PNUv/MpSZIkSZIkSZIkSS8GAOXSl52kRt00vls5GE0PF9Xj/I39d9dLP0v1O5uSJEmSJEmSJEmS9EYAUC592Ulq0I1DvJXD0fR4UfmzN/7fXC/9HNXnXEqSJEmSJEmSJEnSQABQLn3ZSQp2+yhv1XA0/ZyUP29j/7310s9Qfc6kJEmSJEmSJEmSJA0GAOXSl52kQOlB3q5x3soRafo5KXvWxv5766WfoXqcR0mSJEmSJEmSJEmaCADKpS87SZtLD/J2jvRWDknTz0i5czb231ov/fzU4zxKkiRJkiRJkiRJ0mQAUC592UnaWHqMlxjrrRqVpp+Ncudr7L+1VvrZqcdZlCRJkiRJkiRJkqQFAUC59GUnaVPpMV5qtLdqWJp+LsqcrVXnZ1b62Sl7DiVJkiRJkiRJkiRpYQBQLn3ZSdpQeoyXHO/NfY7/L/1ctP9crTg3s9LPTdkzKEmSJEmSJEmSJEmLA4By6ctOUnHpMV56xDf/Of6Vfibae6ZWnJkV0s9NuTMoSZIkSZIkSZIkSQUBQLn0ZSepsPQQr8uIb83nyT8T7T1To+dkpfQzU+78SZIkSZIkSZIkSVJRAFAufdlJKio9xOs05kv/HurRjnOzUvp5KXf2JEmSJEmSJEmSJKkwACiXvuwkFZQe4nUb9aV/B/Wo+sysln5e2n/uJEmSJEmSJEmSJGlDAFAufdlJWlx6iNd13Jf+HZSv+ryslH5W2n/mJEmSJEmSJEmSJGlTAFAufdlJWlx6jNd14Jf+HZSv8qyslH5O2n/mJEmSJEmSJEmSJGljAFAufdlJWlh6iNd55Jf+/MpXeVZWSj8n7T1vkiRJkiRJkiRJkrQ5ACiXvuwkLSo9xDth7Jf+/Drj/Iz97DXSz0h7z5ruuyPTv6ckSZIkSZIkSZL0QgBQLn3ZSVpQeoh3yugr/fnV//yM/dx10s9Ie86ZnnX/pZ+RJEmSJEmSJEmS9C0AKJe+7CQtaHRQmR5s7R55pT+7+p+d0XdphfTz0b5zJn/D089SkiRJkiRJkiRJjw4AyqUvO0mTzYwp0+OsxKAr/fnV9+yM/9w10s9H9WdM/lY7O5IkSZIkSZIkSWoQAJRLX3aSJpsZUqbHWIkRV/qzq++5GfuZa6SfjerPl/xNdo4kSZIkSZIkSZLUJAAol77sJE00O6ZMj7AS4630Z1ffczP7Ps1IPxvVni35G+xMSZIkSZIkSZIkqVEAUC592UmaaHZImR5fpYZb6c+ufmdm7OetkX4uqjtX8jfX+ZIkSZIkSZIkSVLDAKBc+rKTNNiKIWV6dJUabKU/u/qdmbGft0b6uajuXD219HdyY+nvVJIkSZIkSZIkSVcFAOXSl52kwVaMKNNjq9RYK/251eu8jP+8eelnopoz9bTS38PTSn/fkiRJkiRJkiRJOj4AKJe+7CQNtGpAmR5YJQda6c+uPudl7GetkX4mWn+enlD62evZ50+SJEmSJEmSJEnTAUC59GUnaaAVA8r0sCo90Ep/bvU5K2M/a176eWj9Wbq59DOXcyhJkiRJkiRJkqRlAUC59GUn6c1WjSfTo6r0OCv9udXjrIz/rHnp56F15+jW0s9azqMkSZIkSZIkSZJKAoBy6ctO0putGk6mB1Udhlnpz678WRn7OfPSz0LrztBtpZ+xnE1JkiRJkiRJkiSVBwDl0pedpDdbNZ5MD6k6jLLSn1v5czL2c+aln4XWnaEbSj9XOZ+SJEmSJEmSJEnaGgCUS192Ks7w5a5WDifTI6oO5zL9uZU9J+M/Z076OWjN+Tm99POUcypJkiRJkiRJkqRYAFAufdlpYUYw9/fz9/G69ICqyzlMf3blzsnYz5iXfg6aPzunln6Ocl4lSZIkSZIkSZLUIgAol77sNFl6AGMQ0+v7fkf6rHQ5e+nPrdwZGfsZc9LPQPPn5rTSz0/OrSRJkiRJkiRJktoFAOXSl50GS49eDGP6fefvSJ+Nbuct/dm1/4yM/4w56Weg8TNzWulnt+f78V7den4lSZIkSZIkSZJUGgCUS192eqP0yMU4pu/3/670meh2ztKfXfvPyNi/n5P+/TV+Xk4p/cx2vk/ewXvPsSRJkiRJkiRJksoDgHLpy04vlB62GMnkWz3ySp+Dbucr/bm1/3yM/fs56d9f4+ele+lnVfG+7JJ+Ts6yJEmSJEmSJEmSAgFAufRlpx9KD1oMZXq0egCW/v47nqv0Z9e+8zH+78elf3eNnZXOpZ/Rqnejm/SzfOp5liRJkiRJkiRJ0tYAoFz6stNfSo9ZjGX6tHoUlv7uO56p9GfXvvMx9m/npH937fk7Ul362ax6H06SftZPONeSJEmSJEmSJEnaHgCUS192+kPpEYvBTK9WD8TS33nX85T+7NpzNsb+rfftCc38/ags+0z4lD6ft55vSZIkSZIkSZIkbQ8AyqUvO/2m9HjFYKZXxpL7zlL6s6v+bIz/W+/a7c387ago9xz4Sfqs3nLGJUmSJEmSJEmSFAsAyqUvO30rPVxJl37+HasYkKW/565nKP3ZVX8uxv6td+32Zv5urC7z+zMifW5PP+uSJEmSJEmSJEmKBQDl0pedvpQerHQp/T10y1hy7/lJf37Vnouxf+t9u7nZvxmr2v97s0r6DJ943iVJkiRJkiRJkhQNAMqlLzv9Kj1W6Vj6O+lQxaAs/b12Pzfpz6+6czH+b71rtzb792K2vb8r1dLn+ZRzL0mSJOk/7NxLsuS4ki3YbL1+NapZE6ox1lytxD1u3PTP+dDMAG5Vxdoiq5WZEcewFSSCpCQAAADEiYiIbE/6Zsd/pD9UqSrdS9qOD8zSnXaYm/Tfz56ZeP3/1l6b6N3rxDvu+42SSHq2q88/AAAAAAAAcSIiItuTvtnx8CGkD2iuz8aKpPvsMDPpv589M/Ha/519NtW714lX3PO7pELS811x/gEAAAAAAChDRERke9I3Ox4+hPQRzfXZWJF0l13mJf0bqME+m2nFNeKqynMq+5Oe9Sr7AAAAAAAAgFJERES2J32zO176w5Ru0n2lZ2NF0h12mZP0b6AGe2yeFdeHK6rOp9yf9Myn9wIAAAAAAADliIiIbE/6Zne89IcpHaU7S83GqqT76zIj6d9Anj02z4prQ/raIX2Tnv/UngAAAAAAAKAcERGR7Unf7I6W+kgp/SGMD2lem48VSXfXbU7Sv4H0DNlnk6y4JqSuFTIn6X1w574AAAAAAACgLBERke1J3+yOVuUjpfSHMT6m+X4+Tu46OSPp30B6huyxKVZcDxLXCJmZ9H64Y28AAAAAAABQmoiIyPakb3bHqvqRUvojGR/UfDwfJ/ZbZT7Sv4PkDNljE6y6Ftx1XZAzkt4Xu/cIAAAAAAAApYmIiGxP+mZ3rA4fKqU/ljn5g5pd/af76jgb6d9Ban7srwlWXQfuuB7I3KT3wd37BAAAAAAAgPJERES2J32zO1anD5XSH82c+FHNrjlId9V1LtK/hdQM2V+ddbgGSI+kZ7nTXgEAAAAAAKAFERGR7Unf7I7V8YOl9MczJ31Ys2MW0h11nov07yA1P/ZXV9X3vtRIek6rWLVfAAAAAAAAaENERGR70je7Y3X+aCn9Ec30j2t2zUK6n84zkf4dJGfI/uqo6p6X+5OexS7e3TMAAAAAAAC0IiIisj3pm92RJny4lP6IZvLHNbvmId1N93lI/xZSM2RvdVNtj8vepOdtilf3DQAAAAAAAC2JiIhsT/pmd6RJHzGlP6aZ+IHNrllI99J9FtK/heQc2VtdVNrbsi7puTrBK3sHAAAAAACAtkRERLYnfbM70rQPmdIf1Ez7yGbXPKQ7mTAH6d9Dao7srQ6q7Gd5L+k5OtmzewgAAAAAAIC2REREtid9szvSxA+a0h/UTPrAZscspPuYMgfp30NyluytyirsY3k+6bnh9X0EAAAAAABAayIiItuTvtkdafJHTekPayZ8ZLNjHtJdTJqB9G8iNUv2VlXJvSvXk54T1u0lAAAAAAAA2hMREdme9M3uSNM/cEp/XNP5Q5td85DuYVL/6d9Ecp7sq2pSe1a+T3o22LenAAAAAAAAaE9ERGR70je7I53woVP645quH9rsmod0B9P6T/8mUrNkX1WS2KfycdKzwH37CgAAAAAAgBFERES2J32zO9IpHzulP7Dp+KHNrnlIdzCt//RvIjlP9lQFd+9P+T3p/snsLQAAAAAAAMYQERHZnvTN7kgnffSU/sim28c2O+YhvfZpd+1jzmBf5d25J+WfpDsnv78AAAAAAAAYRUREZHvSN7sjnfbxU/pDm04f3OyYh/S6p921j4HMft7z7zk76Z6ptccAAAAAAAAYR0REZHvSN7sjnfgRVPpjmy4f3eyYh/Sap925l4F79/L6f8e5SfdLDY8CZyEAAAAAAAC2ExER2Z70ze5IJ34Mlf7YpsNHN7vmIb3maXfuZeCefbz+n39e0p1S06PAeQgAAAAAAIDtREREtid9sztShY+iEh9wpT+4qf7hzY55SK91BXfvZ2DfHl7/zz4n6R7p4VHgPAQAAAAAAMB2IiIi25O+2R0p+XHUng9Zsv/+KR/f7JiF9DpXcPd+Btbv3/X/3DOS7o9+HgXOQwAAAAAAAGwnIiKyPemb3ZHu/kjq3o9aav09nT6+2TEL6XWuILGngRV7d88/c3LSndHfo8B5CAAAAAAAgO1ERES2J32zO9KdH0ulPyyr9jdV/gBnxyyk17iC1L4G6pic9Noyz6PAmQgAAAAAAICtREREtid9szvSXR9NpT9u+eo3pv+eih/g7JiF9PpWkdjXQN7UpNeV2R4FzkQAAAAAAABsJSIisj3pm92R7vh4Kv1hSxfpWfhzJsxA757TvxP4d8/PS3pNOcejwLkIAAAAAACArURERLYnfbM71s6PqNIftXSTnoVf58Ec9O44/TvhdNOSXk/O9ChwLgIAAAAAAGArERGR7Unf7I6182Oq9Ect3aRn4d95MAczOk7/VjjRpKTXEh4FzkUAAAAAAABsJSIisj3pm92xdn1Ylf6gpasK87A66TWtJLm3gZ17u3/Sawh/76v8ORkAAAAAAICtREREtid9szvWrg+s0h+0dJaeh9VJr2cl6f0NrN7T/ZNeQ/h8f+XPyQAAAAAAAGwlIiKyPemb3bF2fGiV/pilu/Q8rEx6LatJ729g5X7um/TawbU9lj8nAwAAAAAAsJWIiMj2pG92x9rxsVX6Y5YJkrOwMul1rKbCHgfe3cc9k143eH6v5c/JAAAAAAAAbCUiIrI96Zvd0VZ/dJX+mGWC5BysTHodq0nvb+Cd/dsv6TWD9/Zc/owMAAAAAADAViIiItuTvtkdbfUHWOmPWaZIzMHqpNewmip7HHhm3/ZKer1g3d7Ln5EBAAAAAADYSkREZHvSN7ujrfwQK/0hyySJOVid9BpWU2WPA1f2a6+k1wvW78H8GRkAAAAAAICtREREtid9szvayg+y0h+yTHP3HKxOev2qqbTPgc/2aZ+k1wr27sX8GRkAAAAAAICtREREtid9szveqo+z0h+yTHTnDKxMet2qq7DPgV/3ZI+k1wnu25P58zEAAAAAAABbiYiIbE/6Zne8VR9ppT9kmejO/lcmvW6dpPY5sPa6tyvpNYLM3syfjwEAAAAAANhKRERke9I3u+Ot+mAr/SHLVHf1vzLpNesqsdfhVNWTXh/I7s/8+RgAAAAAAICtREREtid9szveqo+20h+yTHVH/6uTXrMp7tjrcJrKSa8NVPEocD4GAAAAAABgKxERke1J3+x4/M8HH4U8n/SHLJPt7n510us10a69DqeonPTaQCWPAudiAAAAAAAAthMREdme9M2Ox5r/78npj1km29396qTX6wSr9ztMVTXpdYGqHgXOxQAAAAAAAGwnIiKyPembHY//+eIDketJf8wy3c7uVya9TqdZud9hmopJrwlU9yhwLgYAAAAAAGA7ERGR7Unf7PiPdz/uSn/MMt3OzlcmvU4nW7HfYZIqSa8DdPIocCYGAAAAAABgOxERke1J3+z4j3c/7kp/zHKCXZ2vTHqNuDYn6b8R7tkL2aR/P3T0KHAmBgAAAAAAYDsREZHtSd/s+I93P/BKf8xygh2dr056jbg+M+m/DfbP//1J/2bo7lHgTAwAAAAAAMB2IiIi25O+2fGLdz7ySn/McorVfa9Oen24Pjfpvwn2z/19Sf9WmOJR4DwMAAAAAADAdiIiItuTvtnxi3c+9Ep/zHKK1X2vTnp9eG5+0n8P7J33vUn/PpjmUeAsDAAAAAAAwC1ERES2J32z4xfvfOyV/qDlJCv7Xpn0uvDaHKX/Dtg343uS/l0w1aPAWRgAAAAAAIBbiIiIbE/6Zscf3vnYK/1RyylW9rwy6XUB+NfqpH8PTPcocAYGAAAAAADgNiIiItuTvtnxh3c++kp/2HKSVT2vTHpNAP7luga9PAqcgQEAAAAAALiNiIjI9qRvdnzg1Q+/0h+2nGRFx6uTXhOAf7meQS+PAudfAAAAAAAAbiMiIrI96ZsdH3j146/0hy2nebfj1UmvR3fWGe7fT/YW5D0KnH0BAAAAAAC4lYiIyPakb3Z84pUPwNIft5zm3X5XJr0WnaxO+vdwb9+6X7/u6b8VTvcocO4FAAAAAADgViIiItuTvtnxiVc+AEt/3HKid7pdmfQ6VJJK+nefrGLSa5JmfaCHR4EzLwAAAAAAALcTERHZnvTNjk+8+hFY+iOX07za7eqk16GSdNK/f6opSa9juq/03wX8uVfzZ14AAAAAAABuJyIisj3pmx1feOVDsPRHLid6tdeVSa9BJRWSXoMJTkl6ne/qL/33AJ/t1fx5FwAAAAAAgNuJiIhsT/pmxxde+Rgs/ZHLiV7pdXXSa1BJpaTXohP5J+keVvaZ/huA7/Zp/qwLAAAAAABAhIiIyPakb3Z8I/3hCtc82+nqpH9/JdWSXo+q5PukOwLmehQ44wIAAAAAABAjIiKyPembHd9If7zCNc/2uTrp319JxaTXpAp5PenugFkeBc64AAAAAAAAxIiIiGxP+mbHN9Ifr3DdM32uTvq3V1Ix6TXRx5yk+wT6exQ43wIAAAAAABAlIiKyPembHRekP2Lhmme6XJ30b6+kWtLroYO5SfcM9PMocK4FAAAAAAAgTkREZHvSNzsuSn/MwjWf9/fD//nlf29t0r+7kkpJr8Wp635a0t0DPTwKnGcBAAAAAAAoQUREZHvSNzsuSn/QwjVXelyd9G+upkrS63Daekt+FoDaHgXOswAAAAAAAJQgIiKyPembHU9If9TCNX/39o9/O1yd9O/t4O6kf+/ENZXrSc8GUM+jwDkWAAAAAACAMkRERLYnfbPjCekPW7jm4+5++L//8z9fm/Tv7WZ30r+v+/rJuqRnBajhUeAMCwAAAAAAQCkiIiLbk77Z8aT0By5c83dvv/e3Munf2p0e7lsjySQ9P0Dy+p0/uwIAAAAAAFCOiIjI9qRvdjwp/ZEL1/zd2w//7y//83VJ/9YpdLB+XaRW0rME3H39zp9bAQAAAAAAKElERGR70jc7XpD+2IVr/u7Nx8mdnL7uMjPpuQLuuobnz6sAAAAAAACUJSIisj3pmx0vSH/wwjV/9/Z/futvVdK/k1lkftIzBuy+jufPqgAAAAAAAJQmIiKyPembHS9Kf/jCNb935uNk6pLzkp45YMe1PH9GBQAAAAAAoDwREZHtSd/seFH64xeu+aq7VUn/RvqTc5OePWDltTx/PgUAAAAAAKAFERGR7Unf7HhD+iMYrvmquxVJ/z76EvmR9BwCK67n+XMpAAAAAAAAbYiIiGxP+mbHG9IfwnDNV92tSPr30ZPIn0nPJPDq9Tx/JgUAAAAAAKAVERGR7Unf7HhT+oMYrvmstxVJ/zZ6Efkq6fkEnr2m58+iLPP//H//1+Nd6d8AAAAAAAD0ICIisj3pmx0LpD+M4ZqPOluR9O+iD5ErSc8pcPWanj+DcsmKj459tAwAAAAAAKwkIiKyPembHQukP47hmo86W5H076IHkWeSnlfgq+t5/uzJh9IfIPtQGQAAAAAAuEpERGR70jc7Fkl/KMM1f3a2IunfRG0iryY9u8Cf1/P8eZP/Sn9g7CNlAAAAAADgHSIiItuTvtmxSPqDGa75qLN3k/5N1CXybtIzDPx7Pc+fNQ+V/oDYR8oAAAAAAMAOIiIi25O+2bFQ+sMZrvmzr3eT/j3UJLIq6VmGkz0KnC8Pk/5Q2EfKAAAAAADAHURERLYnfbNjsfRHNHzvz67eTfr3UIvIjqTnGk70KHCuPED6g+Bq0n0AAAAAAAD3EBER2Z70zY7F0h/ScM2vXb2b9G+hDpGdSc83nOJR4Dw5WPrj3w7SHQEAAAAAAPuJiIhsT/pmxwbpj2r43p89vZP0b6EGkTuSnnOY7lHgHDlM+kPfrtK9AQAAAAAAe4mIiGxP+mbHJumPa3jOO0n/7eSJ3Jn0vMNEjwJnxwHSH/ROk+4TAAAAAADYR0REZHvSNzs2SX9kw3NeTfrvJk8kkfTcwxSPAmfGxtIf754g3TEAAAAAALCHiIjI9qRvdmyU/uCG615N+u+m59yIrEh6/qGzR4FzYlPpj3VPk+4bAAAAAADYQ0REZHvSNzs2S398w3WvJP0302teRFYnvQ+gm0eBs2FD6Q90T5fuHwAAAAAAWE9ERGR70jc7Nkt/hMN13yX991GHSKWk9wN08ChwJmwk/TEuPk4GAAAAAIDpREREtid9s3uKD0D2rhtQn0jFpPcFVPUocA5sIv0BLj5OBgBIcBaDvuxfAAC6ExER2Z70ze43PhiZs7bAHiIVk94XUMmjwLmvgfQHt/hAGQDgTs5nPDsH6b8VexgAgPlERES2J3ajS384cuKHJek1Bd4jUjnp/QFpjwJnveLSH9jixTkAwF2c1dBxb/YwAAAnEBER2Z7bb3DpD0dO/uAkvYbA60Q6JL1P4P5rc/58V1z6o1q8LAcAuIsz29l03J89DADAaURERLbnlpta+sMRH6PM7gKmE+mU9H6Be67L+TNdYekXunhJDgBwp/RZzfktT7d9pfeqjgEASBIREdmerTez9IcjPlLRC0wg0i3pPQN7rsX5M1xh6Ze3eDkOAHC39BnNGa4G3faV3qN6BgAgTUREZHu23MTSH49UUOAgoR8YQKRj0vsG1l2D8+e2wtIvavFSHAAgIX02c46rQbd9pbvTMwAAVYiIiGzP8htY+iOSigocKvQEDYl0Tnr/wOvX3vw5rbj0y1m8EAcASEifyZzl6kh3qtvevekZAIAqREREtmfZjSv9IUknBQ4ZOoPi5IxMn4v0PoLreyt/Lisu/TIWL8MBAJLS5zHnuTrSXep2Rm96BgCgAhERke1ZctNKf1DSWfrAkf79wMdkZk6bk/Q+gq/3T/yhT3Xpl6/UkZ5FAICk9FnMma6OdIe6ndWbjgEASBMREdmet29Y6Q9LJkkdOtK/G/idzIjZya0DfL5H4g96qku/cKWm9FwCAKSkz2HOdDWku9PtzN70DABAmoiIyPa8dbNKf2Ay2d0Hj/TvBX7d/9I56fmpNkPpteBsj/yDnS7SL1mpLT2fAAAJ6TOYc10N6c50O7s3HQMAkCQiIrI9L9+o0h+bnOSuw0f6dwIPaZz07FSep/Q6cI5H/kFOJ+kXq/SRnlUAgLulz1/OdXWkO9Pt3M70DABAmoiIyPa8dJNKf3hysp2Hj/Rvg9NJz6TnpstspdeAmR75BzcdpV+m0k96ZgEA7pQ+eznX1ZHuS79n9KZjAABSREREtufpG1T6IxQeWz/GSf8uOJn0Snpeus1Y+rczwyP/oKaz9EtUekrPLQDAndJnL+e7OtI96fes3vQLAECCiIjI9jx1c0p/kMLHVh9C0r8HTiS9kp6XrrOW/u3088g/mJkg/fKU3tLzCwBwl/S5y/mujnRH+j2vNx0DAJAgIiKyPU/dnNIfqPC9VQeR9O+A00ifpGel87ylfze1PfIPYaZJvzBlhvQcAwDcJX3ucr6rI92Rfs/qTMcAAKSIiIhsz+UbU/qDFZ737mEk/ffDKaRP0rMyYe7Sv5s6HvmHLhOlX5IyT3qmAQDukD5zOd/Vke5Hx+f2pl8AAO4mIiKyPZduSumPV3jPOweS9N8OJ5AeSc/JlNlL/2ZSsxZ/wDJd+uUoc6VnGwDgDukzl/NdDeludHx2b/oFAOBuIiIi2/PtDSn9MQtrvXIoSf/NMJn0SPUZ6TaD6X3H7pmNP0w5SfqlKPOlZxwAYLf0ecv5ro50N3rWm24BALiTiIjI9nx7Q0p/4MIezx5M0n8vTCX107n/Kn/HnWvK3dew+IOTU6VfhnKG9JwDANwhfeZyxqsh3Yue9aZbAADuJiIisj1f3ozSH7x0+CAs/Tvu/LAo/XfCRFI707qu9Pel9x7Pzm/8AQn/SL8E5SzpeQcA2C193nLGqyHdiZ51p1sAABJERES258ubUfpDmG4ffX2X9Bqt+Pgo/ffBJFI/U7ut8Hen9x+fzUD8QQgfS7/85EzpuQcA2C193nLGy0v3oWv96RUAgBQREZHt+fRGlP44psKHU3cnvbZXP05K/20wReV0+TvvWoPOXT7zG5P/bhLXoPhDD76XfunJ2dLzDwCwW/q85YyXl+5D17rTKQAAKSIiItvz6Y0o/cFM54+9VibdwVcfL6X/LuisQjr/7RXWZlJSvyu9D0/xyD/c4DXpl56Q3gMAALulz1vOePrXtf50CgBAioiIyPZ8eBM69UO9Dqn2cVP6gyvoatI1ZGJO+q1//ubEv5NVezH+EIM10i87wUtvAOAE6fOWM15eug9960+nAAAkiYiIbM+HN6HJH+ZNS4UPoNIfY0FHE68TUzL5t1393Yl/J8/stfjDCvZJv+gEL70BgFOkz1vOePrXtw51CgBAkoiIyPb8dQPy4VrvJD+yTH+sBV2cck3omkm/5dXfnvh38tFeij+U4D7pF5zghTcAcJr0mcs5T/8616E+AQBIEhER2Z6/bkA+UpuTxAeJ6Q+5oIOJ+z/1O2V97u4vPadVPPIPIMhJv9wEL7wBgBOlz1zOeLrXux51CQBAkoiIyPb8dvPxQdrcpD+6Au67RqZ/352/Vdbn7u7SM5rZF/GHDdSQfrEJXngDACdLn7uc83Svdz3qEgCAJBERke357ebj47Mzkv4oC0524t6Wfrm7t/SM7p3/+IMF6km/0AQvvAEAzjqXp9e6knQXutelHgEAqEJERGR7/nvj8dHZmUl/tAWnOXUvi3yV9HyunfX4gwRqS7/QBC+8AQD+kT57OefpXfe61CMAAEkiIiLb898bjw/Uzk76Yy44xcT9e/XvEPks6RletxfiDxGoLf0yE7zsBgD4X+nzl3OezvWvz9M7BAAgS0REZHv+e+NJf9BT4QM/+SfpbmGyjvt15d8o8lnSe3PvHoo/XCAv/TITvPAGAPhd+vzljKdzM6DPk/sDACBPRERke/5740l/uFP947oTk+4MpumyT3f/nSIfJb0/c9eF+IMH9ku/zAQvvAEA/pY+gznn6dwc6PPE3gAAqENERGR7/nvjSX+cU4X8nXQnMEXlvZm4noj8mvT+rOaRfyDBGumXmeClNwDA59LnMGc8XZsFnZ7WGwAAdYiIiGzPz5tO+gOcjk5Mes2hu2r7MX0tEfk16f3ZwSP/kILnpF9kghfeAABfS5/FnPF0bR70elpnAADUISIisj0/bzrpj22mmpr0ukJXFfagSNWk92dnj/zDC/6WfpEJXnoDAHwvfRZzvtOzmdDtSX0BAFCLiIjI9vy86aQ/qjnNlKTXETpJ7zuR6knv0Wke+QcaJ0u/yAQvvQEArkufyZzvdGwudDu9JwAAahIREdmenzed9Ac0PFp/PJheN+ggtd9EOiW9T6d75B9ynCL9QhO8+AYAuC59LnO206/50HF6DQEAOJOIiMj2xD+U4ZoOSa8RVHb3HhPpmPQ+PdEj/+BjmvQLTfDyGwDgeemzmXOdbs3IuT2n1w4AgHOJiIhsT/yjGN5TLen1OJHeerirJ5HOSe9T/r2OxB+GdJV+oQlefgMAvCZ9PnOu061ZObPn9LoBAHA2ERGR7Yl/AMMeyaR/+2T67Gt3DyITkt6nfHZ9iT8c6SD9QhO8/AYAeE/6nOZMd3anZuasvtNrBQAAP4iIiGxP/IMX7nNX0r9zkopJr0lXu9ZdZFLS+5Sr17P4w5KK0i82wQtwAID3pc9rznTn9Wluzuo8vT4AAPArERGR7Yl/4ELOzqR/W1fdkl6vLnass8jEpPcq71zn4g9QktIvN8FLcACAtdJnN+e5uT2an3N7T68LAAD8SUREZHviH7NQx8qkf0snU5Jex8pWr63I1KT3Kiuve/EHKndKv+AEL8EBANZLn+Gc5Wb0V0W6j5NnIL0OAADwGRERke2Jf7xCXe8m/fdXNj3p9a1m1VqKTE96r7LzOhh/wLJT+kUneBEOALCXM1w/6XN4Nek+TpuF9G8GAIArREREtif+sQq9PJP031rRaUmvdxUr1lDkhKT36rv7Of23dfLIP3BZJf2CGbwQBwC4j/NbH+mzeDXpPqqwzgAA8L9ERES2J/5xCr19l/TfV4HkO0gTkWtJ79U79nL6N1T0yD98eUf6BTN4KQ4AcD9nttrSZ/GK0p1UY10BAMDHySIickPiH6Qwy59J/z2V1kLynZgFkdpJ79UKezn9Gyt45B/GPCP9ghm8IAcAqMfZrM76Yw7tYQAA+JiIiMj2/LzppD9CgUnk66T7MRMitZPer1X3cfr359Y9/mDmO+kXzOCjAwAA+F36TF5RuhMAAKAeERGR7fl500l/eAITyHNJ92U2RGomvV+77eP0utzfQ/xBza/SL5fBBwcAAPC79Jm8qnQvAABAPSIiItvz86aT/tAEupPXku7NfIjUS3q/TtnH6fW6p5P4Q5v0y2XwsQEAAPwufS6vKt0LAABQj4iIyPb8vOmkPy6BrmRN0j2aE5E6Se/XyXs4vY57O4o8tEm/XAYfGgAAwO/SZ/Oq0r0AAAD1iIiIbM/Pm076gxLoRtYn3al5kVNSfSbT+/W0PZxe2z193fbQJv1yGXxkAAAA/yt9Nq8s3Q0AAFCPiIjI9vz3xpP+kAS6kL1J92tmZHI6zGR6v9rD+fVe293Whzbpl8uwe8YBAKCT9Pm8snQ3AABAPSIiItvz3xtP+uMRqE7uS7prcyNT02Em03vWHv476Q7Wdbn8oU365TJn2zHTAADQVfp8Xl26HwAAoB4REZHt+e3mk/5oBKqS+5Pu3PzItHSZx/R+tX+/T7qTNb2+/cAm/WKZs62YYQAAmCR9Rq8u3Q8AAFCPiIjI9vx280l/KALVSDbp/s2RTEmnWUzvV/v3+aQ7er/jlx7YpF8sc6ZX5xUAAKZLn9WrS/cDAADUIyIisj1/3YDSH4hAFVIj6TkwSzIhXeYwvVft3feT7uy9vp96YJN+scx5np1RAAA4Sfq8Xl26HwDgD+Hn2wA/iIiIbM9fN6D0hyFQgdRKeh7Mk3ROpzlM71V7d33SHb7e/bcPbNIvljnLlZkEAICTpc/s1aX7AYBjpJ9tv/i8GziTiIjI9vx1A0ofjiFNaiY9F2ZKOqbbDKb3qr27N+k+X5+DDx/YpF8sc4bP5g8AAPhf6XN7B+mOAGCs9PPrhc+8gfOIiIhsz4c3ofSBGHL/MSaVk54PcyWd0nH+0nvVvr0v6X5fm4nfzsvpF8vM9+fMAQAAH0uf3TtIdwQAo6SfVW965g2cR0REZHs+vRGlD8Nw7398SZekZ8V8SYd0nb30XrVvM0l3/dp8ePmNDwcAAKCI9Pm9g3RHANBa+nn0Dc+7gTOJiIhsz5c3o/RBGO75Dy7plvTMmDGpnM6zl96rndduStK9Pyn9cpl5fuwCAADgOelzfAfpjgCgnQLPnwPvRfLrDtxKRERke769IaUPwbD3P7JkRRJrmp4dcyYV033u0nvV3q2VdP9PSL9kZoYfUw8AADwnfY7vIt0TALRQ4FlzCekegNuIiIhsz6WbUvoADHv+w0qeTbW1Ts9Q+veL/JoJM5feq/Zx3aT7vyj9spm+fkw5AADwvPRZvot0TwBQVoHnyiWlewFuISIisj2Xb0zpAzCs/Q8qeSaV1z49S+ZNKmTKvKX3qj1dP+nuL0q/dKaPH1MNAAC8Ln2m7yLdEwCUU+A5cnnpjoDtREREtufyjSl9+IV1/yElV9Ohh/Q8mTlJZ9K8pfeq/d0n6d6fkH4BTV0/JhkA3uWeA5wufa7vIt0TAJRR4JlxO+nOgG1ERES25+kbVPrwC+//B5RcSacu0jNl5iSVSbOW3qf2et+ke78o/SKaOn5MLQA8wz0J4GPps30n6a4AIK7AM+LW0v0BW4iIiGzPSzep9OEXXv8PJ/kuXXtJz5a5k7szbc7S+9S+75905xelX0jjgwAAenB/Avhe+nzfSborAIgp8Ex4hHSPwBYiIiLb8/KNKn0Ahuf/o0m+S+d+0vNl/uSuTJ2x9B61/+ck3fdF6RfT+BAAgHrcrwCek75udpLuCgBuV+AZ8DjpToHlREREtuftG1b6EAzX/mNJvku6oxVdpf92Myi7M3m+0nvUtWBe0l1flH5BjQ8AAMhK36vcv/KsPazZP7i2A8BPBZ75jpbuF1hKRERke5bctNKHYPj6P5LkSpLrvbKv9LyZQ9mV6bOV3qOuC3OT7vmC9EtqvPwH4H7p+5R7WZ+e078BqkpfI7tJ9wUAtyjwrPcI6Z6BZURERLZn6c0rfRCGv//jSK5k2rqm567jmkndnDJX6T2aJvuT7viC9MtqvPQHYL/0fcp9rX/H6d8HVaSvj92k+wKArQo82z1OunNgCRERke1ZfgNLH4Thf/+jSK5k4lqmZ+/ONezakVzLtL356u88jexNut8L0i+t8bKffcwZk5nj/dcA97i69AJn7LvO0n0BwBYFnuUeK909sISIiMj2bLuRpQ/EINcydQ3T83fnWk7oS35PeqYq/t5Tyb6ku/1G+sU1XvTzGrPIScxvn2uDjub2ml4DOH0PdpLuCwCWK/AM92jp/oElREREtmf7DS19MOZMci3T1y49h3eu7dQOT0t6jir/btItzU2612+kX2DjBT9fS8+guWXizKd/Y7f1cg3RqV44VXrfdZPuCwCWKvDclp/vLPKzALxFRERke267saUPx5xFrmX6uqXnMLG+U7s8IVVmqOpv54xZSCbd6TfSL7LxYp9/pGfPPHPS/Kd/b6e10o1eT+6FM6X3W0fpzgBgiQLPafntPUV+JoC3iIiIbM/tN7j0IZn55HpOWLf0PCbWeHqn01JtfiqvAefNxt1Jd/mN9MtsvNA/TXrezDmVmMfa66QbvZ7YS1f6O29fVpHubAJrDBBW4PksH76fyM8G8DIREZHtid7s0odl5pHrOWXN0jOZms9T+u2cqrNTeR04e1buTLrHb6Rfap/ox1RwhvSsVZPug7z0DHaaxfQa6UWnp/TShS7rr+9p0p11Y80BiinwTJZP30nk5wN4mYiIyPakb3Y/pQ/NzCHXc9KapecyNaP2Rs1UnpkO64HZuTPpDr+QfrF9ih9TwBnSs9ZBuiPsi6pzmF6TtPT66/ScXqrT55z1nirdWXXWHqCoAs9h+fY9RH5OgJeJiIhsT/pm95f0AZq+5LmctGbp2UzPafrfL/+ky7x0WBfM0p1Jd/eN9AvuqX40z3zpOesq3Rv2R3ptOqzRqZ3odGYvHeh07ppPku6sMh0AFFXg2SuX3j3kZwV4mYiIyPakb3ZfSh+m6UWu58Q1S89nes2r/B0nptusdFgbel6Huifd2xfSL7kn+dE0s6VnbJJ0l5y7T9Lr02GNTu1Fp/N66UCnZ6z7BOnOKtLDQNeei+X/TmDNfqaG9KwAbxEREdme9M3usvTBmtrkuZy4ZukZrTCrlf6W6ek8J53WCbN2d9J9fSH9oru7H+0yW3rGpkv3y3l7xRrVk55dnc7spjKdnrn2naV7q0YXQ7z/XCz/G4C1+5qM9Nyk5i79d8MCIiIi25O+2d1+SGQekatJz2qFma3290zKhPnoumaYvTuT7ukb6Rfe3fxolLnS83WidOectW+sTz3p+dXnjF46SHd6eq/pte8q3Vsl6S70scD6Z2L53zSRnkjPDPdJz06FeUv/HniRiIjI9qRvdiUPj/RSLR3/5lOSntUq/Vf+2zpm0mx0XjvM4t1Jd/SF9EvWDn40yFzp+cIe6yo9N5XnLP1bO0nPsU5791Jduke91uyhi3RvFaQ70Mkie5+H5X9fBwWefelroPQ8cc5+tBbwGxERke1J3+xaHiqpJZ0Jv+GkpOe1Ut8d/saqmTwXndcQc3l30v18If2StaofrTFXer6w5zpLz0rlGUv/xo7S86zPfr10kO5Pr/W7qC7dW1p6/fWywH3PwvK/tZICz7h0d4D07HDG/rMe8CEREZHtSd/sRh44uU8q037PSUnPbLWuO/2tyZwyD5PWFHN6V9K9fCH9krWSH00xV3q+sP8mSM9J1RlL/7au0vOsz37dVJfuTa+9+qgo3Vlaev11s8D9z8Dyv/mk9dbh2dKzwhl7zpqwao7Sf8MGIiIi25O+2R11CGW9uzP1d52W9NxW67jr311pXabMwsT1xdzelXQnn0i/aPWSl53SM4Y9OUV6NqrOV/o3dZeea3326KWDdGd67dlJNenOzIt+3pJ79pX/7Sessx7Plp4Pzthr1oXds5L+u98kIiKyPembXTnpwzvPHvbuyfTfd1rSc1ux2ym/4+7fP20Opq835nh30l18Iv2i1YtddkjPGfbnFOmZqDpb6d8zQXq29dmjmw7Sfem1byeVpDszKzp6WfqZSvr3T15bXZKeCc7YY+l1qbw27JuT9O95koiIyPakb3ZtpA+ufHSwuycn/MYuWbUm6dmt3O/U37X6N05foxM6wGzvSrqDT6RftHqZyyrpOcN+nSY9CxVnKv1bJknPtz7r9tJFuiu99u6kknRv5kVHLynwLOU/z7ryazFtTdPSPWAWJ0rPVPU5S68FuflI/84LREREtid9s2svfZg92R2Z9Fu6Z/Vapee3eu/df2+62wprUDnpHjDvh854+mWrF7i8Iz1r2L8TpWeg2jylf8NEZryudDcdpDvS65xeKkj3Zlb09LQCz1D+eMaVX5Mpa1lFupeTpbvnjD2VXo8Oa3Qy3f9GRERke9I3u/HSB92pdqfr3z05q9cvPcNd5iG9RpPIP0n3gPk/fNbTL1u9tOVZ6VnDfp4s3X2lOUr//ZOZ75rS15/q0v3odV43aenezImenlLg2cknz7bya9N9DStKd3WidOfM30vpteiwRifT/19ERES2J32zO176INzVznT6W0/JjrVMz3C3+UivU2fye9J9kHdS0mv9ifQLVy9ruSo9b9jbk6U7rzRH6b/7BOa7pvR1qLJ0N3qd2Y25MCO6uqjAc5NPnmfl16bz+lWW7uwk6a6Zv4/S69BlnU6V7r/oDIiIiGxP+mZHk4NSNbtS+W87ObvWNT3H3eYlvVbdyN9Jd0ItpyS9zp9Iv3D1cpavpGcO+/0E6a6rzE/6bz6F2a4rfS2qKN2JTmf3Yy7MiK6+UeB5yTfPsvJr1HXtqkv3d4J0x8zfQ+k16LRWJ0r3XngGREREtid9s2PwwWrfgW1PKv5NsneN07PcdX7S69WBfJx0L9Q1Pen1/UT6pauXsnwkPXfkpWfwBOmOq8xO+u89jdmuKX09qibdh17P6chMmI/Tu/pQgeckF59h5deq47p1ke5zqnSvnLF30mvQaa1Ok+68+ByIiIhsT/pmx/CD1Z7D2p5U+lvkn+xe6/Qsd5+j9LpVJJ8n3Q19TE16XT+RfvHqZSy/Ss8edaRncbp0vxXmJv23nshc15W+JlWR7kGnZ3VkJszH6X19qMAzkovPrfJr1W3Nukn3Ok26T87YM+k16Lhmp0h33WAWREREtid9s2PgIWr/IW19KvwN8nd2r3d6lqfMVHrtKpDvk+6IfiYmvaafSL94PfrlKz+l54+a0nM5Wbrb9Myk/86Tmema0tekKtI96PW8jsyD+Ti5r78UeDby5DMr6zVduuMp0j1yxn5J//6u63aCdMdNZkFERGR70jc7hh2e7jmgrU3y3y2f5651T8/zpNlKr6HuaifdE71NSnotP+GlKynpF//Ulp7PidKdpucl/TeezkzXlL4uVZHuQa/ndWQezMbJnf2mwDORF55TWasTpPdGd+n+OGevpH9/13WbLt1vo1kQERHZnvTNjgEHpnsPZ+uT+vfK17lr7dMzPXHO0uuor3pJd8UcU5Jexw94yUpC+oU/PaTndJp0n8l5Sf9t7NnT6d8zRfralJZef52e25N5MBundvabAs9EXnxGZY1OkN4fXaV745w9kv793ddvsnS3jWZBRERke+IHA/oekjIHs7W5+98n13JnB+mZnjxv6fXUUZ2ke2Omzkmv3Se8XOVO6Zf99JKe1ynSPSZnJf13sWdPp3/HJOnrU1p6/fV6dk9mwVyc2Nt/FXgW8sZzKWt0ivQ+6SjdGefsj/Tv775+U6V7bTYPIiIi2xM/HJwufcjpZnXu/HfJ9dzZQXqmT5q59PrqJJN0h5yhY9Jr9gkvVNkt/YKf3tLz2126v9SMpP8m9uzl9G+YKH2Ncm3U6cldmQVzcVpv/1XgOcibz6OszSnSe6WTdFecszfSv33CGk6U7rPhPIiIiGxP/IBwqj2Hla+TPkzd8RufzR3/Dnkud3eRnumT5y+91jq4J+k+OUu3pNfrA16oslP65T4zpOe4s3R3qflI/02s38vpv32q9DXKtVGvJ/dkDszFSb39psBzkDefQ1mTk6T3SxfpnjhjT6R/+5R1nCjdZ8N5EBER2Z74AeEkew4o15I+SN39e19dE8km0UV6ps1gvgvZl/R+4mxdkl6nD3ihyg7pF/vMkZ7lrtK9peYj/fewfi+n/+7J0tcp10a9nt6VOTAXJ3X3U4HnH4ueP1mTk6T3TXXpfjhnP6R/+5R1nCbdZdOZEBER2Z74IeEEaw8jzyV9eFp/GFuXnf9seS2pPtJzbRY/jjXun/Regi57Pr0+H/AylZXSL/SZJz3THaU7S8xG+m9hzz5O/93Tpa9Vro06Pbkrc2AuTurupwLPPhY9c7IeJ0nvm8rS3XDOXkj/9mnrOUm6x6YzISIisj3xQ8Jkaw4eryV9YNp3EFuXXf9ceS3JPtJzvXvWRRJJ7yHodG1Nr8sHvExllfTLfOZKz3Y36b7unon038KefZz+e0+Qvla5LupVX2bATJzRX/qZx4bnTdbjJOn9U1W6F87ZA+nfP3FNJ0h32HguREREtid+UJhmzUHj9aQPSfsPYWuy658rryXdR3qud866SCrpPQTdrrPp9fiAF6m8K/0Sn/nSM95Fuqe75yH9d7BnD6f/1pOkr1mujTo9vS8zYCZO6C/9vGPDMyZrcZr0Hqom3QfnzH76909e2+7S/TWeCRERke2JHxSmWHPAeC/pA9I9h7A12fHPlNeyq+N3/oYqRLomvXeg6/U2vQ5/8CKVd6Vf4nOG9Jx3kO7o7llI/x3s2b/pv/Uk6WuW66JOdWYGzMPs/tLPOjY+W7IWp0nvpUrSXXDOzKfXYPr6dpXurvlciIiIbE/8sNDd+weK95M+FN13+FqXHf9MeT67e37n76hApGPS+wY6X3fTv/8DXqTyqvQLfM6Snvfq0v3cOQfpv4E9ezf9d54mfc1yXdSrzvRvHmb3l37OsfGZknU4UXo/VZDugHNmPb0GJ6xxV+nums+GiIjI9sQPC129f4h4P+mD0P0Hr3XZ8c+U57K743f/lipEuiW9Z6D7tTf92//gRSqvSL+85zzpma8u3Q+8s3/Tf9+p0tct10Wdnt6X/s3D5A7Tzzk2PkuyBqdK7yn7mVNmPL0OJ611N+nems+FiIjI9sQPC928f3h4P+kDUO7gtS47/plyPbv7XfH3VCLSJem9AhOuwenf+wcvUXlW+qU950rPflXpXuDdvZv++06Vvna5LupUZ/o3D0M7LPCcY/MzpLN//8nSe8ue5oTZTq/FaevdSbq35rMhIiKyPfHDQhfvHxjeT/rQk7YyO/6Zci139Lvqb6pCpEPS+wQmXYvTv/UPXqJyVfqFPaT3QEXpTuCdfZv+206Wvna5LupUZ7o3D0N7LPCMY/Ozo3N/O3P2qf1MxXlOr8ep695BurMBsyEiIrI98QNDB+8dFN5P+rBTyaqs/ufJtezudfXfVYlI9aT3CEy7Hqd/5y+8ROWK9Mt6cM2xN+nL7NaTvna5LupVZ3o3C0N7LPCMY/MzozN/N1/3P1V6vTlrltNrcvr6V5bua8BsiIiIbE/8wFDZ6weDdUkfcqpZua5yb+7aM6v/tkpEqia9N2DiNTn9+37hJSrfSb+oB9cc+5PezG5N6euXa6JO9XZ272ZhYJcFnm/c9LzozN/Nx/1PlV5nzpvf9Nrooa50XwNmQ0REZHviB4aK3jsUrEn6cFOV9Ez1TtNzbQ9I56T3BFRwwP46+gUq30q/pAfXHXuT3sxuTelrmOuiTvV2du9mYWCXBZ5t3PSM6LzfzMf9T5VeY86b2/T66KOudFdD5kNERGR74oeGSt47CKxL+lBTmfRLh07Tc20PSOek9wRUMnh/Hf0ClS+lX9CD6479yQzmtp70Ncx1Uac6O7d38zC0ywLPNm56NnTW7+XzGZgqvb6cN6/pNdJJXemuhsyHiIjI9sQPDVW8fgBYl/RhpgPpk059pufaPpCuSe8FqGroPjv2BSpfSr+gB9ce+5MZzG096WuYa6Je9XZm52ZhcJcFnmvATc8F8/vNPmbKnKbXST+1pXsaMhsiIiLbEz80pL1381+T9CGmE6mfbl2mZ9pekK5J7wHoYNheO/YFKp9Kv5wH1x97lDnMbE3p65hrok7T6zVBukOzoM+fCjzTgJufCeb3nb3MhNlMr5eeakv3NGQ+REREtid+aOh4WFmZ9OGlG6mdjj2mZ9p+kI5Jzz50NGDPHffylG+lX8yD64/9CeyVvpa5Luo0vV4TpDs0C/r8qcAzDbj5OWB+39nLTJjL9Jrpqq50R4PmQ0REZHviB4duh5VVSR9aupKa6dxjeqbtB+mY9OxDZ4333HEvT/lS+qU8uAbZo8B+6WuZ66JO0+s1QbpDc6DPnwo804DAM8D83rOP6TyL6XXTWW3pjtIWrqWIiMj2xA8OXQ4pK5M+rHQmtTKhw/RM2xPSLemZhyka7rvjXp7yqfQLeXANsk+Be6SvZa6Jek2v1QTpDs2BPtPPMiD8/C+/B+3lc6Vnxsyd3Z/5aDMfIiIi2xM/OFQ/oKxM+pAyhdTIlO7S82xPSKekZx0marT/jnlx+oZTXjSnX8jD1L1lnwIVpa9nrolnd5peqwnSHZoDnaafZUD4uV9+D9rLZ0rPi5nTofloMyMiIiLbEz84VD6YrEz6cDKJZDOpu/Qs2xfSKekZh+ka7MEjXpp+Iv3yudJaptcBOu8fexXoKH09c008u9P0Wk2Q7tAM6DT9LAPi0nvQPj5LelbMnC7NR7sZERER2Z744aHqwWRV0oeSieT+TO0tPcv2hnRJerbhNEX34hEvTX+RfuFcdU3Tvx+67h37FOgqfU1zTTy70/RaTZDu0AzoNP0sA+LSe9A+PkN6RsycTs1H2zkRERHZnvjhodqBZGXSh5Gp5J6c0Fl6lu0P6ZD0TMPJiu3H6S9N0y+YO6xt+jdDtz3jegZMkL6muSae22l6naZI92gODu80/VwFqkjvRXt5tvR8mDm9mo/WcyIiIrI98cNDpcPIyqQPItPJnpzWVXqO7Q+pnvQsA79f19N/x/88/4