{"id":28853,"date":"2026-05-07T21:37:23","date_gmt":"2026-05-07T19:37:23","guid":{"rendered":"https:\/\/v4.cubeconcepts.de\/?page_id=28853"},"modified":"2026-10-13T13:15:01","modified_gmt":"2026-10-13T11:15:01","slug":"contratando","status":"publish","type":"page","link":"https:\/\/cubeconcepts.de\/es\/batteriespeicher\/contracting\/","title":{"rendered":"BESS Contracting"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"28853\" class=\"elementor elementor-28853\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1700dc9e e-flex e-con-boxed e-con e-parent\" data-id=\"1700dc9e\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-31e8a175 elementor-widget elementor-widget-text-editor\" data-id=\"31e8a175\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\n\n<script type=\"application\/ld+json\">{\n \"@context\": \"https:\/\/schema.org\",\n \"@type\": \"FAQPage\",\n \"mainEntity\": [\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Was kostet BESS Contracting?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"F\u00fcr Sie: 0 \u20ac. CUBE CONCEPTS tr\u00e4gt CAPEX, Bau, IBN und Betrieb. Sie teilen 25 % der Netto-Markterl\u00f6se nach OPEX-Abzug.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Wer ist Eigent\u00fcmer des Speichers?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"W\u00e4hrend der Laufzeit CUBE CONCEPTS. Am Ende besteht eine Kaufoption zu einem vorab vereinbarten Preis.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Ist der Speicher in meiner Bilanz?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"In der Regel nicht: Eigent\u00fcmer ist w\u00e4hrend der Laufzeit CUBE CONCEPTS, Sie erhalten einen Erl\u00f6santeil. Ob ein Leasingverh\u00e4ltnis nach IFRS 16 vorliegt oder Ihnen das wirtschaftliche Eigentum nach HGB zuzurechnen ist, pr\u00fcft Ihr Abschlusspr\u00fcfer am konkreten Vertrag, etwa mit Blick auf die Kaufoption. Der Profit-Share wird als laufende Einnahme verbucht. Relevant f\u00fcr Unternehmen mit Bilanzl\u00e4ngen-Zielen, Rating-Anforderungen oder Covenant-Vorgaben.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Wie werden die Erl\u00f6se berechnet?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"Vier Stufen: Brutto-Erl\u00f6se \u2192 OPEX \u2192 Netto-Markterl\u00f6se \u2192 25 % an Sie, 75 % CUBE. Jeder Posten vollst\u00e4ndig offengelegt, vor der Unterschrift.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Welche Mindestgr\u00f6\u00dfe gilt?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"CUBE CONCEPTS realisiert Contracting-Projekte ab 750 kW \/ 1.500 kWh. Ab dieser Gr\u00f6\u00dfe sind FTM-Vermarktung und Multi-Use wirtschaftlich darstellbar.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Wie lange dauert die Inbetriebnahme?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"6\u201312 Monate ab Vertragsunterschrift \u2013 inklusive Planung, Ausschreibung, Bau und Netzanmeldung.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Wie lang ist die Vertragslaufzeit?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"Typisch 10\u201315 Jahre, abh\u00e4ngig von Anlagengr\u00f6\u00dfe und Betriebsmodell. Eine Kaufoption am Laufzeitende ist standardm\u00e4\u00dfig Teil des Vertrags.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Gilt die \u00a7118-Befreiung auch im Contracting?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"Ja. Die Befreiung kn\u00fcpft an die Speicheranlage an, nicht an den Eigent\u00fcmer: 20 Jahre kein Netzentgelt auf den Strombezug, soweit der Strom zur\u00fcckgespeist wird, bei Inbetriebnahme bis 4. August 2029. Laut AgNes-Festlegungsentwurf vom 06.08.2026 muss die endg\u00fcltige Investitionsentscheidung vor dem 1. Januar 2027 fallen; im Contracting trifft sie CUBE CONCEPTS.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Z\u00e4hlt Contracting als Reinvestition beim Industriestrompreis?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"Ja. Energiespeicher sind in der Richtlinie ausdr\u00fccklich genannt, und laut BAFA darf ein Dritter die Ma\u00dfnahme umsetzen und finanzieren, \u201enicht nur in gegenst\u00e4ndlicher, sondern auch in finanzieller Hinsicht\u201c. 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.inline-cta{flex-direction:column;gap:14px}\n}\n@media(min-width:769px) and (max-width:1024px){\n  .faktoren-grid{grid-template-columns:repeat(2,1fr)!important}\n  .phasen-grid{grid-template-columns:1fr 1fr!important}\n  \/* icp already 2-col *\/\n  .icp-card.primary{grid-column:1\/-1}\n}\n\n\/* Hamburger Menu *\/\n.nav-hamburger{display:none;flex-direction:column;gap:5px;cursor:pointer;padding:8px;background:none;border:none}\n.nav-hamburger span{display:block;width:22px;height:2px;background:#fff;border-radius:2px;transition:all .3s}\n@media(max-width:768px){\n  .nav-hamburger{display:flex}\n  .nav-links{display:none;position:absolute;top:56px;left:0;right:0;background:var(--dark);flex-direction:column;gap:0;padding:8px 0;z-index:200;border-top:1px solid rgba(255,255,255,.1)}\n  .nav-links.open{display:flex}\n  .nav-links a{padding:12px 24px;font-size:14px;color:rgba(255,255,255,.85)}\n  .nav-links a.active,.nav-links a:hover{color:#fff;background:rgba(255,255,255,.05)}\n  .nav-cta{margin:8px 24px;border-radius:4px;text-align:center}\n  nav{position:relative}\n}\n\nsection[id]{scroll-margin-top:70px}\n.no-animate{opacity:1!important;transform:none!important}\n\n\/* Dark-section H2 weiss *\/\n#quellen h2,#cta h2,#icp h2,#referenzen h2{color:#fff!important}\n\n\/* Contracting v15 \u2013 section-specific *\/\n\/* mehrwert cards v18 *\/\n.mw-grid{display:grid;grid-template-columns:repeat(4,1fr);gap:20px;align-items:stretch}\n.mw-card{background:var(--dark);border-radius:10px;overflow:hidden;display:flex;flex-direction:column;border-top:3px solid var(--blue)}\n.mw-card.accent-green{border-top-color:var(--green)}\n.mw-card-inner{padding:24px;display:flex;flex-direction:column;flex:1}\n.mw-badge{display:inline-flex;align-items:center;justify-content:center;width:32px;height:32px;background:rgba(50,159,211,.18);border-radius:6px;font-family:'Barlow Condensed',sans-serif;font-size:15px;font-weight:800;color:var(--blue);margin-bottom:14px;flex-shrink:0}\n.mw-card.accent-green .mw-badge{background:rgba(126,186,40,.18);color:var(--green)}\n.mw-title{font-family:'Barlow Condensed',sans-serif;font-size:18px;font-weight:800;color:#fff;line-height:1.3;margin-bottom:14px}\n.mw-divider{height:1px;background:rgba(255,255,255,.1);margin-bottom:14px}\n.mw-body{flex:1}\n.mw-item{font-size:13px;color:rgba(255,255,255,.78);margin-bottom:9px;padding-left:16px;position:relative;line-height:1.55}\n.mw-item::before{content:'\u2192';position:absolute;left:0;color:var(--green);font-weight:700;font-size:12px;top:1px}\n#referenzen h2,#cta h2{color:#fff!important}\n.cw{max-width:1080px;margin:0 auto;padding:72px 24px}\n.cw-slim{max-width:1080px;margin:0 auto;padding:56px 24px}\n.eyebrow-c{font-size:12px;font-weight:700;letter-spacing:.1em;text-transform:uppercase;color:var(--blue);margin-bottom:12px}\n.role-col{background:var(--gray);border-radius:10px;padding:28px 32px}\n.role-col.blue{background:rgba(50,159,211,.06);border:1px solid rgba(50,159,211,.2)}\n.role-title{font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;margin-bottom:16px;padding-bottom:10px;border-bottom:2px solid var(--border)}\n.role-title.blue{color:var(--blue);border-color:rgba(50,159,211,.3)}\n.role-item{display:flex;gap:10px;margin-bottom:10px;font-size:15px;align-items:flex-start}\n.check{color:var(--green);font-weight:800;font-size:16px;flex-shrink:0;margin-top:2px}\n.arrow{color:var(--blue);font-weight:800;flex-shrink:0;margin-top:2px}\n.def-box{background:var(--lb);border-left:4px solid var(--blue);border-radius:0 8px 8px 0;padding:20px 24px;margin-top:24px}\n.vcard{background:#fff;border:1px solid var(--border);border-radius:10px;padding:28px 32px}\n.vcard.hi{border:2px solid var(--green)}\n.vtitle{font-family:'Barlow Condensed',sans-serif;font-size:21px;font-weight:800;color:var(--dark);margin-bottom:6px}\n.vsub{font-size:13px;font-weight:700;margin-bottom:20px}\n.vsub.green{color:var(--green)}\n.vsub.muted{color:var(--muted)}\n.market-card{background:#fff;border:1px solid var(--border);border-radius:10px;padding:24px 28px}\n.market-title{font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--dark);border-bottom:2px solid var(--blue);padding-bottom:10px;margin-bottom:16px}\n.market-ch{font-size:13px;color:var(--blue);font-weight:700;margin-bottom:14px}\n.mrow{display:flex;gap:8px;margin-bottom:8px;font-size:14px;line-height:1.5}\n.mlbl{font-weight:700;color:var(--muted);min-width:76px;flex-shrink:0}\n.stack-wrap{max-width:680px}\n.sitem{display:grid;grid-template-columns:48px 1fr;margin-bottom:4px}\n.snum{background:var(--blue);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:22px;font-weight:800;display:flex;align-items:center;justify-content:center;border-radius:8px 0 0 8px}\n.snum.green{background:var(--green)}\n.sbody{background:rgba(50,159,211,.07);border:1px solid rgba(50,159,211,.2);border-left:none;border-radius:0 8px 8px 0;padding:14px 18px}\n.sbody.hi{background:rgba(50,159,211,.14);border-color:rgba(50,159,211,.4)}\n.stitle{font-weight:700;color:var(--dark);margin-bottom:3px;font-size:15px}\n.ssub{font-size:13px;color:var(--muted)}\n.sconnect{width:2px;height:14px;background:var(--border);margin-left:23px}\n.risk-table{width:100%;border-collapse:collapse}\n.risk-table th{background:var(--dark);color:#fff;padding:12px 16px;text-align:left;font-family:'Barlow Condensed',sans-serif;font-size:16px;font-weight:700}\n.risk-table td{padding:11px 16px;border-bottom:1px solid var(--border);font-size:15px}\n.risk-table tr:nth-child(even) td{background:var(--gray)}\n.einwand-card{border:1px solid var(--border);border-radius:8px;overflow:hidden;margin-bottom:16px}\n.einwand-q{background:var(--gray);padding:18px 22px}\n.einwand-q p{font-size:16px;font-weight:600;color:var(--dark);margin:0}\n.einwand-a{padding:18px 22px}\n.einwand-a p{font-size:15px;color:var(--text);margin:0;line-height:1.7}\n.badge-row{display:flex;flex-wrap:wrap;gap:10px;margin-top:16px}\n.badge{background:rgba(255,255,255,.1);border:1px solid rgba(255,255,255,.2);border-radius:6px;padding:8px 16px;font-size:14px;font-weight:600;color:#fff}\n.isp-box{border-radius:10px;padding:24px 28px}\n.proc-card{background:#fff;border:1px solid var(--border);border-radius:10px;padding:24px}\n.proc-num{font-family:'Barlow Condensed',sans-serif;font-size:48px;font-weight:800;color:var(--blue);line-height:1}\n.proc-title{font-family:'Barlow Condensed',sans-serif;font-size:18px;font-weight:800;color:var(--dark);margin:10px 0 8px}\n.hub-card{background:#fff;border:1px solid var(--border);border-radius:10px;padding:24px;text-decoration:none;display:block}\n.hub-card:hover{border-color:var(--blue)}\n.hub-title{font-family:'Barlow Condensed',sans-serif;font-size:18px;font-weight:800;color:var(--dark);margin-bottom:6px}\n.hub-sub{font-size:13px;color:var(--muted);line-height:1.5}\n.pool-box{background:var(--amber);border-left:4px solid var(--amberd);border-radius:0 8px 8px 0;padding:16px 20px;margin-top:18px;font-size:15px}\n.note-box{background:var(--lb);border-left:4px solid var(--blue);border-radius:0 8px 8px 0;padding:14px 18px;margin-top:12px;font-size:14px;color:var(--muted)}\n.info-box{background:rgba(50,159,211,.06);border:1px solid rgba(50,159,211,.2);border-radius:8px;padding:16px 20px;margin-top:18px;font-size:15px}\n.faq-item{border-bottom:1px solid var(--border)}\n.faq-q{width:100%;text-align:left;background:none;border:none;padding:20px 0;font-size:16px;font-weight:600;color:var(--dark);cursor:pointer;display:flex;justify-content:space-between;align-items:center}\n.faq-a{display:none;padding-bottom:20px;font-size:15px;color:var(--muted);line-height:1.75}\n\n\/* wirtschaftlichkeit v18 *\/\n.wirt-grid{display:grid;grid-template-columns:1fr 420px;gap:48px;align-items:start}\n.wirt-step{display:flex;gap:20px;padding:20px 0;border-bottom:1px solid var(--border)}\n.wirt-step:last-child{border-bottom:none}\n.wirt-num{font-family:'Barlow Condensed',sans-serif;font-size:13px;font-weight:800;color:var(--blue);letter-spacing:.08em;flex-shrink:0;width:24px;padding-top:2px}\n.wirt-label{font-weight:700;color:var(--dark);font-size:16px;margin-bottom:4px}\n.wirt-desc{font-size:14px;color:var(--muted);line-height:1.6}\n.wirt-step.highlight .wirt-label{color:var(--blue)}\n.split-row{display:flex;gap:12px;margin-top:16px}\n.split-box{flex:1;border-radius:8px;padding:16px 18px;text-align:center}\n.split-box.you{background:rgba(126,186,40,.08);border:1px solid rgba(126,186,40,.25)}\n.split-box.cube{background:var(--gray);border:1px solid var(--border)}\n.split-pct{font-family:'Barlow Condensed',sans-serif;font-size:36px;font-weight:800;line-height:1}\n.split-pct.you{color:var(--green)}\n.split-pct.cube{color:var(--dark)}\n.split-lbl{font-size:12px;color:var(--muted);margin-top:4px}\n.praxis-card{background:var(--gray);border-radius:10px;padding:28px;position:sticky;top:80px}\n.praxis-title{font-family:'Barlow Condensed',sans-serif;font-size:17px;font-weight:800;color:var(--dark);margin-bottom:20px;padding-bottom:12px;border-bottom:2px solid var(--border)}\n.praxis-row{display:flex;justify-content:space-between;align-items:center;padding:10px 0;border-bottom:1px solid var(--border);font-size:15px}\n.praxis-row:last-of-type{border-bottom:none}\n.praxis-row.total{padding-top:14px;margin-top:4px;border-top:2px solid var(--dark);border-bottom:none}\n.praxis-row .lbl{color:var(--text)}\n.praxis-row .val{font-weight:600;color:var(--dark);text-align:right}\n.praxis-row.total .val{font-family:'Barlow Condensed',sans-serif;font-size:22px;font-weight:800;color:var(--green)}\n.praxis-note{font-size:12px;color:var(--muted);margin-top:14px;line-height:1.55}\n.wirt-footnote{margin-top:32px;padding-top:20px;border-top:1px solid var(--border);display:flex;gap:32px}\n.wirt-fn{font-size:13px;color:var(--muted);line-height:1.6;flex:1}\n.wirt-fn strong{color:var(--text)}\n\n\/* Mobile-Optimierung (CUBE CONCEPTS, 09.10.2026) *\/\n@media(max-width:768px){\n  :is(section[id],section.section) [style*=\"grid-template-columns\"]:not(.hero-kpis):not(.faktoren-grid-5),.wirt-grid{grid-template-columns:1fr!important}\n  :is(section[id],section.section) [style*=\"display:flex\"],:is(section[id],section.section) [style*=\"display: flex\"],.nav-reader [style*=\"display:flex\"],.nav-reader-inner{flex-wrap:wrap}\n  :is(section[id],section.section) table{display:block;max-width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch}\n  :is(section[id],section.section) img{max-width:100%;height:auto}\n  :is(section[id],section.section) h1,:is(section[id],section.section) h2,:is(section[id],section.section) h3{overflow-wrap:break-word;hyphens:auto}\n  :is(section[id],section.section) [style*=\"border-right:1px solid\"]{border-right:none!important}\n  :is(section[id],section.section) [style*=\"padding:0 32px\"],:is(section[id],section.section) [style*=\"padding-left:32px\"]{padding-left:0!important;padding-right:0!important}\n  .prozess-step::after{display:none}\n  :is(section[id],section.section) [style*=\"justify-content:space-between\"]{gap:8px}\n}\n@media(max-width:480px){.faktoren-grid-5{grid-template-columns:1fr!important}}\n<\/style>\n\n\n<section id=\"hero\" 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nfSDRlB8\/iTN4OLYfvtjxPXWkuuzm29BNxdctGXBGuQwIb2miMAyZ0MhOWBIZnwFpJC3EDG4BjN5PaeAUNH\/q8L27p8gxHW914115BbzhniE5tnmAO\/Sxl5IdqnW8TvE\/NN0oEow4GWLQfxDVkZzgLbepMrW4wSvqxNaGup+7fmV\/quvNfGPJEgadYKLoz9bsH6VtbFcf+RQRlFimjclsrVPHwxcuYkBH1raG9P0AINz+Y53K+\/+EPzUU4\/d7RCGmhOz89GBrrU+UQFahEevgxVmKzlVcbvi9lRaopMbP4wVtqBOfz\/q\/B5YrfbFemQz\/QBEd5gPGt6tWd0KEkniT55gDYzMnGoyrTutqtmpRrNzOwybId4eoCE7LX+t2AgkioFegYb4Q7qUqwdC5O5A4A61s23FbN7+9f2mxTFfIiYsRvxZ7Um7WhRx+6UsVN1S4fjbTWWLzU0cjlA1AZyKxOLndt77Zkg027B2d3HqzNTxLagLkCsjxwylLSGJblzJIUqU8rAOt4N4HWqlBgt84hDw2sEApNpHmB\/oBpomSaN6iaCNoCXG++vyuIkSR9q0xQUj\/QBxHBjpKAxpxL2M4IF6C+qmt3CyTLwdkehcoy\/cQwtvkFsiVJO\/EIKinIJmtb9mjLzIfYfpJs8cMLXZSGEhrZdPs03nXXYHIorYac5ehKkU9jEdGYthxAhvaMBtVxQ3trCWgzsz9Ofrnpy5p6tVFNsZm5KaAw1X+h3qEeBrVdsFlFPx\/7uIC4zGeBT762WEQZnJlOQtmEnWXq9pmX0atsgd+tAHyMEAmIvrNzDU01MEeD7+kPloQb9+d+oPPe7QwGX4MtzWqaxenJ4xDAakVxkyMovdRBLE1cnIgEtJCljbZnhoqbRlRnQ35anhChk4GwJI+AmbFx0n\/UySATnZGkZOrApxO5zHLO1lNwJ1P8j\/ieP0cvk3qopyVo7V9yoLsuoQNfv6KMUhsR5zeThV6DbtSUP2Ht\/h95BEBj0gyAa+yE77Tbp8f0iEB2K9OxwwQOur42kfDZjVw+LnT7rIkNMgSi8I\/rhrCp+a\/fMA5TrmQxWVOuEH4esIW\/5dhkiEBxBc9COSCYoBqCxyaz4ss\/yEOhM+2tThmOMwJIQjEtkFFEeNLtht8z6JfEEZr+zK5OYffzu0il5EOVqddtfceT5kCig\/w09d4kuIMB3LINtrIkHkb4jW5T24A2AVFJRHiyi+T0h86zAyOd+smfcJuSrlva9RtSfiCKUNhb2ZMc1s80LCfJR6FcNxZfdBiF10JqkK4msxpoepKqdl8nvJxybTYCBWPEQWke03Zn9wMy8QfOKpkkrx2UbFglETJxZvXL7DtixIGNgLsZvN2SEOcbrFCCf+IhmwFkSLJxDV8o29K5Lwq+NHnOeX4fu+vxsHCpAfS3YCnmyUt9DNqJAADFnSQM\/rkxPOzDIGe7hLtAVPdN4CHXoDiaAyhlrgf12rdG9roeQa6WKcZdikUP3TNFmcyqDpfNxnICnq228+Ny7oc8Y2KFOl1Bh92LpoLcUr9bGatv4UmeP8KTxDteZlvqE6I0nhZuP+UZc0F2rXKahwu7KAxF78fCNVfBbP8X5GBYUTnGGazSji4IW5P2rQCzTtShny2P4Dag7Iureb7xDGtplLpRMU6wCWx59\/hXRTgllO+W0wzdtu+cRjYZDPbI9vA4rUNM7CfLlmPhEnTzt28K8DPlsIrpwpBJ60K\/bn4IDT03N+YRL+MC8knyVQ6e\/yoj1WcYft+DPR5IF8tZccXNH\/6C6lb3bjlqgvSWRNtnGkl3sj+pfOymoDaPPRRWXpf71Jc0o11BgD8LRH\/SscMbL37D6WCZ5cDkzVxr6o89ROd8P\/FtiuGCxRJYU23DQ1glp2SB6BFJJEvgpoKIn3S\/yXWPxLAOH70wZuUCqZjSOB5nPQzK0xzhv6jmxhKuPbMLwBYXN94FBwieQtTeXv4zK2u9D0YfaaQl2LWLEK8eOXEGRKAtOiLtAS+Epf5gtwl4s2PLlFHvEKKbibAly5\/DfXJjEKMCEeVw\/fc0jF10zMQVQU1ulyPfwuuzvggKPJz0aB+Qj4RNc98XjrZO8XgRvVcoqO9ZCt3FTkaC7ESBthlK4iDpCCDiyTO1LKKV150gMqPf2FTsbbLSEKzOMkCrLeZgmX9mzCGPy24R\/bJVHUPJDjcFU9uB48FJ\/Jg6JLBYfeicAy1l8GVZCv+jVrUW1Zh5TuJXeW4\/qvuQan9AkwCMU4vZomDKqZA4FrEdWJ7m0Nh8XLIf6VnViztCHBsx4Iy8pIwp8lLtUuaxejzXoiPz7BXdMdFegHbOQnutX51jQG+GncRQyC9Wlx0XQeXbMi7+f0cjIzUg4eAPQLdvkUEedxuw\/IbdjkVYGRTBd07mNlj9SJNwyxU+ahKhvn3EJOPPA9clQVq53zZlFvHvrAVZF8Uu5GJMCfB979muOPW6tjKiziJpXD+X0M1IXDGzqe2eNIq3tgJK1pNuTbNJ1F+Y3IqNYm5NvnsYQwEe2VrN8bcYqel5HxZH4rrJlkekycnSTZqK3sWHZoeYF4FFGCWS6nh+yQ\/IP4cGCGzYiP5jAcWpKknnMC1EfoV89gtZUxGh9UHLC4F9M+kP0dDiSBuOUzgG8nrnE0hjfwhmOx+wZmse4QhzBOfwXebSRr+drd93gVC\/hRbJAlL5\/l4y6\/CS2KWIVA1cqoFUK1+Z8BICiL56Xrc5u3LtTH3FwIZJjkqSe+MyfrIuAsdal5fcMpSKJ1MTcKHwvWsEuDNBkZes0i6CEPm7sNpt\/DQbtdV8jWSxtytx4kUmTZg3ZRj2zZMvYNLGB9NvNHCkosCVUgpPTqh0srhZT0ab+m4Uo0qRNfIrNyPHxMjTxyA5z7wYwOtWcr2AmGCcob+li6bQPYaF0bYOO0vB20sGoAVhjW2FZ1GqY63gAC7jgiPiIKL0vNsuvXmgynpJGQIdogn60kl2UqHJpzdN895SzgBYyCaYOT9QNrLkOpDt48Mh9lNb2BOtNZQj1VfAUEZDaXPGHTJ7\/x62ihkTLmjWmHU+yRJTkzcZfYLSR9HivMOyc0KXPOhGF\/D+AeztCXhFVo1a4AKqxweg3wbGWDTw74vcRlexPfGZhJvSTQd3NPwj9ukYr\/Ky4eNbxPT68JZeel4T0PZS\/7HYNowbtrkq3cP1PrXup40JppsNERfM2nWToMs\/HnT\/OIk+wP4ocoV6qx80igGyVPs+UrxGFgM6NqKdMimWjZcYyx3ADk3ZNcb0swhppfXIIMyTXr9lHyp4jg9avrDbAZZXT86sezL0b8sBFhxtuty+DGbqAiloSReMttozxLo9noO4+DijXCJjqvJ5CPph2xA8InFUSCfRTikGj0AwtLZzTeKsduUnyk6ytU1ga9D9CWirKCJLrWBUX04T0ZgS7KpafC9LoC\/S2rbW9wPXkfO08s4rgFS\/oxjsHbIzxWRmHoQ0jg\/rZxn2DmBulaHbM3z7uMra0H6W0WFZaHgBLNF4Svq5DfFD9yEHlIqC3D\/SoMtNaj3BG5jFcz7d0pMXSHYRSV78aTlssb23lGfIB0Kv3lOZQtJNS7rQMBxGyw90Db6IULEhPVNqd+GLGZxsF5VTI18bzmtz9CkcBTAnzq7rAhOjRFkZjPpjqnL91ADADl0oFNKI0rIVqx6bMcTDtojoN1nfh6BIgCwn5EX89ni9BoK98Dy8WvDjhaXCZkTbZWY2MVCPGrRfTrwFeY+GnxsTiYk06S9EOGuuc2vaLQc3TwI4uTN8w5\/azFikvvqdtMHDDAF8xcLMF150uhYMpLDfeIuqgSlByfOYXU\/t+BgHCUzdZDG4SsrtiSUS1JcVwwbhH1mpxGA5tef6gpb1NlSYg95zhXsYbZNX9ixidBrphP3gc4l1RZSXF90uEqs8B+Wxss0215PAQE12lB21T2JHujW\/ecSLuo2xaepXFIp3i\/Dbuwayty3+ny+Ch9eBItVlTdaaZI+mc\/t3mIlnvCjW\/U7nMKAW+iljvqfjPVLY+6zNHTtG6BIadUmopO+2QgXbHDWxYdr958oFSs9JPoUAVZc8VCY5obg1MGV2wh2OJKYAVZVcG5TUxPdvbrDTgQQYmXoH2z2\/33XdtY6T\/2kDTQ4AW5sAcKXUgPkBxUPn8oGHGRoaxg2rhJ3HYGi393llo1gLqSSTo12PAqlqUUZjBd1t0TeGm00l03j+WWJNhqAvUSrMnmES60UCezlWBu3V\/p4G7tKi\/Hl5js+bG0Xy0N03hs5xv2QNg9kMq3NF+ycgRgqoAEjZapwU4aG6NabZxZ0sT8MgktRR5Sd0jzAQerJxtUrMXEKuc6pAivJaQPxC\/B1ifBHx77SMahE16dpSl66mY0i9+gIkdjwBI3VwtrlzId6ryzYJlt4a6dP7sGxcLYfSECioKv4pkE8A\/9umEwQ3R9vTcd6WK1QJqbJ500Lu5sN8ng7nrrtbzw78bwwz\/j9qDPWHtM5ODhcrPTt\/qJT0U0VnLKW+\/eITe7quEaL8VRSNaFkJqMMwDo4HoHe7VN+psGeSucoXi5CzLGVBP+z5\/+WUgFpl1nYu29ZxJG9bIJDV9zHm8Q0uKd0pvGUrPIZVT6M+gbHJ2zNEp0NPv3pFcgal\/GNTohZehmXMrzE+3FpWqeGOHo8Q7h5GH5ps\/lvhNV1mZGgJw0sXTRaKU2uKyaxLyXx4iKA7DuCQj2ZBUK3ttvvP+xNJ3p1wWKJXEOIBRWMxkp33cbs1paGYNFuM+hru2N\/sntclv4LNZeZWOU9kjlzrWJ8rryjtSN6hkSIUCY5DxL\/vs118JpDKfXMJBl\/ytKOsBNBuytSl3aDzWsklIglwKytCC6DysHx17o26sKRdlCfnpVHFrWJRcdbGf1uKhwkuMSnnWHv3vS9IVff+HCTjX6YqSauKGL+n\/0xJLu73\/mFKYG6HtCmWyZDBnG\/SSxbGzs18UNDLuOOIZ2NdWvWQotzzd3LAw+u2t6e\/mCBjlXuoxnasd27of8Tf9fttVO16P\/iMcVQBSaCaay2J6AOTHYZRojg2H0QeGaKBxYPU8I31TGzEYoojD9BU396LELtysirvCORiblAKWo+FBDfxgj2LeoIL6r3OUoFL5CAs6tGeVh\/\/8E56zeEQyjFnTp+A9jMyVthQqTWma\/dokKK1g80q6LD7QFmZZMleMN1DK5QI3ue6MW3tSVN7\/7ViSRCTNgo3rZcpCg\/\/OvhQXqpEuKutp674\/572i7aKNw6mmeJB1jZF6dgxiI0QYn3d5F8hltsBTviNDzRFvduGF7WqMk4b4cvWFyU7Esq32+jXvasDK5Ss6Ho0uBTkN8QfG+9facGxuseEJZAtcgIOIsQplGqNeH50hcOsI\/PDVR98hJp0YcQogeLdONNhtB8rUqsWvGgm7FRvIpJB7KeVlyaOCcg3L0Dre+LGYTqWfmAAWfKvDDgjr8DCvOT6wH4rwN8waGgnP0HuodOv9dh3nafRjmMMngwagcrTZRW8X\/iT8jAOhFcz3Qi\/P45nXLK0kHRFYcGgySIN8c2J4fBJWrykIiaDMgW8+rESWVrTQvCSrLkjC1YcDoZUvHwoZwdLOkYaxXexXHjh095MRtLSMhpAh7igTKrUcOQ1YlnYUIQIss996HcladaFWB8n2qWjLpLeOCRgA\/j8IvawHmE3WvEPqEpMX325bJluRKpTcFiBAaKEfLWVQgLWG5Od1RSCVPFvw6Y+Bvqf4umIQ+QnhtJZCv+5SOVnRfo71spUscVP8SxmKQbXwNlXZHuvM11g95pe9KglutwRk5Yk9OvKtigvjGxgAMn8qxBTny2+j4YwboaWlE3Gi7KfSz3YT8Z46Uymtf51Sr32JrSzJKO3RjEuWb3k8Rs2Bug7WhC3nCaekLNkZTRWdwBpRXlEseUcpleny9RzHOOvjTpoUyO5Z633Y1LMY5SeblJfqJUjppW7\/H24W\/IjYoPw5H4boD26u1f\/CcP+nHJFZf3\/KUN8hDIRkHRXmCN17Hv47G21+7FISFdaURZwgD9gl3kB+cSCZbywY1GBS0+f7yOp9A81I+Qvqrb6fU8VU\/QZN14WL4c5OMR\/kleGU7CCAAQSUVwtD3Nyfvs4qXnP47d8jrO0czHU8ApH95SFIbqKjRdbJTX9mByFcM3ODJ9cbObAZ\/+B81qtb\/n9YKrfY\/Be4jM4jf+yjyfoQ1av8gUXWlm1imHW1xKTFHKVy1b6gTrbPDDKhc+\/ZXut8h3pUqlwK+1A98KUB8AanNEkMYvIKU1GOAZdby57q7ybqXYOtuLGjK2vlcB\/Y3\/pHB98lM8gpv5\/5uD1ojHRX5OK7GTlUq2NqwBbZpSdRUl5qfkHkTU05jEnnY1g+YD9ZcXjAdhd69ViLTPbM+fVvKMXcTwDr0T8I1kIz+5+LyKF826R+cFYZTWrEJ0Dpu886JDiXisvHa2eW8X346kC8ayT1MDNjTU4M7zqKWFMJOinRVcbHYgNXW32itH6KwQug+f\/nIbriry28nehdR0kE+ol9qb\/75gyMLPOjm25f8f7LIupfVlMZUL19xlG6V8MrKOYhAsF9emqj\/172yweotmZE94du4ys9cgz2U8R4wQaI4jcs6v3nvYJX0+yfU3C1xhKTrCZ0C+dmSSp+rFETVT3JnXiu8yCFzI\/xjR9i\/e5BwbHWGlCPr9rs1TtL7RUQbR4ILmrejfACehmQrfHleHDUZx0o9Dsagx5cAhuqEzIRgLjq9uMnhaDQWynsuljVVyaCiD\/ucVynkP+8L2GHOoQO8OBsNy8BfgD44x5C\/t39tFHqEIDa5uzBkD7GyVQZAGLrfU0UoBl3eAMpacRWGdaLg8B092U1QNVvx7+zxAyhUUkEKH4PdSmNcKKJPJ67MT65EqeLZIjE7Ud4bioPtwN\/oiewxx6bdB\/oNPikyD22N2gHRY6gKc7hCEuj4G0RRGf8x\/JO5\/wHZxts1eHyUU21aDsWfAYQB3C5Q\/dRXJu9nFrEts0bOazPSsZGjioFgLZ\/N0ngFEMApMxDALT60TyOobiv+gu3fRHBBj\/H5QhEpqSFiP+aPD6Ph6dL4NoidA8fmd3cEoPLmfMltHhK+\/2sKWeS\/qasoAygXqAqHnevzgPzACSTDkcscsw+4KERqTEkcXMUKOPN6bH5mY6v\/\/Kh3wZ38wUqy\/8Rcr8bMXZM\/Z3LQw7R3cUoHO84vpmBkXFc844GtE6O6FB5xfGfVr1y3TXm7sdSCf8MXIAf2SUSVnh1hav5Ba9\/9FNi\/ykwQtvBQKPdeOBzGlyA91DypUQl9\/CyBfyYK3gjQybH00WMdhJTWcEPTn8fpKvjgvkkEgtotb0S8GRBuMSHrkXKvc4dtqOL6gcxe7wsN\/HeDtpQuz7ZM+xwQvRc2wvozu7tzqiddfV+vVUGE4uxU7aPv5BwCwDWq6sL7ZEGRdAkp7Zw+aTa7KrAhYCy4fSM17Z3v69sZOzgBNIlifR5jSBpMPF1uzoX2G\/6WmwFFzn+YzWrK46y\/o1dr751TlHGezfIxXd1Fk0sc\/brE4zcdnzOkrf2\/D10otf\/vGiBhpZJ1nbwIn4jekNhdoMuZ+Ph8UreDek0tFfoYyuIgz3VfyhU8YpCwP3lVKm2MNt5\/4vHECJ5jLaVPensTYLaBXxj\/thiLWfiGw64iI3VimFRDFLX649yyTTzjd01\/Nqmp1Ypjhanr27HGsBPm8cVYtS6hJ5ejVaf+aRMICLtISldi23CRg2kXjPy9lR27LbC8DddvbQr63dYkOL49X1YIXfspLXBDHbClli7y2JNqeW9X9n+j6VmMBVd5rG\/5Ms6fnU6DQNBDLWP0hLeotmHKXEbqyU2EafWxwVNDydn7gDIv3mGJEC+zyHSQmp7s6xn\/ocNLrTkeM4WqgH\/3I7b\/tvxnnOlvjGeQkFqQiX0Uzo5uHXhORDu7\/8XN4nvsgz+HAFRtsqik1IzpGBnsEpRdXh6BMsu1WFXpaqUwGLflFcF9eH0qdX9ifaV4GYC+LR5HqUkQPusS\/\/QRHv\/sbJygUA2Ai797iLg\/1CPf1egepYC6Xw8YDs2kf1NQddmyVYFfwY7q7anm26jbYcGbYmN0sYG4DvGtPFmfJMaSKMc9v+IP1PEDAz3vxafwrLjxGkT80wXD63MxFI8IZL1\/ttwJA43YqVDo5bFXL8W\/2h\/dFFZi\/WC5R3gy518dL4Nc\/9PLyxD0m5ytPtuQxmRA2uvrttHlpTa4ZpG+\/13mS1xk8aDF6tkd5\/tqBnL8X2MHonwzefQWaBDvSvbrcU3tBvoBBxIRx44FjpKSH1Z2C9MAr\/7\/MDsONE\/21R1fh+2ZC\/FcfZFnX4LQZ3OGI2aT86gSGpcpyIpV1OxAQV5hmrPogkKqxVWhhaihDOk2V4ADrXrtVfJnplTkdWXrzWWzN\/5lyx1FbpigFN5PyggVlKjDXrZTVL7tbGaIqX3d5v5CMkkO5mzKh+UccbOYnOV+quQ6LZyMAPxveQrIW1qO+\/HyesNGIfkiEm6sCgmkaUMJu0YJoMHhXZHLX5XBXvYyaajxXLA0U2yK7RT\/6fU3W7iYYhkFuKqC23KSeSaOEpo4k+vhtWv\/A4BSyhkx07FO5ajuO2MjGojzzRZ6f+mVvF46wsCi+435V\/FwaLJL17YJntk6f7bAvtexC8rIT5LrdQJ7YYNaxRw0oh3P\/75yo7csiKO\/uq6qZae5WH7aDqZvb5KIy66XzI1yIgd\/uPK+9QkTvH5KRWBDt8rktbKEtYKNp5FIKhNkG7DhQc1P4fXtn1Kjt91\/\/8Veyd51wjTmomg3EMHi8Ro7j3gp6hfVvF4DtkNL8KLSI8rrqWunhHufz9Gmt8ASNgBdcVDvh8StTlnyth0Sv93cVLqiA2fvk+IjPR0V73OqGlAUbsjXzV4KUyIQWmuh1yrCdmdyJ56\/fs2GHyroD5H5FHsFITEHm+\/lrHP1g9zOLwZaZg150+uiuvgsF0yGQ9Pl7k9E6aniePNUUeWIHZAu\/epwXr19Z2fG77GzWTtUmjmcNkflG7bxJdhGXnSWjIM6cTW7DExt9kNRuUsqPQ\/Ll3uxcCsBEEDWWWVlMxaCpVbAPsO0rSmR8uNA+38VyS7YNhlmglzLgnv06qX1\/V9h8YNZqYCBulVnMUMltrXpQTj0NM+PG+U8v1D\/JmoPgiWsojbX5RxU718b+f9aC3+U5iEkqZ\/8UpUD8l6h7v8TfFSSzAE9xTIu6yVcmH2PX\/+xYX7z5NQP9Lv\/ZT4J0+OuROB\/sAmWSBctMryX6npmw6o8bvCj1uoamvy1z494srtrS+gufcuP+Tnqh7+IfPJBXiVIOvT8eeY+2IDOofvZewwNjAkYh\/8vwkkub8ufPMHNIBI81mnzoyu6\/KjLx4MlKIWKt+aU8bWzxPZfhEzHBu0QEfNGFK0U8keUE2DZvFHhxExPMlnSIxuEXHV6WHK2ZmIdj9lNsym8\/j9gmxPghPYYOFOGuk4KlwNmynUNrXq7GIQQhB+2h2AJW+qsDXG8MIIEv02I7aR+hLcPoqXwR5Br8hjPbm0hGLsINdMZdlYF61CW1LD8f+3kUswqTd7uc+AcApRxwajXyQ+lXMhtV9WuwCnLC\/6jUrEMxKv19wwX\/uW8A86jvTY+4f9\/0V5QN1ACYKM7L5iD+t9JptXHJj+kD2qz6YHFBczymxQppqX3hGbCek6UVr5Q4oS+r3y0XcP0Q2uC5Ob60RDf45ZtYskMp+uJ+qd4fr6Jvj17hOtZstFxkc10tpLl0pVNlCdKMzO+3YI6YSZCFG8nzwDg48XTTSqmnfx9Cy3RnBrFdmGj93o5I4BLoD4H8zZooSyXlaFO2qZy7r9FTFIc6CIZpMiyQ2wkEug6R1h2s1h45j0xXWn3\/y6kMtf6L9MX4GPPoFETCt\/pTeuWIy9Kwla+uPDyMlIqOs1Ey+ezI7LUfn\/UpE8ekI1mM3zJ06ltjuiNFJLO8Jlk27vvr+j\/9H2nsjvPTQMmbjEPUv9Ux5oMwn3TUIgOiyqRxX\/VOG1VHvQ269D1EGHtS71vW6cOfMevBDqE93S40JT27Ywlpplf+Zpsh\/aVM\/vV4IWdu4pYf9VRr8\/S6BLofelQBwPPCN6npUAbpiJNs3emcWicT8SdNTjYclYZIx9jPDPG6wUPimJMLBZhjZBW54zi0cYU9rwgHoXpE9CPKYZUW0neobmNb5nlIWwlU6lGOvH9sJHRhSAcufbxGQE+3vtQuYkH4bQzYEWTUkHvoc6tkgqknAu2Pc2sNilTc+7thdiVWrPIdof7y3pH92ehimoRj3dFz9vUWC8BAz3CPVLv9FSJ6+q7Xoz4l\/ZKoRLfIADsxjpUrYPN79BqYAIjZQe9DYlR8lfu3zkXXuFkuuZNBDfg+wWQ\/gksLBVuDzwDX\/uO\/jPP\/J1sV9qWeF5x7\/4tSNnuzFvVwCRB3I\/uKfR+QKJ\/2kd\/AW022Fr1Vm8InntRO5ib8akn8yt2N3UNM\/bvqP\/bBvb8nIb8oLubtljT6uvk7epn1aiWD3+wP1XYKS1+KShEGVHFwQMpfJtH02QiYGbTgS74zNShKP9jhWyzpcQuV7hFb\/PplYS3LOxxMzAkbMYszOU4T45DuVqLoHhLdgAB7hXiVAQEXoOXOuhpJoDsfCC1v65xkru0SEV2b\/1jxJlvSjW2xwKLmVEyvSf3S2v8qUYzJQtxC2hFrJ6qD3R+cgmdQnUcoOrZ4V+rcWTb9GIawvnn+HhVYANR7ZVuFW0EBfotShqaT9d\/uUrxciTkRmoyT6e6IQVM4JM2trN2C8FSQBR7Z\/PBwENUUMWwvmOvtYyAWHuSSSLNTrvgwL3b86ljCs+mdeH0rq1qpEAu7\/O3Im7VDYuxmisjz9JlbNqoEJ+2HrSDYngMsCi31qRENoAPWuIFEbU274OfaT+twMq1\/vKdoHMs3u0452eKWW6pGZkQKfgB7OvcDlu5o2\/11wFkqcvIj2+W0LHu0GK4Zje6B4LN3ZNDhOqCPEsOd0+lbKcw5RvIPp\/WDWkVkSfv8kdTIy7Vta8wbr3l\/JAUciqMkmL8jiHbL5ofCQOwGzFMOh5YsPK51jCeci\/rA9gxLMltKFgLI+8cuQmSVS7ddU50CJAYHuszPP+Jh5t5\/MUFcy4WBNRM2hO2aaVx8SPS+ldO+UyHj0U1y\/PWsKyFtPUbRtO40pdZraR5gBIlImcLNG5AniBSd2W0ruv6etB98jS8fTr1EMeYlrp2QOcktg0xoA9Gh+ov5noIe\/9fszL6xVaDdC07+wrAb\/eeTk113Ah2ZiMgq+Wgh9QcCuzC\/MfGdRQ10G3W6A\/QORa6LOQN3bvuRdxMr3Rdr6kQoZfzgpL9TcV84KKuoHaccrqTkmuIU1fJM55SorXV9k3OVZUCyHNSm4cS5axNwyl0odFPjvuOssItb08T9prTnMhZqkKOurG+sfJtp9rJBXlp5AkDzEPj7NNmkIoX5\/nzDEQBMR4siS0mK+hKSuB7NEkkowQCr+3JZ4LNKbgqnmiGRT\/Q7uLA6Y4FQXt5i5snlFij2Eo3ebeAIHwFP77LFiNh\/3fcri1qYzkuutuxTPcWvhLP53KnIykng\/lPjTLptj390IXfWhtLGJH3Zd6T8\/p5ThAI40P4DUv4ziUYkXB9ofrkTB6IDMb0SymO9\/lJ5c0k+VIvEtxFYkTUEOtaCev1lDvLjj7TiH3tP1TvmE0\/Ev35AXNeDwSBUTQL6tWqyHBeTz\/gP\/8mF\/WyPj9ck847CUcfOjIH+\/epfn\/D8OpKQa5BZmoFMsTgYO8toGvx+wE5SP5LaLi7x5MtsYaRx3+paUxU4Y\/wKLMwmCVBNZPBseRI7wXnClq\/V2iFq7xD\/dMbnxWMnXu3BQP83WhuVHvvVXmna9HKAx3U76sOiPft\/lHVAxc84ZGEJ1P0g9S6wQZTzvfg7HmePzTwfgC7zFeASjXE7bfsa1+XW7YAbaY305cvcMos5YepMAn9jXU2HkolkCapX\/xnADSiaOiW\/qV8Dc\/wht2q3mJH8KJy7PIXBDorMspQOCO8X9ghaJ8VskaZHbmb1WTuOt0QaPWe0+Olb04cUSI9SCm9ibUxE5J2NgEw8JqRAcGUum2DIHp02aM+hv2EJLqs6INxjclIEq8KRFHCMAuZBRbl\/+GG0Hr+NI134rae+vx6dqiR013nd5cjMkh081EEv6vvbohtJ1ioVXJdNzfcDKuK5OZoQSiIgm1GKzoktGfeqStFQG7cJRdaq2AkGT0sg3lMm4Vd6Qc3UtFeoZmQpi+0I\/AiKm+6qAwEl5rMGrDEZyTgRa9MnPLfem524GvqZt1TW4lrJZ4+Qx7oKh4mnPkzWNXcegvaH0C7QMTYLux7kEwolG6gXsYdsvLG\/DxbxCNvL0EBd7mri0C\/P9R6hka6993jM03bRO998UesSk953BwaScaAeP5BvPydZlVney1EE4ExXkqlWdm+MSqinCBXosVS1hNLtgf+9b3McqLIzqqptRGFAwth53A\/51aaf3qij827xUbxlZH6W7GWhCNqlZx+DQ0\/V78W84OPPHKqNl\/Yl+EA+f9ZMUF8YxPkWO9ZdQdmYiEUxbqYNYa9hu3WyBIwdIsb8YHyIQgwgFrIwd6ToEYZRW0hrLbfevfZuKpPFTsSS3UHKLT6Fr3mifU02IiXD+flP5hGOXDNmSLTinRc\/GdZUnMKrsOAtApbe0Ov+ZXlLTDrCYSI925eLZrnashI++IytWlmEDiy1P3OLZPPed1zr2r2j6TMnC1LiI14w76whkWeXZVmacxBgMXZn4Jc9FWBFoIQczMgTcV8\/UMhcH5\/lqIDtyAX+Gvt2VsVr0bdoFx\/iOHBMwLEYcNOfR9ZGlwfA5Cx2i1TQfnMINI9pJIVw6VcbzmKnCZxhvzO9oYSt7aCcftzN0vSAWbyALFjRV9oe7n7Hvzt92UUaZLTcoLQCmeqePvP9ro7SIAl+hFnEJLX7+tOSVYmx\/FsH\/pecakWRJ7Uw4PaMGsFJ9IHD\/XbWtS\/Ulb+bSG5pObLD0TKtMiblS9rSAdTOiZ3BOMIYdMS5h5r+\/JPQRKlj3Ho+ohQxtfW8x+JFBBX6gNH8\/2C93GBWWDk7RkODnbDPI\/5fH08DejrKf9lh8RG\/xC\/2\/RLZS5x1xre\/yUEcnlyNl11a\/WMHwEBsAodJIeQWPC0o4i+NlZe5CeZi9bxeWCB+M2WaF87uUJwqRjpTKUmO6+YMqGngMVmlV6RRmMTahdcSr0OucL1vwclFo9zQ\/k9hzQrSvb86qKap3E\/9D0e1\/iWdEHwkTu8zW4yK4N43t9G9DpzsOLMcFR+0oMkexDTjVmSf\/u38BRloYU+4Pz5Vnu5Ui0fBTldXqQEA0nYziFQhs8G5J\/torpQt3Km+NNAQsXAHnZ8p5BtI\/oN3Q2ujxmP\/1wbCf9A2NTJnaHBisZF449H8B8wewYDkT3idYg9eNvvvEHDmLusONUSY6mwcjAo7KL8KkGBl9ncGHqJHKfkrmL9Rg+tJUtCQ6hdZc0j6BEej2PQS+Ku5bKOgUVS1\/6P\/IW7gHwjXOYZFGdd7s5\/UOpppo098lsULq6jzc+FgC9HceeERmHnvVQOVV3NY3C6huPE3AtC7yyxxppl0f67ks8hliBsQKDHBgVTq13A6GPMR9dod0qD7iTd1K8o+PvFXtGFv72LXEops8aQ5bcPtWt58ZyYwAA\/rYuv\/Uz5GfIztL\/+w\/ZT7wed1+02Bm8QSHzLg46IZIzrS1gCnUua5kUU0e7f4OqjKHDoliuXKN6OlmrttaglCGBCXDX1NntONCYS0W9JsiIyQJl9Q7Dj+FFsxtWfw0F345qBLwS6bWJ2bkiiuTj5lE9geP\/l\/Pxg4sT89hkvQ0M+R5gZNVvF22Z291Rz6EMVmPXbkb8Vk6crCFbVJCdoU1rv2fAPS0MDGMkgAJTD760AEk7UHHB3FUjHn8J0ZME83VRSQirrh6YoomHBa0YhiEL70FDThv3dqXUJ3l9xpsil8GqmEWu3bIe8o36UftTImytWU5xaGBxSsBgb5vyimHfs+nA\/iQzOovlq2kzUADxWP3E9oKSvq8SumU7PG4zxdJAGAisATon802oUjO+F9h54+6DhaJdQCpaP15juT\/0thbsmhCrJAN\/T19ovHOy80EkArOtAbr4qnEGRctCyZMHEcAgkWIYitCzMqSYBKDHeaELNXEcOTZFdkqBHr1dMLICBmLnM2r23Bk7b25cMuCmbAcJz5uXsME+BOI7OgNFwX\/asBybq3u4fS+QPvpJIG+k11aW1AFMjWDuyxzmFkyUzUqWQS3oMHZ1qUXt0Ymwc5lHJevrajh\/TfAKOMhx1jWO0e\/1\/tskXgrlk0uUQj\/c+gfvuf7rPLFuXkHPiTfGD3uzFaCirXFZ3LX+49jnTK\/d418KwphcbQhf\/jRVqOEDxyjhD+sCaHczP76qwZ30lJyk3nlcuZJBXcO0RgAZwGvG2J3+iaBr6P2rf+vvmAi0AuwAMzhOWJ121fSYopWW4KJzFyl31LFeJ42nZUvSQGbPPaMMAOgbFHh5PlbcttH3i0KAJ5vKhKQvOHJxPSJ0zhTBqEkAyNn7jTQtrcu+sOwA9gRfwhWsxlAaJw6DuK\/Z+tMHqB3246mFeSfV+es3MfxES\/nBjQrYuzgvMrdrhdRQzKuz\/J6hPvE7sBy8mLmjJk4sdSKmAyTk1lUobeay8l5CSlnhWjJi2hTqUr1BxL5IICGoKghziC7OIAAGNWP3A\/eFfGPB3KVBqw44+DsYIVfALGdN+Y0CnKY97bSJLu2I91fMGCjOWukKQLGowBOkQ+0Tj\/EjN+WHHohSATAPZJcKZJvbeHSfSz9+Drn39k3cmjmT+Uxxn4i4hgPxdkFUQ8d6euYASKwMv75NI0S+9p5ItfzuXkU04qHKU0sLGAoWWp0040d+QawU9RmmbLg1uvuJYRmNzsaq4fVM4dtlsAEM68I3cSSHS+CR8tmvdEX0ZANPf7JSWs906hPptm5fUvG3VhaBbgtkT1wpl6S\/GGwUTshjOT+WlVaXYUJUuBCRYLsDROpp7rGxPjwTGSWktH8wtx4bzUfEI6XmVIUOSTRF8ariJUNpcMcM0x74WAAAxgtXTbQu0WPap7g1bBjd3whP9OGGVkrjQcXuhdqIeD37dUz\/dFvKPbHWRf6DwwenWdHSe8QxFwCIDUneCLAh8AJhLgEgVxiKQHXH0Cxv51V6708dFTkDvZS6uf3Acw9\/CFzZf3vF7OmhmjVZVQ+4yAE3iLUSwTjg4Z6yGDOQJwBes3K8vqghq5WAuTdAkxQYALUghUsMwiLsp71Z8GrWCdRa\/HBANWP5QqF\/d\/Cq5Nbp1WGGcQWx+cVXmJxvWWoz+HBE01Fr39hqqEAdnNciDIIeYP1rwxklgQlFC7KRaUFIUIKNnclJLXUVIbnfe0JBjV\/3WA46dpEXQGBehMTFAdQh9pP3ww8AAABL\/OOgujVutg0dQRXzxYbLqaa0fpr2Ohkc1lXD6D+X0gDjcQWAp+Bl2OtIPLNPCV+UH251iJ7fCIK74rAHE+bri+3K7OzzQkStg8ATg4g6+hC\/LYa0YmxCSikU91sa6MONkhyLBsD8fCBwJ1cNQSz9++Ybe3FM1v+5sAuDEs67lviueyWK9QH98Wwm+kYWC8ldJp5SkeW3wffZv9SsfuWzye0VsOIMkV+81GKGAHHzdJxJAakJbUCalUhQ9pqPRK1xxrqE9NDU6QE1tzaBHrNB2RO0o1w9pTpxwJvi4727IC7lsumUUVgIHqnBsycEblThrwStDNK48C4UAKP\/RAAiH0GUwnfgBE8eQRzvDuUQnCCRHwQvGOMOE1sda5q8NKJXHeo71xXrdeF8ukJq4XX5nNemL5BdPt8QQo7UABjJOVuNIRlos6cWd5eVbCFKY4cXXz+03T1YFcRzrtQU4Ya\/I8GDoQBpAIUvvFrlsPDXZwHvVRev3K3gXI3pQwzO18Aux5KV3fG9ffuCkT\/Yg1wGm0PgZ3DpVQ6gA78jXJBgiERgAAnSrOs8rO1QQmmFv9dp3UAM6KHVehpXjf4o2zPBSH0tJoyfcmAzO6ZUeHbZaNwjmQKYr1dEzmaJKyqsKd7CnWitq8ApPdwLJlg5c9XRrnmU29QuFlc9kPQIKHmVklBS6G8L3bkuFy+\/91X0JlwCN+7bROpTiK0P9aB7jYhQAAAAjNFCjIYK8ECtxRel8PTVMCeRClCRMa1pEvVftCaajp81Ax51Q08ozKoDQXgJ40dlzjClW5bgPaSM0w4SNS6Sg7E48Opkd\/lf64r2Zwa1NqpbhjkrEIZZzZoXZGPKCTy9oSEn9+hoYTrewiAO7yK+Cn0gSC16ataw4NXlmNGuGHYGnGcAATOFTTL317BInHzt66eA69guw7gnBZPFj6K7qIuP6U0g0nWzmhLEVDvYb7Vu\/u3ShHgqYY3UvHC72PkX2N0HSFxTowY9KLfABh5XUZQCicaOqIkuv4BkgRlmo+z1uA9mMFd52SFsKYDS3MH+o5fNoDCr2LaV3Eh\/mQBI1Ap7F0nXLsGfs92W5kYDoifAKAMRwYC0AA5Z4EifgzQkMAhtG7j9\/F6wjBaMBcvaQ\/QddHgF\/AlNMKsgN+cMsykPHDqfoksbP6XUYzihFnTV5vKb1MkZnJfenJ2bumWzDoo3FsxBRNbyiahnwWB99oc6pHGnpqTFAosl3IYwM\/2ZlZygZiiKxj+8x\/JoJgdTP3ewMzXnfA9FXpY9JcnSPzLXf9gp4rKiSwa0RIG1q230H\/zGKVTf7EBkRCyPrK5n8\/80QQj7KJQdOIbv04JrojnK2aaXMOQbcQ\/eSksLiZ6kxrlQArwtS+4hO8oBsCsNG6PtCvYM4UCAAHiNEOzNHBcT1gfV+7Wo5uHwAD4AJAAABKLhZswcUHlTup9hP+dSmfinOkjV6zf+4KUUQDEMiuE3kF7KVCKfAy4VE64q6\/Qq2h3LZveDoYfE1A6FxX4e2P9sy+VJfUXjH9SGYQ34Zx1oJum9BUTQyw6Jg3o8vCIS6XvPEmOp\/F+TDTOqmnE3CxDJ5S8loY4n+yExGVZeg040XkGC9dP9jEmlQn5Mk73SqWXuSY2WL6bkZ5Zh8OeSNwSeboHBbgez9O0Qh5FLrdj0Wk5olXpi4dN16HcrS4Mo3COkmCB4XXcUFhznnCs\/yfaf3GwXPnfBYtUYwFvWG1ybiyqreNderQBBCZQRD5542jLWjIXzikc6S+CdEFB7WNYwVw6LaKhtSkXC5icNG4bTSTKqpMtBqZ7uPhEIIX1xGaigyIq3U9LLM1VQbVJbRZKwKMq6M7JEGHpDajxz5Y0el65cIedpQBQMX\/QNhkqFttk4aIbsgAABKLiHxwAAC+AjOh+aYGn6Z3g9FB4zvLZGm73hATtTb\/7ShhTVPo+L2IEbNDglpF520VYAGwAAAAN1Jlolq94vv\/wGwLcDo9K+yZ9q\/ssBWL67xmiNS3LCObaVwABT46B9RFvjp\/J8dMhnMIhBJPTw0uaqEys0TO812ltfN8puB4ofiKUZzuF2HOQAaArMeTtD4e1z7hKUhrxt293BDbZMu1HA\/xd+GJamqLSf4E8XtX\/eieb5cI5HHJ2iwSUdf7uqIPGbo4K3zWCbQ0Czcul+bAuBRSoGorpUUutBIX1BIOxsnvmTMqxO0\/ZBejpGxfrDxi4QpmXQlvc1A8KKTm7oYpm5BdpUlqu641AxPObVAi64BS\/g\/39yidPwKA2F5rkYRZRz6hBaovc1\/I79yGT8hpULfwb9DWc6u0o949lBwZZxhWRw8CQ8FnTFO81+GZssU9C+sJwcEreTApOaPohsmJQSTpJy4lU6WGtAQ4XOIsgDx2Ps1vhq3sUcDEit+FRyUTOQPQ3Ado4ZUiGViSf3mvVuwnCl3IEK\/fJMt9GuU9d2pcFg3PibMnCUsMaSKe8rXs940021m9y8udIxEahOGKJgGRJmfzyLygcRiN3ozAPKg69648QfkoU+8tViWG1osKgVBOOVyEHTFpCAm6RqiQwwshFhuBaEWTIsH2XHZH+mTFLVzImwfoPz8XCm4YsenK8ZOKDBFCsZQgSCix+4RTSvcVDuHOd0dYIOlCvMxe+hi9JMhNOJgIdxoJoYBpnAm5T9AAHC0i0qoVwsCyi0qSaagAh9AAABGgYKMON60tOZsY87mXgAERoAAAAH+AXt+4yRUayC2qaVYjSqoyYoKXr1sv+3rmrzsTuIaPnkgH11attPFe4XTZEOQU7NO3BpAC79\/blEQr\/+KIy3t4gCb6xE\/PJ8+FeadFkkMulDPmiYUTqnVSQfDmWonQxn\/sHUEY\/h2wXs16wfSgRGt3F0COQU5uMQ83gJs1hW4AZRbpcF8JtNdlgWjFDxu3eprT6aAnjFJip4lzTmEq5tVEBLssCnVBTrpdtjLYHFH1kIB9fZCct7thwoDtQGkPzqQROFbDhVmACBKtkZoSF6UK8mbZCXK227suCYgLdCbyq+EmJ8iBZK3qmyOVORg1PMBz\/wLCVTi\/53GnQpEQacQVaAnfkBii\/soNKicBCRJQlg4uJla3f5U6EB68CFzQV0S2ONGdoC52jzTLzeWTYSypuUsxD5a5rOwNU+fEqUEULFm\/gvKu0TeT9E5vh0Gp786rUwUmBfeEEIeKQlME\/dbd5x6WXhVWTXVdQJ+ehYdqELOzL4UnH9g\/Qz\/nfIN41J7ysA74rQ+MGQi\/F46qV3ZNB1J\/w7YppOspmcyGgsv+evm3u+AMbpxY3SfnpM2YNvsxMHlQXVWVfmNLQUwtaCclJPBqy1kW2mHS3qpfMh3rjtAD8ApVBCPSQuPAAA\/BlymCGz8XD1mS2Ope68QyWcB1B\/YDMdixfSPCpJMATefX2zOFKUe2nr59\/riVQK7nJnKEK9ZwMFwQLFPo3P\/CmZ5jq199Hh4cUpDsRX\/fmEK8HqejClLgg92mt\/uaOn\/emAYxLhV+lgElqxBrbUuJbm8dghkFt6luQvXir1C8q3fIp7p+\/PvxGgoMEzWCeGhXLljdkUSiQZSArSFGPfzrRglfU+blt\/vGSr03M9uvsqxjG6wauR4lTdPZ5Bovw7bHeo5Fdt9TgvAW09wMqIecT8caNLsmVOZKE1goumLr6QPSUsOlN1seqfBpy9y+U1Jb2CSzwKU6KBiDAOM2Ky1nehBIYWSGGmdXLQ0xMYZEj9Ta2kOvRa9myNVsunFhSi43ConbfgpK2lq\/k3zDiBnb8o2KCeEHVTj2ook9tQ6yPrkhHCLGqRGaXLRuCqfT7d\/f9SKbFZmGAPWcHnRY26ag5wG5s36O84njKk1ozV\/I4D5ciIV26KSwaNiuVfMXbXgLcfGlXOhFi+spblGY33XGPTIwbygfbNAbRM3rcJuXLaOGROLU1D59v64Ne1ULBPWYzaMcsgKPMVe9X1jZybSltK5Tc5q07DxJSf5UyHdy1ojC94H\/mNH6ksMR\/\/DfDcOdj3LQ2foGjkFO+q04EmZwlvT+pZ8XTRnlXnbqgDR5yoxDEg8jUAdSL3ZkCTGFlaiXvdAWH0eptvihmhmerPiRQHk2shHuL4km3ec6Q3smP2vVFhP8o+zzfMB6tat77+uZ2L\/zYh8QKrGSp5+2AXdSEwiCtJBM33fnFZhfQ1Jj425kGwrFIbMR2If8yg101iVtCwJQcJF44VwRXx1cm0HuNX1voYYcTRk76zV74e08KdcYVM2SSFW6PX2aPj4dWVv0gTJeblT60cgcxYCLX9XhAAAACPj29+Brwu\/lSQI43jPOdQSoNlL\/\/hqhNAPHyWe22UBAa6ay73VTZ4JOEbCTBVyXPfH3m8qf5lSuysp\/QR4w0piOIvEhfn1WMrLk9z7b52xy2KPsNFcpv1GjsSJe3uloyj47B3tVAL\/cBS01Ofxhes7zJQxFmUXaBcKtZQ9kmDqCZD1lmAP\/wxwfiOZDun7ZYkE4YanYF0VeSdcMTUCS8BKny1NhyrG0yW0pyZIWMxr0DFlUgZ3es3vLw5z2jzkUfGmMA1P+KY5iIXiy+a0CP73eT0qtejExT1r81VwS28jnUtQ73ZD8tb5yhtIedhbYsYGIjorG0wJ8y6H6aV0S33WGk30GR0QHOker33ohxgkO6RCDtWkIkvA7LNE2gsO5cU+uAo4POrr+XyRSuVlxNc4a15jG1WWw+PumUht6Xu9Vo+8rChUswo8ut52Xnext+faR466\/x43EaC4ycmIQCmNAhuS3xk6Ywq8\/RFVgLpBWy4uQZxaJZ9\/0i4Ih5787VCpPLaFb7m6+daJVMradFthq0FNpy9nZHCpFAPoQUD40Hx5uVUlFMrlGq1etA9KbBBTzvSFGzG9ydecfAbtF1h+Apl5L+c3frWCIYmC++HdzEGyxQNse9Qjfd\/jlmEEUHfRlQgMLNuAuBXSQBcqx0M35Z10p2reR2ZHdls2QvZdxub\/1ELbiLBZe\/lltcvW\/0cyU\/jTAYPQSYjGUigTZfWqFzrwxvU\/MqSGimirus2RvDmSnGmXW7aQHPr7UM1EOnu7rblIkCKe+ep+OXt6cdgTPhlx8QMCYHGeuUnA6pz69iMgUc\/SyI1U9GdHRpyVLjHdDREeLzG2UZH20n\/gesVkJBwlHk5VMAfpE9+3VwyHGkk+vk7pC6U27kl7JsmS7AUnIbpuydLuZxt4HP+KaVZkfORAE+98ZJqUjWRDg7F7Jn7xSUA+DOcChG0VLeKVCrXlwuePz1OLyHx+mhJfBi\/YhZkg97lCTNwW5JHgpXG6tpXkoFfgVknXfFYxdp5ljCAHx9AQkyY6zS0wsjinAkG3Y6oV+Dn+T+YxT5fcY2k4QFjxiRxIMU9lXWUDIuOoYRXxB0kvuE6oCShoVIdibkOs44\/EnwQMnHiUTpSew4g5g8Mfa55SZRO1nCERCIiw3yTn97qYe2y6jLsiVtT04zQHfwp7aQKCQifMc5zw5Yg32nH\/aCZt53hYOd2SGhKmQm+1XJjxRIZRacQg2cp4CjglIMol3hr0sTwuqoZv\/IudJOJWtE65aD2wpFkhRjOYk0\/EQkj+VYvtkwQtodQJOlVQcNcnLwHSBaT32BKXljcWR2jYqe\/z9Z8ETCxgNVXiOnfhiWdS5C\/pPWSbAbirgPW8uAteTLwQJJzdoyZ3vD21pkUh3ltpMIs1OguJERARDboHPYnm3p7mxnMvU8ENdhmQedF0BV3nyUZyzfH0ft3jOzeI\/mwk2E63q8P7fMKUjdxrM5DPy5bwB4mpBY9Xz3oLnl61Q9U1inYH8Dx83NservjqnyL\/sEgeoHAYB6WtVh+uyHA3CU4Mqo1uPlcGEfaQ7jDbn7xO5E2c4tDYi0xdI6T7DrEYdzMOj3S5W8p72bWO3xQxRVqL5dfAnXX4I53XJOyCxmLGlgRiIYqJlKrA5vLC20fjRY8uWHQiEgoSHia\/QC4sfhNebXR8XfqF6JkABkGEuLXWOPWvVkAOIgRf9ZAhYfVJm3dD+6LZlJ3c4uIZ7rZ6lTdTygxeibPEUywRC11SC+AMft62TptXB3Gbg9L2s04CbsWMOByMTu0A4u+09S7BIRVsjb3tJLjAYt6b7cz0NLicUjBq6xm5kcGHp6l+HShZ6f7tmW6XDgSbcwtvPGSfD\/imIhNi283unlVnKk+yt+0XPkrohU45TRGcC0OXVLLTBL+UFiZODXL2MgIoNwDRyeqWA6dnWFBY5EXBOu7Vt2dWCgXPYKAMfwKHFZcx9vfBgy0nwT3g6cPJQPzDIDfDgjl2vg\/Kx7BAwj+Q12hjI6bkt3Rt2yO7iQTHz5PKWU9oha+8+VUBA85Y6np0s2rIO0tAsb9soPK\/p3ycvf\/T6YJOa25zk6eLJegyZ5wOC8rmlrYMuBCyjYzhFCQkzoDgwf7LwXEBZ2RrxxCPXiX+PbEbXbSkKSKeVMyn676N5J9m0URf5SyquSUNxnaZNJz72VgQfbyTkgrNfYPv2hedN0iRT+o4JbYALhNOq9GZMNhR5bwEPQCUVG+dlKwC9dQaKa17ec7qBmcQsyAG8VjqRZPv69E8GAwmdGQNDxpDCBVrcvDYYur1GfaOAJFUXl7WC88J7Btv\/fZPQ5geKAQzdFVviT7bolyAgAhlnMIMTS+nwdeif9dKptOIqo6u9syJYHHvavSp6zXeldxT8TGkgpRtkEBW63AUAUVuHCHdpuqrO\/4S3FcCXGxWi+dL3aA1oUQMo2xx3WbVFgwqiKhgttzAtJIA1yu+zVJGDanR9Ier\/YnShPa9DHjN2BBnXmsqIhMsnw8mD6uFyU1INjhE3Oph7H\/raMMXu\/7bychajSZtSskxXSyfN43s26fGpJqLdthjaZMM07nWLSUp\/ZocZ521edibbJ9joc4Js8o5a0z8uCyOlEySa+TsvI+srcaxltLIucKjK3lQGj4gUUMbksoYA13vK0VDusUJzxbzfT8hdpSp6ERxZesaWkaChtVOG4UFsyHjSqGSrgIyVt2YGWOXcON8yrbzka0pReXpVUCaVslMUQ\/Q\/9cr9xdkdBPDWiGzGwH\/47zLmLX1bP6Ja1ADbW5a6Eh5sgLV8pKEcIHNjV2doTBdiFDXpfLYG3XBtpgZERXNLlxPSF3oGvk98TEbMZ+ukXYCV1C9dalMZTBu7yXvkwAVXIzXflOdax6h2muwttjKVH67VKBeY0cHzPF0GeYNtQf2+QRCrR\/zfnxtmeQ7xU\/JmFLJZyehtT69BdPf9pImap24mTmfYRG15lyhIZ27nuRdhkY7raTmVO1Tas6QGyM3ljPfX0izaeipd9HBNOvJey2hnUF8qm1B+\/XWF5Z7wyAmiY5pK51A6ig6P8Z5+wkUfK6QgKuHouxo+6X8aP8IauWqkHxCxtuF0Ead562VQrq5MXb6cSfLUJhPKg4Rv40nSHIdNEwUJS8q8N9gFY9b\/H7dd4vcVZFPKNe3QhUPnqTxCcGKQhzfUChFBcDpMBEHswcNAAHc9ooSVrOU26kee0u9XlDkZvK9rpklBqYFOS6ns7rx7pNLzqyc928xjNLWF7YUFGrCugSvYfZ67qMrImwEPhxfTZ8G7InnXW0twdKvW9iPBxY6ytAKdXbrpdiSX2rQkQFSE8JMpNEL+7W8XtmedehuG3kzEamy27C3OhOQipvCdaLLcJUsv7NKbGzEewcwd+9Ddki0GfIxoUd9qnlX95XI4KsT+dvcyvoLUM5bun2dG0G75rHJCUlHjv4myuGQlKywEuwTuSJL+DpVb2VsWvpa12ORIHqmQbCrQ6vute1jbPm410+hzY5O64Ug1crlgCD3eB9FthlNGUhL1\/RJr5HShJv6\/XAn\/HX4riscPolngc3CE5l+1v+ta1XAaNQicvFa+NthbqsRkjg+eOvcAeUsxlfhgvUtffp\/hl+20sLjF6cKkOZMRF80ZghJo7QjSx5Sdzzj6ui0C7jomAh54EB8LCO8sqT8KHic0ug8TfYEXA\/+9RfnSsJLthahOxgnhJvkpkd6iAZmesMT3khK1Zo6V0z\/6rw6c0qs8tfHDW\/osulfNRkjPTFiLsmTjEJWoK+FU3hmOrEoeyB6yjRTk7Wntp3iYSyGqS\/XcnVvjhAhBlVY7koU3KMgvSlSPCIcMhlh3pOnn33931wzQpkj8xIhnx4A8uRWWGwMsbf7JG0YqnRfiBBW4asTVcAw3wBgdD9I148QaiIiCALqna2gCZgpbFnWQb27LldKl3eEUVRoZU6VkcCr0EfY1hjE1kuuXSMYX6HA2OmiwyydyppL6drGRa3\/LeqdxOjiid2bNExtVW18H8nCr0Q5p1UjCdD5PpELf52jm5MNAUQUaKaNp+\/TbyWrDoLJwehl\/ZqrDe2iYKqf62HL4dIBPzXAofplaZGRrKkTg68wrbRB22NfvoMQf0mmg9fAndE+oWz3bMZtSmo4754bMFZQUDn\/2nNjL92jNBqvYJB2SRvhMCh5Fg+rRNqADspc7fEHf+wradQGUR6zPj3NndS0LbQpn6FJ68PsOhZJeYsU0DtVRVLgHX+6OOQ6+ARsxHnZmc7Lc8YUBmMxm0MOaTZJo7AQzo\/yH6Lga9eatZpo4i9KOXa7thPIlzacTP5lPdPFHFAaafyDn31aTr1+P5ixzHtgsDtRNIx5bjBnm3KUsRjKFjI1bRMt8105Coe0vuDc20nZWxpNsJ9JzTTh1s2KCfgAhIgEW1eBoP5cAYseUWxji\/ROkXDc3epr0HJwILEYrwGKjQAGcr\/0klwlFfIPfLhjG7d2twdB8ivBgHsYwqdWTI38KdmiAfSMoO7qxg9VYWHx7H4bpqWOARuex+DDb+nUFke56beOBOdEihTNmrVXblAlZvN+0LHz4s4SLFWIDR6I5OEa7WOET7vo77L\/Y+y8\/8vhSe5qw0fAMc2unHWllljOzGYB10E351qx36I8fuzTsQHPQn2zqnsKxddHqBNnhUwhyowEsA6NwS5McDj4WN23GaJaf3shavo1NqHOQ41+dukyedXiZtjMLxml\/YGJ+0Jn9KAfAFuBNL5oJyoiQQnMbHIFImUNEy0TGh+Z8rCL0iM+p\/\/Kg4xXbIWnt8sjYqkHSbeGtTZD0fsnn9SaezBinbaWHGkGf7OnRTfQeYX2kDPsZB0xrqWkRt3+QSDjwQrpobwqHT\/Sa5SKEQK\/TUEE6R8ysjVU4PIVpSgLVl\/gaG3kFgSU5Zm88fTkL3VpRtWkU8SnGYEknzWSD95ryW4nn1F4XaM8zlvrcXousxIrs6BwcucFW3pUjwIHnjSvqRT\/IhT9hc4R12yTMz9kTDt76eRRIKjD4lhhRukQ8ZnGppUq2EoUQuQiipkJ6y2Dvzd8I+VIrMgJelwmoaQsNRQC7czmwouiDXMFjKFlgxlf0cF89z5m0vH+l4POo\/IeKkAOKRv7EgqeY7x4Dk6fUkUAkaOEH+K0rzdWq6uehKIo1RGljeBFilXs0ktcl5XceA2R2Z\/ctogPiWx7Vt8JvZmTRYIAIoFspsp7n589+eOIl7xQifzZc47r7sS386AopfMJ6DqoiSmsTvEX8Plg\/xPHlFTMQqU+YFJhLxXCRGmdTFpaX3EVEtZ46btnE08wpRd6KqcMctiop4lOMSG0pLo0CQAWFrLd4DvN1\/KMijTGGk1EsAihMn1TNRAb6Ep8FvoiJCItCe9WW7TpYNhDVTrqL7690gKnAskyQViSm0Isvmo5pX5CJyII\/gZB3Cxi42MvrAIvlQkep7QKZp1OLGbmesw81R7YHS0rl1AjnIMETF7bOAiPxcFL7aREg4OBXd2A9Y5w5fsupSuikfMzDtZqviBYeaQcsxsAr0HZdnl1yRoDEDZ7sHDChG6vdobJZC6ODmNCsv7+oP3k0Mm7g2teDri\/O2oD+lJ4MZO5uXdvV4GPTyn7accvN1JAMc0PeDDYKJpatIdVQRslDMQz6\/g3VTckzdzNiRCMrBDohO5b9zY0mrJ9T90V6yZZTJtFh7P084btGleobZ1ARCWH8F9NeGW5xR+cmkoP2KMSvwnO7QnfmrQXoAX0gMjWGLHY1hPusrf84euoRyRyfT8Dgy+SborSHUWwzu+0bOEHQMxh6K9pTC0UHQntkEbKxgomil\/wfevGyAFA5EG8ORYhIJWL+Py2NwMfETsN0atDM35oxvVRUq2iqDZ8rgN0SxthzMbzE2ZaAnATM21qW6OgGHOAx8gYi7TAf6xBsb3sdrAUJl0+OY0ogkHrki0wvIR1xdRAwbXET7HLkHt8rercFQwWw5oM9rfEl3OF0J6U\/7RPvKtggZl+1YZ6ISLm5kT3HGEGipwOUG+MGXy\/D+fy6cyF+6dqv9TybtBrz\/UcteqXU1NSA\/59oHF\/09eVdtmcI61t6\/43JjRF5CCLczOqFWbJFEiVEU\/ItDvI7Pbk701XALKJaEI62ckkDDXE\/+SDcmZe\/P+Y7PLlRftXwcCOiZd\/NoM1d6p2e8QlhF8YwhzTb2EHccdUCReUADkbNUDs1cq8bSh9GAUd81hM\/vhGt9D63OQ0gM116DzqwL+w5Dt9gXG5gBehhy1jWtl6OY6OLJFTeeNzGyM9HIJ4\/UTCj12SRnFvWu+p0UXT\/943EsGnO5g+V7LbZ3BHpnS85iKeljlhyTX0Jtbdyki55lmBLZdikqxha2VJCMgKjgJf\/hq\/NdjAKEe2U6ITP0x8+Dqu0gTNNbjL\/IGGAi3qBmM6\/AsPWiEMMDzo9YIVZBZ+canjS7s+r18bPaY4oVRSkFGrqL7ApJ2N3iIY50oVpgZUwME977r61tKvUuOo4h4rQ3DnpGzUXZyaYfEKd+uPZ\/mYUMT32B52DU5XgUv5duFXoXXZbC78c7d0\/mH5HieDPlxQhfJWIGbzp0mgwGgMDwjKY954IlKhSMQt4yiu9hIW+o7Yu4NMbtu6QC4ldVq2cprArESVp5XXV+3xkmSQi2aAVy0XJJp3idJtEwV0A\/n1M9YNNhVkZUBi0JB9HacEygwiHxiqgKFCPGCCVm6pd8rIc4z6Y4C3J2Bm2Jb+I7ot+aI8Kj99HCVcvtqHcF9wABn5mNTzUksRzN88L\/M4X80G2Fi89Nf\/iq6iW4prBwvaak+BWJmsEZIk9gh0rXYaN+Rt3OX86ySlzc4y31Yczrp1vQr4\/sOA3b3mYsjU6xxivTndgcxsfF616qaECnSQSZG636yVMGnDzcUlHjfW6ag5UlLPRMT2F1XqwRg9Dy\/ZUgxBKApaoUCSKsdvr1irVbQ5hTZ8pYpIbU51t9\/WEPa1SbAkpgbu4\/Whhm0NZzp6cfe\/8IahAj\/+oWroYfFHJL42TzPjiDczlz\/HLqF40jlJ7URfxjMfOvFZVEo\/IFxT1LuvXP6Jabs6bAFUXeDJcUOv6lIcMTKFS4kcFmbCpLsuifCKLn1vU2vEW8SHy2KHLEO4QRmqazknacOgQwWtNtdHuuTxmKeY6JqmbbHK4sRvnDR1RgBkjdjd8KC5a6ZNE4\/UepsS3qA9Dz7NjG97R8PmnnSytlEILArkYlS+m6eavcXwE13\/goASxxDuMnjIrwLLxpLCiKjrHioqOGuGEhS4vxTE7QyXA\/crDfjp+fPE9ZUT9Q6tmK5ETEY5Bnp0O6Jbr2CQNMK4U1gjpHFIjX49Qt2MlNiiE1gnz2U7LfCoctEQhM6Ua7VVgqe6wgAORTCNDiwpeo0YQMBssOw5s6NlLNujC7Do7ku8RkIUDDu4Wv88tiA+rk6wDYtk0ya7B3uyd7cdCwKFrc\/VYFqlGgPPEZNGpare89YbV1B\/LVqrguYuHb\/\/Is\/JgboMyQDR\/Cqr+zmfVmEYIDlmmgpUFEG9dfWKL7F5wHZi4GXjZHyPUjIiu\/nMbqCqFxoN\/DMyYyM6wjIt9gwLQKXroieMVZfTxaqNvt+nDV+a8+N2W8shql6Krt3wnPv1riN6\/3XDpY8RSjk87iSFFsnaAWfp9w\/w1b8XSLkWNh+ozkHmRhH2+QCTTp9FXKVUio0FwtNosYdxFVrSSC3uBZeJ5WQAB1oANF\/52KZ3rKGQ6gtzoGQV4qNrbEIAjmTh0YNvR2eiSKNcnio4sIFCMLKJf3bN9I58wm0O9uziM9hpAKgY2c82mouWcRFV+loNzx+fJ5bkIOoPjZYUq\/2vGeZh16MqQLJ3XfnzRVEPmdKFFCI8gWkHbakp1Xnk4425jXaR\/fxSCarde+FEj8spSHSO8iqq4NtgR770V5dwEBuBCvtDxFn9Ag6eUSjyIuJZHs0o4p4KDRUrXLNVWroV8DbNG26lvrjDEyNBppa3Uy2btj1zyLfz10EkD9xqSQdzDbIhpjM0B+Ow8RiIUenTfvefgorC1sUe6yAGaXaT3KS8Pmb7PfSpC6+6x2dcioQyoqLndaEgM1hwdepxf8lTUxFBPHc1yos3ZvNdD\/mnisMJCl0c+i20qR5U3K+GZ9INAPIiDUsvJpDOmMZPQLgRAeE0DZxrmQ9N1p1TeATV93HKj011pPwfRX9pc8efbq5A+TLAGZjoHCut5DeQ72sh9akZu7xHUMnOKNBfMd9i19lf45nufcKCvTl86aG+8duxR9at73i+njWIQe6y495hPB9C+r4UsfmhK1kZxGxa8HuXULyEbvdbB0P6S2hmaTYcNYy6i+mRAQBlACuL\/K4PeJqioS0CfS+NahW3dJU58sm7EbwCNBtyBFoWkfx+cu15WyFYGF\/nLCnzCDyJPNkn5f3raqn2o4tuR50T0DNLH3P5\/EB62UdUI90qt5BMtX8a11dCaEBasdHlCnRfHspHobmsCC3HPg0qrSJgBItXuuqiOSDNSS\/nQDmcvrm8bclIDYEqBLWI4SBPEObvx5iqjVxRHYIr4iWYwqPIhHmWXHFTpV97yiUabaE8g6cdygcgKcQwroTymZqiiB6cnRc\/1U5kjPHdW0xzYNXcwzYsnimcBvrEjYzuz\/hBxN6nE9jB8FeLKCTk0k\/VrJx9HoqH0GKCdZlv2uawfwyyRwENeaw+RUMq4DcK46Kk3pLgYDHIIKSbLTUErCeuwphvSaa2Wvys8FYvPh9+ubfr1hOheI9tqDumCruAk7ZohJT7O3RnVEUA1uKj5x7p8+HcLXtZ2MZ+Kq4blD65LipuCOUYUhz\/5vs9XlfzQKOGNr7WmAvygaWLgXyZIBSP3c25LGmyt9i1vLYlWC8PJpoHxqpvIa07tihKO3asFq8lIQLfib7zcdH5\/qf0eME1lknyJpKi4N1jK8KAXznLO2IwZMkrfvQgNIDT0FEJeLN8e7dE08822Wc97+z1EBjzNYlgJzfTQJXnaijpd9S\/bRXHz67FHllfBKXfQpLwvz22EE7oi3\/qQl1HcJANCcP3uXEP4Iy70sPjHDKEhND+2AGpGbOYwOBQrc2FYWU0Oz91TDaql5awuiYhcl4ybeYv3n8mEMa57MAxnds1WfBTTpg53cmYpOw8KrGGqQ\/nz4soJieytjq2tKpgMqviypqDnHeonlqKr89rrga0IGUHXqYdsEnVHyix8wYx7T2bcOjbInOxMomtT1GgCej\/ovNQ1FCCZKlt6tBaJJgNN3LYLeCzMRU4uFaRUCq3E8glvA24joCONEgncdlMBbQbI2M2d1xnX4zejA1iVB3+evwFyw88lFzoHHbltw6JaTDgAlmfUBHSIKro+oq1yp+GIKh6zzbv1Iuk4U+KOh82j\/M03Uzw2EDqLSqAdmnJUn+WQ8qOv6J8WQ6A+zr7ckHmuIp7NfnFsSXJ4Y\/4lHYoDeJKaY3aT2WtjoEN1bvWGTJXYBwcyDHWsDUiVHK\/LAmCvOSTDKZiqB8E+YL3efqUxOtuyVuwf+GySoLrm6HnrBbNFq+UmVP9EjNL4kkEQvfkwPKu96YYLGqCYKBK4GkbQev1dZNPVPkMRknLIGAVn+Rck3lEc3bnaEyVzA6bQbWFosZw6aN\/RMRcMovwIYcsdZI2YiLerSvEHFXRWvLQtRhCKuBhMCn2p\/y5wux0F6Mll7yAJfEwueIfX9KPvVk\/egz4TT6v1\/ENZ3Da9L917hsdSF\/COH2+AFvON2RB3qOFvo\/Uwjz8lj0I9b2gGcgSQtCf5kKtezDPWNg4lkBUnOSMzMnH6jH0v1G8OVlVjDYYyCrEECtMzOqyilJ7ymtI93L3q5pmU0RE2Xth\/Zi74VPin3E5WRRyd52o1gUrGH7s6tOMANceMTMKaFroFwkK8JUfqBe5+vt+B4Oa7lSRb3JxVVbeoNpbwbrYHdusMS+He0EU1HDULFAdLs6sxlitFeqvbFraWGx\/7KTlVrOB12dDsBJX7FcZi38lh1lRkDZNST57KZMScJkMQM6FbpTxiclkGkTdr2yS6m1a8UQHRKeHc6CUurXhDrLfsmfMC+o+bGQwtwia1t+41lPI1GL7gQ1eJOn4mXGEb4FTmkZ+9meeeufGpovG6RVyJgFEfUCtv9bsKwJ0kSfqhz9FFRPlGru0xvmYVB6\/rEO0U\/W4wIw8v\/fVWSBz281+YeQePEqtdDJqrQ5SfRBxWK9OOm1J19E178OnfF6OC\/KDDhtL\/FzNqHGMXUHDZgpFEx3h0z9Qm+V+1D6NDe6IPQ6nUdWOLkuH2yWaV4YuaiB6Y7MB6bzHDJiq0bx38+IWnnkYOT0EphZz\/FmUIkIsgf7vlb8Pl6VJtJ\/uS8BvxfQhjnamncnzuOw1wWcJV715IXprmO2cGxggg\/GKEL7k62LjLlD9fAJkuBD\/hQ7X0XVQ7N4nfmdmYU3V8MsHC4kzTBoPJ2W7vh1Wbg69SwN1hpAKx3aA0wrIq9eQoeNxjVfO7wHSYggo8pCjcKZNSOYdSoUt42zS0mMEG8m3aN0uudgvKf3aLwlJWTXXbpQ0rCXM2SOYKfgb9xhy24FiHhR6nErJNsFxxIxb3+G2V2YMzZC0KVb7B7L2Uc\/mKbNMrD80bKEiwVsZXoGjVVFslBf3w02SbUuYzWU9f+x+dwg0SOTMSjtdhNx1CHsdbBRYLo4I3I2dvYrXEL1mse1fueipAcxzbixYTh97x+iMqoHJrxNRcegUYD\/2ObXeJb5vDMT6Rqbx9IjZhOsHolrlJOITljq+i+fJgvka57+49K+d0BAod4WhsRxJ0M0gTgj2JbPJqYqqqgDkymO8mYOtpWOD\/cOsFAQHJZeaPVvdNoLZhM68VS6C0\/v+d3E+zqT76HK6ct9pFS78Av1h0lifHfRmdEoez8\/z0C9ilB7DHccbTUoPC8Zjlc6V7eBD5uPUPrSl\/d99UmTVArveUw2wT6bsHGHZIEHR+\/1fnQeLtfE9Yw7AaPbINY7csLdkAb2DCo+WFNty9SsNNY11Sfgyu3ANx8SyLoiFoxCPKUQWhVvWbIHEZqO0By2BdNmFhRSvF4dM+1UY8fwOh0ZmnUpvn6baR7MfF2vaKBKLh2uihViXaWNF11DKBrSuEv46p+v8QIwLUBKkXYAbvKZ4tJxAtAUOInQvRuV6+A7tIKqs7\/cof7\/XEYuLR5X9TX8tSGFBx7hWQSxAC922kIpJRmp6CZtq8AVmEH2IHMLOEuKPzGbQ89VK\/v4wGualQvAobBdi1y1cKjvvGt4N+ys+aLks77u13J0BldQjZFbqu8LDo7YPvjaJQ25jhFYSs7335njx9mrW8bONxghWRTbC9G7buR+RS2Ms3OJwDkRWgrdp89LXsg0A+yTQuT996rsewQ3RJIj25Nf4ZzK9RSINClgT0C+hGbJ5CgU+FtBLL6bWW15SPFTNo5RZDcIjY50yiCuLG3uDaIZCxiuaBAIHgbh6IztAXCULxVc5wDcmIWMNj\/CzrhXNnIzM5zC\/HSC1RoH4jW9jSE3jTodmZCdEy9lrtX\/rrkkq7CPGLbts49VcY3k+naJS0luUxe+EihMSbWCh+m8BmStwZ\/ZgwKlPL3D0L5f3GVCDDZY+Ja0819drimMJK9IqtOMx9ujLLv7SI0OPM2i85LXW3pjkpcYwO7GEbnS1DpuFIOL1kbp7tjugjGi5jVOV71U\/WSX4dRIa5EayrEn6AzWmfb90ppKQJF4yKgQ3pq9RKEsKyC6EqGtW37LxQoNqKLdcrnBUWd0x+0Xa\/K86x2Ee4jlfmlDs1panGs8VGitdFMNCiGQOgcpforYlaeS2\/FxCy491qQmhqRrQqZIuttD\/\/tIGNtCrlzJax6tM79buThV98Sk\/CsksV8AQlJs1QJAQwPuhVZ+r7k0FtXIoXcpsN\/wwB\/jImTgLKvhxRUJpt4vFHLPzRi76GQLreYI9e5S7xF+GiS3ANHI1UI+U0XSDo4ZEkSQbY1XCm39asdMAY8cWLotYvbmmbY6WQVjrqVo9qhEjYnxSAZ9Yx\/C1bGWVNWWRuLkp4r+4VMrBT0wzzM2A3j1aDoiiw\/0N19MLLhmVtGGoJ9Bdkq8WOF+rW1arV0DRBHHQH6OFO0yaX+S9fTw+yU05sRbTIGWuV3c00rXc+kI5I3CeB2Wu0JYGTsuypOTHm+dUYwzRLI1T65HCGhd6UE8ek\/539ZDUyoOc6oC6+1a4p8zKn1pUjpQiYT+VwSQz4TXqcY8K9b2xLh9ENt+VsRVj8UR70Oe9nePi1KDwYYPOeu8QfbuKUYLFunIEy1z34Sqc5SZFo6AadSv69lTCDwlQVZ\/JBXeP5gHn1w2tuBRmjDfwOJ3+tYKs4N1G0Do3HZXJeTFBaPm1OuWssUXba\/LudD39lnCsVNh3HdZxJRvZu5FoKdqRwUtcF61WF07vnMF1bvCB3WG0PWzdVMaDVtZmR5z7s3hVjJgOdAcKClN0+6py\/b5YAtbq3pvV6t68GISMkne2qc+HIlPZVnFZIUtel7Ir1484Y2YTeSEltvdG4os8\/juP9B0ozNNNLuSn9lSo5wDiJALWcQhmTkIXMn0zgpJr9Yekilr4WLnEMCfUNQaoSnFwQR8l2hzOv\/eN\/tfiRl9zVYX3NRWM8GBWqHJ0wMKbSdSQH9Isv5qIT58dyoQoITRU9mIsrN8vSyJlVCgGATl0uUx\/vWcrLzU1omJ4qakn6r1YOWbLZEqRTlOLYgQEbXdwy7N2ijX12MCGlwKguNAjy6+TjaYhbGh97u6GDIubZWqqbMIyXpiFgNk\/EHmekjO53TvvOqkjqbuvpR2yDC7a0MGCYlAqagcVqn1QZsHv6qEqfInQD8Wmseh5HP8lxzI+zQOWYf60nB52+wmP6V1CeoopmY2+DFUP53zpzX9rLB7xX7XJqOlM5foIFOlze8FLElbowA\/2jPPAtyHHtA8C93omDUboRt\/9zUDvVtoWd4VkHxIwpFV782il6kdT5PSm6qW260aahlHsEXI8SmAYuiI1ILoeEBi\/b\/89Xlk77x2PvlUdUSS4Ih6kyhiNXkResPWINLzzZbWOydqdYD05WUnINTJqHDMsk9kloOYkbnShTRlj\/p5NMbwu+qCaUy4Bk73+wO1We1wSx80flr9wpEUygnxmNPd7Tm5J5EoEGt0R063fuFFpxJn0IMeb3Vr5hEElWGM9OxC+oI8nK3mW8A0kN90A8UslCd5ShGfQ1sOSZFHcMPMPy1H4sqV2l3LjgrG8CjoS00q+MxTpAGVDxg06iuzhXA27ZtstJGDJyPeRt77+rpQduMH3BimUPKOP2wsmfX3yelUsA5YQmnMXrXkr0Ac0m1AAmt6cCUGclZaJQ9LLsLGsCOHVmcGHiHdKtka6J4Auax1KnG2xEHu+j+I94pH8BsFWELvfEZTDmme5IKAtW9UU50dNP3teuqQcZogzxw4KDcroqLKfSshBcHzzCQOAoAXLyAS4eBFcekbrONyLOvqh9xppTgIvwsk9z\/e8YY1On8kzCNmP7qXIn6DQwq74AZB8dYL6jTTozTLHOy5EROl8B8cA46aTR8O4Buud+JaqzoCVMyVSZC6BMA2zYDsVBR0sE1f4+WKaTu7of7VwQ4B2apRW6hUr4IPsvZCjb6w49M4B0KeRI7t8xKoHwvNvPQdNtappd8zFGyxokDIyGnVlvjSJnXkmh8Pp9PGHnM06Lh6CIS1RLoa+lpdmoHscU5eZObizD2z54QPbN\/GTXv3xLiGcEvfwdQAtVaAQAk1AVIgoRkbw5r3ZARfrs7YTNFXLAmMyod9Hwgey08rqOfrYFS4lcvbazgaOagmsTpsR+dQioFSMEl0qel4c2mz87ds1qw6eA0h7p45vlB5XXN0FG5hG2LKh\/oYvXptqdmfWtJtrTMQlfIzC7PHcc3kGKYAhDFzDEl8UmV4O1A+Hj+v1A0lifE8T2d0AgxkI3BhCPWm+mPk9H0al+3BxvKW9\/4F0qEofLiHTY84CARaK6PL6HwleJxELDEa28IRRDuqxKHgF8+7iblvb5dTNt7eZIZHgXSiOvmelLSkShk7ZHOppEfU\/YnaEaZ8QSW\/ooP2gbKYQlKTm9Jf0EAjoxprAp4SHuC1\/W95xdB1BW\/AFlyBQTZZkC3IRfTH6zXPZtZ\/KNZ\/botwAcuisFnBVaTyutDS5ihJisfsqxlXnvWZOuCZiMfEHDjrLrvaG9gxOIo0i8UyH0tmOVQsJdax1VQnE9+VLb0nd3T0X0LYsrDE9apDRuBuHwAnU\/dJixOUeewxD7znpq\/FzVhS78JJ9EDvcitwcqBftwlwVVmzfkpC6Y1MpGI2jCZAGA0eUkTqHaPew0pUwER7DjkMtYEztVpM6yQoTO5nboOxOZ\/tXqE\/gZ3BvunN0QBgXkEX7pBofv7WcUTKpcbFs90esP1Ea6EDZjno3LpO58imlmih+UQDHPowZNFzFJH+BsS+JbpBq8\/E+mb\/2DLvQkvYI+FZm09\/eEDjrpfClVkJM4sLoLOvDMxXnFJwMCBVCEHXg7dahw1LYqgAj754pZKzr6yUUQmEqOALKub3G7Fj3f1pwYVd4cu6EWv16OjYJaFnvIicS5CJeKWYFzUtfbJULryDBsJex0gUsEn3St4\/lltqkY9FkwFnFGfIYvJCavikIgo4Ae+iAGxj75YKErd6N8u8ZmK+NDQV4ZtRxf2+sSbS\/IgN9\/d2eRbscaFI5LkoIgyF\/9Qjk+Y+2wxGH\/I5kByrYJAxJvRY\/908I8LqO\/kZ+23GAm\/8Ge5fbc9YCGOBZWCv2O1B5emRT29UAcHxPNr4yuH0FdYz5oVeHc1Mf1Gs5IAawg4PsuGpE6U0D0rK11DNLS7yQKKL7KQHjfebwnIFck2DC7RXfuhvE81umBJ6r5\/NastMt+kJmX+eLi2Up\/G6diZQ\/RqPdkff2X6h2yPyzFGN8HOOZjjNllWC+YBM9LkD1shjEmQx5\/Y1N2\/nsF8dnQicMFdVU\/5Y6k2EsfPc6sO3uW3b2zMktE3isJ77PxFTHgLO2jWCyDrUX7n2wW7gAe2jEk2vvZ3JEFMAojgLAsk1QhmnnarkD5nOYwfYxRUURr87oSzfjthETL5uhvAHP6n+4lb836vfGZrOgFUpegt3uGDsxQJkCI67YaXb9IS4fOBu9ftfZ13RNCNVJmQ4Z\/nGlj+SZT3mAMiP6cxaFV9G++kGCWbIrMVB1lTRrLGiOLTU0vJicaUCeeNNOh6iVLCpfgVIaIvL2YYtM3Lqd70UkZNHXERDPEkxgaiBAvpVhxXHQYnAorZGqQgiCblGf1d7TQy+1a5673GBLENvhPNnNonoU7GWTIKZ364XWm6g3FE8zFSBmKpn6SMDVirWM6U93VYQ\/L+bmm7N6N47mR6RWVRgpee3Vo8TnPKtT+vflVy+lVSmVG81Rh+qvwkh\/zIr8ZZvrFoBZvyx6jX4fvBXcqE4f01JiTrlloKSPK+z1I3x\/cIqtsY+yGHqk79zNaqY75H6nrAWLALw8qV5+Nevpgy5COdbM6fq9KhwEdaJGZG1p8uxAlAdTKc2cxuU01h7o4HqqKabXgRBZa5XEth70uFFA8oLfPPPpVj58qjd84K94CLWda4ffHh2AapjBz+qBc+dgRnUOyYm5zLlk0QEbQ\/swVZFlZLTMB3rOd8zop85ft4BUcwpUgK8hlNIK2ARe366s39O8qwTZTaNBizpciDumXScsb2GPhIc8RCE64t0sKUWRog7XL\/mbiw\/qGoDgdAeTWxCLRB36vDVXCZJhKsWW8BhsD7nPmtRqcO4MXXh2dMdCxBfFgejwArZRfLXwpvUB0hKwAdCeiXsqww9zFuRo44Nyr0VD6dWgpfMJmR3ElJZ3cveri3dFdUILVo6bsmuFiVZUWqO9R8R4DtskNuh\/fJGuxblOCD3WHdduX+kB9QN+wCSCVhpQPRucOYcd3TiKffKpA2kZr9k1DjJEPAcyuWa3RiAF2HBWW3iLFKveQ3tXPIREk2SvxQXYr7N2FfkZX18N9r9kFpj+OCwA2C9g2vst0RbLgxRsWY4lR\/0\/+rWuA+NhDg8Kkv12h+r6dtQbBFrbbdi6G0v4FpbqdLahhd8fx4+Mnqw7jQTjFWplbyaRjZPH157ZG6IWWlHw1qKym4sLYvAiQWVC3dsTEIA5PQSmiN\/LDhAUSKGhxJ1mfnFOzhHCbTgPkHySnGMdIVe0dzXv4cXx8HsRUVbd9ucgErazbcaoqpCojzKD85UcJODV7vQvgvHqxhiuupp\/vzGxh5lofigctwLCcT1KgXhHvid1Nx\/\/U9QEHB1ArND\/Zq6+2u6MliukFKckP0r1bI7RN2aap8zc98yZOb3BD2\/IH7P0sQ+6FM4CCcJWJeIJrfK2vCBpIgoAMgx1XlU0rmM7AoN4dlpzLPv+KTI3fLxDErzZJGeZGVWOp3Pnt7epOGsHt0BCrlMME4TdagXkcRJCRxtvRKg0r0utPfbkwCZu+HbD+i\/dd2vELYe58qDtnNrwfBtAMZQqYnClm9qGI0fxTun8qlkMckN72cqFcibWZRN4no\/EFFAC3DY7M6khiYe6H69OnO2dRGHMQ1tR2z6Q6paU0Y5jCjC0hAJp5T14UUDlVyBQIFOvJOqev6XVuSu0vU9Kedf3FfV0AM2LzNOhlq1sDkKO0MWez52pSxIUBN26NnLtiBRiKog8puSwHFWrXg3Bcm7KzruC6doZecQI0zfqarpIHs+6IlEGjBGFL7StcW8zpoJm8Z5azJU8VlQQGorf7q5ApfSXW2n3zGEBnVW7UpDQxCWHSX4qu0jxthk\/2DqTk57uGvM244qXdkghwUZOJf4OpdRQSWGKs56Ud1pbVazF5MHZFPJnoYxgcZcR3uI5iaSL4dAtBhXY\/4MqBF7f1fFujdIRzhWPrJNro9Ug4s6vjFHJCRaZu1y24vaHUtqdrE69TDz+MqOIGvfSAGW+SMjb25arHUjDb1Hlwfs\/FSBv8fzubprIn0VExB4NqFoWSa9fCOudWI+SwlCdcw6VDSqvBJgm3vDluRd4xkG18LPd\/BTyin+MofJ4KeFOf\/PcKbdCQKCIzFV7ZTeH0wb1LwHb6\/GutOjAbT9WjpGbUfwQvPoJdrs4gpdVX0MzEhs02h0NxABLDT3XFpZIciMB8gBtt2rl+eYtPqmdcpZ8tsvng8Ggh1FoXW30KQwL74ssavDG44cob6k59qo5hfcd4IO6uX2P5XQXDFMLLt\/SEab4Z40aQaDL0QvTT6Mg0fBoUHQbANKCcS4Lh4uWYa1slLeinPNpUox7hHijCr0bm1TEEj\/eu7LbXrgRIKo6X2n7W9u0ZU+A5MGh0mUXFsuWhur41UDcCzaeRQjZAHYq2GcZrTLMbSefOUHEYafPi8sUacu3W0\/quxZw37clE619YHMUhlUlk+5KUGkTz3iEpQN69Fkh8mx01sfTjlnP79bkbSvgGe8evAwxHzk3SFVucjRs7uOIqCvUU8188jnnB+Tpcg7ikSGt9s8LG+3rNjK8\/s94\/fQ5iWRXl4kLwJD3mx0ypnz4\/2IYsh\/Ydj9AQvYgWDHkueTj3u0Wp+7pEnqM5TwglBVKEpgWMtPj8Hhx\/Y10wVwTZgQtA\/8Xufv\/Nk2vHY8dP\/VVa65QitSIiq\/nv5OHDcoLOI50599tnb3MvNjkCXfaNMMosaBdhcra\/krOZPqnU2zFDoU8koXfQzqof5z9L\/BMML7QmzXOdnPWCyyhXPGIlupinx\/ufvwx7X6Q8KxlLYH2n4TP53s66pWt7kjYTFHa6x8fkRtaiubD0zO8KQUSqgXZVS9k8S0IUE50KeTPvYMAxODN2bgGjy\/lop+Jyl2B6MNeKSae2nSsrUYc+cmnphiAmY1fdgqywdOo8yCzAosvUREXAukSR6RY40iGwO4petMznz2niUc5OR6PUiVhRS\/haCB1dAhoByeCTU0Z36iOmoow\/pF3U9b9k9cBiOUzzoePgQHHx7xCMa\/8qm8VP1eEo9rbfelTS7e70rM0uQ7cUVNF111KX+6\/A34aSlzE6txqCvBvOZCgGrQPq+auNgJnps0BHT0x3scdUvpTzmee6VpWF5iCWhRLZ45Qbzz+SbGhgRAHDYaKMtuxp+CkkOMjmzKdJZv2IEcH7oI0MLG\/4cH65PdNst\/aILxyufrmT3LCsfeaMA0fQ2ILhuInvZLok\/MAOxMDlFR9kcpROaGLjUMzyvAPGc03F1qY8NcpWmAF7HriIwIdDDQ8+ZhFAl4+uFgvyAAaEgdTaCZ14xQVRD8ThGRkyuT9GjcIwv5BgdhjJPZaC36wVc39KArjCLbaPNgRKRbnCjDFE63oYZTY9rXfOjML5oaNts83cu5p9Rg4ETYQiNeCg0LKwUNrsTMKVjOasxtfzMTGuOh\/XPm1zH436QkHLWavs++v9KAC+lZ2aCZ97SMjciefritiJCB19OJ11KJydR2cxZlG84tPm7YpEE+QWjONcVnDc3f\/GoiiYOi8RwrOzYIhR\/nVmqJTSIyi6tu18083dHtfIPSXbAnPTOicq0994QGd8IvWw\/8u+dmsHlh41vZA2YEPgaChJiYTXgn083enYHhBJgWtBcounEIN72gBSwSZq7hi20R9F2g2cRaA61IpD5zCYP+xbyOa7c+Dusgo3uA+IT1CXSXO3gefeFNnLTdI9ozHnXAvhgXEY54MZoUMod2xgYqnDj2Bt9MbPHdk7AWaDlc6lW+xJSwWttjLobdN75aGdY7FWyqTLAExj\/txYH6k4zUKLXHS7wixLEkAi45EFi9ieJX\/hQXMV9xi8gvf5BL7JUE3+VcQzN93G7r+aLezJ4Qf\/qTirifIxY0nxf\/YXKOsnyDSK6QwFSp\/zfce0VaToDdyfvFuR+fRXPjymz2lv5LKmc3eAPJTEW+272OJOBk8SJNMsCrQqJGL2q82lJA3aHeMfq5ZovmRPkwvN1iY\/kxWET9w\/tdHxCcdlEPt2NLjxBLAA1uC1wzGklg9yYiN37RVmZQREDV\/fAeF1keIT62ziPXZxM5r\/2hkpa7IhUUS7u3VilpyNdMS4rLV1phFEwB+KodJ+w\/ePUMnjP1rDsBhKHxmbgfkFvIsDgLp\/EZtvzJmM5SwDMgLLM0g8PvVm4RlVL\/NepjYJo\/MoD9kTRLWYJJUy6NtO4A5ZQhrxSDEWIIO2MJzB+SZRxroPlpd6EqrxOnn5ymGln+zLiEqqyk1BwbHDKQt\/knEK3NqLsLlTFpk2hMcmYSAm\/I9lMKgTdtJ2H2pyXwUpsqCkM82MvYE2goYr9I790v7fhAcGJ+bidncs57vgxoVDdrnxjQIVDnB7XPq6QuRuAVf3uS\/\/IJOGwvJvWd\/HGfVPlNhcnh\/mKGsBqfarVIwqTe\/HUFCluRVIK0F8hqEwEP\/ThGZRjbdoDvlWcCqdGRvTwoilCQlc299JNah+9uVPUjk8KZtMIHCq\/6voIpO2AJbNJhSyIs2mT2y\/L4teUHZFY2vdBpq2+bnT2mK0jyAo4vlBF5m9O5HvJk8dTEHkEvXthCpdTY4a+2jl2azueYon4KRLFC\/dn4p6PamCl4WBXiJMXAca\/XtcrxZLeiK93N+CPFgvWBHX+ze1GqtN4NAxuXSXUnaJbW9O7AaeYFfUYvJBk\/UcPMNVK84+zZvM+YO6RD8ebeCcIEcavUKvJomYibMcnwmtvcAxOwJ3fJTp+SH1h96dqTuhqq\/BTbwe\/\/YYWiJ3jw7ooxjYDHCS6zVcFo1jYvCK9AyFnvfY3eLaJp4Q9qkwPwlCUWkHXxcgrhJAWoDAyw+7tPDY2zrhh4v5jUw+Gjkzo0+3kveXoy67u\/vkZsV2WcAb\/S6+LbVa0np1lhpqPDfF5kLtysj7RzOgIIvca3jffi2eXXT4pr8uu\/0+gefVAqaqM55MiIKdmD8AIKuhMVUJ85CmUFSAekt1QzBgBhCqkjZe9mAoDpYyTGiFrF0XZ1OCpKJL4NTxuggbt2NIjJvsUjO3b3HHYEDTBXMNPt6qObcjI7EhXeMR52ZCl8i+WShuin\/4nEgPsAucoRZ2JwhUkvldO1gpTgZM+5Kp2nQtEMnCbCMhZE\/dF6\/Xg3dRf3qFC2NUT5UDy6n80treluUV9CnQgzsUvSlQtcvEh\/RsIQ7JnWS36NNATyzveSa0TJGK6Lq6F4Kva2Ea\/K3PsJ2sOevhZ2k0Fgw3M7SAD3lXhH48P4A0lQqogByp0VdyjQZ+hXC4VlT+dtzrUwETZImjORfCeGgc5YnkHeX7LMvDkIVsb+UyamAATSjHrYhmDp0q9IBaqkYNh7nd7KpBPA11mTgVhmmfh1mjN\/w6\/O+PSFJRzm5OXLCG6thpaz2xwbuBTHBhONKk6XCbjcNYUihwn6DhHUHgS94gLD+6B1szW5AjKtT07yI1J47aGAaniWEYEkmY1aQ7ImP13WWrrwhPCKsEBTLvjCLROnSjMUBy\/GB24FHTDNOJZKSkcW0Ng\/Y8asK+Oo9XWYJF+PCx+PX3iy3zG4cWAA3p6HS3nei9MkxH3hvCPvz+YGlYu2F1eDM+KopvMJnMgCQUGUoZQMECBSTHbYX0DnKvVn1AR0U6c3P7JTASTBg8UzcrAVDH7E\/vMStunmTQXxzUyuOMteTzGwkOKenQFwL3cpYYZyMG+OAvjxEG2LNbYo5RzoFleHj4Yj6GtOekt0KyM0GAILzUrBsQ2TlPMZsDod+EwwZ1zdH0\/ZsYgVV6IO39RCi1YXsw2luSyiCBfy3A95QGym+Kv5myq5OoPue5AWXMRJwL3QqlIPf5lasBy671gVRwPY67h\/D0p2JFzPakImkmS0Sil\/IlsFhtb7oVgkkOGfjYvevyXrqmYfNViorYVq\/eGRKKaumWD9p419YCAaU7Tkv71XS48+Zya\/72po2vPkNlrB3R13d7e\/SZU53YPcyw3Sqb1xhVyr+D9NzZTiF7EoSaJyfBCI+tcj9HqGSyFwZOhSrq0X7kOLkYLP8i0c9u5dEf4nMi2zV3vArxfNqm1Hs6+34lRg5GdaJmpJH8ZgVWsY\/kgtc24u9FR+yq9Ivr+zhw2mwiPemdvKfw2KmlD0LZbO7lPTspjba\/LApPMVhBL5l6vK3elJScbjgykArzqsXvCBgLwlFOfKDSk3rrsr89CovB14DoaF1SPYVhiVQBeCvC1x6D5C6ZHTFm9DY64i+7z8Z3iXROlFO\/yWJCwoq+n7FG9kL9Fx6nkDDE+gXJqp9IWbnXyAr7uI7qCz2g\/4o0lFVseqZl\/z\/L56FLkwu8Nv9JTa6u13xsnEiQ\/7Mq3BRzpFYzqj2M73t9o3lfFF2HRs2+9PGRrA3YgMLNCgC4lI0ooBMmPte2SQBSAOe0obS1H0st73SWYvt2S9W0x8l8cC5q3UIFxNHx2IEU60s7l4dEzOZhiSlF7LS8EzzOKotZhBHMOMPbBx4CPDjiDFpJghHPsnCnpDMoey2tzcrrCqTdmFA0XicwezVAucEJs0WjWM9jFJMQozPf3qfQslpRTMEhugpNv1spMsK+etZvluNMU3swbDrw0KNrG+xUTkAITY2saZ1OxzQKd8UHluyMFRZQRxCOEMO8ydTqJHdaLDsz0uCzCkJjtLxWWY4uSpzELWFy5aOxiK2m6JvDSN5RZ\/pMC6qC3u61E0gYMmMNJQRuh+Q2gvYC\/xKKt4Rl5LwbTAJ\/XUeYDNQcR4q0\/9V1I3zLKxPPYw3nwwydWbfGuaiXOwCW9LCtk34MKt52Z+09mK4MEo6QXRSYmEr6eMobkbHEo0Y19ucwyVVTEW\/bNJ5FX+Zur\/dMS9fDW65LE+CU1NGu09QgI4BC1SUlbQzerJIjEqoeyciwUuPbI9le1chDS\/CfTAxIGQY57QtZoh+lMtdHeNDlVupyvyce1lg0heNP2o3nq3j8lcEZr+a1DVRrS+9P1\/F4E5SjbynI3+U+9N\/9wBjrNuTPWQdKDuFXMQuiQ1CGyf\/sd57bbb2iERBshdAyzp72EhAenUCMnkE+O+rF7n0MxpSNaiPRRqzqp8Ch3Cdx8qDq7ccKwdXLbMVVF9bjCKfuWjs0aXywuRb5cQvThQeW2ObZmVVbzsgYwx+giUN\/ph2GTvjhFHDMZWcrDJ\/shE52TU+QsjMHeAtHCTI75Jwx9fG\/uXlGqy2mDfBfwfftHJz0HwpDo9ZsdBo4dfTOU+Hnjr1k8CKBxATrayJ\/V85tWdb9q763XrAagrQSULfbaT3zkmngtOxlgoDttKK3kCCaYQAGOVY0XA7gV6EJJB29DkgLgpRQIVb3yz6VPwCK\/i1olKgPziVXdPmNAyObh1FAh\/TbaIyf71DEIh2KePj6cMiGs6Wu1ZOjwo3+JiYA1pqHyi+lldjj69V0qucfg9W3OI\/irZA82fCM5WyEzDlLllLyrNQOAtxxnbGbghckz\/wA3iS\/mL5VcPHISRiyyDw1Y8OytB5WJz2QIxjPUtn1UlW4ccosMMQ1esEisF3Xp4tv2p8qvXtEywi2EBcbWZBT3HgZ2RKw54Rl+k9Bznpl9GR5efYCugqvVm4H\/\/g62uSJeb+8o0VuMrBPZKL2Iu+iM7ubvwiBZEr9j4vMAnV1RTci78\/pRUTklXZUTqwA35oKiqzI0lGBNVDKBNWqzuLJbt11\/WCIr3Ssqk6w6vBsy48VqOxK1OLvbMP1cnEi\/UuPxz2KzzrnfIC2MqpU5vNSXDQ1Kg0jL4QaePgBtYjMkjVYMtwSYmMPSy6tCOYvb02KcC1rl7pbCIhHa1K0aAvRGF54qnnbyZvfRPq8TN181fKdcFmV7rMIKoROekT6zd4\/YvpdVtioTmL+EBlt\/yngn6\/9g+YdBHVTUItX3yWXi68pzQubNQvG8LtnSCmxcRUNjkktkvk46FHDGf7HYh6fBSSxP96sxDX6Mvn8+A1uPrrHc5AjAZWVwJPPrg8AORRbvYra6xnZrxRCjfldw64q8yWMGCv7hNGtrUMrffh+B9wNYPsrQyZFrSlZpctv9guiVWVzFnsy88DGOXeKTOZuAjLgmOEJEW1qbElg2k\/3x+XOnlS8tn0vF4nw4wwHEYAD2liIllmY5Q4\/g4I92IDoAQuLHVMbb6zQZhbevqa80QYgQYTymzvP7Mw8ELygYntkx37aSkLFoy8RrNi7fIgZ0PtsmdZQ3PdcoZ9A31rb4idsnm4Xm1GFDqW7rK7oXLQdy99f75\/Vbh6IzHqm+\/wZPiU0eKibJRiggeQ3G22rwhy1V\/tUPQmiT+CTfPbwh5VxvqJTw7m3VjKNaEz1kn\/PDyOZcUFZp0WVz58\/OiW3nwXVgJrR9MrCUQCW0mGozIfBiJ32VKZBLJjDjm14QoD8S8dE9F0uKUQZNIy0tSalGRyKpF3uNdcIIikG3VO7eWoRvfMa14LRrSUFAfLaPKmDQMAms0MRD6KGjSt+8Kd6pxkN7YNpdIg7ysFxXj0iA1\/B0xEkXdXBKl0RDf31aqqnesu\/kAeyKBTpjv1aAndxsIBJKJxJpe\/ITf5hAI9Pbe9qPz0B5b6kVCCN7qQEHJsnF4NTaCZORmDrqW\/+c4sKfQrlo7XzwvQNDPEqefDzm\/RVdejG9JCinkAiMd5Bx3VRw9D6dm6O\/9NcjEBSFf2qyo3d66+ednRCLAUTF1nJy89oDzQY2v0bGxk3vHwNAclF1cfL4xBk2P1qHsis9J7Fk2HQJaPovOl0MNiNhhhssNfXuwhbQ8fVwIwjcKUmPH+1LpuQX+R4VdTjQVhP76DrV95g9p+PFUkBfFBQdOKyLSPwOvoDZvh5SrbKRJHFooyapEbR8FD6a7JGXuK7497ZpWPbddaAx5d5jC+IrxGJ9JRk+MHLfocS\/na7WIJGImtOBYfpuoYTmaPDhjfGfgNDTCo4dLdjL8cY3srGoEKTRY\/Rryb5Z+ai\/s0DKoIKFoVf6jyEUK8knIfqYT28kgI8ON2Qj7oGGnNZFtwQ1XqmJr2bQy0plpDABWpwrBD\/jk+SbRpNyefYSRV8Pd4woBdGXsd+3NY2VtHJl9fHribHAJ79cLTWiqWIeJucDXsbhRdhLU9n0d3LEZGDJndzfOZHrenwRyv+fIUzgVUchamo45dw9DfY4ERwkfN5oO6KZ72htG02Js+vvhlt+vvNc+98fkngwDFesN+VS\/1wHXPR2q9c2+sr1v4QjTbBEXqAHevL+\/JXyxg6fGgU+eOqMy0bUDS4Tk8oEQOXY6BqV6LVTstgaldqxoyMwaCwABICsvCqmXeUl16AEYkuyK\/lW5s+zI15A3wdZx8BdhvlY79u3B18jDBykIHMs9p2SFg28Mb\/\/PWrufeM\/hCX9jWB3f64Vb3TO7KhkcS8Lkn3R5AUqJFHwTfzQ8iVucrj7vQXbw4HGeIRPmuG28IbPX2OEGWNg1AYZNhonEvLjnOroikRpvuB71PL1N\/T\/vHNDidHFPHasSZzPAgq9HUJ7BnFyRiRN2iZ68dL0S3iONrJzfLrlfExfHyX4KFGuaxEUmsrvhm1IfwAFXKsNWVv2893hWZnbDmmM\/549bcJ3ZmnO7jrCi9e0JaItwqoM1LRYZb+oVzl8yceNgPj4nOijRIfQa+JqBbM4ZlrVk5koyMW4+7+w\/m9+1YU29zHIIighY1FQdSIuGrfH2Ih4mYDT0fMb14fYRpyxVjz8GBUfzy\/JtizlrcTxbNw0s2YfHDyQ1vy0icD8LStfvo+5ryAzxWoD9fF3o\/lhPNzfToK7aSJRP1oEGjUJSzroFQCq8NKOkk5aSP5mUyjSmv0fOdeBVRNRlkEiB8wrl2d3wPrpSwUkGpkyn8yvwD5qDUuR32CV77XMJYqeDWGfdGAbEFEz55Ydq15q+x\/4Kf3oDO9m62Q\/8kZDJzhtelveHyDsOBr\/EWmaE\/uURnjseqH4e7Xelwd1TL5owOpQaD5TEl7LYAenmFaRPKcrk4gCG0S4q9GHrd5B9fnp5hr4mPoS4EUBF\/9l4+IKD0UOTjwDQdvG3fxiqUmYtUIsaatt0c8qzoKXvGqJiMkvaecjGhXEa1sU3mtp0rkzWqe8TJ9uBLmuIVtY7f5P3vxIMgzbWVECkdFx4Lq9m3puHSF\/mcCVH8aHEp37QZ2bZkqW7LRLhK0slsNpfynx2pYlPfvm3qIlWbn1ukkLvPeRZI0J915aGRCInUSMWJz4uberupjsdrqhXIh6YG+FB5DaNkK6r2sZgcSvW88qjXIYX12Of5aZklWATbj3RqbreNrVyz3G8+BpQsxN5EB4Zhc4axi\/2A1gyZRV8oRljU4SfaCoGDGW3UyXN4HqV4uujcZac94YB9sYoeMqAHHOVKmLpPpF1sjdUTt8rB9cR2VkL7W7K52wO4o+WmWXyAhvYr55y1g8\/mCegY2MjGg7lm8KbiNASYYep3HgoZli+3Pt+DJwJrdIkurVvXLu4w6tUKJc\/MbXx2JG6ULU8JY4jLzHSdrWW3THJCE1RP08CUvIHyPEg6QcXVGEPRYs\/iuNSB4RVFfc8xOL13sPxjS7MNSThKZODa\/J9o2ce7Jj2pPXQqzHDz4ys8+05d1NHSgF7uCjFRxZyWKEhqULv3Z60h\/ySXGmCaT4uvr\/JJsqZHT+BMmt2RAxvJi21+KhH99wICV9yWtE\/+4KeOSPBl3exBpmCqyhdYlB3A2SniBkJ9vmTpf7YQF8nA\/Dy+qkd9J95DET2bc+FbKh1MkkxxyfIvRlM8wzAoEoPxRKeN0MbPQjfggde1CkyaiBjg\/2uCgKWPbXTfm0hS0pm+fmA0NhOoIcyccgvf8s3bIPOj4UmWtaliuUxhc7Q4FIIly8D\/o32+\/Uin76j3v0oMTxPHTL9kQBZuHIqkXO90nCoLQU7U\/RMFsKaaseaoqHxscLYWkU9ERKW9TSTuJlE5l1xPlTupqNWPPuRRKOOPN9iZ3N4+s7A5jMLaWXXY+uzayc21VCtORz3JHUN1LWnPraQARzte5+u1G16CYV6k24i8Jvitjcq7lH3Bj4WznzsEypKbFfXCKYhP1kfm9299ZrK79GhwDbvyvIRKQdKa3mWj\/dTvdQbKTFYzSyqBW23D\/drkqd1K858+AnxzKMbuQKMdrq88Xwol\/aXxn9aKCKXkus1B1kelohWosyQpmMZo7kkV6qpQ3Do1DNAz2Z575Rv0GLWGIiD28TwmLmvxbxXgmS8DxaGKQhzA2eQYinw7vWsO4x4PJSYViC1e8bWBtPDJNB+ixxbGNuCYuqJXcb+ZUlNuBT122EBxaAfy6pqhZEa\/0uDadVr4RJqUd9LuJUNCzGyjDbtBRoiGYKbJwaDhSILKD+xlJket0eJwGn0raX9D+EVw7+Y3yYONqoh5XNSFyM8IiuHWzIwGLUQaJJ5D75zY9mieiqcLAAgm\/6\/zKc5b6b3zWuFV+coTTWdo5r8hchuXJHl\/H+hvYP9Hy65OgEeKzhlenaJuGRbvMPfui7sjDiU7xLkcRXTIfVwYroXE+nqq8ub6g1PPxWxU41aZbEQZxpjPWYeSrBkt6+KM99OWbDZxUoNPX3x7ApKra1iSUg4NLjTNkacWYLV\/pWs4d06wwHBZxEN7lsabcXn\/zA0nDdFADTnjnA6gxDRw+UhkI1CLqWT0zb8pdjiIRDCluB0Ko8HtiADF89pnAcwDCcBE5rIz4KIiN8Y7ZlhicPHb6VfT45tWFc6O9wd2yAOqijYb+rM7VSuy6o7tX1fAI58eopy54kFSBv+ZUKy53ZGaV+OkpV3YdNGEQu\/uO1tCYQ\/ovw+osd2n5Kn7j075x+sbQHL8R6a0J6+7+pOz0OTIhfSZKUWWc2nacepaZp85uKeBOhPWbF0jPVCShUuCwwRq8V9vmCKsvi9PUhvC3kLXn1kuOBF0hXzAvG0epFbYm2icjdutULFEnuvXdEN1f9pKDdLEEjIByLJSCzMku90yTjWJ5h4D+Fr8WVCnmyb5188MrFjhEtI4j6TrfF5rdws21kWtKzNE9wy2w64Z8+WOxuj6BoVOapuJKSnSla\/gM+vQAkkwFv3\/tDXj5hBfh2\/kkRW9guVASuaa6slDTRd9q68qnVjgtgzhf1p9\/cogkwwgg78bCWkBm5aknwSeItLJC3v428DLSXpgDxnLSJQqqsMJGr9W89mVH2B2Srn1FtuVMLaeUMXErPa1dZj3R+N\/pEc3y7GhLYZ1KzNkhYAcJzAR9YfGQlp56GsOk1ns2dy60oUJboZ4K\/3MijJOBYmAvrnsEcN68IN+hYCeoX+PxjENMlDe950hXWxyC6MWLvp+TJEcoZ0dreFHhKrwxciUxPszPEpD6WPAxsCzREnoYpmKw\/LJ97P52fVtI4ZkEmEVbox5T4TtIQ6Xke2Cw26c3+W7xZcW+ZGeONlYOBQQj5SQDk28HBN\/KC0bG04riB6V5O6kf\/TCSB4YxHE3z0L\/5GEIHsQJam7+heY1NS483Mgxo9Ulj67ZsyNrQDolTxulWi6cPB1VX52xDKodc3ZoqP5IwrWQGIXiISmYgg4l+46pattQOcmqOrsQSe9phafY\/dQdY45BpzO5o5NlrBvOILLpEKjbpZRwwxT3ImAsWbI9coUy7gZAtY1V24ORgkU3r8d9kqmzDkhkXa2ds9DTMYIx6wPFTfFrGF3MuupISocS7TigdN5MMdpJNm9Ds6q+qau5syoRqWRu4p+9Ib+djLx\/lOHYIK+dJBy0\/GPnd20GV7aRngRcS+NWesRVM0eS5koVrpxbGQyjbPcE2mriYJtLvcC3fcPbghi0pHQ6rrzNQaDMQxQNpElb\/kkwpAV15UriS8D+HUbqyGHqAtpKNjJb2drfsvT1W3668CBnXgF0mxi4sjriUY0UEz\/FKg3MSxUZMicEYPti2b2pFl5zuaaPu1Zak7jJR\/Sk8TBo81VtVyjbmbaoIj81TXM6Lgqtbj+bUMKm1V7L0QV1xZcEKJAhDGDgb0sTuBP4nV7GM17MkQssl17xCVoB0LXdaLuO42rTv\/UbGKesa6I2lT+1vOg6oM4g1Y9XwjBNc+QBmEWvK5\/tg\/\/\/\/wpBv4QPgEnzUmDCNnVXLJ4BftMNQjtjgXvobiqGcVvIEmYVJPDTQ6Ohbi6MTQr0DOW7D0ftF2isbqTuhzIcHPcCmTqShoCbqPbtTXVmf2ZHEqaTdZFEdYaB8qMMoo7JEJLxcGX8pGVeAo0cYq6Ja1usyy4L5WJuyuBhksNkWQtgIxreUw+E0hXEQWYz+NaBTYTkH7IcIl2vlI7W4X\/Ys\/JnhrTGwEW\/hVg66VEIbgzZ33JpL10\/YnCXbobBFE6XAXAhwnFPCidnswAuxeCJQfyU27XHHXYgnTnZatZ42xMzGbUYy6NsJ\/5O3\/y\/gn0DI5UIxxZVk+pV35VbKnRQlx11uGVxCAKaRNzmdDRqGtGE1ZOxiOyeLoj4g4YhM3msB1lQpJVWR468LJQkQzTYAIHTDwhx3MjT2KPFcyhES5jVjWrDO4n5DtwkFgjYgIeQZlnAnQ97K8M4G8T+6zxIetzPrqDJrZebVuXmcLPkUZi1tGi+pQwTvibaXCJq2Jby7nCG0ZDvFRmGWKrH0rli+EUuVhsZKKaK4t27UDaDAA9LYU2dyWYW58Jw59wOTwzrO16ZcH6H+EkmDJojCIc2LVoOltYOBmb2PvNlioffOYqTUQIaJW\/ZSCiuS\/16sWEEsV4wbMhoawwkd6UHNT9AaqcFtK\/1yryadNZSS8TBwYueWIxa25LYw0\/rV30WwM7WnYPxSFZfPu5rXRgEO\/h3VTY1N42CFTlp+QEL40jCoh1mbDbqwLxfBqFD6riiVbnHN9Uxdpdj52DV93npXgCPvYAFX3ZbaGx3p4elU4avhgY6ZBDt8OmqBu3Qn35Qbyt+yqY6aUS9RnHd6VE97TvQhCnZCPsoDEEIC6dfPUoyl3kyQEjUSxiT+L1T\/x\/nRFRmR9eoL+qkkqrxEsxbOi4DJhH616fGcJaVwMkz4tkEfofVDVlQ6AI72KwicUjBQOTGZCApad8nvo6bqE4tNhJ40yz5oL7LNS8JZ0VVAGKT3OMIN\/w9ZFeTZhDwYis1Xq1fax+kgWefKiD8o18Z92ItlMSs85SsB4EmgiKLbaIgO0KSgNVFb1jjQHIFhU1Nlj1vuqGZxljMaIHOsd3JKN649KMTUHf2J1\/KnzBr4adw3cpklH4D+gzBDz\/Xi2gtWPN2heFY+SuVjJdMhpRmDgj8KdVcWFHxXLk2g\/VYu5tOMBikMsNXzjkfY\/gy17gQC2nyLKOPbdLerReOMiMcM0HG7PP1lLFY3NRMGBmTO8DJLpyk6Oe4z6yaKiCoM5VzJtdVrwRZG0vWQ6GRxve5UGwZcX45zS6OmVBixQfrSFFLxR7VZUrGMfg9zKox0XqJGWks9z7jaT7noM02BlEP1Cn1gb1p4FCAMkEa\/ro7paccc+pQr7jjTWynpHC5bgDtjiIIkZiYtm1dg\/1U21ZVXvZgakQD6BMyhCsd9cKUwbvGzUBruokhrgSSgMZgmkpkjWaugyArePffOI6K29Llj9KK2nG\/JgDKuSc8DudonXRk8ox0tdU\/qoDXU2s3ARQJIT4xDI3fabsO7cyulUPRB1YUTdsAVxX5b8JfjpbeSEuW1TmRdm+yCUdabWO4tXxOYGhDwv5UqEaJQ0yNqwzDX6dJabwGuHJv7ICrOVchYaooCxdmlcn6dpWGNEy1fCtFNlk4nxyJssxslwOtV5+2CMnRwKdA9eqzqdi\/WvAyOlCHySBom0P8kKSUInfzPEGEfI1iFa4pdocSUEHgcIZ\/MPKwVgh7EnqyAflDLAGz21lCUq3FaCCOLzEpWwQ7BiN7YLFOO0n2F\/sE2E+vW1WlPqKeaoPTdXaiFWzflPDCmKACs0piy8Hq\/ioPXgFZe0OBPlSDoKYLCABddUH5QR1L99TNOZ6fda37SqMcbvDdTMWPUFghuAO650KRsNtemQfMSXZm6SfyL4dN\/XbrbJcR0bV9TQmIhBpFufh07hdWcYM9g3wY\/ocuGlfucLbCu6ect9LFrdP+npfG1uLjySH6kUpjAlxQJ\/CH2JO8enkDWFYOABovWABi9fI8PNo3dzbisWO3NGQ\/eGmIjFnWMBpaFtBM+8nvWxwCOt4mMMa16+h3BAYwgpcLrBcbTDKB67nJcA1Qr5n+E3+Im5fLi0RQmqkcJwVLHO5m8eKpnn4lqGtwyWbP0jLK+mwlWazNsCTCl9MJgXvWZ0p8kt0KZFlVx5v32ph59gcLR8i+8OzKakMBiJ0yQFPLvqoUHSEvYA03bvoTZ9fyd7Opx5W\/XlDlLxSTBJ\/7lCp3XeZZTb2\/z8JZktu2wVEeNLOL2Pc+UEJf290BxE1fQ5SXOuWeBC3qheMlYeVFSCnzQcmR8efAQcAKYrR+HXTe2mw4WtUUH+H7snQCsF2OWOMZq53Kb\/Yu3sKHqs0m4wbLJLxi26W6dCKU+hAhHo9BV9BLFWD8nnKRuT6VN3TzfqWPK7O5MNHvHemq1ZBRQ14Ox6aZ63Uq9GegGAAN\/1tnQXuSQgas9\/19jsRaEppY6ElQlko6Ie0lVl0JXu8gAVL7RF2Ze3v8jvlLa8XKuQE1ZWlv3CrpnsFUiHXVvNFtvHsf1duTsZP1QGDPwPdIVLUw7jzMz8S5vbi7uUwK9NNFZKHqO8xtEcw8svP58G+sajrAiLVRUj82FJckNxmZFcISF3zpVV3x19tHrcd5uu+MTlshGTKaN0UXVWYFWf3uBRRCaQ0RxMnaOo7AyljCG4J4HPlgD\/zewdeJWma5+56mtuGyP4gOAuNdJBsIax3MAIzfJoaOL4eWdfVeKQJRItghzU6kWTNATmeaJN3Q6FqrlGbjwbU5yF7J8ccQ7voLVuxCd0R\/qPJa+6psEU4cdVOjwRcgC5Wonl1kMTWE7MHIoZyyldAbwxMvGH9u5cqEpuxCShwbHZb92fEVIPc6wLTwSgyXctfIHn8YN\/Lbsg51GlUIkAAJ4MQ8z14HI2dBTSpW23Cd8PMuoas+Hh8c99vyW0cHbTxLZRc9V1lJwAqor3pEv9mQW8sZpUu9B7N0W0I6n8RTRzX+UJXgEIFBhsK9LVma63i6PUKqgQQwAt2YP05kF86SxgQvQSSuq4beIJoPeT0qAoKU7H4l03buuZLs4hTLaWzgt6Ku7JSsemHidkBm3hc0MbnzeXy03sdgBJPmiuH2+VyTWkErHNfgBExgpec64pR\/vfX\/I5oHCs4sFIgBRyMXZugU40WJwK8vBFfsaXQiUEp8Dm1\/MOiXR9b9Hy4KhXYJqjPP7vfOQsRhxYV8OPjaGkV3j9dkMVRCgkMHYXUuoAcvppn8ons5QNWIKhw5x\/lbFby94xABCeq+qkMZ00uVdhz8cpqgrPZUinSDsCGVdf8Lie6tIyk6ngI71ZBPtdSlSngZu6ZyRh6Z1EjXab3zprzHgg7ou0fAgymMHzpo05uiqhCOZtysteBTsFOaYjgwbOqJ6tSC+K0U\/F7G39F8FUejHzVhp4MGBwFZUIBVD78eeG5nYDKRxCo7DAzZgN8pJeeYfGrBaKEsgxrINKLcsf9uISvyOyvVRzgvCtfZ3Vdp0XI59jJp0SguPjSv1hKCg8qv8hctbvsOsyJvN7aRaLorftZusiX7tzi6x3QbOrCDq4w40yy+I1gjnvqJOhuVUmN2cfTrxcPzAgsa7pc+e3Zdp6Lm8DJs9ICFKW7ys4C7b5uyVbfBcKKar+OwJeSRigBrqiKvRwqruBFQGBsDoopEMy4Wnq7llcrw8KnsUY079gxM2gvQN1p4GqWPlPjn86b19a07IgI3qnSfOaZl6x4ALhVjJFiTnT\/mcyW1KsY18HiwpVADT9pm0H23QhdB1tLu13\/BRvkgYmWEB\/2rxbnq+L\/ylOLyaThqz6uukb6zsaS9TunH5NH6pBToF1BQXeiFjTDZVgEQmv5XB8bTTh60OELp5l2JQMMKWn9XvR9rU\/vAxisyQukNJokRceCGRHK+awagMc5bWVshuUm3wcg5HMgxzpxvfgVdKGiFEhrEa5BeQx+oMlB8lwFKBh5mWOCTXAcn5h6a9e9NfIQ44sfXUekiadcaHcOi96GlqqIC0uUW48fGErHi\/TK6yjRpJ04bqZSNRhksd9uGPJebAD7dS9fWms1jRXfzsG+UVohcnkq7oShPzbHyJpRblpbozSc4adYh\/tmrpdTpuiHlCNUPpjYh6xzfhErYujm94HXw5SzCMqMGoar3jmUsSDucc+vnzuuIeSgiRKPTN8jZVdeWT9PNoXAXPg5Y6BgS5klgVSm3Cu6p+Mo4pI0wubCxQ6WdFzJdIa3smrvdH\/U2Ool6+m4pyI7JzEYG4Ew1YrHaHMG\/ygZdeHqEbR5\/ws89YzDJxJP7rs3TjNT73z0FyiEJNWfc7014MIkq3KFfgR3IeZ1gZoALdeAmbcfsI24N9gRQdVvn1z54CzT+vUDVowhsk5TdmUPet57gzO4zESkivgFac+jlnjENu30yhhBBQZS0uVF7oFubT8DWakchOEdGrJwSxBeGulDNTa\/nYiYE9dUSY4BAKyn6xzWUnJh9c\/gv5Jf7CTCt36m+n\/84NIttdNcPK0\/Ld1opUqazoexF3a03uvu73I1zBwUuZSpRzVPBHpUoIkEHbLAj7+V9fLvzjoaJbROwzDVEbQ4sYQhw9dR8NPM1jBVUk1D\/g6PWNFV+JS3SCHxFBgxmrTnFlX\/J29L9\/rhr9fd8jOLsiwqU5C1lqlAM8+BWd\/0vbpMVJrlDOiZfWuCZ8BX5zIRIul7AAFG7VwTxNCSxBoOzhAn0ShQQ1j2EWqsveMQIEoLYgWiZSx8tGkp+wT8erF1x3z7uYYdR4I+lZcxBmNjCH3KIvkzPl8Ri\/awgvEvaDURmwv4nLX4aqMJ15MbEVcvkLJsmCFh+VQl9C8axdlLGzQAPzC\/M07bRj4h6Yh1RYoLKQJRXFz7EJcP7aEZNZroWQ+uj9URJhrZ2pl30c4jhFqj79OzFD1VkzAQFIVaub93EAtozXu\/Q2VSsp3yqG0EOJyLubVT1LMyEcnVv7GF3p+Zn9Tf0ItIQevYPnbETxLhOL1PNxei69VDrMwlSe2oRjGI8BCv9Is0Q7XOCoj0ckjWx5+qYTov0ckxEeSPLq1iVv3Pe37OLTzJQk4aWrX815W6ZKiPRiPoaPMoS\/gxXFsjS5pITZHvobSV+TDLSTqWB270kP5HJEZqjymB0iALRCvoPQxJUxwD2yColoa4mBkbFqu6hy7rcki09fIEv+p5mr71PHTfDSxY9\/5NXD7T9bmIeHu2ur+7E+BPF4cqMSYuTHv17wj6tjwBJMEaNRXPT4jz93XS9KILFcBpTGE5TZ40qLhz5sb9ztxSwZVR3DGWHhyfJN1HmrneYBtQYt5IK3K5\/7GLZhShls+xF9Lr97Ugzu8rQrQHdeIImIEr0apFxgQ4+eBWgxW9BIAHnJbwMdXtR7agU6SRejyIaApRW+TOUzJfoEnIgxvU6wJLYb6f3hxyoM60Xssy7p51d6Z\/KeDG2bFZAzrYiTYSgekJgYW5bcTZ7ikvKlQrxBjOVXEoIStDGZPd7MWNCAUjnfRpVN\/zhl7iJo8WETZ8sbLpuSA5sdpDC5gRA\/XYxGSzFSjL5y0uzpKOZMZTAAyJJ0ZlDYh5CyZ9nS3djRkuVAtf33uVn0FdbbxA7v7TBrS4yTL4ISKyujzhdx3+Q34HdASuvZgLFJ2wLEx4yt5nYeYhddztdBgnLrpxnTEzG\/ptOX9rJpsBxn0nHPh6mKtJwBavwQ2nmMsuMiSgqoJ9vAZbOo5b5t5JghzSp1wwOAvOysWBh3dm0MymPwPK5WN40iHYaxx1Wioc0Zvl9crIXBt7ykm1jcBAAVrDCSJ8c7pv2b1RTbJ97IINT3HWJCrzsISipGAxNZYZ5ebHgKnTZdHo7mlsvRerKzy\/LHW8unxzUDANCZgTOm5eGpLL8apAe4iAPHAxQBQr3z+EG7zpb6ZcOqp110OXsgPXy6wzOqYghRWShNqYCvWt333D2PNGr03JUz1HnKAF0wFOxD\/ZgBAROclRRPcgXfPxJcHOjv8IVmBXoR7H3n9Igjfe69osv11QrCH+d4DshSc2swuMap5hvtL\/HYNHe\/VDm2ViFwastx9adO7qy\/NKgaG3W\/63UNg67aGTRZOlXjoH70ZTlJ2cWs9Bb0mGUIedb+ijN0kLqDry\/tx+Ir5UWMGFmSLbbPiW8HOpUcHr1SvSzelHlJAVeGTAweIDe8uxYCgRDMKPydxLpklasH9fm\/dRQj+AmYGTQEY0OAZMaaENWmyW59i0IwBMMsP1NpokTa3XO4dYKPQv0UeonEKQ0wtJA+lALT+pldZVv0SlD6ndWhFqrs4FtbIs9JXhg4EvWK0WQRAJTb5NwxmqpYGnHaXp+J577sbu8EW1o8LlL02SIb30JhLVBrYydH0G5UHh7JTgJlhfWpBYKbzVHG19iurSuQCDBJ2a3ZGSM1+E9HowDztOFSy2IYCVg4HsAjqu5TET09KZhQr2lXIEyq4jSUF50exVMm9BkjyKF6EBuU6jLYt1gxxZahpliv91yz0pnZ3Lh0PZ4KaGQmAnVoJ5jucS9+Vb6SndvgdzxK66lidbExOOCFDxM1SrZvtsAfboO8mUvQSKPbpUITZH7s0h6jFQzvWdaxsillkTsOBCSFNaeyaR4ICfkPe1R5df+7UVXD8epN\/erc1idv8eej0KIZZMd8rG1Qd20sapho3e0mwBZiY3qjsMFrj6wXiFBUiIB+IucsmWuEUpoM8tywkSrqdKjQaXHkKqLwp0zXktsQFdu3L0FeEsKFG+2EFYjR\/mvOxWSGBs5UwjA5U5toGMtpIMrULsBqIA6y0nVaHnO1cbFlzZhlau2bDzCV88ZVpHZzUMrYLtFs0nH\/\/AK+YUEsrKH0yjvrTpLhCTkssqIk8XBRJQrh5gu4\/KL6QX0hL0qMUrUaCGhadP8GZSCCxPZHL\/fMMBr25SgTmIwWOcwFVStMOIWixSOY53ccbFwfvBDKkZegl2SVDYjV\/C68Zc7pxUeNS4fUOBxuPvGjOcYRDJqGvWbJlsdaoOtCD0vKT584ue8ZWjf7EJq5rao4zpAmpU4Jw+b80D2ULIx+PN3uu0HvLupEbMZbcDPelrYO9NStjEhmBkz0rtdka4fCPTnmIfdkkMr25A4d3EsU5MdTXh9c4CDUTYBgvM+arpta0OanHiD1yMhXmVtdLmx8\/DEe+nFE+wYkBMD\/5lCIX25gjAYWosSb14luD3nZmB7cr2Ul\/d\/qkcjMdCRAijASeXuJInPSRnsf1xCsi0ItYUnYfT2FIhDK99i9ktUSlXJEiduh\/sB7bOBXMcegD32FZ6rblI92WfXJf3c9\/5TWrF9WNhXq6qXbqAzT3XZpKKLVIdSIBc6vaRpXrAG9hayND0sv9PE2\/rq9lc4AZlFJ7FPKRbfLHTIF5d8DKaLV29Z2yGgweb6bMpikBcZdRu5i1aQns8vhKWxxE0VC20B67S09im\/OSV4YR8v91GDQbcZUM6s+0hRuquzJrHR7BHYC+dKtwKD3gG1aY+CrtpY2aZtmqIJbUIIDb5Z0zNcheoSnXhE6pJqRrm7JceuCj0CjL4EK\/cf7pAu+8OOCkw4+UX648OOJoAg3D59Betx1kTeZlYwY\/QL3EGDoASHxSE\/bpPdeNKJi4RKxGJNoUYVdNWB4MmIzDRjTHVPezlXGJDyiL5KQMLwy\/SxPJyDf3xWdw+abCZfk4SJ52G7FJxQ51JTdjXjTLJF\/Ucm7OC7nwRwM1qVTJYdRZJhU6dIZazLMjY+KvgJ83sq9rGeMhlTbVkkcB1g73bAzoq3BaO\/2ch2OrCR9jlIDkfvXxF2Zq71i0djvhHs7BarbWrC4kLLrrLKa5wljAuHvlZywAfagu6pZqz33MiVROpQKZBswweT7Ypx3L0QjNzYHm+n9NVfQ3Jl2BPIJsdWPGtK\/QqSeiBGRRZdhKvmi8kUEercNXljU3JeKwmp4wwRI0QCXBLBABn8+38QisWdgrsWwn3hctMqobR47srfa0QmFBTJ\/qKzfFDeOqZmQju+pVc0u8i5D\/8U1dEPbvubIPP+8tByrVbJUsWrU2Q\/G1syI44mGEKUN\/FFbD+VAGFMhn\/kWzv6+wFgVeFilnKyGvM+oKgNlGa7MMYdV28VxZXf4ZU8zVLc51BjDRq3dCngZJAQkuxZU6s3bgiJf0N3z2tvLrKlqvAHIeczNTPFr14nOuwxiU8\/72re4Qa+8K\/LGfpvdE7hCmqg5x\/rH0Fdd5GAC2M1tb6iVP7gdL9qiQf4e9i3ZL4Yqvwzk+bsSZmeET0E5p8AtkIJXLk6LE8\/UhsHoFTPK19GCDTLbPghYYKjNelLyYyb0gKd7D\/r321MS8ebxiuG\/HRo5QBWthlDO0gtveavC0P\/BrtB6ZU2Hx0MQqR6zYX5j2CEzVNOhEBGTOgbjTScQoOeqs7OtgIGshpIoZJTpcBWsXWc3Dge8IRd24Gk+6FT2UfdU0WXHLRYYdK0VpPCSOTsuWdIEosmXxwA8T2noJssjwlM6Lcs7rY4DCdTt5cU8p4iOOUI7Vu1bjcWsH0gyri9En8NGxLWlgZMmYldg2aMxyel74I2++as2V\/KedYg5gqWFFXFAYZSvi7fK5RjSHcLUmXEZK1R5OHhKXeqgjxC0mkYam9QKtfugWKacagCMdJRxVGHHT5OoahCZcSAj3\/kH9ODIsjgpE7rvu4mK8Db5YF4ieN2gvFUtkkb6t260iGNh4dv+okuEQzXDg+wAYsYDwBi6ggiLxnzXuGHkq5zOH+LCsUjov0uf1aMZ3jf3nwQJj1gEoEf8QRkkCiNEFVlvmZsYAd+cCnC7rNTBAnSPRe1iE6ImObB+a652hOXt9cDtq\/n9QRHxl2ZEQNG5LI2A7gbN5mHUJb8mNb4EbLxWC7qinfz86kv\/vEaV5ekxsrOAKw9PCghBtUPuyDwOG\/lDJicMjOsUbM36leIy9a4cpKO7sxnnKcS1CC9bwdDWAnvnTXaprWEq+6u5fpXhBjP2uE0AOXaettf1LXSfMEU65NsCjRD3r+bO5XQll29czZ0DEi0rkrIYzvPF351tBOpu+ZM9i9Euv9fX6AYPgaVftOUFDXqiqJzPjCaRsGEiGhdY6afkY87HGN13KaMHPaybhKfH6\/vnkudSLwFOhBAHZJLAq9+1glaAJF095r4M3mtdXdXa11X97l6QCNa7dq\/MWV84eUSQgyQ1FT59fOGT5n0zyr16iCuad5n5+VnqE\/OkrLAtFWoSDkuUTvF7NHOAr6rnLY3Qqt1jQCXBZFufJfgvOUNKbQDJ2aohz4p2UauEnOUMqzVr3AgLkzeVnOuJFUcekHmajfIwyuI0tVPKkP2LcPIVUrJFziiZuV4gkETQPnNMMOEpd+1lNmCumgPEOCDu2y846cOamLnCgNAxIXuNvoWsxCtyUqnefWgCpmn8Ycliekoq5vEZLWGJsA\/qZFBTwkwzo2+tGebS+i0emAKoaYjXruIi\/n5ukrtrkzUvW1S1GYVvPt3PgFtu\/peT\/+UTyLXfAyTkz\/AGCzu6uDG\/eGuQhb70tUzdei69\/PPhPVjhreDBtPa8G\/GO0gS6rtR9+jlLX9GK\/w52DNUAeHajS7Q7OhXyrGlaxSVwi2ew2Rc0KkQB3U1I0emBqVAsHGGWRMF5FzxF0ED\/F01elFf9sodZjaO3hIOCBT7Ecnidh5FPM4G5CMFH4l5DUsKu5TABXDLYygoObMs0pkjrPMmCqKx+Wx3D1NnSl7iVSDwaec8M96TwUb2r\/VYSZjHXnJkG\/kYKOCFgAvnAJOe9XJCRHgoDp039M\/\/0EejUD7c7ejcFtcdGq2Sw6DlM9I32yttO+I3aS++XwO6GQIxrWbplUimKiPyAvAQRUTTUULOajDMb49tS27Yl8\/oCyXgLLqWREnflvPv3TdMm4H+8zHbq6T0T+j40Q2Jmh9l3joLR+WQ6Q4HHxP6zYQzUTH+0RTu7zZfDViC3fQ4C+i2jksaA+x7n6AegpE0TNONiKxRTS0C6m35ulCbO1DLCD56MJ7oAX3kez5RJVQHPZ4nX3hw+I86xISigekPxGNIVO8NMtItgqTX