1533 lines
884 KiB
HTML
1533 lines
884 KiB
HTML
<!DOCTYPE html>
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<html lang="fr"><head>
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<meta charset="UTF-8"><meta name="viewport" content="width=device-width,initial-scale=1.0">
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<title>Conquiers Ta Vie — Espace Enseignant [PROTO]</title>
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<style>
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:root{--primary:#1A1510;--primary-l:#2A2318;--accent:#E8922A;--accent-l:#F0AA50;--accent-d:#C47820;--bg:#F7F4EF;--surface:#FFF;--text:#1C1A15;--muted:#7A7060;--border:#E3DDD5;--ok:#1A9A55;--danger:#D94040;--sw:252px;--hh:58px;}
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*{box-sizing:border-box;margin:0;padding:0;}
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body{font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',system-ui,sans-serif;background:var(--bg);color:var(--text);min-height:100vh;}
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.sb{position:fixed;left:0;top:0;bottom:0;width:var(--sw);background:var(--primary);display:flex;flex-direction:column;z-index:200;transition:transform .25s;}
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.sb-logo{padding:0;border-bottom:1px solid rgba(255,255,255,.08);cursor:pointer;transition:opacity .15s;display:block;}
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.sb-logo:hover{opacity:.85;}
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.hero-wrap{border-radius:16px;overflow:hidden;margin-bottom:24px;position:relative;height:190px;}
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.hero-tiles{display:grid;grid-template-columns:repeat(3,1fr);gap:14px;}
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.hero-tile{background:var(--surface);border:1px solid var(--border);border-radius:14px;padding:24px 20px;cursor:pointer;transition:all .2s;display:flex;flex-direction:column;gap:10px;}
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.hero-tile:hover{transform:translateY(-2px);box-shadow:0 6px 24px rgba(0,0,0,.1);}
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.sb-year{padding:10px 14px;border-bottom:1px solid rgba(255,255,255,.08);}
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.sb-year label{display:block;font-size:10px;font-weight:600;color:rgba(255,255,255,.38);letter-spacing:.06em;text-transform:uppercase;margin-bottom:4px;}
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.sb-year select{width:100%;background:rgba(255,255,255,.07);color:#fff;border:1px solid rgba(255,255,255,.12);border-radius:7px;padding:6px 10px;font-size:13px;font-weight:500;cursor:pointer;outline:none;}
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.sb-year select option{background:#2a2318;color:#fff;}
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.sb-nav{flex:1;padding:8px 0;overflow-y:auto;}
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.sb-section{padding:8px 16px 3px;font-size:10px;font-weight:700;color:rgba(255,255,255,.28);letter-spacing:.07em;text-transform:uppercase;}
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.sb-item{display:flex;align-items:center;gap:11px;padding:9px 20px;color:rgba(255,255,255,.6);cursor:pointer;transition:all .15s;font-size:13px;border-left:3px solid transparent;}
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.sb-item:hover{background:rgba(255,255,255,.06);color:rgba(255,255,255,.9);}
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.sb-item.active{background:rgba(232,146,42,.12);color:#fff;border-left-color:var(--accent);}
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.sb-item .ico{width:19px;text-align:center;font-size:15px;flex-shrink:0;}
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.sb-foot{padding:12px 16px;border-top:1px solid rgba(255,255,255,.08);}
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.sb-user{display:flex;align-items:center;gap:10px;}
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.sb-avatar{width:32px;height:32px;border-radius:50%;background:var(--accent);display:flex;align-items:center;justify-content:center;color:#fff;font-weight:700;font-size:12px;flex-shrink:0;}
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.sb-uname{color:rgba(255,255,255,.85);font-size:12px;font-weight:600;}
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.main{margin-left:var(--sw);min-height:100vh;display:flex;flex-direction:column;}
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.hdr{background:var(--surface);border-bottom:1px solid var(--border);padding:0 28px;height:var(--hh);display:flex;align-items:center;justify-content:space-between;position:sticky;top:0;z-index:100;}
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.bc{display:flex;align-items:center;gap:6px;font-size:13px;}
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.bc-item{color:var(--muted);cursor:pointer;}.bc-item:hover{color:var(--text);text-decoration:underline;}
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.bc-cur{color:var(--text);font-weight:600;cursor:default;}.bc-sep{color:var(--border);}
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.proto-badge{background:#FEF3C7;color:#92400E;font-size:10px;font-weight:700;padding:3px 9px;border-radius:20px;border:1px solid #FDE68A;letter-spacing:.03em;}
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.hdr-menu-btn{display:none;background:none;border:none;font-size:20px;cursor:pointer;padding:6px;}
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.page{flex:1;padding:28px 32px;}
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.ph{display:flex;align-items:flex-start;justify-content:space-between;margin-bottom:24px;gap:16px;}
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.pt{font-size:22px;font-weight:700;color:var(--text);}
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.ps{font-size:13px;color:var(--muted);margin-top:3px;}
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.btn{display:inline-flex;align-items:center;gap:7px;padding:9px 18px;border-radius:8px;font-size:13px;font-weight:600;cursor:pointer;border:none;transition:all .15s;white-space:nowrap;}
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.btn-p{background:var(--accent);color:#fff;box-shadow:0 1px 4px rgba(232,146,42,.3);}.btn-p:hover:not(:disabled){background:var(--accent-l);}
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.btn-a{background:var(--primary);color:#fff;}.btn-a:hover{background:var(--primary-l);}
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.btn-s{background:var(--surface);color:var(--text);border:1px solid var(--border);}.btn-s:hover{background:var(--bg);}
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.btn-g{background:transparent;color:var(--muted);border:none;}.btn-g:hover{background:var(--bg);color:var(--text);}
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.btn-d{background:#FEE2E2;color:#991B1B;border:1px solid #FECACA;}.btn-d:hover{background:#FECACA;}
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.btn-teal{background:#E6F7F0;color:#1A9A55;border:1px solid #BBE8D3;}.btn-teal:hover{background:#BBE8D3;}
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.btn-sm{padding:5px 12px;font-size:12px;}
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.btn-ico{padding:7px;border-radius:6px;background:transparent;border:1px solid var(--border);cursor:pointer;font-size:14px;transition:all .15s;line-height:1;}.btn-ico:hover{background:var(--bg);}
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.btn:disabled{opacity:.38;cursor:not-allowed;}
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.card{background:var(--surface);border-radius:12px;border:1px solid var(--border);overflow:hidden;}
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.card-hd{padding:15px 20px;border-bottom:1px solid var(--border);display:flex;align-items:center;justify-content:space-between;flex-wrap:wrap;gap:10px;}
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.card-title{font-weight:700;font-size:14px;}
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.g2{display:grid;grid-template-columns:repeat(2,1fr);gap:20px;}
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.g3{display:grid;grid-template-columns:repeat(3,1fr);gap:18px;}
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.g4{display:grid;grid-template-columns:repeat(4,1fr);gap:16px;}
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.stat{background:var(--surface);border-radius:12px;border:1px solid var(--border);padding:18px 20px;}
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.stat-label{font-size:10px;color:var(--muted);font-weight:700;text-transform:uppercase;letter-spacing:.06em;margin-bottom:6px;}
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.stat-val{font-size:26px;font-weight:800;line-height:1;color:var(--text);}
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.stat-sub{font-size:11px;color:var(--muted);margin-top:4px;}
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.tw{overflow-x:auto;}
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table{width:100%;border-collapse:collapse;}
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thead th{padding:9px 14px;text-align:left;font-size:10px;font-weight:700;color:var(--muted);text-transform:uppercase;letter-spacing:.05em;background:#F8F5EF;border-bottom:1px solid var(--border);}
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tbody td{padding:10px 14px;font-size:13px;border-bottom:1px solid var(--border);}
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tbody tr:last-child td{border-bottom:none;}
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tbody tr:hover{background:#F8F5EF;}
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.badge{display:inline-flex;align-items:center;gap:4px;padding:3px 8px;border-radius:20px;font-size:11px;font-weight:600;}
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.b-ok{background:#D1FAE5;color:#065F46;}
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.b-warn{background:#FEF9C3;color:#854D0E;}
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.b-info{background:#DBEAFE;color:#1D4ED8;}
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.b-gray{background:#F1F5F9;color:#475569;}
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.b-draft{background:#F3F4F6;color:#6B7280;}
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.b-amber{background:#FEF3C7;color:#92400E;}
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.badge-toggle{cursor:pointer;transition:filter .15s;}.badge-toggle:hover{filter:brightness(.9);}
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.tabs{display:flex;border-bottom:2px solid var(--border);margin-bottom:22px;}
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.tab{padding:10px 16px;font-size:13px;font-weight:600;color:var(--muted);cursor:pointer;border-bottom:2px solid transparent;margin-bottom:-2px;transition:all .15s;}
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.tab:hover{color:var(--text);}
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.tab.active{color:var(--accent);border-bottom-color:var(--accent);}
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.fg{margin-bottom:16px;}
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label{display:block;font-size:12px;font-weight:700;color:var(--text);margin-bottom:4px;text-transform:uppercase;letter-spacing:.03em;}
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.label-hint{font-size:11px;color:var(--muted);font-weight:400;text-transform:none;letter-spacing:0;margin-left:5px;}
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input[type=text],textarea,select.form-sel{width:100%;padding:9px 13px;border:1px solid var(--border);border-radius:8px;font-size:13px;color:var(--text);background:var(--surface);transition:border-color .15s;font-family:inherit;}
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input:focus,textarea:focus,select.form-sel:focus{outline:none;border-color:var(--accent);box-shadow:0 0 0 3px rgba(232,146,42,.12);}
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textarea{resize:vertical;min-height:70px;}
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.ov{position:fixed;inset:0;background:rgba(0,0,0,.5);z-index:500;display:flex;align-items:center;justify-content:center;padding:20px;}
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.modal{background:var(--surface);border-radius:14px;width:100%;max-width:520px;max-height:92vh;overflow-y:auto;}
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.modal-lg{max-width:660px;}
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.mhd{padding:16px 22px;border-bottom:1px solid var(--border);display:flex;align-items:center;justify-content:space-between;}
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.mhd h2{font-size:16px;font-weight:700;}
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.mbody{padding:22px;}
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.mfoot{padding:13px 22px;border-top:1px solid var(--border);display:flex;justify-content:flex-end;gap:10px;}
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.tip{background:#FFF8EC;border:1px solid #F5D99A;border-radius:10px;padding:13px 15px;font-size:13px;color:#92400E;margin-bottom:12px;}
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.tip-title{font-weight:700;margin-bottom:4px;}
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.tip-body{color:#78350F;line-height:1.5;}
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.tip-blue{background:#EFF6FF;border-color:#BFDBFE;color:#1D4ED8;}.tip-blue .tip-body{color:#1E40AF;}
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.alert{padding:10px 14px;border-radius:8px;font-size:13px;margin-bottom:14px;display:flex;align-items:flex-start;gap:8px;line-height:1.5;}
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.alert-info{background:#EFF6FF;color:#1D4ED8;border:1px solid #BFDBFE;}
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.alert-warn{background:#FFFBEB;color:#92400E;border:1px solid #FDE68A;}
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.alert-ok{background:#D1FAE5;color:#065F46;border:1px solid #6EE7B7;}
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.cls-card{background:var(--surface);border:1px solid var(--border);border-radius:12px;padding:20px;cursor:pointer;transition:all .2s;}
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.cls-card:hover{border-color:var(--accent);box-shadow:0 4px 20px rgba(232,146,42,.12);transform:translateY(-1px);}
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.cls-icon{width:42px;height:42px;border-radius:10px;background:linear-gradient(135deg,var(--primary),#3A3020);display:flex;align-items:center;justify-content:center;color:#fff;font-size:19px;}
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.cls-name{font-size:17px;font-weight:700;margin:12px 0 3px;}
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.cls-meta{font-size:12px;color:var(--muted);}
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.cls-stats{display:flex;margin-top:14px;padding-top:14px;border-top:1px solid var(--border);}
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.cls-stat{flex:1;text-align:center;}
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.cls-stat-v{font-size:18px;font-weight:800;color:var(--accent);}
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.cls-stat-l{font-size:10px;color:var(--muted);margin-top:2px;}
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.act-card{background:var(--surface);border:1px solid var(--border);border-radius:12px;padding:18px;cursor:pointer;transition:all .2s;display:flex;flex-direction:column;gap:10px;}
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.act-card:hover{border-color:var(--accent);box-shadow:0 4px 20px rgba(232,146,42,.12);}
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.act-name{font-size:15px;font-weight:700;}
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.chips{display:flex;flex-wrap:wrap;gap:8px;align-items:center;}
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.chip{padding:5px 13px;border-radius:20px;font-size:12px;font-weight:600;cursor:pointer;border:2px solid var(--border);background:var(--surface);color:var(--muted);transition:all .15s;user-select:none;}
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.chip:hover{border-color:var(--accent);color:var(--accent);}
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.chip.on{background:var(--accent);color:#fff;border-color:var(--accent);}
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/* ===== HEAT GRID (Claude Code inspired) ===== */
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.heat-wrap{overflow-x:auto;padding:12px 0;}
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.heat-table{border-collapse:separate;border-spacing:3px;font-size:12px;}
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.heat-table th{padding:4px 6px;text-align:center;font-size:10px;font-weight:700;color:var(--muted);text-transform:uppercase;letter-spacing:.04em;white-space:nowrap;}
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.heat-table th.ht-code{text-align:left;min-width:90px;}
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.heat-table td.ht-code{font-family:monospace;font-size:12px;font-weight:700;padding:3px 8px 3px 0;color:var(--text);white-space:nowrap;}
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.hcell{width:26px;height:26px;border-radius:4px;display:inline-flex;align-items:center;justify-content:center;font-size:11px;font-weight:700;cursor:default;transition:transform .1s,box-shadow .1s;position:relative;}
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.hcell:hover{transform:scale(1.35);z-index:10;box-shadow:0 3px 8px rgba(0,0,0,.2);}
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.hc-ok{background:#22A05E;color:#fff;}
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.hc-no{background:#E05050;color:#fff;}
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.hc-none{background:#EDE8E0;color:#9A8A78;}
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.ht-score{font-weight:700;font-size:12px;text-align:right;padding:3px 0 3px 8px;}
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.pct-row-heat th,.pct-row-heat td{padding:2px 0;font-size:11px;}
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.pct-badge{display:inline-block;width:26px;height:26px;border-radius:4px;text-align:center;line-height:26px;font-size:10px;font-weight:700;}
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.pb-hi{background:#C7F0DC;color:#065F46;}
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.pb-mid{background:#DBEAFE;color:#1D4ED8;}
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.pb-lo{background:#FFD9D9;color:#991B1B;}
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.pb-na{background:#EDE8E0;color:#9A8A78;}
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/* ===== ACCORDION ===== */
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.acc-cls{background:var(--surface);border:1px solid var(--border);border-radius:12px;margin-bottom:10px;overflow:hidden;}
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.acc-hd{padding:14px 18px;display:flex;align-items:center;justify-content:space-between;cursor:pointer;transition:background .15s;gap:12px;}
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.acc-hd:hover{background:#F8F5EF;}
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.acc-hd.open{border-bottom:1px solid var(--border);}
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/* ===== QUIZ BUILDER ===== */
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.q-card{background:var(--surface);border:1px solid var(--border);border-radius:12px;padding:18px;margin-bottom:13px;position:relative;}
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.q-card.drag-over{border-color:var(--accent);background:#FFF8EC;}
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.q-hd{display:flex;align-items:center;justify-content:space-between;margin-bottom:13px;}
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.q-num{font-size:11px;font-weight:700;color:var(--accent);background:#FFF0D9;padding:3px 10px;border-radius:20px;}
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.q-drag{cursor:grab;color:var(--muted);font-size:16px;padding:2px 5px;}.q-drag:active{cursor:grabbing;}
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.ans-row{display:flex;align-items:center;gap:8px;margin-bottom:8px;}
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.ans-letter{width:26px;height:26px;border-radius:50%;background:var(--bg);border:2px solid var(--border);display:flex;align-items:center;justify-content:center;font-size:11px;font-weight:700;flex-shrink:0;}
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.ans-row.correct .ans-letter{background:#D1FAE5;border-color:var(--ok);color:#065F46;}
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.ans-row input[type=text]{flex:1;}
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.char-count{font-size:10px;color:var(--muted);text-align:right;margin-top:2px;}
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.char-count.near{color:#92400E;}.char-count.over{color:var(--danger);font-weight:700;}
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/* ===== PROGRESS ===== */
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.prog-bar{height:7px;background:var(--border);border-radius:4px;overflow:hidden;width:100%;min-width:70px;}
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.prog-fill{height:100%;border-radius:4px;background:var(--accent);transition:width .3s;}
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/* ===== ACCÈS LIBRE ===== */
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.al-grid{display:grid;grid-template-columns:repeat(4,1fr);gap:12px;margin-bottom:20px;}
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.al-chap{background:var(--surface);border:1px solid var(--border);border-radius:10px;overflow:hidden;}
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.al-chap-hd{padding:10px 14px;background:#F8F5EF;border-bottom:1px solid var(--border);font-weight:700;font-size:13px;}
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.al-item{display:flex;align-items:center;justify-content:space-between;padding:9px 14px;border-bottom:1px solid var(--border);font-size:12px;}
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.al-item:last-child{border-bottom:none;}
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.al-item-label{display:flex;align-items:center;gap:7px;}
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.toggle-sw{position:relative;width:36px;height:20px;cursor:pointer;flex-shrink:0;}
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.toggle-sw input{opacity:0;width:0;height:0;position:absolute;}
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.toggle-track{position:absolute;inset:0;background:#D1D5DB;border-radius:20px;transition:background .2s;}
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.toggle-thumb{position:absolute;top:3px;left:3px;width:14px;height:14px;background:#fff;border-radius:50%;transition:transform .2s;box-shadow:0 1px 3px rgba(0,0,0,.2);}
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.toggle-sw input:checked+.toggle-track{background:var(--ok);}
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.toggle-sw input:checked~.toggle-thumb{transform:translateX(16px);}
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/* ===== DASHBOARD ===== */
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.dash-tab-btns{display:flex;gap:8px;margin-bottom:22px;}
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.dash-tab-btn{padding:8px 18px;border-radius:8px;font-size:13px;font-weight:600;cursor:pointer;border:2px solid var(--border);background:var(--surface);color:var(--muted);transition:all .15s;}
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.dash-tab-btn.active{border-color:var(--accent);background:#FFF8EC;color:var(--accent);}
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.kpi-strip{display:grid;grid-template-columns:repeat(5,1fr);gap:14px;margin-bottom:22px;}
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.kpi{background:var(--surface);border:1px solid var(--border);border-radius:10px;padding:16px;}
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.kpi-val{font-size:28px;font-weight:800;color:var(--text);line-height:1;}
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.kpi-label{font-size:10px;font-weight:700;color:var(--muted);text-transform:uppercase;letter-spacing:.05em;margin-top:4px;}
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/* ===== MISC ===== */
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.empty{text-align:center;padding:52px 20px;color:var(--muted);}
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||
.empty-ico{font-size:42px;margin-bottom:12px;}
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||
.empty h3{font-size:16px;font-weight:700;color:var(--text);margin-bottom:5px;}
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||
.empty p{font-size:13px;margin-bottom:16px;}
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||
.flex{display:flex;}.fbet{display:flex;justify-content:space-between;align-items:center;}
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.g8{gap:8px;}.g10{gap:10px;}.g12{gap:12px;}.g16{gap:16px;}
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.mb8{margin-bottom:8px;}.mb12{margin-bottom:12px;}.mb14{margin-bottom:14px;}.mb16{margin-bottom:16px;}.mb20{margin-bottom:20px;}.mb24{margin-bottom:24px;}.mb28{margin-bottom:28px;}.mb4{margin-bottom:4px;}
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.mt8{margin-top:8px;}.mt12{margin-top:12px;}.mt16{margin-top:16px;}.mt20{margin-top:20px;}
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.muted{color:var(--muted);}.sm{font-size:13px;}.xs{font-size:11px;}
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||
.semi{font-weight:600;}.bold{font-weight:700;}.center{text-align:center;}.w100{width:100%;}
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.ms{margin-left:6px;}.divider{border:none;border-top:1px solid var(--border);margin:18px 0;}
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.overlay-sb{display:none;position:fixed;inset:0;background:rgba(0,0,0,.4);z-index:150;}
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@media(max-width:1100px){.g3{grid-template-columns:repeat(2,1fr);}.g4{grid-template-columns:repeat(2,1fr);}.kpi-strip{grid-template-columns:repeat(3,1fr);}.al-grid{grid-template-columns:repeat(2,1fr);}}
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@media(max-width:768px){:root{--sw:0px;}.sb{transform:translateX(-252px);width:252px;}.sb.open{transform:translateX(0);}.overlay-sb.open{display:block;}.main{margin-left:0;}.page{padding:18px 14px;}.hdr{padding:0 14px;}.hdr-menu-btn{display:block;}.g2,.g3,.g4,.kpi-strip{grid-template-columns:1fr;}.ph{flex-direction:column;gap:10px;}.al-grid{grid-template-columns:1fr 1fr;}}
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|
||
.back-btn{background:none;border:none;cursor:pointer;color:var(--muted);font-size:13px;padding:4px 0;display:inline-flex;align-items:center;gap:5px;font-weight:500;transition:color .15s;}
|
||
.back-btn:hover{color:var(--text);}
|
||
.stu-tags{display:flex;flex-wrap:wrap;gap:8px;padding:4px 0;}
|
||
.stu-tag{display:inline-flex;align-items:center;gap:6px;background:#F5F0EA;border:1px solid var(--border);border-radius:20px;padding:4px 10px 4px 12px;position:relative;transition:border-color .15s;}
|
||
.stu-tag:hover{border-color:#C4A882;}
|
||
.stu-code{font-family:monospace;font-size:13px;font-weight:700;color:var(--text);background:none;padding:0;}
|
||
.stu-name{font-size:12px;color:var(--muted);cursor:pointer;transition:color .15s;white-space:nowrap;}
|
||
.stu-name:hover{color:var(--primary);}
|
||
.stu-name.stu-name-set{color:#6B4F2A;font-style:italic;}
|
||
.stu-del{display:none;background:none;border:none;cursor:pointer;color:#CC3333;font-size:14px;padding:0 2px;line-height:1;}
|
||
.stu-tag:hover .stu-del{display:inline;}
|
||
.module-row{display:flex;align-items:center;justify-content:space-between;padding:10px 0;border-bottom:1px solid var(--border);}
|
||
.module-row:last-child{border-bottom:none;}
|
||
.landing-hero{width:100%;max-height:70vh;object-fit:cover;display:block;border-radius:16px;margin-bottom:32px;}
|
||
.landing-section{max-width:700px;margin:0 auto 40px;}
|
||
.landing-section h2{font-size:22px;font-weight:700;margin-bottom:12px;color:var(--text);}
|
||
.landing-section p{font-size:15px;line-height:1.7;color:#555;margin-bottom:10px;}
|
||
|
||
|
||
.sb-support-btn{display:flex;align-items:center;gap:9px;padding:9px 18px;cursor:pointer;color:rgba(255,255,255,.45);font-size:13px;border-top:1px solid rgba(255,255,255,.08);transition:color .15s,background .15s;margin-bottom:0;}
|
||
.sb-support-btn:hover{color:rgba(255,255,255,.85);background:rgba(255,255,255,.06);}
|
||
|
||
.ctx-item{padding:8px 16px;font-size:13px;cursor:pointer;white-space:nowrap;color:var(--text);transition:background .1s;}
|
||
.ctx-item:hover{background:var(--bg);}
|
||
.ctx-danger{color:#CC3333;}
|
||
.ctx-danger:hover{background:#FFF0F0;}
|
||
</style></head>
|
||
<body>
|
||
<div class="overlay-sb" id="sbOverlay" onclick="closeSb()"></div>
|
||
<div class="sb" id="sidebar">
|
||
<div class="sb-logo" onclick="S.navigate('accueil',{});closeSb()" title="Accueil">
|
||
<img src="data:image/png;base64,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" 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<div><div class="sb-uname">Alex Lefebvre</div><div style="font-size:10px;color:rgba(255,255,255,.35);margin-top:1px;">Prof. d'histoire-géo</div></div>
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|
||
<span class="proto-badge">PROTOTYPE</span>
|
||
</header>
|
||
<div class="page" id="pageContent"></div>
|
||
</div>
|
||
<div id="modalContainer"></div>
|
||
<script>
|
||
// ===================== DATA =====================
|
||
const DB={
|
||
classes:[
|
||
{id:"c1",name:"5ème A",code:"GC-5A-2025",year:"2025-2026",
|
||
students:[
|
||
{id:"s01",code:"A3K7"},{id:"s02",code:"B2M9"},{id:"s03",code:"C5R1"},
|
||
{id:"s04",code:"D8L4"},{id:"s05",code:"E1N6"},{id:"s06",code:"F4P2"},
|
||
{id:"s07",code:"G7S8"},{id:"s08",code:"H6T3"},{id:"s09",code:"I2V7"},
|
||
{id:"s10",code:"J5W1"},{id:"s11",code:"K9X4"},{id:"s12",code:"L3Y6"},
|
||
],activities:["a1","a2"]},
|
||
{id:"c2",name:"5ème B",code:"GC-5B-2025",year:"2025-2026",
|
||
students:[
|
||
{id:"s13",code:"M8Z2"},{id:"s14",code:"N4A5"},{id:"s15",code:"O7B8"},
|
||
{id:"s16",code:"P1C3"},{id:"s17",code:"Q6D9"},{id:"s18",code:"R2E4"},
|
||
{id:"s19",code:"S5F7"},{id:"s20",code:"T9G1"},{id:"s21",code:"U3H6"},
|
||
{id:"s22",code:"V8I2"},
|
||
],activities:["a1"]},
|
||
{id:"c3",name:"4ème C",code:"GC-4C-2025",year:"2025-2026",
|
||
students:[
|
||
{id:"s23",code:"W4J5"},{id:"s24",code:"X7K8"},{id:"s25",code:"Y2L3"},
|
||
{id:"s26",code:"Z6M9"},{id:"s27",code:"AA1N"},{id:"s28",code:"BB5O"},
|
||
{id:"s29",code:"CC9P"},{id:"s30",code:"DD3Q"},
|
||
],activities:[]},
|
||
{id:"c4",name:"5ème D",code:"GC-5D-2024",year:"2024-2025",
|
||
students:[
|
||
{id:"p01",code:"PA3K"},{id:"p02",code:"PB2M"},{id:"p03",code:"PC5R"},
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||
{id:"p04",code:"PD8L"},{id:"p05",code:"PE1N"},{id:"p06",code:"PF4P"},
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||
{id:"p07",code:"PG7S"},{id:"p08",code:"PH6T"},{id:"p09",code:"PI2V"},
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||
{id:"p10",code:"PJ5W"},{id:"p11",code:"PK9X"},{id:"p12",code:"PL3Y"},
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||
{id:"p13",code:"PM8Z"},{id:"p14",code:"PN4A"},{id:"p15",code:"PO7B"},
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||
{id:"p16",code:"PP1C"},{id:"p17",code:"PQ6D"},{id:"p18",code:"PR2E"},
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||
{id:"p19",code:"PS5F"},{id:"p20",code:"PT9G"},{id:"p21",code:"PU3H"},
|
||
],activities:["a1"]},
|
||
{id:"c5",name:"4ème A",code:"GC-4A-2024",year:"2024-2025",
|
||
students:[
|
||
{id:"q01",code:"QA3K"},{id:"q02",code:"QB2M"},{id:"q03",code:"QC5R"},
|
||
{id:"q04",code:"QD8L"},{id:"q05",code:"QE1N"},{id:"q06",code:"QF4P"},
|
||
{id:"q07",code:"QG7S"},{id:"q08",code:"QH6T"},{id:"q09",code:"QI2V"},
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||
{id:"q10",code:"QJ5W"},{id:"q11",code:"QK9X"},{id:"q12",code:"QL3Y"},
|
||
{id:"q13",code:"QM8Z"},{id:"q14",code:"QN4A"},{id:"q15",code:"QO7B"},
|
||
{id:"q16",code:"QP1C"},{id:"q17",code:"QQ6D"},{id:"q18",code:"QR2E"},
|
||
],activities:[]},
|
||
],
|
||
activities:[
|
||
{id:"a1",name:"La conquête de l'Angleterre",code:"MOD-A1-GC25",format:"quiz",status:"published",createdAt:"20 sept. 2025",assignedClasses:["c1","c2"],
|
||
questions:[
|
||
{text:"En quelle année Guillaume le Conquérant envahit-il l'Angleterre ?",answers:["1066","1154","1035","1099"],correct:0,feedback:"La bataille de Hastings a eu lieu le 14 octobre 1066."},
|
||
{text:"Quel roi anglais Guillaume affronte-t-il lors de la bataille de Hastings ?",answers:["Harold II","Édouard le Confesseur","Richard Ier","Étienne de Blois"],correct:0,feedback:"Harold II Godwinson s'était fait couronner roi à la mort d'Édouard le Confesseur."},
|
||
{text:"La tapisserie de Bayeux est une peinture sur soie.",answers:["Faux : c'est une broderie sur lin.","Vrai : réalisée à la peinture.","Faux : c'est une fresque.","Vrai : sur soie d'Orient."],correct:0,feedback:"La tapisserie de Bayeux est une broderie sur lin de 70 m."},
|
||
{text:"Où Guillaume est-il couronné roi d'Angleterre le 25 décembre 1066 ?",answers:["L'abbaye de Westminster","La cathédrale de Canterbury","La Tour de Londres","Winchester"],correct:0,feedback:"L'abbaye de Westminster est le lieu traditionnel du couronnement."},
|
||
{text:"Comment Guillaume est-il souvent désigné en raison de sa naissance ?",answers:["Le Bâtard","Le Brave","Le Normand","Le Pieux"],correct:0,feedback:"Né hors mariage, Guillaume fut longtemps surnommé 'le Bâtard'."},
|
||
{text:"Quelle ville normande est associée à la naissance de Guillaume ?",answers:["Falaise","Caen","Rouen","Bayeux"],correct:0,feedback:"Guillaume est né à Falaise (Calvados)."},
|
||
{text:"Qui est le père de Guillaume le Conquérant ?",answers:["Robert le Magnifique","Richard le Courageux","Henri le Grand","Rollon"],correct:0,feedback:"Son père était Robert Ier de Normandie, dit 'le Magnifique'."},
|
||
{text:"Quel document Guillaume fait-il rédiger pour recenser terres et richesses d'Angleterre ?",answers:["Le Domesday Book","La Magna Carta","Le Livre de Westminster","Le Registre de Londres"],correct:0,feedback:"Le Domesday Book (1086) est un recensement exhaustif."},
|
||
{text:"Quelle est la longueur approximative de la tapisserie de Bayeux ?",answers:["70 mètres","20 mètres","120 mètres","50 mètres"],correct:0,feedback:"La tapisserie mesure environ 70 m de long pour 50 cm de haut."},
|
||
{text:"Contre qui Guillaume doit-il d'abord s'imposer avant de conquérir l'Angleterre ?",answers:["Les barons normands rebelles","Le roi de France","L'Empire germanique","Les Vikings scandinaves"],correct:0,feedback:"Guillaume dut affirmer son autorité face aux barons normands rebelles."},
|
||
]},
|
||
{id:"a2",code:"MOD-A2-GC25",name:"Guillaume et Harold — frères ennemis",format:"quiz",status:"published",createdAt:"5 oct. 2025",assignedClasses:["c1"],
|
||
questions:[
|
||
{text:"Quelle promesse Harold aurait-il faite à Guillaume avant de s'emparer du trône ?",answers:["Un serment d'allégeance à Bayeux","Un traité de paix à Rouen","Une promesse orale à Paris","Un accord écrit à Canterbury"],correct:0,feedback:"Harold aurait prêté serment sur des reliques à Bayeux."},
|
||
{text:"Comment Harold meurt-il selon la tradition lors de la bataille de Hastings ?",answers:["Frappé par une flèche à l'œil","Tué en combat singulier","Noyé en fuyant","Mort de ses blessures après"],correct:0,feedback:"La tradition veut qu'Harold ait été tué par une flèche dans l'œil."},
|
||
{text:"Par quel organe Harold est-il élu roi d'Angleterre ?",answers:["Le Witan (conseil des grands)","Le Parlement de Londres","Le Conseil du pape","L'assemblée des barons normands"],correct:0,feedback:"Harold est élu par le Witan, conseil des grands du royaume."},
|
||
{text:"D'où vient étymologiquement le mot 'Normand' ?",answers:["Northmen (hommes du Nord)","Normannus (homme de la norme)","Northmannia (territoire du nord)","Normas (chef de guerre)"],correct:0,feedback:"Les Normands descendent des Vikings ('Northmen')."},
|
||
{text:"Quelle bataille Harold remporte-t-il juste avant d'affronter Guillaume ?",answers:["Stamford Bridge (contre les Vikings)","Canterbury (rebelles)","York (Écossais)","Oxford (barons)"],correct:0,feedback:"Harold bat Harald Hardrada à Stamford Bridge le 25 sept. 1066."},
|
||
{text:"Quelle stratégie décisive les Normands emploient-ils à Hastings ?",answers:["Une feinte de retraite","Une charge frontale","Un encerclement nocturne","L'incendie du camp"],correct:0,feedback:"Les Normands simulent une retraite, rompant la ligne anglaise."},
|
||
{text:"À quelle formation les soldats d'Harold ont-ils recours ?",answers:["Le mur de boucliers (shieldwall)","La tortue romaine","Le carré défensif","La phalange grecque"],correct:0,feedback:"Les housecarls forment un mur de boucliers sur la colline de Senlac."},
|
||
{text:"Quel pape soutient officiellement la conquête de Guillaume ?",answers:["Alexandre II","Grégoire VII","Urbain II","Léon IX"],correct:0,feedback:"Le pape Alexandre II accorde sa bénédiction à Guillaume."},
|
||
{text:"Que désigne le 'Danelaw' ?",answers:["Zone d'influence viking","Loi des Danois en France","Code pénal normand","Région du Danemark"],correct:0,feedback:"Le Danelaw désigne les régions anglaises sous influence viking."},
|
||
{text:"Combien de temps s'écoule entre le débarquement et la bataille de Hastings ?",answers:["3 semaines","3 mois","1 an","1 semaine"],correct:0,feedback:"Guillaume débarque le 28 sept. et la bataille a lieu le 14 oct. : 3 semaines."},
|
||
]},
|
||
{id:"a3",name:"La Normandie avant 1066",format:"quiz",status:"draft",createdAt:"12 nov. 2025",assignedClasses:[],questions:[]},
|
||
],
|
||
results:{
|
||
s01:{a1:{status:'done',date:'5 oct.',time:11,ans:[1,1,1,1,1,1,1,1,0,1]},a2:{status:'done',date:'22 oct.',time:14,ans:[1,1,0,1,1,1,0,1,1,1]}},
|
||
s02:{a1:{status:'done',date:'6 oct.',time:13,ans:[1,1,1,0,1,0,0,1,1,0]},a2:{status:'done',date:'23 oct.',time:17,ans:[1,0,1,0,1,0,0,1,1,0]}},
|
||
s03:{a1:{status:'done',date:'5 oct.',time:9, ans:[1,1,1,1,1,1,1,1,1,1]},a2:{status:'done',date:'21 oct.',time:12,ans:[1,1,1,1,1,0,1,1,0,1]}},
|
||
s04:{a1:{status:'done',date:'7 oct.',time:18,ans:[1,0,0,1,0,0,1,0,0,1]},a2:{status:'done',date:'24 oct.',time:20,ans:[1,0,0,1,0,0,0,1,0,0]}},
|
||
s05:{a1:{status:'done',date:'5 oct.',time:12,ans:[1,1,1,1,0,1,1,1,0,1]},a2:null},
|
||
s06:{a1:null,a2:null},
|
||
s07:{a1:{status:'done',date:'6 oct.',time:15,ans:[1,1,0,1,1,1,0,1,1,0]},a2:null},
|
||
s08:{a1:null,a2:null},
|
||
s09:{a1:{status:'done',date:'5 oct.',time:10,ans:[1,1,1,1,1,1,1,1,0,1]},a2:{status:'done',date:'21 oct.',time:9, ans:[1,1,1,1,1,1,1,1,1,1]}},
|
||
s10:{a1:null,a2:null},
|
||
s11:{a1:{status:'done',date:'6 oct.',time:12,ans:[1,1,1,0,1,1,1,0,1,1]},a2:null},
|
||
s12:{a1:{status:'done',date:'7 oct.',time:14,ans:[1,1,0,1,0,1,0,1,1,0]},a2:{status:'done',date:'23 oct.',time:15,ans:[1,1,0,1,0,1,0,1,0,1]}},
|
||
s13:{a1:{status:'done',date:'8 oct.',time:12,ans:[1,1,1,0,1,1,1,0,1,1]}},
|
||
s14:{a1:null},
|
||
s15:{a1:{status:'done',date:'8 oct.',time:11,ans:[1,1,1,1,1,1,0,1,1,1]}},
|
||
s16:{a1:null},
|
||
s17:{a1:{status:'done',date:'9 oct.',time:15,ans:[1,1,0,1,0,1,0,0,1,1]}},
|
||
s18:{a1:null},
|
||
s19:{a1:{status:'done',date:'8 oct.',time:9, ans:[1,1,1,1,1,1,1,1,1,1]}},
|
||
s20:{a1:null},
|
||
s21:{a1:{status:'done',date:'9 oct.',time:13,ans:[1,1,0,1,1,1,0,1,0,1]}},
|
||
s22:{a1:null},
|
||
s23:{},s24:{},s25:{},s26:{},s27:{},s28:{},s29:{},s30:{},
|
||
},
|
||
progression:{
|
||
s01:{c1:4,c2:4,c3:2,c4:0},s02:{c1:4,c2:3,c3:0,c4:0},s03:{c1:4,c2:4,c3:4,c4:1},
|
||
s04:{c1:3,c2:0,c3:0,c4:0},s05:{c1:4,c2:4,c3:3,c4:0},s06:{c1:0,c2:0,c3:0,c4:0},
|
||
s07:{c1:4,c2:2,c3:0,c4:0},s08:{c1:4,c2:1,c3:0,c4:0},s09:{c1:4,c2:4,c3:4,c4:2},
|
||
s10:{c1:2,c2:0,c3:0,c4:0},s11:{c1:4,c2:3,c3:1,c4:0},s12:{c1:4,c2:2,c3:0,c4:0},
|
||
s13:{c1:4,c2:3,c3:0,c4:0},s14:{c1:0,c2:0,c3:0,c4:0},s15:{c1:4,c2:4,c3:2,c4:0},
|
||
s16:{c1:0,c2:0,c3:0,c4:0},s17:{c1:4,c2:1,c3:0,c4:0},s18:{c1:0,c2:0,c3:0,c4:0},
|
||
s19:{c1:4,c2:4,c3:4,c4:0},s20:{c1:0,c2:0,c3:0,c4:0},s21:{c1:4,c2:2,c3:0,c4:0},
|
||
s22:{c1:4,c2:3,c3:1,c4:0},
|
||
s23:{c1:0,c2:0,c3:0,c4:0},s24:{c1:0,c2:0,c3:0,c4:0},s25:{c1:0,c2:0,c3:0,c4:0},
|
||
s26:{c1:0,c2:0,c3:0,c4:0},s27:{c1:0,c2:0,c3:0,c4:0},s28:{c1:0,c2:0,c3:0,c4:0},
|
||
s29:{c1:0,c2:0,c3:0,c4:0},s30:{c1:0,c2:0,c3:0,c4:0},
|
||
},
|
||
// freeAccess[classId] = Set of 'cXsY' strings (e.g. 'c2s1' = chap 2, step 1)
|
||
freeAccess:{'c1':new Set(['c2s1']),'c2':new Set(),'c3':new Set()},
|
||
};
|
||
|
||
// Chapitre structure pour Accès libre
|
||
const CHAP_CONTENT=[
|
||
{chap:1,steps:[{s:1,type:'Aventure',label:'Chap. 1 — Aventure 1'},{s:2,type:'Quiz',label:'Chap. 1 — Quiz 1'},{s:3,type:'Aventure',label:'Chap. 1 — Aventure 2'},{s:4,type:'Quiz',label:'Chap. 1 — Quiz 2'}]},
|
||
{chap:2,steps:[{s:1,type:'Aventure',label:'Chap. 2 — Aventure 1'},{s:2,type:'Quiz',label:'Chap. 2 — Quiz 1'},{s:3,type:'Aventure',label:'Chap. 2 — Aventure 2'},{s:4,type:'Quiz',label:'Chap. 2 — Quiz 2'}]},
|
||
{chap:3,steps:[{s:1,type:'Aventure',label:'Chap. 3 — Aventure 1'},{s:2,type:'Quiz',label:'Chap. 3 — Quiz 1'},{s:3,type:'Aventure',label:'Chap. 3 — Aventure 2'},{s:4,type:'Quiz',label:'Chap. 3 — Quiz 2'}]},
|
||
{chap:4,steps:[{s:1,type:'Aventure',label:'Chap. 4 — Aventure 1'},{s:2,type:'Quiz',label:'Chap. 4 — Quiz 1'},{s:3,type:'Aventure',label:'Chap. 4 — Aventure 2'},{s:4,type:'Quiz',label:'Chap. 4 — Quiz 2'}]},
|
||
];
|
||
|
||
(function seedExtra(){
|
||
const POOL=['EE2R','FF7S','GG3T','HH8U','II4V','JJ9W','KK5X','LL1Y','MM6Z','NN2A',
|
||
'OO7B','PP3C','QQ8D','RR4E','SS9F','TT5G','UU1H','VV6I','WW2J','XX7K',
|
||
'YY3L','ZZ8M','AB4N','BC9O','CD5P','DE1Q','EF6R','FG2S','GH7T','HI3U',
|
||
'IJ8V','JK4W','KL9X','LM5Y','MN1Z','NO6A','OP2B','PQ7C','QR3D','RS8E',
|
||
'ST4F','TU9G','UV5H','VW1I','WX6J','XY2K','YZ7L','AZ3M','BZ8N','CZ4O',
|
||
'DZ9P','EZ5Q','FZ1R','GZ6S','HZ2T','IZ7U','JZ3V','KZ8W','LZ4X','MZ9Y'];
|
||
let ci=0;
|
||
function addTo(classIdx,target,actIds){
|
||
const c=DB.classes[classIdx];
|
||
while(c.students.length<target){
|
||
const i=c.students.length;const id='sx'+classIdx+'_'+i;
|
||
c.students.push({id,code:POOL[ci++]||('Z'+i+'_'+classIdx)});
|
||
DB.results[id]={};
|
||
actIds.forEach((aid,aidx)=>{
|
||
const roll=(i*7+aidx*13)%10;
|
||
if(roll<6){
|
||
const seed=i*31+aidx*17;
|
||
const ans=Array.from({length:10},(_,j)=>((seed*7+j*11)%10>2?1:0));
|
||
const dates=['3 oct.','4 oct.','5 oct.','6 oct.','7 oct.','8 oct.','9 oct.','10 oct.'];
|
||
DB.results[id][aid]={status:'done',date:dates[(i+aidx)%dates.length],time:7+(i+aidx)%14,ans};
|
||
}
|
||
// roll>=6 → null (pas commencé) — no more pending
|
||
});
|
||
const c1v=Math.min(4,(i*3)%6);const c2v=c1v>=4?Math.min(4,(i*2+1)%5):0;
|
||
const c3v=c2v>=4?Math.min(4,i%3):0;
|
||
DB.progression[id]={c1:c1v,c2:c2v,c3:c3v,c4:0};
|
||
}
|
||
}
|
||
addTo(0,26,['a1','a2']);addTo(1,24,['a1']);addTo(2,22,[]);
|
||
})();
|
||
// ===================== STATE =====================
|
||
const S={route:'accueil',params:{year:'2025-2026'},history:[],quizEditor:null,quizDirty:false,
|
||
navigate(route,params={},pushHist=true){
|
||
if(pushHist&&this.route)this.history.push({route:this.route,params:{...this.params}});
|
||
this.route=route;this.params=params;render();
|
||
},
|
||
back(){if(this.history.length){const p=this.history.pop();this.route=p.route;this.params=p.params;render();}else this.navigate('mes-classes',{},false);}
|
||
};
|
||
|
||
// ===================== HELPERS =====================
|
||
function cls(id){return DB.classes.find(c=>c.id===id);}
|
||
function act(id){return DB.activities.find(a=>a.id===id);}
|
||
function filteredClasses(){const y=S.params.year||'2025-2026';return DB.classes.filter(c=>c.year===y);}
|
||
function renderYearSelector(){
|
||
const years=['2024-2025','2025-2026','2026-2027'];const cur=S.params.year||'2025-2026';
|
||
const wrap=document.getElementById('sbYearWrap');if(!wrap)return;
|
||
wrap.innerHTML=`<div style="padding:10px 14px;border-bottom:1px solid rgba(255,255,255,.08);">
|
||
<div style="font-size:10px;font-weight:600;color:rgba(255,255,255,.38);letter-spacing:.06em;text-transform:uppercase;margin-bottom:4px;">Année scolaire</div>
|
||
<select style="width:100%;background:rgba(255,255,255,.07);color:#fff;border:1px solid rgba(255,255,255,.12);border-radius:7px;padding:6px 10px;font-size:13px;font-weight:500;cursor:pointer;outline:none;" onchange="S.params.year=this.value;render()">
|
||
${years.map(y=>`<option value="${y}" ${y===cur?'selected':''} style="background:#2a2318;color:#fff;">${y.replace('-',' – ')}</option>`).join('')}
|
||
</select>
|
||
</div>`;
|
||
}
|
||
function ansScore(ans){return(ans||[]).filter(Boolean).length;}
|
||
function totalSteps(prog){return(prog.c1||0)+(prog.c2||0)+(prog.c3||0)+(prog.c4||0);}
|
||
function escHtml(s){return(s||'').replace(/&/g,'&').replace(/</g,'<').replace(/>/g,'>').replace(/"/g,'"');}
|
||
function jsSQ(v){return JSON.stringify(v).replace(/"/g,"'");}
|
||
function copyText(txt){navigator.clipboard.writeText(txt).then(()=>showToast('Copié !'));}
|
||
function showToast(msg,type=''){
|
||
const t=document.createElement('div');
|
||
t.style.cssText='position:fixed;bottom:24px;left:50%;transform:translateX(-50%);background:#1A1510;color:#fff;padding:10px 20px;border-radius:8px;font-size:13px;z-index:9999;font-family:-apple-system,sans-serif;box-shadow:0 4px 16px rgba(0,0,0,.25);display:flex;align-items:center;gap:8px;';
|
||
t.innerHTML=(type==='ok'?'<span style="color:#4ade80;">✓</span>':'')+msg;
|
||
document.body.appendChild(t);setTimeout(()=>t.remove(),2400);
|
||
}
|
||
function openSb(){document.getElementById('sidebar').classList.add('open');document.getElementById('sbOverlay').classList.add('open');}
|
||
function closeSb(){document.getElementById('sidebar').classList.remove('open');document.getElementById('sbOverlay').classList.remove('open');}
|
||
function markDirty(){S.quizDirty=true;const b=document.getElementById('quizSaveBtn');if(b)b.disabled=false;}
|
||
function updateCharCount(el,max){
|
||
const n=el.value.length;const ccId=el.dataset.ccid;
|
||
const cc=document.getElementById(ccId);if(!cc)return;
|
||
cc.textContent=n+'/'+max;cc.className='char-count'+(n>=max?' over':n>=max*0.85?' near':'');
|
||
}
|
||
function progStatusBadge(p){
|
||
const tot=totalSteps(p);
|
||
if(tot>=16)return'<span class="badge b-ok">✓ Terminé</span>';
|
||
if(tot===0)return'<span class="badge b-gray">Pas commencé·e</span>';
|
||
for(let i=1;i<=4;i++){if((p['c'+i]||0)<4)return`<span class="badge b-info">Chap. ${i} — Ét. ${p['c'+i]||0}</span>`;}
|
||
return'<span class="badge b-ok">✓ Terminé</span>';
|
||
}
|
||
function qPct(students,actId,nQ){
|
||
const done=students.map(s=>(DB.results[s.id]||{})[actId]).filter(r=>r&&r.status==='done');
|
||
return Array.from({length:nQ},(_,i)=>{
|
||
const ansd=done.filter(r=>r.ans.length>i);
|
||
if(!ansd.length)return null;
|
||
return Math.round(ansd.filter(r=>r.ans[i]).length/ansd.length*100);
|
||
});
|
||
}
|
||
function pctBadge(pct){
|
||
if(pct===null)return'<span class="muted xs">—</span>';
|
||
const cls2=pct>=75?'pb-hi':pct>=40?'pb-mid':'pb-lo';
|
||
return`<div class="pct-badge ${cls2}">${pct}%</div>`;
|
||
}
|
||
|
||
// ===================== CSV EXPORT =====================
|
||
function downloadCSV(filename,rows){
|
||
const csv=rows.map(r=>r.map(c=>`"${String(c==null?'':c).replace(/"/g,'""')}"`).join(',')).join('\r\n');
|
||
const blob=new Blob([''+csv],{type:'text/csv;charset=utf-8;'});
|
||
const url=URL.createObjectURL(blob);const a=document.createElement('a');
|
||
a.href=url;a.download=filename+'.csv';a.click();URL.revokeObjectURL(url);
|
||
}
|
||
function exportResultsCSV(actId,classId){
|
||
const a=act(actId);if(!a)return;
|
||
const targetCls=classId?[cls(classId)]:DB.classes.filter(c=>a.assignedClasses.includes(c.id));
|
||
const header=['Classe','Code élève','Statut',...a.questions.map((_,i)=>'Q'+(i+1)),'Score','Date','Durée (min)'];
|
||
const rows=[header];
|
||
targetCls.forEach(c=>{
|
||
c.students.forEach(s=>{
|
||
const r=(DB.results[s.id]||{})[actId];
|
||
const done=r&&r.status==='done';
|
||
rows.push([c.name,s.code,done?'Terminé·e':'Pas commencé·e',...(done?r.ans.map(v=>v?'1':'0'):a.questions.map(()=>'')),done?ansScore(r.ans)+'/'+a.questions.length:'',done?r.date:'',done?r.time:'']);
|
||
});
|
||
});
|
||
downloadCSV((a.name+(classId?'_'+cls(classId).name:''))+'_résultats',rows);
|
||
showToast('CSV exporté ✓','ok');
|
||
}
|
||
function exportProgressionCSV(classId){
|
||
const c=cls(classId);if(!c)return;
|
||
const rows=[['Code élève','Chap. 1','Chap. 2','Chap. 3','Chap. 4','Total /16','Statut']];
|
||
c.students.forEach(s=>{
|
||
const p=DB.progression[s.id]||{c1:0,c2:0,c3:0,c4:0};
|
||
const tot=totalSteps(p);
|
||
rows.push([s.code,p.c1,p.c2,p.c3,p.c4,tot,tot>=16?'Terminé':tot===0?'Pas commencé·e':'En cours']);
|
||
});
|
||
downloadCSV(c.name+'_progression',rows);
|
||
showToast('CSV exporté ✓','ok');
|
||
}
|
||
|
||
// ===================== CHIP FILTER =====================
|
||
function setSuiviCls(newSel){
|
||
const open=newSel.length===1?newSel[0]:(S.params.openSuiviCls||null);
|
||
S.navigate('suivi-eleves',{selectedClasses:newSel,fromClassId:S.params.fromClassId||'',openSuiviCls:open},false);
|
||
}
|
||
function setActCls(newSel){
|
||
const open=newSel.length===1?newSel[0]:(S.params.openResultsCls||null);
|
||
S.params.selectedActCls=newSel;S.params.openResultsCls=open;render();
|
||
}
|
||
function toggleAccordion(key,classId){S.params[key]=S.params[key]===classId?null:classId;render();}
|
||
function chipFilter(items,getId,getLabel,selectedIds,onClickFn,clearFn){
|
||
const sel=selectedIds||[];
|
||
return`<div class="chips mb16">${items.map(item=>{
|
||
const id=getId(item);const on=sel.includes(id);
|
||
const newSel=on?sel.filter(x=>x!==id):[...sel,id];
|
||
return`<span class="chip${on?' on':''}" onclick="${onClickFn}(${jsSQ(newSel)})">${getLabel(item)}${on?' ✕':''}</span>`;
|
||
}).join('')}${sel.length>0?`<button class="btn btn-g btn-sm" onclick="${clearFn}">✕ Tout afficher</button>`:''}</div>`;
|
||
}
|
||
|
||
// ===================== SIDEBAR & ROUTER =====================
|
||
function renderSidebar(){
|
||
const items=[
|
||
{id:'mes-classes',icon:'🏫',label:'Mes classes'},
|
||
{id:'mes-activites',icon:'📋',label:'Mes modules'},
|
||
{id:'suivi-eleves',icon:'📊',label:'Suivi des élèves'},
|
||
];
|
||
const r=S.route;
|
||
document.getElementById('sbNav').innerHTML=items.map(i=>{
|
||
const active=(i.id==='mes-classes'&&(r==='mes-classes'||r==='une-classe'))
|
||
||(i.id==='mes-activites'&&(r==='mes-activites'||r==='une-activite'||r==='creer-activite'))
|
||
||(i.id===r);
|
||
return`<div class="sb-item${active?' active':''}" onclick="S.navigate('${i.id}',{year:S.params.year});closeSb()"><span class="ico">${i.icon}</span>${i.label}</div>`;
|
||
}).join('');
|
||
renderYearSelector();
|
||
}
|
||
function renderBackButton(){
|
||
const prev=S.history[S.history.length-1];
|
||
const bc=document.getElementById('breadcrumb');
|
||
if(!prev){bc.innerHTML='';return;}
|
||
const routeLabels={'accueil':'Accueil','mes-classes':'Mes classes','mes-activites':'Mes modules',
|
||
'suivi-eleves':'Suivi des élèves','creer-activite':'Modifier le module'};
|
||
let label=routeLabels[prev.route]||prev.route;
|
||
if(prev.route==='une-classe'&&prev.params?.classId){const c=cls(prev.params.classId);if(c)label=c.name;}
|
||
if(prev.route==='une-activite'&&prev.params?.activityId){const a=act(prev.params.activityId);if(a)label=a.name;}
|
||
bc.innerHTML=`<button class="back-btn" onclick="S.back()">← ${label}</button>`;
|
||
}
|
||
|
||
function render(){
|
||
renderSidebar();renderBackButton();
|
||
const page=document.getElementById('pageContent');
|
||
const {route,params}=S;
|
||
if(route==='accueil')page.innerHTML=viewAccueil();
|
||
else if(route==='mes-classes')page.innerHTML=viewMesClasses();
|
||
else if(route==='une-classe')page.innerHTML=viewUneClasse(params);
|
||
else if(route==='mes-activites')page.innerHTML=viewMesActivites();
|
||
else if(route==='creer-activite')page.innerHTML=viewCreerActivite(params);
|
||
else if(route==='une-activite')page.innerHTML=viewUneActivite(params);
|
||
else if(route==='suivi-eleves')page.innerHTML=viewSuiviEleves(params);
|
||
window.scrollTo(0,0);
|
||
if(route==='creer-activite')initDragDrop();
|
||
if(route==='une-classe')setTimeout(initStudentNames,0);
|
||
}
|
||
// ===================== MES CLASSES =====================
|
||
function viewMesClasses(){
|
||
const fc=filteredClasses();
|
||
const total=fc.reduce((s,c)=>s+c.students.length,0);
|
||
return`<div class="ph"><div><div class="pt">Mes classes</div><div class="ps">${fc.length} classe${fc.length!==1?'s':''} · ${total} élèves</div></div>
|
||
<div class="flex g10"><button class="btn btn-s btn-sm" onclick="showImportClassModal()">Importer</button><button class="btn btn-p" onclick="showNewClassModal()">+ Nouvelle classe</button></div></div>
|
||
<div class="g3">${fc.map(c=>`<div class="cls-card" onclick="S.navigate('une-classe',{classId:'${c.id}',tab:'eleves'})">
|
||
<div class="fbet"><div class="cls-icon">🏫</div></div>
|
||
<div class="cls-name">${c.name}</div>
|
||
<div class="cls-meta">Code : <strong>${c.code}</strong></div>
|
||
<div class="cls-stats">
|
||
<div class="cls-stat"><div class="cls-stat-v">${c.students.length}</div><div class="cls-stat-l">élèves</div></div>
|
||
<div class="cls-stat"><div class="cls-stat-v">${c.activities.length}</div><div class="cls-stat-l">modules</div></div>
|
||
</div></div>`).join('')}</div>`;
|
||
}
|
||
|
||
// ===================== UNE CLASSE =====================
|
||
function viewUneClasse({classId,tab='eleves'}){
|
||
const c=cls(classId);if(!c)return'<div class="empty"><h3>Classe introuvable</h3></div>';
|
||
const tabs=[{id:'eleves',label:'👥 Élèves'},{id:'activite',label:'📋 Activité'},{id:'progression',label:'📊 Progression'}];
|
||
let content=tab==='eleves'?tabEleves(c):tab==='activite'?tabActiviteClasse(c):tabProgressionClasse(c);
|
||
return`<div class="ph">
|
||
<div><div class="pt" style="display:flex;align-items:center;gap:10px;">${c.name}
|
||
<div style="position:relative;display:inline-block;">
|
||
<button class="btn-ico" onclick="toggleClassMenu('${c.id}')" title="Options">···</button>
|
||
<div id="cmenu_${c.id}" style="display:none;position:absolute;top:100%;left:0;background:var(--surface);border:1px solid var(--border);border-radius:8px;box-shadow:0 4px 16px rgba(0,0,0,.12);z-index:50;min-width:140px;padding:4px 0;">
|
||
<div class="ctx-item" onclick="closeClassMenu('${c.id}');showRenameClassModal('${c.id}')">✏️ Renommer</div>
|
||
<div class="ctx-item ctx-danger" onclick="closeClassMenu('${c.id}');confirmDeleteClass('${c.id}')">🗑 Supprimer</div>
|
||
</div>
|
||
</div></div>
|
||
<div class="ps flex g10" style="align-items:center;flex-wrap:wrap;">
|
||
<span>${c.students.length} élève${c.students.length!==1?'s':''}</span><span class="muted">·</span>
|
||
<span>Code : <strong>${c.code}</strong></span><button class="btn-ico" onclick="copyText('${c.code}')" title="Copier">📋</button>
|
||
</div></div>
|
||
</div>
|
||
<div class="tabs">${tabs.map(t=>`<div class="tab${tab===t.id?' active':''}" onclick="S.navigate('une-classe',{classId:'${classId}',tab:'${t.id}'},false)">${t.label}</div>`).join('')}</div>
|
||
${content}`;
|
||
}
|
||
function tabEleves(c){
|
||
return`<div class="mb16"><div class="alert alert-info">ℹ️ Les élèves trouvent leur code dans les paramètres de l'app. Ajoutez leur code ici pour les rattacher à cette classe.</div></div>
|
||
<div class="card"><div class="card-hd"><span class="card-title">Élèves <span class="badge b-gray ms">${c.students.length}</span></span>
|
||
<button class="btn btn-p btn-sm" onclick="showAddStudentModal('${c.id}')">+ Ajouter</button></div>
|
||
<div style="padding:16px;">
|
||
<div class="stu-tags">
|
||
${c.students.map(s=>`<div class="stu-tag" id="stag_${s.id}">
|
||
<code class="stu-code">${s.code}</code>
|
||
<span class="stu-name" data-code="${s.code}" onclick="editStuName(this,'${s.code}')" title="Cliquer pour ajouter un prénom (local)">+prénom</span>
|
||
<button class="stu-del" onclick="if(confirm('Retirer ${s.code} de la classe ?'))deleteStudent('${c.id}','${s.id}')">✕</button>
|
||
</div>`).join('')}
|
||
</div>
|
||
<p class="xs muted mt12" style="font-style:italic;">💾 Les prénoms saisis sont stockés localement sur cet appareil uniquement — ils ne sont jamais transmis au serveur.</p>
|
||
</div></div>`;
|
||
}
|
||
|
||
function tabActiviteClasse(c){
|
||
const allActs=DB.activities.filter(a=>a.status==='published');
|
||
const fa=DB.freeAccess[c.id]||(DB.freeAccess[c.id]=new Set());
|
||
return`
|
||
<div class="card mb20">
|
||
<div class="card-hd"><span class="card-title">📋 Assigner mes modules à la classe</span></div>
|
||
<div style="padding:4px 16px 16px;">
|
||
<p class="xs muted" style="margin:10px 0 14px;">Les modules activés apparaissent dans l'<strong>espace collège</strong> des élèves de cette classe.</p>
|
||
${allActs.length===0
|
||
?`<div class="empty"><div class="empty-ico">📋</div><p>Aucun module publié. Créez-en un dans <em>Mes modules</em>.</p></div>`
|
||
:allActs.map(a=>{const isOn=c.activities.includes(a.id);return`<div class="module-row">
|
||
<div><span class="semi">${a.name}</span><span class="badge b-info ms">Quiz · ${a.questions.length} q.</span></div>
|
||
<div class="flex g10" style="align-items:center;">
|
||
${isOn?`<button class="btn btn-s btn-sm" onclick="S.navigate('une-activite',{activityId:'${a.id}',tab:'resultats',fromClassId:'${c.id}'})">📊 Stats</button>`:''}
|
||
<label class="toggle-sw">
|
||
<input type="checkbox" ${isOn?'checked':''} onchange="toggleModuleAssign('${c.id}','${a.id}',this.checked)">
|
||
<div class="toggle-track"></div><div class="toggle-thumb"></div>
|
||
</label>
|
||
</div></div>`;}).join('')}
|
||
</div>
|
||
</div>
|
||
<div class="card">
|
||
<div class="card-hd"><span class="card-title">⚔️ L'aventure principale</span></div>
|
||
<div style="padding:4px 16px 16px;">
|
||
<p class="xs muted" style="margin:10px 0 14px;">Par défaut, les chapitres se débloquent progressivement. Activez un accès libre pour des besoins pédagogiques spécifiques (rattrapage, différenciation…). Ces contenus apparaissent dans l'<strong>espace collège</strong>.</p>
|
||
<div class="al-grid">
|
||
${CHAP_CONTENT.map(ch=>`<div class="al-chap">
|
||
<div class="al-chap-hd">⚔️ Chapitre ${ch.chap}</div>
|
||
${ch.steps.map(step=>{
|
||
const key=`c${ch.chap}s${step.s}`;const isOn=fa.has(key);
|
||
const icon=step.type==='Aventure'?'🗺️':'📝';const stepNum=step.s<=2?1:2;
|
||
return`<div class="al-item">
|
||
<div class="al-item-label">
|
||
<span style="font-size:14px;">${icon}</span>
|
||
<div>
|
||
<div style="font-size:12px;font-weight:600;">${step.type} ${stepNum}</div>
|
||
<div style="font-size:10px;color:var(--muted);">${isOn?'<span style="color:var(--ok);">✓ Déverrouillé</span>':'Verrouillé par défaut'}</div>
|
||
</div>
|
||
</div>
|
||
<label class="toggle-sw">
|
||
<input type="checkbox" ${isOn?'checked':''} onchange="toggleFreeAccessCls('${c.id}','${key}',this.checked)">
|
||
<div class="toggle-track"></div><div class="toggle-thumb"></div>
|
||
</label>
|
||
</div>`;}).join('')}
|
||
</div>`).join('')}
|
||
</div>
|
||
</div>
|
||
</div>`;
|
||
}
|
||
function toggleModuleAssign(classId,actId,checked){
|
||
const c=cls(classId);if(!c)return;
|
||
if(checked&&!c.activities.includes(actId))c.activities.push(actId);
|
||
if(!checked)c.activities=c.activities.filter(id=>id!==actId);
|
||
showToast(checked?'Module activé ✓':'Module désactivé',checked?'ok':'');
|
||
S.navigate('une-classe',{classId,tab:'activite'},false);render();
|
||
}
|
||
|
||
function tabProgressionClasse(c){
|
||
const studs=c.students;
|
||
const started=studs.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>0;}).length;
|
||
const finished=studs.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>=16;}).length;
|
||
return`
|
||
<div class="g3 mb20">
|
||
<div class="stat"><div class="stat-label">Élèves</div><div class="stat-val">${studs.length}</div></div>
|
||
<div class="stat"><div class="stat-label">Ont commencé·e·s</div><div class="stat-val">${started}</div></div>
|
||
<div class="stat"><div class="stat-label">Ont terminé·e·s</div><div class="stat-val">${finished}</div></div>
|
||
</div>
|
||
<div class="fbet mb12">
|
||
<span></span>
|
||
<button class="btn btn-s btn-sm" onclick="exportProgressionCSV('${c.id}')">⬇ CSV</button>
|
||
</div>
|
||
<div class="card" style="overflow:hidden;">
|
||
<div class="tw" style="padding:0;">
|
||
<table><thead><tr><th>Code élève</th><th>Progression</th><th>Statut</th></tr></thead>
|
||
<tbody>${studs.map(s=>{
|
||
const p=DB.progression[s.id]||{c1:0,c2:0,c3:0,c4:0};
|
||
const tot=totalSteps(p);const pct=Math.round(tot/16*100);
|
||
return`<tr>
|
||
<td>
|
||
<code style="font-size:12px;font-weight:700;">${s.code}</code>
|
||
<span class="stu-name-inline" data-code="${s.code}"></span>
|
||
</td>
|
||
<td><div style="display:flex;align-items:center;gap:8px;">
|
||
<div class="prog-bar" style="width:90px;"><div class="prog-fill" style="width:${pct}%;background:${pct>=100?'var(--ok)':'var(--accent)'};"></div></div>
|
||
<span class="xs semi">${tot}/16</span>
|
||
</div></td>
|
||
<td>${progStatusBadge(p)}</td>
|
||
</tr>`;}).join('')}
|
||
</tbody></table>
|
||
</div>
|
||
</div>`;
|
||
}
|
||
|
||
function tabSupport(c){
|
||
return`<div class="card mb16">
|
||
<div class="card-hd"><span class="card-title">⚙️ Réinitialiser un élève</span></div>
|
||
<div style="padding:16px;">
|
||
<p class="sm muted mb16">Saisissez le code d'un élève pour dissocier son compte de cette classe. L'élève devra resaisir son code dans l'application pour se rattacher à nouveau. Cette action ne supprime pas la progression de l'élève.</p>
|
||
<div class="flex g10 mb10">
|
||
<input type="text" id="supportStuCode" placeholder="Code élève (ex : A3K7)" style="font-family:monospace;font-weight:700;letter-spacing:.1em;text-transform:uppercase;flex:1;">
|
||
<button class="btn btn-s" onclick="resetStudentByCode('${c.id}')">Réinitialiser</button>
|
||
</div>
|
||
<div id="supportFeedback" class="xs muted"></div>
|
||
</div>
|
||
</div>`;
|
||
}
|
||
function resetStudentByCode(classId){
|
||
const code=document.getElementById('supportStuCode').value.trim().toUpperCase();
|
||
const c=cls(classId);const fb=document.getElementById('supportFeedback');
|
||
if(!c||!code){showToast('Saisissez un code élève.');return;}
|
||
const stu=c.students.find(s=>s.code===code);
|
||
if(!stu){if(fb)fb.textContent=`Aucun élève avec le code "${code}" dans cette classe.`;return;}
|
||
if(fb)fb.textContent='';
|
||
showToast(`Élève ${code} réinitialisé ✓`,'ok');
|
||
document.getElementById('supportStuCode').value='';
|
||
}
|
||
function editStuName(el,code){
|
||
const current=localStorage.getItem('sname_'+code)||'';
|
||
const name=prompt('Prénom local pour '+code+' (visible seulement sur cet appareil) :',current);
|
||
if(name===null)return;
|
||
if(name.trim()){localStorage.setItem('sname_'+code,name.trim());el.textContent=name.trim();el.classList.add('stu-name-set');}
|
||
else{localStorage.removeItem('sname_'+code);el.textContent='+prénom';el.classList.remove('stu-name-set');}
|
||
}
|
||
function initStudentNames(){
|
||
document.querySelectorAll('[data-code]').forEach(el=>{
|
||
const name=localStorage.getItem('sname_'+el.dataset.code);
|
||
if(el.classList.contains('stu-name')){
|
||
if(name){el.textContent=name;el.classList.add('stu-name-set');}
|
||
else{el.textContent='+prénom';}
|
||
} else if(el.classList.contains('stu-name-inline')){
|
||
if(name) el.innerHTML=` <span style="font-size:11px;color:var(--muted);font-style:italic;">${name}</span>`;
|
||
}
|
||
});
|
||
}
|
||
|
||
function toggleFreeAccessCls(classId,key,checked){
|
||
if(!DB.freeAccess[classId])DB.freeAccess[classId]=new Set();
|
||
if(checked){DB.freeAccess[classId].add(key);showToast('Accès activé ✓','ok');}
|
||
else{DB.freeAccess[classId].delete(key);showToast('Accès retiré');}
|
||
S.navigate('une-classe',{classId,tab:'activite'},false);
|
||
}
|
||
|
||
// ===================== MES ACTIVITÉS =====================
|
||
function toggleStatus(actId,e){
|
||
e.stopPropagation();const a=act(actId);if(!a)return;
|
||
a.status=a.status==='published'?'draft':'published';
|
||
showToast(a.status==='published'?'✓ Module publié':'Module mis en brouillon','ok');render();
|
||
}
|
||
function viewMesActivites(){
|
||
const pub=DB.activities.filter(a=>a.status==='published');
|
||
const draft=DB.activities.filter(a=>a.status==='draft');
|
||
return`<div class="ph"><div><div class="pt">Mes modules</div><div class="ps">${pub.length} publié${pub.length!==1?'s':''} · ${draft.length} brouillon${draft.length!==1?'s':''}</div></div>
|
||
<div class="flex g10"><button class="btn btn-s btn-sm" onclick="showImportActivityModal()">Importer</button><button class="btn btn-p" onclick="initNewQuiz()">+ Nouveau module</button></div></div>
|
||
${pub.length>0?`<p class="xs muted semi mb10" style="text-transform:uppercase;letter-spacing:.05em;">Publiées</p><div class="g3 mb24">${pub.map(actCard).join('')}</div>`:''}
|
||
${draft.length>0?`<p class="xs muted semi mb10" style="text-transform:uppercase;letter-spacing:.05em;">Brouillons</p><div class="g3">${draft.map(actCard).join('')}</div>`:''}`;
|
||
}
|
||
function actCard(a){
|
||
const nC=a.assignedClasses.length;
|
||
const statusCls=a.status==='published'?'b-ok':'b-draft';
|
||
const statusLabel=a.status==='published'?'✓ Publié':'Brouillon';
|
||
return`<div class="act-card" onclick="S.navigate('une-activite',{activityId:'${a.id}',tab:'questions'})">
|
||
<div class="fbet">
|
||
<span class="badge ${statusCls} badge-toggle" onclick="toggleStatus('${a.id}',event)" title="Cliquer pour changer">${statusLabel} ✎</span>
|
||
<span class="xs muted">${a.createdAt}</span>
|
||
</div>
|
||
<div class="act-name">${a.name}</div>
|
||
<div class="flex g8 xs muted"><span>📝 Quiz</span><span>·</span><span>${a.questions.length} q.</span><span>·</span><span>${nC} classe${nC!==1?'s':''}</span></div>
|
||
</div>`;
|
||
}
|
||
// ===================== UNE ACTIVITÉ =====================
|
||
function viewUneActivite({activityId,tab='questions',fromClassId}){
|
||
const a=act(activityId);if(!a)return'<div class="empty"><h3>Activité introuvable</h3></div>';
|
||
const tabs=[{id:'questions',label:'📝 Questions'},{id:'classes',label:'🏫 Classes'},{id:'resultats',label:'📊 Résultats'}];
|
||
const np=fromClassId?`,fromClassId:'${fromClassId}'`:'';
|
||
let content=tab==='questions'?tabQuestions(a):tab==='classes'?tabClassesActivite(a):tabResultatsActivite(a,fromClassId);
|
||
const statusCls=a.status==='published'?'b-ok':'b-draft';
|
||
const statusLabel=a.status==='published'?'✓ Publié':'Brouillon';
|
||
return`<div class="ph">
|
||
<div><div class="pt">${a.name}</div>
|
||
<div class="ps flex g10" style="flex-wrap:wrap;align-items:center;">
|
||