Hyj7+6qvQL5Y4vp9O/E7rslbT0OgOzpK9pronndppepynSPZqDwzst8BwDSkjvRft4pvRsmDsdm4+8BespIiKyPfHDQ5WDyKqkDyCnkHU5taf0DNsjUj3pGQZK6v7SNP0SufNL6vRvg+p7pJL0OgPzpK9rroln9plepynSPZqDwzst8BwDykjvR/t4jvRMmDtdm41a3lxTERGR7YkfICocQlYlffA4yc4k/913ZEJHndZh6j6R2UnPLlBWt5em6ZfGk15Up38XVN8jlaTXGJgnfV1zTTyzz/Q6TZHu0Qwc3mmB5xhQSnpP2sf9pefBzOk7Ld1JRW+uqYiIyPbEDxDJA8jKpA8dJ7ozFf+myvPYIek10oVUTXpmgdI6vDRNvyiuwLpCreuS6yDQXfq65np4ZqfpNZoi3aMZOLzTAs8xoJT0nrSH+0rPgrnTexXpTip6c01FRES2J36ASB0+ViV92DhZMrt/S3ptu/aS6q86katJzypQXuWXpukXxNVYX6hxbbpbem2BmdLXNtfEMztNr9EU6R7NwOGdFniOAaWk96Q93FN6Dsyd7itJd1LVG2sqIiKyPfEDROLQsSrpQ8bpKiW9FlV0SXqddCMVk55RoIVqL03TL4Wrs86QuTYlpdcWmCl9bXNNPLPT9BpNke7RDBzca4FnGFBSem/ax32k+zd3eekuKkp3UtUbayoiIrI98QPE3QeOVUkfMFjb58qk10QX+pnQk9yb9FwCLVR6YZp+EdyJ9Yb7rk0VpNcWmCt9fXNNPK/P9BpNke7RDBzca4HnGFBSem/awz2k+zd7daT7qCbdR1VvrKmIiMj2xA8Qdx02ViV9sGBPr7uSXh89nNvJlL5kf9LzCLSRfmGafvnblbWHfXujovS6AnOlr2+uief1mV6jKdI96v/gXgs8x4Cy0vvTHq4t3b25qyXdSTXpPip7cU1FRES2J36AuOOgsSrpAwV7+92d9DqdvPbTezilO1mf9BwCrSRemKZf+E6hB1i/L6pKryswV/r65np4Xp/pNZoi3aP+D+61wHMMKCu9P+3hmtKdV5DuoKJ0J9Wk+6jsxTUVERHZnvgBYvchY1XShwn2d3xn0mtm3enaoaxJevaAlu58YZp+0TvRq13og8ne2RdVpdcUmCt9fXM9PKvP9PpMku7SDBzca4HnGFBWen/aw/Wk+64i3UNF6U6qSfdR2YtrKiIisj3xA8TOw8WqpA8S3NNzKun1O2m902tXlZyV9LwBbd3xwjT9gneyZ7vQCyd4Z19UlV5TYK709c318Kw+0+szRbpHM3BwtwWeYUB56X1qD9eR7ruSdBcVpTupJt1HdS+sqYiIyPbEDxC7DhYrkj48cG/fVZJey6lrnF6/6uSMpOcMaG3Xy9L0S91TXO1DP5zm1b1RUXotgdnS1zjXxLP6TK/PFOkezcDB3RZ4hgHlpfepPZyX7rmidCcVpTupJt1HdS+sqYiIyPbEDxA7DhUrkj44cH/nFZNe1ylrm17DTmRm0nMFtLfjZWn6Ze5pvutDT5zq1b1RUXotgfnS1znXxHP6TK/NFOke9X9wtwWeY0B56X1qD+ele64m3UdV6V4qSXfRwQvrKiIisj3xQ8TqQ8WKpA8N5LqvHutZf90mkFlJzxMwwsqXpemXuCf7rJOvpP9mqLgvqkqvJTBf+jrnenhOn+m1mSLdo/4P7rbAcwxoIb1X7WHdV5LupKp0L5Wku+jghXUVERHZnvghYuWBYkXSBway/XeM9btnfU4kvZOeH2CUFS9L0y9v8XEyrNwbFaXXEZgvfZ1zPTynz/TaTJHuUf8H91vgOQa0kN6r9rDeK0n3UlW6l0rSXXTx5LqKiIhsT/wQseowsSLpgwIrDlsivyc9kxNIv6RnBhjnnRel6Re2vPfyOv03Q9W9UVF6HYH50tc518Nz+kyvzRTpHvV/cL8FnmNAC+m9ag/rvJJ0N1Wle6kk3UUXT66riIjI9sQPESsOEu8mfUBg9YFL5J+kZ3ES6ZH0nABjpV+6knt5nf6bT2Lta61/R+k1BOZLX+dcD8/pM702U6R71P/B/RZ4jgFtpPerPXx215Wk+6kq3Usl6S66eHJdRUREtqf9IeLdpA8H7DhwieTncCqpmfRcAKOlX7iSfXmd/psneWX9ddKvn6T0GgLzpa9zrofn9JlemynSPer/0H4LPMeAVtJ71j4+u+sq0t1Ul+6ninQPXTy5riIiItvT+gDxbtIHA3YeuuT0pGdwOqmR9BxMYj3hU+kXrmRfXqf/5u5eWfNXpX9rd3d2ZQaAztLXOtfDM7pMr80U6R51f2i/BZ5jQCvpPWsfn9tzJel+qkv3U0W6h06eWFcREZHtaXt4eDfpAwF3HLrk1KRn7zRyf9KdT/XwkAM+kn7hSvYFdvrv7ebZ9V0t/fu7S/enf6CD9LXO9fCMLtNrM0W6R90f2m+B5xjQTnrf2sNndVxRup/q0v1Uke6hkyfWVUREZHtaHhzeTfowwF2HLjkx6bk7mexPuuNTPDzsgH+lX7aSf4Gd/nu7eHZdd0uvR1fp3vQOdJC+1rkWntFlem2mSPeo+0P7LfAsA9pJ71t7+Jx+q0p3VF26nyrSPXTyxLqKiIhsT7tDw7tJHwS4++AlJyU9b9h3u5Lu9EQPDz7gh/TLVvIvsNN/b3XPrued0mvTUboznQMdpK91roVn9JlelynSPer+0H4LPMuAltJ71x6e321V6X46SHdURbqHTp5YVxERke1pdWB4N+lDAImDl5yS9KxhD65Oujv+nWEPQDhW+kUrNV5gp//eqp5dx5T0OnWU7kzfQHXpa51r4Rl9ptdlinSPuj+03wLPM6Cl9N61h2f3Wlm6ow7SHVWR7qGbi+sqIiKyPW0OC+8mffMnefCSE5KeM+zFFUl3xGez62EIR0q/aKXGy+v031zNK2tYQXrdOkl3pWOguvT1zvXwjD7T6zJFukfdH9pxgecZ0FJ679rDs3utLN1RB+mOqkj30M3FdRUREdmeNgeFV5O+6VODzE56vrAf30m6D67OrYciHCf9kpU6L67Tf3cVr65fFen16yLdk36BDtLXPNfD2V2m12SSdJf6P7TjAs8zoKX03rWHZ/daWbqjDtIdVZHuoZuL6yoiIrI9LQ4KryZ9w6cOmZv0bGF/mtmzPDwg4QzpF6zUenGd/rvTXl23qtLr2UG6I70C1aWvea6Hs7tMr8kk6S71f2jHBZ5pQFvp/WsPz+y0unRHHaQ7qiLdQzcX11VERGR7yh8SXk36Zk89Mi/pmcJ+NadnenhYwnzpF6zUenGd/ru7rVd16XXtIN2RXoHq0tc818PZXabXZJJ0l/o/tOMCzzSgrfT+tYfn9VlduqMu0j1Vke6howvrKiIisj2lDwivJn2Tpy6Zk/QsYf+axbM9PDRhrvTLVeq9uE7/3V3WqZP0GleX7kenQHXpa57r4ewu02sySbpL/R/YcYFnGtBaeg/bx/P6rC7dURfpnqpI99DRhXUVERHZnrKHg1eTvsFTn/RPeoaozbxx77x5gMI46Zer1Hxxnf7bq69PN+m17iDdkU6BytLXPNfD2V2m12SSdJe6P7DjAs80oLX0HraP5/VZXbqjLtI9VZHuoaML6yoiIrI9ZQ8GryR9c6cP6Zv07AD86eFhCnOkX6xS96V1+u+vvj4dpde8unQ/+gQqS1/zXA9nd5lek0nSXer+wI4LPNeA9uzjOdJddpDuqJN0VxWkO+jowrqKiIhsT8mDwStJ39jpR3olPS8AX3l4qMIM6Rer1H5pnf4NVdelq/TaV5fuR59AZelrnmvh7C7TazJJukvdH9hxgeca0J59PEe6yw7SHXWS7qqCdAcdXVhXERGR7Sl3KHgl6Zs6fUmPpOcE4IpHkbMUvCj9UpUeL63Tv6PaenSX7qGydDe6BCpLX/NcC2f3mV6PSdJd6v7Ajgs824D27OM50l12kO6ok3RXFaQ76OqbdRUREdmeUgeCV5K+mdOf1E56PoB7rrnpv2vtb6xztoKL0i9U6fXSOv1bKq3FBOk+Kkt3o0egqvQ1z7Vwdp/p9Zgk3aXuD+y4wPMNaM8+niPdZQfpjjpJd1VBuoOuvllXERGR7SlzIHgl6Rs5c0jNpOcCyFxf03/zmt/twQutpF+o0uuldfq3VFiDSdK9VJbuRo9AVelrnmvh7D7T6zFJukvdH9hxgecb0J59PEO6xw7SHXWT7quCdAddfbOuIiIi21PiMPBK0jdx3j8Apf+OFXMoe5KeBaDW9TT9e15fBw9haCH9MpWeL6zTvyn9+6dJd1RVuhcdApWlr3uuhXO7TK/HFOkedX9ozwWeccAI9nF/yQ67SHfUTbqvCtIddPXNuoqIiGxPiYPAs0nfwFlz8En/PStmUdYnPQNA/Wtp+vc9vx4eyFBW+kUqvV9Yp39Xuxf1haW7qizdjQ6BqtLXPdfCuV2m12OKdI+6P7TnAs85YAT7uL9kh12kO+om3VcF6Q66+mZdRUREtid+EHg26Zs3aw486b9p5UzKuqS7B3peT9O/89paeDhDOemXqMx4YZ3+bW1e0jeQ7qyqdC+6A6pKX/tcD+d2mV6PKdI96v7Qngs864AR7OP+kh12ke6om3RfFaQ76OqbdRUREdme6CHg2aRv3Kw77KT/rtWzKe8l3Tcw45qa/p3fr4MHNZSSfonKrBfW6d9Y9uV8I+nuqkr3oju4f2+n/7Yu0tc+3c3tMr0eU6R71PuBPRd4zgFj2M8zpHusLt1PN+m+0tLr39k3aysiIrI90UPAM0nftFl3yEn/bTvmU15LumNg5jU1/Vu/XgcPbigh/QKVmS+rT/mdU6Vntap0L7qDzJ5O/50dpK99epvbZXo9pkj3qPcDey7wrIPQ88v03zuR/TxDusfq0v10k+4rLb3+3X2xtiIiItsTOwQ8k/TNmmWHm3aHR9mXdLfA/Otq+rd+vgYe4hCVfnnK/BfVJ/zGidLzWlm6G91BZi+n/97q0tc+femSXr3q/YCuCzzvIPyMMv17prGf+0t22EG6n27SfaWl17+7L9ZWRERkeyIHgGeSvlGz5FDT/vAo65LuEqjBdefnXxaXXgNul35pylkvqaf+rqnS81pZuhvdQW4Pp//2ytLXPl3pkl696v2Args886DI88j0b5zCfu4v2WEH6X66SfeVll7/7r5YWxERke2JHACuJn2TZsmBZszBUd5Luj+gptOvRY8CD3UeQ+7TfCn9spSDX1D/YdJvmSY9s5Wlu9Ed5PZv+u+vLH3t05Uu6dWr3g/ousCzDwo+g0z/7s7s5/6SHXaQ7qebdF9p6fXv7ou1FRER2Z7bb/5Xk75B8/ZBZuzBUZ5Lui+gvtOvTY8CD3YeQ+/Z/JR+UcrhL6hpIz2zlaW70R1k9276d1SVvvbpSZf06lXvB3Rd4PkHRZ87ptegK531l957laW76SjdWVp6/bv7Ym1FRES25/ab/5Wkb868fYgZf3CU75PuCOjn5GvVo8DDne+k14iXpF+ScvjLadpJz25V6V70VpM+6rPHeqyvnvLS3enyjF71fkDXBZ6BUPhZY3o9utJXf+m9V1W6l47SnaWl17+7L9ZWRERke269+V9J+sbMW4eX4w6N8nfSnQC9nXzdehR4wHNVeq24JP2ClMNfTNNSen4rS3ejtzp00oN91m+NdaRLXc7uVe8HdF3gOQjFny+m16YjXfWX3ndVpXvpKN1ZWnr9J/hkbUVERLbnthv/laRvyLx8aHl5dib0LvkOgHlOvZY9CjzkeUV63fhN+sUoXkzTV3p+K0t3o7ca9NKDfdZ7rXV0do+6nNur3g/ousDzkKOl+zcn83pN//ZJ0vuuonQnHaU7S0uv/wSfrK2IiMj23Hbj/y7pmzEvH1henp1pM3Bi0msOzHbyde1R4GHPO9Lrd6j0C1Hy4nuf9tIzXFm6G73l6aYP+6z3Wuvo7B51ObdXnR/QdYHnIkdK925W5vab/u2TpPdcRelOOkp3lpZe/wk+WVsREZHtueWm/13SN2JeOqi8PTtTZ2F60usLnOXka92jwAOfVdJrOVz6RSg1xPc5I6TnuLJ0N3rr23/6bz+NvTZnvfVzZo+6nNurzg/ousDzkeOkOzcv8ztO//4p0j1WlO6ko3Rnaen1n+CTtRUREdme7Tf975K+CfPSIWXJgXH6XExKei0BTr32PQo89Nkhva5DpF+AUkt8XzNCeo4rS3ejt77dp//+09hrc9ZbP2f2qMu5ver8gK4LPCc5Srpv83JGz+nfP0m6y2rSfXSU7iwtvf4TfLK2IiIi27P9pv9d0jdhnj6gLDkwXkn6969dy15JrxfAR069Jj4KPPi5Q3qdG0m/+KSe+P5ljPQsV5fuR289O0//hpPYa/PWXD/n9ajL2d3qfHjPBZ6XHCHds5k5q+/0758k3WU16T46SneWll7/CT5ZWxERke3ZesP/LukbME8dTJYeFp9Jej3Wr2+9pNcE4KpTr5OPAg9/EtLrXkz6hSc1xfcpo6Tnubp0P3rr23f6t5zCXpu35ro5q0d9zu9W58N7LvDcZLx0x+bmzM7TazBJustK0l10lO4sLb3+E3yytiIiItuz9Yb/VdI3X546lCw9LL6S9LrsW+/7k/7N9GaGqCKV7G/OPwCqIj1/N0i/3KSH+F5knPRMV5fuR299+07/lhPYa3PXXTfn9KjP+d3qfHjPBZ6ljJXu1tyc3X/690+T7rOKdA8dpTtLS6//FB+srYiIyPZsu+F/lfRNl8uHkS2HxXeSXqP7O7FO1PHwH38Uk0p6HzLy4VT6ZSb9xPccI6Xnurp0P3rr3XX6N01nv81ed72c0aM+53er8+E9F3i2MlK6V7OTl+5HRzM7TUt30FG6s7T0+k/xwdqKiIhsz7Yb/mdJ33C5dAjZdlB8N+m1glM9/McfRSWT3o+0fYCVfnFJf/G9xFjp2a4u3Y/eened/k2T2W9nrL1e5veoz/nd6nxwzwWetYyU7tX81JDuR0czO01Ld9BRurO09PpP8cHaioiIbM+WG/5nSd9suXQA2XpQfDfp9YLTPPyHHw0kU2FvstWnL/8+6CX9QpIzpPcEs6Xnu4N0R3rr23H6d01mv52x9nqZ36M+53er88E9p58NTpTu1AzVke5GP3N7NVO9pDtLS6//FB+srYiIyPZsudl/lPSNlkuHj60HxRVJrxmc5OE//GgkmSp7lC3SLxmh3EtnRkvPeAfpjvTWu+P0b5vIfjtr/fUyu0d9zu9W54N7Tj8XnCbdpxmqJd2NjuZ3a5Z6SPeWll7/KT5YWxERke1ZfrP/KOmbLJcOHtsPiu8mvWZwku/2M1SUTKW9ylLpl4xQ6oUz46XnvIN0R3rr3W/6901kv521/nqZ3aM+53er88E9p58JTpLu0gzVk+5GR2f0a5bqS/eWll7/KT5YWxERke1ZfrP/M+kbLN8eOG45JK5Ieu3gFN/tZ6gsmUp7lmXSLxmhzMtmxknPdVfp3nTZu9v0b5zIfjtr/fUyu0d9zu9W54N7Tj8PnCTdpTmqJ92Ljs7q2BzVle4tLb3+k/yxtiIiItuz9Gb/Z9I3Vr48aNx6SFyR9PrBCa7sZ6gumWp7l7elXzJCeg/QX3qGp0n3qePe3aZ/4zT2W176+qeXWT3qc363Oh/cc/pZ4BTpHtPS619VuhcdndezOaop3Vtaev0n+WNtRUREtmfpzf7XpG+qfHnIuPWQuCrpNYTpruxn6CKZinuYl6VfMnK29PzTT3pmT5HuWe+9O03/1knst7z09U8vs3rU5/xudT645/RzwAnSHVaQ7qCydDc6Oqtnc1RTure09PpP8sfaioiIbM+ym/2fSd9U+fBwETkgrkh6HWGyZ/YzdJJM1f3M09IvGTlXevapLz2jJ0t3bxZ6d5r+rZPYb3np659eZvWoz/nd6nxwz+lngN2l+6sk3UVV6V50dGbXZqiWdG9p6fWf5I+1FRER2Z5lN/tfk76h8uHBInZAXJH0WsJUz+5n6CaZyvuay9IvGTlTeu6pKz2b1Nyj6fWYQF/92G81pK9/epnVoz7nd6vzwT2nn/91lu6umnQfVaV70dPZfZufGtK9paXXf5I/1lZERGR7ltzsf036ZsqHh4rYAXFV0usJEz2zlytwPWDF/NydyvubS9IvGTlPeuapJT2P9Nin6fXoTl892W81pK9/epnVoz7nd6vzwT2nn/t1lu6umnQfVaV70ZPezU9eure09PpP8sfaioiIbM+Sm/2/Sd9IqXMw/XM23k16XWGaZ/fyPX+T6wE1Zmx1qu9zvpR+ycg50rNODek5pOd+Ta9Hd/rqyX6rIX3908usHvU5v1udD+45/cyvq3RvFaU7qSrdi650b3by0r2lpdd/kj/WVkREZHvevtn/m/RNlDqH0o/m452k15U885C7Vtzdr2sC1eZtVTrsdz6UfsnIGdJzjmsMvfdtei0601dP9lsd6eufXmb1qM/53ep8cM/p531dpXurKt1LRelOdKV/c5OX7i0tvf7T/LK2IiIi2+NmP0T6QPjZvKxIem1Jz7aZSF0r7u7VNYHUNeWudNj3/CX9kpHZ0vON6woz9m96LTrTV0/2Wx3p659eZvWoz/nd6nxwz+nnfR2lO6ss3U1F6U50VUO6b3Ojf3Mzxy9rKyIi/z87d7frRg5s6fa8/0v7AL3dvctVrvL6UeqLIMcExrWVnMFUrhRheTy+7JerHwT/a15elXqNKefbXJT3i3d36p7AhHvL09my//l/6h8ZOVc927iXcM4ertdiM53tZL/NUd//9HJWj/o8v1udH9xz/a5vo7qzyepuJqo70dccdd9mRvfm5gx/WVsREZHH48t+sfoh8E/z8qrU60wx22Zjwr2i6FT3TLvPnDS7X70XXK7+kZHz1DON+wfn7eV6LbbS2U722yx1H3o5q0d9nt+tzg/uuX7Pt1Hd2WR1NxPVnehslrpv86J3c7PfX9ZWRETk8fiyX6p+APzIrLwi9TpTzLb5mHCvqDrVPVPvN6fM71fvCRerf2TkLPU8457Befu5XofN9LaTPTdL3YdezupRn+d3q/ODe67f8W1UdzZZ3c1EdSc6m6fu3Lzo3Nzs9pe1FREReTy+7JepH/w+OiuvSr3evHu+zciU+0XVp97ZcN/ZPsPfuTdcqP6RkXPUs4x7BWfu63oNttLbXrqbpe5DL2f1qM/zu9X5wT3X7/c2qjubrO5moroTvc1V925WdG1udvrL2oqIiDweX/iL1A99n5mTV6Vec94122Zk2v2i7FTvbLoHbZ3j794jLlL/yMh+9Qzj/sDZ+7teg630tpfuZqn70MtZPerz/G51fnDP9bu9beq+pqv7majuRHez1b2bEz2bm33+srYiIiKPxxf+AvXD3lceDF+Veu15x3ybk2n3jAmd6puN96JNs/zd+8RF6h8Z2a2eX9wTOH+P12uwld720t0sdR96OatHfZ7frc4P7rl+r7dN3dd0dT8T1Z3ob766dzOiY3Ozy1/WVkRE5PH40h+uftD76ny8IvXa8475fl3qa5ni1Xu57FTXbL4nbZjnV9wvLlD/yMhO9dziXsA9e71eg630tlPdm+5mdqKXc3rU5/nd6vzgnut3etvUfU1X9zNV3Yv+5qu7NyP6NTd7/GVtRUREHo8v/cHqh7yvPhS+KvX6844ZNy8T7xcT+tQ1J9yXNsz0K+8dh6p/ZGSXel6x/7lvz9drsFHdmd50d5K6D72c1aM+z+9W5wf3XL/P26bua4O6o4nqTvS3R92/+bizV3Ozy1/WVkRE5PH40h+ofrj77kPhq1L3wLvm3cxMumdM6FHHnHJP2jLXr7yHHKj+kZE96lnFnufOvV9f/0Z1Z7rb3V29BtPUfejlrB71eX63Oj+45/rd1jZ1XxvUHU1Ud6LDXer+zcZdnZqbnX6urYiIyOPxxT9M/WD3iofCV6XugnfNvJmZdM+oO9QxExTpr7l/jhiq/pGR+eoZxV7n7ntAff0b1Z3pbnd39RpMU/ehl7N61Of53er74J7r91rb1H1tUHc0Ud2JDvepZ8Bs3NGnudnr59qKiIg8Hl/8Q9QPdK98IHxV6k545/ybmyn3jbo//TJFkf6a++eJgeofGZmrnk3scWYww7vUfeluf3/1GkxT96GXs3rU5/nd6vvgnut3WtvUfW1QdzRR3Yked6pnwFyc3aW52e3n2oqIiDweX/4D1A9zr34gfEXqTnj3Hnht6uvZet+Y0J1umaTIafeVA9Q/MjJPPZPY28xilnep+9Ld/u7qdZim7kMvZ/Woz/O71ffBHdfv8Lap+9qg7miiuhNd7lXPgJk4s0czs9/P9RUREXk8HgD6L/wj/Hpd30/dDcV+eF3qa9l67yg70+vrZqP+DKe5bc6fur8sVv/QyBz1LGJfM5N53qXuS3f7u6vXYZq6D72c1aM+z+9W3wd3XL/P2qbua4O6o4nqTnS5Wz0HZuKsDs3MGX6ur4iIyOPxEOAB8qUPha9K3Q/Fnnht6uvZeN+oO7ux0ydmpP4MJ7pt1p++1yxT/9BIr55B7GdmM9e71H3pbn939TpMU/ehl7N61Of53er74I7rd1nb1H1tUHc0Ud2JPver58A8nNGfmTnHz/UVERF5PB4CPDi+9IHwVal7otofZqi6d5Rd3drpk3NSf47T3DjrT99zFql/aMQPvdjHzFbPtxnf1ZXe9vdXr8M0dR96OatHfZ7frb4P7rh+j7VN3dcGdUcT1Z3o9Az1HJiF3d2ZmbP8XF8REZHH40HAQ+NLHwhfkbonyj3y2tTXs+neUfZ0W5/vmJX6c5zotnl/x31nifqHRi7/gRf7l/HqOTfru7rS2/7+6nWYpu5DL2f1qM87+tX3of3W77G2qfvaoO5ooroTnZ7DLOxU92ZmzvNzfUVERB6PhwEPiy+dgVek7ot6v7wu9bVsun9UHd3U5bvnpf4sJ7pt5t91/xmu/qGRC3/Uxb5lHTO/Q92T3s7orl6Laeo+9HJWj/q8o199H9pv/Q5rm7qvDeqOJqo70etZzME+9f41M+f5ub4iIiKPxwOBh8SX9v+K1L1R75vXpr6eDfeQsp8beqxmpv4sp7pt7t91Hxqs/qGRi37MxX5lLbM/X92R3s7pr16Laeo+9HJOh/q8q2N9H9hv/f5qm7qvDeqOJqo70e15zMAu9d41L+f5ucYiIiKPx0OBB8SX9v+K1N3Re2Xqa9lwD6m6uaHHem7qz3Oq2+b+nfejgeofGrngR1zsU9azB+arO9LbOf3VazFN3YdezulQn3d1rO8D+63fXW1T97VB3dFEdSe6PZMZ2KPeu5V63U/2c41FREQejwcDD4Yv7f0VqTtkhlemvpbp95Gik5P7mzQ79ec51W2z/+570jD1D40c/OMt9ifHsBfmqzvS2zn91WsxTd2HXs7pUKf3dazrw/qt311tU/e1Qd3RRHUn+j2X/neo922lXveT/VxjERGRx+PhwAPhSzv/buoemeOVqa9l8n2k6uTE/ib4bsfM2w/1dZb3pyHqHxo57Adb7E2OZD/MV3ekt3P6q9dimroPvZzToU7v61jXh/Vbv7fapu5rg7qjiepOdHwu3e9Q79lKve6n++FwsoiIvCEeEDwIvqzvV6Tuk1lemfpapt5Lii5O626S7/ZMd4/aMP/VfSpW/9DIIT/UYk9yNPtitrofvZ3VX70e09R96OWcDnV6X8e6Pqzf+p3VNnVfG9QdTVR3ouOz6X++es9W6nU/3Q+Hk0VE5A3xgOAh8GV9vyJ1p8zyytTXMvVeUnRxUnfTfLdn2vvU9D1Q3qtC9Q+NLP+BFvuRK9gbs9X96O6s/ur1mKbuQy/ndKjT+zrW9WH91u+stqn72qDuaKK6Ez2fT/ez1fu1UK/5DX44nCwiIm+IhwUPfi/r+RWp+2WeV6a+lon3lKKH7Z1N9oqu6e5RG/ZBfc8K1D80svBHWexDrmOPzFb3o7uz+qvXY5q6D72c06FO7+tY14f1W7+v2qbua4O6o4nqTnR9Pr3PVu/VQr3mN/jhcLKIiLwhHhg88L2s31ek7pl5Xpn6WqbdV4oOtnc23as6p7tPTd8L9X0rUP/QyJIfYrEHuZp9Mlvdj+7O6q9ej2nqPvRyToc6va9jXR/Wb/2+apu6rw3qjiaqO9H3HXQ+V71PC/Wa3+CHw8kiIvKGeGjwoPeybr+bumvmemXqa5l0XynWf2Nfm7yqc9r71PS9UN+73qz+oZHhP8Bi/8GAe1J9/ZPV3ejuvA7r9Zim7kMv53So0/s61vVh/dbvqrap+5qu7mequhed30Pnc9V79d3q9b7BD4eTRUTkDfHw4OHuZZ1+N3XnzPXK9NfS791/28PvWP9tfW3zyt5p71XT90N9/3qz+sdGhv3oij0Hw+5P9fVPVneju/M6rNdjmroPvZzToU7v61jXh/Vbv6fapu5rurqfqepe9H4Pfc9V79N3qtf6Fj8cThYRkTfEQ8TFD3Wv7vO7qbtntlfG/eXj9+Qy9cxt9Kre6e9T0/dEff96s/rHxpvV3WO/wYb7VX3tk9X3NN2d12G9HtPUfejlnA51el/Huj6s3/o91TZ1X9PV/UxV96L7u+h6pnqPvlO91rf44XCyiIi8IR4kLnuQe7LL76aegw2m7qH3Xf9r4j7jf00+0RP9092nNuyJ+j72RvWPjTeqO8c+g033rfraJ6vvbbo7r796Taap+9DLOR3q9L6OdX1Yv/U7qm3qvqar+5mo7kT/99HzTPX+fKd6rW/xw+FkERF5Q659qKgfqE7wzzX9XuqHrw2m7J/u+l+X2+83xZpP7ugET80A7b1q8p6o72NvVP/YeIu6Z+wx2HoPq699svr+prvz+qvXZJq6D72c06FO7+tY14f1W7+j2qbua7q6n4nqTvR/J13PU+9P94Hz/HA4WURE3pD84eKdDxn1NZ7mn+v79dQPXlsU+2aaV6XqbIp3rvXkfk7yxAzQ36um7436XvYm9Y+NJ6u7pVfPIJxwP6uvfar6/qa7Mzus12Saug+9nNOhTu/rWNeH9Vu/n9qm7mu6up+J6k7MwJ30PE+9N90DzvPD4WQREXlD8oeLJx426mu4we/X/eupH7y2eGrPbPLKvLurKYq1ntTNqZ6cBdp71eS9Ud/P3qT+sfE0dZ/MUM8hnHRvq699qvo+p7szO6zXZJq6D72c06FO7+tY14f1W7+f2qbua7q6n4nqTszBvXQ8S70v7f/z/HA4WURE3pD84YKdfv/w8vXUD15bfKaPk70qt/5x+O51ntTNyZ6eB7p71fS9Ud/T3qD+sfEEdYfMUs8jnHafq699qvpep7szO6zXZJq6D72c06FO7+tY14f1W7+b2qbua7q6n4nqTszCvfQ7T70v7fuz/HA4WURE3pD8AYOdfv/w8vXUD15bfKWXU70it/5R+M41ntTN6d4xEzT3qul7o76nvUH9Y+N2dX/MUs8jnHivq699qvp+p7szO6zXZJq6D72c06FO7+tY14f1W7+b2qbua7K6m6nqXszE3XQ7S70n7fez/HA4WURE3pD8IYOdfv/w8vXUD15bfLWbE70qN/5B+O41dj+YcW9w39h9r5q+P6r72ZvUPzZuV/fHHPUswqn3uvrap6rvebo7s8N6Taap+9DLOR3q9L6OdX1Yv/V7qW3qviaru5mq7sVM3E23s9R70n4/yw+Hk0VE5A3JHzLY6fcPL19P/eC1xVe7OdUrctsfhe9c2ymd3OCds0Fzr5q+R6p72pvUPzZuV/fHDPUcwsn3uvrap6rve7o7r8N6PSaqO9HNOR3q9L6OdX1Yv/V7qW3qviaru5mq7qVWr//t9DpPvSfNwzl+OJwsIiJvSP6gwU6/f3j5WuqHrk2+08+pXpGb/ih857pO6eMG754PmnvV5D1S3M/eqP6xcbu6P3r1DMLp97r62qeq7326O6/Dej0mqjvRzTkd6vXOjvV8UL/1e6lt6r4mq7uZqu5lgrqDm+l0nno/modz/HA4WURE3pD8QYOdfv/w8rXUD12bfLejE70iN/1R+M51ndLHDYoZoblfTd4j77yXvVn9Y+N2dX/YP3D6va6+9qnq+5/uzuuvXpOJ6k50c06Her2zYz0f1G/9Tmqbuq/J6m6mqnuZou7hZvqcpd6LZuEcPxxOFhGRNyR/2GCn3z+8fC31Q9cmr+jpRK9I3VW5d59a0wk93KKYEZp71eR98q77WKD+sXG7uj/sHTj9fldf91T1PVB35/VXr8lEdSe6OadDvd7ZsZ4P6rd+J7VN3ddUdS+T1d1MUfdwM53OU+9Hc3CM+ryaiIhckPxhg33+/SH4axnw0LXCq/s6ySsyqbN3792n1nRKDzcoZ4Uz7ldTZ3GI+sfG7er+sG/g9Ptdfd1T1fdB3Z3XX70mE9Wd6OacDvV6Z8d6Pqjf+n3UNnVfU9W9TFZ3M0ndxa30OU+9F83AMerzaiIickHyBw72+feH4K9lwEPXCk90dpLvZmJv79q7r17LiT2crJ4X3n+/mrxXnr6PReofG7er+8OegdPvd/V1T1XfC3V3Xn/1mkxUd6KbczrU650d6/mgfuv3URvVnU1UdzJZ3c00dR+30uU89V7U/xHq82oiInJB8ocO9vn3B+CvZcBD1wpP9XaS72Zib+/Yu69ex0nrf4MJM8N771XT98uTMxmpf2zcru4P+wVOv9/V1z1VfT/U3Xn91WsyUd2Jbs7pUK93dqzng/qt30VtVHc2Ud3JZHU3E9Wd3EiPM9V7Uffr1efVRETkguQPHuzz7w+/X8uAh64VnurtNN/J1O6e3ruvXMOJ63+6KXPD++5V0/fL0zMZqH9s3K7uD3sFTr/f1dc9VX1P1N15/dVrMlHdiW7O6VCvd3as54P6rd9FbVR3Nk3dx3R1PxPVndxIjzPVe1Hv69Xn1URE5ILkDx/s898PwJ/LgAeuNZ7u7hTfzdTu3tl/lXp2tpoyN7z3flV/9g33vBeqf2zcru4P+wROv9/V1z1VfV/U3Xn91WsyUd2Jbs7pUK93dqzng/qt30VtVHc2Td3HZHU3k9Xd3EaHc9V7Ueer1efVRETkguQPIOzz3w+/n8uAB6413tHfKb6T6f29o/cq9dxsNHF+eM/9qv7cE+byjeofG7er+8MegdPvd/V1T1XfG3V3Xn/1mkxUd6KbczrU650d6/mgfut3URvVnU1T9zFZ3c1kdTe30eFs9X7U+Vr1eTUREbkg+QMI+/z3g+/nMuCBa413dXiKr2ZDf093XqSel62mzhB771UbZ/MN6h8bt6v7w/7ga/uy/owb2Yez1PdH3Z3XX70mE9Wd6OacDvV6Z8d6Pqjf+j3URnVn09R9TFZ3M13dz230N1u9H/W9Un1eTURELkj+EMI+//3Q+7kMeOBa4509nuA72dLhU30Xqedlq8lzxLN7rv7M02bzDeofHDeru8O+4Gv7sP7MG9mLs9T3SN2d1129LhPVnejmnA71qmeWd1u/h9qo7myauo/J6m42qDu6if7mq/ejjtepz6uJiMgFyR9G2Oe/H3g/lwEPXCu8u8dTfDWbenyi7yL1rGy0YZZ4bt/Vn3fqfD6o/sFxs7o77Ikb6Xjvuutqfx+6O7e7el0mqjvRzTkd6lXPLO+2fg+1Ud3ZJHUX09X9bFB3dBP97VDvSd2uUp9XExGRC5I/lLDPfz/sfi4DHrhWKLo8xVeysctXdV2lnpONps8Sz96r6s87dT4fVP/guFndHfbDTfR8zvrram8fuju3u3pdJqo70c05HepVzyzvtX4PtVHd2SR1F9PV/WxR93QL3e1iT/IB9Xk1ERG5IPkfC+zz3w+5n8uAB64Vqj5P8ZVs7PIVHRep52OrYpZuum9Mv1fVn3X6jD6g/tFxs7o77IUb6HoO+3KO+n6pu/O6q9dloroT3ZzToV71zPJe63dQG9WdTVJ3MV3dzxZ1T7fQ3U72Iv+hPq8mIiIXJP9jgX3+++H2cxnwwLVC2ekJvpLNfX6n3yL1fGz17jm67b4x/X5Vf84NM/pi9Y+Om9XdYS+cSt8z2Zdz1PdL3Z3XXb0uE9Wd6OacDnV7b8/12mxWd/eL+h3UVnVvU9Q9TFZ3s03d1w30tp/9x9/U59VEROSC5H8osM+fH2o/ngEPXCvUnZ7gK9na53f6LVLPxkbvnqGb7x1T71f1Z9w0py9S/+i4Wd0d9sFpdD6bvTlHfc/U3Xnd1esyUd2Jbs7pULf39lyvzWZ1d7+o30FtVfc2Rd3DZHU329R93UBvZ9EX/5/DySIi8obkfyiwz58fZD+eAQ9cK0zo9QSfzeY+v9rtu1PPxFbvnqHb7x0T71X1Z9w2py9Q/+i4Wd0d9sAp9L6Dnuao75u6O6+7el0mqjvRzTkd6vbenuu12azu7hf1O6it6t4mqDuYru5no7qz0+kMjlOfVxMRkQuS/5HALh/7w+TjGfDANd60frebMp9Te3136nnY6p3z495Rdbx/79Rz+WL1j46b1d1hD2yn9130NEd939Tded3V6zJR3YluzulQt3pmea/1O6it6t4mqDuYru5no7qz0+kMjlOfVxMRkQuS/5HALh/7w+TjGfDANd60frf7bG7r9d2p52Gjd86O+0fd9e69U8/ki9U/Om5Wd4f536ruXfd7equveap6/+juvO7qdZmo7kQ353SoWz2zvNf6HdRWdW8T1B1MV/ezUd3Z6fQGx6nPq4mIyAXJ/0hgl4/9YfKxDHjYWmFix9t9Jtt7fXJtXpF6FjZ69z3B/aPue+/eqefxxeofHTeru8Psb1N3rv99/dXXPFW9f3R3Xnf1ukxUd6KbM/rTra7r9dmq7u0X9TuozeruzM1sdUdb1b2dTGdwnPq8moiIXJD8DwR2+dgfJh/LgIetFab2vN2EOZ3Y5TtTz8BWxT3B/aPse+/+qWfxxeofHTeru8Pcb1H3bQb29lhf82T1HtLdWb3V6zJR3YluzuhPt7qu12erurdf1O+gNqu7Mzez1R1tVfd2Mp3BcerzaiIickHyPxDY5eN/nPw5Ax62Vgh6/j8vN+vrfs/atrM6ac9+dk1ekbr/jYL7wVvmjs/vy/oznTSvH1T/6LhZ3R3mfoO6azOwu8v6mier95DuzuqtXpeJ6k50c0Z/utV1vT5b1b39on4HtVndnZmZq+5os7q7k+kMjlOfVxMRkQuS/4HALh//4+TPGfCwNV7U8/95uVlf+/vWuJvVSXv2M+vxqtTdbxTdE94ye3xub9af57R5/aD6h8et6t4w75PVPZuDMzqtr3myeg/p7qzO6rWZqO5EN2f0p19d1+uzVd3bL+p3UNvV/ZmZmeqONqu7O5nO4Dj1eTUREbkg+R8I7POxP07+nAEPW+NFHf+/F5z19b9vnZtZnbJfP7t3X5G6862ie8Lb5o+P7c36s5w6rx9Q//C4Vd0b5n2qumNzcE6v9TVPVu8h3Z3VWb02E9Wd6OaM/vSr63p9tqp7+0X9Dmq7uj/zMlPd02Z1dyfTGxynPq8mIiIXJP8DgX0+9sfJnzPgYWu8qONfXnLWa/CedW5mdcp+/ezefUXqzjeK7gdvnT8+tj/rz3H63P6H+ofHrereMOsT1R2bhbO6ra95snoP6e6szuq1majuRDdn9KdfXdfrs1Xd2y/q908nqDs0L/PUPW1Wd3cyvcFx6vNqIiJyQfI/ENjnY3+c/DkDHrbGizr+5SVnvQbvW+v3z+uU/frZvfuK1H1vFN0Pkjnkv/do/RlumdvfqH943KruDbM+Sd2tWTiz4/qaJ6v3kO7O6qxem4nqTnRzRn/61XW9PlvVvf2ifv90grpD8zJP3dN2dX+n0hkcpz6vJiIiFyT/44B9Pv4Hyp8z4IFrrLDjf7zorNfifWv+/lmdsl8/s29fkbrrjcJ7QjKLnKGeuxerf3jcqu4Nsz5F3atZOLfn+ponq/eQ7s7qrF6biepOdHNGf/rVdb0+W9W9/aJ+/3SKukezMkvd1XZ1f6fSGRynPq8mIiIXJP/jgH0+/gfKnzPggWussOPfvuys1+N96/7eWZ2wVz+7b7+buuONwvtBPpPsVc/bA+ofHjeqO8OcT1H3ah7O77q+7qnqPaS3szqr12aiuhPdnNGffnVdr89WdW+/qN9BnaTu0qzMUXe1Xd3fqfQGx6nPq4mIyAXJ/zhgn4//gfLnDHjgGivs+LcvO+v1eO/av29WJ+zVz+7b76bud6PwfjBiLtmpnrUH1D88blR3hjmfoO7UPNzRd33dU9V7SG9ndVavzTR1H7o5q0P93t11vT5b1b39on4HdZq6T3PSq7s6Qd3hifQGR6rPq4mIyAXJ/zhgn4//kfLnDHjgGivs+F9feNZr8t71f8+sTtirn923303d7Ubh/WDMbLJPPWcPqH943KjuDDNeqzs1E/d0Xl/3VPUe0ts5ndXrMlHdiX7O6lC/d3ddr89WdW+/qN9Bnaju1Izof7O6v1PpDo5Un1cTEZELkv+BwD6f+0PlvzPggWukuOP/fOlZr817e3h+Xqfs1Y/u2e+m7nSj+H4waj7ZpZ6xh9Q/Pm5T94X5Nv9m4pbe6+ueqt5Dejuns3pdJqo70c9ZHer47q7r9dmq7u0X9TuoU9W9mhHdb1X3dyrdwZHq82oiInJB8j8Q2Odzf6j8dwY8cI0Ud/yfLz3rtXl/F8/O65S9+tE9+93UfW4U3w/GzSh71PP1kPrHx23qvjDbZt9c3NJ9fd1T1XtIb+d0Vq/LRHUn+jmrQx3f3XW9PlvVvf2ifgd1srpb86H3jer+TqU/OFJ9Xk1ERC5I/gcC+3zuD5X/zoAHrpHijv/44rNen/f38dy8TtmrH92z303d5TbxvWDcdwq71LP1kPrHx23qvjDb5t5c3NJ/fd1T1XtIb+d0Vq/LRHUn+jmrQx3f3XW9PlvVvf2ifgd1g7pjs6HrTeoOT6U/OFJ9Xk1ERC5I/gcC+3zuD5X/zoAHrnHqfn/648vPep3e38u+vr96nU+l7nCjAfeCcd8r7FDP1IPqHx+3qfvCbJt5c3HLDNTXPVW9h/R2Tmf1ukxUd6KfszrU8d1d1+uzVd3bL+r3ULeoezYbet6i7vBU+oMj1efVRETkguR/ILDP5/9Y+fcMeOAap+73pw+9AK3X6gST9uqf9ut3U6/1RgPuBWO/W5itnqcH1T8+blP3hdk27+biljmor3uqeg/p7ZzO6nWZqO5EP2d1qOO7u67XZ6u6t1/U76FuU/dtLvQ7Xd3hqfQHR6rPq4mIyAXJ/0Bgn8//sfLvGfDANU7d708fegFar9UJJu3Vj+zZ76Re620G3AfGf78wVz1LD6p/fNym7gtzbd7Nxi1zUF/3VPUe0ts5ndXrMlHdiX7O6lDHd3ddr89WdW+/qN9D3aru3Uzc1+sGdX8n0yMcqT6vJiIiFyT/I4F9Pv/Hyr9nwAPXKHW3f/Hhl6D1mm03aa9+ZM9+J/VabzPgPrDiO4aZ6jl6UP3j4zZ1X5hrs242bpmF+ronq/eR3nR1qroT/ZzVoY7v7rpen43qzv6hfg91s7p783B+n9vUHZ5Kj3Cs+ryaiIhckPyPBHb6/B8tv8+AB65R6l7/4lMvQ+t122zSPv3Tfv1O6nXeZsA9YNV3DLPU8/Ow+gfIbeq+MNfm3HzcMg/1dU9W7yG96epUdSf6OatDHd/ddb0+G9Wd/UP9Loo5M1Gvw3Z1f9vV/Z1Ml3Cs+ryaiIhckPwPBXb6/B8tv8+AB65R6l7/4tMvROu122rSPv3Tfv1O6nXeZsA9YIS6B8zvv6h/hNyk7gozbc7Nxy3zUF/3ZPUe0puuTlV3op9z+tOzvuv12aju7B/qd1H8ygzsVe/l7er+TqZPOFZ9Xk1ERC5I/ocCO33+j5Z/z4CHrhHqTv/m0y9E6/XbatI+/ch+/Wrqdd5kwP4fpe4D8/sb9Y+Qm9RdYZ7NuBm5ZSbq656s3kN609WJ6j50dGaHOr6373p9Nqo7+4f6fRT/Tv+71Ht5s7q70+kUjlWfVxMRkQuS/7HATl/7w+X3GfDQNULd6d986aVovYYbTdun/7VXv5p6jbcZsP/HqTvB/P5N/SPkJnVXmGczbkZumYn6uier95DedHWiug8dndmhju/tu16fjerO/qF+H8Wf6X6+eh9vV/d3Op3CserzaiIickHyPxbY6Wt/uPw+Ax66Rqg7/Y0vvRit13Gbafv0v/bqV1Ov8SYD9v1YdTeY4b+of4TcpO4K82zGzcYtM1Ff92T1XtKbrk5U96GjMzvU8b191+uzUd3ZP9Tvo/gcfc9U7+PN6u5uoFs4Vn1eTURELkj+BwM7ff2Pl39mwENXru7zX3zpxWi9lpts2qffSb3OmwzY96PV/WB+f3z9+/FWdVeYZzNuJm6Zifq6J6v3lN50daK6Dx2d2aGO7+68Xp9t6r7+oX4nxffptlfv463q3m6gXzhafV5NREQuSP5HA3t97Q+Yf2bAQ1eu7vJffPHFaL+eW0zco/+1V7+Seo03GbDnV6h7wgz/8KPp6h9MMc/m2ywcOhf1dU9W7y296epEdR86OrNDHd/deb0+29R9/UP9TgpOUO/jjerObqFjONcPZ5NFROQNyf9wYK+vPeD8M/VDV63u8T986+Vova4bTNyj/7VXv5J6jTcZsOdXqfvi6vmtf4TcpO4K82y+zcBNc1Ff+1T1HtOZrk5U96GjMzvU8d2d1+uzTd3XP9TvpWC7eg9vVHd2i7pnXcPje1xEROTx5A+U7PX1h5xfUz901eoe/8O3X47Wazvd1D36u3361dRrvMmAPb9O3RlXz2/9Q+QWdU+YZfOt+5vmor72qeq9pjNdnajuQ0dndqjjuzuv12ebuq9/qN9LwXb1Ht6m7usmddf6hsf3uIiIyOPJHyjZ6+sPOb+mfuiq1T3+h2+/HK3XdrLJe/R3+/Srqdd5iwH7fa26O66d3/qHyC3qnjDH5lvvN81Ffe1T1XtOZ7o6Ud2Hjs7sUM93d16vzyZ1V79Vv5uC7eo9vEXd043qzvUOj+9xERGRx5M/ULLb1x5y/pn6wSt84Jvu2y9I6zWeaur+/K99+tnUa7zFgH1+hLrHm9XdR+ofI7eoe8Icm2993zQX9bVPVe89nenqRHUfOjqzQz3f3Xm9PpvUXf1W/W4Ktqv38AZ1RzeqO9c/vGWfi4iIPJ78YZLdvv6g82vqB6/wgW+6l7wgrdd5osn783d79Cup13iLAfv8GHWXN6o7D9U/Rm5R94Q5Nt96vmk26uueqt6DOtPVieo+dHRmh3q+u/N6fTapu/qt+v0UbFbv3+nqfm5Wd28O4C37XERE5PHkD5Ps9vUHnV9TP3hFD3sbvOwlab3ek0zfn/+2Tz+bep03GLDHj1N3epO661j9Y+QGdUeY49vnvF6bm+l8lnov6kxXJ6r70NF5/elZ7/X6bFJ39Vv1OyrYrN6/U9W93K7u3zzA2/a6iIjI48kfJtnv6w87v6Z++Aoe9jZ46UvSes2nmL43/22Pfib1Gm8xYI8fq+72dHW/A9Q/Rm5Qd4Q5vnXO6zXB4eRp6j2pM12dqO5DT2f2p+O7e6/XZ5O6q9+q31PBZvX+najuhJlzWa8JnOiHw8kiIvKG5A+S7Pf1h51fUz98vflBb4uXvySt136C6Xvz3/boZ1Kv8QYD9vfx6o5PVfc6RP1j5AZ1R5jj2+a8Xgv6uaive6p6b+psf0+62tNVvTZb1D3pWO+6PbDL+l0VbFbv3ynqHpg/l/WawIl+OJwsIiJvSP4gyX7fe+D539QPX29+0Nvk5S9J6/W/pfvvf9avp17nDQbs7WvUXZ+m7nOI+sfIDeqOMMc3zHp97cyaifq6J6vvtzrb25GudnVVr80WdU861rtuD+yyflcFW9V7d4K6A/bMZb0ucKIfDieLiMgbkj9IcoavP/D8b+qHrzc+5G3zyIvSuodb+v/eZ/1a6jXeYMC+vk7d+SnqHoepf5Ccru4HM3zqvNfXyqx5MB/zO9HX7o50taurem22qHvSsd71e2CX9fsq2Kreu5V63dk7l/XawGl+OJwsIiJvSP4QyRm+99Dzv6kfwN70kLfNIy9K6x5u6f77n/nzqdd5gwH7+lp195vV3Q1U/yA5Xd0PZvikua+vixlzYFZ2dqKv3R3paldX9dpsUfekZ73r9sAu63dWsFG9b9+tXm/OmMt6feA0PxxOFhGRNyR/iOQcX3/o+d/UD2BveMDb6LEXpXUfN3T//c/9+dRrPd2APX29egY2qjsbqv5Bcrq6H8xwTT/3sq/nqe+3+trbka52dVWvzRZ1T3rWu24P7LJ+bwUb1fv2Heo15sy5rNcITvLD4WQREXlD8gdIzvG9B5//Sf0A9oYHvK0ee1Fad3J699//3J9PvdbTDdjPXHb/MbOjvhtvUveDGZ7K+p/Pvp6nvt/qa29HutrVVb02W9Q96Vnvuj2wy/rdFWxU79un1OvK+XNZrxGc5IfDySIi8obkD5Cc5esPPv+b+iHswYe7zR59WVp3c3L33//sn0u91tMN2Mtcdv8xsyO/G29R94MZhhvvf/W1T1Xfb/W1tyNd7eqqXpst6p70rHfdHthj/f4Ktqn3rHsA2+eyXiv2MC9/XB8REZHHkz88cpbvPfz8T+qHsCcffhd7/IVp3c+pvb/mGj6eer0nq2eBO+9BZnbkd+Mt6n4wx3Dj/a++9qnqe62+9nakq11d1WuzRd2TnvWu2wN7rN9hwTb1nrXv2T6X9Vqxg3n50BqJiIg8nvzhkfN8/eHnf1I/hD358LvYW16Y1j2d2P1rruHjqdd7snoWuPc+ZF7HfTfeou4Hcww33v/qa5+qvtfqa2c/utrXV702G9Qd6Vn3uj24x/pdFmxR71V7nVPmsl4z5jMrH1ojERGRx5M/OHKe7z0A9Q9hTz78Lve2F6Z1X6f1/v3r+Fjq9Z6sngHuvQ+Z15Hfjbeou8EMw433v/rap6rvtfra2Y+u9vVVr80GdUe61r1eD+6xfp8FW9R71f7GXHIDs/LhdRIREXk8+YMjZ6ofpCapu3iht740rXs7qffXXM+fU6/5VHX/9Ptnk3q9F6p/mJys7gYzDDfe/+prn6q+1+prZz+62tlXvT7T1f3oWfd6PbjH+p0WbFHvVfuazTNpRvnKTNefZ7IfDieLiMgbkj80cqb6QWqKuocXe/tL07q/U3p/zTX9OfW6T1X3z4w9tEG9zkvVP0xOVneDGYZb73/19U9Ud6Krnf3oSlcnqvvRs+71enCP9Xst2KDep/YyW+fSvPKdea4/02Q/HE4WEZE3JH9o5Fz1w9QEdQcvlrw0rTs8ofPXXNd/p173qerumbeXJqrXdbn6h8nJ6m4ww3Dr/a++/onqTnS1sx9d6epEdT961r1uD+6xfr8FG9T71P5ly0yaXV450/VnmuyHw8kiIvKG5A+NnK1+oJr28HuA7MVp3ef2vl9zjf+eev0nqjtn9n6aol7LA9Q/TE5Wd4MZhlvvf/X1T1R3oqud/ehKVyeq+9Gz7nV7cI/1Oy6Yrt6j9i5bZtIM8+qZrj/XZD8cThYRkTckf2DkfPVD1bQH4OXSF6d1p5u7fs11/nvqDiaqO2fP3jKj69U/Tk5V94L5hVvvf/X1T1R3oqud/ehKVyeq+9G17vV6cI/1ey6Yrt6j9izTZ9Is88Q8159ruh8OJ4uIyBuSPzByvvqhatID8AFGvDit+93Y82uu999TdzFN3Tc795j5XKv+cXKiuhPML9x8/6vXYKK6E13t60ZXe/uq12i6uh9d616vB3dYv++Cyer9ab8yfSbNNE/Nc/3ZJvu5RiIiIo8nf1jkDvXD1ZQH4EOMeXmq4/ev1+9S77lp6p7p1TNoNt+u/oFyoroTzDDcfP+r12Cquhdd7elFV7v7qtdosrobXetfr4d3WL/3gsnq/WmfMnUmzTdPz3P92Sb7uUYiIiKPJ39Q5B71A1b98HuQkS9Q9fueNfpd6n03Td0zs9TzaCbfov6BcqK6E8ww3Hz/q9dgqroXXe3pRVe6OlXdja71r9fDO6zff8Fk9f60R5k2j2acd81z/fkm+7lGIiIijyd/UOQu9UNW/QB8iPEvUHX67Lr8PfW+m6TumPnM45HqHygnqjvBDMPN9796Daaqe9HVnl50patT1d3oWv96PbzD+r0sTFXvTfuTafNo1nnnPNefcbKfayQiIvJ48odE7lM/aPmD7iXWvUDV3+v2319T77tJ6m7ZyQweo/6Rcpq6D8ww3H7/q9dhoroTPe3pRVe6OlXdjb71r9PDO6zfzcJU9iaT1PNo5nn3LNefc7KfayQiIvJ48gdE7lQ/bPlj7tuOfYl6utfN/P+k3ntT1L1yDzM3Vv0j5TR1H5hhuP3+V6/DRHUnetrTi652d6WvMzrU9b391+s0Vd3Lh9TvZ2Ei+5JJ6nk09xTzXH/OyX6ukYiIyOPJHxC5V/3A5Y+5bzn6RerpXjP3/5N6/01Q9wmMUP9QOU3dB2YYbr//1eswUd2Jnvb0oqvdXelrf3+6NgP1Wk1Ud/Ih9TtamMieZIpyFs0/5TzXn3Wyn2skIiLyePKHQ+5WP3T5Y+5bjn2Rerp635ym7hMYof6hcpq6D8wx3H7/q9dhoroTPe3pRVe7u9LX/v50bQbqtZqo7uRD6ne0MJH9yBTVLJbqNWfGLNefd7KfayQiIvJ48gdDqB+8/CH3ZUe/TD1dvX9OUfcIjFH/UDlN3QfmGG6//9XrMFHdiZ52dKKr/V3p64wOdX33DNRrNVHdyYfU72lhGnuRKapZrNXrzox5rj/vZD/XSERE5PHkD4aw8cGwXq8hjn6Zerp6D52g7hAYp/6xcpK6C8ww3H7/q9dhoroTPe3oRFf7u9LXGR3q++4ZqNdqorqTD6nf1cIk9iFTVLM4Rb3+9PNcf+bJfq6RiIjI48kfCmHbA2K9RsMc+zL1BvVe2qzuDhip/rFykroLzDG4/9nPk7vR0dxOdLW/K52d06Gu752Beq0mqjv5kPp9LUxiHzJFNYtT1OtPP8v1557s5xqJiIg8nvyhEDY9JNZrM9DRL1RPV++nreregLHqHyunqHvAHIN7oP08vRs9ze5ET7u70tk5Her63hmo12qauo8Pq9/ZwhT2IVOUszhJ3QPtLNeffbKfayQiIvJ48gdC2PKwWK/HYEe/VD1dva+2qfsCxqt/tJyg7gAzDO6B9vP0bvQ0uxM97e5KZ2f0p2tzUK/XJHUXH1a/t4Up7EEmqOZwqroPulmuP/9Uf1kjERGRx5M/DML0B8Z6DRY4+qXqDeo9tkXdE7BC/aPlBHUHmGNwD7SXp3ejp9md6GlvTzo7q0N93z0H9XpNUnfxYfW7W5jAHmSKchYnqvugmeP680/2l3USERF5PPnDIEx+eKyve4njX6yerv4DaIu6J2CF+kfLCeoOMMfgHmgvT+9GT7M70dXunm7v66QO9X33HNTrNUndxYfV726hZv8xRTmLk9W98P45rq9hsr+sk4iIyOPJHwRh4gNkfa0LHf1i9Qb1H0GT1d0Aq9Q/Wk5Qd4BZBvdAe3lDNzqa24mudvd0e18ndajvu+egXq8p6h4+pX6HCzX7jwnKOdyg7of3znF9HZP9ZZ1EREQeT/4QCJMeJuvrWuyKF6ynq/8QmqjuBFip/vHSD6eYY3APtJd39HNzR/W66+rsrm7v7JT+dH33LNTrNUXdw6fU73Hh1t8R6mtnjnION6l74n1zXF/LZH9ZJxERkceTPwBC/WBZf/6DHP+C9Qb1H0OT1F0Aa9U/XvrhFLMM7oH2sY6mq9ddV+f2dHtnp3Wo73tnoV6vKeoePqV+lwu3/o5QXz8z1HO4Td0X75nj+nom+8s6iYiIPJ784Q/e/ZBZf8aDHf+C9Rb1H0QT1B0Aq9U/XvrhFLMM7oH2sY6mq9ddV+f2dHtnp3Wo77tnoV6zCeoOPqV+nws3/pZQXzszlDO4Wd0bz89xfU2T/WWdREREHk/+4Acc44qXrLeo/yga8gcZwFfUP1764RTzDO6B9vCejm7tqV5zPZ3b0+2dndSfvs1DvWa1ev0/rX6nCzf+llBfP716Brer++PZOa6va7K/rJOIiMjjyR/6gKNc8aL1FvUfRif9AQxcp/4R0w+nmGdwH7SHdTRZveZ6OrOj2zs7sUN93z0P9ZrV6vX/tPq9Ltz4e0J9/dw9f6eoe7ydbvN1FxEReTz5Ax9wlGtett6i/uPolD+AgevUP2L64RTzDO6D9rCOpqrXW09n93R7byd2qO9756Fes1q9/p9Wv9uFG39PqNeAu+fvJHWft9LriLUXERF5PPnDHnCcK1623qT+A+mEP4CB69Q/YvrhFDMN7oP2r46mqtdbT2f3dHtvJ3ao77vnoV43fX1C/X4Xbvw9oV4H7p6/09S93kafY9ZfRETk8eQPesBxrnrpepP6D6WNf/wCV6t/zPTjKeYZ3APt4R091euiB12d1tOtnZ3Yn77NRL1u+vqE+j0v3Pi7Qr0O3D1/J6q7vYUue39ZKxERkceTP+QBR7rmpett6j+Wtv3xC1yt/jHTj6eYaXAPtH939FSvix50dVJHN/d2cof6vncm6nXT1yfU73rhxt8V6rXg7vk7Vd3x6fTY+9taiYiIPJ78AQ840lUvXm9U/+G04Q9f4Hr1j5l+OMVMg/ug/bujp3pd9KCrkzq6ubeTO9T33TNRr52+Pqh+5ws3/rZQrwd3z9/J6q5PpcMZ/rZWIiIijyd/uAOOdc2L11vVfzxN/qMX4Kf6B00/nGKmwX3Q3t3RU702OtDTST3d2tup/enbXNRrp6sPqt/9wo2/MdTrwb2zd4u695Pobo6/rZWIiMjjyR/qgGNd9fL1ZvUfURP/6AX4qf5R04+nmGtwH7R3d/RUr40O9HRKR7f2dnqH+r57Luq109UH1e9/4bbfGOr14N7Zu03d/wn0Nsvf1kpEROTx5A90wNGuegF7u/qPqSl/8AL8Rf2jph9PMdfgPmjv7uipXhsd6OmUjm7u7vQO9X3vTNTrp68Pqt8Dw22/M9Rrwr2zd6N6DjbT2Tx/WysREZHHkz/MAUe76gUsc/7Yq9cB4C/qHzb9eIq5BvdA+3Z+V/Xa6EBPp3R0c3cn96dvc1Gvoa4+oH4fDLf91lCvC/fO3s3qmdhEV3P9ba1EREQeT/5gABzvuhex/I/b/tAF+Bf1j5t+PMVsg/ugfTu/q3ptbl9/PZ3T0a3d3dChvu+ei3oNdfUB9UEbuO03h3ptuHPusPe2zHC9BpP9ba1EREQeT/5gABzvypex/NMDf0CZFWCL+gdOP55itsF90J6d3VW9Nrevv57O6ejW7k7vT+dmo15DPX1AfdAGHj68NU69Ptw5d9iDW+a3XovJ/rZWIiIijyd/MACOd+0LWf51Hr7zR5M5ATaqf+T0AyrmG9wH7dfZXdVrc/v66+mMfm7u75YO9X33bNTrqKc/qA/awIMHt0aq14g75w77cMP81msx3d/WS0RE5PHkDwfAFa59KctL5sCMANvVP3L6ARXzzSv3e/05pqn3oD17Rk/1+uhAV/W66k5/+jYfN3dar+1L1Adt4MQDdvbdPepZwl48aXbrNZnsN+slIiLyePKHA+Aa176Y5cv9mw/gJPWPne7DmG9etd/rzzJNvf/s13N6qtfo9vW/vad6XfWnP32bj5s7rdf1JerDNnDqITv77mz1DGFPnji79dpM9pv1EhEReTz5wwFwjatfzl7OS3uAM39ErdeUWep55H17vf4809R7z149p6d6jW5f/5t7qtdUfzrUt9m4udN6TV+mPmwDJx+0s+/OVM8P9uepc1uv0WS/WS8REZHHkz8cAI+Z+AL06he0l/LSHuB/1T96uhdjxnnFPq8/1yT1nrNXz+qqXqPb1//mrur11J/+9G0+bu6zXtOXqQ/bwOmH7ey7s9Szg3168szWazXZb9ZLRETk8eQPB8C3bHs5OuVzsHtG62sq9uLkawfm3SvcjzDnPLnH6882Sb3f7NOzuqrX6Pb1v7Wrei31p0N9m4+bO63X8qXqwzZww4E7++4M9dxgz54+q/W6Tfab9RIREXk8+cMB8CknvCy9/kXtRSbPYX0d0/cpr52b+rMwR32PcL/BrPOK/V1/vknqvWafntVVvUY3r/3NXdVrqT/96duM3NxpvZYvVR+2gdsO39l3+9Tzwhz1LJ4+o/U6Tvab9RIREXk8+cMB8Ef1S9JXvzj1svYO0+Zu837bsnb8+wzVn4lZ6vuBewpmne/u7fpzTlLvM3v0rJ7qdbp9/W/tql5LHepP32bk1k7rNXy5+rAN3HgQr14/7pk1ztzP9TWftJZb/Ga9REREHk/+cAD8Vv1y9OkXqV7anm3KnJ2217as6a2sMzfdd+o1ZI96VnluX9efd4p6j9mf5/VUr9Xt639bV/Ua6k9/+jYjN3dar+HL1YdtNrN+3bqfoF5H7pk1eubPffGBe5GIiMjjyR8OgF/UL0Xf9VLVS9tz1bN18v6asn/5+FzVn4256v3uXoF557t7uv7cE9R7y/48s6t6rW5e+xu7qtewVq+/7vRtTu7ts16/R9QHbrayhv26b1evJffMGmxQ7/nJ/mXNREREHk/+gACsf5n61ZerXt6ep56pG/bX1P18G2vH5Hum+wIT1XOLZ6xp6zdFvYa6Or+Tej11dWc3N3RYr91GdWfmRKfH91IfuNnKGrZrfop6TbljzmCDeu9P9i9rJiIi8njyBwS4WP0itH7R6iXuWaa8sK/n/nT1nNWsFRvum+4BTFXPL6/dz/Xnn6DeU/bmuT3Va3b7+t/QVb1uk9Rd6E/X5uS+Xus1e0x94GYr69iu9ynqdeX8GYMt6nvAZP+yZiIiIo8nf0CAC9UvQCe9cPUS9wz1y/p6xm9Wz97U2a4/N3vUe9hsY+bvo8tZ6zhBvZa6OreTeh11dXc3p3ZYr9d2dX9mRaf1ej2qPnCzlbXs1vk09Rpzx5zBdPV9YLJ/WTMREZHHkz8gwEXql59TX7x6mbtb9bK+nmnO3ZfWgE3zZn+zUT3Lt9Lj7PWs1euppzP7qNdRX3f3cmKH9TqdoO7QvNzda71Oj6sP3GxlPbs1Pk29zjeruwfcC79xrxIREXk8+QMCXKB+8fmBF6O/5N0vYb3U3evdL+vrvcK5+/Sma2Weeo+abcz92XS4a13tST2d1Em9hrq6u5cTe6zX6BR1j2blzk7rNXqL+sDNVta0WdsT1et9o7pzwH3wBfcsERGRx5M/JMDB6peeP198PpJXv5D1Ynefd72sr/cQ5/0oc+p1sVu9J802Zv88utu7tvajnk7oo14/fenltA7r9TlJ3aV5ubPXen3eoj5ws5V1bdb1VPW636LuGXAPfOG9S0RE5PHkDwlwqPBF59vzipeyXu7u8o4X9fWPBuz/0WbjZ+Ze9Z4z25j/c+jurDXW570d1Wuog/P6qtdog7oj3enazJzZa70ub1MfuNnK2r5/PU9Xd3CyulvA/e+B+5eIiMjjyR8S4DDBy81R+c4LWi95d6hf6MM776vuQdx+f63XhLvU876dzs5ea53e11G9hrev/4md1euzRd2T3u7t2syc2Wm9Jm9VH7rZyho3a3m6uosT1Z0C7n0P3cNEREQeT/6QAId480vNFfnsi1oveuerX+jDu+6r7j+4x5pv7IUt9HXXeuv0ro7qtdTBOX3Va7NJ3ZXe7uza3JzZa70Wb1cfutnKWjdreIO6l1PUPQLuew/fy0RERB5P/pAAy735hebKfOb6vPCdq36hD++4n7r3MEG9P8w2E9Tzv0Hd0a191Wutz7s6qtdSB2d0Vq/JRnVnerura3NzXq/19WfqQzdbWe/3r91N6o42q7sD3O/edE8TERF5PPmDAiz2ppeZx+Sj1+vl7zz1S3148n7qnsNEA/ZLvgYwYS9MVHdyc0/1Ouv0zo7qNdXB/r7qNdlKX3eo96fZOa/b+rpT9aGbrax9s2Y3qfvapu4LcK97871NRETk8eQPCrDQG15iPpYJn89L4F3qH1fgqfuVew3Thfsmv3aYsBcmqTvQ054ebu+0XjM9nNnB1s7qdTiBzu5Q71Xzc0639fXm6kM3W+ng/et0q7rDyepuAPe48D4nIiLyePIHBVjkDS8wX5bg5euYz1jPyUnqH1bg1fcj9xm2efPeya8XpuyHCer11s/uPm7stV4rPZzdwba+6jU4ib7uUO9ZM7S72/oax6gP3Wylj2Z9blX3OUndBeD+NuSeJyIi8njyBwVY4uEXmN9O/RL8q9flpfBc9Wy8OvV+4Kx7Tb0/ucub9lF+nTBtXwTfZ/m66uXsfk7utF4nPdzRw5bO6ms/lb7OVt8/zdHejuvrGqU+dLOVbt6/HuyaCfMFfER9f5nsD2snIiLyePIHBRju4RfH30r94vuV1+vl8CyTZuNdqfcHz8yMewuneHg/5dcHE/fGm77P8jXUx309ndZrvT56uKuH6Z3V13w6HZ2tvo+aqR0d19cwWn3wZqubu6pnljmzYM6A76jvM9P9Yf1EREQeT/6wAEM9/NL4y6lfeD+9Dl7Q9+q5eGrv2HP7Teis3p/czUzD+/eIPXdmDzo7p9d6XXRwXw+Te6uv9TZ6OU99L7Xv5/Vdf8Z16oM3G9WdvavP+lq4b//W6wm4h03yh/UTERF5PPnDAgzz8AvjL6d+2f2Gl+mPXWc9U5vUc1DsLXtypomd1PsT/sosw3N7xPfHOWuvv7O7rddDB3d3Mam3+vrgJPX91N5ntfrgzUZ1Z3DSXq7XDXDfmuoP6yciIvJ48ocFGOTBl8VfSv2S+xT1XG1R9zRhz70i9bVvs2W96/0Jf2J24Xt7xXfD3HX2d8Q8erl37fUxr7/6muBE9X3V3met+uDNRnVnsHlv1+sCzFHfj6b7w/qJiIg8nvxhAQaYduiufsF9onrGpqv7ebj7ManX4qQO3D8AeIL7/uvW8QT1Ok6mk/vWXiczOqw/O9yivre6D7BSffBmo7ozmLrv6+sCdqm/zyf7wPqJiIg8nvxhAULTDuLVL7dPV8/bVHUvwRyMS70mW9bWfQMAdqmfTTwDnNNvfa2T1HtDL+/rs/5swKx7rnsD49WHbzaqOwOAE9Tf55N9YP1EREQeT/6wAIFph/Pql9o3qWdvmrqP2vTU6zNhzQZcb75PAWCz+rvc9//ujutrm6reI7oBblLfb917WaM+fLNR3RkAbFd/l0/3gTUUERF5PPkDA7zZpAN79QvtW9UzOEXdwzQyJ/UsuFcAwGvV3+m+/3f1XX/+LewVgPdxz4UPqA/fbFR3BgDb1d/l031gDUVERB5P/sAAbzLpQGP9QnuTp7qs57FW9zqdNKl7d48AgOfU3+2+/+f1X3+mE9grAO/jfgt/UB++2ajuDAC2q7/Lp/vAGoqIiDye/IEBHjbp8GL9Y/t07+60ns3T9sTJ5LnU3bo3AMD71N/xvv85kb0C8D7ut/Af6sM3G9WdAcB29Xf5ZB9cQxERkceTPzDAQyYdUqx/aJ+q7ree0VP2xG3ke6n7c18AgFb9Xe/7nxPZKwDv5V4Lv1EfwNmo7gwAtqu/yyf74BqKiIg8nvyBAV5s2oHE+of2SSZ2Xc/r9n1xO/lY6p7cDwBgnvp733c/p7FfABrus/BTfQBno7ozANis/h6f7oPrKCIi8njyhwZ4kWmHD+sf2ifY0nk9u1vWiWfuFSem7sJ9AAD28N0Ps/dTfU0A27incq36AM5GdWcAsFn9PT7dB9dRRETk8eQPDfANEw8a1gfsaltnoJ7l6evzkbWrZ2+am1Kvtf0PAPv57od5e6q+BgBgkfoAzkZ1ZwCwWf09Pt0H11FEROTx5A8N8AUTDxTWh+tuPth3ynVMXZfvrlk9nxOclHotT7t/AQC/57semj1Vf04AYKn6AM5GdWcAsFn9PT7ZJ9ZRRETk8eQPDfAJUw8P1ofrHOhzeOGde+Wra1XP7DTTU6/PxBkGAHq+2wEAYKD6EM5GdWcAsFn9PT7ZJ9ZRRETk8eQPDfAHkw8I1gfrHOZ7Zk7qa5m0Fk+tUT3HU7079fW6lwEAAADAAepDOBvVnQHAVvV3+HSfWEsREZHHkz84wG9MPwRYH6pziO/5uamvZcIavGNt6tnmTvU+BQAAAICj1Idwtqn7AoDN6u/x6T6xliIiIo8nf3CAn954KO3LqQ/UObz33jmqr2XiHtr++aHepwAAAABwnPoQzjZ1XwCwWf09Pt0n1lJEROTx5A8OXOvNh9G+lfownYN73WzV1zJlP510Ldyr3qcAAAAAcKT6EM42dV8AsFX9Hb7BJ9ZTRETk8eQPDzzu/x7IKg9qhQfRvp36MJ1De/3M1ddS769Tr4u71PsUAAAAAI5VH8LZpu4LALaqv8On++R6ioiIPJ784YG3+LfDut89yFUfNvuXz/2S1NfhwN5rZv70dbphPuo9wn71DAMAAADA0eqDONvUfQHAVvV3+HSfXE8REZHHkz888DYfOcRbHyD7xsGzl6W+Fgf1npv509btpjmp9wx71bMLAAAAAMerD+JsU/cFAFvV3+HTfXI9RUREHk/+8MBbffRgb32Y7AOHzV6e+poc0nvfzJ+whrfOSr2H2KWeVwAAAAC4Qn0QZ5u6LwDYqP7+3uCTayoiIvJ48gcI3u4rB37rA2Z/+nxfTX1NDui1M791Pc2LQ8qcMccAAAAAcIT6IM42dV8AsFH9/T3dF9ZURETk8eQPECRedQj4oQNlj6c+NOdw3qyZ37S2Zua968E+9UwCAAAAwHXqwzjb1H0BwEb19/d0X1hTERGRx5M/QJCZclD4nakPzTmcN3vep6+