2j6sxf8T9qfPww89RBj4M5FKA\/rfogMWHcGBH+ye\/hIHzy8BS43meTXZeninsnkiUHJE+RTAXeKyn8xWzJ+9jApP+mRWc0HCC6RX8q3Nc58jg9S7qtBm2Upy7ZtkWTpx2ekPIL6qTCinpPzpO8Bde4uS4duBwbf8r30h5PmjZ5oGhrfOft+XbfAz5s4DsM6HTNUYKl1mbLowE\/\/SIupV5EvFu7Zk3SSgVdEI8vKTkH9v4MUuOjGNyWPi0xlW9DFZek+YtsgWQg1V95mTNjanZZdY2l2pIViyXUYw4+7ucMhLfpPujRrDwdpmfiE34xgkX1O5V\/0JEQLr31UB4fKTj2KQRLIdCEz4abqhvo1aYMIo1\/CR4GkKV6eIEtY\/o7bX+lp5o1jSDluJE4DWEzEZjXqeeBhZo5yVd7Z8wWpBAlv1HcRn65wB91KLST800BHxk5q7M3VfqobXg30IrHy\/q2MX20IH2W8qm5E+5mnhLk3jAJWcfC55Bnhuxo4B0QksP75BLivECEQkxwyaqdgXGy1Y8gQYlsmHctn1JsxwOuZJwsMpFMwWOg0r5YZ5\/Li181AL6+8687+QspMjgyzW2QOgAJ10XrZLOAT9HhIYAZEdgfZOzBjnLG\/VuSEvI8nkHv7ddoOhk\/7iVki2+pm3CCAjQqayViIrtityytUhVScYYuRcJx9s0TfH0Jv4mt045rvbiFY8FQX9n01B1U7UuVAw8qqnJkIn9x8L6wZm7aIqZFyHh8pIAMuv8FpGNKnyNRYzjfIJLyhRZG4krmAjzG5bcILnurOjWWGSxi\/eoQlJbytNavaRI68H1TMPJvol3hcDNTJa4GBuSmSyBTjRpmnZC7o0MaKNtWW1mikkfwgBL\/qeudaj5L\/XZ5g2IpCCTKHIMfEkDJVbLJEPo8\/3BZvRN0NcNcxemMJ6WAa2GyjwyLwmH8JPVcqVTLivIFsIZyGQpGYsQupXCIXgdtSyXBXnqxoNzTz1k+s+JXNMA\/3RX+sDt1W3O\/yZCxeGjy6huBLps2YbEcE1atBAU0nsrG4glfFSYu6BKoLV03M5ufZTcI6O2+4S8aRQ2j+hWs1KCi+30KsiJnGxpT0NfidqspmY0jkAYMa0dMdmAH0zJRCEqK9iabCQGInZm1exM0mgtGxup147SDxygnaZ7snZdyi78qpv3gPARHbE69xIV3GgTWGq5s2JI0G7TgS3Wo2pNT21z\/dTfswbeAIv1fsFdDBLmLDO8Rs7TtKbhUnIguhRpp6tTtoo\/O5Lm3zLea2+r8cKKT\/S83Q\/r7Z3jmwo0AWGx7J8NHRaeDIsCFZmjdAMT\/uHfHZYnMJZtUafWA4xI82xczM7APN92VnFBmLLv+ka8R8Ve3WW7kV+VBXahkwiYtwqB7G6zOkvxbNbix2Ke20m6MjtUSibBRpgsXl2t0L\/UXUEjnU+zRTQiPghtvIviGkYmSAvUZj2ZAs4dJWXvTQhL3g7ckgkMODVq+ReOaLOZqitsQU6nev61f+EynUBfTBU4OMuvh3saDq\/3FTCONyvLJ2OcEzMk\/Q6eLQ2D8Kw2+GhlPsikwfC\/lUDm1dpaiAY\/z97d8VjpXlCH8FHVz9NoooxMalTmmQXWCQG+yyV81gx4pagMOXCzn+NuahK76kPqqt2tzj6SZgNJl5XOeb5tLDh7WEBANww6\/R2iziMeLv2uLvmH2n3YlRdA3SM5n4VIHiDjmYE5Jtwu3V0h9emrmBrw04zPdUG1CSGoYK\/pYoLDWLbY2nlZ99TIPgVbqeTpHSSoH0u\/5h5Ph1dju1RqffI9b2gtBXrdIhmQRorhT8f4mMJ+A9TbVphpuhow97oswlPm5hv2nHEJ09eeV3witvnCcfrerpWrYkTb+UmOeZKLtz49FUoKfbKoybFJ3JouT46aPsLiEe6FXqvnF5S0JHQwdmnmfUDlG5tkqAeTGZ\/VM0iF27q0MnrBk26Gy2ohUMbZZISDmVu2HjCiEtPfvCZdqbwTs9hv6XNqWD7L8y1Bu\/+OFfV\/DyT\/PALWKsQ2N9WKtC1TuRxJMMQGMz1XaehMwBKVUyjKUWS8F2hZHYu6wVkxDrKSWKGkgdE64NpJUyj8LYM+l0UzCTiA+0fIyvmERQKNxWPjA3nq0II2xc5n6PzCK7b1WqSIFrtTw6L5lazBngIeTGFnQf2Y6fIbqhPypAQGAGzkhhapfgwNeyXohSnb+sKMJIs44zszWYVb6g3y+qAx2IZ7qHWXsNcsH+4uh4mtqb3KG5oF2udKpAsecNO0om434M9iyAO3vL4\/zUrxflhlGYkoYP7ONGwre4tWp9YjlQuPQkim487WrozEhB5sY7SLRFHKYFzLubUx4KUfiZm2QwDGhCzLYEurYJZsa9XNhNHmTJdrl8GPm+Wxy2lRBlGYYCxYc+9GF04z4SwFn\/fFZi6W66uBQhazkhM0QxJm71pmDTRlwjNvnmhRfUb3lqvyz5Ta3jAPzQ5id67ZaG5iNvUVFDko90LZPUj8TJNXq6a4xvp17X3Cg4rkzmoTnTm8g\/A19M8hH7r+EniGD07\/SlIRfQIqEFdrZuiRv1OuWAgnc\/djikgGJofKopYNBnGB3EuJrGrUaVellIu2ENspdkaXBLNjvB7TY7oBk2RL+bpdS0bnWE+9KOyqnc4rKVVSvxzkhVqCo\/Kv7e4c0pxuPHBKKlumf2ty3kadUuYmM\/jS6xu0jrHeEp0I7P\/ZEUQi6R7fsnUwiwXYQJPOZDoDfs0sF1koGrU+DB4QRSbz8cL8WdnD5r96iHUAXDeD7sSbMuIjP2wlNS9X58XECos6pZMk4VvQ+BeqPt+nL93ybniYNqhndPsr+x1ZaDF5bNZBhxq7XCQqMe2NhyasvKVZGpJA\/4LOWNQqx4Lh0sU6omQbhiW7Qkj8GZnRlHNWHgqDYMMO0Md7VPj8nkZXR0usDTmbJRiTpT0GutVmwnvZKoo+wv00E0IzbceQo6CPnwVLAZsJXiDYOuKrVP9T2x9wBEDJABaQU1eCHFXn5YBSo9VsMMyxS1v9c7FpT8dxHvWpWx4J0jRWVP34adqZjXBh1ol5iS3zheFcKM31mxstS3d6CANaInAKxobw24rt187RTbhVNAFJzgBes4nhZURk7TQVDE9BAQWAfOyTCQaCK0hWHCy30LHrRR\/nreJN\/iPxo0LE+4oEbwcEJ9hWAJGjtkHAdvZ2Q9i0vHaONFg1qKXS3Yk9DWwPrVC4TT91MD95ZAhcipahZj5hAfQG3lTKHRH3DtzUm1izIbF8IC16fyR+lTyJ0aAbUoTGha1IVbAptSeA9eatKkrysyn9feNIiT7y\/iyGyb\/tHbEi+tXlw7hMx18T\/BVgUEqFtE1TFG3jRuW8Ev2uB2bAaQSTZIm0I62EXAxnpL0bNZGxwAHHhNE9aFoOpAz6WqNDT3MvJI+7c3n6juGWDU+4i3h+B+VVUBxIY2CwKe8zt0Zrp0k846+Dx\/KmXmF9Y7bYVyPuDiUsKK+sJ9Pc+z8Ub+f\/G0FWDDmo8r35CeQ\/ssWgHSweMVKR4pMRb5UvvjQqqrIRhNNm9M9ErpalRHg4geSTJ5tqkROBzH3Q6w6XkRNQsq67CIUaYyfLBgRK0ZStPdvSUfnLS\/Iy68T6B8vPmt4i9Udbi5EEYgxnxpTqtjoGhe580nBLlGiYKi2rQpIilf8ZBzCP8ZjjvR6Jo\/3j5uJxHtKtHOytTR1lEL1vyXDS6giacbMbXEoH5o3bqi8u\/GVFQTFDX7+aPeV4RI0MmSKJ0tZNUsX\/NS9Oe8b1VOX+swsdmucidIoSm0uNIvMnjXRt34jxglfQTbRrUCVKHb0RptdUscySZE3OiTW83JxRdlHqct3d6lLjTaiEopwga2mjeY4oPiqfh\/l+Jf+gWtpEhjCg93FH8+7M2dGfR03e6x62HUgmwu9RmbABfyF9bozpRyg\/NkErJj1YQO0NOkTPewpaC\/iTO5HZN+U0Id+5GUR84TBVgUfBXHuHAQLL7VwKWDuavrYuxMAoQJNch4sFRTF5Y2MUkfLI2eSUSiRP4bkLkWPALKs4vYNm2VHir9vK\/8GsBJpkmBFRd4R8tZaEUZN9J6FO18rMoSWY9XrccdwpQPO1qRyKHZPb9XHuV+\/56LjzRRMe7ewmyrhL1JvHIfvKn45LVnSNQgkygJMEwKgWQOXF3kbWurADIqyaWTmxLLXq9GB0vM0dbtZPn1fTgy6ds2l3C9i6U4qeiJORfmOBg8yuexzJN\/EILbSUfm+JeQ80yP99IOZkK\/YZyRMDlmCpOTP4A6yAO15wA0G8gm8SBZ3LHeR1wU8hwxJ35p4CGU1YbWU61VWfLvhjjFhIw1Q\/QkM0NpdPEVcQ+5WANZapl3L\/+d+aa\/We2XTpNIEWZsgR7lfPWxLRPcleCCMdsJr8tk7Aisik219Xps9hcX\/1ImTAO6F5bW9mQ0GGl\/d+2gAOQ8f1ykTZ+JPoOxHoS57sas9sfUbQgDBYTvC+lA\/QDcprMXhgFjeX+dplBKXMD2Im+qk1SDgUkKXwI\/z2pSzpFXnjrkIfwefmT8z3SoINSLBUe3Pwj7S427PCwyLXk6iYAQl845J+9T4qlHWYBkLGFWqicYim47vWn38Pfd5ZkoETMEBKC58g2Gvngl0+V8DVKr37W\/dOj+T3x7gscA03ml1BbZPkERVF0Pfh\/7ldcVbcVxoN0hyKEEHRsdtjCA2FnhkOkiC0qxuQO3QazoLPzQKQ8CrdR0HMNa\/wH83rVYnw52dViBrv8a7Qc1J8CHgIaLVfKxIE2WjO\/J5pULPNwN9HbEcfs4syS\/TCCXquYZFpIVwpLUqI1O2wFuxRt87cDvP2K3xIsYeBoSZBrDSer2ecveXS84xrkVkU1l0OK\/vnTQ6q2fTqfXbICNScQszu8sW25C8rIl6K4Juppu7qEG65xKp7coBkFaW7owKoIgBrIe9OoHilOFnUYzZb+EACpqS05aMgPNRzuVubF9wEFRZiu2CQOwnbnG5Qz4whfdFCVPorcru+rIyVnEJ0YqIWTeH+HTTx+pGxCUyqzwH8\/pTl242vaItc7kCZNPJoF\/6KeNX4aecJqyqdfyscpwsx3saQKr0w85tDqB\/BrzZyzP0v1+C0DRQoU83CjO2D3v0DevWeEm6Dje\/CtP1JorUHFpT5A\/GwPD+AWo4FLrF56TaLje4DJNKe9NfFDfAAYZHZjjPgcTeITSunFpBgrETDs8IcIWwfPSKIb6wxc0HzKWNqaLb2AEvWYB+eSsSUsRuP+UpC1LikOpObAxokYdhmlOOkEB9lPORPAHSw9NVBuD+SRs3x7kMlVzwws70hwohiisuC9dYE7co23h61Gy\/3IkqLUlKQubXej1syu0Pvy5LOaNLrvXXJFwb7tb3YGulno5iiuBM\/pjAfaVcmHG3ZCG8AghE+kOwxhcRznrMdjw+6J5YOJtJiwFjloPuGCnOmZnU5wa4w\/GHvzUrSkBh8Pt2Jy4Sl6cZgQfkIvLtvGVVjLIo+oBOnfD2gbiIf6vQ8DhkyarCAOe2LyFcAuhtVGO0zdvR150gOa02Ielmg2RsFizSrz\/8mfnTIFedcnFrWgOFpmyfk9obouwpMf5ILVUkxbrDvcJQcjDR6JubRytMubl0dSi3wuXBMym+oAu1ZbTJg4fzaskRMAMDsOWzD6KjfkAVqRqt8GMeKmYPpGuaQZObQZG0zHZg6LB4v5HQNAjzeLuz8DIq5J6wj90EatXisEUBTahADL5ixKAYc1SXAoegFCV4gH57VICCTftxJ0vLW91O6UMDAFrommE2eCORkrt6XwkIzCAlyxhzklwCu9sFBquGwGRpgPC4s0wAel98\/fsFppJWVptkjhtG2GcAj112maxMCoGKbWGAZh9V+slTpnmQzfLccs\/JYjlk4Fg77UtWkk9eqKWmPPGRLcApJ5nK90ZwZDNqTcdr1kevBCvuJtDNB8YRW3T3r7sjbzKqWGy0\/WXbaBu4a+aJtsUzlavdcqAmJZn3\/Q2xhOfo4GpM75TqqwBAkxsFkKyURkBVt0lq8xpyRiiWAYhktJe3CbgUYHrz2roFInn\/l+49mBptqDG4uz4TMJETspl11uTxIPs+5ex4wQW3Gcasg2pJa86rDYzDffLOCIvBhmQJQGqcMjmzjqMqWcQ4Xx7cA21QvW6AmFuPxspsv3DnrjdlW\/uyiQjcLBm5Ok8Y1QPACQiD1jn4XOKLuHGTbKKo8wkwWVuH1GLJcp9Sb1IL3HanFHpd2OlBQuHRidaJTV7C16NLHpKczrpCkUnxU8ErkN98HoBwkNJFwcpEmBFRCmYVAprosWo55LdBtuc6tcXxhitdtemwI5mEfk6+rVzK1v3vhgTiLtHEpQs0RCIkJVwLLTWcVESNwW78PLdqHbSmqsNBIh0ur2XDr74CzU5JRV\/PEyV8yat19i1gN0EiLC1Bn32QbyPeuWwo\/2wlVlK0zTWuA+nZ1qIgAEAcYXiQx5h9b0q9pg6M0Xus5xXTcloeK92V+2lKN9yS5GzVCh4xxrptRyJfjMhJve8A0TFz4Xh7NJRpRe80dbSEL3L\/T0QUKh2eb7OibyQPBIMwko7p3Xdw+Sbj9T8VS373xeh\/Aj4RuXyUyH3nUoc0mnF7fYcdySadT49oXL7fiY6fSnxWDkWsfmGENVZk7Blqr7kWtYUf+e6YxmINMoMMYkkaQ6gN7tGQTZdotFjeOnDr\/WmyncClKQHadQByPDu2CZNWVfSpGIPARa23J8ahi4ri0bsaMLvRE8YLRh3sf\/WAUjQS23VAoU8Q\/OG7wW7qI+baylvqHH6GHavK8sLcZ4AVRCvAuticFValXbQ\/iPTBIVRuM7z9LrflY\/v2FJFApAwRPvNlbigGCyyl9rgKDIz5uUKhLWRbyQJvYUMacv0C1cMXE+WsJvJMQQGKASkNjLliQuweBIP3rU+MX2w3+w7EozJ2+zvIhd87xxLp1qey9Assu97SlBCzQJRZ0XuR7imKVTGtTYuG7Jx+VFWgC0jFYgZV\/Mb9nMdgueNS+s3grtYZa7f2fWv20vsONKtF89jN9CF84M57nlXODrq5C+ENO+HURyecQDxRBdOZieRtDzV407Hgsn8Kp42Q918TzN0vbeEGrXAAW87EO5r65h+vW9AX\/LDpDzX89HT5YHCb7QgfU1zgr+IJK4mWx6jrymdiTM+q3pBSxxzSoYaLidcaZhRUaj+IdSTzaNPBfGjxVemjCv63Eq1SRcOi7guMZZVkqf8U7nelW3symWLFiON8gcgIHll0pF\/hMgpa6uYtjHEMvbLRMwaoBTlpgkItLwEliUqo7Tq7b9GCVa5+OfhdqOb7zDTB+od3DtRjKRING0D1hGbpWcQHvTK+627ck1EKJ4uvWnavNpDP7xh2Wil7lwrp45XGr6GJQdlcew2g+HC\/yVSNK\/Fl+zv6NqYdPzeFSW2hTriCCxdYii1wYxkS+iU90o2Oo+elmyPGZ3R7msU\/7MDyA8XPUxsCpm8AIYmcNWQ28\/MqxJc4ZOTuOJxcy7pOqktuODbAwFwDD3XujScf3ItvZW1kC4dhJZRXPKod4AyeYwC4Fsb0TNAULJiuC7wwh4wtF1URgcSNzdLAn0V7gwDh9edE9LMVx9lNdkPll0lRJu5Ky5yHS8dzMcfFdh0ouPRN2Kbyte8xk4nN9dnsXZFDMspbnNe0Rcl5GMtwwh\/dLE6qhfQlIw+C7E6+aZklLwrcUAjPqZj3UWRPub7MGGE1hoDKaexqd3lCMtANEUy9jDzlo\/0PeLBVBV7lVWM9vXTfrE2oMhqxpGy+PgL0PD1c5hI3AxJHwJtWxLs2xQBJR2JkgYrwST7KBWV2ayzozJhq6YyFyl1gJPOwOkZM1uHWQSKZvUHmCzv03D214XAKk\/wWErwZvIwJwMpwowi0IQiqX0qFt3MdQsEJHtf0cxbj5nwIXhIOMG6Gr2\/LuGqryLiZtqDvv7EKRz6DTFQZWFxQUegvxYZTlTbFyBWPWPTlFTnlylcFooWwaUl2081V8MXycWS5x7+ES53Q+nLYJf3N\/eYig8JmOafRwDHfrBAGOkRfOGszTFK0jildJnV4i1xsCn0uvTplPkDG90VXStY6FaCLcrwQ5VK1+6E0U\/meI4wH59F7dlzsJA1\/nTjZRJfZc8pK+NKDEhvSCE15J2eMlPniesphSPf1VVMerdWvQwjapZz\/28H73Uu9hLpxKag\/idi\/wZqwNpDkVDzSds0QV\/o9h\/advUN1MfET3gDEQ+NBRNCrxXm7oRqRcEEaswnoo\/2SCkuSmGBP8esgIBHAVURXU2myCR446YpUUE79\/688xBEIV14WqAathS6mTjK2FTaBQ7oKIhVVWBPvDwb2FL8z7WMxUJXUiaR4Zsu0UM8R7Vowxs+lTDUSyrqHvNvCCNQmR94AzVYXt1WgWMliCQfgsLGCdD06B6Q0UsAvj0wpi0GMJGLSgYlqAPEX2e32qEFkeKpWa5gNTjbQHvsv3H6Bh9r0qLDDd5DOxrWO1Y3lIZYRPL1oUVf5ZZm9JpWt+4VqQRvkkJb3IOzjNWsvtdhqUINB8LsUm7HtTzcBz5qXSyPBptP2p9tCacbGfTcCeEQNuVvz02M\/PYy0UwH4WGke5ClsAiKti4oR3V8ixKcA7Q2jEbeVENB9op5\/9qx5Fl+AZA\/1DEcBksn+nAzwp8GZhQazR0Ke4sxq\/g77ZQbE4GH79CR09K65AmV2\/mcnrAQdjqqK1fYW9iXbBa7U9IYn7wj3uegndH\/pOHsJmBZKrbH6R3kYcwlMio79xZqdRusbge3GXcAyF9zmIDXKV4kfkRbe30LSZ7ictltHplP0v0\/ShgXTsGF6oG3sp4lNorP2LytjiXZ1uOHBW2so94SV7riMFEpnbXJvYHfqXZAq2Sl7I0OBfftfgTQbe6zoQFZke\/gDRwBcbgff36RMJZG\/WMIqL4L09Eevgu9HMZgJxybWRalpRq9y9E1wXa6Y1Oif8i1cKbBUiOKJmez8E34zeulgT8bdIuO8FELSxXjv9o5CgTCxzKiNzk9F7tgCiqj8r2BmNFKTUFcXxOC3Yi3yJyJPfWjlpds1aLnw0U1LgnE9Ue6XjQEraeW9\/AV9\/j5pv7jZwKCMVZ+GnNBZl33RCTlBZJBdW71ZNpcVohE4hD+Qla3wABzKBJZCYnKbnHeu4l7usTJPkVzKW4urNjDKZWt2RS6Dd0vX1ZQOX0s5qsKxUFqqQFDkOYRlPS4ioGhl9ccUIHdt7bpKwvZo3Yq5cDA1nm\/E1j866X2Erd5+MaLJOWFbIf8XqN0V5n9j\/YXykQwNfzhinbjVr2MH4gddkrcjvYbQ+u9JJ3lXePBQMptrpstFZSQ1v9JgD9CPpwsWeAdnZKZ92ucYDFriYqgXhauBNttElOw4\/wt3yXybrDUVTU+fJdhKaVzziajw3z3v2gZz1cIW+4D1jTZxpvlDgYYJkXalLtGE25SP60P48G7B5pCW7vVj1e6C3i1W5tdYPWWPJ2G3c462brGosqBLWFzvyq0G5k5DINmxJczd69ZdZXxw+e28SNLEltLQQNUaHAOflZ\/7WDs\/84rl7FS4UxqFeh7XsP5taN5LHsUaQ3+x5DmS35YxQYPEa1UMBzkxYyIV4MoQqQXfrc4vvJoz1G0CxFuDxkWjd\/2aUWjU8i3uJwaC8S2q6ltCzbM66pmu3sFC3qOSyfzP4qEtWfLLTD4EK9KN0Hzcp6x6JF0ZwPx6PLpJL3whmWS++iqXBtX5Cc9hwMtZ9dPfJCK5snqX9bKZr53rud9YxnXcGUii4jatXq3JU39I47RWpoKuVPDthlLN5v0DkbSXAgE9g9ak2mrMz\/cKUM1nupLOP8Mh51r2FJ1E2VjzJBa1hYHILvbXQm1mo\/mSXLu4sAZUG9ehAy7qirYwYUFVJuPsVIsDIL0MDz3pIWYpUVNd26iHYrAFGbNxUq0zf6Z1XVH7tSKLUdfnlrWw0kemw5vWFDGN1PtgaVBwlwH\/4bFksn7n46uhop8TXWRcEe\/PEf9JM5GHbNyqLKPuq5USBqrSIpAHudAw3B9bnk4SkbSk4y7NhxhuGsBoBrPyzAKQJvjgrbrnr2CNyLAUt9oXAv2605RntB+Cg8d\/YffNWbYO4E70KLQW5T7yvI95v\/5z7HaU+\/G3pdwjK3mb6iwZVrHTMSkxWvTlGsDQnyLuYg81U5SmRTUcdamMgiy7Gk6aVHRuWctmtp9+sNNzBZQZDtjZLhOo\/fCLDUxj8oLKCo8wPm2m\/7FcYlCU266pQW1NUAXoS1IzhL4A78ZAjXlNRO+bQmSYJZqH5\/HoGfDktYVQ4kBEMqn+HBlX6ffvkgfi3fZipPT92mNxWEmqvaJzw9vXyL92arnMaHDuAF\/KTpMLlTNBwLKgPZ7U1bRYCu7+TEJOHZ5XK4gj6ZFjpDxwJ+tlTVD45y+MmR\/PcOeyVVtdAujcuJdu7ha99ltSilwBKTyc2DGm4aufDw9\/LfHk6Xm5JEu6l5Em35GZUEW1WBAAOvDn1\/4knME7m7+eSJ80zMR\/hFzpFjy1e7zfMeBKcPqtENfVzCLlDpWIsPEqK7vaFOovB4jy2zIMeYfXbtCeFaRpldRbfX3KDUJ0x9Mo0pI1bOwXErBX79IsX24eUv7vxc+fvWw5Ox3EsHKdspEYDiJQDNiHeCNaF5xgVAEtkyQAAGcbxy7ZZOSIZHQq+GvHmwjcmw0xsGViEFjucFE3eVF37ZjByNBS9tFaulsA2IiPIKkPERkJijv\/XRO4xzcdg0cv4K5k0giPpGUTsRkDy2FKA9l0wMDTRH9v\/YUEKkg2nSxeEiWlElBeVoIpzF7D1uRSYllpJ1s7tYIotz9\/M87r4ecwgYoriTY1dD0hzvAjbaVT2n+LsZ491RW\/JYxCPEc\/iqVPCe2KS+e3tpO7IYLcNvsKiPpC9FRpa9oCSo1SxdMV8i1Wwldyy\/eR0yQRpV3faFAAa1eLxnDG5PreM3uWPskuto457mf+24y45FczyD6UvUKz3vnN34a4p3cqlE0o58pPuH6k0NkHyQxwPzDMIohXG81NrJ6IjB7w8eM61kCRfwIoTpJ6fuiFMaYINU3zAUhLS3ssU7WUKlQjiX7uRlBYVdX+6lPELiBer2BqFAt5An4WWY6GOJeme424V8ZkggVSr45RbKUl1k1RURgsUMFs7C9sLBqrEAO1Iv0h7myNzQ7dug0FSNeS9EoZOhKtzco1nJBuKgVKHHHE4cXq0OMQIGekICgYag+krukNp0Ela47mcv1AUQ2ABSoe7+mMiNTFkL2k+8riVieswHhOpZiwztJZwJDdkRhDlvaiuDwVW0ap1YgFta\/Jdrp6TYJGNwFiIhMiKkMF3ad1Cut0FqI8eEYRIemZiXx9aNRfw\/l7pkWmovY7tlLSznF\/r+i2CFmGq52BKh9JkANpqTgan67A5S+24wPoZ2C63vKFyFjOnAVmOEi3OGVHCCjgSyW\/E\/9rKOoyJ+b29G568YuT+N9Pl\/g99m279G0GeVtnrlzuIg5Om10JMAjb7PvhHjbTWKrMPaFLN+hbtXpn8MXtVi+ap2vsWrK40NsBhsxm3p9FunUNcDREeRY\/BNGiDMo1RwpWGsohqNXFrNvm2\/ysB5h4YdxdtMTk8yEey+pjKjDTKLgnsnEtQxp4mad96VCge94PPtLEl+4vlKEm\/DvQ6Ym9JyhzIFN7+plE32paHpjlITLPDsCPsxK1hAnUrMQWGAgcztnpWHNy5zfcHx2fTTaP9tkVs0+9M3L6MldV7K+5P48NXOYZ4\/CS92RVoy9kh64RBipl7ywScTTJlxqlfxiRdO3RuuW32pxvTjx0eDrwU+9A2uGI7K7qM+NX+7V6P45B5ai5+TghtzrbxFbYOlhJGwpFELrHjlCVaK2iAlp+ffAWLKUp7EOwtRLIs7G45oo0HjpP5i+NTHqb0yWs8bJwHmv2QM3VS+CmmIdB4qAgXirAvemZgCuyu8kFluEP1F6h0RCI1xe4TKentgJp2vhuzsWZi01RJiYNx8iH0XDs3I8loKIVDdmMycsbYzDjE4Q2evIQ0pQNQQBzpc8iECTfPC40kV4LN6dDBtTpFY0O++ybKAw4h+wGS0IF1WXVIPKs8sqim+YJ\/tJRdb0WstX2yJInoS2B9AUmlzpqrpRzZK8G5hHlHwSZXVdGTD5ZBv8CQl5Uw\/AhCauhL8Lkb41\/4ccUah5M31ciSz5pS+2il7HGzDcSHmIoDxBFeLuHWTI2ynQ+0wR+Ok7jgP+x1MQRPz7faWeYG2kdQpsqqmQyxFM3x34ulay\/K22cw\/qJD\/OpOLLzCYEux0srOzMzPuSK\/0GoRUlavKhjHHnzRA\/T8vsesjZAn+1NLYl7yN+XyIIL9hRT8PUGJM5qVdtn\/snFACQI6KpG57RaYxFPR7BAcvGyNLbJdbmOOdHUBaXICwbZhwRG+W3QJZ+la\/XatrSsPMcl1YBs+FTQtp2h4BZjahJMWXLDYhUGpHebU1XY0ltw+tCeBAnkvBiI\/ZSerPArIqjFBwm6BbNyFesm6UXcOdka2+Yb+rZBtNdi1EULwL8GyBUFIQt6cIhdlLNFsoc3jJBmVrlpGen6RQdICeP5cmlINKid73VP372T2aX0o2xxmGiQBLHLUlBFb9knX69JlaNDoVf9kkI55eIGoKnAVAyWcgFMW8ozx75O5kJamlTe+9pTe4gAbzLV3\/0z9WgsJaoaqVST8dYnExQYkR1CimYjd2rZh2P+4+BMDLJWrtkWcxa5eh3Z1lcnCn6HxLXA5D5Dpg\/6kpzmoMTr7AwElFfCJR6+Ho38JGUbqVn\/26YPqVm+3C8xKlz0QNAqkimfmiJJpXiqsOwSe7BBsWUolwmZhL4lREr6EcYBn1c83Mj4SVtyrS2id+2+iSBA5\/BD00W00yG5e5S4yG9F+Ps\/8Ht0i0HdAgIWqXgsOdKEpP6Mg\/mqQRMpBUmqIZ12atJeqeZt8mlqtdq6KU6UTTZoi4WmywDLFgEjRqRNIQiYsa+XJkNNZwwSeMtLdLhus7KoPDTpHQE4\/3KndEYCWtU38TG2lT2RGHbsymUeUyRERPc\/e0z\/edxh0iRAyqvN27M1cBBLB31EalQxwfhGPg7bX7b++nIcC734bG80xT8EvwBI3HIuMYmKJ7qODYpu0EOCu07tdXol2amg2yO34\/Rd5XzedQh4HhGL9HrOo8hvLuufsjYgiv367lep4ypZvqdX8x7plydZ+8arTl24UKdpGwqI\/C8EaPhOFZ0nRSthN5s690S7tcSAm0VrQ3IJFZJSjCXWYJAhTy+W9bctZX1IsqTTRCA2BGvEuaU2o3ahmNy9JCxwlg2v4YtTrnFWDobVygfLLD0ZtSzMqYWXsypiUFdOS90Y6oy7zrBPhKyITquVYjB3v\/kYSOQIbozijYD7p0ruOVeGVrftsb2TK2gsNzD9wEaHEgHbrNO9kqhV9GpIjXO12VC9XFO3\/FNBgcG67ir5TOACVZM\/nzMpQbQ+zEr2dEM+sqRzfZI83zldimESf7BXewAqGFyZk0wbjIqcA2VIB2CkLdre4YGXah6HGvG7rtKIY1fk9ATWXp9qDFBTawuumozqPaUvSONLM9tEtQGa+Ah5tQ+tVyr57l5f2mLMp+pdG\/1aVxCqlpJf3Qc8E46CIxk12zy9DEZ+AWl1Vn4E\/yC\/zKUXeEKwMUFuDXWZg4+YIFJAGSuzs2tqskzSINl5enSEChrVrFsMWShtZFjyCelYDC4IgCQz\/Aa1p1swNHdC+ZjWZoGmaOKfut5Z+AEZ\/t4JVmVIdK4nNLNW39vg5RlGdZFe2U5V1qiVE7NUVB0ETh53T5Oa22wFSc28g1NU+FNZ0fYSzazV7wjKtL+rx8bNXWpyRlX24xr6T+wUT3uKW7luO6N4ZApvx14RP\/YkqH4iNkQwHxUB5WDoSggLCkxpWxL9vit940t\/o2BPVjWPyt8t4+hgoGlxsEP4n40GqR\/Zss48V9r4Uh54L+u5eN4UwOlsG2NYQwQGUYyyTQDfecMG5f359XEpAq6llME8g67Hmepv\/J+CY7066bZqZtnucVG+g8vHZY51pG4pozKVeyrful5wHDQB\/+mZMgkTGxezSBGOVZVDAuFD9FZOTyQRknZUKl2RqO3rQmh2XRtzpNOKsCN7tMJcsUkZ1PJVcwJICy3\/huQhccHjJqpHnhSvtLY9KMWBS+JHxijfuHUGyJlKVIoyT\/M7RPD90UvgNKM\/6xcBe1+2pjww1XYnexroyIHB9YhF3SXZYW2b7dBfD7mQAAcrDrxLcsoKaJpoA\/M9PkPfguB5WQDMCklnG+kvm6AuNhJwgQwWBtIZaDkgYRl47sbOx2\/xRi3s+1yGlZ81qCxpmhCEHVJ\/t\/l3HMIRWtsFRLDcV2OMc2AjN6AAqELiqD73SmCGpJlH2109E\/Z8Skpt9W0zxPIehkHC9tGLUF2EjHeEscyRnp1Dj3zlUHOw\/jCQiwNGtUbr2DDgWlbcFKUL\/1AO4OnWaYjDq1aQnhYFsvTua0Sw\/TFrVtvZ8hmdOa6N59VQrmcZF5XXru5pZ7ZibO4SDMWPssFvtINbyjCIo3FOD\/bGJSdmyLu9ltD6