<span class="badge ${statusCls} badge-toggle" onclick="toggleStatus('${a.id}',event)" title="Cliquer pour changer">${statusLabel} ✎</span>
|
||
<span class="muted">·</span><span>📝 Quiz · ${a.questions.length} questions</span><span class="muted">·</span><span>Créé le ${a.createdAt}</span>
|
||
${a.code?`<span class="muted">·</span><span>Code : <strong>${a.code}</strong></span><button class="btn-ico" onclick="copyText('${a.code}')" title="Copier le code">📋</button>`:''}
|
||
</div></div>
|
||
<div class="flex g10">
|
||
<button class="btn btn-s btn-sm" onclick="S.navigate('creer-activite',{activityId:'${a.id}'})">✏️ Modifier</button>
|
||
<button class="btn btn-d btn-sm" onclick="confirmDeleteActivity('${a.id}')">🗑 Supprimer</button>
|
||
</div></div>
|
||
<div class="tabs">${tabs.map(t=>`<div class="tab${tab===t.id?' active':''}" onclick="S.navigate('une-activite',{activityId:'${activityId}',tab:'${t.id}'${np}},false)">${t.label}</div>`).join('')}</div>
|
||
${content}`;
|
||
}
|
||
function tabQuestions(a){
|
||
if(!a.questions.length)return`<div class="empty"><div class="empty-ico">📝</div><h3>Aucune question</h3><button class="btn btn-p" onclick="S.navigate('creer-activite',{activityId:'${a.id}'})">Modifier</button></div>`;
|
||
return a.questions.map((q,i)=>`<div class="q-card mb12">
|
||
<div class="q-hd"><span class="q-num">Question ${i+1}</span></div>
|
||
<p class="semi mb12">${escHtml(q.text)}</p>
|
||
${q.answers.map((ans,j)=>`<div class="ans-row${j===q.correct?' correct':''}">
|
||
<div class="ans-letter">${'ABCD'[j]}</div><span style="flex:1;font-size:13px;">${escHtml(ans)}</span>
|
||
${j===q.correct?'<span class="badge b-ok">✓ Correcte</span>':''}
|
||
</div>`).join('')}
|
||
<div class="tip mt12" style="margin-bottom:0;"><div class="tip-title">💬 Feedback</div><div class="tip-body">${escHtml(q.feedback)}</div></div>
|
||
</div>`).join('');}
|
||
|
||
function tabClassesActivite(a){
|
||
const allCls=filteredClasses();
|
||
return`<div style="margin-bottom:16px;">
|
||
<p class="xs muted mb12">Ce module sera visible dans l'<strong>espace collège</strong> des élèves des classes activées.</p>
|
||
${allCls.length===0
|
||
?`<div class="empty"><p>Aucune classe pour cette année scolaire.</p></div>`
|
||
:allCls.map(c=>{const isOn=a.assignedClasses.includes(c.id);return`<div class="module-row">
|
||
<div><span class="semi">${c.name}</span><span class="badge b-gray ms">${c.students.length} élève${c.students.length!==1?'s':''}</span></div>
|
||
<label class="toggle-sw">
|
||
<input type="checkbox" ${isOn?'checked':''} onchange="toggleActClass('${a.id}','${c.id}',this.checked)">
|
||
<div class="toggle-track"></div><div class="toggle-thumb"></div>
|
||
</label></div>`;}).join('')}
|
||
</div>`;
|
||
}
|
||
function toggleActClass(actId,classId,checked){
|
||
const a=act(actId);const c=cls(classId);if(!a||!c)return;
|
||
if(checked){if(!a.assignedClasses.includes(classId))a.assignedClasses.push(classId);if(!c.activities.includes(actId))c.activities.push(actId);}
|
||
else{a.assignedClasses=a.assignedClasses.filter(id=>id!==classId);c.activities=c.activities.filter(id=>id!==actId);}
|
||
showToast(checked?`Module assigné à ${c.name} ✓`:`Retiré de ${c.name}`,checked?'ok':'');
|
||
S.navigate('une-activite',{activityId:actId,tab:'classes'},false);render();
|
||
}
|
||
|
||
function tabResultatsActivite(a,fromClassId){
|
||
const assignedCls=DB.classes.filter(c=>a.assignedClasses.includes(c.id));
|
||
const allStu=assignedCls.flatMap(c=>c.students);
|
||
let doneCount=0;allStu.forEach(s=>{const r=(DB.results[s.id]||{})[a.id];if(r&&r.status==='done')doneCount++;});
|
||
const totalStu=allStu.length;
|
||
const sel=fromClassId?[fromClassId]:(S.params.selectedActCls||[]);
|
||
const displayCls=sel.length>0?assignedCls.filter(c=>sel.includes(c.id)):assignedCls;
|
||
const openId=S.params.openResultsCls||(displayCls.length===1?displayCls[0].id:null);
|
||
const nQ=a.questions.length;
|
||
const globalPcts=qPct(allStu,a.id,nQ);
|
||
const nonNull=globalPcts.filter(v=>v!==null);
|
||
const globalAvg=nonNull.length?Math.round(nonNull.reduce((s,v)=>s+v,0)/nonNull.length):null;
|
||
const chips=assignedCls.length>1?chipFilter(assignedCls,c=>c.id,c=>c.name,sel,'setActCls',`setActCls([])`):'';
|
||
|
||
// Global pct heat row
|
||
const globalHeat=`<div class="card mb20">
|
||
<div class="card-hd fbet">
|
||
<span class="card-title">Réussite globale par question</span>
|
||
<button class="btn btn-s btn-sm" onclick="exportResultsCSV('${a.id}')">⬇ CSV global</button>
|
||
</div>
|
||
<div class="heat-wrap" style="padding:16px;">
|
||
<table class="heat-table"><thead><tr>
|
||
<th class="ht-code">Scope</th>${a.questions.map((_,i)=>`<th>Q${i+1}</th>`).join('')}<th style="text-align:right;padding-left:10px;">Moy.</th>
|
||
</tr></thead><tbody><tr>
|
||
<td class="ht-code" style="font-size:12px;color:var(--muted);font-weight:600;">${doneCount}/${totalStu} réponses</td>
|
||
${globalPcts.map(p=>`<td>${pctBadge(p)}</td>`).join('')}
|
||
<td class="ht-score">${globalAvg!==null?'<span class="badge b-info">'+globalAvg+'%</span>':'—'}</td>
|
||
</tr></tbody></table>
|
||
</div></div>`;
|
||
|
||
return`${fromClassId?`<div class="alert alert-info mb16">ℹ️ Résultats filtrés sur <strong>${cls(fromClassId)?.name}</strong>.</div>`:''}
|
||
<div class="g2 mb20" style="max-width:440px;">
|
||
<div class="stat"><div class="stat-label">Ayant répondu·e</div><div class="stat-val">${doneCount}/${totalStu}</div></div>
|
||
<div class="stat"><div class="stat-label">Score moyen</div><div class="stat-val">${globalAvg!==null?globalAvg+'%':'—'}</div></div>
|
||
</div>
|
||
${globalHeat}${chips}
|
||
${displayCls.map(c=>{
|
||
const isOpen=openId===c.id;
|
||
const cDone=c.students.filter(s=>{const r=(DB.results[s.id]||{})[a.id];return r&&r.status==='done';}).length;
|
||
const cPcts=qPct(c.students,a.id,nQ);
|
||
const cNonNull=cPcts.filter(v=>v!==null);
|
||
const cAvg=cNonNull.length?Math.round(cNonNull.reduce((s,v)=>s+v,0)/cNonNull.length):null;
|
||
return`<div class="acc-cls">
|
||
<div class="acc-hd${isOpen?' open':''}" onclick="toggleAccordion('openResultsCls','${c.id}')">
|
||
<span class="card-title">${c.name} <span class="badge b-gray ms">${c.students.length} élèves</span></span>
|
||
<div class="flex g10" style="align-items:center;">
|
||
<span class="xs muted">${cDone}/${c.students.length} réponses${cAvg!==null?' · moy. '+cAvg+'%':''}</span>
|
||
<button class="btn btn-s btn-sm" onclick="event.stopPropagation();exportResultsCSV('${a.id}','${c.id}')">⬇ CSV</button>
|
||
<button class="btn btn-d btn-sm" onclick="event.stopPropagation();confirmResetResults('${c.id}','${a.id}')">🗑 Reset</button>
|
||
<span style="color:var(--muted);font-size:11px;">${isOpen?'▲':'▼'}</span>
|
||
</div>
|
||
</div>
|
||
<div style="padding:10px 16px;background:#F8F5EF;border-bottom:1px solid var(--border);">
|
||
<table class="heat-table"><tbody><tr>
|
||
<td class="ht-code" style="font-size:11px;color:var(--muted);font-weight:600;">% par question</td>
|
||
${cPcts.map(p=>`<td>${pctBadge(p)}</td>`).join('')}
|
||
<td class="ht-score">${cAvg!==null?cAvg+'%':'—'}</td>
|
||
</tr></tbody></table>
|
||
</div>
|
||
${isOpen?`<div>${renderHeatGrid(c,a)}</div>`:''}
|
||
</div>`;
|
||
}).join('')}`;
|
||
}
|
||
|
||
function renderHeatGrid(c,a){
|
||
const qs=a.questions;const nQ=qs.length;
|
||
return`<div class="heat-wrap" style="padding:14px 16px;">
|
||
<table class="heat-table">
|
||
<thead><tr>
|
||
<th class="ht-code">Code élève</th>${qs.map((_,i)=>`<th>Q${i+1}</th>`).join('')}<th style="text-align:right;padding-left:10px;">Score</th>
|
||
</tr></thead>
|
||
<tbody>${c.students.map(s=>{
|
||
const r=(DB.results[s.id]||{})[a.id];
|
||
const done=r&&r.status==='done';
|
||
const score=done?ansScore(r.ans):null;
|
||
return`<tr>
|
||
<td class="ht-code">${s.code}</td>
|
||
${qs.map((_,i)=>{
|
||
if(!done)return`<td><div class="hcell hc-none" title="Pas répondu">·</div></td>`;
|
||
return`<td><div class="hcell ${r.ans[i]?'hc-ok':'hc-no'}" title="Q${i+1}: ${r.ans[i]?'✓ Correct':'✗ Faux'}">${r.ans[i]?'✓':'✗'}</div></td>`;
|
||
}).join('')}
|
||
<td class="ht-score">${done?`<span class="badge ${score/nQ>=0.75?'b-ok':score/nQ>=0.4?'b-info':'b-warn'}">${score}/${nQ}</span>`:'<span class="muted xs">—</span>'}</td>
|
||
</tr>`;}).join('')}
|
||
</tbody>
|
||
</table>
|
||
</div>`;
|
||
}
|
||
// ===================== QUIZ BUILDER =====================
|
||
function initNewQuiz(){S.quizEditor={activityId:null,name:'',questions:[newQ()]};S.quizDirty=false;S.navigate('creer-activite',{});}
|
||
function newQ(){return{text:'',answers:['','','',''],correct:0,feedback:''};}
|
||
function viewCreerActivite({activityId}){
|
||
if(activityId&&!S.quizEditor){const a=act(activityId);if(a)S.quizEditor={activityId,name:a.name,questions:a.questions.map(q=>({...q,answers:[...q.answers]}))};S.quizDirty=false;}
|
||
if(!S.quizEditor){S.quizEditor={activityId:null,name:'',questions:[newQ()]};S.quizDirty=false;}
|
||
const qe=S.quizEditor;
|
||
return`<div class="ph"><div><div class="pt">${activityId?'Modifier le quiz':'Nouveau quiz'}</div>
|
||
<div class="ps">${qe.questions.length}/10 questions</div></div>
|
||
<div class="flex g10">
|
||
<button class="btn btn-s btn-sm" onclick="showTipsModal()">💡 Conseils</button>
|
||
<button class="btn btn-s btn-sm" onclick="S.quizEditor=null;S.quizDirty=false;S.back()">Annuler</button>
|
||
<button id="quizSaveBtn" class="btn btn-p" ${S.quizDirty?'':'disabled'} onclick="saveQuiz()">✓ Enregistrer</button>
|
||
</div></div>
|
||
<div class="fg mb20"><label>Nom du quiz</label><input type="text" id="quizName" value="${escHtml(qe.name)}" placeholder="Ex. : La conquête de l'Angleterre" oninput="S.quizEditor.name=this.value;markDirty()"></div>
|
||
<div class="card mb20" style="padding:14px;">
|
||
<p class="xs muted mb8">Ordre — glissez-déposez pour réorganiser</p>
|
||
<div id="thumbsRow" style="display:flex;gap:8px;flex-wrap:wrap;">
|
||
${qe.questions.map((q,i)=>`<div data-idx="${i}" draggable="true"
|
||
style="border:2px solid var(--border);border-radius:8px;padding:7px 11px;cursor:grab;background:#fff;min-width:75px;max-width:130px;transition:all .15s;"
|
||
ondragstart="thumbDragStart(event,${i})" ondragover="thumbDragOver(event)" ondrop="thumbDrop(event,${i})" ondragleave="thumbDragLeave(event)">
|
||
<div style="font-size:10px;font-weight:700;color:var(--accent);margin-bottom:2px;">Q${i+1}</div>
|
||
<div style="font-size:10px;color:var(--muted);overflow:hidden;text-overflow:ellipsis;white-space:nowrap;">${q.text?q.text.slice(0,30)+'…':'Vide'}</div>
|
||
</div>`).join('')}
|
||
</div>
|
||
</div>
|
||
<div id="questionsArea">
|
||
${qe.questions.map((q,i)=>renderQCard(q,i)).join('')}
|
||
${qe.questions.length<10?`<button class="btn btn-s w100" style="border-style:dashed;" onclick="addQ()">+ Ajouter une question (${qe.questions.length}/10)</button>`:`<p class="sm muted center">Maximum 10 questions atteint.</p>`}
|
||
</div>`;
|
||
}
|
||
function renderQCard(q,i){
|
||
return`<div class="q-card" id="qcard-${i}" data-idx="${i}" draggable="true"
|
||
ondragstart="cardDragStart(event,${i})" ondragover="cardDragOver(event)" ondrop="cardDrop(event,${i})" ondragleave="cardDragLeave(event)">
|
||
<div class="q-hd">
|
||
<div class="flex g8" style="align-items:center;"><span class="q-drag" title="Glisser">⠿</span><span class="q-num">Question ${i+1}</span></div>
|
||
${S.quizEditor.questions.length>1?`<button class="btn-ico" onclick="removeQ(${i})">🗑️</button>`:''}
|
||
</div>
|
||
<div class="fg"><label>Intitulé <span class="label-hint">200 car. max</span></label>
|
||
<textarea maxlength="200" data-ccid="cc-txt-${i}" placeholder="En quelle année…"
|
||
oninput="S.quizEditor.questions[${i}].text=this.value;markDirty();updateCharCount(this,200)">${escHtml(q.text)}</textarea>
|
||
<div id="cc-txt-${i}" class="char-count${q.text.length>=170?' near':''}">${q.text.length}/200</div></div>
|
||
<p class="sm semi mb8" style="font-size:12px;">Réponses <span class="label-hint">(sélectionnez la correcte · 80 car. max)</span></p>
|
||
${['A','B','C','D'].map((L,j)=>`<div class="ans-row${q.correct===j?' correct':''}" id="ansrow-${i}-${j}">
|
||
<input type="radio" name="cor-${i}" ${q.correct===j?'checked':''} onchange="setCorrect(${i},${j})" style="width:auto;accent-color:var(--ok);">
|
||
<div class="ans-letter">${L}</div>
|
||
<div style="flex:1;">
|
||
<input type="text" maxlength="80" data-ccid="cc-ans-${i}-${j}" placeholder="Réponse ${L}"
|
||
value="${escHtml(q.answers[j])}" oninput="S.quizEditor.questions[${i}].answers[${j}]=this.value;markDirty();updateCharCount(this,80)">
|
||
<div id="cc-ans-${i}-${j}" class="char-count${q.answers[j].length>=68?' near':''}">${q.answers[j].length}/80</div>
|
||
</div></div>`).join('')}
|
||
<div class="fg mt12" style="margin-bottom:0;"><label>Feedback <span class="label-hint">300 car. max</span></label>
|
||
<textarea maxlength="300" data-ccid="cc-fb-${i}" placeholder="Pas tout à fait !…"
|
||
oninput="S.quizEditor.questions[${i}].feedback=this.value;markDirty();updateCharCount(this,300)">${escHtml(q.feedback)}</textarea>
|
||
<div id="cc-fb-${i}" class="char-count${q.feedback.length>=255?' near':''}">${q.feedback.length}/300</div></div>
|
||
</div>`;
|
||
}
|
||
let _dragSrc=null;
|
||
function thumbDragStart(e,i){_dragSrc=i;e.currentTarget.style.opacity='.4';}
|
||
function thumbDragOver(e){e.preventDefault();e.currentTarget.style.borderColor='var(--accent)';e.currentTarget.style.background='#FFF8EC';}
|
||
function thumbDragLeave(e){e.currentTarget.style.borderColor='var(--border)';e.currentTarget.style.background='#fff';}
|
||
function thumbDrop(e,i){
|
||
e.preventDefault();e.currentTarget.style.borderColor='var(--border)';e.currentTarget.style.background='#fff';
|
||
if(_dragSrc===null||_dragSrc===i)return;
|
||
const qs=S.quizEditor.questions;const m=qs.splice(_dragSrc,1)[0];qs.splice(i,0,m);_dragSrc=null;S.quizDirty=true;render();
|
||
}
|
||
let _cardSrc=null;
|
||
function cardDragStart(e,i){_cardSrc=i;e.currentTarget.style.opacity='.5';}
|
||
function cardDragOver(e){e.preventDefault();e.currentTarget.classList.add('drag-over');}
|
||
function cardDragLeave(e){e.currentTarget.classList.remove('drag-over');}
|
||
function cardDrop(e,i){
|
||
e.preventDefault();e.currentTarget.classList.remove('drag-over');e.currentTarget.style.opacity='1';
|
||
if(_cardSrc===null||_cardSrc===i)return;
|
||
const qs=S.quizEditor.questions;const m=qs.splice(_cardSrc,1)[0];qs.splice(i,0,m);_cardSrc=null;S.quizDirty=true;render();
|
||
}
|
||
function initDragDrop(){document.querySelectorAll('.q-card').forEach(c=>c.addEventListener('dragend',()=>{c.style.opacity='1';c.classList.remove('drag-over');}));}
|
||
function setCorrect(qIdx,ansIdx){
|
||
if(!S.quizEditor)return;
|
||
S.quizEditor.questions[qIdx].correct=ansIdx;
|
||
document.querySelectorAll(`[id^="ansrow-${qIdx}-"]`).forEach((r,j)=>r.classList.toggle('correct',j===ansIdx));
|
||
markDirty();
|
||
}
|
||
function addQ(){if(!S.quizEditor)return;if(S.quizEditor.questions.length>=10){showToast('Maximum 10 questions.');return;}S.quizEditor.questions.push(newQ());S.quizDirty=true;render();}
|
||
function removeQ(i){if(!S.quizEditor||S.quizEditor.questions.length<=1)return;S.quizEditor.questions.splice(i,1);S.quizDirty=true;render();}
|
||
function saveQuiz(){
|
||
const qe=S.quizEditor;if(!qe)return;
|
||
if(!qe.name.trim()){showToast('Donnez un nom au quiz.');return;}
|
||
if(qe.questions.some(q=>!q.text.trim())){showToast('Renseignez toutes les questions.');return;}
|
||
if(qe.activityId){const a=act(qe.activityId);if(a){a.name=qe.name;a.questions=qe.questions;}showToast('Quiz mis à jour ✓','ok');S.quizEditor=null;S.quizDirty=false;S.navigate('une-activite',{activityId:qe.activityId,tab:'questions'});}
|
||
else{const id='a'+Date.now();const code='MOD-'+Math.random().toString(36).slice(2,4).toUpperCase()+Math.random().toString(36).slice(2,4).toUpperCase()+'-GC'+new Date().getFullYear().toString().slice(2);DB.activities.unshift({id,name:qe.name,code,format:'quiz',status:'draft',createdAt:'Maintenant',assignedClasses:[],questions:qe.questions});showToast('Quiz créé ✓','ok');S.quizEditor=null;S.quizDirty=false;S.navigate('une-activite',{activityId:id,tab:'questions'});}
|
||
}
|
||
// ===================== SUIVI DES ÉLÈVES =====================
|
||
function viewSuiviEleves({selectedClasses,fromClassId,openSuiviCls}){
|
||
const sel=selectedClasses||[];
|
||
const fc=filteredClasses();const displayCls=sel.length>0?fc.filter(c=>sel.includes(c.id)):fc;
|
||
const allStu=displayCls.flatMap(c=>c.students);
|
||
const started=allStu.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>0;}).length;
|
||
const finished=allStu.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>=16;}).length;
|
||
const openId=openSuiviCls||(displayCls.length===1?displayCls[0].id:null);
|
||
const chips=chipFilter(filteredClasses(),c=>c.id,c=>c.name,sel,'setSuiviCls',`setSuiviCls([])`);
|
||
return`<div class="ph"><div><div class="pt">Suivi des élèves</div><div class="ps">Progression dans l'application · ${allStu.length} élève${allStu.length!==1?'s':''}</div></div></div>
|
||
${chips}
|
||
<div class="g3 mb22">
|
||
<div class="stat"><div class="stat-label">Élèves suivis</div><div class="stat-val">${allStu.length}</div></div>
|
||
<div class="stat"><div class="stat-label">Ont commencé·e·s</div><div class="stat-val">${started}</div></div>
|
||
<div class="stat"><div class="stat-label">Ont terminé·e·s</div><div class="stat-val">${finished}</div></div>
|
||
</div>
|
||
${displayCls.map(c=>{
|
||
const cStu=c.students;
|
||
const cStart=cStu.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>0;}).length;
|
||
const cFin=cStu.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>=16;}).length;
|
||
const isOpen=openId===c.id;
|
||
return`<div class="acc-cls">
|
||
<div class="acc-hd${isOpen?' open':''}" onclick="toggleSuiviCls('${c.id}','${fromClassId||''}',${jsSQ(sel)})">
|
||
<span class="card-title">${c.name} <span class="badge b-gray ms">${cStu.length} élèves</span></span>
|
||
<div class="flex g10" style="align-items:center;">
|
||
<span class="xs muted">${cStart} commencé${cStart!==1?'s':''} · ${cFin} terminé${cFin!==1?'s':''}</span>
|
||
<button class="btn btn-s btn-sm" onclick="event.stopPropagation();exportProgressionCSV('${c.id}')">⬇ CSV</button>
|
||
<span style="color:var(--muted);font-size:11px;">${isOpen?'▲':'▼'}</span>
|
||
</div>
|
||
</div>
|
||
${isOpen?`<div class="tw" style="padding:0;">
|
||
<table><thead><tr><th>Code élève</th><th>Progression</th><th>Statut</th></tr></thead>
|
||
<tbody>${cStu.map(s=>{
|
||
const p=DB.progression[s.id]||{c1:0,c2:0,c3:0,c4:0};
|
||
const tot=totalSteps(p);const pct=Math.round(tot/16*100);
|
||
return`<tr>
|
||
<td><code style="font-size:12px;font-weight:700;">${s.code}</code></td>
|
||
<td><div style="display:flex;align-items:center;gap:8px;">
|
||
<div class="prog-bar" style="width:90px;"><div class="prog-fill" style="width:${pct}%;background:${pct>=100?'var(--ok)':pct>=50?'var(--accent)':'var(--accent)'};"></div></div>
|
||
<span class="xs semi">${tot}/16</span>
|
||
</div></td>
|
||
<td>${progStatusBadge(p)}</td>
|
||
</tr>`;}).join('')}
|
||
</tbody></table>
|
||
</div>`:''}
|
||
</div>`;
|
||
}).join('')}`;
|
||
}
|
||
function toggleSuiviCls(classId,fromClassId,sel){
|
||
const cur=S.params.openSuiviCls;const newOpen=cur===classId?null:classId;
|
||
S.navigate('suivi-eleves',{selectedClasses:sel,fromClassId:fromClassId||'',openSuiviCls:newOpen},false);
|
||
}
|
||
|
||
// ===================== ACCUEIL =====================
|
||
function viewAccueil(){
|
||
return`<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAl8AAAFOCAYAAAC43Xi+AAAMP2lDQ1BJQ0MgUHJvZmlsZQAASImVVwdYU8kWnluSkEBooUsJvQkiUgJICaEFkF4EGyEJEEqICUHFji4quHYRARu6KqLYAbEjdhbFhn2xoKKsiwW78iYFdN1Xvne+b+797z9n/nPm3LllANA4wRGJclFNAPKEBeK40ED62JRUOuk5QAAOCEAf2HG4EhEzJiYSQBs8/93e3YDe0K46ybT+2f9fTYvHl3ABQGIgTudJuHkQHwAAr+aKxAUAEGW85ZQCkQzDBnTEMEGIF8pwpgJXy3C6Au+R+yTEsSBuBUBFjcMRZwKgfhny9EJuJtRQ74PYRcgTCAHQoEPsl5eXz4M4DWI76COCWKbPSP9BJ/NvmulDmhxO5hBWzEVuKkECiSiXM+3/LMf/trxc6WAMG9jUssRhcbI5w7rdzMmPkGE1iHuF6VHREGtD/EHAk/tDjFKypGGJCn/UmCthwZoBPYhdeJygCIiNIQ4R5kZFKvn0DEEIG2K4QtCpggJ2AsQGEC/kS4LjlT4bxflxylhoQ4aYxVTy5zhieVxZrPvSnESmUv91Fp+t1MfUi7ISkiGmQGxVKEiKglgdYmdJTnyE0md0URYratBHLI2T5W8FcRxfGBqo0McKM8QhcUr/0jzJ4HyxjVkCdpQS7yvISghT1Adr5XLk+cO5YJf5QmbioA5fMjZycC48flCwYu7YM74wMV6p80FUEBinGItTRLkxSn/cgp8bKuMtIHaTFMYrx+JJBXBBKvTxDFFBTIIiT7womxMeo8gHXwYiAQsEATqQwpYO8kE2ELT3NvbCK0VPCOAAMcgEfOCkZAZHJMt7hPAYD4rAnxDxgWRoXKC8lw8KIf91iFUcnUCGvLdQPiIHPIE4D0SAXHgtlY8SDkVLAo8hI/hHdA5sXJhvLmyy/n/PD7LfGSZkIpWMdDAiXWPQkxhMDCKGEUOI9rgR7of74JHwGACbK87AvQbn8d2f8ITQQXhIuE7oItyaJCgW/5TlGNAF9UOUtUj/sRa4DdR0xwNxX6gOlXE93Ag44W4wDhP3h5HdIctS5i2rCv0n7b/N4Ie7ofQju5BRsj45gGz380h1B3X3IRVZrX+sjyLX9KF6s4Z6fo7P+qH6PHiO+NkTW4jtx85iJ7Hz2BGsEdCx41gT1oYdleGh1fVYvroGo8XJ88mBOoJ/xBu8s7JKSlzqXHpcvij6CvhTZe9owMoXTRMLMrMK6Ez4ReDT2UKu83C6q4urBwCy74vi9fUmVv7dQPTavnPz/gDA9/jAwMDh71z4cQD2esLH/9B3zo4BPx2qAJw7xJWKCxUcLjsQ4FtCAz5phsAUWAI7OB9X4AF8QAAIBuEgGiSAFDARZp8F17kYTAEzwFxQAsrAMrAaVIINYDPYDnaBfaARHAEnwRlwEVwG18EduHq6wQvQB96BzwiCkBAqQkMMETPEGnFEXBEG4ocEI5FIHJKCpCGZiBCRIjOQeUgZsgKpRDYhtche5BByEjmPdCC3kAdID/Ia+YRiqBqqg5qgNugIlIEy0Qg0AZ2AZqKT0SJ0ProErUBr0J1oA3oSvYheR7vQF2g/BjBVTA8zx5wwBsbCorFULAMTY7OwUqwcq8HqsWZ4n69iXVgv9hEn4jScjjvBFRyGJ+JcfDI+C1+MV+Lb8Qa8Fb+KP8D78G8EKsGY4EjwJrAJYwmZhCmEEkI5YSvhIOE0fJa6Ce+IRKIe0ZboCZ/FFGI2cTpxMXEdcTfxBLGD+IjYTyKRDEmOJF9SNIlDKiCVkNaSdpKOk66QukkfVFRVzFRcVUJUUlWEKsUq5So7VI6pXFF5qvKZrEm2JnuTo8k88jTyUvIWcjP5Ermb/JmiRbGl+FISKNmUuZQKSj3lNOUu5Y2qqqqFqpdqrKpAdY5qheoe1XOqD1Q/qmmrOaix1MarSdWWqG1TO6F2S+0NlUq1oQZQU6kF1CXUWuop6n3qB3WaurM6W52nPlu9Sr1B/Yr6Sw2yhrUGU2OiRpFGucZ+jUsavZpkTRtNliZHc5ZmleYhzU7Nfi2a1kitaK08rcVaO7TOaz3TJmnbaAdr87Tna2/WPqX9iIbRLGksGpc2j7aFdprWrUPUsdVh62TrlOns0mnX6dPV1nXTTdKdqlule1S3Sw/Ts9Fj6+XqLdXbp3dD75O+iT5Tn6+/SL9e/4r+e4NhBgEGfINSg90G1w0+GdINgw1zDJcbNhreM8KNHIxijaYYrTc6bdQ7TGeYzzDusNJh+4bdNkaNHYzjjKcbbzZuM+43MTUJNRGZrDU5ZdJrqmcaYJptusr0mGmPGc3Mz0xgtsrsuNlzui6dSc+lV9Bb6X3mxuZh5lLzTebt5p8tbC0SLYotdlvcs6RYMiwzLFdZtlj2WZlZjbGaYVVndduabM2wzrJeY33W+r2NrU2yzQKbRptntga2bNsi2zrbu3ZUO3+7yXY1dtfsifYM+xz7dfaXHVAHd4cshyqHS46oo4ejwHGdY8dwwnCv4cLhNcM7ndScmE6FTnVOD5z1nCOdi50bnV+OsBqROmL5iLMjvrm4u+S6bHG5M1J7ZPjI4pHNI1+7OrhyXatcr42ijgoZNXtU06hXbo5ufLf1bjfdae5j3Be4t7h/9fD0EHvUe/R4WnmmeVZ7djJ0GDGMxYxzXgSvQK/ZXke8Pnp7eBd47/P+y8fJJ8dnh8+z0baj+aO3jH7ka+HL8d3k2+VH90vz2+jX5W/uz/Gv8X8YYBnAC9ga8JRpz8xm7mS+DHQJFAceDHzP8mbNZJ0IwoJCg0qD2oO1gxODK4Pvh1iEZIbUhfSFuodODz0RRgiLCFse1sk2YXPZtey+cM/wmeGtEWoR8RGVEQ8jHSLFkc1j0DHhY1aOuRtlHSWMaowG0ezoldH3YmxjJsccjiXGxsRWxT6JGxk3I+5sPC1+UvyO+HcJgQlLE+4k2iVKE1uSNJLGJ9UmvU8OSl6R3DV2xNiZYy+mGKUIUppSSalJqVtT+8cFj1s9rnu8+/iS8Tcm2E6YOuH8RKOJuROPTtKYxJm0P42Qlpy2I+0LJ5pTw+lPZ6dXp/dxWdw13Be8AN4qXg/fl7+C/zTDN2NFxrNM38yVmT1Z/lnlWb0ClqBS8Co7LHtD9vuc6JxtOQO5ybm781Ty0vIOCbWFOcLWfNP8qfkdIkdRiahrsvfk1ZP7xBHirRJEMkHSVKADf+TbpHbSX6QPCv0Kqwo/TEmasn+q1lTh1LZpDtMWTXtaFFL023R8Ond6ywzzGXNnPJjJnLlpFjIrfVbLbMvZ82d3zwmds30uZW7O3N+LXYpXFL+dlzyveb7J/DnzH/0S+ktdiXqJuKRzgc+CDQvxhYKF7YtGLVq76Fspr/RCmUtZedmXxdzFF34d+WvFrwNLMpa0L/VYun4ZcZlw2Y3l/su3r9BaUbTi0coxKxtW0VeVrnq7etLq8+Vu5RvWUNZI13RVRFY0rbVau2ztl8qsyutVgVW7q42rF1W/X8dbd2V9wPr6DSYbyjZ82ijYeHNT6KaGGpua8s3EzYWbn2xJ2nL2N8ZvtVuNtpZt/bpNuK1re9z21lrP2todxjuW1qF10rqeneN3Xt4VtKup3ql+02693WV7wB7pnud70/be2Bexr2U/Y3/9AesD1QdpB0sbkIZpDX2NWY1dTSlNHYfCD7U0+zQfPOx8eNsR8yNVR3WPLj1GOTb/2MDxouP9J0Qnek9mnnzUMqnlzqmxp661xra2n444fe5MyJlTZ5lnj5/zPXfkvPf5QxcYFxovelxsaHNvO/i7++8H2z3aGy55Xmq67HW5uWN0x7Er/ldOXg26euYa+9rF61HXO24k3rjZOb6z6ybv5rNbubde3S68/fnOnLuEu6X3NO+V3ze+X/OH/R+7uzy6jj4IetD2MP7hnUfcRy8eSx5/6Z7/hPqk/KnZ09pnrs+O9IT0XH4+7nn3C9GLz70lf2r9Wf3S7uWBvwL+ausb29f9Svxq4PXiN4Zvtr11e9vSH9N//13eu8/vSz8Yftj+kfHx7KfkT08/T/lC+lLx1f5r87eIb3cH8gYGRBwxR/4rgMGGZmQA8HobANQUAGhwf0YZp9j/yQ1R7FnlCPwnrNgjyg3+udTD//fYXvh30wnAni1w+wX1NcYDEEMFIMELoKNGDbXBvZp8XykzItwHbIz7mp6XDv6NKfacP+T98xnIVN3Az+d/ATOkfFtB84BZAAAAVmVYSWZNTQAqAAAACAABh2kABAAAAAEAAAAaAAAAAAADkoYABwAAABIAAABEoAIABAAAAAEAAAJfoAMABAAAAAEAAAFOAAAAAEFTQ0lJAAAAU2NyZWVuc2hvdIPj714AAAHWaVRYdFhNTDpjb20uYWRvYmUueG1wAAAAAAA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJYTVAgQ29yZSA2LjAuMCI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIj4KICAgICAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjMzNDwvZXhpZjpQaXhlbFlEaW1lbnNpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWERpbWVuc2lvbj42MDc8L2V4aWY6UGl4ZWxYRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpVc2VyQ29tbWVudD5TY3JlZW5zaG90PC9leGlmOlVzZXJDb21tZW50PgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KdYXsDAAAQABJREFUeAHMvcuSJUt2nrerKrOqzukL2CCuBEiBaF5kNNNEU031BprpAfQ+egLN9DoayCQaIbBBEJSZjEYSgIg+p+6p7/v/tSIis6q6G02ZkZ65I9yXr7svv4RH7NjP/uf/4b99+Ob169uzZ7fbxw8Pt48fb7eH2+129/Ll7fb82e3779/e3r57d3txd3d7Rvl28yNGc3fAfvDt69ur+/vwaN3D7eHhU3GePb89lw4SoIEhCeLngb14cYfMT7f37z/c3r17n/zD7fntI6hKkvYZyj18+nS7e/4C4KcpP3CGh4o/yBwqyySL0ph5cf/s9s2r+9v9y+dBFSN0D89v/N8+IPsTvNXs06eH6PFRBuSfIc/Px08f0e1deSqAhFYemlcW6QE6P8pWxoBRGV9EH07aM/oFDzqrsNDc0AwPmQrjGMtG3vPwP+sES+3nmiIydoAxelW/55hXGcUv42fATCOmVU+O0TIIg0U7V//RXb5hwjEynt/u7okdkIyhuxe27YfbC85aNqGR9pWRvtk4WXtG0iNN0r5AtMekPX7evX17+0AswTltKC9xnj9XXrwY/G0nadRz0/KzHD2el/7Fixe3l69eofcLbDAuap+U4aU1goaR+rWdnkUvZYi3+B8+0AdI8nrOxxiERfWEVtzv37y5veGTuAZdXbVDvitnxFFpO2AjeoEWm6LXODj54Rsa8kcKwZYgnn5URgsfO690VC1fscxfU1H1y0b31IInZu0gp8gLX+syfpgx6VfjeHA+GXMCJ4U/PNO3gC8ZBKEVLX0cHNtPH1r+6GBnkmDYaYN/+vyZMYP/5L+yg64sYOI6Zoxaj3DEM9VS2A+f0lT/Z/SBB8YfZanT+i86qEc+cjE20B2ce8ZlceX8nLFJO1T94+gsNgwPXR5ON8EC3JEjr4/jA9vhxR1jK5yEK1ffrO7Cj1iWhs/GoeLiWzMkx+tPjJfNt7/JrzoT74wBH/DZygkih/XnHXo4GtenqzzlWAmetvG3uoknrXOIOqY/wy/6YkvbDWxkbtysr9em1UE95WebblAI22TdFuVbW2vb0kZO2qQ61nbGC/C1xrMw5xT9Fj8yByrPusxBH95nPLRchWr/6rK8HDcWpmLG0frlhMvZOMWrmJLxBr/oC/UXz7k1afq9NqjsxnY0V3lxOYsvL8hvn/S7cSxANjT5+leea695k3irPxQHnfHnnGD/vPFvbMdhoTr5SJ++CdwYTQx/YLxH95cv70svX9YJM5lg/bDSn+ppIp/xEiH6piCNbIqc+Kc6Wj74LJJnfGXdptDpj8SQUOvw1wXPdlOPu9fffHN77+JKw+9fMjG+TwPd3T3LwuT+ng5/9zoTxPv37zBWZgbDDfgdE9I9Hcrgij0RZeO0rIENunVEys8QHi7yebjdI/vl/evbS/i8ecPkycrrOa0cPnLk30B5zkRYfjgMZ+8Cx4BQH+s0/po3gL6D58uP6PqSyd9GTpCqwCfyDggEsUKgVAeT/rSjf4Ln2zcs0D7IX19Xn9VDulNeVA29dsVy2RLspuB5ZCA1cOVXPiK1nHMwKedvKxZHLqY9X2W2JkfR+YSHvjyqoMOGaCQwbM7acjt5H2RHZnE5w1cbytwgxNTVK2htj/csqtXj/Ts7CX2LseYjAXivr/GNg2AUGdbimhWcwE5989Yl2egkF2t2nnfv32cgcBCm0aBvu8jIzmocPBf5kur7kSEclsbUdqbKkobBi5h89+Zd+sFH9BZPuKmd91ljawb8TrbggKJYfeOCywHD8yfO0mVR9/plZGYyDVv5oj824h3DFNWYGPFDYtw+OD6JDehtfxCmHA/akL6wfrJOZTeJODwW5Lnx3YHZ+qLU17aTi6LDP8qUz8pDwtGW+tI/aWLLVYp1TeI84CDxnBCipLSx56RxMFV/8Z5n/NC+1ntKnbxOksoeJOMyrqD80cGav500HFvUyIHcwXTrXKggLMyPSR1Y/Dp2XcQFLp/lZ90zF++cQ5PyLJ7Vi48LMBWTv/qIbGy02YbXyMrETN1L9UKOfHOhyHkXEllgWKFJnpWRmLQIAF9ncYSpSbHRxV8vMj+wKNDHHCRNStmx0D4kfuo+JY6zaKMc+WCnLZUX/dpGxvj6LBcduhT5WXjIVx2VCU366kfaB3hAhaY+C4Y2YuqsX1NfgK++e7aOlor+jde2qwAl6YvKDEqBgRdBXl4oarPtoUDxz4WF9Nj5vBfvy2vjZLiGZiIgPIwx/fHi+d3tRdULqnJU7KO2xx/6uVzSfmTVSVvsg4nN2Nc2cRF0DDQrfOzXWv1hwprwSV6GJHVvfNamTzNOGmGSlZachZC0bTIe7JwsEnTxdRQtemRLNrLsX256yGb9iQcBE09cND//gE/vWA+8aiwEMwpIMXYkhlnAg/ccZlm7ZEyuHbbRJ+IkbRKdkQmPbSMYJdU6suKQwKpiLUbHrdMJuzlR3JhbGujXPnnkwhGYbRofkre9jkXu8L97yY5VVpIwv7t3EaJTCGJWJRrx4f3b26vXr1gc3d8+vXrOzpCN1xX7PTsad86k4I/qahH6BKYKy89qmcLdCWQgQgXloGGvWLneIfM9g6MLMCendABwvFJq4NNIBJqco6u5CJDPJnXoIFlZd0zOTNDvvqdRX2aFnAWjzqEhsTRxi7uQcTLTkc8Y9F8QYN9+cw/z57e3b9kBi0wHUfxjxyTFKjqrjWCcqZPB6ZTheGFeha3PQjJUyi5uOZxH4aEJnjhCzvOA44PAlRluW3M5T11kXcDJUrdJez9LFXuA63WL+n3wxYkMT2QesalWhVeCg9mz57QxbbpXOy8Y/G3fo8MoIT678FPGDLIO3op1sWWbPNrFCAmygl+eXvXr+/UjpBn0g0S+nUebRu7AlNOrsNrhIux9rux310Q5CqKtP3jRAR5x4BWmFycbh2+5cHFw2SugkjgKsbj/nivd+I1F6sSfsa8/rOd4SdURibFfH6jZEbcwzkBzoTBb+wrc/MbX4mfiiM/BDypHg3dKx4IS3dRfnbc9RHGxuOna/8VdHnFwAeO3qYJ0r7ivMk9+IKCbOstuL/Cs1574T99T7mJYfVRSxUpruAbDMvD6Gn7mARmLD/g/E64Nz/jgQs82rc9cKEzgGYfcKZBGeeWhdMX1nEI0Qjt4fbIhlcXpuiDJxAtsJ27d6I57k9aqE/HAZIP02xsuNBx3Xzh2ESORH69QGXMzouFGaBij4jNwjdj6iguBWWQ9w74s+sEjZKOD+E7Az/Vd/uNd1UhM6teP9IPa2dgzbDvZtH30i0mbZOP4jQu4QOGcMROf6ROM1V7vgMjPhaEcaoGxTmWSbWFfps+nXaZO/pbDv/OCSkulXHklrii3a6Wm9QfvSvAISXyUyXLB4Mk/i3WNSIIzsRC8BxesHYsUqs75aBhzh22mH9xQsN3llXYYVmq0MSTr9p0Ei8XwUpb2UPBfw7Qs8wsGBi7uJuuqB3jorDzlxp/QRqa6QlAYudiGEOEIsc2uSflpG4lCabvOZkW0gZS4sEp5MAmWfjM2gOAP6oxb6oT4l4sOzhk/oM3OkEZe5NR46UY0Z91r8s6K+fLHtwLDv+fSij8E1qtfMIENPD665NNGsuCTsVKeoTtV07fxn3ipl3VhjsnxPRwWxzbYxC4wnZiAsPF15KuXbuF+jDAD64c/+Da4VeA5txhfBTeM14ARJuK4OPbUVIxEqQScioLTgBXufw49U2dDvH7xagypEWtMBixw7LwuprKTQGetP+QctyshDjgNLVzp3tr8wOJO/Z2QDTC38u9ZXJrKK9noJ94rb1mO016zEDVVb3YH4ZXOjfgsEB3BEOcg4sLA+r2NmUADrz5qg7RRRm+F4yst2caqLI9nsv6aFv8p/Irzq+QreTDR48up8MgcP6trA83Bj/RV2pOjPnPr/WNuv71PDHIlwM7j3QwS4IJzJHzjhJvBmryLIBcz+teUTnGVeyENgoo9gT0FXX0uzZb3vDJyBYOspTc2zGfyREca/vbx2Yfb+xeNM/tWduTQe3Hlv37SdzFVJpOUuXGfyROEyJfH2On50AG6NS9s4OmoL85O6su75+FHYfmpB6XwiSwRw8zM4CGfBkpbiBhVRp/E9SoB3mZlsQNf8uEmQwc1L2DahqvH6pvy8E7HVDblQ7flwzkTsyypz1hDPvKXfrQ5dMLW5OU5accLd9gdA500VdI2awvLE3xtm9iMrmPHLkSFKfboTxSywxVuhkd3l5ScWJL/jMG2tTZI31TJ6nb6R82If/pO7XXR4kKrE2xx5V4NjnYB9JyLahdcXsA69rvI05/+hc48H8cyz+7UwDblyMfu6Ed9L6T1fZWVhxfPD7YntOIFJ/ON+bZP7FI94w0c21/Zzj/SWBV7Eo/a3faVLjrIT6W0T3wXH5bIpy+laP3TNOMUVeGjjpFhOwgMxyNWN87kWXzNGv8wT2UXT9mQGt/aYL1nVeyCQ1/COKuDLr4yHrCAdhGpzS7opVOGC68zQRdvFEJ1cMA8fA5haL2bY32M4Nhd8lIneke/cqp/pZWIY/iWvvnFWx9Ut3MsiUmxlR1T2q8xj16z6LY/Lq38betn6TNtL0orAvldNPtYkQup5+5i4cOr7UUef8BwfX0w2Yz+wJCDf4SPrOQXEVjsH9sBa6Nt5pzynva5Lj61x13exAG49lvZqUeSvEjR8OBLm0x94+LQKrTcXJwUYgNAnexG/KHIThzeTxX2nvvRdrZP3NoR95os5krfYQtdjKOs4oXvB2VKV2KPqi3v0ldBG9eOr1rKy8TgFQZ/7obdcwvRCc3JWx3fcUvrPeXgKphg13A7Ztpc7l7Fops8nbxV8IPPuX16z3Nt3hLTJrW4JMlQ5hXP+6hD9AiPdviXrxi8EBAy+KmfMg0g9vGwikUdiwwXfT7XplxX+OJ30FKeHlCQ1J7mfFHjS1lxTY5Dkd/iLzgq5xclddj6wU35AEZVS+un6CqqTlWJL4hY3JPzk4ClnWzrj95yfsFtFRdhfCrVhdbH7IaKY3KL3V2mTdFhHbBnKo2pKlS9rnps/kq72AcN1G0jIPYJPkt32KsS1o3crZeXkyz/oQkfcA4Zg59BywBd+rKL7amTD/WNO+OmXrnquHpZ1V407ZNbdQOhUlpxTXNqPkdoPIsXlHqviNTI+0IUXnp4VG9fo9zOFjtXSCY48YZ/LvYglJ82KlORnDzi81O/pbHmmk4/DBRixwHh/RAn8A7eMN+JdnE+Op44HsFC3AMfHg6qwpdeWv86nqj7VVav/nPLyLFn6Or52hk+A3eBIj995Z912hxdOD8wtp5jw/oFHcEH9dGkYNlFwEMu9j5wodgL1+rAEdu33eJvxp8sDiDUX2q7bRf+lF0M3HFbTB06yU1fA25SXxcULtycpMQXl38qq5++DO/AHWd9zpOFhh2CZP09foifNT6w+tSdOP37pWRTQhodrJdeI7WtduLbsgNenVqeWBia4BPo8kqCRljaQts0hFSebfeHjNvLfGLEFWXw1MlFT2MhjIe//SmLLNrvA4/4+IiEU2RksBOoqGwsxIZughgXy3d9EV+BbN3Gh2u6w95ksME/bLB9Yx/wtk9pt4+mbRGiBX6aOtZI58Vx7cfP/hm3CKxu8KeN3AVV08hUfgSe/DbGUSB41bttJI08vfCIfrjCHdDlNx6oWvCOeZQKH22VPzqIEDsop6+DWF5R8DGh5ItvHhr7kXO0/di0F8xa4+NHODS6Rl58i69YQdkP7EPakIsV+WYNEjbY1J0/S9lAQI7PkN/JUw2za2MBJmGOMgaEiy0R3Mlxd8jglLETi6kBQWYDTRYRbIDoTAUTaXYmyorgP+c0lPyQJUD4BloHu3ZGt6o3eatLnE8MnF7F9UHRu9wafcftJ29B2bErqzLbHWhw+XMM/U4SoPoAaCU0kA5Zk3Hiu7/D8Tg5TIDXjnIcYqqQt3VU6au0Pj749ptXt4/c8vzwngZ+60IPiQSyAx4tBxVns+MHOa8MtaIqogMnbzKfCs+/SnIU+GUpTIvUFjGvYj1ZWnh1aYUxE5uU8UvEtAOeaAZkfKUI8j40b623uo2zn3/3XZCVYfLcwWz9jUY6a+rMJ4bxbeKI9jNONy1u4hKg5aWBcNA4y0djBiSP1UEkwZVqQVm2aenSouSH9KCL7OhKzVYuF8peT8kz+soT3LOvVc8MqvrMXQxkslFzJFmrgswLBjBKdnGhWQ4UJ16wh0f1A4dnKdKPqERKeMimPKpH6dS3AqTdUE5daM0ps2ePuaiaomDp6lfbybyV6K//xgeDHqsyeWiAcgdnz11IMD4QGnrAMcwYMObWHnlFpv0+OsOHRYmyjpgAJ5MCfVc+2mibeLvNHSNxd3J6cCyizvHRtlL9+JGzk+PeusyzVocjqODfcVe9+D9SvtAx+u5EGd+Cvzr6yIcThSl18HFce/P2ze0uz7d68RKC0JhVmfgTf9h/bIfeHn/BgsAd+o/ZMdG1jrNdVBEr8HZMt/yBi0gbOeM0OmdXJzrUFr2e3Q/jExviMyabtKvy0NtJ7bkNpErj85URvyF/qoOTg37TSfFV+0gXoxqmHBeh7jB/zLOXLpQ21eUty8J5w9tj+ud0u75R5/pTnuEcZyyn1qmzybnHi2yT41Yz5mlP+RA7d9Gj+J2cnWuct/ChJPCyzyhbvpk7nePgVw2oRynr/DSW5aB24KNfcoiolLFJXBhrj+1mjDlOhAdA6UyADx84V2chLy71xob19onEGCRXXeRlSmxkQwKZgQDXKDirr0DpNDd8RqL9y+d+ZRN9xk77cPCAf7RNpLOByzwSanWyhwxLC/ec25uqGBVaDoXqISu443fbzGfasymDQtZrQeRy1tYPLJofWDRd0/0zH9uSX3GyW6b+/Nm/8iyeqiNTGT5v6jrF/LP/9X/677lo78DkWV0N6m0cHe8qzXTH4JIrHiWFvdiT4F6D2hiFOklqgooVsgaJa0rDtioWeGVklc+cVYZgTBn8bfCHxDxMDTAC3ECzw6FuHCVLceVnQHUCw75RxLP7aBFW5OSVulZVc/m44u0D1T60H91A3EWErjZILAc2usrLpKwOQgyO3/PQNgOfgY3A20dun77/SGPwZ4Mtjefkh5d8NinDxvyFqcQXFH31mGh9ukhPqgNW98/whuAR/mPWy/I4X3kkytAvKh4YZ0ZWTpomr6ylfcr+bJunNSHLIW2tEFAyKRscpOiiXycWjIHVJRjChQ3tIUFfTDyH0RwiR75X3lMelFTK9vAnheUbVUQUsIqYjQJbUWxhxlK+QcrZ2LN/uqivwuJ/IV3lWQ2f6EJWzmtDq85+kvIFR/n+qb1xKJ306tS+PAYI5xP68dmaFujQwQI8BVxwp24qcjp9EZY9RJeOIZEjs0kd9M+yYHWMzeLx73NPMncSEFP9jyRvPs6d6W/mrVTP1JmHRl35tF30x8GhGRnrsaEZ8pQdZ0PrAm8I107QgyPcgbrCtcExTnnqe/ExU1tltE2sl+jKV9WcKH3uNf0LnMgvMuMhY5hkyuZPfz1N0eUC3EWYNHd3Lj57y3HdsPbEDsZIHeq3nrvQKf/VJXE1fqjecgEf//RLFgouZydWcVZHF7bumng+ZepDPxxUcJ1IXpg89OGmAxeQ7bp8rDcfNuS7QNJ3wDNPcT7Y0B+5eIxE/GfUpJ8gx8Wyc5ELZ/1o7zX5ALoTtXNl4nZ4xWdP2lC+ps539QHHAjlmvkVRY7k+VM/qINra6AK4Nl3iBZ02tsCEm3xbrwDx94Jjb5cK1xFiKsf1gQtH2zTjwTjNOumDx9G23iTP1UXfJh7gY6wLdzHvuJudNv2tHfA7kjLANeVo2TVBAIWn0sPQZWGahRe+d0Hkwsr+P/EQfYLfg9KW0/oV5dJu1bG7dxmXgYuzKnoLWF+89c6OXz7THpjdiWBwU6uUBEoepKbCAJTwG265KVzlJlyKl87ZANBUlVDFPFcQ/JYF57P+gq+4KZJfsEFqZ4rTgS4/add085CMHmhDPrzkSaFXYiEAjyDwlRkkX6Px85///JClj2PLCj9cix0KQJBc6mganmB9z1ce39KxvO35+puXuQK2sZ4xmLhN72Du6lhaldyOnU4FjOrA37s7R3B6Bf3Kb7p9z+LwMmiM9iBXBzLRO3D1UmdlTDIXL54jwFY9OZ80Tyq+WmwbtHo8chlohuzw4clm6Y5APauac1YzVfnm56hpdoidDLUtA94jLF3Z2BO88swH3gzxwJWVf8TCIxxiecuHV+Lbtr3ksZfKQ8WLz603yeOgLyDwzw/inbwhVNGg9aSW8BPFQZh8a8tpUDNwZwfawWYQvCiy++b5OcCxC4KcR05uixr0Qyb/z+yvqByXhyLygd/62z4qvWlUSHlpFrj8Yyd6iLtyQxeepx4nbLhGd+srOwLnsLK0y8Haiythfo72T7n89V9GOGAqEVx4uRDIRKVu0l6EyAdgPovfURIkEakKSgZ++vfSRgQHUaTPOaewM5ZD3o5MBW3VgTX5YRrc1WcnInXKeG0F37S77vA4zhx9RsXguzYYffYF9cliEp27qEPrsdGxzIVoaKA2xSfwcnGgira9rMXxY707QIXRp0rVM4UsBoBFL27JOafEXujWNyKr35BaPXVtS8fR5/PVQPWQrioPTSkPvorY+uIWT327uNDfvfgVzxT80QHLpmxFqjlor/MTsvGBCFaJa3I4S3MiI/WewektVO52EJ92v/o3JKGpP+cZa3lQ5eScNpBgFFBacbVBH5RH7KPORVtopsKL++xixZahDT901UEkbTG7Utav1i3OyhFmvpsG5qFlTu2ftY0NWOaLHdkBTrsdgR2e8QnBnj43PvJ5tSR1YZx+n0VRtTLWfRb4jldGnck6EjrU/unbhbZqeLeVyvdSPV5lp4/drnd8UEgv0iYcpV1kM1nI2f4FunDbtHO7ayOf7d7b6us/24wOkvFJm12cpd/hG0YenpXiead0LhFJNqQDmt/OQHIMjINwRBoZQv/g0oBQ6Tisw8/Dp3ZyaU0GrQaFHbjZPQMeAzE2QaUc/owPz4wQcW4YgPMoLc4FXtWhHNQ1nutbSH1Y7tntRz/+oSrz7rLvcxUiau2QobRARAiPE9Yxsr7xeQ3T2zcfb6xjM7g8fHqXWw6u0N9ySzHOHT1iC++18uygZ8ptCxrChdqnPKyo+NZ59LPNn+BCFb99JI9jvJYRqVTNPz6C+/XKx6i/pKTcFfSM51GuKaUL6PR7sdT/M9jBbwg9bWQni8GkXAFxzsAdyOeH5b/+KyW+ImO8pX0h04YdvK5cli58rEDfqEO2vE5s7Vj8hS7ulr92Fm8bZGkCC1xZlTvFyF55yrQtjRsXXqcd6uM3K7lg4V19bpvvbQP5qP8hQ/9SeKq/eJscQEITecocau0m7i2lmQYs7IFFcvCkeVovY4DW2A7Syj+DPh29FMXRVj+OILZdeEYYAJlAKWw/4m7aXYrUMW7kuRRIdrwpavmHr/oIHPsyQIoPTEmmC/sCPFJpvXVK78ViK8pXuDV+yj4814+BLo714ZYx9cr84pnqo03zJ/+VlZ2TUdh6dwaUF3vUhLJ5P9kpwbnWe2vFLxWYbyr3KeSUHRhywUHGjl2S1JzqLu+yUS/HWcrEkW2SCYlFR/VhUvZ2Y3TZvthYOGxHnm3nIyXCFleF/Fa5cl3MZPEhBvLUT39sXjrx1kcU9YQsBPI/+FQYbVrhYfFjC3gukMu3CPUVtPzts33Rr9OBSI03fFx76w8XUr1whI7bosdYhp1dAIY0c6J6KtPb2M4haq0tWayjWC8wyr/6grNNOGd9br/MIpO4MUaMC5MLGfGzO0hdFrXBGfsPZi3vgt920/4uXFtn3tQLifGp/sWnjtux8+Kb+jLeDl31T5ZDY9JSbuXCJ7EMena7qDf+XBjpFWVn0bPkXzhX3kUBcLRBrdXCZyTzhS3GzNig7raJGOTFWm3dIU0ZQOJgK4DuFVdBe7QN6x8XY+/4pDw+1K/2j7vvvvs+2qjAC1ZlDvDmIzpCec6BAfaBKw+3lWWfe6lVJwNHXJJJObXguDLXcBVowGp2bRAHjMbDdDDwoqyDArV2aD9ixuFkrik2ns5RqezWkdFvDjr1SvVYR6iLC6Rvv/02L698z60aF52RA4Vs1dZjk5bFujZMGmVsQ19tzD1dkH2gPp3OBgzecjBA/Rq15fK1Y61/a/YExdCtdAMuPgurMNDQljiFR0o9rB0x4QI/s8v5hDzKyfpLKCM6uOp0JXqCf7X9inbNdyAvF83JQHMoTxmn5E/nUN/B7MrBAcR2WB7oRH4D3LNa+peFMKTyWL7aeOA/ZgtF0563OuqNvIV5Fm5KfTJhrhEZLORz1JHfcuoHf+2wGLlxivHVCchB01sVT/1g/BVWLV694mXJz/k2726hr76cI0O/LAxZ9ZNSScCzO6bedk7x7MNV6MARrO+lVXYWyORNaRMIQkI5UA625SbpIzf8CxX/k+1jm8prGVgtHimDL2c5SW86/CEd9KGTnHzkDB/xhwT4+AL67hRphzqDnP+eE5PSj/xDZwWTrDLJz8nAevWR19YqM8OgPIbP6Q3bFjg4WQQsQ6nDQzsjIDtODvIZdw8+h5hk0q5Mku5MdCHCgI/wWGacQOdrNNxhz+txGFh8kXbtggUCXMTbVhXRVjMvP58jd6yL/+CTi2nul0VXFM1kzBc8fO5qTdEfGcuNFyTk9T7A+q5IZU4am3JSnvfhQhEHBKko9vG54Oc8ZFNvOzjutx20y1T7q5EW7XO75osCXsbsxtO2pXzOWJG++LvQl3d8d1gblMjrRSN8UbDxAG+fD8tum5T1pepmrgrqeE37+cuEr2rW4Q7nZHXIBxxlW0q7S6OvKbtA2xi0P62dwR+Hxe7QdJMlXAcXFuNXuVVOMhyUFZtbhZzuYB39cPDF27r6UD6jKzi7Sy1f+ZnynOCUKwMvqC9xmm+0G8Ms7POcK/DwFX9oOK3i8UPKc9DHXpR629d8ZELYB1saN/pMs0adRzzSHkjyrNxdzKZN0C9tmLrqc5UdG0JpL5/nQSm7mXX3wMtn7rn15b3IT3z8FmGuXlDSr34abGTSqY0d+lcf8IVYI/qw7wx8KJgOoEd0nPU0UPAMDq3jY9DZaWOsB8HiNdtgy9OBZRO6qdtTHChd6HWKNctBuK5VtvDFM0fnpeqbb/lG3cM9O1jv2iiu5OEhm27lk4PYlySiWlK2IxGks9MQNgh+iGgxYKE8Hd4FBtLkIV5ZlI/16kWnN+VUAw68VFsJ3Cqa3FLTMGv3G5hylSWyxF9MQ/jFOoEn4agTe0506mvgCfplLMHcAWiJPnK7JHYpDuM/Ua4/9S3h5mDoYABvrf6gv1chyopM+wMzn0nfvDie41Cz1p4psXwWY+3BR9/Z0JzrhfFlJITtIVcdTWGPiBQ5KPaQKNyODl5uPZAbstFLzMISHTIbfOGEVa5U77ngyZdKotfqdNq2A0FMBkcTuL429JvUayRH4ii/eScb+6J+cGhwgMvFAQps7O7gKk4vcjzD1yt0pEi/3xBSVtsh5o0SjYHSt7/E7/CTPnJgCJtxqq6ot7roOvOZ5EVTZ+xUj+cvfXXC3HbE7uxuHJLL0kip6fCCRh0/OcnTEcOdsvWZxGTqVY8fUibkZGqbbUMldPhL1Hnux3xtEaE+Ei/stk7hSdRPnY0lND65jieLyvnhRfu/sZ5JvMaEk/zTZuiRXQf9mkcA24bRSyvZgbcvGpdpd8sQxz5o7vBjLCZfP0/8wldxXQAoq/03vEZv/dm46djXZ4pSiUwmTrKZdDmrb5/R6rN2xlESQWy7phtmQTvjggbEQ30uyna3fO3329fT51BWEmFtJXyt3fKUVnLKiWWVAb/09p+2ufyDi05pF0lQTP4myVTJu0Mr2y+nSR17NcIE7+WoExbXdvJLBw/E4MePfCNepOAWu/OX7QAOestTfV0Au0GSZ4xRQD1yKxZyeevRhK76mYavdXisixyJRqnuMtaeB9rZqiEils2TnPeXb+yljP/UhfV69LK9pauP6s8uQm1r7cQP+C7zZYWE9fojhTlUPXTVYejwwMLpw8c3ofV5xVd+cS0V1NHvle1FhWMlamKjFyDGG3f0oBVHHfTvtMopG5gmT1eHLg6IvauTumt/EAH6jdZtVap0wFFvTza29UPwdeL4cf2RMv67M8A+sbPlC1bv7njflYrDT3F2zCwiJpCqYB0b65Qb7B10KGVk2mAxWM8GSeCiSJUQt/Qa0uCI4MnX2OBwiJFUb9rY3rJneWxHke4pjbCmdnCOtxf8NJLB661XH1reLdZ4QIKh0fa1RR7Las/DODpsvnhPMa61Z74NjIxR8krVBq6vItjGvCCkXQI7gWfuIuPMJvcURxamq5862S7MNhssiKVPaQlD/csOIGsQn3aFtv2+MuQ5z84pv1cVKkPeQVNhJEVFHOUBxefb7tspgqscmBnD26mES3fEinUBTuzE2UEQegppKfzAbOkR38patEeEChiSox6YruxFR7UWxbi2fzjAZqdgaENOXkw1vtoZnuMgB2VT7auQsTB2rp/0i6wLNKNshybgkvGxbDu4dZ74DLx9R/z4FH+FD+U8i2TFkWr01feHfHEUIj3nLAIOOuvqsqudyhHvClNCdswkoS6yhi+gryatF83AynlpgYdnVY+OXbAgNbpWThmXtrt14Rhe4Xd45VRBca1zwiT64ZfxVRTl54R84EcKAT4akG0StUHYuHYi/MACphwOyoNPfALP6j9YsUVOTdrYHQn4kzcUrs+Trd7yUL1Qctidf5/zdbIMHARjIXKH/7bN+nA4rPicbVftXPuXZvko18WtZ+VdeUhryuSO/tmZA5blI1XP2GTQBudCd1mU4SJW3s13YZX565HP4bXGe66Ykd262uQXsvr8YNDCH56QqKntJp76a4A8XSSYvMCXrz815SLBjzTi+JyelblDIy2wvdAw76cLzuK3ARShn8A3LR5Zn0sSujalpOxB069o13ZViUniyyaI8vUT8W3z1EW4nCp/z6U9ma0vrvXmNxl7XfyXl/hNaEsD+iWs3IIk7zviPrHAkvuH2It/nnEXCt+K60JIRU/p5SQkUG0IyGPlLX5KqdcnJj1zPQ+tvgl8DuOoDMXotHWnz6EDyOaWW9E8F8VqLt9gIAAOZ0GoE+yUL9miVkQCrT0zeHEkMl+kMarErnSdRDYA5BnfgLtKRNUoDl0UttJAVd2au7psdWhEG0B5rtNau3U9n3yW1rN1exXjVv3dN3ScV35V2W93euvGByTHFyhVnRpUilbDdFT8s7rK15qoJoKlPbc4x8f6bpXQ8A2ghKU/oXXLYoK/rEaOpGt/2FwP2wALW+WmXBYnQ6vzvN6FdzSkHBAInXiW4Z4fESzwOK/OMwwkRtzd+ct/99fsSL7OS29fcpvNd3n5nG2WBKwpvLPtJ9ZfdNfetic1/o+d9UOwI1utUje02ek6tJqMvMxe+F9RpN/BYHcArvUISDGyv8LjwJ96+4s7TnnJIH7ooitaFHUcFs0WXDEHKwNB0el7QOsDAItHpeIqspOrfTsbxOA7EelbB3nl2ydceMnnHQOY5/pTHquEciozNqTfjsrg6CdxpV168a/pqAcojkmYC4CV0h2L6ubEmXHKkU086TiHLsfzcHIoTL72aeX4WgUUrBzIwyHMRkEnxPCFC3BVwzXVbeSVq37p5NCJVnxsDkP5DjHIGzfSOTZmwQlTlwidwqiAF9RptrKoPntLeB9gl0fkcHbSXt8JT/4UKyhx4Vmexv11oSwfx7csDAYH5v7H7iMjTCaktI90LrIKyjF9gpz8HUuNC/lrr58itx0kqKUhPQ75xhyIV5uqdyXZFvJsamzFYQAC1mXGT1xXO1ox9cap1yicykct6ufytM42HRhMlaY+O2ZkkQe8IsKoiwDsXrKNgZUd3vDQR9I9Z7Gmg6NDWBAT7IRlzvVRH/CyOEcXFxgm5brLU6/LZXRMpYdCsvBY3mhvey3u6Tv4oWSfaQopMdCzdq7NsRuwdF7cWU7Ea8vBtfFtXXe4pD7TKVOKs+6En7jWFz5tR1V0QL4Xgu5oISY4tkBe5CtNh4QsulzTyCN9U2TrV8RmrLfKRL52tjJgY4iqUnOcBhXPitTKI1jhEuyOmwaYeCDO6cCIj1h8qXwGNFe8NLb3Ri3b6A8faQDOaQZbpXoFRinFdYrBvoPkbvslcGjEJhtlxYO7DlE50rURChphrY0NyX52OJgePFYneVZO+W9eFrXLPuhVhgMEVqKqA/srbr2K62DkFap2uQB1INGI2OmZGzWxcR0zuj21BdRfmLR03AAnkB+ZbgGYYLKPbLjwNYgOuRf4VfDjICnba33yyGhQtWb1Gmg66mhUNRfhMNLaX5yOgAdNL9pZ/TbqT37zJ7d//Rf/5vYtX4z4jd/4cX5nMw/4+1B3OgIDlTTqeIxsF1l1UPxw+EL80e3peXHWXat58KSBX2Bj4+KtxJTBW75kUrV8wl+YOEvEWfhBQ9lb/V41O2HZcY3Da335SHhh8oWs1f6kkbvX/kSXg3j+8JX+83EC43snkNVXWRlswfHWiYtAFwrq4lV2J+qrBafwuqaKrT/36v7Eaq71aIReoRi/Ct/P0qjTsXgjYDKJqxOf5ksjvpot/aHl8F5+npWpTRJYnfmXc2gXMYoJ67glv7aF+ihzEBdP3wpcuNXgbYOnbnhs3vMudLogK/0uXOR19JERmJ0c8plEx8jww0/yKlqVqO8eX/iqlgu39U/lnhOm9RsX4uwizwWUccI/aq1gsSelAnscG8HwubHc6llUZJZeHauflOaP8uCGozj5P/FrZ9gPivHjX92c+B3ehYYF7Qte2qxtufyDH3hlZUDRvmnzGLu2RqySSHUCmSkHZA/Dj0KxNbqe1VMGAK112ZBIDHfukLYXuGgeV7mYUJcuNHbO6fhnCxCHIFrfuOzCOfn1Y2SppXW13XlqbzFKv48raMrhM+iMcdnkwkw7LECrPP6bcob3wBPLl/riFtn849RYWRzP6l5birk7eb7SiSpSxwJzuyEyFaObPoyibQOVHr7SaKE8wopsS6kIXjAC9EAanVd3i9WDOnXlLw/nU5G/wZc0WtiQdhvXFf6FPtLDex9T4Mt7XqG4kmYl5u4WA7QquLoOOZ3KAXuF0jpZfRpoLtJiymjm1btl6ePc3D+vc23wbBW6ch6sGlelzrzKymFTld/S0/PiPqXf8taX7mxMy4rBipy1dXErnokKnPPHT/vSQrcxfa9SHz4NF65KHAA7SGl/nA4T/3IV4J14RtOjAUuWerMdaadxgAZ0uGAbLeDomIF50Ydc3Q+Schi7SufxGuAn9JJ7xOMxtwtWApzeWZBGQac6X6MQfpVtlET9BHILeUElk/Lv/s5v3/7lv/k37LZ8uv3mj358+8F9X3OSm+HgZ/Khzli6ykvbqUsGG/D8A8fkAGY8H4NrRWbwuOoVnSSQTl5oWU4Ca4M8d5I0n4XAyFl5kTqwk5dsT43DR3uAabsLnNQjdnXyXDxondAvaXEWFFpQXDiZfIWCk6CLMO24v+fdTvoGnHguuiis8rTWOp+bkFekcXAX4gNlB1gHW+U6ZnSylUiXO8hzFT/JXTPxVn/BT/W1nbY+uuvpabsoknGifUZ5uxiwPznuRN+RV3qotCmKN7/w1QWEUngivy61vjbZ3vX5YKp5yRxQJ5111IbXyKbedmpM0J7k/bKSC5IO1iLknxN8/UOPPLODQTt5o86MrYwkLlRjF4TxKXhkM57CQ27qHhspHbaCGzqZ8XE307jNIo6yOjpmuVjftDFmnben1Me4LM8sZdIOsU+5KLK7juqxuNlFy/whlJSDnkUV7YFvJm78Y1nO0mqruoqv7uEvDbD8OeTIhKRfs5OmLcxfwtU/dPpDXPhUHpXUBSfMWyeu9f7pz2ESHhGjv+AVvNFheoYKgj8JvAdiXjw/JnU2bfkRPvA8BypO8KvfcnQnyheLOxd7iy0PikOzCw9jTlurc2XYJolF7FOycr2tXS3wVxyiXInB6UYamGdafvaxJNUbv+k26cJX+tGd1szaIW+Ax4eV3p1yeWQxBx/xQws/F5uWjdvWt3z4DK0RIVFoECyrlHPiIG1wIlE8ZbuG6ReT/PmsfFEwPKhQdx1E2SSt+lQmflpHjSjrTAsOAaXYoST+9e7iBXkOmfOhd20RpS7MV64VrLf4xgvBK1MbMF9bxzAb2sZwoEsADmPz6cRRTg3awHEkMJVV7UApgB5I4OoMz+giEikdmQYJu1AKbWVhlqXr+Tyu4651y2exnhJNoy5/zgdfUNXrKK8ldAQXO8L7eX77ht93PJxOgzp49pml+tHFrJ1aL0QU9Ug6eG+QpW5VvZzF/VrKwutSGd0u5V+UPXT+KtIjB3wR69BsHKWVOu7gfW3c4aC9wRvcwzx4GDHp9NLx+eb1N7e//wd/cPuX/+pf86AlC/+f/OT2igWBv7MQJuAQko2h4e/pKv/RIku+1h9CU0zpqteVvgQ2eHH3mCL81hYnMukC9zyfxT/aGcDSpv8M3eIZL6adkDqMQJPOs/ovdt1wlr6cU563cjNBkc+CZQdVLEBVfLiWcDav/vbFgcc/0Igrvw7+6dCx1fqrzcXHP8CvnyuO2naSVJyM678Rb23geRh+9BBNftckrf7aHaTKkDfjiy10RVf5TYpsayg6ZlslTfQavMhbOhDDX7xR9KhCXuwY/dqWPpfzPu8V/PGPfxRpnRiRwV9kKVx+/HkUqSBxHBe5IKYt7ueCNt8QVAafcAEpIj2Etp1CWhe/a9xwjwiqYqPxpc7q+okLZOU4fuc5NDpXdmfCXBnVUNrIlmH8YTzsogUQV6nS+eqcoAatnm4biUsZnDxXa15LDCcvXhkj1SNJM/nLWgsZvhojz/ZkQVddndh8VUB0gSjzSPSqbflmnHYBg5XKhnVihhw1scd4Gamp30Ng27biwydfdBiEpQlX8PSTtlVKCMLX8uIOaXiZD41neJt3FNAdvp4i9kCcF9ICyy42PpLb1VYn+sgY2xUWrwM05q7zhT5FjMfGur65Jvzsn8mmENckVnimoK7WdYHmY0v+2R6iB/fCNwtq4aOftMZabA+e/IbX+DsL4sgu72Vn3I8KoY80DfSf8wsuYjNmcgHqRaj92bWK/lJeFAzfsKEIR5gvaMvCTPEslS2VpnPLAq81rQ8zwOEpnziR86Ba3LUV99e8YrnP1zntJCqf24bkM3BDdO2Mikg95/1RY6+eNM4XyY2Mvo8oG2ZRo0poqDJi3J5xMOU1WC1TDf8TptTP0+Idll1QQousaxL2GGJpNVbeid0sOgLaMUFHWk6jDm/9lWd17HgD048Onu6OeRvHnbFlPSinLCuiVDHUMbnHin7WkYI36g/lqfyvnVP2E8FPeWHv+sGXe2pzgtsgJ19dLkTArhzN560ki0L8ufiyw/n1WwfmH73+9vbTP/qj27/805/lqu93f/u3bq9f8aI9nofI4JRJY+J6+Kzv0+7AbEt9fZTRe3EkOeAttD3AP6/krTAJVGvSMp3i1di1WxnyXlkpD+2RD7Pz4O+S3vHVF8Xo3t6CzF5fkBysDh2AKGv1P7lUvagrUKQ6gGz1WdtSFYU5pOCp+Zi6dsLCCeflS2qpzqRJO+3g/3RcWLvX9quOsV2/yFNmkxYe2oGZt50VurymKgO38jOR4xe/MZYfrpflhW/sCg/AxNihS81cdo9I0tay8Q88IzcTGPmMAcrAAE/L/9iRG131yVt2xv/qL//q9qPf+FH0lVkWtDIN48aIbLTPXZ9rynO49INokAbpDmTvT+jB2iPVtqn0V18qJ2VtiM49i2fK4yVOTk58vArHtDtXaSN8qx/0QRnE6qgvPO0FYxdMWVyB5niX9pIBH0310FNtj05xpvpUx1wYEFfh6SJJ1FBJTiwwj3AZEd7hL3vxZK8g0saUstTXZ6Tk65XadQEi+uKGkviJPMae60WbbI6kIfBc2fbHLNqAdxcceYxJvX0oHyn1ESeEpHgwk1V13phcXwZlZDVfXNFrbzllQyRKi9W2SBHa/HHOhVJLYYWG8FjZG3+faVax4WN28NQpJaXVIBea7RNKJOHqo00GX/CmtTHtL//L57oYi0/SFvoIzvzHW+OzOlV4oGFvH/U1WX5aPzu3XnwS28rMIoz4dOzwUzPONo00x9lLis5TRkT1mKOKaSacPk8X+6U7kkIQkTbiePfmDa+XUEkDCiKvMDRGo32xp1t3fR0+gPzX2RqUq7xxSgISMuH+vqILM3wYng5I1t/Ti/aKblfEoRtlt0G2gVQ6jTF8LW9SRUJji4/wDujFCSLK95pmiL+C4DNODiqDy9YO03a2dvkEDQ1pp81Vs4MJf06b3ebvAvbtzTfoVn4pl2nPUXN0U8zafMWK1w/D0hQX64fPlcD8Y3O/yPcxiQQXIY8rU7r60Lw+8Oos75ZiAMLJ/YRNeS3HcKewaiUIKcfn0jGg+hJb9wl/yALsj3/6D29/8md/xteKP9z+4Pd/7/atXyVmN4x1SvR80ryHtqf/2rmOMgTRQWqJK7j6jFKra5ipK/CpqmegOdpw6MPH/CUdMi8wmZ0kcKEcHxI/GQ9SVua89FhZfF7e96pSVkpZfa6sK54aaUQoQJHhYVwebWddUcPiqa65NXVhbv8NDsze8UWU/RUH+QlfvuaNB9OVp/ktq7/5XcCpYNXVr4/T0kCQiqW13DopGc8yC8DXwhzUyT965sCsNEnb3OrqLWnx97bLyhUv2gU/Wto4HR/1H2xSPzKke/f2/e2v/+qvbz/40Q+4YHhdf0ATnSv2onvtGPWnlm6QMQVfqkD+9bHV1SELzxiB9MBbp3w/aQ8qorZjU+hUoe3jWMXgHd0dh116hW7OuRhKrTxK3fpDWHh7EZ4UWZ3wFWV7GINiZ3dYLupG+eCQSnCBp4Kzuqzt4qYKXraT9KY8PsA425Kk9dPBN1g9OFb7u73PfLWNmBCpW0Qbpz5cRdLeLKbIh8/p1MOG0IwOMpIyn7DgApy3BWz7rK4Xa6m7pKG3ncTNbefh3XiCtzZDkluqklIIXxTxnDYEHB6ptCCiJzKblw6YGufN+fp45O4cHCIOaYuQjhbRSeryTFyFnzB1d1xiHaCPhXPQ5+LZZmtf9F6F1GNwC6//rw/9F64MExJiS8uxI3rVJo3L4os5yHgUtR/nZXwrC87OUS7isymSwRa4F/FzwSDu6jMCUy4sCsy4qoDVTR2+kEa/+EsM/2VxQbYuPy/kjtVbfmOQV7YniJ49QymWyTaG38hg0zeGRUFuFt/xunzzPkfynqu893w70HIGMwT4YG9+vwpKf45HbzCdtGOhAeTTQOhj4NuI8TDEsfOiJfh2SJ1kakcEP9YENIeT5rAzvK44j+y/+qJIsAiXtnZg62cbfZESABYSdOq/VQQhWcl7RakvXty+ffFNEOxI2QlzBa49+FjbTQZxZMAgeZle9F8RQeaQ+9dbsPwL/HGgfYZz1PyKmdq3rvjgw9nER3alaHPbOg/b4pcmbIxztKW0tbf1+labHXx2wJe3jwq+APbDb17f/uk//uPbP/+TP42//vgP//DGk0vxjwu0sAY3HSQsy1ee5vRjokbZOpCDfnPuOXDMl2x0vpwCB2HpKUeWINmFpcfy82wcJ5YLFgTNYCs4ZY+jU8roC124cvI2S67U1DeK4w8Gs04c2ibtCPCsTGHRKAwDIxcaMWXv+aCzUpEkYcr3nGcThQ2vsoe7MsB/6QKYOmO5z9GNHjKSSoLPkmNDJycH/Gjq5KK8C678VWp12aqr3tI4Lokqr2tdBnzgwoytsBt9hD1Nvd3BeBTdWnuV7a6S5OFntT4CVx16EcavZbDY8j10fsnBGPaHrf2yyGseTYgGLOzik9GjIeAEGIaJRXOPU2185BwQ5G+K/GmP6BQ9dxxqfLS9OmZK466EFzbVHTuQn51LFeHf8rmjf/rVNvG5P5OoKzt9NjTCwuJyQI40wQ9pYkdEceXmAkAdBdie+61brDzoFjc2QuMjMfL0m6rxqaxlFllUkIZl6s0n2ggGeVm2b2WnzpEBOlyCgUzMzE/u5oh05eE4HXz1PGJWZtqw41t94I+uP93FrFZR7dT5FJCKLHrIxSZ9IfMpC8utPdrefBen4E6bPB27tLfEPffCRCfVfliUP9WaLlbkqlPyHOw8ScRBCbbx4+6pyilxI2nJOZEJubRBSVmrWlGerTt9LV1lgcmtkdpRBsUthwo1T51tJVcQNt7TZ2knvzUqSvSTgR/wnX/S5kvHysRvCx/qKSC4ZjZBS1Ja3RSpkStq0tg/pcgKcmRbLGLbCz348ytWadAXvOMrKchjHIo+4Ig3b33+oM7hTvvtIy/8i6MgyKqdZjQQHYxf8TtMr7hF5CrUhvet225xu0u234L5/s33CWQn7n6l3cAG3y1ieG7waa7PELiT9p6f7dEp/VFYr9V4Hgj8DOp6BKs6gbch6vTHHgkaPPxrsz2uB5i0/qyNW2odSk6mp3Pb/+SlC7Uix5ysY7HK7V0fpDTZqV28eCsnnXu+WarNm8qHEqB6Zms4P1ErNY9gE8xLcrJdyK9xRgBOzJJGP1L04yRm233zzatMiD4gmnexMFqrkn5XvPkQXJQPnN4Q9WDm2dLLGVB/wALsv2YB9rOf/fnt3/67/3D7vd/8rcSW7d8UrmUrcT7aPtWeKrh1lqcjrMxDndgmQpNkHaDOiDxrGkG2SwfzylxRZ4ydzDrIrm57tt7+VDUzIQmKcpzQ6b0TPAhe1HhFbOoLBYukObm1lhoOj4yX1epmm4E8dq6s7cvRfXD1ie0Waiv8AHhH2+ZZIa8eAxyelL6c3CHveFG16ssswp/oGVnIFCMip371k786W1a6duWCj7ww1e0CJREaHoCSZHVc6NSw+kJZI0eOzSvdJMfTPuPcdrXv+htt3/38u9v//e//kjyjIreO/+5P/g67lHf8gsZrbnvxQHiEwmEmSjlWFONdeAuh9dHHsdI/7ctiBMRGmBirFznq1wepoRydPcPDRWFlgEf/Cy9iRhm5LdTwiZ8YPbOQcULXb1bJI9bLJObDV0GUsyMKH32eRTT+4H/aQG3bzuZAq15Sh0Ggwbdsyf8sDsQdHyW8taVGKDkpC23oxN/blbYnpLFN/GgeWRyYAKyLGPkLF8DZC5n4kWIWYzyf53PP3rbq5Ew/A7dzFuNzfNrFl+Nc7uQg29RNAHWqble1exsyaJVvpYhqqorSU3YOVIZJmH1821m4eSu0aP1kqchSkB0cwcEPdNtOGDig7gI6NGFaHKonqVtLVUmG+c8h+oEpVSVjNxn5K1f/pCC3OAPMIC6SFSfD8rAdsd/2BJDFfhQFZFQCEw+qpNDIAsYZUxWAbNsut1uTL0yC4M9cpH4sU9K23aUTIRihX9+lL2lUqm1f8uLJlkPi07J6HpoNDrghpeivSiSFVFwSRho+vEypStuJwptDBzQ6I3k77d6SjFgIc7sxXFRCqAFSep9fsfCK35pLhwbhpT+K6f1Ykl93/f57lWM/jQEqv/INjioqz8WUk0w6OEo5cH+EZ+Qg471vpH/2jjJ6wdMFnLQ63kcXugAT4L81Z6rDKI8PUiPjSZs7HA38KY/FvZ6v7K7wzcs3PGkI7XIQ9Dm5lz4zRYQb5H4rTX+4LSru6hIeMX65feUcO05NHtF/heTXAa8EbciuHj/V5KDQnT4WCGzl3714Fdt89sWHYqMLhPo/tl18/iUd5OdQpK+ecZvrh6++uf3Tn/709if/15/efoi8H/3wh7eXOI1asNIVTjaXQdfIyIRDbWQrH5I8c0ae0mDLbfMAAEAASURBVEn36+a0hfY67FrbMmbQf+xfv4T3+kW0a/4kcwGDT9xF0SfEkbs19hN6XtAOS1b+6HXyaG5jSznXlEHMcfPxA3kApgeInoGkD1RLLo9lgwtIhxapK39jXhdZZ96Fk3lbWYh1HCaF5+SlCZ1ytl5mJsYGnxHMrQYZ8FnaC7tDj6u9m6/uGiJ5qSpnOFglwLP103/Bjgrv2OX6w9/9ndtLfiFENHcDYyvttDsgKysEHFaO5S7aZSv1JGVN2QV1vURdUJTLp+IzgCdPzMsjZOOe8iBWpHNwl5M+gtYx1nG4OzdMRD4fBSI3z8Ar+07m+r26rd6ew0e4/yM3eGxfuUujq7bfhZ+ATWU3dOoMPn0kHf6oczKWSYmMdyerI9Wo2Oa4b4pO9g1ZYW/0Ej76ibO61pntl4pQvV4E+3LOWVzBy75r6oKiMjL3KSO3Mq3zYnwUP84hOw5R19L4wfK65LCfavMapVQ3Nbq7Wh0kb725TcWPdNBSH0dab3/AN1s5JMUR7F/H2WCjUOdOGBl3Klj2pbSY/h+Gs9hbPGEgyJOsOVNkWWhVysICZ15fvLSdhCR1iJyRJTgLfeuMA+uFEbOJUecb1wC0V9up/rs4uPKgUYKxljmWvrrtuzrJ92wXtZGiKThkEzXyGn0Xpf108DEs9eCEpyyEOfmYDFII8zvRKtRVv0RWzIILBE3RDzJTsSweyNRhcqrCuSqcjuBLSu3vr9m1eMlXP6NgGrN8f/zjH2cB58LL3R/lp4Mhw6vK3sYsb4lf+N6twXFy0IT9ZrsBqtNzuwSh2lfDl/48h5L67djroBODHHoG/gh4Furks6x+OvgXJZ2ee80guZCNQyVAlv50oPY2rcHgruA7dvpi5DBNOP0SIVHhl+AMu/+kk4N0AxDdGXjqD9tvBkFXkihjm3jr5RM7oXlprQto/tKpoaqBnk1PHIiMTAxUv4SvoXPHLe5/+tM/vv2Ln/3Z7Z/8k39864/cQ8d/uHj2QyFXi1TQHeeIPhP4PgNgrPHC67yUL+L/VodIOygS9/DTLmvGDeRQBkhj6THNQXzJiBcs+Fzjb/MuauWnHMIkz2Yeu9WpsVapF1mSXFK6NuXitSL8dRrtZR+L3paT5FZ92uvYkWRX23d/2U+1/UC9yoV26WSjDGXLdRfpgYu1ogrwiA1VfH2a0tgCq/Lj9nNxW87uEQAuZQZe3YMjEUl+68+UL7hiqHOkVwi4FkvrOTls7u7Lp9vf5Ysgpjdv3uQnT96zoLnnFpY/GWN/l50/ExPdlk8oethFV3Y66De+DiDjQyRJHG1AHh2SC7AgULKLE70vjMl2YtG/0mqXqbHz4DcS1QeZ+mMXgfYbx6MskG0Yy8TFkldPJ68TT67xqWpF5WZCRzZtmCFBuNiFSdPJFL/af1aICOLB64CN+tGNuvw6mbtU/ImTCxNv1dOeiSdwJDlcbobPte0Vk1unsddSaYxriR8Mr5G79mmLSbp0QuT3diU3kOAjXuapERx8aGyCRM/AO4Yap0I1iA88xXcBX5/FaaDAV4NHl+MMSZL8yRyxlDlY3ppcJNU22524YKfcB6Kmfw+u+shxadVxeYWHBVjIZVtN3PKH0nnaOgHKzEHsgXGOfakpXeKvRCykWMDzMcbK14qm5PSH7O68m9Y4fMGjEM4X0amKKGzJoo+FrC3md2+10/gz6Z+01YFZmHXLRhxTSABalMbyscMZBSiHbf2Qo/ECrvmsczjrp7sffPvN7bvveVYHpfxtLxtRgTL1fHZiV4oMKAB3AaYyrkQzoCavSda7kPh0e/P9G/LsgDFxZFJSKZWgzhXuq1fskPA7TU6RSdTp8DZOHVt4YXZo65RhRzNtWRYHLTjyj4eCNYcRs6AEyBbmPD5OKfUD0HUm5V3PGZAAhbUOuyRLovsslLdODaxv3RGMM6jDDwbEB855VYUBNMErnfTLUXP+S0habwC58/Ka9tPP+/K+DKJEXnyE4rrDLfr7+w4qWvOMQTKu1DCZmXZmHpgtq+999use/j6T2NcmPL/9wz/+r24/+4s/v/2TP/wHPH9EPEhD6pWrX0n3d8D6pZF7bqW7ePMNbagQfRKh5H0Hzq+eLrgrMHKxi6p9JkaDjo54MC/tqHlAf1FmY2zjeXH1Z2AAMgFgg2Vf2pdJA7htwDEk4h8JNXy2IbdSnGBI0mayB+9ukeF5sTY4wS1BxoOXLIQf+NaDt5bja2lG1oqUh5wsR8djcmqsZxCibfWd9l5lQhBqj1lAQ5tdAOGpczyBjn5jEs+r3zyDRqm8xUUHeecDr/im+kj3CaVll7FCJpdUjQYIfdLIX9QHx0N0+NbfmiPmvuFCI9/4pq8qy48/NF0NRy7EPobRRdbA4J+2iG2gKy9CVpLSq0Pb97QrF0BO2Ppa+tG1rEofduiyu0Ry82LPxwNCk3jgwtjxlTonw8BFFDC6yDPtNQtf+5yVDmeZ/KkXpo7xNWXHs7avsaAOMz7IuiZVFnnxTI4ZmZCnfS2bWtuLPnXpLog7H7fcDo8sFirLZxS/0CYbwfFJnRQ9QkPZuQrGmb/EBhJ+6u2f/00utsg5ZnPH4iOF8pC8g3XmRZQOXmhr/zMU3vbvrc22n4rI4/C9NPpA2VkEt175i3Oc65zqUAXBUXcXMaHgDJId1X/qmHkG03itnQGUALT+GVvDQdLQZ3eR0nP8nQtv7USW41Jj9OLDEIUFcitfPex3FvsbscIZj7L4okHlQ9mPPsmnLCKfWYW2gpa/LLvAc63SHWfp5KveYAB37fKReHfMCJj6MFqelqJC9RCpck+81M84ZnyGP0A0JC9d/XSwpM5IyDvQBhix5LXr7sOHtzynxaLLrSQAG+jLQGMMEInsalWoDs7Ei1E23DPu+cVZEh7WsZPz3ffcgmSBhRY7cOgQafKxAZEbEkmdzaiXFydwNArHxtg2SOqpw+ToJaopzhhGuTqbTtBaEZpLSIVoAAdCnXIpAiidPnDQdJC1Ea2IjkEm7+CWAW464eiuThkkwPvILbTvPvkDoRRmUBry2g9N6gxKKsasi5xg/+c9YE8GWBTVx8aHflhPHnnbC7g1ebbvB3wjEt+5q/mRCcka40nDQ8N5nR0fjJX6PQMV1a9YTN3xXNnfYef0T/78L27/8I/+KFjfcfvnP/yHv7z99f/7H+elorfb37z9/vb6B69v/+wf/fT2k29/iPPRQ33w+3MHJLrFDHkjiVP0vRS1wcFV3ai7DlCro/FpHMLQf5rVWzi2n7RD9zQOTxGPc+Dri9Mf12q5w8/ESd/n7fNM+IrphYnulEfULe4egYkjnT+9oY7e6jY2teudF1/s2uRbuvCQj2OBUk1Kdmzp4GaZegZKz+qxt6lUhv8kfbPxIMhbBYkZ6MJ3najNJQl+wBA4FMQf1omTiuJ2nFhY7fWCIPaHW30pqbCMI+jqRKEs9c4UOcJWZyutjxTqxpTgC+/FaQd6B3tjykWYMerEk8XJwbPj3DJRD5O4saWKVGBqtAN+QfOw0gsXJf6ALg93e9sZmWkYB3+SbaweTjK2q0l+0Z26TS68MtZT4bj1grYP78GXKLpIMPST9VSYdm4d2YzjCiLt5LwLOf0peueA6iH/a+pkzGMt9Dk1zoKDc8YJIfqGs33Sb87rz9gG/D7fNrQtuCggrlvXdjevpD0vn7QxcJPxccRb1OKgsFFR2iROGQdATjX1px3Kke7ELZFHYMCdpN+/97GZLnbSTvphaEpfGaG1Dt2OfHMXmSM/vOU/vhuSPBMNTfUHyL955dpfjJ/cZQBH2doSe6RXZf6Eh0azoNX+F6wX5IFywSMTm3z9kEk9tj0t21fqFY+MpYlF2wse0x/sm3JM7GgzupRGktGLrA1lHK1Nqpr6PQMwFt1FzDN99E8vTnWxfj8UFp8EKh/5cVaumcALax6ejIf55LEo4w/fMZf5pcPSqCPZg59+7vrIuTD66i7587n7MV+JtoGyQIBIX+ps/zfZQHG+0Uny2STLTqYamUEWuMp4i83BJZgRwm8lsgN2NLD4Y4QDfQfMTsYZlFBAB2SIhIlO0zH6xNQGr7MSFAmO1omi3IvqrfhPOGqnwZafuVEWusTDytK+SZkMck9L+XV0V7zgMCFvQOtLm98kfeCgROdR3NNke45Rp6wQf/GwVF+s/P8FaAfx4nBtjwtGbH5jznzK9YH48SFB/+rlqzwo7gPkbx2AuIVsnb5bfmVlh4cNvvZLK9lhAGL5BYuoP/jt36Z0d/s//vm/yBW8z8/95Dd/8/b7v//73OrkYWc63b//j3/Nayp+dvvf/vf/8/aP/ugf3P7eb/327RX093z8oe474vR4P9RXPONwAXomJieEXQje82JiFx6Z5BJxDi7WO3Sgb5VPRvpBSd2vdyiThIH6U1R2Fl+f/DYyNfh5/a7Sn0WLDYXdTrh3c6HlO7L0u1eF9v88o/dxJ7Xi2g8dKK1PH5yrO31h/33J4u/FJ3zh1b/8MFCbbasueLR/4tw2NH4MoCMBS70yGg+pIv8ismz3dWHzGvrUQs0zyWPx4xdo039V/uKUcIB/H7OQY4hDmywHH6ZOXIonkORiQp84hqte2tpa8x6oUH45LpVl0sIjt3WqtPg9B/OXHPTtLLxC7wIafuhGE2RM/hQ9lKE/AFpHfNqW8QfC8qzXLMi2rTI+iQN9bNcuadUoNqovfPnPYisGWNmkXzdd8+FPlbxCzsH8yll7Thp9r+7Lrefa2W+cbo0ovkog8aP9+Mbf/3Mn1ISYOZOB4bKUl3+2m4uDlK8CL/nYHPuHGUyWU2yKhOVsQTxtSAUHsI/qIxOdi1GYOCfN0p7n6LFFkE9OBzCZzuetVb9ruvIwT2vHB+bDcZlyXgkL11flxjl4i1wJ6l8Dth9Y1LcFp360lucDFe6YuSbI2+lpx+tzelE9eik1CtHA8AL22KrTQlVQjmOSGyaW16nCd63zlL51jUsZ2Ncldsw0vnw0y9hKkimT07NPvP4b3IwHgvjIZ33ueJd6/Qa/LEL1B32MZ77syB2EZBDnyiGaCQfJX4CkbMe27IO+7mbsKnsXZwpNL02rVBgQHrpm9YeDe7XqAg32DN5u0b8j6EOHAGXEv5HRW6CRxeKwE0AsHpzqlICBwWFsmJVPTFCBXzXBfoNtSTZQs3uDzSbtNdWZXYw6GVnOJzapK3FCw+m41uk/JIy+y7vloCdQSvlYlzWrWJ8f47vPwX8rSOT+MkENjPjAyTrBqN8cyBzIyTcuEM0GoX4R5z3fKHr/PYt18vnRchZRbvHfcb9+7XewNEb8RqjfGrMtvIr13Umm/QFVd1D+/u/81u0Pf/vvpnP5baH12adcVT67/T1+mug3/9l/c/t//u2/vf35z/7i9vZvfn77xz/9Y2T1m5R7RX4QRsLTg8a0vbXvG55hdKGXXQJ0tyPBMESJBRrBCxMH/sTIKvWU7ZOytPpg4yHd4LN2MMYnjtDFCxW6vjNgJ8Ex5DOyiyz7ury/YUfQKzbLTsj6Pf6gLhMycHVx8MoFROewtvyMPbHXG7rg5SKKn4HqVaYXS7oF7cZ+F6X6xEFTrXWqbeuf+m9/UlVJsujJICGEPjV8rNzdVJxhZZJy1Me0t4AtC1IGOcacMlk8cROzAXsIcvCV8zjVx8IyIF8qow+k+dabMsxf6pMdGeuP3KKYij6rqr/UdwV/xuEpR/CxjI/2JC9GBEhr3fLo2Sr7m2cX23sR64WNX46yz/lOLJN+yzJ6WHg65ETGiAJuUXytVg99tz7W94FZDXyTC66jLHzkPIKDcF0MVb7yaoP08k8yD3znoc5pXBTw4JawHZuDPyTKLC8A5OlOAjzwqUJF5dhMzodMpQ9c+6WwTBflXPrIAJ5z2EijoIGFTpiMOqcopL00WD0oYIQVd+QtCnVTvZBH56UReLSNBPC1D0R5RfDn/5fSlYf42Z2K3KcEcUDYHLK0k9iOX0bR+MlxRrnP+3YE31Bve7mojy7qy5+yOVZfzvY5xw31uKalKcz4cXPHi44OYBVtXy6pcxHZ9Gn7QxZKEoOYeQ0Bz5mH3M1zvA1ydOnYki/IzWu29KPzUmJBvypM5iTVjC6uBYBFLvm7t2+/y7NXGYjcZqBWx7aDajqTFQOrAW2AdJC203exsbedju1NOrDv2HjUWK+qhY2BjfBSnRqgLA3PlfPsHMTZ8Ik6YOqMvTpPv5UcltqnsTVvgEG3sVJhZdLjhjmAk/kVT4dcG7BXC/csOF5lIaoulerZXcG8jBLWuQrVtdB7lR888+hvoNUYAMJaauWUAwT+nz+h0CQXlQb1z3/+cx6QdDF+n10Qnz9yB0R/27Zv37zNAtTbjQ8suDSXpUNMcrIG6/btN98mvnbnyJ2RXFUjy+cjfNje39N88CqGuKBLuUoI/9d0ik8s7AwEvz3SBT7VPFH/+vnL2+vf+b3bb/zwBzwn9he3v+K25E/Ie7XlooPeFrq16Uvn6kHcwt/FlgsvlaeYTiR8Y80O+sKf63rgViB/Dvr7yg0J9J7t+9U0Af05TiEODnbcPBeB7l6YmNQljEETM2UrLsk+FS5UetvX5AVFvrX1gZr4k75rP189OC9rYeGtZSPAGDf/kd0y6YwBfyR8+/7iZbflw+zUgB/fr276UXmbzPefCoAqYBJl4BkfogM6CU9Cd9sziBzFPSubF7emlxcj/+KsGFtpPBWuV92Ci9zIH8V291TW4vqA/SYnFvnlYmT1VBA8IgWEmLEEc478C77Ynyf1EOph+FkCKM/oat4Bl2TcqIc0ttUDvtJfuaJPnW0vA/u1i/yTl/ThZ2aSOp5+AFkVH+m8Wp3wjQfnGvPq5GRbnVsOzpVXyGFcYyudvGOLSXx18ZVEtbmTaRQCzwndNW0WZvFFeSVUhl4+8Q9nxWh70kVm2kQg9WeyIPISNGAP+kFUr16M1GeC1TtmHjLK+PTpEF9OsY9yzitE3hecp9mlER7fLoJy4XGtj/HA9+J58cWJrh5jag6J98Dltem4gKirrA8Oxy7AwI3stp9jmtSuHxqjZ7S3P1nLR3tDapkiPNYPQj7XQxKhkCWwQ37QCLfeOi/qnRMcr+XpR118Hv2B+V0urHYUigqcEZhni/myYLrM6gVNIsA4g0cQ42PGWu4Q+HoaYVbJ89n/8j/+dw9+K833c0Uw1C503K7zinaDxqujEPH27ThM3iTty7MhVObK3MUX+XVk1W0HySpb9d0GJzk4bVpHxsZ12vCx45jqmMoM/hCLrjqyy2AJXRdr6tQAAxRdhySnK48Tvpx6zhUglYu7/Bb/aVn4FVc/uMsgnnbkPjQDhwuNDAjgv6BRd9EQ+jLxmCS/DKIacUmPi7V1q686HLDNfPX8mP/naHYgoR6KuzrYtq+5rehgLpJXBT5HZBzZJnappd2rv3Dg4CIgO0qc237y76CsHKNHmdK/4csLvr5CnwpOfFGx7eBZRGPUrDjCAqeoHAdu6Uyi/OJ0xWCBwfOR+aIBnTJ2wcu4dzGaQZ52zYVMJpiowqtSeInxu7dZwCl122blXiUIi2Y6Vr0pe4Hjj2/HRjs4/TL5df4Q1SILnyf5bIytL9TDGHRh68DD6/sYPOBybS/zEPc5HF+R0gur8mjMbV/3EQIXhtqfHd9RKOMC8l2EadAH3tm32++Jbfw3Vsd2egoyp/2RLxv1T2xwNtUzze9RXtuuobg4hCpSAc2Dcak/eIiz8DjNQ1N1jXvG/y72KWOvdde07ePVfhYKODF+Asl2iK6QVIQRftKHFQch8TNI2y6VUevV33FBf3mlugtn+UuX8ioFP8dddTD1B9jbfgpS1i5IMmbNmGvNaVrzuZUD8Hj+zwAhecrCbsrZGQYuv5MHHCn42XE9xIO3sOgJjm0e38YZxQSU+LFUO/ucmy9hHdHxqwaFtmQSZexw4oyewNt2xuUZUfIvnUKvyXar/06otldH6dJe8eZgyIKK9bv2bf5oW+rN+3mkb0htN/iS3/j/Ep7Srjye8qGyTER8kqS7prNce+VV3vZTk0ad+h4bL/DRO6Enf3BVNB3F8rjjwOlYxhjnLT3HUHB6h0O3BTu0gEOzX0x74eMOjDcy9GLBdrwm+4vPYu2uJ8SH/xSiHFNEgOtZvZW5bfzKFyXLX2Tt4ZP527nbjk95GcVmGQors1bhkPssvBi/MyeUj35i5+tdGL75vh3EvqlwFy861QWYGjjhuWB44Xf8FWBCiIy94s/tIx2gPlZT55XVNlzQtYTkCrhNg6GBCFQKpRhf/nVEO69oY1POJSu18IOPFSiwtNca8T5PV2DlShMo9tiIm+S5g4OwyjjrF2/rNGobNPd48y0hFrnw9eF7BwH5uRZNAI2C25CeN09jhP2Wlf00/SLYNtlTml+vfJE9LnMX6427XHe9RejAmx0ObYiu0oh8oU3WTuJD+MTbi/2lBBdkxl5fv+FVrbd1jLFvufX34b7fXPGWZK9W2mJpG3gqzvjSz5nokJqOPU6wdY+2/IIf1ydVL8cFZTfze9rMb+q6IGpSzgwubaYstKzLxMNukL9sII5ytw2H+OqRgPSSbFxAbh98lkVPQvsRfW1dTl8/P7VFHXobyue2+KUKfMlBqY1rznuLzdh9+z0/FP03f8Pb23nHGvixA3tiH7j6W54Z7Nzlh5dXej7HkYVB2qRt43Ni4hsj+XHkpx7YMIFmvb8TTywU/mTltD7NILxEyKg9oUK/k98V3lp9K75JBs2f7VWmluNzcMVX3nmbSQGLJ5/yyGS7vDk78csnKfDJA1hwlV1enhcnng5iL8jYjWWczZiquFm0Vs/eEu6FSOXKRr2dO8yvPZRqT+ottc7z+mUXVupofpP2hWcm2NqW3e/gUbeIc94xdOnWFytndd9zyIZJcU7ZS+scJIp67aLPOid9E1plrDWWX2B/xl3bASJNCW3wyVngk3XWiFLuI33CVd889ZOSIrAHnTU8ArZ8TVPMibq15wsoJ+greAfCF+uVoGFPUg14BKzfxK1yZ7t0cNv6p6aEibLJRJK8TQBcU4QbsOPCyjkNfMeJtTs4wOLvEIvPxR9zQMd65mQWaYkdpNh+7YOhDMUe/HWeZ65fZDAXJLkwYW2T9o1epeuCq7Gy9F2kdw3jDrdftNsfjo++OoD/jY3SqTu58QPLtNimvtk9A98vNhGA/ryQV5kstlw9agnDvrcFdxvQxZk7WxJvZwlzUbHA53FcZL17xsANY5snt0WI6NyiobyOlcKkztfUYhc6lePCzQECZ9gQM8inRSNcg6XqCLKOuLIVVqdcJT3Na0QMSUVZ28kGCnudLoa85bl8Q8BBGer8Jbj84l92aWxIOWW1vvygcwL3JpzPQSW49LMKiDPyLOf2Fn6IPpy9nfVfQlrvqbK+8E3fKH6q1oqUC9aHW00+/bkDpzEYXxN/+sJvZDmQmvfKyF01QyIPQHJr8p4Hva1XrslY1c+yb5vMriNclSldOh/1xlTjY/SxrWTyWTqUpaYYDty+20l6b/0VAz7u7JzGkZeZ8XtyXpmfibkAdMnq7/NsL/gml7FjPJiWx1VUKn7J4VgkaAes5GPyd+kIO4T2VrIXWXavXjz5Tch3tx/+4Bu+zMCFA7RaLKVjRHvH4o5uMJO3C2p1fsEb4DeGtUBZDnYPjjN8S9p21rerD4XU41EzqVPg1gcu0iXpr02aJdn6a8/KMG15zF+ynhVHWhyETjknNZpycx5XH30WaKuKeNAXePBVwVX0wDlJYra8g1f41IasvvCCpK8tyG1x2s2zkqTTJy6w9b2/v5cYUlvKeUYNPOtSHv+b518OHiKriyXL7TOqq/z9pF+NDWknDsIktn/KTy/K25R8coVdy+q87Rxc+UK2Pk5++Mlo9Y14yrsmz8QJMLZxtg/6aIt89IN8jkTxabJ69bja+RRP/53k9aU4a2vkjN1PaRen0+6OIyfWyn/ET94nypFbXgfgV8jERnT7Ij/pL3oHZ8rRS5+C8qjtKTuuqst+xI2ECLN9Gp+Ag5PnqRyXlSdPPsabc0FmzIFpteN/nu/NAAJ6aB6pKSQpfZHxOKgg7sWGi7BuJBkL0p7jxjUvE+8IZKGHPV5MOPlolzrGB+A4BnYdIkX5dU0V7fg2dOco7wI5P7j4X9o7bze6y5DBvupkJallFcLEz66GH5/F0YgMnHZEkSizosgEacf3uZuPH/nqpc56fn7lFyIgNooqbrKskgVqmFcwvaryNQbsftiJSXlxK+fohAOzGEGelOrugk9ak3I0Ug11zspMQHiZY0JvuJCpkwKzNI4Nf+S8YULvM0x19G61ezVZXTvBu/reb276ILoLBpPc/Rag/ExK38BcxbztmF2iqVsdFk/7TAv3bN01CXuanuI8rYfhCVp2F1CU7eHEe5KTTNv0+TVZMj56Plp4sIqbo/Fkm0ybRid0YE+QTydv2/KV74OLzSrYT9uAPP/aatvkIXGC9DlB7wLdn8KyM69/MuHLAbleAKmDuieWyT9N1XShYNIW8pKn72979h7Y6GWdu0Jeyamr8SeeL831bHrMb/k+Psu/MWfceIXE55XPC3whIafDv+evJ+2zuWMveuYMuoNULnLIe0v1gWflnrNo+kDM2iYOJLlVO/q7IAsxzGyFDFjDuD7u4KQmlvOD6z6lRz+2fYIzwvXbHfye+bV1+clHGvqOedG8tM2ZGMmORtoatEgXYRN4tkP/A5SdoPAdtLZVCwc8AiQ1M+0pcZLlI3fCzFGhf5qVWmHDRxry6pmxFdzEQBVSKatzXv7LpzxHqECSY1X4KyM+wV7aUb/WjzTXxGYpXHypIj4HkL5BG2qz+liXi4KoXN/XH2f7tV93go1V4EqrHevHY5yDr7A1T/tM3S0z17I4Hc00vbqIK3z5lo+8RhdIt72lOX6yBa4rT3jia2DG7L5yYnmrgnwcb7IoVK2Lm2t/LA3cKrCjZ1Grk/lN21bKMD09h//a8aX6UJ10q8OAy8/xkXStWzmLpyMuphx6HPVa3iYIKLjwPWisOwrkGRiUoczIlf/aISPyzn+rx6GbOErg3BNn8pYyp4bU7QYy8Oni3Li06IhZOzMmyUMcoLatiy/bThzP8qx+hzggTeKIIF/PPoss7gcGfUbV9B1HweCJS91hy6WsHr2cV0bHzfCT7dh6RnRhRD219hHP+E8e2MYIGJ8Zg8LufvzjH0UF72XWqC7EsvIE9u09z3rxl06uwTqSjx3FjpddCa5g3UpzYPYqXcEx2hwDOQTkSAtMdjreBe46LLsfjGc2hFfOLuOahseUjsZGa3Wwo6mnohTj2cEJUPSV7BUPbu9zbKVHkPUeJmlDJ3n4YJeO9Dkjkw7LUAvzB3+XMcFnBR9Y7CC7uu0D5L5dfe9jhw8KFkdCnoFhkqvuDRBh8jKJtwNcAHMQvsFyhf9t8pVeingAwCOYhdM1X2S9tu7iMkjaJyl+Sjss5RNehyz8ahK3h5Q8JI71jYtwu6GMNwatRhSgcrJD+mBjU4X5clV19C908PJ5tLfuHG5nlwD0J+qFTTmXo5KqYjHTBsNfDPUzVu6IR/uLCyhluYgxbXutnEC/1I5xRAg4OECNf6JkY0V+j9NjTR/bYzsQW7JBuPIX2/wuKIU5XtiHhRl3yla8fcIFrQ7PoGJn1fkm9c1/zwGtIECOAfJyl6aPMUC6NtFmTtBZJIQdA21uFZSvrPWzflT/TJxksuu2BtkuIiLTo/qUzoJ65j+wVBerdRxDBWEHSzEq0/NybQTZLwtR1U68YpmifPSLKoKizHmlK+jw2VZH0dT0EMbqglbmw6PcXSibcqK+7+ayrm3iLlfqDwUUV72k8k/c/E9M7q6sWFn8YF9h9WlUUJeLHrsAk/eOU9GXmDFObOvEG/XpI8BUY/OHjuFbxsur7RgzLrrXHwddqydu5D26KoRUHi5M+438zikqYN3qIeLgqkJJ6yXb2HLg2Gg2F/F68EmS4UCvul+x1O+aDjztpyJtMgjbxnGYbQE8Ei6+EvVrPA/ey6/ILclPX/EXOcNcmixqrnoiNFpHRzVoObCZ9yKL+iAeYwsLFPgED5pQju6+2Lp9xvZyPO/YtosubVa/I6agd+ElLz/RccQpVu6exKj+wsAMcvvqxndqjPmzWhBlkT25WOpGz+ocPjkUZ6wBOQMRce7z79CEIGzAHlwGUnNqqJ8y/+P099zhikx08SUSGQh7VRrsMHeXyzdZu112z2Do9qB6yrxbZzzn5TuGUMQVaQclhKGI46pnhT6nA1x0i4Yf3zuge3W7q0PnWAmoVoZwC2NHiJ4c6vYC1cuBSpmmzgtqakQIb8XP33+XwcGJMVdk1DkZuGM1pLZYArM0vryvW52q0sAtPxcb8kkif1XVQSyTBV9OcCfGbxBdEa66hx798pJKCqtrGbf8tKNZ9xRv8X+d82E7mQz4y+SoWMAXztJcweOIwx/bKFecr+bL6eDHqGfn8Rt5eli/ef6SP34Jy6HVb95m8xYmiyPe0u77xlzkNx2Sv8puK07/d0ALvEGS22i56hYILMvoJ344/APKyStccjjqyWx0re0OTonF5Zmz/vlKoiJ1KHLIImY3n/4jhoNKPOVmtn2XiywqfT5xd2aVoB5pC0jst1l4O7ChR+DpD8UJfjokeEzKHyK3X3zYLfgMtmOnC6DOfUOv4jojG39yJ6VbMw6B24UjAHFSGTXEagrfVnVxFS9SBy/8aKobV1CZOJjLc1iKXRkS6DDt4G8XPIJN69OWSq9q15hdHGF+MvYtAWfHJsWbFJWEkmnzacOMYewGtOkjYdAkLF8B6liL0XfaB1AUi00rh/ZrPfLhm11G6oIjx1WEsc323vLaoiyVvdYFFjD6RfbJRzq13oVaZMcYmhc+tswBq0nLLmd3XU4dirsIWchT6CSuj9q/nQ/0hTbZvi4UHV/8059ZfGrz+lyG4ORinLNq+LkmuZke+eGK8AvqlteVdv2tXD+L84Tl2HZC1xee12/JiyIvkmYtP3G0+9dJ+i70yhoG218Sy1/RO3ZmUYLc4EjtXE+CV77BSDZWU981BeMBevr8VhCVDe41SV8aMlRpV3kWy7rITpE6xbfqOF4vvBaY+Lhgrp7iyi8+GEZX+ReSMwu+am87qcOdnbz3VlEoDD3zMbjpaNYji+SCiXK+3s6ZDvqcpVuG32Ecy4FEKR2goyRFkBlL1vmAqI95dNLDsQ4og5OAYCwdSqm/mNQxuKwm040BVJbHMksbBVjQ1nRhJA7PBb+zkXWmH+Ry7i3M7gD6dfpKoIOySFOm9fpFMdoTQosGELDs2HGryZRnvCoq5S8dZKHFX0uR8bXKgf8qOE9ZXMWOFz9To20/lPnR5SfGVPmTNUz1QdokUPG/btuBYoYgSCvqXCfYmWStcuJ25yT6wDJtawXpV7U9nQlC8dPmfHmkO2BhwuFzXR/ZHzvEIV3tvuatKsJmomxg4o3iR1nYZ/ToBw9jTWke3/Ms3b7GYQfYQwz0ZTu6pYID8MjZcs5PcILWuC2y9UNHO3BZRQx7a73fgN4vyxyDiG21jbHCPMMmRQ47WEmTRVw6OyPHxwws0cqLv/gBnPMLGqkKI3fW92LnmLDVE/nydMJ+4sbo0MXA7sTXzsXruUof9hiDqSi8x+qxnnEK1zjx/Cyt59KO3qt+BR3A8mlx8a9yvPqDVdpdrMpJBh+4o8PYyyeyAe8uorifJfXkb3XLGaS9fRz5+pw/+1cbzv7xmNPqKXTttQ8tX6Vol4pHdw+k/4+5N/3V5MjS++LudauKLBaLa3NpstldXHrv6e7ZNC1ZM8JAxgiyZRiGF0D+aBj+iwwYEAwYAgRIBsY2emQLljWQhFms2WfUTfdC9sqdxWJtdy0/v+ecExmZ73uryG55iXvfzIgTZ48lIyMjI6FjIEc1sb6C17ny62y4uGT1ABz8xbtu7g3MQw3SkMQgCjfDwwH/SRY6MgPmtr+VTxEgSL9w7qGTipczKN+BZ0ecIl1egsZ02VP+MooYejA34M/yJ9Yz1Qbw2qhlpW+Jj3qsI5jlp89msDVE6Tb7dMwuOp+z3CsfGPbxI05fwCC4QtwAUebKA09WU9ZedyqYn1TRNwhWfTE4DpzgiWLkQ59pZ4GnNOMWrsmeAdXyKaq2sIOF8it4AFkJna3zkDaqr4EBZNKJNdjJCabxG2kU9z1twro0RdSn6YKmiB1E81E83iaQ0mTI4jx5Pyu+Q+iZKQwWcox4SwHxMTjTdiYNL1qy+YgljuK1YLDF3TrTQOELg6icIEYgZr4FcCJlKLNLl4DAnWhHwppWpLSQFY8uVBUkdlqMHBeZqCjBrSoPnT9xFslP+aEU8Kgw+Cds5kxHutDetGUKZ1eeQeUx799tvLyYwigQhRJd57nMAcpj2KHyBV7xjJRLABJMB8RhYAFoGYqD0agWVAMBXV+UxNck8KdVdvkpI3lHqS+5ki7OcYbeZWKF4Bc3GGaDQIILI6JKVIQM/YpfpKwXGJ02L0DAUDnPkUheMiBjYZdRCwKBgo2EqnCpoyf6VipvIGvGWW8Qui6CKpWoYkGy4GNmIGXE6o+JyR5jOEsH/NRp42LBZoN+LVxlUx0ZF78Y9MhukdVFxVorXdrjt/B7MBVHdYSizRkJOkftEGZ8JGPL1B6VUACGzfjcgw9uhCQ/cHWBTSONPR2ME+WuasV6D/dfWBedsm8QwQ+Q+ZMXgZ5F8UqCpHjYSc9FQIco944WxD/X0XULceLNQIsrhuMqfw9EUpjVVn86C6JZvg1qfjnLYyOKPutu+YGLIz5aBtMLGD6nkYY+4JKn/wjoq2zYAosBWq7h60jBB4LqU4kH77QXgAKwdcG4WQKIdjc7IPpaonyrJbk8HkIv65N+YNCKvaIO2cmv14XiJ3yMsfpLddLu8k+R9DR0BVycC6fOi+yQuQIMwAqNhPQyJ75OahWKWKzQr5Oz0N122AmBjC8JVUYuk4QFRubBJytFlRNupO8KPeAcjoU9uLQu32io32G84BueZGqcUCbKxLZCGGyKt29KlPDNmW7ekUHbKd+MjySRkcxSCuhDPwiUcYLBoatn3oErAIfeZ+IZSFPFYhPmggJkDOQZWTU4XVi31BluekGadjuWsrvq7Hi9UjcM2qxc6y60nmbPy6AhVp4GMGx6aQHq/rQsWrgMPrTAWE/aTuXdGJwJT16HDwV0pMcZOxta6C8ep4rzJs6WRqbat7Udad8F3grY0syYuueVaz3rpwgM2yKKfOktCDnA6alIUWSEfj0VQlWUmpGKxgcWDhWNnGIcHG8QB3yVcMW9caYyqwLXGXyhOZQcCtt8Ajw7Bjz5iDYkzVB6oi5sHbAWO4ULqeTP8EuA0MCsZMdxW5p4dHiPrFauFduKtxzh6eFySOdB6cxD6WHuLjIgUYLE/MZfNXTld5mp6lg2U1n4Mm7kqYyRS7nyWFiVTYvLCagIz255V4hIQQsIftSTIi4MGBE3Jgc3dGMFl0QMrORcvJQHPKRMsiZqZKKn2iFvgbIgvoIyuEOM/sOMKsfnFDvpLR4xuxRoSIP3FEIPYPZnOpwZMIRw9huK3E1KY+pm2UQcz+OFojf/Yu78kicB4g2Nd8BPs/NerShsM3rQ2Zfv+UIGTlVRRsee2NbX0kMLcEwrembxWIfHzBmDBvoSgSMkHglgpXN6wjgdVQjEU13nhd2OrhyqLZZuxWcOn3RBPrZ6kAU36hFA5PqM2zC8OKVIKx0wsig2vBDaRtyKOw944ISIKDf480M3yyJzkBMwcU3jCx80AjwZqxAsFz6KG19w98VK+LEhcMpBtkIy8ppEilr/5St0gR8hBqHZm4iPsBKvBlVATB48ROktZ7yWV3nMmIrOvGGKUOuuQzSmnmd9SinjBGPISjc/LRIDNMzLlHIVii5SXaeuW8L7KfFt54J2wumxKWICJUVTKk6ZgCnXhAh3TJ8lpujBJZStTiSPLswGlRJG1iHKy1DLjxpp+so1XOUAP/3xJG5LL//47XGVg1UeFPeNQiAXmzwjRdjC9c0dYwrrFLbCfQrmGuMTqKi0iwuT6+NEYL6zpGShXfmmfJgihZr6mEiWgVAqSDGtDdZO7OpCN/U2mW5G25GMYgE4e/Ew8NpTT7ihadubovrWD99sn3v0siq9vimux4/cSTIc9KNI0d3VYOpYG0ryLNOduwRhPA2OTf38urMUONUAi0Ea33Ta2tjV7Q93vox0t9qB8o4E39Ur6BTTsdZNMRAk0MHF4Es82OxVusUlKI2sDgmdhY9c21peATbEI1NIPURHgUMDWudAsC2mnxwOjAo5sRU1wAxjvGB1hobHOMwe3CtE9V1i2LIl8B5p4SeJT1xHC5BU99aiWN9b7sxj6aulebMyENtuXyngHlr1Q3+AdrT20NqqXsVLDNIhv5dpWiU7j1TTg37FqRJjAI9+OvYWUz6ZHFBSFwFCL0snjeF6g96gRSMa/CB40CjfuphN1iHqbaTRktDtNy42ImMiXPrLRHkwrdBnd22iP9KFhIsYW19wUaKtFMuog9RRzRbllTH4VGmFjV1htCmQDQ7hXgeUymEJPMb+yjyz7EwBkkO0q4zKR5IrR3l2CzXBQx7MUq5xfQjfYsOhHr3SR3BHjBhuoLxhLjRiAk6xwukx+6GshNagwEsmXNbSQ8Ca6bHPUnCpHudUKoGcKh8Z2F1469q7/QLfrIykrauITKcDdaQGXMaXfuSB5xlGOYY0koBNj2bxZfLBfpyptF1imXEg7bpJ32jGOuSABQwDhcTgFIahH74HOULBSBV4zC/ZU30XoniiM3XS+SIkn4GK+z0rBlLIQUaEsJO4beYMCrpxMlxn6RukQVf6GGZ8OgAEOqE4tPhSemhWhRvEGIBNHQXXlc7HFPND6QhHOz91clzGWb9QCsn+jRxMr3zTk5G4I07PK+ACENZWpljg1ASie8mYMCompNKNc/q77C0szmVnKRrsUxGfdBCPogUUpVO05JmRWJggztkO4Jcquz7b77KD5Uy0cwf4gzXcKEtomRA48KEM8udNgDWYQeJgonG7TeRJVvcVPNQXjLCxP4C4f3GnqorUwu22IgwlYbnYVbKR4V/qTR71dvutw9safGmUqZe/Pji42374zgftsSsX2xMPbrZLmgnb1qvzh1v77bvv3mr/7W//Ufs7X7/afvVzr7TLwt8RA/ZfOtTgaEOLl++2G23znO6K9U0tBmKMjPw5GLSWksdNG03qZbRzh8I95U0B3YlqwTOTjPzTKfPxYz1U0YyYoYrrYqmCCKcxUKHP0OBQAz92bEaWzNBoGQNtlmTpnAWBXPsHryhURSl+AY1jx8NZmYFVOJHgws3qAiicalHOVwyxiT9x6AwKi0J2Np0S9IWbCIvTvXMLGdunAH90qYBv6sJrGONZHmd87PDRtBnZLikGtQJtgUCSEihfnujNUnzNNK8vdrroBsZEuGxUJYNOnwGbG5IYekpb/uairZT/8AOesH/skiz/iX0Vaui7OFZZipmDTwEsUJwLVmewhWw9EmbQEDdDH8qigkS66jOMuIicHubFSOWNzbU2CCn+7qHkhXXUVWp3nvGNvIDPgRHIr4GJQYDJB66fZ8IC1eVjIh3MP30BQUQt2Cjz/LhQFI6K2AE9LCx1gSs3ivHoUAOw4QKJLlWTS2evTXN/EPziKB7Do0f0iC977MS2BPLfGOzbtG+Ez+KUVZWXzkEzEFWedBygpsFm/5IHup/oosGZXw/kqx77ER2PDwg6ha/WyFQ2fAnoU7ymuhL5cBphxg8iMtbSgl88i2+dIUUvBscSyr9DycAMJNsTZA44KAyf4m0awSQtmOhY/DogaYDTzqEvHuCYEqHoTJr+Q3+ekU8mMeBlIiEG0aRLT86YMNqHXsw613dowbdiICMkA1GbL/gArmzbWX7pwCEyy4MB/O8RLM+HQALd8pNmpoXyKr0iZ5BROAUK9lFGVmcpBMTUE9weZnguge5Tr9FCH/kxlhPI/3oaVqEGQKx2Cdb0UlnWsrDKnDFB9VVjHYCPxY/OAJY/8gkMusbrI34p31T5kzZv4ZomcYp1yY1yl/8zv/vRZJFiu5Tt3/mL77VXX39Ln4a50K5pR4V3bt5uD2wft6+/+FT7pZefbw/qjcZjrTH5R//ij9t7ew+2f/iHr7Y3bp20v/2lF9uTD+y3a3zbb39XM1fH7YFdFYy+s3eqfXtuq5PTV0Q8WNpXY9xRen93Q3evd9rt4932zu07Gjhp+4ft3Xbh3H67/uENLSjeag9oluMcjVfPHWkkO/pVx4rH+NYSg7qTIz1EUIHteETMQtFoBOq+FOeZpQpGeeU4e8se67GMhCNJlBPls6icnMWnCmHCEDyQXGDEKbxa21YSuCjo3wVdMJ+7SCRSyDppQBDyS4sZxSIRdHPgKp35jkgpl44qhI6ZiqPvAvRxk920Tii7VoE998wIKuqPIdJt7ZzP9g1+ZCAdXe7eeDSpfc0MP1YDoSFGY9KskKafGYDtqL7wpiNrlnjEjbHohudVysGMGwYqXBSKYdSh6gSi3JEF/uSt0deuDwJYLdEGLixDxgqucAiVv1JnkbMYSOCbCOQpxknnXoJK4zsez5kfad0gxR1lLDx2ZyU4NCHTDIKH4PC1LYoEj/CDBzsSxnWnj1ekH2qEIkEXyWLkVBwCcbBXYMPQI2UqTbx8QZmzRk/KuSxPVYBcAO0zwbALHNK8aerBdcoRMPFgzn/9af9Aze4X2qBhj+LTeYBXQKpInESGFC59O41g6OSOuAMZS1Hrwr6YvYk0KPY5+ThAgXPUZUnSP3ZGfYQmZLrK2kdBA53lpnzSoXjqyF0sIBjyryTiJFa/GICQhn/poyxQjcSZEvfNDW3NyNQPyih4JyongwKFGVpzSXlhQ+AGHHlOhzTrNLAMWUIZb1q9FUQiDdKtO5pGqDMmpA6Zh04Fs2z4K+I2nNTOFx1bsWwywSB5PLrkHDdzUa6J3v3U0wMfeHV5ocoSTdYro/JS3xWkBFBO3Uxg8F8gRzp49txCmlwjKhLKoFIRMg8ZVe9CNZVdNYLAtMwZq4RHPytW0iuqXtjvG0JfO5V2vWZGFK+XLBiAS7tXX+a6FktR0Ic+jEeMCKYcqH/u47J+W7zrRdYz+yWtp/zIsw/SXgTpBxwwtoz2VB0ovmCRHyyCFhZW2CfnGJ3DxEs6XHnw/N3dS1fUYSmhgRBEOye328kHb7Q9PUJ85LJ2YN9/qH37rRtt79FPtiNtnNre/n779IXW/vO/+1vtt//n39EFbbf9nb/519qzFzbaec1GHW/vtfd0gfuDb73a/uCPv9t+4xtfal9+4bl2/uRO29Dg6/ffOG7//T/9XT1ibO3y+Y32S1/9Wvs//vUf6HFna7/x9S+2rz3/THt077Dta2H7tpy4qR9G8/1ffZ+33dLnaK61XT2a3GiXNEV5QbAdGo8dIYdqxs6+p4Hwl072XmD2TBSUELtTKkJ2OZhcCpeBFQE+fuMOHP7MKzogI+hQ8JLLRf+YT8skApyoZGIWMJ2h8sk4I2YSgVHgzmnKi1jwC00zT/qNaSolOjNrQGfji+/A5kiVewkj2xW08GrBvUygZ3KehYQk+t651CKczjWQKciMv4GyRQUInJmbeTFFw5DkuAjJl9jlR1ESTuM81MXXW3yIF75Gs/ENOR6n+wJAOcw8FEl8VDaoeQsIXBAx8kXQ8bAXPSJb6QSZXrow+KFgSYcW8DG6YRHDjYFT6fXnXgHm2RZLh6Z6yh9KKkzlgkgjWVPgvtAiE/hU8YLOx+lQ/CITmgqipl2M9OEg6wCdayRqT0SmYfA28rUeQosaPLIMYnD51V6EvlCihorGOsDfeoROUUaCjXKtj0gYxGedoa4QyrOWY8h0GFgkEF2m/P7YMfmv1OX0z2gv1LZHeeiAPrMgXoMI60cbcNkpD3zu9P2ImTZNOSQf2i94xXOmj/DMVwZjM7KpC6XbaBf6+DGzzm4rmY5+Yyo/aAoPPeBP2r5UAvM7XyJKoy7AqgcuL4D+j/YNvXUXbOwv0p1iMPEF1y9PAUwE7EOQNULeqIjiDDARiA4E7MJn5S9I0DFyiYqTgREPMvwcj75jNiz7iuQZLJKIRAZ4EYKnZKyiBKbgXX+cszaUhpUZeg4qOMPUOhR8tAUjaXtlU3CCT/GqPHQm9yxdKn+SE/6s+hD+PHZfhc/Vd8t/5YfwS+C6bkoS/Zo3zs7rQegWR+NLd/d95VPphi29v8W2brTi8NEfFrgfVB7ZkIMXOoR9kUaWeJqH8qWzywQuojMjTjCgvqUezrKQbNsAhmDejz3zudjta1MzVjJ0S48LNX7Sj8X3h+32zQ/cmPYf0Fqv7f12oPVfO3febQdv/6R9/Wufa7//p38l5J32iNaa/OYXX24XNQl1XfsC/fTGzfZ7f/adtqnxHI8S//rXvtyevnyhffDOW+1/+dMft/ek0/aFC+3WtQ+1YalGtPoECevMTq/fbI9tn7aXn3movXL1M21PxmrRl9XmUeQN7R7/Z3/1b9v33j9sF+SA3/qll9o3Pv/pdtFPosIh7FHG30kNFAajZ9F0CIVRfjQlHUF6tUb2wBM0Y9ELeQadJ6hI5fsqHM5IiUKNCuNOzDUBenKH4JIOfHew4jkGdyLCMV94ywZesWaPNmAhZ6Qo2XPYmCrdeLHCFz4Zoajv9uAfFTko3Jd1nYVIHcKPkr0SbOME5+6Ruyz7Jh2Fd6ZOCcETF6J8fqp8ROmFN0ecIAi3CYMLgvTZ4C5JwTTMog76hUZ51MmYmW/dkrLkOols4QQa5Rh20Jlzl0cLRUwF8pdlEXLgGrILd3a+RxZ4pi0cMcQ+24xutCGlqTHI5nEhqM63cB8EId8nYj2OGWFj2FcZ5ZNuD7LAFW2Firm+sA5DbbNgHSeFFr/yAzbYMvOMASZpdOsuRaCxfJrxNnVkB45w0bVsiZmqoOuyB/xVjuGHgM/pCtZ9UYA155JVWaShs1/whdKjGsAzt0iEo1l/vpupEAMtUztd/JxYHGay1Yf0gRMyJXQ5cCrysAvfhefdttE5xY52sxWP+wZlwpNAHbSNtEMs7RnIFVKlA70fI4t8yVXnYzkCwpY4tH6cqDwGQgTg/hA8ZKoptMXwiTINA0v1iVOGGqxW2nzpvxSmdoTcgAUfXWOwJZ2QOU7jxxoI275irDPpkmd7eMyGH3Xq/MHPtF2czH3ikPiINg/QcZbPPkLuQN0Bj7TLTedUORDqKKBlgVe8yCNOXuZXnrM4DAFfEdzedbZuCBMP08FLfsV+fsAYuKIbaXxG/fDyAs/aw02yx8JCBARDgO0YKonoMZSvMNTtvzKFWDcD5OGJ0c5Cg2/AFdP/dI3CPmVmnQG/4yk+6REK2SVPPPcVzQ/dFOYtPaxT5d7YV1xf89bMUijA478jrYlXh3ciAXf1uO/0djs4vN6ua73Y1gMPtZ39C+301q128t7beoNRztw93470yG9Xu+Nf2LvQPrx2TQ4+0EJ7PdfUo4+dncvtwYcfaXc0Q7GhRwmnmvLi0yYoz0zX0cHNdv32++2U9WAaBNoV0pbPkPAJjR191Hhj+0HNpH3Y9m+83/6Df++z7eozn9BU8Gl76Px