zuWnWhT3qWQQAAACAK9WHcbap+7qdrnjFjNSfEW5Tf3dv8IV1FREReTz5QwSpTx76Wpn6sJyDeXNsXnOz064P89UzCAAAAADXqg/jbFP3dRu98eSclJ+rXjPYsEdv8oV1FREReTz5QwQjfPEg2NjUh+Qcyptr4/qbnzlrxTz1zAEAAADA9erDONvUfd1Cf59bh/pzfvcaylkp57buBibdB272xXUVERF5PPlDBGN883BYmvpwnEN5u2zqwgzNWzPmqGcNAAAAAPjhwJDDhLPc3uFp1/jkZ542E9u7gin3ght9cV1FREQeT/4QwSgPHBx7eerDcBPUc3KCDb2Yo9nrh/sgAAAAAPDDgSEHCWe4vcsTr/Gpzzttrbb3BBPvBbf54tqKiIg8nvxBgnHqA2c4jLd51id/thtnqd6zmF0AAAAAOF59IGebuq/T3Nznydf51GedtE7bO4J3qe/zG3xxbUVERB5P/iDBSPXhMxzG2zzrEz/T7fNU72HMLgAAAAAcqz6Qs03d10nqLstOT7/WJz7npPXZ3A28U31/3+Ab6ysiIvJ48ocJxqoPoeEg3uZZn/RZzJR72gnq+QEAAAAA/kV9KGeTuquT1F2WvZ5+vU98xknrs7kbeLf6frfBN9ZXRETk8eQPE4xWH0a7Vd37jSb0aK72do25BQAAAIBr1YdyNqm7OkXdY9ltfZ3vuN5Xf75J67O9G3i3+l63wTfWV0RE5PHkDxOsUB9Ou0Xd8+2qTs3WGV1jZgEAAADgSvWhnE3qrk5Qd1j1W1/bu6731Z9t0tps7gUK9T1ug2+usYiIyOPJHyhYoz6odrK6W56f83Jf1Ws6Wb33Ma8AAAAAsF59MGeTuqvt6v6qjutreuf1vvJzTVubrZ1Apd7DG3xzjUVERB5P/kDBKvWhtRPVnfK+OS/2U72WG9T3AMwqAAAAAKxWH8zZpO5qs7q7quP6et59zfW1PLUumzuBQr1/t/jmOouIiDye/KGClepDbCeoO6SZ8Xfuo3oNt6nvCTeruwcAAAAAvqE+mLNJ3dVmdXdVz/W1vPua6+t4Yk029wGVev9u8c11FhEReTz5QwVr1YfZtqp7o5/xd+yfeu02q+8RN6m7BgAAAABeoD6Ys0nd1VZ1b1XP9XW8+5rra3hqXbb2AaV6727wgnUWERF5PPlDBavVB9s2qbvinhmv1+wUdY8nq7sFAAAAAF6oPpyzSd3VRnVnVc/1NRTXXX/+09R7F76q3jtbvGCtRUREHk/+YMER6oNuU9W9cN9812t1mrrP09R9AgAAAAAPqQ/obFH3tFHdWdF1/dld9xnqvQtfVe+dLV6w1iIiIo8nf7DgGPWht0nqLrhzvus1Olnd7WZ1dwAAAADAG9QHdLaoe9qm7qvquv7srvsM9f6Fr6j3zSYvWG8REZHHkz9ccJz6IJxDeNw42/Xa3KLueZO6KwAAAADgjeoDOlvUPW1Sd1X1XX/mcs7rz32aeg/DV9T7ZosXrbeIiMjjyR8uOFZ9MM4hPG6Z63pNblR3PlXdCwAAAAAQqQ/pbFH3tEndVdV3/Zld91nqfQyfVe+ZLV603iIiIo8nf7jgePVhOQfxOHmm67Vg1jyYQQAAAAAgUR/S2aLuaYu6p6rv+vO69vPUexk+o94vm7xozUVERB5P/oDBNeoDdA7icdo812vAzLkwewAAAADA29WHdLaoe9qi7qnqu/68rv089V4G94DR+1pEROTx5A8ZXKc+VOcgHifMcn3tzJ0N8wYAAAAAvF19UGeLuqcN6o6qvuvP6vrPVO9ncA8Yva9FREQeT/6QwdXqA3cO47FxhutrZv6MmC8AAAAA4K3qgzpb1D1tUHdU9V1/Vtd/pno/g/0/el+LiIg8nvxBA36qD+Q5lMeG2a2vlZ1zY5YAAAAAgEfVB3U2qDvaoO6o6rz+nPX1n7wGtXpPg/0/el+LiIg8nvxBA37D4Ty2Ma8U81R/TgAAAACA/6M+qLNB3dEGZS9l7/VsTpj7+nOerN7XYO+P3c8iIiKPJ3/YgE9yoJOpHEwGAAAAAOBK9WGdDeqONqj7qHqvZ3PC3Nef82T1vgb7fux+FhEReTz5AwfAAfyvyQAAAAAAXKs+rLNB3dF0E7ooeq+uuV7rqvsb1Xsb7P2xe1lEROTx5A8cAMs9fTDZ4WQAAAAAAEarD+xsUHc03YQeit7La67X+93d36re22Dfj93LIiIijyd/6ABY7B0Hkx1QBgAAAABgtPrAzgZ1R9NN6WH7v/fZz1D/++/s/lb13gb7fuxeFhEReTz5QwfAUu88mOyAMgAAAAAAo9WHdqar+5lsUgfv/DcnXPMtn2Gqd6xBvb/Bnh+7j0VERB5P/uABsFBxMNkBZQAAAAAAxqoP7kxX9zPZpA7e+W+ees2f/Qz13pxyT3Dv4Qb1vtvqoT5EREQeT/7wAbBQeTjZAWUAAAAAAMapD+5MV/cz2aT1f+e/e+o1T1uH//o8k+4H9RzAO9TfxVs91IeIiMjjyR8+AJapDyY7oAwAAAAAwDj1wZ3p6n6mmrb+7/p3J13zOz7PhBn4t89S//tPf456j0O1107xYCciIiKPJ38AAVikPpDsgDIAAAAAACPVh3emq/uZatrav+vfnXTN9eep9+Gke8GEWYAn1N/Bmz3Yi4iIyOPJH0IAlqgPIjugDAAAAADAWPXhnenqfqaatvabD6F+d96qz1Pvw0n3gimzAK9Uf/9u9nA3IiIijyd/EAFYoD6A7IAyAAAAAACj1Qd4pqv7mWraur/r35123U9/pnIttnyGpz5HvcdvYJ37vXWqh/sRERF5PPnDCMAC9eFjB5QBAAAAABitPsAzXd3PVNPWffMh1O/OWvWZJuzBCZ/hqc9R7/FT6GDWPeUWD3ckIiLyePIHEoDh6kPHDicDAAAAADBefYBnurqfqSau+zv+zWnXXH6mCftvwmd46nPUe3yzeh42q79zT/CGnkRERB5P/lACMNiTB4kdUAYAAAAA4Bj1IZ7p6n4mmrrmGw+gvmrWis80Yf9N+AxPfY56n2/k+2HX+p3qDV2JiIg8nvzBBGCwp/+XYweUAQAAAAA4Qn2IZ7q6n4kmr/mT/95p1/3dzzVhPabcA6bNw418V+xev1O8qS8REZHHkz+cAAz19MHkJ/+deu0AAAAAALhMfZBnurqfiaav+VP/1inX/KrPNmEOptwDJs7ELerviBO6q9frJG/qTERE5PHkDygAA73rYPJT/169fgAAAAAAXKY+yDNd3c9EW9b71f/G5OsuPtuUvXfqZ6j3+Qb198P2Duv1OdGbuhMREXk8+YMKwEDF/2bsgDIAAAAAAGvVB3mmq/uZ6Nb1nnzdxWebsh4TPke9BrepvxdO6LNejxO9sT8REZHHkz+sAAxTHEx+6t+u1xIAAAAAgIvUB3omq7uZ6Nb1nnzdxWebsh4TPke9BjepvxO2d1tf+8ne2KOIiMjjyR/6AAYpDyY/9RnqNQUAAAAA4BL1gZ7J6m4munW9J1938dmmrMeEz1GvwS3q74PtPdfXero3dikiIvJ48gc/gEGmHAye8BkAAAAAAOBT6gM9k9XdTHTrWk+es+KzTVmPCZ+jXoMb1N8FW79v6mu6xZv3g4iIyOPJH/4AhpjwvyY/9XnqtQUAAAAA4AL1oZ7J6m6muXmtJ1978dmmrMWEXiasw8nq74Et3z/1573Zm/eEiIjI48kfAAEGmHYw+YnPVK8xAAAAAACHqw/1TFZ3M83Naz352ovPNmUtJnyO+t8/Xf09AMP2qoiIyOPJHwABBph6EHjq5wIAAAAAgH+oD/ZMVnczzc1rPfnai881ZS0mfI763z9Z/R0AA/eqiIjI48kfAgFi0w8AT/5sAAAAAADw/9QHeyaru5nm5rWefO3F55qyFhM+R/3vn6q+/8PQfSoiIvJ48gdBgNj0w8mv/oz1egMAAAAAcKj6cM9kdTfT3LzWk6+9+FxT1mLC56j//VPV938Yuk9FREQeT/4gCBDacDD5ic9arzsAAAAAAAeqD/dMVnczzc1rPfnai881ZS0mfI763z9Rfe+HwXtURETk8eQPgwChbQd+N31WAAAAAAAuVB/ymaruZZqb13rytRefa8paTPgc9b9/ovreD4P3qIiIyOPJHwYBIpv+1+QnPnO9/gAAAAAAHKg+5DNR3clUt6735HkrPtOUdZjwOep//zT1vR+G708REZHHU3/ZAVS2HvTd+JkBAAAAALhEfdBnorqTqW5d78nzVnyeKesw4XPU//5p6ns/DN+fIiIij6f+sgMobD2Y/OrPX/cAAAAAAMBh6oM+E9WdTHXrek+et+LzTFmHCZ+j/vdPUt/3YcHeFBEReTz1lx1A4YTDvSdcAwAAAAAAh6kP+0xUdzLVres9ed6KzzNlHSZ8jvrfP0l934cF+1JEROTx1F92AO+2/X9NfvV11H0AAAAAAHCQ+sDPRHUnU21d8+/+G1NnrvosU9Zgwueo//2T1Pd9WLAvRUREHk/9ZQfwbicd6j3pWgAAAAAAOEB94GeiupOpNq35q/+9iTNXfZYp61B/hvrfP01934cFe1JEROTx1F92AO904mHe064HAAAAAIDF6kM/E9WdTLVhzZ/6dyfOXPVZpqzDif/+zfef+r4PC/akiIjI46m/7ADeyeHkHdcEAAAAAMBi9cGfaeo+ppq+5k/+2xNnrvosU9bhxH//5vtPfd+HBftRRETk8dRfdgDvcvIh3lOvCwAAAACAherDP9PUfUw2dd2f/nenzV39Gep//6nPUP/7N99/6vs+LNiPIiIij6f+sgN4l5MPJ7/q+uprAAAAAADgAPXhn2nqPiabuO7v+LenzV39Gep//6nPUP/7N99/6vs+LNiLIiIij6f+sgN4lxsO755+fQAAAAAALFAfAJqm7mOyaWv/zn93yuzV//6Tn6Gexfrfv/n+U9/3YcFeFBEReTz1lx3AuzicvP/6AAAAAABYoD4ANE3dx2RT1r74d6fMXv3vP/kZ6lms//2b7z/1fR8W7EMREZHHU3/ZAbzDDQeTX3Wt9ecHAAAAAGC5+hDQJHUX003ooOp9wgxOmf1TP0P97998D6rv/bBgH4qIiDye+ssO4B0cTj7vOgEAAAAAGKw+CDRF3cMGZQd17/UMTpn9Uz/Dpn//NPW9HxbsQxERkcdTf9kBvMNtB3Zvu14AAAAAAIapDwNNUfewwbu7mNR7OYdT1uDJz1J/hk3//onq+z/Ue+APREREHk/9ZQfwtJv+1+RXXXP9+QEAAAAAWK4+EDRF3cO7OjUrX1uP+nPW1//0OtSfYdO/f6J6H0C9B/5ARETk8dRfdgBPu/Wg7o3XDAAAAADAEPWBoCnqHooezcvn1qD+rPX1P7kG5WeYsAZP3Re2qPcBd6vn/wNEREQeT/1lB/A0h5Pvum4AAAAAAAaoDwVNUHdQ93fzvNx87V+d/fpz1GtQX/+J6n3AverZ/yAREZHHU3/ZATzp9gO6N187AAAAAACx+nBQrV7/Cb3dOis375MJczehh/r6X31f2KjeC9yrnv0PEhEReTz1lx3AkxxOvvfaAQAAAACI1YeDavX6T+nstnmZsu6brr+evSf+/fr6X3lf2KzeD9ynnvlPEBEReTz1lx3AkxzOtQYAAAAAAETqA0K1ev0ndXbTvExa9w3X/uQalP9+vQavvC9sVu8J7lLP+yeJiIg8nvrLDuBJDuZaAwAAAAAAIvUhoVq9/tM6q//96Z3Xn72+/qfWoPq36+t/5X1hs3pPcI961r9ARETk8dRfdgBPcijXOgAAAAAAEKoPCzmoNKuv+t+vr8+1v38Nin97wvW/8r6wXb03OF89418kIiLyeOovO4AnOZRrHQAAAAAACNUHhhxUmtXXhM8wufP6Gk68/uLfr6//1feFE9T7g7PV8/1FIiIij6f+sgN4ylcP5J56KNc6AAAAAADwdvWBIQeVZvU14TNM77y+jtOuvfj36+t/9X3hBPUe4Vz1bH+DiIjI46m/7ACe4mCy9QAAAAAAIFYfGnJYaVZfUz7H5L7ra6lnvfx89ZrU//7p6r3CeeqZ/iYREZHHU3/ZATzFYdzXrEn9mQEAAAAAWKw+OOTA0qy+Jn2WyV3X13TKtVf/dnntT3Ryinq/cJZ6nl9ARETk8dRfdgBPcTj5NWtSf2YAAAAAAJarDxA5sDSnrymfY0PX9bVV119+vglrUv/7p6v3DOeoZ/kFREREHk/9ZQfwFIeTX7Mm9WcGAAAAAGC5+gCRA0tz+pr0WTb0XF9jdf2b56289nfM5AnqvcN+9Qy/iIiIyOOpv+wAnuJw8mvWpf68AAAAAAAsVx8icmBpTmeTPsuWnutrLa5/87yV1//Oudys3j/sVs/vC4mIiDye+ssO4CkOJr9mXerPCwAAAADAAerDRA4t9Z1N+izbOq6vubj+6nNOWJvJvZyi3kfsVM/ti4mIiDye+ssO4CkOJ79mXerPCwAAAADAAeoDRQ4utb1N+iz1dbj+91xv8e+W117O5lb1fmKXel4fICIi8njqLzuApzic/Jp1qT8vAAAAAAAHqA8VObjU9Tflc0y5Btf//PUW/2557fVcblZ/b7BHPasPEBEReTz1lx3AUxxOfs261J8XAAAAAIBD1AeLHFx6b4dTPsdpnd4218XnnbJO07s5Rf3dwXz1jD5ERETk8dRfdgBPcTj5NWtTf1YAAAAAAA5RHy5yeOn5Xk+ZqXpNJ+yn+vo+e63l+r77+us+TlR/fzBXPZsPEhEReTz1lx3AUxxMfs3a1J8VAAAAAIBD1AeMHF4618093jbL5aHgrWtGs5fYr57Jh4mIiDye+ssO4CkOJ79mberPCgAAAADAQeqDRg4w3eHG3szw+9e1/mzM3EvsV8/gm4iIiDye+ssO4CkOJ79mberPCgAAAADAQeoDRw4xcRvz+vp1rD8L79833KOevTcSERF5PPWXHcBTHE5+zdrUnxUAAAAAgIPUh44cZALgI+rvFt6vnrk3ExEReTz1lx3AUxxOfs361J8TAAAAAIDD1IePHGQC4CPq7xjep561gIiIyOOpv+wAnuJw8mvWp/6cAAAAAAAcpj6A5DATAB9Vf8/wvHrGIiIiIo+n/rIDeJLDyd9fm/pzAgAAAABwoPogksNMAHxG/Z3D69UzFRMREXk89ZcdwJMcTv7+2tSfEwAAAACAA9UHkhxoAuAr6u8fXqOeowFEREQeT/1lB/z/7dzBatxAEEXR//9qB5JNAo6RRqp+3VXnwN1LGkNtHlZlxsnPv036OSVJkiRJkiRJTUsPk4yaJEmflL5Belb672eTAKBc+thJUmXGyb6LJEmSJEmSJGnT0uMkoyZJ0pPS90j3S//NbBQAlEsfO0mqzAj32XdJP6ckSZIkSZIkqXnpkZJRkyTpSem7pGul/042DADKpY+dJFV2Z5w8aYzre0iSJEmSJEmStik9WDJukiQ9LX2f9P/SfxubBgDl0sdOkqozTv78m6SfU5IkSZIkSZI0oPRoybhJkvRW6Vulf0v/PWwcAJRLHztJqs44+fNvkn5OSZIkSZIkSdKQ0uMl4yZJ0pul75a+4n8DmwcA5dLHTpKqM07+7Jukn1GSJEmSJEmSNKj0gMm4SZJUUfqGTSz9mx8SAJRLHztJWpFx8v3vkX5GSZIkSZIkSdKw0mMmAydJUmXpm9a99O97WABQLn3sJGlFxsm+hSRJkiRJkiTpgNLDJiMnSVJ16fvWrfTveWgAUC597CRpRVcHuRNGub6DJEmSJEmSJGnr0iMnQydJ0orSt+700r/f4QFAufSxk6RVGeVe/w7pZ5QkSZIkSZIkDc7YSZI0rfTtO63079UgACiXPnaStCrj5OvfIf2MkiRJkiRJkiQZOkmSRpYe/u5a+ndpFgCUSx87SVqVcfL175B+RkmSJEmSJEmSfmfsJEmaXHoQnC79/RsHAOXSx06SVjZ9oDz53SVJkiRJkiRJB2fsJEnSjLFy+hsPCQDKpY+dJK1s8jh58rtLkiRJkiRJkppk7CRJ0p/SI2Kj5KMDgHLpYydJq5s60p34zpIkSZIkSZIkSZI0pvTA2BD5mACgXPrYSdLqJo6TJ76zJEmSJEmSJEmSJOkrO1pOv7u+DQDKpY+dJCWaNtad9K6SJEmSJEmSJEmSpJsZHY8KAMqlj50kJZo0Tp70rpIkSZIkSZIkSZIk6ecAoFz62ElSoquD3Q6j3QnvKEmSJEmSJEmSJEmSrgUA5dLHTpJSTRgnT3hHSZIkSZIkSZIkSZJ0PQAolz52kpRqwn9P7vxukiRJkiRJkiRJkiTpfgBQLn3sJClZ53Fy53eTJEmSJEmSJEmSJEmfBQDl0sdOktJ1HfF2fCdJkiRJkiRJkiRJkvQsACiXPnaSlK7jOLnb+0iSJEmSJEmSJEmSpHcCgHLpYydJO9RtoNzpXSRJkiRJkiRJkiRJ0nsBQLn0sZOkXeo0UO7wDpIkSZIkSZIkSZIk6f0AoFz62EnSLnUaJ//0TulnkiRJkiRJkiRJkiRJuQCgXPrYSdJOdRsnf/de6WeRJEmSJEmSJEmSJEm5AKBc+thJ0k51GyVLkiRJkiRJkiRJkiT9HQCUSx87Sdoto2RJkiRJkiRJkiRJktQ1ACiXPnaStGNGyZIkSZIkSZIkSZIkqWMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAq34BGRYZK8JOts4AAAAASUVORK5CYII=" alt="Familipsy">
    <blockquote>« On ne peut pas ignorer la carence affective : elle se manifestera tant qu'elle n'aura pas été résolue. »</blockquote>
  </div>

  <footer>
    <p>Familipsy — Ressource d'information à destination des familles.</p>
  </footer>

</div>
</body>
</html>
     </div>
     <br style="clear:both;"/>
    ]]>
   </content>
   <link rel="alternate" href="https://www.familipsy.com/La-carence-affective-3-pistes-pour-en-guerir_a842.html" />
  </entry>
  <entry>
   <title>Séparation difficile - WEBCONFÉRENCE</title>
   <updated>2025-08-29T21:17:00+02:00</updated>
   <id>https://www.familipsy.com/Separation-difficile-WEBCONFERENCE_a772.html</id>
   <category term="ENFANT" />
   <photo:imgsrc>https://www.familipsy.com/photo/art/imagette/90783051-63960184.jpg</photo:imgsrc>
   <published>2025-08-29T21:10:00+02:00</published>
   <author><name>Nathalie Colin-Fagotin</name></author>
   <content type="html">
    <![CDATA[
Quand vient le moment de se séparer, certains enfants s'y refusent, résistent, angoissent même. Ils n'arrivent pas à se détacher de leur parent... Comment les accompagner ?      Au programme de la conférence : 	Qu'est-ce que l'attachement ? Que veut dire se détacher ? Quelles conséquences sur le développement de l'enfant ? 	Qu'est-ce que l'angoisse de séparation ? Quels sont les signaux...    ]]>
   </content>
   <link rel="alternate" href="https://www.familipsy.com/Separation-difficile-WEBCONFERENCE_a772.html" />
  </entry>
  <entry>
   <title>La coparentalité - WEBCONFÉRENCE</title>
   <updated>2025-08-25T22:38:00+02:00</updated>
   <id>https://www.familipsy.com/La-coparentalite-WEBCONFERENCE_a759.html</id>
   <category term="PARENTALITÉ/ÉDUCATION" />
   <photo:imgsrc>https://www.familipsy.com/photo/art/imagette/90701802-63911492.jpg</photo:imgsrc>
   <published>2025-08-25T22:32:00+02:00</published>
   <author><name>Nathalie Colin-Fagotin</name></author>
   <content type="html">
    <![CDATA[
Comment et sous quelles conditions se construit une relation coparentale harmonieuse, quelles peuvent être les raisons de tensions éventuelles entre parents et comment les gérer.    La coparentalité se réfère au soutien émotionnel et instrumental que les parents s’apportent dans leurs tâches familiales. Elle représente un domaine relationnel spécifique, qui s’ajoute à la relation conjugale...    ]]>