FrSeIjcfQNQ\/df6Z7ucw3FzOLGB2WR2Iux7xJndAOQocxGakZYx3sl9d3UC5m+cnxgTtO8KFE8rUnWGhxIixtLIKS2bSCHS46P2OH06ZuT9WkhkogET52TeJ2jIPOP7jtgz8z8U0fmRLKfUJfVpzVcrUnWsFbLb9fK\/cJJ480iMaMnw5CbfZsD7tsOUyRkVQHk56FbXyxmdc3z5avKSy5BhcD5Klp\/iBo0ddT9l41698LBETrdSgoC9XOarCHWoeyj0+era+N5UfRuFgi97ixnssgju8Xw8WQVQoAesy\/RG7pYEoQdxhI561ioDzoIJ\/+uV7w6Zpuj5QBT4XUgvp1eFdxVOCQWFVS+sS635JG6axc1X51G17ZxLiH16R8zwTCQnmZv64ROEUexd91b0S5Sm7hWR9QRL9ZiYQcsw\/244AsZlDGgp38Ooe7XWe1qV+c\/zYyrk9yxvuP5unxfyOk4REJkkb807pZqVybyjQNCEH+mXVcbg\/VAbdB1feTW9r4+hEgKKIs3L5Tf18oy26dGHOvORWU9tJyAEClHl\/W3CNpvSPETlylEJ2CuiOxWYizpN\/Rw9rcZy6yOmehtE0jXswuC6Qofr2A8qq5bQcfprK4eqXJRjvi+CCF+3iKJElrhiwauSVh9cVvM2l3MM++ymf8eqvZa7WzcL66teaXQrDMa+qkhMXICj5OFWZ328Br7Oyzk7b\/V96msNS+yl53sspeIReddZZNr665xlNMSR2BVJh9xAe2LoOO5dWhhHqUChzARR66coPmVDeWKAR+oDXa22EqWmC02kIm0AVqBaTGxfrnk9kwX4931P5WeOssk2rgf0bVQWewlfg4eXAQYGz00xLAD8\/cdRdjmg81xxDAiZjMLPN8iOT8CW69jWAWSR1O7YO4V9SB+RI7rr3YgaO3+pj+TK+gxQVgBkqP4SboPZt7WaxiwzsQXV9a4jqmUb5fOvw7+nULzA7Icb5Qlwj75zwQ+zhysK2AXAntSfHkHC8VgxIXoXsxKR1IWBwv69XmPdDfjBznZTWqJlUPLZJhx7G646lTV43J0PJjQaho0P6XXrNIlgAgV\/TN1ZEWKIi5ZwFiy+blzZ3iIjjPpMZ\/6xQzwn3xDI1epAV6Az9u\/xjBUHrUgzylWZE2DRIpuYMiK5XD3tq5qszuWe5ICGOGXOuLNUgjpbgN4dY3VGaSQ2LoomnSXVrXnIMWrG0GIw8TR4dP6ZyYXI0W1jdX87QoClB0qj5Ae5cqocqRiPBJgnFirTfYdzJqhDI4QKk+9HZGlFlHyXZFt1d8M7fY1LmMZ8TIy+tPxb14knM8dWsN0hEgTCcjRoW10yzw0jLXlG8gleleqatccPMCYYrrr9QUJKK4MuYpmyzPNgp9oNjBjz5nlgXuaZM2oGUzsLbuigZp\/cFbzYP\/ndN8neq3wFbXvPK4QZz41MHFe35NmbgGMx+RecLUKhObz7aE62Y89dpIJljVrQhpHhDhOXvwwK1EyslWhzkuOR+9TBys2DCqiag4r8yK7wHjagpjZmU24LZfboLFLTSKO\/Nl4S6gPkUUfltRqoVRz\/6w7G9pniyOwwMA0nzOSS2VxwRlJO3Y5E0kZlv+bD4XoTtV4pEK+Ac53SSiwd0N4OzVhrCD+g2Xl17LWgJoUGvkeq2\/jBYWuUh8AmMp5kTutxxSvYKfZa\/NV8irMRBr8YLcGv2nKBqjmZR\/7kFUqwtFajHTtHuOVjtwtlBdZI5HP4wswyYY+buHqfG8oL91FqoT7fzVAXawgWuHa0ias3kDcDdbLVv4cIcc2FuMncHExAqTSlKdfYSSva7tSVn4CBv37R4TFyBeqSmZfRw0QTtTEUHho7yW5nTh+u\/499sKZLCpJ7ygkT1UcUdb3VNeFdxaWzbKfYyN2vRSRjniasdAMbcMmFGHbAxhyjeiHDDArcKG6T9kC9HsktDKrtfTqq0i8yExU3OV7LQnbl6G6WG0VavzgjleqAOuvSyqKGKtAZWOjqW4Bmn61XVl7otSUvqptePvVqr9lYhb1NarryITRc\/+xA6dlOrFT6Sl4UbisN\/UXoVHMqT8kwTzwqN4HdKVaBizIH9va9U1ayuXGGu3Hk98IYwbeZGzf6NrqLrNFcSHaaluHB1K3S6sNsbs66jUp7hkXicM5OvSJD+xBNa3sI8HXE4jQBTxhzMASOSTopQnrbZl90h\/rPnqMfo3e8XFOinn5xGEnMtmLj82kRIKiR+kNhGosEe6cnmAiFZFKcZai8wfY4XJnUWuyi4CvUVRz7d5BU71uybtWyUZ\/t8gM96bCG3bn3D3QAZYf\/A\/H9NdGQHdaqJsUJhNQ1C6JW625ADqC9HGaqAhEnL4c6eKWyk20tNpWt9fSTd16z4wWOxY9FlmX+UpQF5GdFeJDYFIVlls+52X\/AMH8bVfZliRlJ91NnRo66DnN5uG3oILfCQnc2qFFKcsFoSu3XiT\/vKbbH6cC8+MSw8T5aiBr2nqAqC9QyZV5DbOitlvXRpbOnFqAmQUMJwTVD0TUPuw94KAEVmeMEckmV3VkUyhboWldfEZiKvJAIumtgFb2kGBuM6v4\/Yg1Z0yFZLkigNNFLoYzMxJ59fkR0Ah3k6En7eaA5wwLQaXQ5RiPiO15v6F3yvxT2q96Fu4qF8tkbG+ydoG0P0sDQTsgmnEmB+F79n5pFidChKhBBOe4dT1kL9mIazao1AUkTYEHOFuwSHahw3aS\/qyTYALm+udTHbSRZJHIRFjWpF2rk3P8DDdTD3xQdoUPzoh3Hpp0VnI2FOF\/OmqJa9GQHpkNAfEi6ODzPbKNWQ9jIcf8QiT1XUW+yBgkkM1TvvtDQbZqiUnR+WpPBUgj5vQeoBt1VMe3SDVIKAAtW6WrRVklhNk0PGMCMNfo84Slx5bNRs\/giJEW\/CeVB1vx2eFqCCRduSLc9kBRgEoFYrsaXEwuXDoFj\/Fy2tJtwyYUqtoB\/8hmpfmob9e6BevD7yqiqOIpO18w1d76ILpQPJbw0mqQWZwv1E3JSgALJKIbAQf7O2jpRBhBFpgP5GJcUX8h2WExwYUdzvXXj5Wv+eaYhPM0KE6sXzST\/dlIDsCWDpeQWCiYblYt4WpiYfZcDVwdxNebAfKhjnE102iA938PhNR2bjTIiZmyBGNULACrLk4UVCH2AkcetQ5O0QKRFXQvg3tPMi4qx\/He\/QN3bGfMhPcCINkn0tS2vR3cik4wO0D+GRnsJi4gZUQA+UU5bDeq6cQtIFctxtdnwdhCyIpaLAbN614dbsh5bk5WrDsf420kncxV2YkMizRY\/LqiR6ldLVmLUlMvUqkz8FvbaHG8nM23LcglZl9GUmIGk51Lin+JPEMoZgYJCIG57aDeus5hkJMhbsZ2dj97cTuWLxG+5YuvD97\/Nh6Naj+\/3nRWO0dclg8nVfDvbV2q+N9QVCiUBARJcpxhG+IQ66mFlshzjUC9TwZLNefR+Kp0wAiTLkQNiSDQGyrckz4UAX+WSoruDUudGv8ecXbOgBXMnkXKq6QkKdLRMu1E+GCJPADvloDA+4Wf7Ds7ZQ1r4P9w+nWMg82o4YGtTgu5rpP70P0F1D+bEYSzDQlSidVnVJBX\/nj9uyBVxRfREfC7XEWSzqsAwIqKH2R51vXSeVrCBlRVGlD74Qs0cnl5tAGNNy\/A9OJdZ9Hm2oi0ACcehttXTxXvpe09IIDRPKJOh+RFyWu5wh8Va8rQ+FzpQ6WA9YqnXWCJ220nbH9plCaiWDOQrrMqXjfBi4RXxzbU0dPX0epwC1r5BRmVF+P4lJnuILN0iE3gvNjRqvYhuKTlZHYmtexQ7YtFBDjOtjQzh1DYfWKTSWu1Ip74UF2+LzE0DlxvOdQwyyNHk0IqB4Le5zIroOTe6PbyjerHllKb\/OjRzaLBrkhsOyzXQLojg7tlA0KCd8zppbZ7ViS22K9UEAwM4TXqT4qRfd3vbW1YGYhEuMSe3u+D2CVfR7FFYysmTiBH\/E3hbODKzXKFDPWlCQNeAVNCYAJ2ZzyP+BD8\/W+6FH8Pj3NqxQBdT7jDjlj5nVKyrXBaqvq0z9BNq7trZG7EOk7tG4sGIDsYgkHdE4Pb\/LaRCx\/PrBDtKskNoPeRuE608\/y+TskQo3Xvc\/oiJmXP4pzXoQJ+EkdZS3GeEh2jSU8G+Vr8+HGZmmAxeVVUxE9EdlOdXzAk9Xp5vtFD5tdP3\/A0Yod+SCxCpjKz3Xk2kQA4Lze\/FYEkvNcdacK921Y4qoIDaPm1+HJfSCIXEBaIoGa821pGXDZN5q\/mKKkVyjDyk\/WfG+lPk7bZMSLtDyaE\/2QsFV0G93g1T8wgvamA3FJoGiEMu6TB966hj65LjcMbdav0SiwAVVuD05PTggr5Djk4reXnu6X0HyhqlLP6mhd+wZE77BB8rlUOi3t78IbSFYy1mtjL7p5idFJs88cCHi4lPCbIHdLay8fEnP9b\/MuBWCn8\/I6UrQhPs9c7gaOY5e6U9cd1iD0IymPKxvy6PpV8kR9TJnZey+y9VMEw95Xm8iZQKl3EugYbUpD7b78zeik5xD6MYSl2NBOtCbRZ3DHgEl5xLDbvyy2Ma2hDCikh69pUabnSi4VIbyowW2Xm4aPCz\/kQojgT1JSSyrFG39Q5HB9zRXN+blM2c88fGgvlVWaK4EBAZ5exPNEdVsIMaO9\/peK44\/5tj6eY4RJgiFv\/bgooIDNiDtmGLTarvLQw2EM7DmknGuA5AIoUiXxi9WY8g3aaiOZddpv7H7omjy2Z8R4JbCZEIA\/TEaso8IL5cuGgOSwjl1zYT1IG4X6mhMKHW6shON9erhM3spDQIGx4eSyYZ+FcvHjlticlzTt9BmbC8NDGRym0UUSrkd3lhvbpt62QdsqfpPI\/E8N5XYIP3K+9\/BFItSaA683p9PuxQBs2PWOV6JInw7H3kGb\/14MLzJyYzd9fazm\/1kzjTKdoDJ1foGfcU5Zg+zQusXGBdZn8IReqs0AkB73QxvQx37u7LQDu0MX6QsJS8dHMZ7z5HH6t014Gt7QCDe72ek03RhnjjDePhSgAy7JrbXhmrvwykwD\/4MoU31+p5a6Inmwdzow7RnFCndmZcCi79EscSc2Ic6mM+P7WjeGbJm3Fy0SgtxhT9wn2X3eEiJMWAybyQ0XHvarUmFglspZBeK50Mo3cLX5ymDq1qxLbN6ppj+MIEPHbHC9bR1BY2\/VYOyoubl9LO\/OcAePV9OxOgMfFUvr6ej7JzSGTex7Ar37j3MxVbA4ujIuv65JOpivRNgEA\/9dm5PmL1oRbz2iBjq3iElwYN7ioFGVeyDhC04WTSAQ5uPYNZ5uqwlw9hCKCo\/SHRGw0VKTzo0X1GXNUwI4uGpDS6uwkxIswcXagMp+OaBP1zPJNzFj1SkMuFOO7qQUMvgWKa\/I64AP+NHZ7esbfuW1pn917yOwBzk7dIylxofIQ6+8sPQuJjUSW8UIqjKxHjT8bGtBRAnf0vvskQtvS5T1tVMQ0sgdeOQWJZx5TvyawoOinYaA\/BrVbOzyQaI3d+pyq0GRb4HmEqz6QB3E\/EDNZghdiknmROlX9XDDw2vmYlbnK45okxUGNE8AzIsIa7dxSSfhemjb408o3BXaVkJs4LDE09msVWWq58ZNqmGQSagYYuE6yHPzHeu+HSjtYUYdmRRfn20gLQKSA0TImbfBcZ1zxyI\/DIQwZsyR4kAdaYQmYP3LgFF\/yLbQ\/CNUfucatZz4Ct2yKEwCIMxnmmDr9euaQWXnk4Dfw4Wa74mL4lctir2QFMXyxeXo6ZRJCaKTaYKFD27e81uDcwBGW6IGwwzGxALXw+pwkrwO2BvN6py4ULS+V9R1zRP+43jRLBnWIhGutvlHJuz2iKgnfv9HWEUTM6Fm0Jm\/nb6npusrh9kZy4RFTslm7sNOK8mAlppMBdtOeT91uOOndDGmDIz4yryxZf1OrGcL0Ls2kRH33LHI7rdNu26fOW7IVU+ZWtRMiSvbJMRfNc0N+jjJmjwlg6\/Ga6M5QXzyNBX4xtxolCGMdRaQilUp4dpYtFhDPAyZ3B5h7rKKTGGpwnIlQSn3e6fbLdMJBjTe3mXgQe0zfvhCLwJboLiOqP\/ml7N8RmGNPvCPSRZ57WNXtNQr9MfB+vVzuSVgtYqGm2xsztDQERGOXO6NsFWwmmSJKP8ZKxDvrlWovBuU2cYykud9vem6gQjD7ynuUUEmGRsJgySyPObA7xUaFcjubCjcyQYqXK2x1d59pvm1mDmBQ4adsrRkyCSryQobUiauKBCsdzT9b2rmbNn03UshRBBOhGz330lftIL+MH1wMY+efxIVTi0BOPj7mDYU7Owv1zBosQjhziLOWBDJ4cHA6EWuc6sNmOImImw4ypybVqHvxdfT1jI0guXJuvt0H6iGrc5iMnmuJfKgUrHRQorAOxwVOGpa506mJ6ot1PynLxnvoXBUZUX8J8wjTzdqDXn0U29WrSHbvbyH2D5z3NdbRvvXxpGEjmJTAywTGSpAWsECbbSMkxyAdySYVywHq+IboHlcrk5dMQUuTh1fbzxe2p+xzEsJNvw6tOWpSH4aYXs3kEXXSG1S2hJl0a\/F53Yr7Fkz4SeBZiYMcgqfa1a+mcaTLgTEKudN\/9nEJwbXgXH3tIbLfjNtMeOlDN5F9oRa4NWrsIZKDoMPCONy3QIMHyCLS5BeEedWERWeNHuSJjXdM0h0vyZQwotmX2xCT8KUBrneazVLGySuLno3PkVdElJcU8QoZ+lyXmn03mJpqGRhLGrcvGuSjML6E4pXbjOY1Xapux0ak0zFXkd59A78T+awfhziq+S1yEp\/5hg6xyXWPoVTQ7yH5z6zVHYIFLeiVjsUHDXCkgRMRNurmLB\/R6ecteMW5kYUWX1Eod2YEN+ntN6uKSu1yfgKwAInhgBIsxE8E+yqPZycwwippb6WUH+0bG+olJ5o40Zb11b79akK1pir\/Y7AzVc4oPMWIOrgDwQz2wdUnfq6kVnYCTAE+q58KZ1JyVtVdxZGBSGqQOzLhXcRs6IQmPXk8N0CZNg1schueILYBwtWzoxyVpOtmPS5dWOOM20xsn1HIDbw+HotNg6VY+mXlFuwV+S3KSsFAHATqi3EVnsHc7uBX32v2V3EFa7ne1FC4iPzRK9MQpUUdictHLxAB5BYWgAB5x40JRiIHvznKY22zIsWz\/JdCu\/bxAO+ObX4Cg1MaaALjBxJSqprCoo9on1sYnQKlULZIvTFSnuajveLiHJsPyu7ks3wL\/nOHovha9QCUUVTy34Ee9RyuzUMoU0jOlUuVuq3fo4YNt0thTN8RLhLCYSXnHz4jRk4R96\/pQhJSc88EJFBx1tMS4TKiaGiJSSku3WvHasAQNj7TTaE46\/BQumY8DEu7ihR13JgaYHEmZCRi0PikYFjeNd18sX2fXFXqi5GJ\/PZHlzIjtkCAiZou5LYFmBDvWox2LqM3DowTu3wB5r4AJNg6uAmn9M7eiwIpvsIpHENTGHBvizC7I37w2MPmpJB6zRQB7aqqw9afpBV3Ka3Z4ZDLXK5ToDHa8C3ZCASCbtOYnKlQtczfTnnPBQMJm2b7PEo9lrYu7PWE3kzHKOPFjznwE1lglLl74OLTClD+fCWHbDnliFQj2U3rPLriT7c\/BssyVdvkzqiXiHQf6AYOBwqV+5sSNDpLjph4VSF16JCDjUpqTF2u5Q811rgqFeVHBGYi+CRjlRyBqebafMBkXa41l2gL8t4EGl3pZDrNUGj6iMimo+XFWvYErFkugA2+TyoI4kG1cVMVvJ9HGMsmV2fOhbo3w1JTKIJ+q54EWRsry0UtIPj72W7LGTqYrzErRv1WJSMjzmnovjIP9oTa4SFHDNZWZwc9iqwLKwCkumlbwYnoeKYJ5iFqS25eZvOsxFV7JQ58WoujTxtX07IP15hswQwda6lZ5vQJkbWwBLxEM3p5yv9Oa8tA1+sVJOj\/VSy5o4BLVpbwTXjMhbQqG9wnYrjZaoduHnH70IHqRdhZPCbJRI78SgF+WLvZpndfGFhCVGzaxM34y9kAa9w6M1R94po1mkVC7FeELsVZIOKaEyMgxAFG7R24Vpe3gnarwkXAnz4TdSXuxCi4\/034gYzTDO9wFA58kR4XcUVvDCSD4spEDpYZguw94lYXsapXKHJFO3GTQDSzvVw\/fM1D+A9bhk0jaCi2Em44AKy1iZ3Ug2dlY71SGkKHmTCD43BBSBunNJkCIDYGYG5R6fgptBKV\/w+i3YDfy9R5sG8XF2njDAOhLch\/IjWGoJmM2oYaIeR2t1IJae+nq5HqeGqzFgi2Hou4ly4Cg1ihM6cU+eU3c\/cUCMoF01pxq7PnNV5Z23YzSoVL5HsfmUaZC86oSyWr1QWQcwWsy8aQcbu8r96vjy0OHQ8qZmsIRVcmYw2fibOZTxakTGI32DyWQN3EazEWDH5rCMH+LT0YMnCX35opUpJt4JVAkuEgsdVgnUt46GaCDU7FeIJCEH0oPGKKol+V+dBxSXfcZieQyoXPVr5\/xrNhHdYGewIQ\/HyVGe+bhvVTjJl+2CB3QBR0XAL87XFmkSy2cptWAunmtYSzaPqg5YfwpO7tK4hUaNlUyTnxyzeSUBsP5z0TRQb4xwWupibKffU0L1pbdrchkVLL7Rz+bpldwZQpXS95827kydoF6p8FMlJu63uFoiIqIyBQ6y7LQAS31mGE8261AT4SQC6d6i9TUF9v52iTS9VXjOA5\/Mx9fgBp3ZI402P02pGtvq2fXmQQh6pXABBpJUzbyGfsoGXdpqyxFfbJd6My+cBt00HF9l+4GPUVEek9kvnBM3ZsYu\/6cjQXnUijNmat6hFmCop\/r9qxq4yhAVsrJ74MG2h3zQ+fS8rtMHYctstJ2swNeiOAvxOP8Psk2QDujZ6QVoUb1ZNNtcNQofAtpaym4mBGam1fz3Bs+ai7Wmym5s2bu9bshNJlNfSlr6WkIz7Ty1X+uRB5G3FUzYQ97QV1mu1ysLa+Lq7RSmkkNSdj5bu4x1pY8DNOMjCuABQS1yArJxMjH\/xh+GHGekY4WltuBViBi6081wa8U7+rM9pYQnQ+g8U7BEkLpNWiPflVUnVnxS+1MBmTfH4McfQHhvx+G4Q0fSgl+oKeENjMGLneHgixCguLx+N\/OBOfdCCGL5aGlqEb1KkQbE+5Qqq1lLWPph3MAHkwTTlNGHIOBP0BUO1r0SqTpJMo4fC+2xQYkUlDxOXkm990LJfDNx4xaIzoaXEtQydww0C0tRpFfL1CEMRdpAvwW5rzAHDibV7edaC+uLCk1oNTEP0thIj9eZLrJfLGOCJOee8PEGIVkS\/uDCaeVPAayhSfAIKUxn9EX74I+hZ849V66lovF6nSXmxZ5XF9e4j9AxY7PfRnRlodSBiEHFO++KTMlTx\/uJVxmRPGwXf1kEShBaVHu9dzl0psB7ZuOZmpOd8OZ++LPSRXfQ0HmBSgiuGf9CHwCzaSUMMax2U7JWzGxD3YjJRlNQl1b9Nv3fov5fUPsOt4Ry4z3ZCwTkFtoF67r\/tmJbc\/abJ+OdYCCdZ+bhLHDlHeroUXkE0Wm9S7DCt4m81gwxSeQYUv\/QJPidtX6mMBYEDPlYkB3uzv7k4RQ9ARQzlSh98lS6E\/WGSsW\/XzfWJV4qEIzPOoWILrWjhZaHJsm0uV2yer8PjbzbuKv2XwZO7lrciRFs9qifaLGHapJkw4sXfUkzQW3qg0JRLa+ItZhj6gncIoLxacCmpShXjw106H9trO6dtpMNdF0kB+poZsjPvKAcuHTsAE7+l4KpQ4Oj6PG51rEcqj95okXUKOfC8bvTz55i7aSUVVwXiRm4LKAwjuOoF+ausp2xqtoSwOXVenKnABIJsFxWDeBsYrzyS4CmitvTe5APpYwJSOfruGz6QaVcSMXPjTQYLyRDcACH1TkELwpn6H0oz\/3ypGU9rcrjBB8YBDCGfe6vQrZOl2H6x1QNOLgIrlLCtCvGJwASkzxIv5YOT5a5cm+PCqr3lrzqmLc38ZvRPB7RwjGjn1V6gXJE+6NGT+9GUueH26zkh5PDmB1DG\/QWU+cu7VlufZGEpfu4Bzd9ZK9YrJVpNsRFoSNWpTDonlv5TBYjZSpYP7qF7EmK947VrNUT8sEA5DxYSBv5uGzY3VKHIiPkYcKR+0koc4GBQgxIhlIqRAeJApMH7eFwUezvpwBXlEC8hG\/3rHM9ptyJJ3MIIyVcBOvTXrYPcYYURYRQ6UfNMiwx3chnvl17m8MmRifRqQq0P6W47ClO0A8C\/D4DIppdpa5\/ht1bxLLetO0qkYYW9L+0tHZmadXe2vDQkFJt\/uOeiJUv4ULPg5Ru8sJPFS9N8AO+EY5ChKOyVldoRW+qseqQaeaZ7Sqh122VS5lOHq72vxtf9LrDRHiwo8sERBJy9LE6ORRqpbo\/vN1J45jIwo7qO6SQ1S5qHP1gGQLQE\/zNPuR4c5DPYLBBrw5YLXLUsB5QydflDc0oMxFveKIb37O\/5lKi\/y6Dq9N8h1dfnThDkv5PK0K8hr8VqMKGI5LrDFegIqyP6WHmZWONtNHHSEi8yJMAA9d6q+xZhNhghGofoDtIFf+wxVpssMHgmUYKrGoyE+srJ7f17Q1uLBgp7EM6tTG84Yxa\/v24aJOD0EtBz3a0U29I8rcLJT6pZk23Cso6nktloapDa69l8gYri2iCn0nd9Y9Lct\/nXJXPUkIWrrlQcfrqCEVqTV49jabv2gTpJBY0Z\/WZyEjnvdKqY5iXzb49iZSW4oj3SJOmWNpDNDDzgxWTG0zlo\/YhMor3AOyvp2zjY8BdniwxLhUEpYnISX\/SVhhjFM8Bhx6gPjUrbsZ7IMfMQW\/nvi05nHPjwqrbegQRfK9aIiA5PjkLMZnil35HBmg\/1s8g\/UkZVgFu2EWeov9Epru+AsI5zZ4ndX4SZhJtUKp+G6fzOerXK2WZPMZHSm26ycn8XVIaZvu\/2PuUDrzwavjjUozmuew34+Lgq+oQwwd+NZqh6+Vx1NZFcwlbWajHZvLQpZp0fPeEMHvYv\/Yumb+yCawVUepxHky0UZvEfa+O8QyO6iEl+wofMvUbpsTkKAsMa3GbG44J0\/HTRov59gjOIvZS9nwNi6qoJuABaqBWLK8\/Q2fIvCu04kerpRBxOuPcmvCdZj5+\/SJnX60\/rQlCWNFE1Kl25RYUoNV33nbT7988FOBjzrdRhj7De9wW0X4R58P5Q\/1qOrvbUXodNe88AXPL\/UdkOrOeKHuXexWXpTqmJ0bHeDHwi13Dn9ssifE48pfDJxCL0Bq4RJLjL5cjrat\/RZcmcKLjbTy4iNJIQc6xVJQkwJyB\/yhC8hP\/Ss3TyrA9uURk82L+R5lCTPIuq\/PgHhZLmq1jgea\/1JUWaU6jubQx7PxqrWeeIUUUHheVi4TiKBGiZiz+w2EmoT3zVm7i2SjNEcoPf15Igvz5TpJBg44IumBfJ2M6oHkUtp+B2ren5eIn9oEXCid4qJ7IW06qCsR3p3GyLeUOO8ILPxGldm1o96Pbprvt+oaKxOXUXBzT4iZEYH1qIGT60A3ULtOLu8niGUf3SPVWzcbKAQEiEPfvb8meuVHOm4EF+s+1p6W+Gb1tsKiT19GxyoYZss4Ohrm4mY6G+kV3jgZrMi7qd+54B76WXxrNV\/XrRr5XFhfA2FD9JHZMST5OP46hQwZTpfcbs98gw3dDPD1LcFtGmpudOgLWMRpgwu4r5VcRgGSnO4yScm5ul5W3OZVsw2M0T390FinXP6JdFWeaN3t2eaP+HncMSoccsZf5DqOyOjTrfpKl9qj0VB\/qcxQRWgWbAjL\/cWeBjWfQ+W4QORBg3MvrDIjbpJxpWaBmJN3alu1XfYdw5v9ZgN9JNCamt391gXNJetnV80JG67wdSg83jfjnE+b1pVLvVLTUMx5h1ZE9b+Emw3ohi9uKrQPwqzeRIwOaONYkXJffLZJfRM7sFTZGyGlg\/WOhpeQUjnDg+FrSzbyjoC9mYFaNVNVxb564TKveKv1uz2KfNrQQyrA92f11lhBjeR1sewnxcHuEFSIsdqMVFvZG1Xk1vi0Zv7gr0iivVB025DtOD5cF6s7PY2NUQVRO3U0AkXjI2G4xizPRAkBj66zNP0TfJIaPr7\/TDiqlzR0I3pmJLUSzGSVl0tASlMlrPBkDdzKQwO6zg4Ba+vIibpbwapwMK81NtesDAoh2lP3B\/Mj9LSG519ibirZY+VnN1I1E6jrtre2SQHS4SaqHDrOMb1Gqyjz1N0FIQ9Br1HacaVwHxectJsQ8et7LO3cGgTAVQWM+xwAR5PO8QpvjKQbqKgqin6AW6jutZqhqJbYkc\/WwYiW0lmpj5MQxh3ASmB7DXX0rIaNS9J29E3GE8QzYEa+dd\/kxhIdUMZpgh8WTFVEuztzhCrA9jC64SAAXf\/tTdOpwK9NfTIiEDujhlg0HjeGEL4plj4Ny0J\/9I3neycTWqDcAY0bauv5In8\/bx4+KNmQcg8UfyDLkUiuib1QrgSsk99llCWHYYTi\/tc3esTxPIgdt6gl8Hj791+dgmtIdFD5zL9fTcuse0ezQ8akna7fG4zlYjWRG0yC7q9T7XIZEkKxGzqAsYsKI8WbBGCrSrljeLNeco\/6QIyFmr0F4sE5V793C\/otoTUNCW3SdThXnBO3s5Sgy6bHl3C6WDQqIePKMGgBVOeWzVrHZnrFM\/icseB9hSAC5gDXXcAYwXlKWAaeXMjWkXEcnr4r9zuPxdlBqEVsJGbOSa4fo1+IejF0I0rnJDBUtd0fEe1S6tnB1IzD1Q6\/wNL+qRMs34QlmSeQRaqNzjQS1aAGiDIjF8C8kkrgEg0zdmWbo1D4ZqKNtYVZTzEWNaRTvenBtT+4aUkTi3haLAofpsOSFfg4pnrIIK4Wq9YxCcg8Qbf9A4LnhOY4PCrPKnU1r5imCJ4dmjS0Ial4s8rghbvf5Cnhp+zaMitPpI\/fw3npFg9qhmx8AyySqnzXKOv0GoTUgM4Czs6PqWm9FHzCwh9zpN2SoFbhmlbW+gb9eX1KliwWD5m5MB3qcEWH\/PhnwAs6e0MgQABCj2l0Z8kxnO5EMwRzXMWEijpb5lSJA7530Lx7lEA9IWYy2RbdAb\/uIYi7A+EPYxToPiXUKkkOlzvFtiGTtzkIZlylxC8ek4TSrl1kty20u\/eRbOnEnnBB3ocIi3r5mkiZPauV\/1rtRNTef6bXsjikpu\/zifKea5lXp5d0yRbkLq\/QKENHnS\/7EZq3MDgbkM2vppPDMZcSsrmesmXWK\/6aZi0oi\/Wk9DQ\/cDmBg31AW0DwryZnJ3X9LsGhjkY6cpgK42tjmfJcKJOnjKeJO7pfchLD9ZlGIAZaAy3r0mXNCN1j6uuOMup\/+RC2xcciBfcgTFt4jrMdD351RFuw5frqIXYptHKpzb0lxu9DQSh5WaLjsJHzOYVlCXQod2S0sg9A1aDXGTu7PqdWHB3XOBdyR36n6AzXw2tk+i+SE3UVk7Pr2HXUtNIYVhlJFb6fyJ+LnqJJjYbK2ee1uzonnaK5BWy+IKoyJ2tiBUTqt4oQKRguEPDsaPttP55ORF2mNycemtovldlNPgLHci84hfXldDIAjT0hWGYrClkJwq6IMbfY4B4ORRQMoB0jOlbM\/TAFcqS2DRx2DxrPJW04EBjm31vHVUMDMXypt5vC+5BkuwoMYACAWc9tDGYIRva1WtzceEeaZRvfqKEYueKAwHpNUXAzoxyNfoTenG1eoXLr8QLgy1886jF8c0+AYNYCV52y+oVhA+XCSryl8VUqPLD5lCWXP85\/a6kx3ogDsNN49osBck2hTk5kdCrIer9rWEOfcMTw0N4MJE8ojpJel7p1m2XVTzWmk5LRJBdMN04c48J\/8QiXRGkATvBKtslh16Qf8hDIORqbnjMyXIOQKGbeLW3atVD51mLEmSjUZanMBLcLvySGI9J86OK5HKRHsyRU9OHOrHqEa90fdO9nWaZWhdciCIw1nRLUTZ9BSxnaTHVILusKaJvLzZ0kzgJwbIdZ2fXC0WTmnZOxjGP13QZ\/blwVEPBVuCmgvbwQk6mb19X2EAKj7E68d2k5mO6r6BKystlylV0pSxvlw0O6hQWRzJNueQaAJWLSiwzEBNZK3Marlwg53CO2iPvg8vpTyzUp85PZW6ZI4sQuxWEes2p5658dL2kzT4B3\/7S6BElU5Nc17qHsoaWh9f0cdjEcQqb6uNQmjbcZNyNY0QFZnmQnXTLQl5YeZNiWxIskbQsMaSBrKziwyPPxH++YDBrll8WWGHFJrzqAG62QhD2L2Fm7Cr\/LH53\/zz8cq8MTTvm912viSOCXvIn11WTYpcJLYBaqwem1LZstmDIFdyb4HJ+8qluJQTmXM\/+7lfz\/uWT3DKwAy3jjwVg64Q+\/he47XXmVLQ4rqxe9pgJqbHMQju6O8vtMwmmk5wvL50B0D3TlYLAgiqlrjFRk+sd0SFFNvF\/kYtUWBGtrf+dEeJP9VgepaTsXhSKQcHzn1Wc0VraGycoWhf0CgYnX+0AzEg9fEBBlZbNdWain1iGxcCbzDmaEcaDvnh6LHkHjX5SW0lZsMKcz2pE9b+W9BtbVncako9z5+9XA2DK\/S5CwxXVhoN3\/kXXwL8MGGhbkG7w\/TfV9Fto