+u7zPi+tjaYmFwooz7Qc8FgH5xknnUxFiNEv+hJfoPvWLwAhcxClwr1fCo9gBr5HdQo8F+ZREQUpNIe7YIk6aCovusLUNA64AoHTaSODV9cHYA03Hk+xjPStmBrGosYtBO42uGhP1JtW0PsDHQL5DnlzpAYRgRchInYEv+JFFru1NtJJn9H4IPSxPLNEiRKbgvJCAbp+VXiVbvK2JZaSgznuiCVoziVyhYrNpdRzaY0hI8cVqasDw4H8pC4IFURHXeUaiRDKlDt/48Fb74MMP2hNPPel20eA2AABAAElEQVROkU/6qNBMaTJFqT/4EGgUPTkBAzHqFLFcP0dMBIZ350vzqjegVsji90VMzgjJlTk/R9sI2aHM5A/qGSn0CpaKx//ApAAu9Q4f9ao4nW+FglV6Ok84wJZ4y/RE99Fj8LCUQZ8Vapk1asJM75Y3vs4yGHKDn7BHArtFBwJy9ONEcYXY9JdhgeeirPJM/GAQfnBfliwpiOAlfaj7wTTQS5Blx6Fs9ln5nlHovFL11A+cIh1QugzPPjFZoMGXZ8qFjPxSwfQQjnqQzPZPVsnAiErThEY7GFD4sargYEk920yk8GwPg1oNKGgfwOE3BnDcJ1aG0p3enUVk+Fg4MEjdOi+lRWha05NfOHUWMiVr0xc8gM9CJcXW9kE0hDEVuo3KJSI0IMJDOqCXk/hO9cLl7Pphc4yLJ+kb8Bf7atJz2p5RPkz4ZZj1mYKt0aRQ+9kszIMykT4TIFinPGRX31Z2jn7FmV0V6hBI+gXXVEa2E6BzSBqnKu/x5z5zd1OL37f1qI49D082d6SUpqtYyM7sgnYXV03S7JPWzNxlUKbFz3IP3SDrr9gaYlOzVlQ2podB5e1IKyLyLQ2ueEPxVDJOhXcs/C29qbgtPPL4RA+ValP03ABIC7p3iZF75B25Idb6YK4Xo4pOg7AjPSLdunuzHVz7cTu69aEduSuen76y0/7L3/ob7blHLsqm7qJwwPJIdjlnyEt3SaKsGPKrMg2oeREYIatxCrP49LhkT/wlMVUtvCWXTrfMyHTfF2msGOSVbOxQ/F7B7iiEtBu5hPIJr3zU9xPJ4+JORdVB5c6MCphDZyI+dUdqRj7IcrPFA6gVMsjqcow3HQJdR/hZN0nS2VGhDSwmIjwchIEwiXG5qYoPAcmFkFroVJAB0dEqJ+oowX0m2puUuisfZPJ+1ZC25GB8MyhIh69qMtes9OkEtDmM1xn/vv/+++2DGzfaAw9ebJceeNBr3ygt1LdE4YDPX/l0RQkh3lUD990zrIXPxS6cBKOwe7RAUAfluINl5st6zZkHzigY/uiCdv6Hbhp8TZ/rivyRnWncQwENbYK1cpzkMNQNpDijtJ24jSpN0Ck29/sE/7ixe/GxVvI1gTpFiE816WY0nC/I1McY4V4HbioVYElZwtI3mqRJcFAmOpXsunDy+J72R9lH+U+zTcUzXY5KCj4QyYC8EiSQBcbZUR1QoeQm0exUvkI+cWa+phdLUJ2aE+dOmHLgXTKpXcQtTzTEsa3zH/U0XdxUBQV8AA4WigUzNne5TqWPiz94xbfilY4X+dAm9THfLgX0CKkrCfvH0CgHq0/a+qMavIxAUeIMJzgCLtkG5oF2CZz8zl+wogGtx4VHSBGOc6iZrxRiuazV9VdwREN9Ld6WpQS+8jdgU5a8aEEjb5c1uCVpzAS2TBei4WUTvgoGgPlV2tBMgOIbxaI1cpaHiYwdJKp74QplLPCiRKGb2lGUjxAla/tUrzkea8B1evqAAJqJ2uDdRz2a0GyXapHGXNrhS48iT7d2NbDabXd29TFhbeK1dXJOi91bO3+XjwtrXy8NouDDI8YtrevSenh/vkWXZs1saU2WBmTs3bWt3uPwggZid/QmpbaT4MkgK/+5ePkbcHobks1dt8ULuDRoJ9IRu+6q4+ax6Kk+3M2jUd5w3H74E+34kgpVW1YcHx+019/7QfvJ+7fbpx67LILpy5CTu6YYlU2XjgiSiYz0pGir9CrbGkTiZzhSeQhRFBTGnH/JBWo9jD0d3Fgo5YVeE0bEVhpP0rjyLpEXactI/qUvKHN9WGuiz02xFQi4/OtM581r6sQBh75hr5EGWc7DA76SuAucewOdF3KB2DfKY9uSUanoNEyyOHQqo9eFS3OsxvPNRacIWOheQMECbLuAhu6RT5x6i2YBBz8JwOXPaTQfAkIWYeQLj4kLiDh0QbAKmBCSPRfoE900UV6XH77cHnrkYQ98duQ/BjJLluiAuqEeTJQYkQTyzIKdxIAzB9saXUZHM6lQMZObaUHWnUNu5CziAGGSNgVOHUO/UDGQQKu2VV5E/BQCausMHzODx4T7M8Tw4UBmtbNSFXxsWwPq2VHRdxoxpB6XjRBRbj1/TbozHswLlVJXJXzjTClyM5zB9YE4DuSXeAzEaOuwA1Y2hk8NTRoTc+iB3JJtfHLMP1Ei88wijzqqm30GOSFYhMy8i7OuDyldec40U2iQUXmWpxzXWfII4OtXM3Aki26pDBY7jwy5a7q5Ut+ogQYTBux8Tgg8Ivx3DSa4sGlHDFDAiO1RBjyYKMDNqjoy50XKA5ZBQqJB6hDaUI+ULPYBTAxOQ6YdMGU5R3QmNR0+mOpKYfK5Lf6oo+F2ZiMjwZA/3WJ0l5F4eU205YlSZw/gRGIxwoQfPQ1LgCwfPuYwHcAZg5cLGUk5meVNaLOwjD8qU8RCBt03mEVHHnH46Rf1Is6hUSJSFyxMugo1rg34KHhib+gifP1rpRabOQh1U989pOHxGFDosbs9awpiXcGGRjunW7e1xQOVRA1v644FeCm5F7YLrIHSkbgfq7O3spqJcvFIEDxrpLN9wK76eosSsWijzMgXtiJcHDGKQtDkOpQOwrTxLti7dzxI5ALOG5P6lLEGZKLRTN3tw1u+uKArD8ioI8ea2cMxsdmrilKytza0NYZm4w50p6JLlGWe6FuWG5r6vKAtNlRtxE+voTOokBrs7s8FW03Fetk2PYalpoXGVtNxK+qkaOU77NE9o/wjKs0W8N7COb1BcM46a6IP/uJNH0JgwpFZCWzld6pBsXnWTMus4sCdctsyf2YOt8RoW3ZpdzXZzWyi1kFYYbNfe9jMDpWyR1dmJaWCBuLyIRVHKX8cNQvCuomn32CRJA2N264u6jyiPlE9YhivqBAEY7bzVL7VgP5g45yA8pnsDc9FdXGnZjh56YjUNDpTWUmNnmfFhQM51jYJ8lR8yK6461rmVyeNuLoAddfK10VTZ4spXtZDDuBM3VrobHVEsAJeAJwcYPCZ88Izo9Z4DWtLG8nIKPbYjwJgRyyDke/djAufWeqIB346A34QoYudQBq/qHIWX0m2z2wzYPD1r3KxzlSKZRCKA2VnfgUoxEiHzVknXDciH2u5iYvOrHDJm/NhQOnHQj1HPku/mjd6Js2qlvDKXNtOchWrysV2C6Xaq6IOUMxcILZh0aDtgm9IWZWVLFFL/jUjMaH/UVq23lVb4qJN23a3QBmJd1/vBEv6UMFsUlUhpcNS15QQAwy8EjrGkacfef7RH4InnB6gX8Iyc/TZctYTfa1fsoKvoyVs4FE+Z4CCPbGWK69X0mhDekGN/0tmkKdtKYO80Bb7bQkXA/HM/j0qmtKRV23LigkWvJUHH7WNwKq0Skf03KRwQ+qBRNJUvTA9tDwpMA9dD9TXoh7+gc5rRsXSM5LYhhD9OHEQmUOq6HqPvuTbOucHEpd1nIIutYY5eAzlLRTvoRkMrJftRxaSOJCX+QZJCQ8aJbfWvm1ta/YkmJsHeOVH03BwPZQu8rf3lUNjdESIhdHf8F8tR3HbAE4oMGlOGQTtKAc8D6DIUrBnymkBCr3k2PIhjIwnEaDiR/NUwusKI7dfg6yd84IhabRzoA7BRK0VPoQ4hi7wU5ccyvcKYbQJE8WsSAopResxF+kSaFmDlBJWLEt6KUOawZANNl3PKdROuoyw9oxBBRR0PHQ43nRRg6Xv/fSd9vWXn217Oxr90VDdkcs1koeuvFxOwWydXmo/fevD9v5tfTz80sX2nR/9pP2bP/8LN4CXXrraXnzm0fbKg5qh06wdAzuIGWD4no9BlxyrrR8ZS7kAPcQhDqp+JhAFQ6BtrZdj24wdDULYxPZY04Y3du62W9Jt54QtZhnsyBOi81oUy4IHMvSR82NfPUMQ4FmAjhnKo2i0ykPdY43gaBTYT3rnmIZxdjhyK43BFnu4nePuUn8MxhgY+q5QjFxK8iv+5GIXfTqeZQCpzXk1+Nax7ctW1uGRw35sB7LzSK1ol0GY+NWr4i6XtDc6IzG+T/CsJYRogx4r+MUj9Mr79BkW7aOuR5Xhm4EiFeN4JFC5yLH1iJXcQrQWRpogSbMCMOnEUDEvzNe584PvwBtkpLotRsIQO9YHhISdxWNOHkosYXQswOALvWkFcLpYykm+ICQuF/2QEfLsB8gJyScSwzEFhxYpZ8hOBQwJnFUflV0TWWEOkJKTRi1pVikm2oiVTVHGS/oRm7x5Z5+5a4SEWmsyRoYfIW4Otk2upg/Ri0g7zJhYQPBXs2IcYRhxsnwBp1CVmOlNWqi2OvM/ghpZ0xJTPLofXEdCj5FP1LMJXn71WWD6mM4UfiZGX/59kN50rDG4Jl9WDwEIePGjXZtJgcnLUPZ75peOexbwjzkFlEQGx8gTrHQCeXLbgCs4L32xLs+76GtJjW0UPAbC0Zcy4PLsMQMv5RG4uQWHvpbBSYJj4OTBZZiZakW+7MTUXg6lbCE5D5xwiHlysPIDUkW7UFEILTQL27Gk95HK8EwfOOLlchaPsCX9hMwYWbkesi1EDJ7FCfkT95QuOvFD1+BAfYh4zGaR3zUqjcMPojBPZfsmzGgwG+UkiWDwWclJAHklRcysZueZGbCNKPmBb55OkhO/Sd+SHTnb5bCFFT2JG0C1/gN0ipI/he6XCfT/SEzN0AXutzI16KDDoS1t7l9sf/LdH7e/9sXParPYfW9HwQWD4IKRIxmyMev248PN9k9+94/ad37yVrv05DPth+9d0xuYevyqaYJX//Kn7fyffLf9N3/rF9uTjz7Y7h5ovcy5nXaOvZJ4JCuZ+OZEb2Ye5OvrvBDAED32gKGzkN+k16l28GemYUcd5pYAOrVDXdUZELnW6MzMhtCiuAaX8jUAgMipwKAFvhOaZv+0B8eeGHvfGclipoDKCs4JFcO3DsVh/XlHU2NUoRPW/0mZE9HTGaDwHoMuNZxDbJRsBoto4AqYlYOyp535cZ5gzFfwKPsus5xKHeou8Ui/c/k4mIY8hYrXecqJmHRR2bljhQ45OocWwiAyCxMf321Lt5WAwqDZCBvlsoGVG4wiK2yTiRvnusq+hKWIFdkDoDdO0aLmkndYQk6EuYiEq0IUvM6Ff/YZWjohXOCD/RFposrzRUB+19WOi72qv79owRpPgqWrUILTUtPAiC7O6OsPJXB9rqEh4R4IygKnbEdvG5Mk7ucq8x5sbA/5Z+BiYeG4nHoqmYYLMjGeorMH4n5oyCp+A+jMKLhRX+iTaX+0AUM9C+G9kNBBbdUXcUWZk+a7nMzgT+HjSJ2olrHwAV2EhJ7hM2jK5qrbY3rJs6eT3+zxFjBkVaBP0J99IVhYxTFx8FE0aPUfDHbiZiJ28i8mcfYn58otOhcXg0RX54y4HEIV5wzmRxqum7qWbOrRAW+Le82i+PApMJBj4BW45Q9rIlBylM7ClSl3N9UnVxtVrsgd3G7VT4ODb8PqzAyUYOnmwI28dAGpygtU0jr7yRcYSlsft2tk1S/6Q/S2HOSJrvsgmxz4ILCWy/XCGqiOkNaPdaPcPNBG/SQjuCVW8TOLUA5+CpQA+qNrd4ChmZYiuILAKaicjHjyMcQ6FpbOSVdUIUIG2VnJyaeIg44uvLTR/YMUfJZyOstQoR8rf+OxT74g+qiU4bQqwMANRApkySqVyIENSoPbbUpRqUcXvIx0hy4yzoIHmmRrJkVzRRp0qSDl8Q1Nd7K1wr4GDbffe6O9cuVc+69+46ueednQo8SL+/t+S++u7hTvqAJ8oLczv/naO+33/uLb7eLD2udMk4CbO+dVIZgd0l2LfHJ6+3a79dMftpeee6a9//p329/7W99oLzzxULuo9xE2NeN1qLc9b2sAd6g3AHluvX9ur128eN4fDadg8CSVYYc7GJ394oEccqIByCn6MxumrvFo+0CYeoSgmuypX2lApYaIPwJDRgIpupuIRxk4oc1wN9XL8JhRPa8HXzxmpHKc5sBri4HcPcIWgy8JOFZDP9YsnGe75K8T2Xfr+h1tW6FHsXrcTCNlrzBro8pJg6I57uoTVTvqbKgrx9zhGMp3QsuKsKXm36Y6RYcQebbOZg22SRL5bMhHHTOq4sgnTp4vNMvKFihpceBmosMqbb54FzVEF3d30VkVzniOdiHUhcxlmqIq60f6WbxM1Zl67/8F37A1lCMLu8N/wEQSp04/439GwvTwsdGIhUkcySNFbeI7jsQP7txpl7Qh8g5bwqjMravsK/XdFVAtFApGh7D0SUgIPI7wtkHgEvfRUKdIr7gjc+qEP0Y5xodZ2sE5Li5FsXqGflWXOZ59lnp2fKF0e+fo81QasYKL8rNQfgggJcHNlOs4qMmHfm9TfR4DK926CUx9PW3vXdPLFe/r7dbHHm0Xz593b+GvRAjPOuMTZJqX+BFPnjM1hkT51nT3gBfegNKjJXs8j4+GQKSHwj/lI2wqnsju8dJXiB5QQax45bs9YKfhUQf9aJy7dAHpMwoXFEKkwymWH6iCO1eHyJtwgdTFN+hxZQX4mVQAdA/fUQ9j3s76CAeSIgM/ylFXBAZstDNnQg/n0rtz7nBy5yFwylXQp0cQ4npjHdGTXylRTEZ55AsODwZMHkQVXp5B5ykUePg3vkZhJoKU/kQDJpa2VZBZGH3VPQiy6KAkipQ4Byn6B13kW0RHKB0Ct46wCVUyX6fyD3IpB7m/y3GeeCJrFobxE2OpcVIBPnZIElhmxZ94/jN66pEMYYoCGKlzyBjRZyKdCOUDXjpBHwrCl7yRhwFBQE5mpfmGF8nIG8XgGRtqasG/KvCmHqsx+PLaIQYEuvBTlQ9u32zXfvxa+3t//Zfb91991dtXfP2rX2lvvvVWu3jpofbqD15r33n9B+2aBksPPvqoLiaxBokRD59DYlNXriF0BDdOb7Vt7Vu2r4XLm3pb7NNPPtFefuEFfRhc37r89qvt1Q/uaMuME+3Mr/3Mju5ogPZr7YkL2+2CZnf2NOtzTgOSQ23dcap1ZOolvJ+ZxmvizbosPffVjBIvFPBm5qam4zYEY6x0yuBCMNYx0FTvMlgT7Bg9yJOl/JWP7oiGdQbbyNEbDqwngAcDnz0NTPnszCYLzcYQhQNzF4TxtY3EngaHGnnpTlm7y2ujttfev97+0T/75+3k3DnpudsuXbrULmhLj1Ph3rmpLUo08LytLx289NJL7dc+/Vh7YvdYG53SybBpr+wRH1bfbWmNCuVzopc3KlChle27JOpAr4uFkGdfeIinzvjAdcaHoKOOYAr1L1BdkxznUPAOGHqbqHMTfqWTfSepSNRvpdDH5aEomROLQtU59Vmf6ZsH/FA8q1gGBmujVfbYNV2Y16IauLS/0pzhxeys65SwqfvodKi6/f3XfqitZQ7bZ154vl1UfbaeJVzKlq8wk53nDRn8gG5TiPhka3TkUz6+GvGnHGJF5ytFuDXQFUfMBJIWQ9q0c1ZBMMLKpgE2yUud8JXySZFXPux4A+1Z0eWA4z73RBKEceKWxkVUeoQSXot6pEEYg99bd26173zne+1lLZt46IGL7jtczaW3/ZE2lu6j/hVH76U9lR5xzrRvyKjyGEBzv6ntFG9wjM+AqwgciTpWfuPCjzFVr3zzxWwSbqLfkyPMgbJKe8GnnTIAT5aW2/c5Q4+FzEiWBVmfkFEMQFBfWek6G+xD8EQFSMwphYDLcgNjJCxIIoHe2OmZTHWQUm8RRkDpOKFYplCinJHdFTcSnwVkvRZcwLWfFOkv1AjuciEvNE9EuVE+RK9jbzkUMqcSC13gCWUES+nx7LkzXafJvygEZaeqtB0cOeg21ZvoO2cyue4I1X4uNVIUtvIb6U3rQ2iNbEKUT6RKqxo0d4ysw9ZMAru/zECesd6BPR43HmfwlZBAig4FPaAB5oIRzllMRoapv2mt+s/AY+RX8dKBNDI2NcTeVK/FmZsZXmFnpFpTutc/uNbu3LjW9tQpXdAF4/at29pfTG9/yZ5tDbrOaYPX3Z0Lcq5mdmisGrzwLJrLzpZ6Ky5ENI5DBjSCsjXGqT5zc3yg9Up69ObLlAZ7vAW6J/6begPz5Oa1tq9Zo4fPi+L2jXb1U0+3x69c8aDqYQ1cPnnlkhaka12WXvtkF35kUVSnW3qzky8MaGyEPrzEwJYc25K9q0q+K7tuyEam19nmATtiAbxYEOSQQ/tC1PRL8o8HUqLhzcBdPSHlqeVtDBlDFbJgTBHfPtU+bJK1pbVZt2+dtjc1sLytfdr+wTf/13Z85XI7lg070pFv7MldlsPICb+RvqmNdT9zabv95ldebk8/eqVdkCLnZOemBoxUSN8VyKfxuBVbpaACZUsHWg2iOlVn5iEGnCQoZ9EkbeEYRu1Hks+VM53BmYcVQM/uuD0SWaVjUfpzV8paoHU+jhSy8ab21JEoMOldtk3njrESmWwMe/H/xw3VpjjDbxx8oQ1lwndbaRZb2tCTFy/4ksQy9HLEBpDljIDBhTDRTH6iHANeetyr7IIPrIMm1gwGf8OAT07peEW37ly8Kq+0rTRnpK3gpRzgfnzSdRopK77KdTkDB497BishDKGF9ZgaiQPd+Lzznma6bh+orI7bO+++1z77yovtsUcfUZtkjjxaSs1IlK+tu3gs0+hR9tZ5Hc5Z+rrtpj/Agbboi6Zkm78Mqpkg40NTRirumuQ09aVzAMv9CZ5jsMXNuCQFTDLhHeuQgh+0MYtmpsaDmwdyOvtmLouh7CY/QSm7K9DTLLgnhG6lY+BN2EYBy/+kzNcI0CT+QFA+8wyT+ub71pESkefgme2aAWe1W8mi/vHzDA2ypQy+oy+HDtmUY+kFy94/o7jyGXx5YFi+BkmsREXs4wXxwIElu1hUunwBU1DRFv1DP+RJ7yJyCqR5jxh0AjuEX0wiVLPMY2EkmvniO3BCTUmqwVbq3dszquDPZShflhKJs/HEp65akzIwKmg4AokulM4sDO3JMyOTAsgpJ4IeDjuT8MwM9As+OEGDFg02wmmhEwMxXdaNw3IUBkjbmi3CY37VlTeDVGAsdt/a2XPF2WHAIyYnomWdkhf0qczQmcZI17Vxyp2++PLcXmcBNLARkXhxQbq4pTt9dYD1Wj/+5eO4dAbMFmxo9mv36MP2rO5C/+Nf+5V2SZvN7nkFFOvGNAATv1uaTTrRIz/tR+/ZpreuX29vXXu3PfXIlfbMQ5fbAxqE3dDGtrQfRO8y+NJzcyxnTRb6ops0whjmmMRzs90SDsPEi+rNLqqTuK0F/ishKwKDry19lxPfXTvZan/8+pvtt//lH7abO/vt3JVH26YeX+zsap83th5xZydH6Uyn4Mrn+Em7pQvB3RvX26989mr76gtPt09c2G3nNUOJrnqu6+Gm5tQincpYKx2oa3g9/2eq9nojfeElNdeGqsfrMjuPzIz04JPUgezIC1kjr8K2Pa4ooe9EM2JHvC4mQeMquUAKa6IoJLMQF1jrk26+i65mPWY2mFkmPrfPZFjIJdsK+MS4gDtkPpPF3lq8rToP6Bv44ftop4BoCxGIJM8CAZkEJjRsiUQnBjPzJ5px8IXi5iWB6yV18llkVf4s24kZThpVmpHnl2OSTKlVBtaoKApxHd4a0gGUol3OcLOvBaQXPNKg61TtHfhtfTP3yiPaZkciPKanfQqvbmiqfaB7xQcxPTraPeKN8I78c0TiQjZdKGkr2GEPYbTjGKMIfZ36XWyxRyM740M9hAZcSJIHdYRF8NRJQPAZ7RIq2PoFU3DgUDguawGpYb2clfY1wiQTHTw6yIrCNmBlH9KMB2KQ9jQ6EsrX9M0MjGoNFTqh370CPOiX+cEHmvgWqjYpZ2mIiNEl6gU3vxEve0feRc86T+ug64oZgGRlxQheStKTzXW7j6JmUfYELgO9sn0SNPEp/lUO2BLXoGj/SoZxjsQBnOJg2+2gqXwH1CkqxChfyh1NQi/qDjrAAj3V9CajnTGxIBb6lvQpb+NJBl/KxalRqDAu5ohESJwnh0wMVmNSZpQDqQHBQ4l5/iqDMyAwlfnShV8UtBqQFnMTGOQwlsdNVCSqguZ8EKfBCPuXCWgWwlINYZ+qjc1D86IDC8fSIIWGN/XsT15gJCUZDL6oWGTqp38vllT+xQfYsZ/F/kzhQifRooWPK4QAW1tH7eC999rTDz7QHtoTHgpUUAs41AXtUOvS9vVlgJuaJXrzQ30RQKzOa7R19cpj7QvPPd9+/O5P2h2tU3vsysPtyccfbXeFzwwdMxGshTonGXvS4UgDp/dvn7bXNPP3+rvv6BHqcXvp8SfbC9rj6eI2bxki2AdPMZPCTjrBc3rExBDuTfntn/zBn7VvXdOXD/QFg2MZs4t9ekuR9WoEfxCViFhRd+ALV9ayHd05bB++8aP2qDYy+fLzT7VfuPp8e+axS95qws1e/OwmnMRPxKFRuK/isJ+FBR487hWq3oJjCQvGFPMIct1KhuBHfR8xlJn6Bk8lmXZVuGfbkBzj+LCuwVfnk3hRSJHox4UeHU57CDvOwhhQe7Qi+DD85FjYQa+swLF8AA5qjT41TupaPAKvfDfhj/5Za56YYcf9QqdFuSIQ0PyVhkVor+wls8JP+KjTEtVp+FbGEO8+AJY8B8yiyHP4tQPNsHM1mNQIsd6j8sqspAdUwlcvJyL1M/wpf9PTyQKpPvrNbw2YWXMDPks1WPhNAZbuZfuYHuOl7zpY5a07F9+el2XS00MEXC5kY4iqJ4PSIT4Jj8AxLnz08vhAdZIMHVmqQX8bxaFcXQSsS9KC6P5YZ2xa0dN84lB55fPKCn5IC6nAfa3INNDCAWsMoUbpHTmlWjY3qEUfZY0Mx6UEHoIbj0i58UV/bobuFTzg1k07oWbP0I0/MxYc++j3K8SNNIPUuKaGLPzF40/J05lg/4kPMqo+wpb1yqwTHgM2hPYjdB5flkdxgHQZtw1iGtec8Cfc7PeBbb1JP4AmNcSUulPOdhwe9s1EgbkenCIPMAeUks+MS5L44MPyrbIcqI/hAh8L7PNGrfkiFbwDCYfwiynhklpYpj3jIGUGOUvHQrR01BmMZmCMgBcB/pQxAwUNbQLmFBVEDUuNkNEz8XjLx5tLhBcEo3Id6fHhpl7d4o/Oyd80w02qQOFYhiTYr8EXf/BlUAqOxGz4U0uK72oAtEdljUdv/q6kBlP1/TyUY7PYHXWKx4cHWpcmGjocD2KCHzNBDKQYk53QoepTSy5gLXTe1kDmUI/zNrTImUeqxwextcXJ0YEfS/KqOd9vZM3Z1eefaz998932gzfebXfoiPR2JmODu1qX9eSlB9uLemsTvbxuTuddjRqZzehpLNYj0Pd1Y/P7r363va8O/ZT9zoS3oUEc20bY5/YF5Szm8g3BMcHDNjVMxe/ou523NQB8RDb/Z7/5jfb5px5q+6d6lMnAVzRsqksZYbg7YcXpiLwOAwQC+Rnc8DKu/YFdD5Bv1OwYUh3NBLBsjbohevOQTjQUs0saeAmP8u1BuNXZIeAuZTUEOqizGpvdIdxS2WnxLzgRdB2kBWcpBbxCxy9Azx2xIjPahOinHjzkYXanj/KZekplDJlRvwVDV2gyjzh1HhncbPj1/FUVoDBOnde179GmMb/atJl8xIPrgfSwmulsYJUu/oOJKNh1rALppqRyPd31mHHAGfbPqHPQBNxkq0wEXvDp/CMyUBtQdnS0kaczRSEYUc7qNvxIGD6xxxcE5GIzgy/dSHJB1bl8o8z1AYL0x8xO2k7UDtHBW8cJ1WkO5k+2dabtMFiotM6EpHPdwqdcvOKO2e0/kHRMPUjD179sj74RNuOUiX7CQefS0ypwyIjZDTytlvPCFhSzDAiSBtljiMEWMgsa/QN0hDhlfAI4rw6T3MDryzDIGINswR5PjKR/xuwxviS1HWIfLlKu/nEzhomjjnFOQ80KXA/a5GPk0t47PRSiN1UKg0dYEJpAyycKx2CM9M0In8URIpzi1TeoBcJ/0pcuHROC0mUhw+Dk6TiHEqA4PnDovPHJgKNUqMU1OoIplEB+Fydfha8Lq6tkotB5siFZmWcMvmBQAtyJU+gAGHzMLz5F/POcy5kfl8fYGXxc2vX4WQDKLAfWGXwczMR+BfLY2DBCeKwXQiHl2Z2AMs1Pldi8uMiKbP+cBjRqCQzUuCCiRWgy6TOxA4YsymHIdwFlmmypefuW3kjUIG13R18j0IAm7gSjQznUwM97bonurmbzeLHg+FADULgL5rsj82RzVKWVcVnrtryJXq8dQk5/IDL8EfxJE/yIVjiyWDw1qNUA64Mf/7hdfWi//f3f/LX29AXBdzQokg6Yw2NUD3zlGO+Q79GiGDHFLX3wl4PwkBcVUzzoSbr5EaFjqOC3PDVb57s3BkzKiLLQWXjBSrHyf8rBFwzZBAYxPn9VTM1jStj+KWn+szoqIZaFkQ5To7UtggX+BLfQxJ5Oq/TkwX1aixEK24y0xcWZTOwbwWdyE6/cVlK63JFBAs/qDUDtZdUZTBF05T/CXNLMZ4WyPNuXCVTcd6RKQsuv7FqSjWnLGfmQOaRX9cCoUVdbEe5Crsjdfma2dSNH0f/fx6UW6xM9C5b9/eg32j8+RPvyZbe8THJ+2C2n2/7Kwo+E6Uoiz1Smzp0X/JUoGdDMbmaULlzOdU9hfOT7Yie45EcQDHjJKqgBgWOrlB8ynTLf4pAkwRNeAgTPqO0li5zgUULAm1pE6DAp0tMRSSJJRfAAY8mL5Qle66iM7AFXaBlaJYt1p4Hfumxgk2YjRkGRo0HXmDVLlQbT9XCG6gT9qSLFsiOsAHpORNLGtIFJiPA1vJJWKK5xoArkchhgyzqE6q4rQqf8TFa8QqhvVKo8x7ZANnCqmPNRAQYKlQ6t3Lsb5smDQIljyuwg8Qs2YmRlxKtmvkJYQjtFChvS/y6iNuBnYFSN4GcgPYMkParc0okz67fopFjwzswXMAYynP34kqph76vRaM1XDUgmISpsnC/2fjzpDWGVC8Av7zOolUyVQlQLGnAUZy9lM5v0Y2uNWQgFEqRp6Fx3Bj8asB+DmiWDoGgw3AET6Pxc2TwojAuZbdOARynPGjGN7/Vx8kME2apI6BvaQlOVtrRnBsZ2kQe+0luS/5Nv/UX7m195pf3qF15sn9Bs4TnNptm/wsO33LHzppLPIuTFTHiX7gyKcJ/N1uFUCOiCVqzr8B44UsJpwdjeY1dyrW8Soq8Diikwx2UdNZDznbRgaA8Wb7w6j8HgEDqPhCWrrA/wDN842/KkkS/gwSdUqPqDjWlTEJgPsOBkYB6gKV0mKfiIUI+/bAFoAkeOsw1Aj+JR5QY5cXCLe1GsO/dx5JgpwtCDspxzMXxgjnwGxATrQjrr58hyJZ62j9xHW+y4kSj9MoJ6XLw6H0UqvkqC4vzODkE7lec6zFW+S6yljNJoifdx03O+zLDgM55mUE70cfiNPah4cw2veHY4+7oVn0r8MNawMi5feOqHI9lP0FKVLitqAFXauzlIfuVXxBDRVX0E3i2AHzRSAFEVHM1DwCESlRNJDa0JdIx/p5bDCHzTeUCQind2Iq461+UHQfC3EB86H7MIUJGkehPQvRgXBLWDY7Z1SfXxU7LvtGdHJn6FM0LSE5Xls+1NiPMXBRU0HIOTjy68GZvglTg85fm4IXofbE1a6RGyKk09WGNB4a8RqBo58926Nrgwd8YF1n29IDnJwBMaA2bIEXLqgsZdU9GEjLQjT0W+8fhzn/Y+X50IwzvSGC+Sn//cnfwxWUUH/zGJPjJ6NSw5TN6LCwSX8kN1SLFwkfaxo0FDpOV2D86g6+4WHfRxkXPlljMZ8tQHmNlgzh2caWj+crY6rOmx0cQrauCEM5lCAdUvoexmz0JIciSTXw1c4oLIzJIGktiCTvppaBPEGKygIac7ACrAsQZi21rYXzUJbEI1AkuHR9nqXBDEnxqndXJUXiTAa1OLgn/46re0jq21L1x5sH3+sy+3zzz3VHtgf09r3fQIVC808PiVLTfSY6Ks+id+umCzzUZ8001r0JiaU0AGFHxblDNvs0IXnzOaOjJgMjoaFKaQ1Cxm0GNX/CxTcYKkGy9ScYT7GPNLGnMQVIlSMWlWUbg6XoBURhQTjnQJdxcnn12uihVFlYU1TYKus5Cm/GKDHiE3yi3gUWcLZzgLtbQs6FDVC+Rzrwfibx0yFx3II5Ts0U7glU/8zJBEpU/Js4LlkJHY9o+AwZbRLseD63o9Qvc5J6VKH9s2MlzBjAJbA55ASxmhz5S/LnY/mmW+eEjnmuHCGzZBB8olHm1FX+NZBMHGgZgHPWpyvU5BJ5ZIsbaZVqualM0L8VKTybrQoerFiDdeGA1HH2R4ABaCTVdKoIfyUSaqW2hqUA7YgJcslKwbLuIE+vUxRD8U/KCz3jBchsoDHkh1iv5lQTLqQBb2sfyDBe3cOFNG1lXwaSyzYKK8WVhkp7YTivJXYFNuluPc/mgPaHe27dEOYZQK6OTySt6mHHQb8xJF+KMMcVogOSmHdL+VjNHvxazkLu8SDB8UkUxf/aKySChMJ8HIilTQ+NjJB0+qzlQKX3hwNvDpHJN29Mf02BFhVegoAssubG5Z8OZSJ4QzcOYU81R34hzcU4PuHYYu6zvHjvJzRjCkuyoLWtWCAQtm6sAga9KBKoMPtKh/7CmsRfERjaYKdrTvFdtD7OqRII8b3cZlZPhXZ6aZ7EjoitaMeroGePjGfnc2OofeJzwOtY7oqQGPHvehM3e30UBUvunYkJtqp23IZdDEpAR4rA3jHC8WICX0wmaCJYtR8SZNYDaJuL+qKWasYdvc2tMLBdJH68akWDvQFhbX3nmzbepR6Ccun9cmtk+0r77y6fbYpf324PldLe6nM4pxIPxrpuQum7WKJzpt6ZFmNFIcgp4i0H8NhphxO9EdvoMNRisFcJSHb7Y1sC57yHBjtPaBmuhTwuTBp+owD1iNl+wrMSarNymawA8MisTqmRAtBB8BCcfuqdwDWLr70Yfabs+fCU8GPqFrZeLLKQ+RY3rKmcfm3TM01OOqW/h1jr8uRf236EH+OrwVmHgX+9L1LHmVP/IYca1zZgY8HDBXaZ4KdGChiP1dgkbmo1DihbOE/xxp/D6GsW6N8Fm8k2QEnRUNXmrzald0ZYVmuHB8s6kbTctQw/QftP7XoQcoVbgMkBQLPpmvE7wBJiTO8NcP3G6TEQKr9LE46eczIxLZb30AKA5tzYqV3mKZcMkU3ugj4tFywYpAv+I2FYqLaLqwhix0D72gsM5JO/IGhFpgu2sn2kPqMbHRDWfar8EXuvf9s8Ipphz5j/FiO5ulETDkV26dB6HWHryAhe+Xrbvo4ozt1efMczIfO6T/GIr/CHM9GAE9jm9cnAmZ+qhQU5ndhIis42/itKuzJjLohpZwKH3Hx4ZdhOpy4KVexUO8e52Fj9L4BV5Rh0BUQJ6Z6ZBM45RHtpqICxeujQueqBQLgfBYBi+IFk5V9il/PQ1KnemkibjHwkfoMAUbGBkTsMfQfI7fs+4RscXhh/VYriUjwiBDMzsOeqQo69bTC+omvnHH6nHRYbH/rraoYKH8lt4GxK6gnnhTb2K2KkVw4c3PGYHtO9OhBvtuFuYQzsJYeVVhfO0tHOVVFDoGlqR14MTAhjPdD2FqdqGncURXZRtYqj+Cse6LTzCx7zabw+oLdOKgRx3J83D7nAZiGpjdua290a63m2+/0ZpeLLggf3zyyUfaL2qbiucee9izjNwQ8G1N20b5+3EgnzliTZvU1YCOJWQ7knlOb5Jq5zXprh9fKtDmtoTQMe2xrdxlarCqTpw8Csd+xR4bEtaGD8oys5IaU5q4rLBuHZr0eQoi1038kjzSp5mp3JBf6Y7YAYpU3RcT2EQpTAhmLRzbCkbKAmPSeX65CdsnHjMi00UeeIiHJfUBfQlRd0NW56Wsyi+cnlc0ODbDpFtBMHXKn6Dz2Dq6Ocb9U17oLLRw1eCwTvoR9Oi4HyOytK8qxv1YJB1a/Sz2zywUr6V1Pb/0yfOEqbqnQZgX8PP2M3WRgdAQwKWGwtt6klc4xZc8yTf9ACubnAePYq3zKIt8BoSQpktGaY6blxGUTE1I1vpS9LaO6KG/4CeY+g6Cb2g8GCslgDmLXEdK/hJeWJxtw0AHrnlbemDSpsxDCqE3/bl/6qN4wSf+Asd+6AJHPbqQUfwQh/mQVHSRFGR18DW2Rft0hQovTqGXWYLwbZA45vhUZoHUzUkaSqRzLeQRiTKj81co/UK3ZHCfU9QvIY0819Bs8sIWOJLHH8qXHPtOeacyuNigKvnGRUcySBt5LoC8jUf1eSEqnp//ixgGOqagOYFzUMQ4oZdd2plPioyUNhZFPmKYdJgIbFQJnsAZg3cqtZJ3L4Cr/T0QaIxDhawBlyh69ci9us5kYs8zA4N+oSPfX6Tx04mFV2jwma8LEzDKhLVnzJixNmpLu6e6MBnQJB9oAiaC+/iXAbZVzWKIMgmp5iE4FyPU9aBD6niwRLprTiw7J4vEP6EDOQQ/DZSgbQ2KavB1yuCLx5HKZyvEI6/XgkI6sR4OzKMNbaVx0K7rsyiHH7ytb0keyHb5gIGXB58xE0dnRAU80T5uHqAe39Ejy03tvL7VHnnokj6pcrk9qc+qPPnwA+2Rizt6pKmZNI3OtuVvBnxsJOo1/eJxmJ+SwiSGUVGmaa1OlMj0OFhxG+lDj7MNiR2GLZFlu3QY0qQIwonImcdenmdjZA7aTcF02VEX1NJSIKep3hTGnMdK8xKR6QY06kTxQWbJoB581FCzuGfZav4LdmfhflSZxpsKyMmwIxw0lu3Ec6HElDHEFjiL5IB4djRUmOev8JG2A4z+YQxVJiPsXrXtLHy40gcgKnzuGtDZ+jF9KlJ9FJkswQB/UNF9AwOvulAWk+KBzycZUdeWDaTj2Efi5TOcRr2iH+r80c+8w0fUzZm/lMcMhW9axRAdrMfAMgZf2ANwNYQeCAmLxcFI1Q6KJ731FEJ/ZJcd4EFzzM2g2q/1EIEnONRfEcwh1Yj8Saeuxxl6mkFyqacCBStZPe1r1cS7bOFsXAub8otuPC95llq+0okUi4pv0S1pRo8V7gzH5XtvPVTCxd5n6Iui+IfvJjTYzoIQAIEXeU5l2SU/BuhckxS4Hk14BpnYbs1knaD2DvcAfHFGmDFHIYX+Uc5iWBYO6L3wBti9oisGCBnnVUGs0iI0HLCady8IVWKNwgNJNb4ohswYBmG1gH4gmUWhv9sX3FOIPA6MgYisEq66wWzAndAqTfaQ1DhEM2XaVkIDCZWxHmXWVgsMyoRrx5twxmb0GYOOsHcawJlCtJB78CVq2LGbOTbb7+ZYvKNDIFVlsqzYMfMlO4XD5o8nd7VVhRKKaeNb7ua0wSwXD205wb5hGouq89Ybmt6+gy0N9Hmio1vtSG9jwtudJJpbBR/a1rE+CaVBmbwhIUf6P2zH+vbg0cEdLVrVdhyif2hvsz368Pn2yMOX2sPa5PZJvb35iceu6Duf59qe3wp1l+ABIfbqNVDJwGYMZk2AgOPgG7ACOvXgESrEpR85ke8juFTopBkoOwuXkfLneYvUPNlpK+JsyUGTZZj0jbKr/JjBrlSpOAoqbhNsWtgfdMV7rGcTx/WxlcHX6E9IogOYEy9x5rk/W8pm6TCZJz5TYtbmU8LSzmW6/PFxFFrSLHmOvCpvSbNMU3/XuXHktaQZZ9s7Xvq9akKHZwR9fCPJDXxu3glffqaBnv8ZbGoSZBtxcrsAkfCRg5Ggif6o9B5nqWogFTaEbN4E9nXNF0XR8pe8LEIKhl5xoTY/ydM8WFgnXKjGUOTW0bqRayJjuk1F0ryjh5k4uJUrv8qRM1sreBuXYfBlW1M/GE/+VwKJcSLmOLeOY+h2diAcJi4dPItg95wPlQgqoMFzkb9I+inajGckbLei8JoPSGPsMZLUVhPAyk+jPfZNOmCEjzy42owBPOOmPc6bnOhkySq6WA8c/u2uS3vLHqQEXeCJvZ0FGlF+a1zqMvMmq8ZHOf2Z2CTBDNoxjIYHLoVSGPenKcx7nScdRqwyJ2DgjHLTzJHgI8TvN/hCCN7hV2GevquBxcqbiIXK2TMjuqtxiA6gCtmsBb/r6U0XI6lA9bkuljwyZM6IgZZgItzW3llcxHhhyQv/FWdWpweXJz4CT4M9RmwS4Y5S0aiIgY0fy7uOiw1bURDHQ/F4Jjo0ZogI4MOj6gNpgqRp4BY+wtpjPZ5g3Rd2bfENSw2sNk72PeD05rX6phKPDhlA7UpHr7qQT0/1M2/x8F1rVbaUcbpzaJ7cpsvy/GOgprVeWu+mPWjb4YE8pshdrS070K77p3dutPNy2KUL59vDly9p24uj9slPPN6e+cQTHpDtyAj2Y2M/tU32Y8M+cV4N+CbLS4MvrLXfpGsPAgypARw+64CVCOW1AjTAZbY+K2TJR70GZHxO03PNZcAOrvNswQpQOsVlqddf/JPlUue5vElZl2UaVoMv564zdijr4rCcPSn4WefSZ8x3fZVNVTJYN+o7xoMOjPJBQubJAI5Hqs2YVnyNOQuMefKjuGQdzpzLIiWCdT4c68DYfUAd/go+xoOH7Ec2NlWZ1tk6pRzLsiOi7pDmkWWCunL2eflUmS4bI0WcuYCQJw3Acxqsqe7Rt/XHiVZC3YmQ4V1lalsSNgmHnXQSXtWXwgcnZixSmU4UEeORlfKAMvBguxxCqooi/g1oYYdwIAdPHzdxfOl/EO0xBo/CWxdK3/sOvmzGksvcNvt+IcQ+T2uwgS18xjDnwJONOcT1RmJLT3xaV7XiM+eIT7A3+YQCMz9TVlhSZbBO7+Ldz2Jn/MEFwaVjSOJcd+vpgoucCV/pAbX4jnqRXbZPEiIGHI4bjz13Vf6AmS6aZjhpN/Dv9CdawxOuoWJQwcNZeqBjhyhTMPHQ/5w+8+E0mznqrM+OmN2kF4h+NC/h/K0PKDCnWeKZ9ixyZFBTmPkwH2yV2xAscDUH3e8FnpkjD4bQGRCzSTwyRB1VOzYfNTUlq0HXqfizi4QHVhAZT1mgZZyoVsBroEU5kdAbkzrT2FkY77N2uN9gHRQ+4QdcP4LTpnNy5eDKM0BBtXwdkOf4kE/UOMrsHW/lWw6VK8LssR10YraptxrDr+E7vrt5TiOffW1We6rNY4800NRQLO3QDN+2Psgkv7Oea7dpo9qTO83rxuiU9EKEt9DASfYnDzu1nk6zWFsa0DGriA00+dOj03bI7NitQz3i1AzZgb5PpsHZturjRX3v84LkX7q4rw8SX/Dv4Yt77YkHz7Un9LmWC3s7bY/pR+nBvjx6HtqOVJa7TR8Y92NkbMP32E7hckap8kWcY4CsuAs1YCeaASwsNIXGdKG4fBy8nfWRDtTTdYhVKuvygC2JKn0/uok2VA750wVN+fgma0W88AANAZ9FrI50TlMgcx1O3dBMmLNYkJkWOBfnO6wx1Buz5/VReNZe+sKWsku30IWSQwfaun5WJxDDr0kE96Wjl8Yg/F5B9CssaNxnhUL+iHJcJ8VrUx933T2npQDqRyLEGXa+aChyeqJH/PTjivuH6eoD73pKXPhSS/M0SU+eoqhaZ5LucwSMf51B4BQ3Udz80ZdFW0mvCxQylaW8aWaEcg96M1lzcD70DHJ05pEeYaIa6w62MbtNrlpp90Vgd1FlT7AMZknjekG+jObEogkizFz5nIMvMBySTkILErplGih9P0IGlI7riDLG/mHpE9LeVHxGNckDDO+JrvJsSKeqmtEBQ8R6Ws4AJArjIRiv0q4gJYNrlXJdt3TuZJR3hLi1K38kyoJ/YIqCNTTJJOhgWBZEzxu464/4c/Qp9Tqul1H3R6qopfDPH+MCog5ExIkO3TCs4Uf9CLibs9EoJ+ponPuar1hcZm73PLDALC7w4kKFU8DHngnQLAeDkzK962ckDumcjzv4sgwJGYJFq6HNZAz5GL921DDg2KlnM7Bd8OHOioLhHI0Xe+MXSMEEmOubZFRF58zeJ+6klckQFBxmaA41GOCRWxQuZwj1X3VIiGF1VBV2x9/T40YW7DM7A77LQrG7fJVbFajwYVXhfnaWrhN+6iJutjOYVrbPyLZt0pGzdSfHEfSNEIOMSgQebwhS3+jUGYye6lHhV77wSvv1b/yyHhvebH/+l3/VXv3ua+36hzfanQP5SG9L3tUifXy/qTVee9p77UgXT/wYPtesGj6WGK/lkFPxC4G7bQZgR/rw+RbrxFR/41GlvKWOkgX9Rwca8GkAeHD7VmvaZ0dXoRwki+7wuF3QwPCrn7/aXn7u6fbsow+1B1nYr3Vr26oT1HbqPi5yaVksLaCcRh7A8CU6EYCEhuQsQ0CmciFd2EvcSKe5Wf9WOUIfHlpPD5SLAD4dQ/Et2DK/4HX2tddI6QHxCx6j/lHBJ95jnjjNK02yHnFQMvqekrtyFvrkP9kmkkM9xj7SYPv8+Qs5CJl4jHUZXgwGXDLoQmd7H/9DQxhlBuTexxrojFhLHrZczgqdAnOJM+YVr8LBz5uaod1iT0IlKCO+d8sXhwj9whELNqM+2n5dJATjW7X81Czcb8Wsr9qP1il5Rj3YBC+uAVYYj9E2ItPs4Iwdls1eitSDqJVHeguaR4esceWrJMCxqWy4l30hAdbIS4EAKcI4EHFePZ6Ef7wclDRFK5klK8h9hNg8PDAMY8xZ99XiNEkxWpJA4JmipA0OOkak61qPT8EHdWYDPPyb27YWZ5AbvoDjGLpgX4mn2h84ddkpihrQVV8K/H409dZl+TDGCOjezXafOcmKwZftyXZ2qmuZKCQt9bVCY1yG5uArXKu83kZHPBOuPbhPpt/OsgSptoNaRxB4aAV/7GEchD/4RjP34jU5Eh6qm5Qop8C3qCwj+G08/uyn7vrTE1HqveGUAkN5GsSdEEK5vKj6RkWxEWqMQo47j5IQXFB3qp4jLOIf5Tg6Cfz/NwZf6EzHRCcRG6/iYAZhdGYUlnzhpoHDcTB2h+0VZ7hVjyXjmoLf1KFpCHzrzpEvCHoxMG6wcRSDiDzzNiTrvBhYbKvzZI8rBljMnuxpJiaC8FUmDDB8uXPZlMdTF0nk/6wQFWTKBbU4uFpkcU4YkQ+dK5HOxd66pw9GfOLGAnFTHzbXIMfLpbQ+a0c2/erXvqwBzkuahTr2W4t7+grAh/qs0v/0O/+svfbTd/X9S318XH7jM0ybpxpIbe+0Q+4yVfe2taie17N5bKjpLJ9jRlHbgMh3B4Jta8BKfJNPG8lf/J1s6NEljcDFJoguNLwMQR3mj6HsTQ3Ibn7wQTu9caPt6cPjz2j92C9rIPbiM4+3Kw+c115ofFNUbGS4B+dRCoIEjBc2+N5ldxDY0oOGpn8H3gzNaADwnwBzWGadeQJ7GvCs0ofNI/lKm0Kuf4Ulmo+nxEfUOSrUst6V1GByP8H3yw8fdp4WKZoyiDrATr4ZQheQwNGp8AvhI56LfaEPfXuBZudqPzNgqjCDKTHy+ihyCgfb3FNhEzM/GjFsq7HsaU3kBhcxNUSWMwR/cKsWEC9a1WN9N/bgUO2Cz4KdEajT6UX7euIVBOjC1ymA+4bW/SmDPN1kMYOstscqDDaC9UtgwqNWB8Wq0KrDNWtB4QGDHxeJsCk0smzBXdbSI7jSbunM+Q9apJjvivLKAFeBLAK3//jZ+uk8yYt8ZJScTqQs6xAots9MgAOD4Zow0owDIlDjkj8SreGRfG0B8VB2JJrF4UlXlVo5z83CsbMOEASW6zYpyYEPsz4Okh1eJKU+t9tLfQRP9cudMrzwLGeutJwJMPJtr1OAAyeSH+UIh5JrNwgQaqRMJ4w1lal06qqKnhuatqEnMVrKws0MJe2LmvULWq79rtPOTRgKS+jG45/UJqssHCITN0yWMwAAQABJREFU5gvNXQkNhVC8JT3Uq+LmrkiOUKXc1HcBozxjSBLMSqAkBIsVGQuR9m2iDllzSOllfcOWATeio6NWMgWwJUuDZ4jIlJ3mj2/UDVCR6DwEY60Va4Q8ONJt5LYGS26bWUjGg9/Mbq2DogOg+qmXOdTMCgvNGUy6kyknQeZ4lMnJ8aE6TL5Ij59p8m4a0sNFrnQYkpdfpPZwPzvHRg0RnIobdg4qDTwFRzaVSOfAT7qBwKbrAB+CMVUh+ezQwY1bGkgdt33Z8ytf/VLb18weW0ZcenC3fflLL7XzWhh/oMdE//IP/rj9i9/7o/bcC59pTz3xpB4DXmm3bt9sv/1P/7e2tXexfXBTbzzuXxAvfaD89ofi19pTjz/V3r9+UwO465o1E1/dUXNj7zpKgTAo2tLACcUoNIE8tlW54N3Q+6QxZmNJmkZq0vd2u/72O+3o+vX2xEMX2i9+5Qvti89faQ8/dNGdy47LJepJdC5w4Yfx+tkJ8KZ9BJwjw7x0j1IRQC2fgWP0zFt3AjfwfBSKPL1kupASbWjkVrQFuxePwkVIxYuO80CrbOyNvoH6EnjLeteple96koDw1VzG2H13uvtFfJMobroKxAWXR1BFVHaE3qErWkRJho3SwfhzXYoD56VNxgxmI9q941KqqzVgjuW1ImeNjMLxTBWDfW4C3G/oBkOPIbVftPptxT3YwcvRp0MXfin7GXjRz2+qv1I7UkMJ3uWzQckeVV78G4IfbJMYM/PlfkMQbmBLT1cjI4GsftUXNWb4C9iZm2byB3WLn0pJHanXew3yJipZr77Xbd42Ztlaz9BpxEUskstWl2WpEg5KzbABSg7GIuEQvXcQ9WNEhK2I/usmrPuhiDuPiCzzxwFYH9gkDfqkmIFbQlL3IcPRueaRa4oZ/pzrVAbJrXBdH5Ojy6a466x2WKHaF7bVejLPGiGGGyRbQaJ+QTktXRBc1xujW6aS8KIchutQyUsUJwMvc2gf+kMf4PjW30kVgaLJC55a1KJBV40BtnaiLdB2qHtxE0A7wl7qZIyt4FG+8uUGvk8+/3Low+BJVxk2uGQ6eVezCUzR1zQt5729vfbIlSvtRz/8gWYndrUGZrtdffFqu3btg/ad731fgwPNQDCIkHO3lHekXc3RHGMIKOZtFjJt4JpDKITyZ4facsDfHhRBGdYp7LCQ22GzCHrNAGckQCpd6gwqcfHQiWKDF7NdTF3GYGyr7cpHbHOweffAfoCKYmGgeqKZGmZvCLzxR4eB3ex0TAT7iPNYzPgI8p2c3hjURZ59qjY14OPR2YZ6T77b2NU0Vw7oSAgbqhwCNh2XcLD5QW+7io1hcTAO+klX6AM/6bLSFxl3ynuqT6yvYnp04/BO++Szz7eLevxzfmdPs12atpVPGFDyGHJv96R96fOfap98+gmZrEdFGtz/6I232mOPP6k6p41qZbPGQu37P3mr/Xf/wz9uJzsXNLDS25ISyGJ/dq7/wtWr7VkN1E40W3Xn6E77wY9+2L772vfazjntMSZ9eXxejx14lMAMo9840oWB175J0x62daE53dALAJoxY4WHP/9xeNjee+MNPaa80Z46f649dvnB9plPPd+e1h5lD+gtygf2Ve56ffK8bPau/bxkIPvc8dMG8BYOk74qaVlNA82AL8m2D0EiGDGidQQpQ7JSasCDTyEMeCNI2LOALubRoaFL1QbAJbbaG76suFxvmZY7yK/HF0XfNUvFQ25JQaYyuvKh5ahb0HeEri2R0qVkRWbwHPPcsassHFBcwRdt9Eb+IhSkBijdT2twu5NGHimDgdD4mKmjDHzCvp7jiO1PHmv5z9HlvtRYp4iXBSBSUNgcZ0THT32I4riFmacqW25K1OTUFinrqKvgh9cmwUio2QSgk0nkEJAnHvoZMh2cC378oo2QzTVj/n1ZWo8JxU2lIcU84KIflG9ddvKTr1uijbIMGvQNyogEvkX7gHuRX2FytyQOGeo6BsSoQ0N2kecZeyMap0EAYCVH3oDGQRVprhlG9Hk6eFYqBS/LYsIaY0sNKM/gbqzBiKVOwQX6uf7zVOkKtjSyPzlHeQQPg8WlfCod4Eqlc9tQWekaCqwHHOh/9DW2ro35zNxI4i94tW/rjmJ5Hep8FAHHLADCs9sMAbwpT+IEfBP62NfcJIvnJk+k1Ayg3dTMcckFNzSHT+jjGx9YOQQcOmg2nvrki+KGA+62S/rUy1OPPKwPP5/TVga7nsm5dfNWe/0HP9CAYqt95upnNADbb9/+1l+1S3p1/9mnn9bd044ujift+6+91t56W4+HNPo6ZASogcWBLnwsLECBmOuRUbTibnApNT+Hc1D0HkFX2m5EGjM5TXT4r3y4hs3k9DWZBVKhyzlOBatVnfwtM+H5LURhuwA1OiYwOtY4SYMJXcTlJ2ZfXMmExwCNgcGu4MfCP9C3Gfc0EDnWAIWKyW7TUfYh+RhG+FVJvEnnwuBBXrCvNzTQZXPRe4WzbF7CkVj2UlRr6rDzR/8HftIlgb2lAy8FnLJthNRjgernPvV0u3D+ovluamBDeZefsWdr87A9+4nL7atfuNouaEeJpsdyHhjRuTLLyoBI67f08LH96auvt//xm/9cb1XuyYfSQmXBI8iLaiC/8sXPtcuXH/IjY9aL3bj1oW8IPtQjxHffe7/99I33NdBS2aiuH2uAxB2Xry0UuVgxB8asJPVVm+GFI6Qsjz6ZDju8eVODsJv6QLlm0FSWzLixMP/Sue323FOPt8+9fLU9fPFcu3Ke9S2UKr5Ax5hxIc3NyKlmjGkfBPv7LKcbIw7BDQL+GUzep+xBpRO7R/BM67rCRsKCdGqjk95mrQwgHT0Jq4OizgAKes50P9TjMYADB6CZo6RvbuAsHYseKnDjjlPYtAvrMOfInfKMSGWrkoQ8AgwtUydBgpoLeiEUWvQ7BWUgER1uQKRJMCiEOlthdC/AdKb87h1SQvIIne5HI46JYv7uk6gjAPPnl4kGPvYBlvuSIDTlKem9DhUPzPCMkBzQLOA6EnEiIIkSJ2f7AMvgzclxDlOc6wVcyXN9UdujfF0nRExdp95UWZvWToGz6ESIKfS/5mq/RTSlGCcPoYOyrZfOFaybEpZr/olTGZZFZxHBeJWoM7qAR7rTVWaekzep5cBrwlxDLLqC3rv1F5fCjjTU1W8Qd/cglOK61p5i1c9znvZh+duWUxYqq+qfHBcWutvuaC9cF2k7xgU0+CQvhKZxCVjI0HbRXQ4wjejgpF5AGk4lCozAjXb8hw7AQlbi2n6goMWsFl0/s8OoFI8a6QMCg2tEyIGeQWacU5xg60omdNl45eordx/S5pTHWpB8WW95Pfv4ExLERYe3yLR4Eoa6QDDDsqeZHGYMjnXnT/xu4nggYDwtahXuNT3qOdCanrc+uNZ+osc0m9vC1eyOO390Q3bIV2Q1RNmlM1azDWEBexWQ73JmhRVE413Ykk3RLuEraTqoewYZ0i9q0hm7bABxVQRfzNgWQRdeDUQZgO1pvYX362qa/VL+tqb+Ge1TcFwkuBDjZzdalTrsEAFrBh400EOVwTZloPxj5VNS/38cfKGzzNNu9ofaCHW/XX3hhXaRiqy/LdUJqZ72MaTESChO9ZmhLT2KfKU9flnrtk5vi4nwNGtGf6pxjNfMMRslL7TXf/p2e/W1n7RXv/N6e+Pt9+RL1TXVQzZ6/dov/EJ7/NFHRBzre+jENXSzQ481WDvUYPeOFty/8fZb7fUf/cBvVXqfGdTQAI93LDd14drk8QzlpPJiHzHqD7/Do33bopG0Fu3f9K79x3qrjkequyrnZx9/pH3hhU+2Tz33rGb6zrV9zYTuqKxZw8d7mYgZL+CulwDtGc7rQ3WQZrAeZQaF5cqbeTMMu4SCWROwdQBTH2f6Rb5nErDJgyMjGQvSwvedIIVuWB6EMLKfUoHIfYhfMEmfw5+94MY2XPTJOvlFig7d8irTKbUx1vjR5vhLHJerqEPfyFNCAQl4nf5A+YKB6868hCdW4CpBIG+Qix9TlLN9GOhJR3IEhjbFx2Xhw8Si8gZIRMXGnFSHvSEwUPdX2EGjCnsAB0uUzb4VwsF2c/KLPWBHCD8QD30ntSLd7VfS7IQAywlvjFc9K50qDU7yE235jwt6yadd14WPOhYDr1RfSMjsA5vihRiF4l11IKDOCT2FX9LtOlIGVH0IiuIz0WesiJW0DmWA0r40U8FTJ48X7fOBi+h98zCCBp5WZpYeEMdoKN8hFpO6uC7DI/WI0yrTlRu4BUrwRAR9bIlSxHJUDpTFIFOdtWWG77JAfIIxDOh3qY/yHah2kKC0W0SIFy+v4R+uJ0YS/FQ09w2giK9NUJ8S8pAVtLqMhExwQs3MUz44ki2pPgctekm46am7cA6+Nlk6hunZf/z9//Dv3t3d1cUqld2RxBrMQOxCydGcmenxDvsyRSXSTIGF2SvSVFOBVkgXJQn9UBe1P/zTP283D46UpU+9UPg0dmTZ4nQPdmR0OiUQksyMClH26HMy+9oW4NKldlMXvRt6M64K1TxA7gTBY0gKBdsmaetjCF5qNida5i75oLu/3QiZSXU5V0e4r8WubK/wgKZ2vvTCM94a4VCP525r5vC7P/xR0xZVerSmQqJTUXxXjE40O/ag9qh64tHH9Ajt+75obzBzhoyl4DXpqAyrGeGHiUNXVbaTl3VxRmgc9KO8dS7q4EUDK3TFD0/avgZKX3jp5bZLA8H38NaPVPhYjchMIke7PrTPvvBEe/GFx/WYVQMnPZs0S9UhYtzJiLPGPOKhmasD+Y43I9+7dqN969vfbW+8e639+E2tz7pzq/363/iGHgGyyF9zZbqx8Fta7JwPBykas1rb7YbWjv3ZX/7b9sabb/mG4ZweH57f39Ej9m3tA7bbdvSWI2X0ndd/rA3BzuvFSH23U2tnTpg9U93vNxdqEwea6btx/UY70jqxux9oHZrWrz2jx5KPa8H+49p9/+knHtF+YxqMSffzu7qkV2eBL+2H7kB7aOVQ2cK196sAClH5+KdCZE/pgs/OSx5w7jDiyaXuYtcQb+lxa3SWgQsNdaEeDTnO4jsF81O+9TckyoN+ImSpIyOoAtY2KzEDIpgWy5su9XOnB2rqGBJGD+CngMLSQT2qy99uQTb0E49Cw9zo4LFD9jBosyFKRwUuVMlQSB06EPv1tzYPJHgNoWwYQImSeEv+Qkw3jCQRL1waMT/64CGkVgnBo+CFCZDaTNPE3EFdmFITDAt8c4AwWE1l2lk7C1YmMV4gl4oQOy6nepBu0hBQuoy4ZEf5RR9EOvLFRxdplxHADN2vyWQquyh7o3X9rY342SPFIuyblJDG0pXcpJsQV2M1+Ot6JIq6sAji6xq6wgsdVoDdVoiXPJe2p4A45bFw4Aw9+41hyJJXoodui/pTeXWmxbqu2yYGx6F5aB/pkCsIflQbLHksV3K9KT+oT6S++cZXd9yb9C1Wdhp8uV26faI8ZS4EXUjoYsaS600MkVY2GeHZahsa6HkNpITQz2zyKitB+cELyzAsfujN2/O1rAKOUz6EInUfw41eTq54oCg8PVHZ+K//0//IE0T4IeoABkSs3z0oCYy0xqEk/PjE38eDMIWgqu2IQzvQReiG9lL61//mTzVAUCX1p2JEXnab0uwUC5kJspM9uq0OU3KKjEc3D+0dtc++/GL7wuc/337nm9/0m3GHqsXawqndkeePNchD39TYAxhvZioIjgRuzUP9Ers4o9Ncryq6joitQ8B1vTJlVoyO4w0hKhgD1m09K97fPGq/+OWX23/x7/96u6jF9Aw+DjSD8vobb7bf+d1/1X749vvtkPVGGhDv6lHVzvHt9p/81t/W495n2j/4h/+4/VQX9VMe+/oxVnknOslNrZViLgl92UcqZnD0GDgDxQbFqK+LjXxllFXgxbgAiH7Z+AzXwXWFRAbP9OlqxRtNXLS2ZNShBiFf/fwXNYDR5qoCbnigovpEGahSyiPm7aN5YcNpe+LKXvvVr7+kx+BqTzCjLsh/KA0G6+bqbihmMFTmml08Prqr3cA22nXNtr339tvSg0HSbntf/sJereZSGcFOnYHyNjwgRBvVGw2oGGB98OGH7Yufe1H7fmmWUhdY1tnxRot2BWt/8hf/V/vf/9X/2W6rrm3ou51s/6V/PeK81D6UrcfM0OlRotgwIaZZsDvt5g098rx1SzNjeslAA+z/m7U37dIsOe77sruruqr3vXt6menpWTALAGIhQBIECYIkKHMBF5OyaZMvLMs+/gL+Anzr134t+Rzbx7RsHVmURImrKB1SokWTxL4MBjNYZjCD2Zfeu6ur/fv9I/M+96mu7hkAzKrn3lwiIyIjIzPjZubNu4/NlUcOHmyPXDjfPvaBC8w6uz+QNzctkG0Fuckj82zcnUSXwsINHasYC6P05m5r2LQ741L/JoFiGWdF3hln/LKr/mLgtm1ZTXZgVQafII2zQJYp/QYx4vY3+pt0UMxYFk+Wt3Cmy0skcqX+rYfV3ZUmvrkTTFfRBormiE9iv9jxFV9GDESVp2gbN3546VPEoyrWkzcdqtH8vFRO+R64TBguUAS2Sxswdd9O5kNGgRDFQNezzvPYv+kGSCgq5620p76rICONeZzCTZIplX/QmfgBJPgHH7lX5IgXxVI92YZHYtIWgeLBcLXRUW/JH37QBiKzTEVYvyszuoxXnVD0KswHY/cFjAv4JUGbtoDWpa6yFi/xc0m5KyqwlXGKgKY47uVmsHpFvFQo+7bKX5wKssgzUjrIghAgAz6RW/IspQFQRsEiu/giR6NSTsLiWCI9AkXdPnf0/2KMGyAjDEzKYx0BkNlJSQS46q7yEZNIsfZU+eC3kwcrxRoDSANMdaEPLLCia44qkz4fqB0PbJfWR7XT0OmX5FLugIdaLiaK34c7dt66+dhwT3MMikFD7Mgz8ER2RvLTr6t8+i2n9gX3zTX0k/GXgSB9BrDKx3GH53bz82eEGOKKuktfukKuUA3LnEqPFwn18oQJi60BkSSWBdaA28HrYicOHm7fffMiqSRGiIWXiO4WlBMBUo9i0Gp0efM650A5I6d0jxzc187cd6L99IfOtUcvPEAhbrUn/8Evk21ne/Xtq+1P/+Pn27//zNMIkrOhXGoCl0KRN1Zw4c3KRjCS3MpGiM8vArwDUJfRyBXoXhz9KginRTEliqSB9biE27vWKcrVbAw/sZeZFYywyEqDbOV223PuaDvw859s//M//t22ycZv4T0T7Aj+J88dx2ZgwzoHf7761qV29eYtZgA1GjZ52cEltaqTNTckutEfd4tDSzcw4nZm6Q0JODDCnHKx/kr91QIVpuL0lIiU2UIK5hEmblZOwwPOgXeD+tvpTCizXudPneNsrH1AwKMVcZtlOxmI8kTFiTShaPkWqAp6maVVZ0/VgfCoCGd/o+OLXUZe+brtiwx4WLVsvADZTh84Ba6dLIVfb6/y3cjbyCHLkh7ASrzlkXGkFvmss1dMY+v61VvtwF6MfNZITSvOqBvq8SNPsrn+1LH2//zev25vX/fpp7Vf/LlPoo/3sxXsRnuJpfZvPvdCe+qZb7Y3Ocx189CudvTQEWY3j8EfxgXG4cW3L7YXeBvzmb/+cvvCV77Yfu6nPtIeYy/cQfaMraPr2RtmWcGtilX7pIzyO9zcL+A9XEDtxWauOhDzibd+s+R35R0dz9CKzATIMAZozUZhOGqMUt+ZvYKFlfQ6oC/SoZ38hDfR/8yOpzYXBXSC3QzVOVtv9TCzlcmFfEReLr4FqhGNHizLoxIG4Lgb23FBUy3bwRO4S7hRXz4dZrIQwygrcPMPHKYOv178S/U1SxMPvzvcKFhAF3U1yR98yibOm+E5EpCmzc3jliHMxK9y5RrFq5iRkjuJYpfcIFloSTWPrt8mL4AVRUuKfwE3UgTQP97yDnn0ZqBKWYUZcfrB5YxSDPdwZZw9TfGgX5514x7uSQhmIu1bBpEFNYtiqyetu0m+I2Lb+wI+yQlWXFdhoqEiY90tZvkqYnoo6OnhewGe2DmfBbYVYDksvEfnLLmUzxhgA76cZ2oeDOr0WjU6hG/xFOw0Y58w8c7oRLdNF842Vr120SG81OyEq95Vn0m7VnzhCb+GV89duAjgSnQ9Lf0AfYv2gWOKQ75GyFwBzDOxjCcB7jHsMIIYMPxijA+6CzfK0ftgE8zaAVJ/MJJjMYyLLAeRKo+TLBs3GZMZ9OwbaguS/RaGHuyuaIGlxME6UHcK29yG0khGVmoaGmIVUTnmuPDnrbx0BsBbo0vAlWV+zQxVap4jzDhSYB1L+MT+fe3h+8+1T3zso+3U8cMYK+wDwpjYx4nkHr/g0QUH9x9taz/zY+2pp7/eXrnMDIQfTqbUVj2UGfyc+bF6HWiJZzCaN645D3/Xfih2ehwOSqV4LMFxDMlP/PhHqXj4Z1CXM0W3gnKcYBblt37jV9v/+n/9Xt46XWUm5cL99zMzIswGg/WPtA9+5APtlTdfb88++7X2zedfbS+9eZmZsxV+u9pbGKWrUUy3DbrLibkgDI6U3YHQHzz4FqKidnBUCVX4UZVzbcibgelYlWc5dX0K4E0wMBowvJZ+jc/6XLzcHnn/hzA46iyrVQxI91Q5s1N1MXCAddFCiPTzQBvtzTcutWMHTxCy65Cy+bYQJmarC4QNQlrcV3kBxOXGXbyRGxcdFGrhAAsNp5GdVZsGtg5ik3LjvmXwTczf+q9+o/3Lf/0H7dO/8PPUF8dNUC87OfN+39qJfOD7wx98b3vx1dfaH/3pn2cZ0lf0PfZiJ8uYawePwc8Rlkpvtte+9Vz7P3//P7UPPfZS+88+/uF27jj7zHZhtMFHfWYJwxnZLHEbXue8mzpqZhF/L5/lHfIc7Xor/N3it8KNsDIqvIu6Uo4eR1MGFLWepcnqMIdBYN36VwOReZeNKztHEYt/a9qgvXSfyrYUuxR4N9Lavvz2eyFAfdtqy6lS+dHRagyob9bJgB1wuZM99OmHkMRykrgLfcWLt0MsovURO26dn0FvwE+Ip/QpZnu+Ok4lrROPP7P7sJPelIjo4xxnCNqRxGNWHJkKzZJ/4DZxgWIGm8iRVjUebOIiLSiFgZTU1BkHM91os5F5R17wppqHHOLov+K26miqp2QQXE8PzHGJargePwWHZ9y3pI9o74Ne7IRZghSHDVvRvcwzmOJtEbENBImjIMJRxqVwzxsQ+iSDC1WeJSKhxAOoAbFUv+r5nIaghpWvfaXSrV/ZCaIlfkkmVQNG+WJWztTk6dfnRONSXWaLK1ivtVph23FcNYLZK1cwyHiL1Qv/CNQPgIQdYzvezHYxmMqXuuwoeYczO85b8oNSWkOOxknFN4N1eTlLAH6Z5coDKAl8Vs9JJ9uOY2aMPcbaXR/9oSd+J+iWBCIqYrfEDYWVlVAlfcAo6AJX/PxF8CzTsITy/HdfZfmRZTA2m+ephuwW6K4OId7GcHJD8h6s4B993yPtt371U+3jH3ykHdvDkg1LPdrxbjDfzxuatzm6wIM62UKV4y9uM0P21Ne+3jY4GV3+ZCWq14kiaxzxMlxM35WVHzRBkv5QDej5GRn3CHD0ApvI/9vf/DSzQgfyTUOVpyzjqiDzHDl0uF148H5ksNKOHjzUfuGTH8Po5MBQpkhXidu/Z6WdP3m4vf/C2faRD3yQ/WCH25e+8vV2TUt7J3uSMMRu0Tiodww+heCp8HSgPJ0YdLbsGp/buc63D1UjzxFzSUd/8Z2aXIggkWTkXmITVgecaTgHWY/Q8BDVffD44On72tF9e9o6fo+A2KRuNK4dtMROgFw9M7fuy/02bxBa1rNnTqLgNDQTJ/iiLM1tXSoZWdLarH9nDl98+fXMiGqQ2whEJcr6DZ9PeMy6sUT4wANn2JtnvDDKBET85+1NDKk9HAT72HseZnZsjf17JPDZox3MNtq4fBsSG41ly/3t/bz1eP7cqXaVty0PHz7Aw0hrb77NiwHKm+eD4/edp52stm9948X2nee+A91TbX3dOmIWj7c4/YWrsKisI7kZ70Nuowzb30f7ves9JV1chHsntz2u6gvMHhzyG1z24lUf7s3QGPNzPy4lOoBaqoKzBpDn7GcnmQ7cek3xRi8aIhJa/r0T46aHpzlg0Z+XaZ5aWRYwSbNxdZ7CI2xlZpm612D0wcrljG1/wHiQch7azUd48gePuECvPzIsuYaeWhod927boPzAWaYUy8uWX2aMkr4ow1JZHVh7NhvIlB2//Y0vC1kmH6x83T7VI8nUW9VhQsEh44UsdbtARjQ5gn/B4zycspgUvAVbOoJ/4FGPrABZRkg1AJouH2aue2hFtxQOTtpJG/yNuEHH+8Ah7PKv6qHiMkO1JV3889/W/FM4FVt4yLD8J875X2jMy7OUGsiUbX4JH5Zt/Oi9Jn/FpSxTPY++fIFEXi2LPZ9ZveQ+gRAvb64g5A8F9h69LF3KfBl6pf6PmawsJ4LI8a6MeI5Pok/04F/h3He1MNzsC0QrvsJp/ZGzmJEhfjE3Aid92gM0AQOOB14nIRKupUWGJ9qZYwPh6Lztp9pQFVkck3oHfyaNQotL7tKdPPRl8MS4unEDirzI5Zl4HsuSbSOMYbYbj53aRRkjB2hTZAgNPJRtPDkk0sIsPAnlItyUYm5D/UYwyzkZwira1/lFkzOpEKA5dJPAKjiFHfw32VyeHTYYG7/2iz/TDvHtwl0YLJgTvMnG4hrzkhsMgL71t4d9T5SaAe8GA/5a+4mPvr995itPt89/h8GQNCtKY3AHg780N1N5GAPMVGT5oNP3FnnOwn8XXqWjweHyl6rMwQbt7IkD7WEG2dUcb19KW7Tkk+UtRm5XYC6cOtLOnfgonR/G1LW3MrCr3FlgZPTa5ZIOcvBk+PdfON3+4tj+9tR3r7QbKJVnX7kJfMdt5IAxsLnDcxtQMmvAmT/ua2xE38fG7zVmY/xEkfa59ePMoLqeKX0LUJrMvax9BRUjbVSmzAPnG50bfJ9xFVmvk+fXf+GTnOXlHqbWXn75tfZNZnmuaBCGipk6AgHivPtGpy1nV7t48Vq7ykb6/SytarSGf5V6TrcyLl/TeuAwSqbCs1ne0/QxavK0hMy2r2zTS0eTdRlr6HvgrefgOZPFlyJpWKvtGmd+7fZJik7V/Wk27Cy30fD3sKH+/Nnj7f6zP5uXI3yw+O7Lr7a//sxn21e++nS7hXF6jA341sE3nvtG+0f/7E/af/lpljHPnqAenBdx1s/OpuouOhsBWDE6yvkO8tgu2Y4zD02FBHHcCXVnTAfechuc2Mn5V/VauSPHzqB+hsq0wzIo2Z/HDKdGiG80mg+TBV7Ug4FHPSwK0Rv49FSRH8xthwAa8rldUpdN9GnIifs00MBrRZu5ftvrD20EwKHtizJsR3SkKrHSK+n78+le50OUrvYulr9kuBUf4cH3BLYVpid0uN4KKhsGl8vG8u3g5yPkDfoxH+ACkPqlZZG3s9TJFY1ct9Cf69vcH9kMPNyTzfBAjCdbDnofJkCSAmgZoiUVZ6ZRTL3AjF9Y5jKyyXtydxj9Q76mzHk0jRY5ldWwbiuMyEuOlR6YwRBIR5EWqVviOu/hdQ70Dn5tuyV3h8KBODCL8pfUlnIloFgUI3ba4Jx4Ges/m60OJtOmvSq49Fc+rJJ3glGmMmPJbTPWpeMGMDG6Kq3alUhxwEgpDk/aYPKPSEACIE3sAxA6WsiD3UjupEtn9CveLY8uN+uJQhYleSs9MT09Wng2VJmGTDbZ0uOew03GVxuHdknokcuXsPKpLPrE0lDGHPE4hjJ27Prh9zLzBSYHCvdoTAVLaYqBoawhLZN6trgoXfKUlEf34irqMwy4NxDEqseFW5RotIVlMDFPlXUhQKDUixX2Nh3fv9I+9ZMfxcC4Thw80vA3GbzMYrtf5WyscSAgURQeo4WB8cz9D7W/+MyXmf0BEiE4nel+HJfbbmEEtVWOCOh7oMK2mXFzf8X8oNdew3CfdWkO/Nx962L7jZ//yfbQ6UMMM85uILOuYEUf2VChOTpCQxM+d5BvFWvdGlZ87u3yUzk1KDNLiDLt4Xyp973vvZzszn6il19moPeIkDql3fS8TSI7/KxFB7sD+USO9QwNn4JMhuYt9lpdv/hWu8Jp7of2eSbX7fbGa6+3vbxtGX6tC/TFTjB5SNfQ83X2XTSAdfD96qc+0d77yLl2aO9OloR3txPHDjEjdq29/taV1J/CtkTVYenTlfqnIogS99mz92UGqgwa40peAb/bhSp2BkLcYmTiqz33nZfQQfSFuFp2rsHCUktHF/lzUW7HeDPR2UV1MWXs6eItpWXmkDO+zKTe2ehTCupTM8l9b6a5P0m5SNNnoV3gPrx/b3viwoPtsfMPtBdf+A5vWr7KC5Q72t6jh5mhe7t95UvfbscPHW8nOUl/jT1Sm+C3A8wP6rKgfVp86DeiymuZt/62SzN3ZN/ht4Uhzfh3+oVeEHrRkcefAsnIUWEH7mVcGqyUDVnVMivJtE/Un6dH8yjXoecaZcoWmF63o5xEfR9O/He6yATew7rJAeuwkZVxhONHu8o7AM2BM377n515F0y/C38vl+4/fFR51W0HLD/Bo1GEDJFr+JYnUI2wcer7O+lH8KZq1B36luh46ZGEbesemu0eFwcXDyL2TeOi0+nbUiKLRb7ipegX7/qp0+jB4Nt8C3/NMsh3LxNI5+VJ3oir6AgXfhFrHtqKKHlkJsIofelthITEj6NuhMu5isopZTBT5SsECSy8SVxcpnIFr7hnP3nf8rfI2X1lFUz5kGpoDTkomyIuX/VLvyu/08/si/BWGrU6SPqs3RRM0doKvzUs7qK9nGJ0tJO+jRYMD7ZOxwVGJvTft59rBphHqsxsMT6rt8wEGV8zwvJebSJ3/SFneUzjpwgS6c0I4XV1l4dEE5OshK1uDb+8LMW9jgwSXj6F82HesIGSXXmr3Q7cwTelA0+EdlJ99cF+WQOSGWFWMtgdRJno5zn5fidv6TuL569omnfhx/h6/HdGhUzEwstotNUARsWWcQYuXFVI+efX4KMyxKft88rrb7IPic1nNN5MM6LgA98CRy88JVMwLlHtpRA//eMfbk9yFEPjg8ridVfNLYwvT0K38a+uY0RpvEArT5TQU3n3stxz/PiJ9rnPfgY4cjHDtLJxhYHP4wZ4Q5AnxxUUoz6VMcqi0BX1352Dnc4fAzMzQmu3r7ZPfuTx9kuf/Gg7sM4OIZ74HVAjDxs+A5UcWAaVx47TmZZslkfhnEHT4LID8j5+Ufpb1/PR7eMYDU9//WkOFb3C8tU6e8YwEKyP0uAqHHjzJoqGHcqxk4ag8+1DT5Dfi9Z++lM/137swx9ujz54vj3BAbv72Pj+3PMvIDcGQToMjTB595KOMgjAgVKfZ1/eL37yx9o+31xxzVtzkSdnD+d94ZU3mbGslwGEDuUiLzJ+Ng75o3zozR4MoOPHNQDBZUfF00YpsQTv4gATsWiV5QYD+de/wZcZ2IUfvn1SQcAl94ITMsUhz27ktoejJQ4fcLawmBPWLiYOv/DaXi4/5FMoVliIAkc9anuFT43mXq+ype7upFyaFAeh8+STj7RzvEjx8mvfZYBjo//B4+yX22xPfeUpnp42Odn/aJbsRb3LtwEidI2Doa/gRy4pC7zc7Q7pJXcH3JDHwAHBd4SZwQY54ZKX9+3dYiAVkj/pxiy1zpEbfaKGV14jJ0XVdcBHLS0xPCFFOjF5G+4OPkkyecQnMICn+yL/FIWn8ErHgCnlN2wnO3COmZIC2h6Xud/ZqRX3dnmFPiClfxqq9RCLTtCuVjT++cUIiXzgZ7DUCzL4Hvc7KCZLla/KjH/2VwKJBqeezB952B/5F4ETmbvI6jfRS5g2PYsPjO2Gf9uj4dv9Hnzxg7/HBT60ZvouI4nr99xGuv2UD6rqTPGooSVu97Hq0qfYr+iMym/yJMLywcRIXNxHXHBvl26+Bfj2fgEWLuCDNzLUHzzP/rbyUiTmEHf6F7IjjQxVL9AN78i9IhPuAEt+6yCGfIdPfoysGEKMTRpcu+ivXEIcxlUMLvRzMqpowcLPH0xs1eX6Xfz+VaF6mhNDZVNUL2BPsPgVsGXJf0ZGs+uEqzyGxEHfkTtpnZYpdD045aA/PU0hM378TAdd74Ip72q269TMHQnOvGGlOJnRWBUpozKIiZdux8VtRWNqfChVhOqgDb2AJKSgKvOdhpeFqjRxxhF0jbWIMqiT98jB/e2VN96GSWqFjfFR+j5YRKATmgUuG4x7Cx575CF64mvsrb/KwMObag7IGltUhLNYJVh5tuAaAfzw7t15rf3EY7wZ+Pc/1V65yJIk6TtvXs2Mxme/+u327VcvYhiup2FaBLPfUZYq0Q9+TW2yJw3FfJy9P//1L/9sO7TG06N7rSyTf6l5K75XLuXwz/qwU91ApvKHRMOPn9HZgVGjimxikN1kcFpFA9hu3x48eaD9w7//S+1//1f/rj3z4tt0zu4Z0mDhP7wUDmfCrrEp3uMV9jf2ZWFcuVdJW+GDTz7RjnLGg0ZwZg3ZrP8kB4W+kvOzvtt2s1S2E0PAg3YdGM1UusIhotB5/3ueaAdYAl7B2MwbIRh3Gt/r62vtkYceaJ/93BdZVWQ2kryWQVfXeBMPJvqYne0FPiP02HtOUXKUtz81q+LUWgFvd00Sl+gusNw9+V4ei8+hOfPMwKFX0nSJ3K877Lh9uBoj9NL0kZmoK7dPb7t4u/Hldoa9bShmUkxTN1f4edxE3r4JGVPowAqMOkPWdExrGOAPnD7Z/off/s32yqtvsRR8gGrY1f7k3/xx+8O//Kt2DTn93MfeT4cGbfmP3suDHTLcdLrzkmznH+34jjTFE0wR2pS8Hby1NXfmi/PWvaM+p/hqXEkvCVSWkSFZIxR0FGcZueSuweXLKNVp8sDEbO8OZCYX41p8LvMlnoG//KAcnn53SXfutpZt5I8KjcIlw1RqYp3N18nj9+uqPd4td8pKf7BwmKroQGYKEdAmSwCZdZBH9LNUHn+mOyLdKkoVZIFmi6/kuJCJvrmIwmXH4W1CN2WBx94+BurgDGAHMl9PnKQ4JVWi4OrQwH+HHga+ZwJXDFH0JfC5l5EwPShJD3Dre44LEdqjhJuiGW+AjZ3zYMo8r2FdagXgrWWpVK+mFI1F3LIvhuUsKv0p4RjS3LfTLHmfu7l2zOPn/sF/sqbA1lch8roF5Txr/FUOKQ1qGkQaGfaZ9mu0Bve+mt6R2aZGu5J+jC6SBwbb+cKZqcLJg7fYlE6P7/eatRK8OlNl5EOZ3UiKFPrWIPky5oGRvt124kSA2Ow/vW461pox9IrOZDTNG0ByFf4Y7GJnUqeLkDGr2z2JcHZXJqTRedLv+MKf/ysOHk4pb/AknkGJwphnVFTiyCxLMj+eWo2Z9hlIQ2xxFpIffw4NVsh+lqrcBP8EAzqmXnuKQyohl0FdWUo/b4J1wcrwBv6jfEfyvlMnWAJ7k1mjKzC7l4ZGB82A7UxQfdcRnhBQum17aulife2G1wMr19qnfvjRdo3N59JYw4DwY5k/99OfaL/7L/+s/fnnn0XwdOad81HmHvz+b5SpqhAUIFcFdB6u+tu/+Z8zq4QJtcG+KAbVDQ1JhGHfWoYXsKmAmpVTju6jusbslQbUTupnF2Vw75tvb6o4LsVuIBtnAtdyEtWNduG+o+1TP/Hj7Znf/X0IMxcaBfToWxVAaVk7WgacI4bSsMUOL7iJX2Nm8DQHuToz47cNQZx6dB/aj3zko+3zX/xCe+qbz7Z1ls58c/GNN97gY9gH2zpLelYhE8vwhlzJyjgJ6TSNevqE/1McNnr0+UMc/cDBuJFMySdeL5TfP2c+xHX16pX2NuduHTlQCh2DfUuWKe/MI27BFKcPAc4C2mjUT5uE6aXfA5kdeBleZvTwXhvqjr7HTPg0nfBXnPu1gpe/8wJHT5yEUNW0dTnKrXxi+IIwrYLEvO1Ju9CQ3PBJAX1e272H5eiVdoHPe91iud0q+vSv/2y7sbLe/vgv/hJdvt4+9qMfjeExDPUsS8NnGdSjDDB5N3cXkHQG5Bn3u2U3fivMaDNDjiWVOQZlKmFScgPDnA/00vSKK3Mq/YcwRkZ3Cp+488JO9WfRtQWuOdKCrxoe/m3uW7MsMW9gwdfInXKSb4AC0ZPQzSl2QL/b+8CxPXylboEh6GyOg4ZtLj1f2jha5h1e1OVeii7L7fEvYi3NjA5edXnhiAhu0SkbaXWAAbiokGQruMJZekB0MVXpXmd5hLEfXETJREBnF8aVGY60J1Kd0XJ4FV48qkkMVOKGoW0btIzhmr5owCjAzI4ltUiFl16+wcK4T8wsGA3NKX54SLdu7uW6Ok8g9sxhLDGUIzTuoDzBvysPOIJh3M0UvJXbst65//lOmmIJLEx718Xwt/751RJbtflqK8LUg0IqvoK9z6I2DKcyxo26Yaxe4CbRPtSfxLja72WPVYJKj0kA8ARVt18y5qTuwBcU5hevvBUmdUNNyIyffjrtjFSkB1+BSWXmSEt8x5MJkKpBxVFaV20ymTITZoaODB2Nyxiu0LVYKYDLU1rdvqEjsERE2LMljwXs1CMgK2NhhJXgSgoe7CnsZjvK0s3Pf/z97Ud49X4VwV77+OMsO11hJZEN9AzYr7xxsX32S19tV65ea8eOHWEpZq2dPLSn/eRPfJzTvzfb3/71U+2xxx6lcWkOODOD8PFra91iYF7dx4eVUyg/ZAy3/DPuZ2+YXeLeHcx8USRnWrB72kneYPtvfumj7ctPf7O9co0EBjgrk0+BZ2+ZItzYwYZqZpR2MfNzL9frsYOUpBBhCQ7hOViv5IytzfbQ+fuZabraXsdoWj+6L8twnkuVfSywIXQ6laApxVDe8rHim4qUiqrirhQwEnbw1QAdmrIL49aybzBbpCwc/B84vq8dWbvV3oTexi72am1ywGdv1Q5it1QMZqRs3M6q7MbQ2nn9RnvsyUfbXj6iLjNIG7zSlPCOdpAXHz7+/sfbGY7J+MIX+cYnBvLjZ+5vX/vWt2JU2HG4mXCTJ6Abqxr0it4ZNcpHvXko6SG+qPDog/e1S299gxP9UVSVjEE2jSOaTQmZJdzByxYuW1+/uaN99rPPt4d4oeDksXWMKMpHXfqSxcouaAnE7GDNClKeVID4wLvJ7Bm4d/K9SA9r3YXMNt2szHp8ZF0CTH2NRuWsq8rl2yrXOKfFNw8bhrud0y6MVRpMJFJT035AfS9ycikWOSpT6iIKtwt9RH2cPTSLZ9fp0rHECz7S0WbIMQPpGxZZ0pVnvn6wd7P9F7/yw23H9Zfa7/2Hr7U9x063H378TF7YUKa3bqOjSs39esFc+IuIZUYWKgww6byovxIvcYLKlHGVgbu6aMjymZYEbnY0gMdnHAnAGZci0eEN/fAtI2efp0G5UHC10/aWyxQr45IpUnXNNoIwag+CFapuBIi6xuNMoma58q7uUl0RLw5eUqboU4+rFGBEYtzgT/ydr8AU/cHNeIvL8g9nuZxQKnJ6rGu73JLOAlIJmm7OXAYK0M+hjN4aXoDGZ/ZRvpHU69Uk0e32AcG0kMJHpHsO6+3mGgyspSV3B1tEdN0OT4IPfGa0XsURXjq2pHuJJ7eEerw1FHizIRFR2rZ11llqoIMYZ3ohSc7kVRsHer069S06ZuFtr7haRgQZUTW3QWSXm/1wcEyyj8aG3qQ7ncgsJbjJGbeA6xHcaD6TK96nYPdY6uIvEXqr+BPgCJaRRbTPxksOzNHdpcgpIAv1gGeUXFhLAyvBUXRksWjDwppzUYBMrBBTGBz3eok67RxE6tdGItNKi0yGTMOI7V86UhJFwdnXCqtsw1knraEVeDsSxwduTiiYeSHvqhE36tfslVx3IYU3MVpmJij00jZyNw76xYLphdMH8DFzZaLjarYxpKbgfOoToZtBopdHBJYsNKsAOxwPgtk08Xsd/IgbHMCLQTB5qXLxgpHM+bq3mZwFWyCSCIUgvRCaCc0JAxIolyfREQihUK98xLuEs84r+X5CZY1lx1VmUXbD79mHHmLmRxo7WX7Z0X7yYx9h/wzLUmyW9zyqNdKc8bnJus2hw4ezUTo1Y+dK4VIAKu4WRlPx2OmmmMWkRdYNiz4CSId9ux1mNu597znf/l82Nl+8dolPx6znzZ3VdD49X3J/L5eSl8qk+B0o3Ie2g31mtzgodp1luq988Yvt/h//QMQo35NwO5miTGAmZ+Xvng5l0YuUfAOk8pRyDQA5OH5oX3vikQfaXz/9EmUDpx22JIO+FMQNNjt28kaee4nYk/bYQ+fbQw/cn7pxr9lK5CFzdJwwsssZR4zBRzhz7Px959ou6vYSBtt3nueTSGyA2oFRtMnes318jkdy6XYsp/VCWNpufDx14hizZS+3629w6jtMFYR0cKljINOzURIa5muvM/v11tfaATbuP/zog+3E0f18K9ElH3JiXC56rKHwRElMxFwshh/ZfvmVt9ve9QMl9qSZXmCjsVsvyttTia9yjP3a+t5AiG7gHJ2uDx6nT5/mYYKPpPMg4Qxrygyo+8DcX+iy/lhKEMVwwUdAvbQTuoXe73LKS0HBgx3EXo5S+Y3f+OX26qv/d/uDP/zzdvrwr7bTvNHqZ41u73I5HeMeOI/4qLIGYXBmGYA2bbmy9AtOXySQlwyEWTLARJCeMVSYaZbbuDwU9A5RnktcxXWyKNee17vVXPHFg3mWHXnNPpP7cvoIDbwO1gCjD8ELAQ0vZ3jdr1mcmC7hRd6Ff8TVvXgVvHQx/UYokFmeIDKhMQt4Y9j35GApRgROsPqeyi6KuZP3LRgreRLSHPru/oAvMVb0Rg7bmfwUWmVHOgq/gtzqlXeSbe5b3VaGGWgyEAE3ZFVZZsQHM1O/MJAKIw+FtFiy9PiE9Ra86b07bMV1xvttxlQVCCDxBuMgRtV0ONN67ICJ3O/gTyDqk2zhkfSa8TDWv8GftIS1FU+Ye5zx93b1sDOD0VLvzocF3e0M6D2y3ybDazm6QmYb5R3ps3InajIIDCmTMZZbnplMpzIVXPJymUNYQxnDeGika8mDuTLxV3wirxk/kVf4cdShX6pi5j6BGdfjS5hQ5D91ZqVEQZe5SD12BFVDfcwyq0SmcpFK/zkMTtPmD0PVRonrhZBmfkBpv1R/rcwqPjIJKwt+HMuH01s6ZFvTSB2uxv8RSp2lzFAgjxjys6sm264PP8mGe5gZuPPmDEoyGBVRMapPYiDqhchdbIa9eamShIrh4EawfmT4Pj5w7KyVswj7966xod5ZId+OgxHu+3jV3k32zpl5powDhbNxnkW1j0NWZVJ51wFr8Az+DQ7vHMtJxUXnQ162OA3BFF4e8Kzyoednn3k6A45PiVatT912XIXF6jDH3Z00lyCQXSmK6k8qZdjJeVVrNLjHHznfjmIwPP7wWc72qlw1VFvpg+IyrVEmW8H4jIYynTtDiUrdiEfl4w4vjz36aHvp5Vfa66+9xuwXMyoOZPKVPMqeA2wx0nbxQsMTfOrmh/hkU334mTPTWK6s6V3hSya86uBDAjA+z7nPjFk5KvD+M/e1y3xI/SofVX/g7Mn2937qR/PGox8Oj7Ozk6Y/+gXfUN3N54Ze4RBS35wqvoQsWtV5SNNOpGiro1cx8F565bV25crbtTRaRQEEuUeIfealFCV4VRr3DXHUXPvil77ZjjNbx8lfCqhLQrIgUr+6bG2wNzma4jhvaK7xlq4TbdIv/QfeLL0ObexvX+YwYAxRJ43VgOh9+LHefEsMoSVceZNfHAmiMdKmDOwDSNuL1IjL27vEPfHEE+1zf/slXiB5mjdOD7V1Pke0usea5EGEcxfCNhfp+meZxelPKhpy9eaNM9vQ8YwxROuK9PgZdvCI+pOr8oJDdGIJbmVW9SHR/IVuClJwepWVeea/wJto7MIFb3CArePiJvq4QbcYIxKG8gYpqRNcL6f8iD9ZiatQpxiezB/pcq86CayUBkH9OsGEHeAEC7ZfJ1R4klfASsNTtBO/iDP+ndwo0+I+5LK4Wyfzwtl+4sJK0ZN1xqReLBNmeQSeh+MnA3qTboRwdAYgdb70XuXWb5xGfcWrD8Tkz3ZY6lH5JmWCnLVRdWlzBS54aOmjoOLp+E0bLOpXsvNf0nr+4qfjHvmCfhEnzMJVfAQgnH0ZP9irKPFaDoOhEa+hHu75O9yc/oCc7sDkgGrxdfwpG/HjPudtjmvySzngM/oSkH7/KZu5q/heV12uMwYAlZllJw2lnJEQo8L+wI3k9hcRD32oy3mVrq6EhfAw/MXHGAMLZip396QsUJJckQRutElrmcj0PcSl+dUlnJksh6UR8mtYJS+/Id08PeEup+rfqj8csOZN2e37xN77TmVYeXPLRdo1UwYPthVm2yY8oR0Gy0f/YvvzgTEvYOF3DHeyy/hufNlIRVaVmUYXwsaFfAgog85PGPFiJ1ANKSHCVWybo8CyaoNeowJPHD3C0xhwFHI3A7YbjfMaKOnZk2VlYxI6YIvHg/2usO/mpjNivtUIMWmJQrb8eRL5uzW+FJVOHNLzTbKf+PEfZWbtaPvaM99gBkazrw8sUJGS1XFPB68RSmdIpRG/QQddZ5TOHTvcHryfJbMjB9vZk4fa/fcdY1M6ZQZWQ09osiTPVmpTWO3HuWk9HWFCdSkYEeiL5DFZtOgxaDnD61FeWvjaU0+1V6/C6zC+oO8Atm+dTvT6lfYjP/RePmR9ASMRw4q6sa+4eZWXHLQ6wlndXdKTivFOAddLD+ynYynxBDNLp08ea+97/JF2/8kjbZ013lvMpg2D1nJad9mkCZLdLG2+8ebb7fLl61HO7SQQSQKbfMjKA1z99qIHsD7y4IPQ10AZ6UKJxcaIX9k6KOH3adMT1v7mb7/Szpw5Cwx8RfbJAgxEer2NRned7zAep+72MIsn58pE+QIYnLkR3kUP9a1vf5sl86Mx0mAnuNTh4EJOPkjol4uBX3T+1BnjbHeWz1JkQOJuXDhHvu959PH2/PMvtb/+LHvunv0GenuItzEP0gg6nfBHJl33izsdWeLc4O8bccgFmahSkOWHvJBZ/BTSuq00eTJdWQ6khVh+hTdhwl+hqgyTtrhRlx3ZlDrkMSKKp14mI0MLnqivkdd9iupyOiDuzoZVR6c8AauLuWcOhklTnuGZYBUh18pjvuknaYHkXBj9hW4KG1sgyaZ/GWKRZ0oRX8+z/d305d+kd+FBIrbz+a/jlEjERL30zt6JBelMzA8ciTMeh98XpXwBxC0Ik6ijAKZHEcCj7kBr/jfijC+wwKT9gVfa5smsUL9X+azTArBXMU5G7Lm8Wz7vIpjoxi+MzrTiZ8B4T7xps1/1WsT0/swq1sAqPqQlLv7Frye5Ky5B8VZ0yqg/pAK5uEz4xNPz5F4IC4d4Zj/LMmAXmGa+wHaCE94KVz79/Ct7/8IYEZMbJZoiFp7RtgNuv+lsFw9oTJbs5vuzVr+LuPnF8LL1dDokarhGEOFLr6n2J7YxbjMXtqaa64kqaQcszBUfdkiLYUV69vkGznR+M7/5qswdZ2hUmScp4Cn63NORi0PmzAsGftW/EFXEk0YJBZroTfiI0i9/PnzLjr/0QdyZT6g+qb+1nXj6KIs7+q1dP/KB9/6OmRYyhOkaZbJcEqTkzGvNvVIBh+ESenW8vcJ76RQE1RbWzJ/9RDToE5xh5Ft6VG8YP8CGbU/xVms8MTl7x0oiEoiV6CFlbzJA79vLUQPEVbOru2+kuUSyhxmUYfBAdIhL77Ij/+h0ve9n79AelnWOHjvevvL0Nzl/6jJycfBDrEiJfgg3F/cyunmoGjew0oCnNZdgoJgAAEAASURBVA935f4AZ1Q9/uBZzrnam1m++44d5PNIB8GNTAG3LiwN2UJpK7UpTJ1YyRqNAZ4RD4wIOq/6PFNKU9J9VlbnVfbTfebZl4tW6pfyYQnvpYF94LGH24c4SmI3PKXMqXQ6YutkdIDi5j9PPtydyVEFbBTe8fG25Go7wFuQZzga4SjLgy4fr/pGJBljiAgWVwO95xStstH8FY+ecOWQp+lqSErFclbDyFSbjZofZgx35MXg+zBLpCt0FBpbylL+QNDFowc9M4H/bMBkD9YXvvD1dvrUaQYZ9nClbOTRWW+UWx0jZ5z781we3bvPvXUO9pUehKEHtwJD5+Kly+BcZbmVTf1hghKEtIA2RPm2zSSYS1Doi/xsJ8ijv/1aAB2Y205mhPftX2/vx0g+/8gj7elnn2+f+cxXWcpeh0eMPp5QZ6h7IJoFqiqbT2DqUITV+a5OS2pDB5WnHRH8cHHAjIFNQVPXylRCCYNEmfS81bMsp5k+CbR7IueiGFzVrovllCGXeTblTgYE5T305J+yoH70AXgtm3c7O/cAohP2aXaowg+aYhFzqVPnHXDDW535SrEqcfApE+GjmEq24JuFjQzLM8TBV9C5BiZAU7BSt+AJpqU4Mqkz3IzOz4CVxr+Xoce1XCL/0UoTAx84YGtGllSEtZsHMXWwzmFiBpa49KvcQ77jHnm91+Ar0vpFxY0nQxlWwjB7whNSlb/qsmRJvQCXbwYDZF9jy1dlzCv9clWeiQiYqr2HocILfPBzj/Pef6k9L8L0X5jyqU0Y8XGNrvQ8Iy+RHU/A4LVnIRgHfHgmIO47XPCZmH9vVcAZbMZbE/rPPtCyq7MlA2UG74rD/nbgFNcsn8HhlGGRCEUCRvgDIj9wT8UXv7TYJtNnxTXCc0o8xlj1v70/JrN/mUESFbgGSmnbR0hbV/S3+oWGHjBpk4EnHDBLDp0g0B+gHidCgYjtxUiWEU18JRfx0QcLM3gUwHIaVr+kH3ydThCIZMDhSRkKTFRxlQ1O9dDv0ENSLa5w2PewLYKVCHZDgdpZAemAMjg6cvHyx8tsqk41PoF28mQgiAW3kh3sjb/J63Auw6yzuXiVTVvuT3FJxM3JGkFWhktJfvsu+e0VJWgAZ6M2YGEY1vkEDm9YEvZ4hHyI3N4kNSIUtCEahSOkIVPNY6AEMYiKz6CPv3zvdC2m7HR2+qTHfqw9GFx7PRDtlhvzGWjR8gh9XoB3QjvSQa8cbnLy/m7KvO6AqiKLCzndZJlUeabzMM+8EAPHNvcoKrDOXCjvrU78liyDq3f+rBONW83Jxx66v936k8+z1Go91C6r/RhKe5idevDcWeSALLr8C7eNv3x1oz4MchG3/NsvSW887QjvMuVNPvd0exNjGfDsdRJQ5w0Y1A6+HCk32vGjfF4JI89u1y8AaCRFVqWtAM+YCJoK34KuM2B76CxE6vlk1VF2QtVT9fyVR3ns4WUO4SNPQWcu+kbFm+avTi5W/5FlL0IKYCHiSkdtyAeYgXKGVhksOfLZgVpvvlEcGSwBzAMSqfKMWNGNmJ288bj38Gp7dN+59g9O/cP2x7//p+2P/uwvOTttX3v8ofuiZylXlNdc5dJZ4/XhRruEEkUudr469bVmOKmTdH6BiL+W+IEJLLJJf2AXCf4UdtK8hKVvfMlhwX14KIUBr3n9V6cWfJIQJ45pL6ko4oTreo/Xt9dCis5vcpndFC+Pd4Lym+OR3pKbZU18Mb0EMmUBdsh2nm3JP4o7wxCUE9Ao74KPaq+LsFnNU/3PDFH3Vl1uQ0gaoVPEAkEbcHm5ykALQx4OGGmTnYgDf/TT5e685KJOy4CDM+3Reo+si8CGT+/+oUv+FZ9FMyyO9ppUy1Fp7DQs/ggapyTM7N3fNcaWK1eu0vXWEUN7eTPZo1oKrHB0ERQZE2YuetSjBs0kd1HJ63Cmy5aG37LbEh623wwI9uIGvUJvvo7/DpyLzBMH0/hSaVN8Bx2Gl8G0J3n1D5kXh+S4C52KBop6WMAGU9pC4nqa7cRJlPRtJLgKNdCaljKlPovD5NVrXGchPBWh6G0Z+9IbrvLWOGEcfKF7KZd9dkpmYwWJOpkYw7qUurzho+K8LvcbHV8gCyc9ROGzQIWWVPHZbwz4kTCwQdfxTJhZmdJUkrvyph0hHtuRpw/UUKOtJAPV3syejfuRNXRCKtTBXs4dyzgbJFeolBWerBhMDBpadcSvMIOxx9fFYiR5ZhL7sdiQnTQark/e4lc5MysiU6CpgzjZpE3vnYoFyMH3NkaPe31ceqyu3tzVEMMc/MiLe4r27q0Nz6GQigdW6YDQATLCTG4u7+jIR3Zpr7CUo4W/G/9x3sjcwybeyxgFGofhBvoK/t6uKlQYRZu6VqnAqQKvYai6Qd3hyrq5coWzvdKZyT6Vl6oItXuTIVXjIcYXuEuY8yxSLx4iFw0ZqVKx8uQMTp5mlLYNjnKvMlPlGWr2J/UmIvKco4xfOZfSRAmVP85rKErUckcvjOQtRzbgVwcrDzbiUa/mUtFqM34ZWhrrYOr1CQD8ga/ISCQuZOKXFli4XOUU/oOeTZbEght6ETo9aiApPRZ+nmECAkyJlasOGt30ISIE1Oe5dIQFmnRtKnEvnPhHmLJBz08Q3WRfnc7wkuugFT3yLSAiZ9sTf5s8IDgoHj2xv/3Cr/xs+/IX/6Z9/mvfZAmWT1XRloIZRHMKC3rWtPSl4QsFth30UsLI3wepdCTwriaU4VL154BgPsvpzJK2s2qeehep8dWJxB95hI9RHjsGAbtkZNCfOObM9vQxuBPs6cuyr0gyanANvJQnb7ai2zVIgrz+w5O4JreV6JRwF8+Mz7BLeHJb+J/i7+JRNqmhgWiOK3mQ5UyflLF1lJmkpJNx5Bnl6DxY1yOr/WclmygW2mPqSc3tPJgCUM10dCS9YjJbjF5kBiRxbBWY+kTpgEU+RrbO22DNBP8Slu6Uji6EJbWMmQLSPvu5L7SXX32VQ5D3tPs5M+/s6VPt8KEjNR6Zb4G0Y8lt6SItnWUb8CmpeS3HkBVw+jPWJcddLhP8It16yazJiBJPiEFb/x15ws2A7ncYmsHNvEl3Sd1+/q23LmaiY53tGeF3K+AWrAbT7uCn9qOm4EVK9hR72CQ9opLf8lsKZ7h6bSV+wXmAI1PHCbFa8fzHqUnlwUfkwGHcgEmfYx9v7kQWb5Wuv/BW2xDG/8JcZQo2L4MaPvPNnP3ahFttg55hyQ7ZEa6PgZu36iv8mk5abiFuGiCdhPIRlTNavkEcZXaMNb0/AFpHeXuzP9WWsSwAP3CJLs4o4mIylSIyg+VbWXRgNUtlwWkYGbw7kyJ3kOW6jiEWZlCU6xzUedVjIxhg1n3LjQbqFG46dtLdYB3K5K8O3xmmjXaDE9j38pmfzNBkQJCihQuJDMjWl4NNFcCEasLCCOuy46JyiHgXTixu1N/YzRuObOjfxXLUr33659tzr/7z9pXvvNl27NbYcx8Js2FdkPdCayWNjkU5W26XalyGO8Y+KHFVxdxql1n+k75O/v29e4dc7VAZWe4oc4RWmJzGV/4bvgkqBfzyeB/7sd58403MIRuOBrQvAsB7+AWng2fKO7hSyBYo/2AC2xjpxDkKAtkYTyHPp3xyJpk4/GlcD3w9hqM3bjHrJT2rdo6niAHP0RpF1TyWomORJZKV9zWMr01e9VVrqqOQTkGn3L1WiIzTaHBD+w3ePKWPH+h7at0iVwngPBR4iNV4B/QRLmioUR8ebQvZ4Et6ssNB7vBDpJ2pBkwZcyN33U3vJCf8xcECzg+3rjSXNOmkmKHY2PFGO3xyvf3YJz7c/uo/fB7Djq8SsIQ8EKlvk9PbO77Bk3eH4+gt9Df4/tJtHj5gM2VKnxCpWslV0TUIwyvlsNwbN5E6FlggwGE5rNNB2Xu2J3RGTNfVVfrIhspX7eZOjL0rzkAHqdCrnOR2kKAu5bFmVntuabt0kid4MgE6l3fJGapdNoPPQXvEjzClxDuDwjtn1ZRRlpFn6W7iLLtpJa0OtU36HTBEKAt5l7Y8jToMluBQxyg7tBSxUUgnpCvOGJ0rFJhg9iFdBhVfV+tq4q83yjLUyY9qOchkBkM/2GvpZksBwbHsRjp50RUN9pKhdS+91p7/7gvtG996rn38Ex9nC8hRViFW2BNcD/12N/KbwiwjvjPUyyTrjodyohwiEcOkazxFNhK+wwm7ILUdSElVoAVsZtDAa8x2cq0aEXO5wst1Xgczfx6wwbe+d0+7xOfdbGurfS/omBVbvKTQkSKn1JWdFBLWmJahQgtvRJt3yEJYdSZu1DUZRplTloLm2kPCW05+eTgQOGRMF3OlJdAvE0b7n04nSir0oA8+/8pxJxzX7wN7ByCZ9IocUR33wCEK60M4ABfR8ZpV0qWqwiGXgNHSwmcgKt946EVx64PZZlaOvX05xQ6tiQT9T5Zp5SzT7+LSCaF8uOYhPsaXibDZe0AVfSipAjY1yi+MYX/QzowGiSrKGrMPe/es8jkWjtrn6fs1TkHf8FwqrK4V3mDMioWlxRBT4BcvXWUP12q7yCzQ/kP7+94qO+2qhKIPYZTIs5HcuO4HK8N/OIIHhdp/Q+GrfksMGWssWQVFRk54gHctX/edmb/2ZjW+X8h+mife05596W/aNR7rFVD2PJHlXk752KEoFKXlJ3B8aeD8mZPtYc71Ws9AoBHkAL2LN+446NU8MGbecgvfiJnfTQ0EstdZ9YOtxETBjO1wApNAVzt1XK7nH+VLA29xgnrkxQFTaeTOYPhFdv5sm4Wv6ATh7GJsURG/HDAUSHvJuQxNnZHswJoGYMbOk4rr3KIzb6lx0jIAW1H9yWvq4CYJyV3RiY6ID+cnim7v4Iw3eMnyekqB/nZ63ooHUEPXFcp1jjy5xBuZaxw3YVnm3M/LYl5na50h0tVLAvhJSDVQ7hQd2jHSUTjjczwDy9nBiwwyoKEPwirvTT8yiTNdGjrTpF2DPRGFKGnzy/XrNZPq28J+N+w2Xw8498DZ9u/+7d+iV1Qky+e2zzhwRh+hlCGOcH9AIxl5Qk+DuYyj6kz9SLLZLXY66nQSDv04936Yj/L6TTzLYlijbXTGqaVZwaoe4UJeRNJ5C83OZuEkTSrm1Rc4jQn1C6OVu+Nv+qHeodHNlJ5Fb2jPPIQB2lH4ECmmYmaQSv2C23AnJTUCFbLfmacQiJy8L7mAc5mBh+UeFdgQ5bJELBkTVQmgSEdV8YNGyW2ECrIGE+KGMINfgkKnlZXcRJW4ABgYxYv4rb/5IGy6/zpZqXa2xHTFIc+gXnQAVEhRLkqFJOyBy5Q4ecmPh0Ee9jZu8LDuCzOk20pcgfjs57/At3hPt7Nn2IsJbNqvOMxXWGBslKciFrpc4bSdwRuJsTPIHd2fA3eE1QoH8rpPtCZPyX4JyrSevgCDtymwLDvjZ6UoVL0sizolelY8+zPzuOpzYP+BLMde5eBlx8GDvGTjSQBVU9K1fUGE44Iss22k5K1/gVYQWjmXypP8g2cTccFDetqfUYLypzOu+O2wRuKN3VBRQlWkab1AxpQf34TPWGug4ryHP6PvcD3Sdk6eiE56MYAKuPgONlgaSMoX1pIX/isQvpVbDBnjkl64enFBZnlJog90pssXerLglHGctA6eMw2nUAiQt/fxBsOwNPJvRP/xcI8PHmgIdLw6lw6qcVYlKpXKX+Rqr0V6NjkLKpcrVjhr6eiBtfbex9/Tnvn6t9o3nn+53cAAk+mdPFG7AdweUVp2/N964bvtAhvR9/ENO89rItqFkAzK5gluhCL/1fHbvAzZwqSrZqGkapg1Fz7tsEkOqzVoVPMzpwKrHmSTmZfGL5ic3cL4cAboyEFOGWcP1HVkkM4BI0KYe7nUIdg9CFXnQOTG9bPHj3AqOXEYY7XHSrbY94MMPM9sDZmswKyKE+Mtue9+yZ4m8YchCgmdFNPyRi7x4Idz0gxFKWFQufpR7hVnwqw6Gu8aBabro80qodrzs8lScOHiNncdtVJ0X9a2bpDn7uZn+fPpymi/ZRhfaT9lUKGtY7lFseltb9F5WLeWs+qKoJlxC1U31BUbXDfpyE11P4kDZz21gJc0B7U8kVrnILKUHo9xmBcBXuLh4Ojx48S7yz9S5L7slJ0fdL508SrfVuRcMIrtbB1YQKcMig8NxhX2JO7h2JKLFy/z4oAvGSBzFJpT7bLPq+rMTcfMNIF3OCmLZWxFdpZVzMX3gOpioOJef/ONdurUqZRlhw83HCC7f/+hdp0zNC5du9FOMDMmRpsEJhIZSye1hDV1Fb+SmJxexcXPeB+W8hILYZ+cNZBtr9WZWGdV5nTi1K1G2m6nLt1oSlLkj37Yh9QMt0aneBgCJSI5UQjLn2mJ73gJCEH8KDPhdHrgQ0f8SO9OXhJxb9LY95infXJ53EmwkqWrliXir3DVnSvIxS+sohjp4cXoEA+AoTtcGWgVbR5dcNgR6FlypsMD8YLOk/UvqCj94nYOI/5IHARWQ2c8OT3XzWXE1I9pAnSYQatkS1p3tqykTXB6qI66pZ2Wt19VpHAG7zBSsXBoNCH1KbGVYKAHe35u4QHebrAH1hnJZ775bHv59UtZarxJ3fq286VLV9onOFB7J32jGms7UGOX3JZgCM0BwlOPwK8+qmhlsC8A7fUGzwFZJPV6tB7KKatFqOJGmmgmf+c14fC5SJmhX3hFjLOfDuTiQpzx/AThkrMx2U/qOHeTt5JSzQJQNucj7FuqjO6gXrjoc6djbEjomYAmj7FxE4whlRY3ym/bl9sxVqXugak2MGDNoZ9f0HNPUi4mEtTf+38jgBs0FnmJXGSpPOkjeqQ32wR6Ipt+Xst2IMmCoH/gIO3YMXaDkYO8khp6XqCaW91lxbhgIUG8Gpa2GXW4uiiELRH4TyXpE4nAuKIjvgAlLmUNFgE6fz3d8R/ElVno4CGus9EL0/HktoAdQQspc67dr/P24KlTx9pz332FpRAMEfY8sQsIvKq9LYQDTrHe7bi/+uWvtoP7PtjepDGeOX0ijdrhJwYaDTMKBE43Kvvqa7gP0bpkj4mxKcQWvmZww2vHeRN8YoqLIZHCotS32oXzZzhVfLVdvoiR4mn6opyAe5673jpeBOEgu5vlreK/KjIzIOS1Im1EWF9IwjzvmsBE2afDrR3HlIin6o7BipbpTKTy3EMG3/C7RRXchrfdnBG1xqnvqxhce5kF8wWK74eXOV39lvmGT7g8JqxaL+MxdgJc1JPyTd0l7XuTg3k92NTS5jNTd0jkzsqTnVMnT/GB7Rcmbu7lcQPqK6+92s4/dCIftJ72O3Ra0Y+OYC9LBF/lOI9jxw9g2DJ4MJBsYKzVMRtVNuvBtjL0dtBWJ/KmVY8QeiGlilRO11lmddD1LVVh7ExOcnaey6OvcI7b/acPxsBMfxAcHS56lgzRaeUw1TW0xV2z3GJVQehk6RPCF9OFvsWZTiSWu3SDnEtAo18OCjrbuH3BbfKlBgBe1DHxpN3kqwEaZ+kwefDxWWvuOiqi7C/8Qd1ZOTpD7C8tLfq+0QKqc0xnSFp17t67C7PyhfMyfninTjIwJFgI2oz8Jj8XwZfcUoRlIxV5RdIjjfAi44hcwnJHoPi2Vjrnne+UHn/ty7Ozr6zuIw1pr6lw7smjPBbow0rHtYi9iw/dnHObh6g5qPKJ2Asq3HbcCxJlcA8BKEuz7easvG8/91w7f/6B9sh7mHVe3c34cItVkjfa229fbEePHOM5Jo8MIQEry25YiMZuTTNuwYAhYBDClKeXitvgXJCtWSquQ3AbdWL8cBpMwxXkCC3u8/gF9CL9Dl9/oM3DDfin9oI/mkU736R/3s0Dc15UYqzKWX1O/8YQ8wFTs1WeVceOQ72YHBUX2CniTg+ZzRt9Nqv+yQ1/SSUw0hnpHXd965HIAa43fiFtL1WmZOx9zJyvIquSDTrWk7GZJ6q+BYT2oe47Lzr0UeNBE+2przowNkArj7PSD2IVB48WK7KRZUtA7oXM7b+Mp69jGNNT/YKYzBe+RBaEHZ/+7uB1asNEpf5ksitbPSyKhxJlz4QsmGkALGUP3HSJIGUutEv4YZY81xgMNzh/aR+zC6sYSzeAcxDSMk8+W40e4o4e4cwvnmC/9KUvtffxOZtvf+vb7YEHzlFAO3sME2AkoUHnk73nfNlZ9joeZQmsHblHUsxEMPE790AZxxXA7AVhrao2fauYGxwUerT9zCd+pP0TPkjN9BBzJiq0M1d3d8EJvjHbpOF16iT7Fva6J468E1PlUWmcHfFr6MqhlF0Ed6dhilVTMsRvz0ReizJcV1XQiKjqxVfG7fSkscFgxaInkyHUBccT7N7N2Wubl9p/91u/1javcJAt35qcZkoG0u/nTiO4xiefNlwGYwBWpwbforMc6b+tBtMcTaJMci78uyMqzhixyQOepWyzkN60Mj23MY6OIn8fBoxfyhQc86gxq+qHx3czu+XMoPwNalm2i676kMF3GS88kO9crq+fQI+rQbsk6R5K60fDa1vjyzQMvZJV532LIGz4B/bvp8x8dYD9H4P5fRxhcuz4oRw8u7L6BEa/cwb1wLLB4GPdjzEoZVtcwlMJHPqTHDv9pNbynXzVCzOWydqLEKLzYzZsapcK1tF2klLJOHpurFltFtyte/uz+pzTkGrPmYFe/sUlPAaI5UGvaEL0L3SG6Veg55KodMVd4F2njDKyEx63MNHjp3QYSecaLUwW5TakIQ86oLobeHvfGUAu/ktvyjg8Ri47U4y1bAvX5RAeTWdVgrJZvOorvPObGLHvKgPHqkkRRDbhVIaz4ILQHb7Jng1XJMsgLsvEioe/9DMTnYE7pegk0b+pON2oR+/FfebM/fnk0U4fbDW+wX/k8BGO3jnZNnhJZw9fN9mkb7Tdjf6sc7AoVxiy/+7MFcDguIdUQZgoeySFl6WlHKRPbE65yjPqo9KXcmUMEippi4JOGEbeETHNbo2I7e4oTJW3c4lgaLVA2o/bRli1oCwu1Pow7Vy/Q4CCLmMMKB5ipO0vaaEz4/1uhZ3xo35VOyUf/4P3UcyBonPZ63nQGPcZQjgOT5ZClDTcjOG02+DgMqpRuummU2ZxdGqWkaezPAxqrJkE7AYvHu1e4eUpWmQdLaMMNLyAIOsKxr1yUA/8nrN9RmH0yi8NpUudhpMJJHnM9gpJENjUpgAJsq3Cms//oiErKYmwFajb6AwTZz3qRG6+konBmJNFWMHLvIpdFRmCQUykVHVOWeF1544FQDRhTrDrGF8ObO7n2rO+0i5jNLl0AwB4YbnXogPTLRqZg8mp40+yyfJQ9u8899x32oULD1bDJJcuxgp4VcPOQSUQkm8NNQ8erU8j9aRtbpbAyhGJCuGgmLcW7CkRfhSbGbpzJw5gdvkBar7Xp9xGA94GZ6LIXlWo8mjgbLbz959FPjQRlMUDOPFOTjk5Bb95mxcNiE1HowHyLl01sO2BS0JKqpTOPWv6laEKs4piyZ+bs69xLtUv/9SH2tmjB9t3Lr2ETDwVzHp997xsx4W5/Qj4TXUJnLo5xuilowTplv0me4by9knqYUDL9b2dcvCFglQo1zmNymnFpPTUc6VaTxrFyqmiiAEk1AaMjaOTdplkhe9+vsAS+Rk+Br53j3WplBbUanmNVsC3GY8cOdQ+z/4VZ3b9LBAly6xU9ENDA9x5eaTb8wPLCjqiQVUzeGDvvHQ2puKo61eu8LIAX4eQcdDZBNsxzs975fU37JJ5CHE5nXp2xgo8vlDirFFU34JB1HyWOgNgkBSuIBOAfPJagOoxOkS09pA8lFbJgjN2RALvQ4x8OxiIvvS0pyXMhXRxrvDNz83s3ap+xv1at13iTH0V2aAVUedHn7pZteOyAkwxg6sB5jdfb2VWDvy4YilchA8Zkh/5y92CBE6juNLSk5nRX0ogvTtd5NLzmDr6zIwcPZ+DVr5PZzpxVZ9F0zwLh94QPbqYcB/6QIQN8gaYQHmCS32yPstVQroQwDKDit4ql8GrcD17zyNyee/F7bHmGWWf7tARTvGmrIOw8gS8Xs4yW+W1bwey44EPFNSzjzyiYiPT7iQhWOsvbQHknofoLL1xLuFbl3PeyXGHe9fpQ57QSakJ5w7GZZksSCjfQFWGRYK+GZ7lhHuFBqUhlyCaMlCbyI/+EHqOQ46X/nLuFnXpFgA0PuOdKxQaYE5qqFe2wRwT03X67qUapZ7IbuPpSgVeXbUXfUNmxFN3JquZgZKHDh8KvQ0LoYKk70A5NZ4y2020Q2K9FGOrA4v4enmiXkaBU3jHrgDIBs4xzfLnPMTUJb0CfZ3jiFt6xOXDnP2e9oHtMi/lkVdbJDKWNWmariPSx8/M/lclAFD2BYlT+cSVcnO3eEFCztpXbFwijQnaQq1fGXEzOc76ph9UiTM4k1AbXL13JANHz5j4gQSYQKXV94GUBvb666+3w/efYB/X3vbmpUvtBsKzPZYQC7eK46BhYzZeIZ08dZLX5r/ULrMJ/yDnT+3g8bjI78RY0W8GOFdJrRgHb4K+vZYDLKtUd70K6+DmtyAtXp7kFQr+WOMqO/vWTvnNQM7Ged0nsHQkd0U5Jch/FIuyHOUUe9fpnV5UnjUYWYGCO9js5HNJGHfIP0088XJXpZ2QbuNJtRDvctgNDnIT6ZRLjzJJI+RJyYEJCanEOVaC+J//xE+0z3359/iYszMYV9oP88maA3yP0MFLC3/HbADbhvwdUdt3gDtjIHgG146dHuvQO9I0yonb6njhydmPTB9Pso5630Fra4T83rimAW2Kuki+LqAY2dTJDupbybpRVUlpCDtzk6fFxKQvUSkjy9AQ4RA0dwfRt9mTsuPFV9q5MydYUpROKg/wqk/BPTlbau7J8lBgZ7/c94Wmlr3WcWpo3dxxM/pLIsd97K4larCNTix8bLkopxWe9N5663VmutgDEpbtqG+1k3wx4anPPNdu2tOlLuHbegfIrwiQER42qiPU0LFD6zzLA97JpVXPIhJWxvyUhXjdX6VujbZkWkkS/bMe5a1jVMen0JCBH1yPXQ4fYNJcrL0TlankoDGnTCpOWWJZBpez4vlIeaejAZPZmRSmKCY8mIBuOlqQVfuAf3mhLarDlTclDe+Gt9ZFsU6elMy7vEFAPQufuSS/IO6NlXlLWDSTZXaRB9KCWGn2rMNjTPwuijhIGMCBU7L+4uS/e70ZLenaN2uIgP+BK50IDoiPMsmf/VEGHzBMGIXxJwLxOoByp2YCy4VBDhriRw5+D/U28GWAgZMkVVI5+VKPgIkjUoz24zQbHIChI9+E0K/EmVRMisTQ5Eb0FNE9o09aQA8f9y4D+ZFfW+dInVGMrCb6WwgM/CN6+7odqf3eiVgEacrHvDi+PJPlKBTJDdyRibwy46XZpYuYyJs+hcqKoQzTiC3ydZXFMqSM2wkn/W8ghNrWpU2Qoh5Y/pKOtY+vlJx4cVgGfsqR4Os8+Ol8+HSpOoaWbdTuKXS9WwIe/eF9k7262uF5QADfLVbLrJPoFzolbMpLHYUnHtRQLeShLNzKUe1WpXXWy5d+fIDPDLqk5At9i80Bf0rRNm1Jcu9jjcUsUVkf6i1Uu4iKN3FBE7oWo5YMx70yi0MK/i3rRoWlSRI8C6dLDHf60QSnygIFgB45kRwAZtNtT4+RplhEFohqhLsYZCVuh/jWxYsU4gSfZTnaXnzlCgKpJ6GqWKBUMPKa3584razV1TWeeFp786232UTMrBB+O2SFlQ9KkysC6MqY/FykqR68W6eABb/B/hm+sIy/d3xUFi/CtWMs43zkA0+2P/6rr7LPZy2w98KtOtiJKBQxH+IblG7s9mPPdUwFQzLpcxY95kIF0TkOxlmg78HtZobDoxbikrcqW7wufWqgRcAAmKxh8IHHHmr/43//W+2f/os/5AydXZxCz1Iu69p5yw0hlgVfKL/vq7rCzzrLbKeItpRtKKl6fZNlpEiCBud9C+hd2VB8yQuO2Iz2QkUauYtFA0RFp16QhzXgOn4McDr/iP8diGWooSy3sRTefPsKh5le5ty2/aAeDQ3dEZHGGEYmXWM7evRo+9Y3n8uy+l5eJCnjW41fOGePbtEB7cJI9xNa78DGlNGHjJ0xQChPhAVFmtcpjK/PMct8jd/tnMZPfcs3P/eIOcurAao++sSoE5dPhBNx8VGCZVdynOJC1L0WQFp5hhPnIKBM7BS34oDEoucpVBifsFbUGDTq4YekLgj7CnUkqAe64O1ThoiT1koGeNCRVu1JYH4iT2ssPMElvlAkreOPQWYzSdi9ZyPvxFzwlb6KU/yFE0+VvdN2tcLUYfRWWeg/wVmDWXJwsZPXP3jTK28LFz7DZqdFuvA625Q+DejBd/EXNIGpiwiKxZIN/awdKK4eetERlQcgBz2dmAMxqevgqt97vLeClEbhNKPt69ZNU4QvswGtiJ8LjnizeKGDL3SONY6spqs/gTJAXOcH73iwSrwyDXxCuYxgL+IiYfjExU9ZqDWuUqT+rXNdCHd/xfydXQfqqqeiYZziMIT5EN6c4SoDwv6kUtLOIil68F7IYpkAnhhF4CgjubNcJHpg3IaERvhud9txUBeANPCVDkEn0iMuTGiG76DPO8wdKGHrlnv4DVkvlVBBal5Y9M7aGLjts5wVc5nPuvFFvRigxOetw/AlN/Y9rHjREd1yVpVtIcPOIBEnDDjUKxlKGyVKPbffAp8Qyix3r4kvnkoXSZNZ+3Z1lZ91U6sT5ktJYr9IQmc56sGjwtXviVsAZVUwthNhu/FV6cJoCI0OVOElX+FKQKKm+xfeNGYAgsVYsu7PkorfnbvdnktO4TTiigGXviArYqLcmK0B5qbe3Zy7BZJ0EjZMmdU5yEYSUcjyJgHp2AnVh7ATc89L6LB4foPKusppyryeCQ+WREubElD2/RyX8d7HH2p/+v99kaUz9/jYQd3dKSNn8lYZ2NwM7KyXRdXIc605BtgoSEejvKpi7EAX5bw7lTtTnLZ12j4d+6gk6ULLJ1AHMMku1IR9SZuX2489cbb90IXfpr+70tia166hvFduIAvOiNrpW6Cp1TvpvesYeNm37wBPI87uWM7RgcJN6k+ubHCSYl+gZ4LBw8KZ8G5cGeUx3kFWAxqyxH8bK97Z0kvXLraDHJ6rveH47xty7rW777772ne/+9127vSRSrgLuWgGPPrmzCoPGB6RcuzoPmjBo09yvadXxv5ZHj91tYoeX7p8heXBA0PNlyjkrDGWni2p/EYJliDuDIhfg2m+vJ6jMMh/ggN0PV0//B3AoM5bnNXYeUZG7Gm11VnxFOfsW4x35DF36eDmEdGepQhiKK08+++eSXBYe2UWGQlObnOHWGaOTidvLDrQmmD+kqBA0ZcpA4gE4Vd0vdszdHjqoXCQSp7w1XHQEgCreKLKEY5hRx8jCasveO3DAlHElJb//RI8hbvTKWzJk34Dnx9uF4ddfrJ2mNyi94uI9JUEY1DIyMzJU1TCdH8Rgf1EwdXNpagywKuvVg4ll2Jd+eiMh33KK2fpyUgwbZDNfTSenqtwmF+ahcmQXnv6aaAnc7jy3nHsykPUQk5RFfK5bFZ6Q46cC4MxiFxM3+mbzv3hKy9mAVIP69DsjNYDbriouBDu4dlt8BPEs/jJK68RaiG4C5oJ/Af3dDrcJh0C6dAxebHMGiIb+tVpOvGqb/vkqjvH5VvM8Chw+337kGo7xeH4sPpoA1vLH5zgndK3LVjVNVAyWHWLxzxDTpVfDS7YtEQSVXFjtOdhjzyVo6qvYCWp6J39sp2Us+2BT5ShZRtltaQiEme8/bwu+wVJ1ei6caPwrGA72O0MjoXXLy3pp/nl0sPgVqw1dgItw+ZJh8BYQtgH9hh/5uNXZoBEHLtEyo97Xn5KIasOxSOrwuTTiRknlCFZUyby01dIn09umalmn0yeO9PMFYNMheBv4aQAD3ZyOJVFAV3n0zJ+QmeNb/ZpjWo3mRZlsiDgK2sefOKO9YrxwluRnqIfGsTLHLfkcyCXUghKLAKw+koxEvUuL1WJVB4Gkzt/Y3+GLU1CFJx9Bw8/eL49+OC59pVvvdqfDu+F3LJVRbph9NCB/ZGIMnVwzBLrPPuoOOLGU2yKNod5l36/l3Yze9esG/FphKAQ1inh6mQKmbLavZON/rc52HbNaV8+F6WcVw60Azy5vH3xNXPwq5mRyvW9Xx0E3AfyFjOY7T6Mm23cojGjM86+WNHfh/PcIHUzhU2BRYJG0gGssgF+kw+D+3TkZniXhd1PcvP67fbxj/94+9/+j3/KR8A/EnlVR7cNA4jDpTUNNjvHq36dIMQcDJExdVlaGOkXAvg4deK+9syzTzEN/4grfsXfFvQ+QZlLN7FewXtenfmK3pBZObpf5tTJk+HnMkdd3ORtSwczP/M03pCrfoe69rGSPO6RzAfaZ5TU4ahm52aqkskjt5aZdi8wjtbLVc0yUHHVHxg/cwEYYdsYsHZw9i+4kUcMQT0GcDGnz5CWcJoPnU6WIOwtCBsF/c4W4WAiOuYGXDrrU31F4UEWwPQV0t6DkY0OV9mmZOkTqxw+zCyQ6xXGO9g6XTvrOOUlEenFQ1HtzLZx4UE+Oj6zWZbUq7nnZeqyLiPLNGojNKvchiVMKH1n5zAcyEfiRZ5/6kwAMsVoGuWBRuUT11bX8/p0h4sBRpTtomcPrXohg/iAU7N9diG2WWSiwa7uWzf0v6ITD/f6VduShohJits689Wjl24DNogGUwNC2vwGTGRPWvD2+CrZyPB3cy/j2AE7xZmQ9lZTMssaPLoGjOOTD486i1D8Vg0aSr9Dgg+EumnmizShFLzlnColUAYZj3ir3XKP5b7A9/T5rTe5oBCVru4GFm07egq+3CfAWv7U2Cs3qIywZehxRpFP3dAel31LsYOZ8TgNF2LyvUT678yI0RYl5VKjG+JpXYCM9iUikSrLklyQFrKUJ+H+oKB8QS+FSoOvaovUgcyEIXApkACqP9BKRu/CV1pmk6Gdl4KYlhVSVvJSVhpD4RbaMdqmywuHdNSS6ULMBBVhXWaVgtAiipD7Sn/GpeAymFhfXzIRd+3KrXbl6gan87IwsBv/ZfDvYFlyF7Nam3xs+RZvwjk6av1B2Q7Et9bWGCA98HTdz/FooaOEqwx6V/gky40NOOVYhB239yJnltpo8Gypy4Z4N3W7t8hC1pZxBEBl+FMuVQd2vzZkl4HgmLSbdq4sPMeAUUpUSJYd2Mx3iCW9X/nkR9u3/tE/aZd3nWbJ17cTKRxg4pW6Z2TtYiBiaGe2iRmJm1fb4xceaUf28bFwhZ9ZJC34LhiFE4bEozEAN+Cstyu6FghzFzc66EKn3K08yknlZe+Ny1HwdpH9ZLvW+f4mT5rKQ7b9DqI8e0K6an2bQXgnLxR4CMgK9fkgRxR8+cqb5HdgvwsD7zLa6fw16uO5F15tD5w/3w7u5Y1LXmCQAw3dW9CAI2jJCLJUnuhCXoGT29EK35EeRy8wa8arC5zaYd1SVniX/SxJcF6bDwE3rq1x/Innl6l7axigF9vpY3vbj37g4fb1Z19oD144n4NX3UvhPgEblh3aqBelFh1iWpN3efnBODy6p8dvYVYzlW+LZBl54WQfy9d8QP0WRyrsol52jDUpy4yzLp3CzoNA5G3mSuwgKUdBixf15KcNcPUqZZFH+MrSCYn7aGsr+/a3l/gw/MPidybWdksnnqc6Zpo8oywb8skrPlXRjgQxJey1ym1RZKquePCSJx2hzYR42l+ajJf8F3xA4x2lIBmYSXeDjJrifLLs0aCiHMQ3ka2HKIci+EsUhupPBo2jFB2DZVCPZi6FIr4yk2B57CrATzvPHij8oaH6QWcXhY8RjFxruUA4l2lrsEwbRj/lVYGZx05TEtEX0lIx6PzEM31BhCJrlD0GVDcCjYobPILHlqzIKr7f++CQQc0o8LgkEzfuKUnJ1vwxekhL+bm794rYYnaU285i5saeSIoVt2n7l6NOY9yt5nJ40n5hKbxTfDvGzpo6qkCsnUJhgiXMjYspXGM4i6NyJJYEH4h9YHSObj7zlfyiiDyVKYE8JOqRlnETk0Imnsu2rmYCC2oADD0NLZmX1ki85/2doIqXLtKOSX6rVCHl+BknTeNLLkpCV3HG93RULDpJTPLTCw2jvOoMmpFH5y2kuPQ2nCNEQC2sPVi54nNhzBUOOYjc7aOJCqpkUE8sh/nN64/0rrtREGPhI5w7ZtvW6ZOK1ySao/CT3f5QFd2xg5ei5I24fHXH+M47T9PJUzqiV5kwvoSuvDjSFw1lo1PN9Kft5jBadJTw0GE6NPzqkb/KQ45UgzATv70+AmIecTMW1L3sjRQAXu0vhStdLxmlSuBXfNJaSecks0GhsCRWDASYlBKyaQ5wPbFQR3AaUKYBmbzXmXHYs5eN67yV9fZlZkDoKK/zWR37IJ53GcKgkfx4wOfbfzswBvaxSX8PG5BzIKvplgo334OWyM7jsrAK1qvVIYXyd1UmSsWycl1b91T+TDtqCNJhWnk+cZi2QllO8Rbg6RNH2zNvuc9GRShhF+fFmHRCC0HtZWPzcY7PqOYi5SGnrX7CYc90cpPXcnyvznzyqjBLDmU8Xna5i4/S7l7ntHOSw194MUA5iCzui6Ibsf2IrRyk8+ud6/fKzwQP8hUMaDX+9Tf4BM5+zm9zkO2cFFMRwJSlPHOutiRtG7ROGI6t0K2DW9D7dIgBJivO+GDs5o8Ksswf+9hH2uf+l3/e7j9/Ds40OquxzEktJFXci1acfkNRIUp/dFapb8I2cI14j6ZwmZBzqnsdkzktueqr9p7RiwLrYDB0IFIgLnKaMePeMA22y1cud1KLmnXvzn2c9/X1p77ePvjo2baGwbtGmccr1mODvMvinfHUxk461PRpadN0jNHDUVMCDz7UjtLs6tpMsewD1nSLQlnkPXQSNcXrGWUcs0SZtbT+oO+BgxUvTaELyaBcrc9+ij9gx/4lIYdLDdqxJYIrKOzsNbyq04ffoC0aLvPswNDa1HhPJ256UawO1461yl047T8c6MAbFPCdp7KCkWBtU0A29ofAibcXaLC5dC86IisKg3XL6GOeuZcxCEdM+MSbbNYDj8f6VUA8o4MnppeZOPu6e7gsp3c+Rl1JqkfhhacZmwNVsVAJA7ZCcr6Vf7FooOJA1nPF72e/7L+OHjlKMYrXrfKzfvwpf0QcOYdKIQJp0VzcQylymkAmmEVa+cibAohj4Okw3JJ/FHAR/Q6+BdUJEP6XY+mfIDdRVEkBGKSKrv2ckcqve/vdjDv4XJ9YrTdlVvVXYfPYfmOEJHfhl6K4TA3u4SMy7UQGqsEEIpfoHTlyH9HSoYWKKMz1+ESgw1YWLmcUUq++YGVSZvnwFJh1qvFFAjjygg15AodBFWOceChxqX6W1E6vDLua0CEqMgjJpFsMf7rcfRhOIMkFA67iUkDlZ5sebcnyGVb3umxlzH8QGiej9jE6W2Nkbj2Tnr/kTyKwPuAxObJh76vxkQqqrF6HC2ICVZnVmWmoWAjjdjFLdJPjJVzq2rtnX3vy8fNstudDoMAc2r/OBvqL7Spncrz6ymvt1sNn+CadmC1oFcLqd5+YFXHk8EFmIXyir0KMgvqtwOGc4TJPpaXMhMt57zIe4It7V8iqRHg76PIMJ19xvowfc71+7Vpb52yyW5TFV1LPclbXb/76L7f/6R//iwwKjhEOmKVHciAx7W9uPLEd4fwoxN9h5GRwJeCySwd+d06Xge8VQv5j5q7kwRuAbML3lVt2Kd0r55RmHWoQO0PjOvoP6tQLFevw4cPts5/lsyHHP84+uh8c73Z8qSZ5U3Kr8VWVQ105q8orxzt4cYK6qrccqSNeTV5DP3/qpz7ePvO3n2nvec8jbRdvfS5XiUjmfNtOXFa/iXHrhyHtDAtiXtPWg0ZEPn1kgzQMGnlNG1N/03kUbpdF/bbo5ATcxinT/Sxp3/z2i1lKnY+jjrc//KEPtD/6V3/QLl6+Rjs8yHEf7nvTAGAGmr5mD+fesEgdtazWBxH4sA+NAel9k7ZnmSnnaJ8poR2HFYvzqVkO84PXMlYGz8IMvz7bSeUzr0406UsCqizw2BmxjOIEk0vWnkXXKVSnS0hDpA8/yT9MLHHGkWXQsg782RfWkzPYlDt0dNWXCUO5yJX3i8CvEUttdf4qLUZMoIqn7M/pRfSWbTiRjSFnNLmBxTVN6TgoZVbK6O7kjciFZJSvThLBVaVXcYxKWYt1eBbQC7LtsMaEsGHx1m2gSnJoLigmbutlsDGPL6kvYpZo9ug5G8vpyngq0oCG8xQCbnpiyn07R6i4N9hl87FsZVJBV/aUjZz+1QysqdZtpeeeMaLCW6/iWxIMwZKN0UlN8p2auxVThUeekTpwjbC81W8Rk6hZMIqfgloIfuGjCmSfkRlf7san/Pgtv/9ODOjK4FInDOQ/8bkkLJ56hBFEPjNbJFrDAzCtrEKJSso8XLF1DRc9r+3G2G7Y9Nhqc76RWC8VuBqRfVvQdxx0W44c2M4si78d1r9lTHltG8MQFy7gCzqEQxZ64XIogjN1wwFgmnBKrgOW3/hivHBXYnLSmpGT40aCPXe0lvjSuTIgqx6KdHETIniz7ci6439ISyPTSYOV2/biPP1BoheshCgimdISjVDoVaywYcXKr+kbGxgr3BXepcuX2otuZD5+gSf/ne3C/fex7+Vwu8Q+my8/9bX24ksvtvc8+GC7wke4U8biicH6NscveMSEMzBa8ApSSziiIt3pHYH5dRclT29RQncQEeeA8G7U3FkWzwnRONnHieTPPPtMe/yxx9tVDBaXPDc4aFQ5rGCMSvnMCc5r4jXga9Enj01AEcJDVawwvvZul32STc97MeJueSzuGBlhqqpqzoUGg3vNyB0GO5dhvMpSlbScZ7uQS7MOGDG2LDu8eYCr+beWfdv8yjcyZHBm9usGAzdslXs3CLZDSpw8uRdtP+e4iT96I0f8K74fAPWCYupBQ280MrGOn8Kg6TD7c+0abwBuYnxZViFo3LfdJ0etPXThbPv3f/Zvmb1glooReEcOhS0SUbdU0EIgYsgLJczSSst2kdnTypKrbUHWjI+Oercj4c/46DE3N9K6aVZdsAFrsJm3K8UMY3nF5ab69fXd5OEbj86+2ZnSkM333vc91v7w3/xh++qz324vvX24vfDii+1VXgG/8vbl9sDp0+3v/dRPshTpGUHOoFnN8jRG9Lrn02HylsYELzFWhIROdN84ZVu/muWyUOVSXrwph1GLpALYco3hBRdQDGjkwxKheEbW0SH70FRQhSQDB94BJxads332UT6F5oe/TmofkAAJbD3Z0VMuH8LSDoiTii5F1OsTvbekkYd0vEk3LuebmaG7GAT4UyoMCbcG9LFjgBT5EZKH7o9u4g+9EScxITRIlQuJkQ6epMgDEJvS0XEr+RtbToj8ictMXJTxVE8dLpTJthRvno6qsnY6U57yTHkYrORR573ik7PijI+v0svAROrQsR2s85kudTp9fy9bB89touM4YVlLCqRRJtS4aIurZLWc19CCl5FWOIsri6vzNvhMRI+7M/tWqDvDA6d4SiYDY91r+dX6MK9tUT+3hB1/Cade7TeMV2+73mhk4PeTW9X+oh3hPTgA1w2u0N6EU+Z4S3/SltPpJblfzDVyGoU/MN57mLjCSGqEvww/ePB7lNeY4Fhjhciy2D/7wo6Nw3q3/U11G8NJPP7KmKt6rRg5HsZ5QIBSBjknsJepIEsHFhwqM+m6YmIswMJ3PVJy8iBV+52iOcpT8XUFO9FJ9wEOHNG9wig3OPOJL4FcNLpCj0j7+xVnAW7xyDmUX+GWVVeMyMQQiohyQnoID+QQtzA8mQv7yquvt2e+sdIefvAMM197cqjlrZ1rLJe83b76lafbY4++p62yP8rlm3LS9xR7du/s4WT8lEXcQ1A0RI2vXtpSLTpMn1LdMQtd0xSof/Lo2BHw4BBXlTmKiwCUh8s4586dbc8//512nLOZzG85lYNPGisow34+E/Mgm8a/9tzL7J3h0MwMShqqxZ8+p9DPnT7VjnHGiec2OAPYZx+hQmECy23mHHCNdrnJjdFRiA4nb9u5UuxFSpQkPNsvQ9MnCHj3biVXqYcUt+OCOGUGrH/p+IOvyhbFhJwyvZsbMtuabh4PDXUmlHZVxKeCjXrfmut7C1NbyZADazGuXIJVtyNy01KPNQOFepWMA+BTlfuFeNJmRu69fEz9Ei8HHOak7RwXMZ6YaFSZZTU8RMBdPTU85L+Vazt90/bu3cc36y5hgJahNoeLbFENdRhLKm+G5ggI9MFSBbd3fpJWzuqun+o6c/ZMe5VPHp09d9KEwNpf7zu8p1144kL7o//4n9pRHgTWD+wjL5RYyv/aCy+3l/7Z77czpw61J/j26im+a7nb9sOM9Epw2xGEIWRYT6goUTqI8UKEycpR3U8Zw6dx1XHmCRce00ZkvDv5TxCZ6Aznaucrh8YnzXTiiNeeroHI9iEcOdJ4C4cRZgku+NdJX+8YuJ1NcF9l0qYLnkR5QTa0G40pf8P4KpykWhcOetkkIbh1Yx75KbwyMWa1il/i8288y+/oZIxEx5hiM+m1vKq34EmNI5R8vUhTZOAIKRthRDb0TFzOJtykH3S5e5WZQx98xeGAGm5lxlzchR99yWApiVx80pfAiK9cSRggpP3/rL1pk15Jdt93gdpQQAGFrYFuoPdl1h4OZzgckjZnNKJCosXFNmW/0rfyB7Aj7Bd26IUlhcKWRYUVZgQtbh6Ss8/09I5GrwAa+1YACv79/ifzPvd5qrB0D7PquTdv5smz5cnl5nbnY2Ob5I2h8oQlcddvHSR9sOR/xJZnEZrGMqZOrb5cT+YoZPocAkycsOmAa4ii2tPW+WhHyFkvQfrFK/S8KxWYsOIWnwNt4ub0FUwP2f0+kSoAi2ngDET8mpvGx/YJ1wLjQGa8IlbZMBwdansERssqh5/+kpNnbL9G9YkqTNGp3tjrKFelqvBck0CUUkpIY5AcKTuRJyLKZizrSmSCot7xp7NiBVFRiQ8v4iPsypXLHIWzNRynDqviQKC4A2TeKqf5N5GrWGp8TR70kjyO/LfBr7KMF1XHHuCl6gTjhPTS9SYMz0QYl3xQ6YEQBj6sb1xEbHxdTB6yyY8CJiaZlZSANlpG6kxQjEZbenmWnrAsb+J0eHql9dmOAsyC96QTcIrQJD4XnP7KFH3ld7rjzTMfpdN1iO8H+vkTiZ166snhtdfeGt45+8HwledODJcvXabbgtmpLNI6opCjACDh+o+s0bCc4bdDE6iQlXEXxgKvYetPQccrs8HGbReXjhUEec8lv/gOJVNNt3LaPKMK4FhzdE8D0qGk9dWl4Y//2feG/+F//N9cMoSBS814fhZ6CsU+Oq+n6XzJIiFUOo7S2biXrgLevKLV2VGtzFiIqOjPfE1mKnvkr+QTb8JDqYnWCVgRV0NX6+7My74DrSr3DvlZ7hp9Sb9EB1c9FV/mlVJr3P8QrrA45S29qTMmQXjsnIV+eDKGXGrwe1noepwPoL/15ofDwUOHsTOjqWAszMlpee6OnKdD5uaQBXIdIHd1qu4cWf3gw0+GE/f91NAcCHiqAArrSJSjpdp4P5sr8SQpGeCFzLTMaeer7Kj1LbLKHflFnLbs1o/f+/3fG35EGeNrUeQjaxqpPMwCT+m/SsX3s/fPDT9+98PhOTpwX3r5xeHj9876fTGOVvkiR09QuWPL+9b5OgUV5AoHujriXIemprpVdWgFXqxvmgzyWDwksHJXgYmQbwD1mDTpvXX9x09E4MQrlGkCnQIVv7Rgc94BVjowWC7MV+Aslz5lklNsAABAAElEQVR6NyoOqxMtLrTUmdTkyx/81lQnd4F4Nm/SsWrpDNZJA85wwlS6sCw+QwkrG+cZv4F5w294CjYIEtd8dWuR3sJ7S5MSUyKOCf2CgR0O1eLGt6t09F/75evDV77yJWx5Y1jBnvJ2jxy25tZrmUaxU0pPp86LEx3chlguDX/ddoYIrX4rpstt3vTRi3s53FKZZwKrmRHXKBw0lNPOdQPtxEvDY4oenDWJ6YDa/tCxddGHUIaFJR7UfWBEv4B32m6JdDHetN112aYwu+tpgUhH0O7SdNG1Oui2NwORnvIX3fAHOu/a2Iyb0m+lM9SR8nqyLEIALK2AwLBPpQlv+qWON/6CiyyhZTQ84p/JN6VMvCDjpWDrsWxwlla41rUCWceivRw8eJifWFzvRQWF0yps/3u7bL0pDxabnjaAXhYCoiHChK8fiGIHHbBe3EzYy3nQRFeFNfqA+ZR/R7BKS5VP4Eq2wIvydQc2UcYZ3G2qS6usBV86D0qho/vOm0xbL1Np+3V5K3571yKJ8UpDqUjdiUuskusrl7gCA04TWBqusxDi3IXLwzOvvjBcv3aJjo3Tehw+ypDju+99MHzrS6ewnzW+aH8Lmkz5UHq3OJNii3TZ1h0BQQo+K8FDrHUpTTTq3FI5sk7Jvs6Zd94dvvjyc+B3dbXJvMBfs0c5DcdRTLIcdCycphE7ycn6V69eY5Hn4UxZ2PGL46b/6ROHh/00RjfgbS/r0WgpSVuqtvO1TAO3SkVHVUcyea7kUVqD60EtJp0vs6ZnWA//LPfK5MIceUk8DZsx8mCs1YOnYcXorTxl3wKgJ7ZgWNfHg9HMxcRkgoGkTOcUvm7Yc6D/AA98T/RmO2g2ipd3nbrFRqigb3GGmQUkujGKiOjLwkXny3WGVy7/Yhie0fatJEv+3KxI+uJM8ZMmB9ICkrxbzFjxN+exFvbWdwMxbX/jz2cysMV8Boie8BLpnLaN68osZiJDr3STR8FuYaecYJobfBli8+DB4eK128MGvPs2fMcahI7V3r3rw/I6hwrTGX39w4+HX545ywZTpy+Xhr9iRPogBw7bKJ88cWz4nW99YzhGA75KLYgKqQyrkZOmnyzSboo/1MPU7m1G73qYuk6lVRDzV1UbV3XKzP7FWTq1XGA4aqh0Z0R+PW0hSeVLVHd5y82DNoun0KAz7Hsy8hBcNk/RmfVLvdzZ+bW6qDoPOR31UnhH16048y/fZSGSSqVtS6FfHptrnJOkyvhEXcnJDulIVPxjPncEHaJjhIVZxqso/vlTBn779jGVQx31a7/2a6yz/OHw6qtfHg5gByuMPqut2+SzHx7eyy7rqiOQtQbKeQZX6AfjjCC+qUwVYWPLj8QmsQ6utMbW9FEW7Ueq0hVIWtKSVX78TXFHTxORbUWAqHQL11IVcaxPtLTqKqwD9nRlUz308e497cOgF2GU5hEOnUVuGO3qMEXXe5e161KYWdko3NVRmNHqHak91tck8Py/pLdzHWotb0xCvH9VF/ssTmzcasbC6nO/R5mdjvf+k1/ANGbuoWUUiatOJDeIs8PvcpjQSjx2UgQFTnmrfCs9li3Z/pBO/fAX2fH7N7WTIMgFmMDKiil0XKU3Kliq4sKW5LdHxSO8KSoi/Z0IZ6gAogFfIW7PLUa+7DGq08AUPIGBE0p8qRYaTAZ0xnjAGujyAdaQ+Ka8dZPOBcqb0Gv4hGyhIFOxEvWXDGgkgxAC9wznaIlP6Hxd4/uBRw5tDlf4Ht2Zj8+lkV9lbdEylaEnwd+6tT3c5Ovb9pZtKK6zI3J9fSPG4zqMHP0AYjtIOlA3V4bkd648ZmIVGTL61eLzRqgCOrh3hU98ZZYZ65TK/vX98HqJEboDvPFPCnSTeT9njz154vjw6UcckYHssVfSdlVnyzm8u2DdaRwroa6uKfmp3/OphFGXyYkuV3jUJAp7D56m3eEHqOeHktlwxyh2AO4M0PBdF+W08yYL5M+9dXY4dIi1behOFho7OxM+LER+iFcC+RkL/MPS/ApxrhVs6grFWrVdXkeJ7rAmsd7KbUQlZOUhZ/zxBrbONxjT8UHY2MtE6C6Hqcr5DTHPJjKHsNu5xqcgLJi1Uwvb4tiR3inpGLyPZUddYdSWCXm4yyje9hZniTHq5MLzvBECX/SwZzsIVFKOlt1kR/EGp9mnPKbhu8vLBCfY08gucwwMa1bBEVFTjixl/vaikwM01CpD+dL5QEd3KftL2MHrH306vP6v/6/h2ZPHhxN0TJ9+8uSwuXlw+Ojjj1PB2yk7snkkayfl0ZFAp1flZ3Nzk04cR8Y4itYKa2SFTpwEcepe+gD5EH+yRn8agXjw04AEpKxJyO6Ke1EEAWikSZn2DdY8tPYzWXvL9kHY/AJLh9TDXg0jiT/LtksG1DdLYmFFHFrFyLFofKx0oV30y2zUsa7gLd3FS4UUpCjknif+g64SCd3S4+nACZs8CNTT4UlSnlexiSVmGb761S8Pf/f3P6YD9lXsb4Pdg9epV28ORw8dGQ6te+hv43ChMyfSqnfCtVRG3eahQrA3eala0A6czpF8OXfzlbx1LRhWmjDMdA1nvC0H1SH5VrFd/olCksp0Sd2euNmRnD2VL7IZCr4k2AGxmGLuuWjMBc097BZfOpsDm3vQhmrkEwHgbzeOMlpqHD/FrDVgc2hKAUlcDX8adI1WR7h5ofj9RwL8lRPaeLm6G1ovDqI1rPJ8njt1KJaOU/7saBECkSwvgJ7t7i0WRV+7yifVaEsP+IInnyk7lQ93qbPEI507MJolDoIEsI/iF4RJs87SDo5OPBVVzwmTl9JD8d+irDu6a96ZHYSpEVc00/TiMiPl8a/o2w+SvoTbL7ziB0C+rV4K2hSkFEzH48xfcT1NARSQfC1/9ZVnhr//2dssgqpRigglWgiIJMzj6bj7PYqTIeMExHl1/dFdTxeH+TdZK/W1Lz9PA7cyvPzCKaYcP+YtjKMkhOOt8tCh/cPNc1dIb0FiMTOLo/3os2/xjihpYHYInzh+GONiBCNDliWyb13WmIA0gdszAXYqbJTXMAYe6BjZvVMGOAQ+jZoJo9Dt4QQ7FW9QSa0u+8085THKxnh7OMBo2nHWc+356HrCNYYyJeIxgHt565cH+/OlB400hNpz+WGXisu0TnFmqggari1D4ujREYSMQAGjWFZKsTH4X8FvxypbcMNb57FRDdM05DbceVsnPrJIUVnFJ0o8YdPG3B2O8E3n8UmO1njvDI0p+q9T1EmnhU2ccjXOJqHz3lkK01cjhsYBkg+M2sasjUTIEhLKVNP5PK6HPd1n1Mocuk3nXcyFUzpyYMx9Rlt5G9z2O5otT3NysjDlrBj3ceTIFp3mu0xj03UJjyRFdxY+C+FMYrNVs7GtWeLchgw5j/kuXfmocDs1jn75IrCgxoZTIiW/tuYhw6axY+40pJ+gWGaHonaeqbRgR1bSHKGTc+78R5na1F7VgGNTs8M8ZZQGUhHAEx3j9WUmZ8OFZzQEiLa4l89oQYgytj0c4siKPQh4/uaN4RxLBH7w5tvRQD/qYgkF2Pl7gheSg2youHzlSr7nqq04evQ7X/syHTe+awmMTtn6URfK4pok38zvOt+NyxQqOouOuGsxe2hYa8QpII1/BG9OU6+Tvw1Q5z3GfIcmeEiUzKqGrAGYEOdUqnqz7HoyPUWwykHTpUnTOGGr5n/pOAlNjpNLYLCDvS5SHV3BGm8+WZa1lz2sWcinSRCysUAgERLCqQ/p6PQROcaNCRpsgIQAxPJkfS0thXAa7sjmMex+3/Cf//P30TH1INPNfnd0lU0l3/nt3+a7oEyDw0evvzvVkA2N3eQpqqET2jMY9XT58uXh3Llzw8svv1zsFtIkssyM+ktay0fh82qOd9mnoTN/+UrGDguCiT5SDoNLncwipNtd8T6L6+G/8l2UyhhEXudp5InLGI/Hdm3KW6UZgQJs/kRvPVgBIo8I0D//ympblraQ8y9neixqssJ/kiUuD9iJ0fmlgoj9RD950SAND30mJDjgF1NOW1SjOA1/o7hmPcWyDdPErhIuv2Wf4S9x1ImeRm+jJm+RURjX4YITYzGu2h3Co1PQhO/2UBJBAQU0HAL0DmZPQ4kuIaM303YkWFzY15YM7eH4G2yVKetPtCZf7Ve21Sgk2aQcSEK40RWc13zJIeE+Vbigyy+cOjJ8wILcDy/cqB0zvPqVYfgm41CmOBsDJNVfyfOQ56IJjMpkNMq3sLv3V4e3P7zCOUossjsEHjpPNvBnL9gYiAOFebgi8+FWUDYW7uLa8sBVMjOf5iHYzokv6h4Ttnd5i3DSUmGaRiNymHuVtVnivGtr4hq2dD7uD2c//Ig+5TKdv33DBjsR/aSKnRff1FaZcnSRqqfwe8DrhxwKusHUyypwroOzibDh8huFJ48dZormreE+abZJ72GcGoSHq2ZdjA0XDPHuGX0lV7koZddWOh0eyIY8t5m61DRYtoH+yoh8vsjC77N0UG+wK8RO0O0ce1FDyi7qf4qNAat0KNbQr9+Ms2mwoak8UX4X3Nq5BXGjnLziYh7pz7QQd106XtBfohVZX2Y08tCB4fyV2hGXShHcKQzIlcSV7KHXSK3RuM5BJeWHn1ShT/7FnuohuPT6+0yOc2227zHldasaQq8W8nozR5sgxCzIX4Z1maIoESjkeuQp+lvKyNcWu1zTYOet3l2t2KiVGxWBO/+sonoBUpIbHGS7ckCbg04EU2o9oLWSUXbtBH5yNAV9m9GFdJOWJJUOPZPOBfgrZJT54trBbGKpwgUt8lp+tBecLyy3bt6pDS2UubKHvcMaO4Zvnr82rDEde18DYwjMcnKXMqNdbMMbiRPmCwljZNgz2NGHpPZ46iojVytrTPVDdcU4fDbY0t6b767tGT7hBevD8xcyGrfMy0sqXuD+09/9ZHiSzqFfGHDn7R1s+RCjyvfwP/f0qeH5556l03N7OP/JeXSzNTxz+jQ7og+x0cYOCjxy91ttFnArSWnLh3/lKsQwffKsuY2uRafs+QKHfKOD/8AGBnns5ImFfLdch0SUUEjqRaHKpw3JyM1Iz5HQ8aGRmT6LBztxHZQ6B0VenlL6BRe2yQmodcFMFixDXpoGhJ66auRMX7xmjSxeX7iee/YFgleHg+TDcTZXeJTOmTNnhp+//sbwO8ePkVfFR17EgpSAsD3TVWiH/oyqjxU0k9Hd7n7b7+q1y5zrd344tHmIzrkvEg0XCTq0nFau9ZAZ7u4TpsvUwxIyx4u2Cs8LroP0+zS6wgr7NPyh/l0Qld7VQ8M1isJz/qc0StqmtJCKHVP/VAcDfZDh93wpxP7iJ3OsExzl7t/u9fxJd6NP8UiMIoLtVtYtcXp9126Hq3q2lZzwWbwlHc/GRx4KmnbnqQPSti3zl5Ffy0/rlBWlolN6EyklDLS2S7F1O1a4qtfKF+TQUmXZ8acV4C9u7HgVHuvl+GM7xKYwEGd0XVqYz93JZ48NYEUEZ/OGkJeKJ8WMPxlp4eqD2juJ0u5ZHtFD6iHi7OB1VLkrKyNFM1mRSWXoGlrXpZs+rrEX6uDiPMxl1r0wrXCRzhfrrsZdY6SuisAUlbobnohktOEP3vFiIJWoGXmbiukHP3xt+I1Xn8vamtOnnhzOXTmDeHa6qPTBIXZHB2q+2CHMW3SC6ECAp/Ea2DSsIxE9YJFBcKRBCj/gxWitXQ5tHOSwSc7yItwO0ofvv0/n4hBTNQey3XWLBi7KTkesvvfnEL1rcOhz4sDLdR9G9Zu/8evDf/ybnw6XkKdGIYwpvVhU7oDLk/blp/NsPJS76ho8N9xd9AzZrCHbdqQJelTPw0lG2J7kw8w22k5xlo6G4QZHYVznqwE/+clPhrffent48cUXhuefeYaGt4Z5xbmFjFLserUxpF/5GK44Nt2pU08xPfwaeOktJE8q34MEb3JrJuBDcas9VB9+OqDZVU5Px+29+1v0Y93KdnLUxIh3PqE25aYKG/TKr/n4KuxUGXR6lF83cvMAnBlmZ1To8MYmZmb+7uRdO3A6V+eCfw8Ofpjrdhza8LECP36CR/zmo/aw6I5hJ++dfW945pnTdfzEndusF9vLyfpHh1++9REvKzczskUPAxarQreT4ctKbMSOCTJCalhldHcNPVWJhhbhJRYhwDmipmWnQk40lQ4j145uCec6j2gO3PuOHhk+5YXF9WSumdrDC81VDs/0KJdP3nln+H9+9BM6e/fyGS43+fwFnbX/+g/+KZ96Oj4sUWcIx8I00FnJxwwbX+a3HFpBcpV5aEu5aMcz9yxv6tSrcLLZK8eOSwES1oC9RSjDkVt6urECBVPR5DoLDIzc5K2Zp6BLUqGFJQ61OQXT7c5EGSVPQyEckoUBQIzM1fBdXAHMIkgnpGp56tSp4STHi8i/9qPNfumVl4drTCF/wlFAp4ibWRRMkcZnRwFnzhAxLhKaQeiz7Lj849lnn8kZg9rsHr/ugUzaddWiPAaNOgVnk7FjWnjswZP7w3mYAP4De5V/wcFKcVNx3Z6EmnHZ0iVfiZigUdbKF+2bPMMoPCpIv/UUWYVO2QDFBrQzZ94fDtOZPXbsWENeVluERNpsURxbZcdpl8n30ZEHtq81YjVhBICqF5s0wiS6YMoOocfjaOb4u312oTIbQh3RZVS21GcGBL5xUshn6XlWF4BM9CZs2XF86ioAXnANR3uom9cotcGMoerKuBYPJb2jLOLW6iGgDJ2PyCdR4ksOE/Frt5n8FSZP/lU68fCX+rDCprYd+g2TuJfv8vkeG1v7LNVpK4OQotMQLlqeEpz6G/m5W02nuZuG4UUsyUX1P/3528Pv/PY3MKT9w/GDftqmXK2NKX8VVM9R8o3fUbceXg14hhWTYZVaQXSKq79Px1mBGWAVvYRSHe7XIJ5/zvPFbgyfnD/Ph4jZas/aF9d8OfKlsvwg8oULF9iRwdlUcLiXt/80fIxuHWN69GW+9fj9X7wHIT6V5MgadP2n7zR8xFv85gtP80jFw1/LK2CoTM2c5AChVm7wRpsDH5eG9aeOhj/Xpah7ZchOEMDWqdQYA8g01H7C9zE68Fvf/nZ+HqTqqMKVS1eGP/uzP49c+zjR3g0Hxw8fy+YBK8UaeuX2ADfNS1l02igLZqPnavz7SMsDUOwSrJwtGC+ocD2X9CagAUzCx0Qt6pG3IpKdo0VkxFkMaPx0nsc3xindAjXeqacDLFSvwkP4TrA5TrRDN4doUxjOTNZOHZyiSOGic1L5MIdix0M6fjLTnGnt2DjKlGlLwmds6asymVFc+L97t9aHWbCeevIEHanX2aRycFha44XATgyoLTVOSzXuuNu555o1UeoKWQI144MAXNmBylTke9ik/I2d1bzskF7bpRw5aMUrXTqCW0yfmsaPtt8Bbs/eA3RaNzJCa4Xngv67S1eHf/Xv/nT47m99a3iVw24d0eN1Bth25AUIzF7fwkvnYSkyTXXSy1236bp3CGXiR35ZWxiX+hX6+VOGiM0loA2m54n0wVAdq1nlWtiT0Fh+Xr2XPwpGr4ZJM3JIsS0LEGvVD+reJ/iInGGCALnTga+TyTMhIpu43oFU3b6QuIHKI3rE75cNzK8NduAe5gVURvJy1nCIOti6vBO8c94FHhJnHZvlC5Qj8taz6JQ1R5Ao364453nfIdwcUR8W4XcAPCBgN4anoI/CS/wC/x1jv4f3MS8avrGOW3zutNWZOXV/uHrlxvD6W2+xZura4KfOjh7j5eX8VfLn/vA83xj2SxmeJSnsAis8ix/rChnaMcEqRM03+KIjn4t5YfVFcFzsiZcebbXbVoe3lp5388/S6k6e5Ce4G67gGekI2dIDaLA0y1Pho5wG81C8tTSd0Nw9pbrJMg/XZWjK6LfG8YSejMD7jNd5PA15o2pcacU6wTahQiq68iUgRScZpF5QOIDKZwqWpbD26iCNT5DQ+GIU1XPr2moIuU0JqLDgjHIKmfFSs+BVljOVyND+RaaybjBFcmD/CgevHovh+bZcjY6JkhKm2C1Bh8j1IKsZfurhZG+r3IXWlcCNB57vk2Z5H5OFGTolHf/Zbk0F5EjCXSwzQ7e8mfuJlmVGI3rjtbcNkx+kwcoBlsxzWoE5FaKQyzRg+9ETWHjkvC+kc6SKKiacu7aiRihsqCCcQlEVavnRhkaZzhlviqwB+fBDzmp64gjThOor1S7xZkkzSAscPNsZMjPtJNtRlNZ+OllulDhCR/FZpnLU+S2mcly3doudbn4uyIxuORh9JbPmAgw2oHRcQI7CVaE1Jo3dHMwOBJVsch2xpdH0rbskiq2McEKFAuSR2WHtuaHtHj8m2NUjVHW+8IBn0Wlfno1VBVA6I3cBvcci91XWxxxgYbzTJ9qJnRKd2OahE8wFG2VUp5WjBE4pSyO2yt30izQ7lh13eaMsyav4tCednbc5HCGmTdCx5IVBe10VlEbejqQju770yH0fqQJBrFXL0qRNW1Qog/aOYq/Sh2ftBoAue3zyRBqxpPtiWURVTldmahSb6fbvrKbfPB04Xd/OVRyJa7aTZ0bf7pEvfnPyPj21dabG9sPzn3//h8Nf/+0Ph6988ZXha198ngXi7M6k4XHUTzuMBEGnFHJheEkR5po/eQ1cQGW6GMjVM6h0gSlfknrpMlf6QiClUFA/yU/0g277m21QLFxGkmpQWOKjy9BQaTyjnuIBucDbS3+h0k79CVNpvScfprQEmLg6iBpAaHqCePLFvG0dMRtw65Jt1jdGJuka31xE7A+5ix98C26+mFEn8pLq6K4zBh6sbJI6+63prqQvmsohyh1o52VZIPkrPO7E2/M+pdOMmDrzaO5Z/e/EEZAIoigVnzKqEuO8d38LmtxM6rICO63rzPK4ScJOlstNbrBJ7RhTw+76TxtHfgrfG/TQI2CsE8hHKXW5vHcplCVctIuWNue0gR4GjPVlOgima/aVzpSJfO7Jg0+aha1uLZCghBNoSPAnSihtrqGy2kH9s3ItrsJUTPtc+aPMhX1Go7AL0x1xRjcUPTT3hPW0PHSYyFQaUG/yYlznsdOITs1b0/kbdSFO6ucWzK3qQRAIVnV4p8udf6l0FMsWRhe3uzh5i8ownQeRUXH2DBWpHHVj6OgSnMjOpny1WO6umWDVyMAB98P5S9d58zo8HGaH1lVOwvcQSpoLKliHrWEnFY6VOB0JjHD/mh+o5q2t6qsQmNKVjiNnhq3RwNpp9IBRKXY9mWWOfOUO/44i7GP9V50NVRlrZ8MmRdnWWaB/7twnwzpTer3xcz1tjiQ4yLQMb/LbrI3aw+iXo1J+pXIF/E8cY4Gxb7MUqCg2Vyu2olHa0S8vumV04Doj1pCxcNzK165SFRzjadRsBB2pQJjSIhUboxR2EPzEc3CBzKw0vZtQlinMd+6w1SEjenJifIDAk/+EzS7FTX+2rXS9nm/LMUajg8aLmKT2aGeD6VSHwDdusNNqwxPmawQmFJN3xbufnao68HEwz9NWchuZslnMeqpuOYaYOwnLJudlFZPD+07WHmWnpw2qBSOu3arC86HzVnmag1bRuXngS8vURW/qCXuKk4kdrsUDU3ouGFPIa55a+rE8jTgKVtt3wfuPfvTT4Td+45s0gowkUYHr1Meli1dYDO7IF/D81JUdH79FaJlzU8saI2O+gDi6nfyNzYmhaFRYPYcPwPZiHykbNOo23tERLzxqQ3MHPZUqceC163HXBhmXnXDIZpo1XsjyvVbgbjo6Bt2NJ1iwS+fxR2+/Nfz9D34yHGGUZpPR3pMcGPvyi88zlXYC3sHDi1AdKCnPM07zxMXOQXQ/0Z/eyG9no+vXxNipMf6TqNIZjptpoKLHEHXJr/IFi1EmEyR9T2WApMo2pC1MKndfMmx1oC0eeQuOQpLn4BI+yRst6DzM9Q6/aS1rqWnQr2U6dk3ymmYqekouR9InJkJqeR1mFidMgCKj0DMnb3zEHXsy8wuu4xRcntWrKWb8R5Tw1fAaPXEjvUnYolfrmrqyz9Kz4TNqDarJoIxx5luXq4GYSTMM4hB2F7hC0FIBY7qI4qX4GrMrOhC0c2RuWD6ApD6384olRI/7eKle38f64iAr+NhI46MRBBU89Qdpx+9ovB5xVR50Hrqc48L2adqugwbcYRum4LM9KCJNBuk0HnOz7mx4tPmut5CJjZMAHPKVfFIe/QHQ2/IyAVzAVd4GIX1cQsd0za4iMxqtZMC08JZCPesainroV9IW26WvEA2rjV4iQ6CnGO8lB+ktOi2PDbO8QS1whoeuYQRFN8iaw7UJoArmQq3mYnSH+01mQdaJTKX61NJLKf4A7HqxK0BxjkKpAoC/R8fk/KWrw4tP06OH25upnLW+7WxT37O0nzQ2ZCSkjb7Ngubtg3U4qyQUIB+FpSKfCl2VGd/ps/MFgxbIcG7lNnHZ7psIYMCVxpq7i5R1kQ2vO86cfrTz59k5SwJT2S+D/Bhz7/fZEbfMKm6bExugvXT2tlkU7zlg4rpPR8BzjzpWuVEu32QBIJWjWXaeVtgCzmjgDb4ruZlqMpBou/TPVb1rntU1dOqg3ipdR1YLIZVR/Zbc8pgGD55u06C56JXEn8nZBq9yqSkoK9R5pwSPRAlALaos+3EKWTX7VpVxAPSgWg0T37lz5ys/gtmQx3QIrnb7uih1EadCmrMhyRpAnyWITqcu9gNXT50+OVz4lE9ePYYj2+ngMvIFPjek2HGPII+RdgbS8lkdhK9ZzKN95jvpKV9r2OhNdqLIU5VVtED5qo6kdleNIp6kseNDn2m4t4UdskvUcqZKVlkcv8oZfJl2bgz0hlPh1Jqjrnb48hkmynPtHi47La2SuzByjxFiF/rbQQpP9MYcFXFxfdaOYZv3WTN3hV2SBAzH2ITzwovPDcfoZHlsxfUbN4YNvoixwpSrOzPPnjk7/Plf/e3w3/43/xybhn/KQeqkMvxZZysiarv9p04UG+4SRv0CL8ZnWo7eJxxGtsQrt3DcqtwZUC549OLRyrRjO4ylc0PMyLpxBY8P5Qpjaciy3NgODSGKRTnRgSt2nVDZmbkZylnYxNdJFq9KABsTKpNiEbx51laCoxqNKbkJ6jnvHE9zMVEfIR2L+bAA0B8JL7008EfI1pN9lnvVn6RQIeZr46XnZdfPPE6BpsyY1mfvuwgzBbUeGN0k3TRMqcGXMj+GF+psnCKs9DKH2MCSYyHN5FGAxqJp6zNz7lCu0c3irYvQ75W+5Ep5zwxEk1O5w0bhqwf9xAdkJm/Vo4WteG3+futK788gnitjjWRoNJoGxYpD0vJmYi/xNB4MKzerryyXRMtmE7SlSGDgDA9PRdj8qPIwQoJUf8WPeIRLuhlu4VpQY8Sb6Vp4UMgQQbRHzvLUIJGDJTBi5bi6ym6KfHi3MtFF4TXyRIVAIxN0UOmMALy7k+dIoodKBfyO03z4yQWmSJ4f1liMydpeKmc7fa6JaaMk1mE4s9Q1NX6CR+OJYNI1zg4PlWYqPZ778P+qi4XzFktgcyMbPYC7lZEEHIKvzOyRQqMHjRU8rltY3eYbenQUsiOMsCdpHHK0BDzYyVFvdsM2WS/k9IpxWZcifpiNCoDg3T+GMPsGHA0iGaCMnzDqs3mIhcYwpXw19TZWS505uU4H1gBjIVcuhAwk1GwiHx3KthHbw6eaPqtz9M8RlKZ0EY8o5KFyp2XUGDPvSd6Ah4wCj+dAIT/+6qR04y3DdNTq5g1GAHO0QKclpaI2j3n+CQzogebMBp8O3m4ucUzLRR55WnDagziOHj5K5+u9MVbIwjjzjZF4nOLZQi5HCT+fAzt5pwy7sPWYKC0TfsZof/I8XVtf/2jAfe/BShqN3om24BPdROrauEcn6QYLFz2ny1ExbSvlJPcClkenP5fYObnq9LujrxQgR65FSgmudAC6G9mdg9kpDSZHnu/womHH6w7Hv/hli6eOHRr+q3/2u8MXXnlpWN9ghzF2K2vWCeGbJ8uXZfXp908P//u/+jfDVZYKHNh/lM4fkJbfHPWhBuovA0qkMZm/Lqv1lS9udkozOqSGfEEyXB3hAA+WeEDvcypkuUpFgawqNbKaa/LJs87w5gzvOCqIZwJSZxolY6QLXABNa77UPQ1zEhZHeuWynLge5gouJAIKz433pCI6cTwE0gojhlId0kryKBpw39mZsAKGPFkddX9FK/sEsHsbX4kCoPTRI7nvlmYSHe8jWK38a4maMVjWzU8fi/Y8kp28zscvslDPs/yvZ5HzmyT1ZTY0I/dOnezhBT8sgmAnD43qgk4W2+FK34E4XJoXq2GNUWY+kdekjZ0V/g43o5cBgkZqdutCTGVS3h4+L7u41XvF133MWx6TJ9hcePC5laFKY7LCvScvjXIBEDhV25yVdPabPoXUVQes/DM+UpuFZnRmWtJZrvSCugh4jzOk6Pq4qOeA9EsXpN97eGElMZgSxz2ECEq7SDmiDlt2esizd/axAN0GIeu1eCMVuJSlscJsBC7DHWl0IgrSiGRUJrwD6wgU6Wwbr3PezNVrNzmEzUqcIwJ4dt3Vk08+Obz3/oUcu6DufcN2KvSu06HOOUJDvvMLH2EEnmjOk1l2mpwGbEDedzhTl9HrcyNBOkrJPGUitXyii4MsSH3/7NlhP1OPjtbcYSePcU+ztuoAo2KXgRWHZzHto5GxAdnH9M4ephxtuOTLBbVmbzkreFPo6m5ztYet4B9/cm548XnWfQFiB8z4rH8KLGQzgmclapVdDb2dQZo8rqUXqYSS+mdUwEx1WpWv/TUsn/3WZUjK6Kbz/2hc2kEMH3bspLyHLp86fohOphsclMlKv/BoA5nyYqdOpEh+PJrGDKJo2cmKTmcREkoHfosGX3JWvFUgp0CwQn4d4Buktbaq7HUeYv4p6yKQY4sdfNv7/PLCfPyjnswfR4+kV8PPIphZy6PSJz52gR7RpZ2vTOHZ1yav9jGClRPpFYXOVNe1+uAfeYuC6w9zpAM40ighCCZc4MIKxsX8dNrBTo8djjtsiPEw2KNHN5luP8Z60f2+m+GI44BYcX7yyae8x2nL2K6fAePYC9emabt/+I9+b/j6t1/JaJv1UFj0qAz5sLwjw12OlMnRGBwRcuDI2rB6YGX46S9eGz5lLcxh1mV6NMU2m07CW5Mrwk3ks26I6YpXQpRJR+N8eXPJgy99NSog73APr73jIN/5RRs2nDxjYwAlJNMwpFGfURLXNCTAlQLHYAEqDVdtzUSCVccP/whqvNHWwcabX8ZLxJ+QD3bJsYA0HhV5DrynJ5SKyr/oZwFqLskuD11HO6JAG6xNPuPxzrmSDz7wKFsAun8O8ld/CH7RFNFIWZppfEm/q+SB5ATwpyC7AO8IlgJwAS34aYdgRsY4E8/c7nA9fh62h87fyfAJzkMH2ViR586kOp+HqfQdtzwVzxXer4S1dvJBahCy8nqGY8Q0eoSqB6+hat6MjrKhm0XWs1fpT0ETMx+waGvmf8L6vYFro+UMwN9wl5m0sACYvuKTxmREm78+1+yg8UaIqe79ljDglUqs1iHiS3qT0c9Zzpsk646YwaBishK0kjIJO2bohKWjBvBdw0jgIYs6KyOnX7aoiO0kuZaqmLVQW4HwdhqyrDMhieclfcruvKPrR9Pg7mV0aR/TC665uXP7BmGu26LTAt67TDlc51yvddak7KETZgXtPgw7NTazNgJ2mMBMGNUeDVpNsfBGS8USDmVXPsNtvyi1UyeqgHv0VaNOjlz19WEeSeGW8L30wN0hdhdaR1bvDS89tX/4/kdQh8eje+4M3/jSyxxqyJQpq4nFklNyo2Blnzl58IBVG59olrOUXNN1iZ0uW7eZ8tknX3balK1zLI8+qzvk4O1IO4mOG+oZDXXMNBSdr1tsCLh5n+MyBho88svvTDol2jU342qnb5mP1dJ+Mv+6wRrA+mzPNvpadnGoZ2qtEWbP72EuRlbGttevD6xvDj/95bvDN7/2Bc4nAzU7ahxt8csEt+kEb7FYrRoBp174Q381rfowIjTaHiJKHmwzAnLj9r3hyDb255leMLhNJbNN3l1hvdkB8jJ6ig5UpLo0RBtyROQ+myn2Dpc+/Xg4/sTTqIs1YuSv47XZ+dnY6DzBel4QbrLb9CBxyx7MCm4b3xoNwm7QeUbzGI4hKvZrp0Qbv8LaxwsXLyYfn37macKYXvNlR8uQR3fZOn0dHuGT9AoghbHqVGEEGuYp+toSRSblYIOF6ns488f1JGw3iG41IKH33HNpAXxy8OzWLdcGMiIFLgcHVzlodQ8vF/czogQv0kfHVthWHH5uJ6Xw7tXhv2Dn8rd+8+sZBeuz28bKhJq7cP7T4e/+9gcZQXYd4hPHnxteZVGxa4M8LX+J3Y9KoFMGhFb6/DwjzRFT6wvXjC6RH6vrh4e//MGbw8ahTwN/4ACn9K+gDxUCX+pLHu3g2YnKSCh3w3zzs7xadlzk7BmCL7/44vAMRyO463l/jrUBBh0us5bTPHB3gOeduYxAdkgYm8Ant+gk1zykQ2VEXJeKB0G8JasiZcks/ujWe3krqNL2SnpEUBRTJiJPgEGM8EkRO5ESPCcAvNIWLk4ietDnCFsxhbrDEYYu5deaNU5/vMKYvoL7VXwzfis02BrcBHNFEu6xPI54l0bEzwuDUyFTF/1OAzof07B5ZnbIBmhsPnY75WTmv5+4Gc7OUw/JC3p0QZpZMhBrFAuusxO9CzyXYE53ld/G90Timvp91hn2MDwWgHL9Rd2nyqeedpa+pjZnz8L2kRnpVC3BlbLQ48KVw8raV1gu6zDfOybpZU0v/DoblfBcms2NAdhsEIJLKNoWXdHgqscbUSZJuD4fJi5g3Ub63fhKkLv1aSUjEI8jTuGzI+M5x0YlM0yLzG4LBtx6xUEBB1NiVyUg1YB1C3h57ktauhaE85cNi+pGvDjbfP2YfNI7u0V1Qpjrb30Dp7HY3zpPZkAhstLiyc4MBJ1GkLGMiggDh6sMa9Zp6DJclXQBQVUGgG+JfKyRnlO123GZ0Sp3yaxlQXQ7rJSGR9qOQDktJ9MqoBpDUUE3MnnphlfCWfFa0fsWr3AhXTWJTIwuU1HIM3OBDLyVuFOh0s1hr4wGOgtnGmeYvvqFF4e/OftGYL7wwgvDcXZOFiGxAch/qXyGfeaTTosFn75bTA9eu3aLU/TXmzjCfD5nSnWnyLcZFbABM+s/izMP1b35zdrP5tA5vnQ+HixcB647cLASI91Dh+Pq1evDmfc/Gr7w8ilGR/iep51oGL3JWTaeZ9b5tBNjusdxgmn48uvnU+7fd6SvQk2vHWtfm+wILaTTPC9QxkRom53+ZvSUTpD5rAIVc8bGzCfeUADAw1PVtcD9ngfC7ADot6xok9pT9AH+zcN8gof1g3566+rVq8OVq5c5gmWTrz0czGiQH4w3H8vNc5Iwg+BC2ePNo2VAMd00ssKL1Aq2dZvF8bXur7r85qN5u8Wu2Mustdocfu1rvz4c4iy8ixcvDz/4ux+yBuySSCjLxa+jROaTI+MePGyn53v/9B8PX3v1i6yPpLy7oKBXflGCYQOfAzs2/P7v/x6dIuRnSnGNEW5x2PmqxfIj56E3eVKaJov1iZXg0rCfz+Z4V693GSW7wlrJO+BzzZt5Vy891AeOQMPHsuvOwokLzst+RWaNoW3/+Je/HH7w85/nu5bHj22yvnM5R8xsoIsDjIo9/exTdGr9UgTwmgT5lk4W/NjxWuQ3TPdLz7r2LHXzX70mXbt0HMYniTA483BEMYYRQXTCxdPCk2Du0rH2e4v0kcSNjeBSirKzfhdGCvzyDx8+Njf1V1CP7HdDp/6WkFvXmJLJ+5l33+XF/e5w4sSJnEs3g5z6ZjIU7Xnc80/TdM0fu5zhiNCVA7sAPyhoml4YnxfCdjCyUM+QojpGpic1yWe6nOi+onfA9LqgOvlospGPnfSyV6kmGPTu5NM06r/bT3B3hEkB711v6YCVLDObF2cX2Die+S95Gl7SB4LCFjojfmUVXBwm4md9291EFquS4rFgvY6udXxDI5cew8PkOce59CjvIB3xhBGemqx21NyEtEL/ww6qnQ47YEkQnITxX5uTWocRHDX6VWCSiB4azh5qWDrx3NMBs+8RnNRTjsfoNjgZ28px644ZJCZO577DwnOmxxyi9wBWz76adbLKcHpPLw2XyUQc5NO7kuwZzvMNRQYpWCPFsQ9UyLdoHH27tPG5dRcYMwOpXdjrmpp8S9HeF2ljbPjiYDB0QkhmFcwOnNMKxX9nIZGTixV4N75JcLwq03g7hDdo0DeYjrp/7xY4WUvFkIeHrf5Pf/pTGsojnDbPDkf0cs+5ms/qZD6ZucSp0Jf4fNE+cH1WJDvhq0ByArufAxj4tNJndMpzh+lUxjmj79LsZ0TSwNVxCjuyHuD7nn//458NhzjM9zi/veQ/fZfhAz7wnDVqKYON2mclCvyN6zfKZiesSl/blAen5VbsRc+KXyAD40sDduR273ffOw+earBjWpMUsSdwWmBN4a5Ti7NpZ7ZW/pIdGMqT9nGPEaElz4dTTgsnBfCwU2fYuzsOX/vF68MrX3gZXpnCI00BhsWCb97FWx+VuskC9n3sDpbu/vUDsdvhGiPLdCr8bNIWB7De4yiN3kv8zn/5zeHLX36FI0n4kgRl5oWXnuLg3lOQLR3tceQnXvimHvCg1YOba0wz0lFhdGyNM+Vu3mDBfCpCM0zg0oKj0KZVLt8ojM1bIsXbwzh15snDXK9jTEelkEpv8zDfXmWUT1lu3bnJfgHGJv10DhsHJF0vXeSNw/kZRSdn4NvwmmKsyledH+CIFyvXZV4ub9EZXbWTidrPfXqBQ6F/Mjz3/qnhd3/3t9jI48h341VBzG9tYOJ2SjK1BwGBb2lLqRWUmJ2Jd8AKUjRHTlRrIZmm76Mx0sLGFrmIGD28pevJx+wgIBZNQI3uSUfXLb2e6hpCo0iVp4QFacecpJGpBzvK+4UvvpINGB6oGywT8OBefJ6SjV86pnwcJ9wUduZ/JBkBZuAPoZkKLMyMemgJR902VtORmeIkfBGm8rsT9w5+5Q3DPWdFMqO7czSuw42EsaPmf8AtnURojKY0JjCh9PnZMwof+uWroowv2RzVNCxX/BVukK4syWjLJwGBE1abHZMt2F/FE510uWdMSV85IeZMIsgbeyLuPHNX30YXCC/w8JD2FwR2xOQpS2SoJDLoQILIIRrrJDtyyG59abjOfPenXJV/CaaOp8PTapGi6yyU6ah/8n0/KyQWvq7x5nj1Vi2Q9pBH11LdphO0TiXtlJxTATIqEsjlV36Jl+KKmQBUXgFlh8aGwhPvLzPSc+Io5ypR6QulLIfYMn/1o/NU7BtNFIanaTCFWVMBpA3j3SpIV/TjGYXNLiamCzpPRBTAeC0FjY+LnsbnKlMTF5kitT/kcRL3GEVyCnaDjzDvo2GiyWI6wu/C1TqsRTSLz6VuM0GumSKyzCC3U5sX6Hxtb59M3EMvi6IsAoOvGit3i9r5+uzO9K4X25vpO2WT6KMIz9MxTy0EtuMzw1wajp84Nfzwx68Nv/3tb6Xj/SEfaj7LZ6227HS39WzzmB7vSduys5mCAFEbXJ2NbEZesONVOvq1oGlRll5Y6AwxGnX2/fMw3TIHHNYzuty6LRGvfR3ho9PJyCrBwFZBFKwXwv3Yy6c06AcObKaTk0IIXB3t4IuC04b76Ah9KQf8et5YNpGAv4pn0W8c9Ie5u7tzz7F2cPPgM3TcOIPu/k3K8dLwhW98eXjppZcpAkzzbNv5usPaQpcHuLmmHTeROTU7qch/9EAqmsjKFLcOTrnCI1NzJ09uEsBUJuXx3vYtpgJXmOa7nUoqwLnUzmkrnHTCkheuvfMcKJclgC36fcCbRpQnjMisxOq+yqLhl156Zvjud787XL15lUObf8JLy+3sSFbXt1l/d/HSJb4xeBXZWb4Aj07T2wyk80tGOvpmzmovjm7bUDxz+hRrOU8Op548nl3O91jPduXCleHf/ut/l0Mv148fIT9qBJ6UjbFmQ1EUCFv+y6lOGedcA4cVHJfowBt1ooWEMtdBbC7z5g2/HY1xyih97VFf7Ku3NIsEDQ9CLgtxdkTjuDdff2zhY3TRDKpqFCuBAUEO7rKNGY1GL4gbTKGbgSgz8toZdiRUvzxNG6tKYvp5HDufG/IH3nr6fhcQf9fbA9MtREwVFZ6m+Gaw853VKczUX/CVDYVY/6L8FV/pEifoxM6MKRjxdfxzjAIwixEqKAJC3s8SGzVx5AkwzgZ6XmYhafcJ1O7eaaeDNNJKUi7dZlrCYqPlOwRrDWUrB0lnwnILSXswfE5gDDUduMZQEipL6nBhE++9bDAvhMhpfWSUdVsSUM7Uj2ltCzItK1J/hgvd8FVdRvjoHCEvUOGDw4t4TKnt85Mp13YzT2c/jM4Xb7PHqWwu3mDrfxin80VF5s6/Jd8krcroLOzNCIKc6aqC7G+qPst4ZVwR13gyLWClDbkPP74wHGOkx6MRHNbXppwmsbF0eN+ch0wKpVM7+/3obxM8Nx9UgjKoiPCqMFasdmycIoxWk8zwmYsKgJ0LHKMNzcJfeNVJI5bI1NEd1visMI2zjvwvPXsK3nvXIqCPcZnRTOVpw4bwtxhRtFF4lDO17HTedxQgAOykOo0srz3edJUmAA8lo7x2Xqq3LjWdGHZ3ncZcbKx9xqsw2tPqPj6izkjFT157h2/PneY7c2cy+mVeK1gVmwfTmqORh9KaHQQ/yN71UpSxBezg+rVrjNawQ84R0bKWeTTwpsxORVlAXEi+tIe1TzTOmkgK2nyK6HWdTtUaNhYzM2n+BGyNSdI4gka3ElwpbPg1K39ObwsbWyW/LGfqyXIkP7XmMkhyMWzRRa/QPch05dvvnBleeA6bZM2ChdsjGfZx4PABRr6cHty7tJZvK7q8QG6zpgn7lb4u/FgQIRQ9hqB54cgRI9WMYpnUyuM+myh8ETFWvrf8cLkPhMhTKjPS6E+YUcTZUfMj2hWewPFSkLyMUNeIyuNcDPPiFOLJE0eHN944M+zjkOYNdqbuP/DqcP78jaR3aYTrVJ1qf+utt/MtQ79S4flidryMdzT3LmXi3XfPcOYgdQQ/1369+rWv0Ol0upe8gPb6KiNrvHwqT4670S7kCHhdpA5jeWyXiusho90gf+TKpXQjTMUXtH6YSQMRvXTcuRMZHRas1Ht0IRmfGoDIrL8IX4gyZTVCk4iWPwHuwY3nkewCKsOLipSQO+laYmGTUC21MMEmKXwSxPrFUWldNWBT+IQ23AHZeQkTM04EGHlu0GOd11PbYM45nyss+cCT/E/TWZ+Wm6WdNvotktssfoRPRpdcrUpMlCGLZWBR+nl8xEa4GkU2zsfis+PaiWFnSENjxCK7xTTXJi+8+6WJ0ksrA4FpiY0IjqYvH9tPMO0tPAqU9WLFcx6J7y2nacKnek76XpYm3OPtuKOGXMRnh6YwkTR2P9p4EBdyP3FmR8u6q7+Ym4fJx8ZAqj4rOnDKe3EoDPUxT3LZ87B3uKSZcMmER+tT/OIRLy43H9PCiwt+E0UgtJYd2XJKxrJw8vjmcOaDC4xG+LZMQ0TDYYNgB8wdeS6sb4OKQS7xouVOp6q0+oey9zpKJQ06bp5Y7w5HDxU9f/F6KkSF8Q2o3kT35pRxM98GQZpUkTTOnjvmB0XhOP8oBA9JdzgV4Oc0PD3bgp2XbgVdAO4Z1hU0RSTdOq2+Gib1sJKF4VlWTWPO+izWxh3hiwDLjA5tuUsrndcplnl/dB2uFaNlujwRUQvDlegfznm+lw1RL5yfCTN8+RWAG3eqgXLNz6/CXKmexhEd2QE/tMl3B19/g40GN4dPr7hbDZuAwQ5XvNbT4/JtAblHPtVWadOqYzs299hdey0FQ1zqI+V2AXFVhE7XrQ23OWNqdZW1Y5YQgKsjscAPcRt8KNpCZnV4D9uc5V+TBBt2N4sF/CCnt3/MMSun+K6p+FyjJh/y09/67dz4WRHMDz3VqNOMTYF5WmCjiMr3OvldZdWRX3GvUFivXmX9lqUVOttOuzoFyqJ/XdYg6Mm6wIgaGnnLk85YGRIMwpuUbaulVP8TeV1XYd6q/3LiLxql77LtsN5rrwY5vfUyL/8lp7uFrVCZuqWHu8k3Tz/44IPh4qfn+WbhUab96STxxQwP8N1DvDmwxEjcV7/8cjq7tfyAjRMgk4+rV64OZxgdtH5wzC28EbuPEX07quQibQQUobefpQZOCZ89+/7w5EmOgYm8SA8elat+SZCLeMYGy6Dm5GcEIyz+pG/iETZNaoVP1geuCMzgCk8IdgjuuqKyW+3RbTp8huHGQzEOiSl34va504+XS6fp88zf0HWgSVzhmEE2EIIrZpIE7zz0Qip0/lBnfBQ4hVqgEhgJLeLqz96nfnmSWfTag9NoEjSiHiNCWD2WDRA+SySi4Ckg/fGNl8Wi0LtVHcCcHVmT/1ZPxm7BNaaX16C33MwTqfCOse5CT9mcj5VNypKkqadm2EwjD0KLtXd69Oss+/p7/SqsTE7jfSyYupoOJ1juHZaHMd0kLHlYsgacvsW2G9BEYT1sPoQ+fgsSMb6ICuBzOlrRVZOr0xVUR3pxhZnQwqtKSTuhOucXvCWIr8oUIY1/uR9xJsPkZ2Yvwu916suhdSuZY5sbfPtrHWEUzAb43rCPc6zsBDlCZkdp0RUx37ZryNLGxcrUBevXqRytIBXE83+so6+yjfEOHitIVabheabPPg4q7Y2dVZdZeosRDfEpxjzl+Sd5SkEAygPM+tSN4TscSSuzdsRQOdNJpOOmLK5Fugn9n79+dviIt+yrN+8Pb7x5ZnjumecyFQowKrEqf5Qz94VpGRxf8a+c6mQXtT4K6Y74rpGMRriW7nMhvc/0M5+nIW2fwpwnFEHmg3Y8mVfAwVD5GNmj0VPn2vU2W0w/On+F5s7F4P4eR4c7iEwC7Ghpc2oAupoLXjvg7lqNkVMCZ4VokhTrq4a/Gj87VZaFIBDMwjJ7MoQXkL35bqLy2MFbxKvtmdORmQZdPtwV7Lk70uqFNMi4RCfgOcD0YzHfYkLY0s8vTXMLn9yyIQY+jh45nJEdbXedl4Pf/M1vDm+9+eZw7cbVsQLJSfMS41cyoSuz05838JTcxMZ2fJY+NkrnKx1cdTsmqsQ5uZ60VlTyL+4ZvwWToDFdPU2vedlCN3lpMq9CHz65+3eCM/ZOnDg2/PVf/SVhvpzRkT+0QRmFLvKYS+aHo9Y69VDcl80dBPbkiSdY48ZOUP5M70jY2ffeIw1c5yWqpiiXqYeeff5ZpjUvZ8NG6QSkTT+RSJr5Gdz98/fKS18K6pdKsMklzpSN9hw/iCWhpXarm7tDp3iZv3dd7YyTZ37ia7ya9xGDsApvYvks/gfQ6LBFQyN42G+CS3qhJR8T12k94C6PD9LrTBbwKV//TWXocuTe6ZbMJYN+kxZ/I4o8T1D63HGJP26Gx7wtfNzCtHeBgOGetKSf0ZmlnfGhhVtuZr9KLw7pi4+BDXZ2u4u5psdsj10eRBvKb1iifmXpwPSXcE4vGPrPpQSO7LSfh4d3f797JiVbzfg56MEaUWhKOzRzWmf5891Vl6bkB1/hRX7uMmrNtP6KC9gZuMivPfNlmCV+e/01Xvcs24byc40p95Kl+V0+1H/IKJzpl9nl7D6ilTU2Au2rTX/x87xqGKPYrJYCFvZoWpRNudUvF//zU6u6qJd71TXeya10lqyHfO6/qo/GxETMyl6lF59h1ssjvoQZI17vusrzZaeo9jnCBRcOvzv6dfHiBXaNMxUImB0uF777jb4MqY3UgyVhIcZjFgu3xjQHpdGobNHYOt20xdv3Om/ktzCo33bccgAAQABJREFU82xFf/ZJ1lOA212TK6RxTZlv6jKZhpSK1U7fFrtiXBicNWepXMkUoEY58HfnKIgFwoYGrKNiZ/H4sGYr+670Hudd+cQrX5usAbrFGpC3z14Yrr51kY0HNLR0GJ888RS4MVJHEXhrLkbU1MPcAjWSdv7tXEpPuX81Vx0mO47Lmd75HNiUm2ms85c/hRuNZVGuatwehtmqpiTRp8ErrI036qJU+O3B985d45yoo9iWDSWjX0bG2j6bDmI/JLEjP2O1cKiHEydPRre7dXqUIQ0jdxtrB11OPXmSaXHOqNKZJcmWsolgpRB7EK9fP/AD6FUxA9fZbvBO42lL1fGjTD3JLk83r2DHHgHRwa3XA5NKQn46XT3qGkg6X6kLoh+CJs600jl+/DgjXdfQLx9XZ+rsxRdfAOrPePG5ETuuvCTI0R1R43Jr/uqzYD9NaPmzekiXFKbsUG6xAWX1kMdwdO6DJiPabqCwA1NOnvVZNvDDYyq0RM6nLXiutjD+VEC8wpXtmccHNw4OX/vqV3n5eZMXNfKKl8IV8mAdW7p69QZJioYj9Z4tV+gIlQ9Q2dk69gQbZFj39aMf/xjMyCZf1C1+oYLB+cDJrrZwkDOS3rz2ZsQQly6s5aGUJk3z37+pCy+GJbjietqGqsDBVZZVj1XWgOgEp0i7f4KgcIpf2SuZMjXCkafAWyJ4LV/JXiiLv0pnynru5HbeJdRCJbqbi9JnEQU1g53jaQa24BN+lmYhMo8PU9NO+N3wTfGXf8wnmNxZJ0/hS9/S6bqf0exw3M1jcc0im28+ZDdZpnjdAOMosOW09GcHxgfx0B6GiFY9dQtPrOG6n+N55Lna0EXOXIOaIyNIqm0WWutwfhAuPqnbiFc/vf60Wiknj7ZnPHGR10S1Z58Mtd4fHX5pFb6KMF3JKZRpdOqy9OlTD40P4LzcNzzGBz5YqnwYEjy5FGfSLSGNszwSXkKGn3o2ZXOAp0rzEbga5Cne5U25XbMZEvUAmPU44eoD9J1vR9L3Xr1hb5dRKzpK6/QWTz3Bh25doNynANDsGmtHPM8rPUL5lVXgzRQ7ZWJ1PYcjWC5EN1xmllhX4ZvxBmswNlhM7A5CO2LvcwjjPYZS5bJOhpelYIWGU5RUglTeNpp22hRG5dZitTyNvMhNF1yVEkFDzxoPKmEh552w9pwhMLMYQKAfpdlr5RRvKvEsCMWwPb/sLsNTN+6s8mPNCmE2Nu78zFqheQI7nqoDYkPS5AuE2dqMtDV5OxIuBNSiRMUrqWKsag2hUzAJ1r+PN4QDvAHUQkF4paFaar3/BZQ7HlkxNmwy+rNGx9ez1sgJ+LRDzOJlF2dnFGaWbKd+iWt6JOGof1n2FHMXXrsGy12v5lnaZwt2HM9xYt0Vc4uf3kxTo4eedZV0ViD4NPk18ghRMu2WglQQXMulIAFo58+8XMHuozeiLTTpRMG8us+BwYSbpucBk9tQN6Dhw++I78d8ueC6I7y+eLLeSvnPMfVokQqCAieZNoGzDOnh55Sga5iUK46889wdzRXV4pQMfzp3JIV3p8fefPNdOh717C69o0cPswuUTyaRZ3t4kSoHAyIpRASJcPabs9DQQm5oK2++ROBhYuFL3uqXck5HtxRjaOO7hAFulr/VCYMKuP2VoyQ46qW+0YMjbDUtCt+E+aJEZBobj63ISyA0HHTeZOesGwhcy2EdV2uJKKO+8gIjCfWkM36drz6k3PLsS89tMkj8gpjHymJ9c4jNFH4OKR+h9q2c8HphE69T5XZTU7JFPee0vsjnnZiZzF0vDTzyI6P5Ex1Bx6hKHH+yKuBqldgYn1BNy+DIE5dqfHi2XFVo3X3uYT1KnPp1/Z6HcBzf7DKfqINHTiVsTEYcE6UcVp1hvVE/bUDba78xfCG+6UFY6+lOSyZnfwssS3NX12WZ3fsIT9077/0O3pi3z80PH11OscTNqQOuUpamcphCOYWuVJVkIkGRAKSsyKuQ+YGPcXyymnbP0SraGjs0S4wiOfLj3dGjjDYZr06Bn5MN/WpT1t395+hS0jt6RNPrL2tEOYTT+15+yz2OEaeKrxEsR5qWAwe+0KxRrnQK4U8e66e+8Dtaxr388shzYIpPZ9bygyfbUvFk5MuRLp4dGRtHvcIbyZ1GBM7ROXod3Cd/2hzlptfLatI6Jb8WnjgVjCt/PYhF+Krn4DW4oJ8ww4Vvv6SdPXdcYzxw1BRpFUQrzsyOCFABY2KDlj+9emc4yvcFl/bcplrZ5tyfFXYjHuGQU4bdecv1Dd+MuMXUg4coqtAsXAOxRuPBkXeo9VdZU3KIj+Fe9ZttVGgODFmR7WHdUCpAqG0yrXmLnWnvMY33lZvQOsRWeM59uk9lucJaI7eNp/PmyEGm9Bgp4ywoT/Gmb0dl6MJqeKJxknbsG7HSkwa/Ihqmch3RUw2+DauE6oGSCuNepTOpcVjxmcB03VnXOzrhUQIrtNwnOZ39kwtsbd9mJJDjApb22KBxUCgJ7azMp+5YpnerajuC6I5pNrlMYw6P6UwSjp080qUToYxd7zCqBuTd9DY4+tc5HPWJwxy8yREhdsrsQuU7dNyzavohlO4zSrkfQrc5RmBp9YlstefQD9JhRAwR2/BAbYYBflDo7Dk+w7pWiieYiI3YgC2xgNpGtAqSoyWmt9ZTl/LY8NvQPMRVbpvGPKSzbYFUJ/ZS7MCgjXUWnRd7hUubmTpx1Pc9gacFzsiJYf5Qqt8hLeVqc1Rn6NPvZt5gTZ3lJC8tQWi+wAbxy7xw3OUt88x7n7DG7UhOU3e91W2+p+gO3n10jFIpmZfA69IAW0dBTzzlRKguuPOvLet6dJ9al1ffY1586RXOO7s1HEQl63xF4igdkzNvv8do3rMsHfAAY9JjOzPXMRHcdF38oKOUi6InvKlusVPZg2utLBedo9KutbTzpIYrb2ZQPt/lpYzxbSMpQw13Fxb6rrVEYHgBh51PeM3Ubd7wKa08e2K/I/Gm9mP3K1mMf2w4T8f29hYj3lQ6jkhbFnx5SyUrN+g5jROS5HUCHlyDeIuOXjYDOZoHTEbU+M5lXrjg5xa7KA8eJJ/lF5106UCmRJU/6ZDOZI1vzszQnvoFv7wnivSZIs0DNmuDFieszwHn0u4dKRHG1aXy0s5W5WSQFSReSYYa96op1UGiueg3XbOBFm58hVV8oHse9aTAWK9027TTVx1M6RTvAQ2yhr+n5S7d6iDOAgWduqwXJkC822mDprHyNsNbeSwsdjEzWVNPE/FIeyXbIVa6oOk3oYH5zacwDBS9PurYgJWWsOnwEi+KGb3StiGjnMnTICtyKVHkH3I40lS5Xzz1tlWTy69YK9lGuYu+lPxTT2IXefRhWUmI93IZXKDzohtfSPTzK/ZJa/n1ofFVMdqkgf0n3zzGJWVD0ngKCQD473nToXOXgDptSb2JLijbpb/ozqXrD+ZV0ga4Qnlu6BqUcfJjRIshXSzeR/UESPVgGh5BiUqnVRoB056prxsO8zNY27NtRuoF05oHZlhEA6o6JYRX7lb/I2ibXVBaPvronLykEnKNlwennj51IkwY4Qe3XSzvFu6rHM5odpJF7UelaMsPIZvBp3gDf+LoBqNnB4eNNUbM7MXSUdnDlMR9flbOnsjNaP9wiekClsJECWa2jZIjI9gNxmFFjmoQ/DYHg7lo3zQ3bnjmFgt8m/AqUHVVobdyVHbVV5X0Fg1lRi8I686Kf98qaz9mQT1qx90G6ymmopbzZm3hkEJ3cyW9Bz72vdOPnE2ehyV2pNAPlN9jFMMF8VtU+rfoLN1lKHmbjtYdGka6yehq33Dw6ElgODaCk+5ZiUyfmdE7Oo+PcjZQB5laev6508OVyxcZhaBDY+PitxejZzLncziNVnWrPRvGfDZKmf1/DNkfRDKdFSIdmSxjF/IxMnY3hCRzp6g77mSsCou4tPXmMDhPT//0wkXsM1CprEaoALJu7oC77bY5ZuISx1d8OLzz7vtsMrie0SlYJWHpI5zG4LV1i7XGP7sX4UB1Dh54d5H422+9CV2PdVge/sk/+R5lc2v4j//3n3JsAi9EoxAPRFERVaian2Qtnfm025pPC1JOj/ZlCVY7fKdi3mf0igD96tdpYsul+KwTehnIKBR4DNOZHzqPTvENcotRc9PbUaNoD7dv8lIDv4cPH4M03S3Kh1Ov3q2jwlC/A+cGkjUOTs6njqhjbt6kbqLM1Egjaz2pZ+R/hXVfru2zXnP5hCWd0gQcB9fuoQ7it8T6Fn97XW/jvf94Xpr+eGlZWaFk8lvhKxnL/hi92APMnr3Q51d8cnuQs95JJ8CKXAPiTljqI8MzLEo9aePqM790Nh1RyHOLs3bs6XbzOwqR40SaPMoB//6WV9pv2TBl4cidNV5QIlOTLTCOILNRgvhlft7zTJifD9Zv+MN/wvgiA5w4obc84SFrh5Qt8jnNrC5pa9BDX+uzxEhNrQ9qd5bUZD2QVSLVGdUQTr1y85cCot1Nfupu+jzxY8otjuTx5zLnr7pNGnbU/Zlv3t2NLt/y7IhU2YT8+l7qmqW+tskRp4z6aANxs7v1hbWF+W0j74s5Q/j82rOx8fvMr81W+TKeFpy78qXDIZ4JrKQqrThmv7DweS6qZ6IzUfS6oiQq/X0e1Lul6Voa45oMEpVuaPtCZeeeX+rz+Gdhwlg3dTfVQ/lLR1wB8YeOU64QFXHS7tWwOvSq7JatVPyyU4G+qbseYtjreUm3WPezzpv96nCeUbHhblWGq7wRunj+jhWSlguy3NFoGi1GsDb2rw2vPPfVHB1xmc7Vm7x5n+X8ruu3bmJgTOmYzRFmiR1U23QemNZjysK3SM9i2gcN2o5ShAWJWu8GC5XPnPkgI2vXr1+j2mELPSNhVvgaR28QImyqyVIVKk4lfxtDX19zMbPK4YpG16hcHy+rKQwwseyQJ6NuFNsYkGd0PF76kNxxkZPCAI/oQ54e5tTbFnnksQXuCDtH4/+zn/18uHzxyvDrX/+14fnnn0MfTplssbC7djre4JNNd/g2np2zVXTc33YeRicVEp3kl196BhNa5buMH/L5pE06b2pT3c0M8WF4HhiHnPWmXAXAbcBO930eXSYNmW6j7NEm1WAbGk4fyMJ8RIPnlgqICs5OQXfq3Rg79/VmY8h9OqbXh+uHOT3/ELseaZSrXoRuGjYXgTrdzpEffjqJzqsjw+v76Ry98w7rv04OR0jnW3rtpEMXkmn2ObtLmoiYhs3/w91+yt4X+dyVx2vsO7aPdWCbw7/8l//98G/+7f85/B///t8Pf/zH/5zz9B7xvc8wEmaKmF7oa592OnOETPWHRmaME8wOtWsiW79pLt4HKyLL/l2m885+xOG6KCCdK20AGq6l88wydZcjZwhP2e4NhCOTjCDeor46d+FjOmJ3kfU661Ov0Pk6Mrz4wksZJbd6UW0yXuXKh8rDNV66Tp06TRl5J19FePP1d4dXv/QFTlln9zIvf3cs47zQuOTAkXzdanZDOnJtw0ljCbpUqiU1EMmgwHoxbt5ZduwotHA6hvJj51xTs1LOCHxPlAa/unuFu+OTfoibPBKNd3mIEZIXwAg22pTPDbfhnV/hop8xvupbGB1xlD3PyFbqarATB93kv3j55WVIwkVopDvyGfrKPK+zJBZ5c+NRK/JiI5CsaImhqa+OQpB+lQ1Rdt33OqY6qoGWU+yKnACw7Ep42jzCy3X87dFbk2MS0oIaLDe1O+ognFWymYwaZJiDFHYQv6N0tpvq2lHj0mnVr1XHNFThu+iXHOXvPPtkWpy8IFv9SaeeK7IBdF0lUDoAJS/A573V78X7zuf5wYcZ5gf6ZFm83puew59B8keoeWbdTVCcvphye97tVmh7CiDwzvRdKSaxO1B02LLXgowaGqR1vTC+uNidypKD2IKwjXF8HY/wJY3tROWtqJLEi528Vi68R17glreoBC6xWHdjjQbBhHQ0VhnOf+6ZJ4drr73HCAtvLrwx3uVV8yBbvC9dYzs+DXIW76VRkqwdsWG4Sedo/fQmHfHrw+H9e4dvvPoS5w+dHt54+/3hzIfnGLHC0KDn4aQXPmVk5TQjBHaneBVZgo7071DJe/Cr051OI9hpu83b7h16ZUePs2iWSvs2n06xkXQUbNUPguNIGmm70i2SyuvaL0/SdzelritnNlKS4F0vdpCshJ/gUyxXP7wEPUbMIGBjHBcraca/K4aHBKowZHeHJVw9BFB6NG4U1hrF43DIU08NT586VR0OGzT0c/M6cnJGkfp13dHWnevIfjsdr1NP0eDzTT0mjx5K5x4699uCroF69vQTw+u/fIMTcA9bHEhnJ8mOyULr+1CMk8gYoQbtG2jLMwqdOv5cjmSmlDfrjGr0CYkhmEmPg7fDlP7X3NiB/HVUgVNskyFnmcSgtE13L559/2Ps0JFedgc3czAbrUD9SP1+Rr8+vXQNPtw968jtHabZj/AZn59yevq3eAEwkZUko7TixpaQRF/odOnsps/8id31cvv2zex03KLTfevGNdZpbrAman34kz/5w+F//l/+1+H99z8YDn3xlaSVSpd8V2QNKo2ZgKkwsFazf8Hl018owJ2/vhBhlAsQ9ZgOFd51XpxefPH5EcYyaplU57qMatEJUs86ce4jzRE2aPzkJz9nKvcQJsmu1CjbSlK+WJPG+rY1z5Kjc+Yua0e0YgMRtKS1zD99+mnWyD0Fm9vDaz9/a/j+938wfPc73xxWeElxJcmt67z9MUXsphV3fC3xkW/LaabJM6rgqDwg9tOon/atWy5k1IuyNE89GhL5KFrFq9W5lXEaHEfrAMmv5z8C9Q4YNjyPr+ccCVJ/SKTTM07Xn6sTNnuu2EAExPiOr+LsEFps+q9C4YuXL5PYgdRekw7FK2pvkM1D86J4DwH8E54SVOE9TeEHbOS5U6x0Nn7pkIQQttXQyY1nuDVsSZQGLTolFgGycy4MGV16LB5LBoAIJyNHFrsn6NrFsFl4koRqD7PEls6KFOEC5aHDiMqw4rZ4qTh5ji7S+RKM8PyXvk1pgHyr90T2tidxkqt469FaNmD5Q2/gnjn95hs/eStmlX6UJjSiD2GF8b/0Ex4NNnDOTZ4VD7z+zbmIPQub1SnBjrn0OO78aws7cMwhrIeeyqepfxfQMUgZu4uXujoc+zDmj/hKbuHtqMeMLajaVeQUxjzRrvB7iSb11099a7s1ba7t0n4D1Ttf+RyiDcmnvD2eOOJCaxtehnoZwn3m9DHO1jk3nLt4M9Ndnspt5vq2msZJRjSEZjCOQNy6xWdeqDhXWDAnL45oHT20Nnz91VeG559/ZnjtjbeHT85dpG5j0Rw/sAFEJUflSZsHKjoP1GyuvXFthpLK7JI7L7l7grejaw4vy8NNdnPdvH6VzsZdPrrLB3tbhd30EOVocH4vb5tRoNqaDl7Yi7H2nOh3eVaPQcD6HqY7DlChv/DC08PZ8xcZSaLGld8G4tx0Mqan/wx3REMHYFIFYgxSL0TscOgHXUYfxGkcpXuCSL+Hxv0gH+eutXCVWExZkwAsuYqfqSdGsx7qLOAUBteordLosZYZ/OQzmWP+7sbZQ/FNI1FsjVYqK7+GLCMCWuXncDagtXaGKVhH/PhwdD4MbScAe1ms5B9MQn4Y66PT5NC8srKqtSow+BzZxb+dNUUcQ8LIy7lzlziYk91xTNWWc2SEnCHtftYwXtlL2Ym4XHCuAbuE3X//b3/Ep6q+zmgRnXtGe2u3JyxYwFMhtPyNlVrOHu0sE1YGhzhewxGoPu20cXB1+N73vjP8h//wn4YvvvJilZEYuViLrxn2CSVgxsoKu/AlwfPE/HZkd0Kbp1ZQym3dUJV+4RnTA5eKzPyibE+oFCrkXk6eYecu7oxTnhZN/KGDB4dLly7nRcOt5ekQ0YnRZ920tLyWemJt3YrEM8Ds7dh55rGgyBcrRIoc9ZzrLU899eTwztuv0YFaZ42ju7Jvhb4jUcJs82mxYa+HuVLf2OOisHr8zF/+xY+GSxdvQePO8N/9i+/Qua6XSmXMOhDopexFJmwm9l206+VFHi3B3IPdaT7tRkold1XVlGlw+RM6kkQnXBSE0PrX1hMhOpEY7G28RgcNJDqJf5ImoDXtaqWWOonodIDSLwabxhxnRHElWUfMS24is36tFWjKYPgDCJ+RuQZ3fHXpWCdBeK37Wwjp4+fiXT1jjkCIr4CyTjCpCCPIIjx2BOUjbkFPNgQ9qkE8zq3rOkkpr+aleih77/yISUmJg761ajgGTr5rBsi0NvAOJGAN2ICuOlodn7iBU6jGbI+v+q3SFO3qrFoGW2j0JW96bI+jimKxeCZq5qRTdHv6pO0AnYXgqsCiO/MraVg1CCSVvmFr6ToaQez+6GbtqHncwibEe1iAP+8lepAndYoN2aYWKW6tzNqgNgZlw3IcEDuJpKdqaLqlOPiygvHnpZPQlHMAMkuAZObxvXut3Cs7KHr9eN/lDHcZZv/w4/O8yal4Gh+A92AMnDk5fP1rL9HZcc0DKtLa8a1yGv3Va64h0WhkxLe3GiG4xdt3fX6ohHOkxJVI68xpP3F4dfj2N78y/M63vjKcPnGQ6YMrect1tbCKX0XIY0f93h1ne/maaMGQ4Sy4VDF0CXgjLTO2s7aHLegHhieeOM4atZOZSswCc5DZ2bDXaYZFYJ5rNxz8lg53zT7hzW8bX6dBPAvITuIx1tMcObwBDyTWobg6oNLnFpaIx7/Il7RKRvh8BB6ylJFBftzNHyYumLZyAbE/9EyncGmb6ZPt/dz53edjxDwvbTOiyX3w9whX06nkJ/jXyLNnnnmCDz9fYKSHQks+9ErnEWgeGW1FM7rPpz6STxOyfuc6nS+0Eh6JepQ+R/rxFC4L5F6nwZsdmEEjleQ9T+RZ8g27vcFmkA/Y2bjFRpHkp/TBp937oXrtRb8vFe4EvsuLziYHzS6xLu//+/6POIeLEcvb4uRUfTZjMICJo/zZCcZlB56Id3HTvIgfW3B0ya9RrKzygqIds97SD09vHj7MKJ3rYijJwFjZj9Ngu+DeERQWmD6l/OmUUdcrxP5s56t3sHtcQZIG+X3T3+F6YiNKsXoamPCVxmM6nA68waieyjZnXDOTTqblgCKpvH6KaJMXyQMsmzA/80MZvrCIy05Npb0/HDl2eDh9+sl0etSXa/UcWdvHC55HlTj67lpV4X0JvEcZe/e9C8Ndpqv+8E/+xXDs1NMZZV7hpc/Oo59vyk5N+DMv7AT7YllhSuUrZTXCoBQrPMEXfLpGaZUXqDV+3mt9lOvPav1PrW9SBsfnzD86ssxSZFRKlI6eTH49XFOKOdE5L12qE7yhPQurZ/Fbb/ITgoty+6s8CSH83NGFHUnrDKrIjAKOpmoLFTmFq/QdjzmgDh72C16YdpOLpNWTHNn3u0c9lD6gQpivwoFNofSbu0pR4caJp/86Pu7AjfbR7WTHHWyTMDlJh87OUP9B62FOaausakPIgV3EqVv/RqXxLHpFaX/6dKW7dkd+O5b+3BmcTSaUZwzOAqApVSeukjYMQUMc2pAGjxkBa/Cmg7GyWfE0vhoKCRevXHV1jbfJttNfISWfMpacptQ/j0NY8zd/U+SF5B/kWrgLeeen5431rR3f2EpAoiGYrLu26ixIXvRVM/qqbCw7d9D+DhuStvJjORXr1G+xoZADIoCzfFj3uXyLPoz5ZnrosMZ0mfUPt4drDNtv7ONQSgJXyKE7fA9u89Dq8NILp4cf/+I9lINhYxl+L5e13GQ+O7d4u88hrVYqMLfM26cjBk4llnmTKh0FKscwf3d46okNOjKvZBrE0a7qpfv2z5QEZ/ds8rmPixevDgf4FpwFqRxqokC73uM+I2ka/rKFTQlUGkryLDB3Rrpo39qmG3yyFTCH+Vz7pOtY9RM1OtNoGFmLwv3IYaZQYcxOztOnTwznL70NrG/+Kp1cQFkpxFMkI7bH8ZApELRAxjil3zia8iimqmCkaoWiM60FW264u3iX2DQtBuJ6xQWFcMzhCwl/0EXjUDl2mD3U7pWXnxmu3H6LNXvXh0MHmLZk1KchehCKR4bLWT+ctvQdyR6Z7kEAfc3HFnmvwClY5Fc1cg9K1cPlpnQVO0FPTjNXJ0hc5LEjSqPQVsbo3wzghUM13+Ck9Y84t+7UyaPkAZDA+7dOQfGbqNeuMQWW/GD6kTJgfq+tMd3Oztm//v6PWa+0yaaOY8MTxw9n2vDO3ZsZESsiE/Y6y+1e9lIP8WsV0HEYnyuqYOoMfjzQ2E0zdgBiONyW6Dj2acAFtLs+lrxMtTHydf++HUUpNJs0ReTz1ka/eFHLcH0LDwiXjCim/BjyMFcWPoVwh+wGU+dOqZe8VZY7jKS6Pa3S+Tx8lCnkJQ5HZpmEeVt5UI2PnDuKb8ft5FNPcK88c/2VL5JWstYBd3ghdRTzLt8f3aICfePtD/g+6RvDH/zxHw0rHNx6+uVnOULkA74L+nwWc8tLH4GJ7YQ57CUNpm/ClkStSWbhwuImHxm5o4LPjIENactLANzBa21jnRaNI6jcWvknFyK4aQWa6Y3ouefKsVCWaMUmY+PNxbf8h7tpfPFjHUjFIEf8FApKAat7ceSVQGWVwCPpdBDT8SOR3VZ1UX0DOn3QiyPaZiDohZ26kc4kPLptQOF9mmDRP0m3GNWfxRGhDGjw/Tm07Cy3mBZu/sla7RoleT7ZJx5jdjphbeMcfdaGtKfo0nrONABYvmutHBg6QcJCK0iLZhEgFN5kx6v+PDd99LjAgjs4ZEu4xp4wi66HiVf+dAmT3Tz1y+54TBFqCoyD/cajT/MYDOluhq2HNOgpi/hTBoJTKvJmCAHRnQGVvl5+jal+jBHaXaKVW31Tt1qSbTO3eCm1E2xItQ/VRjgi33frKlL9OhEGkFwnNCzd4cO0l4cTvCHThYKQn35hhwkVz3PPPTmc+/TGcIZvMqZxxujX1/hWHK87fsZmr1szYMujIZz6c2ci1Qd4qLhC0Cfi4R6W6DTRe2Oq5tgRPqJNDbKXKcUMq8KZVYOnUZ89+8Gw/5DhMmyxU0F0CHPchbWOb34KihJT8lSalZTGKDX+VJKVm9TxapiGiauMROSmm7nAzh7pTK4MNxnlO8C0xJMnTgwbb3/EoY7i62kXEEzSPtKbWkRcjdeFBGbRFLvb/A2QtBW4shufxbrND7J0kAXqLFolGm4Btcp6mNvLp5TsBTuq5qjCKuehfeFLLw1/8/2fM91yi+9sMi3xCBwPw9/jXLc3uoezNII9ynPl2lUKgGvWSmuL+ntUeuPVqQvlt9gM0p+VNyMN0baq1MYsXOraLFni4+hXMh1+ZLONLmrryLjB1yFuXK9pK83UfHO42Wl111EePqI+t4ef/fx1PozN9PaLp/mANd+i5AUi01YyAZ24Eqv8CcaW4TfcpbPjt0c9U0zbiKlQXumA0cnTUpzivsIxMJYvS8HoBH6kkwcqGToj6bQ5wtWJECOGKlOUe+LueU6Pr4MtPBTM8/ElozWcxgfqERcQ3CNvrXeUSd2Oxb4ltVFSTusFkXoMxaGscxwYvb2BPql3QowLDQMaISVfK0AfPue4DAAqf4kCjZ2vu1tLwxVGVf/fv/hhNrD8wR/90bB5/BijX9vD0ZOHh/O/+CWpLDMui3AkyPopEhcS6UDSSti7LMxooCPrKMqd6snxFUlf+vGFdm9b5uAappR5ZxnAb1/LGjMOXpRh6hxpnXM8zkKA9WE+Cbw49NoDBZilMFityV5PHBLqEjA7AVq40Y4g9I5cYUA7I3/lD5VGapFVKSSq4fRZF2mxr7ginvrfD5SPG2VC0EtDPpaf4mxeT01/hfFzXBsNU3Y6C1hqlxtw6qjp0ynt2GDT3TbT5CaX6955LzTi92cjThmgDGtHbjZQv5aDOqbETplTXHT0Oh9klCl1UUmeyCvSpF0mPPHClyd22R5KHHVMXNJTvmxTNICAixg30mt+O4HWSUUzIMGRl53OSUMgnEGjaQAe8+Le0weUi/ce1rDuuAW2hyJX13eCTCwAP7+CU/UHfR2e9Vt/6FzHGQl4dGeum6JS10ndf3QSvmHUI6nuUPdGhXTCxFBTx+RNdGe+WW6J4Jdy79CjUvK87G4e5yUvXHcG9M5wYJndjxxRsLR3I8Nja2zz/cJLx4b3P34fYlRUFAHXS2yxPsIlVlY8vCMybcj03AZTA2xvr4qNuFCtNSJjhpA5qTjgWKZvw9w+Gkw7Tqhi2MB/2A/jEuJ2bwerPB/JUbc9dPRuMnVzmHUycZFWHpp0NGjbvOmnkkptVoZiwdc4VZSHfTrtYpIMvRamQgc+MYUx5LqPnOeubQ37NzmjjAPonj56YHjt+qec0u+6FUYwAM4hs5VqgmnqFTJYCbSSLqcxyr4jKOZ7qgE7PsjpiJYjiBpEOrFA3kEej8nIp6BMBuyKpQjdO7VBq2coeBpecUhAxCEaajw82NG8AiocCVgjp5THaFC+882vDn/7w58Od5guc3TzPotdswYwDUWrwPpUrA1BcDyADvJtcP6W52iFW3BUxVyd9KSS90e5DBvYSXSc9f7w8YXrw8eXtofTT+zHZm4lXO09zCmr39eU3VIVu1shfY2Xiu2VjeRFSVe8jrjkmYd8bp58sMNz8fINpq3YrcfaoTpU0O8u1ho7jwnR5pYcRXNK3XwmY1athOHxBF9NsJD+1V/9dPjGr39tOMEH7tc8KDdHEaCX0LCwSZUfsusrO6U8IcO5c9f5zNC+jMC4O1WYyvx77HxcG779W18ZfviDd4Zvf/ubTKtZ6VQ5VQcZPbR8RQsinndV+QjHWWUMMC5T8KsTBBlArTx99ZE/rc8RN7+LmnRj5UUM/iyUbg0oJGcI5klW2sjryxevhC6AR++ORNVop/Yycynu2qNpgpeNQmTmYRbnG3flip1gtA7vtVibuoUKaAk97V1mBJ8/R3CW7dwgizvh7jDidf3mnuHvf/jmsLJxePjeP/7usMp6jLs0lo4erqQRtOOEnWGHYTfEO19Vz9ja7XGK0DiEji/6Jk8JUmeWgbxxa49x0WyyMOkMU2GFwhv0LGsGU2cY1/zxgLOUW09JCo9BUEHosdFszwVvOp34oEzCNLAhCDut6i3YDiPPfL2B+ko7UJZkBfaiqzUx8TauWi3VSTVRu5zSjDSJVzs4Luqt6IIz0zh2OgixIWnOKrHkIgA+ZoiK1zR8DVbM07Sx147I5PrBPYWZRDeApp9EVD4WTLAjOwyST6V/MCqbfDUXm6Gu7dx1HSjSKBY2GlXSflUgkXTCyt6qXNxletxy4cuRAw2FR1rkmWThA9PGUedJXoLd4VfGqlVKnp7vuQMXWsAkL0fGOgLvyk7a1gmZydg6a0FQ7ZPLZJICPMkrmIlGxC8OhVVPCZS3YjcyGU/isnzJKkgL8yXUCOXFProMhCBz9QHElULFdZqvhleHFlxBTpt7mxqBOlo83SW5GFCqelRrhROa4b1kkActoLjjKk4Tw2//aHlKuiM8fp7ktm96NKL3GY3y+AkzcglODrE1Pp8OIm0IcL/qEJCu8bVK5bifQ1bHdVHGNU5zyyUcZd7Zxc2XLl8WYZSgfArvuo7D7qZslZCVfNXuCssieEa/MvIk/jgZaMrX6KhpS+QWPd6o+O2l+txojlFNReKpX8X4Fn3s2LHSA1EvPPc0DQuND79MSziB2xUwQ/ZoX7MqM01+rnOchud0WTpuMLVzhcMyr9zYohPApgIauy06x9fxX2Wx70165rdZp0fXi0MiydO9TCWyQGTbThxyWezUT1d3Z0bJHu1IBW+m9WcaN1AcZP3MN379VabQLqMLtFtzHKPRVUMv9lDV81BnHvtm3gveCPx4TDZwgSuB+b2FXt5992zm233uBWLEvYunp+5R8pMXC0pdClwKtlRSTDrY3L3iWKzNDrv/n7Q3e/Isye68bkZmZETkvm+VtXZVV3V1S71IGm2tbs0gacw0I8MMM+CBF3gF/ggZLxhvYPPACzYPQgYYYwZmIBiNaTQyGAl1V69V1d21b7lV7ntkZkRGZvL5fI/7/d2I3KrBI+7v3ut+/Jzjx4+7H1+vPdPOk7j9zuJCjjkBioa6Cp64DO1SptOBQWDD6y68n//sXY5WOc0GAtcbOqwNbGrNiWx7rRRMVkmbmLY8xOd3Ps6ieLyDr6+tsyh997u/w+jljeGNH/w9H/o+i3w0ZNQ5Ol+UMdc4Pt2xGzBnblWl2TkqOfbYyBDjStq9cqu8KOi+5qXqkaanPerkLn+WVxf53+aoGpcceP5WdvyiOzP5lRyFL1e8CaKfm2x2MSJvnSLN0O+MW1omuDzn67676IhDhjHif3X43g9+wkfgl4ff/K3fyq5L/Xtj2qcn8Uh6xbX+UrzCl3+ynbwomBZGuB2ZjOTzbFiNaFSl3/GJI3o9kZGPhnc3fQ6t/BR945MoY7RLRjQ0m390rMN0OGUIBHG9bHBmNGbP5q/i97IMuP5lzbaEMnmPukoddtbEy8bZKj0X8DaW5rPrl4zr5bl9swu/4Kn6O7CM8NxlJNT1xamtIuNKVrKWZCREvoTxTnBdtg/1zG2SHt8e45Tdo66Aa9DaRtlxVp+QF50fT423SLl7ur4VXGXCNq7Tz50f5aY8XDt3l/WjqyuuF0IGyDBpRx5OOZomc0ju1VNnn9aon+1M1Aib7R/tEzSlyzgD7Tb55uCGeTdShmDPsOndbqydQ8qFZSfwsfqA13qwbRBeTrjXc4X193QI0ilo/sbrdJNfvGljtMvOJ9ICxroIgXEhOYAclBBO49LOHrvM6QzZ+ePwAuTDkooVB4E8B5B9/LecGXNdKuG8r7CW9s4d6w/aS661tu5KuqlXqVtjKDadtA3zu8P6pT3jPTxhxNX67uL5vnDAqNdlh2jMIrNpmpHZmB+pq7UTSg6qUcmRWQkeybz7rPm6M1y4xhb1hV14OvKlCEqxXEi64BQciXcBuid2e+aUlVRlAKuJmBLYSuXYCysPEGlK6/PECbN9aRvrMe5kOmuBEYP6Jpv4aAgw5NbuUdm2Qw9T8EGlRZ8DFx/UIamliIVYnE6DZvdBU7NpuFDGd2jWCrnF4tafm9fkZsgiozS3WfO0c8lFvEuMSuwZTl24jhI4LavS/PKui6NT9gDOZ5huEp/jj54GfgctsvJao7Fbwxg4de4sxs9yeDjItIcfU/YbdNvoii5yNtJ9zmfTUK7kUHAkgvzN+zKIzYNO8dE8hy9AzLbkGPi2evjtA74y4ELmHU6rqbRUAg57qh8o8+iiaIk5ej36oXpnWcAYgBan9WIeHWe9rz2OUujyt2q5dPEahgXfDT2+Dx3qhX59vOkb2oZ8qERIsGm35+dZUzevn2S9nyNVk7RNI06e0zDx7uaMNTcmMNrVqznLyDZ0+/bKcvCXTJGvrE+cFajGzz1wHD16dDh77sJw7fq14WtffYVK1A4JU1qRrfnX8jDvMyRW8K4fsxw5CqFBpSFpuiyXNg7/8X/y7w1vvvn28Mb3/x82qhwaXnvtNaYhd6Ys+/mwDJXPUD70JC7XsG3ftj11gKOwMS5GSOQZ/YFf0nMXnNVczJoNO1P3qUxdoG7nrqVmxOCDZ4atWINS0a1Spk+cODV89unJ4aUXn2dJwunhIIc5b5ShcpF2HHxO6yHzcceObZwL5sHOyqecI2IL5lfyn7JGmEstMnJI1r/9iw/5csDR4dd+69eHfYcOcOxOVaLqjfWU8TU0s1stfqYfT/W4yaEnMDQ6gwnmh/wpmfM8cSmHPaL+CVar6jGvaUwrUsnc52hYS0/lfekncQnqhm/HYq74DBcNEW8g72wWPtPa/JI2oxQdHvKcc/aoVzWkavOV/qJUNoUlRgl+4nIEVCdvOhsx/zrWeG74MXzqKioxGq7ptFZRNGwaw2frhJmr9AvWnjbCy5D4vT/CGYumN8ayuhBZi6PzRGJNm3LRVb5uRAZ1wqucFJz01F8zolhq/AVfM8KMZCx1EOIdskacpCtG40mv09yQ/mJoJGqc0G1UR0VQn+WpQXoruOZjvBZaaz1ngEKYV5IKFEaLo1KJGXrVLhsjaQCWGi/4xWVbIy31yBAvceVZvnC+CpfjbvTiOZuKgot3yoquqZsVfZN5vMmuIAydIAt4xSncxG1FJGW7uG+RrQegnXChS8aFEU9nIZprakFs6wlMzm++/tqfZg2OmUnvxzVbNzlJ3h08i6z5cWYEw5tdXdcZfaGyjIUHQgsMHHkKvI37sUN7Odl+D4t7i+me0l7AQn9UpsgnH8b1M0Dz9g4IK6aocMmg059fZNqGXUdUnGG/hTv+upNT8omSrJBOFJe7a1qk5/cki25P+Ozu0LiZae+y8kR+e7hcNv7DsK8P2GGF0cPOSsXqtNvnZ88Twx4UdNbF7ZGefO8ygdVynMd1nB2bfs7IsDv09v2ckx80twG18dx/cD87s46yc20vPM2xjmWZBvoGDfvdYYHF8Hcx0KxcU5GZtlY5SyJ0TOJIsNHdcKsyliLQZIvugMsGkyok0c+ev8mOMhZdR/HldwOSR7z29Hbg6zTgfmZKI/tp8afhScsob1rHeJD7YRwO6R0qhwNO2y1icKDTYe8xPI55Fzz+0HPC4P3kkxMYX/vTsKobD+MofTFdmJGAUJDIk0VouvEjBZUwY3pC+s0bHl6MxsTPbJgypD5WPs9zlIodoUVGMh3t+fSTzzIapr9rD+JM6xi96y2r9FROKHposiNuOfS0RwG/vd/FxTmmOPdhdL2aBuEHjOp4UO+hQwfhz1Gi1CBF5zG/+d4hYYuLdoAmuiJ80iVzpBwhOCVfnbPi2RC8wr5Gi65k0dMRr/zEMAefuuaHw1986YUYlz/68U/Z3XwkRtMMuvBkZJu8kA05k56Z0epWDDo7NBpQws+lftnJJ8+sIC0vccmnzWwI+nw49uzh4bd/73eGK9dvDnv2HyBVpsypbvG7AYHz9K5f5Dua7IS2IxqIRlkY66jcebA8+sxPaHGP/Lx3uITLv2GVDh7au2WxxZ1mE+GV0MLtqx6m2bouV0aUfOdyhMV7wrwDm3fV2PyquEHQcJnqCms4zET/iVh0fIXPUHa6R2PAkTsT5l0euY+dGWFNl3AVy7KXdFfIQ7+Gm666+J094tdC8Kz0j2A8WDAq58boLe6Iggef8yNoXsZbiy/Aw64aXSmUTPra4i5/R/Ky4QKZKWcvMZec68536wgobroMohSgVEbK3pEVaalnNvb0bWjnvEgz79ZEPa220dXhts6uDoN51Q2zyEOcXs0lf1vC440gAxJewcxLlsNEP1pY05XqvOKX+E144K288N02hNka6lb6p3Ry3PXHM6y5Yc9ndZJbaPQdrfpZr9nWJv+RReTSdUECXNEvZdOeCwxuLHNpU01k09CwZ7oNbzyKhmfLhEkgFj+EW+e2K/ms91gurTN4J+sWOQHCXeXz2kvQc9OWA1S+a9vEvsF/HJHEzyOGsHnEoGDnWNd1aTh76XLW4xzHkPrNb3wZFm1YOFWeCp3tfpHBfSowe9pp4EmwGSvifD+uNUYmV8GYqfCMbvlbTgYd1XEtl4bGDnErKPAEHlBHfpSFygwLyRRxmDErxMup7R0hd+PZoDuVssU4ZNCMYgEK48hAoYQvjDSVFO+4CYv1LmGAzVwXc7v25OBeP53EIlw65ipPKYP0fjlXtIrDu4ydejl9uBV+tmVNG8WJtKrSjkJqgLnjSwVRbiucM3Xq9Onhow8+GE6d+JR1VAuMPnq+1NLw7PGjyMf1clZoJRuFGKV6AptyoyhmkMqmDANNzSMH9w0ffHwt+S4ae7xRfF9+Cache+UqZ2Rt43ue/JXrd9+k2zKFt4RMgytC/VIBdBx+R/TK1eXhxKmLw6tLyED7K/GNPMPXo8t7RgMoA2W0bkFuixnZ6ZVo8qnRVqPsd06dOKJu3JfZMbyPjSSZRkpEpx4XUvgcJdKwilFhRRuchasMXPXcvNYoeUAHYxdy3jL86Ec/G37rt77F4kwXdPOBewyIMpLW80FukP9bh7Nnz+aj2rUGqAy+ouVoI4fuolv79u8cfuM3vjF8+ctfHn74xo8zGvbNb319mqzHPruuxAXsjn4tMh1drvNS9551OStLw73Jr0NpJNUoTJfDenLmvbAZFTIuCFwaMY/+/963f3f46ONPh29862sVTrCwKRd05JTvJuCqoSEAJ31HRnJ8BNCp8xCKh0ZbvqgBg8NMsTrUUP6Nf/BrLLit0X2/slElvOqC+jyLsHb0nOJhhAejLBV0eJeGOOHMBy5vVVf4IKUKqod6b5EmAc1fvhKNH6tr/ma4g67QkMYeQ9lbz1ZdRzyCNL4szz73PBJXnCBGF3PQtAjpbJd/IQsDgUsD1RpCy0HKQtIvfLn4gVv+g94HK/YIq0P1O2FTJ87pe3sOHtcwTcLkubQGzxagDgR2hFv/JpgQAW9xcoYlslNHc/ac6Aib1kddeJXeFlFDxD/Ldp68tXwK2fLH16KKU175BUylK97MHvGKI7+NZdta+ys9RWIuRNL0mcv8z7/vOmsrn73A1r0NkrfJe/hmRDpBxio1Ce7gp9yLYxZH7nQahbYzxREtbPgOvTxJt2Ct/2LgQDepy92yYp2HazhqCq/eS01KtxoIN+L0NMsrPjWYIi6hgAi/cAecXjH0W6Dpsf6Rl4iAd/0sxbqgANbyY9aUE5KLfLBeEjISafkiTKFvDBTmkR/jFj31ttLD+lIbICvp6qmu3MGwoQE4efbKsPvjU8OrLx2LwHexCJ59XSw2de4zLNOYMLXBu8iqMsW/hcnM+AxXnaV42/3CR0PJtWZ7OVtHIVX2VrSIwUj4i1KKilHr+w6Gh4u2Nzobpu07WCgttcRdD6GCOJWpkrp7asUCRvdBK/WREfD148q7du7O50h2cNL2EtNwX3r+6PDWuydZ6u78dMVcT+mLvM0kUusbGL4koY5w7HQEhUZbdVDJ6Degv6UYmY+GhweEH9zzanrzyt6MV/1VDA+7XUKmKQ6/BIOdoypGJkyTS6fkaQDJIE8Xd42BazQq5V07CzLgT/lZ4PCi2p1Uym8veaMUTY9OXUNto5/l036taMJX0c1CbN7XmI8/zfdKjx7dOxzYa2ViOCkCT1VqLX4LMY3ORHnY8F2muv1QvCOnjpA43fdFXPCilyus0/IsLxvk4p8cpHwdYlT45MnT6JrGc2FMZUcarJf6FDFswi1/6gE17Tam5tXpz0nPi8/uD4/qaxrQDazVqAijxhjxTn868tUrxC6ncScSumRnaR/HunzjW78y/Nmf/Y/D6199HUPRKdMnObWAqXHy/jqjQfMLe0mrCZDxlrCGQdqplK09zUMu4SIXYG3ksnQBcpWDM7rje4CNRr7yhYB59GbPvr3De+9/kE6UnafIXqGCf43R4i1Y3PGboRspxCBL66YZ7Sg25T56JP/qeKMM3Z3oucz6sfKsI5V/wkvbq/K10ZjHmLXTGXsidam4AJX3pqO5o2eVHHM4NRThwAnqlUDjNJ8W5ltc8E08J+8dbwGGOI/mBzRpHHq6Kit8q/Ign0kWD1U+iNJ5FlnYkWbDmYYHCcRfv+70kE61JZkuCuLyT/SElvQejj/FBU5J5oZ/ey6f+i2v9XFKBlMo407yNEHr42z0EoeGdC1NqREnxbExlu/y4L2MrWCKb8GWPCNTIMVb8P5OHMCBx1tOW2aU5yQf6kw3cFiUUoGYtyOlIA84OGpKl7sKSf7LQ8peOJiQaITNpjzy04rReJfTZGOMp+I97wbEEYnEoRZJY2hRFpS7a3pHnYaPOttKHAJL1Li8trsyUmeNk5E7ylKNZFluSoZCVOkxKvGbDPQvfZ/BWTaL1yAGhzD1rH82J3QcpK9kBO/dIBOc8MSraPEJ+7zH+gBRdeSq7ktSJrBFH6pFnLuEfS/cHO1nIsqokVsNIhdv34Wh9z8+zaGQO4ZDHGS6l5OzWQ3B+h8SiGA0uayYrHzEpcJmtKBYXPcrhamLQYEmafA58jUNlzEvlbGYJlTjEL5yUCphfhB3yHlfM6zG8YDEPp0xC1n/ZEWpsXXvHmtsXLSpIcgCUU/HLyt7Bg8HI23XeMXIYfTg+JF9yOYMvE85n8X7ZZ9o55lmYoH1HuWqs5KvXovmD1w05ZAeb9xqtISJTw9ew2lAO43nyN52pr6y4C/CDLjSDNyTfoQopRaq6NStxY2X3450nlt5aQg8CePDYWJys8Usnxruh0HDQkY/UvjXA1QhROmNDg/pQKAj9ryW0Y+bfP3gAKOUSRFMyqfimDqHua08l2/fYvMH07hcN/lY81XWPm7iU1KLizTAxmuR7lcNN0VBfCsa6FJzaXhpxNVuwl6RsFN29yKfvOH8ustuUjG/ei53VJ0CxHDyaVlyDcO27duHN996m12cvzts27EIHfd2lk702HJoWXF0dCcnwdfUmg2d+AqnsJv80LqxNeTZsadQDmIYHj56iCk0T6/3HLgZvHE2OjXTcnudb0hu274YnhB7XFVgsxgZhaaGudvO5uqVkBCOJGt8Pd2ZWiRGnZOjRCB2+PDh5Lf8i9Oqz3sMushXrMq0pZ+wVHxdzC3ET5YtMqVb8lTzK+02YHnip0aQylgDDa56rnYCnRZZZMRZUj1tNkS8CNiw5XHyJi/6JVK4NG6PH/8epd+N0HBWhIrf0VSc4r2iRCI8ep+5pIpIKVPxDoYG4PMUhyQ36lBrpJBP6okevQlLeHUhmMgby9YMI77qHX49KZ2zEarhS14ZaJTCNsHTYjXYjuPRd6iH2IyLnkbxwuLIi89eOjsywlW++DiLr47P+CeNnQ/jy+XoEeb1rMvXFrGXk0JbAPHTwzom5ItOoVeWtaauRnIqrOOBQrGYeJWujG+0NE7pCGtdGb56ONkiXv3lRmTeS/YgbeCRWUEIhSuIaFkRybS2ycwMQepLeI0R2EhGpdooMYDmvR1B0x1sxHXdYIlKLtqVtLVnb8EtD90RXzT8VZyqf2ehPhkRB8h05Exv382fDJj1tDS/6AHRirp8hoHg6WUscROvykxDgSjNu97xIoo0WiBVY71UI8cbkrxL4AIHFS7Tk3z3wxPsYtyRipbZtuE2jUwKGT1eP8exjRPUbUs0TNL5bRVxEtl/OieTd4Xr6Icn1KcHakURRpuAwhcRFJTy1Hnnxe/kJVEmJAGJOjY88QNXj9ZAcnM42QrVHuECRoB8u+4M8xHUPdM7UgsihiisLSGDO6zD2UkDtYQgDrN25uoppmHb8OaUxi/7zMb14SJHFYjTaSeq9aCY8d8yuyPmVdmZjhhZvLtebGC7scZarwCM34oTT6WWHcUj75GZMYBFPlL16r9q99GjBxjFOcPicEYumAorc3HGacCf8uPUVxqtoIbCmMF6dFymgzf4cK1IFHaiRxoQMw6Jk0rLnjcNOxWgIzP3j9QUoIhU+o3OxuE2BwyvkpZ5pnx3cLbc3gPbmT5cGy5jKB3gW6LRySaFOlNtIxZZtgxZBpj6pkzsuE+DbBnUWaDIzyNsqLhNZ8WTj3vVlvD8THmr0Jw7RYFyqnnv3n3DxUuXhqMLrAtkHUEvvCAfUaT8wcSiU/jKzTDuVUnxYKOA8VW6xdQ7xw6kbcXna4x6Xb50jWm47VljOCJ91IN4SNsD1mVeu3YDeiyOpdfSOSkx+xbiMSA3cWDvA0bLzIM0HgLBqzzbiRgjP4oefoL73cF+jtkiZTANJAFFpYAcobJuykL+dT0poSRT91IjdpUxqiiu5PG6yrzywBHGW2xyOch6L7PTVNluhU50h4+ru8YPvMpS7OGLsCpFLRK3aRpTAesF/+LMjw9NLrnrP3XhL9ChUwYK8fGa6cM0gozKEZc34Gq9rpl56DAAAEAASURBVDAhNsYrLgpXMVTRhJw541iOOl7xkUpfFU5clTPbEklG031oLlJVf1xwXZlQIaLG9TT1aSfT1t3ksbymgR1oep/Ia+pdaZ+hCHumAXj10REal2uknYhutjwiSvEc4CDwvcu/NAbvMFrcjjwTJXoTYg0PgT08O/pbVPGVjDsq6VF2lHHi+9550Ssv/Hrnn+omO0ZptLKeT3nDZ/iLTPIa2EYheViGcqUniePHmiuBufPY4vsaF5Jy0EapqKuzi11qMQZkWH7F1GHoftr+klCit7Q2uCgTcd1xKFYB4gzHdfr6tylSkaS0Sc9yF7zSNEBAruhaw+F7c/1J2RQ304DGX/OaxvY5mPkpY9i3LrtIrcXSt2D1CBsJKcpbXKRcZIxs41VztneztmTzcP7y8vDZ6QvDl196EWMFyDshK6pioGHtW2FDLQQmPwphRjkCkml7xLsyTQgsgi3lLsY8x2pkPdHlEzB+XKDnVT2UJgjCZjsmEUAEj2dc4ZSFrCETE8+OpHnsgRh6AWgRxmjGcY3HEovqrt7ik0isq3GUzI9Vf3bmUqYuja8R0ndYdNnUvDOKFOVbh3ndiz3oSzRkLvZeXAAeetNME3jje4wjSrQyUw6mUIW30Va2qQCNhDO0qsOSQ5NGBTaIAi0okYkrCykLOAz4eHT/7uEgh1ee5bM6Zz6/xCioB3sqQ/RhrCB6pAmJyaNrs/w6gj0ijQF38iFSnqFvZRFDmFPi2XnoJ6S2Mt105crV7MjF5owshK6GvBA7XeticPPGc8huOTpqk4keWGZLBWVQh9ziWRXBNvL0LgbCCtO1t26sDseOHCRtfAgeYltYbyfBGgUwrvx1PCVZwy1ywrhZZc8aOwjz4WyhNTAM28SauQPDKb6XWiNTpXemN9IKDX7EDmwZU06LM/qF4f/2zz9iAfizYONzN0awolFW8KdOpzKDfqb6MMSpehveKtfiTfkiSlE0rzGKMKL8sgT7GAV5qis5qnNbcuzLGqPG9lyz6JfFvZaXOO/IWL7Uyb7mM2kVAH/lG0MmEWY/MXIjdMuxZcEdn+zgtKBQP+3iPMHNW/zsj9/iZDzeUTwXFpNuy+EmKu/IaCRWuMMSfp3HVY5vkYz+aqINJIgC7Ij4MsfpLDCauIdvcuoSbLiKznULY3r/bvJRunTc3AxkegupGmG13niRaFBXeDq7ySPKq15cxXOA8Ji5zlZChCMosOI3UI9ibhYpT3gCkCB+1IpywRTZJ7wBFO9CSKRgCl6AFje0eOaub4uap8SgLkqxA6BKib7qKjecd9S1uebpWyJ7N7frvp4HPYUnNCgncQ16yBn+ZJhaqE7KKuND+zZ1wA06bh7Q67S/pWTqfAt/LUGWIV2knEB1cIQiCTMM1b412MKSuP5UmrmXEhQOno1t/XrP6ZE8J/HUERVHuuK95wiB0AjXttHPBCrssGk9wb9wxq6YwvLohSv/2U5g/eWl2JGP/ixFXd2NZxn2O7UWi3SmDLN+6nWQSDodHsWV2GGg6FTdZDwBvYojHsoVI0m3IJMsq7rF8ie/QvMzM4oa6aBs4QKgZ3PwKB6bgsgmNAqBkP3VqGMCikIlh/gpU6AryfqrXCtGx5To+WmYEs4ynhuctbWDb5r5mSGtfiNnCZTGD8g9cPWzM5eHl154MZ8bOs/hUlWsOC6CRbdRLuJ57kpSotAjgRnJcU0LXgY9oOL2VOLVWzc4vBAm4Ck9chPBSFLmiznl2zUctsqOPplZJjSNFVK5ScW3awvfMJQb4rlwfokzle64cJ3wSfob1eLHClwcWZhLHN8V8mwarOD6rwU0B4KCcCujI7fY8enHew/vZ7pm9/xwhg/srmGFl1hBFEOr8Wn1Q3rG9Vod6Ya7Mlx1Ua9jxfCmapYTnzLhwoPH0du3QJnWPCshdpGQF5W3vFEojGP6VDDjRFmmyPJc+W64V2RtBNJSb6RDJHhtxcDZSkF7gREw1xCdYxcshKLsmMUVd5z6kebDTiNlYevSsHJ7manB7Sz8Po4O0qBqRBLmgnUbsq0YHguM/FhZr6weYxT2s+GTk2cxmh39gSe4UzeiXwBphDoS6A5Dz3ZxaigSMC1NiPqYHz2NC4voVwTGifN8Tgtzh2lHDUJSwwgrB8TDk3KZuvYOfmscC7oysHq8zdkyd6n4tsAfpSd6KZ8mYsfOJUaxdgwXOBJDWaL53G2crTjJA/y6U6+z+B7cTj+euXhjuMou0Z3bMLAB3MwhoDb4q5STTVuJyzk2rilboByLS+PLchE64ZMU8yWLGDbIp3ar1mYKz/apdY+d+hPu8io+5cj9BjtPtmK8WvHKflOTPAil7CxbThmGF/x6RZfRBcfeBZy4GmEkj0hnRjjhN7sxoenGsO172Gk554fU3RlN2eNYEb/KoRHvN2LV+4wIt/QraZ16VM+WA6cx9QTWHYzokfVXnUt1L58/O8xnn+wAzDqopW8axsbzGIw5D9XVQI9D/3pehqZ5awmaupKfKhO9SqZD+0kuAlJje0ogL/x6xA9jSD7BX/Rb4CrHkUb3VhI8h09AEjbFFA8DFF4jGH58rSnogENLHIgQORupLmNknRLhnY0ukaDuaYscio/gI3AcCYNuT4qFJPEe5jTR+k/jtL+uu/fGsY8EyoK8WQbYRoI+u3uNNiodL8sSvIR5AK1jlEMjoHfHZ5r9mznlYexyLYpgkXkZKHmtOgSAbghGN6TU6FLiQdLfpWnHRS/rOfyVOQmxXItj7JzLPUHWrWXwy0vj0njBr5/YgyL5WAMbpmXkOnpeeaJvycVajuIWvdcvnSDxjFeTV8cDyEhTIFz0I08lv02MjK13DVDYxo6fTxNavShZERb6+EYOYujArY4Z0fDe+NBLqI7DWLrgSirqvX4LQUcTvSETiqdgCU+z2EAWoZFv8ZS+0dJ4+OA1jmhQIJ4b5YLVjHqBNBUq/svLN5maW+FzKLuHuQuXG2NmaK35sVfrNFhXlHWUZtRCVRatvBwSPX/h3PDSzpeiPFaBOnGY8Y54uIZJ7+BNiluy8Vu5g5HFJ1kMS0xT9BRXKFROGh3nmSv7Egs0Dzkxu6PP6T0V2jUxFy9d4RgDDpOlQXn+uWPDxZufMdtnONhpDGejEPJdgn4I8QYPDQ7PKPNASYaEoggtVRsgH/8q+yUn+LCCoNBXkqKi43NVwBM8TWzhtamO+mKsSoCwPguoYter6TzE8RefnTjHJk0qhjR45B0yeJQsxdLdpk0YcFvvDwd272cEcV++m7mVD3l7cGAqpCCgYodrT4Svqce54ZvfenU4fOwgo0DvsOaIfISne6zFe8hwhkd12A9B+ymfVCQbmEqZMC2jU2ZJeEaCltj0sMyU0yIfexdMWfYKcRJlfOwPGhnq5tKiumkcQoyMk48DnNHmjsxVOxY9IKGP//G4la+8/vpw6uRJdrMiYypUD2TdwmjQmXNnhvc+fG/45q/8Kgvo90PDStqKNjXz42nAV2kGBjWNzU1GeR48YJo1lfzjeUnIJE2ul9t7b6d9JPIPeVMnTJ2gGkMxiCh3yrhXdOqo9UbxPIv1YHOdD8aYGh0ftmQTbxO6cZ/P8Nzh+6TXVrcO2+9t42DbG8MVpo1XsMh2Ulcc3+n6q5XhHsaoUuKcyye6Wscpg+QEfKnTtxm5/Oyzz4YXXnqezuW2xHdt2OXLl5kC3syhy7sFTr7epcz29Fa6BC+iFpeMPgdDT3MLUzHilE4k1O76+87vtD5DWas+IHydf0Ab/Oy5P82oVOyUaQMhAUc8NHq+F9lEnZIIzBgmYDWMllOjk33NCWRnHY9UIFKriD0teQd5ZNWjiaTARp+orm+dkUJdYPHr8hyjPOKhpa2FSFPnvdJa7/oFJTaKu/Gyhjn1pyHC10+LXW2pAfCkQdbxJgmN3+7nvSchdBtJ5eGC+M4BaicRf4JXopU/vIeBFgqIIcFLmXLk2DIU2vn8FKUX3LUKu+HraOU3BPwp7L439AmpDm0e20+ohXhPRw81L9OCmpaGZMQ/PnTop9w3In8KuMHrdOqp8I9iiBQ07+THRBCVHgMVXocr4J5WSRolnTbyoEdXYokjAK77Fy7flX3h2mLvczeL6c3IZU7p3obtv5VKXYMjvVXg5piau3rtMsOwGgYgQHGqdwkpFYdcUHFDIHgLucTjEknYaFngbRw0bFwAvwEa+lSkzxxhqulaRps0Tgq/kE2beFJo/mmD5ymI7G0KBdwMtLFRlBzRsGL0CIeHiAeyfiIkKpKMCFIgdVnUztoqexLHjx8ePjp1mSk4pmyslCRszUEvMRmTaZiKVxgf/Ys4kfX9rKE5wOLsdKTFpduQhvJ8+FfogPJgBl/mKId9e9mNNhpF5Z+KB8BxGiiMFj4lab3ZZZL0E6E4aeZx40dx+O3Hg5ypdd1zrKpG+4LsrnCUwlYMCQyF+3ws/d4tpl7IQ4hnlFP+UCxHM6uAk6cYYerosaN0ADa/zKd4PkFmBa9+zAqFDDL0jhHkR6WXIscqEpXKSoDeLSl4Q8UChHp6yLJnthzlg8ufsNv3ACOc4ranGSM8sZquRzJyOHMa6css9t+9q87BqqJmRVVGv8LdzmG1a1dZkwbBTFfNoj/ySeNTbj/86NPhj/7gd4d7q7eGf/u3f0tH4OrwzLPHhu9+5/cYJaS3jgXkujKz1HUf6ug0lZWx+ukAUreRqedo/fWpvxtexOBwmvPpTskVHjsynj7vJ3qyNm9D5MgYYTs1kRGjrtcNbpZvs4iuR7NEb2bUfe6eY4A06BSK29x+9vG54c//xV8OH757Zlhd5osL+KEGyHHT8A++9cLwn/9n//6wl12bS46ecnjtk5zGomd/LS45sq7M7g0ffvDR8MqrL9MR3dY6A3TUkMluNvPcXM6HXUeU9tDNQ2VZyQojEY3lSJwGzJJcZalro/fuo86WTBMreWh0XeGp58f+zoiMIMn9Vr6TWyLyQZ64jdQTyE8qHrjquELYH65E4Cd+cIt+qWMpO9FudNxRaBPuhVPrfSoWqF1CV9oFY5Uh2nUySvxEbnDETzzjlL8PXYZGf5QrvSo+Ep40VT6JRp6KuC/4JO3oEjpgVR7jCKAuiiQEsK6vxp+iCA3yUJnqqs6Ay7BAmvHuBoPhGS33AVe5Uc8infGeyA2X4b5zyQflTlmrm54xuMnpo5QaQWx/5KTiFxM8R1e5+diwBVcxOal7i+/iF0iT1K/E9KW8wiuvdpXtXGYUTuTdESZ0I1HPPez/x137oeuAuMd8+oI4w2IlI8Lo796VnPh6mybTTWtDM/SkIxD5UHErTopx+YycpGkMkFHEVIQ5ysRGoTJxO2tLPKRxMye5p1YTKHUxhgEnbr/4zMHQ65mq4DUc0vhRd1h9CFCoR9pRlLzJbJyRBtayOKdefqVwpZTi379313D61El6Ii6Kp4btWE1EQ+N0QIy3hlehVE8AAOE2uO5lJevHf2fDsMYL6+tiRIHxrx5sxd65Yydb/88Mx44/w2jg6vD1r355uPn9t9kxZ4PBUQKpcCy0pRpdVusQb3jRxLCx0fi1fKTya2kUVByd9w1Rx1f5Ny+tD2/wMecTJ04N+/bsa+F4AuDEmHAaiEkbNCI6PFNpCtbolorUi1F6wc5zg3dd3rPHjwzvvPdp6/HCKQAT1hNz44+9s6wzMrEokPVezk4yotPA/a8heqAfaXOx+RqjEIcP7Bp+9WtfHt56+518Q7AWX3YjSA6ZBmcThQfV7nhQHYbSy6pUagpFPoWVCBcy2QJ+DW3sBE7JPzL8gDOwXlh5EV75AgP+rhEcVbhFK62Xth6aWH5pwU8DoQngkxep6DKdCh0/uO26kvus00ilmUwpmEf9itMzh27fYlSHAbOdO/cOv//73+XwX44UYcfhAtPh9sLtoNiZsmLqxleVr5KJ/E1dRqow2vxyg/pgp8Szwp7susyAQlks/9c48HdxG1OebKSwbK1z4E3682McHpoQrYjsxG10tfSAqqfpwiqjqWfZifpf/7N/Pvz0R6eHBUbX9h15bjh47NCwn41Bh/c+N1wE9v984y+H3f/b3wz/6X/07yJ7dGuCWvLFgvlUzsrVozmWWNujc13Nrj27WHfp90stE0gPWWb6undGgVOmystNSQ/oPOiEraQVflNtvhXV8vN3pg2Fp8KLM/Ho8iayiZtxPXvqwdJ+nOv1UJAKN4E1VpV3/Q3qNE37DGP5lkdgCCzRmuZKt1xrXGuQztI4075gI00JmxhY8Qe1/sorhhZlXX6kmzyIf+Oi2DBgxuAXeuppAy98JLZ38ETUBDsKG/7N+yx9ALHRfJeHihXd6CT1FZ9wwYs+l34YzchJSn6LZenpb8zcigYtgO/hyx9kVCnkzoNyrzuSz3OFVv3DrIEtiF7Bje73YN5rcIKwmacv5RqPvrjOMdFAZBY0xnwoV8lpaEKstY2SNf8LLHy0KGb1k1yn9xDMk+IlkjGKh18q7gSvSe8Y9O5ox/skIT1aL2uBaeEZASW++OzwlhzMr9L/5KywoReNgZYyxtNG2zDv9l5uMs0oK+mtUpfay3HBs2doefZRCmAaIqxdKidho2ggNxP6RQAh/hSuMC6HOBunXYy46RcfAFveJQF+FPcrr32ZhozTTDfkYHCKNhrS32gErl2FtkmthIfQ5KfWHigBdkxiOE2d6feauvCrX+iTBioaYXYgB4+pcPu7IzjPY5QuuEjIbzyNriPrqRoDHn5AhgzSYPhyRhOy1kyqWrHjeJi3jUgiiniyDgfja2GJnX450qFVkxZYZJPcIh0xKGXNNEnRTDAJJBCv5Gd6MakUUAJH8xyBaEIix9GV2oigwsmpHwwNEn6f5FzkLawD5Jv5jqhdTddpuVA6/Pis1c97rR9xzQ98IRv5N/S5YweY9j3MSA2GyThaU2kFCXK8j84yUgEdOxe9wpvyZbrlW5W0EdFwKd1ZG3azPusgn5JyKlg5aNj0QxenOOpZLOXEs+IOSgw/pIycOYyYP3XJQqrcNL7k0Y5DEe+xH3OHP2m/8PxLjMycICaHwWIQ7mYZQL4dSbj56eXRLR530dPUMVb6+1vdtXviD/uvf+01Pvd1g7RO9LXl9fpYKsrMmXKXJGicetTGNP+nkOP0SKLO5JUyNkNXT6yhdMRrHn3DnBzO8umz//Z/+IvhjTdPD9946UvDH732+vDbe+aG45x3t5dPX+248unw1cV7wx99/ZvD9//Nj4bzH33IR+9LV6sMl35aZk3SlKZT0zGwHPFI/rQkUF6ybozXyieN3h3I3mbOOHYGaoInZUm8CHRa/1g/WZ/2adcoW37kJ4xEXGXQIC3rGcupF3nTr4q3UUi8m8nNJasUa7vkr/wq7eUvfNHIhhNphO/yW4cLONOa8pDIpcPVcUFHqA+c4XaU2BND/JbhJqa+TH/VKTKCk4+6tfSAcZJO0+uodyog8BXPGhKdT8Pw99Ig4u71gLrHK3PL0O7v/S5vOezYeA1XtTDEGekrDfDQifRe7SDlUpngE9kAK67QxS84jD9xpWN4mFDyJLoeHAWkDC1XGqeRj6BJqPQLV7KyfgiFR4d0udvGsOyVjqFLZbyYpmdz0DBHW5ONJtyRe2+HRZFa0ko8qGVKvSzBWT9VYiLEes5QXxmNJjo5NvIHSNwkzSECj413MTbwAvXdPz0N3OCKQv0GQNTTK6/KUelM7vUWbMVN/YYMP4+SaUQa5MVEkSmc+hQG+U8qYDcKQ0gxXr711ukE04Secf2TX9sd85nqMO+BlQk9WlpUH20R642RsPQWWNdkY5MF9IDnOAOAbvOhZ6fG9lLhG6emHj0vS/HYpKi+OAO7A08qNPy880MhUhFaw0Mcp8XiCJYZR0VUfqcMciRBeuLEt/SNrnCNrzzYwHomkidhW5k+yvXMkQ958MgK40V4pgm0U2fKlMnMW95Y15Xyq8FAoRhWh1defIbF2kvwXpKY4vjCz/B8kxPS/faclXbKyBeOLO9yqXw3cYI5x3dgeGmErZJnlW7k7sgchs19DJK7rKVZZa3MXQwc/VzEvoZRZN/H8PsYRfdIK5NtXISB32VtVXC9V1rnrIQRt2vg8lHiwBj+JEeEVuCbWgOsjhjZmq4jMR/dzOAd/mWAy7p669a7w+uvPscIKUamlTBQU6deXif95m8YVAeJnkW2AY22Ek3PqnjUTZ3avMSmil/52qsYO++jJ6ztoRKsqe9GxXitQms+FRPc0lb2kVAjM9bXPLg7cBufyMo0HLHWcz7D1p9gPbtylxa2DSdPnYMPOEQJPXzRCloE5r8V/C7WbZ4/fymfvvEwVHX1yRQq/15++UV29y0D34wQiW4sEJ2hyd1pU+uFW5x6X3k6CWyPYGo6qAdliGUM6ovyHstkg/Wmsaou2D3iZI7hRz95b/g3f/2T4fWXXhuObNs17KaTs5N8vb58d/jhZ6eH986eG25euDh8/dCLw457W4e/+t47w2U2xsQQIg0mRXm5iLrLPJ7Q8biJ1AHwopHU1wgqz+LN3DHu5qz5lD/To0xdA9aXUqBdhTJh/EhUfZoYDJDDD3yqOBeiM7E8FI3kpfn5iKvKN0HmyZgvkawIZGeds+4aveDFvzhBe7QWo8NVx8tReGEAkn+u1L2UkTqJXQRSlHGdL8VzjJzybP5iJsz0jWlscgoP8AgaSXmFr8ijnq3Gvcb44MgmDGWof67pc/er+LVhw3qr4pkXY5HFT3/brRkcb/Jl3jBqHQOuLLHIEkgC22WaxUteVJmJ1AjvrspVdUxFakxghcew8t5dGYctnNrWJw1B217vkW/o9VYWWhpn0O9yTd3ZM7bfFRDP5lXyK/6j4KAjXy3M52Iz9NWxzuF4T1pN7+wy/UlK6BBVR4ToqxETuWFo72LufwFodEuW1Fl2gqHh3+NcGfmyzJ/Ks8GZXg3SuixowHS5ROnU5/Ka3Zt+gC/6TwF9ML1QDL8E5G592yRHxHWRB3VvJE1c6xFD5N6wPoVNBBoH3kmfa5Wz0SuCAjTKToYusej78hVOs9eKg4CN3go9RGcU9rJAX7T+Od9sg5TOjvqQXCCZMODVZN0ywhjlergVXSq+Bh8h8mwjTl2H4FRCElktSIsN/o4IH8DjvMt3P7hxY5wx8uTB0S8NMEc8zJzQn4T7mF5a/CCg4DFU5rg7umDGbuHQ1aX5NQyw49xpUJBB+IPH7Cgzo5/iiBEFXuXojRV2PXZlngmwJfIJeCrvxIOJhQG6axcfWY7hVfmiP+bscGtty/D2+yeHN97+YPjxLz4ePjp5YTh3dWU4ee4qn5a6MZw6e234+LMLw0efnmNn4UW+dHB5uMKarhWOFEhtFB7MAJRNRsn8I4cP8Wpl4NqZp/Nq3AiJCiVagcCix0bVz4pGw2K8pE1YRGleUbG59Hrx/vArv/IK755bRYUQfLwWVkatmApWf2VXms11DkNOP5PBi2Uj+kTFZk/++eeeyTciP/roA3AxJayix3VmOiZx8CybZIQyuMVozSoH5zryAdaKJoAOIm4o0chrzJX/Y36VkbQ1dPy26KlTn9NAoIvg0eBSz8xf3xc4NsJDbC9fvhq9thykXE4LTeiYFnXe0QvWjcR4tsFAh/X8og5Q4T1wueS8Pm5Lccpxp2cl5Rl7Xt3gXUeO0awHNJS3Ny8NH5y6Pvz5f/cvhq/tOzR8iY/bLzGihUk9/JQdqT/6+PPhwyt3h+9fuDV8codzuzg64qXnXhn+6oefDB9fZCeieQEDuSCQjiT3yEN58eyxH3XOX6WjL7JPZkZnep7NOJR/cfi5I+uv6DLBysHOz3hFNi1c+ScPzCcvI/AfnZbGEy6CbFxVv9x5Tt0CgvqTNyv82VX6aGjzkyCXaho+wwD45KM76ypxE2d0vFv95iscq05N0xHzoj5wzaX+ToWnkVHQyszyGzdNU/Mj7Q8wnsrgkRlgWnFKHUZYyQ8E8tbCyzAsuVVSSo6SUZ7NThzvZdA0ePFLN7zVvep1+TNMHLBhoyk9L2D9jbwCU/6JN8IU3d7ZVyekkbvPRCm/YCp8zV+UuiprSJzEO4LvF1jmaRdtx9RXMASPG7rqUtb13BmUDq06l3WEODsf5kXxLZ6NLnqgZ+J0XUJH8Bqh8yIP5QNoZYt3vKrzYZpbumMP8NyMjjBvVLO/BFLIg7e8CBldU8t6bzBj4OMehHuMCwrpNsTyH/fYOCNEi2K5I/1eicN7u/sQ/5m0iDOLX4JEB4GbI/4mDC8/zajhheFUpawrgFKxrZhnON/G+zbrv8rZ67dyu8s6LRuN+suZUgg7FTxxzYieSf0ug7HyYapntkouYx602Zk1PcnYxnxlJt9+5NyVWXKkW0789VY+RhNX9RYsRB2yReA28kRYhTvVdHdigEWqQrbLuL0iEV8JXhks81mkB2zvz7Z/Gn8PSD3K2V+O3pW+K3RidJSieoxLpQpuF/9evnylGYOPAX6cN3TMBysCLw3njKKRxZEl8a7y6ag33/1o+MWHJ/P5qPNXbw/XaLQ+5xiDKzfv8gHhu0w93ePwXD4afNcRDdYZMfRw8eL14fNzFynezC+sq63Jb+SzkwXkGXGUN/Llaa6242usKduUyrr3ESyG0d2yLFwqM2CqsiR9qZylYePKR9Y59f3hz+JUXmnMKhPXIa3nqr9N8jYND2hH/mt36z/9kz9ORfjee+/nU1jmVWSgHHL5ztUpWAlB8xYjX5evXMlZdobqCrXA97Pe0XJQOln8+FtPQs9cpQZdo3AeOnR4+PDDj9md6IL9mv4S0srb8iA+z6W6dpXF6DxnfaOGcUOsn3869UJnB0rjy1529yu+EvzEH3upGf2iQnlovVePOZa3Rrdz0PxN39RtJv/X0IXzjGz9y3/9xvDg9qbhq/sPDbupC+6t3h7ePX9u+OH5s8PdO3zwnqnE29A+ef0Cunti+Opze4a168vDz3/2HmWgzkRLmkmjDdpsihqK0Dcsxhd3w3ez5gtvLsIAyVVsR75EIBAJCt8M1qqHKgXGS9yJenQ/76n7pon9Qs/QhF7S0e7mWddt88D1OslrdL3u6n3pfumAHWlwUI8bT2PJNYz13HHN4rj+qcMJqwrVRWfYEfLRGLADoJxKSxFOE8QoNN77cy/rePXKUXnFOFLmXvy0d1HlXYzAT+U8krMpAa6MOdJn3ogb/9TF3INSOuITVbunX2y4Ro4jTNzqTt4HkHfTZpDxhVnnTBd8yRuJsONiHnVnx0gZw5FoGu3io8MYYJnLtGTutLMMCKywFnFl1U4v3/2lo38PY5cxCfIPJmHIGRhnBTTEyvhtONwxbn0Jrqpb2926dqxvJ2Hhvb83ripZJi2uG/zqThdLfzC50Q8eRl2KDOSBdLdrRAbGyEP//oc+drlJMsa3mdRhOyPxqZ+uFx2/JKfXTHfVbXRdo4fy4PPoUICeNgdWFFku5Csu2CKOS04sK5VOcdhhq4Ep/ILOurdGjNNJsUOSsgcCACJ2EFoOLVciV59sTcOQafXcnFrAzle3OdjyxvJ1pq+2DYscGOnw2/Wbt4YjbOfeDLY7D7aCAOvtAZMDmxb52LWLlVFSmdmgo1FclTeXCTQTaYDYzg93TRaz9UL2hmExCfP8qyVGCeAgeGG7DcxKx5EWcJEY+VfgmbYEu7QUrG6sRvXTA/jEMz4eriW6z1QGezypUC2BukDCK42Sr1lD4nAxjSALix9Q8d5Rafg8yWZybCs79l59fi/rjC4NFzghnUFFGFqNfJCmGB7r5tk9KbWVLUvDhxc4Wf2Ze8NuBOl5WrQtCJVdX4xb6brS5WXyQ31YFQa8bKZRxqwd7nHQ6D3OUWMMnXPRVoYfv3diOM9I1kDe7VjYPhzat2eYp0Jh8oX1fAvDbj50vUAD5FfYtY+V1hw76K7wuZ2r7M67eY1DJcEXHsCJKmMQsM2AHf4rdznva9N25Knx1xkrGebNCtFUJqMAgK5/JeemOKqCIFYwGlnhILELLO+FXNX1u5t3yYMFRm42aaxZmxJMynn2SwiE01v3XDZlojF3XyPFNWXmXWp9CSpk40mzcPi+ecsq08lzw5/88bdZ3P/B8L2//+nw0pe+zOd4nkEucOc6PyrK7ohZ6Ud4VpiXL/kppuXhCDs03a05Z5rgA25SphxxWmF6zNZHfdSlFw3a/i5XlWJ0j3QtMg2/sLhzeON77w3HXPfGlPf8PIfzaria9+gKqknaPbbDMglexUs+bkaurm8RT3rH0J0jHzXc5tyAQp6kMpIRxWJjYwEZnc9W+rjkp/zql9KEoY55zlE1yr+74l36xDPvLXsdZ7tPKRhvjfzZepeG5fbc8NYv3kXnwIlOXljbNrx74ZPh4tkbyPDBcIt1oVs552ueeusGC/Kv8smj53fvGY4u7h7eeuOD4R//9teZliZtHlPBGrLN84vDnoObh9vUa7dvUjYoJRTk4SbPCyy6n8v6QeQdPlVR6ye4SyIqnYoz37NF3lu2sltymdEfyq9Hk6xytpxy3jTHVKY65dQ9Oojkgyc5ibyS/ia/Qm7dpz+3OA1aiEq3eWazRsIKKFO2BTzxLQ+jVFQe6j9o1G4fggH80bWGw6KXupt74CrReROb+MoJWfh9EptJgWM8Sb/lugP3NHK3Ko6/dBuG3C00OItiN5xMu7DyWVU4NAQGT919SSpm93i1tOGrM25B8cv/JjPP4u0rclDvIw/eZaqJOrAVH3qqbZNZkgPSio+Waw1ZRqh8NXiUZ2iKqP5Fw6MEbGPyGjifwjJ1Uh0qDERF5i6T8sYtCaY8WXeJl4Zd5xEnvtvmOjPln7JPGYaXHPkDo6Vr5o7U5LOYCO32LNq4PLSXMQNa2HgzXBk0TNwjl/BJSNg2TIoaVWPE2YN8NQjTN9YHYp6+8yyf5QqR+MqAqvT7bpzyqzQKX7JsqZRHYBws8i7/BdNk6ov+wMlLXQEpWwWjWrlqXwRvBQU+RnezQ2qmqfD7G46pGzTLTO8qZ6SqIDnhn8AtxfyILQ8SMfN2bN/JoZG3AV7ISd+3Gfk6fmhXDnK8Q5XygIanKl/0D0SrWbxqBvfkSatne6OhsDq5mdcGHys4Rm9g2nNXWjJmMD1l4uLZ1+BUcDwrqOw/70LmXlzNUPikgsQRz57HSj7JwNCvC2lB3JUiOAMvvcocKWYnJo3ZlqSRUZjt80xVHRquvHsyhcICIn/K+InOAgis5cozoE6cOj987SW+X4eVrDFs1n0hByHpJWXI4Ob128O+A3PDMudOvfnWe8PnVzAG+dvNwuED+/cNCxoQTPFsxbg+sHcPHyv3wFErEejljvEHDwf4mPES3zm8xKjcnh37rAdqSJwul4fdudvu5ZdeGD785Cy0ZaDJVVZGZxr0b2lpr1PIWejMd/Y0ImoPVRgcsTly6MBw6TpTcVqguGgB+NNrZPRrC5siqido3m3gLlGKp1QiDbs3Ow2r7Jrczvqsb/zq6xwt8vzwv//FvxouX7syvPbaV5JfbmjsMu/5nDuedzHqr129wSjXFkaSORsucoUH7o5ibd+xDeN6eWKqTIhPHpuo4mM69uzaQzp2DOfOX6CXvDK8+trLDZrEACzfWUspY1zqcXVMYBanrttJiaHJu2sQUjEhy5TWEgcB/SHR6qd7lajj18uJZ9XtuM9UorbGBid4GifKS1eBDSCzV3ijChounL84XL18bXiZNYwrjG59cur0cOr6eUwZOn5Ar5k2ZGnjdfPOHT/Rykj5neHl518Y3vr05xyIzBc0bJ1caM/hmRcvXhqOHEfvFzSGl+lcaoRyUj27SLd5zA6jqKDEVWX9MKNW3gpAIDpc7Ir8+L3Lw579zw93b6BnfA90ZXkFQw6Dn7pA0rroY3sqOYRIaKUxUCbr3Fgz4Qu9gDdkHY68CSfFML6VtwVMfMp/8nKEV1azOq0MBRFXerL+pJWfHqXoFkioASq0/lPV0K+wGKjrPj5XWhOn8RoZ+tzfYT34G2jBjsEiKTSG5wJ/i5uw/IChxydYDgIsKH/Rk8ikhwlfeHJDfo5WTF1YxEPf8Mc97YJ3Lxpzy1LpoG1g1dRREcK7E7b4KZ8qL0U7z1NhAhIjDb/wPUsJIaEaJPIavGOHk7rbGEkv3KJTJQ8pN33isZdV42YUxlD9vacPGixFCgT6V2gewlP5SKMM2D4iGNnQ6dAAE4HyE3faY3wyAhUDptrF6D5wNte6GJfeLfz4dzfL6u5H/SDPYa7o0CLh4XNVPlgj61TE/HO0aupCBo/kcyNimgqvyKUXIs2vYLsMDc56PxpE41QMy1iTGzjThrD8peKUvqzyng5vzXMrLRjPn08aIxgV9MytzOpASBozdlLNYwzs2sWJ+BBUqP7p7GEvM7qShWp6VIq4Ed4SpneS0v06jAG4nigxejlMt53T9+85ujDVaBOaqwQlzlwlNfhyJKRXRgQ+ycFD4pITCtI1YJmuouEs5WiRGxFJqCzK5hYVtul3N6gWidNgx4/tG545vBvTlNEshiftHD3N0XGhgKsY8rxlOM0naK7xmZuMIsmdo4tPcSl08gh8FpgyUnCDvLvGERjf/9G7w0UML8cJd7LTzrO5FlmfZh567duzc9jOQZsaXHJShpcF1qkVeEIXlviGnwbbmYtMi8KjI4AqVgZ//MYn37i772YBM06ec/msC2P1yG8KafPONEzijMFf7IH87bsf95Me12iVjkiLXCF8DWPaT8D8f3WWVQ/U9cDWJUZfDvDdx//gP/wTzrubG95+8yeDh2xGZ5vema5e0UhT+ThEfY0DTOWpF8rSK3Y9MtKYETTi9/wb74lhrJYsZKisxC9N10vuZLfwhx98DEyV3y5m4Tajn8rd+LJnZW0FVBkEDpSu2FZWpdP5aHd5Fhhxv4ir3qAjjb2SaXrUmq2uTxRLnPnzZIdq0XdiXddP3hrm6NAtcrjq52c+H85fOo9Mydfw2Goenh3RdMr+Doa2m1a2cx7hA+oOjV8tQb+L6aHKq3ddl+ZaTXYusmM5rAAiuhtuNrDM89cN9UdxmfBEdN0anx46+Nzwb//uF0zZD8Nf/qs3hn/5l9+jk8JmC796gYztRKZMIQswN5Ri8c8wL/2nlzyRLurUJNWYNuz6jVfxbXjBGCaMhlzBea+LG4rFOAn3ad44QtzjeOea/o208IWXTFuKUZrcuzO/Zq5oz8J5moSX7pt2nMrenWLAKS55KArtLjBX6hbh8gwOPKZXGjQQxPBsoxwxDGynfB8v3qnXCg58GfIj7xsNeQgtgqybQ8+OKp6mVTkpqXDakhAZVEYUDKGVBm7i4Kfj9K275GdSPJN8kUykAgO5bUFGxDS2GK3NNBnPGhD3WHvntbLKjBRLS7xWWE6ycrtfdEpYQeTBAf2iaWCk1q80ODtAmeLy6w4UG4wUp8hs0603xJ/+S2ZhqM64u9aPO83yXWiuQG/Vi2dHf1ez/pI7y1c8VKDzYtiaB5JLhyU7iU+P6Q5fBXEGwPe1u7anLGxnNNvLaVZHj+tZ4SsHxILuWHdap5TxR/6Zj+i3d09LmOfrEw4sLPDJPs+k3IKfo9v92sKMgddmv7LBSLZ3Bq7jx7Jp4vMMDp+3EObd8IKbvYtPP+FZsscztkB2pnKHP5dxeYxRnrmnSoBHRr660lXV4Nyo+p2eMUq7fx8fBOYk6Qc0rp6bZOH24MkT50+kcdHyV7G0Vv1IsUaY7bWuClo9K7HQqoDm2W5qZVPc+PAqXkeg9jE1dvH9T4bdjK5IB8CAjJVQ8zV+RokItoFyZKFb9j1OIm74SaqtjVN6tKhZA6K24Ti20kSk0CSVwKQA8bOdnZVnPj87LG09nPSqAKgJRs2m4eUXPCD2Bl8GIBZTF8w2b6C6/rX4rnSpZMtMg3x68vyw+yvP0cdn8wEZhVif6BS5SZBPK4xNLAa+yFThibNv0uhQuBiR2MmU4ZFD+/MR7gecl6XS7GC6ZDcGmUZY5YGEyCtLNel03YzKo7xV5FtM47kLco7hVL+LqcE6r4z42Pg+vod2memfzX6TJw5cZpnXBte9Ms29IewLvYLauKqf50vl+4I5NZ48i7PCYkcc38y8d8gPbOvZqTa+CvCxv6QK47nk4Qjh/FaOoEAn/8kf/6PhX//V3w7v/Ozt4evf/DpTYvTkGhZpVi6ow+gkActsWHCBMgPI6EiHZIMIn66xIpeOsaZu2i4ZRbTdcIi+oKOLnDO1h7PcbjO9nM0eDUGML2UjfRighIdORryc/tPwQm5zGCR2cPxO4xIGi2ufPJw2m1ZkM2mZcvWoZ8uE+Ck3GErGr69HNNgRD+UDuHFw5Ym4aRSo+c+fuzBsZ9mDxWeZjt/27buZ6r/GaJ8VVzSelFUzaIm9cv3GcJDO2iZqcdFji2WthrwphUOH9sIDAVzuVFQ21ls2ym7OuMnZa3s4X1BHiePXnOn51XKImtN80LhXzvOLe4eXv/J1Rl6vD9/+h38wnPj04zQkTkG4Jsz61PrQprVPjaRjGJlBQfSdhA+ph6aixy/eKoD+1qPe5c/4rbJtckhgAsq/6mAJVP0rHyK0tpKUb+LTOR0+S2/59d8GwisYRNddEuBL4c1vwksnUgB4l49KqxwAlffyywiUKCZ4hZGXNKzk1zhK1XALPnWVTqkbr6VphNUf9BZGXcDKL8/GQFzBoVgJUqzhNGLGQ3DiZ+qSRt8yFA2ZoAyOiXDSKUm46QSbeHnv8paVyKXnuR64wPgAoGQDI48tz/XteBKWIAqJwMKjlzMaYYDYBpZMUx5AEOwEK2fd3Obeec4rNApP6Vw4SRlu4KFh+clIVWiLTGvI9KJhE3kn/5JODddai1kwlKMOb9kE+RjPN/lsifG5EkmZx1jy3T+De3oLpuJYPk2l/BhP28w88U0Z6RJfSUi6IwmEgQUrnMFxgXEYQ4c8KeP9WWw+W7Z6jGDgsGg7L2sutCf+goeLc9+SxbYyKUdGwTOZgogUvutq9PNTHH5PUZXbudNvOkIYShEO8TQO7H163wz8iDBYOyu8QEh8IdeJxrsx4HO7nApxR5Qnd5cj3oTP+EkqciQgZD3Dy1E7PvxLY+LaNQ2IuB6ZF8VU6eSFeEXVe8nAIUrn9GuRbsswSSgfCkHx5pqONYSJcJGLjdtWDJp9u5iGe+7o8M4HZzB6sNqfYnwV+Z7RNFD0ms+cu8JBn4eGA7tc7wVE6Uroy2MpmU/NiQTFuo/M7tIwneP7gR+dOMMC4iMYoWyTZ43Xwf3shHNEhIbb0/3nMCj2sYtsAeNKLqvBKdzVQGCAsm5FA0vB2+gvYjBc5My3o/t2I19ONtdo0xgj/sGDe4az5y4Ni0y5mE3iq/LUmO+8JowfgPwuYB4mYV/kUdtQuWhU2aDSllJo0UN5xcVYBcbT5tW2GtIGIGpSuvt0OsSjF6hhd9/1e9BxVHGRjsgf/jvfGf6X//X/4BuAp4dnnz2eCmSOrpH0a+i7dNyiYE/Rqa3FfHIIjzY64Xclty6gpx7dbsVUQoMtYHxurhenlLWUHfPDQHtlW4eLF64Mu5b20sNztCXeGMo884KE8MBgRiAp6zawCM3RZNfW1cJdDEMaFI+/0ABzx2TyTRKPdZ3ZGaNZZIqxUSO23b/ulQYrHaeqVVbcpDyWR/0KG+mhV/OUhUUMsEPHnhnuXV0brmJgbaJXyZxj45HyCD6kPly8dn146eAhDFF7y/eGjz89Pbzw3Kt8U3MnPDGKju4yJgCkekPaYacbRC5cvsG3MxcxQhfbWlQbFeWTuyMfxpQ57l7+uWTvyNFjw7HNz2Cob+KDzPuQ8wXyQdnbka04SVMlDH8zSVeyEbJc4Q2JyEARSSUaAVR5Gj4zugqHsuxYgqu9jPUElaTHrJQ+kG6wjvqUuMZfj6PTDeJGZmSmvzfOpW9Y6sfgBtsEJrzjkfTonwtf1bO9B8a45EtSbePdwrocatq35CGBcBxCPfWJiU7UXd4NUeVE1WLmxQax8BPio4A67pGxfnimLgkrehScOzaDz3WU/MUoaxQic+tiy5+Nvegt33HKpT+HVL0n0wUAm/T5664M7f5ePHRGTL9/nv1VulmxioS0FbD0rYvhB9JS94qRA7HwQwSazLhwlx95CTO5y8GE9cBafpRE/owTAupapTtA+YFTcInufkOSYzhCR4CquMpe4zmZUYEzrZSKJJQBaRZYer5yM7RkZdtgYuRYJ4/lZvxDg7izske4yNe5WTy9u5ySiA6neCODHr346nlR+YPs0Wn+aU8YVLIDDG2MQ4Uk1RJh3/WkjxENcpTHIXyHIan1WAu2kIW/JtTDH13vZeJu+XFoH3oKk3E92cZ9vCt6LQFE8V3ZahXP09gVf4Wrw/YEBmsythRJfz8FYto8pDW7UADq8bznjYeHuSsocdhYuean1gJUA16yqpHBbRm5cKSMIVNqkTnGHO9jjPG1kuHZY/tzUOfdNacmrYIff6kqCbeAwJEG1A2GcX/x/mfDCiNhdXhpmH7sj3L3g+V04IcTp88P737wGfnr1wE8iXvLcOjA7oyU2DrbE7cR3L17x7DdhtZ89iLplXXKALqtZvRNZ0V0gG8dXmKt0R0IuRlj02ZGJGnF1IU9rK3au3s7Cua3+TRC1MsoTSF4xO84yvKIsCd55STq5DlTohgdDivXogXkV0pIdI58wOhJHsOM5VRHtC/sNOiM0GWUNXGkzXVcf/gH3xne+cUvMjVvCXAUqevHjACGG3K8cvV6+IrOQl/dlp0dfk0izgws+W/EIZzxqpSVPIVRL3ft2MXXDE5DAw5butT7rUyJybu9v9l0mg2JQCWIDq9OmFcvPv88UwVPn+Lu7HY88lKVvOWN+BG0eqvRKrRCbEsBbAxgofjIY9BNfzJdSx5qKDCGPdxxvde5c8OJz88wusZ5g86FMPViKlJ9opdr4L2T43DoAJH+LXQaPvnsLIYmGxQWFpM3UA0nVtL+bdtmvWKZU04YpKC9cZ2DLKjr1KGMniMbO2/51FqYbPKLrE2XnTTqCLjdwmjzHC3Ydb4Jmk5AdL9wJf+IU3lY6bZsZJcixrnTRvYbpD1ONyrHJisNQNGVYasMDaOiofH3mk1JGdYuq/s81/0B8G4g8uvkbjqpnXM0UvoFruhJ0yv6kbs/Jr6497Ff+kZ5ml/em2KFxaA0XhAUaGs8W/KiRgkH1sxQFzNMIZxGTvzq+YEFh+RtatNHNmoa0f3azDqIOS7vboiZc6qJzlM2x/RkOgQCDstHcMsbtDIyBowq6tULaQw+yMpvROqdODViA6yvKQNdQvjo6S2BAnRnOSW1XGWcQdt3/8jgWTnv8IWj85SpNmRQU110jknfIrMOW5kec3qtLjb04LfodBsqTlVAG1Bh+i0s1MGtbtTp025b6NBsoqOjLtzncqov033tnnemBO9yOTW45rQhYWBi1oQ1mJQzr0qz9YnGIApNyQBpLuWYGSI/G8aczj02yzgNucJ0JCs4gvseAwXB7WxNo7W66pcoim7RlzcGPlZtbxn44Gy/B2sue6l3/XIcB6Qt005kWbZSfixDXClr3vNs2avyVzDUKsBvDCsY6/m6hHFGQxoqlB216qwRt7LVrB1djeJaY8ETyPlmL1rmm/qnYvvPu4+98Mwz8nTzNqNHaIC7tbZxEOsSOXqXitb4a3JpJcm7I0YLKPs6BwejDsqN18NaOYsSYJVRkigXvXse46oR5HESP3B42ehYqWtAWlnOuxORhtnPprh2ScV+yJlO6YwBI4X4WOmtgstGLEYLvkLov42G8+IFpkb45NBWDDFpM06H/AiD7rMsvr/EDiwbxic7K0N7yeQiCuouvPvI/Apb7c9zDMTxg7uoTJLDj0XjMCpLnDLt9857n2Wn3/btu/KdzMP7dgw7luBB5QeDhXyB6bPdnNnm9AsabNFHpKZMAEAjX6BJUxrXxGOEiSHjeSq+EyfPDEePHWGUwB2iTvMSBy08cnjf8A5HWThCplw1rryPLrKYeZhXNoS/vCOW/KJvW0jLnkx5sqaHEYxy6iDHZtxeJv/ZFEBFPKOaJD6V5LoYNE6OHNhIp7d3f2U4uG/n8I//6A+GN37ww+Gbv/ZN5vuR5UYHj+6au8VaJBdaWvHpFK9rrLbxHcLLpoO8069kMeW0EOrjDiNdVdKWUdLIFK9fDHCai3qLRqnOB3JNmAVcXUy5tWz4x7u6bGVhOhzNk66VwD42Vpz5/AKVCSPH9s4e5YCXywgzj4k8Qt7mbLPd5EHXJ2mHBSCqHJhvlu3SRSNWqkYUAqaCu8VGkTm+M3v64sXh8xtXUSbWaZHOzRkJty6SEymBg3xZQY/lnXaG1PFOpbtKoVgChymO+PyJnDF8dy6ypOIm+qEBZnq3tBHKO4zuY7DBuOB3WE7htKyjh9YxU4537to2nGP5wdFjh6lvXLBPXXmTxf+Mvm9VV5JOqevkNORTv4IssrehqHyvwPAJbCTLj0+OnIQfdKawgDMPylKgQAd//SRiEdND2A5fAONvL5IlydF7fKho+QUFd0kRKTocqArLeXMaNjpgKk0NvpRsFr+UHSDDG+/GUVTIOF7BIanCkXrIcPyjwy18jA/2CarAyUrkCYrU/6LiMhnWs5Ypy0EjQWDTKNOXoiNBgHk2WtKuqmT+nHiWpbTY3ko/io5pcFQMVxka3nxMvcXDOvlIT1Dh228efdOzEFU241Gd2qLn8Uq1trDHkF31QrjCGLEqV/4clc2AAkHCABX8mzh4W12KH3c9xxE7jXyR4F0oDTMfOk1lb4bYhlUaK34Pr3s6CSlrvkvDq9pmW7g1MqIvmuf1IRfZ6Qut6EPL8NDGO7JPOIX/qa5kM4KZINkpYY/e9dBgJ1GUXJ23RzSYv+9UKDK+S3vTnbVuN6qt1xz5ss6t5V3IPYt+iSRer54o05UKHj8rHkcbjOhwoefhWBGZ8VYKoKGi44gFKr+ZAEpABEVYCuxxbpImQNobwpB+DmNMRPAl5zt0y3DDGm5pe0idOzVPsTvKaRQraxudxzrYmmEMMt5LHuJVUZ12DekRSdE5cOhgdmKdOnOeStz00s0A0Gm9A/uVkRX7k/+oAlBHp3hNL/Lj7pEItzg08r0PT2D8PV5unR2HcldoRD5jqtEjFtboVWymJ7KDb//t3qVJyArLnkge/IadI2JTuczSZwFUKNIt2v1pnhGzV156kfVPC8OP33pnuMAar1UaD2XkjOZ+voDgSOm9TG3CB4breqeMlIeYNUwe08ivj/TQm0ZXYSBR6NyBA/tiYCt7C29GXQiyYXUDhfk5dRac/CmTdnlb7/RhNItbChk9wixUjwFAntFbfP31r2S05wZTXrrS/Skmih9lh8LDtNZy0t7h5GiBHXP2oLvfNGY8K0TEs1dTowzREeU3z8jOdabjdGPZM1E0Cr7bUBndCju8KAviZ4E9caTu5bl7V5lSznSMfo0vHje4KS/SJHa7VliasIIBZh5ocF5g3dbFC5c4duPKcI1V6XccibS+sJ7YgLW/Sv8OeM58fi6dmst0YFYx8BlXT93jetR1kXm3frKhcdG/nYGDBw4O3//ej4f3P/ik+DOFnSC8Ko95rLQdnFEXYxDi4rATucz0ozu3hVFH1W13Npc8lJRXOXcOOw3tGYjG8RDcS5yL50iSukIOhayYxedVjPhS+ZOvLlh7U1dYi2/i0zF+qmdwDQ7Pc34+hmklN5U4UrGV0Q47QI5W6LeZY0IyneuU7roLvbdjxcjcA5YYqMteVP0zuDx3P0oEDG688IhfRmrSmKh/8B8xtEQJk79Knan0qftFlYyDT+K1+JWV4sOb9gSFnuAGXP8WZnjaHO9UG4+6cg6gVQpyCS7xxfIQ3vbKuFyOiuUZw4WKKxtUgINU+BjjJL7Eio/iz+fitUa/jNXT7bNprHRW2TZNQnj3oeAOS2+RAABAAElEQVTj0943eBs0cRB3lDObOCzL4NGA4U4xom1yob1lphavZwE7i9izwJ2B6Lsugs/Cd3cDt1EmR5K47jHCdH+tRrrspKrrqUNgvwwveaWFop23vokb2Qcozjs5bf1Cu/OAESiv+4xG9efxnpE1YStuYrbnWX3TZTS7m2L/IsN2F4ftV93Z3Ga90i5Hdetqo71NfvkOsCN8kWUPa+9tZNjR4YwQT2Hwc1TQ0WM7aV6OFDLGDi46WRjjJWPXdrnRwA0Hbn5w0wO20R3aZ5rguysYZ2xuUE7mKkiqglYBkjwerIesqB010kqzMq3Pz0CWSuL44QOxX5vcAuPU5F0aJjg0K/jDobzZ4uxzd9G0/vKoO2IGRqsRNlNggku+5JAX3+E8DCeMN/+MZyXhWqKDHEFwg51mpsESGPikUJriSWrDQOcXbgkp7KYjFxCe5eMUpM7MzkiaBgYo9nJMw36u63x8HBFEVjYw2DbDLtY/hU3od/UxTVa4GYYFX2hSWCs9QIG/1JyTw5l+PPH55WSuhaBzF0baj3jvoRgXOY/rHBW/Q7Oe9+SOzF2sz8tCbRCml4JsnHPeQ6PhAGUk2mmHqjLBdfGML/EivaQdw/LF558Zvsbnd956863h3fc+Gq5xorsjDVaQL3/pORpe5K58mIq1t5OGyEoDnarhaPx4zwCLXcyMlpjqSnnIPuFHLs0H5aE6Hdy/m52c7B4El7lnQ0zR5I8Kh104JDtyNVAduYOBcP0an1+ikJSWiVHdAW+AfM2Tb1yNN9NARVQ7O+/T8N4f/uk/+cPh/fc/4HBaajj1zAjJ40SM3qAO6McyYeCJPGw8mR5kekAjALFJxGiVriCRGbSDS94aI7mrXzrTvohhcAbjn/5BQLKzBjn40WhjxvkAzuoxi420kthUXoGyEZob9rKW79atMhJ7r3mMP2XB5/Zu9Dxz18isHabim88ORHcSXsVIv4Z+Xr9+Z7jHp8pWob0Cj2saG6aVXjeaGf/TV28NP37nk+HK2QvDNkZ6llDcoxz6fITOzPZtbJ6gYr0/h4FHDWTeudtx9+Lc8AJ10u5t2/JtzW/w/cdtjJj/8z/7n4eb0NvClHyco0zQe6CBg4ej1+7gtnTegk9HEN0tdvUKI9ZM+bvzK3JCgWJwmEG4KoeVb/OMPq4wM2ADvsTmFfPhnZ+fYlSN0bc77iizIWQ3GJe7w9Q5K2obTrPRDoL15uyARmkS1qY3nObAhqIh466fjSRy0YCtq0auCSWL2xU+LQvtMs2Mrlf+m4Z2Cd/imaqp882rylKFmFXqkWWv+XATVyDb3XLjn771m/CUJ3yiN7NQdTiZwT11lO/iBN7LNh+14uI5d7Bl6hBctoU+e7cybpffgRRW/x6n4ApHni3SY7jwFWesl1PkG32YlM/wamEVN3d1T95HY9Q4vCe9ysn0573BGNSlogwbTOqyyBS/AgmKig6C0DIgrYXePDprYN0K6Dj1DGMxImBE4XBpIBiOyjSdkyENCeImIQVTfJb+eNpBcS8l/dAdDXXSG/mAOhtrzFP8+tUEE9wwXTSk0y75721f2gEVG8zBqSylteGKHrT8ruFI4exIGG9WLuu5/JpoST9guHpvL/HQUzlwzSqvvCvTyFnwFoYWgEr4lsH4+57RfNt2egI5yxC/OUa/zRM3a2XDVjphTklaBzkrJ2IGR37z61/9U9FYwchgKkI0rBoh3qNxssIcMgcRfunZXYzQkHEg+PzsRXYfwQ7TPlYCnnJ+mI8R792BVZcSI2ZcNLZwB59+Gx0wJk1nehtZ+FrjPJ7bWdjq9wYr+RLFsGHNkh4eXpkAA1tcEThFdPrMmWE7C249R8uSXSDhCmCQyKdPKHfOOgLACkw4noqPeoEXM1y8xasKE5nhu5WG9CYf9l5guo1c4J95bfBcpOd/nfnsaryJF3JWljQ6UkCWtWhdBdbHzBN/jTDeJSM8p+s4O7VyinzSWsVCcOlvJlOXMbh+/v7J4dpNj/vA4EMxt9Bz3rt3ZxqF0Idfz/PxXLID+G+xR50DRkGU/CKaTrzcIiVZ0jXepJxXethLHE/xwvHjNGA7hh//5O3hKmccbeNA3EUXfoPvBt/7m9vCmjCeSSWNJvKEvg3f3AO2/tHCHDnCx9o5rFL94sRa7hCkJ9/JhtgjfsSTYX1wU64x4lg7gLFx2UaTQ2STtZtcJE9a2Z27e9d28tdKxJGE+WytdjfouxhNe/ewA9RPxdDrc61UNUam07xWljNuqpJQHN3vNlNUO4efvc3HnDn8VFk4guEUciBQ5prmKyy7maKWVyuU6ACVx4o9JHYsWkGps+adlUyRUGetHI0/+zOwwh2B3Tyc4wsEx599Nms+MMUZ1XQ62HVfTn0RF3rSFINTitVIg5T3msJR4/w+6hIG0vVM2XtgaAy/nlTBH+XE3VytV3JTwmI2E9io+MksO28ev2DvcZ41VHM7MZKYSncEh1Uj6MM8xvvc8H+98ZPhv/pv/nz4u795czi6dffwJc74OsRRIvOUr2V2XV/DkLJXeg/dNuPdqbl3acvwtWcODC9hOMrqVU7/37NUJ9W/+/mJ4bd/97eH/XsMYyqQ8DkakhV2rm7G4PMsPkfLHB2143ADAxGW6TysMFJ5K58sW2ZqcteuneRKGWwm1fKkNK1ljeuo1050zA8gH6bT98Pv/QyragHd2oeIzUvykUuDTkPTnncZv2gbfua904/VSJJnaSwL3vCsYbGBbY1sYKFv/shveGnv8mc++zt1ZcQDK3y70sTyUnVOS5OR8LMeDo6u67yr98aNJuZZIMuigT4VDB6JXw1iC7Pus+40is47uuPSFdSDvORVmOiqd+SmH2FeZBwFnYu7314UV8p54oFX3A1/2JGsl+Hc1e/Q5L1ol784dIEZdZkyaAuqZ+KJiCfJN4QxmIDHK05IUflexmmFFATPCRBla4cQsH+NcHCECE/iykWcfDbNumtEUKjCjLHgEWkXq74/zjVSXRbJS/mHhrSK56JcAyaECRw5TyLjF70zzoxT6AtjHBDCbxlK7V0/rtSfLd1JPbJQzMo0slCfG//Bp2/wVqYpOzO0lyclHr+RD+G8AEu8do/P5HmSnDHqSLk4mOWh7yVfUepIVe752Due2gbO8hinkqpNxcARYc4URsgKuuHZyqaeOXfr6VdD7ug2JcDKWANDpzIL4LuHFNaiTSrpbU6XpN8ZYvbIJH6NilsStSgWFmVGgiEclBGKgukXDxUw+Z2B01iwlsa1HN0lk8BpA2JiRsejCdfLcrqNdRovv/yl4QIf3c3atilsi9Qbi+xexJjwo78dZzJvzBlTwbo2GvhV1nO4yJ4kIzdkoFFHGnbs3sXxEjX9Iw7T7jqafAaGd2Fm6SoGomokv8ui3zuguG9zKMsnp5lOBM6CyIAxl1M7VSCdcjzLgZSXWNRdPRkNOM82caeo53khMXg1rTbGTg/fZKSqeHlY9k00j7nN4M1TR652MeL0XRq4115+afj0o0+GH//gp4wE7mvTbMhojQYTXu95AB9TJaQ2Iq4CNMEH96TwMXSf7K1+Hj58OCeN1zCBMrXB38R0FzvkfJYysnDUyp2Gzz773PBr3/z14c23f5ZRMHcO1nx9anrgKg+LsnzOeO3cuObDI1G+/e3fGU6ecK0dBl/gbFCliC4CY7ocgV3mbLisNWm6IEY/hq1ARgrwPKPVaHavfjeGeVok0sHw3LmMVoF7K0ezLGAAiVRbz5EyvKHCn8+hBlcg6B0vUBKPKTQP5wHOyuOXdeap9cDt23xoGxrbGInq27rF5YLp6xjkWxnp2cEnrTbRMXGqbX7uBgeUXh/++z//6+HZzYeHP3z5V/lO44vDaQ4o+r/ff3f44YefDWfQ7xUU+Y4jINheWzZx6POe+eE7zz03vLTjEJ8ZYpE9h7L6XcgL504OCxo0V+8Pf/P37wynSNIy9YXrsKzD7j1wo4PC47gVzvzSEDab9h/cFwNUI9S6b5nPRHl0ivUjtaLMcs1cn1Zyp/caFbDGoJ9m+853v52DjU/yHU7LovWXco8qQA3pBknXkZ6RxVHpnWH9sqRPr4KTe//afYTnfXye4dAv+T258zjyYThMhs8e35Gyfsl/jZQWVfVGyhtdQoO4h3FXdHHNj3ysjgzyTKVNoPpJvHR+eXYkwcvOiuW72iVKF8+9nozRyPtTHco/xs8zjSJ1vYvxxU0WhX7B8Bi/qtd7uDSLlGmQ/yrbmb4kY4UTSeetyljByl9/qo5PySG//MzasvIPtLJosSLO4FA+wiSSEUX9kBt5gMl6fgjksR7BCN4ZjseCJqBSXTDGGd2jWSO4x0jrl3wxmuCmt9MVT/BNcer5Bdw6Ph4BXzJ8RMATvHqZEKTzmFFh86D+E7vbFK53rrqfepayY3x1JEu1GL1myQha1zJIAA0FR7FE3g0Wp6+2Ypg4jbF8i2kD4Bzd2MvhnDXKy3olCLnwXuME8Y0FxD67ZUtF9E8mv4gTTJl7iduh9rgEgAY+o3hUDmahhoDlR6PLS781GkKNjx00AHeYSlnvRKRr8Sg8Fjjhx9EHQ2WZS4z5taeMfDzzbCVHWrizwvUYcxh7S0wt8LFupic1Pm2Ujxw5RMNCA2hlo0IXklTIVsoulEwF0vKglA14+NAlw4n1wcmz7IB0FyFSNG94MsxzRq4zMvbpqbPkixJgHhpDw/R72CQDBhlxikyAxzvhN5fZkSX+4khSX8gJX3HMTUYtSPd9vj/m+Wacwzp842uvD7/+a9/KrjTXsH34wbvokaYH+YQe3SW/dLKy3vgyP/Q0vGCE+yIuMgWv33k8sH8PsoNW9ENDYODQy2vZlVKjBHBPPrs2xPVHJz47PbzyyldydtQ1prs8MBDbjCke8gC9e6qDVfP+hReeYbruOlNrVxr35oVpNK3wQz5TPLITLs04ekTOEMaGEnpB4ihY+CNOL9w+Vxb1h7rHX3lFZkw9LiwNl/meI30C6IijNTZEtjzbQAiaBjT8mHv17hSWgcrFzTSGuEu4+CDol3DVsGDoNOPe9Knn5dTZYbhNply/yqG/KwvDvGc1cEq/U5DXbqEla4wezu8YTp05Nbzxzs+HH33K54T8LAc6Pa9+U742w+8umHvtmSPDbzx3HCOTE+4xkj47f5ljTvZmxIoJ5dRN/+hXf3f4i//pL4f/4r/8Z8My6ywusHh+0DDl80XFK5OdFFAPTHUaxbWKlW7GyZDbMqPujji7ts71nEgpVxJiYngz767yHU+nLF1obxk8dOTY8Hu//53hp2++GwNOnI7ip5FtOt7pVxkHE/geeUHD/+llIyUP5f2YeBvwdUO7j7jNaMEbsPdQ+nzvMXfaAeRsPdsvjbDwD2wZcRUWPlDu3uj0vC6G6218Vn0b19FxdE79Vj76xyCrRiU6a91R5bXfS68FT5zE8+ULXKEFoBZw6ntxNryWP9VUPPrBQ+jyqotOEN/ppdHhuZ6HYiaw+RFdwawrzw1BtWHIreci8rXui17Et96Vr20oQh/FmCh46a3/LC8f8yzcU5w8mn5TkecGD3lZmNGe4EmKE6GnNT6BeHQUyg8g/VKAPptS4acdtZGHEJ8QfcSj9Zoy0M1kreyLn+5neIfz+Umux9l4N07hoCYHf8JVKZ/5s97QltJf4yt6JB9ccpiBLl43f+v1V//UBlxA1zEJrFJ0RGEOQCtQ1xwc2MmnaDjpPMiJ9/m5yxhdEnBtA7uE2L59iF1gW1mQbbIVigzNnMh406tfLXCE8gFByoP65qGKVzkAcQu7Fw1ypYfzz7sylWTiGypzEQj/rCSrweEDyRhft1nAO08FqxMKAnnq5TG9IF5y9ggQCkiZVHYmQp4rVtFRBjmEFKPCfLeBtcG+efNGRjP0c0747CUWGkPfc6AkHkOMuzKDIvFapaOfV8iRfvkhT8xoJhFj0B3azxSZ8kOIDGqy9mURw+sCh6lehmem7WgkEDoNhovfd+a7hwpRXM7amwiNS0ejnJJM5RNs63MpLPCjDNa5EgA86m9Bl5aGBVNJpKMqS07SZyHzsWNHmZLblZFHDejNnjKazMe4Z5rJ0cbDh5yGc4qu/vpQNbm3juzGF2Vmwx5phad638zolZ+lIWtymV5Hdw/x4fOlbcjf4fAYG45q3OdD5lfTOGosuKvVdVnvvvNOFp5fYqT3+jUO9cS4pGTAp4b5enk45eciVafoVph6unLlGjsvMQCTt8qdcOgZ1/sauHYxTemC39JB+CYTnOJy16J6G5lHJ4DJv37qiPlRVwImQpkn3Wc4iuHI4f1MPTqtZSDAXI462vCrnwYoacu5+qtuWc7kM8GEuStTqHRCpBflFl/F9WnqSkWkpW6pr9CLXsxj2PBdUQx9PP0nXOqrwy1GqVxDurCZ0S8U+uq9XcOP3jo7vPl3P8mRJScvfI6x5DEuTJ8yWbiJOsBmz/Lp0SLfevG54RU+s7TKydIXKW/v3Lg8HNq9n9GzW0z97xg+vXCereirwyv7Dg+vvPD88NGHfJvzjR8Or/76N4bN9BL2g3vNhepwUy2bJ3E3gxO/lE0EYgfUytTzv0haiZXwVL7JDEohsl8m/0y7o+124CyHN27cHk6fPMHo+1HqBcofMrE8hya/cZB35LqyS174D948+BKpd8o92kN3EARH+xWRaLqrstJhynd9/daAzace6Ql3oTO95J04SQE62pRopC2NXJYbkl7PjQJe6tzo57vw+NVieJ9bPGRbRpjvAnYcPsPEL3Epl+LXBE7kpH8u62X/DM5v4Oq5ycc0EzTKyobKF5W8xfVR6OhKwgz2obn+KIn+3B568krPCO9sEN7DBNV7DBJN+Jr64PkY11JYoaFf5Tt50FEkkTOdMGx0E1rdv+4gG9MzQuehaPILnikqA0c/SHR8AZoAjv7r0ba4M94si5NoD8llmg/i9L37dRre/1/a3rRHs+S684vcMyszK7P2vapX7hKblEiOpPFojDH8yoZXwG8MGBj4g+iTGAYG9ivDhiAL0ow0M7IocTCUKDabWy/VXd21b1mZlfta6d/vf+598snqZlOkNJH53CVuLCdOnIg4ceLEif7Xw5dsu7DcgvyE94V/y2fe8hPmn1UF/EzbCYvOq/5jr1299Acz7E6TnrXZRSieJXSecemA8XNWuI0xjkswVufQ69KOh7OAe/efpoMkVhiRxhb8cRKTUdI5k4wjjQAp5Zh7/xsinQHqfAByYbLFHrB88PQZh3xrOkKEyEQAnnZ4ardYcJDCdk9G5L0Qqh6Pkihj9sjJDM43MYSzU6wB03g2PkDM4HSUYk+Cw6AnOh7G99nBZQ/pnxUgwyHC76M4vM+MWKVz83AwNCwlzM9y5p1LX9mBU8/UKEzWyBSSGvSLZCSRdKkQ/GRpg+N+1tqdh8vZGRlGDlzZsUwhiTqJsVeNqoaRrgzJ0To2XcxNIM2c5uebsPwi1+Mo3wOT4Y1VTjwPTBawHuTuLNOXZpQavPfeBzBjnkdo+bUHgwTPgZd68cie8QyCwk2aef58eMw1nWfK0cEtfSHNmiC/VRj1dXaseUZBlhtheg6gywtY92dcxEmLo22V8/ieowjuErJMsro7p5lYvP7qa+0M91PoCS2ylHwCXcfYcMqgavwhR92blvPXE+hz/fDtd9rpU2eyfOdgEaYHOq08KR/4G0Mfy/MixZk78/Rzx9IW+kzqMWWQwU9U97Ro/GFX3wjQ1YM6Q+5encF0xSzLwBXeNAgDburPd+u/2nWYRmCDJyAZ8VizNdv+EoZbtY8VIPhiGtKNyQ27vA55pl46mByPppiEOfHod1HZPsZlzoijaYxVGL3bT3bb//av/qT96R/+m/YaSvXn0AdTD089sHV0GHeVvsCgHaAreArdq6+98Wa7zBFP68D85Ml6+wCJ4wVwv7a5wkaSU+3mg6eku9NuwIhOHqy3eWjqq9ffaE8erLY//Mu/aq9+6Ua7yg7gQ+jTYlEq6AKJNtJsd3zFR3zw85u420ea7STOvtH2tAmT56Yea14aG8echeWcRecxbZyEV7EZdvfOJ+3112C+gN8NFmSHE9dizsz1ARFdXuWP15AzhMPisR+eGe+puzBWqQPr2nS7n8/9L2mYX9VhghvOoH5L/XKv16PrkIdxQk/GsW81VOLbnvxGOSxal0r1ZfgXKvnug7EIb1A7Pn5pHkbTj/bQ70QsBXjgTTi+e8cF9sow77/WJYmAPOHhufq4NASSC1L7UtA+CJPCegEGbk4uUpQu84KMTwlX9762DZLv3bd648X/3IrKBuXqw3sfwNbl0KVRYBuvXMH/6efuc3CWtMBh/5dvyT8XXivxARx5wLuHIfc+xT50wahvYlOg4XvGnnzEt0uvh7rH1aCMFCblMVyX53C5TObld/10w/59en36v+h7InaXnvEaDjucpv7DYay4okto2jJDD1HrsX+wFOlUxQRvKYsNg5LzXJN4+I2FmYk/OLnAWX903CLKDIprDBrybOMuhDZ2E02wlMbhtGqu4nuPnXjbbFeV+VJs7awvdrnow9xpV9gEMGffgeVY1Yu1BKncTBPni3AIDy+7zFKfsnSk0nwYJDtv8vNg4VOnUETPiGpIC9fFN510jHSP5KskbidKtV0HYKeUwMZzECzdAmOJoHS73B1UTUe8VNJ8M17idqAyuNuxuI1ZH0PKjCkRUoK2sbmH8UYUeeldVGA0lPHNg1jgONGSb/I2jJXIh1Sc4VCezjmB6L08gpl7+HSlPXm2hp7XJkugQulAIs6EYB9dmwnObGSnIxKPWjJROmenYu5mKEOtkc+SJhZMeH+GE4aXXUox5J0+nkAy5Q1dHKMYRgZ5CyvzTx49jkkGGfP9F+hgIc2wLs/JfHV6YIQmBfBNzyJmPt8RLmURCMIHh8aqeE+erESyIhQKG2SIL108h/QTqOyAwNXjx+gZIa2SQRZ/4nwHHSOZUpeqXTbOTsTQhvVk2tLDkSsfYYbGkIC8z1FYHkQ/j/FT8R1ly5SJkEYlnDpVpzHJUZMDadkiw0xgH6rqhkAm3EcIPQDz0D0JkVgkYiaaJTGXvbY5cgi7cKFFvI0DU+rSY3TNzMufFdS7Aj9xHBCll2VMTmgnL+FMI3G89JHqXskMewoTkIPTFBucqgPmJMy04420duJws21RJ//2b2+1//1f/et2uLTWvnaVw+R3t9pDTFMsI4FcYZl9XQOmCCzZH9hehSF+69K1dml0CttoW+3DJ8/ah0xIXps61bbWnyNxP9V+ivTv8cZ+uwEDfOXkVHsx4dFOm216b6zduPhF7NtPtf/nX/+/7bd+7xso5XMGpMinUE4SZDadkbobSTilB2lDqooJHdr5FB2fZdve0hr+VGrINqy6gQzaiey4zfAd/cGbH7zPSRVnS0dWEjBhkdjdgkXy8bWeg7z+LXe/Db4Pf8GzG+pI0X7nM0MNx+ieq768Ho/h29CPdujbcVIpxsSE0vy6FJKW7dbAvvCzvvPKZTChkK6hx3zzO88VhijSnj+6ARmvNDfeq1MzXaAxbZxxfpkbdA+G/dTPsvEnbJahS/BYslVAIvM9dOBXn/0vfBs7Dr8gJIOcPvinrvPVj/lusPLv0+Ke/8J1pZ1QfcpJwNB9eqIh7lj6nR+3Y227807xSEQGwe9KvQeO9IKDobCGMRvzPfbD32/1V3kFHPFDXUnfPXiBN2FNpDCVuP241qVl/fJ4lFGXo2F1idOF7Z/zYejS+ydGn+7Q98967OPkW4/Ll/Icjmf4YZdXLpbZZ0vY67pLq5moQcx9vMqvxulIvr7+1S/9gZFmmTGrv9OL29NJBKEGdnZHFwPSpmgsNzAeOsZWb+lseXmL3UV0kG5vVWmVTNU/MXF3j8mATaEwr9J8gKDxmd+gGEA9eO5LhkdVvF/s+BqMxvM8aybBnF6gBKtU7inLC6cYyCLO76gycXnOq8jxj8Ftc4ulS2aoYcq6vEJiLrOm0QMLWRpPWCO9ohPgCQ+J1Q9GJG19DezQCX7MU3gy64WwtZfkTFnpoDsaHzNQOPj1ytZGlVGQAcM7+VXlCMPRz/zMJZsbwL36dvt0Cu789O48HYFahTEcP02BnJzHEK5KWEDmji7rqgbqYjIMqP2fkxiJVOJZ+mhdQsQadqm3gYclNb8urMABrxjxng4IXEeCg584uoTe2xX0c+bnJxmExtuJ+RmYsSW+HrbLl2CeA6aQSyPgM0mb8Oe5Li8Di31plCRcJtKswBI2pbSTFhpI48Acwak5JCpMCFJnjcOaV4JPGa/ULsnIJHhgtgeF5wwuS9aBUvcqfw9ZeE3qxWVwCAD6mmkffXSbM1Fh9JSsuNyHfxWKhEhERmiG9NWbFG7rwva1zhmQ7mIzTOpKGvY5ZexzrLuw+OPKv9hHyseg9eKAZU3qdML2Bn30tGTbVLpnlExqwEkxAkkBX9JIJ0gI60+GAsY0UnBiETUu+fLka7wKiPqoX3BdX9MHmA9Mi88V1Ps4DOhB+8M//ov21999h12Kl9oXOFNxCt0vdSn3oe11wj9mORGWpsESta9dvNC+fO5CW4RYNjbW20+YfDyEqT/NkU3r7IK8dvpiexdjpyvssF1g2fFNGLUFmrqGD237W+wYXMbmzgrSqKcsNa+C79/96utALN3QjmROU8iRnJWp/lZUK7ryWT8yV+JTKegGsCnlEm9OsMoshMuT1EOHR5cZP/n4I8zynMZfpX0nJsQgH2ssd/HT5SFlibmaDJhy/bjl2XvvrEliHvtQlFnXPtzL98//+nJooBEgL91j8hRe/vPs17x3tNYx/QlvML75i/6weJG0wnD5LM0RBv8wZNBvmDLv9rv2S2kbBQIJmWB+XH+5+6WBbPWUI+GsEfvGStayBfbUFX7498kV3sUkPh1CgTbPVGfnf/y7vn11dVG69Po3v3fP3Pq8Kl759yHzrQs7aMM94ERIfSRiPffv4lma3mU53lWZwCP9dYD1SRSKySUPJnj0s5zBS/etT9tAx2Aeyt/HJEGchO8rtTKqeF3kPu0+3f7eJZewPR56v6Tfpd2H7+/DYT713OPbDzz3DKlx+9/LcXq+qPfv8xkue4wNZzwC36ZbGO7oufPj+6h6OZt0YjINxUwEkqTdS158qcSpJomR0tuh2vwXkTwZTyCsRCVSu2wZbywvqQD8AEOJnrGoy5hsQsavm96D52G/fOgvSV9FNQdm8/IDSvgsXT1dWsGGEDaljIyzIeVHqr1kweA2dI8+SdRAbuBqYMbTJlUMdwpbl5aMpH3JJAOZhxhPo6g7ScerNEdXcDiLKwa1rzz1XCYZXK0o8zt5EptaDMR24MUN08zFd36UJx2QMNYP73Q+3qODpv/hNhIV0rMDY0caWkTs6qIB+U4mSnf8yaQpCFT3JOnY4IChmD5hJjAZeVfCIbJ8jr+F+nu7NNmjuiPZ5BNzAiw5Y+5BSRbZA/seTM9Eu3ppsb3yypl29SqK0t/+Vltaepqlvh5vJtYPgH8vMCivjixwVpoDLYwNA91lGD797cDzBeC2kaSokG6Z+8HSbw5+8QZYd1dtobu4tIIOXb/JgzDm0tNFXrsLUdlwAINFCtbNVc55dIltBwYu9W+AzhU18ILXsxUU86Fn8W6rURQ9cwIL6SKsIOdedOZrX0e5D77rb2glNJSdQkhTa5ha6Ge4Zi0c2tyilgdlMG/9/VUYyoEeoOm4XHyK0w+U7PR0EVQHtADTZazHcRd8dmkaV307JbaDdOSGd2GePlpp33/7QXvr6rX2xjRHlnF25jgSrXOL59nBeL7NchD8OAzaKSS+337ltfYFzkycIe5Hm0/aX63caU/WR9qiIjEmVCcvn23fe3y/PVrebQtj8+3S9AxnXULjYHYSQ49tZ6J9jC7eX976Sbv96GF75czr7bv/7t0YYQZjoQd3ii4tLbUV+qx1jLpuoZi/zfL+OrjcwDjuBnpr7mjUUK66YTLpA/xRJHU9H2DWJnUqHdIOJ9hRewEjzLdu3QEP1n4Q2MXr66LuoswfQn6gPu4XdOIfQu7u3qz5YW8D9OkkTsJUuuXftdkuUOLy3JfjU3fTSxr9te5dsrn19TqAJEG4DJFG3wR6r9ylgy5QsEIg08ok2G+DXwXr41amXm2x/5BfwegYUYjlxhhRHRbZ0w6Fp+68+0yQwNzByi1+A9iMUyEG9J4on7qYJ66/vVQf+dD5WaGBMBfj9A9JoS549e14yPfoMYBWeQy3wuqJiQ7imGQPTBervHI9SiehhKf++g+pN/JI6B43fjTf3vWI8X2obHnugpnOsBt+72lTZqZ3qZMuv97v6H4U7sjv+JMhBqFIx76/hE/H4QieyDcw0G8O+k4lGqbRfTMx+aiednzPRMpgSbLS6Mf+sf/u9//JH3y49BCJxHybY9Y+qh0kYjlwu9slMxFiytCY6Ch6F9evXcDcCsM/g/chTNY9pBg535GZqzakOLOoLWg5mnS26bC2sdA+PatRT7bl02BimIyv7o70J1wBWhgDKIMJs+NuSITRUOdrjQ7Ms6qcWTpoMaDAGbmV/ZNPbmNQ9TwMjgOMkh+6LwCOXSE9+JnnM+w6TU2dcITKjNi2VnVpIB2SCxkaXOggsPAtL9Ux9EyqZXOgz1JZ/x2mxkG0ZvnOprUb5e7I7bbybJ1OmwRleMhYWYtlyBBB/ODWrIBNZnbAmOUb+CFdvubnQOgYXW+ENYzfTY+PM+yeW0Q3Btan/ii7dVrdf3UQSvI8ENxNC7H1pd2kOFPtXTVY34xVMUXKkSPrDg6xx3Mq0HIarsIKn8yAOzsh74Y6GsyhBxKfan/1ve9xIPc1YEA5G2OjI4eYarBw4Ya6JPqkhu9mrDMfH0nbB//EgfX4iPMAD2CMYveL88fmkAZeuMRyJ3kc7k62x2yEUJ9Q21NKy2qHpNSGlAOr0B6RND0t4yCdkDJSKf+SIfgTyBekq2kDzSXI+GoDbxkp7XMs3i8sLg7gKtgoH3Caghse5jV06zIWI65SU5k9Fber06m80sEkV2N1Lo+F2/jwHiVvXmzstoMy8QAuZNitBzsIvqvHKACJncrjKyjI8gtltI7MU8mDkrsdzDPbD9jPBHa+fd4fC+0FZGzNiVPqHR/pwjZ4gFQLLYX2g+//Xdtaet4unkQvCxyGXIDLA7/fW3rc7i4/RY9rur1143pbxPL+HvT9EZOs955obmIWXS70yegHzp070z5mgrfybLtdOLHYziJNfPXKItL2XdKFz+P8tw+f7LSfP9nC1AT5wDS99fq1tsCh8O9jdf8b3/oy9bZN+CkMuHrqA2fE0a4nkJC7QUd7PFq3t/2tsxRKQaIDuAecM+gCSmu2VbHrREndsUmOGXJiY01rOPXmu7fal75wlb5vOzs1R6A3jV9aD+ILtFgzx35d1ZhdXOqrHrtrFz71auVU/foxT8RLiP6S710cvkC5Zp/Qg7xTCcQ2rM8ESHs24ODZiTTfKXcNfobjZ59LfeCdctuEqx+DWqQZv/d+tBNpSXxJ92G4wKGTWv2ZV9OfgT0TqYxz794C9wu+SbP9L93F0HsqxgyHflV6W4MpCXI9JV0vvFu2vg+rUy2AXW/afiY0xrUxdP1TdH0SVT/xRrikk6SC6T694FnpJ77JO/lXvEDl7Ak/qamgrLt+mdwR0/Zk7VUJiBvg8AlOK65pp51Ll+CxqzH6PJb/aXzPVjbaGKZUNrBwv3cw3fYwEDyBTcQSEJCy8c2Tx6pj65Bn/1I+cAf+1fETEm3SeQzYCw26qs8LLFKCKz45lxjcjSJ5Zl8V+p4UQvx1oId08CJwylS9o5uDmMD4Z3howvsBkzHjCoN9yKQ0w8oCW9GIbjsST8JpX2O4vgyWI5mYUfezAp00iyvzM6z4d0x3Ymq/X/F9jsoO/lY82eZu3FHq05U4f8Z1KCDB0Ha+608bDy9jWNKkk6PaGCvOzE22qyjQr6+ttlMclGxBFY9bQGdzMhI64+hW2Z6vjajZBb4hqtecwRwz9i0YG8/Yc1fhNDPPHXZ1ufNR4/LP6bRM7xqDrQxTNSoYCipoCx0bJTg2ur6tiT7zCyK5WAiXznYYOFweYEyIZEFGaIa85k6eZNfl43b5wjkUbjH3QJru3KzqLLi9ZudlKsEXMzgeQoJTupaBDABSgYEisb0YBSK1w2CAdlZPeIlEbviFcWC4omjP+8oKejPoD3nckdKvFSzg2zhVNjadQAgYfbkzuCUPOyXLXcBCAvhWHvRPPNY7T8FbX5ZDItkclM7ZqUkofQoJ66VLyyePRHFr/DhMj/X8GRjrwpt7xTTeL3WV6fFgQwm4aWIPvacT0M3v//7vt+997/vtn/3e7xXuqLd0HJTkV3dHGWuHTh2v23dkwMSTZ4+6rEcDpp5kUKTXfUxLCFpduhzxUEK2xOA8e2IhZlakXwcYUZ+2l/KEhe5wU7U1Dmf52us32p//+Xdh9LQ75jJ3FT6NmdipGxrqM2agF6fP5l1ydMeiA/4ey30ZhASnK5I0lglFQDS94y5mAfCSLrcxB7MOE7e4OEc7l55NxDbkpMOOxPghsC6RLhND2f+AH4ureZksl7GUWTRnGT+dd5fIIC1x1TMUJYGTdqEv2jndElKk1t5/9047hzRriqXvSfMDnBXMTtx8/Lw9xmzDtbNn2jWkRtrl2iO9j+4/aE9YUpyemE2fcoJ4cxfPtg8eP4bx2mjnT8DEodB++drZNjdFWeEOnjHp+xBp1qMV+gPMTLh8OTmBjbfxvfaNVy61P/rgQyaHlBNTFdrutB1JE0r8djF7sQ8yoioATpQcLqJTdsCh8ZqSkX7U71BKSMQwGtaf5e03F8hczFPGTSaSz9hYsMiyux25g5SmZZ0AKV0fzcBzVAciMlXkA64DrV5eukoXugFN8p6UumqqdHjp3gfRgTOHVA88bCNdXkOg2F/pn0seaiMVXDR1Rhu183LQMlfTBJEOvlJKDT74J4zhHJANg1fC6QWt0+ZVsjeu/V5GaCeoxBu0gyE4RQ6fj7kBw9P5yqQU4OURZmIohtGdOOmALA7I8uy3WNAHnlh6J4Bwp6egjJbWn35c+PECbhInO5ZNh7IS6pBNI4ZJuxI/wJX+DfrUryq6IMi3pIX/sNOvcxUGj9SF0evjoWpAhBEvgmVBZIpkDTYh8qcYcX7ODpeNTWxxrrMx5zG775kIjbLR5xRHVr2COsY8fYXJigedy/Xp9zqs9GOXdRRmhPLYoo2xxWTzBJuIxmWF6DwdiwRNPXDxtE89H5C49en0toffpHt+oJaZEd4AN0kzJ55ALxQTNBpZBzZ1tg0/zYRV4c9pBDyzTIzGoTfPhDxi/c3HMlQ5pERd6itPdYGK0m5Tt2aYf+tOoGoMcKVKPOh6vESYwLsjP9WdNII34vsuHQRvvMtDyLM45skgu7kr/aB8xqvXT9E5zbV3nt5v67Ps4KHzN2cVgF1arCU2UhHJJox15jv3HrYzc9jXsRbwm0e87uHAL5Qe0Ck5K7Si3B1JKkA3CgO2TpoH7fqlsyAPYgQoG9c0Sq7LLMEoZXBXmYXIjAnKZJ5MvmQhR60/6biMcUC8GWbD5iFk0ydms/R4jg5bQptmFhvisGEYn1D+ZlwyxCtGT6mc/qsh/K6/p6qrV5Z4FSDP/SUDC7ALjwrZIyAzy6GmgH8YNhArw2UnXv0OSyQc/HznHpsGqIBI+ZwV+GfDNB8SNE1dHyfevCfP+NNp24B5DvQESOMTDzzbDIxTJkN4TsIFay3nVczkRUhhfXD/CYZg59oCTKv5F9GSSOeqcQtbT3r9l1//bnmyScIGSjJnMJ/hMp3Lug5c6u+lY/r1s0jdXEbP7PZtl4Kc+9XZWtWQwAmkq0Xy7e2VlLvqzrytR2mdiQEd1jIbGs6fr/P/nL2L+eDeBil+OzoS7+JYGj3POZNnsMqeMiE5AdPkkdpOeALyjg4iCvZMgmgzFpS08Y+uixVhTXa3+ta9d0G9HXPGMV3Zb8rrkT6zMLceXzRYroewqg2Zf1LlYibliA5NUHbLQQDbp2YxZAbV/8o3O87PcZZLLOlM2TTC8HJXOr6NlO9P/uydNsI5dOexLTuLtGSHAWoZSeO71NX6znr78o1rfDtJZzXK7Hy/3bx7H9tgHJCNDa8VdmHOIb0+d3a+ffDoSXuAzun5GfoUcPzK5TMcMQUyWaJfxezKz7D6/8gjg4B5Dmv6M0wIX0MXbGx73VO12dGJ5JNz7ba3ZKKoJ8rsQLDAyRmbYywxYipCmMWZzGOkgt2pAeqwvqAvcueRtGNcd14/YbPACXaP+66/vSknUGHVH7yBQ2l71LVFZurShaZPDugLepyJt5fd534bfLTuu5eBn3XcvUjSXcKB12cHnGEHiAkz8OYtgxg3ypNnxRe4MEXUD0/QStcmyKvMZhStVxz7DsqckADh3UxMzp950ieGCfUF/Cef3IW/4iRid0l8cTjkOjCPfMwD/PfO1x4VPpqGsMb1wbzrZ7w8V71mME0d6+mQrRMyYWOs6KIkar5VTRhaa8DDjIB9S8qcvoPvpNtnZ73o6prHuuDRQVrVEVh62I9Cx0dYkoh4F69MLADx2eZBu7fDqRKcLTgyOQ9Tgx08Up1iORzZF32EE0laylFyA0j6dL3bujMGdbDK8MiELLFrfIpNRvtIddN/o2pi/igHUT5pnHggyGiTKftRRiPkrfP4qKA05UPAQce4vb/d7jxdpo9A4IK/reYEsC/QcZ5GNcI090zUtE2j+5Uk6tO0Yz7lhKXGU6nVET91Q1vsXU3UJcmCTwGLzhWQ3LlIQ/HNxTZo2A4Sg1H2rIaxqmH0GA6WtnHjU+P77TtfeSMc8c8/voMy/SvMDifbc6Q2CxTOhiPTVMlReKxTP2R2usP26elpbfCgyIxJg/Gnz0ECgCMVWlpeQmfkRJt0yzvxZaNMZ4Wz9FiUyZEyJ7C+beG0MCzHrL6FfcEUDNgEFDAehJqreIXggdeBUV2LSTpfO0M5ZXcZzdGRyuw8YBfgwtyJmAdw92YmpeYNBBLNPAyGtWt5SjBkhfndfLomRb42gnRQIPZl1zeQ/pP5jsDZOpshFmlX4zSczMQeM95xJAjzwDXB0SOHdsJBvqRfj9ZlpSeeeMa/vzsI9t+ExY7AspN8XDFVEgGv+Cu9kvgtVRFBdwWH5UNEHowvvlVrepqDgMfYxs+s9lO9mNmYXw+H7/9QR3qpPw8JnmiXkBC5RDh3gqUZ6k2JasH/D8iHhr/AstW5Cwvt3j13mnbH3FQzCwJOojD9lMHcblSmrJdISQtRjqaxrDC4n5iFxjBN4LJiGDNw4ZwvkwKeqoKqPp2wnJidatfQa7sFMzE3/zrMPOUIXovaDG9NKZV6vrqFPbYZDMEuR1qlpDhb9pMuYIZWwEbX8AsjxiffIVd02fnRgXjW4CqSojMT7LqUhhKejpgOzeOdQj8px3AiMkrAWE0hONJejUfraA8tBEMW5iItfZbLtyJYPgulRkxrfkxTYDPCJ+39v327vfXaxXYCExBrnHN4h37ho8fL1NckEqnrbYElDNvTc0RkGk49nJptm+yC3ARXLg/O0cl/9PRBe76Grbpplhjht65Tz9cWjbcL43XY3sHo8JNV2h4TwilnXKhTXL50rl1ic84BkqsdGCV6m/b40Uq7cUmmX+mW5WewhCFScipDptkSTz2QkcjEyv6Q5Dw9YGe7rPiLS9vpJGk+ho4vInEdhSkzHE2R9siJGCx1H0AI+/Y9LquBFxAauhBnw+5l2hfXL9d31Sh1VR8JUf2P6Ti2DbukDxx9nOFvw8+Vx0vQkEF6DtPk2Ul5XIikMqoeT197WeBIWPMTbi+kzEv6EB60JtMz96Ig5oNEhzB6ZwAPDip5U/i0+1Q/9Wm4j0d66TsfR6GVYdc1UcoIvFZqN8EatXPlF9j8Bm3aHDUdVCx0MIQHqfHdJaVg2wSNx80BO7YjLeQgnMGHC8mH+h8GK/HjMQg6eEg+fht1h3kC1aWkSea1y9ioMBFIkXKNc6zbGCoBrtooER+BkTk8YOeu4xKlSSIk1E8erLgw2sBl7fpjCtF2EPFswLgdsHN5nQnSg/3ZtrUxRbqojZDn5OFOOzfLBitWAiJssFz8qnppY4IZ4rXITk55p6/zj541UmVXkmZYpxxz8tzhSdUF13fmEPho2NtlxzHGRMQmYjbMI83XpHBHyORp4PLJN9KyTiossAGgEyzvwqo9TQUyGU2JJAMpzyIE6Q8gArf/6YS/cAYOietzuWqjBxIPQbOcyXcZd5gvdYTG21tfebM9pKN58Og+UpCFzPYyYyEN4CNDLiEqFJJ3tzF18LyduMK5ZfidPX2yTd5+SIW0KKQKjktzcnyK3hljSABOlh2Kq4gQ26NdBlwsv8MdufToMuX0zGx7/PQpB/sye4WZCiKNZr647JZh5mgL0NbP8irH+IAhdTQkJPUylPhsspS2cvsuhhin0E27EsTCoyW9SQcBEB54xC6uUGSVW0iu+It84wy7HpdGq2djmgYVRhmVxvWKeH08DXCuszPL7enaYJpjGfb5hlLBvnQ22q7ySc4UTdufIazA/jdogWESJAKRGhTkLoHQvtNBVJxKJyAmBO/eTRywM6iH+EiHNLcYGU++UFJnmQwp0QiF77oiSKP/Wm4onqCL35QBcbQzmPd//j6D43krOrtu00p/rYwqkgy7dpWuXD4Hc7mO5AZzEyyxqoMQKR6NSrp3cDSvwmZRW8Tf4EY8bHJ46TOOJzoxdzZo0deBQ9hp+vh1MRPeINADHcaNV6+2n/7sPaQj0CwMuu3EdKVZqc0alpY2YJBOwqy5TLgf+ibskKuwBBwQpJ2/aQh476qOpIE46tOheJPlx5PolalLl8zwqzbNknlHPxWh4lUqlq2nf/Ohf2ADwxwTqRiC1ccyQO/C/7LrIMC7/6hkGJhZ4nAK9Fff/V770gU2FoCTuyzt3bv/EJtZq+0NGJYz2Piy39ikPTuBW09bmYIBYrmY/uMAHE8hTb7NRo2nLFufmVpoJ8jw6qnpduUUy/sHG+ySHG0/ubfUnjx3MEJnCxqeZMJ29fyFtsD5qJ9sIn0Gnhfrh+jknWvvYRrk4uk3SBfr9ValqOIm6cs0OpHxOC4HEJBH26Wjj3TWHdweGi8GChdKyJR6eRB2ehS+uYnHwUTzI0I0wtKr+ZSEAfphpBhhebQ668LeZ7axHp1mhzPMANc8uLNSj0oHfFeoY4GEtZj0fMxz0hhkaCxppEuZW9LhXb8s21Dvydgg0gA3H+s7VAkOxF1J98XC0J/fSGeffr9nvjIJlgkAIcExadpOnDDokm6AyCV+Zugy0zFXweNlObvox4IEUHzynfs4UqmqvypDyk6glJM01BlWnxOZRSKpZ5Z2D9BiWAhktCgurt7TB4urJJwQfKoBXRD1SUiR1GWun7CFERsqh94vu65b6qMKQAVBepxJFmnGJxfzcMxnYkC7opcvhgvu10nKC5E/hV4nxdtmrJ7kHkecROdFEN2BHekvyaEm1nZ5dxn944fP2+bBJjb1MAQDQ3fXM1thusZh5k6fYNKGdHoMHHsihUvrteognR5nvoIXLq7UWN8eoyfnI9sj8+NK1ARtah/m0e9lmYi6sKy0J0xXQ/8ABy7Eu7ArNe9pSA8nzZZFPBdF1rP9pKX1mjKSftK1fxcOXeIQSg/FiKZgdubdS2CTjP2m7GmXkRn2cW0rwmYFpu+lHHaMmpi4dG6x/fZbX2l/9m+/295/cK994+vfpDGI9MpIbt+w4xYKxfe7HKp97co53lWeVll1qn1y6wGd51RbnHMHpA0MOMkw66Y+ikzuayznHDx40q6wI20SrViVlBewVr3OYPEYq+IWaJHlDvU9wo0LAwW37C5XaUvHc/I8cNvSZdBJxSlihSOenkWSt9He//BW++KbNygDSCBjmbQ6HiKAEffTLogDZgcpcXfkjKMTgeSa10ondWKD5EN2nVHR+oVQmMUfQDRKEBZPAdcO5g2sgI5YRqMoaLpJMDhLXCuYB3Hoe/fZgPEIToGjGnmKF+LVP/GMSD5mFVpIxCpQ/CRUEzUYGNxFAuHsP1KaRDgWMbF/7YtJDbli6pxBkDd0JZN6/eo1jMYutRvzl8kd/AWGoUi/6iN1YDs5e3YBJkuzCYhdwLmSpdj6Ig8H+hlodx27UEqbUvfgItItIBAKz+p7jmRm/uQWg/V0Zuk2TnFcWO8BozUKM96HiNwXWdK8fPkiS1dr0LiHosP4Q4NRKjZl6sdOTcOeHqqtgvcBDIV1YtJVU33aeHSdLF8TV7wNwlChMpR+K8+EQip8EOnX6TML5KWdrZAOidpipOOKU+WuvEwznQ/fU0SJHTeHlHAHWHfoaO0T9A4Ouu8JxKVC17UC+QW8M7NeZ+lj+fk29rcW2x2W5+4tIcmC+f4NpOgnUUXYo0z3n+62pS2WCoF3j1FBw6WH6ObYbxwwED5d57QINgHMzZ8hswOWJ2c4fBt9FQaUdRjdd5gEPmBeNo5R4jnq3xn/Fc78VHH+hx990B5uLOPHOaC3H7V1GMIPP/ywfecb19s8End1VWrZWdxUWcJMgAiXbmXELKADsLiT+So6EO+F88uXL+e7NO4s+ZBlyu1Jlrdnz7Wx+QkGCnQspc0ORdG9T/2RRudSj/3LL7ofBbfWM/mzjwmMwJvk7QN0vCdNYErByreuqWSCJJyxOjoqj64+u4GJMttOpCPrR3230JBpmAcfnE4P4Ncv34zvs31TMWYyX7aBflWDiIHdtKNnBySGDWTc+35OH4HKp7zURZqN4+ZTxS0vr+SEX8Xq09ru4/g9afq92oVxjFXLZdQ3Y8ghulHRaXMy0f2UaOqo0qBWf2kleZBm7OtBVxkXvPM9k85EStS0N0ErXIJT49enXIWqh733frl8FYH6ISLQpbwgGMsDqtIwEZuCScTmXeBDCizcI2MzhHSzywz0eSaMZtLvMydj8WYb6Ccf+6S1s3fY1mG0niCN3mGys0Ue4wg7nNxOstyvLuQmE771hskpJqKyr44x9gOm+IL8TVdnOfLcFahCSGf2j+CSAk0tIKlGRWOSsXIXyQnsGJLrmbY2ikFjU5Zm/PlsOwX+Wso3tXKF875g+glXV694m1/Rhang6DsEqdQmhOcoTBgsAoURJz/j9vXjN51pSV71SjkgkKg75XN9Gz9gtyImtzF6iD7WxVMYf0TfAeV7ldZPIt6vhGBcGCisgDE6in0YnFUsTz/HeOjZBRDAzPL5s6dtVgXdeXZ40ekYNg0shcRL6Du3RwVtbL1oD1hquMyxL64P2pGdxmzFnXsYSXzCkUUwAmdgVmS2XoDZMtdvpYUfBjbWrzF0KEOYqrWzS4WSL+nNoAf28e3b7RID4KJLRiJahBBeTGZg7QEavhPGhiy/9vdySQ4GkvI6mKYCySNnZvJtBoncJoPrJB39eRiBB+ihSPAx/SBu1P1IzQIWGaYicw+YHQ7LX3iOuPkaAKuSC9i6SgiGpOJTzqFv1F1cdwuTk2cM2cKV7NKg2KeVIMNEV5H+8a8OEUInrbhrbYlzER0A5bk7EH/tTKtYSr9etCssAa6/y3EzdJBbLMdNM6uKJW0a9glE42vrdKBGEJgOH2bsq+Tyggbv0qyKnlPMFCMtg+oGUi9wliWVpEF9MqiMY8X+VZbQfvTjd2EAz5FYdaohLMIZtBoxltAxbeDOuehVCST4iECNdOwi8m8EYAnG9CJMQdgByc2Otyq/AjsgeDbhXJa88Ut8wpBgaKN7N7Qu0fkm8+lgob9sms6dUAswlM9YhnVXpvENPyA2n3WhsXzJJ4fjtAvkPxtb+21lfb+9S/+yusZOR3TjriCRGmEgf6D9Lcw8oA7PnkAljuBXfTgklbZvB7TNlby4NgAAQABJREFU7Q2eOAgb6dIMFTM7g2mPiycbAkzseB22H3zysN1+voPECrtahJuGITP95a21dgsTE5xo1K7duBpF/2dIzx69dxd6wJI+qPSwdQ0ZRz+OuJbPZWHbl20yg6fEUM0jfk50Bi5oKr0vJ4Yq2dqG9pXYTaEWcQ4p/Cnt/jHZALdjpGVbPrCuCWv0fkAapPlLHvoO32DRzSU/kZ565E4hTDTvRUfAG6/y75Pv00nfZWjj4vq+xleflTxoMkNJfr9EW4CbHvQd5Bi4T9mkamCSmkzHd3fBJZDv0Ev0HPGpsHngxX8un+H0FX/DzjY3cPbzXX69X0Kbtw80FL/vZ0duskqwntb7OC9YynvBRCpx9LTOePH4rRjVZTlsB/1C/aKLTNuV8XBQlnFwsu9mHyU+hgl+vfcZ8OCbG4E0ZSSC0q4I87L7RbgYhEvjN0HzOWCis0X7UPeQzSNM6pa2pWEagLpdvL9Al2psAuYL6d7ByIm2yarHKmOtdWg9mY4/8x1hidFl06w+MfaPMVbvI+HaHLmXJXnpfIJxbJ90x2GImN6SDbrfnNG6o0S5EzBUvYuLajfWt0/iKnnynPwoS77BR+zBh4zBhsxNspxJx6v+qRLIETawbYzPYo8Rpg+cyyxJEikB/Z5cgljs+9ge/5VPCshX4nVOf+HQmXd/Fw3Wp+mUEKlgK+Ybf/FtTvwnXpd0aCD4s0zkhOpBdMhMmPSy7DtOxxDOlZ7uwccfsKR3ol357W+0v/nbHyWzU6fPBjExdQBQYy6NUAGQVfv43iPEmVfa7Vu3MCqJtIvjURRl7iE3lIicmSqJAhcBUCD8oRABM3bIoLfTHhwutUsYIZwk/Cyd6uLJhXYHqZj6IbJV55i127Cjj0NkkWD3MslgoAHXVRRqrUI5y6o4vlNojalee+X19s7PftZ+51tfZ4adyKl4QSuYjHHcif40ErH5qa/Hw/omwkP3Jg+c7u4ooq109Jtm+WIfQprn2BSV8LfSEDIsUTQiCpDpJEfuvpJ/0ta/C5L8ulA+U2QIDjipzOzuwU+8O8NMsoQVW7SbcoT3MWL1ziulJHCMi7r+jy5LT3xdkOM3I/SuT7d//zXullN8S1/7SFaK/gPlr5HaUZSSXilVG23Xrl1qtz56FunXNjaaEHOAd5o9+aqj1VNDYUeI6klkOQdV+rXG8uD9e0851/Qk9TgFfRGdVuDSY0TJ6VCoh3QCSpnG2nl23+78zTvORYLTtKGkbtZH9ate4BxievFuBxMUp3+yLnsk48tjbaLoAeRuYOrP6UQCpLK7zo20HBS0TXUaI6YhGPMlpG3K9lkvepgUZU824sUH7h2ezGeSicTcLAe5wzwJl2F66CoFrp2HYBnHQdvOdh0G9//4P/8v7PJtoNs13r78Orpw6Gwss3P6PmZk1tiFtTCH6Q10RkZUCt5XJ4ulYmfpdN7bmLFxSXwOo6psZmzTWLj/wplz7NRyMaW1t28/xnTEDkr5i0iW0O9ko8HFc6fb7WcP28Ot5236zFy7woac33zz9XYRpftNpGeXrrzS/of/8Z+aCzgEVoEWP1SiZ31ab3ai1R/wzDflOvoF75S1/5Z3LnbgVc+khXNX1iTpj3bMLIlXXMJKN0rBJ8Qj3v4+y8U7CD3+dTh4mPUwvqbDl748PKYOrJhEKJoKGClrPJNwqUP4WH5SkdlKXfY1W+jgffj+h+0bb309vlJq8hokYVspmtLLeHHAlbKRmH1T0kyAPiJ3A0iTCcgtYY1dYY7agX7grhMdps70Sqpc9UgUcxl2KUWfHB+AVaYgCVgXtvXKKy9GzXfrX2bKCQnhqCt3rcFB01bRPZLNx9/vMu57LFH39x1S3KdPDRM/AIWwybODFTg2WaWRZhzbbL5HTEAXqavXPgmhzPjae3BXebzqtMrxHOsDSr7n5xbCND9DIR4RBwISTpdAspBd+MhdVMMxU01zRh2nxwL4sFzSQKqG+z7SMmTRYKnOsRUv9p/qOorPSOxYu1Qggg2DtsJOxenUU/UTLiTKGPYudZpqqu89vTD0k4dtjX6U9r8PA7y2tUL/vZMVr8YS/nmOfduE2dtGf3MUZvAAaZwCHoUmZpm+mfeebvp6NmX9LFPgtU75i+MW/sJv1hG40XqBztUzNxAY1Po1vumQa+re8JWu/V3Rg/eYETKwuRC3Hu2tUVvQDpIN4v6TpxgDvNX+xT//F3DKWHmGc/7Zz2+2r1F5OTIDQA7hlpFsA4mKoxPYScLqvJ3YmcV2/for7Qc/+aCtY8vKrZ8eI+NsTGTHmCfZkXec6+TVuOg4t/eQBi21i5y7p1Xus2dOtWccZry0yk4ktrhL4PMsQarPpfRgj855DWJdwL6XVvldglAM6oq26aeB2FNQJscNjWk+YbfEhXNnQZqkRLH5FhhCWoIkco5ckNYj6sj7M586tOabEpy+EY65+QBn9ajvRWHIeYQjf5R+YeSOhh1HHMOYTl95VpTvxUiVv2U5cgWvTJTKhZEq2mqpXSAA7x3R8c4T5fXTgMQIY469kyh8YzcgTICNUQVY/SrUUcaVwlFMGYH+LUTVJ/nyvZJ/2TfvpiCTPYGk6Oatm20BsyfTsUIPRGRdmOiiWq3dY5/vZyWaMOAmYl4oYwIkLWLu/MljzQSQSFK12ZTJkiqhzTXYw1dppMEcSKpOZaLd/eZRSaeQDl84rwmKDD+EEcumiqMeZNakQ3XK3nzjBkdLreU4IRX2daVQn4fg2HguD1i6NGgafDHleMX1COTeIwB/c+1rNd4GS2F8wKXO3eWpSRHMLCAFNH2dN5+PWmUXvkuf/jPthH6GdJz5IYEGrhnUC7Z3Jmm3HkKdRAKSHbHQGL2vswNwZptbwdTDj370fltHT/StN95s51E03aTTvPnJI3Y/wtRhF8ujgdwss7+70VbvLVMMNqvIeNmRq8RLxzMFxwu/xo+TEZBmXz69gK7ibvsJS5g/fbzUpuZPh8Heh1G7ePYCZivut2UkE3PnFtp5DpH/5tfezGkbjhXz0+iNniEc5ixebD+mbNS+nRv1525tJTzaSnN5LSYlqNNCHaUEr9avE55MeupDRwAl8aDxpi9Q324CCdz29vM2w6SzHIWGtpwaObgcwLBYl0G9KK2nLmx/I68EqGy6Rz4mAncqqgsQqTq4p3mWH3frRD0Yg1hvfnIC3Dv9w2jjoe+ATggZOsFzl/54jXHBpdIRaEnGXlrXpTURpiYHlMw8zCSu0rDfcWebfTVPxPXOD5wHJt71KQiOYDAJv1c/5Rs9Rgc7VZB37/Xc38GH3wKDDxUgTxK37/TJptn/TCB1C9FL606Y/SnFVM/P53yH1uNHOPXU+zj6Caf6lLYb/ZOPEzWfqRCzLpbGO1gj4BZpj9H+bY3izc0+tqcxxkOXkUsyOEAmaepM+8gZ1/EgoUhjjkniNoaCd2BcbEfbiOAWFufZPHOS5XxMoCyy6xcBxTZKXM8wqYPaYQ6aFybrJg4YRGCWi3mKDVDKmLGdNN24lmXj0Dp0T+FksODNgheH20BJuY9IDTi7ZSXp05zETZdjspW5szyeZLGzCRPJ7mSZvB2Yr136jTE6gXt37gTX51hVmB1D2kb/1PXGEgv5pQLAb9VpEu4vyVc7hupskhNtXxj8KcVLmVM38i6UhbrxyDHpVZe6xD9QU7C854tpUeKkHzCqTnwHpgonhqu8rMrAVTLo/uXf/aR9+7d+u53hTMAtOuorF061Dz4aY2lxs02xG3GaTMwaQSCdFPbAmCzevf1xe/PbX2G30Pko2y9GLwQjkcrF6MBGUDC3Odl5kz8IAj0UFhX5ZB9RNu/OehsM0mXynKGzusGW8U30Pp4jbXhx/zHK+cVNc2xdu3P/Xlu8iGkE9L7creEuwj2ML6Y92awlchszOUjY169cbz+GKVz8zzDCytLOsyePkJjNRM/IBlLuiJBLtKhvIVoUDzuR+LLrEevdxmMMO2efjf8Cwp9kSWMfajw1f5Lt6CuA6MBiBwShgZ+ecBLbyiKmFd9z4hL5kesA57uDZwjNEpNnBoQufoFa8JheL/GKpMb3JGn9FHFsqTgZQ7YysxJIEUnExMl/gLAjUPon0+rK23sdu+d77wM0tjyddMXgJOP62muvMVAjpUFJPMbohCD5VnjGDjrqgov+6hc7Eec/EgzN+k5hNuD86QnqHjqCbp0aaVhvD1H7Ho3KAd3ZlgrRj9jVp5He84vs1iWdZAMMgi9WlFQsIb1xmfziRZbYuy8KvqS6KKdSr9bMpPZzbpzH5tfftrOnvpoySfPWtueUCoOTCtlyJXJ2ctJsDEySgmWo9IfvPls2Px4hVdgqfD4PLi7b7VGvm2s7bfIUulMWiKhGd2JjO62IeEg/pJlajySv2oCMYHxpbyN0gjKfB8/Anx0NzkFnCumu5aklRiZJ9MHL7E78wQ9+0v7u+2+H8fjKtWugZRQTEY9Z7tukrbMr1MPLZ+fD5z5iEHiCvSDUD2kfWJhnYugmHdhn6lAzMQ6Ku/RHU+11pOU7MGM/vPOw/ezuA0RhLO/vPA9DsEPmaw/pJ2jn8xhevYEy/1feuIYE2g7U5RFt251oq0t3mFAinWdpJtINGSGWWMTVPDCJYyXo+/urbZKJnu0mZhVAYiRcooww2XrOvbAHNu3n/AbeJtnxfPXyFWyRcdzYZTaUiEnamJMmcToOPNUeSce0+H3agZCgmm/1X1XWBbQdJ5pRkwYp955VhUlXqZ3/Jmb4gZ6gfn0WBMif6UCn0qP9WMZLbKUdYpojky4ZL7OT1ilskjVd/0zbCGm79mP4BX4hsNQQB35gMd+CQ75U3wlubL+EEscuz+wrTYLGLFP/cxysZ4KaLx4Fg+80cQZjHalwpZck7h6mRnYZRHwOnhVTC68BuWapXeC7vGWCcvIJ4f3m6opxxYnSDx5ZviN0BngrtHKzD844xN1iR9oDjmTod9gQtrvtYM+kCBUIj/pZWeO4q0nGOtOxYwNZLutewpj5FONxEhHEz3GH0K4TJOvsEBqegKaXaUvjSJBPoILz5utvEht8gksnPKOb9IzoWe7S72R5/MDTLITLEaXDipuTzBMP6dllyx3KIPO1jZjMPmucdul5slELgqiliT3POaWOxxzXRJL9Jz/7WN0wjZuutGCevdNG3w6nSxyS/9Qs5it497SJA9rSqJuHCL9HR+6kyD77kL5U23tH0sMkWnCTqPSVF65pY5YKP1EdWgvtoKqEzVL1GO0fdNO8hwbUF8YpKbPupcn0F76TSKmAdN8JV7SeKBJ/eAEi8N/RnTDzeXyHzuXP/+Kv2ylE/peYfYbjZkC4yJLJLGbIt+kko3eVWQ6dEVu93Xq9tIR9KLZtz2Cfy6W2KTrSM+x6fIbuxuioRlbliiFuueNBw6hMC/kiBNi8MOhsob+1sTHdprGxM0vHd4Ylgmcf3scQJUcH2Qjg1j+5+RDDmYvtMvpB7qCwBG75npTDd6tl74JsZshwttoau3rlavvZT3/efvM3vpKZsblKE5/tRBJfvHTpfHa4I1+R2qcnAfTr/hqpzfJNSJgw/C2wU9MNCus0QCVMOm/ptPKcl8Sor3gKz0uw5Bt+ikMrb3AbuK1vO8A+NhXexfcWl4BH381dJyF5FNS0hkFpOMVA5tM/8mUASdJVIdS/iyhG/+zdD9orbOSI1Xi/2joD3vE4vwwg+rE0ypxyQKcwt3iKRszSYyRfSHFE6j4SKkwlu1S+C1PwiPM4//BP/qS98drV9l/802+nww0fJQimR6bafdK8yDJ6WqcOF9BQUrtAOPkRjtTSeKP8TLpzSG1foCOzQfuZoBMZo7NSwqA5F8Xj2uSy7o9maNadCZYbfu79vJd/tae8B4CjENa/1Ww463GD9jUL0zLOMl19MKydgdJpAgKbO5JMpoYQI/NdLiFpe/fJ9qz5ibmcGEFfzkA3jVTEdCbaGiZq3EH4wx/+vG3BxJym4/+Ni1fZsbja7jNxsuOfxrr2tVNXmOgtxP7fx9gNXInBXwYdrNAzotO5MrNGErWJFMtO0Vk2Kl5tBjWGN85falscH/TTD2+29x48ay+0Qg/NAhbtm3LTKZ9EF3UGCZvHbL366g2+URaYRw0Lg/r2g7d/3L75jS8jTavBVJ2bHfo1+6E51BnoAikPZaXMmfGKDp5dUgGjWU4aox3bTkg5KAozk4qpdwJmUDp96nT7KSY2Ln3p9eDWAZJKCX6peOIS3igZiXiU+bD+TKBz+ODwGbSH7gM3s0zHXiG6D13s3IwtnE6CK22ZZNfIU6sdzCXJNmyFMapmCVw2UwKzs4FupLaRqOuCzjRFFD9jQS+HVIJ+mQSWL0WVpvkZLkmbKylYdL3MCP/oRhHOtiBI9qVuVDmcBHIDGyywUprUg+/xHfj3745jKavgUY8OnNvoD+2vyTjBGvBexoeTLJfK03s53mmno+pEQU961zIVd5gb66H6fcPbBxsAeERFPSaZtKXUqzigy4HGPJHFQ+uVkqT9UTSZsBSFWJZbNRD74yRrWbpyJ9HPvMBMAKerHsYxvnW2jB7tc9reJhtXlBqFTkhLdZ0YmaYBqwoTuga20oVVFKCzXB3OuTsOP0FXUoZrCkZoC2b2POoM6pZtoXx/7uIZ4JyMcfHV1WXK5FjCxKZSSoqk1t1/8U2mfAq+4gWMvuVx5UtJuxvsVOqX6VPv0LNVnQQrqVafSryJJ/FgE9JVOXzqaDD5S0+WTTqwKRZ+V1dh+AgpgyXPs8rmnuBdJOAylnfP9gm9KpRpWT1OZpXQFV0kSsZikdjDYXo1mYX5+tHN2+3ntz5p//K/+a+ybVvrq+Moy51F+f3s6cX24BkAMMBH9AknahPQKOoCRkOnET3LcSotcknlDBa1b8OZbtEBRvRKjko0UoPECz5exr1QA5pEqGHIeaRscp+XLl5ku/kOy6HP2uNnd7Ld/Mb51zAdwKHeNB4ZDJWzpfYssyUV0gmSzbIKPM0ag0SoMuBPfvzTphK0mKiOztIcd0GScUVoQXw8wEtvhusxa1FE7hgdmxU43GFYSjssO/V5iGZjazlhzS8VnO9Dz0YYyj+vevWu86i4dHaVAR2ZRNank9IQowKnXxBeXlO+eNc3Pe2wHHxmOfw6NmCSaJ/hP/LdbAMe+GJQtMO2QWknZg3GZpLNFnEdeD2URrFmBkivUJ++2gs6ENBRGn6GDkJakTG2o8ksm4bsQE1Ti+LzBnlr5kBzKNss1dmY3QlMVzbIL+hjxNhhE8UOnMTUtHQmToUJmuRxlIFc2lQqMAbz8Z1//s/aez/+STsLA3jArHCP5fvbt3/aZpnUfuWL2NWjIwP5KUPVZ5UwxYyvyfcYKI+XXpN3F3Rw6+PYUThYbaBjucCESelROicSsXjuYOrIoktHWqCDEk9FNADQYV6JHY/qcioderq0Tse+A7P14/bB+x+wAedCu3zqTPvS+ctta26jPVneaA+Xt7EbuNWuYEbmJEux25Mn2wZnLb539yZ9BZ0p/Y3MrxbHwTp1grYMxXXWqUItoz+SL/Kkfq6wzHCG5cC/eXCrvffoWRtBj1LzEy4xSxMOrFrm116cjKbMou1QZXpVFsbQW9Na9sd377X/9X/5L1mKZfaM2sIeA4VhZjkGjdZLJZqebUn6ZB0FeJStyHwrodTatvmKFSlMZ59iePHTO2ttigFiizMiyYhBl0qnb7CtpTP1Lo47V1HxOFbBRcMFDyHqv48yiBnmpXtLGTLom5ZRiOS99yOcg4ZtwranQ75AtsCTvKssLiXJ2D5nMwRTdcIyWcBOXPShKIADksykUZRuaN1eps4xgQcz9No5ByZh0Z+vMgpWdBFjkRjfwnwSIJMy8eMv6ZkMEXFhYAcp93h3UO2DkL/p0w5VkN9BqX0Lu2ziaBQ6G0HaHto2eJK0Tyg8pE/nMcwoBRNE/cSdjGiPH+EQnoKoeyJM4hOekElT4USWo8CTzKRjoktZxWRW7BrwXQaTUbQcjK1IXEyrb8fJ7nMutnOZuDVWgtxBbXkc++zrFtCRkuHuGRWhlsHYxTK+S6p379xrs/P0d0iw51matIzma92lPD6T/iw62TswchOMq9/41jczibTk9zEZM8Uq1ChG2Gf3Ztt5Tp+I2RXKEaZ8ADfl7RE28Dv+YP07+ZKx6hll2+0c7TMMDmlGEhvSsaLoG8CrTpwLp+2r6tUSWBzbUGWtv2WS7FI2EhD/Ng1L7MqDp1skHheZYPOw/Ytj42RjGPfCkOnw61WJEtM88fOZOKlzGTNi9PmM/99/9Kft9779W+0MzJRLPQ4eHrA7hQ6O9rtu33sMEdp5UYn8PeA4j/FJxPnMDifYDbKBDgAkQi4o1zGjPI+C/O1H2uCSUyYr4o3bcVtYPHniOaX0KQB2RYYzZ7kAcxMLGmhlLUhx/fsf3m7PaTQz6J6NxPo+6YgMBtZw+Smh6VqspFhX/MMNI9kbZ/a+yBq3R9rcZTel9r80NtlYDw+giTF0AdbAOeR1/PHoq0gXhAzmvuCqA67By12QdhQZ8Kltz748RUNY4vw/hTA20Z7IU5F8LzLpq7XL2UyOOfM6gkMgasnRcMJPnSWKqREuOK80i+COJVZxCL/FCQHq0czNSMzHYXgZguEUhMT8u0oY/vSp56O64pOgOfjTaWtw9dqVyxx4fB/bX1+iEfmxGkESgZ6Sz98nEyIEHvHLAKwJDfoVaEDFbb+5ExWTJhiWfcbymEluYr/ukA5pE8bLc0QnMCg8kYZnp1xQI9CHGbBzrOWpqam5xK2OjYEcZm91fY0D5R9jwmKzfXjnAczHWlvGGvsMnYd8nEZCz7HT79rlSwxsDsaWCrqGVsp1APKSGvBVgIdc0Zj+eh7/Fp/ei7uDrOL1LaTAM/w8TkdmJfRBlhGnpzczPejFzj/ltaMBcS5pko5ZOSBl6/radnvnRz9rP/7Ru9gFVF9rof3u136rjTMrffLwMQqybEWn3EY8DZNyaeEyuEG31HMvl2+3VfqYbQCwVxhhQBvh24FL8UEvTC1wTNHGJ4Dd/mecMB5jtsBy4/uP7rafcZ7jmBsnYHSdKY/Sxl3mmKHfihI7Fe5OtYhW6Fh7Z8c8xwCyC5M9M00fASOqrqnKyMYTn0otDzmP1aVhXU0gKTvw0n9mQHNgFA+AmI636oHAPIjD3tkrOak4ZHZ+CBOQiSp+NYum3LYZfkXZYitJhBZssnF6BvsdDeKfLrW+1ieee2mPeQ6iWHaZCtPq6KvyIkRoygEBB8yREpNpLdMULM7unz/fAl9Ioej3X3AO5gFLwmHSpBIYLSfOoU/Si36QDJg0A0PtX+UjHH4HEKSbgaHDN8kAGz5+Ehe+BzbBAp9BMn6dE95ivnofskobOnq3DKKWhGljqKgoKWHVIdnXh8KS+RFOeAo232XiqwXImAyWm/BT2LCOHpI60RKD7dO4yYrcAj/3SFbwdQxMf0sdJFsCejSVpm/Mz2Pz9qDBcqSVtlfLmp6QcXCAFBZhREXugn3GLXWfekDfC0nR1Aw6Uoyllt9vE7QTsTYyMp3VIk3PCFfwGxxL15Ww+A59CnNfshCjWMfSAfRA8wiDt0c7EqebrJBtoKK0hUmIWVSCzqBCJAYd78KUiyfKLhmK7WFXfkc+StjCAHGviaMEQVzapUIdxwkQUziWZvg2KAtlTerm9XLCXbgIRbqydwBlfLadp64MZ34k0PfJvtdkhQecEtughOd+7M9pGMQJ+Zq3APAvbfZS07xDU0od1Qxuv8l6sIzXHh2yym7a8qLdZCv4OOL6HfSvJlmWVDFPYM6hYG/aCp/txGDiGdzQb+B3Gl2Zhxwi7SGY64jt5pBkTSD6P7SSiJvjeIyMy00kdaOABL+OUrOVt8n28McPltorV6+00acPUNDliAS2p18+rXV7G6REbQp2gDZ+iYn3+sdbKRMvEJnLDZrIGIV5mxhfaEvol3nuXxpb4DCdcj4Jj8iSALo+oP+c9PmU9EVu4ZdY1k5KBEFTTunY8jjogcqugogIHG4UcLfmAcotvZKrseNIp4phgkdwdRm85FdRAjOA+me5+wbVx/G733InXOrBoAlvGpWPhGcoxdPq64GE7puw+Pt8Z4jgq5L7nMB9ul1A8yUvdQXPIJm5/+Be24ABmkGC4cytdpnwXYKn7gP356RedUcoiDzSJ5aW1ONyEqBeEhVDfnTKnPN38eICS4irdKrVyVpz8GdY3H/eJs6WTTkHFpkVGS5nZEpkNjfXsLL+uI3RsT9ZfhadhMePn8J40QHBwHqA+wL6TKvsEHvmGZ/E/2//+/+adsLByzBhGxsr7RwKsC6xFRfUdU4hqMK1HXtoNGgKdlNqg1hndRd39QwaOzd4SNXaOejUX9ne2WQw8gxXp0zUtlIdmR/C7KNHIb2GIaIj1zbXODNZihtdlQcwPPdhjFc5k3KD3+KJufbVG29ghRppErsDl2G6VtaXsizASdjtKvqNL0hjg9n4PSRdd8EZliY45gelfSpzi4SlOVSxaA/AyBLsAfojSoeQD2iBqE3QudiBaw164fKF9t7yw/be/bscDKz+BzoZdHUuno3RGZ+Ddk7MzOekC0tRCKLuLAD5iAfbrtIH+KZ0ipbbQ9jVx6l2o78TF+uDeNzTARNeWCMFM1fSickN+zTC6Pp7Sb1Nzzgw/tDxLIak6SzZmWWXK4apdvpeiLQ6cfy2XXoikromthCdfZF+JSXhmXDE8kuuRxdbborplXxLYpfNAq5vgyVP17AvzA4s8O1M3YHIeGTDRfuJlJ0wAu8ArNqGis8nFxbZOKLiM7Dta8jDpR71X9yoU0tmuxxWvg/txxQDUuF9druZRpbQoLdp9Jc8w3EBunBlw2WjHtcOOCV1A05LyL8geekHRF/j0kEWFgZe4CUOuBOPF30oReetf30hSMrnREjne4XlWfq3fmzz9Edj4M5360wTIarXqENlW5IRo5TRo7JPcLkr9pwos8tPxRAS18kaftLMBAdP14AuNDI3lk8YBIJ8lSzzVxtcGI/xtz/rQA+8BXOVpfdIPOMzFtqGZYpc3tcIuXH7TW8Jz7vjfG1IAg6TMp8uMcsqHkIb+AtD6d4xucRW3wRLsVvsXlYKqFK/Gy/cHMCAG6mzzNODhw+ivjLDhEl6ltkwA9Pyb9il7MMeNA5hsJpBG/cAWHDyzT7Y8ZwgaSeJnzDJIilFVzh5VVrSt2kOBig8HJ9Nufwtr5jvnOnxk9mz/gM378bRWYc+21RkunRehTl3LmI0jFee+WiS3sCTrXX8P/+97zAzdV0f7sZZOAUjZciCrdrsQFxEt2P1OQriINQdWRfQyzEBl6VGGcBkhLYR20+y3Ogux3k6xVkMp6rjMoVyhUtsmwxA2kjKoCgAFiwgcvNJDAsOHPcms8P7SAk8n+36FY4wYhlg6qPR9kN2Xm7SQB/DOO3uYzQxXLrIklCFF+Qlte5iFmld9S3tlQ4/VvDp5JREwUgPXIIP3gq61NWQXx4F9Re4vlRVb12jIaxR/GZlUGXombCDE7zsc+B4hkCAezn/Povev6tfcNen1ofoEreA5pSMrNpyYVKpo4KCz4ku1siT50QznlFDUMyY0ANwxiZzHZebEf/TODuGdDAAMQWDPHdiHiaGswmxKv8CnR8HqF4/46g8nw+Lg5QNzjLJcFlej4txucgzSMfRZWEBsI2hWzBKB/UU+2sa5x2FkXDZUHt17957gC7SGrNGDYSuZZlxDSZjgxllFFzpmGdn5rJkZUN1wDugY9qlXWyjo/gcCbAdoXoQk2N0GDCA166cxSbeCjNnOjEGosFxLS8VJxQh3rsq8CHNpvOoZ1Aj7XRhpI2iE/365+GE2Tmo9AtdN3eXxiwKA4N6aHsMlKX/ReeGPuI+A8vy05V26+YdnpnZUm5NYiwwCJ+aPt3OMrOlW89S2vL9B1jq34g+1Qvw6jKylq7XNzCkunrQ7nMKzzrMjQzHGNvVl1CiH2XiwcpPmJF9bEcswRROooOxyDcLZPu0Y7PTjkkZznz8yScftsfolozMs4xMXTp7d7Y6yqA3heTrq198vT1m16OCAvEX6Qdp2L+Aeh+AjW/c7f40+joPQ+BStzikq+RHTwJOc7d8PBXK7ZxFNF+6jlu7V9JG3zn7TUVvt+SnIkyUnzR4Fn3afW0WsTxgMv3sewz8+90BWgZ2miVVJxhppyBgMNkgHfMpJ3z9c4GYw6zNz1cyIEnKJTMNPLRnFZSVPNZSjlyH5aCsICaSDt4PRjh/l7LtsQHKHeHSwLOlFSbQc20LfciHd5baB28/bOuPv4cayDK/9ba8vB6mbId62fLMTMaICWhgepqTFdjdqa7fJOPLpatn2+/+s2+zmxk9nVOMLlSSEy7baDGAEAPtRrq17oTPJy744VNFs3idO9bbH30P4oznwFo4GqQ3QJkPhpEYeOTV3IJeM+LB8Q75E3XFT+aJ9BycZbCiuuCdwVedTf0ygA/qp9I3qZ5pNv3oCJlhymOZqCSCpo+wdXSFDEj4w9sEppfHSxFwRAu+let15JxcKPRwUlG0SRuxMaURcDN/EL/rBgR0IKUT83BCqiuGAex3cMp4rVGPO0hAJkeZuAHbJHlMINGOXji7EGP3jbir6xxDRlYbSML2wc0Ek6aeuRErlnEY9pTVBIecVSgq094I0PdxqVr8pRFr33ZEcmRX8etaCVmGCF+6Mvit8Cj4SjYVNFV8guY5xFjRc9U/dNHlIR2FOfer6YJDadQJRHkVD5Ly4jFO2xtItnvaIK0w39zHv/L6NRgnIpOYDJcJqtzqkpyGTF+5fqX9+N0Ps5b8+muvRsJl51UIspOE0WKJYdadjXjO0Fm++eq19sEHHzLz2UnHCaOH9Azjh/R8VnQHKbdCl52PjxKxBuEE/vpV9EM4ANRG9GUUoO9xZtqdBxhiZAeHZ0u+esUjkIRVJgpun3ZkIwkaUyuiRdSJmCMuyyUKFQyHCSDwvHSp7wXf8CdTjLPWf4EDqtRjTDZQg2EAgNMYEo7Er92lFaQkWXLTP19/QYLxrnyLED8N16diko956Xri9DmziMBCSQDIgSbOZ8vEexkMRIGRBkZQSaNzpjd46T1/5XtmJYMSF/GmoVOf4wxmFznr8f2bt3IY+QmWP/uB81fJKNhO2RjYWGJ2OXEEadQaOkZbSHO2mLFvspSyhX4Xakvt9t2VtsYeeo/OWMaUyR//+38DhFpNR8ztAMuzA6RK5eMsR9qApIUZGMX5uW43jpI2kLW6u05YJjGWMYweIn/ofhdp7uToGSYiTlJqO3VWaOyEh9CaRy49TfSdhuWvuuAL34/qpup5mDb89ikHY6iRwm2MnY4xMYIdpeOgE+YIJY2abjxfb/dv32nrDKqb6yyrwFx41NgJGCJ3Do6wwir5v0CC84LyLGO9X10gFWulK81C0Oix3bXXbnNqwEP6BZdUpmCqJvl2uO+yFYZGx9bTMU3KDIOnrU2WsRgcpifQ96TO1PG345L7mmADzq3nTzgYGN1TdbmYSdfMEVjEAQOk9pounOMw89OnkVg+tXcLPMGfNBBeQ2aOGo0kjWOAkFi+d/MekvrT6JNZrzBMVRkpo5KBPDA9ckiq7rVHqv2VS1BIFxjA+/oR50oe7IwNSc65W1kLKg2zDD3J0pebSWwD9qMJB3xmnWOLnIjYjxEG7pgU+Eb8fns+jyRq266OPgH0MqX4Ow0FXmhRGo0JDdK89dEH0XWzL9ymXjbB+c33bhGSQRR61mjoHvSvFEs4ZlAIl2lbefYMUICJtDegCRWeP4KBpJjEw2YhA7JLaG5wOIUqSloKdLPjYeXk79mbctnal/rOt36rsckUM48yhU7cXa2gfDzrLIOTMEgST1uwD/r7Ws/xMBy4e9kJY/68S2/ej/2IwXsNjqRnwrjUF/46w8toiYOSctvuXd0pKaFho69luvwpPTJsH1eQTUNpyBGM1JVDKgXbBr/VjxQT38MiI0YUIeh+hRPzy2BdHw1QLoTQv5i2eSKVh753WBY2jvhzQjWJ/mNWWShXz9w6zsusyRBOMhELjcF8Bf+klXIGaKqPPuwkp1IcMhwrpPHwbBXuxxjrx8am2+kJbHGGiR9pixscNah6EPWn/ljqMTipkmnxv99oJvRdFRwVhKcwLAU9OAF3lD1jQGiiIgXjHQ5sRT2t9AkpsZ2mjR+N/ORFOsE38aLfl/aOP+mCgE/BIn8RhpR4oaMuHymx3p1r2LkYHXzyi71R7gAUGqg68GpJy9+q9Dd+DsXmFy/o/BT70nT6ZmDDYdiLbsrm5jvt1Vdfjx0cE7FANu7sgiSRJ0+fMQBNsZwB+wbA8zBir75ytX308V0OLn7C0s4ljvV4mCU2xfbFc4o+gMFF8sWjAKl8TDvNFw0TuqRwgsHvq5w9ef/JT6LcqxHWqxdZ17aDxolIC18FJBGR2aMyWdhM9KpOS/21HfR73LUhnvKpbslXxJpGZi0gxJQHzk/dS4Uz16Qe3x4KA9kRWzmaLBg441Pp88wmayIiHqocplJlGITuUpa4eleh+re/191KTY9G+pbNXCRkCHu4T5Mw7QRsYIqtPQ/MsL+K+zWgq7qD3pxh2Sloi8Ydryren6DztkOxs88IKC790UH8ImcR7eCU3mnHbhNmaGl1DzMS2I9j98/y5tP2+P6T9mQdZh/F1BUkPC8YSJYwErzBbG0a+10zaMOfYNcue2+BD4vWzBL36IzUixk9QOoCE+OseHNshWUICBbYJzp6nIR7sN5lshXNv4DZU6LnZGbt+VNg22dDy0LbkwmijVXzHS6NOKcQ3HraKzrlzU846b1cYTwkS52mersvx2/Udde5bjJgjoyhr4lEegXJxd27j9tDjgs7z5E949DJ9OhclGXpQum0WSaBodqnM3OZZYMJg7qT2twRul0IaBc8bzIoP0daeW8FdQOkaHayFJwOCSX6wzo3QVWN0f3Nhjyz7cDwrMKYqed5gmNOZmDwpE3NOM5Qtgl+hyzPv/f4bttlXXKss/02Rj81Bk4P2OwjHRwA20mk7V/88pslzSO+NqAkeXErgaedCi3p26fIgF2+dLH98O1327e+8XWkoCRlKxZ//JU0Uvymi085uQycpCf+Zb4O3Z1pXeGskmIqiJeKkEFicsjgpoFa1TYWLpxXwJN8pGHVMSA+aBWcbLDEN7rJzlH8SEu/E0gwbA8Depcp05H+MIRJUQAon4DYJ9qe1C+SFt9883Vwy8onTPa7P2Myjc7OfSYcGxw+foCU1g0m03Oojqj/xoC9BEMtA3waSafMoLve5xiE2zQbqzjOyUm055F6RBcXGNh92izmCshDZtolOk3sgMx2OI4l+O2n0M49pMpzFKXwIm0bvn7ATH0O+vL+A99Fb1+HvupUxP60Iy/wIurtInzInx5xXU7e+FKDdpLPe0FiNJcMoSNQqV6fzzJS+fFcMWzXhLGc9guVZNIUhkg2DUlw8a8UyvpMmamf+pPhkoaIzZggo9GnTfUFL5WW/bIZHLmXXgNbaF1Iuo/C50Y4220EAP0HwmS8pP/qaTz9iYTdOzKUETN/v4UBJK1d2uyJU7RXl9Fx+it1DVNDvzfHDK1SYZTv6NxiWQ+kQlq2tOPuOGNtWOBKHMmemLYT3qtYlZJpBGbuQZ+Z+Zx8SvLmTksxXkxw9QNVbhOr8T100sXMbejSo0OeJlI4ceF3Mq8yUIvixsrh37xtMwOTJIT3m+mYj8GE1TLpjy46O8yYzY9NgGiZMBgSWR6GO5JiRs/uNy1PK5XyXWaILMIvZDGHMruUcxd7XDeuXIRRouNktngWo4a7u+dYJvQsQ47XQbx/oJIhUNi5CUQqngf9hF7FV+9aq13fQKrApEmDim7Rv85OsS9fO9Pe5/zIe1jrXcKkhbpnRlXZViJ7ATfzAq48wKWwkrjOOT4F70tvHjYq/PS3IkISwFRSKmZlhLHRKJI32sD1z4St9Ez9yIWpSYSq7CCfz+G0uzKTO8yEhj+xO8a5gXvgwGoVJ/6ccU7DhJqWcDljEghDMfYQ0ncgJGzsqODvErDJ+630V5CsEEbnQKhJCtoSzlCGE/6emEwbP5BZMx92Z4F/md6R7Pria6hfacCnWQU8jznLoDuGt/Iq/0gLCBTEWSojOMPzs0uPHJYMLb370/fa2d95q5YoNGXA8GGZ9neZeWMX5wDplYrx1qJHIz1HN0WbcesbMALM7h8ya3///Y9gJN2e7OYQ9BPotKdujzCpOIU+FkrfKIluMoArqp9GsrIBXSnxO8kSpJKJCXbDHYL0CZiIXXYpRkTRZDycQsjgabWOgqQTAnqKInNvz+2xWI5XhzAcB3AegNXOc+7p4zsfoct4nZ2CK9AYAaifckFIIa6r70EddZ3LEVLJXQIwb2/kpQ20MTpzLXDv0rG+cFkTOJTOHGCKZY/l1HWWtlbuPm0rMAJLbAr4wvXX29zeZHtz5jJxbeMsp8hoIaleBTeekboDs2VeDjKj0KKDkgdd71EnG0g5nmCbbYkl9E2eHeDTuZCSsjXPuQxtc3UyQyZtHfxoe0xh0yLGTtPTKEGAqfKMyxGkgquHG+3x8uM2oU0+6iE9Q4or40XbZElLG4VTwHWZjUHnkCjZF6QzhEEZg2499gwtXXTOdtrcC2bk1MEIcUY4VPhNJOt//h/fQfKGQjzp2WkKX3XWVAn4sy2NEt8Bw9aVWW2Pb/ysNtvqFDu/BM38aznDclMl4EmdRdvUNMzX1oOHbYTwDkIbMPrLHkzMWZfWicrVW9gyAow8G0/dN09J+I2vYxBzRjMwW+DHZRyrnIDWeSCWftJ40kzN3MHfPsc6i8SPGFPQ6AQT47e++QWYJzY3rSy1t//DnTCGZ6ZQlMZw7STLROvsinXH+iR1McWxKCMTMt8uXTJxhlH0qCn73FnOTN3aFA7GDOo+5QWX06iviBfLHV2ufXQC12DK13bb4nkYNPo+mWv7WvvHgtwmZH/DGAPOh539iHVhqesG7eg55Or7kEdqhHB9Z8Sno8Ha2vK9mAvrvRggwJUGgLt+3RIjOBSfjgfqw8rUWt7AQ2OwGToqJo0kzaX+wcMe9uTWsI3H+a4Ar105zyx2c4mxMj6Qn0v/YdBIuwfZuraG9UiyAj3kjOsEwP5GLB6FqTLoEXoEpwwChbvEF9aAmDfxUnG91pO0VW+0Xugo2Kesk0hJHf71KxwRiviO6dUd2YIMTZ5kkpG3SzKZ4QN267G7vlSVSbvqjYhJo+A15XLEJzPHPP8iSRQGPofuYXRBO/2146djn7BKZfRd9Efj6ADbzjL6UQ6Zx2EQB3Qi/foB/Ib55EW86aIfS1x1OPNOvZq/hprVdUwavLuBMX1nFy9hvAALcEAEaSQ0CBKK4UQSFXkyVQ8fPIjNL42xiWCXFsWBiuIhv44wPX5FSdeNa+fbSc9zIpizS3uDtZVnpHGR7fV3WHpE5yFJWOECoRNxVWV6+byBROLkLIiiM3DG6nl8X/nCa6wp7yC52GSWvQXzYocKgQKL5Uka1nnSNe2XKhmf+laYkHDHGHD1DUxBCq+dq1D9W3/vYBYPnxHAdJKL5REmGZouqvdUCnB5P+lZeQxckrZiasW7qyzlbCBBUCG1YgIxjFPfRYkl/fuGHrj1My/+dDY4lxHsSK3b4CdQSLSG4ELECn1UjMzsCCdjauds3ZUL5N3zr3Izfl/6o3gF53H/4RyE36OYPLZCpl+TAXbKMsJ7KvViOPDW03WkNSvt0ZNVTgx40h4tPYImZdpljGCIAH+MeBrJdAlpgl2JY+gZzaGjpe0qqp4lwxM5MmUKhdCkbR2IGnAWQ5yk559LYqMw9dZZzWgJxL8Dm0qXhckO+xY5leEDaZGm5diGAVhji/bJhdPtwSc3IyE+f+4c+o1LFd6KxBV95DF5JNVKqvOsm3D5r8szLKDzjj0HXXwmhRcbZhosXQeeZRjAp/c/aj/+wQ/bm1eut3MnTrYLV6/TO8DQQqN7MKXP2DiwlZ1cHOOBRKofwEmwyi0cMHLMjcJ0fcLO52WXnehhDsycQXPfdhF6DWDdhYjkUcwNuIfRGGEQV3HZnuYFzBDVS6eODh2SlhUOn19GWjmJRMsJXqQrDIoJW4ROfMvpctZE+82vfhGpo7h+gZ7q2fYISbxLQbYZjULeun0/Gzh20Em6yG5slxxPc8TQPZihbQhlAZthLqeVUjKwDvBdCLYOajkBGHV616csudbxKoUjl3JS/8SxLp2166ei9nNO7tBApW3Lc2lv3rzVXmwhOQRW26jLty4RaRh3S71CjGA+evC0LZ663669cS6Ky0rs7eAlF5ntIKUHqoMp+Xf0ZGGKPgpm0TcOgyRz96Uvvtn+5i8+QIqBOR4+a1ZFnPI5qxpWpRwV3tHp8VB1JzLRxwPeSZYftzmjV4mqSvWxoUZ7s7wyDjIeTtcF5YAB6S//4j+0//nN/wn4ZWxxXMSRqyy++GzZ3CTjX4KAL0sg3BVGoKDwrnzexbFDVs9E6SdjYCVFamKYzs8w8ec90jP9+aVCyUQGy8lq7pTdvshJgTi0rfst0hjiJO/chcz3pDyALR6kPMYkVomRNKBen8iejs09zlRm+X8HXcBTpxbDbGtMdB2Jv8ZgI+13rOhwSFIDl3JYZjKN4WnwVNzPIEhgDhoFrNB59NGn+AO5d5w49tE3lyft13om12eRrJFlAxon9M09goXez7jg7Re5wZAyFKDPv/fqwAk8fR4CVlAaqgrjJin1Zx2vpIkyCQGMIO4ZDO8q5m3U99WMjN933AxCPXzhy69kmVy+QhowDxMPg8Vj0YP54Je2RhuGnm3n9vnS1hh6szphV01HssrGHWBR2pw0+OaytO3BONJiNlIYnzzHp2kIyJXpuLG/A2FFjwHdGJdZ3nnnHRroF9uHt+5hhRejbDYMRckpfHWGtkwJ0srZYLZs2BvXL6MDxjZ9OEp1MR5h0XoUjlPjotl6CyKqirkHjyKPB/+7Hx4wWusAiXV9uUsKchIR/Bdef6V9goKvndcWg9nYGLZFGJSDQAj1yBVxHL33T5WX4RXHTmd9uhq+DegfwwEqrtLqJV+VroXFn3/LOY9EcWKcZSiOc0pnY0R+xQRV5xG9LbwdUCN8MggNo5ZGKp1K++hZgthhuWhaq9z8SVQSYUm2rCnT4FqA9tFz7wnRXU/pZGE8AtuxUP9pX1I36hVBpDrpaxymXdqcoL7eY/PFH//VD9snnLXYJrDfRYd/6BIyS1ELSLRcJtnErtKOUhvFK3ReDsQRPyvlpRPRCvN2OjiP8ABfDL5g0OzIlwbFgOiyena0gD/Hh9IBEG1FW6Ivjcp3K7WLn0aclExPOlP/AQv7SLrWOBfxIktPq6vP6ADOcKD4KY49WqZ+jNClUdGIWfD06SbJ/iId5LmuHtAuA49ONTBT2lGs2WvZnknMA5Rl/+Iv/7/2Gvpp37jB7kSOCHIS5extZx3pCzsXd1iCBOVpnwfQhqwNiEXCBRRk4SCqEdIHSBSfsqtzW0kaNOLmgj2kYLuqE9AO1e3KWYWJ0wMLrErM6Ge0KeZmhwkku3STlIFND5j80PzFaWx4PWDH5ARM1zQzbOSUFJ0yUS5rsC+x8DBNjIT9jVduIKFlAsUk0rZ2Fl3KUcolPXi4r2NFpKGf3CENpU6wc9DT17/6Gywtz7d333u/nfr6q0jQlL91PYAotXJFAX4lyTR9WRP803b8BrML0hIUP+lCetC0hOfQTbM0IwMr3UXRnbI7QGy645TO3AF3Gav8hzCI0nzfSUs/9mlKWcz79p277eylkw0ZYMKZXxgv4QXf/tm2e/wIl2GGnWGqORWcTlSuoxoCmkLXwlWMCq1FySE/JyFK0XNEkn2/9cF1DyXtcRhWNy9Ns1liE2mz+QvvDEy1yvST6Go6eafyAoZt6vHDJeLShp0T6oufzsll70agsRiq7Dys6/SHwWNeUl5xbRkpVd2B1VT017d+dQt+wK847tsuX3iu/qWehcl2T/6k4aApkzzQ7yLJ1KWBcRWmg0FYOj/96y0e1B+4ZNnZE1sioWKWcO4CRsJhumTo7Wf3mVCOY1rJyeIkag3TDOwrSJJPcs6yjLI7K50cDjv7Ip2Ma1ZrrBuBoH6GHSXGy3qTmI9/S/Dgiy/gxqU1JVqmKdOhMEBazuSCqC9gMnY11kq9iidp3bCZ6AzhN+kOAzH87MfjYAx/HTyLR13wyXMfRTj9SZeqDd29cxO9RCz5c96j9galQxlad2FKw25qEj4l2FpmOHV6lnGXMYIJH0UlXdo3D/ZN9vXp46HL0Ar5yITHUQcOJbbjaYzPT6Eb1ffzYdYjseziAa8qR4Hd+NSzuJKWlJp63qfpoolsp8KaPmK59z78uF25dI6xjA6Cgeva1asYXlvkOJxlJDTPw63ZwRVxSao1m9U4oYnaJXo00YefYEvr8kVsh82yywuDqeya3EBydhnDax+Qx8SEx7LY9fbORlAIJvlUjo1VBU8oE6XYkxTaQ0Gxos9S3djoxbYNY6aV3lm204rFMGBJw0r73OrvM02liHA7EZF9zFn5x/xM86UwxyK89DIUvGJxFXfhoBwcwRYEfpJdjxqipAQFNvHkrsN0VZQuWxP0sf5COT4PQOI7lVzECdqoDyvbJQKJIOXzDnE6EMr1V4pHcA+SIlHx4vEuE4oUki95G2cQSF/zFEif/3GdxgIBPPBaxuh9gS91fN588wvtX15/o/3pv/vr9v23f0YnT8MhDOM/Fg44pJaO6ARwj9BAtEMnzQqjne0OdKiZAsXq29iPW3RJ3YbBkvsu3w3nQKTkZ4pl8OpgxB+dEnTiu4NS9FPoEG3Yvh/Vg4NZ4azHiJ1apImkefPmzfY73/xS22f3pCxONovIYPBLzTraCETnPk2X9WFQe1aB9UB7kX1Qt8/xbo3ltee0j+9/9z+2g9Xd9q3Lr7UL8+hTMvt2+X8N5vQZy7Ie86NJDsv1AqmWDMsuA8IGtLOLnwy4umxTMqL0IyvPtto6ytT0Gki56LQouOL/ab5pr0tm6TiNFLz2Gv4mwM0kJg2kd3VrRljWmmQAP31mpn39rTfbd2bfan/0Z/8e3M+g9L9qsYJPSMHSWYnB9Qi7YN208vor1+iXCGO90W6moPczqDw8ZjnfHMW9R7pok/DqJaReSMrOIvWi726vvf5ae/vtd9o/+fprlXYgHMJ+8rIzR4pDPxRXQBCIDHnu6zVKxl0A21iU68F1OmHq2ZmwZ0UuLS21ESZF0+yyvcSS4vKjlcEAJvO1qy4qjJk/Z+xKXdYZiD+i3/ziV16HBmU37B+kseo3zVbGaeC6rsT3ASVZL+DbpXDxdAg+RpjQnAKHu2sypU4S6C9gFPyNohsmE2/921cLjyoI0rZMleYDHLQmkc7lTFiQET1Lvjke2FaU4ql4r2TMsFrLV0F/VPtqtLXabIRhZ+gMD8KRFz+/lWK49WofZymKfsS5EMm4DJzxdAlXj/2r5fLfEH2wvs9Ku0nUPCX/Fy7bS/fQf68YL26tv575Es6SbJim46C0lxyShnmbYpXHMfJFdobuovowO8eGC+DZhonZRhKzidRrkwmZ/Yj60PZ7SkitXiWx9k0WYAC7icdV+n2/brs7coYXXzjLnsgyEccZOD8fhcME0iw7UZHayHC5M1zalSbFa5LgMk2fqqRHZ7lW4AsO6Gv+f9re80mvJLvTyyqURxV8wwMNNNr39EwPx5Acw53hkFxyd2hml8ugQopQSPoiKRQK/SXSF33YUIQiGEG52KWkjQ2FuOIuh2a5Q47psT1t0bANbwqoQnkDPc/v3Fv1Ao1uiqQ2gXrvvWlOnjx58uTJk844DpIelXyJ9thPR5cB3w/JOMOAFYpWxrxTk76Tj/8cvLh5CDnTr3QAAEAASURBVJZm6Qi8TJikEmdISd2pREJPlH3jqMQq8zPog4fD13xbfmWvceVtlckoXERXqZV+Ltx3aYEf8rU0su9WCbW9SocsW6FNGMe+wTK5lMD1saaRn5aoawslH0XvWEfYEq+dvXSrXebE6KdPcQ8ZlX/u/ffbJz/1M5meceGalSBigKZgNdJxwCI9woh2RCChcuGarYvctzY6coxri9hxQAYz3Ku4CYyDWCZu3xUh863OzEJDOine/YEQzkasRcIDSXdxJtIkawx2gotWr1GY2Mbh4s5pFjKr7ToSx9iGE44wfD7qLGu5iqNwswPs6rUP3HqGOUlkuHXhs3fCegzc9ncfiSep+a389E6z4FN+2MU9hrNzXv0A4tDDSqvOuwNuIwxUvsm8aIYp096mK4w4FZ5dzG4tQ7Rr12dYPmjVRQcgGPXkfoRGxfAyt7LEHSM7qbcIQPE2I7LtHV9d2QY8+8C/w1Ma3L59m4W9XrbutHB1fObv6FFG37djuX39lz7Xbt76oF2kA0OuMckPP3GPo0oTopOGNtYmQXLJEVGQZSRDI7CTcXQtz1iprpuLshserHIqTP1z+nZkGl4FvB1slMKUreppHWFddDGGf0XnvPEjna0zhfRtlJ3Pf+pMpsq9L5VmH9pqKXABvwJXZz1pmRRGHC9+WQT/emd1ABg/cEXAqNBo1XMR+7vvn+XU+R+3gxO72qeeOdP2YB1kJT1TGpw7xnqvu+xszEJ5tNZl2uwCaZa4pH6OtnWbqe97tKsl2rF8oIF9Arp7ZpDHcexi596UAy7vW1NBIK242qk47Wh3VBZbaIRf4YyAS8HAk4i5ZJx1L9PTY23fU5Ptk59+sf3cFz5DW5hvf/KXWDKZxnz4ADjIlQhV5Y5SFGgKM88VPH3qFHWIMikNFGgShPKfPHGSjRXvRODNcYCuI/bPfer5dngPMmJ5vl06f44jM/ZSHiwMTLVKv1jXxK9KknzSpiiAglYFzJ1q8may6cqVw3VRZg0XjowWWUlHWvGQh9YNfLYPS5cXs+9jAOmA76mD7LQEB6fylKmeyj/MDlzl6Chy2QGllhGnUW5fv9uePXOqDaG4iKJKgtOTvIVfeIkLL1JpUNi+BhzESZx58qdMWGfqZXPTo0NWof1Mu8GZc3BO6tryqeB5HZN9rBcKq5RrwVH+SX95TdkLelhrvL+SgQx8YNfrbILHC+g8zmSFY0siT+gRF1CIb1y90fYE70TJj1SXdDrjmk/9gTf42H7sIXRdtEfeSNI5+a4+LG+KbEgPuw8b8Kt4FVeFTiuG9I+CCp/atw3GsY79NtwMHMj2fmbTvyeLLtwrszZpS/dQsubvMSgArrykAuCffL20UGdoKnMysKNQXpk3wRh0iOl4BYk8ZBEAm7/Kw1/pVmU3TL6ptV7GE6tEqOdjv9ukoy+l7e9gJszjUmx3kVvUhXUCJHiB9WucWegMhE6lQz+zCF6WvssuEfgZrI/4bWXYxwAycKSb/ytO8atRK7ql64LJwDVaTnNLR+tBZXAUeWQMv4dR8nmJzFdxthzBAz/lUeQIMLKIPhnKxx5xhGEn7Ta1CCGJTMGkuzJHp5LsRiVnluwf1eykQ7UbN9agpIGjPBQcia9skoY+HdinXPyMrDA94bU+f/m9H7Wf/fxnaVCjTBOeb88+eyaCwcJovpO4Jfx4goQN10WqduyUL5RJg5cA/FNpOn/xSls/zhowOpoJOkQ7vKcYdd6++wGxRMetqqWACX/QOVJKXTilQUHu3WP7/m5G2GqhNOrM85LGM5dUDu1IR8Bplek1q0ymqw51EOqj71aKhEuvYe9shgOIVCOztEW4MCNxKkoh7PsWgye9sQcLYwJAyJWGG8p3GjV02skUkMJd3Utm4H9oQ42n8u1uZAIbqfXg7j3vBTTPWCGFK2DSmU3hJqPYWKAFoxj9jeVz0JlXAjrPpCWicWWRVfKybkVF/GUww/59u2rU63RW+5KVApHxeBVOBMDb4wV27Rpt3/jG32//9Pf+OXP5dnIjjCQR1PD0DgUWdZoRErutahNCikGHwPU1lMcTry0tbFCj/V5BtR5IbppyNkA7peoYYr1MgISpkW0u8u3pCZ16XolQkbBkcuv2rdBPKuZcHHCWuxxVra1xGFZcV0DfhfchVzj1PNcLLS+XXQfvdRSBd94+237yvR+0kwcOtZNHjkYJfUBGd7gn9f2LFznwdLbdY9Q9x5TkXXasLdJBynubTr9SZvYxZGNH8u/KpHVsmLY2wpqVMRZqW/J9TNvt5W8HSoOTUi4mHkYYyf82p4xUJWSK1BcGHGlz7vJ6iiUJExPr7Qs/+6n22Z/7ZDrzDaazvKZsBWtdpjSkJQz4ECUEaUPF06kjKPcxGBsbn2wXuEFgyul1BRw0dmu9J9W7Q/DKDZRMBm4e/uzxOcMoHTtRFCZHp9tP33iznT9/of2n/9FvIT+x5OxEMVupti7JLUMQFy75u1sx1uQIc2MQJ0VyV6HWHVJYaOsWmaiSPjaOfZB3lZIlZhJcZrBKuZWbykJzcZv/sLtDEQAKZtO609gwO1H9ZBLXQc1Rf3ueYu0i+KS7Cq2VG4UjicqF5CQCJ+GkMlyHB8JO1dQlyLQTrhE7zEzH1fOsO4wQtwyWvCy71hugkZGdQslokePbUlZpNUJ6F95rHce4GP9VyjIhjWgvI8h8/zwPTbh2kt5+sMlaMfsK/ZRhpVT4btv1T4XXDg8/6JHyipdFMX5fTp5SXKe/rm8X+Xjs56PC9M9gi8Iqe9wNWwpYyQFlRfzJTT6Tpf3xafsL3HiaoZ6dH18aA2wd/q0zu2R9yiv6KHeUBXK2+WuZovgpp+vlbnOmpbdkSN8ZpiCnmCWRProqrW+m0ynvqSfkgJe4zyjbon3Dm/yTPh9V/qQWf8vN0fUPeB9ernV78mMUMfJ1vaLn/Klweb+iOK9xmLJTkNLLshRiPPO/6NDnK09Y3+lzg3P9pCzEl859uUohI9z6tm7586GzDpDO5Mlv+nsVVuhIenUUpxQpDGyP3OA7SPEuvZ0dyQ5T0lsP0lP8tFLZZns+IhFyhAyStRlX5sat8ohr4YRX8Ufosb1cxvDslIyOQaTepSDw+JvnLrEQ/irWgpF2lOnB27dugNAOFrO7xZ8F6Y76EK6erbPEOgYF2eXLVzN94NoVWUG0fAreZ7Q+CrbAat933r/CAtcRrlJ5qh3mQuyHTBsd4+LkS5ev0DGyJgKhohmvSgkEicxXHC+bUgyfVSr4HqP1neDkPX2O0qECRGPdCkpXDpVDKDuvW0wgYbYgdQAff8gIVrqduXEHCNRFTVk64nnVijBLWFQECR9Hct+fmCMB+ssyxrDyFDBq5RNYccYRRot0voJyI8M64RtpODAGQtqpMy8Ydlv6of0HMkonxNiSC2eHpzDjz8/O384iglnGI0D8Bp1x+wWV6SxNHQCFowsaPVh3FB5IHgCxIf/7dnLANILm7p277eBTXK+BAKCIjzlNx64p3NP+yT/+9fY//W9/yJESdHooNIv8TcqzTNJrKVO5WdyAX3A2OEedKrC1wNpt2DW1NMxIs5x1U7zhHH819hAmuMQsLaFCCq1pjLzoLKqzk5ekN+EyFk6aCWORM8V2sUmkPA0rGJPU/wJCtmIa2tO48iyfDlYeA++8pk6YQnLA89bZ8+2NH/y0nXjqZDsws4/dh+PtzQ+utnM3rrUPuDHixq37rO2k3Si4AD9E57ihRAJXr+0q4QJMdweFucTB/OwkWCxPVWhkRESwLGC+XcVKpgV3nDJPM5U2iZIyRn1pTR6hI/BsPxXTvsO3LqEodcIvu0d375tur2L1GmYazI7JYyMOHdjPWqg7dEXgiJ98LU036JDcgDPOAGwOJfCNd96PBUxaa0nS2VHI5/KG/IvOBuoPGVDeakdmuBcW+bVv/1PtB3/6nfbbv/lr7Quf/zS7JrECMiUwNOTUQqJXM7CN8s9fra2ufXGdacWx7dkxlHJhhxLBzlPSqaytItCdvnFqSYVxD9caXblV61U37ERZH1ULfgMxnZiyVz6yYyvlC7rDllqm7Avu3LrTpnbXUguyCg7WDW+8C8d688lPeVQclKSHlCeweQ7tQJ5g/ZpmKtrztuyolcVxCAOqKZ2V7UXLpvTNNTdEsG0oFybNl7gjHM3CrUPUZ7G84HboRz5OPa6zflj5JI/Nc07jns190I088KOU5Iv8AlfRTVshtoNrpyt32IaQP7EGpV0BRiQtC85fcgK0NNh2+j3JJS0B1YFSs6TrFa8oEeQrXWvKUZTFA788u/YBlrGy4lcdfMUxv+CfuNu5q0i6qWGNzl24FglqUATKHFqKOzDp43Q+TaPV3bWDO6kjbM0JK7zz+shP6EeZHQh885v/tn3tF7/apln2UxSynIXbI4ke/+gUFY8VsS6WoHfS8y6G8qMzNd52MM4tGUU7aALBnF4T77KEGZs00oe0tmEtospN24k1kxLL0MELD2lhIpzw8uQnS114Vv9MOQjznwRMnRjRtmRqOzFpn85CK1e1XeMpDwqrqvMM6NLOSGZ74F8GOh0ehR+/FiBwRLUgBBfSpl+QD3kXd3/tCyIXOqXOMqfOSCoPG68UbdrNKFeEvMGi09/+la+2YRSAm4xMzpx+mgbjnWea0Bzx00BI7HTkLB3isWMsqEd4mq/ABM7/OHc6eB2IUxplOKDxsX7gHuu3ntpPGAWYnhlnB88MHY47QJxDJrGFLGhVXqGl4BYSpMUBr3ngTNBZKYyLHKyvwFw66cJAlS8Y3MoueAL5aKcSFUJ0uFf+j8ZP+fCSoD3RekHxaMwuNbBAN6578N7Tp6BV5ennSIXT7jmccJbpINdS2AnPY424wkWlD7BIysyeFDzO9K13dY1RJ08xfUEhAxfqVFHBLwIuOdthVb2sA3MHDd8OLJPfCe9+TJOKE0qw7GrAdwQgDOs89RSnVacsRtou1CCkJ7//TeP3UMhjD0eLXL3ybvn0zNWH83TqahQp7/VXzx/b3z7/6nPtW997sy0hsFcQ9mMsdtYaY8PSMjPGkRCuTbExqKB7gbwLWUdJr3Onyki3CyuNhbT1BB6d6HBoSDw6Aq1LvZPONric92Tjx6Ux2zg6PtQiYgfjqMy2lPZiR0e5TKF1TmGr4CwCDxKOeHE9D1UeRRLT883/FfjkwsXL7Tt/9TrrLU+327StH731TnsXv9tMdakysK8D4QXtSnYlnbvQPK/M9mWHYqtC1emz5Fl5UIKOr8WHtkA636SEzXeR8FnM8TtcWIyf8k991Gk1hZptMh0odJkmn2dOH22vcnbfCL32MFNXm+BgB+/aiCMM6s5fu0fHJBdSi9S1I230Jondrt+4DvwOR/EDXtZ88O60gZZSnYeGbnIkhdbwy0x3ffJZbuegve3DIjjG/ZpHmfajIORAWZQv5KeMsSWlHiSyFazj4bSrHajThMqAEJAAO5Rak1gKh0JZRe0uFogh6jZTkkw77WS6dvTe7QxqN6CDSwHki8g3oEWBQ+sRdqZLUmCzQZ7Ccy5W98ysG9fu5+oYKAyLiQtRRDV4E98kvgvHCseBIfVrR7kT0hHG2khl9TwbLuy7PN5BGDr5VSU1RQSSfIl9vvuuUotTkUdZ08dVSYb+Wim9CZ20Tj0OM+5Jhwl85dvDh977J77ykHWnEsuX61jQXFW64shgyAGvzET90OjJq8IsX+UrlA7xSpVfO1xzGHTVVopfDBaGvCMNw6PWP9/S3nDrI9/SDY+Cib9xzNNIvvmdd70Ssv1tGRnbTHAOpisllRXW5RJyGfAu0QwM+UCQKgV7sPzaJ3gYeO4dZXTjtUzhDzv1wUL17wWI9COc23c9Bomdm8jtqsSkKcz6BE94Um7baFyK1+ekn/0BU6foAPPUoUsw7D8zyILHs5mAb/0LAr/8d4pSS5ODl1iBKbS6BZ4pr7Qs6FvZkg6fzj/vBIXmpO3pa2zbjSp8+IVBUADmt/COkcSIHZ3d7OdNHkEMPpKXpGn1m9K3K79hPZUBVe2qflPPIqwjfxAL/uIpH/e8nNikJTjlSZGSiDRR5hgwfuc732WR/WF2YB3gLsUPOP/oAObxGZBcyYjG3UlCv8G28g12ID135rlqmCBn41XbFb7Eca1J6o53C+6o0zBF+h2mDU+fYCcQEtl0B/fvbefnriAg3XVAxaSIxkx2AwXGJ4WFcHSWLvxdYrokahyE8+LqZaxfy2jWkwg8rWiaTiVeR5YU+SN/7BhtXFRisBXhAednkd3QCqR48fW3z8U47kI0bKvieIuLwBAbK75LQSfwgKmf69D8XS9fvsVBn8SYz3wyDVNKAEuFzM7chYOONn767rvts6+9xg3vCkPh02hDIjHwWwSq9OYmXUZRTFMv4YAgT0iRtbd8JV0K1uNcjLNMvjU3LvSuQpO6+wkOSR2PLnUXuJ3XYJK/7l0YLpC0IS+juE9NUTcKXvzFwqkt+mtLTl1zEwPl+4df+9l2+eKFdvnmPc5uYupmBaHv/DvxpJ800EqqoFUQ2Em7oHnUY1HonF1XE4GCkI8yBR3TGcPE7gr0nCY7aIWMjad3Wj7sRM2oMKx36yaxoKkN1umAdXYf3mNn4ZHdBypM5GywxNUipIJS/EMeCTOXguebr/VFTkS0YT+Ejzwe5hr3qf7Bv/zX7eihk+2PvvXddp2z8BbQirRuKaTsFNO44HUtM3HQAuxTnGHK6SEd7m4UicLAEsmvwcYq4KJx8sVHpSs82tW/aTJKhUUMx6DGQcJc3cQ0130WjGOEijLlaHTPruH2idde4fqia+03vv5LnUVlW6HZx52YxosIhCZLLOhTMXMKQWuAJ2s7zarsiVXUvMGjBhJOS7IlHFmhBaawsR0gnyi4d0WuYDV/8bkz7fvff6O99NwJ2hWcjb/HaCg8u2pJqauNEaRgDo+wYxv5EmVB8DjrQQVllPQmVvaRIAq9g0T5Q8VLK4bnyu3kwNicy5e8TGNLtXymrn/pFCQ8rjoo+FIZB79usmN3GSvqBMemaBFLHcmTIAL2gWNSFZ6AwN83s5P/9VTmifMiA1f9tXylYwkEygC93UFrG3DhvWVMQuPi7LgK34LlewaVpF+nzlhhGEh4pv1JV8R1rqHKnavUl1b+sBu4W9vCEOe+HtO54pcF+yDgFM5DBktVJ4VI6t26F9Cg6/HFL6+GkUE6b5/1SbkoH3SockIlvkvp4r2nmzjwXqkqYUim/yBM3rec/okKHCJ7zuXYFINmPhzUmh+ECZHWMUPfvz9PXTCEMQx79SyXV0+uepipZ8hVTarozOzmPDv56wnlDZ847Y55Ov02EjJYBBGQkUc+xql4WR5pWUWp+MIIfS0IfOLtFosoUD3FK34XF77yO3/klawF5l/8RaOjpN/EkW9Cd/2hC59Jnxf8bB2xhhWI8FMsWfIUckuW9tJtYRlPq71/WnIdUPK/ZAkvyvbQHtoUOZIKeqG7QFcHK7aNyBXgmZjkXVl9Fx44GobzvV74BWC/NiyJ8NK4Yr9hubIGjABLrZI9cvnc+faPvvGbXLeywcXVD9qnn3k2QtbzkNYg8g1GmR9cudReeeXldu3WAwpRi0G9PHONRuY5Sl68eu+e6ytm2+nTZ9LRSBFH2CEco6glpnQW+VP5GgERhdLRw4e4RPk2iDjq0mxPJ5TF4nYWpY6FNITpLIiFjUCjoHaqksVfD9DUiqZ5f20F5YtwlZmPc9ltRU3L8KV8mWflJQPoCvrgu/HBgbxL2GznkrjW6HZthdR+BlWO2yBV8nJUfn9xs/3Zd35EJ0k4J6x7UvowncumoyKYw0MO121olHkTJWQHgncZYBewir188hT+NuxqmhH7xJMm+ulsK57KLmNpXUkjqRAyJI6jJdLoSMVfPTdNb4MA1yUWgi8jHCYZwWohCdCk6H4Sz/cuT9460vURtsI6j7/2YR24uWLfvt3wFFPNU4cAqu2GusHiMcxCbcZTUAicUKIswgRreb7y5c+2f/YvvgnfMuVDdGa704j6qZ3cb0bkCacS4d3atVNr4sTfhlM0gqbS1rqi43T6LNNZ0MWGFNrAMzYg6WHH8lAtR9rzT1gRkDyFp8vC6SF2X3LSanhtmMk70vSd2CiDhixkFZ75yoapB1PzkXpSVdJbwQEUBO0S9Lg9v9z+6e//i3bu8mz7zlnOuDIuPBrHw7cN2lUsCKDjOhQwTz2ZjSFyZnyCbnXQ8pTWKy3Zamzyu7sTtWoLXhrhUTQTEPk6DbMTzXgvmxQ8N+oOu5LHuc1Bqy3qA3+bLBxnI47XBr19h92mM9hUpDR5KE+A5+XqD7X4Mmpe4BaAEdZ2ReBB3zGmBnMBtbdxk0TeLna3lNAfHLxmxaNtOmLhD2hoPY81cGYv02zLC+3Fp/e1P/+LN2kfbOrBsuxUqPLKNB7DsM6fNBpOHQHZqga2mzhGEPhaL5yGiXAnXwdJ3mGolUslS5pqwR5hens369O0bGg1VQiPoKQhbqvUdKjhGmCHvl0ZxNmCSXpppjXvHmv1pqZZJ4c10QpYZep1grPS0jHRNpfJTzqOsSPNs+nsjAUACPw9a4oT89l0seQOYKdDHzDtyNqgVZTJkSFPLCcfZIJWMNBCAXMWgdSe4RZrlDwPPPheK0jaClnI65ZBXCVUOqi0DzzAwXjyi8rrKptfYN/Qs+QX3G67gfgqeYEvNNqdSpc0TzxolkFETycH8ZbMLIoByHzb9WGpT9L4Tz/hRcEBIXEqfrHDtuyG4ScdTKMMyLPiCT2Qkk5YFbfiGH87fyKaKPTPez7jmfJuWZjw3zE13A5O7iZvLqIHgfCV8skRC44mAe0coFFmywsvKY8GXW3QoSOJciRPmH0W4pFGGUnCHpEuoT6Drsttqxx9eD2lH/iDn6WQ+v6Ps5jda55FmMQz7pbDf5BGRWP8KFRPQ+soSiSJbH86YQZkEhNOW0hfpDWWXFwTuIMNKh77QtWBojBcgqJBqM5XQwIQR0tcHZI7sRNpxLIo6alSZAaRkXiEX/UzUEfYI+XQq/OPNY/wtAVok2fCik7Wp5Wh/xY83k0/8uyZM1kEf+Py+fbC889l9A+eaOL32uuvf6+9+MpL7ctf/GK7dJVFuvNnWSyPwOS0XjXIy5cuRWB4vsvp06dZQHsQwVPmbacMpJWZ9AR1l8D0JMJWZCDYbkyrLqRfxCLh2hrnw6W4C1LLmfrJLjunElSNyunGZZQu18+MYOVwlPjXuRCESOloJaCChX9i3ZH9CSC6clm4EDTRnxCv8wogid11ML4hfSzjfrZ5H0DBWGYdjiNS6ehhbjoVX5UvlUnLZWN1a6s7zS5dvMRJ6TPt8D5P+FdAUcE9o3TZSvUwDXi6M6MW6VfzMkqV0hdKTJzHKd0XT4F0n106Uwf2EYd6eyQmXyZ8gvAzj7+tsyE68t7H1OO3v8002skjESZUUPijLE1AH6gkD9t9/rlnOR7l7fbm+ZsE1s4r40Rh6hrAJOuSkh5/pxpsyFpVFMS6UqglHR4dEVy/Y6P1HB7DtZy5iFiXxgZsw4epq8IJmkpX/gVEOivWKtrhsfBaF//QkrLCC15UW6u+FPwWzNTE419PXukvmoWaPCovbbLG44+ZariKoqwAcf0kTl6Gp7YcBSyo5SP2geWnAfniQTw50IXpuz0SAbq6gzIcgmAfwuritNUcmxbu0J491DVhwqB6dtJJ7PecLhQwD5Z1ka5TT4soPlorXzhzuJ06dbqdff8s9co5U9DJaYkMGihY6AY9lrGiL5DHyBjrVqQH/10HtMyZSK6jWsumCfnR9V6uCUKJscwgAcgUxy+W4rM7mqlC0t66facd2Xcysm0fF11LT6eerdPQNCUpGgMhX8YpZ3djXXEiPksu5BvlRuWHWgsvKXNypQ4J6CqZOqIzlT6etq/kx3eKE/s3Wd+mNPDPBetFP8pOFGqf7xqFS08HSZbDQtn+wze8e9TDOsqTuycnOXeIbHJA8ybWzgMHHCwwmwDf2ZHZhuVn24HTfg7EZufYiIBS290SkyJKt61OEGQc/bv5IsRPjCf/GMV605m+Ok+VKgrAN/+3nLMUdkjrKu34+kcRa4qZ6DUwgNJ4CgdiUPHC0AIPTiph0oWONrxCmaK0dvkTEicVhW3yvkwAqG/y12oaacZ7aqDDM4pZ3ru4/XtQEQ//hFnQA7+yzO9WXn2+XZj+H+VUZHXhXmimgi7tdjAAFWEx0ZhQ9Cq6Pg4vA0DiZd0SZVJmBMPkGyCB81E4/PX+Qht0hfOgz/+3d+Dwv9CiZKmTKm+UcAJAPxE8AiJO9E1AHYuFv0MPPTPU9mtkrPYcIs2oCH/aDgMzN2RtDLEpkMmPDdY27pzanc15qTd4aI37bJ1aF274Bz7KciUzxC85m+fHuMH20kdTL1IhE09hC2KQNS2v7docRl79xCextLCoD6Vlhq2W7h68cO48o8DN9qUvfQm1HDBIzaOH97ebN7nV/sJFmH+o/ejHP+bSbRb1HuDkZUdaAFMgydQRhOQa2pGzfYCZ3cW06gJpfFIBbtM/xNlf589fhn4KDBiLRulocofMNoB1vUsMiyW8cpUH5SHtAqPs0ZHdMfeHkH2kLu7jD3GyIm1wEkpBug358dj1LR5EJZqpuzI+OeqWr5ALbqiUiQKFslcnfebVF9u1P/12plQ3vUIH2BGaVJLrvZwKW3WxDv89U2SKBY92/mfPvc+ZRS+xPRbaYzEspLp8BulGzu6ecuQtjXoX0vAdJXkgfpicQL18t+NdpvNyym4CUxJqRkoTOAIh3jZU3wK5z+Zv9VQxdxpoenqSXbfPMOV9g+nwXfBTl1MeXeaiwLcj1ymU7k+/9ol29vI3sc5o8ePwziyixvLKaF/Fa4PBgaeHuyvO+rPDzDblVCr0sMMAoDzR858NSmvK9LgLWGnj0N/F34NO5dl7H0UtfyLlC2jaJqwf6e91XUXjwt9so4wzT2f4VkdJYvHT5WnEFFQfAXdweT939iw8Em4kMmEoIu7g0xlTSDqVqhJVPCsg/ubgf4/cQOdC6ZpgKpfzfsAHkQR+2BmZ7lnDCvKA5RoPmB5ZAb5tT5h2np4u4FrMXfCry33k3SUOZNVwMsLSAlXCF5852F554VS7du1Ku88p9L/zX/0XmXKMWmP5wNT2f+Ey4VhxdrIu6wFWV1VI14mI37DWYNtOlJlO4YIu1pVCtK87NRmVNPN1qhJWaLc45HZt8wSDGSxTbPw5fvRgO/vee+21T5z01qOOTrz4Tl7+k06BG8qRD2HeebrOX0bawE98Hip5rt1zwCQ+M1il7s6xM3SIs53A2Y7x2NHDKD6zTHVOMjKHbtA5Ggf1FtmSfJAYiiIBg4c8adjBg2xwotzKE2FNoXQ9QAFexpKXc5mg3QTWN50yZBx5HpmKxIkSRn1KCI8bcdfaTpTDofW5dIDBgXTmEzykAUjY6ZPdx7o+jZGMbzaVhrS8GG5RwKqKBH/KowTEW55Md5X2jR/R7aNIyQuyWXh0mFomVZkcnJTCZRxqifDBg1rNadClwwOebSsHlpov7/2g2/xtk9UPFKpkC+SoZVZBwn3q+m/fnf4adMLQCS9/4t65St8B6T3zrEjymy70t1wkMCRyOzTUT/jg/zgY6wln+TIlZ/oOhiUxvt9/W9cX41EIve9HQ308RnCC9uEZyiGvVL8PX4NkKdzE6nkGv9CRLGwS1rUkCI14Olt0n7PGNLhouDjA2XkeKnuVNZ4vv/RiZsvuIGtus6xnlP7LM8mWmSWb2YMFHEUtNCYP+5aCaZ1L88Ln0fJWOUXNOvAv05wSV57yiRt8Bib+8p7pKi3weRlxx+K5t3/SPsUBfprL3377bDtx7ETbu4f5aYchlNQMxpneGUPK3rxzK8Lv1VdfRZvkfC0EHKWoTHlqWo8yik8aIiQz2BjOa9sPjSGgRFD56QjnwIE9bKu9h6LB4nuEQ3ZGdcwUwAV9+5U3+8hqdb03OVCTXsbsYXG9AtOHPvFZaAeXMGZH1JC1D3uMYRUINkobrnIyI/fH4jwxL9NZJv9TdlZGIHAwN+/nXjosWJc55TwdODBVDGBLOtS6N24YejklZcW5nX8KJcKT0s9fvtRefoE1eKQRsOefQATSlpMXLIYWRadJVJ4GnfGyA0rGeCTAVPVnQ5aWt1mrdJBjQjwxWLgJpzxhJlsEEALDsEeAGfdv6ICnmd2F7YdYi3gW5eKAlgp7efCh69kGGFwsdSnsp58+kTs/r9LYkEOx0LrQ2BOJHcm7ENhrUGwMOqetNlGagjOFsbFY9DQg3mue3g6gGqq0yHoArBcdiUjaNTzTSRP/ASYNj28HJaazE82amw77aqTiUe1Gvld2O1gBRJx8Wa8lhAyIZUEeAp7q3tf/wd9v7//e/4myU7BCI5VLhIvcupXetHw/oniRRLLKGbs4OmCGnYQTtHV3mamAMD7ESuGp7B5NwTk/7hqFn0yjJWsPlrEZBN8kgs9uX9P9CgJgHgHnbudxFGiXKDzNvaxnTh/nMueL7fqVm+2/+a//y7ab67VGh+FrcgndwWKRNYZvvXuW+se6tc7xMuCQtV0Q1I5HYe39j6hgxYd8Wx/uaI2SDK0VwvK1nDLKkSMKdzf1zGIpWmHKcASYLpw/ceJIe/utt9urL53EQufAwjqjnqW8/AFsqVeywQ/oYXtAKRmFRqvspoUSieep76MMniLDiDMGn7lLUKAbKJBam7wX8/IHl7ksm+UF3IE7jCI7jWXvdpYj0OZt92ZLVqXwWWayBR5FxKqP1ZFbGZhhgZ/cWcWOQxZlL7g7jXU+y1gXdx+YAWP4AhpJkyhufMvvrufz3s+H7O58imuYVIAmJ7Ho0tbqX0oeBFROQCO4pIDS5KMccEsZku9V2Kp9Fn/rV9AtjDMc+/cfImvj4a/WC5nMy3G+dSVJdX3+eZYXaToCbYUbSlxgDTp5JfWGp3j4Z7vvp/L6TtMSp8P3SZmld1Kaxn9J28Mwh4pjPF2vbNVXxfM96YiLQAic8utjFX36r7KibZdBfEJPaBE4HS/2Zayy9am7Z8yB1DF8bhrd9tP3+MR/6+cxmnWRtoK7Ioa2PaytQNP2RNjyxKt772sj34P5kEaa9WUxuopP+lPfu/RPgp0gAKb8tD0HKOucfXL86SPMeDCAQn66dOntt99lgM30NtB207fO7N7djhxdZaDiwdJ3SM8J89wiYJsKHsFJum3jpfEmaPe4d2Wt8snTIlL1b5DfeVpnlM8qwyfwa0pYvInPjxxBA24jsyhTJ9m96DqBi0wjHmYd1h46unEWra4zOrTTmWNL+TvvXWxvvcnWbhr10WPHOHyTXTM0fkdgVQBJIxHzEHwEiT9pkIhm7yW7zx2QYxx2KHN5zYfK2x7WfyxiDveckozsSCziOmEPEsGGXRVHNRFAGYyVPwvtyMjdj577Zeejo7rzVCj174KXoQoWRKEc6dwlKoH+9mqMoiNZ4NcziWkVUAzIqpzmEM4xrqnzIajC3+8QvoR1RWddF0LopRef5xLo11GwVAQQQghFaUYV8g2N6ODWVBKsVJQwT8q+z7TBLaaGH7D1fRfKmGs8SjBZVnHwu/IEUZQv5r6zA8mgwg10LFAwrZGGHuUqhnBUnuuamluz99sBtrm7fbxoa9qK2af7/+PZ5w2rpYNY4iT6RaxVXlk1ZGdtB1lVW7lTZOvDhudRBcePsHkEK8c6nZ3HkIxiXbBh6iyzU0CumzCNypVHDEi17Q4k1ZbIKk3+1U4x6pu6teMzbka9wmBltztt7fw9YNI8tP72TktZP/rO+XR9QPcUD/l4HBhuAqg2YF1AiVQJPN/HTVmd1JI7pf9Ge/b0qfabv/a19i/+6M+5axGLn4JYJAacX052BVAHTEsCB5RnqnA3u57HuNlih57QJiehU/eL4OMUo2tCPQIleDKN6G0T09B0HDq4jIASBrTVotJ1j80FbgaYoBIZOmRJw8rKA5Yq3Gz/MWdrncDqNEI97kCLSzsCtQ2Uj7vs8L12/Rb1lgOl6ExcbF+WPBdca1Fzw46r/vop+nGmz9wUYR1CGJylBR/gqVh4DIhKNroJCiTtZ4bNLlh/9mJ1v3mdcqGkexm07cS6kKcpaf5ZKJuLPlqPbzN1aTvcyyGtKgq21+x+JLZtyPVoHpMi+YexZnoR8eYyAJhCusldkq9/6/vt+Mlj7TnaPEVhxy5xmCrmLOxcuLzOkTIqvd4EoHwcJgNPnHedl+1OGpUt0HKCFXHdaLSy4CaHOrNxN2vmdCr6/fKMmlHgoN9bt1lLyXKF8DSw5VNxlW7gryKbq1eo+9DCwido4ImfcjRypAtPpPzIQ3An/gZZE+Kpk6YqwebpoZZZrwcNpaNinAdPYCPjtdav03ZtU9XZFiTrKNDAX/gly+wHKo9kJAzKPuijf68oBRI//XRfWcA6XKGn/6xXy08qnqbtv7un4QI1E98Tt56mr0AjVLvwTdzz6OLmw5+ehgJMmUwVoIkirU3SXyn3oYJ1sUxlGfu10cGJhNbWFqKJW1/x7r599GgMeOkLWNtS+QpJF97IWxeQ9+2fXuHQp6eN78Z2QGBfHQfgwXD9XMPlgCt5pJ5JRXzbvhullN+rq4s8x1CqDmDF3YeMYBDC2tcH3MBx++Y8vDTeLp6/1ua4uH4vG3imOMfvwMGZtp8DncNvLAXwsu1e4dLPf6UcSclOApC1eEh/XV+3+VS3wS+04cenfG/JfHfWqBb8m76nHIGWj/KM3L9zo538xMuMCNdzoNuRYycYNXmyPMcesD7l8gcXMxW5xsJe14ft5SLVNbTKYU66lvHNXMx6BPPNTxWlGpMjLrV7F8HdYDfagV2HaGDiYCNBiBKugPQIgBGHdcALbIF1ioyFiXJROfJLHFusUfizaH2nlUbt9RlEqMZpZ2RM41aiLeFR3hFU4ldrUIAFUFi+y62LZPqUpb6tiLQn/MSh9x38iv8W3cVaVDoPR0VEmGEq0dyiPVNzGQFTQe7YUvh4vo7zyJvUSb6d2kHhWuPQSE9N333sOPmb01ZGQSV5iy9KiIqdDJ0pM57liJGCVjltMFHCtkOtCqASj7AF5pyGUFJdCJ/TuB2y6qyjZJ0cy+/v8NvJKBRKwMIfL7/8UpvFtDyNgiBN6O278m5nUvP3WAKgjevoPEHdBbsRRlhRekcxUoc9X4l4hDL0fpLrG43WRhVYD/lVsbKTytR2B8/OLEQYqIKeGlooFCjWe639eTQn+Vh+zHlqItjJpaJ9Fxei6I3dhbIDKYFkBu3dAfeVn/90LuT9V3/+vXYf61F1PYkZzkgVmo/48ed69RmsLzMMuqZp71rQtMa6jsKe2M00c1xS/gBYazCpB9fuQbHdw4J7p/zSqWtZA11PfVjjRZsRxrF2x2lqtCAP9NzJ1Ng0eWg1f/P98+2VT77UPvPJF/mGF4nvBdnmnEX8CNY33r1Ap4x6wcDPHa972PjjDkFQipti99coU3ZeEyQNtHR72ru0fXzhtRg5VekZhqtsWDGPS5x1dmD6KNe9zLf9h5U7Kiwo9hMoU1qgenkDTlv1gJ//bD/ygFczjbCYxDp3h7d1J/+5ZGMHB7guMPjT2mmaBXBfwuKGitru3HYt4g7yXmCtKx0E1yyN0mlYzh0MKsaxTO/l/s1xylhb9jnmhANwZ+/fZfTuwIPyQGeryJ2cyjfJonydgB5D7X7WHrpGMesYaStawDR1Wq9zWMt3c/isymqvcFheOSrFBlbxe3GurPIkZ2jJmyeEgkvqqqMjJIgrea7yxbVlTClPciuJ8tqybE0ZxnoDZJVmaKLCOCrfo0jVOk+BFcC+XQY4Xrbh1BL1nQ7VmHl/NH6fzrhJA/zIPKL18WMvTjJh+bcd1r9HcJujfVg8xcyI/qdQeW7LqT5MfPMexP0pWvumf5ZWbFkO9cUfWAHY+Qv7cZc8obl8F6IaRw0yUIEMkL6/NK0hxet+lat8+q/tJ1Xa4bDt51vBeNRvqzQBVl9KoW0n5/BNkG/CLkjbMaTaVgrhVKTIXMtRsxYIHQq01805kNuDs9/86dtsImGJAW1jfHSi3bs11+7enGvT7C5+6eVTzHrQLli362BPGNmARVpxyQBQTDoimL8cFRlg+DZGeRf3eAX/R9P1JdkqQ+/RwzcP/kaePn6IBjrc3jt/ve0/dCRn2YjAVXbU3ecMmD37uJdx9SZTgwdY2Lm3rZ7/oN2dvQeyaG7pgGgYxBee+NSPqFXHLN2yrd8RK8L43hwL7Jf2svDes6dMV3B2Q6D5K5wAjsUq045dyTq6d4zSVxa5dAH1VIB0tMBffJyycxF2FBmwGSSeWOpKkSoSSXxHinYYPVV7rTiRB356nESxh6vm/FHObtcuJkxFtLQJIqt49RAUqv55dIJTt6lcQj1ew/uoFKZrrP3SrEzflDnulUXuAaMTacdqFIg078hfuPRVkpEGjdI1KipfH3KlaUKP7ZAONeV2cMmIgA5mCeX7ziwdF5sFJlzoowmql9zbyf9Ob5Zdesbqx6jfXVDrLJDxOAhHztKzKyjENDaUlajQyKIc4eJaz5fyyiGFu8wJdYOTZRwsp7xiR6SdozoIoVUan9aJdaSVpS5RJn8ykaa9cxqqNj7IDeZlmkedsLWuuu7scWcWURKxlNgWvbMsJtXCxOzTTlKGgLaeFSAUzoaHtWoPVqtfZbfnHaaH/+3rb7EVvHKxDP5ZRRiaUAFYJ8F84U6O4Zih/kbEnfL7r8pAh4/Cfw+L6gLWK4u5B8vKTM5NQ5ERltxs3ihUUs4a2STiMm18lh14K9SF/K5Va4xFr8+d4I5YMl6eX2q/9NWvYQ0jBWsvnNqkyrKMAVGUNVDfff0nrFva2Y7A81x6moX3TmV6eKsWpUk2mixSsfe4LLzqjvaAcptNFeBmdeu0krk2a5XjXFzm4Ekb9Pvt/KWr7czRvVyPxGCGtnbk0GGmHt9vu6dfIx54b6xkg4rnAWUKh/bn5peUCI3VdYQPodks+WvtfJgNDiiLKEnKrfscOqvcCCfQNpax6M9xOPQMOz43WR/wmS98ljpm0T58cMN1KCM726GDU+34cdZfsYt3LwOHTAPCFDm/CDrevs2hwdwSYtO1DYy4jZ66G2K6nPF7KneBKbUFZhV2c7Cm042jKHDu2CzZXNOsXja8Z2Z3BnDpeKCTFvNSbOHbjm1LLoaMH/oxLOztQxyNIQ/i/I4yBx3CdcTpQvB3sLKBpfF6+86/+3b7yi99JTQVPxipeotejlA+EqSstktKXLA7aH1ewaMyIMSyGsKPT2S5vXJ4xDrr3+VNlTkiO7PjvbCm1SlXBVK1p48eKn/xThp9C2df+A88v4X/SFiCKywBH/kjkMo/UaizXml6NIn8QFjqKD+PBJe3/Au+xgtORinYSTuYT1J/GM4jQPNR6Svj/n071uMgZY8t5/uHkhSfKSOlu2R7JA1JakbBgJLJRujBGDeXka+weQlZs4icWmFD2iqXuz9gcLGDNsEJZMidrvaQSyvw/fVrN9rOJZZHMHgexRo9YZ/qhbQUwEFUX6d5KvRCP2QLGUbei0NX2EH5XrSuEgdHkg468e0HTMLsnbAQS54xco/R1TxXTRzJ1OB1RoeerXPk6LH2DudKPX3mGdZR7W3f/d4PGZFhpWG0l84OoZiFqcAUWDU+UbMzMkzqo1AQprXAhbsqODeu325TTx+LgJRpZe4JBIZa7BxzA1lTQ7o0dCEAxj9h1dN3/eKJ74fr2DAbu25wCigegz/CDgSKxRSL54YpuHXV8Q5Grrgyjc4nba+sAAPR+nC9hB3a8B4LILTJUQ5895Vpnprinb4wxTYtiQu9LGZ/xIEdbjpqJLG0XMqxGpaRWmdknPSWxyKIZlfh0sMdeeMcNtoz25aaQJwMOklksvxRJymHBQS3rVES1sFlGP3e0BzX/7Bmx4U/XZo+r3j8HX9qJAIPqeiQhVPJXnadU7Yj6B7lcmmWaRqsJx5VoKWplHs6HsudA4MpW4i5jZzkMS+0kG1P3iSd5TF6X0+eWO6ls/lOhK7s4ChNnQyruitQRhF+r0xrtZtGeXjcaUEzvWyn1Xk1J+2bum/wtJ/6jF9hh5+46SM9OCB5L5apr37x8+3tcx+0K7e5rJf211t/6WPbBIWZQonZyQBnEg93BiFeEDA86fiGPT8KDeUeB5q6mXNymsvssSTupP7HN9llCD4LSAzPWZPVdlA4O0ePjrEhrM8zeUZnpiKmwBoF6RGsSbs47fz9NzlT6/lTWXA+tDkb2WAdSZNhOmsVjVt37nMYM7vxsOK4znGMUeoK61BPHGUpRHZG32Pq7ioYsw6N/MLHlF8xI69KC/901ttOBngPqXsYOFP1S1jxFpjKckH/gRdP1sJzLEEX3j/HdOgVZBCCnd2UKyhsy8g/lVVpDLJR3sbYULCXdY9knEX7DkyF7fqx0VE2YxDXcjtoqHVPKKukWeV7P2us5INYdFTywHSSKXzvytzLESRm9uABytgo1mXzI4/qmLh55Cg3g+ScNi185IHG+pC6cmrYuHdu3Wzn37se/s+hltYHdZM2ARCVU48BEodMRaLAFQZiL4+EgEAuVzzvu7lJgJ6q+unjv3KRs+TXrw21wyz5rVrupkQ3+9CONWMbD5l8l3tbPerFc770Q6IBtPJQJvld7aFy6WVPvvgRP9fT2W63FA3yqPIWJ2gccGmE7a/aa+ePR1lOFHDQBsXMShbHigdKXdnEzK+CUXASx3BoH4UOXPp8u2Tdg/zMoqNdTzHlWeTNI5EH6du/908imkcPR2bvaDUIIsofiDrrszWl15ckBSC2zwH32GfoOhCc6MUL5Nnl34f3PNLXTe9fORhftDusH8029Cq5VFAfx2OLxsDwXWi2B2WF/HaH9eGXL7BGmrVbWtYdlGgp3ssa0lVHnezycanDODJ9E9k1gm7h8SlL6BZz3K25xHE/wjlyYoY1xYfCu4Vvl1+PUF9IaG5J+npLFZgA1xctOPJT+PLSvRcV8kkb7rgA+MYb+f1/87104JMsUv/p1dv0QZrQN9srLz7X/s1f/Vn70s9/vj3FgjXPu5lgmuv8tXkUMa46YPphje2drEYgx9rdw62wNBqmJRQeFD/TMrSvjM8skGYUvu49YDEuNJqEoI5r3MnkdM4+rF8K3HtcwDo0VqbxrH+iiBKrRhcUIAWrgvYEKCHp17bLSEZcwEGMzN23uPqIr4Qw3FGDW9KdinDaIxpvl6oSmbond++j/JCYELgjbh9DPHX1bUreaJHduLAC+ZXmZB6ljKYDnMKZlkR0FTCVM9jJRmfZ8ZfZPGV8me21Xt4xbmcaXAd+jQuFLZ9Ec90YsjA0HkIRVl3QVeclspEWPHlXLvKmAqoQqidv5KebZ2pJxj6ABWwUfhFenRaF5ZB1LIGZtIUzWBDuXzFygHzkDzlTofIGqVGk+MPqcOPO9Vhgh3dMu4IwkKSnZaM5EUmFlPrD4pkDGaUj3u4S7XeBEQm/KvkweK7Dr26nHyXdiPS1tFRQBgwdrpZdRUHrV/C3MwE/YZdzOpGJpa0pc3Qh4rgryzVlHiOxSmQm15o3fgxT1xt2uFisRrwsD3zM2bN7XMgdXjdvSZc84E07X5yKjwFS0rLET392YqqoP3t8b/v6Vz7b/uD//hPKRudOOxrbZBKQtjsWqy5wmbMKX8h3gaMVhSMZYI4lzPdTKD5e4ZNyk43YudZIZW7HBm2dumZ1Gilp4/itD421u4xA72JZXYcGtmqFnzvlD3KJ9A7WKF7hkuzf+d3Ptz3D3YEam5z4PXKfPmwC6Ex7jrKon/Vea0sP2AF9ggvTb3Ne3yLHUZygA99o73EQsYMTbLcps4MFeUz0fYRWXWmMgCii3PLBjrYAzSa5IYLDGVi/ttreuuwtHafaLi7V3rNrGgHOafRzLIc4uJflFNJsHH5BwZS8MJ91HX5UaUH5VqGYZepxahfXrODnWqxYQuEfZZTyJmmSbIRzvjgMFbSHkW1aWakmYO/IbkWVLnFfQ+ldB9+FJSx2Wa+qVbDqV3irrAUz7vikbct2TF1xQOAtrGfXr9xAASYDOpsh0q6D7whyTAuZ933OYx3fTTsd5mw5Fewh5ICtUMukvL+hZc+dYCjK4YgodSok5M+7irtIpuVKeIg74ry1PMBgzENC1U6d/h3b4RE5rOciPtzNk/KRjzzklJin9O9DaV3DwugZhA5EheHuZrAhDX/grlKoUynS1RdP25Ef8ZDe+vHNU4y2nP4G4vxNdCJG1sef3LoEXvETGd7lZXD1CaatNAHkO3Ii/yirokfIka+JIMD+r2B4NAsEIxqVTumi+EFDqM83fpY/4YGEUgq8wAjGhPUOGLrIKGEbX78u3hjT7xsTHKHANDMWVHksZyLucEBoXwbvBQeBlCvyKJcKdp+v3xVGPvbZW0iYqYo0Cqk4KrfcrJQIlCPyRFjSoHDMy2M/SQvxEosfn6lD4/FRfb3vxOwqO9P4hGm9vXjhUnswt9GOs2HGXehjtAnregblC9WqbTJ4dZmTm6vk9MldHksBT3H3r1bUXTuHuEHmWnuwiC4zuZ/bUOhfKYbtrBDwWfVasri89dXVYKLjQ8ve4WnVVHxe+F8F86Wc8rQvqPJi5D3M8Kuej4UZvBY3uoNmtH3/J2+1M08fbX/x3R+2l888104cOsqlrvvaxR/9sJ159mkKw/wp60CsnKKPxKfAwFdWiZCdYDRWCi7T1ZoMhDUN0gWv4+O72q2bt9oBTrvP9SE02t0IQ0+ovsuaCOH5J6wwD3nJ6OXfF6l7Gtds+VdP/RUgxfCmF07viuGKAYQXEz/Uy2J9BONoJ/h6Zu/TPf4MjcWvBx2cKyuzC6M9nohvceyd62f4HxcwfKj4JTVAXCfRTxMIzw59XNoTprXODREzE65zMs0A5ADr6EGYdeBZYl7UupWfcfok6c2SKLhIF8mmjInWT34yaK3fc8s69+EReoDOZZSK1z/hpg5MYfEnIfwWfic8jPKRrm8EHWJaC5599jQbQi7TaJbpOI+FrxzhpdalFWVT2XcgO3efUT6Lim/P3/3ILAwoVMC7iyWKQbP79lG8Zv0w+EAhsY2onG+NgiwbEKSndRb+7NJ14iUk0DIwreWEzSUumcbGKnBiSt0UOPG0athx58y7rvzbwl2ctzmqxxsAOUJDkT5Nhf29n/lke8AJ2X/8F99r4xvsDCSiC99VlyyHO97MWn7QIqEypkXCDshNDV61JGb+pe54My9p7Xp8+czuUUuuVigX5M9ylIdrv6iFdCueUO86pBPHj2aHm+vGnuJuV3fcMnTAIsWaKaxwmxyIy0iLeltuP/7JG+0UV5stsqNPhWvf/gPt3LlzKBUoPFasSAepwkX0eo/Ou7z4leu1aqgIOMU5yTzE137la+3/+ld/GMve2YsftMO7UOxoDyomb771ZvvFk19DuQE3FWZgyPv+SLPIDzLJmjiga2G4/MGlnG3orm/DPXl/hDJpXUo7ID4cmS3uNDroNcwyAdZdwZtXWHzveYk3OUbFTvw21iA30rgW7cjRI1iH7mDxOpzz2/airCzS1tywdPT4kdwVeY/NL6tMdY5wfdLmGldpqRClBykySQj5ZoXrwVawZO6cAUfwFqN0/GYKfTawBE6jcHpxuTsPbc+67DonZuqTsm3xNgqZC7+1anprwxA7PB2oRoGCx0egQfGKfAW0LBNQ6YRjkKta5vyzPeQ+W+TGDpRE83eh/SaKQylD8qeWKZUH5b/Kivxr+XhG4Fat59eAxPCHd9I8yQmrD6qSVqxqC0UzfVSiY7sbAKOf6Y0rkAqq98G8Cn4f6lNNyEGrMEXPsvjGH+0ksxuUrVLg3b1Zzt7Ptuf/Hmq9W2b/5FGVW9ZbcqVEY5VQAABAAElEQVSVM0zyx4EDbPYgXze1WZ81Rd7D3wIGTPDh08FzH2o5CzZP3sXFby2uVR4eKuL+RX5Zf8ouy9VjzetHuFCvz8I46XtM2ekKRcQudcl5vTx42alD+8wJFtGPMrh0MOJMnIe4y38aUJSfWpq9osl1eTs4QydHwwDEAaZLZh7Srzhl6bKe1GnwhhcjF3l29W3Rw3Mpf1c24NhaiiypHeKnVI+UOH0UdInMlG9waUs8R5bQJF27sAxC4BsCLs2xM471J2cv3eGgw4fci/YtGtl6+8LPfpZdS4e5WPs8ayRebUPY6W0EEcFgIUFcN1JrFqoQWQ9D3cp2HdpB+PadWSxodGbWFY17kYWpO9nqrpXD84IOHtibQwOdMlKSVeOwsCUeqOYquKV5xIWLtuq/GgujWPKoBD0WJgKGZZaMJFN4ObVVjnxgYvH/OFdMSvlsRwDTqiJxhSez+Of7xzlxS0OzsruIwdd3PLTIjVAffRw7St9BH4E2jLIx147u3w2Z+ox4CiifHUOIB+HuGNlklDyC0AvDJaqN3LrrkiRbyiCA/CexZHAUhIdlqvVBm8yzY8mg1e/nFG+v4JFha5RXNDD9luNdBa0IIoJPduLSJ+ufWkTdlXuH9Ybn3nmnPf30STorGpaEN0vooAC/dvVKjsQ4eYIp80uzZGgg+XxURUDH0LJDpae75ejzNsiOwMXyS0wxuZgzDS1FsM7Ft49d9DHcerLR+VQojGOtnKaDFWGrr0hBSl4EJYRMTZGP5/VsCSQCDet5jdcPOe+qpJXQ2TG1yc69X/ryz7ebN+62t95+n3Y6hfgHggJaenROvNe4B9OOzQGP6yQkU2jGI3RJGU1QJYTKwUOLibcvuCD/LgvNhS8/7WBKbZKpaE92d0pgJ2eGqezZJnbu4dBR8PToiSGsa64BVfFCTAJ/MmcITrImaZSDmOcXb7QbrC10+jMDagn2N3COmLVeuoN0FAuxmwtOHtnTPvHSM+1bP3yrXbp8s90+ubddvnK1PXfqGLyE1YA1YNwynjrQKuNAklaXXItu1pUbIygfgStMhX9w7VrkxiRneu3meB6PUrh2/VrqXNJ5ppzKmXc92vZuc+aQ53Vd4+aQqSnkK+d02bjWUIJG7nMUArzyYOlaKuLW7IXUwez96+EX62n2p5dQ8LivEgueFrodrIkkcqy7IyhRcpLTfpJLWPP37qHE7stl50OUTwmjQhj+Ra7M3r3PwbMH2tJ9NgdsPEg603rZtoqXMkOedPBXAzD5oKzA2dDCl4PDtFlln8onfq4lXPfsOcKYbI3q4YG8K/y5Ns3F9JMe/0K7sCz9hqAchQHekcvUX/AMyyqXybuqA55QZuLVuQ+/m7YPJSVx++++HXX9fRTD6iQrzla4dOpB8BJ5KU76BViF9vErKoISbwcn5aBjCrMt27XwSUUhpTdzANTFts0FXgrU+wZk8uxnRWrwZx4RzNQ1/AgdP7h8JXV2Fb48fGQX51nBKygldSk62337QpPS3HX0Cvl1lqXctoyoKNt4VLlJR6OsOh+oBHweYsXswHawHnsMgEo8vkOL0MgiqnyRfxcvMogPZxEM82w7TwdQPDJ/QAMFCxsqvOxu37ub98iQb4wSE7Tph9WIkaesMUUGyHN7TxyGl7Uis/4WZVELsHTtnVY2ya/fVl3wHdKBQ8lF4vOeqUTrjMTpi3ogqb/6sC8J9+JnWvnI+NwcggaI9mqBnfZw2maCi5TNVE3yzXcvYpna2Y4fO4D5frV9+meexex3rr359nvtxRdfQbNEWDF140jXpW42TNOat0Ig7/rSiPHCn4brO3ndVBChZNGyIa6PEiQKeAbNTEOCB2k84HMZYjpKtdEKKwOfKlv32zEtX2SPs6D1rhCy0C78F4sqeqpIhIgfzDq8h3IK+cw0UwXg+tc5U6ZgQg2DyLilgCUoEXz7GAcO4jrotqxY+Cv4rScVA1F1FGmZJiNsPT/tPn7HPwSj6JAiArrqxJGkowevY0jZpYd4g4D5QNrO1Yu/XmIdAZJAO0rKaoVlBOdluZi1h9i6j1VnPJ0BrAY/WCarIpACw/eC22XykY+tdElP4wNn9M92GH6ZYprnDlNGQ8Oso0FRcS2O625uYEVVuXF90G4WZ4fRAVS0BNAg0HyCoxiE+AZuuzQ6Pm0X8uVWaIhaZdsCaPoOhp2VME0vjXLmVMd/+1yLhjCAmh0V5PTisS5V2kzq2XySKdDy2mEg3G00t97WVHCIOswIz3qcxLT+pV/4XPvpe++2NapsA95xujNrLRQG8IE792rrtu0OYQpg8TBOlGhlQspV2SifxBY5H8VrDoXh7oO17IYUJ8u9k7MrvvKln22v/+AHaacTDNBml+ahA4ezaoVhDZc0GGYhvvcsDvHcwBLuRcN3WHu6DyXwyoXLWEWYWkMuuS5I2D38jihdbjw+wtkKwR7+oJMnv/1TbDVnDdvPfeaVduPBLGcbXms/+NG7bAQYai+ePNyO7d/f3nvrnfbq5z6DcsPRJHRIsf+BQ6pXaNJXpWGDqVyUR0/5UuCuuOgXWs6yrsqadXrfk9yliNPVD9hNKR39s91eu3aLaUZ2aq6zjg7CuCbLjT7hF56xdFtf1EN2ryHssHGjIKNE2+7IE7YHHhaOe5xbhGVvSBisrZvZdRiFb6GtEMFp3Cj/4LbgxeTShHR2tbAATXS4Xb10rU0gCyYZ+K6wOYBc+YcsQFHEFhreH6a9yc9a7ja0bFiZKNjUnBRoK87xksbyaU2o3e1uaMAi5mxF6pDdlpxHJu/cvTOXBdC50UimZdSfNVwyoPA7vttqt+Lb1UPySdm3OcJ6KSd3Spf6etKvWcgZaZ8DEfNNmE+ddeFbfdVL3hNOWH0QLqd14ci4dOLKui6h49VKAvU7f8iIM52I2tZMp58/edkqQ2gKAGVGyVSeitct3HsYYxgrlrgBhalz6vPwoePIZaxEbF6B/DEqlIIhYoWfZS04HbKpR95jUNGPvy6o4oErg5PeCpmyOzJSMMRRDvHvPzvfj3wQr2RNKTvSKYoXCQQRWMFVepf1U7m0A97bhOdpghnYCR/24OotBlDr023u4Txtgf6SNgBpHUEBbLPt4iqtvbt3ZclOwYOUKG3qE5Hz0NR/4eqUIT/Ju+eLfnBunj2WCQO/DNj7eiFpaMa3/XUfN8k6urKUiJEHa66ycwfPcReFwhAPsESZwMtbTbxKYzx38Tw7n4baq596uf3lX77T3nv/PArYKQpKTIhiR6gJc2FlIQvovVbE0Z5w0jHAdVGcyFNN8N33zrLg7eeyuP8BC2137cJ6A54qq1pTnLIU7xFMh3awWumW0e5lxFKMLFTYEiJaOcVU/VRnhYibRNb6VSPCEIkyktT/wU1Ifqkweql4KTz6GKOcbxVPmP1befY0N6bwS1hsp9VfZ7LBuPpZSVWpNSKNH2XR3/h9XjJqNVp+CXAabMUTrj0TCcxS2R1aYTph8y/pQaWYxPUlKDJ0MNXwWw7Q1Oq5A7xnsCbp+nIrgoKvcKkcqkXKRRCbJ1Q3Og2/To3ft9cpmK5+gGfa1EOnqBWwJPn4n0FiJ2YVTNp6NMcw1id35B4/eRz+4TwgOu8lOo+nuHHB2xHkxWpUWgJUGLfrQqx1fRlTPn+gaWjYhVcs4hEWf55aNrKWsYMnVDsJk5tM5QsUt4UIMOUp18B4vpLX7Wgil8+to6KfictJO3c8GoEkndt6KczsgB9xxKWt2DFnSpEwBzgH93FDwDNH23sXsaRgYfJMOacUvV9PJMexUmRAEjzMsqMIGdsBV1nIy8LloZAiD2AvQO9ZlG6GQzRQpBsjy3FGll/+wmdQjl1D4XQUB/vCZ6uzS1h7DjD95vl+xAWc56blcFuJRbt0o82DJZQFBhKuxRkCz3QWdMSW1j9/w0t536ZZPh/76dOo/Exj+dMaOMrxM+OsLfvGb/3D9t//t/9jYL7GDR8TRPaKnu9/69vtuZc/wXo31psiLxToKTtZ0UIzABFvLeSOmpeZBtzM1J+KhuUxvpKeuqgeFnmKUsOgVb71JoVVLEqj0G+M0aW7KJ0OXuLpqfgi5JSldNLyOc500TpzucPgnDMI6bAnUSIZvnLPqxo1071Ls/A89wKujrRz58+30y+fDj1VcpVhU5YlMhjrGgqaB+a6ssodxG0NOT/HuYtMXTp4dpmI8vshZXAxcwZk0EBjhlPWSvKNUQbBDLYfOFWoAgGR1lwH2jHrHBsVpienIp9kDWnorIfTtXZqTje6bmfBJQuaNVHW7L+j8oFSNn6kPdlK+/YoXVWly6nQyZLVVjtPQmvKq4/Ux+7DRdEKKqdyFcHPpyy47SqOUavT3A4hZhWTwAFIRFDG9vlVG/GuT2Gs0LdmRyVrJTfcrU75MQcSBjXAIelUrsM8lkn+of3CN/ZX9guWVVlme1A2yFpa4fEJjlpxbDNXLs5i7Z5DFnLn6+IQN9W835577mlgEQ9+NmvbrzvGu+x42hPDX3jUtWbQHPhkW/mQrwjYbp1mdl1rDDZQwHV/Y+PICp7iatj4JAM6cBT/EFbkB52EG/Dqz+LUM5YjidalST/te/0nofQSALwADyoZMrgQd3w9VmWaI0xsn+owDry0sM+ztmsR2bKwwEn4WMr2YoHPoAeZJTx1B7NJXQS34i9A9qgQ5pdxlEG9M9EjzFPhPf6VIH7VRySTJJYPRmSSKaYGjL+GMBkF4SVOgtWkrfCVUTQJ3749i4I20t587732wrOvtU986sX2gx+80S5cbO3M6WMoaVzdAh4eEqhQmeEOQjPoR/5ib4XmnCPg5hgBTIALNMQNdhiNIyCD4FbhekRlbEXCEI16EvzYtcAoTiYihtXBr8pLMXbWsOAV/45gfoXpEGhDVIyC9FEnsSsfYdlZqpC6vb13Rc8ep/J1rr6UJjF51Ikz/wO3q4tHIwx8aVmxIZlG13f2ws5cfecvM1EbhNvwpDXlodx1aXaSdj/CCcQI0HgGNKlARiFsQ/T9Imbqix9cybUtx1jTN3niKIqZDYf/5FtQFHyFmzlXd1g0Dp1trYCOAhbmdn2JrlInMOkLyoeplciP/lR2W37ia6P2vB/p6blbHgZ87YZXDx1o7zIQeOH5MzXaIa/8g0ckXerITDuYHTkLLYDVvwoWdgVsZU1+eHaJ5DMtRkDdiledAHGiUYUiqRtHXuFpYsr3exh52VizOxE6FQf3lO3AEe6VMztYeK1CXG3bOF0jFz9wqFwMr0KNGRmXGiOO6uYh1vn8J7/zjfaXP3ir/em/+y6H8nK2FNEcYHn1jaAsV8EqulqE3gU0kTLFbCzo4L2OD5ATs5wBhmEcP2KjUCDfkQOH2te+8sX2Z9/881ginSLYzYBq9NZVztFi+gPLtUpELfjnfbN2+WnBucDa0wkUhSNHOYPr3GVgOvgCqPj1FWZeyXAAyR7ZDz3lcdoHC4InnFK1MyOfdXaFHjzwTJtmycMSFqtxztka5WLpMUZ8rzx7pr3/ztn24iex6KMLLWtR6gZsqaXkb96cYI+FdQJ50jgt3q3vIBa+VK55uKJKZ42q3XXJ2jYqUn4YQ67aqTsNPebcLbCmp8uvZgroNkzvAJUOc5IRvNcpPWSEyye0KOVuhelielE6964tp36wQrN8ZJPK8Hwxr9tS2VHwqghLR3e2Ou3rTsmHHIarXuZuVe8tzXps4q6S0Spxs94emi2i5KlULkGPsZnxdvjkwbbvAOs8tS7Q4dppqXzSOHOy+C0OyZ3nzt6H3J/nHZN26qvgqkVQ+Sy9XH+DLpo8Vb6kXwgIA8pnUTb0lkR5SF8+/J/qr/hdcNIWnIpfsLp3HsVCSbjtqRlOR2CF8Fv/y3/b10jbMAbjRDb0cOASYHmn6V0OeXb98AJnYi4ubmJhnG13by0iO+zw+dP8oBIJkU89e5zz6hbaLBenK9utf88GFFb1L1ah/RLTZgyOXZbj7vjCGTDwxxrK8M0bXGVFy59Dof6zP/4r6mS1vfvWBdLZ/1EElpu4Ds/DzL18uspkO0M+Ue8q3XWIOfUGkfcf2Nft7uYEOdZg32U9mUqNAznTjIyttxdeOtb2HlDhGeUg011sbFnPoem7UXB0kU+VVfLTT3n7uLMstoutEN7xoIwqhqSh/OLkjnaPX4L5E1+l3T4hm1OIaN+VDTAOIsL7re0d3YXsLQug9CyZ3Mm75CjstPA8pXOUZHIRjd6VUUVWI0/ySj8chLewTnzrLQPHpC3YeBTMhOFHeahDiUlRbNk4FYpJ12nwbieT+X5GRosw0W2YZ3xkqv3gjR+1n/v8L7C24YM2e+dmu4slYvII86fIhSUWy46ruJGZ63Bc8DnO+g/zsOCpZJSIe6w1mGGbt+dULS3Mt+fPnCJHNWwIHKkPXp2zsfllgd0q7/k9i1g7XKRfzEkVEaeqrgpZHeIA5Ui/wdSV8lytNwTq4Qe2RJWIEAVGkh5a0ELNLp6PvkH4LOgS15BHn1VpxOmIbeP5KKdS5doHpFVFqcRddPMRTtGv8lE4QVssXmOkVfEt3EkisR7poKSKEExJeUDWTsFpj1UE+KXL18kbxZkI81iOjOefTobOtvnOoy/TVkdETJXaxKXh+jo3x/QG9b6bC4RlrQJWjN7DTYKP/RHnolelAfNYUfGnvDpp7k61MTqYP/mTP2svvPgCBEI08OfuLadW7Xiki51a71JvPX0BbnhPu/7Zxw3RH6u2angKRmAT8fEyCdpG71pFcg5sD/pUWLkJIM1NQvlHHZreslriOPCxY7Z8aezUmfUm3h/nhtN+6WSts0BjZIWis2d6rP3ilz/Xnnvpxfbf/Q+/z0J3BhVZswZ/b4HkJYXpPTpcyFC8XDulgLcVLsBbdzlfhzNL8y1u7n7cvWuo/fo/+AqCcDF3rLogXZnhFJqKoIO4BxyIukFnPIRS1Ia5/gPl4yFPO4xz77O8AWHvhgLZRorYZBSUfVsrGm1RSqgf41B2gj25A0clQKIuLc5B9g3O3eJGD07DfoAMOThJXVJnB/bua/8Px+nsO3KY40ocDNJF0lEmfZdT8KGX3wTeMIt9Rzh5Z9U1b7Qpm11VU7UzR6NaCa10B0q6IaZMll3fRX4uBHbK0ZPw7WyHaJMK5Q3qyPYt/yoLY4lahdK0MRKIDnRi24IdHjsu59CC15k5SD6kmWW6UQXeNXUqPMEjCpC9GNOJpN3E6jV/hzrAf51yulZPnnw4ssGuV6xeWNu8umhqF7vQmZIdYlfqu++9j1VuRzt+6iiDWNqXFhyLhyLn8FGlwfi79nIwLpbwcyxZuT+7gGLuPlNoTBYeMeG2/wUOnp0BvvIl5QJvXorWiWgheynQ+5uHnNHzKU++y0G7rXe9jdWHGcPMu6j9A22z6msg4JHX7ZwCYTCsEibPrbZJuCmsl0NYeqv/8DLzh9xl+lPWI1FWlGdnRagU/hwQjLNe9jAzGFdpq/hDUGej5thNK08YTSpoLZdX1imjO59dO1f5WkZ2tHLm48YK9YDyMY48H2bQ4VVXXjA9hfIf0ljXwFjkOIasbcZTZdhz53bupP82krQPXTbbkcNPcf7c8fbeu+fajcWbWGk93oRqsg2D6hRLG7745U9ziCktzeK4fjO7t0MIvvMfJZDvuHqatkKKvhEtlscKInDbGgZLwr/ylQqJiphRQuUUSCiUGZxL+SeEepEnPerK/EvngGZakFGqbE/2DcrYSQw+BQYZlrhlBEl/0cFU7qkL2L61RptPoeAveURaxUfEyoU3rEfw5k8dygzkT61y+osna740z3mnmmsxqAiUG0EuorV7R6IlSAeLZn3/PqO68QesqRlvb7/HLshXTre71xfajWt3mWvek3UDd9hp9vTxE6SzkHZAhYSFU/HiEeRdeHrq9EnkAhdusyjUac0Jb/XtwkO5jtChJqlc0K+J1bvZdjLl5lSpF8tGcAFbAjkilKiVkRyx7UIuGvlAX1wCQaQGXZBklQWMWhf4bgdWA5dNiuCWy8zqWfFC++0kvBEbjjDOYLw+ShhEpAhM1gYAvjp4unCFLh6ZCuEpDv7l/CrSOX3U4xWYNqCgF+TyGpHlaLcCULxYjMvCVzulFRYkK+A9tM66VhgaL7twuvIJLto8VRTQ0NGyFEPTqKG92NsI73NUiNa4TGHSkM37b+IGsTadqVeYzhBnR+BOmbLRJQrBEiP8Vz/5SaalJ6KQa1lYoXG5ldiU0jYDjA6FNE4qqAQX+He0jADoypo8jcNL4aJPORXlhyNMnSDsQvMPVzb86Jo6aV2NzFGUW8h3MdhIaayfuJ4y9V2gqn7NZ0XLTUmq5BXcEWTG9l3cqt6hBaNbuX3VURt501AQwKSHdTzZffqp6Xb6zDPtzR/9OFNdntH1iONTr572Qk8+3a/W2RXaw20UdBUvwxR8KkvuJPyNr/9yO8aC9llG/OLmOYFuxvHcL61Objao6RFS0YadxJLX9PO4gevXb2TRu/0vDRm4WpBQJIFBtOAmvgpWfwpPfZ7spL78qXBUDXP9mMqMco2vtsv1IZDpEhs0Tj97EPha6cfY+bi3vXv2/fbaay9kRx9SpzIAmGWOA67vm+A3R30s8qGCqmeOF6HeEo6fC8MfYuWRB+TDGhCAU3YSCE1gwKYdOvJPR+PiRpyncas8OaAwnuWx81Cp3s/F2Ht2sZB/+CiZchTH6z/ODRSerr8Dy4gHfrhO1qlm1/etkc7jQtJA+Xbtjld2DVM3ZNEeeBTJNOvZsJYemjiEkoW1cEq6caQMua/Dvw9Zj+XuRnnOjoiagb+iWhPDNoXFDDgOlCZZ6P3ip19oVy/eamffvoAyiKV1nqlNFAenpzyRfCc75jXFygOhMxk57ZhyWmJf/CPUX7+1ium6x9ZLYm15Jsp2nPr80C/ZPuL65FalzpZWr5at/PrfXn44wNoOG4xU5YJyWMAWWfd3H6WaRd/UgX2BsiG8AX+cfe/d7EjMfaHUmQqpCrObFpKPYPlzMOxxMba5UCHhhjGQdvqburDPXWMHH1NJWFy5ho7bETxwegylXwNArEvUndbZFA6+H4X3ZLkNFENihKabDDrOn73Q3n7jPcDDQwyUlEUuTtfZTo8fO0ybdWDBGiv6II0bygThZlARGVjxk6h7zVEiUYREXdrWX5QVEtsW47ryO22t0jMoCy2H+aSr4xnNwnT4g0GKZhy9pFuUdgY35pVlSWwGmV99QJu0bfUpqo91c5u4ZMBpNvyVMz3fyi1e7Pukqe86+bO3mG3xEu0+NCdchU/DxBT1El1LxcWOk6RlEgdtF4/22+oF6m4U705yp8AdRzJU8vmLF9jezkGsT51ikfNeTr2fY9FsKQIqLGqLouQdhONPHYAAavmQSGrB9YtYu1xjMM+J0MLT2qSQqTVisixI22lRUJ880kiNJzG9ikWyeQG4I8n5haWYbR/w9Gwg05nfViVJDYgUOGF+iUa59c4/XyEmuCsMxEXid2wuGXAgARzLFSFqYlxP6Hwk1BgVpp+NrdJuxzVGH0cLY2951F98zDm4ixU42YG43b7WklkuyOgPIZqhbQzJpQALHMeH3x1zGKEOx4VJqHNPwlaB0wpGiTmugt1TTO31zGL8gBNw71IWKdVhGTpTE4w00jggqUrSbRbVjgyzOJ6Rsqy9TSNKRr10kAM1AlcfvQPXmq08fC4zPfK//8s/QuE/z6Xvx9pnfua19tlPnERhX2eR/c126pnTsbbe5aqllTWmsmlYNzCR2xhsROK1XZPC7aBLD/4lW/PtBH99S1karhiFfiEkX36LJWlTDgSlPK1/9xelXWFEfXkdk7ko3J7iyID1TeZa8NqkA9qkQ1PgKaisD/nAKSHjLyFM51kXo1UoeMDvUtz1fV79JZ+Okoe76HSrTA15vtOGo0/wcjSo+RxOxYpBu2Ix7W9841ewRNxoH3CbxQHuOyNzchJ926oKkSWvmuWl3okAmkTdaLcYjTODgvDCwzkpUnk/4yc+8Uz70hc/za4+BwqsrULRSihKyLICGdkxMWpnDWzlgu3aOsm5UvANPHX/3gLTb7vSeRQ1yYds3OxRLQ7fBFhP4szPx7i0Odsv+FkmBaxVsYSssNnv5X5Zy/XmuUvttVOHOEiWfFBEnj5+rP3566+3Z5nC3rnTckh9HHlHdvCq8Nay55TfBlOaWg82qBfXUsZKKH7peExHQmSfAGhm1LvKS4VX+yYIskdeWX/ErwGBdUqrByflkBYM07k0bA/nIe5jc4sd5dauRGi+SgaLSxtckO4ApOp9FSVHge/MKFxW+FDvm3iosE9i4ZtmCtopxCEu2fZEb89uco3WGufDuZtMOeNaN8+Posb55jU1bFzg4Ot9q9aTRfWWDsNdl3mMnaQT49Ocav868oCrlJgFsUakXzpoBjJwQGhbypawy/nd/1n47XZInK7N6d/Hf/x9G1IH8CMefec5GKyfedvmdFbjoNtOsxWjInXIkDT4+nSAuIwCJh39dmpPiYTelRbnTI4S37p0kOIBvzKpefoXxYFvB2RZD4qn/4Slk+9cp+y3aweXeXFAruXW416UK6MjHMlAm9XipdzZWp4DrB3UCyPKqlH51joFuRUsZOFt5KnWvAwq4cc1vl1H9jTHwpipfbJHiii6rJcer2BpoxlwPV2r7zLAcPgG3leZ0d8yhxf6dHjUtCMx5WMy8tyuKKG2ncQ3zLQgYRmUfzxFJuVR1vGuzC75U7xlGgck6hiZeu/wyREnpBG7IjO/gOuFgJwh5zmd37vCsfg0O4BpO5GVoCQcz350bfI8yz+kw4gdRC60zrlRJKRgKk+OmBbZNWMjcVpLRWmBhWujmzMc7McizdFFOv2b7emTp7B4TbFA/wEnLd9rz7D+K+e+oFBpzZpnJLaPnEtUK2gxwXJP3y52o2F2o9wg4aJTOhsrYB1G8cqAWxyf4L1tvi8iMF17EYEBsRw97EMwPn38COs3uFSTyp/B/H7hgxvtFp3uUU7qF18VCmvGk3HTD1k5pNXMTnXHNL+yshTCWEZHDZLaeeSsyyG+AjIHdhqLdEp+yW4nOYZwKSGA/4fcth8gwgBGkR8UhjUCrlHTAuV0t56NTGYxTxVgO2RpMsWhtl6grVLjnXKjdLh1XheHUwJrF1tqgWhRcbIEzjy7p2gLN6wkU/Jp4/cQujEakVOeTx0+2g5zYr1b6BXTOoV+3wgy4kzZgeJ6AWB6tk+6FRpEcAeBpITGy4zsb7Pu4+D+PVg0lciMwhl95UyphzT2KC4iBj4InyjY8FoaIKNjBfKoJmzqYImFqm9fvdeuLXLe0w0W6v7kfHvt5aexWnzQTj5zkukRFHs6il0sRnZH3V1O4J9FcEhH6QNyFr8IQpZZNwbOnksJSl4VGetLfySCPEpwymKyoMpLGjuAVOj6+qP5ZRTjWqZ+O7TWXI/G2MAKq/AapsMZZl3RTzjH6ifrXNtz/wH3/XmNDQoTdJGXbIwqwo7EFBp2fubtwGSI+knHTZwZduucOM2AB6v0iiM0aOs6kgXSrsLLWiQcVTl4sANUOWPpVUZdYztX22/97q+2/+Of/2H74NyNtm+GtkM+LrO2tYA27F38I+3Ubzaoi0VwvHV/AQsaCCmAKJPb0kdQ6Pbu29G+9suf41odLsNepZxjM20XV+RMYw1zGm3V9OuM9jBVul5paJMFuWC2tj7BqQ5LZMgUP9ax+3dX2vGnZRM7Y9ofvbj4kBn/4CvbB3xC1qQxQEQedXpLM92Q1/5Ag8ZuSu9sVRjmeIJ1LD5M0X36s8+3b791o337jcvwwHD7x7/6tba6MNdufHC1LbC+ZRGc3OgziuWnhylcyAUO0ga8oP8iO8zcnGSd1ZomsCWB/GxCWI+HSgvPvBMubROOh/60M+NNYb2tM4z0U8rIv/Cb0VJm+JW6zZQi5bFT6ae4PfbjPtO8S1wJtZMyrqMoMawCBuW2f4CYGYRAC+vOK5tG945zXqCzHcSPJUseEFM7MGUxaVSyqYt1eHXF2Qlk0RL5jLsojnhRCoki72ox2ODokR1aZ+Qq5NcsNy385IdvgDffyK+Z3TO05/nQZ5jRlkejZHoOaNa05eYRl9cIL7y6Z2IRvvXte0XnV9x7B68kYNDPsO6bMOvh41zqKUmor8GIPQhgyK3lumf36ONvQOu52VXau32QSo68Q2jkBTzmbA9w4HjAQD9IX9eYqQRZZ4Wx8GKlwcP0ckdYiLpxMOZABolJXy4s6tTqYYrZG0hWPARXWgNvjSllgoFtHRMHIDYTIWYA5gg49WIgs2BG4zXKCRG1bmmRbcOeObeH0jN1Le8wqFTeDE4ZSpon0VhF3k2tj7vMYFWlgQvo+yO9EtHybhOXnEI3+dY+KoYW/IieP/lIuSrPR34HRkEScN5oE7FwCVePHFSorKHNWGhdiEwliBe6is6ayjeJetiGOFOks56MnqKAh0dWBSkD8Ux6XpG9jqYxh5KZp6bXzjAQ6Ao6iYlMRSDKD34ujnUE+YAt5qs08u99/4ftq7/wy8z7TnIeGAu3aWRraNaibjwPDfT05oeMzHP5K436OlOOJzinaQ1BcOHKdRSoA+3s+UuxDqzRgSyzUHNxCQ2ehb3R6kNgC2BnxM4kRmlrY4zSMHFLSAnglJxrFRyhu915nVGEwjsHyFIuXQlF8Nfkj2M2IBc2z2F983qjEyeOh8C5ykdtmHLkdGYYXEEnAhLUxfjuWIqegm9XTYL8kINiSSNTWAGCWaUz81wlkEfobba33nond78trLogGiWUuAolFQc73zVGr9iSyQdohI8xilljhCtjaAGYyZU1NIwwmwxoniAKnGRr1uQbzZ8GZFlkE5n71BkOL718NYr2biwALko2XKaMCiLRjMuXZQi8jnll4R6+LxVVH/PWurnabiIUDnGI7hSHa2rVtDGgGmzBEvY6ZdmBtMCWwzogGwSdDB37DnkQOiPTS0hTpnmmShYQ8Pdu3W2HOZ/Ii6HFVIV5iinHeQYM7/30TdbhMKVKTioiPbubtxZGG7G0kF5aZCMgUkwyBn3DSmhU46w2YbGKFo4AbTfZ1Ql+rjvTGeydolqkqgXATgD0rBkF3+Vb1zKVFeWeRdaT7LWXv+Q3d1HuZO2kSlXqDmCx2gE/3xBXq8EQgk862/kL22m5EWi7Z3IPQnYsU8feGFHldKrWBb9OF5gHdzQy9fm7/8E/af/r7/8Bisb1tnuKk89DIdqIbVtlQ+UKvlOBfsD0qjvYOBUn/LKJkisVonSitX7lq7+QQ0pzJyXxPTri6PHD7chxrrJxLRL1f/b8++0f/fav057hbWihRUcLUKbobLcMLNyoI6+vcMK9zFqcZc1ZflsYOaZNiCdRZLPHnf6dn3VRFoPyUT7If+PwyyLtybUs//l/9uvtX//hN9tPz19ul37vf4ZbuCHghVPtV5hC3ekWSK5Uym7OgXyyqxRYLiBfQiERroLGthI5wPtOBnJebh0+w1NFQX6Sna0zFRXbfVk5AU5WtjkPTLbTcHmFNPA9Jed7lEagtd9jHOQx20gKazpgecbTKvX0Fodjv/jqy22agVR1TMhMrKxGTkcJ81QnBj15lxfXlId0uA9dSA2tY/XCzxPulSWuBV1wTRkd7Apt1fUzly/dYKf6AcI8zoL1jLTxVQbJyjWtK05TXcCqeP69iyi3rqFFnhHR9XamN29hW8I6X0ou5E95bq+tcEoBpR8ZdK5/lyXim3h96PazUmynC6zH4hZnbKf5uLeSB/IikDrmkzerXzDlNr6DcKhqDtK9A03kj0qfHoPolkX5JFfo/FauKF/Mo8pavKOl22krCx3FXaKnXXTxSac1KulgDtP6p2HC+lCx0WWWi7wTL/goVwZloLG6/j/l3KahaaKs0Ad5rqM7drN5gOqKkwQD9NHPNI870DKAXCxbhcbAwUdZvqqfFQ+DhdFvbtMYEU+BdGkNr6UeyHrKruxzo5/yQvLKV+bjX07hN//A5VtPnLQqXAnkv20k8jfIdpEr4la+tnst1UaRF/y35cAz8Lr0scptIVz5jdBu2aZMY04kOxKUMCrDzMeyIM2OA+2WjLIOhXnSmDaXuFwWjZ51q+2Nt3/EvDaCGsFpO2bNJgqEBOHgPtYROQ2zuMx05ciewNGqtQ9BcXeO9QDnL+LP9AnCRaVKK4mHr+5lVDYyyvUdjLAcUY0xQhgHL09nr51LmEkpK2QtqwVCaJXF/lnAydQZlGdL/Rodj7t+2IoNPv4LeaQ3jOsBkW++ey7TrcqyVcypz5w6GWK6KHQDBW54rSxlWqtAnvTWotarMtNCFlWiLZo/6UXabo+QYAU6t+yQQuC5G0aTrmel1Zy+p0CzG4bCeeFxzMbM4W+wS8ut2S6OX2Y36jyXiFofx44ew/Lj+T8qNnCa6IkT9WDl941Q9ggOIizdYA6F7PTMLkZOF8JEDzgpf2rPlCAQkIwofOErjwAWZjFVGIt3w+vXV9+7L/mJcEfJV1YQ1CxAnWEbcDUilMnE6x6Mwt2FBVJ48KBu/FR5kj+1gjz/7PNt7o2zrGFgepvGpZCf2TkDD7CoGCXd9RFVNA6ivH4HNU4LEvXUwRR9LXluUqjRvfVgp6btzrxsoL3QsZbJmF/r3UWSpvcnmxXo/Kr8WI0Is5H2gjCniXOJstM9dmTitIzV69OvvcyxLE/Dj4z6wX+My12dnvM4FoBktGSOlRG0U8gMOKcv7Xj11xodczbvChpRQ3wCa7ztQkGLoMXTOFpPSZS8jLiDgwgnuU7jd/7D32r/7H/5g3aLK8VmWI8D98FvKjZYF6GT0/hztB/GTbiMM3lap5YVjufv2PF97ZVXnwN96EjeHnI4DC+/9Ap+8O/bb7zTzl54v/3q13+t7cRi17jqRCXLMkLCDEKGaWfzc/rB2/Cv9ePoOawF3uKuFc9OSuXtIQmtE+u2XM+f/bdP6w9OlF5xVW/Wh9eo3YOHntq7v5089P9y9uZPmh7Hnd/T3dP3MT33PZjBACQuEpREUVzbu1puaDf8i2Nj7QiHY/9C2xGOsDfCG9619weLUkgkJRIgAOIiMIO5rz6n72v8+Xzzqbe7h5BIubrf932OqqysrKysrKysqvnu3//7f9u9wIltGSf1efZhm0PeTKFUjqqIIrf2FTIEaWxdbm5tdCu0PwdQCnrfuvAjtKE9ea989DiwpOTLdpc2SXpry+0ntFY6qI3VkzTjHiQO3bXu2zbFXd5VJtgx+TEPZamf2kpFIqB8IRdGUbDGsTg5tPntl19jEb5GeVDkwd/85QWtXaGNxAUXrYO7+HA5GHWn7xEGdU7dP3nyNKcL/Par22xUyb5JDKBXOLDdrVImzs12f//3H3f3Hzzo3n3nLc7+/Zxp0Pnuxz/+EXwwTvt80d1hnzbP0NtlNuMlJyzogzlJO5ufYxGO05hYFmBbyi5ulIEyOoisIlJzFov7lFhUJX5Rs//mzspIkFb95bEf4BxTtohfgCx4xWz3LV173u4Lgz5dpVE5aCFuCu0mvxXnKNhtaLC0yIAC2Cq6zizJh0LxiX0tNVNQeNgGdoMHdRH+Tx9UFZfU5mZb38F4Yv3GWlMNhzwKF39sP7sMyJIv+PtLoSCHCpuKmsoNipVJgjxyq5crPDkWTONA66233wSn6gssSWrLtJVtwERGHkvd3xDNVuv7QRwJQhg8Ew7ID+5NA46265Ymv3068/c+2fOskhcyomWO+c47ntd/D9+spAG/kKZKkxL1qZK08h3gzHtgRPYLvTKBnvTtff8QZdn44t2/Fwuxsr7oVcpE5kO3ndD52t2eVYYUslVcGgmVbCL7oR2UlonxUzQ09laik5nnQNhHD57iRDrWPXn+jKOILlIQOwkMNggTOyydP4WwzihqDUtTfKtoejdvcNguO5fHsR1L1kX8w86fnac0KCBkmJGQv+StH4sU0lnQqYRqun4TYJYoObxXeOng+dEnH3TXr15l9N3HhVqKR2jBNyM+nQjpBOMrgZK2//J5d+HSZRzFmSJB8dIqks6HL03pEtC8XF5t1aQTtwYGoV1LbHGvF5pZpWMVyN/qUJzyfYYFx/1/xsZQdiEu2yNCa8fbKpfkh8XwPDtUX7z4Ou/H2VSRqWDAfnHndhrUlatXwiCWSYWJrHom5YEBRLTwqExrSRz4lyHYbXBjrNjS8udmfPrO7R+gfIkiNOM7sNuXEONrUxHIpy9g7quOZP/4yhF5GOEeGPDBQ/afOcs8n1a6A873M4mc7k7im3R+jx4/7FZQ/rSAjVNON37UURRis8Qd5QFrglacKI3UxwrTQutMhVmfWgXSaCD4JjjtEH8KP5YNlm9rRQjbkJ8Kr1YDsfbj4c0RPn05VVT8iFq+iGR+dvxRCEilsFPhsW6hLHzmStMSpj7XV1LY8oofLT1OE03R8bxgcKLNUX8n95/JtgtomSGf7csOO4BJaz2KO8CEt0fZXXRgXZqz8fxEWbFNkDa+DOZLDBVYlXyFg8qA7U3aVv4sB2d5+H//P/533f/2v/6HbuHRAj5ZM3AcU5nkscJAyalGZ5xGJxmQsfLtzddvdI8fPoVf6Sqwfk2z0unHf/Y+soBd0amrLc76nJqaxQUBfCnzm2/dCt30cbhw9RKDOnChOp32cJpiBGfrITzed7B6rXHQ6zDngyqk9ngfh2MHEil50TI0p1WonFjOEetc4lhaflJn3LU0vrLu2hst+foIznFO7X0HLmPgdGK6wx2JUu92l8dPA534djrQ4GX2ZKKurRyhmgeX8rcrbp0qVBaM2LYoj/tpaVkTRlaeyksmMB3WSaH4sdszoX4+J1B0VcYCM/WVq8TU+p06BoBtW9o4So8rADF0QSifPhfeUKvwtcWNfsUg8vYXt7E+nue8ynMZYChrVCTRaymi+ZzguK4H1N8+A90z3c9/9nfQ5jSw3Lh1hWniFQZ41q1tVeWVxQXI+8lJ9hbD79fp4q+/ekDZR1G0trpf/t1vIo88L08lbGPNkyCwgkFLDzieOzNLeaAr0gt9G0JQbmkoQoRYW6UEzxx4JaR+Q8L+weHjxv/HXhy5qaRS3OBvfy2NqIDc9YpKovDVZ9duc39o2QKC9WmFJnW1TevjaMgA+MiDdQ6bX+Ojr26mG33nAAYYQtJaZVmsYyLBQ06j2c31eSG8vFf5tsMWn4aBEJxOV5G30zd9tQkvpa8Klb7cowyCnRUCVxL7vOLV4NGHdVwTOCSoiBCXeFXe/jGw5FatXecvnCYOgyaRMX2PvzxqsuCYfOp9D6HSt5v+V1zEKXm+8q6Vw8deSx9lmnFbOn+PpnVAXDK6h4tsVRZUmSuDHu3cCDdlCNLmU3WKKEhZSo5UusPvvpy2S9I1XDx32cr0Wa65EKyfQR7gYr3o7tKzgRcVZRNB6gh4HEsUrT6JLIyFtkNUQA8z1UIW+Bhsds9Y4bTFKO4k0yZ3799hNSQ+H4wwBecZbQqKbUat1DCHaq8x6pzHGsV2Ewvr3TnM1e4WjfTAEW2l6/DhGsEKNDqiIiCBeyEMMM8Ac4zvfLH0igavtOG5f2OOvIm/s4mJG/y3mOs+MUZvgDBQQFpBdnzIRc7AWuqW6OwXWRDgHLujg5c4OH/1DUveWSrt3jxTrhrCF04risvB7aiVnCUovFIYSmg7TRgCGrV5XyLyDAKkFnpu9NZqCA6M/hGCC+ztMorv2DBL7k8wP29jnGHF0Y0bV7tLZ8/k/Dcd6seoKc/SXFhaw5eKc91QpCY94JzyLy0vIihXsq+M5n3zNVvQE0NyhDp0vlSfPVKq1KeMe7oHj+9yNiRL07FybmWaSIXJdNYuTB1lRILnn0bWKyJWgAIlsetLgaE+Fp2M1kjxAse3Ltr44pefZYGFh/2qEIiLqxK/uXcPUFg+8R102lpLp0vfRxklZ3QF/iv41njtEuKlpYXuP/7NL4DBiiynHXmu74SrX1eerXB2n1N/jrJJE4GlEHJEAl8nWAcqRU6zgKN8QVl3GHho2Qvj8qMC46pNG6c0dZWOyqv3pZApPMvyJQTfaRENnyWOvAZPIBzTWWtJpeMeBk8FhI3cAc++1qBGX/BTyBrkrSZUtMJ6HRrbYVElh9Sl+XhLIEnKRK7gwhQ9lrBxFlLEmpj31Gx6aHZ9v3Cq+x/+p3/X/f3PPuw+xJqxtbnSzTtFfOIM20ksdTOcAn7rjRsscriUNvd/PridUe+Fc/MsMf9B9913bqBsjmKtZt8hyg3FwJl2DhK2kZtvXA8P6cjqikY7dhWUA/y+htm6QH80jzHb2VmClzkqCt7SijuHkr4NE+l4bFtV4VJhoGT5lCJCndPhOLCTk31lf1VcK5/I79UOFGHSTXniXmKbWHbW3FZlBLpTPyroDv4cqSrjrOt9O0UGReNcW9fxt6F8o26lA9/saC2iLPvsUu/0hpajyCN5CTy0UubPNse1+GgNk73gGh/11yikthvSpQApgSSkrpEnThP9jvCHllZ/prKAaXqpY8OzE/RIH9vEI6aVPT7ozNnzUToRiuzLeL97wPO33n63+/jXX0H7l0wfMpXPdgi7uD1II0QIW4pouUU5pJzyqvsnaWExrecAQzxwpj/AWrbNoO0FK5xdwSjew2y8GQRVMiioFl75Q6vXnnuFIfudwdiTD5CpTYFR1jiVX/SB5tAsARhRPviNTK2nwBAmliOel7Ii7atTzGAJXKSM/GIetsXwjnDNhrKmI+ed979DZ9MKL5ErU8unNdJgnseta+IrYDt9Y+DWsojbDX54DrDj5yQP+EI48L4W5KSgDOJmP2ta8WpBxSgWcl40BazB1wXGuHKEA7DQIRmE0YJ/6588wio8Wq9IA1zqNkwj/0lfYMhX8sG3BfEbZUp+fJI8kUNtAVfhQ1lCk5ZSvg41Ars9ta22YN1J4ybnWv1WPaYgoHW0LBXf9KZJ+ldwtd2U7lD8Ypy23UXRqur1KI2FVfeVp/DFITzBI68NwaWPUnhJRXtYZLB4+A50867Hu/ik+CtJ4XPltTbPtBPj2fE4DaCvgAqYnZkI+asjvJVr41ZYOdXgeVLDw5OYoJewVp3EmXK6e/5kqfvyzpfdzWuvobwwHQYhXGqrz9gOyC2iOFxFmNOFd3d++1W2CYiQQQHSidxDos+ccdM2CgODWp4IXhq7eZflhbzTgUAwsNeitsVoTwuXmwcuYyZ/8uw5pRvpniwsIFQUsvqAwdwRTKOszlzC9+xJaDXN5nCO1rYQoMtYgfYQPAdMFWmB0pw/g8fyGa1Pl86DCx0pDJa64Nedy9NJgquWFitgAoXAKvFftunrIA0n/j0IcxWuZRx7t+msFEpzp2e72Qvnu8+++goGxrKI9W2ZY1CeLjyh02LEiKCKwKPW1unEtugEZkan2WT0IY7CtXqiLFwejuwGpKexMnHcjysYVbzIs+a77QDsKHGEZqPMRz/7BQg6acVeS/cesNN4HWhOBHhB516mqVwNBQ9Y6FgeqFN98RSWdqgybqZDuN4F9/K3q87OOpSfnI549uxZLAkn4AuZWUEyRmf49o/+BIf/i2FY8bSjtpOSdhFVKPC//eLLbvP2nV4ID3fn33wDgaZfDZgj3N1ziP6mW/zmKXA9HBoHYB4oLC2fFitxjfAhbzvu5iPhKMR6M04aGXCqQ9AsLxZV36ZPZ0980/AVmtR7lQs7FiypKJo2PrIBBzpdpvni7wikei48cFBpRCjnfD46BPPU76dNRUWUSw/KGLMRHZe01bpCTcATAEzgTlS4Dnze6+A8Tf27XUxIAK5Fi0JZ/jS/M+dOdT/5i3/e3bh5tbt798vu+mtXMtBw0cAwqxS1Xjp18p//7/+Hsg933/nule6Hf/q97twF27a+Wmy6SptSgY0Vw3bGtYfVzjL9Oobyp7Ur2x1oTaMMUbgcweL26GKP23ceci4iU8i0ifkzZ7uXYxu0YVaI0dkLS6V2wBBVyjjgz7NgYBfznAORONdS7vLhsFOUf1r9IHyhtydkzDLNrhVe5/j9YZaa78P7+yh+/LIuADrT1k6AL/xDl49TrAO6Usikr1D9z2pScHGaVbqAJsGONLlWp+QjaOysQXiF9mT9JCAPi4dQ6LCMDsPLylefqey58m2JxUPZk0ulKukKA0mQMQK/8obsYfnnOSDc+nBwAyiewU9YPJ7gV/vo3hOU6bnuHv5t0vXXv/w4DvV2tPfucT6lA0Dy3dxiVoLy6gphm9CR2xkA3UF2d1A0zQv6mal+qfo3gm23x3RxLPUUzg1mPQ5sig56F/4fg/93qXf5TWsuUPFvdJdx6x+a2A2pECHTS3mX3jXw0RdSeuhiIX6tw5TfBvc2NENI29PXmlCO8Mq25qDYaWQ3AHdaKL/wle25haPX7Vl+xa0FyhC/Ke4ru5beO7vU6kMrzwP8vRZhgapXBz1yhzHFy8GkhgbjqvS4eaj9ZQXba/Fxpp4pewZl5G/9e23duwG6NIlcwIXB9pIMjJQLeacuheez4iXoR7kCszKsb+IERuIefZFsGZCQBpk4xYI3F7MIyywLtspKWKNPWPTvAfMTihWgo6ApU5tGLlL38VqcHhfFrcFbqWieyjQVPtsejQxcHHZyBb0KJ+KCY+GpjC/jhDSznEULEhAKnjQv2D4LOcnXdxXXvFqQVsLnV1r62K8+v8QXx74uxNvC+0sUuN4g8P7CYydkfAulv9TMDCsdaUymsCG8BHk7EjcErYpjFLjFnjJMHQ2jRJw9z6Z/CyvdJ59+xNEmb9KYmB5yzzA6cFnv0dPn3a3rNxAA+IPRSY0gpHdQ4rSeuTPtBsLgycIu/gGnus8+/7J7vriAQCAvCBtUwdrl566Ucr+bjBy4x9bVPWN13TK+CQ+f4+DIqrI5dkDf2sMhlFpTYXSZu/VEKpQ39srhMGotXqNYxzyiZhghOsVqnNNn5ohBI8UikRV9jM62GbbcZWpMQumbkk6TtK4UIjJ4QDf8XkjEqL1GL4lMfBlFgRMGIZ50HCbeMNswXLh2JSM4FQQ8l7qp51izoJlTBh73o4JjSqoXgebIaKi7ff8+q8xOdu++9xb7/ADv5QWYwBgGK5cGDE76y7lRYnCjvGmwMXkrZPe7T7/4IoJYZWwPqTqEIN2BpjuubEKYqjSbvyPf+BOIBbQueMWgKrMK6fjHhL7ea+W0EbL0nbpTqLx240b32vlZNtLkPEZWJwrDevF3DAURwklY7qFdVC4bjy2ZV0wBeZ6XDcCtGehP4mjuSF7LpI3IVX/7dCp2duOUlSFd9rnR38SwE18iaSN08kSpVFBILx4G/widvCUGMJpVy1gK5tqdWhxJaD0iiEwfoU1ZdLIWfqyfvIcEmYK7ees1c4mD9kumD1WiR4bYYwlh7VRc0VT/HrdcURH2zyzgU2hqfShYVIBnUVzF0495+Ukgs0ol7mXVi4UCLEqgAc/43vMXKpDGI1lGxl6yy/aV7vw1jhJzcCFA5IDHkOxiDXzIKuLTrFp97bVr3btvv8EZavD8y014CH822o3lsaKGRvQcU8+gI0ERdSWxDr/KkmYRNuf9Sfif6f4JKmCdKc5PP/u6e//7lxlILHRL7BO4QXk1lMMQEazVIaWygFXYa9JfQ6G/ev0yMuIpe2mZh/QgGeW3jvkht9wWLyrPuNdKr0U++ywZh/ayx5SYkOWfob4DlFquGXTAF9pVAwss6ahyYxK/Wj2ofh0GroFncCGJ0PI2eda16YbYKKzaAmUkglbq0SitvRwhn/L54rX59VkIuW6r49Zn7dHjRRRez7hzewFlEx0zbdSx6toCZ+nOnyrlAWVvfGwTN5HFKIceWzSDu8k2R8PZmTnroZVyj4pQ1k0gq9bW7OjdTggfIuT3CEAnsWLtcT1Fm3ZA4+KJaRaA6Hs2gYXEkwQMscTSVnV9uHD9CjytvylOuwafzQAAQABJREFU2wy+XAgShRPecyBqoazHyAgrkY/lHChe0syGE7r7xg/f0qWPGxIFRr2NRR1r+thLrHYQ0IHU5hr+o/RNTeExv+NBKHyUp3WV3xar6iI58bx/yi1qHvduML7DoNPDyjU10DaQEVpgwp1EH6Vfsf314hq6lyJR/W+yype08ZltJ7kFT/to5RZ8JH/yLMr8ISaHAEhZFJSu5E9c6etMTrPsHImctqrsHpTpyEtxOXfW02voLykT2ZNvueGE1yVKz/NJBpjgLLSqoOLhIzBz+Tu0Px4hrwEkXpZBvAO3/xLdgu9vtce8AozxDZVF1ZPys9V3i2+cFrddN3q1e+PWx7gm8I3XwqtrnwW7/l0e57pwT3pinChtXMFmFD/VoZipWrU+Mja2dMBAjy+SuxsjlHTe3d/TeIYpn6X9y2yWepZpi5u3brCVxCyjrcc0ZkzaCL15Ni+MvxeOvPaHiwvPGD1fYeUaTIlgclsCd7h+tLjKdCBCe+Re9+GvP6DTvt7NXHBajryVJVRgCjmCXxlC1H1R3FjzJdaOSXyAhh48QHiyBP4UWydcPJ0Rm4LTXc8tkwSz40mHh5Jked2A8f6DJ6yUW2N6a7W7cPEUzMWoDmuYFjutCBNMQ0pUqaNgyaghcNCkURrUqLfwWdP6ZEMJUxM3NKfB+ad0UA3bwV/J91r04gyJ0jeC7xDaJHjxzngoFqkRMrTZDYNLx/L94Esel+l05hjpjhJ3zEKRZ/MtSyPkuSE5wxjeuVLSlahOD3z2xZ3u4aPHRCgh5gIDR8aXXzubdH5F8UuHVoyqArYVSCSDeS1rswY5uo9CgAB9Ca09okTrmCNypA7l5INw3mAF2cS+B3Aj/JlmzMjF8kIP6ePo+AQd4QGdO0ZxsKDzhtucmstIF1pvo4wtv1juLpw+RxLYnDyGURY21jgXkNWO0wf4jDF9deLkRUb1WAbBTauWQQ6OwzY4vYQe8pIO7FpXtBrY8cgn1k91eKFc6reEtI2PVgAengeoVdVz/tZRVFXopIe5pO4Arko8hgK8w8jfKRVH/pYnAtO6po3pKSQiJI9DePwhU6dwC/QY2UJZEW/oJx2tB+s4/MyvQQuhSVqQZxJ4Jg/US/nAcsNnvFdwb9AZ2uE55T154iTlR6EFkDvhe0DzPlbg61dOd5eusFgGMPrvDKNk2bnboal4OrK3E3EldLLqLRlOMZlHhE0VMXi4CGN4hFXUvL9/9zZpEd7Q+yn+j9v7WldUpOywyg/1aLmqUNYiZzZC/3vf3Om+94P3UOA+h1bSntB3RtJUpdAgbz7B8uqB03YgibPDQhwXATCQe3mCbS+0TJCv/mgn9jgTET+0A9wf0pTgiwKUIgbf8GuBD652DGaZmIdfla6e8m2dWlfQDT6SqPrAUWjSUr/WG21UPqpyq+SQRr7sIfnTrrUSS40pFrPIG9vUp1NcLkBRRpmXbcNpP311iFpWLeK6iGmYenNKa5jVxcp5DFGoiFrvUbB4t8uu6W5HM56FTg6CmAlgN3S3UZH+Klwv2bD2lBsIkxdURIyhWLm1iFYdoGVHdGRmtgxyz7dxTjbBd3V5dTVt0/3dTrJprAutTqgggUdcDMBRCK3DU4H32mD7DP/nPYUiFE38Nk7dtfi+N9iG/bitkOkN0u1oZ5yHfqUyqSfiVV4Vt5SjGlCkw1fhgGbWhH+2CWXH+sYmswtsjcMWE8r94kXyJL5t3D7VZwWP5+Rnlt634L1TyPKm6IqHZRLzNtjwWY7x68tM5JY8v8U5PDM9f40mkcnSMbgJseCmTZvPt8ARHwf97ojPnFbafvYrhD8Bxb14Fs2EZ/xj+BjHrI6FyttH9e54BGEAdhBSftujkYWf9j54zWP7kYJxtG6Trn9ubN+1Z6YxtN/c9F/tWYtbv0djVF343CBPFLi+rgL6OHxh0t3T2vrghoRaHiyRgsHybboNAPMDkVdWHYLXDlFCV50xRXeAdWP3RLe8RMMZRSGafM6J91vduWunMu23urXc3Zi6kVHG+OwWVqSN7vO7n3ZncAZd4tgCVx+t0BCXNhZpmFgkAL2HiXuYBr+Dhn1mej6NTUf7FIqKWEWhe77wvHvjjVth4kkbLh3IxjqO2fiKvHnrJp1esU+IB74yhdwgDP289rHKxIGaDjC1i+BlNo9Ljh5AeIywAaB71YSopGtEdT8oBW82p6RDJRaWGIQYliZUwcQ3jUIxDV0lhE7auftgBAIqXk7tAF7f1WJcR35wmXEylaHUD94KDDox/3i0g2/GW999jS6OurGeoJff6a7CAArrvrkjsOxszWuDTXCXlpa7zz/7Kju0u9FV/ASAY2UiY7PnkW2fbKjraoxVQunHpn2pHWloLSHQ8dsxf99Vp9Jfk29NW1gG8JZfCEWXsnypFFumZEaHk/eUQgpESUHx9b2bA669wMLi7tqJvNt99IvPu5P/4jRTa64SKyZ3d3W6yu6FLD3F1g0ok9tOpero3jpk6uAElpcD6lbu34auO3RKWyh8jCOAxXOsr26DsguT7zMN5cjOTUzjJGyjoOhOl42wrHeVqSz9CxU6HrMSxaZ1EhRahWkIh3XaedqLfj9WdnjRAqN4uN+dzxR6HsEzwx54+tdoOSolHQ4DrfKnoCOlA5zAWpjVNIIAZs5lo4M1VF14JU2lmPQBZ1CHVPAPG4IydbSy6m70UruPCQ4GURVGFGzf0yOPQQ/hGNyU1z2AYGsCiKF0GX/I6TeelPNu8bFWasGecMpNISIMOp4dVu+Obo53D24vs/P/AR3xOkoo0wJsZ4AuRxwgQw+nrEM8EQfTYAjMHQYiHjq9ts4KRvIfpu0DAINdKesTdPxD1MMug5YR2hr2mW4VxeTTD293/81/+z3q3LaD35dS3bKGt7Q6iiG8PFQrvCMEk3MwT/6hDTBNZ3kPAynBzWCc/AZaLhO/nrZ72x0hvKnaVdwtBNtSSkvF1carJS9CAxqoLgG2L/nDuKMoMMtMU45hvTpAho+xgtzBj3L8BHIp/MkAK20U+FrV5/AlXUXJ2kEWnsKyNQX7TDFFCNdiUcaCjAVrlD35dF/QaXufk03cmNk4Y6yKdsCpdW0OlwxPSFHWTTN9vMWKUGEqW04wMB7H/9KZBV0DnJJ88vQZaZn6RQGaYmp6+dlmd797wkwLA3OU/vn5GbYiusICDvxuZxCOlEclT/+k+BZSphqE10CqZArU6ttRfqEPDBd5Gb6F8LYTG0IUH63MGQAyy8GzVl9WR9J7kUAdy0fgqoKmz6DKe6bRte7SD2kBlb5agxwAyPk4GnQPH3BEkMdCwQOlYIGjAzB4L/6FKlXWctpdWSgjU2Ut4PncuG2BV/oc4vOix5eIYTeVPWgS5gr3BvPMVghHucSvcfPb82b5aRbdqvzkh3yzTxTrkgQBlS+TqSNcYpXzLHX08iWWcsC6AGcdowVVR2gtIoiFtwtHXokfQLKQyKiEoDyIUM+MY2rf+avItVRVrxbC9yp7RQfJaLvLgBA6WM/OItTqUBVuyy4keYCS9Z/xDB608FJn8G6V3X62gsptC0U3wVgnPLUcXnAfvIJjxc57LivLgnbIX/bNAtDyVemTKtH48jeReSdi6+zlMoVDrA1tAFghw78F1HnSG/fncjXe3Ek6+f1lzM+j3cnTc3QkmF5p2Da6C5wXpZKywgnjf/z6n8BHOFOzueG165cyNXTh3AUamitoloAzk+mmWHRkIP6c8lvg3RiC4/vvfz8E02fCd2OYyt2OQsEzihLn1KGhl4dQHkGTET2bUVIuvqgkOxU6DbjIDm5hYan77W+/6W7duoxfgofZWumUTiIDy3gyepQDKlWrV8GnsasswBBp5MnZdDxDmHmkwAv83fSh0kHZCrCRhp60GvlDBvIYGuG4TUcaZeSFy8ELoFhMT2OhQM1zLx19VxxB1QaxNgQsLQg8BdljHItdjerKvwcPHnLtQbxMueDPN87UhHWswFSogXYER3Ygt0Dcx4esWnQyP2QyGa94REaOHx54cYngpwzE1krV5vGtm6Nh0EENHkpZQ/0Wra1vP8Jj01lw1rkWe2zq4BnTK48fPGNjTh3KiYeA9Ay6cayxTkE5Yl5eX+4mWGU47hJ3GuNpzu6b43Brl0rbEWipjaJg3aaS6RgeP+8++vgLaDLMDs7Xmf6GN1QCqA+F0hpKwgoLQ8R0BR8/d0V3HyT9myh8HOj1T4lCDkOdZBrbjosM4IFphHdtMZEdvqkrhXBNE+vwj6UIZWOLqZvkiXBX+VDISJsmC9y8WD8nFxxY99mfD+Uj55n1zG5xrNtMc3gDPbTO6XS7pe+OA44EKNwadf/k235Sh1SjlpaqJ3nXa9tHCVxvLfeQlhZkgnSQt6bwO7Pc+tlkVIwiNDvMPlQcHv7RB7/pbt54PQtPpImCQrh2rlreo4RwzZNCK9nDt9xaHzFoQufkKzaU3zZI9R22UzqwSeTFtevXur0J/ZRs78BE4U6w7fFnMBfLo1uCnBfStbz7OIkIjq28uW9foQ83AVdQC3KLII7Hn0g9a7jKLQb13tTVtnhC4/Jpkpo3+dg+xXKNVYnb+Go6hTYHv22xJ5dxlUPpgL0jg+QLeNupz/XbvYqvpXGtH2XDmVmPlMPCiUy1TUxyeKUKhSvcz587k7aXBUq8M50zIycYyOjzmRkI8LFOojDQXjMIRHbLq64Yd+CgrNsGnvW0ziyH8nRh8Xnat7z8lFMr7j+82/3wRz9AvmrRo/2nPixD1Z0uLspCZaR/KS/wYh3m1/w8HUBFSRlvPVrm/PJVaUxVoWQO13nnT8H0rbMT4m7wue1KgrpnnP69VooW3i2mbN2KxCnVbWZ0ljjlw6l7eVEEzdN/MVduet1/eYEMo0fwffix3lCU5FlxjZ5EXtA+UK7tR5LOTFpo5Wq/wORSfjCufCNdSukTnsjxy0cchPltQX50VmaV/nqEza5HGDjG7xv/SH0D6YGTvmEojFK06olt2Twib/pyvNoWWr5iUHUkdv5ZhsJLaMKyd2jPjOFqbrdvOQkPn2RbFIP9oSHW7lwBh2em30Bu7zIoEEaskKI3IDTwoFEL6df6dNIn5GrwjuDV8KlXYEplFtaFv7jXPXlWZLIs+vCKCvAtX9QVz72Hsei4D2g443yiXPC+zxNhprOoDMpePPgSLS9t0xHOdB9//Fl36+abKGJMB+GD5VFDtzhHzX1kdHyVCArkVaaQ5ukUbXhar2IhwocH1gKm9p0ivs6n9x8/wmH/GttBzFQHT/xWGBl1zEPBUZji/CsXp2AKqrpuxLEhOipUaNAU+KV8KdBId5/p0pXVJXzCZtlAkjMrs50A0zH96CudJamqk2Vk4lQGDb1oV9g0BhGXfQTGIlOiS/jCXbl8ScNKBJBL3+0EWkXuYnbzgFQb50MWLrjh7A5OzQqpA7yBLYM084T5tXWsV+zmrsBVANhZqCT70YxvXBUFp9Mm8BPSX0h/veoQbSTFuMqAnd1N8NDhFosifhCyi6Uo4c5VSYC+sXJLnVjXtdKoGDQpUnS+8is1BpdcHQ19hP6RPHY81H2YvH+h0hyI1FHe0vt+9MEn7D10CvrolziMFWw6q2wZisbBd4upsfNXzobGdtTFnxv4FWKF5M/9rjTny+jeK3PkP6qZIkgFnPazsouRPrm/xFI4c3Kiu3jtIgrsPjvWf0IDZm87rFTuEee5a1GE4dOCy8HW+ObJaxHUTLPaOTiY0HLm8VxOxauQyK8KcOvNOjFY1+XHIb0OaeSUhp2L8TfhAYPCXF+frCDUekxl6n+jIqdSk42SLRUwzY/+DJDCpPxe8ukpm/vf+UqVFR6tDbU47d56lMZu/aG1w8UerlwNTVAi3ajTVcd2Xi+Zol9d3GD1K7umY01Y52DhBsdfP1pBDGmWYJfQ84oCXIXb8lSZeF+FCC3KLYBnxNM14eJ5RutYx7fWOUh+iKl10/cwW75SILlEgTNjPsAc8GchEjQSj6uSGXn07V+0yz8kmLM8GKz6JLnv0zdfIXF9scqKZ3xhV5ktuHD+PC4W89258xe6rWmsMAy2dvUzQmo6CBWePFUdrXk4OAQyH+mmdcvBoc8wgnXT8Kv8siWcfupznMGcLgNu1uliBV0xxhnQjSEX1plW24D/9cFSltolEhl4JRNznBA4O7DQ8infeUSWcmqSenea1Co1f8QKuGIN43ikt15jJS3Tj1ZCfEj5lR5VydBdDc5AU5NcKnC0oPQnxnLwKeDmB2VU0xb71K80sG4H9WuMipDY6ee4kubtefFlKe3yuiEGCK6VGRP0FfaXrrhfY3AmDPEBQOD4K072FwWTGqIAwh3wEgnAikQqO8cH84IymNaBmnRr9/Vb9MjDno+EbZtv8Wx/scgD49UwwOHVF9xHbpCflkDP+kT88JD61v+L58qrVIZpgS10+ZZvbkvxDS4tW8udMvZ9+JF7QfhOfKRPK6c8G5oCT8UufSIRrAvfKWviZ4wLgwj4zFD1UBk7oC2ayFO8I60rdqWpz82Q77zzWT4C6YNpLJ3P/zF6CcRexPgNntg0eJnxSDHNkxeQspDwGsaZYIrGo1I0qe7SaalcZS8jMq7gctUaJXnv7sWrq46GdmIFW2RbgFH2sHKUaUczNsYKvYf3WDX1HfJDi0aAzHPO3DajcRvjBP4xdlT7VhbvRxEg29usflrWiX4vm4pKLB03X+Lo6Z+NSJpJCB3gNxhNbdLAx3AkbsTjIuhqas0KMNLpYZHpR5jI3cVXVphCjeDlwO5VfNVoPCfYA2mKTtN0OlTrxFzl16Fym60qFimrK3JqiwGVyRL8vKfzUGC9pFPWx83d9s/ffRqrnUzhdKuje0flFkBBpgDT2fbRk0UElsfFuGs0jvPjmvO3ULZY6h48StHKCjvuVTpXUQRknk2mJWWOPXzLXL6/z7TdKL+uRvJ5GAxqhKF5ZnnGMfGfYWsLD9OVD8JUPU1NVdYqaS2fyCVQ3ojt17hc28iUB8Xcvk6k4mSjE/ondfMt39Z7pXeEyR208vilE8zPypPW2QhlWmd5+8//5u+6H//Xf9qNnKz9tvQzkudqw11HZORGnaqMqDTrQyV+4goooBtqJOu91iM7LvlFM/YBPnEpjwIEJdsWMozj8DO2KllHwLrlgDyzgmKhb46bJs4wFaoPlBZhV60qJMbh7fJZg+uYGjPjE0yd6UNjfi5YUEHSR9IVtW101Xy7xFIWbnR1SrICnRPClK4O/mB/LvwWVbCbMNLZ2o5KeGW1MhU0Sadu6a0NW5HB8hVFcutXvagYXLeYedXXrW2s3TtNv019ub3M+mZ1PpNMVbli1nYu/UEXeT3cffLhb1GIprKJp+WXr7JxJfDsoH9XsPXIgGP8Io/Qo/AOd0MnO616khKRpxbxSZRB/dgckIxTh5Cmx7t++2L0D/2BnynjYfl48kqZ5aN/PBylWMVs8I6mC1jbJ7z0O1XAS/lA1wFLeOfO3eB0+fLlDD7cH9AwhQP7YwZmnh4AA0T+2Bk5OK7NPbV2oKRQAfKZssZ24Wph/e6UB8ol8VOJd8rQAYnx3MfNld0qVjrgbyJbVJTcG1ALk1OT8o9H0mkNi2Ufv01lmdauKHvIbw82lz9dPe4Uu9tFvHHrJtvlsN0IU6Zapnd217pTDHxV3FVkQg+yTsfltzIaXFtdiBbGVivnsDaocx/Zsg0tbt0d/x7U++DCBP4Xg0iPfOpxJSYvdQ9emC20g9OoP+k3ymKSDfwa11lNLk8bx0hV70RGRto+vTetv7HEhvaW2XoOCilnYFeug+8M2GhrvvMTWFaWQaD+8CccQ/+IuKWkKBOaRd2Yxkue4GD+Pmlpk54nlk2/VvufnCnKfVJB6/QP4c8UKBn22PS0sSVWHuLqxwzMS/wrT/PtU/meS+vAP7LIGwee9rfyaqNhYAFbI4h0jPVT/IFhuYVZ7Qe5BL/a/tMPEMc5EiMlrviJi78m9Lf/ECH37Sv4EkfZfhi4J1me8NXKEnjEa32qfEIBjk87mtK2H+YGhIlUOihnGpgF15/KKa4codIXrmmlyRWHja1NtpH45hH4jnZ37t7t3v/BdebubYRMQcycxNL1m+57738v0yBf3b7d3bzxGkJxo7t6+TRCUp8vfa/YwBVl7RHm9OUljpK5eKH7zptvpvItrMt9HekYrCBVNQnmvjx2YgoGrRES1TJYUQaJ3oLiXsEzQid48dK57iG7fVtJg3l3Gj66FIcRa50gl6SVKYuQKl/rKEhWtqN3R3cqiAo8fSO0SmWPM7R/95jyeI2tLZZ8Y6FRWXvBrtp23LsIMqdnNtlRnB4+6DmaQoYBD6FLWd3o0j2hrNAtfHacVtXXwNJoSdFyp/+XoyHPLgxjhhEQpJQ99OF7UHwrlX+nFKYQnKeZUhimflpnkpGKykbfoP2RBrW6VBSlUzGbd6azeSUe1/6HE31JkN+Kt7jmRljCSMMBKe8OQ70PpXlhZ+EmkpYpI1zuT9AJKAwWny93P/vbX3Q/+vEP8dObQPFaYdHEepyE9a/ylACDq/jkU3mk6jjYVjH6jNOgwMQ/S5cpaWgv3jq9KvCcRn765Fl3h5MZIDnlRhFggGBjsh62YJhLpy+Q1kaN1RHly61atAIFqLjwZ4HtQDKyBeaJUXiEcoUuvCsci+eKRj5LMmhcZSoa1sjbejeeoiMrUEGurJuhMmmBZfrQvQpc5bFcRf2wfk+L/PBYWgyCRCG0+F5bR0dD4puOsuiIa/enf5mWy/39kxlcuZ2NHfbdb+5F4V9lEFKhF4Jai+nwK2thNBwOry2nnbg41+j3sBwwRupaZVd5ssI01s4WB4kzYt9CzkgnLaEHClrKnjIAp6zQXPAsPGB2XLVuw7h57tNc+/4fCaZ/lYbfFr0R3mL2afzNbYoOvjQsO07r9g3koLLUbVDiAmFM2r7yYI4FTyppWj31n7VMsXqSh7hHubJdwJPpxEiXBUO24H5KT4tXOgryS+mVnygU0tWV6y82OY7NARsftxRZxd/nGVv6KAPdBV8rgivlXWzjohQVPRf0uGLWKXP7Dzfy1q1E+aO/3jk27XSQtc/01cysC6zER2KFCpQv0oBbCMO/5ToaBpaw9tA2Ii0NRO2h5LaRW4jh5QGowUXiVWTTV73b6hrIdtFSFD7EI64uCgtuEwILK6ci+w4hUramMAV0+FHlOLiAafKgXmgFJcdT9lYCcSmZaB1V/qYozCIrGnI+JW3aBzGFr1w3aL0ytTKxlSHPidNC4VN3wnHw6gp6QTjo15UjbYZ7ZQmNnnr22nxMVxY+XW3GnHamn/Tjy6YzFL6VxyC/HoawtcCqLLUFCvZ79q32j0o70ztr4LXB9tDqQtmqkiid5DmtwuF/0jjIUdHyz1CUTMbB32f2p1EME6GnNeRRbhOpbyMlq6Va8pV+wD1GVN6FJsIhyLqeAFRDpnqWgkiwhorAXLEx7QGzTAP6ykOM7QwNh0TObWUIwjb2dabPTs4yZacDKMRxd/JZ5mJd/XEaC4sjYc9J01ztJoAvsIBNTsxymLbniC2yZPp55mSnaeB//P4POSfsK1Y2Pehu3roZPzCVP2fhJYmMG62XQqVNQtxRrEnqDikNBbXRG9q91/olZLUnD6dmJ9mnDL8srF8KIa1N7s5vZe6Bf1ICXMEW8yppvKaK0sj0Dct0Jz2cK8b23HeMLF2qv40VINYIhBnsyBRiCXTj+WdnpK9XHWnU50ma3MPUWhazp44FArcwBIJKK8sejBCfHxmJDs2pVHGXOcahvb86jGm6V8GzTttIw2f6iEibaerGtNnDhrKlUShtYNJWz3bwUJg/GZ8g40N7FUYpoSICFXzh24JB/qbPCMH6AW/zVwjEyRHJZF5JIRDz7pWLtHLRV5GwHL7n17g67LpU2o7iGVbC//Jf/pIzBS93X9+5De+td99/963uMgpllIAIMWmMUqrAoF5teEBO+Q5VP/1gVJKoI8qt1WjkpVZJ4zPtAl8/fvys+/rr+4ygbLa1XUXKB1ahH0rGJp3NO2+/TjmlDdNnWNBWGEBABe6LnuncKIi0mNayamfqNf5R2SRQ5YVya8mLwDC15SeomJleuoUs/bXvKgpxlYWho9Synngj//Qh9BRn7msEXC/6LOqGpC3PPll+rK2UxTvBHw0CyDNi9e/My30Dd/c4zWHNNsDUAAcNP3r0qHv/ve+zIvUedCjFogYdWLWFEwEp7tA/wAq7whrhhfJRz4uvQg/5q8/XDVufssmo06DWnSCUXXKQPOwD6W9m0tNrlTJDBKy//MXi1MP0SeousYJif9UeHLkNunwN0ta7w/LUffFF5ZWemsdJ0gjoPdd2ouI8RgfYgkNQ41rXyhgt4NO06UXKu0OZXKkdv9Skhb+Znrc+VIz0Y9nluQObtEssWsN8DuBFFdfs5E87be2bFsSJB+O4PKxnOntzhcOVsb5N4A886CSJPqMsZaNo8zhBv3FwUH5kWrJGs5qCdkPe8duiSOubKt9VNvsIlcJUVs9lsUIQvwLxDN5TjoT2W3ekIvg1eF0XAysFt0ILF/dxTNJCyyqv+PK38dkgev/S0wsCSRzUsoCqSFzExST7e0HHNMYjwNsgstpnvUj75DJgegRUEEpWCja17EUQCj5EjgUrDB+E6n2itPtqG63PMrEwM2WpDA5flEw1ReLx22jnZQuywrT9Of2GdWday2i6NCOqpuRCySbvdlml7r5qmxzEbTBvihV62rYshx+VMY0WI/prwzPe2++Nn3QbIkKjCUikZHxVT0TfI+sQ3/7M9h13mEQyoe27nk2zokRZG9nJm/iY8mvUVm6vpbT9g3wnbtI4ZSWjstAbXyWbdmMf0qcRUPVzlXn1C6JeZRzcE996PqZ8mWsJNt9yRQQ34Vvb34i2OUXDc0lRCNgjxoNjQW1dhDRba3Z1iwkVo4Wl5/jLzGSF4jvvfs/S0Yl907391tsoD2w5cLCOs/sqih5HfuB8sLp+r1ti3nbuxuvM/U+zo/a/7P6v//Qfu2mWNJ+/fB4pWgLZynY6yA7UIltQtWOtA1a6+ztlfyaFjQXiP51XlBB3VWczSCxRo1i/rly70H2xfoc4duqsYtNTEgbTYmXjUFnkMqsAZQafObWoad3l3UP6n2HtqGlY4hJfjVu70yjXLs2mxrBEqbxwjFOcWhGIdjwwzWhG6jKgDKNaV74VdkjuqeNeVwrTKFfkbwU5CjAfOAnc+BW2lc0zlRav9S/Kqk2Qj8Ahb0XYFOUmcZSWTeK+RGEeR2mV8eOUiWAJbOJuY23TAimnuyeYAiRTEyp8vJfhS5iQP+WJ5Y28ZThRDfMST3zcRLaeWwZBFpPH2lZMaEwjB7b1mDIZ3XrgT0GuUqPvRFYJcoTHz3/+YQYL8sOnn92FVpxZiJK2iDPvWTYTdUpDFtDCqIDXF6jKilIpkmnYwIM4Kuau6t1hesyd1ndZ7fgExevhoyc8Nw5YoBi5nF75ZZ3pSyCFXzBdbcczgXJAjZRvF3xgJ+ifnWRT+A6g9cpqPzAQh5QYevBHBimrZX81JCZl0YrYgjQ1mDqMimCMcCU32yDVRhAuFyUB+zzyVGBG+P2BaHYM1sMfFigNsMVlmx3VYVboitIAcVZZvHAJq/adu/fCQ+4b5lR9LBniM8hicBFkc/wZ5Wj8Ke7G8FvlXVcB9yx89ORJd/PSRXjFhQvyjAtUqPvxqWzn4h6GDYZ85PR2RsvWL3CyAbRWsmRfOaTM1PkAIyu5D/Ln8eD9q8/qieVPOEp3o7Zq6K+9bXXbYOWZZU2JiUg79qgu+Xlmfg4r8AwzB1vdKpZg24/tUzeEfdwYHKQ5YLOjGNZ6Zv58HHD4W1ZXMfNeJMONvgI+ZzQC/4DzLLVm6p+rOu1+kAds8eLu9Q62XWDk9hfOlrjPX1l1e5kNjWwvsVJAY/lRpdeOPbJNhUbe73FJ2eVZ8i8Fh1/qNg947qvj4fizgcvEkUgmSXn7ZyWP2k2V+Ch/VzszzyOB2wwU6S8SgiPKAeVbWdL1w1kM3x3pq7hz5aY8J02sL/Nu1mxp/PtCyYNKZ78x5rmgKuEkPioPhNNoE9TAyLzkBS1Xyiv9VAdlFw8VqiQ6jojP/KhUl/KlTLeeqkoiZ5Iu0ofy+M6XDnjQCBSSBnDk6SFiwblkg/DlCcuRGQFo46knGgjE2QFBa0rSKzhRbn/1JZWmdU1fqbwjT40D6VeQk61PkmYqa6zNOhKsI+tLFEtui4Pw9jBeZOWw5fHTB+GIUPDgueliKOCp18owrXbiLC8Vq1vXPEAYo3yZuCKH3ApzG6Fg+1/9uDwbSuvM5CSjHzvzARLEPxIUWB4bUY2bVXcsxd/bG6EDXOhOn3wd362lENHpuI8/+U335//iJ93dOw+yyuzt77zV3bv7pHv07En3nM0W5+fdwfpl9wGO+9ewauzS4L746uvuKe+m2Hfrxs3XxBIWL204BfSejllNVkuUiofd6J5ntclwEcKNqEyJ0GnrH6Rghg+xALHzPHuNSTwbjhUqkzltM0rnqfCGWiGsc9/NjKpGrCUqh37DJHEwpeI9w20HC4oWvBmmnlDDEk+LjdN8JfhRwIDtyiCZj8zDHLtYz4SfXeWtI+rDTzQn8NGh1s1QhZEVPVDCRQluNqpSUudRslkulhh91TLaIW5tDsn0LLTYxezvIoY20jd/6aip+CzTBCfZS8zVmdJnGoG+j8LjtgbWv8xn52mzmuaQaxUiha2kawzJK67pdDH5ysDioZO6iwUy0oFWKq82jBJKPe/JvPIYvmqefABU4PbKBI/3UHIzogdXG42rirY43P0lfmHy6aPHK+wQ/svUrR3OJL6L0/gXWZc6wupXeAG/E/REBJGdCIotPi4qltscS8V39zW7gX/+ub51myilUzmSJriqaFGW7P5N4bXaWEYVVhV2rQBOvUzTAbl1C6CrTimTdLFzCpGkDfhYLoqUd3x7VeX1usjRovMur/vnxq1gW5Vn60m1af3JJuCfqgvf9cCMRb52ynZANSpu7xrEb/9NHtYL0a2TPyQUP0BT6kV6u3rNbQR++MM/6v72r3/Z/dH777EqdI46W4Q3kUt9GxNN2T1CsC9Zy28KPtpaZZ8haFnCVd5QwdJ66PYIs91vPr8Nb7GvFG3P+sqiIBQvFecTWIhs71ocAQJe+Och4Lc22YCYqTWnqe1QIsCTKTS1rmieClHraBByP7g7dnEk1uC5Ha6hZMwhJNtdnkPXuio+aNd52b4gqnASE1ng9F0c2kHQaS9lyyiDvSlw0wdWWWZRR8MjxOeJvljyrdUpx0cRsJPkQWgqnlXY5CrWGOnJyz6Admunb+VCF+WF/cLoeB1Bp3+sJfNvLD6O5fclrxW/K1OrjVtnbbBomiqVhA7o/MZSLaL2T4b2k1/xbNTzXS87jCd+iWwcH7RALkfuBe3nMHgDTJMHI3+PRcgtrat/2r+DFk6ze5qC+3sliAPALVc6ffjMUPVf6aK85Onv/7I9O5UbDPlq/HQIs4cR0OCXgnljYVKgyF4X42RqWhlgPYOnMr3FTz31RGnP3LNQhaYUL8sFyOTTfiu/ypoy9/2J+VbORa9maTJPr4UvPXIsV0a/8Chi0n5jo1e8jOM2OSph5t/SkDM00GBSSpIzPCpfafP8utpafnQ/Q/NIGYHtVlYt+LyapVjSt1EA+9Jszg5/xhKcOIdplPebnMjjwEElqxaoFF72bSCY/FJGrouGLUeH8EcD+UqiRktfWQEhNBlnrxYqxw3WSov0fcVuqTLqRNhpt/HgardDeIEDvk7Qu5cnMzJ6/mype/b8eTqov/rrv+zOnD4XQfANo19X8gnRQ17Vdh+wMnIG7fflY5b+33qDXdk/7r73xz8AB60PTsvQualFIkgUoArIMKOVTqOXUWpajh3wnz0FYaErACSxWraKpUv7XUWEP8PKMiPxS93Vq1eystPOH0s9DWqz++ab+92Hn3zaTc6cIi2VhcCTacM0dgKCBrCiTc1cx1NHN66SdFQn40yhgNXmqux1hOJk/joxkjCfNbYDsLOgumPRc1WQHX6mJqlAHZF3OD6p8kHoSevs68NKTxhM5WwXR3A7otqnqwTtGj4YM0xXjGDSnaDXkUYT4GRnqH9cBC8YhDbks41ydP/eC5yhZ7ur166kkUrHfdK5fYVKn0ys0FA5Ussv5lLwCSdfhSfwjGsRJ+n0TqJUHywuxlekjZjMP4pnUpKWuMLR/29lwSOPZPrisqK51ib95LagHyNslFdH5S/pNFVE5IUtFHz6XOIxLYJxaY8DnMVTP7otLJt7u1jyqCuteiRilOXoHeEJL2gpfPJsAX6qaapMLyBM1QvsqPwzDzFSoEpvd7x3NbAxFGwvmcaWCqJu7Yq3QkLfsCjSPIwwII9Sfml9aeC2QiCDU2qvJyUgAs/fuhCqcPuOrO5CK9OTFdHoKLX04I/jbuKhIbzq+X+O6HRAVRGOtQm8juQQuMmnsumhC4IHR3DKi8EXL8AnjaF6rryRVlZotjKJsB2J79KXX97pvr7LNC4KsBbzmgrQllKDgGRkfgTLabnMe5KO/ylthYJgfaRG4C/PPpWOl9nOxrNbdZm4yspUaoe0TH+RzhV0Tx8td3vnyQNrsnxnnUwAbwxLtP5LGTiRZ+o2OR9+KV+OhuL5o0/a9RGiHbn0bYOQ8vRl83nK5gXh6HU98ZuU0rRPIyoqMP715M3AStnsSuc1LF+QJxb7SlNQpa2wYm0RNxViYGjJHUbYBaKWdugiPfVbcmDkQDBHIZGnad0mIqttieuGrdNYv+zg5DtX+0rbDKD68qfd8sxfPwcMmoxjKPeFXJbCYxnlI7Hp44hzrw3xyne+rSDnJhglZTv+3nctTYtYrTcv6lFPV/Pts06W8nKf3SC/JJAODJjlk+QWZOhPULzkIXqOPhoxUpzqK+I/yhvbenDipXwlDOvzEM8qQ4Dw1Sx44qL/r0H6Gb/RwXquVK2ue3jmT7srh3sUYvoK5X4WiCE7Gwzry/SB1xfaJ42+DnpGR1ncxP6HceHAMMOUD9k6yCss4k7S0pKn+9RFroUxiqRN2RzQgDzFIQMoC8a1eKwzUN+gDwzbk17enp87yawFii1Zx+ggXOJP0LeYyAGVg2DhqRDZR7gdi4qgM0U565YGUysxCzd5LHoOeVabUlwpkWgtCPBabCVi9V462ydpIDJ4vJMWPn0d9VWv/s6FVvpG4rZFv5CyEtdfKcVqR1tKT25+vErwrUznL43T6vDdLpsRvljzDDsEIJ15EEWYJ0YanAqQbI1SAQEs4MMHLnenQ2f6cpQdjh/g2P7RRx8yFTTPMTmzdORudjgK3Bd0YJgZccp3qshtFs6ylNqpAa3Mc+yC/N533+1+9tO/6d79ozdw6r8Tn4JL+B1MRuGzYEVMLsDb5dEoIghmR7MWWUUu03FUxDB4utu2e9hsr2sd4UDr67fS8TrlmdqFqS6fnuxuXTrdfefqOZh+s7v3jDPhsFluBaaM6QgZRQtiWcEHWNkUfLh7gRB7fGGKd1+ytTU6OjsJOsMEKmQDxth1eg9ahQHQxldZyZbl3VpUUDDW6Zh02M+hxGrjVJkVegrnVs/OsxNdRWm0gicn2T0e0/CWShzlsWMxePC2y8g1zzoqOEkcV+P5gSWJocIo7bSioZPzuwrDSruFZ88QvDI45dQ0QZCx/UBS2APGRcuRF6S7srJdR1Ehno1G+JZjmC0Rpjl8XWVAunmMkX4nEco2VvK0TDrMHxB/KIodvAd9XXHlijiVsm0sfE59ep5kOiIFP3wmTnVALx0IPEnXZPH41IhpyOE70XawEFiEl26SCl23nBITPn8R+MDRj8sGLu0jQMjbQ5ghYzqlYTdrJYdYTonnbuF7HLYcoUbdqexVGzNLygZ8lSHztezS0LwsuzSzNgyhLXB9wlfF4z2Xok4a68Mrrn0IAUyZd9wrOHZxGWgjQju3YQSuo0JhumhjncUsKs7xY6AYwhGUQEIDr61MQhMcYJv7QoSIJLKMprCcGYyZvsetRaewgWknrqJkTtbnEw6KT4dAfccymzeWxE9QEZ3AVmBHISAdM/AcTaSfCPlT7yNq2cim67RRjDLd3fuP2NdttkMfcJIYHtH3qOvmZx18zHdnWWAjJaLwWwbq4gXHFVkXrpjOYEKmMvNBsH3zyI6S8qXuSNvq12i+NxyNIwzpZyjBS31LMl9IX3iq7uo3tdyTOS+MSZkNSQ8sb93zsLpFcOYapI3BL3IOK7XTURvKIWWgMppBmjIiGzOD/xSWYOtjHOugI/V9rMnWuyDMTWz8bXUvmvKo5da6ppXrBC4jFs06HGJ3+tqN3bQ6oCSx3325cxkaha/rRT3s43gTKgDUv1JKeFIPjWUU4OVBcKl7nidaPQ/b1mU9lx/bfQ/DPkVo0lZ841uWeyG2nLgYpKtLy5sQHoB3elyEJ322GekZJSunuTDryrLoEzkPA+R5XtmGjFK0FbbyoBTY3HEtROIBy/pw+yB3DzCkXvhFmsTimZYms/c8Y9lKCea355FMQ3PtPpHjyKPUsXSwEOTtfZRz5IxtPumRe5eueHLMeeCwiMJGqA+yPssUxnNb7cdcQLPNyvyyBtV2MdZHU8rMu+rf/NIQwL6I7Ld72plfYEokPjGsIEP0SXYfOK289mMu8rCvdOCsrAttKZObZztYMN0sU+T7+B0KyvfSUXo6wG7PMhjmnX2P7kV5b7x0HGDLu9QPeO6SrgwFxJc6wLJPGYUeJ/FRm5urPcYa/kJRgas0yn3Sg1e/z5cAUsYAIu4/GOzK1BAPGDFr5nP6TwHodJMFkYiDFXHmaqBSdWReXWb1Hx3m4/tl9VqhkuZPzVBR+ll4kPd0N8eWD8+fsy0D01vnOGg6K3po1O6/9Oj+N90P/ujd7rNPP8CX4yl7KJ1hBc2pFKSqMFUXkpmtO9A77aj5USXn1Pw8cOj42b1exlhnO4ln7Kc1O8XxFnNngptnB8pQllGB5OKBJ09YPQdr37z1eveD99/vPv8//hNnQJ7MHk7CNsOt7EauMPKAbmBjHXIOxZHiaZRMlRd3BV7j4O4ZFhtIbz8nxqGNPmNMIUZRogi1WhMaywgQVauAxxvNoJTGugVvaHlyiwor0nPYTp89ZZEJOt7qg2Ee1gmMS94qajKemrpL7uFd4OujBI50Nk4ZxurDiEoNXgvVZcqo0qQi56aeMl0qGZjCbR8LolB3VKF1TCukjK9lyncytMxnY1ZI12iLnclRxD1NYDojltYIIRs0dSO/dRZhKEicXtRxc5IVV/qLUSrKXR2JVitpbkc0AR01+Suwp4CpArctDaGRtNCnzu0+yoQMXMklfexQ+crqSK6b07VTyNYF7QRfh5mMwrRuCVs4Gc2o8FE2rW7SSroO0YktslnvNFNr7sA/kWX8jsSo73RyPRlrVBPhaR4G61MBXkIiDYrIvOCZ9PZXvA+FFvVoGXzPc6+jOPCb+uepSotTz9uceVqCoiyRRasSJG0EDQhSVL75Fja0EZ/kQVmlQeMt4/teBVWFzsEOOfJUfBRKloXpLtqhcWLhgi08p1Rr7CaDHt8REfhuy0HkyljQr4TCS/kyMuZaZxQABg4He2wBw0DwwoUL3Vn2ffvVL3+NpXaGM+iwnuPoqwtR21/Mlafyo3U3bE9GIOvcnzt/Fj4rq3FG5r4Py6tsINCxELqFjcp/eJ/3UTYKCt8Fz1uvhGv5W2jtxRq0mLzNe+H1dz76lmBd8lh4/pA27cm2wAsHS/KNA5NNrAS2Xzsp6W+7cN8sV3VrdZ+mI3Ivqhasa/ne9prBD7iIXwvSSlnpx47bj1ZTeX0Wn64qn3VtOkK+KM+RcjdY/9ivcMLf3xKJYkHQHv63vPdR0hJPPBqcwOzfFYVbYuP4Iv952NqQN14b+irK9dEvXxeF+IYHwg/hCaa6kHGl7IKvHXbPK6YXH2dB6jo/ohB5Fby5K7j17tu+haE1xxB/4n4gb5krv2B9LKm8LPwG27i2d/dF3NhYRW6zEpi3jW4mDrz+17r0Xh7xZA3bgjMNIq/iGiVNCPDRPu3ao6KG5mvzX108lJXZs08cYd4olmYigBb6NmA+sFxkjQqKSprlynPybdeadJ1VU3eQF4e0lRCcJdIdyC2rDOkf6R88P1gfQhe7WVZAhu/VT5M1+drfktGgvyB60pu3gl05Z98i7YwXv2hwlL6tf+NN4EtvgwOdFqrcRa8d8O73+aokIvX7AlkTRUtPWUpeYNrX+TVz/nQsdTyRzCEsELByEGAn6ICWlta7ERa27O1roVFT1d8G8zUavBqsCsbzhcc4i7LhKteKVwVGCRv5nH1l2MtIc6lToK+9/np19q6o0b5Olm1EJOF0/Nb8+/DhIocC30BIoeGj2WuGfMx2ASN7o9250xdhJq0tEharBTjbyQjMVYpIV0aEw/ihLTJavtyd50ikWfzC5jhGQ0E95uo40uxrYQHREyhRIwg+FRCnr5pjuArEFGVUmXQZtYysIJtmZZDNXLysMEciVqpWAJWyqROT8YdxYGvZpIW/+vPIgHb2BhUuecSQhgJxZ924lnhaN2wECtJVpiw1jcZhGTinsA7MsiiizLTUKZVVjUvTrUoq04sK3RAUuiBc0tjIS0Fgg5OpspTXfEI6OwQsn1pamFLV9BoBIGPzieUJPK3/MHSu7dALprw0tY9vGIqqgk0zcqajuJbWqWNGTyppWpH2qGMtXSdRaqdoaNaLZuJNHeWtG+pDq+a0fkJOVWkdI8yxsirnF1JmaXeSLTcUEhtsOusO39OMpswrPgT8yote68c3zDSWVgPr1WDd2yihRhqceblyx6kZFX/LrzI6g/+B8TTTJz1EKH8/rRPyXrS3wKyvENpiJ0QQ9Pzpj4/FoHUY3imMVKQTLamc/qeM/WhQGH60lqRegSJ+LVivBn8dOWaUpt8FuHqOpQqkgwlpFkHUx7U+sq+YHVKfh7923KaRHz1ZYHP3BRbK6e7+N19pjAks2wAY0+KLhog0oPaF9go4xjjAAqnVdztmZdsbCi/0vHHjJn6Vs90nn3yEQN7FR/QiMkehSFppAQx5SL8/Vz6O8iJPgSt/K8TFM5ZyLZL82bYzzYLiYnNzdH0y5QKYMUBP/lBoSyf5LG+gZZGTd0TyvfVBBaQcKqD6nbU20egdJAPh+Fe9hzLUh6EpRw5kFPqurnVQa/ncdNXplyjE8IF0H6TreVQIh/gXTMsL4w5gJx/yU9GO4tYxmOOhFkLrWdz9OG1tvjUYsL6kQY8n6a23PzSIZ0X/3TQp+u8+Pg66ipUypDztLc8jOsIMlJxMhPcqaq0NNZwPW0QPiPyFG/qTXn70P1Wrhk/ZXSmvnPW5dAishjy/ystB3iAlXub7Ki59jvkJKGhtC5BGLgqhskjHdC/weJr0vmt1bcJckzjlJU4Ff4FkvdKG4yeFMnfMj7shaGfTB+ta31/5qQ309LMl+5TfqNLFfi9KDHlonfPjwMd87COKNiAFGg4SlR81KBevHjfrSRwBbr7ZsokyS6O8ScWEKsGOFozMd0aJhQQYcdxmZWWZSLZxorn4RsPLKMYBZaP8qkz2vODiBaEWndIfkUjahYekqbnyb1szOHi3/1aWNIt04zdlie0yMif5a64qPlinnW4x0+YejfaxDjnNlg9RCgfhD8KrTGH+MphBovFP44e4CPfMp7KxKbgFbC3VlEm1fvAInwwJrtnRTlWl4OnT59nMdJZ53PWNFzERekzFGgK05nW1JogbBKEwKygPZ8+e7ZbdbwaF4srVKxHelJdgJpW3v055fvX1bY6JuYllixU6KFief/YMq8QEqyrHUAJl3XWsLBubqzCXHQsjY+jhZoDONZ87d77blggokXe+edB9553vdu++/WZ358FjprohH3FlkHGURbsNFS790GxVYyiF+kGofDi1tgXxnQ4YouL0+1ETl0byWhQuOwmudWbVEVLYNaVB/lhYDB4+OzfH6kwUs7ZiKC2YOsliAOAZU+d/FQ47fJ3iZdANN/3jvT5lrlhyz5ZxRghZDUmaWBS0KrgMBERkIOngHkOu0FPAjmAli1KVsssLRXJxS0ORwbAO2NjszF6uQxUL6HuwMP9h+cey+5Av38sTPqtrlBqeKaisVz9DCArpYXxpFOalbFHAaPDimk6V+pugXHR31AbKE/UmTHkKInfTONqLl2XQ3P6SXxu3NPEwYhDpTmV1DTiQ4ySw4zNo/ijILrxQ0bPhKYR0yiRr4mrdZeRLuT1w2r2/1thvzHq1sU/ot0g7WXj+JH5FNm5PJtAZ9NxZVvCeZ581stCC2lMq5W2N2lZU9FFZc6NgrA4mMDb1os+WFkWVxwgUcIwAgd7Ws4MffaCyWpYy71JHLgwIzD4nZZojQfnHoPixvcqrnsYgPM/wU1lUSFUcy015wcn3ihr/FXLS2Hi4fad+xWsE69bMOHtR4dj+5P6DbhIwHjTgAoqM54nvQGSABJnIY4PcUKim8DldXqKNEcYmdhCubG+zPtH98uefQ+vt7tIlLcS2K7ABd+vGMnm0kgstrP8opzxr9M1WH9Sfz+WldEoo9ctM5xunYAjFK/5A0etY5im7SrkWCVdJW992Mi2PpLFIIWzBaAWMsAfPFqRhkG0P+t9aiWW+5m7H68DVNs35geSlpfomx2EpgxMHPi1AJVPCK4V0/zzVNLiuuD2Sg3h95sYCeQeLm7iI2PbKCibe0pa6oIKMk7KmAEVzXif4xpDicXM8iz6SdO5RqNj1XXFbnP5NEXMQLXRrr8y//vNEisW6SJpMMfJOhcf2O8iPi6PWZBOahWlbsHzpbH3EOznQ/Zpi+ZJveO4r24yhwc5g0QcC7EOrZzmrHhePtffHfs2j/xOog8smU4OhbTGDd1Idogtc8uNf+WDOnvGYB9yJm7wnv+hS4SCm6q9yNmnhXxe+s03bLvCOzWBOWFqPM2CEGtJBXiyZW3Bq0KF7i35PWJ9oj/Ksyo9BuHXeZe76NgMc5Sj4+TEf6W6bar+pF3Gi3dWWTbRd+t6sNgQnRfkB7UMlc4Ptq/bYmPv06dPI4Ulm4NgLklkVN/BtdZSy9Pk1OrS6N067lo7lqkD9Y7SYYkak4Zg2ZgTwzaySciwVIv4aSFTYkIb04YZXLF959spXoA2ehZjeBa6jX99LdJDJXj4oCJOOuNRoG4OLOgl6pa1VqoRzJdkYAlFB4lYAKlxa1V7gb+RO5h4/oRXIlXfzmMx/88nn3b/8yZ93C+wF9pc//WlGAbfevAkBqvMWH5c2i97XX9+G4GdQNObTOS1z8PLDR48xl8/RCWEF0xqAmdSz7lRoNJmO4ccgg8zQeU5y9MYLGGUCoTyCJWSRCtNqdg5c/u7DD7pL129k7lkriR2Qm7rGhwxrkQqjz+ZQ+lwxMYKypNVuiYpXuZrGyqJVzEYozjJuuVrJbEVev8tUifIDPbWazGCtUVGoaUUauQU1wJypqb66hBumQLC7787Y+HkYs5QZFZFSbkgOl9qwwzD8CE56b+k0Smf1nIURZ5nStNOy8cDLEVI2sjRqcD8abKATNGinRVUGfJ0OjYvWxdQKtRIKDU8tlDbi8JPKGMIgvlEoXjYojzcRlrC3WI3ozvIGLXsqYHZOtdM3yoKdA3XoNOMsjU2FJEoThZuMFYO4TD+7hYi7rxuvTNyMJOlIwYx/LQ2lBMfUzf04ynQ1NHNWKSn/LRVHOyPvdczPeW9QctvNc6G1W4ls4OyvklcLFapeFXpr68vw+mLwm9JBibpQcVaxth6sG09+cErOduMeOMKUboOqFx1oI+3EI/xE+aV7lDIEmXlRceytxfE6KJ3mIQSnEfQ9s4OI+FdqCYxQ5c5lvlI3lLtmPQa12f2+fzMAAEAASURBVA0BfxBI395IU/2J9Nk0VHov+N8e6R7d5aSL168zKp1mY9ylLK7ZBv9t8IbjiVgl9DuWYHhBf7uzZ052X3/zOPC0mC/Tpr785D4dwTQLZS7D67Z/FT0SGqCVvLqMT9cppt2/wmWhf1x0DN+VVSHKMuWRvvKyIKLUwmNl2ZI2Pe19ud2urVPw5qNmFNoRrzpiFMDgQtw0b9p6OhUfSgxRTITD6/4WgFSbbbTas1Zjp283GHg6yBnH+fk87XPudB0hJhitU3ZU0szO0rYgPg4soyibNxEH9QEWBmWBpUmb9H2eAZDrPKMNTrN9SytnSy98rR3KbQeTeW8T4j7vrE+ei5uhyTRJ5XP5JGl6OhiNFDxL1tz1CZNWrP7h0Ojor+kLSP3YHqRDX7AASRyuUi3QxT7LT8tRvAz143UPlwhH48jz3leMolfRU76in2GQZt1LAz9FA68LPkmDG6TkWeVhXXDnA77rWnzitwkPGK9gFT8Fh0HcgtNkdKU3Fylb/KiscBBn+3GgZDB+aGi23AeXvEFZoP7bLESTg+QsNOq9T8u9JSrfsar3tBvwDul5OYLs5QyQ0FnCioeGGHl1YBkzTy3QIbyYVPDWvUFfqnCYNwqXiqhbYkkLgzhnL8eUAXyod4+bGhpa6c7Sr0uL1E3rbyiBSp3PwiOkLzyEVvBNk3ZEHHFScV9kUc8yC3TaJu6hm0kIje6mVyBKdUOL468S7p8Y5A7/ByUlfV2LuPv3KOSnooA5Qit/nz52tOIDTbQU1o7BgzmhOQIFryoI+GJ1ASG5Qoe0kT3CJpjmmGeKb4HVcU+fPsIZf6r78NcfYV7c7C6eO9t99fkXqe5T+H6p1bqHjQJ0BYbaYHuM11+/xLFBbBfwYpPd0BdxNMfi4/lb4Kqvw8bOOtY2p5esayqQfZsUIJnTpoMaQ9HxEGI7VoXw4tMn3RUcDheePuveePu9bu4UyhCjTjtgZF2UyQO2NvCjM7gdiyLNcGJ0PhXnCFn87JjMV7g2fhukDCpjq12Xabimt06h8LnnSfxtoF8xYRutqChU55GM+i8bo+XUOVHaVD1VWjumMDb10/MFP6Qw33x2ogAvLy1num0Lx10eJ47pqlEcza1dW7c9bHOkgJYrafoojXdUbuzgLOeE1qu8J77MSh7VEUIrph89C3QDHz2VcxVyR0a1gaTmc2mvwqXQtJPyo7kMgCoaCBYbk0qaccd4J+xMF4FfWRm1prlFh3P7pDWQ/gC4oQc4xk8IfE0n3n7kC0oXS5vllF+n9YXhnfltwnsbrD5VwXGqfRIzPKadWCpcKeb+SNevnoUnzTddQBo5CXpBQBEYKLgpse/lF0PRqq7ziK+UHTxbiAUGx9ghOu8TrvxFUHlWqRvFbiKMrl+7Rn0rUBU2bLSLgi19DOm8EcRxL+C31fdhZ3EUgyPXfR2IoXWyqSKPgpLQRxtiet8NOpeXN2hL+ETC23M4ql67frF7gHL4dGmTrWY8B5IECkVg2UFryTpDO3cgcu4CStcCGzK/GO4++83d7iR+nGdOc8TNEIoX241oHdpngU/OiQXMEPylz+IMFu/nDMIM4fdcVduRtk4tWP9UHzAQxt7DpydGarBxXKE4wteU2yC/yw9lRQF368VGDbT2vtWe7yL0fW9yfo4KZxU3F/W4LY8uEQbrQeV+Eh47d+5cZELSUG4Hd1r1rMt0FCZQqSaN6A3r/0Z5goo0CV5GqtAXoXCOPJEW1ZayhQzX5pW/FIx3/PqJQm8aQBUl6lvIxjfYPlVCBvKA+9ATGWWquqbx93xnvOQH/MKNeIFBOzd/Qn59xrXpB89ylegkAXYBCC7OTChfC5/CM9aMPo3ACmKgkYe/RcM+2xaz/7XNmbd4ipv3fho1Ct/c9XjwcvC6PUpZpLHpjOxPfwmRQYEBHQq3cqCsX72cImrybWmFTWg0Er4fQfpdFr/q4w6QDfK7pBNGxTCa+PMs33164NsOpbOiqid3H0uKSddDPrX+lNPyZA3+jFP1bF4Z3FBAZY0yX5qlzoWo/ONh+FVURITy27ZSGNIri/Z9Bv8Qm9TVjo1jGSPj6Wu1SFknzhZZxCncmlyM1nzTxSX0k0ASnDjiKy7uSCDN3TrIfsr+NGWwPsDbetgZYlFYEbeHQw32D0JTce9DaE/a6B/t4R/6qyD030ZdDHY0pcyH+Z1VYxv4Z6GToIBYGdYsP34SQB9kPVbHzSxVRpzSczpDf595HNOnp0e7a3QOEzgF2vmMTzHqQvlwQ1Sd8sdHTnHA9uXuZ7/4OWJ2qLv91R18ypa79773HsQe6W6zgeuP/6sfs8ngC7aYeIYCxdEbnH2mD4eauATcsXNAsI1NaPXSysC0muYnGqcVm0ZExbgRJlVHjTB6Rtu9fPli99abb3RP2YX/9LkZyqzVBg6JRlNWBJ1Rr1y9ks7VqQgZzcOGrRPN9ps44euU/aI/38zVQ9RlHLs1j6r8KfhkdsvjtI7WEOu4lAiZTo6V0ZoS1nNAT2N/wkvQPUzgxE4/5Sdjwt3+pyplliGmNjWXGmeclVI+k1ndGR6zQpmUKWZj1mTT59Gu28gh96a1UdhSgaUFkP9MK9HcBJSyOfXmPmHc8bLHBwAv1la6BwuP8FdT8fPA1O1uYg5Fl/K6ulVFyYYhbZvSANRqdNYh1woEgVoWlScFrpYwX7apMjsrBZBWoKSwIgg+0/pmJ2UDdk8sLuO8Ke3lHzep3M6GvDg2Y5WUr7L6kgGFfLbGbvsOKnS03dp6Ac7iMQKffo/pQC1p3LPBr3RpDdvtLfSn8Jk7hLsYI9Oywar/smKOhHQuJFBOtSD+Km0TxLXODmaZLsU3aJTO2+1enKa+eOlC2qj+lArAspQpTBR81D8fR7YG8fFzNBRfHXtCbHEv3gnQ46iGt7cPtrvz1051n91m3z42YL6EL6ViYn8bixwyJMHMktZfpvapn/feead7+oyVjGyayw5W1DVWcVbxzupUbuHDn7RvBYzpqTdaCLyN3xYCVxnxfGExdZnNRUNH21FRTl6VT7QSHSubNCRWnknLXgi7evdo8L0rvbRKxRLES7BIMCvfW+cteC2NWyTpRiRu5TnqE97WQu+GmPJcLMKunoZnMDkyEHmBHEXZwg+2hUNwybBK1sNNfSR78oU/vy2Yu+0WROjc+OkBilNu+a1/aOYl7/PxRhnIvXTknydVjlJIBFl7/gm7eKR+5VXbsbS36kIryqvV2865yRVpJQ1TDyJvRPMPzbwtDK2ttCdu0zZ8r4wGtiGly7OC50Alcop3qRMimt4gyHzEuQFov8mu4g0iU/AWD9QG5QxOAnolGMdQaerGa68abVsqfRKd+dBFR3pZ9lRKIASIgHo6tPQVxelAhX3JM+VTldlBoXK0rF/mVG0heYJv5c0v1/K0BhNp1aYAaxoOfMGl+qS6FiX7r5KrJVur3Viyeif6Za0XZwd74ESGnmOcI6qofyoweQ/qnLSpD56b3kUvymbzFz/74vQvqW/rVzlafubhOeINOcNBfknvl8/8DWwMM/R/noV8MIklHtoscHyW/W4rt32i+Di4qzKDB+nT5gNLSAUvVz7jonix8O+lnK//sKAoFmgqkusSzIKtjBT/FnaHKcODl/gYoRo5XQMJiKMg7JEGGTf7dLQ9woq3PQgV3y5iejjwzLSbpK2hedKBUWjPATt7luNi+FvnbLHTWL1OszHjd994gxH0avfPfvRn3U9/+tfdR7/+JIR85913ug8//Lh7joXqJP5k165eRbErBrCSd/FN2tjQcV9T51B8wWYZFat4SGAbM1QFG/x1wPHsmQvdCkJ/jemRXZSAWzff7P7zX/1t9/p3LnW7WIVs2HSjWO7WqKxNYGLyxz9iZW+DTo4zHGEUG40bn+5sc+gwiwycVh3Hh4oaJM+qRPf1cgM9G4nmTMhEicEDJfUcvm4zTL26h5SCLUc3yQQoRkQiTTETF9zwDQyLEYbjVzh7rCJVi8+IhLJHsSJSBA+ouMzX0YtWh0cPHkVhElYTYMIL0yWLElw+a6GY07JoHcJqp8N97/sj0oWLiU1ER0cnp7Uyq8h4JPPuoiDoS0FTDN2M5z4q5iMdFdAkykHi+tBpObTRBg1AK1wsQ08FcO/po8WQjkzTuQ1GM7d0NMgTNdqBY8EnyhwZZkNO7hXIlaYEkDTwiCt98NynzW1SPOxd3HZx3k5nAQ46oI6zWvc0K+/W11dwiD6bvadOndFnrFamWv+pM2BGvFPpltUCFb1SMtFMyLN23f/6c/R5BJXM0z8PP8MPTt+eO38Bq/K57snDh+DMFitsSOqqHH0hHOlZB4YISq+laYESGp9DfMzzaKh27pMSjEYtc30fj/j7Q9tMk810f/5vfsLmygvdxx983H3wyW/ZPmK0mxmd7Ta11kGSgLaCUucnuu9+5022qbnXff+997oPvrhNnRxwOsMMsgKF0j2V9l0Ny4KKEffPg0cAoPCfZpWwlvVf/uqD7jF7xo0x9fgMK/iUs6HGgSbWmwtMqjyFa+iZiqgSet/Ka79nWgeL1pr/Bt/rRzlF25aOB3SWLhKQv6wT21GjoL/KjbgcOMjiT1rZ6ctrgKKN4zOKpV5ZIU2UkfqSouKjeNVAz7gOwEwfOURCOwLbTaEmcnx8ZPAWXng1JInl9Z3/uRZq3Qeh3IVLearFoq4HsLXQBVCfWcvTLP3wzhXLFXxSFhDbnptKGxzoxKmZX9uhHy2JDmZKEStaVmRgBE/TVBsN3kdwL1oYTxyUDQykzEdciGdUPwbjNllXT5Is8XIvyv9AEISf8EgfL9fklpbNy5DmlfStzgoH697Y1X5MLz3KYsjgiH7FZyoCbjOUbJKpX4ehylXPAiOYWU7oDSMVXhVf3nfbnnpmbZMuyBwvbPEldY6io7FAarIXEvgy0FVjIii1SweQwkACjh/EJ0H+LJiNDmbjQEcY2WSchuWgSHcS3Wwsp3JaC5PXfiJPIh+q/uR/ACee8NVKHANYlykL+WYwpQwnQ9tk+ikxIk7wAo+UwzTiK83TRkjLbIsbjK9iKGl1ldLwXv1AnEwjDoMgObiNBZznvjK2uCoLhPNPVr5AK1CF3ULl2Z5QOWQkk++h1GysV2VMTFgofW+4P0BQEn0SpUakJYAmwUJQi9jLbhlrwfrmEj5T7BSOz9LoCOZ0fLO2WYnmLut73Uk2/ER5wVsXgxI743/VvfmdN7r/+X/5D0xjXOz+6v/9FcJvs3vrnTdR2ljpgLVBQhzgM7GGH5f3Or7FsgQh1ugYhavjvDvHy/DUFEIdAX9utrt+ea5bntjufvvVcnf30dNu+tSZbOLparEpKmYLf7c1pkpdEKDT9DjbDDxfZYNYLGAjyhoqast9WUIsyouM8pw0lYRxrBP6PC0ytarSpilYhUXFxMrSAd6R7erKAo1kJX5lS+zCf+nyJcBRJuhqZTp6lGmlZW2n4AjFDqif0qJi3DCRbiGOszbyNnKXd14ykpZh8EJHKWVjXJTay5cv4AzNdJzMA9PEWd4oqW6/THAY0nnksco1Fhz3e6FDT0jZvZINDYVztR06f2inUuqxMG1Rh74DWlP3UGxcLbfOwgVXr7hqxNWgWzTMmlaUyNXQG0rCkH5pcODuij+3nxBn/ZBGsDxZHyqzqXuUY5259T9wE1aFvbRjGQaWNo7LYmuUSSwssyxWMK9VfACdUtzbZ8qLqTMb7Bo+AJbNOnj99ddp9EP4zT3ubt26hpL2BvlqtSsLqOVXOBQtQtBiD5/5MC98biw70hIKKVM9Cf5GhrsrXt+e5LfUaVUU7wQHLVjhs7G5TJITWGbPhj9oGMRVEQQK/ANTQDdwUFnt09tGS1AFjeQVJPv8fJeo3ldRkqdlcHq/B5NnL1n4MjZKfc0OdTenrnQ7+H2ucXTVtStX2f/vDmoFSgbWHU8IUD8aZcrv/LmTKGe73cVbl7rJ8+xf9SsUmg7FcXyW/EyhtXKF9lSZZyd3VitOomi9wNp196vPusectPEX/+ZPsPaxPc0W7WhXDUoSgiQfffPE0zZjKIEq3Q7LHgu0VjQUeJUCVHgiWj5FqfXGyD1KtZ0c9aJwGmKKo8EInUr4JhNTmX1u6sJOwLytZ10e7Hi0SNuxmYfB+uLLf9KieNmh8pyfBDkmIQ8L7uCB6fhr9VnP/bYOeS4k//Phi9D4QF5p6fz1bZ9TOjs47PBBEvp15FFoWzCFbxuwnJYjefsM3tOiCRWMMAgtjg9sayYyRuFWcYNTaByAKUT4sTJLH2BSybSLAtHKVdYusy66m0cNQqqM3re80jGLDDB3ASQXnYisIb0VgCKtGRZ1gnx4m4TQVkSs7BCX+rIOe7yEb1IfiV8UQB8SqraQ1ViqnQVSrsVbBJbTl9VZCdMZUjdBrTp6rUDyBo2al5YXeOCQcyfNj0G2fpSqo7BdYBtJOBVXoOIABCKAAkHDSLm6OLBIBEqrIuKgeDTnhwrLVAbL7q+0RYa1mRrwsZ8qpZs4xBPfOO2Th1t2KIOJhKynHPwqtxxslwIToKSSjg6kNVbQGhhMWWtR2sHB/mGGAab7kdnXlMVOWWqe/JGHdSpu4hiljWt2siCIE7JoDrcmZ2cgdJT5vt6cUrXPsl/J/nn2ebRVEIHGQheCUJ3aVcH0lXnBIoL/p4UqcEuTym43+SU7osgg8oXl8VBd7HwILF6AVEHgtxdyopZEPRwrQQVkf8s9ZpZxUl9muwWcchHQQyMH3ZUrl+hANviojB3gV3WBVY3fdJ/87c/Ynf5y9829h2iq092//oufsJs6/l2sanDF1tLSEsraVKasnL/16AKtR66EcPXf/PypbLSoQ76a8jBp5rG4vXblAosN97qL50/HKveIqcx5drlXqVjAIX1yQksRyLu6AcKPwiSzk7M4463g4J0ip4jF0FW5rewqK2526S/JQhMtXjLGBlNWCiYr2ynB0TRwGb+LI7yO8x7TMlzaXZjKrWSL/tKUCgaWlhmVuTo0Gl6G0fQX0Uq3Rr5ZutzXSxiGpBtZElsb1dG0U5fW26A9BbpfNtTBTVVlntZX2K9QaU/Br5gSgqV8GT3DHybOPjgqSRAU1Ag0JjQ/p+g0//IGa42+PIwcUGS04qmsxcoQ5i6YRQS+JQdxIV18B8f7ZfiOtG0Ahjmsia4EFP4Sx1+5T81ZLKs2ohV4bwsL5gjWq0ucKeqUpRvWiqtH4ugv6N5tz589zXT09RtX0+lOoKSd48D4MfC+fvM8NFdwgAy0SKOHkKFlnklDBZQCVuVbgvm+OgLjqcwpRMIPthse2pJC2hREvrI0UBU6/I6FwOfA3mSbEYXXJAtL0h6BoSOtu3Kv8y5KGEqFyqZtRHwCy6kf8xRP8MsqT4RWBinAFseUj2uL9GpoNY5UQAzRtlGYbAOubHxw/0HcAeRTy3NAZe25ghoFaZK6f/21S92f/ekfdx9//iHnr77NYfL7mZIeRp7cvvdN9xar/OQLLb9aWx15z8zO42/WdR99+iWrmne7f/2vftL97z/7qLt85SJnDpIv5WmdQ/vdTs9SZRT/KDh9QSqOgxkVLTuzCrW1js8U+NatyklZR7UO2AHYwajYtqk1nznoM9i55IQFiCZsPwpnrTjWi5szj7tzf6CntpNO67i8UB8KKg+IgMTPv/yUqIFHBH6Vq5QPuse63TcA605+M6G8WSvTasAmfg4M7VzsGBP3aAVzrVXV1KGR932+QjWEN4hh/nl15L1x837wovi+wUh+gV7x+C6gKeSxxC1C8BAXQabMpAluJPVXCMqLxDGjHq8B5D5zsZXnfV7Rqr0lXuJIT2QkbdtBr35vaNvQqu9oVUgc0FARFT2FDP7Cbvm1MiUP3qbe+peW3zrL9D83bVBdONsWi99MG1x72ZHCJ6eiQe5JLwahgYAHkVjUg1x0gVBkJXVe7w4xNKo+iHtYJ5tLRBZdyXo8hxKkxz+RNuQMjwthlNsJ5sWlOCo7vFCmSFnlavjClwT76fAy72o2A0oliTNotIWavKKsKkyUn3dVj5WHPFrtqPg3/A7c5E2UIOJP4JfSL5xStIXFRzz5c0+wpAMB24zt144kqBa6sUqPYZm2OYuH+WcvQxVE6sbr+HTbtnnnYN7yOsD//6F8BfM/8KsYzJWML9cxkyLw3ZS1x/v3w6CgVpY+M4tYelZX2bsKK9iz0RexMt3++h5TEe92X3zx2+7e/YdYReog73/+5/+MjVg/7X71q192f4rQ1p/FTVs12Z6iU7Tw65vrdJiLcTp+gcXFKSSdodVyV7D4TGONmsMK8tq1qwhBMFbTR6i/du1Kt7J5p9vZcrd+WA4mytiHoYiCyr2U3A8KuxUrOia7F4ubWEpYKag2zqg8ilTPiU7txVIEPlauiqAVRL0XQ4MLKYIvdRc8ND8j4iPMnaIcR/FLEoWJcMNgfhXMMtnuYoHsd0MmLxnA1ZIeOTM3zCa3rM6MEkMZMyqA5uusppKZpIv1VY1c4ZsMeFJBWh59dPxti/Xqb4sF5LQs37tIA0sFH+lYepHCBRpR5B0tic92uvnrF1B6mTrFOqpicHrsFJ0F0xIgUUJObKuJidvhjR0jz6W1OPNCvNM4uT/NJrQKhBcoUh4x82J1CZ/DqyhQJ2PO1srlmYFTUxVPhUxz/QyrZE/io+g2F64c0kprx/r/0fYm3nUlx53mJQhiJcF9X4pLsVZVSaW1pbHVXtTTHp/uOXPm/5w5p2f62O3uM/ZY0mgtlVSLamGxivsCkiAIECAIgCDm+35x8+GRVZZlWb4k3r03by6RkZGRkZGRkQ62OjBcQ7ui/7px6C4DZUEUeG0x7ddcpg7+oR3xbF3EgXCal7sbVUgF93wTN9KJtmbNqWxqlPqUpqSEuMKilZWZiOMIUNCPdCede2nzIS0cOOCgYTyZjczCtq2UxgsdWL5/0IrMNwbePjMIRTAkTcU0RX8Rv7WF2Vtn785UXTq7dvUm5gOnu0uXLgfKMEI1WIA/Ac5fefml7me//Hn3ve9/E4HbRkQbjb3YXQ7NXsZ0YHFpEZsv+hvHTGlasAOv6xfhDXfZ3bgB/k6/gFdubMRG0Uppx0G3C/5Svwbjc3dAHsAcvKf20ovtY+T8EEccU2cHDW6ZtasxpIKP0Ohpz6hWoXaUFu2ZmidvXMQVZ2Qnphue/G5wCWP1nGV8aN3+K10Y1zj+Oe/zqnf6qd/694LX+AqDTnK8oD3y8VvVz7IVIvCxx1KnAqKXfcKMNh5LO2UjVPETLNikq7JSeFL5U/gZvP7OByFt8atOLbr1saRGl741/DdcJQYRA4svXIFRuOgnCga2W59V6KpCSdHDbvzgopInfQZ3mjV9MqktAdonLLRDhgotE+4C57smCuVgtfqwwkfDVWAiYQSkVDU/VWY9pmTrNJwmgXw3zD49RlkKO+5WFhb/+d8rb0EOgBHW8NPuxvG5YLC+JfAr5EgXbuzI9z7PgkMcOvIhMMB3H0PT05yTu81JBv+kE90A2Q/0zWk8j8/LxIryhLltArH8gsv4fT25Z5LBOKNgWZeCFTwUWrSuROY9rVe44VGXNQQnQ+H0r/WV5EG7V1LKIm14L/hv+RjHMC/pXsCKxnjqpd/CT6XdRBAzrUVabupHGa3c4AoYCMokeRv1UTbQzVT6EOmcuGvf7nhr2f9q4cu2LiSQ++ACCDknTeGT9/INw8yUCkz0BsaD6F/y0BonwgfIcPlJj7b37+MVe0X/Uy6JHel+8tNfoDlaDjJee/18t3f/foQ8XfxPdT//yS+7f/iHf+y+9rWvIrA+RSt2MDuC9G+k36XPPrvYHTt6tLt+4wYM+gyNX5oiHbI9QOOxS2GAmaeM1aWT3CHSc2g3ruIZXxcUuqdw6WkCdxMucypM6HrCHu6gNoe2bmJtB8tSwlUEk0aklRw4xct6LxjaIHXUiw0tYu3kEpHary3BRzp0V50aFwd+abY6oVThfwcoQEinlDBrRuEyiIOexPBggXVv0ke4ceDgMl/TGtYMMGX4whLbML/pFfOZy0Is7J++AsbgsxTxbMgw/ZgTRVqD6hx8TP1o/+aXZT8HYi8hTEYIsNOBGy/rGWJM9pSjYNdf5mv8lMVLyz8qdypuTGevExP7EMQ4hgmc6IhWmpjgBIE97Fo1vzBUwqendycvBatJhHQ1RSJcZrPKQe0uQ++GjnZxSkDqxGCpJsXJoJMAL21PzNMZlVo2mZvwRfNhP0EgkmbcXJBBnbhNO+ZSqUxN4dqObxmpGxUpWkgR9ZzHwkXDle3rFS0rsLkpJLaAzNisgzQiq5HJ9IhNM4fB9eFhyhS6SXrEgeQXOAJNXgUGmEmaxhFGBynu1F3m9mCOg9llbCwJxD9cGHflpQH9PjTSd+/Ndq995eVuJzuLZfqkZDPNV+Ni4e2fvNPNon0++pVXMxA+mF/orly4QJ+CmXIiQjaR0L9GGRwUvnRMrL9BdtEAYOGthzR1tc41CxZf1kaaITTI5Y1gH/vqJGmFWUn7kH3M/iSvYkczs2I1tObjX+L2b8apbCstv+mD3Liq3NK+5UvaRB5hmqTjJzQO/Uszli/8+c/NtlZ7aZupSYuz4H6AMx//pJ32Z0NZzwyYDBRFV9ZHGuUOzqStYIZ4WwMZhRGaeAHMvlt18Pefu0wiLQz315ZGGLxanMILAfCowFFfw7P8thVfTNivK7048FFBSvzYTppQePdy17KPbTIm3qUOw7STTJ8En06iKw55kUbFwsYqtkA8S9eeV7nKio3jhSzcMlMCGVmVBp9l1nPB6LceFD89c5mN/dH+7m5vz2J1h70rL+HXqZixzLPq53NoNvkWLgzzEge2/UAQJ46ppZV1JjM6rS7j+8KNacxL/jDLTmn54cxu7BDhE4FZ+oM+HCcysfGZDwp11k6+uhnhDh6DPax0Ju1oW+s328b6+ZfxBjjirBmkFI8Ud8IilIVHayS9+V59U+HJfAkins1c+K1wQyusvicO6YXD0yBa3pWXtE46eHJNUIo2hEG8Gdd4arlFQE2YxR/fwZ0CqTx+CRuxJWQT+5N4Sn8z3+QB7xWUf90lwW/lYCGDMc/Bwk7FP8TjFKotkf6YhlWSlXwoE7ITcVaQKvpGBW1GGfYIy48MvBD5gwd4sl2YZTlob3fq1FG2n+t4UlXfKlqype51GPL7733YXbx4uTtz7hT2WAsMiLviwsIdT+dePBckKSRNRMiiKEBVAt+9ZzdCFYfTsvS3j92Vnkfn+rrErUbs5NGx7nvffKu7ij3JKgdy70dDQpRuBMFrBHuVEB7wO1NfZglPtxfO8t1ZJ5PJjIHvkxj57+ScRfGWBqdh9Cqf87G4u87ddmWZJ7QCHvClhmZu0Zm92ioIOxnwzY9AWZH6d+vkenTCieK7BOBfEZuBdclwhEMpfQpNXDHE1ha2wbNXvQ+HprUrkuXnGv5uwOBDDy9BAyLiG9G1z3KGoJBh3Z5iP+jRMwsLS8wmOCIFTZK7Yej2JLZDUG6yJTH3GnBKwLE97cRZQlFYkfiJvAPNiziwA4beIDXTaQ9oVjITxyrz1Y5H5OsSQo3XQPOgmwZPXGAThXSt7zbhkxnZxuvUIXfw6YzQ8qShLGvbmFyxP9RNCu9lH1f1USi3M8kAzMN0dmjjyKiqjwgf8IfRgSeQZx2K8ZjcNiv8F4p5FkUUbTq1hh46K4MooaHiGkkoPP+0pTed5VhG65/C31rcknxLAe2eKlae+QWIeqNn056znDThhpY6pQBbR2xD1+3r1M9+9tor57vbd652ew6+yNmUhNNGEWVwrXD+pRe6cQzrf/WLX3c3bs+m2AfQB72LeLQt+MxOZJiitmDCDmUVvOJ+QHMEewFYlrsJf8wytO5Z1GDK5ItOwtkTUfzVBfNGM292cXqssGM+FLXyqATkCTSipnd5ags31QaC4EDV2ss8W97e7X8OSG6Nlw6kEf+q34rLwqb5D/oy6Yr+S0vmc2gE+jGeS+6NfizX/u69PVe9RE/lXe+US91AIq89Hignmkb6g/mbt/lmQkk/89n6VtmVy7N5WoawVt9tA2zFF56+5AF+KsDwRnOGFA548gN/hn3Z5ZfUk4/iREVAXTXI+yy+jTMQZqHREtAqrjuEqw4KW+kJVT/Qkv7DOGe+plEgE1PRQpJvq5cQR3AAUNvYy3uDrd79YE1Ix6+rJOYZHgFfmGbcWLcM/hU84lpNE3fx0F9Vl5aXdy/ufZT6bhD9LvyGO4IDVo1Vh5a/efqfeqold9nMMby18Sj1lmfLj7WDlkrkV9ZT/4aeLJLJFcKJeGg8SuFrEu2wl3zVJUvFEkiSC95jRgG72sVQ28Z8q5rgp+8Pvkty4kha3LqSWfAURQIRY1xP4xhNOL1MZ6b+M31lIb+27YwLX6AeCsEN/qQhrd/blXYGkEzizI+MHHu88i2VY3xoCf5Yd8pKAS2/DN6pEz8gzRmpDRYbmBbpS+4C6bVFPFX5Wo5RYkarxKxZW7B97JwaGeH8Q4zvd+DA7fHjEWyx7vK8rfuzP/v33d/8zf/AWepi95//1/+QpU+Z2ZXLN1nOeLF7/4MP8LN0EiaCo1d2fOQ4IOxNbGC99v+Sc+L+5DvfxCs3jJNGigAGae1E+v8a3u4/+du/x0h5rLt5bZYdbXtCmFAlO6xYdERAGJsc7e7eWU69dyLECRNNSxQZmQzbgbzqud1zAmEK2nPE/UHw1quCGUR7lhe8eGyP2gOdx41xjp3fZAXtKqGEt0IjX6oT53sfVtENH8I1EYRP4nRJrdVXujR+a5fk489WkYMgHwZ5JvT5SA2ASpK3FmRUBGs3G8RejfaUwWuvNrp9rrvFzMuTCjy8OrAAmJo6hRRn9nZgZ206I3UJU+FCnArPw8VlhLcHEWR24uRWjYsaTjvyVieqjiZubRcr6LMoEgdqjOx8dUwU4Wsy2lrGc1Y8g3f8HRhZFwNAUIHW1U4NBjg6YoQpDM43obk4VCX/cTYAiHM3QEjzje4j6FnHngs5UdD+S+G4zlGk7lYf5ucOVgf+wNzj85l29xMVaWF2MW0SnIl6CbPlemXw8dFPFWQw3yuICHlv7ZyXROYpnypRZUe+tE+fIDDGhgXc6EeujlwCB05caG9kGeJsdAeZlLjse/3W424SFyMqq8zanbDbsf2UxcNNmPjs765fve4X/rtFxg5VbeJsdARakvc5eZGurH/hoOpQgNV32yYCirBBG9qBZiMCUVN36l19oOojg7aMOUwY9FemsW/hhjojRGpLtxuNnZcoq8ko97xbfuVTA7yxrKNltOca/H23fRSAmjZAepQ2A4/Pg0QtceVTbWB640rXw2zfgUYYpHvw5xMJGh0Y3tInDu/y7za4Dcoknc8lIAIzwKkpySBH+HC8rbxTmil9IE5+B+W1d0NNI5wVNog8BGeFpRwB5n+0tiagkUxfeC2cZMAmrGABr0Em/Jj4EZy468xTXKkhEndexnfCqysEzzK1KDXTLtUSiWJHoRuO0SP9eCZM8Cr6rvGqrMKT3aHvdsm38u4fhZ30gzQ8q/mWF3jxGppzUvmUzgLEhJY23bYxnVcrr+qW2qfdKu+qu3mRI5HlBZoGjUdYMq20lTyEJ/khFrEZzXZ4goLDTWDagKUPmBH/haS1tcKofEp/hhHSxANpxaU813jidzBWUU7sx5joAp2A0ZfNN6Xn3VrI6wFuUD/nxdqKpZ6kW+foMZ8bXZsw8gb5xEyDsh1/c7A23wbwZnKWYpK32lBNI8QB/8mPEyWYUGmCksk3sMSei3wDIkntm5adf4Aa+ifMK5N+vxBu/YZ7YSL88X5EmBeYCcK2iEF1pUexDCBOvOd/CvlJ2xrCVuZyQFWq1HZkDUHpzi12b23u7a5cuskOrlNU2PXW1e5FhKNrV6523/7Wd7pfvP2z7CY8dkJP7xvd9eu3unNnT/OssT1LQ86O6WSrIPfe/XvYF93DdmuqO3H0QHeXpYyJI/sKoQwKzqLRbXX7WdrcjRA2wU6Km7NsAMAJ6OGDp2kB1M7YYuUQW3yIPZi/BUGzDLWXLbQMnvbzIi5+qZK2FGJL5ucxRB44XoTjgEA97QT5zk+eaDg6nsKJwpduODKp9vPvvBpOjUSJGRAtuQ8HGFDK5WHbGC3jALRsWobSNSozGlfVo579NbfhK+9f4DLDMb7s2fKqA3lo+BiDcpbEXJpDwLhx81Z35Ng+lpY5ESHLfV1glQHaydV86pxStxp2fi+1Dgq0YU7gdJ6dpXZ8Dcf9lnrYiey06WlMoXh3sEvnq9YnyDh9K9gpJUlJmR/JU23kIxjzJAJgjqyxnaAr/5zVtY4uHC41LgOrwpmaJzNrDEMQpM1lduY+XBQXJRSoqtdeb4oNHdJG8iOy2ox5js4qptOHp+ZbPzad+RYMxdwNCynw0xiuKXxudU8EacRmgWaaAGG8pPfhC5cZ12CZMs0/GRAqtyQfBw+NaLUfs20Mc5lQXjUCfjxhYhsMfjsTlh08b9CvaC6Ylu0VthxbRvHqoOAA5Z5Ay2XIs0XIi52VzNQfQg/bEXZHoRf0zz1soc4B5AoO4sa6O1G6ikA3PTXTjeFzUPkk86WqzCCNfdDy1lhqjmYo5ctgyZvOtMTRJk83EcqkMfIorDgYSC8liJt++GoDvWHmY702oINBOGHiKP7/oNdBOLlLv2H+RMikgTysj5fx/BNmNal1Vfw89+hoS9OGJe0APAda2+BZu8LQCvlaHyAgTS/s0FHkaU2z0MprQl69b8EndkTbF6/Cp5qWah/S2Nn+iatwz0czG8Beka23Aoa4qTaRnuvP8v1vGpMW7GqT2PyBxia8o8flsPBZ54Ey+WNcUvDP5iZoacIlQlY7FDhqBUEYWlk+gk/zy5/fLL5gsK8Ig+UInxot7ct8Du+Hn0Sbb4fwsp7ET12GyhAX1iM46XHR8k26535CO+Tz/NVwsciOfpcWFzFZecRGMTfM1HIfZdjuJExZyaCEKOskz4z2hwjCKAz61lxcWwiPSxhtooCpW4fm/qUJnH63gqHhjFvkAa0LqrQgXaodTFvBT8vXHptSmHWF9zLuukveFQeRJd+WFpwcGyftYAl93VOcY0H/TbyIdzdjOcn1pJvwMBK4S1qNeeqU/IqHmEa42yqfvN041sH2bT2QYv9YVw99shNhFuM/rv5TZuwMqFuNlMjP/STFII35RAUP0YlslxMcoEfZxr04jx8QlggPHhnD8ekHaGwQinY7GxnvjuCNfn5uNdv+f/nLt7v/dOQ/ool6wAx4orvw6afdK6+8zADOrBqkOWh//vlnMTZ/+eVX6EQQOw169eYsQhUzYAjI5TtGi8EA8OLxA92Lr7ze/fr9jznv8U73/jsfdq999TVmwQccPYEfJ3MsGTx4cL8bw0HrJIbjNqK4UIPiMtIqA4O4UAWbZSuYwwZxHFCd0Wx1nMKJ2DRMY169WhdzU2rqcfYcJn/vVylDnFLR3djauL1XAjMMsif7nlkMZfhlbZgkfZxANBxA+PBusa2sqFNevJuqBmF9wa2uLvM+in+qfXT6JTory7gcWD2JPY1LeWtoCj12STzoA8l2H+XIFTuQHV5BzOOSQnfkpybEdnESkNkjEQOn9fM7nSazXzqVHRxk9zMdOg4j8DCDUigCM9VGgR9sMRtcZjBWkLU9p2Ga+mvKcgTpFZgVsp0EBH8UEeYCEDaBwk11XJgCJGRnlRZyh0ZXVmR4OB3VXQbfeAS+WpIy3Dz9C0NLhgJYwFX+qS1BLbC+VTll59DHrhhpv2qVPgWf+zzMcPgi2C9Vjt+qXRPWygNhzlQ920yHyddgXLWMK7MuoUp7Co/xUqjRjYfdLobpQp3MiyZdlo5jZMLrOyUBb505xzPt54Tn4uWr3fFTp9GegSe+b7fNBWroElr/xKll7MfZ8afwiDfffJ0+q+2ly/7E6PFhUulPjau2XQsL8zmKK3FSDtpW6ZUBaxr6VKhpRTqYeai7x4ylvczMvHOTorauFMkn4ZUHtraFaUUodPBTEPP7SCY6LptDxyR0gMlxNCKwv1p67+3yuQ1ANdBZVk9HLRJ36cw//Zulb/Wa4NpeD+3DR9tg34Su4XKGsvrCo/GrjltwVaTWVoW9DGLPp7YuDbntYaiBA0OyLZMKgARY/qy3eATuWibayliBu7LY4g9JR6B1HIOPbEfTKp4dpD2vcAcTdunEhAoOTtPX6OvtEmfmWfBI1NZNuifMSILEP+N42Z8VvBzz7J9qk6qvFE8ydvo5cb2n7fq0yYCf4le271Y55vv8Zbu6aSAQUKe0H/QkqsKPKOsBWp9t9AWP7HvKhGkN++kR6Y/sYtfJt8El7yS/5COuuayD+W8glGaiAB71NlDhmtxg1L9yN+8RkMmv0Y93+5A8V8G5abNsHftFNmI5mUVQFl4BN020b4wBD4Hdsdd62i/K0B68gQtxU6YgaobJm3I985hGDNzaoBEztnyeQ52zgiliI2O0994HGWN+a4fWDyJ0pu4FT/v+byB8NTLqKQD1v8i3AcG5/5ESqSxPfVAqZcXqMrQ9GyJqg8c0SIiGKCNsN5fp6hNsZNskDdZ1N67NY2O1FoZ9+MgebMPudYcPn2EGsobdyDUEscM0xAa7qq51e/fu6y5f/qR7A7swNSDaZ7z77vtpwLfeegsk17qznnD1jv/5VTRlp45BaAhejKqQPgPINoz5vwHTZxckW9g1sh7BBuWdn77bfeM738ARLD6IaMgZ7Mzu3L3d3eQwbncrKhi6RVlC07kdGYThx7kqHSi46nEgrZaxddmeiJFcEJsOPtfY3usA4I7MLXwOIiWsvQ3wKoO2kB6xuRGJahCE1guha99ez7+0vYbagjJD1FsZfvEpmW2lGUDVB9VNSIevCm3fUiZluVSVrfsgQeHDJSOFLJcPdY7ruZtTOOh1F+md2ZtZbtQYXwHM/aa1BRghFu1XMTgc3bIUOYW9hFTlQedqnewkDjyBVbzYwblnycrBm4FmGvs3rzAw6FlMRbNAXPOWeRjfsyeN78xNwcuBT8P9mqUVNrJDCg2Mwp/LF7r6UAgko5QhykP13NNMhJt/mBgxpBs/KHyF2RLmdycRzvgSxnexnByfQbfh1aciHZK3zMF6CesixyFNQlcTTjzESZ9PMrJNCkIyFk+8DPKWWfunSUEFFuzG6WFJ/fxW9VmnX42zLO8OoJoVUh8GLqMFb9THEyDOvngWfPKNPg95wuTpL2Qj/rX7m8LXlxctFnhtS3KhDbHDI46M8oOPL3Rf/YvvR24SrmDBh6HL2jkQy9R99jgvJ06PcKLsuZsybvFkai9/dzBRcblmPw6QP/rwt/RttLHQgDgQPpcdFx5wPiwC+A5d0sD7xBPZR0Oqj8DQRmjQsq1DsjcKF/nwnklA3gn1PT/Epc+mjapSfQzrXulAKPyDwU2elbA+c2K29jVRnvt2q/f8Fqw+BppqfwcrgYoWFpp5qt896Zi+FBtUB3CK0bFt+pBADl9bICRUzZDlK/yUpkEcVe2NYPRkIX1Vivz6Y52iWRJ2/iddS2pCQSGOl9/8pMuV9HmqUWGFrxKOCxZpKN+S3qzFp+UbkNyy5LSKAFI0i9AJLp4wwd5Ytx8o/GKbSz/XdtXd9qa1WtKQWfQgE1rwUYAZW0J/KTAxsEOTCjzSlG4enByYVo1O2V2ZyDJNWWW0upqjf1BK8qILJ8Tv7ZtwJQ60rF85wQh9Ja4/qT3567PwfgBUOPGor8X7D1EelFZQnAprUpgJ45IVtqziCcBAG9tPLcQ8bG/7iWlUdFTZPBuPLNRmVbXsm8Zql4OVkFcZxs3FvVGbxwV6yYttuyeMtev4xPQqmMAj37zSL4EliMh30sFfdTlkfza+Qq+aNceh7Zy4I/5dXbHPZhWFfhbNMCDJ01f5k9bk16a3Ho7ljc7+TYQvUEztRIEDBlJkEBRKBwmoBmEEayB1gspsk7CKIsRBJiNp7Ibn/l636gDGcz3eMrbpBkJWy81Fhyf4KpnADmcDh4rLqEbXdmMwvw8hqFtl0J3pbt+82129fB1j+1fYQfUSCAahMM8f//AnafBvffvrzEZZmpAokNbXGOTXQOCnVz1zzrPkliFQbHiYjfi3hoPNMZZK9u7EkzYb3nRlsefM+e7qp9e6/+dv3+8On9jfvciRR27hXnyAP6jZe8yY3E2HZgRtzgj4CQmxC8vWsUGbXxACqsPQ0+w8an/AkLXnFyJgF5USt16G7RhFgMQzan/Z6LnyMV1K5IUYQ7h8TPR8r45nGRPauBlmcjmf2RoxkX3uH5J5QOdp0EoJzVtfvAEDJpM6JMqX/kSD0bLPQAglgQM7iMdDaRg6Cv2oETlxAu/lGmLjWXtslN1w/FvHkeh9lo73scPUwW386XiW/Ebm59BAMKDCEB20J6ZkaOJCWi3DaTVrawrE0JcD6xSdTPux7TuKMTgAu1tujOVQO2WEAnAsPhyMxE8EPcL895R2fejh8Syvqf2yOYxr9cbJS0GtDT4ZhMUXfy6v6stOFxbD6mpdf5iX7aqfO5mBwpOMwZm2toAa5Fu2TdTQ6BPo6/OqOj9CMJi9NUs+2CXhs+zIYRzqIt8sP8SebHJbjvIqelM4k6kKnDQizcrQDKEvELwdm7PlJXYzMRnYy2Qjwoflh060/1GLiyNdzm09CNOGarmwzZtEswnTGsXW6yl9Cas6cqZd+OYy4fzi3e7No8c5QxUBqwza8P/1GIe37NSlXN3IxDccz9vgB+W9G/zRpPSOboZTNjQWe4g4vpsTidS2qRXb4F71CSCDnxoIrCfQ0b4uO167ebt7+eWzlMWAitRXAhQRrBuOnqPhwDExbIT2MJ05w4fgBSs3V3GJ8SCnc3STtAkave1M0BxUxImDvDDrR0s6gxgqX7Mear0QRYq0Rc1Hmi04BaP+5AF+NxvbDPrjXX2HLFY682pxrYf075/XOry4aQXUDASX6R/gLIkYLMN+aqAX/6Fl4Hfj0MSENEf5fJAmfa5B16Aq23v1N3BUQYNvxMpzxbXvlBBmPPtUmQzUEpxjivkb1z7AQ48NcxGuvrzUzP7Wv6fQShdYxXHyN4sqP0mSh7isdKm+H+o18ORVfEgXvoCcGNmDD1EqDUzq/oRn9gul7z1VgOfjKLQsObuES00yfjkBa0ub9rEI+vB1tUs6/5Y/qGnJznvacodtQybiRvtVx44NNv6o/SyHpAo3auGkJOuZXyEVuPoLYfBCBYuua+VD7XDVVcyRlu+jaPlWH2EKgRuiiSloBcqyflpZjrKStQNeaTusooRw05iCiOnEa2gRWORlWYEwTG2Y/JS+YNniWBzYLhWfksFdWo+4VLNA4tfVfgV9v2ZsUKgppFeZ5Jl0lqMQRt65LMS6cxO/rlJ4GVxmHLZTT7uUee/OHb5J99VXimbImzDbY4JJufbDmki4qdAxwDg7mLyOy5eBSdoQB/YJbWzDt9HOkeKPf9HGXCKd6g+exWIhATjSYTZd1gI4iccmTiObOGl+D7hCIBXZytEMJNrO0hTOIm9swPB2cYjwe3jHPsryxl60I3djT6UB4KXLl7r/7X//n9nptdz949//fcp/4YUTLGlhAIzwJUPV8y60AAMe5xBsjHZp4BhwCyAC1yYD8jjtP44tystnj8Osuu7ipVs4V13vvnL+RPfXP/hmN49X+p/96oPuk08udydOnWN5FI/qj1Xb76yZngTIzq0wYQpzN41GfiClxwN3cOJ3iw3t+MxlZ3Pw1k2AjR1cE6ddIb6kqQ5Q036zqXaotpGQWqK+AGK0kL4Bq2BbaPDBUozPTdwnvFqxB6/AyPdUwYj5b4f6Zy8yTJ4pgmcEIc8BPXBgAq3cHvy0cc4mfqompyzbjiHRMyBD4NKZM5Lf/Obd7vTpFxAG9oEfBGpmdRqsqzL3j25ZMxSY2yrCzpONx2hO7UQwGtp7Jxogd9+Je3Hk0pNUKr0O7LSguQhwMkJg9ZtxfDG8DWbe04GpvN/NT9T4uynhcDkLdEeQ6nNpLeds8j32kebJ3zqe/v0z/0rlL+FUWzowlGJDPoZvXcWkFNLsl4/oA848X0SrNAXzEBK9/iuYXr1+tRtDo5gZI3hVm/VUI1YryJ88NQUIA/WBXXLfnrNKp+g7tSxiFHFVzGwBoWsMAUv7yjhSJAtxoiCpvZf2caFDmw+mpvbV3bZ37+PFnqX6sqfBjQe40VEsEhQZK3ACn/UEFu+W6bMszzltGBxtQiPGZkachJnmToShy6TDl+8e6H7l6uXu6fnT4NV+ZIzCvfCadeDmw6lTJ3IG3PT08cRxoqBG6N49+vfGWVI5uGhnItvbjlZvuTtuHrSH/MbMMxOvQpKHZXkRbevOSyBIcxTQfs9fIlvLratPOsij2kVtRHVE6dIwl8UV0Jy1x/Fyn0WWeKCVGnBqycc2Nr2gWq7pc+8HKXlTu8zfSzxVmi2YTV9phZIJDPn6XldB7rt/fnMA08WOx8MpgJp3+lVg6fMdwpl4aqEQAfmYcyiFL9SfMcRSDLd91xioR7lT20G/L1hMJYTmVzkKk/WxPZOejKyjy1Wtnk7WdrIzfel+2QQ6vAXfZspzCRuFH3mHgcmfIhTOU3fynMC3ll7p1+joo+zMtzxXVdS2bWLfbJnSEc3HXbwgqFkY/dKesB1H3Os6405CBFknU7peCTM2ngmFjR8BS2MCC/EVZOVaCmSe0nIDn5qT0wgWhsEnFGA8O3HbcjCa+k5jl2o/dclU+hlTWiJbtYRqhHRwHrqgyvI6v2nDbRuMsWFJvlD0Qlr6hryozp2tsTInIDBpW6F/abajXbBCltUJzoA7d2Cs3sIvdWrfRH/q5nfrSqwIcdTfvqng6IrXk43SbKU9pc3gx9SkAFZ3ci6zEmP5sSGDHr37Z5r8WS7xSxvNRAWN/gg0Ed6UnP5YPynIynCJ7BS7dQcEKqv6zl1gMHQHu8Tp05hOSP8lV4hMxEq8ECGIe7gEk165R1k7ups39UjuAdoIZjhUdTDZhOFfQVB6GzuwhwwMZ84cB+EcFYDPrvkH29GqHIUASvsRhHtOJcS/aSdntlFEzlINM99jHJJ9GBsj2Y2EeOX6HRqEgzgfTnSvv3CyO3v4ePfOyY+7//Lf/6Hbd/RIt2s/ux4xAt5AK+KuOWfBHrLtwKRmIwiwM+TiDmrEmUKFfUdhIMTAdz22a+xXuO6T9Ddxn3gmEr0SGf/NmWpw98lv3v1kDYzorb/XW/0+F1ZEW/m1aEk1SFoPReTEa3C0MlqiL7kH1EE+FUGBimEKHI10j+eXY9y+/wCaLd7twG4jDjSUY8fQc/3nly51r7/GbjM6tp66d2Fj1Dqu4GTpZIZlRV40otxFh1Z1nqU9OyAkZafMtnTgcfmmwK/ZmoNMsBfaA6l8DF7NvL+st7sks0SG9iv2Anw2ntGKGZfNgoO1qmrzKfxSToCgLUFKaTxaxi2Paudk5qe0k+U/i0CqAZ7wScdSmjZ90pTq8gyqpJGmZ/bu7vY/xtcZAq42hZZgGgW7Bus62uUnCGMb9BcgAiZwi2C7DEPdw3K1+Vln/8SlA+Ze8hvF+3cYIAxKxg/V0pbO9inFzCmLCNzd8OFgIiNTqzIJbNhSQP+TMLkxNGs50oNzX10WWFrQP5rpCx/BHc/TOFsdZxd07DTTPjUTlRdE9d8LBUnIT4puL9yFyWVqNZyaFMyw+9dL7/z2uXGM/AXbP+239oC7n/3sw+4wdqYT2ICZNppJeJ3tFjxTR8uWT6lBMEw/hW6ikM6cFwWQvulyA7ASFPzUBgsh8eKb34nY/hJqwvYnanwW1gweBkh30pnpKg8rkiRmNHQ5CcjyD2HGaPRiuhK0y6lwCU7QkXUgZlsmsh1dbklq+o8CSWKIOK5q++pnTnjzTpojTXNVAABAAElEQVS6F/A+P0LrIy2VqQAwCi8wyOO8fK6Hulleq3fdhZ38iebSdaJzTwmGkyxufVoi8+6zyuQ38FYZDeYB7kjdVyfFOrEIbKTXPGACAWIVmkkc7grhGa/ITmFvB3/RvPTjo6Yk2l+Jwx0Z2HU+rT0RMDGwP0L49FpjIibvW7dPQVOMqJmokpy40pzg0B95sLwe+uRjndAhpN5gfwuP9GfTmFbsIMqlrJ1MzB5w7vJ9lh6Pju/jI3QBT3Z5WSP0dDHiaodp3cURWE4+5hRNJvUJTJRbtAMN0Y/GwJHLebkoN24p4IPi0RNnJpk872C1YTt3LzCT+y7qvcLKwiYbc1wtSH8Tlv679RUGAlJ+EvlOgOFpR17bc7sbP0vo1ME4Lt1vw89oq5f5+KyQpZsc/3zf5qSD+F7S5RTjs5vCrAdcgLt/0gbt3sdLZAP+1ZcZDjIKJ3kuy6oMdWFWSMNBhKrmChkioQB/LtEXXwfRLM8X8kiv4sYSFPSNUZ+SsJ2TdwQud1JRbzRZqMhhqL/46a+zG8mz9hY4VHiapUOwF8PZI0dPZFCQpIXNGbYKYnmXHSCNlg6DDdfeAxAQvroghIOHjrGkMt7dnr2Dpu1ed5DB6BBLJv/urZe72fm73Y/f+XV39Ozhbi/C2gjnUa1zVM6H73/aHTp8DCewR9KANQuxXEtOgT5YOp3Rwcytzro8WI+mwucQ+gDvSZofGZV/OcsQPIAMyqg2aNG3cC5xtbRF3O1NwvLqu1OeJdT+IfANngXWb6YJgfXxWvx8r6S/+7cYQMu8dl5uMJDPdLdmlyIsLeFjbfzgDEzT1mkdWyh1RItdFV7x9Vrv7Et/VgoBquIlue0MzjWQmBLNCIKwKnFxrJsKy5Uyw9z76mQpgDBnjn6X4fhdXFhrByqFpHLMKMOh1VgGtRyFLI/wKfcODn60ZwYZEvZp044WGk5W7eFO3GevCg+5U2jahjK9hy5b2LOJzDSwKkjVZg7zVbhhQwB9wHPjqBlHT3m0kvWj/5CnAuYo9B3YyHsDbaAGqPo3YxYTAWs7mkiZinZsqtXd8VVCa2lKSuBwSZjt7JSzjWX4MTa97MOonSLCNB1oCpcIayyDPsRzvbZWS484fguBz8bYTqXdJeXSsofN72XpefbWZ8C6ddmWyuFTMOrDOMx1+ZjhB/j85QOXfbjRdAXInIt+QrsEKoC7lLoXGD1+ytm3zpSlLoWAMbTN8gX5TvEy7XM5FxW/fhPjnCABDmxjh/CiM4VSeRKDG3Rj/7WsS59fjk/CzJaBUUFzCzbgFEB+DBNX+dbzWfvyFy4TGLdS5jltR3BoxgT9d1NXdH552SrXSOKpcGIdvJ6agWXzZ1o19T5j6cFFicCfNuTdu7xdntloic/BiSF1+dHEluMkSn6FjQyJxJXlNyHOOE7aCw8pEFZJeurS6pc8+3efDU/+uQeQqmMVmU959BNxpNlKE3Iza4MH1/B7i1c4o69bB8caJJ/Kp5K5arKTCcQaJ2cEa9qpUtcIX+StRl1cZYJhHuA64xWF6TvOJWQVBo9WlrAf3hk3Rru3cxpLaKU0f1mC2zaOE9T73ewdnXsuoGGC38PLnHxEGxa4ildZsQ2UCcIhEhxbMg7zbh3l/plw8uBXtTUzuF1ZuLSIW6Vb3VG8AMghPENVlxNUnDJ6pIqwvHuvNigcFiJ9tr6uLtinFHj9Is+Rh4zixX8Hkxfh0W42S7A9bxCv9inlBu9eTlibrathRAkW0z7AJM6rZMChrPwTbkd0gSEbp4KxrSPcy/FC8x/TGcd0wpYyW2Z8U9hr/cx4I/CFogeyZUxiDS48zzy9rFMTOhG+tiILR7DljUs4WkYVUoC0Z++mKXgBoY9fA9NWLPOovI0PoaEStZM6W0aEz7JeGhospBmsfxpyKw+fgqihoCo3XwoQGUQAKmTZ8KzpQH8ChioQpq9wvbz0oLtz5z4G5azVTuojDMSD6FVsX6CHEL4tIjPcYLatIPdU2zIIQFoVdk9Gd1Bkjt59evk2AwRLJ4TnLC8Ghe3TM6ian3C23NXuW6+/iIHeVPeNr3+z+wjCff/dC92hQ8fxYbSzu/TZpQxkJ44fj8G0tXFgdBB3KUyiSseiXsWMimAa4bnsKPG1SzJrxGD9rYP4d7Bw9h4DR+qkPYtE4MBqB08aZjJ2QtHW2rJw3uMz4SW1V3lFhcYnBX++c29tx6ubESLsGcXPqUflb1CurYas98q2sqwI5CGTkFY3OU+Rzkl7OHg9ZIl5P/7V1ArGEWoKMX+EBmbZBw8d6j54/4PujTffzJLQoSMHaGNmmmpWZGr8s4PTJ3KpiZGJBL8OAOCt0V1wK6z07h3AUzZfpV6W4UrD2mmV8Ka2hrzBsRsHzKPlI64VuvT2bDqv9EPSxykq5VKBhPsT9tG/D/fHxGjxepzltT6YMDgX7rrIv69nGL+BYeposqC37fQPJyr8D2OvvEjb8u5zkXGOaTKAplQBTPrTDk9N0MwubLNgOs5C1VplU0AVE0bbzjrzqKZNzsDzu+U44JrvE+AxZ31/Sfv7D+9mENGpLLM18KjwpWClFkzNzYED+1h+fpulSTTAD9l1wzcnXCA0A/gR2l/49CEW2zBsY8RBcOKSP5ftscIRTy737mYnkwOCyx5Tk9iNLnvuJEv6/Dt29Fh3lzM8Z4gze+c2cCuUcnQUy0BLbP7w6Jdz587iWmYRG7p96Vc60NUXkoy7ljOkW32rSWfwImbtbjiwXbPpAsik9WjmqKv2e/cx4pbGPfHAAcK8bBKhN137sy5eSctHvxvPB3s4EcEdIf5xNXrMCz/P0JaN0ocNx4vfP9K3uJmMELXF2VQoJ229Ux5t4bPxbV8NnkM/4Df1CK+o2rgxRieW9r0exMBQPwWz/KrxPiMltI9cMareLaHl+nnwLR2gaCNx/Db0vc9KVFU43+zH7Rp6rOQEFKZ45Tn9iujWscqGLxG+C0e7K7TlY3k7A3aHjWDDUbSi0qTSTCB1PCrnzAqb0vnUBOfNHjjEiRkI9WiA5IXGLciqXIxggHWDpfrb3WnMYHbu0nfl424FdycPFzi8ntUgaS9CDuPC9hH6hUtg4MS26DRGhy8pdLgMHk07pWhjtg+3Pt5nUFw80u4ZLZBtQc8tXAkNNL1N3uVz4OOhnxwMcOQ3ooindZQGT/r2MUW1HHWBAYVe4J3pi/Yx7D9dFXLMKq1h8eg1tGw6afbPjG23op8aJy3H8qRTx0DfFebD+xH2avIbDks79rQa+BGkwEu+A5u4sL38i08x3q0TbGir/r0wqJYx9eXuGbX6YiNlqqjAHP5EWlqxMuU5F/EHl0D/c1dJokaUwejkEsTBHWWWNnJm0HwOoGGrxhVxpKAwBYwOO6gp1rRJWm1FFGP981flmnhioR627unYsnLj1a4kifk+frt0xupavOEeM6F3XglUb/Myew1gI3U7ayZ5cqHRRlwmYblljbVgjfJdOl1GCLj10Tzeum9x1MkspijilDSA5GHYn31+q9vJDHwFZv9kfSzM+W//60+67373a93Hv73V/Sln1omnRyxD6FVfaVoCskMoDGxn4Cic0Ygw3xg/U4C7PZ1p2fpqauzw7ZJIQoTko7Bop1DgyJIaTGAeeyk1QC67KaBllx5GgwqnDlIhREsVdbYG9/CtYKJKsYP0T8TzuW81bhKbMFTfM796p9GLiFtcUvWk2ueVgHq2zD7UqkkzLi26HLxv/0w3y+YJd6J5gPH4eEWu+DIFmD1CwE6W+YTt2rUbWXLWbuCh/mkeYTuyzGCL35YJOrXMIjMdmFc6rOXahuBOPy5NK6Ggat7ViRFie/yPsfRZbcYxOdhTxXEo9Y/gTBIZh+3TOrCd2dmVzFA6ss2d3XoN0Jo3SxtCRL7zTt7PRKyK+7VP1W62SYVZ9iCNz4ZbHZ7XED6w6KCNESYFgL/10XJvUTDLuGhDGRc0rQNR54vUEO2tGjAETehGHqCNhrgQNeJJZqMA6iBine/M3sdAV80v8ajzhD684BcZqF0Jo2xnxXP357rzr54hD8vyT5h5EgY4l8Kugo+D116s6R8qfHEJp2Hylk3irLAJYP/B/cqKDHD0Yb75D6gS1/i3cSdzlB3LFlO7apmUMWE7sn64++GPftwdP4ZNJ8umj6CZ/QewU4NfaGgrbAp3i4sPIpTNsERy8cJlJgi78b/HsifwOdjWTF1t1yq7dVcQynGwi2ZODfkLHFdGFyQv4tEB6ZbgCh4JrFcu38hyi/QHtKmfAll8VYGnaqrCjXTuu51uq28W5qxXaYl6LFLnurgnEW/QgsnzWw+J3Pp2UrRkoZuhNGmj4jkOWiYseC3YuqkplX85NjgZtJ9Zlj+OB/VuPINa8f3nPq7xAZP8bTPhlr9Y9CB+RRnUf1BNw/t6OsGpBFaYDBw6uNV3B2cjf/mVWvWZDuD3QZoUiB6Qam+0dGTmn4LLHgSYO/gXzISLNArv1T+gRTU50YQWDu0ru/HfqLmCm7VWHz+E56F9ZrJjPwncAC34Xjzx55hQk9AxNkzNIHxtxznxtpxPq7YabQ5l6A9QR6GrPD98+AD+I+6FxxzM2zGuchylUrrUGAc+q7ZvBo30bXx8LWGigbkGi0yMn4Wwdrh8ITNg8WMq/9pVADfcySeKvowjjzEeYxyQuLNz7TH9d5v9Bce18BcnMNqH2kfVoutmSIVC+A3tWzzWfAizTuDKJU15kgJcBCrKVMOqELZCeu3PSJm0mUwAg/zNsFFpWToTLKrpJrxsaOCbsMoB7VeZMIEjeTlNzUV7kH886hPH/15Ft/Vsl68Ai7JR/4VXMiONdG0HilEzwoLCgATk93X8eKieFkm+Ax53E1m8vj3Y7QTA22HCYfwN0t8JizVs8JpZX7ukkRD5pvST4GAjvkU2ILDJMVS3U7U93S/acmkbtsbSxuPHIAwD+nl2xh08fBRk8h1gAT2eim2s2Tt32cE0RzycskLAa2y1XUUCP3T4QPfdv/iTHKIciCCe5Qcr3eefXO0WL9xkZxf1g3D2ozrW/uXH//ij7vU3zoeRRuBjsMjMBJxIPO6smtLJI51vBK1EBme/gcFaorH+GB1DXOPEkTiLARdeSl1dmrQ1Z1y0T+GMUwH2c3wS7jXccKAt0iJHLzmg6OtEo+spjnZx4CjCrSWkkCBLpXXxRjESt2U2wU+4bVtxVgN1axcwnQ+t1Yzk/0Z/fbaBsODPr4XkspOal3hhd+m+GXy63c3So9qDdKw0M/DQngIHllBpj3Yvvfxy9//9+KcRDmrGIwbX8Uo+Cx3gzgDBQ9zZgb0ssvUFafaJdeGfQropFVhrBmY5SZK7eFCDM4dNhMzBT5klQdxC3lwVyADstMkTGtLuwh1QVXzV0XZtlzUZlENgmFWPlzy3iMN3sjF/KyMctoev7fLRNkudkxfxDEQYass8q2iz2pX0fk4+Ci4KA7ZJaaRk1u780X3HCMsfTlxsqwafRZhW4XUKmzOdNM5g5yRse1gKdpCxkmF40L1aat2/6CDVOqQe4K1mmr7XkoD06pb30e04zjTYalJO3BYQ/zHt8Yj29czX9Ck3ENgPUmcnjNqBLkbQO4nBvBC4TO8StTSlY8ZDBw8BnyYS22OLMs/kTcHw8OIhCnP5Q+FrITZynrmq6wm1miN7d5Ie+BEsrc+dO7PxNbRnz36WMdkxxrIlgAA/Tp4lJfkvsNsu+j76/LOrnOhwr/ved79N2Qgs9OFZDhM/dPgQ4ANp/qyKFU9WdefRyyB/bNY85yWcEUHBEJ/9x3d/KN+47fLL4GSCPp5ChldSVxb1nrHDCYWBXBCzdO7kxTrlohB5gqmlOwUw+5l/1qHaJxJyotuOiU2Wwpd3+SL4GWRp2kBT301ovHYFN7w0UPONzMwvoRkituK3dP/UPWX1sCQPhJNBeS1PSnOytcFqiBVwTLNPafflhH+Rth9ABHqcx+RwaiaWapykmfv31rs9aLnm7j5CCNuV3duLnLhw7OSx4MTJQzInf4vNmMBzdhCaoeHinw4jbY3TDk7hx5GWpmf2E28/wphCl5OHVbTHC+zGX8xKwgp2ZK4GOaZYzg40Tx4f5DVJn3ACc/PGbPfyzAuUQxtl0ggeAlmiDX6qKQBmcBlfYcX4toP4E1bDjURNoAtx6zfrZrZPof0N+rJ80XBHQa9MKIhFj+ePPkKYcNCL+MgLAcokK9vUuOpPMyBTVuEl9EjBlVuVab5p0x5OPybPApA8xGsPN3HN08vP0mbgJqzxUWn9GboJYNF8VUIzaIiokPrtyxsEtYIGATy0MAF2po/eCCBYGkJDAQgMeqgNIQjPQNNWZBXfXFao74epmAxrh0wXTU8+Dhfwpc99jc3Ivxo5+phWVXL0GornGEabTE3p2FDBz6YyBoEMrMK3xtmTk7vG4uF+J7NXz5krR57usvLvMR3geLdn397uwP6DTBKQzhG+JFLPcdyOUf82XB+IlG0sq+zZt9nNHNuPHdltljTYuo5Pols37neX8TXmzpo3vnqGNXzW72W4EJiMX6Y0sPugXiMMWNbImVLVx4bHwBmh6THw2IkeUZ6aB5mdQmHTXlh7MQTXo+7Wl9oSV4PgvRj42776PnMjwv25JWzfHjEzWmSHFkcoAJODqLu2dJOwEwP2qWndArh8WwywGCdlhglakLh01lHE1xiTnbwJY0VnRBAwAIhQ5fPQ1VoteCTcz8V0JWRwivGz9XW3yQJMY+/eGqRDBsyOLFfYXa3SZ9Qhlp8uX75CduARNOp0dQqVu1u9FaQ2o50o/BKFMiiTH8s1jbY8ZfjqMq60K+OC3vnzTEePotEw3B0+cadwYH8G62K8tA8Mt/K1HWEepCsbC/FUwrbhFgz6uIaoFyDyzWCu9tzuFfrcr1mJ89TAbCnT/AeXDI62ohxDq57guIfNvBvzCJEArxEhib4dSQeym52EmmKP09L9iic0eIaqS65EIrlxLYU/stnF0uTCo7vBn22qb7Y7nM1YBsLieke0wC4liM/VezhSxc5sit2nY9RJbW8GdcqS3E69cApt09XQRw5Itq7Au0bbupyoJvIUdlsa8e6SJ9GnM2nIIIXWC4HmBfLI0osgklZtljPiUezStMX8zbsfpP/rFNn6SM/2makJ3NgwaGbZlLSZKEFglqUn+RwHBbxOrubn57P0feDA4fj823/wIJMbZ/LiSaFLXIEg8r6Oe4t3fv1+961vfIt+NwPaHnd3rt1G28DxVeBHfA63f2HXVq6nQTM/9+DXLItQziB9n1fCiSAIaa60mCkqjODAWfeiLTWMFplyvfPRerj7WHz6V3UyrbROPeG94lc+Jwxq9dQCyv/Sp7hXn4B6ASbpLZurxTf/JsANf69Yw789/KY1GPiEX9q3nluX5Txb92e/V7r2m3TEF08O+v7ad3KUEO8up6+weSvo6QVRN2u5/Oikxro6iavJHUt39JV98IwD9AUgw6XDEt9cIsQ0gTFhDzSwyLmlJ06B775fq4UpOLgrEKiGcuLJWAZVRWBiKpH+um2EMYqxyglpBARgdKy13SaBaWb3ePeQMu6zZH7l2k36Lz68mGTA4LqnTJbcSWhdxuC504yft3FRc+6lk2wUKBwMkPkMToXuCwE9zH4SgRWl4Vp+hRjQx6m2LzptgfQ9B5dGoDwqeDVa3kTh4zdQFDykfYyTPitPbfmQN/RneRn/CY6QZFr+ebWYlhA6TKjx60vSOu4FFvBkO6fB+xwMt0MMFdtoNXSc/IZ+ks/Qe0PKUNAXHoPDHlKKZycQ0iZ8kblogSkA0IXC1dOnaFbGXeLBBgmtUak81c6wtRarzdIYWIka3MJdM0g8X6wIstAeEWK7B7Y1RL4QJnP0m/ZH4tVOokhc0jbAqiFjiWqE8+I0zrVjvPq1b4fpSXQuB2iknMOdmek+ZkYzO3ujO3nqSJDtYctlPyQ4kDdCnLM++A6C2NNuDxQ6PX6IzogKeQzj8NGH3eeXLnb/7rucGckyp7Bp4yVUCgoOypuUk7YjH3dSbLIeH7CBfw17gCWWKGVe4i8zSOP1uzGsf6UlQ66GDwnBMmQ8q9uABc2Wg5jv0zOj3a49h8IY1SS5WeDqlRsszeEkEsebdu5oAqbHMMjeF82TxscKMrZVO4aoymIGbMG9xB+bCeuYwc4PPXHaJnQkBzJxUDTPPZeQelXcEhS26jI5AV5Ry8/e5vBz/FIpsMj0pfRNNI6qp4kNY2e5GWLUpcLFi5+iccHvG0bajx7q7Ja2IFoYkgKu+Ok7k+1nXcSPgqe7StOxyDP9K20kWuj6tMEjDLPXHzObV7XPhFfDZLKgWtACVUpPCEcIWLxTL9JJL3GT0QuM4kAmXbgoHBQGSJekhjUcJSjvoY322t+NZTleeQ5+qswEwKTBGoM/jk41YKfVwBxwqwW0//EVBJUXZ8JN1NdhG/2lLuDB1mNu7g4DzlRceMzP3+/usXv3CBoaYS+a8M4b7eSy9iQMHD1zNJM7d0921646GOHrCz9FeotfXV+Kpvg+GqU7l27Hz5Han/24CDnNDuJR8mFWEiF4N2e7LizcQyhxqRFtO/BnkYTlrdWNScwC0EpNjXZXP7/dvfb6K2kzdxo1Ie7enXvduTNnoAXT49oCbZvtRs/CNAffcmgelhkMHz68Tx97RN/Tl9lhNAVPupmT9lXtyXayzHMQevMcSV2XPArNqJXev28PaedZGt2JsfL1aGaXWCI9dRIt2caj0In2dioaR9g5toAPs9+++wlakqnu3LlTwDPW3b33ADre7A7twr6RS7yG3uWtXjZDPfmYF1GUwAT0L/KGpO4DSWRIaN0oXOZjOyVGH61v/Z42q6TQtAlaVklof5CfOdEuGvFzpaiHbWgt7TO1TK19nbaGtWydQc4+0y9ztUHP+BKk+SisTaKdN//YENLmlqBg599WX6CmKbjCDIc79DzHJASIP/s9r17iIRNFyxIJXPaSyse74eZHCrvpQIsqHZAXMDnpGGfl5yHHzblPZBqtrGYF1V4KO9DkKhtvnPDBd45gzzc5rbBKljCN5YcslU1hP8rEGs7creC6aHoXfeIxGlrOQt3HaStigtrG9jRVkIuxs9dldowhoEGeO/mibas4xwUsiMM+caXV82ROTvAhQUpbzmT7zItMDDYOdRcuXuquLtzq5jlJ5QSbySbBvf36k0ufUL8FxgE2JpFWWz+sG8lpK98qZkAlVVZDpDCJ3341Ifw9QDre2i7VIqmnTdS3kHj3k+FE9AP/rV//TN8Pn3ZcsUR+bD8vo7c2TbsT1qB9dqJqvGrjdjdPhaukAICWl6ssllT9B9xDp8kzcAIZ9ZTm0n/Ms/FPYrEULRICWu5WbPh6/n34W3sejhPi5UPlGdz41v+pIaGTQSAuwWgf5vb0GN4TQw3MKur2SYQZlyzTICJaoIcLIa7XVngiEdKAr7u/g0bK1/adl3YRlOrzOzGBMAF8Erq2Vo8eY6jITGAHmqzAA3lNTeIglQ7nAc13MLrNcpVrklw2TnYVUrdxZnKbo3UYqrs5trMUs41BagUbpbfffifLemfPnaYOuLZgoJK5mL4auAE3fJexqEEoohVmG9nx1EHESxQ9i6aK1WpYtTdSomeJU2HD5c0KLGNYz9I7hnNYlyZ1K6Dwdf3aDXyqLEfbdpdltWkYyAFcbBw/fhjGUWvqetkXRoXbMAYGdX26RNgFlNAGnc2BuzE4JRPbcdNNEWkI0za4C85nfwt4l7v2s2N0ljM1tbujr6UKucEMoPjgQnh0UKgBuHYYH3/0Sffd7323W8A3y5497HaEUWoQK2wydbUKOiqVPv3m5bfWLuL/CYMLYAO3zAOGRpjtvsygrF8ohalRlh22IcznIr4sIJCTF//TKaU1GUdGX59ox1aW9FAGosapOg8YhhnkMt+qZx6e+6loMoq+/xAdUINfgngGbrQQThyyJGp1zBKtnvGEJ7ZYPR5Ikfpm7a8vK9oi6PoAWpzbHK9lPrpcuHkdGzuM0BUgrFMlrPJ9085OoVcNtBozjc4n3NQCALpdWGcycgSN07ETx7B53NadOXsqcPldenU5eR0cubwzpZ0mGq5xBCBJOUNx+op8hLajTtLrtrGD0MxBtNto03Im6l7sLxeo5w40qfgBxJheoWGG/j8GL1D8ctlzCYfImgl88MFHtBvaNPrw+XOvczzZle71N8+ikVhksIMOGL1cnpxCk/AYjd0Sy5m6kdjHbugb4OPll89go4KWg38r+Euam7vXzexT0CvTjB072GSwstH99Ce/AO+baONOBG8PHy50777/PsuP341JwDvvvN29eP4cvKfoUpw3Eglx9fQhnttlGUVnhvCl/2j/l4bFkY/pei3RcD6tDc2mD688+/yS0J4LrZmfwZbJlWz75/6t4vHNfqUWrM8y8cveyP5Q/c9A6ayV67PpSnjDEHu0/D1Jzw517Sq6b2/D94LLkEKDleIlwfZPamGQQA3grvSGpd71miT2FYUI7YUU4O27ufMebTPw2oU0tq/NKHUe7wx2wAqe1Ia2hNqYYEt/9+ceEs6pK0zoNvWjReMsYzR/gFMUrl66GkfRbiARZssMD7Hegbu4p+6QoA7gK9qodtnCp+APlpSpa75DADtc16fO4xMcMTc6CX2/0t3HFdPlT651n1273B3YvTtnGbtodv3aLMLXi/RdnMBC+/ZheV/QSOlBKXnVe48wy+VL452FO2Ny9eiOrRavtma7Wh6Fe3gAsBrW2qLRhoRk+sTnbnhBYk6E9kX5IAz1nbe+bOveIsX+q0+WPPv4ZmMJRnVsM21rhwZftYlFUgfpQJiG4DFtXE0MCjbXLegs9g+4hKwKsum9BvXNC2EQk0B77Momuz42nmA0R2fStkYbKpeLdjBQCqxAliao8kqGQz+tQkNBv/djSdgtOrZgaDicXSsUUnxs1W6zHHL8uDN4Jg4MCAsw6zvMQsX4CksJrLECfwmKClzrzFa81sc9sBu3BtRVJuEylfl/8O6H2ATNdt///vfAwSaamEUG87YLUYYT9JFD4dD6V4NWeFtfb0RjWRFuguQiBNvTS0Ghngt3xcz4SGCInsfSfBlmHIgVLWAeeZ5g9jXORoid7Nw6fATnmAwIczgLvM3Ggvtz97uV68vdLHZTh1CXn2Kg2MdS7GhUEqVV1J/WBGed6Z+r6gHBy+WFj5u4Sd1oe3mEccJD7Bg8/s6LzrcXjcLo6E00iktoblj2yrJs4SM0D85lBstLGNjzzSUgbRvuYrPnEUXdyGGK2MLZE+DVPYmCWtOA9Qjk1g8Gwt4QzON2aGUPA7fLknfvXmVGjiaTPHOIK0K7kw3td6otVPMXzu344kehXobrVfTeIyEYUCtmih43SZ23hInEBor5/+7LNmdgoDyFFwdsNyqUjU4qBSwOGoEQWIRJ5kRtyNqdgAqYglUQ+Vj909aaZPfskWMHEdQXO6QVBHfO4YRp78avWhKRKu1rBgg1Cg5hTBSjd/RoBijIrz57nud5NE737t3tTr7ATmDoUEFNGw+XFjYQqtSeu5QypesY+taeaTRMS7Pka7urxQM/1Ec7TTXKL5x4IQPjxYufdWdxvuuk4uLFS2ybP8nAgVYJf3zaVLn0cghv//fR4B0+xOkIO9hluLrZfYRLGP0BjjI58WzZO7evg6GvZ4lRmtGQWrOLXe4IQ/B8xIC5zg7j+CRjgjDHUr6TGSupRnYW79kHj74U2tFmbZUyfvjDH3UnT54ErosIWOfDtN/+xa+6N954Iwb+7777bvf661+hLZxwwdRpM/uRjTLgCXn2nSjGon/J/F2Mqsaz3cR0vZYAxnSphZFwmJyMGTpIiuGfvgCCTFrlWzj/CagS+o/DyWyXBDuhlFf4sdKZUYMDGSZX2rEATxlrmK0kCV+3+kzFFYZB3frnFvZMeKCrXAZ5bUGczBLe5zGoTY8j8wreq1h+KxfD7bNqtDIuqI2FHl2eX3wEr+ffiVPHasmPcSHE0G9AgJEnn3m1W+wPcfIVjQv9JRMx+sr0xHR39zpjEnko4KFDrPKEh3+WH1jDUrb4wwDMoYfw4kBAS9l+ijvwCCdjjinyALWu+3fspm/tZnI1y6TqZveUSYWuIO7MLrDqsEH/w9zAQcMlzwEbqlYbKu6Zx7Z02OD17tXuwvMUQdDgagfvhR9Aq3q2uvbphN+2tjLmY/zgwoy5qqw8+JOMLTX5D939Vrn0efEt8XM3z7pSVN5qEmS7V1712+IZ23rkPTAbwOShMmiZVaJ6+8N/LSQVtcCeoMowzg9WFspQ/cafNg/THP/yCA2YOwXW+NvOkT7bkLxDCAIr5M9dLax1rOc+//6vZm21/QMharJcgslZiQxO9+kIp04dhxl5DIpGvtquYffEQKRBoh3wIbYfDuxeqhl3MuBomOgMrTRaDDYIAavsZHz/g/eY0R/EBcJ+jCg5QDTlVodNBuTfZl49UGFOHp1i5La8GUGqb8gQHA1pWw7aM89bxJBwYDNu4tnv27MdJs8BJmAIQ2DjTYFPfERDsHd/99obL8Yg+ebNm5yZSYfUpxnCmLY3L6Kh2B1HmyLWgUEtlw4CETYYVGVCum9wQFDKC50IUNqZG7Ckbb/Y5IGr/Ti46lVYY+U7d+9m9jzT6TakBBzpLIyL9nGrvrtbtTVyUP3kk0/TXgOv6mQaWjNzQJGJaRcUmuBH4V8Q2+ylzcIdtPTzZKfTNcE1bCX27ztIBRhcne0y8CtMj3j0RDIjEy4ZjzZAOkgUP4X++tboWRw0wSuJkl6k9IxFgLy4+RQaSMCzP6boc+aJJUaEEDVXD+Yfon3CsSfwW6+7tGPoNpqqrTzMV1W6AlGEr2TmDz2B/itzExSXnXXJ4K4itZ1OVPZhCK8tVHxhCQcRKSpxTZdJA+G67LAfuXvJnOcR4DZZNlGgXlie706ePQropmA0JoJtvLiIZgnt0o5xdh/OHOheOHO6W+b4L2l2G/047JN4CkXiUruuvcf2ISDPRdixDT6/fDn+2KSJjz6+wHLmC+St/d4i9VjEllNhfJMdyRdoT5wlopm6eeMedjm7umsc1K2AuISApbbe2YPLYNdxJYNsiGZtPf6QXMJcQtDft+8AkwAmZtjlaOA/jf+y+w/msAFi8w/ubtTQXf78UvfCqVPd55cud6+9+ir429/9Gi3X4cNHMpF7H5cpL730MkKYO3ilxxJcrIsbO6odggDQVPRj3w0OwG0hH1D7y/hiVXqQljWk3rr4KBYzE6tnvz1LZxXfNm3fjJmLzJsA5udq+z5ifxNg4ayLe/9YA38PmzD4T/jgGbaltBKI+oJb3t6H4TNu+9YXMrhVeP8qIrysa/Ks94DTygikwVZgqATmTzsAj9GGy3Zp3f6vqyJ3uC7is26GycQxtPWjrOzomkW+4q67EbSqskMlXvnkI7Syk9O9IKEwhLbVDWtujjrEhPPW7RtsVtnZ7T3E8iN98CkTEJ3XD1+2e6ANYFYLWPu6tHgNh33toSeFvdIqGifjEMKi5+tOcnLFqdNHuwOH93QXP7vBpAjfe9Rbw/uXXjoJj2BlwbTkYePYZtWC4rSVaKb9s3H4M35gq0T52PBY4JqYiP0teSbLXjBLftBG6L8KSpXN3NfErXYzagX7VLTRAJIHCnPfwnn2PRMB6MJn01b5VY5vpfFKzvlmWJUhvqUNeZE8i7xATbVJwe6o0F/Jub384ffApUfYIhiFKwkEUqLkAro6ha8wD0qaQLoWyEfMrlU5P1bz0C9HOICb6lno2lvl9zyw5p+rReOlyhwKGCQyrMElompQKKZdmwU8YFfhawdanTXs0oytI8qDhw5mIHWmshvjdQ9sHmfJqsrf5AT4BfyslO8U0M8xJddh/ve6/+Wvf5BBcATHlY9jiC0M1fA2cmprg1OPqgrfFAa8aNk2aFUry3TVGABVUUdFM2qeKo0vfiZqNB8Zpcg8hsuE9xhLKhld2itphpbjspTGspw2bNieHDrK4PrkFVx0LKVed+/NdR9+/FF38sRRts+fpEjgpo1pUi4glBq51LzoD21ETQHMJuFbAKTODihb7SjhSiswM+jE+gsjpM2O1H3dPYRYHXtubnKmoMHUqzqw6ep5bm4u2qhzZ8+xff8qgxk7zMjHMh7pYRzGWJcZcPHNvBTKorXiRc1R8+3lrNN3tbQJR+upsfkc27jFfLSq5M1/6q8AZ0dOzt0SvoxkumkzC7FT8q0xnSqePPhnm6kZq23p+ZIw49pnZHgynkbfrU6D98qMX+sl/hSktZmZ6D67eLk7f/5llmCxJZl7wJIczoJpF3Gf6MJPMndDqb1N3pRpfY1QDGuLdmxr45VDVmGqpSHzsg7aj4kEq+w8XeN4ZKosqahVrTMpFczxi7RzV/fub97rvvatr2TXrRMVhTknNfp3u3NnrnvxpfPdxxc+7Y4eOsES3enuV7feiTCFRXPgNv9l6EKhTgHcPvjLX/6y+7M//dPug/c+7M6+zBms166F/9zHBcCRo4cRsCZj7P/J3fv08f3dr372G+jlJvY20h1uYjwkm37gYdn7dfbL4KOdqocLP2bSePnzK9jseD7oSjc/4ska2MMBu208hqArX7t54wb2pJPYcUED1NVlzIXFpe4jlsRffeW1LFUeZOf0Rx9/iM3lcve1b3y1u3z1Snf67OnYiMpb1e5JH62dxXWWokC2fdzWtlBx1RyhKrw6OawWq4HWdL63VYD23fAIPHxrNFXfqs+Y+9ZV9CKtWnCVTa4Qj1Sc/0YhgnFSZEXNN/Ph8+BKX+jLbbkZZhzzbvyvwWVCn9s1/Cx+vL4srrRd3/Lb5wFlJk2PWz5V2eDBfwFAHBoOrfLXR+duHMuqyRdyfHcPx9r2iYNohRW+wg9pF8M2WfFIXcygh98c7Au6hJBWvJSJtVdWs6rR/XE0tDcu30AgYqMWO+jFjP+y6BoYAkXG4FF28UtjQElZUIT8E55hGq+GK8NNlY7DTUfGm6wWiCPnazqK1n0Fa/vdq2+c44zih3Hfo3ulU6cO0CeIGLRwD7yVf3DTl2X2Zphy+t9U3ef8F7/F94wqShyJrFv+V2b1boTk0ecHrF5GMX7S9eON7VI8rUo2nnKG7j+EMvHBb0HsV2EwX+Pzx4fC0xbtFyjgFKRu9UFSCb/lkVJ8C1DftL7kr6Vl2bESBIRBIcT5Qy9KUkvjrsZHnnZO/m6xdYCFXfcdR+AsrKopI1EAk8hWEFZkvqswUAc+fQA5w5PfFy5FRquQtfsdl3Xlso7/9LX1zUFm5wZr8AwSai6eQrgH2WY+GX9gqH5HtQsrwtXr9RhGlZhscWFE2S83PWCpxXMEHdwUxjYJX2ZpcQkj9g9/C8N/8VRsQlbQguVMQsqJ1qWBwT0dGhwUgsCnOO2rmoalPq1OGcD4FoGESOLVqKXJqUzDjPmmKjxE1OcXz+lJwxBhmN2XyNpGeVaYDEKGbppshICa8KxC7hr/q2FiWRL4Jw7tjv3XK5vnounQQHsFuxqP99mxrYyXbTz6N50ANqAgJbFbV95bx5dZp17UXQatoKXGxQ0QGxsYzsOQdGLqwOzuwcmJGeyL0HbRLoY7Jm1HMBQH4kO7oDkEQndSzd272h0/cTLLXQdYJpURRvCkoHl2Kk6jrVQoUfPZfJ+Jh2h7qLGXODWNdyoQJu1W7lo2RMsJ3PqLUrNZwlkJIMZXyDRf6yXe3HHrTiZnxRF0qwhwIa2LGwUr+5EEVg5lXdqsqxi+Whq1Q2rdRKb4FH9FL1tMwTR+czDdwSzbZWBp1LZWy3L50iV8zunOoBi1ZcpUrP86u/bU7B5yomHeCnu2YfLTHqWYtsJvnJGmk1b/zO5ciFHGlzoRV8bvMux2+vsIDXbz1h0E9/uBObNDhTTgcjfufTRG+/cfoF3Upj3BYJ0jTZQVMGjXpN4+d+7seeBbQaN5JEb+uq+Rj+RQaGjTPu1gdvrM2e76VTbJnDyNlu8+dRuDZvdnmdEJkrvM9H+0f98o2/znsxv2FrsL11g2FP8MQWnfHZw79+TJCFqIx2h4J3CSfDU84ub122gljiLIQ6NsUrEOyNdMKJfj1mZ+foklI7TjLM04sG7HQzmYYSKDbRl0+9FvP+m+/vW3ut/8+j20Xq9E6FIY+8u//LNsrpnBWN/+65m0uuVQs+hET+2t+ShUayOnfzmvNpOP3zZc57jEbM9wy759byBkw6slZ3kuT3RT6yothZj6eLQxaaRbQvNnLLpArtCFT32AcfKpskocA3w1j0TzhzJafiGols4ULXOfc9mnM7onn4LPaOZqVub0u69BXKJVKolpKw+/Jxc7KU/SowEtb4sCTbmk+woXN05M7LPy3qJ9tYmuFowjIB1g0hDtL30jAq2q0cQDFyCfrDK22Wa6+7Eq8gtra3P4bjvaRo/YcT++Yx06PdBd+OjT7uU3XyaWtSnc+Cwsjr/yP6ui3Zm83MO3vTKRDd76tkhoFWRw6mWZPb6Nb3/yEHtdvDj5PnnqEGYfbHi6dQMt+p3u2LFDlKlJgw4tzCSZBrK81+vgV4iN0wRpKSHUYLp8rKhFIfXcfoF6EKme/TIcszKo9hjKLHWuMkPm5JOvhPvPcdcroUPJDGv9iYbge7Wx+cungy/C6iI1+TWeXnUyM9NwT/2qkrH56kMSoc/hD7+Rr0X7qwG9AyjGOPjWwgCZf9kNoNYgUAgEfzYuTNlz22zoxwheHn3wiN2BMhx4aMXzRso/6tWyAwzdXdiRZFRP3cWAtmkPW26bKlbc2QjaDZ1+4XSW0ZbZteRWXQnVgXpxkTzoUGuraEnYkePA4fbzO/c+ZQfUeve1t97KdnFnoXZQiU9bMbUCwQ/4cqlSgcPz4xzYbWDtNSKIAKM48pIBpzMDlwO1qGmN7nMjIpmIMDX7Lhmvg6FpJQjrpdDhLrMwA8q3oztouvPRuo2N6WJCoQxmYzrKL6ajIGWHpiXB4RSHIDPHJ04Rpt9qBkeL29y0t8TqWWCPGfS0JcquP79YJnHsA9KQAoyXPpLcaYmOhO36DGwYfYrrq9eudMeOnIoxtVqTuqyPjJqdbuycu8tOtmPHTmRZ0nMdgZTBjLM82UXmZX1V83tXw6nQqX2Qgpg4skPWTNHI1sWacwVQtDXMCDtcimwf0cNyOXM9xW684Ne6ElXaNr71sm3vof30EObxHVPRoujexHaWQTszLoELGiSBDFyh02XTVQTMsX452zjXrl3tzpyVDmG0EQp72AJe39mFtV0AU3XFoJb+eObsue7//D/+r2iUxhEMrNv8g3mEgzWMxKV7+yvORHfp9Z025bv0XzuonLmjpab9dEWiQbk7SiGV0EYhqwquAcf6MKO3nRBeHrEbUPr5mAHkxqU7lLef/s5h35Spj6zd2NEtrbA0Sn337VEAG+3u3JqLs9MLn33efe31N7pPPv2cJckz3XsXftu9+epX6VG4dKDN9dnnYCWducMYsmLSNN39/J2fd3/y/f+p+8mPftT99V/9FTQyCuw7c9rF6RfOdj//6S+7j977lJ2J2APSllAB5XrMFPzI5Rf6yBgCn8LcA84WfcwEahk7rZtX78QU4Z1fvRucIOKG/h7Tro84wWOEJcvHj9AkYJjsurptp62fExudparF2z3DDlyWMBUWjx472v2/P8QH4FdeZZKwu/vww/fxU4ZzSxxinj//YpAagTtP1c56/Bd35l20B/+ivRSoJxyE2fzj0pBG0RnRZSHgR3j0c5hn8JegSLgE8c/DnV1OlR+5MWLUySfJ4EqpoyDYd0J59g0z4PLXsPgTI2yLMvsPxugDn/nG56SubPJGg4b2Wt6J7+jJ/xr4Ktrzv4O+ao7CIHy5yJz/4svwFLX1U2ARt6+KxRO/3hO//1D5yQutP9+NyDfbdhSD+dOYYdSmHZkjefQTk/CT5FFa3nQacyB9HTitnTArKOvF/8zbb7arE7ZFNmscnNzTzbBk/flHF7oz58+gkYL/pHoKgcZ1MkgdaV/D1ZbyJbWXH9WJFhlYaf9e0OyFQydH8vPQSZ/GeqUK5AXa4Dl6lt/WnX/xJDxgmc/iF/pJCfWbxy/5sT7DV3Lukzy/ClLxnk8hOqWpar9k91yR5hMUJyZtwr02VqWJkiQTRyrjhMPJi1fatAcvvM56WU4++lxXQdRwYightFHwID0QNKAVniv+cFr4iwN7k3DTSn3mf/hNQCWahk2GTIzQ4Q0IYDAzmIGsDDaeihg7gFJ5t+jqvkDm5pZ9gfew42ncGwyu55A8CP8DHmpNexidIk1P+HrtZtcJKt4dIxwTAxWXVFxIvouNUQQZGi4+pNhBNcNBxS43jKHxcknSo1FqKWwFQt7E1uu33VsIXqfPniUvnTCuYLSOYMASXTVv5d0arASRapv64sCtFsiOoWf99Rjy6gjVjhaMM3BLRDLL2gQAUkjctDV1OrzCoM5eXR5yi7cdkxahc2q4Ho/sA1yKjyKoDQZML7VMeuFWE+ZsSk3IKDYHDo4WpkG3GjUHXKWNdHpHZAmctqt6WYdaNlEQVHsnfolCBOnBAaGWTBzcpVEHYXGjvZ2XGgO1k+60OYcAcoMZmINAmx0Li4P4/fsIWqfdkcMuWtpGLeqDhXk0BPoFIyP+1JqpQdLZrJcwjSE4O8BZRyNlQJNQfevvCry6BgAQGqfwKb0q2FTmBaf0bH35j+D3EH9RKz2eJebNnCvqxoTgEGbpOYEzu9Ca0kdsT5cEV5ZdFjuS41f0s/YB9BRhB4bnICJMwan4699bhy+aKvpRgHaJ7cB+dvSSjxrcw9g8aZPocrD4/c1v3u/efOMrWVZXY7sTJh9mbj+gLuJyGYNyNZDXrqBNeuE4S+rXumPHjxFWto/BLbBYtkwsLhjoVy5NX714o3vzG2+xzHYBODj+6e3PuuNHZmIr9hg7OJcD7s7ezXLkhU8uxkB5OzsSdTq6tgL9IczoAmY3QuHf/bf/jgDFUV7AOcNpBXNrD+ObT599uN3rNnbgh41JhectOrm4ePES9T2K8LSIzdUiAs96dwPhaXEOZ8jApfPlidFd9H+EGISWDWDeBs3rjsZD1aUNhWFpTeHKc2Tdieamgfl7CzGKL1whmJOHQqBuYcbYiSlPcTKZJSVgU/hSU/XezQ/R4O7tPvn4QvfNr3+9e/fd97qD2Hu98sorbPW/GPvSk9idTrOpoNFhBg7aPH2lb3P7sPRknBqAq99JF8ZTWwj7Dfwum+onUOHKJVPNLB6hzVuhL7gM7SYVv6sldWnder/19de6r37n1fBpJ9WhOcsWDkp2wpMxm2cASLh3HoBq66peZJSi//ryXIwWaStZkVTe/Tgcf6tPDkXv86+Q1me9pz8Mpc8QSnYVJw985R+VeR4M+UsEhL6gaD40CSGZ1ZFvtbIU1tuHTED4Lm1UezjZVlgx0L5LHsAmv7Qvyqv1AylvDHYZQ7Qf4yM84Wn60eHD+BJkknuFPnKMcWWSlQYFQT3NExEegz0yE82duNQZpW8LYOzMGEMyWY/QxQQTGCzD9ktbES9KE+sqEgBR5hze6jNBzAmB20k39EE9tQfWZvt5uzJiPXuZ7vmLPIMHwqN5/UIcC30usE8TXA+lH2Rdg0lqZpjisXxIrMPF0kbWuaVv2QcOi+uvQRwhJH1wISjPgVMfbEppHYwS1bZwGPQqmqu778oejpj5IN6/JEcD/6Cr4K9OJ9PSZ8kqRwVMMajt0ACZhk0riiQauJCAGh66mWY5b2kJxkYNZGCqObfjLsAK9zmSdghDvyeEIqRdVd96EwQRZaeIBABxa4dx9fJ1Bjhmms5YIFRtd2zABZZhhFdP8A8fLMNEmR3zfu/evSxfue3d3VcTGCB74vos3vAdUN94400LSqe+8MmF7tXXXoG56Z6i7MSsr/nKKDWGKe1bkSX8lA6DsOQ2TMAZH8ctB8bMnjOnEKLxtozTwTqdu291s8rMlHf9yoxQN3dXjmC7JpMOPOBf1Eg4BoXI/JBQmbnVK+JzluwArbbFiyQRGuyA0wwknvWnI1p4DHBUuxbezdi8LbKE2WjXKkAyZUWmNxIF1+Jc3zObKAvcITY5AUOgc1OFwOmgtm/vPo5uusxS0gsMfm5woAxhkpkhJCi0HD5ymDYDJxS+EweVCs47EWxcnnS3qXlmkKRbCplAij+FZ7Vp1k882UbuVlVAMo3hYkDB08HURtW+UXclOs1Uw/TgAfYe7IzT/QSoQGjZ6H7+819EaFqnvVyisr1/9avfdN/4xjcpZxvGtLeB3aXE48GBsOiP7KPfvm1pLP8d7j698AnpcNhovpDsw4VHCJ9XWUbbm4OqdzDCSjXp8D1NyUQVLqdxyyDsaXfirOC/6sLHD7qXzp/rRsDtzuldCDUzGHq/251/6cXsYtyLUBPnyeDjVxwM7xmGL7/yanfjxi3sl24FvnUG8ThVJc/0bYQS07g87M7GB4/ug/cZBJwrLM8dypEl93GxcvbU+bimELfzuG9x48pTtEkKB0eOHWNp5fPUdQH7yYfYRb390w/icf63CIiuolxns8fE5GJ3/fI9BEIFhYmcZOFszzNmV4CL7tH9zd/+D1cku6efXqJ+092nH31G+49G6JAOd2yfA376MYOgQ9EONF7SeAQpDw6GBpwg+FVBxEHmKUvh9sk1+vYUmjXjykdEbiYf4MCjhdTSOig3zfMTynuCVmPf3oPdlUs38FV3Jxpmecs6ba9riR/84C8wbP6UeGvdV996HcUGS6gsUburVHjt0155tj2BRaebai0eIAS6acDNQi6lLrE5wT65ghCo4Eg16EfQB3fTS98uYYfvgFNpJ3SPjZuHkx8/cYQC2KDw+TWWuaAJNGDSrfG0ZfRfLvgjrzVwp3e0yZukTMbJt9KZPkRYCYeeEzD4Sc7CRHpzkIF4r/Rbd3nN81eLY3jxtK34vrfvwjacZ7QmZCeIg7oRg2ihAfMTLtOULS5PBKTl4Q/2WWlnVDMBJtqQYehBT+smUoiRTqSnaj+1keZPGHxLerV9bA+bGXZDWGlyhUnBSIXAnGd+4sx4F4L/5xc+7Q6fPEH7A7HLg5Rz7+4D+idLgmzimJ+f7c4gwM+bBrcwGwjV8pvYKJNf8SzoC9hHcePjMr90qkZVREAl6RvRKKfeclRp2jaHT4v/tGmwQox2iamhy8+Op89fLYjoz6UwQR+7RRpO3IcNPvkADpLEnz4tt3B4PxBFmHMGNWBLCxHMQLaU4D//e/Wp6z104jfyBx3SQ8XoI/NmPq3s5DPIwLj9lfIUYInZiLBK+LLYLdXvcXeQdkmNKzkBF23IC4yI+wI7iMaYZenfpO0IsXyrbW0gXQZGmBi+ox6vquHBDww7hzIbwNjPnR9x6Amj+echfTbGsx1QguKP/LyeMluwI8Ueid6ywWxwbvYBHuhlSjBdCHW7frpYklFtqwbBAe0+yzTHj58ATpYXmFXuxgbJctQiuYylAPHRRx9xqPZbDMwTMea9ceNadjXJlG2okhmElT/QoO2Q98xEnLH0uLHGEaS4e7CpyxS72cG3xPLHY5z2RTtnOtJstSm5FjUkrTtw2i48lwarTOrto/kT18fCVX23XCMUhFBrYpovFOggx+znKYPJ5rK2exxySr30dyT8LjOXUCQHqoTJ2/x4V6C1X/usitw+HIbGg4KcVK5LAcQumAU0hE1eyofO1BZ03TUMkz/Geeb5aCgYQwLrGq4DrrEt+o03X43dzbHjnEZAORpe70Fos/3cqL2MRmSMjQ+IV2hcdE6I4AgswkNGeVbVv8lS+BPbGM6Y2S5t76DlWWpjDPgrCBknTh5C0L5FGDss2VX3C4y7/+RPvsOAx7Im+T9BiJwj/K2vvY4Ap+CFjaPG1g8fUq7MayQ+32ROJ06Ie+gOA3cuSwAAQABJREFU4U441Jr+t7/9YfeV17/RffTh5e7Pf/Bt0uAA98Fq91//y9933/7ea9hHMRNWOCQvcaybFL3HT0OHzqivox18aeZ8KqdBuEtxE9gNzWFztcgy2gzHmdy8fovDYNe7vQhKVxBUTp7EtcKx40w4Frqf/PTn7HR9vTuK5ughbhp+8/a76QtzTC5W8HEWcgIn8HUkzR3drWtz3cVP3wcv++I7bZ2jF28gJL2EUDeHT60T5HP9Cic9IIguYSM4wmAl7asxWOe+sOCB2GjXPitv+DoRntiOw9NF3DeAEwWrJ6vsHkSI1XVDVp5pF/0Irjti0d4e20QQgiXtTZ7ykc0naNcJlFGyZcJoGSA1pBf3T7FrkeYV1sS+tEFT5KoBpz1zlhsTEQUXBTInAKaX7tV2KRCobdUG1g07iFzJRhp+MKddJEeV3fgQX4dLTKJ2xcD/179+p/vBf/hzdhHfBILN7uzZkwi519gNvpyJoGSi7Z9LPJ7S4MSBanTLd1fxD/bz7haex11KDEflrgYslQCmp/iM2gaTAkRrFA21/qBySe/ENS+10/KSDQbxp2yjW2KyqQuZh9hGPkbzOObSI5L6KEbW1vkpfe3pOvn75+HM8H/7kKzL/MSPD/JR6d4FMHEOkLkoLs/hMzwqFBigYJIJnG/Ab6hRDZe+M3nk3avxuOJbFTb8G75GGr9/MY5CouMWV+AEPscFGUYCDa6HVk7ytjGCY2ExfuOjpKfy8olUkfqYu3ywhETxxDfrRISn9GOPqXKJ2366sfmIidl0N0XfLOfa5lWwhF8qRpBwhU0gdzmVZB9+9c6fPNbdQZs7j4+w7dvcVbuNPovmnz705IYTF20yV7rr1+9R1O64cNGX2BSKjsWF+9gZvgxNYk+7CzoeWc1E5vEebJyhWf1TPgUXQL+FjzSRdAImeJa2RZfl2mOsV+HMdjfMq7/3uKwwYvPdvljxK07Dt2lsG6+tMKvf8upzSbsVzdQnvidZld/ii3+Lz1hpnhUpMPTRk2HaJmVW/lVa/2sBRK63UHJyUnDOKkS++NU6cauI9ewriFJL7VCVy0itPi3s3+bO7I4ZsQ4S7ZwewyAROGvOIZR9+46NM7Dh8frJukbF7IJU5aG2gngKd62j/ktgtPFaI1Slq1NYcRulNCsIEKxle3SImoJxZvnOMkSg3509asBtPnb+WbboHz9+vLt581ZmhNbFbzFWhjGrddH4/DW0XGMIj4tLD+gwd7rT7AZ0wLCx2nJBhBkAk0mVBF0NGwLpG1AGKRufx/5D4eMBs2Q7ufwqamGSNNyYTsJOnXOXsYnD/m4iwsVLzrfsR5gwCBlcISl1t3jz8a+OIek7WMILTpdCTetAVJRfeIDUk1P7MQ/AIK5wUE6YvkK1hqEIKQjcmy7z8M+66boAnWm+e/alOCsG/ZRZ+fHuF794O8uSHgAr4yciM7174FWt6Wh3+fLnDGJn+PYUlwM3sVM4A14ktG3ZDdc0l563N0bbC79CuMKeuBEm4bBOT9A+6GZEpPiN1cpoPA8dONJdwgHiKXw0uXR18bMLiaMwZLnCqy3IHEt+LlEZZmdVw3TqFJ6jp1wCRnuKIORuzEPupmVZwXgKSKr5z2Pb8Xd/9393//Gv/hIN1x7oarH78Y9+3P35n3+/O3SEpTKXyNKlNQhfRAieRIs8TTnMshAsJ8Z2dY/RDiFLdmMzHBmCwDw9uas7sJel2LkF0IZ3bb7Pw9C1jxvnDNQ7dxa6s+c2Mcq/xQTiO9iHHcjy2q9++R6C3+Nuj9o3BK1tmxP4wMOG7/4SAtzdboFlvEXcWYxhI3iP8+nGJ592t2Y/wq8dOJh7jPA1j9w+Cp5ugcpJNMNiV80uhEG7yXAj3NIWahK8slsSomyezV3ynsRma/7BQ2bpIMgBjX/tSn8KX1MjiTd5BE5pTMJ2AHeTyfCVbwSYR6P+4fyG47bnMFGExborjK3HlYRLunXwdtXDQjOAUqTa7ns4KnYwXoanuIlHAc9lv+9++3sIO5w1itbJ8yJXlta6wwdPRbvuUVqzHP11n6XbKwitHqvlJMeyn64CM2hy4uJ7+gf4iPDVYyXCCuWnf3O3bq3O1keek4tv8g1h+v+Je88vO4/kTvNFAVWFMkDBg6CDIQmC7G6Kam8kzUgre0azGqMzH2bnzKf939Z90e5ZI9dSS6elZjdJkU0SdCC8966AKhTK7PP84s17L4og2S11txK49bo0kZGRkZGRkZFOED18fnkFmBCiXKJ8sBmD711bIqTqNBYSrbLJz1B8TOFNvqRwi0aOzi67GaM/uMvZ0tMQXH0/KDpZVN/ye+jB6DILA3A5yNfGgHo1+tf62C9HQ3s3WtfR7+IqaSxDmjB9rl4ESH7T4w2e4avwZ19S+TKlqO/yDulVko32M8n9wzP8Xu1kNKrhkRRFRCcAGWKgZ4VpNU7aH8uX4qSVMsVFUMafQZvy2mOsrrGTe4UJxa7de7tF/GbevHM+k0y1zuZ/j7FCmrjrLlzy92ggeZ3ftszOQEe3uttP3kNhgK3jlknsD2fpj8yUyD/1hqeKkuBIWPwPEhTK0k9G0B10pbYVp7/93Etrr8K1mVHAuvBok376+2h044b+eWneBXtPP4lY72zIBnpy5EHa9Z3tq4CmZhepwYyS0rFXeq568i3SZ9U1tGqZ+fE3SSpd8EU29irHafsiI0NVZBRpKeWX+Efp3VLtkCt0Xh2rKrSoDXMJzc4IiVJxZk8s5UzkAFoqbSIIpiRhK1Ww/6ygZj2+ET3IDBR9NukwCAIKEDPYlOh9ujWcW9VdbhLPbv0WcZkdAv8kTNYOeIODdl/edyQMVbg0UDXeuXNnum98/at5/wDt1Btv/Jjlx5dhmhrXzietg7zLhS7Pej/FGXY14BfxVP2sKwgBd8Jlec888zTLhy5nMXMKUVTM9tcUAyzRwJ61Ga0Y2UicRRDmxy+zixI2glX+1ISjz4FnMSZTbmjPlxCOxFyDjFcHthZ8/jRtpQTykWtzSUEKcyyNqjGDyScG+FMQdUmrYFW7gfYpaKBjgC8ZsTsG1bAlL2aFLq+ePXUWuxl2pCJ83b/HIc4wFJnNTdp1z3e+Rj1gKAwMntc5g+0SBcR57DP7n0z9ZJTelDqdFs4SVP8OmDU2dyC5rW0Mu9vmN3u48l2W717McvDJ06fRxh1GmGP2ylFODngu+URAEmiCHtWPs5Tz77/yO9A9FA/D1fnrHLv6/v7vftL94R/+W44S2UL/8Bgel7RcTljrnsIlgjv0LrKkoI2Qmrc1tEKbOE812gfK8rp1djsDOmkIThy2b9nZ3bqilhQ7J85WfIBrhEW0lWvYq12/ehtN4SXw63IrwisG8U6IZEav//id0NHxu2e6T1YvRKtz+eLtbmYCJ8LYZl69dIfyNnY/+uHbMSnQtuneHbRRbnNH6LuC8LW2YaG7zrmhK/j0+/FrHyDE0qdY5ltacofpBBMs59UIcbY8SzUeH6PNHdRU7epr6hWDcerjuYk5LkxGxk96keyy5Gz9SVZ2iLai/ZEJH0K9/ctvEUSGZCqKBkGaLbolVzP+nGC7qu0VVidr2vy567OZEggbPDz5kG2EBknVyZkDoh+W0RypsZC3rDz8pDR/9OmtHDg+PjbdXUKDeI6dl2exq3PgzkSUdGo45RkrOOkc6/mCmi35ZgqkXzWmb9mpU1+h4NloI8G4Bi/5ztW+VkKstmorwHIZm7inuyXOeMWDWK+ZbfGZYFBQCbXmRS5k5rFswqk5hjwoA1xw3MozXkqmvOJvtpHwit8+J7Mb3hM97QSFCGuDvbVbvlnpPvjdd58KZt5eC4RxuLbXEayI0PJtkSsGaYUpP4dVk6vRAm/MP70fFll9XuG4aJBy+KgZibsQ5Zmap2ieIz++h1ZzmavLzI4vKioEM7+A6GSOOgGAKwPupr2PomIBDb1aUcdR7ZEtw93n8j5NIRx73QSiScsiwrwmBAsI1Bdo10knr+B7lh2a1+ChLsdaQuplP0xpVsxqCwn1FAH55ZFYVX+fWt3FxxcHI1Wej4/bvtnW5t2eK7bt237CI91UFONV3JZkFJ6Wz4B+jE3E9j51G03YF+uraM+4trR9gSNpbTnwZ5oeBz6j22S1xQl1XvZf+NDKqSqZcbv7xV3pngWMDAOi0zvuCkTzgM4tE9uM1muT5wUSD97FlXhWoAHn9eeFiyQyhuoCfV3II7MIvwGH2TpIeb2BrYQ7rvTkrpGs6vUNqIbdCVXMnkGeDqJvII2oHdxdzquDd4vpacx6/vw5lopeiR3HsRPHYjSrc9A7GEI6wCyh1dNuZJGO0Y610cmru/s2oxKONJ1RRaZlJwVmOpLLXDKymVlmpeQRwVTACfqbUn2tLZIMnprVYKMwQ0TzVOPU2j74pSNHFU6buLRpVubWJPtk7DMfsqvHzkiEIjwZyijxFxx9Iyeflt6rHdd/9YHOCqcCImB1J+ldzmx0d50NXPShcF4DAJqmCLV+Mv5yd/7seegF1TmCzxzb8Y13F3cfNzG0f/aVZ7GpOYUH+m3sHIJBcTbfLrzwz8zoZoFBDAbkGYRPP/0s+AT/MB8FDlmO8ITxint+Cginz5yhjTdmyfg6qno1Mfrd0X1DDtae3ow2cmt35swpXB/g9Z8djSRObiAo+Y2Tj8KlS0b/9Ma73a995VVoB4NY8HeXMypvXr/T7ebg5dWH97p//OFPWF78DWhvAiFpuTv20UkErycwhoZBs3Q1fwtN00OWFZYwyMd2S3zI8CPM0+6NGflOA/LQDu2nACuDFv9q39SYXL54LSOtuNZEwBnfIoKpQsrSw1vEl14QkBDUFPwm2N25ySOzIIM7LEG6dPsAtwxq99QGaoM07pIUtw4OGnE/5J0LXosLMmjtoGh3Bh+DaAbl6Yfj4NWJmH1fIIXffilDFf8RnIDRpcX444OQiZK8Ym9D/xBWW7Fy6M/Jg6Ssr/kkjyLAxGl/xJm0aZ/4mQL4VMhz0uYxObPufAZnBvOKhiS5gW+wYdmha/sZc1/7k8LJLTSG1u3ihWvZJW0b3eTd+dOXgj+6eOLSDORBXe28LEVJXcnHhqDO4sHQBpDWbuKx+mp9f9xfsxS2FuKTivy0v/NYHGF46yc/7d5GW/vt3/j17pVXXwKP8BeqG3OI0IewiWO04PAhG1UOdId+bVyX++VBbXAblkYePGgIHpcnwOF5twrb4WHSX4ONeMEb+XIDPzJty8mr71sthtdhnHoXGIxHHp8K5Oc/hQnbzLT+GtzyO8eMvOfeAoXD79Yv0MBTexD5Xmn9bhtJ0/LoO/Cf1Jklx0mUDNGKj3ncHBp/8LcIH3D5cYqNI7ZvK8es7efiWvDdGf8AE4Z7i2jdghCcfbNRxnEsZh9E0gDfSaM4FT4N8xX81U4uMBHbPJMtGd0EdLjGBCpOd41Y5Exduac1UxdvLYf2chfhIFi/PKSE3JWmzjaqL6PRjVD5Jmoff3jvXXDWF7E+bovZ2qWeCyd1X+1mewm3+Ku2pO/QBhvSH4VhpH16AHWv4a0/nSV77JljvyEwkZe0oe21phpuXKv3lZ+lOWW2TC9+k885iYRzu9uRpx5dxmgI4mUfTPyLDUFgCKQYUsADDnd2OCt3hjoJsSmAqOqupTMp1grIOEHUF4JkBxiBvW/4lqyQXUiKjYxMC5jarMQt3wewTVHrtgYjmaBzOGAoHCi1CtMinUOV/IkTJ3BngIPGwMt5XGYFlvVk/dxzzxFnDvuVWywn4U/p29+ikRQmbAjVmtWhbrN8uH3TjjBgNW0Pl+ej+nUQIjLLUhiJY0itJsgjUDzKx2OQFMRkTjK4CF2mZSCIDVEgQYQFXxE8HWWpg0UWMSbroEQmPmaPxsZIktBOxW6kpD4IfABk8nNHammjpJ+0J+mLlsyzCL7R1vrWIkW1jM1TjV8dAcLWY7hMY5ytavYLS1cbJh3cxY7O+OYvI3J3jc5TxfGZM+c48HUvgtA4dkSc0Yfm5/gnp4KvXZwmcOLkaYSOJdx8bI0GyoOWZQoXz1/qjhx+qfvwow+wRToAjmsgZZE76vmd+ASbYaDXru6jDz7B0JyDmREgVtHUfPj+x7Tr7e43vvfd7sMPP+5ePPwCbcaBuWiqfg3bqHEFOemKLrgik+umoo1aQMjSNmc7ntmffupAdx/bjPvsLLhxbT7LTHfG7+PHZzuaqXkELoRHdtK6jLeK3ZJarjd/8l6EUDV+HrNTNnIUY/v441+oP3gKggWCQPtTZ6IQ+nZ15CQUD3Ja5BKr7Qy8GqATLaZ3YUSmwcaJfMfYSKB22rgW49UlKivs8t44M2rtKa31EpMqbSp1rCsnryWjnipcduat80HhUyZUm+xERmGlBdt84OcstCluLcuWog58lxGKbwUv+7HLfOG5YoP+Fiek9IFgRLhb5iNX6zEa1j+PfvNeVxHGcXOGmwXiy41nYVH74DcnK/KtIJO/YeAWAwBi0U/2z2iMQcAimghp5uEi+fKv1Sl0T7piZcAfUOm59m9xMAAdrPd8xfKFpQXz8FsGnh4DjV4qjk9D+hGmHBnFuwkc0GpyMYdt4Js/ejtC+Ne++Qr+Dml3yYhfTkNgEFIItizbWkHyFFq7w4efC78LJoBVOkq9Ec4XoRnzxksN44BnfzLZhVe5AqDrE0+EsHrm6QkZwZ203Comnv2eOonYqoP1D976eO3Zd6GXPh0NVDF4733K4ZVX8ZV2NO7gm/ErXtoQWKQxvwuIwlOETGKBCvqSWn1pFfs8XEWI10zqEdbtk9rvbuQsWLlu6JK8PDTc/rOJ5Y2N0LITjZnZOd7xTyQmon3KfubSpcu70pJmFxwmz8Y2ef8Uk/jlu7ipQbFh2U5LIiACa8ZWrk5gmaGmDmqV5S3lOgLhUzykP/FdMkvhVbyT+ESwT1r30F0AC+6sr6/521+9NxgnHz7n3ngtjtdKU8LcaHrLaPGG79s7JzX+1ARupo9aV/m8Aqtx/Em3rj6JYz0KaD4Q22sqbNo5jgp0c0L6Dv1pSFOcBW0evNOGU+VAufGgPRyLGXMyeRA+/gudSLQOI05WffurCgGhUEmj9VyEwmVSsHfHCG609dKr/GY6pVqGGEFKnkayk3xRGI1Ckk+HimBHCDNigI/TQ/J3CWAbgpWMElkwAo32Q3fYQaQQFI0B6VwGuMyOq5deOpLs3c7uern84cql691LX2JrNsLKxx8d65479Bx+sDhuhG36OeiX4nXbQLuH0M1AiBqoiywB2aEddOIGgQYzxvlz7sJ8Do2DRzygbbAziJMkHCVyGEeqKGMgJQ9eFbzsIyEgX5jU9LwLBClHJlCdNMQJcZl9GCb3wqSQZ/7m4y9CIBXXVqGEZLp5CM2BdTSQiNxauiofZki0aDKApX1z9pUdWqTQiDnMIiDjjuAqOxdntsZH1DmEL3cISeznzlymXdhhi5DjoD41+SBCmj7LDr94qLuGX6W9T2gzhUYFOyk1Nhq+O+vU8Pzs+fP4D3um++C9TxCsOBaGJaDjn5xmFxme8CfnuotnrnXvvPNe8H79yi2W2HBEyq7XPbs3dMc+PAE82/B0fp76LDOoLEWrucTmkWUEwkV28X7/L3+YTqrK4EdXX6ddGGxpQ5dAtQRYhklrEzWG9u+9t3A1AN3pTmyJ2eiyNOGJbuClcNu3XVorDRhE21axzcsTf6Ajcd43cntr4/XvyY925y//jGmbWgZp/C99GBD+8y6xYF5Gbr+eBnOmJ0LiBpx72p66bnEQETp6WqKbyHvTVxnavjgZ4agmbCOdrVc5wlDwDOEgJSSvZrkmGQ0A8pKuwWtwY3mAnVqRiX07eVCOeOhrxP0/P8iMZdbmLY+Sbg1h5tzXwG15I6Gi1IuADoSOcGKGiwKJS0XSvX3Kl2qrFeb0/6SmTWYfxJhLKskgnDb2heX7vY/CVT5mG7Z2bM8V2xIog7rIS1qc1IUGktcFMHkhgvQdlsa3MXE4+tMP0eyf777zG9/AHchTaZM1Ba++nKQCzhvsOjYPsEE+2oC5uw4hn3/2aR1TuymkJq89DoXdf1yD2zCsqqo4KVpKFYNzNW/iXBsor2Sd94/U2TxGQuMxliGswePI90dviZRYtFUi+7XuHUjFZx3xJBzSLGXx3uV1J9Paqqp91vejpgjhlQwsTuocE3xvn6aJmbQxBjro2GbBQy23S++bxh/At9hdy2RcPFsjNZ86P3VirbYytE1ea/DDKcZORs4sKa5AT+PigDYRPst5yEaOTW4acmMPfVvBTUepTgDUvG7YgsAB/4HoipbZCanQatvoEkZBQ7Kzr1Z/FS8NQeLMMHwOrhPf9+KvffPZfIid76Zt38275eX3R5+TsP+zPr2vY1LE4OJ4JT9aQeCNax/qJR4qb3mKTtQLHssIfjNmSofVl81PYcy+bpsWVGXbrOsdceMvJibwdYU8J2b+kp8A8jO/6PwLAb6w4GElLeiXEnp895fHFIFdhjssoCOXFh7i0C2G+cy2nS1IYL8oKCWiSPIQnYiSsS2zlLOo7Qa+l5SAbbT5u6sIY2yHR/jatm1HCFFbpLvz8/g3eppOIVPEWBym6TZdl7F0sKcwdhfD2KscEPzv//iPs/y4FSNlBTkFAxnP9GacfyqE0kmyG4uGV9gac4MBAmGEDymSoCHmAoKhS43axvAnA06bjRgn7ZtrYcn+Ji9Q+Iq0xAt3OclsbW+z9jw8YXAQqI7kN17xreUtUalRcIuu2skMAg6gRDKe31RpK3zWWZclkDnrGw3i3HKzZmUZeaIT2Jlh7ulcEj34sENoqyAX0sWHmgUJV5X5qRN4rX/y2XQkhZtzLNF4tt4yNktj2j9BP45p167egbHJFLFt4kwyHZeurl4Dl5sQ3jCO/5gDk5/dn0H76Lsfwgin2f5/E4/kc9gz3RycBblt6060XyeZPWq4jYE0A8cGbJje/PG7qc7bPzmaQeXyeY8YslbV8WW0asvcoboRbdLtG/gTczdV8E0bY7AdAZpl0EmM5N0xlE0HNi8Nt4TrBYVQvbK7tEjt/cBPxsEdeYmnBJ/zzSfeGc1PaeRq06I1vxPS541n+5uyhOx8ankVESS68DhoJlsZLm8hi26NNlbY8yzHLEHx7MxSTbZC8RjtFcigs2hVSVjCYeWRb+St3UlzWWGxxEodUwcfDby3H+i0uC2xGFW6EB5hrPiBMvSkMBd6dXCyzv7U9P4Lg7RaApYQVBAOgY6QkD42/NbijF5zSgXwGd+lSzW0ZBChY4LlDidLWU7l+0OFb9wJbKKvmbVl+1NYs8yqUdU7gyTvFF6EoPj88CoMtqX/hdkl4wGkA9RIM/VgezyE/jzr7w5LkTvxb7gIL/q//+yvum9/9+vdK7/+SvigYnb8VoHfJehSP49ueHCj1QSZmJsuNNxII0zuyNURtfCOy4MzeRM4eQsX2rOEcc79xDh8Du21wmirDzED/wJCTnBAf9pAf2n1F6dqfR4bBvV87NdPvQRNBROYEtvS8Cr92D4gnpYpVySqrZc+Fb6yA5xxgOlCvukyRf4Ye1Aq+BAtkwLalllO7OB82ps5u1NNl+6E3C3Oqgt52jPlvWrEptiAJK91gmfboWcBbygFgl0gs5/Sn2MPSnsohCkgbsIdkEKA0VaX2QGpn0jeb3CHL2OC3zbSFo5hJ0+d786ikd/GKd/T4FwXI+PwTvO2j2I1QDa1Wc7VHO1SU3yPNYtJhfvn4cXxQsQnwvD1ujtxbRjwNjK3rtJ95V3fH/fXthcY8zBuy8Ox7M4dNiGoAUTIlK5sn2y6SlmVzvFZrwbSmHKB6czHupu3/VFh+h7mHj7bB6Vh+5qrVfZl5Qbr6OTZvHznxEBebxpF5kSoAbYqx4tfarDEHq/c2RDWalikywVUuSBzoOf7Crtt6KsQbZ0tOByAhuk+dWfbjuT72O8KJESykVwC1DB34UHZX6jdmV/gkF8Ie4GlpDkG3zt0nH37njJF7LuOvv9+91V8NNlACgkSxvnzGCVjG3bo0CGr1/3DP/wjDhNfSoPLBDx4Wnzfunkj2rXJyRmEMhw10kFdxliCwd5mt1qOdKGRUgXycWZ1h0OHtRlzPbpmrxAFDWqkYvqtyqZy4Kq65ZuD9QgSCj389aU8lmwCsBdCpfGuBvks96LpU4v3wgvPgSs1d34rupEAJeSb1Mt33g8GPLPpgwScds+zMPqsEXV5XrYNUjcEAoVBl4ANnsGoV3g5kTt3zp27yEHeL+VqZ/rgffxfYZenYORuMfFim6rdWuP9ZnbvzWOfNAajWXqwmXbykGXOODzB0h7btRXmzp252H0Zf2znTl/EcHq6UxiTPK9cOtdtZ3fp4r3rQGIHFHswtXGWMRegRtpG4WgJoVR1vd/FQY75YDCw/Bz3EY1Edeh8s4Ov4DqAtvIwaeF1aVnm5BLqQ+00uFd+XWWbIryCQNn0ET5wZ3m1xMMN+VS759KiGp+gMFuNXVRQmyz45qPcPay72rpStFaSBquNs2OPeAHBhPyPXyRgdDC9jwZRrW4zIVBb16068FFPccKdcJpeeKyB/d9XPqn9yEfunQQIR/1NyuShAKqD0zBY2togfIkXwIfQV0Hiu5i2QkGWSmgvYfpFhEb/La+qj8JMMWl5wqOh6tLeCfcCNO5mBwc/fZ7JxLOpgGe1e046JsnIvP0pbMnM7SvSCyQWfAoLN8GHQqgDhHFK+BAeeanCuvU3rwaFyg14Cn3QASmZ0CJmRzRCVUIDbQ3nJzELuIbblH379mQp5x//4XW0yke66TmXZhysSIYgommAmoInntjH4DSGRldfiGgeaGdP9rDu2lrmmCzqnGVbYLTIxhcEQDgcuM6d5VDpl7cKEGVYh6J4I8TAnDdqInWKG2GAZ8uXd2hysD4Un6G84GP919FnabdwG4REeHB5Ec08bXefnzA64Kqd1DRlCg3uMtpf7Xm175rCJlR43QV7z4kb7TnrZh/cdkxTR7Xv0Y7B34234EQUwTWDeTRh1hk4+jFLupA3ZtxCIzU96ZFVBhutMCM9CHm1Cf0YxIZu4CX609zGErJnTMY3mDtTwZV6RTduxAYb4ew6O2wvsSHETUFqulRIuAN7y5YpzCM40xitnUtyq3zfyEpVaNDyRZflh378M6Q3vzXaa1dhbqHo3Kckbq/zXILbyKuR25aXY5Gh5SMcDZ7ShAEnbeLSoruIpZEW7Bs+T6Mhm0Uglt/4TryZr0oGr45tM5jIqK0XSidNmqFYpj4+HS+kK2msJlDaGdeYZn4IXyazsUSSyHEEFtD6FYEXEvlAdBrGS6ul8fKh/am82pPXijqMtQFCsdyiX5lUI+xKW41Hx+rxTkyYOQMeyZbv60sK/yT4mAkNjha07l4JMzkG69B43yCVP3XSWJQyVMvaWV3XvonfJBm0htErS/cwWLyNpmua7d90sh10iHs4t9xKfNbn78w/yDlxEnGO7gD5qpxdhrp86Wr3lS9/OVqqKxdusST1ZHeKHXBf+bWXQaFnES50d9FuPcGZdAKh3URpptiF0ndgnWjGaSqNrrpfgesKS5wHDjxLXEBgFhJnfNTbKhqGrSHW+Ef9qvr9DJ2BE3QryYUgxLw8jG7DFxgIOFldcdlHBpqI3MP4pAuFYgSLY5+cwfZgO7DvCcOW+fcoDqFNo026fOUqhuxPkbEDKgyb2aezVRnF2kbtl9gSfQNXBdgzjYHL0B2dX6OP+8TdgQH3BjRVq6huH644KKkBhMFMo11ZHOvOH0e7tDTRvfPmBxA9OyDXYFjNgDuDNpI6V9lzIYeaAqRC0N27KwjH8+zC45DkzXSotcnu5CcXEaxZ/qAzffzBaeqKHcZdZ6qlkZiZxtYiBuM9ovkeOrKPW38u0V5xE4HI99xJpGAaXFs+BAxORasaG2euumFnjmvkAjOpkjiDiO1pW9sWMmvztFXCRb1JeS7V+HIkJFI9N3qvJz6odSMMktgRe81US5ZveeDOGW0CsBDPssr5Yg1+9l93ft7HTYUaOxm9Ox4fYLPkrqrScFqu0FcQBxoLazcGNsh3JT6HxhiI3LnX6Cn44iFb7sHUKn30HgPpQ7VWEbzEUAU4Qp9/4U9MEZ0sVrKsQ29BoG38RlgKmkfx02c2cmm8rujn8Wka/mWqgR2g5DeWUZNJ62q9pAfy4L/3Ch3ahoqP6Sy9lRubwGSbA4fLOwlG6t+pncBoxGz6+ifDRDON752+yvgdXO4ymRMe83VgsS8OEpOnQl8t4+rzQ1MHZ/DO5PUp5mTDJRQnFWq8mdlz9d/CEr4G4Y+rl/DVxqrA9OyuTHYW8Od4h92tV9nB53Fx22fgcfhu3LGNs3LnhM46SR/CTx9Di79BCVKmTp9zJojeh7K51Q5x1VUFhA02qmibNIZ7klOnTuFD7mlgLF6VetHg2ot5iohmK/phs//cx7QA5VtWUJbx5eeERZoXEuGwz1LthODeOydB/nwPb9IFhLxTelAIcWfrbQSTBTT98rjt2AXpwFcceR6q/EBBehpDbQdwJ84Kmgph8j3pQf5+HaN7/cFpnrJ5C0IpE8JPjn3CGIcgC89hwz88kDYj3zEGwU3ApH9BBTrmZpQH/pj4odsKvhyLVuBzq/Ie8s8EFCFYAUDB+SEO97YiOM045uBjLC0BOjbZz1maHNuMfd2aqxccmE297mPe8hCcByXgwXNppVmXny9exjyCdNKKTrZ379wcgVyc6u9Q+aFW1PoVDemfNpd+5RXytPSvtDOVoW6lkW5ULH3kY8qvBrNBeM/r1mZlDuP7Gtf8nm9m6Y2RaTxZnblpGhHWw31paaFx4jWzGlAIHWsywioFyRW8hLMJXR7Hp6bLY9mUiPKeNvQYRTcXzWsSxKTH5fRNCKbSoXaLCq6NvgbLjm2WUYzGSnxWkFBlIBWKlVidFvzSvvbv8nkYRwSMBomigo1l/tUHxVLytwH7OOmASPvQXjpSaVYqXatUy9tO1xrOPNd/Tzw+yKAczGyjRXZ93J1X68QOOZi2nqJn6RD38MFz8pRG28txRpljajBq9BiYe6zbS9Sqmec569GddpPMQlxy/Psf/B2+n57tjr73fvc7f/BbkYiXcUQo4zj8wmEaHqZHfVzm9AiUHTuYUeLHR9W669NSqnRj47qkqWH+JFK1xvbWR3W1jvLuk17cSRAyIWFPvVJvqhf8mVcvPPNeo9AIQ2kQMSSjkWGrpWDXIAx7C/6gVlaYXZEn8lqI98CB/d07P32ve+qP/oA0phsGnyRID0Y+c+ZCd/DgsxEcr7NrdO/e3cSmDH7C4S6bHIUB7qNVswBaTMFoQ7ebe21c0GTxD04C88JDO36d3nz9ve7j98/R/p4ggFAHbibwCadqV3BCwxnYG109Cp8ODTWOnMYfl8sD2k+I+81oIDfiGsEgvmogbZoAX5JfX11vE9rVBz9LRL7zkkgm4IXf8tI4PpK/NwZgHQYTE/pLPSRBbms4rrcV55GI/Yd/zoV8klX1mFGIkhvfCm46HvWIVgpGWTYiuhFwOzvLHGgzHFCXOGNRphYtoOCb3nqmKr63v6m1QS1P93MmHVsvRwLoUgYdRqnA0P+zLO1dHoZOaqB5tKbCZSXgGqlAlSeNS/5tgHWwN17a6tEMvvCppVuftjVl42X1vXhK8BpQAlTK9bvLYW3WPYtftSwP8r7q8PmgWEsiJuuKmTeDRO3JvqEAMLXmua1BwuPz55N2Yq1+ao/U4jibdxZfy4IuOdpA5q5g6RFLD7qdG7fCB+e6n771bvf84pHu9TffYpJ4o2wY4SUOaC5XybRnt052/+1//lP4SbnaUGtgQ+vI+DZ2jnvwVeV0xAldeJMjJOntK2op3GhkWo3Xz57xoPRnQlPyukwQJTAhhBe46UPNlNrtsY2LOcNz3xN78s2+nckkhOatdfJf+qiPBIpN3vIg50nujNYVjHQZWydwMTMxA4/cxjhxkxMFMFVgsNXVyLZtc/C9pe4WQphHlU3Cl3WCbLmmvcn5wO4qlJdvQ2iTvzpgqxFTK7ifCfZVJvCbt85kCVBByiXCcSSx+4w3Tlw28rMV1AiKY+YVeacM6zc6Ev2o3Nvo4ibCIHls97xi8AtW6Xv8RQhy1SHOw5EIFHvlSW6CmGZHvX1zGTrwnGPPob2LU2hXNTSH8dQKr+7yv8su7GtXNTuYQKM2B+7QuE46TimIuXQMfqm/5ZZ5iwju8RzM20n6d/nyBX+IXrFJ5r0Nxo333OR//1Dx+J5+Ka6gj6ZYkraioQJG8/NnFuL1AROXVorvnfO5TNyCm4ikj2iquaq5d0lWs6A7t10JmOc7Kzr0p9Bcn1AYI3z1UAb4OheqYjT1XtXJoq2glEpKG9f/fJRkByGNPnh6/E0/y66P/XASjElMBvNzqYCOK0IUGChe5FoBERiXA/073/vvUyEgFmzmI+RpIHMnjwz4XMneitBRaz1dNb0d0uNP9FS+a8fWGHdfuIDkChItaR4XA9fQ7hw6dIA88aZ+9iwOP59leep0XBL84R/+QQSDjz8+nhnggUP7cVHwTBiERqrO2DQ6FR4duXpYt8dP+KzgtWs3ggrEGy/lnL8nStTMeOaXP9tG5jjDLMSzCbVDUq2u7ZlSvQzKvKJtsmP5Q+2fdy4vALPMWEYHz6W+dmIRBo6ZZV24cJmjcF7r/vCPfgdhClsCZlBqNGzegwhf77Ecp13aVuzgwCq/CnYwxattGJ1fvHQMG6vbuE7YEQHMgWYWYW4Z55rmpR3IiePHOcbm2Ryrs2/vMzCksTiPVOsVz8rYt3iMy5mTF5hl4iSQA4oVSnWjob1WbD+AvQnhQmEdPyuESdO44qN1GAeWWi6o7pAOOpJBCa68KFIa+fLPuxU6O/toZ/zn5fQrTgXgDIFCT4vbm+rO9vccTZohS02eGqBg37Rpice3ahUjmbZmxuVkWXsJOyHvIwA4pBBox5TEg7Y0ak9dCsnuzmIUxloXkjI0EAGOry7fOqEwN9s2HEtgP5tM1uX56cdGI+tprbWpNOM/BZpl+mMTZuQxLY55aPvjL/xJpmMArsfys/r6M/81/1Zf4WkwmwFfKp/+Yr9ofUj42oBShuII1uRVZ5a24iUGhG5cGyzoOgTnnm+88V73+hufIKzN0v7yGBbT4GEeMj2JdspJ7PWbV7qH90lLe+v6oCb9nlywtTt/7RoaMj6h0VNQWEVT7JKbtoMu9bgsuhvhSVqYRyt9Hy2YeSyzG0VNV+oHnAZHklCZdMi9E7XTp47Dy3dlI4v8URIIyrnKCcV7+F8Ih7YjqeV6lT/KJ7bOMWj3/EWNu+5Y7iIw6TbIc3YnEY48n3SRUy1mmdTt3Lk9aRW0FazU0smzFM70hzaPuYQbqxS4PBFldkbC1vb1YTRmbipyqdcj9rayGmDZ8m43n2kkv4CpgkucClkr+MxbptwxtFTLTH48mNuepK/DqWkFN5eEqSz1K60zYx5jjnwwph5q5xknxZ2anVlsz3TLM4Pfr82L41nFETY1XAZtl53Eiu1paFgEbtw4zYkjJ4JK205nzVtQUHjVVYP13LgBjSTjqDAo6tnPzSMbZcjf+5870O7pi+RVdG6eZu1z5ebVb/7sb4nHd2P6bEhU3/WJsuTPt8qHtBINwfjxzZlxuHbjKmB65m2VX/HUbJfWjD5CvuJIoc84ms/x0uyKSNMZTOeP9wEt94kkbSYEtnwnav+uvvhQBQ+v9WX41zj8yARQKN+rErECFwSTgVFJeUTrYJ4kMWXUgyhZhdvnwYfcP/qnEGHnaZXvv1O2syK/i0jzkiBElEtPes7WePsmnr89n1FbBf1vwU0Dl0zJo2pe+spBMmSJhc6yyPr8hYsX6YCo1znC5grC2U2OfFDKfuWVl1M3vQgr1O3bty/Pzjgekqf4FBYHrR0IW54bee7smZrpwXScnZw/d757dv+zsYuQqWsfcUsv2JS7EwHHZyuikaXMVhsIO1a87lNH20MCEN+qwa23gowMxvprq6CGaYHlvevX2NXJ8zR4cCkSYBFQoBGEb9Xou3bv7D5GNf7Vr30lO2hML+3AMonqDGAy3t4/4tDXWTRMe/c+yczwMm1LKxN3HFsIGZGOI194fj+DNqcK4MbDjnr50kX8vjGgs+Pm8sXr3Z0b99hd+EEcgmqQvcAMyzYyiFvPwxN3/qp+EnijwUTLn0EH4lsbaFwGMPjcE1Py8J34ST59VpRAFID/lwaQJT3WLPBfmtkvLr0DjDTiLDoE8amsxa+iNf+gIbEhM3b5VNueaFKhE7oQ2ajVtEcTepTZJEkB87GfayeyOTNj+qYDHow4bZQ7hwDb0ZUQZqAM8hoB1xJon6F5D0JKGj5RF+vhRMUB0SUaz5rU/YdQlED9aJpB4pEbazkasrQ88mo9nQm/QSbtDifNC8wifA1alc4sW3su6cv+aR7SwyP09rgqjgLyBfcNrtYfjF64BRj+D+i4L8f4/owzgIM0MRlwuQTeqI1WEptZlgYVvpZyfqArEtObsXFBCHPyNk4dlW50f7DqRhNsMB+wu3jx3mr3/T//B8pRO4DARBwHfttZO863fnyUZ3Ye4wpmA+YI+w8+zY5x3LtwzBFRAuNdjrI6+u4x2nIymjePblL4ErbSPFIm9CQ9SwP+k9Y05tdNz9PP4EfPZSe/WP9eMG04SB15H34GXUvnDpgutalBopDAq5bXZVmFI8/jXGJX9Dg2UPrtk8e6ZKWWVtzIiz1CynZ2R+YSuwyFzV2O+nO0LG3kHLwZDkKr5d4AgRWhVJlEjZm2ftvntiDMEh9/mJqIZGyjr+1gKXENYcm6KdilH4NY6d5qMl3nPeOr5irUw3TSX+yQqKU1hTjTj935rECpPZimJt6PMw4ppDa7JVdbXOLcig1blqzpY2Pkp98rl2QXmSjdgVdvRAtqOvG1a+dcd/h5looZI7V1ywqN5SYAZb/k7Bthbl/q+6N//W54XJxG/xWDOEQK/VOv9GHqnsCHrEAAe32ntWnfBAqI9tXEBL8n8Gj+9hPH/sFLbjK58lsfNzwQ2il4TG986c5NM8nPzGUzEnEDNFH8k4QSsDCojUjoATLlI7UnvnHzEgJsodZ+U1j/yo5uYSV0xcM9S2kCFINPpfDk0piCySq/ktqdyRKohBVLUQ05vic0ZIpsCVsCd7A2oczY7GL7QFwRaXKr5dLTBLvOLl7kwFsOpXV24O5F+m4ISMRqWCcR6nw1XtlRIrrMdvXyte7IS4ejxj2Jb6nJiWnqsxpNlwPWu+++1x1+Cf9hMAMLe0CH3cR6veXfYWakwb1C1CUOWPbcyB27tsGwGdCATbX2V/FobocV2AsXLqQDHTi4n9ml7jhKWBCvzfhUxBSeUm0YQfkhUaOmQeACDGIKw3Jb39mvauXr1+6EqU2x689yZDAySrVasEmuHRsIjnQ//snr3a+9+uUsF2WtnpLEbwQwhJqtHAjtDh59YL0MA711E00ZKvqb1GttdT6+aBRSXfufmdrKrlDOFsN1hO4e3mAH4Q0E32tozjSif8jgq7H9Gi4k9Ko+4RZocCZDqk6QJs8f6aGIffjOu7y3nqQLzVC3R66FqUGi9XkUXQ8+P/5GZENDjfbWR6o8h+VKkwBBNBKmoQrO0fSA+UsNDQcyDic8QlMwVbEpHiAczOqMQt6rf0+fQUhGKHJJSEoDu6Q1BfekkelW3zcvc0bw4vMk2pApbDfdOZf34CADEFGSLm2rHy93D2tYblq1oeTHXeWVm9xXHXxrBsmEPoABN+Dos4ghMMs2AxsT46RiLY/PuCY7/vQhNDCSrglN7Wo0YXFWrFZAmxn7V4LpyKrRa9ECYMiE+3IKi0UflejRv0nT59O+SCvrQ6OfwgdltDh9Vdr3di38jZQrSLY36cSjtCHvcLDOuBV4rYtLgErbtCX/JOcaYGgn7o27Qv+ev6PdJgM+vuo+OnpqAI/5D/uV9ZD/MyFcm+2279zSncZly3Z4xO49O2MT5kRRmvjkk5Ocd/pKn4+VoqbweWnEq3Z2whIhC3r04Oi9T+zCZcxxePEeijGNE/K6tf0qvSBYOf7z06ehY6I8T0fa7tw0Y10Mxa0FdKm91jYmzEv4+NN+6x5LcLNMIh24XSqUnzt+6AhabZDjx5TLzGTqJPoeNmN+l//KP6fZsOK95WcwBwBXN8xPfLnkZx721C2chuLy2Jpt4yRZPEBP5Z2+Bv2NaMjSzsERy1/OYYipJtNdwwqs7rh2J6WG9vZtXTG4C3X1wZ1MfnQGPqYWE0FzgvExZ5riZHkMTZdt4vKxwqn8YwcC1r171BvacINajqAC1w/RVC6xlOrGIe0En6EdPKgbzkKZBaO8g2pXPWyc3PJm5L6++6G+tz6TuPlD/fkkTQ/6WJ9ePKS44KIUMr6zjZVFjN9LFn3uljHMx+wtT16o4sSxziDUKY+rbVNx1DAyCU2aipPIiUuPMYGDtdFdWqI7peGMmn9SMN+8D3G6c4nM/WdIo5J7Ck5efDFNCLjQpFAnBDUrsRxaX8TwXsHCg5g3u4OPZJYRoayyTzzxFYx5IfgYJObp0fv23ZLtUMYLIVOaMyyJWebne1WrQzWig0uptyUAPZcvcGCvM515CYgZ3m7swHQvoJBzjaNhnL0q5NzEi7AOCC+ynCh0h194nrKWOr2rP/Xk0xjT44yVA7d1N2GtFUoSqEhjxDamBL19+84Yip45dxZfXocyQ1BD5Jbj7bi42Ip9gJ7tj8FE3PZ96LlDsTFQELTs4Dp/y8Cy1VV8q3XTaN22UvumQb/LldpoiWNxonrc+ukE9BBLpQqW0XjZfhDbGjPMjRy/9OSTTzCTxb8Vs9XpaWe8KZ6ShcLgsSsT3UHy+MHf/j2Maw6GeQ7/WfsZjLZE/az91l/91fe7QwcOgi+OqbnsAbDnwe1tbOxgJmjedFHgDFeNnFoMd4Wp/g+NpawqLUWO/vG1wKwLo3TrJ+tcfeAz8lmX/osezd82HoSRbB/pI0TIDCvfSRNata9VMK5hJHl9+CX9fQS2HietqNam0pKTFiktmkJ4hVopd2SG+mDAiZv0DfLiLRr+khx8a1/Crlh2ginK20hEp++BNQdM/mlcr7bA44900Kpg55b2YINvhWHzb3ju88jgW8K1PCQHotOXtY+cZsCKfZG5WGBCS98/9TjvP1aM1g6Wy6+1S4vjYCOfadeWtzacMa5G8BJvDb8tndcWdzTP1I4y27cWT5pqvCpCkbgega3dj+aftGDL4PfRPPNtgIeCZf13k5pO+BUKvNdoWIEkk1jaP/kkf++dmLsMVbxIez+1JZAMP8vHjIQNNeOMD6Nljd5bN1fG9NE3NQnNIPj904//qfvyq0e4R8Bj8F9e8ni12+ygfAKYig6sijxB/u4YlmpDA7XMxiu+z6IZkmbucSKJOy5XWZ4TheaQuvJN3icrbfWWxEI3aX9pCv4HTMLsUpqCin4bI3hAotLZds5dtT+b+QJarofwSPvLHHw/tMA3BfO7ao641+5LrVjtbqXuCHjxDaVgRJ1catXW7A4TfgWw+yxV2p8myNNJjOtXm9CegWqpJHiwEtbN3ipugJxK2i5gR4GAl9oL2xeJFiFQjZg4lOdrEpJlx+0lfD4A5/L7e0zWNR8xkWO2fXPFpU/62N49CKDZ6OC5lNo5sXQ6ow1t7VgXZ8ssR59DALt4xQ1rd1kd2ccEnd29TuwDj3QmlOtCGiotlQ/p6sot5Nn6jDzEkHe+52c7Cqt4MfgcHJHKT2oCDSpoKr730AFpK1Q6760r3S6hfTeP3BP/kXS8b2NUCiJiNGyVPN8ifInESZihwoeZlRq4Cg2wvBSWzGSQfv1ivFSMeysfoAJYMRq+Gis/wEoju2YfAgDRqaiER7l1wLQogWD8B0LIsU9vpubT15q7nzmQJA1hWhVe5Gvn1L4nDEVV1kj2zkAn0ELZELp+sGPnzDQ6mNH0oH7nzgWEoLnuvbvHowVz3fv4JwhZ+57vfnrrA9SqOzHW39W9d/TdqLrF6Te//TWY1mL31ttvdd/+zjfBVeHBuiqQKovmIFU0Wm5vPYOH9l0cYLx79y7axGNLOIrmraMcV7MfIh2P8b4zkVde/Qrp3Qkz3EEhbmwL6VCYITEbatBWCrug3Vi851gTbM1c5iytGQetMmNbWrqTmdaevdhHwHSdxYs7Cd4O6jmHauiOvHSkO3r0A+y7voHq3Bkd+IU+iEzetqUGmRNo636t+/CDE9ghbOz+zz/7m25y5kH3n/7D/9jN7ZnrvvWNb3UnPjmLKn139z5OTVMGDHoFW68J2seskLmsQlTbdugZ1Nxle2g9KkiLg87WXv4rXFufsOgB7T0ODirWOrCfm+pbujSYTxi1FbctbcxfQpD5W07rEynCMgmtj9aTA6j2S3QlmL47rBacySJ8ueRof3VnWINT4aep3FE7UwYJMxjSrvR5yJg8qr+nftCZApZH7bijbYFlfbUCdtxq16LmEEjy9n2DrPDVynYCJwfR1mUz9or6dQvf6Qcf61bhUaSmnPSX9r3HAfiwPeQL1XeH362D6VIX49BXNED26tK4PMV+3oJxvyg0TZjxknaYPEkLH7wkKzlTo7lHyvHjutDi5ZOf1+W7LnrhvY/kbjbx6sQ5uAgToe5xzjmal5m2jOUb8gx5hzjkXt5PjBTvC4OR2j1ps/uMpcrbaMCnZ+HRrBw4QZ9FQLmGy4O33/mQOGto1D/Cx+IuhB02N9HO8qjaxMMYxnfIkdzMmzL4aXjvwfB3OLh8KmYLCot+hFooX8hotrSZtGo95Zdq1x2bZhHYdL6tSxBlvDUEK9PYf/agVRM/tzBFcSOAE3vtumax49II3+BxdAovHnjtKR7a9trWtqfOZhfYhagNmHQzgW2UmxNEi8v6d7FxW+KUjGXiRFmBUI/chHBL+wOfQUPw4ADpVW1YcAzkQa19zwTw/Pgi43203GkX6onw9JA01uWmm8x2PBOhsy1VTgGPxxxt2crSJnh1EraIQuIWOzgXUE5oeK9d2kN2ua7gJ3MOHq2/RE8ssR/Oz7NZBqHSsUrhVd5w6gzny+Kf8cD+p7udGPs57nsqRpokNVr3JxUpmk/l+s+D/sCz7dGevfrT7Y1IKM4qudlnaHXqKv5VXCjUyoP5xDcESr7bcw2j/YoEg/S+FxeIB3mX8U/CIFiGQQ7XZ5Pngol6UoaGGRCyDERCk2XZoJW4Ilbn9l7g4tQwVzOFGCjMjIY/Kb6qWczRWpi39gPaccFgmSmn4YE8MErokcyJmqSFHJ6sHhAJlT/vK1TV2tOnr8mXBhauhghjqTb32S2fSvDaAvhMNIqQiY6UZ73A7AIdQgNIGWqMToly4cJFZmbbIfjlnJ+1ZfpezkD73m9+PTMhjdVfPPxKdxLfURoa3uAYHMue4t5Gr0BG/Fd7psBrUJN0Btuub38LgQZhbFX3CcwYb2CD9dVf/2r3zrvvw1iWul9HoFmFUItRg0/ylMFpl7ZIZ03GIMm6ZScLZTj7sp4SjMaXtoXCl4PKpiBebDvDWQgtaBwprO4w06ePyyc79jCTR0A1D7Vuf/GXf5EZgbMoDaJzSDUfY9tlvqTXF9Dbb33E7A0fOBjWHjq0rfvr7/+g+6M/+j12xWzv/vav/hG8nqHTygShE3YuxlaEAd4eQ/Wxn2A3KQPyhBoMGEUNpmLs0ZAagIchjh/9/qt4Wk9zluk7Q6PFXGmbFnx2addri2Ma6VRhp71r8X8h154+LMdflvvJWEgbE8uxIrxx0qKB8Qa0kEv31UhxRAoRpVqZTu1kpB+lSvS53HBNE9qP1Zbh44gllRwizqSiaMQvMj6YIIOLu04fwKBlWk3bJa0lSBwKeMlNGhgGy5GP2e72m830NZc3azncDHpBb5iEfB7No2Wrw9oAAEAASURBVLVRw0eLGtyLK/lJym5feNe3l0ub+vmTrzlZ0Udc8TjrUelaPsPUj79r8QfwUO+0h7MqgvkomPrO/w2kPCfGF/wR5T9jaMKmZYaEbWsbXpgs2zYBt4EjearpMFQceYu8fYMCMBnoLqF8xRnDPMzX9imgbEc7vIL+LQ6Lnp9f6Q4+t5uDn893R15+kZWEJzj/8jqD9Z74Gjx/4SQuYzjx44WDEVrUmOZIOmhKmhVG8eKmHV1kPLXvYHf56iUEFvuU7S/tq9XwtAtoUM0WbSgd6c5BYbONjdLoFnYfTjNBkF0rQNjuuj65ebN2wGmiofsg83NC4zE/4kfa1ChdQcxlSvm1/UkY1Zop3DipnMaYPcICMOuAWyN9Vx6mNm/pdu5muRTcr8AHF9iRvwFhZ4nJKHIeAi4mO9C8k2XHKX0KpvIAahuotVHocpJkn/bqpInIEby0JduIFs1WuM2uyyeewtVPBGvbhkCejo2gMPEcYjTNUZu4urI7ed1hF+TYfTZmwK/cYLEKP9P2bIb+uIXNUbrauICrJCwvSUPvZtnyPG6Ybt28yyrP07gm2pnJe2iuyKHK9m+IjXqCNyetVQ+JxUmhXEhiNNCe0qd3IVj5k08lv3hXAVqk/Y1ifMVrg2mq7Y2fNwPtWCL0cZSFPI6v8C1NV39Q+H009P2E8o1TkzTlHupvJg6cyxCjTFFCaUD7ZCTrLfvQ1gpFbRiqSPXtxKAwnw1cEb6Ee6idsANaKQulAbN8JYEk48RNOmMBT4zwslZaCEm2/Bl9Mr/PDIHNrxXHvzZXk24VQry/54BOB9Co1OdCjg1cdbPOqoIvXrqSgUnj0kXW3q9duc3yIwdAb9kBQbHtFrcKHkkzyQHITzyxN5opHaQ6uOx7ai9CywyOVn/Ufe83vst6eS1TyKBdwrMxlGTsxCt4Mv/koxPRnm2eZnYAmWrkqsG5avvLl68y87vW/da/+S41otMgLNtBVX/XrLwILIM4dRAN1sVO5q4LCVaG4ZCpDxK/l9+cwpSqbJfCbt2+ScdiSZXZpozR87Ce4EBnz3h7770PoqXa/8zz2ckj77144VL3zP4nu0tXrnXPwlicRdW2b4qiVA8jd/amvcSRFw93r756uHvtR//Y/e//y591X375FWChLWiH6c3MfoBBzYiHMQugHatU8CxDAtMkdkKDrlINSxlSg0ROhUQn7wefBKEP62lGmvhFh9Z3Wr6BqT3kSpkAZ8n1zQ5p36DtoAV/Mn+/WQ+XvbPc20Cl/drtI9nyYJ2HYfTJ+2G69kV6MDPLlCEXDP1X4Eld6N9pOwYBB0WPN3JCoq2PbSyzEe3C6rWkr9yQNfXyB5E4ydElShqIZxmfEMdHEfSpi5d48meZmVwhXPO0MWG2wCaD9LmKsC4UaKFezY877S9jU0O/83mZQUp+4zvpKP3aJAGUnLw3p1zrPn8thDCok3HAkc8y5mEounMSZ/6aEwhZLV0Vgw2YLQGwpLwqOPf1SVj4Frgsp/FgeBb8J0JcP4ArQLgsNEznXeGm3ok4swqmuLHMKte2avRZbVspPuuvcYoOTU8QTFUC3gZkvgv3SNBFTV5Zrqqn0IftzABJmmhfYr9XeRRsxDOQqeV5JJfawxh5c8bvjRsuE07i++okxvdf7h6gOdr39LMIQrPdy9u+BO7V+DBJnmfXGTarl6+chy/Dc5iIriAAyQ8dn/2mobnC0vts4NEre+HDzSLiULq2H7Ich7CoW4fDLxzC6P8ZgFPbP45ZCLapuBO6jlnGBsYoNylptyqfXqBvaJ5y7vyF5GW5Gsdv27YlApX0qIZLWzFbx1UGfbu5a1uhL6c2MIG9gqshl+D2sON967698OhleK8rMUEScDEp3gJfhU/r7JbBK/iq8Q2Mpp9QDyqtKYvvs2xMm0TgpJ7uFve9CoElNFVq6ib5eV6xBvZzCJkqyjKWUy4tSFMKNdyXsUSSSl8AKPPWHngXbkB24Q1fMG2/u5i06NzWbjw5tZGl1enu9vzm7j5LmJqOaF88jv2Y/OXjj08ynmxFgNYcIaTCX0LqXFcnh05E7QO6dNCAPwoj2l6XKOKseJlch6T2Wa58Dn2Eh/DGPtriOYmxF3uNWZLjcniNtF2KJdMX7hswTCTh0fZN3ZloFiRM0rbygsE8TaTW1CfLCx0qDFNGdter6nOcm78PcSFJK4ClsbgGdBKlDWxQ21nP4X3Gdux0UKsjhAQr5l1VuyreEOD3RhgVWwBNUz//2gFSWVlw1bh/R6w8V8o4+jLxIIhQiavPjbileTOCNUhRlTffRIYqZeNbB7Mu5uS28BoAzX0TjNv0OiBd0eodH11H3znJzFoPzUvd8Y9PxZ7pg49Ods8e0gZhtbuG4zlnOPq2+sa3fz2G5GpzJLjbV29AlHdgEJe7AwcPZLbSYWB6m2Mz7l2304933/vdr+IvVG/5dJJFzgt873RU7sdPnOz+ze98L8KNjOWD9z/sXn75JWCyztSR/x4ELh5tXFFhmwUn1hkG5IxInzdqHx8+4BBodiCJN9CRAdGdMc7Wtqg2hvkoAIrrTTi13bl7e34y/xPHjzHD29d96eUj3dnT52BQ1IXDx5dgaJvoaGu4k9iMgfwy2qwPP/4IQt0M49zfvX/0nW5+8WwM6JcXN3d//eevdVvYDSm1SZQ6P7R75BgpnmUeHksS+zqI3LEvDhLVihlsOFIo6FoPbRmkvdLhjtJHopliGETbLziIa2mrLePVYF39ozq6IGvY7kzcBqLOVCV1Th2kPTowbSrzsF1kmGkHYQ29pqkLcoQTq7GagW60vumlFsbX9n4UZwjIeQ+8fJYPOCgYfxymJlDOlmXSOeweoUgmGm0U2UAVRCnNURVhvy86ku64g4/g6RlBfDNCszxlA8wx/Y1762U/01O97esRLbZaIG3twrW2oxOZL+Es1ld4cUyrUCK/kvlpvmB/t0xEdvBPnjA+l8vEu7Rfhr9q4MuRaQ28DTeiVsCLp1mnYNDPgaf4knFsU9tY1yyaE/isEXTqZnrwFmyYie3VZ6F2UOo0lLjoHZnDn23z2MISBxYA/ExG6Bcbx/AxeI9jtThaTRtKtWu2l+JlwW8ePrscSOuwnlt8yqoouKvRtDxpiYZLXSpN4LTOBOsa/Nanwd/RMorP1ORxDOPuwoN46enKXHQkbJb+rHhQgAAtX+efZfotLKsvJTRlVPBVnuI3wj9n0i8U8O8zNt24rv8onI9++DE0sYTt6zTLeAtZ+jp27AR2uRik43T3FrxLY/gI+RCsGjTzHa0HC9EgGN7e2WbyN1oDIWojR5KtIXhNTjxkeXK8u8YxYLdvcpTYAXAdB8n2W2BjR+GBZ/dQ/41o0R5kmW4Fvpf6gs9J/KrN4edKerjDysL5C1dZPdBf1FqEE/1sFRUwqkCja9D/FXZhqinSUP8JzFbcMe9Yos3aKl7jN1I+LQgOXL0An9gYT2/Tz9q9LFVuw+zDEI1Mj2e6Rr9KUPV3Y5M0Jq1N0SddtVKQkpb8N00z3oWmx2YVbDzvEVtjHFrHya80b9MV4KmLGiiFR1dupAF52gZ/vFeAnmXJUSHOCb3jyvUbN1iOxPcaOF1l/Jpi/FUAlhhc4Tn2yQVOF+Es5I20NX14tN3axHCN8cAxQTs76c+6zOiJnqVa+YDBdnkIsH4fpU0JzzzNq/I2duHG/mz8vCFO+nL6uPyZ9ic/qlX45dk8jC9PNK35tf7vN/8ZXFFyU5s/FSQqPWxXE8rleSjV3QM0MUt0fkGIEEbr6TDOF+WDw+zspNWBKi0ZUVh6VF85v6doMq67AsTUiUcZhvqb2+EfoiZNemefzvjeJkHdC88wJFGENaOlk1upnsQLGKEyZ64ile9tCVKkmU4kKtFqDBl7nMTRUR8CBQTmDNdZx+VL18gDfyf42NKVwqtfx6aLtfgDzJDOnj/JDHgqBzk/QMDZuXN39zd/8/3uSTRHr7/+OkaJu7ptSPgHDh3ATcQtXDCw7Zm66qTu9JmL3de//irtoZ2XxpYIhxD/8eMnu2vz17r/+l//C4LeVrRfV7qPPvywe45ZmbOGqamaLYgPmcMUxpIaGWubIFEYrJ/wb8EA0sE82jHeliGsRGo8OqQ7k9jKfeTFI9UOEpn4oVNJ1BuZiWqgPztzAO/+N7v9+5/p/p//98+7r+HsVE3gbXZKzkyoARhH07XGzqZj3YkPmAmCr7vXz3er2HLptO9VXG/88Ac/okw1BAw4MIOip6IeCdW6+dNwuTQatJ89QOJdF1JPvtlJIoQ5CFvpf4VQnb60dpnhOCuio6rttDOFSQFc6+zptMBt29ke0qGzSa9WIt8HoxX1sqkGlWsilC/5eemD1ZfiZW7SfgXzAxYeZbouaViMM8cxGLzaBrVaMXgH99obRiswGGD7bD7jEgNnBAFnpNqSaoirwXJgphyrsaDARd4Okp7dmmr2PEQhoUAljWWknraldeNbXklD2nKVPZeTKBmaPwUi+6s0ID7Ff/p1ZswK7+Lf+MEMV4vjX26GWOqBsLRBmd4Yr5Y56GuWi7ZaPtK+5eaRP1WOr8S3xZjjoPkoe+M4QgJMWSZv22jnqX8ocXSfiZp9eTNe0T1Cy7qU1nDYpuY3sHViJ5khNAguN6ONVyMAmlPwUHNFqqpa4vfYzv3n/jHZEPhPRX3kG3FHMZryrP9j0ofm+/aaZQffkNxK0L3Ozmf7jUtXF9mpfeXaG+kjEUYj7znAM1lA6FbQT/uJ7HWhyvY9fMdvY/qnAzkuZzP+idXp6VU2SMFDEciEy1/gEW6SSm+b8LmlZmkjE9lpBJ+ZmW20gbCuYcpxCzONyzFJUUtsPvtwteMOdx2vXrx4FeHhbniVk8bd2KHNsLqg5jSwhCfKb6UXhXGN9WejcdPlisEahCeO4UEdeG7fuZl+ptBm/eXZ1lD/X8Kp1trNC7azbbLEO+vVaFeTjuktu7pjp892Tz69H1i2ZXKuYCMMWYkQnxJSjwfHkHmXGnu6DV7oC3Ok3YqQNcVKhsKvOJeuDx482C29sozPzFvdiROnsptdL/kKhDbZjeu4Zrqxp9uDDZ+KoOpn8kmFs9b3xQl9PY3nBI6TA9hFqkaxBcdqJ5BqxlR4VB0rgX3MUEu78hXwQb0U3KL56uE1Gk0Jzkrz3PIWBWK/0rE5AuHXzTWhEfISZvMzRNsLvuVB8kC1m45PEc4AJ6KiBFNbvmsm6xmCGlW7prnCUQxTzLhEbJAc5PcMRcAtJX9ADtdUcfCHG/ImGpeqtNE5M6GPmKdP/xGzxg/HrqhhDk3s9spMfH0mKTawWFYRaUudQvhWA6Dq/KrPaOElcEnU2jSpGXPpT0bGDB6P9RoYa09wD0GjHJbaOXW46jFBbIdml8vZk8eYpWj8uMKS4xP4CbuFv6/LbKt9snvhyMtxdnfn7q3u5JnTEOOBdCzmSpmVb5xY6/Yf2teNT1bHkY/evq6W7Gr3u3/8XQhqQ3yHvYeRu7YP82wK8EzCZSJqiC+BJ1C+BLiBNfXWmaUHz5w8cnguhKYApspcQhEXduQ1/PPM0wndOj7H7CyDS6+Zse2zZDDGMi0CqEftzG3f0h3Dod7cFjw8c2D1zl27uhuXL3VL85dwu3Gpu4SPrkV8dTmjtBPM0pFX2SjwpS+9xNUBz6OidGNBnMyYhN7OQDv1zEGGZV3yRUKqm57mbJ0KtZxaHUl6Tu/s6afF+VVcW2f2Kl69Wj9hiusD+lEJutQ09am+5JSnmIx0K3t0kFcIY0AW8GFVqxo8Z1m/R0lsroxknhG2vFYZxQvIj1dqsvRLJDO+r30VQldwRxq9rNvmGtFrTKs5Qmw8FRqA31lmYywFxOP+smwM43TQV2iI4E40maT52S8eQjthrNJrfnQi6xEBqy7DnK14/UAnfQCBDnrYxCQg+Evl1KjZT9HiI7DIRH0tA7UNYqcZXFcxMkp/1T599l4KUVU08QN78OkrW6R9KjqrncE1kTEvy18f5JAlOIpDuBh8K6D0Az6cMX10DO2GQtcMS1DuHvbwZfv1BrQAs0y49KnkEoZ9XDiUVc0iQgMZSl/mu3UOjRCONj1xwzME9Z4u33JXs8bNhlZP8ZdakWHRYj5/7p8IGI0Pf0bMlpflhG9/RrxPvbYN4QPyaM9lFJ82ifZBCwxgp09dgabY7YcAUgK2xwRR9wwn1ITqieM18hjUsS9EnAUu65x2pjChQ+OyZjmUEQ2cCgj4n77J1DC142BanUwlos3DvrlrFxNN2wT8X8Y85TbCiGOXAtMs9luemrEMzav58uQSBWG1mgoGnvHrUrl0bTn6jlxCk2pZ2tvK95oA4saRFM0KjMc1SQRt4hwhY9cT2cV5n/QqgLR5dBQpoav6WTYyALcTHPHhqk4muQpe8OYlcHAbw/49aBCjXWNMsY7y7Y3wDG265hEsqb2oC83ZR+xLOvbWsa5Lr1NoLaeBXYFmgjFLHiJ+xNsm2mrXLh2uHkYbhBkPfEafYLdu3UCIugUe7uOU++ngTzvrRcxxxE3hoWg3IgjwS/ONfpvwY7so5MjXNmxwl6l+/mqZUjtnebFKCH+TCLw54Jz3Khbsp45J0pHaeCupIsNvmdg52Fvx/KyO2mjbTy2igpV4KH+C1ncZfEZQBEqF12yuQDgQVnl9djtmYLU3k2lwBLMVYarrzcwtuZvwOuwAPQGARcQWboqaoatJkgjNJcQtH7KFvbTBwK+8Y45H3P5jUlS8wV/i61og+Zth4kpIZmas1qV75PvKEBiMZAlGbMzQdxXCIP1E5tUJK9t8rQql0/OniqIjRePDElGYHc/Wx5mmXpbF0alTZ7qvfvMI51xdonNpSOx2XQzxWXb8/l//oPvO976FQeih2Ayc54DmcQY4dyqqrrWDrXJGoTPf559/lm3FeKlnbFyi89+HCbz+k7cQ2l7sDh56OjYLb7z+JjZT3+hee+217rvf+2YG9I6DogsxPU6pri2hw7uqV30+ePBAbNSewveWA3TKhhDElWv2DFXMrjhAlUFzhtnnmvl61h7MIT/xQ4c0hULoltk53G88xWHUNzla5ENs1fZi73A+eJVB6JvJQWnbzhk0ZPuo34HuRz/6IZsHrmcwWIYJTaLBkPEZ7EwSZToaVamZXRFSMT9epu2M3ddVBjMItilfWqccvP/V3TSaAkXQiDRcdVOLsYTzQWQGBIgSYvxkfAWvRo/Sp2l875JLbT/v+9xINRS8rKuh+lL/kIsZW65X6ZUeQT/W67YGwTbmPZwfRvvkUhTtrmA4hguBOAtG86vmy6ykdft1Ti6wC5rt5wXoaRN2HOPkJTN5SKfR/qOWAR0wzJf6k5GMW7hqWZVMiZv8gdnC4UA8F03kZAeXL6HTvLNqGUSEsmgkdh/gWRw6WcyMl8qXwDKCQ945qAzaihxaO40gNbU0jt/C2yjKwUrmqR2i9icOMH733WNDz7vSxqmXfMX8jC9C5VXygRWWutB8IDzc5ozEh0sMBlRr+05dIuDZn/4U4RzNnvZzzqaT3jyoi17Od+Dgc3mFgYX2m9y8AfskNQ91dqR9McuOpBrUVYBF388RxG3DW03sPp244exTX/qyWvr2vfBb400dti1uEHyYqGUJEfyOQVMlyLtkhmaMgX6NOkVbKO6lB3CTnXQ8W1Roiav3gam/+lzjgH2N8at3OeFAqR2yY6B0GnzzzuA9f9I+QxqBR0Hm0qNwTk+rbXGHrbsbx+BzN1gBuQzfLv4sv59jx+bU9B4M0mvAN+8yQ3B3bvHrRQQ1/UjGs300OOJcLVUteaqN1g5ULa99W0KRvqZmmFhjBL+4wFE/2NdOoH12BSv/qJSOjMWJeMyYisCkk1Qdts4g3F3Dtm6T6Zl8uetya86Z1CaMjU4IGK5Y4L8dGqtJoWWrqGn05DKmWnPPtbR/bGbTiXUOIQOFvsyu37hCfDWMDCrwlkmW0yfgPTNTO7tn2LkKJqM5FC/VcqK9lhd9zoqN9U27pCdxLw8tfihMxtdkyfea5zwEFjcuNNr1fTZErMyDK3gi5UtH9mXdgdj2HpqpTZ/0EZ4lnsVkT1QhOdDo+GZ+cb3Cs3wgPI249g8FR4/3UvvoNzez6ZqHjFiS5E/aos/UAkRWMXQFjpLaXJt1RjyOFmgCWyAHTRu1JDsbX1xRoMkFU6bPFfoIYWpMqKTu19bZwtAoN4TNl2GQUJBAedGYlDZAErZEo6CXGV9KolgbQiZnexYkpLQBZMoVzItIQVSqavx62S5mVJFH/gpjDiLmUyGeOlLcRnZ9XeMsMit8n2U6hbErqJOhZ/CEkSf13bNrd3fs+JnuIF7pXb49eeZEtwO7KZ2b2tGEVWl4ic6p4fu+V55jNySMxfJpoPeOvY/biTPdn/zHP8lA8oO//TuEuCNpxGtXr2V3jBA7kEQ6Fw1UrgY0GYKd3sAH8KEK+Rww7No9lV2OzjicbUnQK2i9dCZ7/uK5aOfg5TAy8qP6Cl6WUZ7zERRpR9Xf589e6s6dvoyQOZ+jf+7fpUzxRGd2d9PTT+/pdu/b3h04sA8Hh9vpaKvdnnN4mT53GfXynTAP/awInY0h7OW2AMKkcNtJGktDjbZNBAvTVErvWttE8OJ7i17vjfHpYKd5bOiL9Nvj0n9muj4zv6dvUCfbwlrUWWiFaxlFBm3aXngFNoyBmPYF00vT1l9NVILR+Gfwvcw2z8LKvYKLpdoHUy2u9Hd+Ghxr28HybZyashyM4LVIuzu7tY9kEKV9tbdx1mg6Yc6PwhiG7G6Ez8CXMQMHtVaAgza0pdkA43dmKy+rY8uAzVm17QZ8Vl08lSGv7yzCWkgLZurgVr6MdJIJiHwvvDiQNL4hU7N+sacwGQxRwaiFhrfBswgqgCluXZ3698YVhIBkh0/hUBzI8Z2uVlpIe5NOWlmf3yD7lFmwZ6BwAPIHP53GRnLnjr3Rbt1mm7+Cki5d5jDU1pXA1WvXaBNppJZ0JCk3CoXn0TCz8Iwd23aB63vZLKMWeSfGz7b7TXaSKRioEXpcGKXv9QLk4BtJbSeD9ZNWB8HXLeselcZ5BCdpz8JNy7PhaT3OzFuN4jK4cWCzHUtYgAaleScLji2MDy1t0Q9t47KhQkba0KvxhrBI536rQVgip11ZIk+61EFBTM0HWox+5cRJsSFlcRWmgTYs9aLSlCGfdGmwYFIbqtJCm8M6Sqh2OFIf0ldfp4SMiWqCWX5nguKY4UCv3Z67fm3Pzfg624AfrPBhBJsVlxEhALFR/xHSgWvZsQ7e4XKbk+plBKZ5VljWENr1PebJDjpJDUUDr3QMh0ArZD9RCBrrLrMjf8uOXdHSuJt/01O7uwfY+zr2b9x0H7h7XpQU0rsNXo1fOK829ti5B4wt7txXUy3v8zBuD093iXEDu/UVHhVsanxFFEND1nAnDxoNJQhXOwzoJrRWVOktVUp6wRlOvitP8y34RBE0AdzVBpXuIbjyu646HJcjjJGnwq40EnKirasM3sgP/AKtmY/4bsFvm7SPJXIEMzRnwTnpva4uz6FB5OBtlp0jfI0SaMuktlXTxIMZdgkddVyCakAkVhpOiTEIgZkarIR9U4S5s0Sm6Cy6fG0QR0R49EhiU7EkGvzJW5lvDOrpLAGcSGMYbpNdKuqsVoZaedS1BDkRVG/rY9845sP7zJIoMSkGnTRFfs6fPr/EEB6JHUJG2NKmyqsd7d23P6RjYKzJYHEbw8Ldu/ZiX7WtO3RwQ7cVLdLJE590T+1/knV1XE3AUCXctYxKzJCu3KKj3MNLMs755C0IQtewp/rh3/0E1woT3Z59u3DV8GaI+PnnnsOG7AfdoRf2M7PA5iX9gUYFNJlUDC7pJA+ZNU6gQrPjaDgtnh1s3bFpe7hkKUOWkacNe3xq3LudGbQ7Dl1u1dYrQtcaS5grDNy3ELrOn2Mp9DpHLt3AJoUBm/z5T4dC1c5Sx9j4SvfMwSe75158ptuK7URcjLjUTOfftmO2e/3vP0Q7IhNS4HO2WcRr27WOUi3nbEYAhT+UQi1AUIJtMQzV7tX+MtkINdHmjcTpKWb45ovvQit9tCEMn53Ozmen8xqBgKs7c9TmuZy9wM4sv/kLPdJmtocdWU1N3vfZK1yEToC78NIPJvkuE6mIaqciIIEj6677EzVN9kHzNcgg3PTgeXgK3OJRrGps7Aza2a2H7WYyRZpiiqYkDlmM9gLffnaovr3IEpdMjmomCCMVTkYKHK05s6mm77PBrwXR5tKy+ChXMGTS2jS4cOghP+mXtOJM/FpHZ7QKthJkg5mYwV9B8rP/DU31fcrt/baBNqG2WzK3SvxG6bbocFhGTQClWaFxUHHQk6FjyoCtpktTM1ux2WFHMysvBAbPyfucbOGGnjHOioVelmeo0yJ9q06MuHD+UrITj27137ZtK8z8ZlwWCNoOHDXbtm6cKRshmYRYeDQ0uH27Hu72zjq3uj6aeuSpIXrkVdK1Z74PW6O9fPzVdPaXqmC12yCv0ImFOW6IR3JNtcQvnJl2t88ZbKfsxuVe4czNF/YNJ3VeK6FUlF6QNFVRIa1+YLk1eSo4UjL0peBg33Rik+EZuOxN8nWzptfFaegT+3Yn/+GEiu5mnvJ9OwbMV0fAajsVmNUauUHCVZNpdsirmfZ3+xaOrDlfcQK1ueYbLlU+YFWERhvQXjamgIzgin5gmTsmEJ4QZNX6LKwiWNAtxMsEg4auKSgSfHFcEYK6dmhqDXUnJH4c40w7jo81wwN4hOh30iOt+G99kFSIke/ibY0+ab90iU97xeCBeoe3AGvysCz5AuFRGjQzy7QceVQyN5pF9GEIhfX2N4hP/xen8g99pjmJU1BqwXieGSrvsAi/ybetQ+iGGwVYgzzU+Aq9dS3+raLAtKbTtCE8tglivHdVLO1BHgUXN+TrZjY1kiw7VsEtkvWCL3wqtMSQVYBYofEfMGhkcOjj13KcSQGKSoUxVu/gXaQEriLJOBWK9M1gWKh5GsWliXQSPlHvbln7IYghlY09ibAr7EFVSW5jgOA+K+th8TWQFALtbsm7L/+LL49mJmw2lPjSOD1CBLP8e/PABkw3OQ5HHrvpifHu44+OdwfwX/IPP/xh97VvfQ01LgdB00FXBCxwAR8V++lbP+XRXRvMnLjeu7fc/fVf/pAdgavdb//ed1njx7Egy3r/+T//B4SpFZzTneT+T2hsB9Wy0dHgsHwLIaSGAYlnjZ5ReULgLkXImHTsp5bNWYlASHziUFS7bq135cOHX+Sdy1DUld2t9/C1c+zYJ9i2sZX7Hj/sSTws2MFx23bO68LW6xh1dYnyCTRcW+Ymupe/8gKCJgSPIAaV0fpoSpcxKp18Eu/1bwPHNuiMdhYVlF9Y5hlAQovV5/vmKXwVwxxpMRMn2KIGr/x4Lb1K2z7a4o1+jfVzhVYEiaSu1k8+Kw9pw7JcFhLf7gYype99toPKKH1uwXcyKN/JnFuRxQwKdvUtme2KK4jayQ9Nl7a1n8nkbEtntDL31D0FyNj1ATSJ4KXgTXs4+/NbIpEvXdPdXOYTPPUwFFatc7VTkiTPz/5DyeQvjGUDIW3VK8rlpsrt7/vybJ/yC1ZtLy9W0+XEb3EROkUYk86dlSY/cimG2DNB6i2ti3MFI7VCwRUlNnqyLo0GrKfvfW7vWrxHasb3Ftflk7RZny7xJa6q0SPJRh8idFpp8DvG+YRj8K/4O2Mw3UJftA3dHX2PMw87+tpGzjzdtWt74l3Fpc3iQm3WUMDSHkxThtL6KLzhlBn6unXrembt2kNtm9tJni55cdYgY8cG8pQ2Cm+jkNV9q/+nvwy/N1x9Xhy/tXheWxjkH7LgfY+y0Tgtbrs2DYt0VyrXxgzsMyJTOuJeusx9/fVdbGsoXwPntuxvvygTCLXpbcm/hKCaAFkyE/oswZM/k1QnJApZEZT4OuyvZePne/NnqONX4511snrO+VaBbTMDvvTjL3AruDCQZ5IMrE5WNzsBpT9Hoyo9AsMYS4ArLENvZunYMxMVnubvLjJgY6+JZis0RY4tiOMoSYKLoCX9wMn1JKeIbGKZdgH3HPfv3+GwbZcZ0eq41EYGmyfZwHXrQXebHaXb9nCcEDBuRrjzzNUIdBIoIRMO6gukPhEvb/mTGx8SHPdbkAwi3PDCMUP8BGdNFkjSHjctUa5C9mjoOUe9JElhehjHvMVDozfHYu+1GdMXWtGb/IU0pC+ckca241XahHvb2W9eA3sfN6trxLPesjTzU+kgzRE9/Uu6Vbj1re8sqMqt8vKc1/IvxoK6H0aS3g0h/GRTAAuQGaawihFBYJh5UqVpRI1aFtNUVDtNBSXqWkr026eR3OLZrZIPJVa8Qq62YA4gD7MbsK80Eq7MOXZL6ZCkADkbqKCMR4TLfNxZ4vJZg7mV9cVXYYCo7GzUyXzsRHYqB7Zx1Kfj7H7RB9hqHIVuxNic7cU0fIfB7MGDu3lGjYuT2Rn8vhhsWAccfb9cwaDe2bpLGct0mPfe/ZAZ7w1mxeyKZMny71/7a3YffhmmvLd79+hPu+ee288sGN9i507hwPSpEM7773+IT5oXuktsWXYd+1XOPbNzW1c3T7iccfrU2dhlXWXJMgbVlF0E5owKoQ8nqPcxgpybw+M9Nhb3cOR3FfusG9ewIZhf48xF7ITYfbWTTrqDLcR79u2MSw2d+x058nz3Z3/2f3VnTi10T6OuvnZpqts7vgORC7uYboot10vd+VMX8K9zgmUQ8cdPRICDqImrudPUoZu+2YsBJ2KRQRIROYSaBz6SB7fG9Q38I22TBLyot+bxqwlqllRlD870o9i0N3AqaAV26xutnnDznqUGhbPYKfHJz6Wat25VT7U6zrZcRvLQWl/LDIoZD/ub6nwzaEuXoDjLjNnk0OOKlCk37g8St7A07BuWKRQ/X0AcqmQ2ApOSPLRsqK+3Lp0IswzP5whKtJ1G1hrFjqPx0fjc5QePP9FOTfrUWFkcpd74CqIrRzOr/aGDtDaO1iL/ZIwih9CKlxcYmkBl323Berfv7Z1Xl52clCzTbpO9O4m0IUD4L8AQr7XRaFrvFQptj41MQCanmIkzoGoU75mPbty5ivZ48S4nWXS38WV1r9u9dzsuFDp8+rkMhUsMNMZb5tS0jBH3GtoIYKEewiD8GirLC+bmdA8wRT9fQIPGVn5cvUSIoBnET7Q9DRE9kMLc2nv0fn0dPu9bi7s+jvn6zhA8tYg/w7UGaNNJ41SAu8ApPeWZirhEQMu28Ugb5Wh7MaCvdi3eF94CGOOsAmQSTjzRkPchVZ8sw0FTnPHfsUshiDGlNnCwfGh51MlJkraFnvOoZkfNZuAVJP49Skc1KZDPp0xoQZKUF6gVqWUOcUQ8/mmuon2Ym1KspgKjcLrk7GTDo3sWmECJ18K3tFVCwkYSWAvhVzoQ9Y6hpX3ZxESYM4J14IpG3B2id1j50IXEKpPwLUz6t+/dTzq0BgDqWKpd8hIrO9OoyxQqxK/91DzVmLWgADIahDeCWnspjQV1YkAUQsvguugOiOm3hmjcc1N/QPXPHRq9Bds9WOLBft2+pYIiif/KAi0sG5Fg3yrcAkAhcZBEfpV34FcZxHrKH0Jv1Fst4hqTJ3mU9SuaJY11SV5VV98r2Iba8r4vPCpHP5qiJSJtk/yd0fraYFP43zvvBdp/vhTOCgIxrKQ5+70vLlEqrgn6RJVFfcu7elEdqQxqqWpvX1aEBn8kJs2qkAVS0iEcg3hOZXlnOUGIJfE+oKaU0T8Fgwg0n+LPxgVVBBm39m6CVSps/Qap3aBj4HvEwVPCFY/Ifngj3tRdvcRxFA+vdNcvLWBvtQMNmThQBa4KciuNNY/LiW3dzKap7i6uGt547SfEWesOHn4qA8+Fs9e6b/7pN7oVNFHHjp3vfvM3v8lxQ293Lxw+EM/IVy7e6i6dutl9+M6fd0e+dLB75aucg4ax/AR2afOckfbOex/hQ+VY9/v/7rvd5MbZ7u3X8Skj40AsEu5pOt8EB4BfR9Cand6Jwe99Dva+HG2InWJmdiKGv5ue055ATd3Rbo01/e+88GXsCapt79xCHQ4erly+1929iUB5eQED4O0MjhI55zbigNWlzsxASeLg6jbeYh526fpX5NMTgBcRTcfnP3XiD0Qr85JZet98wTWC8pOsLB7yYYyh0WQjm87NgAakQfNqtJ3P0qYMZEjA9br/m04sGMJFyLKoV37SnIKXy9FqJJrgaH6leSj4TVfw8mzdAMTdUZVLKt3TJ/f+5zePNiduIaI0slZVm8pKWCpd8OVLQqtD2Vq27+19CR617PdIqkq87q/4rzDMp70ZvTozTkvSv1wqcNBozDi7gaA7haTiMNTB+vNPzZK2pC4POUvXX5f+uBQyrIe/CBw8p/3ZHWi+vi++U/27+E9rncKL+BM/rZ3rWbwWM7T2n9HcqZp1ML0Mt9pR2ssrXrvMCi1jG+O7CJTQgcekaPe2CWa8Zct4PKNrv6eQTSz6wgMELHd3gYNNd9BaT3CcGDvW6CM3OVZHj+zWxWUTyAmHmgpUwgxPkp8iHMzzzoFxGdq5jRb+4bLLjNgECa7lw7wEM7W0AXlP77G2wGYkYZbWeU/m0pS4kY6LZ9s+/M+PFqPaWHuaOT/jqRkyH/OzHbhL2nzu35G/8StJ8quvw7+mHQ0KXS0BQ319InPzr1DxxYeDpXKMgrrtOwVv3uQYQL38Z9aOCQbv40uwMonmgq0OoSe/6WpF4/vYfdmGCCM6p759i0kR/HEJ4+033zzKcXFfJjPPsNQLPIX39baBpM1o8gsZVd/g2vKJGDz3eLdqplWLxligWxbHnUzCaU++QB/ugqSeTDYULsN//AK8hTf5lzUFXvtaqkq/g7b9bpvxgXSYj7D7HSkSZ6rwc1ZhjCttZ5yjXyUeNDGGTZamL6ssgT6kHmP8zA/0giMLkL+aZ9ESLwKQXxQBpQvhLN4qDYYCMpaprdVdk+NklS/O3F2tQKiWm+6AQJa8aNu+QnlOOf2fNq4b37KMH/th8c9DlgR5Z92k7Ro7Cg6SmCjpvH1cCJ7tM2ZGXEOOrOJZerOP6Z/NgoMb6EW6sV8GL5ZLmqp78bi0ie/4phlWdjtaUCow0nH6LmOZhOpYFNdwUa8Hfwu4IoZWKaAaBCGt53T+kU+VxvyHL70bPlXewmcfch1XSdMtpDaAaj7fxQCX71GVBlnA0RN9A6PK6p8q2/apvxaqXK9WWq4ZVIvSICoc2CZqfJICvOm/RbW/2jeZrDOUDMAw57t3HuCHxF0eV4DvOJVDtYstl17tp9kJ4XbkcRwIHv/oDA75LtKANtZy941vvIqriqs43dsNY55DgLkQQ9ozZ8/REVlCZDaD2UH3+mvvdufOXu2+9Z2vd4dffiaD/yfHOHNxdnt39N2P8Si81P0Pv/fbuIJg5sP5itpr6V2ZvkNHrwHBmdDHH30cuMY3b+x24UB1agabm7gZcZZdv46lkxnSnjtzpfvf/tf/o/vv//1PcaKJtoJ20FnqrSv3gHwDx4Fc7S5fuMGAWsc3Uakg0g4ZW0HwRwuloW2XtE2jQ2OKbsmGZCEN7lXlO1gMSaVF4n1PMaFlk5rWt+RdTIKHeuMNod7bxsJkurwly0foJG/X/RkWx4ckSOkKXvpr85gQtVYKnc6GakASVkOVU/ftnfVvmYqnBosw8kgdNjJoSy92+kwshkjw82eEdR/WPVaix778jPx8XbB9VgSZnLgsgQXmD6MRv/Yn79VsQd40owM7P4J92L6s0Ko2MEb29qVe8Eqb9u0zaKd++i0NmbYQZWv09bEM8jZZ4aenMd41fDkg/SwBsEkjU6W0Hg7TJR8HCtrOQc6z/CRO7VsctLfjimXbdo7jYiLkLFttr4OoJz14eLyHySu84Q4J4WsKYexmNNLGk875CB95QDq5cQmXfAgMgBOYfJ6fZzu+WiLpmH9t2a4mBj0+zEGApRv+t8HUerjMpM1KvKhLfi2JQ6kDrEnAcYRVBnpxrCCsd2/tCxXAYhslnLbFaPDx80lmNPbIfUvU5wcQyapvA+taghdvwa392N3RG8Fb7eqrthUfCWk3aaAepUkn0iPNyQfSkt46u0FsCiNwkXEDH2Nz22fZzDCP+QZL2tTRCbarFKGJKoDUpu8LMGV/6w5Ky5GX2a7SgkKKWigFD0EUFjVOjgs+Wx/z9szKWQy4NciPOYlxGf2NnxWg7CRmlh8h1faXzmSa1q0EIGGSJsSg5TlGKuwZrEvBTFraTy/+nphC8aRHoAUmcdArqIqLk6/B/FJJHy2Pcuwn1fetgxMqfTRORNOrUKkBfnZIktZketV3CbfcNWjvhnCP1iK4tM8Qx7YqoY+HFvhgHMtV+5ZJEY/BuVWDztM2fE/d887c/NZf6yl/yaKE9P6baYMX3terSuO9/cDv4W32j+RgfL9xhfQy5gSYgr/FH6UPxF0R1qAwgyJakpNBZeZX44wmHKQwUoL5tPv2tV2DJkvKiyZoVVLfDQBoCYJ0YRgEopjLMg1Ryy8QE0DF0zKRaKcwcRvJ/p8t6TnOSLiGDWF+j6tHK8eOZ2O3eCJtNIym1fjRuNbLgdH1+Larzff6qAoOmcVKtaalq3FFk8GMRjxIbDGAv3O7u3jhdRj3PMyQmQlHMTxEvX3u7OnupcPPcw7Uxu70sePd/mee5TzF/6/7n/7bf0qeR49+1L3//rHua1//RjrKX/zl30ZT9eorX0GYO8GuwpvdH/y73wcWGRQdg8IfsK4hw9VLsLVTSFjCtubqzSvd7/z2b3WHX9zPwMd7JuklLFdH8a+d3p2nLx15qfvJa6+j1WO5hIHjh3/3BoLijWjitIOLTSDwq5a1rDYDUe0snopCC7PViQov/B1BN1/6x7Sh0GbwkIk4ExvGHd4RBRjTbmm6an9r0kJrU2mlqYjrnXGI3/IdJmlJB1fjFy0wKPLWpQh3j2qX40AmA/KXJcCRsgcZjN4M+o10Nyw0dxILJcic2Eeb75JnXvNUoeBuT/+a14bb0DoCV8NTW051AIpnfEBOm1F3N6qoid2kF3cZNPRlE5i2pW91Kpz71Lcxd8N3LVY+G2Pw4rFxBl8/+2aQLsASr125TV3RlrijbffunSznYFfDUqIDtMtS2nDqRmUFIe82djs3b7D7LNol6Jfj3OJbiiVBhfbFxdt5Lt4o95ZuFfhEmGX15Qkqje8wK9+xhqVZRYOTd7x5LH3UIJDkSSlNjaGd3hFaunnzJvkMy4TLEpUJKG3iri9/mzilAy4bOrdfC7dL4NKjoWk46+kX/NdqUdCAJnhWQIm/RfiNfc1jciaZELOLLHEbPI2GImzZJyGuDJzMXLP7LsSmkOmYQl4IMksIlVNslHLZ0TZwqe799z/AXc5zmfivoB0aBBuHIK34y1PKATE9bmiltI8frYdtKhxZkmTwEp8KIRFcyEPepIKBDOEtupaAjyKoJK32s5RnfVZXtOnDhQFG+p7g4He6EqEXgqAj4VHocr6S8xqBTXgM9svGAwsvNa5GwOC7+UmH/oRJGgvd93VOJnlnleR3FEIQD8a3Xg/wFRp7TPqA6e3cfnOCqrnNZnYEqrXahnPW8F5gFV7dHtWu3gESW3EFQ6NjuwtfFOqaoCuCHNcoJiE0ULf8FfnKDPavxkfkQxXBfpWEQZF18j21S519mReDtL6xD1Ze2nSWXeEwb7MzTUtnAnpSZSzCLKQ+jkYq5FenrPeBiPjrg4X77tPfG9CUkESgnWipIs++axXM55E/5lX5JQ8YdQ8+hAemKLCnY+6ZrQC/VbABNGrdxNKEBGwnTacoAIMkCxnWd1ikg0BUvwyg5tUnGUTITLCHYjQPO0Ac4ZFGQrNhy12CmfDz0giZzj3AidWzKpxvOH8fB31EvIvT1qnNO7rXf/xmHM89ux8fX8yWFzm77Ojb73Q72YLuxOUEx2q88fo7EeDeO/pPHHq9pXv1q690Bw8d6K7h4PT0qfPdH/z+73bnzp3h21w0X8Kgn5h9e3d2d9jZuBW/M+Lh/PnL0a4dfB4nr1MugymYVD3EQ5iCFYbIFjiva++2Z7vDz7/Uff8vfsRSCSfbM/umK+Eg1g0ZGJtiH6PXZIXLDXiR1mmgDCEaxZ6JVMs2OvCp2q8hXbSl+b0KBN9D0OQvvsMQ6MgtHyIQWieoq7nX9/qaGH2jRohHzZ/OQp5hhmn0Ydz1d9VugtM6o0sD7Oj5/6l70yY9kuTOL1FAoXADDXRPd8/09HTvzHCGpCiJXEpmu6RpP4PM9DVl+0YmW5NpzdaMK+2LoTS7pHZOztnH9A00jrpw6ff7e3g++TxVBRR6ujlkAPVkZoSHh7uHh4fHkZEY5+xXwiF3JsCGX4aS0iX9mWFB4QI2sdAaJ33MMLQMlOXJg51nFvaVJ8p3241ue11o2lwq1hg5rJG4s8YOOjwZP+NdxZY675xybl2uZLWZvoJcv2u4rrtO3XxuuE5fXi076aP4zmvnce3qJb4/+Ckddr0FfpYPz+/xctD7738IL+g8Hww3m4ceO2OtTYrdsqPX4Oug0WH2cl/4XNgq9VzL15zX7Iw2U8ggdsJwbisVb8rcmySxnRHrxhkOv5ZRb6I9ABcgSh5EtK5srch2BPhzFsQ9jB70anuuPTTWB/jtbM0LcTXaty/5CgJldGe5xO5gUj4dbJ9jm4UrEGEGus4iw0Fasrhn0DRctnoeeqoTWuJWprQrnGVfptriWBQ33pvo8Sx+cPrWLU6yx7Z7pMoTbY+zlKOuWj+WZRYBbSt0GK1LDX7RljzE2E5qtYV0bJGzeg7irl9/KYPkO3c41iiVrBxKnyJp6YV3t8I8fqyNdSIAPXTLC7Q7SyYuZ81qRkxFqYGrexh9O/0BnwFytrZeeil+pVuaKDT/fbbvS8nQLssRfe55CKOyVffyaf7otE6memJunHX719gH4g0eKGzQEXSrijNkymL7gkvA7oXzuJqhy8BZrtslLCulESF89B67a7mXmb0zXX3NIIH0rBiQQ7jkNXPo1hnkoZBZO9yXo+9th7AWIGOGrphffNSZM2zKqPomcSK/YrFQjCLqAX2ViBAtR0BaQBl1n0cBA0FGYZXz2N8mTlTiNfS1lazirIwkC5G/osOyV4paEJUufNKEB7d64fRtGgJpHvkQxaaSMi3MSE01r3KLjua1S+5rqrDITSWbpxp6Qyyuwi34M0VFsgM3Xzx8rr3cZmVUpZNtKJvlicb4ylvX4osRLA1mf/fR9NH+bSryEd8ze4/G9IhDGG/SiPb54vzL0zu/fjffMfvut99i/8hP2Ifwp9P3/vQtXj33kLinvB35n6f/7s/YdI+MfvzjH0//y5//z+C14TEK5wC/v/6rv5re+e1vptdfey3wf/df/n76H//Vn/FKs29c6dRq0NpJJBuNwAbk246eWu9m4T32k/38x3zbkv0DHhfhhunsJdM40fg8lM86cVbogO+xuYenlkQcmdYejUx7l0CHriAbhNP1FuVFnlEnrtKlIckyDnCtN1ELyVSw/AiXQJ4Iu57m3zjZyKNHKdbTOXiw3KWeVE2RTbwjdLpX5eKboy6ROYJTOSgxBi95eADjip9Gsrg2PqP6nhzcm7mm5R2JW5w606Q07ALVV367LLNl1XSbpuNtvDN1XYfSbTUUnL86znVF8zG67NXB8XLGK4Je2VmBKoh75rwjxVv1FaG3YEie6ZzLPVoHwnRoWn2e83pvmQPHEkY4n+2g73AUQM3eWT9s+mffRzo+l+gsg2Uj9cvgiywxzhjqsqcuH2m4HS3PBQVW/Mqp6EGe0BK9rsi0bQoYMicLsOYRvv4sExqG3SEyeWzXfvLmc747WCeTV8flKoL7VmzPeRMTO+SZRDpoCVmmRf+0BUaoi9R3FcxFVodMW1ZCzm3IPF80LHA3n3biZf+xN8Fbx7VIQy/NlQxrhtsOXLtsHpfsQqsZrRt5SRnKTBkSzYqFMzK+bWisbwhe5HifvAjiW5OJLZ7F1Txnhi3CEDWuLGm+1e59w1iG9RLnXLu8wZ80SpMO81VtOrw+4IUu6dK0pU5JF0wlgSNsEDqFM+iSt4Mag7IPL7GHtrt6S9a3Z317WPza4P19XhZz9ZKQs9VYNVI35KtXGMRjWSW3krjPId6M3OcfV+Xcy401KK3ZIOW+y/4uJwAc3NtfqsPyr033z7bjy2LXeCP+yRX6Qh1+62vIW4ae0i8qT2mRLuVhX2P5ysFjM/INV8iyDAcPodu6No95pdnMCTWrpzitL+1Y/dVAUufOOlCHvKdE2EV28GqbFItpbh9QDrYx92tapgOurHAln8nVJobzJQMLIYoaAEMLvgqT1iY2yWs/lWVUSlJUtgKZR+lEKGu4T0LKYUF52VkmC+WogOmcyeO9QvVZxtzMKuPiV0gGcVlxxiEXyhmFj7QALX6al6KBDnM0yF4iScWsUCRny6WvRopHRbM67RxT+RhX6qd4hdY5hCbprgqQTl9Dd8r8PIdgHqCUnnOjEXdzzFlGy095O3B6wucdbrMevvWQV9M/Z8/Ix2zev5WPd//x99+evvdH36LzRxEe7U2/e+8TlGCbpcHvTv/rv/230/f/2+9n6c/9EPsooa/hvvXWm3yX8kd8H/JP81kMJD19682340ShfeEjVa2uwohvTPqG5G9+yaeDfvHe9MP/9DOWHG9j5DBazNpRKcUv9TPUOg3CmYHwGmRVN5kup86sS6OtL4NyVE9SfwhGPEmnfGvYQzQfosDqqvsjKh8pJvrgLRl8NHT9mmYReRbhuLeejRen+45a15d128jUT3VQHH3V+O/y2RYxumHcc3FChFj9T7nilNZnhXaoQh95HO3VR6s1RCx5sO/HziRwIb86Clmu8ozMw7OK+VLSui5n2UqBMuev+K1Z5jUZthClUjJTB/BD/AV03o9iu0k6vKQtV/sgooL4zZh8Jdcuv6+p4WNEYPxKIyqvSM3X9SitTW/jM09wItpO89rp4vDZtw+rI1TPRQz/vsckzzgr7WABbRZCEBKPTSDKN7+3cNYyO06q3WiVYf7qLAuv2xRsl4WijoEBhDj6HK7Vc0pT0yl/WBD0SVwpLPCmu0Suo+UMrR2etJw9xzcl/awYHZ8zLdm8b/vnzclakpM2HDXZMIDWjOJL4CI983PFzs/F14j8ApfGa7FIhs5O3infMokz3r84O8TBVcq27dpWs7cQWkuOlaPaPLnkC5sDKIGDXvf8biGfaOLFmV//6lcMSq9Nf/wn32MPFoNjYJ+yDaS2AQhf5YS/EDFkIAHaOS5+uP6pM1ahFZqJtJ0nEVUgGn3EeaKdy2fODKP+/U6k8ecZ2F29xgtM0g/OwGQrgqUTOMdLKfjPT+Pcue1hvfY7HsHCEt5dn3FWIdslPQ+y1VlxmdbvuUbf1RcI8/T9Hc6gq9MBwCjtyEV501Nji5yZQ98Um/+ItwLiICFAaXC50D+/u+gMnltwHIzLR5x7ZqbMb5Be24n9ujrrxnY/WK+T49YeV03O0LdJR0pEWNnbF73rNqlsqx50tuTVvlTdByJ5/WJCnD3irAf5UBZdJ/V2uRRZFr+2DWhyn5qOd7Z+kOD5buUM6lg52130O8ngLKMn2juo7z2rl/KReHWr9pLrxAmHPtbsRviw3IRmSGZk2DAkVQ8n/q6cOBkuYZi3R3429q242M3ggCHeJQf3FlimjhUySLkKx0aissTLjNEAqxpBmg2QS4Q8b7I3LZq9IDX4Fs/kKdyFV9wRGrSoVGHgOXzbCFpprATvrZCcM5JGovzSoqtgPU/+j5/EPXE3Iw1TT03ltrKLefLSQFUfcfgGh435Dm9DuQPyYO8TRkUcikd5v/z5r6Y33+IQV6aRn/Cq8uuvfI23Ev9f3pz6bPru974NDvK77DURAABAAElEQVTTCN997102Al+ncfOR2vv32BD80vS//2//bvqTP/6T6dqlG9NZ33KhDM/78gT/99/9HfvO3svsjmfO3OYbjrWcSj3RuVzh5GINljNdKlc6ooXMlI+bUx0VmG7j0kFOfZGm/EvOshzBcFU6NZpQF8SRvQNOp4PHGabZUUIXjgviTR0uaLHQLteG5jS8hlr8vSSzxBXaiAimGQ7naBhIT3K2cV+/zkZrgnhy5UdOzD+ixv2mAga8gdMgbbBmUqaOmNw/lI/aRpfNv4ljyGyg+iousEFQdtQKbbf5XJal3le8dbqisfIuIUWGHvB7AafLpfp0oDynaZDcMlvmOuk+ZXZxx4ii67DzRyeAq7rRBlXmJZxxgRuZGtb2rX73s/bCPVCpbH9SfhMzrmGqOlTrzrbc/PlGZKrTpSuD+XM79Ia8cdLc+IzAdPC1gQYHKelAacfzwA8gv9e6vc3bZOzPsr3eu7vLG9frdda81tuK1emJ4yr71Hb3OJDTTf7Ocml75tmucgpbXiEiP2F6fuz6aBnNCV/qjXT5pxyg03pAqNaHb3hqKyLpIejEc5/OEDpssxE1cQViPYrGqwMmD2s9YA/rXQ6FvsRxOhf5LuNnbNtgX63ix8H2rTbroPU7MgWpOHRSPCJF+WdmCZzRKYBTBoUKn7/0EaSjV5lEoP5t9/Ll8qEOgrM4V9g/ePmS/QIhY7nGKesO8Fyqs4+Qd3DR/91j1tIZJh16eXZQf4l9bPKg/TSfs0++zJOjXHjz1oNFdVwe7/qikEtv/ikV+0SuZHbQ6t5MnQqXr+N8kWbZOvKP0Lc9ZtI8T7LkUfu37t+XTp06+3rb/g6OGft/xcs/HU/fgFd2TmAYOxpVaF3eI7YK6ed1xOlfrHfKly/r2hlA24j9cfomcrSdki7hUq51wb/wDQ+po1XJebbfcgbvEh+4l28PQBYuxzgCKx7zW6c6jp67qb1wz6DO2JUr5vEtT2cEPfYEWYi0CJFo2FPSFsw1ih2RJ+qFfkQjPgtRhi7pWJaVnv1YVEAJoqWI4EnT2wYcAlYGSwQypsPhuNL/UEv3XEEnQOEZqDZ+wWEHEESJzs/AvIzIvfyrrNKjUtgpiy20r6BPvJOvbIocCq2SrOWNAevszW8/c4VWDaav2zpVas/0FF41IPJgjjzLkkbnCY2QyId7Z6fP+ATFZ5/c5mgHvhT/U74tyavSfpbCEZsfDf3ud95i+pZT9X0lmr0lbhp1k22UiVkpldK9DK+/9nU2BN+fPvzd+9PPf/YLjp24w94ujDB58pFRyvXg1ScHHNqa73zqULEJFIXMCe3SyB+ulURyZ5ARagYdyNs1RKsO+dwJ0BoFVB64MBZYc6k7qU8dL54dwR04wqA8DYX1lE6pcprl2BA8IcWCC8R68U/91iCJS1kYSucLrn+NS7k65EFYDVjDpuyu4XjJWztkwuSf5aZMeRN54x+EdAFcUTeCOJBJ6r4+H+MmWh3uM3QGhcS8R/Ob+6sIspuaqJsUkU3AuUtibMe6/JRvAEpedbv2q111j4pLOHCfP3XBduDsnqGw5xaWQQgNyza1vB9Qz7w0fI/SWwdyTeVYDOVIu4XzZz02nMg14u5ltI7lOfogoHmi82aEHy8+M6OtHUs7AKjmQIgiSRD//DV7wsBTNApkZ1JO6vVrGP7LbEymXDsWl7Hcp+OMgstHD3l2lkDHYJetAXc+5xMmHGfhmXrZe5LyhwwpR1uo3dPeWafS9Ann+YUEZ9vp3eRvlomDIYECMeg95hJ44qsNjPzHwP2+UXG+RrspXEgXYRmvE5KXNpBV9W3a13JcSuZwQV3bEaZ+g0A5aVvLgYolw+64h8wTyT/j+B0rTKfsPvu/Ll7gIFz2FLstwDIMJSslWHtS3WtkXSlfZ+fSzyBXHeiWpc6N+XqJy3pRdn5UWhjfmL9A563j7eqINOSA1OifZRlYNsRWaJPs9Lvu/Jyc+/rKqVDPPKgYp4fjHmx/4i862CLCgPY+ToPV6wtSGdzTj3hAqZHl82ujkAntwP7uAYNPB+JX/V4leXQ07vHSif1BLSkyaOg2BQ7L0rHc0p7jFD3gzXB59886Uy7SfIll78gMHsOdMNws6857Hav7bPnIR62J0H/YwaHTUfX7yjvY9mwFoX7s36Vdm22wnv2qDLVCHM/KwhJSiLR6i8zAaR9h3VmeffQdvhzh0UA6jtoBZREHD6Q+C2t+aXbWUid0j8kM08wXPSHtXE2ZaUwARnlN6ErRs1cpGrjQSfoqpJDWAaLJ7m+uFqZA/SuPtJjEr0DYdmps6DZDDNdwvhgFqn5Uc4gtmuzwCrcCMY90KSfTpaEMnCXLdfGwImtIQrBFqHyDJnKGaCIVuA25G9Uiy5HblpcVZANXnlEcaDBNOrtDSeYVUQtctUzhev02yqPc1A7syJAFoJERhoHIek3f0RlfXccLpy2w4Z2lBDa9P2VZ0gZ9ibcbRfCNr7/OzBg0QdsTNv5+xivub75xc7rPiPjKxevTf/g//6/pESfp/x//7t9nxOjZJTUda4OwHnBOnmLUkcdjXpPXgTvn68IuXzLq1oGRXDud0I38o7Spk/zE8MSRB9BGlllQ5eCfdqsrItxaV+qAicCjyL72rQNovfvqsillNMJiwSqspHDpYAubcROpfoMTNJFR47CeVzq+zKIeUQ/WobyOtvCAFw6cYr7BEo24bNTNu/UUvMRLUfNS2mpEyaTv5NO84uulHWce9sYzH8mkXNEEm9nIoZYruH+MQGmUvSpee2C5RU+WSoaMU8chSRkM2rwGtCK0Kc54XbpMB49s5cV/UfZFlkIzkKT8atPGtywiU0HmMpJr7ce6aHgTUjfA28bzl7JFUWWFFsmZeRrlDh6sK/V3hTMKLObxZ2VZkvFdR0YkcsilS7ONVj4vKRs8OQqAPTc7HPly4/plDlnFJrBnsoL0qG8THdXFtCcNv6ek32Ym2899udnfVSG66aC3DTnbYGj+pcD7sv9JglyNLPaUf9rfdT6Is9C0s2Aamf4wl2XTDi+0zXKEdJLhF3FngznkWWfyajvXTnfwXDl12XatU1vXsUyLU6W1EJcdrrAeon2w52fW6pujHszp9xvt9JWL7fSQL79kgziTBcbv0+levuJSpbDYEv8BaJ2EB1VE1Rg6XscmQCMvjDmg8+DVx3xhJDnBYfAj6u7Ju4jDpB7Kl/Vo3b3EwDqrS/CjA/Q5TvhnvMnqm5DaF504HSsdMh3vmy/5tqv7SpGDeo3Nz9dPgHEVyn1X9t/y5lUSlJnydHVkT5lwRIwfpPaNUJ1VYaJn0Aq6BOm0HpSJerTlhAlyt0zjclAykL645HdnhdXugymzbDs4d37BReelxIBzxUSF/EQvgdQOG/ahx6U9j+eI/SZDl6XlhIPQZ5x0neMgWZcUpcM+Jj4FcPJp8Nl75eyfs4k6XPehs+OEU7eaZmVrX2doPNJSb8+WULLnS4BWTpk2lMKuMkqkMH1VAIUUxlA870vgfa+DpVJUp2w+QzowR7kJ4gORIzyS9VZtBOfY8L3N23ZGKhDbewm8ylcRz4z1bpWa1ADE+JNn+CmdaVHWuE0FcI9Q+aGYos1UG0ehq4o0bjOswRdhUWT5V26ZvRqZpD8IN5EsnjUHTjF7+F2afJYhVkZC0OYplEZ8sa5M7zoyMaIqui7u2XD5oL4bdocRrY1ze/vSdPDZk+k3996d3v+Hj2lkHuh4l5HC1WmfekKq4MncIlemzvlT9qxUp54OmVV7Sifw9IybCnWMuEBYxEiOkp6dk42r68SrKo+c+adDd0jPcJERuzTHMUcplbvpdsc5CGrcHzIVfuCeMkdtjNb8/uAZ97cwG1TOUDl0ETP1WDpImeCLEQLdIY6MI9CV4ZVP9bOWiTWGtd5PfniKDgSCH1DpTFuWdVujH0bDbILttqIBcbQn/lUbaL2qskpnNJAiLplEuDw/YhDyCJ4u7Ljswwd1+S6iJ5THqEQ3i58iiXvyaCRKxMXzaLYF8iX9LprFAmOVu4hYaz+2ZUPtt4yiwq56hHxwYC9jRC8wc3oGmQ/JrFAR0bIvOVZS4PgpeOOAEqcCIES2dZvn5U+3VWG9L7tWedU3y2tcDWv+htO4Gu/VmZLgIV86O+BK9yWc+loWTJvMm3Dgl976W0HkzsYVGuyo0R16dUfmO5y9d/MWy12XHSm7LISusufTzti37h4wyLKfcS+PCwKlR3zQHD3X9jxxZnyEWS9WRXdSrvJmp1APUpkGsIDp+gYBbMReL1I3mC75gLPwDjnz3PhzPaGulmifdW8dONvhW35u2UgdEPc4uqddoq5h3LrtOvU+s++JgxV4ruVuh5fUXeqinKmmUdxYBs5h4/ubHC3x8ScfTrfvbE9vf/tN2imzH5gwl8ce+h1Tjg755T+8wz7aX/ClkW9zaPYtRMPSHy83bfOJN+vQfrLrw8N2fZvUzx3tH/r5IFYrcGCAoF451BV7pV2CFSg2LzwTrx3qvzgJg+4LzJDVW4LuEeXIk7uexO+ZZBzhwNYSnRFloZNxyN7du7xheLj/mK0ld5gN28Gu6dzXlpcbOGTncLw8j9E2S+GqacIT8HgEhC9hZBYLw+tg/S5OnpQ6U+ZGc5du3e+rE9J1oI11dtZvcIZ2lDif/8GZuepLW9CqA0WtUX812yTf+gX281Eb1ZAba1e1qnPI1EvapBzQfi4wI/UUm82UYRGd3+ROufIivHZbpOpPbDeyVeY6pns43O4Z6xclXP0oh1n5U98SYWausSLikSbbD8HDcdtZFab6CvHXkrK0Z9lRQgqZuEQanLlu/pheIF7BcCRUunAldGFWcBb66DHfqaLSFLaCtXPjkrXe7gRlpAJX+FFJZbbpozqKSJkGqXjhbOSpi+Y98eKaPYTGK8yKrrWM/8gPcJXKD0VF8BegAF7m+sCQY6j3eGPy/f1P0sCiOLDuiPgu08k753l7hs3iKrsbwiPXY8RhXSPFpKt0dvrPC5sQStxpd8dvfswUZKmzlY6sMJq3ashRuQ0BeMp1VjFLBzgq7ZS4/+gpeiEe/21WZ2glzYa7Paxe60/pZpVbGykr+7BloU+U2egNWEY1jHR0vjwYV1oa1/q1dG6Jf8WddyvpBIYy9hmVnnPJCB3VsIYVwKAcaB0Y4jZCl2n0yWVtZPrHeIQHxB02yxhZqCfYn2Wk7oGLOPfDQXshcoYIZr6Rj3p5UjiNTGZcIDkJvuMtqwzoSSWeFC+NSzqXdek9mstg6wkz1lucqH792kVmL67QgTESV5bo/uEesxH3We6gg8uSfWYNlLO6AW6VFkdBfbdTdP/WssSi7GhMxT//VxksZXUkR6OGnTU44zfjjmQ+GrGGg+SugyWkMPmcnMrGn5K0fmqLRHWIS/gjurKgWTjxbZajW/aYmS8dJfuoX//qnemv/vpf4Xw8mF56mQ3jlPpwn06fFYif/fznHFL9y+mv//W/ZqarvufqLP3jjz4DL8d6MFjzpYizzGg5o+bLGDnKgvZ+lq+O+La+M1W7HP+jM3TA5vD7zLAb0tmTxc8A3eDoCbPXoF5bU3/aSh0aZeJXU7Rp1yevDuJlFhmlf6Qu6SYdBPvJOT9Z9SBHHBVO4XWuhL/MZ6t0WJ1ZzdIltrucQwf8wI8JEGV3iJ3W0br1yivZB+yssmEp09QBKmtdmXpAngOcPiceDj/1zX7dp3KgYBAYVnYYrLl0qixBRt7RDkWyCHmE/1q1AnSk56KOkNf2EVmSL7NcunCU6XePXc2wL7RMYXTudTRDLfnUMYO81p8OWNAOHsspXvHbcFVW57OOdBCF06OZEXq/HkqA63E+idiCi6Cj6aaVkGwQpQAVZ/xFCKh4HbBSnsJVjUYBPPWzHRTi2MPCiqnBLQU+tBMe8V2W+aweA75mOk4x+mR83fM86HaP+z+JELZKDoPcFycrXoOaXfzGMLsfgdfY9zAgykhp2ui3z7pvxca/hWLXZnGVsWYRl0VbDzyTV6fABuv3wDrMddIRfW25Rn2qVnSLsQ80Yme5Shes38LRGccVWpwSdrTmJkodcl/GyAwVtOiPJB2ETxmRpgQba4gFN2jSUYZnHjbKSTppkYl5ZIlLRDdIsAEK1/S5f8MN9u6j8+2dJQ9maTjJS0YjCSsezVEFZUmbpxgyDK4zKlsYeKftD5wqp14i+BQycA/exGnwMWXV4z+Z37QxZKAYoJL/OM44XpcvuRHcOsTAVuIL06ws57C4neNOedN1lTpWiPn/fKLM13lPWRRgm3glvP9Mtm3Wvq6bt67ywoxLVG5Q3qUj9vuO7q1kCYY9PU9YFvSssIg1/KtPPOa+2pXLNtKYgUpSxw9AlvNCAXjb1kqHj8mdsiu+66ev5v1CwWwLvEdxqGU1sx1AGRvwxmuiTqqnOX7AZ6ntBDojV4xCtm3QPu+yR+mDDz+e3v7OtygA+6SNeHJx+t0H7/A93h9P/9O/+avp2k2+VkJ71hFxQ/nlT/gyCftxX771Km1cuqlHnQxssyQ4kDzHXtpLtPn77OF7hI1l7i5Lbx4HoihcavP8xB2+3ZmZKMVD5uFL+VT/RUhw1sZ09z/pjIQPYEqsysp7DjS+8DKO1cH0AYNxjZ+yMY9OWr2hbR/ObBWfkNuJ3pEXOq3fLOPRluMwUZYzUJcz+8abiYBpfwMHbN1LmQRaTuX3BQBlpeOzB+/aPoOzXu5rcxbXjerb7oNOHet32I/zmIFHwPNT9UgfIJP+hd/B88hrrLQo84ccin6fbxf71q+2PcGB7wgUM0KQce8VfOAiO23RsgrIuDh1yK1mIwtOBKGHq+ni6DzyEeerjVAppgBmqkIFMnjxr5FJiMhOCsIWQXba5dGKU+LOb+sECADRKEdpURWiaHUM/Ov8liUdlb9ocASRJUqUXIG6UhdqxCs8T6pxBVOK+RGRS0EtY/5w9/IWHlNBdf9C1GDE5XsO3GY5WKmkweipl1F2JONBtBeYlrVMnWNHNjo5Xd9KM6IcONUdG7tT/UpzUdJcpDdr8Utvhlzi0IGL3EES/CrUWiaROIpgyTojD4wIs0w66X73L6cYU9m918gzv2yoElVouImeqWtDpuOqnhiMFyaDgmLSQvlP/AjKQePq0qUGzBkFN1u7ubnJDR7gW0/t8DruWUISPo4YxXnrErr7J9zfwVPwW4Y0oNkrvojrYFqX1ddO+4Ne4UnaMzCCdjc+63idp73qeDn6tP5fNKz0suQizx13HP+dtixnhrP6/aceGCCndLJoKw2vpP4N7ADvuFNffTtO+zOMdQpMeyUKGm68xOj+OktQwNz5zCUd39Bi2MmbxzkjjE7Bpfw0GHAULfUcSUoX+qA++yfv/oXc5vHUxB4FtLzj5LkJGbpCStXvSXkabjN/P0f+z5H1GUbOmflCNvYpylSHwIFN2vkx+Y8tV1KBPZZWDR5/Wcrisz+PPnk4ff0br/G2OJ9142sTZ9iX9/De5envfvij6S//5V9M33yTb/G611aULLtJ11X2hb733j/E7kmmM9zME2V1PvZUJ4wZsabNYxXiuDHIy56u2CyIrMoMnQ6E8/3EKG7x39W8z9Kze7Zu+Ab2qDdlUkQBi15oUaSNXjZbOV66WQfHapOc1fczWXHe0bV665AUcUkE+ZRzZCYd0KezljowefxlBr8KDc0UW0/gNL/8hgZIE8cObxFeYA+jtlynU3gdusJP1uQv5Bav29DBtitBARmRc7LlNCBX69kZLY/w2MfpC13JqGxWepBZsqA1shAsdUT6zVv8liMmz/MkknICQPqrf5DPwp8yQckJ93ZkBWgRIqvElFyl5tfnVVwpi2wZdzQUUUu2u2DU9qCEby4hCqrwFMbMdw1aKl7HwClQO92sDcOIk4Lx6+zQJZo/q6CEpDA5F0tCRhnqoI/y658e8EiuPKStV5XwlT9ITvETRdgQyXE4lnCd3tdlJZ+iyAKJMbdTh16dCOhuXlQqQ22sLNm3AlimzrFsOuJeOiBWremoEI7QGJWIV33RaxDJpniIW6MfkCzdIXwPuntEQ62GY11W2VTrIpRSq8hO/fq2ih8gdxPyU65PcLx0iizYjuYhmyvdiNmE1HS8y4RVx9LSS9lNV8/wuSehHCFrA7mgH8Uz+dURz18i7DHj5ShMoxhBRS5JQpfdo3UQx0ydqiDTdadc1wL0hHzLI00DvHuwB6+aRBWUP+UawZbjFRQhbolp1PWIkjf/YgRH4a1Py1xf1X3L1jJrRpoN4+wZcakRvyuMxpEMay2nk6lp2psvIUsX4VHZBOfIn0cjFF3VZdOzhGuciif1vVE56kJgrAb/baSP0tYuczlrsSc/BCU/6oBLKX5h4ty5QzZG83bxbjlcTx5fjAq4T06nTVpD0dAvOztvw8MoSggz+fajb0H2lyvsRCopELnvn03+Cl/BVyZ+x2PDLvn1vuMbp9fj4pbpz7pf4mw84X9BvvG+tadYvNe+WV8OzJRL2YujfDdur33fbdYyjDN0uYrOOvCw0bNnnJ0+x5LadeBczdFBeDz95Cc/zxEE3/nuH4UmhmwgoB51qMB5CafN9nCAQ73NzFV0TGrxq9G21BmIUq7Ols5XOSf0TaYThjkPmDTaB4bGmAAVwfzsjWU251OOxNCZivMUtLr0ZWuCS6ERtIEOKj06QT7dOK+tffnll2P7YBgoysLuOKukDde2WJTw/rhlSBKZu8u15KccLaHKyd0Y1Caf+f3H1f5GPi4yqA1S4sRpC5fH9EtLVEVS5Tc+gUz8NwQ/1y7f6LJFZCQxtp6raPLWMud1+cam+eEktPggbbVES+QiSKs8tgy8Vv+BfLi3/EovXRK+0u2rOq91oSzHsmM/WI5IJKCR+XRSqMJOTD0pgUZSiqUQ/OuQShkPISP35Ri6L8KteM6GHEocrUyY+PE8q+gGacofz07rxdFKR1z7diyDek18MbukICj+mf6UNJRIBKBko/RDIEM+plvfgVvjVPi1iDwoWTuKcnhwSJK34AQX0zL4XPhHbIrSYcKZApFva3qOi05SYPO7UTAJnhmTA/ZY4jM4opAO61PHSN5U6N1S2CoM2qK3PNl4DTbgMgp5XPtZ6n3uoQXN51fKFEedpeSbojpeM18k26j8fJKjTF+PzoxY9JCMlT046mfJnwYLg87mWfE9ZlnY5Vj/KmNlrjN2Rj5lvkQB5Ek8HQEsAr6y3xb/LBtnt2DRV9l9q5F9uxLLTxmoL0rIkl/vu46CD/TWVYekKbIBl7P/VskNduTaPGRkbzUdrcgjeU4VsTxkWZzQ4nKLe3vyhthDji3hLeKJJaynvFmcAzzjeLEEzanzZkDbuaok3Kv+DpQM6EbZPjpkHtVT24iz23nxBxmcgvWgEjD6r74RvI8suG/ZJOEr/DlNOaGOHzvWVUAOCEa74lt6ymCwEZDwFQmtcizvSopLfEqbQpi1POAt7/Mci8IK3fQf/+ZvecP8An2Yb9I9mn7xsw9ybuLf8G3bK9cuTN96+w327V3huAaPxKlZ+1s3r1G/wPMdRjfBu9/ZgbA2zNl89VR70rNFtX/L9mKF8Acj2k7rwv18HtVUrMuj0nBf1uPpgw8+4uWpi8DUl0TKgVjx5MpH8gVl1a1vTfqZIYMzeufYk2m5ys/85k47Mg90G2GciLwu5ZZ78hikS8p08pqOymdWBxn2BZRDX5DTAYQFYzkr2sPWb5SdIC7A53KrlIpXPpGCDUN5DBrMZ+jBtjSlTK45woPBoe3EFYfiZcDzFFpFuhYoJ3FJJaWvK6Aa/BZ1qT8lJEkLUOtZGzm/7Xiy0lthnfMINatSX+Suhior0lGKIcZcZd0Sq1RNC/8Q6BnXFocRP4MyS7OK7IyY99RjlCazHjwLreeu0pjeBiu8gjxxljLuAf/nG5ShDdoQwS1lamTJzrsKApVid8yxV8BiGJhdVF6Z9Zr14dgcRyPJ50ZhHbDQASmi0HGWAilbhm78vm1Dc0kdqgPWo2l13EbRI206WNk0bxrP0pklRfLUrN5mCVWaaRoZ83g1RDe4Otpzs7+OnrjKGEk/dANfmzSdETu/GrmZSNmjAnw6Nrhk4AygeP3guW+lxrApiWEgI2sf4alpWiIznv9VHAmbMMu0Zb4v+z7sgtTy5BvTzWjfc4TcMN4mUrOqXPz74kGeDc1rX43rtOPStQTqz/OC+GY8gv9+5I7ijiuXzjTLip6rhIY/8u1EBzZKkBlmNt7XYdHKj0jpkofwj73DpmWPyxB+ZiVCrzMGHoLpx7ofZkBAROgoWa3TMvM6KO2L8YFfB+/kL/3adCzr8/mFlG713p/QbCZozsBuo+6qN1jpSZfVZR9X3hlmuzxfcJ+3xT/icGkmh6Yf//07LMWxOZ4T5R0QPqZPuvv5RzgQbKxH1D/8wc94c+/C9Kf/zR+xDPl6HLGXX7lOB8/xNHvaKgZsOGDZM0Rr8U3BR/RlcRCUO/X1dKzk5HuMxDmQ3MZRv8x5Y1n1wXHxWfvldgh58a1F9/P6Lch6y25UXnRGW+FkhTq04jQzWdgyHfaaLeuBbulaZuCgxzcX1UEdJgUc0Ub3gjG66N5cncY4bBTiJ5i814bqbKQPoSyArQTkVri029fGMqcwh7xo4NV6cQnSw1y9901P3yDUWbKcOGfQ0LTIs18w0PH0kHLxxhECJnUMDg/gTWswH39+5shBvkisB0RUQaTSCcyzAiiDp3So7XFdlZOI1RHh/FvF1XOWHZcFWF72CqVcM3fG59KyRPPM+5zsrENkRyPkYNIiUbWZ2EoPxGDShmVnyMZAFCYf0I7QwYXgxNaCKALKGUkpcK/RUiFSQJdb6Av8y/j9EvDBhYJYC20s1iLXHhBAnFgi+7qWDt9zZ9gwNoDWuDXgxQPUAGZDP8eoa9NJiTwX0N5KqzxQKzMb86u6ga2azqha/RLKqEXoEfyZ1NcYKem0ozdVj+QbWu3S31kOPNQpk05PhJZOHTdhdHK8bsqwZwc244XNK8+U7anGy3Txe0Cgm2Ol8TKvofdeuQ0WFtxs3A6aNEr1zUbklPpuDEVr6YEJR+vIvH6DM1q/wVvkkiIb30b5X+KjdNvZuS8m8tDxYmN9PlSb2gfAelMnQ44/0v1ioUfd5op+lcBmJNZ38x25dcooblmHnXTcdQl3nM4cl+fZcfLa/EqMdW2HqtNvp4TczvCVCGZRnnoo6xbfUcxMmW3HpTX/bEkGrho6n2OYB+akl647MHB25OCAwyfdD7mhv0Ezfpa8GmWnZzC+ZdnPSfiKfjbpOFJMi29O2IgI/8gyOkHb0Ys1jEs98LvMRlrsU+uRsMt0Hh/zgsNjZiR3PbKHdr91hhmifAHEWcbzlMd5VOdr9vrJI9LIf4hztc9Bp3/zyd/yhuPO9Nf/5n/gTC5gcbDu4bBpP9IccNp8g59H9ivroGi/GJBR335P0hWGLZwIHS9npnZ2LqVedDycifcssbt8Msjv9Grf7nP8yFvf+lbpBbS3TO3LV4wNvUl6MSucs3DlqAyZmG4uftqOK6vQZx+i7pEizW6S3+VgVfcpZt8w8YUTEPMAs2yP8g6i4A6N6P8dPkovlLC2Cw+uls97vIV576lv+PqyCYPquX6ABd7Q9OWBH3HqiJ3FObW/8tiJPth0a8wyqtvSep8XKPy0nH6EM3Dqj60uug+LcrkeRtqIDP2hoyFtP8pTOnpWsvM08eOZR5yv6pjWG5vYC2HpZiP3WgUIUaEK815iGo8ENA5FtApOoNeUqyDiL9gVRN2VeDOLhQK64VojX9/0o0wryvL452uutIqk+zaIcFV2KYJlWHnSkbL8KcYGiSFWsVW+TkuOJe3SWrAkJTS/9TTyj7TSsDYKI3KZve8tIo2kYYqSGQ03OhbSX6Fmd3IfjYQvksy1bGzS1piKbOclOoBv8BlnJtUqEv+Up5CeteInJ3jmEWVZ5BePMIQFHylPFOpJaHNfFXuz3DOGQtqAOeYJI2Nj1pEic1hbKaluUxwO6Kumi2Hyu2jE64v5dsojZgt0/A4ec74RR2qc3+bzGRirbYzhOQrwtX3hdbCW35dUN2IA0zjkoGRpvdoZoj1EUh7LgfnwLDwoRx6hUz4eTZ/z2r9u/dV2vJQDJAvSzn3rSbHn0qeyU/7qPrNdOIwHh3S0yiEiiBACl3rEKMV91OiYJTKRFitKmq0jnbIynOYmETrUAaBzTawpR0JtDO1oKa+wKkdUUCIDCZZdemiU3PjnNwa9uqH+It+D2+F8vprxEieAQS2OFZ7C92K/0SvRQYR/y7D53LDCrKU1CZ15HU3HzldKKvrNl1v4RW+WYSWfZezqPkXM5RQBVTfWkY6rbYK3rdJWyMcyV7Vh5aiWmYc/6j25w3vVUkoZsshyinYPpOJ02dc2Z0dd9hAU8uAPYJt8iOskXpYyFHc/C9+8tKxOwhFaT/hZ4hNP6g/Yjjeb912W9Ne5XMSHZXWiZUn7oM08pTM1ziA+wMYzd0ngSlXWbE7lRSikFc5kpU48HkeKnlIXTI4AKIW2QXDykXQ/8FzdTZ2paJ1tbbEs+XiXtyP549iGK1eZjWI5z9kbg/tWqSXw4FTgcPMKWiYPznukBU7DhfOXsQ3AurTMpn5nuaRzi3vb2gO+YHCwe2b6T//3f+EQ7a/T/+1Or79xC7voZ+cY/EiXFKqr1JGzXnEGUrrsKy/lKQ3hlPLVa21yARlfH3uvCAcJnlEl51mqY3+Zs6seQKs9nesqe5t0JLFMlB2niatBsYstj9LFvUcPKcMOzuJ+/hmzeAKRofptU8VRuhFS3VtnmHHKp3xxxR/wrfpDzuna2/KrDaP8lNh5gEVPzqWNeV/xVkToE7dtUiJHPumvMGgBULfCNmEoOXgHDQoAxVjlAUb6SM1+NvoRh1WrwsxHaCWXmW64IhzyWIOfCa2syTtuc+k8HVfwCjYlE10C28SzKs90p2v9s+MlI0JBDxOkz2MIPBQuI54oVFVEACJV7iggB/NxlT+duqqUqpj8KhkJK9km+4v9BMHIApI2qEskM8goJ2neFx0z6OI5KVbmDMJ91ypXuE1FV17uE4rP3ArOzeyYKQMTLMM0cSUumISsv1GeU8Teli6YtgrmLWwqlshU3pERMFHbEPKWo8lE2GFnFo5RVKgXSCyhoeo7yy6iQYbS7dtDhxxmuD8OjuU9o9CTD9ZiFC7wdtB5NxhlEye0pmzx66iIqPQ89PLsmTry478UD4Q0yEMZjDyShqJpUNErDyL08x0aIt8IqrNnyBH0xXN+LS//fRKj9Jcje5ATsDFcHpCpg5XGLpx//FYWs5krcd5LY9KCT5zKrEPRnY5oRFWtjPwNtnZd5jdhPA9hmDPakHJzl9xFQ6VhemLAfPPYw1M9SsK4GVflyO+X/WOdRm9BnPrdZHWTPQk4Lu5FCDP/Zjmnyv+sTAq4CKtfZ1V0ugiJGHpbMR05PzVTc72o+FSBG67dX2T6sgM0Y+tVtwXjok8bZAZuEdf5hP8yQ7XPgVGeF2Ua2/U8IMZlBRQx8ZiW1nqBHsf5KCGOPCXhwo9jhV1Kx5m8lkPR5gdamdlfOENS5QNkkdZV+pTqcEWs7HXTdGB6NQcrRz4kRqL9e7VY89JCRnwVqG105os3uSnPj5nf40UxP4xtRd68dYVn1jvB98SPZ4Pi4cHW9P/84L9Ou/cPaXeXp4uX7cZ1eNwmMeixqG7LEjjLQZpWj31bTo5p2m/SQ79onzDLfz/LmzkHC5uVl4PAHYcs9ta2aLna1ZUjdQZnMvJc0OFt6skiUhBler8IOb8RuGWwnpxZN4TWjFgHL2Kw/GACO4U4uIwtQtb2XxW3WVKVsJKTz1WwdItRWo+GZVzBBSZ8VhkZDA1PtrbqgDl9CTiJV85wU8bSssxbhYq8GKhuTNTGFWKfThcUxFHIlSAqvUbhS9ylBGb2n44Xqpd76cj6rmefUBnOakTsZM/6KoJW2M5i2OFbUfUWn2vbjDF8ay3LUMQPfmaeJYEyQ8kwiCv+i4+uqKNcdUwz3NeTpEb6AJk/Bt4oioB+Cj2JCnyIHPUECMplCVnCMEcrNNeCTGTqQc6QSKrcu2oYNZqKDFCICilNZOAFHOOg8uvgm28tJMuQmSXKliBDoWy8q3rQEWJExMxU9rbwq5EqWDHzj8ypGeDisKTx+B0vNkbieD/mJOl0Tmd2ycaUPB2+hxxeYKTPoCsjxKpP7iXe+oxMiuroHk6XozfP4cnoL8ZUOPJw74nzeZMnbDBzx9WObNdTndmTcIVDFC9crLedHMHOqmIRc1kgS5Cvs+wRk/5DynVGDsMMnDKNyDdEaraqm8LwfJ1LDn5SQeC37rv8wrH8PTrrVQREJ1KfBZ1yqzIX2Aqzjqugzg5uszfvPG0rrB/Dy7LsL3qfeqOAyAUODSWjUeApyt2U41IvjqNrluHA/Tz4k3Co188MG1XV5Ta9fX0WjtA28Hiv86WO2wbiYJDZ+E24xtll9vN8XZAuH8k/J9q8CsD8R+zYAu5Ut9DfdIjXstombJa7ic90224PZir/it6hxmQrev3NJ8PoW7Sdluz2AR2j2FIG+nlBaKRZnjgoZoTCU/1DvbUnjkJPGnic4RBnouOkaN/I0XbWa2Y6idMWgPmJfDBz8+Mf/Wj6i3/53wOLRGhrzn6dPccLGaxE/Mcf/oCjEu5NX3/99WmH2eY/+7PvcxaXdtW9g2IZtK0RDB6JJ85oeXQQ7L2yirwox2AcEAO2Pu/DA4f9srSI81WhypDuglfWpDD41gFLfYxtLnNdkkWYiFQklbHyFdLxK63wg+zUY/fVem09Dr04X033QJMy3d5ivI6h/ZYOrZM27YCtFbP2UPx0lDg2CRvia5Akl16WHCtBPBDPxZ7M/kW6lXe9MQrdyh4vmZ5MISsHEsmWQsmcSqe0WuYofFWxC+tcpXXi/FQ3Yit8RWDF9m+Xk8KjMJ0yrnEqmh6hiuCLdHo6X9tsqFM+/hlqdqWEXZv8dCpqSdWN2x4e51swbrrXGYjkxixNUKQHVYEsyZhCvNaxpqRn/VSe6o3HveCDl/WcaupJQaOzHlYx5rNeTLeSC48Vq5OQ6U7STNcYOV3tyEoHtta0zUeijJHum4d5g8Y3hLpUcYoakIzKuHFWCVtCtKVUQFqCETmu5HcmKo3LzGorz7X50rxGsR7v2zo+2XC5OlUvbZATeJ0ukz1w0Ld4Dg/9mKv0Q0NmkHiLCJ/bb9/5QfLbn7LZlXpVFm5IbX2z41HPfM5V4wJZ/tXbNG04pEt+hWe0i/O1g7HTSXLZ1Ve4fSvtkA/PugH0Ks6XehL2QNdBXoptkBHkx5cMDlmz3N/HCPCcZUeZ478GQmHJf+WQhiQVyiKKuGVkJR33O6tZaKuGb4mrYCk+L+MW9YkM/SxUZoWppzIcGsJVm0/94eVqGGvmEPpNRtYzD6sCv9S7rsvWNpGnbuVnydIJpbZenJB8YvRcrvXxgqFsybMzLfk5DlIcz4NJvg0ZeOyE+2XOnau32YTZlEF065j44Nv8eQ77p6JxEyfPLd+uQ/ntOHHS8p/Lf+QcNVAfsTm2fVQ7qgvd1TaWDNSgPstttEHtzNNDnDf6FbLS1uuj9rFL4FXv16u/hC19sw6Gt6qritO58ln1hC7ajV1PZB6CTKFzBrc8CqPt3MfJMb985E1A7rVNh/tPOUX/F9M773yAPebMQfq1b3zjFWbWnJ1jWZTZfKnKEqXtU5pTOr9ppNIRkoKf2zmUXgw7mb4Bnp1Gwya4TegKWyyesroggdpVj9/I8mMGpbuRWcwUZT5EdjpLtdJSRZhm6Sl/LpUn/i/ti0nKSXidF19GeLyHM7evLMoZ82PeWyyt6qPoxERO8OsyqPvgDrHXWF5Ip99T/nPFWfoxQf1YwKV+ACvZHYVfwVbdh4lwZqaKW+1XL3kFm3SUIKpdOhKvUIRVWhHcCiBzDWP+GimsYKrwAcJl4J8jZmbI3PeNbwZau1Ep/VsJywqyQrf9bhMK4d4blUCnK84WPVuVO5jnkw5nOTnYQ+IkXzjzSL94rVhHHfJmurNiWVajHDgMzDxCGWQsaZ8rNPgGpYFrOdrounIGkEWHL+AHznCJE9hesQnLNAmu51YinqUOzz/etI2BhlmzfTpaGh1xBCrXpttvlXlCvbOFKrh7pOS9qFcmRXNoJHuch3gMdshyM4g2C8Ei5jyhU0Pp8q6Okt+SdFZyeP1mhdmSsZ/SkS/+NHTWIcYvb/dkOhm8pvPPOvYvgwHX+TEMvsZ9mU2oUuTG7tgIYFK5w+DE8SSuG3bqa5CvPKpGpKHlqvGzsY/lAwQjffsYEt9G1NC4EVbHq85soXGLJTit5whSqSSfzIor+Vlq9FlZ6PQlvzqmkSsEXLlLnXlX1CVuxCOOClzlu0PlAU/iLVvd9U964CWAxXjkXVSn7OY9s1jwu0NbUZYeLKtzpczM6TXl82Cd1H9Tql6w9oGpVEtc0Zfiv+ofSJnb46KsyGaQspTZAuS5t+EXqFXdrGfZLPckuPVciyfoe1aeJQ+dy7i5XPmzKkaQ3ubVTqr3NAm/LGcNx8g742xkm9eNsjaTv+hzaGu9gjdpsymoc9X+cVzG8QrGl11eMG3BPg5Zhg/zh6DVb+Wo58hpNFnbrpuydx8ws4Mz4Ztvem2UCgZtyMhD4bmtR8r0RrlW2cJmf5VGFZvuDJa2Ix5gCi9AcWgjvRbq4lkmhPAlCdugLxLdZ09Yvh95eIaN6Q84Sf+n8M8bghxnce06e8ue7POJID4TR3luvZEe61wtOJ+VoW1m6q/gqOGAV2HjUvqgfOUv+5BwqNLXh0/SbddgNM6Bovf2M87+O7ul7+C+Qgfolqsd0cb4fdprHKViXNWtchmyIzbyMnUIIBrLffSTROnPRAEFSl+HA84HNZjfiRX3d4d28iojB/k6YEEbakcZA0HKG/eRdaErOuZ48UsrhTehwVU6WWBKYhUKDLlzYz81ZwO/9ItvFW+hBctJDQgIoVmY/wwiMZgpRwRoZIWhEvJhY8CakXlmDHjjKuuKOOO6goN0hhucpxxTVs+FxOdFHA3BGQK/BWXFZ1oRxjJ9moZimfWnAvhPz7emSQtXaF10eDlZGDgdkSxJorzbbIx09kQces2q87MD5TSd8Fo0KItq2SrWMoiXRBTFkZd86DytYMIx5bZ8zWvcE+huWWbmjkgdDPvaVC6Nr4xBMATWRiPPXnWEti/orNi5orSSZznUbYJkLeiQD/HaEGTL2ZBipWYT0zgwEOoOYDRCNzn6OjCjSO7xk/lzGrzo82qdVEN2ScT9FH4+xf0OBVP1Bs0SVwSSy0Zv5y4ffnTYk/kxCNAqXfIX2pQSfBmsj9JFncZVDcqP8TpSZq5/4nCEZBln2Ivlwa6e/O9Sod9yLDrN+9INvjHmvgPqLPVL+RpZA1EE7pGH/BzwvUY/dJxBgqv7ptqG0OFqMzRI5JfDa/PWYkBIC2lcvcl/cK/0UJrlcDPIQ74CAKz3iq8oE0fB+4q8T/IpDkeSyqdeUqF9zc5aY1c/DOQfReaZnzmehKALgECVkmzjp8pbxqzfh9f1qPnppLxdlzPgMTfJO0hSbktDLvgR3JI++DR9k65Vnax43IQx34sE6Zrtx0kZoal1ehMk+gA58hKZgC/3gxHrV33fbIviCXxV3ibateeZ72EflnL7ffnvgloOxUe3leJJmGWZ1qNt6aQgTWlrMwB1T1zP/mszDcI4cC8nwk7SuhAvNkNe01d0K5KGZOOnlKRUy8jxTBlFp9w44z9NH390e/rWW6/y9t35fNIGLHHuHrB3VKcISskOP0FuC6zB5vy2NzbtUWbOH08///mv0m9cvrwz3bp1nf1gV+m7yJ5y4Q/bpXNk3ksYSa/We+2VihIFtuBr9lqOHKzbn8apHTxom30b0G/Z5uPSxgOrvORX+1d4ynkjOc8aHvez0m3w3lbVU+3FNpe2qfLqS0R3JUBRiw/evWabkPEkVKkBIS/pyUdhoy5u3nyJVYldzlu8G/zKv3RI3am6STl1G5jKXAhGdPTDeHXCfvWcggU6AZrlr0PrgbxUkCcwzY/c+DjSq24LUv56WZaJEM/DMCE/gVCvO+4p68Iqe/6YoUCsKchO1L9itEqtwlZ4qjhxlUD6+blXlR4BWFkVNJycEkyHZsW4j8iUMGxlhVPLrbIVtul2QiWRpklFJ2oEK1LFs1Hqves1nzvwy+ueF8IsmzM3jAYMpTRW6AKB8ePfCm/REWVSqYvQ4I/DNWbgSuGtVOBD3pDReOxiWgaetBx+Q039zLSYX8VEFtZbL4nZubrHrc48AeaMowIIEnYUkKJFt86WwOE1jZkG7PSuDpDLcKl30iMznJOHyM9XdtURZ+Sk4YLfJbNuYuiskXJQNHR3H9UbMroHkZOlhe6qNwoOjUWUowYdRh1kZus4F+uMr+Q/habUPbxQjyIIC/JnYQTpcUQUGYoSvNLutHQMkqCqBPHKVqdR50i69vaZtcpSoYbkEdPu7PNi6Rqsga2GzaMIIqvBH9/gc8niAD5lI58Z4SotGmMbd+goiSTe2bugIS5tBYzcQHfxltkLyVqETV3I7J9OF7n8HJOHLUam5KH15NdCMgLLc/NtURA4O17enzYU7JxDuc8Pp8Xx1cB120jdRipfjLBNOXd7/GqoPhlr6yisREc25dz8zhhgt2lfOl9z+iluGudSho3zFNlfGETclrXsV7LfdDGAOm356r59hnaunArbKVsIGBA5wLIP8Rib0TJI0k6owBFwXcPByXpTtlQg8+ltoP7g1baXvdyaPvrwU2a/Hk8XMjO1gwNWS4Of85H0y3y30AG4mw7s8Ku94oAxiPUFIuUgPt8Wf/e3H063+fTUzs5FnK4b0yuv3qCP0gb74hD9lG0f26XTcImT6nc4WV+74RKm3/t0oFffUvQMrLJZD9nOoTzbOchgHnnZbxjMe8AXRGKz4Cl6EPHYH5e9r1WAkpH2zsmaQ2Ssk6bjl7xR1tqH6MG/Fzik9lz8Dpxf8Hh+l/DO9NmP2IeIy3rzT+xFZ9HglwycKLDvcGvK9es32RrC26bp78uuMQ/IjfVSofuAnmjq9uNLFd5HryyIunBWLf02srcOnIW0TOvipNCyCeHQJRa7pUH8Ki9pytfBABTCXBcuLA8Ssoqr2QP13w7ETXqZ4YgH7Nk+tTwR4k+grJ0CcRY1m4AKdRnnQ9ERjebJkURGJiiiNMebHlmkOUJTe4HMUzrhRuq1O8lFhUSWPiusgskyJmeoPGT93/1l6HCCZaQxrBMaJawKLfzWj3+PkU/vQ/NATfNLv2kl34IXZ+27E4ZEyCgjIJzcqGTj3k46PPoMIPE2nKx7pwlb4as/6pkgzoPAlDNKlCxrmIKLh6AykttcKs5GYJpOqOWp3J5vs8vmcfdB1SdxSlcohYA6hXoNiQ0Dh4OZMGWB9Ko8yjReIgpn5UzjMJZ04+NwOSvD0okGxXOQ9IXrw94aTYwUWWs0Gy7JF7QgARv86Ry6n00Zir/rTyf7GgZKeBuU8nsEbxpmX/XW8drbq9mxRzhe4rh+/SqFyD8hQiq+fZUpU/EY9H3wWuc1k1mDgqomlrulIDLX1PJv6NE55FS60fUB+qpaS4o8Sr/zeOxPdIgTt3eYtfW7ZZ7/paOcA4hHDvnvU/NXL1BYNh4h5WlgNAgvHEpFRjY5+6cRqo2tZPqFqDoFM8p1Gb4qCXS73yhuWXT0KBUwSGqbJZD3M461XCc/bMrwRfOfjHk9pfE2ja2GPmfWl4ZqO7Wdyb9LhLlZR7P2VPoumDPxbk3xTD06eO0RfUgNsrBTwWTbrLZmX9A1eorqJ7dQK0hXUTgXp+QNrnv39qaf/vgX0/e+/zYfz+YML/YqZVaJ7wrayW9xZIwORm0UL0yffvopDtbNnFPFmsJ09/b97PM6d5YPTV++On39669Nly77jdk6aLwHvHE+IP7e/XvMWpXNs9/s4OwQjOclmYt5O5m3EYdzYR2k/UO+H522r7/stxaZiNAZdNCsPTU+fQ9Itc0O2gxdd3Kgfb2Ak3gRB1I/zwHwBTrSnLxPhH1DRAatZxG8XzIx/xan7QcXibXiQmuCLu2bV19Y8qUnl4fv39vHeWXf2zm2gTDQf/Vrb4CzdRzEViI4+Z+8QTxqtidbnNXzRSrLNlgv3npMi8FVPp1j/Z0K1nPBjog5b/E/+BKG/7EFTdOw8xagHssfJ9zPaLgR+ehUEm2iDkMxpffsUp1T2QrE+JqGtCI8/NRO2vwz0uQnagSFsUzr+M1rw/TVssoLDUvdYWXcQkw/B7e0Knev5i+eLKGKJn5WSNIHcUKlI7ai+bMTvc85LdNlFcevw0ODLXSEpiyzLmDUoXDTpqMJG3qBFi6aV2dLeaTOVZgPRXPei7MfOgFZBorTsXJqJfGsb6ao6IOlkB0i5GHFmwDFks4GCfy3nnRefLB+4my6h8KpmOFIhEBQhTJBgM235XTmoEfjIJ5dXjv2Kt0IpeDKY7Nkc0XOziJ5OKEnebtHocqWDutRPZJuGTAXt9zbUJ2Rcgl4mwZ7ltGRZ+K4NKnLkhEshi1Ld8R7Vpab4K2rSzMf4gQrF41FGrp0UYi8q0fWc23Md1RpnbI0g7Od6XKcEWeucgAijpc0ub9ChBELv94hAhy2Mzlw1ZkF93dluTR1TSbKUs90waKmPCtby7OOuQk90vFQZAnAgDNiSWnSbVxKLKYwCMosCgatiJKXJhgoYOxcMr/LiFpadbCwSiNv0a5MHLHq5NcZPhr+LkMjmpooUk7521I5JfjvD9aiklbFUJUS2c7IiTvKSckxMOJI9nETaKKCOz8ADM4G/jlfbhY/DT6ifOPPmv+yQ7Xbwlq27YQyBkul69BCG21b7SzFeth83mBGTobefhU8LWmZ7c6SBO4jTQY4sbPYsH1mYs7SGV50Fhra1PUOchM8XmlTWdZnZqQGis4SNT5tiLYLhwJcsQA09LS9UoJGybWwLiIWt6uyS6GqY9VOxWmkcT56vDX97Ge/nX7z23enb3/7jenb33krdsyBnkcqOPPikC4DeK4eNfHrX/9m+vM//3OJxbZN069/+S6w9dbht976Bp8B4iPsZ5zNkgccNxzKkkXbVh0H+CVP5CGZqerSTWez/Mv2GpOGDRA+98RpO4NjzAyZv+FKn2qyoOLUsdKVx/Drdy9fffW17M0tU1d2VrubzyRBVfUnZYvtO7VX6nXZ0qfYs53pknvVmD1rfbdvuI6Ddu0qXwx46cn0q1/9evrs09vT2//ibb4qcCU06J8IX7JZ1g9MEaTXCSQP5XZVCOChWxPfeXRF5kneZldcnqUorkNk9eDBXpZgy0kGb1Cv8AtHBv9TV8VX1ykJ+W9ZZozNpX+riQSpSihkErgKVohPlbGwGCGDOl12kCVcHTFh/ZN58dT+lpXhK1xVUcGaIqtcnyuIf5XH3usMhqMaaDevoqTg7cgs13wdvHeWbBXaY9dbj6zAq/p2PlechPFZh8MGaiPSkUiHKU3h21w2DJaXOOZA5ZF3Gzz/EY2IhOCH3sEoOA5uK/4Jb9PZqSsjDeIOjTTORpxXssRzW40wzL/FbIYVHEmJk3vptINPekiyPP8P50BjwzP9bejapyFJYxQFHBqnIjjUoRR+T9HNi04Xc64VIyDlvi+fjDpUTEd1xRx5QwyPKdFYIzRlHg3hlWlDwFFFEqWdOEjU4Njw47DzvMPoKo4X98KFL3jzu2cysJ2NlSCigtyIv8eGzoOH7t3SrdWxA8zRLFP75EqdOmKpmTuRkhc80u/+BZ3ByMDv5qlX1PMh9fjkKYcZcpWfiZkkTOd0meXnHYjzLUB1wTcxD6jrPZzsA5y+M8Jn3xdlL+RhedJSwREucBxOh1ohegAAQABJREFUl4ZJGogEIaBjbJr1YNj4szqq3JgTEVGmplmenIljSRGDoU/NB05wtmoKe9s6Iy3n4wh7juUNBgDZy+UsGHHOtMmzTmL2/8gmWCWhyKYwg/EVkceTfqyjOiwyiI4Fs8ZPi0sEqROv/oFWeRZ2fqFdLU1CYIIdWP4Ja9IYhXsvkqoP21215YIruduZ1XcTqzBnIZR72r84rZyBB4g5hIb56ZgbsknTHKQtiOaYIzfKsnmf74/LJz2E4/HJZwGIyz+fvMqrtspZFwXlP2ls+CANrFrXtIeAwB5fXufavJJvyCDUSFOjDCglUzFLnM17Ywob5KE2oJH2wMtT7oGvAR/9DQid/cjH7rEdMKlQKoR369EBHpMBqLWzNx4czTwGMNp+bIM2wQElz9p2Z4XngdqMao3wxFrUKkjfmBXB5ku3fYj2O/VIxNYWH9OG+Af3DpkB+9106eLN6RtvvMKSnh0921xo5FnS4ggd6fXE+sf0D9oD+6/fvXubt7nZJgGNr3/j1vTK166Cm038hHwPFIJSLvykPocorPOS+7BBPkZOtFvtuPJKXp5ztV1gd7gXTvsfFD5zk5WmUTFlB2uiwG8kXuSsMenTQf7k413yfsQ9goCAg4M97PXutIfz4n7gwjNokoiuNxkyyDZxBwyGH97h81uDjRQdAGVK3RF//frO9Omnu9Pf/91/Zubr1em1119loMxbmdSqOKS/Q+u6ep8jUawblUOdgO+n6Nke20zufv6AGbVr0Ckk6ejq9oXt6cYF9ueBsPZp+9IB/YgTE5Rjf+Ys2gP2yGnfrZCgtvAhs2Ksf0v7M/O1YqxJPf3VilJpna3wPhWoUkNEORc1yzEzD8xmKBwqchkhQSLfo6CbWRfPm7W4SBq3lmOQLpdLXaapZToV1/ry31DmCKVikmnQove+z94zp0AdHTj7kUqyts2fi3wkFz/IIbMV6efD4yWmfHW6VMR82oCKthI1AAnkLXmJjMCzxqeRQmHSVQ/bkU6FDcp6t9yMeLip+jCvmQlDaUsOdvDO8DjjpMOlA7idKWA1pzbEC8MIitmlwqA8nhcaomSwkocmUz63pks6DZzP5UhGpyS8pyRxWxJlQnMaD9bM17+d3cprx3Qi9Rq4Thcwtp/wZ8Mm7+A1DZD0agRVtrw6W6aulq4pdD+u6t4Ipp9jOS1dXeYVfQzIBerKUEYJQ0lb3eWE6UOIewJyi2yOA3jCT7iSV+ogDhC8tz7aZmzUGT1qDKBTvUEK0ED9WUfoi8ufF3zbgDS/Eef5N+k45BPcnjadfRbcW0baoF6tYuFf9jQqc2gwrXRsQTCMaGAMR9IWYNJt+nEwa3FhepHxC9+CSNqs28hmhcjWl6BnpbHMs/f8qVhpn9aft87g1qBJZ8RPwdhJbzPD6lKtzYOaRz/IZ9bBZ/Cf8mfJf+iVPHC9aJhbmnkHi321Luf0kxBHVlWwdKRTaNglzo5buwpQedeiT/EQnhsOHUlYQ+VDM9SAG1fquB0Ymj6kuKLgB5D3s5SV9vLo7LTPUpg+im/5ZbaJSu6tHQ7MepksyzwplbItmj9JM156bQ9F9xqhG0SRLWTnZ5H27Dz2jeJ2ksJZnR//6KfT177mHiWW8uDpLFtbRGz7F+aTjz9hVq9e+Pnwdx9Pv/zlr6m7R9Nrr748vfHG67GbeZMSm1HMVN9V90dpVB/jiMG0bdttFJbnwFvrngE4dS2NsXFyRp7uM9Q1m5aDZe3wRbZruFctz8TZfrTjJT8G3dhXbZKb4N2+cchXPHQy48Bhi7I6hi0rnt1Pu2GHSNJOhx46PaVdbapoLP+ifAtV9BozYVt8g/Pdd9/j7LPPp1sv38wWkZtcM7MHX/wvswG8IW3HckSQFq8s/cbufnDcvHcDHJcEDUz1IcBiH3Qw1Z3zIvUPGZ7lk1PaXW3R/Xv3sdckgbJsU/Fg+1MG8mX++Ewp4YV+yEkhCiRMWVDokJCBFOOVwkjQyLVyLw1TgP+Rf4rmEoBCOGSNV0HMAYnlkR8rJpv6/PRDeK185fl6by4tA7DynzvivSN/phbJpyKdQ9lUSGe3spmROI185CGiHNefnCVTU9OZBGkazyOW2WxE2bSvc2svQjB7DKuzbcFaHY33xZsqUEw60dP7vs5QJuSko/GQTGeXnj7hFHkcEZfyfEsvb1WGB/OXEbHMZ4cqa4aJYPjhf/N/aUeHz5GSUAHgWvqUK/ewSsOsxvnIUaKK619yRMDIHQTUmbE6SxON0MaAlJBJzRTp0FhBUmVeRykxFtxvMaJ2P8gDPhekc+enWBYl5Gy4rRgWUECvIt/dVTaUkU2ujsoxYc0COI8G67moDhHqEhmkMs9kyCvimeFSBrVUqs54Bpuzg/Kyw+grG/6Trj6pW9ZKGSKNkvsXLl1yZOwbbnUUS+mBS7dl5NTDtY54STAktRE9qa12utm6XayjUNZK+8sMK/nNmFF8Y8NfbnxWfkAoY6mIglW70Rl1M7Ad4EMMIYBKjgtx2TvjUSLu96BOqWsHJCfJ4FmcdZ6lnJ4F/0XSTiNfRdKykpbT0WOOzvVFKFvpRJfZ8ljD9twibDNUA39UT2ZPDqk39ykZXx24AzIcaPQaswZ/NdhwBcIlLC1586yNXPEl0kqzHdg3nTZY9grPKXNRVg3mIAIaXb76GAfLge493ng8n03F2EOMsZAOkGzDW1s70wcf/Caz/Ddeujq98SbLeJfcG8WAQe5kg7s0AvnJjTSF2Zl3+wwnDAxZueCqwxW7aH6CckpbFjPw2hyX5Fzyy+oEV2e2PLokgzuuynhuX1SSOMVzn71sl69ehlZfUNLWsGUDmuRNORTdgx7o0vnKqkAoqZ/MSFWlzbFdTzqIBluvfYhvpF+7/pgZwZenT1iCdKvLrZcvpH/sPEInV2UNJUYUz2JTDvzRx/pS3ycff5alRycIooCWN8otuRlNv4GD6cye37d0+drPJK3gVv2vuFMCcg2cNgoC/FxfFeylSASBhCXiyE83pobpwlIAeXz2rxnvZxXdvBp/Q+f3foWzpJMKGoIyvYN5jgtFq+XC5Al0d74uS0XUu1dt638phPeJGxmcfYjkfA5owS/xWbV2sFaMfNsxRml1tqg/1LJQQFymt30SjZYlKZRoRzFQ28mbpPOjMZHWQyJa1pEDsJ3XEvyziktGSUy6ZRR9wsck4Xx49AQbID0VnqzpgHjJwLcAs0GeBhjZQFMot3GrMBGudIhrPNbt4nfAmp7clG4Dg73zGBwdiO0zHiIoHhV0jLLAL9+ZTYRvHRzvLTMNLnWrq6GYpArszhRKDDC+NVPyLDm1c+rsYsXTXIHR4b7IgYHiUb73Wb7w9PkzOGLpyMHNx8FSf9JqWVV7ZRg9t8spapeW6yA9sj0jKLIeyQWMZ2XhaLbbiPv9fKPSoyByNg9yUn+cydPQ7ud8G3kto8tNHFedhdJnHEBk7DKtB9jKh7qiw3Eue+RqL0VePoCg1qNNsqutliGlYIqjHBl4kaD4+Gfocl4Yx1p54hp/yCmY87Ogy2fpDJj8qTPoEwrlIMJOWh2yY7E12PlGRpOjVcf/NRjyOBdH9+LK3kSui1LWqDrpoXk244vnXmEtrRs8raK/2J0sd6PdxDDaTwmWxLX6VqCnD6mdLotro9qs/9aPkzDHLogHCfo9RPdjek6VS5Diysw36T3AeGqbhI/YqOg+dUhuQEJDljnX+B92g3T7oxNlcwyBm7CbvG1mKfGqCSqE7fLs9NOf/GJ66dZl3l5kpubWLVJ82UW7ZSf+eLr20ivs/XqcT5m5+fvtt9/g49yeb3nIn0fKUEp0eGingiZ/B8usv7ILeaAUadeuaHe0iWUblZJysE8oh+v8Dh/yzhmQ2DjJ5id/ySdu7Y9yG3UsX5LAz4Pd+9Prr7+WJeFMPDjCp10JEDItLrTifGCb2TFxJNRsnPVZtCm7LFcCaRu2H2ucV66wVUR6qPcbN29Nt2/fmT7j00zKLV8XALroLP7FJa0pFlTSZKiisBnIXwfZZ/utTpf/xBnPjffaXPXH7wo/TUe6HVqcoHnk25fpk7qM8g1cLRGn+NTSEcCWIDUiL2GNyPlSHdn8OIgbHBAtUn7HVbjC614n76GX4E85KFWW+YxfhiU9QOWx4rxfh+/MJZSiYYmr74UrHOZ3zdxqM8SLVylMTpQpPHN6cNLzY9UJW/zNy4YI1E4vHWahA0hnzP1FKDseddFPZm90CAqTWOl4bXxccTh0tpyFCSnUgeDpTMJwI6+4QSiYiOe/Y0CKCw/p8CNnGaI0Gs62mwxZutrm7RA3XOt8HHhUBAYOnySKI3Th1WUcQW01GJHbThnxSayf5rM4pFzk4Kyab5Kc5y0l9ziYS7hq/D4w4mAPlW8LZqRGWr8xmJYiSKHPrw3NkHpGLuqURto9WxlFEaczJn7LspFYH751Kv4tvjmmc+er1DnZmvK3MBIxKshMx8gTnaVdsStTN8LuuUlWWVo2skbbQOuMW/7zM/RC4jqAQ+r910F8ysNvnzmSPEun4ueTrl52Obqm8CE9+Sxfpz7G0nKI8AO3SiD88ayO7bMko7Epw1oNPZuJ3UsC1eKtNHkK8iK6yAvvzgo5K5h04oVXdi6x+4WIWtpBlqFMOQw8iamf0DeUQOfZ5x5wLcBS3vJ5eS9WxSZpfm4FYBkPiLcaRQ+8HcWgItxDlvrsXgydrVp6HzoNYKhlRlAsrc52emkiLGtZ1xd5BV4bmnoHMnUmEYTIJJnruX8Tz0N3FB0f4ueHpt3Oj7buoGIRlrph9Ik4k0g6/6LTG8/WV+c1SdLTURT3IjY6cQ1XOj9glQ7CkX9v/ZG2iAAZWm5hMK3w1F39irOcXB14NHSU1zBLGYlV+OSxfS6CezXP8mafttBjC7z3szo6JOpU/iCkOmKpVBfEV9dCFe5De9OcejWacg8YbGYT/6Lc0902tiPszdlbtkaUCFIodFbbvsO+It+e/vSTu2zAd7A+BpoMRm2nly5dmd5//8Po8zff/HrO9CqYRwwW703XrlyNDmm7zuMwdXleSw51lXkHUKEjBmPUmSx0IwhQyfKMbR0bIA7PH1Q+1qN/zoL5lmmVYb2VXbK+tbllt519382+q9pDB1D+1zWUmI96St0ZXQIKjUEqzeAMzclcvMx8EOf2Ae0viGSENyaJ404b9corL+drJJ9/fme69vRq4sxbh5hrD9A1gS2Hdt/+TPYWEilGj77wPNHtqxdIt60WPdwkhGTKvszsngak22LsNGXlbVY+qH737ufgQyeBspzsQRYDCGRxOF8Qx5OCEPHgXbBThMqzDigLFUq41TAqxrK8q5Go5fn3rGC6ldVwjfNZeY5PKx7l1T/1UaQWr3B0ntznU0bMJGDOlaEs2RSxwhcNXLXeRtePmMZfXXwa+i9EFMeNysrAKVc7iods2n7MBul6k0JMKQFor2KU0pWBcmTYYQULncwEJUeywyt5nD1xytj9QQxm0Fengt0IecCMioYMzC5S0xFlJsnZpM3QeOf4omt+XLuxXCl31OBrxMzmsKypk+dSWjZ+Q4NcOdN1yKjW/Q8a1EcR1KClOFlhpp6G2lRcSKiSLM28Oq0ubarwbpw/SznKmdpOHehc6KAI52yXG2Fr42SN8JTxE05vds8PZGcZysI8F8i3rJSbe/SoudS/PNrgjIqTjZFqhyj6AiUBtzMboXXv888PpquX/F6bTlHtB5HSdBDA11EUddW4dT5d16p/O5rCb5qfP9rJfjCkAbx/ptuBPWXZ8gL13zrbtChQ8xo0IMWLcrYOI+Ck6ZAJG8OVGH7MtgLp2DV84k4nPKeubkJfkOg0uXl13XEoyC4EXoduhFqM92M6Yx1h61Bjl0ELCqUDJku9JBIihzzm0qVbGA2iesreR8/18zuh6oDJ/lmn2ZybQisPvy8YSkjKoupE6a6HWRYkNNw6hPwUnmW8dWa8OmfouuzrEna+L+HMsOa3AzWUneGeOB1cY1Ku6FOEBK7TsUlX6AG89KnqdEmPuas0bk4I4tAJsN2FNurV0+LTgVE/oRREqAyBnyDlx3Zm55pQfJi0Cj5VzBb2IdsMRr2sYJ59B2kvFmJPyRS52XqxfWys/+1vP2AGC7v3EIeLPken35la24GD4du3P2eZdYdZpFscOUEW2HnoPmNsl7rtizgPHuxO29eYbYGirgfhyqGwHVT9tX7o+KddK5rojHQJpwNBndGOfKZrKCk1s8Rpp+xD6juL9X1kgdKfcOMsj/u9MPXYedA4+HUgybVqBGDw+c8WoJ2DDPJpI7RVPEBHTYJIYMELVDoljECW6T31XpnmeB1G+xISpGj68IP3s0ewDpcWnPz8WWbyes8/07fPXojDpS2yn3DzvOdi1steDgbwC6ykRZAuB3n2IdFNZrzMv8+A4SHLkUknzZk8y6w3MUErG+QdzhcigdevKshzdSoWUmUZV8ZDhqTmeSEUB0hazf/FQzPLqEoh6CCwDFdvbNB1mxz8GGcfuG/5pOKS3Qr2Jg8hpZ9LSSpepdYZcBlPu2CahkXe84ptGKmOtHCpECqnNCzxN8PKr9TZzrVi+eU+5adYlFi83LvUd4lGnMbJDNsBZTvq0wHR+YnxSsfnvQridclVPZtWwfI77vhrOjQdr52zbND0bBsyUPY2zpdLY0/ca8VVI1OvXItHwxRrGhosoks0teQBfUloIrkOgl2a2PdsLs9oAQb00zb3/akQjYMdtI6vjpdHgrgHw8bjW4NVmpLnFP2cDm0cSIAnUxxz8SlHU+KYc7WDljjpi/yJOxok2hKkV1g2dyIL5bGqy+LFGm3HK0ihr88Cq0ZrcZbEP8WAEcpMD41ew5h6ThkaxJq1Uvw9lR9CFj/CazCc3XIzv8+hU9TI1rSeufI5+Bf5T7o1n7AenyLbx4awrM6tA6TziMiKT+vTegNhOp/65qfT+nYamk+NsTgoK+2Veuz2MORkqn+xQ12cs5bUsYOCHXQgdeFIV1w6XgNuSd9J/J8UTwFFG8h6VqjlaVoHOZ3lzp3Px4UlLYKYZy2uiTYz9CdtXJWVdOpYdR5tniHxXpGhh13qaHu+n1soRES24OP3xNBlOWPieXOal+N4bQRNQz/PV+0bf/Td03nqIc5/2pkVUn+RV3jlzo6c+64D79UhLQqKTx6JBw5d1Dl3M/g2zrbt0LbT+ebyv9SbstUUAunSUvutMuOOrjr79cqrHKhKNeg8uPXj008+lVo+nP0qH85Glgye1P979x5MN67fyDLsJ5/criNwUjFwJ3pEkys2Q5blK+3Ph8gqYigRemu0vObHGR9fQFGeRmI/hkyNM+0xA9P9PdP9K72pQRODXHTKAeoVZu/vfPYRtt8T9sfSn7RQD3FguLr60ffVXqvuMkNF+9PJqXtlJzHVNizLen3IviyD+6fzEhYvzuiI5hB2B2DaBJ0/YJx9Et9SD8MeabmiZw9xgPcncHC0lPJX3h99/NF04+EVylD/OLiWlRDf7DS4ouB+rz3+nDBpHcpsIUituzo6g3tkpS2swrRj9iVuccnMVwm76yaxX9FPK4foqwJlf9T8c8qMRzxgT2y0z8VRRtqynd71RRONiwqq4XUkTFJoKqNG/JMSVMsnHi46kQ6CyOQNXSpIGezwmXsNLpX7xDcjqyOzs3eKkzoAB41RRY6ZGmV3+YUkHAlxNFhvym7Izw33jKikW3j0lNmO+qC4y1T7TKMeHqqseukUK4DlMvWKOsXHiGejkSMEz1rV1EPylpAKzwZp6dzI7Zr7xYs6XiLDgUCB9fxtFLu8cry/z/6ydNACiISrnpUFkN+oRl0l2xCJqwdAdZQKxmv2xdEoPRPM+tW4XXLDp6NJGpC8esiiy5l++NV9W8pFWEPqVYONXHLIXk7RN8WNphjMzFCBTx2hZHUFU07+MCggYRBXD/NvHHaeLEndtQzr5hFLhTo8td/PDoP8/gWwLtpRHScNyioAYNUF0LccD6CZZUHwOoq0PEdzGkNhLvE9yuNCt6NDDOu6cSqZRHdx1k0TNqPl41lcQ2+9apCcTTpBJIHXEAnr0mtYGVhSJUVC+NbZcmbYt1LrLU7RjrY2ZKD+NGm2Kztedzp0nKjjlxkxcDvj5fl5F3iZIccRYHRNik5YD4ahH60nFXn0t9Nbpg0R5xA+lYfBQd4ofqZtmafxdP7lVbj+Mz6O/wDIcrv30Cv+wI0SwjI/xrmkIox1alnGeZVO5awTbpyOfOlEySFwM+Wj0FFO4xEHyKOHluGzOhmepF14IVoA3Fd7WkQQp03KkTxAW6uZcaC9W7xtz9+zzHyGMgxC+DWtjYONowui3HSQPLvs4yxF2gVtSplJn7yl2A0yEvl7/4A7BDYirAYD353zF5H1g+m//n8/mf7i0nfitNihf/Txx9PNl85Nr772GsuNHjpab+TqeHnu5FWOQXBmxpWL7e1b2DJfxuED6jWSjmzDj8Wq8BYe/sr5z0tkxOvcOGxRTsLnnMlBamkQOe2rMG8hHxiSs8IQrGNLDc0XGZazZL367Vtnux5w0Kvx2kfzabjtc9QFB5fuOdZmuQ2mXjYoOtzon2V54CTbGT7bzu7ug/Bddv5wunHtRvqUe/fuUL/qbOme5UmHTpOy8WUydb66Wso2sYM8JZ8UQiu2wNUvP0h/+dLF6eWXb5VdQALRcfRZ2+oGewcozvQplZI3V9Ibu9eUla4H+cK7DM3lS6PSl8n10CgCT4ZKLSVdpRnbaev5159WMBa0yh+GBkHi9k/hVYNY4ejOa5nX1JmRqt5VBu6Kp2Ks4Qr/mEJEGIe8Ioo2kduKq0zFYz3qlFTlJDGRhXc8t9xmluYbALgnHa7qX2BNL4MnhqJrhWRVtuq/xBVof04OWb9OgZnJS2eMIvmRUzvXNDaL0kBRIVJlh9WVn9J0fgQx3eS1sEnPWuL8IA+OKh35UJvMstVMgo10l0/v2JD8jmLVRY2eilUpGvUQbEWntKi/m+RoRKCUv8ojnHdxomwkpN3HGaN5M3qWX78nSY42CDQi933F+QaNDecRb3levHIRZ2s4ZhoLSteGWZIzZVIc2n3maZOuRM8/yRUD1lHSrQOuc3SA0+RnRCJvR2ot9CC1DiwYfQX2kP1ptg3bQvGKvEjzjCBPfb7x0o3QquFTJjoV1TmDR/67k6KMGIJBkIZcJvIWE/z20kf0nnjrRBlFX8gb81LCAEM58ucYyWnDJJ8+kXrmcGJy7EC3HbC51TulqSQlUUw6v8q0RtFAwa//nnAeFWzW0lN0RqcZ3Mkn4UBFNAVvTNeJNKTPAb9HdNRsQ5UbOzvyRkY42O7byAAqyoM5FBQ6qn14L/bKn3qygEXwnKfMEKAL0qjOp964OrvsaeG+wJG9ljpeourQuBJpziqnky2vypY4mF+DG1CjXkPoQK4szOcF8SNnnA7zUy92enG84lCjT+iUy3su1zylvbgElpdiaAPVxmRKfONvQX/Lo8qTPOuWdkVFRU/QJ91Z9+dJmp25sNqC0CBO6x845S1M1SPneqEbj9NgiSSfML38Hrlg74rdQZC6M2Zj0kFDR5+/aP2IVw503tPRMvhSRvVn2QMPMR2KP5/MedqwiUcbW3wVHh5QUFSDmbiL0917D6cf/u1Pp7/8yz+fDvedgT0/ffObt9AXqNzGCYUnZ/Vv8yafzoB8vPfe+9Obb36T2Z77DOLYGwdPqnrk6BVe0lK5un+VTBDvkmN959MXrZIB5Yi8qXNp9A34WgIseeiQbQajarJCmVoHlKWSEdCmagN5VhcccFAv1J0F5FBv4aHHfqA+XVTOrzbJuOvXr0/Xb7zM6sQBs1afwZt70MBLtfmywu1P76LDTCps30+8eYKf+i+71vLnOd4NTg774uTPv/ALTV6fgG/m0DaP8fKt8IeP+Kbl3pUsw26xFcEN9PeRtas0Dhb9U6dAIqaIUu3qkqWj4GgFOrqpnIgiMFgm8s7LjiQsAvI5MTwr7cRMc8ImYp+L/e4QIhQqb1WOjUoEs5hmbN4c12jWABYPJS+VRqXwL/LzN/dRlE0S57QBMl8WgJ19TvNmGbmAPRHGhJPg1jKd8GCDqRGFyuk+GD+Rozz9U74qisHnVagyNfwqkGGZ3PLtPKt6UfYrLH0nvA3iPq9RG2o03KnL62Zmy+Zvju6bpmqZ1/tO7+sqXfrTXWG0PdfLw2Kl38HhdqbiNEoaYUwShsc0G7j8aPxKDMhDA2lPTrqlCNfySPnHCSBYN38WNHLrk45U7fHzedVwLVtJLMsRlqJDR2N26ls8OVcHJ0cjXXWIQQSDRtQ611kLf4EGr/wQjDPofOkYGEZU7v2Rvux7CkXSFcqEHH9Vhp2cht1O/sHe/dS/Hw0WzLcHs/9j5Eghyo2hqLPBOuq+HLG1VUu6zkwe4HB5hlO/zTY7UJJOungRybHhSJWkA6k8ll3p1clcZs+dR0uULOQOxLImeGAtsELLq+I7rhOVuIF6Qt5uMXCjuLOvnh/mad0unXXHlqqQB4ipMiv3qCLwEDuigjY/RYu60PSNQkUEvHXANbZTZ4a6Ib5nDuygzm27vEVHG3g6YjwAl1myyRq6d3CyL3GcgbSKr3ktWkKwRZ8Y5MdjU7KdAjoeuoeIuGzWdtCD7jmBpWNwOPbE5JgVkcovdVW3wLE1Qdp9+8zW7L5Rndm0V4AdUCSQL047cvFgYWWuTh+ik6hXwqotAWubHm2FuyPplWP1azHlTA9kq6Rj75qsTqy89RQWi0EivLEutqbP79yffvCDv5u+90f/gpPar01+LPrhQz4Jh7xsv7scheM5hOc4Od4PcptXvLaTK2y+99lz/xwYdvlZtlPYagJ1H9eIfW4Osnw5KbJW3mSI3kgczki96FSIWucLhrgOtN3oxGAoOixN1DluFVBBVjDmCXAxjlbORNo3LPuH/vZkO3M+O3gOClj5DMfLunvzzW9R/y77cUQQOFwVUMccNFy65ItS9EFx/LRhDqoP4zhlOV29QKfUzT2OpYhChnaPzyib7KyZfZiHw+7vP+CPRUlwABz5yk7LWdryZv0c4exyv31bA05NbiUraWhyAACOMdQTRQPU/Zf/W4Rv4lVQVvJaRc/EblTiWubGJ8x6aFzrscWfgltPVxyNazPHP59n5Whnq9HcYyZEHo3r4GgwhntEbKY33OZ1KavT5FnJdzRsjEvN1mxiftbzi9fHSgvUp2rUNjxdEk2CcYbuAG2cikcZufThKM2lUR1XW0bLqo2DcEt5BtkX/Glc1knLtOW8Vob0RTf9XdowHcn0ItT1PgaH2bPhVDVJ4innq8oQU4L6H/7OZO+LcE77a6zTMzUQV41IlosjumqjGQ3bXgOnbMk2Or58iBcjdfmyb0amK6DuqQ9rQTnDbx0B4uyHnaozL+V0ueTl8oAOgR9qd3awZDLoTnklj4wkx/OzL+aN5AKWQ3jpkDSuzhhs7zhDg7OK7FJWF5UsxeO4XRVDhzV3/ErS5X74iJGHJ420TqPhgh84xrnz6wPin3VJmkZZ1mzXvXkQU55rCS2l82xkOV2gmvO69C5EQdFxIjNf3rAcOxiXR9IRAHGez0+dZabFerBjcdnKZRmf/edy6OWL6AIO2BOOPBCpaWk3Fp8aF1J+nx1sY9s4W/b5HvXh51kcKmzj+Dnj5YxE9popk8wCgI/7M+iKISw684ZD/hS9sAtTh1wyfDK+9KF8wifpNcCwU0PX1WNxyFehizwTyU/47YSO/ANft9jsfQcH7CccQfHyK9fRn6fUhyfj00bg4d13f8es12s8T9MvfvHr6dvf/s7029+8xwzZN6d7d3enDz/8EH3eynPqCRFkFpBrzF7qka0e1LlOl3twbdcKuhyzqmflnNnpyGcID9lEotSPxJik6emQ2UhlTjw1GFkHHgCv6gLmgYfSoEA1wEBSEwPCOFPsC0+sQLAd48IOJ81DkfX74Uef5Fy0r7/+Os4QJ8l73hnEXLvKuYYomvc6lheZyZbUHXDZrqTX/WC7/HnVAQvfwuPQe5aXZ66d5Vy1e3f90oh7vLB9OGef37kT22gGcarP1S/IgHH9ZztMYuhw0GDBGSggLOlv22rOGE3SxzlfxnyVYdUQUkupFumrCpahYqQ6TRmT0QRB/AvVFVW/DdBxlmHl+3wEOEA21i7TiCV85VvRlAz/jH6UXxmhUojiTeUruSxlIuxmOCZqDeS4PGsAiwc7i5btCm9VpFX+fFyl7OI4dVgVFB3wESrQBGlxhscp8sKWg3Ix1I6mdbyUjcsc2VDZvdsQkbQuZXlqep4DaCekPrZOHq2Rol/d14C5F8H70EJjlj87UE9x1ujI67KOu3jpr5FkGaiUBz6dBB0gP35rc4msuWoIDXa6/m35SRpwlxxMs+wQEtlqsD3o0KMynPHYptPccYaFf6bZIaqXLo3k4N7M2NVeIPcV+S04R6G+DKHjVUtEUiBH2gVp4SehuCy96LiRdOSiPBbBeoUfnYuLzHid5+sW3VGHP4VAiHy5wmWe1Z++N2omJan8cNK6kJ495YssLsXowLucvO0Mks6FQZH5Q4gsx30iFj/t7FRU9XI6PHHyrMtMHVkHlApPRaXQ1g0jduTt8oj7Gi1x+7zfpRWPn9ByT9c+y3m193LUZmYN/Fbi1llfQKkvLUieuGObuxTr/QS6SUgIXdCmHNXbHdqYpOpEmTv0lhhA5VJi2X77Jw9NliM7d35xwpnJQnyeyn7gYao6I1VKdDr0gVXMoRPnzWvqMB1gQZe+1IxDOvo2BAPbH/qC60s7fjp9+plOxdPpFudV3bx5HV3dnj743Xvw41lS56d33n0vMzvvvvsuH9d+HafsHQ5s/Xj6xv9f3pkwWXUkV/jRQNNNs0hCI9CCjMZjS5pxhP//f3CEHfZYthXWbB5JILE30BsNPt85lbfqLb2A0EgTU9Dv3luVlZmVlZWVtdy6H34gx+u95uQgD8kPoVsuGQQxe3P37l0vXdbMZuQiZ1vCR26aI5K20mqJk8bI5kw6a7tolMZNXstZUS8YBOiZujNV0kxbiQrmhzS1P9r0mEY6gy5mZJkNRT8fah/XVe3purSFDNa1/Lg9+/67+7O33rqqP33vUQOaspvwTagBlPVAdMSQdeShHChWYbCBl3Qy/xn9IRpviIdPtQ3rjPhi9dWDHqVzD9/QQWewGxWUzTiQLwF8xFkGCI64KLQTwmNgre+G9cyXYY/8AWkPcw89+oS7wgFzBOtFqxwbcsWlUeDlYqy1N8gzE4EnX/0ZgXHQEKnGCJ/44OVudaiKEuQEAEvhgbjXK9+E7Ce+YRknIk6DQqZdJlLG/rCCUxoH0YVjBcgpolLHICoZp+7Img6d5yA6nh/grbtR6gXey7gUnZ4cExAS0g0jCe3IQ2Ydw0w57Whg7Omo5DhoCcz8K3OmkqNh4RYcyGZeR44qwwhX+eqKmpEOP3QoOGIViC+clAQNN6xgCifxGA+cL5+/RTlK3IVIV9oSCUW3rpSN2VGcTWg7Xh1l4eAZsZG9G47QCBkMLS8BaFlXezN2/PYRcewdu6AyyaDiBGhJC+eLWSGppvn3Sybu4NUZ8gKGRrDhE6EgY5fY9ItWl4kAWoDHo0IlzVWVy8QbfDheOATs3VAZcPq0xOO9I84QPiKL0FukVfUQJqU7YsVOizorlj5ywCPyYCZG9kx3pXvFs2XeGJzwzZWN8umvFZMusa3ZSW7Za4OkKGuWhvNSBkspLLvRwbJsw4tFzw95i0u7vhRvh1qY6WQgz6G+W9rnyP0LOT/PdjJrhwOJbtC3MbsBj9xnFC+iFhNlREbh06yKIe+HUYeM8wVv+vEfvNInYaew78ic2Rzi6azAZd1zWXMfpUCfUubIDVnoTwF8wICDQvgRvYVmngAwXt8MP4v1OiS1W8o9HwudihvrcB7qqKe0K1JH2uw14ruOzHY9evRs9q//9sXsl7+8KSfsqvZ33dFnhW6qLe3Obt+57W0RN25c12eHvlL9nJl99vk/6A3Iq+IJO4I9kUwkV89mexCcfV63b9/RjPSmBlucXYVdSMFsIvyEU0SILOGPdul6bwXmUmWPbMlBmRioNXw6tih5jCr3wokuMAsOFL8pv4SJPG2HZTu0/eGCBgvrWvpe1xXd5Tu+397+XvfndYbXL/RFALVdKU3pCnsG3baiCNZPcB9oIITjhY2sQLzrDx5EM2ZTHIl/vqcJ33GyjN1lrbJwhXMYRmbgSWg3TTDIApsZmZAG/uhl4SCdbS+ssRwbkiEg4I/QxizzChqmJs4MOOIgYnxuPCu2CUYReUsCg5ZSQpONxS6+0hEcikY8HWmWOIomUIR5vhxTScZkIP+EhymxJ/wV3bnT6sK04rw6+5Ehch3rCDyLz6txR4ZHwfb4qqtFLMt1BsSyzlW+jkfaU5Fk0H2cG+uVnSuiGn/cYr/RA/333ibpk20AnRL/9DDShXeex7jxuZets1F3lQb82AkzY4WR6Huu5vG7SGYZueTPBlH80TYuKn9mvSjlfKAMWeKjgwpe6IMHx4t8GGiC+WsIyjC7nA0+9wYUMHm030QzK7xBy54LgTlAh83bLLvRmWIPY8aKv8jf/OCNKaiL1i9/yJdeU7D0DS2Ytu7tBDYDT2Gp75JrwfZrYwhkFSw/6lT75GTQ2ch7oLd/kWdotMNlC95X8g84WlrFwAOcY0j99rRen8axw7FhqY0ZPfYY1hlr0Bnrv6FbuAS7tDfycKri9B9n5eA5b7nhiEdm1DMOLYcU09FQ5ywxsneRsu20/SpIhFU9uoEzcqr4dNWGYHgjleVYHNA9bfje09cUkCszxaLoNkHZWKZiJoQlq6rvdKh0RllGLlnSgeXYE+LpjERXUwk46881+/bMs6RxWv2mHIVz3erqsFx/4CDUtTQqupO06Rd0QtFheS6c433RS05gFnUq2ZJ3QDGROu0NeEdclc/0YFQzwMzCc6AszvOX//N71c3a7Lq+6bi5eXH2H7/9rev3xvX3Zl9/82fFv6fZrxuuP+wW27eZ7eSE93d10Ch6gGxZWv7mm2/cX1679o7Ll5ku7ImcNQ0+kCEL8LO1i3ZyyYOu8YYh+uqZMumNZa4LfS95sR846Gt6eYErdpQZZfLQsqnWlDv2JzrLeWU4+F3WgWFmM47NU78Yok+lbRxqqVH7tbS14ubND3xkEsdAoHcv5eSh72zah1eIUX/wypIh7Q8bycCBPzFiXqgEDyDgUOkMaKpe4QPbVJ8D5JmshMCkHM5neSgeHAaA/zhefoO34QKsnEvsIROI6xzpozwnOl/B/Jf+hTWmpBGa/nPFpVdJLDgVmNkKV7wUzN6mi0M+Ql3z9GP+VqV0Gr3CetyPf1dKchyl08Acl/+0aTUKOgreU7tHJb5mfBpKGiCNIycWpy5oH9RT9IkuM8F8yuChP2vqMOiE4gDEuKBHfhb4aLyPYhEeVsERxwxX+Oq6idPF8p/zRJGWUAcfBkFNVTDkxshBi/PIKFOVZ8xMKVPS0LN8BIDBYtbh8qb2ShzTTjBoZgnkTXHYjOvZLjkvLG3RRqc0C1kLF7IwOA7IjtkHqOOImUvJmfbLH4fh+l44Y5xMCGj9Ebqc/Ngcr5TJMcf+dB1reJSf+mYGSH2b60OEHQctDPpyWI5DJiMPzEIx+8hsF8eP4NjiIKE3FzXLwGdaEB/16L+pfAM1yFjYjR72XB0YckRGyHxXxxKoa/CSKRykI4N/nVGk2a59OUs4xFs6j4hOkaVg6xwyt4xl7FVG9loxw8vMFveqDXVUBz5+4WAfh41BCAyHP3xkzuTTmiVMZjnGvFL1kqnq3aCUD7ZxzsUL6rCpIxB44YIycK4en+biW4zUAzM95KdsXJfrO/T7b5ONI8hTKXXfGK7o4VqydxuA58b/AHLEbcfZ80yEj8jz6tEvmAG29GgvONbM9HHYKc7UtpygL30GFUuN29vPZr/+7Dda1lbbVz0hb5wN9st9++1tl+35W3lRBnvzUCe9Mzi4fv26GaNdO5/0C2dhTwOlZ/qczrY+CP30WT7dRFlZpkReODOpn9R35aW+vBUCLRUfeZtXerV+qNlffUVFOpYPnmc2ib1Ubu/oi/B7ECKOuPf+M+kBIedhig8dH7Hz9IGWG+/pjK1LkseenPazejuZmXWOn1Bb04Z7BhfICzzgP69D0dFEljEZgMC7nSWhRw68qIQeAw9FrmlL2QtJm8Ov4E9J/oOvbk/CJ/kcj6MJLj2CxzZPdUG7wGZf1AsROFvM6sUpJR9UfubOVy9wKpjC2qnW9fkhHi9ThZq+04Y53SDTnyAsEo1wfwJGTkFy0XAs8n4KFD9TEEpWDYKGUIYBtWAk0tO4p3djZKhGoobAczUOYlq7cklpvGmgMozt/igRpDmvTvXI0AOI8EkjZfZpdzcvR1AT0ClaYmvQZxkwdajWcUXzdhr7iQiM1Ahxc3w7/cAvBsEOmuBwujCq7PMi7bjAsqZhgFNniQxxXJ6oQ+A4Ad5OpL1BHqeA6X8/+CkGiWeTEQpGfMjZn0biWcTh3HxzQ3AkD+SP3EFQZUO+ZRNasZ3t6J9CjKkDiwyqDDQOBzMFMsWKVrzo9k30i9gKR483H+BTHV7QXhxmhHZ3deAiTgq6pJmpzc0tOzfIxXojqjG+HU+/Qx9bsKOEo01HmM/rMII/rw3VOHkiC2XL7gV7uOQE7+rrEThJW1v67Iw6mD19/B0AOp3oUz4PwxKjO1P0XnLYYYZDPNMhs+SIcaUKWCglRH9S/pJ3VBiohHRcum9RB5qR4OiRXenJoWy091UKHUvTpiFngSXacrjzGj70upy990vlrxBdHdKdlOfoQ0+rPPBDGQnIgb9yJJDJq4RXhT8Zdy9bys3EgoKj+cEBVvtS4DuDDx/qqBL1cX/6wx3pwPrsP3e/0v6lTS3DXfNRKcw03rt3V3qwN7t16+9UzrwhuL39WPudtmfvXf+FdZIN4NQ3hNhjSUCXNjYuqp42NGO673PG2JR+/ca7dnLQp4LNm+GRJwNA2jPH4Hj2VA38QOcWImf0iTaVgN6zpKhzNeUwYns25ZAwG1zHnvCmIvtBaVc4LJzpB2d3ddjstXffnn340Ydy5PXGsNpVZgcZHGtvnI7ewE6ZPxGENnafdiZXTzjikBGPLYIvNt4zQMKBc7uU3qMn3gOrKzzxhRN/4xWOrCuxHylP7EXsk9oXkYLBDkMXnCy1c8wNstnQUi/7LustXeTNfzKunPkyPaWXAOsZOqvCfPqyYs+nd7yrcBGXRo+njAAT3FEKdTUEOi4UAxiWOSx0NezwnJqHExe2kOiJUVeVi9Qewjf4ezr0AjPG9Txv5q7k80NolFzmOXp93lfxRNzxPEbi1qx5Rn7Ep1ZvopC6S/3GuNNJpQHRWD0yKU70rD5IcfqRDrFRvM4jMv9Gy0/9JaPhC0e7hoMGOsQhfdJo6NHXdIbwiXmgM+DedVcCb/nnL2nYFYehwBnr7aQZbwOkzoVU6TIANkZ0tnwBYGfaoB9cE+d+VI6pgu2MyJjQ2e6JHofX8nWEmTbAAsaeLpY1Sj5xAoVPaWCl3fGv0qkH7m2wJWsgcApxgwLvVMUnAM+/wjDFA/zKIRSc1e05xpv6r2DdqYe6ojN1r2tIJw7HS6K1bChTzHMOJ2XfF6WiY6BjZESOmoGr7ge0rZSkKpf4w6Hyx6Mlc4/g1eFekPNlDxaZqS5xgFn23d1hzwszDsx2sb9FXOo/9YF+oCd0CugadpLZFFTN9SWSlBvu4Q97ip2FE5BQLiNTDOnwl3rmPqHb08DQ4bAnh9m2l5rl2leHnBlGZtlk00Wv9tXAh6jqjxs/EOEwOXV+Slla0ooLzPW+IlmYFSQfWkS7Iz3y5Vr0woNzrPxx21yZ8uYikS1/8IIUzJ3FoWVDtbP18xxcSl3SHl/Onmxrn+WzAzlcj+VQMAGBA7GvGaKLclC+03EVmv3UzM3DB/e8BMn+KfY4MsOGTqRPw6bo5RN9/YSl4MePn87u3vs/4diYffr5r2yzPKnhYoarsn04F8yccpaj3xpWX+w0yuGjIZjRlOGwcJn1135DOX2pD+mJGg75GfCil9gBBgaWtUjRLtH/HQ1Mb2jZ9YJ0m+VBlsLhiWXZnDUWR4vjXBAcPPB2LzJ57mX0OIPg9fKghSxQtR/gkQMs4rztPNuTg3fZbQ+eWJZPn2FAt43ogviHQf/nHtkLX8PJZ7AoO/LnjL/vtdfugvbWXtLs3braMfHMVqKVK50vc2YViIJFcVO4ZZUTcyeGRRhxfkxIIVk6WgSKEXPJ9Yo33uSaKoXC0sFp66wy9HzgoYNgz4JfvbWRocNoDVNXAoIwzmYI5g1kYJJu8LmfUsjwPJf0Cg+RTzdkr5C1gRYfldN673IRU4JcrIeCzrVwVF6uMYKVj2vhms9bT5FDwRMbo1zp47XojXGr7gtulHHqFmjxAzkxGzg1BEW5USia1+bVBQhEBlgKhR5ojOZ0vRsmh0ujMjWm87z/7k0xlC8NzPSkX3qCgMnkHnKNnnEquYWRx5bNDY4OkzTaUnUsYMQAEU8HGQqFqDCKGzcElp80WtM/lgtw5swVHbv1WE8yJsTBKyeE8zHeNX0YnjeG2MfxQlP1ly5farNQyof34FJRHsmNYwokS+73MSLsJXquvRNM6HCkgo6F4MBQAoabtoZRhL+XfCuPGWhoG4Y2Bn7xRLrlrzLo7hxHCBCHPBST8jmr4cFBwPglRNYCV1yLaiWdnnpC6AE8BvEJtaLlVMmrAnfwU+mOZ1TcbETxRCeWNBl6bimHxIBDwXLLuvdjoTPKoeIbJ0JVRJEza5RNdU5YO7PhWS6cI2YdPDOk9HMbHFfB8SfKzNQWI2rR5FuwLCv67VDVISXjjbHi0UiRB9lEm5mz5zoHKiJxycOPb/OM7Qk7LV1IIgshUUiH7WwuE3Gkz8sLQPhImjRQsAiBGH7k3PmWXz0jb/1DfrQJcEUneAYQ/FxXhcUE7PoQRJe8koz6RR0eq9mg8CLaSmDFhP4yfFU+6Bdts1cJw5VyhPZc2RsE/B8dKi3XDtt4VV5mduAJJ5ag9xwtOQTnNqM46DI59FKfxdEOIslP8GubWp48M/vd7/VporW7LjNv8n19+74/GL+h5UCdrjK7+cHfi/v12YbOw9rb04efNctz5/v7Wnbcm33yyS3v1WN2jP2AOAo4ywy0WKIeywvv3lflmTTNusrBuKxjH7zMrDReIlCVtpBDTp1fokNfPfByeSkz/Kf+I1odkK1DTd/WwdFbnBcoW8M2I+qTPaWU1x9a12CSgSjOGA4Qs2eexdU9WwCozPJdbPSEXFH2G8BBP/9MS/bY0y19zBybKYuncovHFzp2Qn5D7Zs172Sm3aqtuO6MX8+mRzwOJy8d9bcxsSDPdV7YQ2bbBLeh/XtbktPmpj5dVOL5a7q6UamQNAIarc8tkcQwrjGOXA1gAeMxUwkIxU5rM+qBSMmDk5g0rMT+bf52+XY5nlYS5P1LyJB6T8NKh2njLcr0Ua56V2X4d5tpHR3coRs8MivkN2daBhpY6U2NlF7qm5QxOsJFo7fDYc0zbBolWFsQrtKiaJJwtiQcLDpY9kdAh7ycMVMqJ21utArZ/JX07Hdgk76MkvS48ESloQR9XSkj5WlG5qmWoq5qRJzp9MY/kAHVVWZHS0O8VUYeZkgELIrg1KhUheklmecLnqYA+EKgnnDW2JfEqPLkgBw6VHgE8RDZk9/oHbRG2iCPE5iCJZ37PMORP6WlPV823qoI4srRKrjEhn9y4jC7XDLIOZg2G3apT/SS5TpeqacjiOOj+tFGdZZ+6QzpMMAZnY1TPspnvgyp56R3GXpWKMVwmUv3xd4Qqi7C9ZDw2reh0wgfg2W+DMcArkgKdteEU2k7FY6mn1yp45638v2Q62rZBiNp1CNthHaYmUHqPfGr6I5lsA7I2cGJYdzjb5TKPoJvT20Zd2djfcuzS1/+75ezW7c+nq1pZml391CO13c61uItOU4X3T8i8w3NaDG7tan9g/XZMmRCYMaJCQ3SsWfQ4F94D8+Bgw90hzK1zCToWT6OA/aJZ/jGMQGWwOeXcAA5bJY09nbta1nftglY2Rve6FwM0ImNxoki6Fn/wCFOhZ9YaOUTQZyRyCwZTiMzy55RU5mYrMHuH8huTfZKOMgODfKLcfPrfsjxjnI6s9KZ8JG9ZjlVZUNW5OFrMxsatYHrNJZQmX5+gf0bBAy75OGQuqOQCq5XBCTxC4C/rEUztZ5NdSglipNQ1zzF4CV/A/ibvCC31iasbD8XIcCTdNq80ZHxjBrYadKNGz1Nz3WPo1X6ggtBmdLJ7ehsGWCmIDzWCSF0tGZ8SPdSDzNPMjZ0jp56xhEz1Sl3ewZfjAq4aKzM0rKxlI3qxRtpzGAR0MkyPnP8OFXYRBdS0WF4gD8EEFoqUSBbWXhCLnvMkOzpO5caca0xIrMB0uyJHCGCDZ1HjGlHLqvwMqtzHqHaaAhQZKBH1GJANvBe/EOZ0Dv37LkBN7JbEtkiwgGA4oRmcJZsOq2lzG8wAj2pOkbOrUzYDTGFTjFDsOE3HAXnmUkLSiUoQamemkkiP1ioF58urxG7R+raJ0U56VQ4z2lDS0HWMUHjZFFHvCHGyN4zqMKAfUInjC+9QsMOFeoq1+N/O1DJdRmeNkS5KU+HX4Y7fYz1VmVIvZ4+3+tAwjtlg/+SScqaclEb8JH0H16+o+VYdRJeFstSPGIH0qcVz8XTvPyBx9mfgpWMPNgRbJb0UXG8zbjzVDq0Lwfmyvrs/Q+vz/78zR/l3F/QYOy6lvVuStfUJ+pgU3QKx4plOBx/9mhd0EHByM12z2maSRePOEKli5m1kpKLxczcwRXy7vzVPaVwSYY0mzBoSL/A+WR723u8nj55ImeFJUvZTOWzXJTucxo1iKX9xS5CRxD+n/pkEoY6RR4+5g7sTR5so+Dj6uC+dHlztr6pGb4zWg1RF3HGh6zqpPytt7RZXjN2tPVmmykDbDNgJ1hnuIF3aDdbySw0cCzjH+itS2bYsP28IHVejm0t5y45X4NMQGskvln4KTiIrgqkV1rBFlzF1zPXRZgxbfW9CDuTBIzUJYFUMMonJdS/dM4oJMzQj1BxLFHiNbM5r806KLlCpqYFDMohvDp/Q+YVt28aX5EA7yr5VvqrX5ErSny6nCnXIFBqYiHvYtkX009DibpG+amoGCtpgJQ8uBVPUiMUWC09q9NLCH80Xo92hCf7l8gWZplulqrYGKAz6BAbqfGBQhdnpc0uzclcAEavH6VPt7rDENDZmgS2Uf/gIc5L8EaHG5vDBb6Ah182rxpvW7Kj/OE7vJONFsBSAW+ysfl7XR/yPZARo1wYV/aO0KlnkAGr5C35MFPMAiEzX8gXamL4iIqC/4zsgifyCRf8UmBoBqbzmLTVv6m6lDL3wQMu2CBuZKdgxrhVmBfzAbMqrudVuYGxxCFqDjzb5VkByWl//5k23uvoDhF359OKSB2EX2QoCeoPOeMQIw9msBRl7Pyua68YzjhvjB54nwyb1AWDc3aIqVanSg+huqC6XDeSvTsgEKwI82ULNcCId6nalTqrekua8LdyBD7trdKII4z4F9MCcdQvhAcCK8AW8Y38AF7pi/GFyvETEBkqhbxFn2v0vsofKHhTrQ95iAfnqrjkOfo3eTqyEQd0e7uHbmiDjXhgUz/FZ8dTMF7y4sFB9swOmODkcKCH+zpC5PFj3nTe0Qb8K/4u5OPZg9nlK1oqVPoan3NCv8giHJyGf//+QzkM+YLGppYpiWfmC/44RgVbBF+bctDOamBnXlFypVOC/Og6FBaYeTmP6fTZmm0Sri3tkWIgjf67/244dnT8xaNHj2w3wW+5iaT9HgYhBGddNqEAAA8ySURBVMHmHyywVqFfbSlhIMMp98x4YdM592xL++SMX3DsqeNzTe9eu6Ec61rK35ltXamzELNSAnp4DDtNP3gQL8wGUvqXG7EZRL5QO2Zri6WidPoglo/tkIFsPgBGADEiBBHXHlxgPUaQrcA92fGBIR9/hbOAVuOr1FzHfIFH8cc0BFyoW91IkEAweggkZUC4qUBtPJXt8ivzcsDorL1vTB49wR+SZcQAzy476EtZFsvgLE0GE2OJPOE3ne3xeYr/QtXLXjHL114vSbNOiMzYOY655hv9mDLeI7/CV7IY0+fvgY3eJL7yjlDRmzHmJFmsoovedd20vEQMpfbsiutNIFSb/tLx45hjGFImzx4JB1PmyQNPTBXTobJ/QGkyYnzlnlelrUPSJfi3Xgjar/FTZuUr+SMw37tYGDY1XBwvOUvgtIqZB/bw4NjBX9NBZjPAT4H034ZKAJynRQSnqG9oBCUsYIjOQk+Oor/bB5Tyko/ZFT79w16ubZ3yfKh9LtRN8MO0GdRzjAL44sgSr/uiAahijgoZ2cUO4GAmkAM+MpqF5lmdB2TjQ0qV0cDQC88uNg6Hy05ieAwH4YK0hLyUQ/0lHbyp24KYvwYuuIMX3pG/hNSuY46iBzOpC/SIZWOMvQ8u1YzCOpvaN1KXpLsMygBu5MmVwbIuXnqN8Ua+EBZdxXvZRh0Eb6whG5DoV4H7smfAp1bIx71nOgBDB5whuSI37uEhvIPX+gQ8eIeQvEQAX3AWjOIi08CQL8/gMq96zpX886Hokd7xhp95yDwVfJ6WeVydXnwOGJUVSRXNuqLj/CsbRTx2pOtt4SjadW0c+bHkIxqWFXWRuplyO77zhY4VTWCKH3NpHqacvqGc0RNosfWh2hV5kV9w2LXg4Sx77YpeW4KEV+WL3eJtZWarcOIP9AbhDR0tcVcHt/5u9v71j2T/LgsvH1YXHfpGtSNmhg5kn5i5P3deb0PKKSKA9pKWJImHdNUJV0nWf9gW+lectfR3nX+WAQMZbJ7BBZceaSucRA+VNdlc9uK+lNMEnadyvJ5qCRIGoEX9GoPwwS+s+1k/tvduN9BXusznkyfPctq98vGGJvtf/eKSTC9bBzY0QJVPqX1ge7O739+efaCvBpzTTDR0spzZ5GuZNlqibfNj7lMD2DgC5TzH59OUP/Wpa7MPLJsuzXwF5fwvBa8gfFOwACyIKcqKkafKNGToYCfeQbNodfqFE/lLmqDGcnHxb37SoFojMxDxGDCdcSJlkKmUMFQpjD71J22zE8ZBgOBJxcIA+U4O8Nl5PBl+hFguY5V7kfhYwhHDUfcqf5MNEL2xL8NHXmN8p/U65TopT9JD4yTYkaule5wGT71Tn53ndExSeTwShbPeCF4yUITkQoOvk+6ZBo5zRuPHSLEJkwbK683adyNYozcJ8KpuqB492/1Twyckqt3nIhCA+rIbdJj9GumRE/5dBlDLWBCqTNCLU5Slczr/s2xad7zy8k+zXHygmjfsXAbR4HRoUnc19c0ehBexEiJQhpA2AaMxZPy6RCy1jbpD4cMSbM0FeCC5eE0iOMmQTOkgGDkysiYtofIYfcOfe2RRBOtaucZraI8x0ISGq2iBt5FO5SHu6BA8pLM/BX6ZTcRh9kd5FX9OfLKUgM7hQPFSBDNa+5K/v0VIXboIIcQ5RjHOkj2IFeyQKh69wNBTn8TWH85xxIa2JQRmVfmTjr5Ufhhg1F9lpRzpzOEAeZGnX3lK3tyVnjnWeRPPL3lHHeB+DONz3Ve9zz8fWxEN5WlgRtCSYeK6TOZ5LH6Ln3rmCq/EU6yS3ygbYEjvaXmOGIjvPHNLfIcPH4HpcIIwTPEzn06elm7rU/iwMRlcUbepX+q56QztSfGHmkF99JDBzYPZRzf1HcnnTzTDdX/2j7/6aMaXxHBGeDmHArHMzZ5UjkpYUzy6y+yOl8R1ZSJDnCACbmRPpffMhulxsm8efDDAZdUAftDclDXmSPJVGzkj3CxlGkbp4LXcPejEhGpzvPatHvgIE2bRGx7h45NbzG7Bm1mJkC0DZrxwXp/IceMsM79MoBdj3n33ndlF7YHNFymYcV7X3rLd2bd3vrbdfOvqO3k5SazSduAr+mMS5o2ylElFADyzdw3YBmU52h4RAc+y/2eA0fVUzlfD1C5N2EMkZe0hDxP9nvBG70bjPBr0TkR8SOFKDFN84xWDx2wGFe+3JalkCy6KY4V3ZVZHNWF45Zt5+ZwmO4rX4V5flihMlFjCEMIBaUNfDZzHun99eg3pCRfKVvVH3f0QeuDiL7MLlK/wcZ+ye2+A4mU6JrliQHBSCLyIQX1T/jhGWp/Xq0HASDsU32ZiBFtw5DNdiZW4lAEa4SVyB0iGQcOpkj4dN3/mSZkYaXok2OhXHYB/ygRW6TKn4dNo7UjJOcSo0CvjKNLRwzvGxae3YwRl8A7NW1rBmjblJuQ5JCIn7jlzCUcpf6GZj1gDT97SJaATMqql/JEf1zBOOviSJzICRrGgNgudj2DLL2nAHB+Cq9MKdPIVn1xDI/SA6TQ7DeKWCfa8nRYzooFNmdf5QPc5nUquOkZPcMqYEaCjiswiFz20cuuZB0JjBStl8GLS8fqxk6w0bt3RJmey8Vv1CbLWyXI7hXQItA1j0DX1gKMYfibQYqZFFCvR40a3RZbcSCOqdD3PrSyud5CFJnddByYJEO0wTw9YoqtdFa/zfCTn6X6FCU7CK9J0B8hsM4SK5+CiHITuoCY+v2Ys9SU8hA4f/IEjLXirbIkPPLKAzKpyEgfO8NjqOOimPKYpOGAOma5RX4XzkX1HlFaJkzNSHIFY0cLNR6T/9Mf92QcfalO77MdXv/ti9vk//bNt05aW3hiwbeoNQJwJNp3DE3oNWh78xRldU47EU54D7Wl9rPPFCNgq+GTTOc4XA1k+H8Qb3vCHHcP24nSZX6OWXHClIKgglCaJQ3PxYr7cgP301xxchxl4c+QFebCBzNbxFjaygdbTJzuaMdPeK2G6ok8x3fz4Qy23bok29S8bqbeH73x7T9/JvKeB955gtuSY3lC5sa2y1cJbdWyeYMpBPQoNSYF0b6z3U+eZCkMu/LlEgPOsf6/sfEGkBBN0EycmayKmwg+ER/jG2Ru6UD+h13ngGb5CN4SAC6/E+8EJyctotimJXmeNI5b9KQj2jIYDgQuuV/0NP52/4/MDV/z1PMXn8XnnU7tsIiPqouOeh0VWkRnxuSd/r+d5+J/Dk3luIuLeozHqSx3g2JBpPIyS1rS/r8rDM3VOoJwxLpE798wq0bEd6uwcjmuYgoARFXrBKM/7wlxfOGdp7DT4kTfwn9eifzXS2uMFTuAoAvyUM0Z88Uk6ZeEZ48PhgHyvjzO3zJ9GZNyzlOmT5UVLrp2MGTzTwUoeMph+2wdGphkvqDThcVv3HiUrL3QZKS+FyGiMTscenik7ZJoK+eIySjYYX9LhC4A43cfZhiBC3sCXTHgiuDjms9p66ibEgRj5h55zhT9SE6E75EvaqqBMsheAYjaAg4+aRaKjW9OyCOdrsckWXfMbWZRRjrGXfJUx6GFA5VCempE1S5C1UxT6rvPGkKD1D3lJbjWDoSdkJ5XxNbmWf0te8M49f+AuRwwcfSSPfiY99nHZbhcOYYODiSBVaj1TNHKptNR7hyt5u+0M5S1Eld6v8Ez+Jn/pUEL4rPZU+Vddi2eune3gIwpagSF3aHU8PBf/8IIch1QEO4SOq+OH6JgH8DwHUQ3qaPtB13GCr5NoOBu90OKsPWa5cTRkw87qkzU4X7qnjqM7yZds9GWUiC9TYLvWZg/vy+l5+VSf7tExC+f3Z//9X1/MPv31b+x4MRPEOVXo8Zn18AtuOMQhI6CZyA9+/Czd3tLesBcaALJ8XnvCmOBgQEgb2dNsPHwyk+Z6IavwSlLGgxN15e0rk061RJfJuBttL1U2cZXsS4etY7bPDKb1tqS+V8rBs5d0bMWtT27KiVOfrvYEX5zu/92dR/6SAM7gFe3x+vjj97XXLScjuD23uij8kYaL7D6g9lymPI0pkslHuRCU7t321Ebglzo/p6srLKj4BXU1vsSWcJ1q7Ql5V8ZAK+nJk2pyjH5GduFjIZOzzMMEy6q4pHQjkef+23mruIJFXRbLO3GibHTQvIqfjhSFUao2KVOZCIsOPgamMFOyxiPWmfv2iIJXOTv9XnZXlNEUB8lPnuSbEAVqkFnhBQd/q+DJVPUzGqoxL/dBW0aiaBJfcSYPNt+Qp3gf7wvquOtIu+Dg8TSh8taVPOJSXFF+yZoI4eKaTo8IosIvhpyysvcKPVhTi8ApYYaCZUn2VLlxKZUPPmMgwPVcn0Gh5yUv9Dh9GR3AkYijJeOnREZr5Ec2XL05X3pD+cpIAUe6l5dAqEDxOavugr7jRgebt3RkjMO56dJoZWeVT0uH4ue58vqNH8Uzs4YMfBW9QzljwGI8hcSdtB1QFcMzbPTaS4E4lcHnnMEtfATI0O2euOhyOlnLVM5eHAqxj8PhjOEeJHG4cBZIA1toVb2P9RmKja4AClfpb3BBx1xNV0gWPnKbhenamEdKrTMHBhyL+YgnhG5oxOlp9y2t6MNXfcYnpUKKmU2hTpAkM5YEcJpH6sv8pnwukzIbyvHYGFXgJKfokPejCg461GOQpRMsOSUViCQXGPyW7KAU/tMZoKuBT727M7eswjM4CNDgjzKX7OI8EE96h8vd/G/KnzJXXYVv4rIMExqtaOKTflbkHMb8lLPKU3UBUPKnfGwxIVAP00tU0muEn2WhbBAnf8qT+glPKUzuU7bwHFkZsfAqxTRNRwCBB1/JownFGVr6ZFelKdoygS2gkbJdgBPccVCyqV28Sqjwr5ziG53IM3Q4sgY65+T8Uycur8mpfoBTe2NGvORjnkBJH9j4OaOB5hMd1vrVHx54D9iVrYPZF//+L7NPP/vMJ7RzlhYvgTC4O3eOupfu6eUPZr2gySfZSkZGqR/OH9u8dFUb1VNx1BO2ii9reFZK5Tvg0Gb9gaPqkXteNrlwMUv4EoryiQ5iRra68Me+Vh9LwUwa+cULThR4sm8WGcnOawC9L8d0e/uBHKt72re7pjK+rzeJN9ECrUboqwDfP/RsF+1tQ2938oH5965f0wtKDBQlb+EHV+SlPKKBPPMSQNKQ6xgMq/pJe0D+VG/4l+gmeSG3/wegHcZJE/RqIAAAAABJRU5ErkJggg==" class="landing-hero" alt="Conquiers Ta Vie">
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<div class="landing-section">
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<h2>Le projet</h2>
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<p><strong>Conquiers Ta Vie — Guillaume le Conquérant</strong> est une application ludo-éducative pour les collégiens de Seine-Maritime. Elle place les élèves dans la peau d'un jeune Normand de 1066, aux côtés de Guillaume le Conquérant, à travers des aventures narratives et des quiz ancrés dans les programmes d'histoire.</p>
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<p>Le projet est porté par le Département de Seine-Maritime en partenariat avec des enseignants et un comité scientifique réunissant historiens et acteurs de l'Éducation nationale.</p>
|
||
<p>L'application se compose de quatre chapitres couvrant la montée en puissance de Guillaume, la préparation de la conquête, la bataille de Hastings et l'héritage normand en Angleterre.</p>
|
||
</div>
|
||
<div class="landing-section">
|
||
<h2>L'espace enseignant</h2>
|
||
<p>Cet espace vous permet de gérer vos classes et de piloter l'expérience de vos élèves depuis un seul endroit.</p>
|
||
<p>Vous pouvez <strong>créer vos classes</strong>, y rattacher vos élèves via leur code personnel, et <strong>assigner des modules</strong> (quiz) qui apparaîtront directement dans leur espace collège. Vous pouvez aussi ouvrir en accès libre certains chapitres de l'aventure principale, pour des besoins de rattrapage ou de différenciation pédagogique.</p>
|
||
<p>Le <strong>suivi des élèves</strong> vous donne une vue d'ensemble sur la progression de chaque classe, question par question.</p>
|
||
</div>`;
|
||
}
|
||
|
||
// ===================== (ANCIEN) ACCÈS LIBRE — conservé pour toggleFreeAccess =====================
|
||
function viewAccesLibre({selectedClassId}){
|
||
const selId=selectedClassId||DB.classes[0].id;
|
||
const c=cls(selId);
|
||
const fa=DB.freeAccess[selId]||(DB.freeAccess[selId]=new Set());
|
||
const totalUnlocked=fa.size;
|
||
return`<div class="ph">
|
||
<div><div class="pt">🔓 Accès libre</div>
|
||
<div class="ps">Rendre un contenu accessible indépendamment de la progression de l'élève</div></div>
|
||
</div>
|
||
<div class="alert alert-info mb20">ℹ️ Par défaut, les élèves débloquent le contenu en progressant dans l'ordre. Ici vous pouvez forcer l'accès à n'importe quel chapitre ou étape pour une classe donnée, quelle que soit leur avancée.</div>
|
||
<div class="flex g12 mb24" style="align-items:center;flex-wrap:wrap;">
|
||
<label style="text-transform:none;font-size:13px;font-weight:600;margin-bottom:0;">Classe :</label>
|
||
${DB.classes.map(c2=>`<button class="btn ${selId===c2.id?'btn-p':'btn-s'} btn-sm" onclick="S.navigate('acces-libre',{selectedClassId:'${c2.id}'},false)">${c2.name}</button>`).join('')}
|
||
<span class="badge b-amber ms">${totalUnlocked} déverrouillé${totalUnlocked!==1?'s':''}</span>
|
||
</div>
|
||
<div class="al-grid">
|
||
${CHAP_CONTENT.map(ch=>`<div class="al-chap">
|
||
<div class="al-chap-hd">⚔️ Chapitre ${ch.chap}</div>
|
||
${ch.steps.map(step=>{
|
||
const key=`c${ch.chap}s${step.s}`;const isOn=fa.has(key);
|
||
const icon=step.type==='Aventure'?'🗺️':'📝';
|
||
return`<div class="al-item">
|
||
<div class="al-item-label">
|
||
<span style="font-size:14px;">${icon}</span>
|
||
<div>
|
||
<div style="font-size:12px;font-weight:600;">${step.type}</div>
|
||
<div style="font-size:10px;color:var(--muted);">${step.type==='Aventure'?'Aventure '+(step.s<=2?1:2):('Quiz '+(step.s<=2?1:2))}</div>
|
||
</div>
|
||
</div>
|
||
<label class="toggle-sw">
|
||
<input type="checkbox" ${isOn?'checked':''} onchange="toggleFreeAccess('${selId}','${key}',this.checked)">
|
||
<div class="toggle-track"></div>
|
||
<div class="toggle-thumb"></div>
|
||
</label>
|
||
</div>`;}).join('')}
|
||
</div>`).join('')}
|
||
</div>
|
||
<div class="card" style="padding:18px;">
|
||
<div class="card-title mb12">Résumé — ${c.name}</div>
|
||
${totalUnlocked===0?`<p class="sm muted">Aucun contenu déverrouillé. Tous les élèves progressent selon leur niveau.</p>`:`
|
||
<p class="sm muted mb12">Contenu déverrouillé pour tous les élèves de ${c.name} :</p>
|
||
<div class="flex g8" style="flex-wrap:wrap;">
|
||
${[...fa].map(key=>{
|
||
const m=key.match(/c(\d)s(\d)/);if(!m)return'';
|
||
const step=CHAP_CONTENT[m[1]-1]?.steps[m[2]-1];if(!step)return'';
|
||
return`<span class="badge b-amber">⚔️ Chap. ${m[1]} — ${step.type} ${m[2]<=2?1:2}</span>`;
|
||
}).join('')}
|
||
</div>`}
|
||
</div>`;
|
||
}
|
||
function toggleFreeAccess(classId,key,checked){
|
||
if(!DB.freeAccess[classId])DB.freeAccess[classId]=new Set();
|
||
if(checked){DB.freeAccess[classId].add(key);showToast('Accès activé ✓','ok');}
|
||
else{DB.freeAccess[classId].delete(key);showToast('Accès retiré');}
|
||
S.navigate('acces-libre',{selectedClassId:classId},false);
|
||
}
|
||
// ===================== TABLEAU DE BORD (3 versions) =====================
|
||
function viewTableauDeBord({dashV=1}){
|
||
const v=parseInt(dashV)||1;
|
||
const allStu=DB.classes.flatMap(c=>c.students);
|
||
const allStarted=allStu.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>0;}).length;
|
||
const allFinished=allStu.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>=16;}).length;
|
||
const pubActs=DB.activities.filter(a=>a.status==='published');
|
||
let totalDone=0,totalPossible=0;
|
||
pubActs.forEach(a=>{
|
||
const cls2=DB.classes.filter(c=>a.assignedClasses.includes(c.id));
|
||
cls2.flatMap(c=>c.students).forEach(s=>{
|
||
totalPossible++;const r=(DB.results[s.id]||{})[a.id];if(r&&r.status==='done')totalDone++;
|
||
});
|
||
});
|
||
const completionRate=totalPossible>0?Math.round(totalDone/totalPossible*100):0;
|
||
|
||
const kpis=`<div class="kpi-strip">
|
||
<div class="kpi"><div class="kpi-val">${DB.classes.length}</div><div class="kpi-label">Classes</div></div>
|
||
<div class="kpi"><div class="kpi-val">${allStu.length}</div><div class="kpi-label">Élèves</div></div>
|
||
<div class="kpi"><div class="kpi-val">${allStarted}</div><div class="kpi-label">Ont commencé·e·s</div></div>
|
||
<div class="kpi"><div class="kpi-val">${allFinished}</div><div class="kpi-label">Ont terminé·e·s</div></div>
|
||
<div class="kpi"><div class="kpi-val">${completionRate}%</div><div class="kpi-label">Taux complétion quiz</div></div>
|
||
</div>`;
|
||
|
||
let body='';
|
||
if(v===1) body=dashV1(allStu,pubActs,allStarted,allFinished);
|
||
else if(v===2) body=dashV2(pubActs);
|
||
else body=dashV3();
|
||
|
||
return`<div class="ph"><div><div class="pt">Tableau de bord</div><div class="ps">Vue synthétique · Année 2025–2026</div></div></div>
|
||
${kpis}
|
||
<div class="dash-tab-btns mb20">
|
||
<button class="dash-tab-btn${v===1?' active':''}" onclick="S.navigate('tableau-de-bord',{dashV:1},false)">Vue 1 — Aperçu classes</button>
|
||
<button class="dash-tab-btn${v===2?' active':''}" onclick="S.navigate('tableau-de-bord',{dashV:2},false)">Vue 2 — Activités</button>
|
||
<button class="dash-tab-btn${v===3?' active':''}" onclick="S.navigate('tableau-de-bord',{dashV:3},false)">Vue 3 — Heatmap élèves</button>
|
||
</div>
|
||
${body}`;
|
||
}
|
||
|
||
function dashV1(allStu,pubActs,allStarted,allFinished){
|
||
return`<div class="g2 mb22">
|
||
${DB.classes.map(c=>{
|
||
const stu=c.students;
|
||
const started=stu.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>0;}).length;
|
||
const finished=stu.filter(s=>{const p=DB.progression[s.id];return p&&totalSteps(p)>=16;}).length;
|
||
const avgProg=stu.length?Math.round(stu.reduce((sum,s)=>{const p=DB.progression[s.id];return sum+(p?totalSteps(p):0);},0)/(stu.length*16)*100):0;
|
||
const cActs=DB.activities.filter(a=>a.assignedClasses.includes(c.id)&&a.status==='published');
|
||
let done2=0,total2=0;
|
||
cActs.forEach(a=>{stu.forEach(s=>{total2++;const r=(DB.results[s.id]||{})[a.id];if(r&&r.status==='done')done2++;});});
|
||
return`<div class="card">
|
||
<div class="card-hd fbet">
|
||
<span class="card-title">${c.name}</span>
|
||
<span class="badge b-gray">${c.students.length} élèves</span>
|
||
</div>
|
||
<div style="padding:18px;">
|
||
<div class="g2 mb16">
|
||
<div><div style="font-size:10px;font-weight:700;color:var(--muted);text-transform:uppercase;letter-spacing:.05em;margin-bottom:4px;">Progression app</div>
|
||
<div style="font-size:22px;font-weight:800;">${avgProg}%</div>
|
||
<div class="prog-bar mt8"><div class="prog-fill" style="width:${avgProg}%;"></div></div>
|
||
<div class="xs muted mt8">${started}/${stu.length} commencé · ${finished} terminé</div>
|
||
</div>
|
||
<div><div style="font-size:10px;font-weight:700;color:var(--muted);text-transform:uppercase;letter-spacing:.05em;margin-bottom:4px;">Quiz complétés</div>
|
||
<div style="font-size:22px;font-weight:800;">${total2>0?Math.round(done2/total2*100)+'%':'—'}</div>
|
||
<div class="xs muted mt8">${done2}/${total2} réponses</div>
|
||
</div>
|
||
</div>
|
||
${cActs.length>0?`<div style="border-top:1px solid var(--border);padding-top:12px;">
|
||
${cActs.map(a=>{
|
||
const aDone=stu.filter(s=>{const r=(DB.results[s.id]||{})[a.id];return r&&r.status==='done';}).length;
|
||
const pct=Math.round(aDone/stu.length*100);
|
||
return`<div style="display:flex;align-items:center;gap:8px;margin-bottom:8px;">
|
||
<span class="xs" style="flex:1;overflow:hidden;text-overflow:ellipsis;white-space:nowrap;">${a.name}</span>
|
||
<div class="prog-bar" style="width:60px;flex-shrink:0;"><div class="prog-fill" style="width:${pct}%;background:var(--ok);"></div></div>
|
||
<span class="xs semi" style="min-width:30px;text-align:right;">${pct}%</span>
|
||
</div>`;}).join('')}
|
||
</div>`:'<p class="xs muted">Aucun module assigné.</p>'}
|
||
<div class="flex g8 mt12">
|
||
<button class="btn btn-s btn-sm" onclick="S.navigate('une-classe',{classId:'${c.id}',tab:'progression'})">Voir →</button>
|
||
</div>
|
||
</div>
|
||
</div>`;}).join('')}
|
||
</div>`;
|
||
}
|
||
|
||
function dashV2(pubActs){
|
||
if(!pubActs.length)return`<div class="empty"><div class="empty-ico">📋</div><h3>Aucun module publié</h3></div>`;
|
||
return pubActs.map(a=>{
|
||
const assignedCls=DB.classes.filter(c=>a.assignedClasses.includes(c.id));
|
||
const nQ=a.questions.length;
|
||
return`<div class="card mb16">
|
||
<div class="card-hd fbet">
|
||
<div><span class="card-title">${a.name}</span><span class="badge b-info ms">${a.assignedClasses.length} classes</span></div>
|
||
<button class="btn btn-s btn-sm" onclick="exportResultsCSV('${a.id}')">⬇ CSV</button>
|
||
</div>
|
||
<div style="padding:16px;">
|
||
${nQ>0?`<div style="display:flex;gap:4px;flex-wrap:wrap;margin-bottom:14px;align-items:flex-end;">
|
||
${Array.from({length:nQ},(_,i)=>{
|
||
const allStu2=assignedCls.flatMap(c=>c.students);
|
||
const done2=allStu2.map(s=>(DB.results[s.id]||{})[a.id]).filter(r=>r&&r.status==='done');
|
||
const pct=done2.length?Math.round(done2.filter(r=>r.ans[i]).length/done2.length*100):null;
|
||
const h=pct!==null?Math.max(20,Math.round(pct*0.6)):20;
|
||
const col=pct===null?'#EDE8E0':pct>=75?'#22A05E':pct>=40?'#3B82F6':'#E05050';
|
||
return`<div style="display:flex;flex-direction:column;align-items:center;gap:4px;">
|
||
<div style="font-size:9px;font-weight:700;color:var(--muted);">${pct!==null?pct+'%':''}</div>
|
||
<div style="width:28px;height:${h}px;background:${col};border-radius:4px 4px 0 0;" title="Q${i+1}: ${pct!==null?pct+'%':'—'}"></div>
|
||
<div style="font-size:9px;color:var(--muted);">Q${i+1}</div>
|
||
</div>`;}).join('')}
|
||
</div>`:'<p class="xs muted mb12">Aucune question.</p>'}
|
||
<table style="width:100%;border-collapse:collapse;font-size:12px;">
|
||
<thead><tr style="border-bottom:1px solid var(--border);">
|
||
<th style="padding:6px 10px;text-align:left;font-size:10px;font-weight:700;color:var(--muted);text-transform:uppercase;">Classe</th>
|
||
<th style="padding:6px 10px;text-align:center;font-size:10px;font-weight:700;color:var(--muted);text-transform:uppercase;">Répondus</th>
|
||
<th style="padding:6px 10px;text-align:center;font-size:10px;font-weight:700;color:var(--muted);text-transform:uppercase;">Score moy.</th>
|
||
<th style="padding:6px 10px;text-align:center;font-size:10px;font-weight:700;color:var(--muted);text-transform:uppercase;">Complétion</th>
|
||
</tr></thead>
|
||
<tbody>${assignedCls.map(c=>{
|
||
const stu=c.students;
|
||
const done2=stu.map(s=>(DB.results[s.id]||{})[a.id]).filter(r=>r&&r.status==='done');
|
||
const pct=done2.length&&nQ?Math.round(done2.reduce((s,r)=>s+ansScore(r.ans),0)/(done2.length*nQ)*100):null;
|
||
const comp=Math.round(done2.length/stu.length*100);
|
||
return`<tr style="border-bottom:1px solid var(--border);">
|
||
<td style="padding:8px 10px;font-weight:600;">${c.name}</td>
|
||
<td style="padding:8px 10px;text-align:center;">${done2.length}/${stu.length}</td>
|
||
<td style="padding:8px 10px;text-align:center;">${pct!==null?pct+'%':'—'}</td>
|
||
<td style="padding:8px 10px;text-align:center;">
|
||
<div style="display:flex;align-items:center;gap:6px;justify-content:center;">
|
||
<div class="prog-bar" style="width:50px;"><div class="prog-fill" style="width:${comp}%;background:var(--ok);"></div></div>
|
||
<span class="xs semi">${comp}%</span>
|
||
</div>
|
||
</td>
|
||
</tr>`;}).join('')}
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
</div>`;}).join('');
|
||
}
|
||
|
||
function dashV3(){
|
||
// Heatmap: all students × 4 chapters, color = steps completed
|
||
const chapColors=['#FFF8EC','#FDE9C8','#F5C97A','#E8922A','#C47820'];
|
||
return`<div class="card">
|
||
<div class="card-hd fbet">
|
||
<span class="card-title">Heatmap progression — tous les élèves</span>
|
||
<div class="flex g8">
|
||
<div class="flex g6" style="align-items:center;font-size:11px;color:var(--muted);">
|
||
${chapColors.map((col,i)=>`<span style="display:inline-flex;align-items:center;gap:4px;"><span style="width:12px;height:12px;background:${col};border-radius:2px;border:1px solid #E3DDD5;display:inline-block;"></span>${i===0?'0 ét.':i===4?'✓ 4 ét.':''}</span>`).filter((_,i)=>i===0||i===4).join('')}
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="heat-wrap" style="padding:16px;">
|
||
<table class="heat-table">
|
||
<thead><tr>
|
||
<th class="ht-code">Code</th><th class="ht-code" style="min-width:60px;">Classe</th>
|
||
<th>Chap. 1</th><th>Chap. 2</th><th>Chap. 3</th><th>Chap. 4</th>
|
||
<th style="text-align:right;padding-left:10px;">Total</th>
|
||
</tr></thead>
|
||
<tbody>
|
||
${DB.classes.flatMap(c=>c.students.map(s=>{
|
||
const p=DB.progression[s.id]||{c1:0,c2:0,c3:0,c4:0};
|
||
const tot=totalSteps(p);
|
||
return`<tr>
|
||
<td class="ht-code">${s.code}</td>
|
||
<td class="ht-code" style="font-size:11px;color:var(--muted);font-family:inherit;">${c.name}</td>
|
||
${[1,2,3,4].map(i=>{
|
||
const v=p['c'+i]||0;
|
||
const col=chapColors[v];
|
||
const label=v===0?'—':v>=4?'✓':'Ét. '+v;
|
||
return`<td><div class="hcell" style="background:${col};color:${v>=4?'#92400E':v>0?'#78350F':'#9A8A78'};border:1px solid #E3DDD5;width:36px;" title="Chap. ${i}: ${label}">${v>=4?'✓':v>0?v:'·'}</div></td>`;}).join('')}
|
||
<td class="ht-score">
|
||
<span style="font-size:12px;font-weight:700;color:${tot>=16?'var(--ok)':tot>0?'var(--accent)':'var(--muted)'};">${tot}/16</span>
|
||
</td>
|
||
</tr>`;
|
||
})).join('')}
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
</div>`;
|
||
}
|
||
// ===================== MODALS =====================
|
||
|
||
function showSupportModal(){
|
||
const classOptions=DB.classes.map(c=>`<option value="${c.id}">${c.name}</option>`).join('');
|
||
showModal(`<div class="modal"><div class="mhd"><h2>⚙️ Support</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody">
|
||
<p class="sm muted mb16">Réinitialisez l'association d'un élève à sa classe. L'élève devra resaisir son code dans l'application pour se rattacher à nouveau. Sa progression n'est pas effacée.</p>
|
||
<div class="fg"><label>Classe</label><select id="supportClassId">${classOptions}</select></div>
|
||
<div class="fg"><label>Code élève</label><input type="text" id="supportCodeModal" placeholder="Ex. : A3K7" style="font-family:monospace;font-weight:700;letter-spacing:.1em;text-transform:uppercase;"></div>
|
||
<div id="supportModalFeedback" class="xs muted mt8"></div>
|
||
</div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Fermer</button><button class="btn btn-p" onclick="resetStudentModal()">Réinitialiser</button></div></div>`);
|
||
}
|
||
function resetStudentModal(){
|
||
const classId=document.getElementById('supportClassId').value;
|
||
const code=document.getElementById('supportCodeModal').value.trim().toUpperCase();
|
||
const fb=document.getElementById('supportModalFeedback');
|
||
const c=cls(classId);
|
||
if(!c||!code){showToast('Renseignez la classe et le code.');return;}
|
||
const stu=c.students.find(s=>s.code===code);
|
||
if(!stu){if(fb)fb.textContent=`Aucun élève avec le code "${code}" dans ${c.name}.`;return;}
|
||
if(fb)fb.textContent='';
|
||
showToast(`Élève ${code} réinitialisé ✓`,'ok');
|
||
document.getElementById('supportCodeModal').value='';
|
||
}
|
||
|
||
function confirmDeleteActivity(actId){
|
||
const a=act(actId);if(!a)return;
|
||
showModal(`<div class="modal"><div class="mhd"><h2>Supprimer le module</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody">
|
||
<div class="alert alert-warn">⚠️ Supprimer <strong>${a.name}</strong> retirera ce module de toutes les classes auxquelles il est assigné. Cette action est irréversible.</div>
|
||
</div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-d" onclick="deleteActivity('${actId}')">Supprimer</button></div></div>`);
|
||
}
|
||
function deleteActivity(actId){
|
||
const a=act(actId);if(!a)return;
|
||
DB.classes.forEach(c=>{c.activities=c.activities.filter(id=>id!==actId);});
|
||
DB.activities=DB.activities.filter(a=>a.id!==actId);
|
||
closeModal();showToast('Module supprimé','ok');
|
||
S.navigate('mes-activites',{year:S.params.year},false);render();
|
||
}
|
||
|
||
function toggleClassMenu(classId){
|
||
const m=document.getElementById('cmenu_'+classId);
|
||
if(!m)return;
|
||
const isOpen=m.style.display!=='none';
|
||
document.querySelectorAll('[id^="cmenu_"]').forEach(el=>el.style.display='none');
|
||
m.style.display=isOpen?'none':'block';
|
||
if(!isOpen)setTimeout(()=>document.addEventListener('click',()=>m.style.display='none',{once:true}),0);
|
||
}
|
||
function closeClassMenu(classId){
|
||
const m=document.getElementById('cmenu_'+classId);if(m)m.style.display='none';
|
||
}
|
||
|
||
function showModal(html){document.getElementById('modalContainer').innerHTML=`<div class="ov" onclick="if(event.target===this)closeModal()">${html}</div>`;}
|
||
function closeModal(){document.getElementById('modalContainer').innerHTML='';}
|
||
|
||
function showTipsModal(){showModal(`<div class="modal modal-lg"><div class="mhd"><h2>💡 Conseils de rédaction</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody">
|
||
<div class="tip"><div class="tip-title">🎯 Discriminer, pas piéger</div><div class="tip-body">Chaque question doit différencier ce qui est maîtrisé ou non. Évitez les pièges artificiels sans valeur pédagogique.</div></div>
|
||
<div class="tip"><div class="tip-title">🪤 Faux-vrai</div><div class="tip-body">Incluez des affirmations qui semblent vraies mais sont fausses. Elles révèlent les fausses certitudes.</div></div>
|
||
<div class="tip"><div class="tip-title">🧩 Réponses plausibles</div><div class="tip-body">Les mauvaises réponses doivent être suffisamment plausibles pour tester la connaissance.</div></div>
|
||
<div class="tip"><div class="tip-title">💬 Feedback guidant</div><div class="tip-body">Expliquez <strong>pourquoi</strong> c'est faux. « Pas tout à fait ! Voici ce qui s'est vraiment passé… »</div></div>
|
||
<div class="tip tip-blue"><div class="tip-title">⏱ Durée cible</div><div class="tip-body">10 questions ≈ 10–15 minutes. Au-delà, l'attention chute.</div></div>
|
||
</div>
|
||
<div class="mfoot"><button class="btn btn-p" onclick="closeModal()">Fermer</button></div></div>`);}
|
||
|
||
|
||
function showRenameClassModal(classId){
|
||
const c=cls(classId);if(!c)return;
|
||
showModal(`<div class="modal"><div class="mhd"><h2>Renommer la classe</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody">
|
||
<div class="fg"><label>Nom de la classe</label><input type="text" id="renameClassInput" value="${c.name}"></div>
|
||
<div class="alert alert-warn" style="margin-top:12px;">⚠️ Ce changement sera visible par tous les enseignants qui ont accès à cette classe.</div>
|
||
</div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-p" onclick="renameClass('${classId}')">Renommer</button></div></div>`);
|
||
setTimeout(()=>document.getElementById('renameClassInput')?.focus(),50);
|
||
}
|
||
function renameClass(classId){
|
||
const c=cls(classId);const input=document.getElementById('renameClassInput');
|
||
if(!c||!input)return;
|
||
const name=input.value.trim();if(!name){showToast('Saisissez un nom.');return;}
|
||
c.name=name;closeModal();showToast('"'+name+'" ✓','ok');
|
||
S.navigate('une-classe',{classId,tab:S.params.tab||'eleves'},false);render();
|
||
}
|
||
|
||
function showNewClassModal(){showModal(`<div class="modal"><div class="mhd"><h2>Nouvelle classe</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody">
|
||
<div class="fg"><label>Nom de la classe</label><input type="text" id="newClassName" placeholder="Ex. : 5ème A"></div>
|
||
<div class="fg"><label>Année scolaire</label><select id="newClassYear"><option value="2024-2025">2024 – 2025</option><option value="2025-2026" selected>2025 – 2026</option><option value="2026-2027">2026 – 2027</option></select></div>
|
||
<div class="alert alert-info">ℹ️ Un code de partage unique sera généré automatiquement.</div>
|
||
</div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-p" onclick="createClass()">Créer</button></div></div>`);}
|
||
|
||
function createClass(){
|
||
const name=document.getElementById('newClassName').value.trim();const year=document.getElementById('newClassYear').value.trim();
|
||
if(!name){showToast('Donnez un nom.');return;}
|
||
const id='c'+Date.now();const code='GC-'+name.replace(/\s/g,'').toUpperCase().slice(0,4)+'-'+Math.random().toString(36).slice(2,6).toUpperCase();
|
||
DB.classes.push({id,name,code,year,students:[],activities:[]});DB.freeAccess[id]=new Set();
|
||
closeModal();showToast('"'+name+'" créé·e !','ok');S.navigate('une-classe',{classId:id,tab:'eleves'});
|
||
}
|
||
|
||
function showImportClassModal(){showModal(`<div class="modal"><div class="mhd"><h2>Importer une classe</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody">
|
||
<div class="alert alert-info">ℹ️ Saisissez le code partagé par un autre enseignant.</div>
|
||
<div class="fg"><label>Code de classe</label><input type="text" placeholder="Ex. : GC-5A-2025"></div>
|
||
</div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-p" onclick="showToast('Import simulé','ok');closeModal()">Importer</button></div></div>`);}
|
||
|
||
function showAddStudentModal(classId){showModal(`<div class="modal"><div class="mhd"><h2>Ajouter un élève</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody">
|
||
<div class="alert alert-info">ℹ️ L'élève trouve son code dans les paramètres de l'app.</div>
|
||
<div class="fg"><label>Code élève</label><input type="text" id="newStuCode" placeholder="Ex. : X4K2" style="font-size:16px;font-family:monospace;font-weight:700;letter-spacing:.1em;"></div>
|
||
</div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-p" onclick="addStudent('${classId}')">Ajouter</button></div></div>`);}
|
||
|
||
function addStudent(classId){
|
||
const code=document.getElementById('newStuCode').value.trim().toUpperCase();
|
||
if(!code){showToast('Saisissez un code élève.');return;}
|
||
const c=cls(classId);if(!c)return;
|
||
const id='s'+Date.now();c.students.push({id,code});DB.results[id]={};DB.progression[id]={c1:0,c2:0,c3:0,c4:0};
|
||
closeModal();showToast('Élève '+code+' ajouté !','ok');S.navigate('une-classe',{classId,tab:'eleves'},false);render();
|
||
}
|
||
|
||
function showAssignActivityModal(classId){
|
||
const c=cls(classId);const ua=DB.activities.filter(a=>a.status==='published'&&!c.activities.includes(a.id));
|
||
showModal(`<div class="modal"><div class="mhd"><h2>Assigner une activité</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody">${ua.length===0?'<p class="muted sm">Toutes les modules publiés sont déjà assignés.</p>':ua.map(a=>`
|
||
<div style="border:1px solid var(--border);border-radius:8px;padding:13px;margin-bottom:10px;">
|
||
<div class="fbet"><div><div class="semi">${a.name}</div><div class="xs muted">${a.questions.length} questions</div></div>
|
||
<button class="btn btn-p btn-sm" onclick="assignActivity('${classId}','${a.id}')">Assigner</button></div>
|
||
</div>`).join('')}
|
||
</div><div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Fermer</button></div></div>`);
|
||
}
|
||
|
||
function assignActivity(classId,actId){
|
||
const c=cls(classId);const a=act(actId);if(!c||!a)return;
|
||
if(!c.activities.includes(actId))c.activities.push(actId);
|
||
if(!a.assignedClasses.includes(classId))a.assignedClasses.push(classId);
|
||
closeModal();showToast('"'+a.name+'" assigné à '+c.name+' !','ok');
|
||
S.navigate('une-classe',{classId,tab:'activite'},false);render();
|
||
}
|
||
function assignFromAct(actId,classId){
|
||
const c=cls(classId);const a=act(actId);if(!c||!a)return;
|
||
if(!c.activities.includes(actId))c.activities.push(actId);
|
||
if(!a.assignedClasses.includes(classId))a.assignedClasses.push(classId);
|
||
showToast(c.name+' assignée !','ok');S.navigate('une-activite',{activityId:actId,tab:'classes'},false);render();
|
||
}
|
||
function showImportActivityModal(){showModal(`<div class="modal"><div class="mhd"><h2>Importer une activité</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody">
|
||
<div class="alert alert-info">ℹ️ L'import crée une copie indépendante et modifiable.</div>
|
||
<div class="fg"><label>ID de l'activité</label><input type="text" placeholder="Ex. : ACT-GC-2025-001"></div>
|
||
</div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-p" onclick="showToast('Activité importée !','ok');closeModal()">Importer</button></div></div>`);}
|
||
|
||
function confirmDesassign(classId,actId){
|
||
const c=cls(classId);const a=act(actId);if(!c||!a)return;
|
||
showModal(`<div class="modal"><div class="mhd"><h2>Désassigner le module ?</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody"><p style="font-size:13px;line-height:1.6;">Désassigner <strong>${a.name}</strong> de <strong>${c.name}</strong> ?<br>Les résultats déjà enregistrés sont conservés.</p></div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-d" onclick="doDesassign('${classId}','${actId}')">Désassigner</button></div></div>`);
|
||
}
|
||
function doDesassign(classId,actId){
|
||
const c=cls(classId);const a=act(actId);if(!c||!a)return;
|
||
c.activities=c.activities.filter(id=>id!==actId);a.assignedClasses=a.assignedClasses.filter(id=>id!==classId);
|
||
closeModal();showToast('Désassignée.');S.navigate('une-classe',{classId,tab:'activite'},false);render();
|
||
}
|
||
function confirmDesassignFromAct(actId,classId){
|
||
const c=cls(classId);const a=act(actId);if(!c||!a)return;
|
||
showModal(`<div class="modal"><div class="mhd"><h2>Désassigner la classe ?</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody"><p style="font-size:13px;line-height:1.6;">Désassigner <strong>${c.name}</strong> de <strong>${a.name}</strong> ?<br>Les résultats sont conservés.</p></div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-d" onclick="doDesassignFromAct('${actId}','${classId}')">Désassigner</button></div></div>`);
|
||
}
|
||
function doDesassignFromAct(actId,classId){
|
||
const c=cls(classId);const a=act(actId);if(!c||!a)return;
|
||
c.activities=c.activities.filter(id=>id!==actId);a.assignedClasses=a.assignedClasses.filter(id=>id!==classId);
|
||
closeModal();showToast(c.name+' désassigné.');S.navigate('une-activite',{activityId:actId,tab:'classes'},false);render();
|
||
}
|
||
function confirmDeleteClass(classId){
|
||
const c=cls(classId);if(!c)return;
|
||
showModal(`<div class="modal"><div class="mhd"><h2>Supprimer la classe ?</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody"><p style="font-size:13px;line-height:1.6;">Supprimer <strong>${c.name}</strong> et ses <strong>${c.students.length} élèves</strong> ?<br>Action irréversible.</p></div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-d" onclick="doDeleteClass('${classId}')">Supprimer</button></div></div>`);
|
||
}
|
||
function doDeleteClass(classId){
|
||
DB.classes=DB.classes.filter(c=>c.id!==classId);DB.activities.forEach(a=>{a.assignedClasses=a.assignedClasses.filter(id=>id!==classId);});
|
||
closeModal();showToast('Classe supprimée.');S.navigate('mes-classes');
|
||
}
|
||
function confirmDeleteStudent(classId,stuId){
|
||
const c=cls(classId);const s=c?.students.find(s=>s.id===stuId);if(!c||!s)return;
|
||
showModal(`<div class="modal"><div class="mhd"><h2>Supprimer l'élève ?</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody"><p style="font-size:13px;line-height:1.6;">Supprimer le code <strong>${s.code}</strong> de <strong>${c.name}</strong> ?</p></div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-d" onclick="doDeleteStudent('${classId}','${stuId}')">Supprimer</button></div></div>`);
|
||
}
|
||
function deleteStudent(classId,stuId){confirmDeleteStudent(classId,stuId);}
|
||
|
||
function doDeleteStudent(classId,stuId){
|
||
const c=cls(classId);if(!c)return;
|
||
c.students=c.students.filter(s=>s.id!==stuId);closeModal();showToast('Élève retiré.');S.navigate('une-classe',{classId,tab:'eleves'},false);render();
|
||
}
|
||
function confirmResetResults(classId,actId){
|
||
const c=cls(classId);const a=act(actId);if(!c||!a)return;
|
||
showModal(`<div class="modal"><div class="mhd"><h2>Réinitialiser les résultats ?</h2><button class="btn-ico" onclick="closeModal()">✕</button></div>
|
||
<div class="mbody"><p style="font-size:13px;line-height:1.6;">Réinitialiser les résultats de <strong>${c.name}</strong> pour <strong>${a.name}</strong> ?<br>Les élèves pourront recommencer. Action irréversible.</p></div>
|
||
<div class="mfoot"><button class="btn btn-s" onclick="closeModal()">Annuler</button><button class="btn btn-d" onclick="doResetResults('${classId}','${actId}')">Réinitialiser</button></div></div>`);
|
||
}
|
||
function doResetResults(classId,actId){
|
||
const c=cls(classId);if(!c)return;
|
||
c.students.forEach(s=>{if(DB.results[s.id])delete DB.results[s.id][actId];});
|
||
closeModal();showToast('Résultats réinitialisés pour '+c.name+'.');render();
|
||
}
|
||
|
||
render();
|
||
</script></body></html>
|