   </content>
   <link rel="alternate" href="https://www.familipsy.com/La-coparentalite-WEBCONFERENCE_a759.html" />
  </entry>
  <entry>
   <title>Réussir les fêtes de fin d'année dans la famille recomposée</title>
   <updated>2024-12-18T22:21:00+01:00</updated>
   <id>https://www.familipsy.com/Reussir-les-fetes-de-fin-d-annee-dans-la-famille-recomposee_a700.html</id>
   <category term="VIE DE FAMILLE" />
   <photo:imgsrc>https://www.familipsy.com/photo/art/imagette/85035438-60672612.jpg</photo:imgsrc>
   <published>2024-12-18T21:58:00+01:00</published>
   <author><name>Nathalie Colin-Fagotin</name></author>
   <content type="html">
    <![CDATA[
A l’approche des fêtes, chaque famille se prépare pour prévoir des cadeaux, organiser un repas, décider où vont de dérouler les festivités… Mais comment se préparer quand on est s’apprête à passer les fêtes séparément pour la première fois ? Où les enfants vont-ils aller? Comment faire pour que chaque parent, et chaque enfant y trouve son compte ? Ce sont des questions que l’on se pose dans une famille qui se sépare ou qui se recompose…     <div style="position:relative; text-align : center; padding-bottom: 1em;">
      <img src="https://www.familipsy.com/photo/art/default/85035438-60672612.jpg?v=1734557552" alt="Réussir les fêtes de fin d'année dans la famille recomposée" title="Réussir les fêtes de fin d'année dans la famille recomposée" />
     </div>
     <div>
      
     </div>
     <br style="clear:both;"/>
     <div><b>Qu’est-ce que « Réussir » pour les fêtes de fin d’année pour les parents ?</b></div>
     <div>
      Si l’on se place du côté des parents, ceux-là répondront sans doute que pour réussir ces fêtes, il faudra que leur(s) enfant(s) passe(nt) le plus de temps possible avec eux, qu’il y ait le moins de conflit possible et que les enfants se sentent bien. Mais chaque parent a sa propre conception de cette «&nbsp;réussite&nbsp;», du «&nbsp;comment y parvenir&nbsp;» et évalue à sa manière le bien-être de l’enfant : sa vision est donc subjective… et souvent différente de la vision de l’autre parent… ce qui peut créer des conflits…
     </div>
     <br style="clear:both;"/>
     <div><b>Et du côté de l’enfant ?</b></div>
     <div>
      Pour les enfants, c’est une équation impossible : la plupart d’entre eux souhaite pouvoir fêter noël avec leurs deux parents, et s’ils ont à choisir entre les deux parents, ce sera immanquablement un dilemme douloureux à résoudre… <br />  Néanmoins, les enfants comprennent assez vite qu’il n’y aura pas de solution idéale, et ce, d’autant plus s’ils sont adolescents. Ce qu’ils espèrent alors, c’est que l’ambiance sera la plus sereine possible : une fête «&nbsp;réussie&nbsp;» sera une fête où l'on ne se chamaille pas par exemple…
     </div>
     <br style="clear:both;"/>
     <div><b>Comment s’organiser pour les fêtes quand on vient de se séparer ?</b></div>
     <div>
      - Premièrement, <strong>prenez-vous en avance pour contacter l'autre parent</strong>. Ce type de décision demande à être réfléchie et discutée : et cela peut prendre du temps. <br />  - Ensuite, <strong>faites une proposition à l’autre parent qui tienne compte de lui</strong> : par exemple, ne lui proposez pas de garder les enfants toutes les vacances (sans aucune visite dans l’autre famille), si vous savez qu’il/elle souhaite les voir : ça ne fera que crisper la relation et envenimer la discussion rapidement. Certains parents décident que les enfants passeront le réveillon de noël (le 24) chez l’un des parents et le jour de noël (le 25) chez l’autre. Mais si l’un des deux parents donne moins d’importance à la fête de noël, ou s’il est éloigné géographiquement; il peut être proposé de passer noël chez le parent pour qui noël est important et le réveillon du jour de l’an, chez l’autre. <br />  - Lors de ces discussions, <strong>ne perdez pas de vue que c’est l'intérêt de l’enfant qui prime</strong> et qu’il est inévitable de vivre quelques frustrations, car aucune solution ne sera parfaite…
     </div>
     <br style="clear:both;"/>
     <div><b>Et pour les parents dont la garde alternée est définie par un jugement ?</b></div>
     <div>
      Dans ce cas, il y a deux possibilités:  <ul>  	<li class="list">Soit cette période spéciale de fêtes a fait l’objet d’une discussion et décision devant le Juge et les parents ont d’ores et déjà établi un calendrier ensemble : dans ce cas, <strong>il est important de respecter le calendrier</strong> pour ne pas créer de conflit inutile avec l’autre parent.</li>  	<li class="list">Soit cette période n’a pas été prédéfinie et fonctionne comme les autre périodes de vacances scolaires. Dans ce cas, vous pouvez <strong>proposer une exception pour ce temps particulier</strong> : directement avec l’autre parent, sans passer devant le juge. Si la communication est possible avec l’autre parent, c’est souhaitable de s’arranger à l’amiable. Dans ce dernier cas, prévoyez un «&nbsp;échange&nbsp;» compensatoire; le principe étant qu’aucun parent ne se sente lésé. <br />  	Si la communication est complètement coupée, une demande peut être faite au Juge des Affaires Familiales pour modifier le jugement en cours sur ce point : Cette solution est cependant lourde à organiser et nécessite d’être anticipée longtemps avant les fêtes…</li>  </ul>  
     </div>
     <br style="clear:both;"/>
     <div><b>Et quand les enfants sont plus grands ?</b></div>
     <div>
      A l’adolescence, les enfants s’expriment plus facilement et sont en mesure de dire ce qu’ils souhaitent pour les fêtes. Pour qu’ils puissent passer de bonnes fêtes, c’est important pour les aider à vivre cette période délicate, de respecter le plus possible leur préférence, même si elle peut être contrariante pour l’un des parents…
     </div>
     <br style="clear:both;"/>
     <div><b>Quoi faire pour garder « l'esprit de famille » propre aux fêtes de fin d’année ?</b></div>
     <div>
      L’enfant reste souvent très attaché à sa famille, telle qu’elle était avant la séparation. C’est son point de repère, c’est ce qu’il connait. Il lui faudra parfois beaucoup de temps pour accepter la nouvelle situation familiale. <strong>A l’approche des fêtes, il peut se sentir triste de voir sa famille divisée </strong>et exprimer, plus encore que d’habitude, sa souffrance par rapport à la séparation de ses parents. <br />  Même si le parent a déjà ses préoccupations personnelles à gérer; c’est important de laisser l’enfant lui dire combien il est triste ou qu’il a mal au coeur. Si pour vous aussi, c’est difficile, dites-le lui, il se sentira moins seul dans sa peine. <br />   <br />  Vous pouvez aussi lui dire qu’il n’est pas obligé de faire semblant d’être bien, mais que vous allez faire votre possible pour que la fête soit la plus réussie possible. Suivant son âge, il aura d’ailleurs certainement des idées à vous proposer pour qu’il s’y retrouve le mieux possible : il peut demander votre autorisation pour appeler l’autre parent à minuit le 24 par exemple. Il peut demander à garder des habitudes des autres noëls pour garder ses repères : <strong>si c’est possible, maintenez ces habitudes ou ces rituels qui l’aideront à passer de belles fêtes</strong>…
     </div>
     <br style="clear:both;"/>
     <div><b>Et s’il y a des demi-frères ou soeurs ?</b></div>
     <div>
      Comme dans une famille «&nbsp;classique&nbsp;» , les frères et soeurs d’une famille recomposée sont très attentifs à la justice entre eux : ils comparent le nombre et la taille des cadeaux qu’ils reçoivent. Si l’un d’eux est privilégié, des jalousies peuvent apparaitre, gâchant un peu la fête… <br />  Le parent et le beau-parent, pour éviter ces chamailleries doivent être attentifs à ne pas léser l’un des enfants, à bien répartir ce qu’ils reçoivent et à ne pas privilégier une façon de fêter par rapport à une autre. <br />  &nbsp;  <blockquote>Pour réussir une fête, il ne s’agit pas de reproduire à l’identique les habitudes d’une des familles, mais plutôt de composer à partir des habitudes des deux familles pour s’inventer une fête unique, originale où chacun y trouvera son compte !</blockquote>  
     </div>
     <br style="clear:both;"/>
     <div><b>Les erreurs à éviter </b></div>
     <div>
      <ul>  	<li class="list">Demander aux enfants de moins de 10 ans : «&nbsp;Chez qui préférez-vous aller ?&nbsp;» : Au mieux, ils ne sauront pas quoi répondre; au pire, ils seront tiraillés dans leur désir de voir leurs deux parents.</li>  	<li class="list">Exiger d’avoir les enfants pour toutes les fêtes, alors que l’autre parent, est aussi disposé à les accueillir.</li>  	<li class="list">Imposer ses propres règles sans prendre en compte l’avis et les propositions de l’autre parent ou du beau-parent (dans la famille recomposée).</li>  	<li class="list">Critiquer l’autre parent devant les enfants au sujet de sa façon de passer les fêtes: ce sera une source de stress supplémentaire pour les enfants qui en grandissant se feront de toutes façons, leur propre idée sur ce point.</li>  	<li class="list">Penser qu’un cadeau compensera le manque d’un parent : aucun cadeau ne peut remplacer la présence aimante d’un parent …</li>  </ul>  &nbsp; <br />   <br />  Joyeuses fêtes à toutes les familles composées, décomposées et recomposées !
     </div>
     <br style="clear:both;"/>
    ]]>
   </content>
   <link rel="alternate" href="https://www.familipsy.com/Reussir-les-fetes-de-fin-d-annee-dans-la-famille-recomposee_a700.html" />
  </entry>
  <entry>
   <title>Syndrome du nid vide : 8 pistes &amp; conseils pour y survivre</title>
   <updated>2024-06-27T23:05:00+02:00</updated>
   <id>https://www.familipsy.com/Syndrome-du-nid-vide-8-pistes-conseils-pour-y-survivre_a107.html</id>
   <category term="Psychologie de l'adulte" />
   <photo:imgsrc>https://www.familipsy.com/photo/art/imagette/9751945-15732425.jpg</photo:imgsrc>
   <published>2024-06-27T21:58:00+02:00</published>
   <author><name>Nathalie Colin-Fagotin</name></author>
   <content type="html">
    <![CDATA[
Il y a peu de temps encore, les enfants allaient-venaient dans la maison : parlaient, se disputaient, riaient… Il y avait du bruit, du mouvement, de la vie dans la maison… Et puis, on prend conscience que tout ça s’est, ou va s’arrêter, bientôt… Et on sent comme un blues nous envahir, un étourdissement, une impression de vide… Le dernier de la fratrie va partir loin de la maison et emmène avec lui la vie de famille animée, laissant derrière lui des angoisses et un sentiment de fragilité. C’est le syndrome du nid vide… Comment l'appréhender au mieux et vivre la transition plus sereinement ? Vous trouverez dans cet article 8 pistes et des conseils pour vivre cette transition délicate.     <div style="position:relative; text-align : center; padding-bottom: 1em;">
      <img src="https://www.familipsy.com/photo/art/default/9751945-15732425.jpg?v=1467068175" alt="Syndrome du nid vide : 8 pistes &amp; conseils pour y survivre" title="Syndrome du nid vide : 8 pistes &amp; conseils pour y survivre" />
     </div>
     <div>
      
     </div>
     <br style="clear:both;"/>
     <div><b>Le nid vide, c’est quoi ?</b></div>
     <div>
      <p class="p1" style="line-height: 25.6px;"> <br />  <span class="s1">Le syndrome du nid vide se manifeste au moment où les enfants partent du foyer familial, "s'envolent du nid" pour faire leurs études ou s'établir ailleurs. <br />  Il est caractérisé à la fois par la <strong>manifestation d'émotions fortes</strong> et la <strong>prise de conscience aigüe d'être à un tournant de la vie</strong> irréversible. <br />   <br />  Le nid vide, c’est un peu comme une <strong>tempête émotionnelle</strong> qui nous prend au moment du départ de la maison, des enfants. <br />  Ces émotions&nbsp; qui nous serrent la gorge sont : <br />  -&nbsp;l’impuissance devant le temps qui passe, <br />  -&nbsp;la tristesse de se séparer de ses enfants, <br />  -&nbsp;l’inquiétude de ne pas savoir s’ils arriveront à être heureux sans nous, <br />  -&nbsp;l’angoisse qu’ils n’arrivent pas à se débrouiller, <br />  -&nbsp;le doute et l’impression d’une éducation inachevée; <br />  -&nbsp;mais aussi la joie du travail accompli, <br />  -&nbsp;la fierté de les voir voler de leurs propres ailes, <br />  … Ou même, tout ça en même temps !</span> <br />  &nbsp; <br />    <blockquote>  <p class="p1" style="line-height: 25.6px;"><span class="s1">La tristesse et la solitude sont sans doute les deux émotions les plus marquantes de cette période de vie...</span> <br />  </blockquote>    <p class="p1" style="line-height: 25.6px;"> <br />  <span class="s1">Vous y êtes-vous préparés ? Comment vivez-vous cette transition ?</span> <br />    <p class="p1" style="line-height: 25.6px;"><span class="s1"><b>Chacun ne se sent pas prêt de la même manière à laisser partir ses enfants</b>&nbsp;: certains parents redoutent le départ et voudraient le repousser le plus possible, quand d’autres y trouvent un certain soulagement..</span> <br />    <p class="p2" style="line-height: 25.6px;"><span class="s1">Certains cependant, vivent un véritable&nbsp;<b>syndrome du nid vide</b>.</span> <br />  
     </div>
     <br style="clear:both;"/>
     <div><b>Les situations variées à assumer :</b></div>
     <div>
      <b style="line-height: 25.6px;">Chaque départ du nid à sa propre trajectoire&nbsp;</b><span style="line-height: 25.6px;">: départ brutal et longue durée d’emblée ? Allers-venues sur une longue période et départ en pointillé ? Retours longue durée dans le nid avant un départ plus tardif ? <br />  Pour chaque enfant, le départ peut se faire différemment… Et suivant l’âge des enfants, le vécu ne sera pas le même (partir à 18 ans peut paraitre tôt aujourd’hui, et certains parents trouvent «&nbsp;immatures&nbsp;» leur adolescent à cet âge; qu'ils estiment pas encore prêt à prendre son envol et s'assumer seul; tandis que quand il a dépassé la vingtaine, le départ semble plus simple; on sent le jeune mieux préparé)…</span> <br />  <br style="line-height: 25.6px;" />  <b style="line-height: 25.6px;">Certains aussi ont du mal à quitter le nid comme d’éternels ados</b><span style="line-height: 25.6px;">, à l'image du film «&nbsp;<em>Tanguy&nbsp;</em>» d'Étienne Chatiliez dont <a class="link" href="https://www.youtube.com/watch?v=mEhk__4A22s" target="_blank">la seconde partie est sortie en 2019</a>  … Comme si devant l’impression d’un monde rude et angoissant, plein d’incertitudes; le cocon familial représentait la sécurité et rassurait les plus jeunes… La peur de se lancer dans le monde adulte et de s’engager peut les retenir «&nbsp;accrochés&nbsp;» au nid…</span>
     </div>
     <br style="clear:both;"/>
     <div><b>Pourquoi ce syndrome nous renvoie-t-il à nous-mêmes ?</b></div>
     <div>
      <p class="p1">&nbsp; <br />    <p class="p3"><span class="s1">Il est question aussi de <b>la façon dont nous avons investi nos enfants </b>: ils ont aujourd’hui dans beaucoup de familles, une place de choix, à la hauteur de l'implication parentale et de l'attention dont ils ont bénéficié. Et le fait que le nombre d'enfants par femme ait baissé,&nbsp;a concentré sur eux des attentes, parfois «&nbsp;surréalistes&nbsp;»; mais aussi des projets de réussite, des ambitions parentales. <br />  Ce qui occasionne que leur départ ne s’est jamais autant fait sentir… D’autant qu’ils sont nombreux à s’éloigner très loin du domicile familial…</span> <br />  
     </div>
     <br style="clear:both;"/>
     <div><b>Un atelier Elearning pour apprivoiser l'absence après le départ des enfants du foyer et ouvrir une nouvelle page</b></div>
     <div style="position:relative; text-align : center; padding-bottom: 1em;">
      <img src="https://www.familipsy.com/photo/art/default/9751945-58551540.jpg?v=1719522103" alt="Syndrome du nid vide : 8 pistes &amp; conseils pour y survivre" title="Syndrome du nid vide : 8 pistes &amp; conseils pour y survivre" />
     </div>
     <div>
      Voici un&nbsp;<a class="link" href="https://familipsy-training.learnybox.com/presentation-syndrome-nid-vide/" target="_blank">ATELIER</a>  pour les parents qui souhaitent <strong>se préparer ou être accompagnées dans cette phase délicate du départ des enfants</strong> du "nid familial". <br />  <em>Nathalie Colin-Fagotin</em> vous proposera des pistes réflexives, des exercices introspectifs à la fois pour comprendre ce qui se joue durant cette période de transition et puiser en soi ce dont vous avez besoin pour construire la nouvelle page de votre vie.&nbsp; <br />  &nbsp;  <blockquote>L’objectif général&nbsp;de<a class="link" href="https://familipsy-training.learnybox.com/presentation-syndrome-nid-vide/" target="_blank"> cet atelier</a>  est de vivre plus sereinement le départ des enfants.&nbsp;&nbsp;</blockquote>  &nbsp; <br />  Les <strong>objectifs &amp; compétences visés</strong> :    <ol>  	<li class="list">Comprendre les enjeux développementaux de cette phase de vie</li>  	<li class="list">Aller vers l'acceptation et dépasser les peurs</li>  	<li class="list">Retrouver l'envie&nbsp; et vivre positivement la suite&nbsp;</li>  </ol>  &nbsp;    <p class="p2" style="line-height: 25.6px;"><strong>MODALITÉS PRATIQUES</strong> <br />    <ul>  	<li class="list">Accès immédiat &amp; illimité à votre atelier</li>  	<li class="list">Durée : 1h10</li>  	<li class="list">Ressources en téléchargement sur une plateforme dédiéE</li>  	<li class="list">Garantie satisfait ou remboursé</li>  </ul>    <div class="list"> <br />  <a class="link" href="https://familipsy-training.learnybox.com/presentation-syndrome-nid-vide/" target="_blank"><strong>JE DÉCOUVRE L'ATELIER E-LEARNING</strong></a>  &gt; <br />  &nbsp;</div>  
     </div>
     <br style="clear:both;"/>
     <div><b>4 pistes pour s’y préparer ou s’y adapter…</b></div>
     <div>
      <p class="p1"><span class="s1"><b>Quand les enfants sont partis, il est important de trouver la bonne distance</b>:</span> <br />    <p class="p1"><span class="s1">Entre indifférence et intrusion excessive, pas toujours facile de trouver la bonne distance pour rester présent tout en laissant à son enfant assez d’espace pour construire sa propre vie… Mais il est important de trouver cette bonne distance, équilibrée, qui maintiendra de bonnes relations.</span> <br />  &nbsp; <br />    <p class="p1"><span class="s1"><b>Construire une relation "adulte à adulte"</b>…</span> <br />    <p class="p1"><span class="s1">C’est aussi considérer ses enfants comme des adultes et alimenter cette relation égalitaire en s’adressant à eux comme à des personnes capables de prendre en main leur vie, de s’assumer; et même si l’on a encore quelques doutes sur leurs capacités à y arriver : votre confiance les aidera à se construire en tant qu’adulte. Et cette construction se fera doucement, au fil du temps.</span> <br />  &nbsp; <br />    <p class="p1"><span class="s1"><b>Certains départ d’enfants réactivent des expériences de séparation et d’abandon </b>qui reviennent à la surface. Ne le niez pas. Si c’est le cas, prenez très au sérieux ces émotions fortes qui peuvent vous submerger, et occupez-vous en. Sinon, elles risquent de parasiter votre vie relationnelle.&nbsp;</span> <br />  &nbsp; <br />    <p class="p1"><span class="s1"><b>La vie professionnelle</b> peut être un véritable soutien : un parent&nbsp;qui travaille aura moins de mal à vivre la transition, car il&nbsp;aura déjà construit une vie sociale hors de son foyer et pourra trouver des ressources psychologiques et sociales le besoin s'en fait sentir…</span> <br />  &nbsp; <br />   <br />  <span class="s1">Dans l'atelier, vous trouverez également des pistes pour le <strong>couple</strong> et si vous êtes <strong>parent solo</strong>...</span> <br />  
     </div>
     <br style="clear:both;"/>
     <div><b>Quelques conseils pour finir :</b></div>
     <div>
      <ul>  	<li class="li1"><span class="s2"><strong>Anticipez le départ, seul(e) et en couple</strong>&nbsp;</span></li>  	<li class="li1"><span class="s2"><strong>Investissez ou réinvestissez votre vie conjugale, professionnelle, sociale</strong>… afin d’alimenter votre réseau social…</span></li>  	<li class="li1"><span class="s2"><strong>Ayez conscience, sans honte ni évitement, des résonances que leur départ a sur vous </strong>… et faites-vous aider si besoin…</span></li>  	<li class="li1"><span class="s2"><strong>Questionnez-vous sur la nature du lien que vous avez avec votre enfant</strong> : ça vous aidera à comprendre ce qui se passe en vous…</span></li>  </ul>    <p class="p2">&nbsp; <br />    <blockquote>  <p class="p1"><em><span class="s2">Et n’oubliez pas, que c’est dans la mesure où nous acceptons de les lâcher et aussi de leur faire confiance, que nos enfants se sentiront libres de prendre leur envol et pourront pleinement déployer leurs ailes…</span></em> <br />  </blockquote>  
     </div>
     <br style="clear:both;"/>
     <div><b>Pour voir l'émission enregistrée sur les ondes radio de Polynésie 1ère :</b></div>
     <div style="position:relative; text-align : center; padding-bottom: 1em;">
      <iframe width="560" height="315" src="https://www.youtube.com/embed/z1ZKuMeGRo8" frameborder="0" allowfullscreen></iframe>     </div>
     <div>
      <strong>La vidéo ne s'affiche pas ?</strong> <br />   <br />  <strong>Cliquez sur le lien</strong> pour visionner la vidéo sur Youtube&nbsp; <br />   <br />  &nbsp;
     </div>
     <br style="clear:both;"/>
    ]]>
   </content>
   <link rel="alternate" href="https://www.familipsy.com/Syndrome-du-nid-vide-8-pistes-conseils-pour-y-survivre_a107.html" />
  </entry>
</feed>