4S8uMt882ZNthVy\/HsHfpJ46ajkawulmcEZ3zuZPJCZobcptoUt1rtjNA8OhNrYYxJRXl2nKlJEfd8O6T6DSMN3XXYvNlRNBDZIAOqkJuAWJ7QMmyq2I3I6usmDFCt0iSFunp1yfl6Z+udqMYg5UbpK9lcfp3PIXZ0kGgInKIJLQXcdqsXphJslFPtLNw6p249iEglHoEW22DhKROUYF2bc2M3NtJFRfnnHkze3zn2C8Pw6Uet23U+1fW3oQSipmGP3pWpsd6aTZ1pdl4pkMSDSPx187+Jz85E+w0kvsTfGXcEq9WFgezjmHKc9aV5\/Io7BYGSe94CFLrwuFsCPEp4wll8cnLS6h7z3\/Ig+hc+3rNb4+4j9hjof9JWarL+A0pChR9R0FN3F0NlpKNAgaMM4JlsZm8FKsEylU02cRR7sAwuW5Np7uGzHQbpqoX5k2q8d9eTnYwD1halDfC7pri73lnQ160fwVdiTCSZJpWDEAECiq6MrQ2QtDuUQ6UmIKvSsWnoYcsKKYAuzVwg79AUXLmcxppD1ppleEVogsaKgRSa5wX8AE2ffmkdm2YfwP8RF6h8Ux7DhcLHBQuqQi3GBGTPQxbt8RRmPce6EJFpK9FgezW3jpsXKIzKUoLdOhsByHoctqQjGh7lIpv639zATM9DPIRtPtYgB+xN5X1RFU3Ewl8bjAxHeCKZ21UgGDwA5ZdQJ9kxHePWS19Hugvwx7iFrByAuBKujH\/f\/VH2z\/IDzSe49kFZ5LRaZceEfed4SQ9hsOwI0ns+xofgUnb8QU+NGx3zDn2HEq1RslFSn3iaGBfVlWnqBFuz4pHcX0YOaSBrp6\/pHw7\/t14wj\/VruEimOH8fxYfHw4cIoz2b1FePAWBKcOs6hNmm6wH4ehbmsyfTmN1WDhVB\/OvNFhcXSFbkfUIIiKpcMMRZx8qFWuprubLBEwcOxaqKztg8kvwDfSV7LvrB2pSYepXmLi62sTrXIMPESUVQmuiSg3sxiHxCVFqPbVzY2qmUp4m01h2UKSi1Gg4Pl9oPCBjja4fJ1CXW2wbtRY\/UkiNA5VOgUAJWHFWwjdOQ\/3Aqg6GvmOUPBJZrvMH6rYU0ngGD+gaV4Kj7qL1+a40qzAIPzR4pBGK7xRXTTvFRS2tx8zKlGrKV4xcABZJGf6bnf\/RKyCUAStiavUw\/seU5XPjZ406K6yY4sdG2SjjE4AJsCO\/YXAUSiPQ5EaYyJQOjWnpS5Q3JqbApp1oHdq3FgTbpic9iypexQLuigoBeVouy99UInSjshvcxo2p+rL979b6jWTulcGMnc800TivDGqvCHBpOhAUf\/jkfr+SOdb2yZYpVvlyNKs4E7GtPBNE9zSTMTpz0z7gTUrtsLn1CxVHjPWrR3MM3Gyx4ML4P3uMzA+Q81Cg5PItsdyfE1qkBgShJBKNZNoKqk6nbkADJyhMW03QqDylC6TAW0hHc0OYNBfj9JiGJqsIewptTxNIaR+C02g4ojAS4eZUp2BprLBC8NwORPwJ4dhBlRFPYvmnRn6MruVVetHJaHrfeJnSBfb+zyKUt+nXn3WaM5bfL3DGRY9FoG2sOipvjq14+v8BPJfgnH5Ms6+4jHybaMMTVokvWIdu0ldQrPXIRwLnUSghr+A8fxDVYAv4jNouQvNfriA6h5VDl\/\/eUc\/G2o+uaza\/ny41TxpV2QaNd5iBo5hFmfsCG12IE3CGLhtXVZMJXv8nJT+LfWpMP5NREiU31kmWpWDkEGNyr19CEXZ4t5+KWrf4iJoqF4V5fpR5bofp6M5g7leLig2nkeCMcx2hmJiiVQoidF133BPuaPoiigZmukcgsnpa\/eEifCagArY7BpH5IDFUbke4y+XMO1+wI7uwvWAJ6p4KWhw0\/3du3BrnnROhqfFYZi8REQf7pz+hUstGFH81OJzZIgU8Kusi3KF62gWTmGURv\/rbFEw9w\/TSccYLyO2OnNM9Pz1mlsTdom+5NyIsMwaNTQUqummlfJJwxzNaja7g7o2V533NB3CupIlXN7Z8bZzFsJ66QEhURs6C1y3g3vD\/7etgPDX46gd+Od35ni5iFEeEZGhLhM6PoXcP7Vi6krej\/dqUpBNc4YMv10ge\/PyUtk1KbNZ4B4\/z9JvK5mv4soH8yImqnOvOXOIuSzoO3mjH1VVZTr5nn7EGq\/6gaOef2dP7Vjez1oJchZP438TlKbjH6ZYQgXr6aIb+zc\/8pLEe2sqFqoGVSz6nNdSqKjpjd5adW6P66bPzYfuwKsM\/Gs3SbAR0khA7FUvWBttleUpd6031sOVRnWbhMjd2OakYq3+TXFIUnhosTaalbMTDZhqMVTdrx0i0Bpf3EU1ubn7TWeObbdcLS8YxrbIzsQNWqcprEnAesu9piId3EArMe+\/Og3Nbty0kqigo8csyBGr7wtNKAK+O7eFjsHL3H2X289wmBnBgY31igE2onAZoaAdElNGn\/f\/LIl0ajhTMtF9EU4xAxN9S8YOfO6KleRW+FEQivfREWpJ7w4llwYaU0QPirWSOqCZSa6ZcZ3GC0gOsAMJsPgobVrayPPBTq+YcnkQrL84xWeVlH9bnKFq3ey6gqpdZdY4p1XAJhuLLBJz4sIp\/FeU4iQ06mCt3hvos8z67UX2TSn0bb8iCKlLxTMF1AQNQCIByA3RoRT9s0QAROQ85P9lTUsmleOWzDE8i27NDX8tXyCVhJKtX1fbWhpMKQ+\/7Iy0OCdP54C3xnB1zo4SQd5cKV1v7OrT4G0Tj5HVr5YAdMCosJopoMTyFgb1gewvrxXqAgRrsidD9yxKmoWYE9GBzSAL4VbiwnnQnzNdbxKlvWlgCVIAXrEp41anewlaBU3YOID9vxA567njXEyne\/Pmo984a4V5eORHROMhr0x+Sd\/32kBfOWP40RHpdpz7tNq1hZqX9aT5GGJFxA56HclOctoca9OrEdBADViMSc6Tx\/1e4iRMDJXaRYYSMJMRPujgKdIGNhGxK30CXNQ186c9ej5LrSZ8TjMf7sCdMdaai\/BhHL0KKcnrbb1dbxb7tPLKcYMfDVO2gDZ7qbfasKF5QBq6HMyf0MC2cgU2lGLcpoyO9ja+oX\/xbUJZ3F3a+mH7ZdMZs2Tudp45lu\/lmTs8JgugaF4\/WtZzPPJQhNDBjqpJvXPkvan\/7EYchiEH3i1ERzSg27LsPaIE40WzPYrvYUBbIc\/hyMdnZxmXcq+W00jat4ztjoqS43dka\/XDxZlJZlU3l9ZOf1twvsvA7wjC+nz2e18\/0fGg68PRnU0dDJUizvwhQlj9xX3geJSfEqFq6CwGbYuyQZsH4Qu6b2z97TU7wvud1RIEplujQMpM4OBoXJGeN+wDhnFZFDOp46yZTz\/iO\/NhMVVTrsa1Ug0fiGThouFJOt\/K463FZlx1v7sTC2NvCUvZakmP5cNR5pTbWx4\/8nek3AVBLETjidaF9T+DcF4XMuVYh9wX7vxU0R2XlB7a9RZve6MlavG1SUQaV7Ce9kuJW3FEMMVikX4N86FqujbgatmndU9NfRpyUn1hKgZOCPdYFw4AseV6ONrhtfXG3DRRBmNBPm9olIVBoarPr81sRKL28CFS+0\/Xbp\/FRQRnZfGzAqONQJsto3ARHeIveRMWZe3Xh9zXIx3WaVX6Nap12lazOScAHNwR4\/pG0+ZkDNZ9k4aa1TBwkELWMc\/D6GK85b4GzOdkLpuUAmEeDuXRLj3mFlCUxSmf2LWakUuibSWsilYtz7sL7KssM1ugkGSM4dShKigurrD7XVl2q0VnNwm5Gxn9uNwFQ4SUaXqcPcRF8e4yVFC9WDDs7K6GGctT4y0VYRe0a6L2vlMKTMgn+n90+eimyAdwuzU0oduaK9w197+ounNZZkrlYYOUQdSgA+s3tdrHM6DCP+brgHO8YDfJFQltyBniOxD+E9a5JbJKGzYmsuAyeHGLGz6Ne5Bqk\/+fiE4ppMbs\/nOV4bVfdQ3v60GIFyXVGbfmykxLmg4QuCvvnV9MY+VspQhuRdjQ1aZ+eocnVXxBnve4jtneBCbPsTT6XppHxlxIW6TY9Stj3Qwe+q\/JAuBSOUz1FZBIF+zMUhvPR4l7LA5i1FclHJTcrABlHOTzLtcPIcxDyCq8bETmFivvqdvawXrp9J0ztR5GvoUgWpcY\/e0A7mfNH+5JfEuCGvfetfE+8ZxRMwxg1BoW3WT12sNgcpiTV9knwCNpBuhSLyPithSMB\/SD3mygLL4KyWHyVyoqN00XIslmpx6Q6N1iEAJ9\/WW8Rcs9MUeM9QZhqmkh3k6sduVXAeuS6JsTGZkF+GBuEEA6MWpfqxag0mQs5pf4haUfWtRexMbeA12tbV3teDQOXs0G\/JM\/64pquB4krxpDyYtXYMKrR98VAk0Ljzl1astWcl\/x1x7W8W3I5p7lyHBvILs5sMB9LIw0wNXpMusaNqBt20K1lM8cMr8evug3+8lplQlR1sy6er+nD8wbI0vyciIyu1tv3QZdM+DV2GZ9t\/VL0H\/Te3sl6x2fNh3LfPXVbWEsH15JBSEznQvPa2r6BC2rBfxQcWitOwaXBiqwGCi90ET0iJ3QWNKs1Kx3Gwrt89PmCYDvcyv5NZJWzogrfOzR+H+BzhRELIk7ReZFH9oDFa0S\/BI2plvUx+04tn489WhryYfYIelCMf7r9OvRZR1nSxL43S\/jIW4YKnb8XRIwBRFRIibK7axrkfMzb7VlLGCdPVYYbfWsancMnrZBme6WDhC7HoZPk4v3RltSBRRqFpkfmmLIN1JCnTLBn4jkm8LHqlZZlLGjFgUW3DqQJCC1pYF7m3\/mLjIxcGh\/k\/Nvkc+Rz6AgcLmNqHiioS686yzQohGgX5KSBCSfJ8yUYLKSFgDS5JoDAYeIpT3vJe4JD6SuecERM5DT2elTTlbo\/ZOYM7KgHbbWyqM+v4OXt8n74K52bLosr03qaW3g2ZEPIViqXumCdeR7gGMFm+H7cWLiu5L47AMehKukIYoFGiv3zyIkCJqyTycaBKStZ3DFfkWq4Mk8e0b1XOck9e99qYC6hLaJNMfgq5AsCw8eej2dzSOjN\/IsVgKMpVEtBg8WWm\/bkS8DzkNRlHsxr3YADGTKty21Ws4TLqfrrIi3nBFn0OlD9QHwNhAqMXbTzJDtVO+pCI0RNgfVqKmeDPkAd9w50RIFrKTbXRMecvoCqDQdVblVuIlvUweRwi0xZz1g7iz0yo4gy6KY5jc3fb0ZPuRHljeJIMAis1+KmbNW04S2WSz9BC8NbTCoVNTjDTDVv\/YLb42hqIEDuCPc\/LgQgqZ7wQM2IPkNN5KBFrt1oTQI4boO1YaJQxeyb0FGKIUbueW3j3EA8Dn+pYxXEJiNiSmmrb14\/iQftNKa7HZJ9iew6n2d9oP88dEyOzBjRpTp9io1DBxDQFOoq8BTDFnZ8zj01l3ZzN5of83QQ8pRucwPuO8emm8fUIuMztaBCljxHTK8tfeUNSfasqAKNx0Zw1wYV1I+0WAbaAcAL7Zuo51ABRf\/t+v96I83MtfO+0eILZW050yTZtvu3LNnwgu+pJnIZxWvzQishNGxJgCeLvk+fbE4VfU8vML91mw7dSBu9gAq3X2O8lSbdJlnBV7qs66dwNWqYKmOLWTyucBOHg1rK191F3PzCMl7WxLDUrGI2Aje9kWXpjNiq20\/Hw16tGFV+XTi2Zwf0JyquvXh5O+\/YBol3cnSDJ3V+wxAe\/e8\/2YpQRwNZkazCMAj\/0UTxKSPA17gQb7on3FBuDlEAQ5K0HbHc8W\/mYzPPGJv\/g4xNlGHp3QNxXCf7R2LsENcq7poqslnGFcYITKavLOPA9mNF9LIAlfEHhKuhniCAZFgeMaANtWztNkA1lFmVnZGum1nsqTm2j+zi+22RK3NrcWfzWga8zG3HXxlTg+hCkPk82\/dgTXQBXQI1KBMsWuy\/u+X+mF38eofoEvicA55rqI\/n\/T9H4yh8PJRg8BRNXUK\/l0Oxj1nvrHZKOi+ie9HH5j1vDtTxG2lgf6W9U9h2l2QE8OyTzarsyjgXnaSFSu+8O2Loyn9I\/Q1jXY+u8IfBpUK00bD5+Reen7fVbOnbRoVo90sYWuUhAyuJfpseuzqjnRommX+K+BVlvQE2zb3w+D+znfiqRNkd5BIE7kMBBRG10vTIiLgr3tfX2cspPp4Tf2CYDUBUq4\/7R7ojLtYhivmqE\/UP7g+BVJPa7H+TKo4ghI+8eLjgXNZGsqw2icw+KqxUS\/d7Ynz\/9i2hwwdLkXBQvUOdrJsyyi\/Xp3f0676i5QWMs5O11GMXzit47QikNNxkDS\/mqMLgbuDB+PBfe4bQCemKxDS04Ug0GJYvBc+blvWJSXwaLYEEhrXrSDpFzXBz7PTQSp6FCQ6iM6YiUpQPPiklhFniNmCctSUSg6vdMUXmPU5g8aHUlPu0hhzA+WSBEaYI2b8PZ4JNeiM8YRAkhXIfKwKkGeHkEqUc2SCPJ+QLEu8hcBfsKTjbRLjrNJAt5Sk1J7Ta0WE81ZqASOyeusU8VWJdfJG3E\/7qWP8vijk6M4\/SxrXI7qjZANqoOTM6TJYmUxhiO5RFYe1+AuAFjW9cZ\/hKOstwh3B\/wKAhyxdEkj9OQzhWYXsh2SHq2mpiGTHy0i5gMid4JsU7TmMcZWQXtnE4Zks3C2w4k+vS67weAJ8SAwB5IYivdTCJzpW90oKj4cXJkVPLxOJuf7rTKXSC6QsMFSdGrezVCVU7UfV1N3V4uY7K4v1NhjlIOYhhuk5ZjRFFbxc2n8B2JY20wUe\/O9lz\/0mG5nkQFLxAwUi4oBt9hb+aarhz1QCLt+ZWmhVM3mco3q3rgz+Jbb8bibshpjzpfTxe8DKgvPfydeW0PYjm\/J2oWpWA7P8\/vLUclBxMbcl4qEyYSpbnlDNFYSzTNVGqXjV\/BCwha278ZDV7AK8fSqffCqOqdNtRw1GDO2pDpoSv83k1IkDYP2VA3h600uzLclOYS7SxKA2W11T2jAlzTSTXvpu\/R9imcsV1rzx6BwHwuDqLD47EZ+9LkQIFnBGAu0s+W+RJWi6GzAC\/Qid7JcTz\/bBcYC86eLuHYmb3CnKZkmB25wGGLEXOK4uCboUDcvo7Md3VqWsUDFl3BOQyAri3QjNbvhc62LkoqeMSYUaBkaOXFIp09I2OvOt9Z19kYE35iB4PgR6p1dlwVRNGnaawFGL3cUSPwxioCfB0+9VjB6GSdpdbTCq\/Y704XhsVJbHt6EtVk7T+HzXm0Z38fjq6\/p4xW4mexy+UK9mENN2r\/q11ue8RQJggZD7OOcGCFSDrjyC2OmhNQGVy\/iVF5s+LyvJZu5m66tVrShiSZHzsG8KBiKvafIjcK3HONglAFqV64GOXfyonlH046Yo3\/yZfvnnxL8wH\/va7xmDXBdJlB5v6yKbxliK0WDt\/aS50WWA4X28WftH6jCz9B\/0uT5yuek9hHYI5ANW85jaSJ8ZZWutSlwC8h0a8EpUePRAVfaKHLdfjVpDwv22rNU+BNsOZPtiJsjfhwaDtK9rktbaJPVzBLh0xbiLQwxQNb80Yh+UrGXpZkGGBGb8JNS9zRitxsjnE\/KeoESX8U3UcZRZiNHVmWI4WlV5GklYbjMH\/wq1vHW+vkgBrrYqYioMpKwyXvCCPOgBtcJM5OmN4S1C4TNo3F0JfqG2\/ML4oSNqmUDUrzEByJZPiqfsTuQyv03jbOezZ47Jk1LeAEbkrLC+AW+MEyFbCFOVtkMLpF+YrXdi\/+2u6J88y6k6w7EnXIEofywakQAPCu0shWlC06T+xYWJaqXvx3s8L9OvkPu9K\/9QLsS2Do4NvApK3ZoaglQOFclfQIW\/0k0vMO0iEdrXQ5+xH8Z\/wzUHezOgLnnDpbABpdsotDvipgZ9hGRu1G3SdkaRcvYoJSDWdd3vyay+qQc9mSYTDRqbi\/3LTX9SG2isEIFu4IZ1tP\/dZQlIPyHLIOxv8YRAUXnASm1Pjg7ASNji1YJbgb5mMU+dDlIiYvBu3K521I9vOXcg4NrFb9ym7Szx5ka+ppIXmUIE+U4PcHf72X2akySDJynWTP+oXrcXDiYvOQJ+sMhfNFT8qxJFlYqOY22xDxPpCC\/iNSYYggmcVCy1jzwL+7J2xIQLLLqOxzdZYySPlZk0dRq+2IIItuwUkZnthzOduAPBMEK4xBaYvfAUwNo9hK7EUanJhWK7di1ttwU\/2Of8Boy+v2rLD36iE5WuzVR+gaOdBaiBG2iONguO46X2ZXRpZ4v1xw5K0FJr\/N\/CGFO9FyyMGDqY7yUZHzGvfL142Fuf2HPEkn8bVE3HWFgSltvtJVGHNPMORpCoq1lDDyc9hWvf2O08QvjFEa+P3UGkKPKA0rpJDPmN4H3IFROj+XHNAfi0xiCltHFCYX0\/0WPs9DYlXlK5Tb2VO3+z8SM4oxYOPZTtsZI168AhVFBnXFuBgi4ZrejYeOiSsRvGptgmUelUG3McVTMvblZu\/WK4QnFtEY+dEzt8OwG8rGNqouK9KE9+8YqQUkRpfwhe3OwOR9qajrcKUNNQbz8jKX33KDQJSCKEywhpHzZyEhvfpjovLz8N6g3xC53268ZrU5bRXP9FVRJ1lOfR4ticlhB+O+mOg2OKpxbOrOelTSRdRbOStEwvHyzM8SzEaKZS5RSGUsxU8o+ZBcQ5LH+CZLE1ClujXZ\/30WdT9UB\/HwwlHH3aMn1YzrHZpdv8nZQ2yM9iTRiZLDoEb8ntXg6AvDIInGLCwGuF8KdflMGM1enhKl\/hgu52Y5zw2RqB40maBg4oUy34+W93Hiug+Q+nAMP7cc0buCtkjds8G\/9e6Lbh2InXIbN9tXTj+0Mfbm6HkQCm6iYQvPovlOZv3CeDGD0iOYj+OOUiRaVcyTR\/LMsUjvf8okqChEYqWCJW1YF0A2NAT7R4gwZfu3ANyHj9GXaCqIGpMqPgawf7Smcg2fdZzINHNBIVro7AjRfvsKNG2kbNZEW07Yxj6j3MB4CRpihjxHccEDskBGpQ\/NkKX35N+AFcf+OEfdZ3Nid6Bh7dGGh+O92Jfm3YRrT\/KDTdbFnCqUk4OKrP4Dr2Aiz6w2KtfhOLwHXWMWnOyiMW\/LTUxlYfJ47a+RPTWbuB+Sf1XYK4SgF1\/rbEQJ7qCTHEMSoPMbCJ\/tn3X8j1K8O+WQrJnpqlUajXhohTkLZ9QGTnQKe40nMmPG3aPHcX+pXIyhRkbV5q4yx+xOqDw8ft82j7tjkPBFz9N3eI7CZWzKEtRF4bi34nANKfLoefoFxlvulYaVl3pkGFYYBO0x3umd16OCtS2Rk6FRn49I2RZ3DeAsnL6sUhLJHYrr\/61x7ZP447EMdi22fIRuaJ3cjkNKNhBLnQBv0364M\/avwjk\/KfXC\/yT+mQGS7A7B2dnFOL3czSP8PQKoYQF\/xD2Isb7pXRrtcog4PrwPPlEbRLLZ5fRAWWjahg3auDgoAUK0+KuLigIVG5kXVGznMqyV6GDBOaKk+QwxMPKIXC3rGx5GzNvtpjAWk\/wDJe7SsHG5THn3T3+RGolw54itD5KQSgvyFZSmqplv3yceiKWo62Z2HAgZ4tg\/ejFi1mTH53mrvo+B91\/OXQVoRZri05grdqy6jd\/8tw6KJ5ApwwIjQSuZhwC3t8FbpMDCqzJnhWn5Tz8Q1YhVjRk0jTTFVr07zVBDbcGZwWXefIcNtyda5366j8KnMOFkB8BN+d1EEZGKwTNA88cLzbX1dq3Lad54iGFdx4T9rnpqi1olWTUftHbtGOABHUT9PV285dQLXv9zHfAgntq+fzgJrLDvv4UBVk\/pss\/OUGpolNFbftLsBJAHae2gDWCsvzS14WTvnuyFnsS5bf67uQY5qeN9o0fN+qhyuinZkx5dHtQOvm8+WKf2ys7aaz1631hEUrlyG3DVvIV9dR90XUXCvxqjvYUxmDpSZuPGWqIatao2+GWJIFL1N+v3aKUIrIuStwxqKHFx9TOULsUaR\/t4ABaAf7MMbboEqLnm6JJQs+0LCTf+ZjSHna2ojB6I6IMQ\/kPom09hPC2xxUCbd1Lrfd46qItuX1y6otEqZck8y3J0AGC+D8\/3seAgkToq8txQQlSEzi2eZamabgoR9jKdkPdInbkmKhJIrwOj6i+7YStvnmRoOuqGiw4ZXBz17TDw0E\/kIn6DgNVYcxZOEh3N2bSlJeoRWPX9PyXfzdJHtK8eAoBT49fu0tXe1VbmBT5pkN8YWtOyxAYjgr\/LNn6OrIl6Crff0s05+aInwAGWeGQnQXXFiqZtam1E70tSf8nrFdzxqtL46iCWRKg4oq04Iu4a8q1r8gFIyAbK8YxiXH2xt\/7xtkBG4AnMbmv2HL1zDHuD3JMOx8uC8SC8eatBfDviFiJZd7wPOmd27l\/1GOBGsLXbZLMWMrYemV++TP3uEm\/FU3VmJOdNMlenbFBgonZU\/fUefvO0xOJI56d17iNFivHG+E82hqfBG0Q2ExnmQIZzeTTR6R0QuQCU7cSD26SBtTZk2Wzty922u6iBuqJPxywzJvcP41aB3irO6ZTqqcYCjKf7dHlxp\/Ea4aa\/5CcuJVnFeaCN6CQFCMPj3TfDSt5FP0nRGLYRuDG52OQl\/l0UJaUIHsG+XxwqBhnW5xjlxohqLlurzZHq2KJB4Zv8wm7TzVFa2tHRpOgRTZS7RXk8eS8z2Sb9sKbor8S5E4XiTy9S1GD3P1En0VFHGLgSfiCPDKjduaykVAoHGMA44N+LZaxBpVoSItqwOLYlfdh3zeQ\/rjgqffdlHSOjozY0gdThmRv1aDN4poM47CmRgfcGNzSmX6Nlpea91R+LxZ8Re4r4UremjtjCkIvmzwJWMh5AJV4pWPRWKIgLmsm6Wz4Of+yaXIVNl\/wLrMjwcS45w9ouROJEoCgi6jr6zrA5m4fBE9Zo\/QozyGr9H1MZSAemeQ7tlqzWkiZSBpJxkOfdMFJK1tC\/ibTlcSFRwFYoFFmhZomglYy6MaXrE6Nm\/F4S\/lQSSW+alBU9i5CyLdAqj89QOcPlvg6daWSshWQvK05UhZhXuZmfxCSuTBVhsKjCPx9JUjP2180p4ngAq5BYYNOBooiKhcKhCVCDgWgGiE4dlJjabCpKrqqZ3dp2Bonne2Mzj2b9JzWBnZ3ilZCNxvkWGR19FC+35QYur8sTVE9YW5wC07iERawUvBGewQOrBocw9iJFC+xCGO4HsLxAJavMQkNdolFdhFRAdGIcU8lx0FPoMiFoG0rxzCuGGPuF893Te6\/5oGTCLDkOdYxjGSOotDwp+oN1iYSepX\/OJEraMNHUTf8UBLPkn21jk44IrNHqe\/zqDOGW6LzZ8sf\/XEATTAKqCQy3ZNVNBEqs+bDRJPzUlKnRGPdq2UFbk0lLG03s8kVxXIqvCLEVw942nvoN1\/cwo0vbVJlmQls3TMzAvPRrq5VphSmdljnkl03bny3Ul5kJeDe9kJzoRnpNi4G2VIs9wSESI8fpuW2eBKmCZw3qWM8AUcSJx0RGxojriEyrhPH1A37WTqxK0qkq61pfvn8KdnbC2SKIZ9n\/fVkw4io3UxPZRCBvrXdOrHkkPpe032PIg76H546uLMPaJrEBzzkvkA+cpucXPHL5hQdlwH\/rTZLBxzrMTEtQTlFYfK46cZkG6p0aila3YmRw0\/Sd42WScnCWDri58B09h62vWvDTgDPk44eB8letb\/LZVnTkoQi48OpEwhfd\/1sA\/e2UUnR+jKp2DseqdNI13+LDXU+UaGnxNyoBfOeNmPfEvCL7nuXzYk+z4yeNKJ2CILSesyGlkdbCeCxYhiVxZ33khpDcgEjOiGJRj17sutSjxPa7s5VsX94bmlOzkiwY\/556Nv5io\/6+DO5VnuSJppAGhs4NxoEcPmTGgNQtZ8LphkvzE86HPSkqEOxFbns+A4Ya35\/oAzAYEvgFyI1+3MlPsSGE65p20PEpQimAeSJgwel\/G4LY0qD+utmUo2\/pL8KrX36HumxMIYAFofwIjJrFqk1iGUbbjP8JbeX1Wt9AGHvFA0Bd8fvGBMRri1ep57l1Ir6DJVQiMhNRVZIkecsp9D6kdmNxX+5LiBRIvRarBl1WbozdlmyKR\/JcvNrnsaTuwjjfPw0\/X2Q\/yc3el9Rb2Lnbyc9k2d1DvmxUgjAFaWMdd2xbTEm0e6g2MEtdWSf5SZPMX5CfxY7LkDeqY3ZqPd5+wKpEhTsd1MhbYgeyhoDZp3id8KuwqNokp0lJIIUUGkQFqVRMGco2TC0dqvy+ZVrUF6Pg+8SWCzJJoj15\/QyOmA7ZjIRu6hby4P+gjerc1QUVu\/p9k8iz0Nm1ldPivnG275XeP9bmssdVrEpeI57PUoxQFxmEa5wMB5SfX+cuaPj1+\/x3sjJlWxzGsxt7Uqb\/FBhKXx1M+Iz6cSgFU0PqS+RSRBZ1upp5J2IYeufj4x0NTRsJrLudsRCR\/fcjlSOTbozjm40tB4oLQJP\/rkNJQmiKYPD5KEFdbtLFzmv1pyILSIhrIqwz9qawGJedAT7ZTmtsFZW592y2l7vCqY9hiAIN6uhnmDUGMaaiONDdlDNbFfqP9DRJoJKN4vBRBTtxCRi5Sx\/pC6pwabP+LW7opInehYn49a12+FQxKvuX\/LKKIfEw11w00LPI2kijbf9sBoBiH+6mX5\/opIgcROoYfw+7cGKqd3cDPgLuATOmo\/4U0a4giSKEjevJCFQI4dNdGICReYMDKrX\/VATPhx+a7ycMUJOKpAeSdDdhoM9y3rsWu+F8relB1\/r7CI2hS7ZczrSEns20IIbzOYMflHwgKupJHwT2kmnLm9KjJDoWlug25MXwXus8CdtlUvUzwVrrQzs+7YpASsxl3fnvFU7VtONLbHtOwu\/3AepjM5+jlWyB96oFMvD6pJgVsiL5O\/rqFbDRPXH7Jd3AzuA5p\/p260Z82tOflzdWU2eOY5qHw\/Z8Hfo9EfVELNbrh2xfxMjDJHNV+oYG7d97u\/Ke+WfQxta5LmG+dICLoPrCqazfu\/Eo4dLDbcudKG\/fywbGJE81L7wB1NE1ryac320NAHsHo6rEYpqnxhenZMRlXrlww7RhRkWaq2xrLrZ0cKJLLON1h2KYwxx0FrO\/d60rteMNWi1hCpno0jNObjL3QSsndNkUSarYLD8XDYlgz5o4qj6+0QouFaAFSRiLRTqVE48R\/nzODmToiaZ3jfwByqe1XD6DudEJ9G5MJVQIt8OZjwnaztbTDg9DM4m1qA2vaIwKxa0T4Bae1HB+Xs+FFL0zloPteCxKZD0H7CvpdLPMVZ51V\/OK7KSwqu1\/sMCPtNkj8RgGEevY8ZiUyUoc+8v9qtp99CLF7hB3bqaI4AjLAeX6WOaercVBvCfSC7ByLx2MRWKWtzrBpKfKR\/siV5oHUjK1+0oAtEMinm1iBfYn08QoGLjkSNK+bzR\/xe7fo\/JCMrVYJxR+snEHX8VBPC3gq8iAqFJPrnEo\/8pDFMo0v7k34AAzzyIE++8xpe5wgws9Hgv9+oD16jTBDLjTMvVUrEJg9OEchnBWNXDOxgf1pKx6ZogfmJsje6SKXJmmtpv8lzkOYcSfLqSHLyyBRoAh+25httN4JLxfaxsr4zIlluIZTLaUpjxs1Asoo9bSN2xOWI0BufHtLtsi15tgFBr3ly28XIYBe1lApWCUuPmGGhAcM3sm3M2kEiRh\/6UHwWYbjPfXplP63h0AnYofAMDE9SftjyI4oLZEyuasrvVwu15ad0phEyJ2xXXYxM+crTQo5P\/DPwqWvIFFd6\/7yP2f8o7VCn4dSHw7A5ku0NiCExsgnRfGLaHCEh6hdqbomCaZI+ejmvS4nJsuEmB+FqWNl0bT4uuyybzMmsvRjB6owN7azw3FwOWtihUu1KieqR4bsSJzgulF+aJmTXQ5g2tmOp96AVKnqGvwVXLIknddFWY1cOmakfZTvRMnn68yy3\/\/WryvxIXKdvKiHfVVuS9xar4EIl2d0Tq8apMejCu89NQvhFxfM6kN78vbgXAu6OdcNB2nXjgN1fsEarQXT8X9hzEXGIjWuCmNifG6f2vMazCFrKQy\/WL4MMRKT9u4HDywqHf\/CjEX0HNT+NbDuVh+MbQfkDVzfpLhAfWiQy3jtuO637WziAYle94Cuj4Q61+vgFAPpiGKzmsmZjvJl8h1bprC3vHaBltj7c+CToeWCMTJ5BC+ZoAv0kdJ+OOPgP73akOEMLE+hymiL24qjNPq6lpDqYWe3ttRKtcxa7KnIr2MC8CfD5vWswkMZdmfJ6\/5J\/uoYt5l1dk3KGre5MGAkc88lerRKQn1cJUgp2i1FJ3OsjmRVMkQXavwX1mDk6xqwBaPjXtWGDhTELbz9GDvX1NHcWH3hPASotaHk6ohvsv+cfTQJKcqptCEbayFSafdnL9xQcQuWGKn\/yHStP\/Man6aDnKWOf6KMxlRuIE82wMYEBZqS0fBbxueIQGHk\/tGYmQhMpZMchkMwk82hM4RpoJA8TclKNkI8eJgwfCggzx8HcTjLxuX\/osyjzxAPUzz7TrBeJT+bFvRi0OE2G91gbXKkuoViReMsQhZ6A4wP3Nwf1LHxDd09FvijUZiB5s+Ts+oTj9neT+KB4GxTz4azuRzwGMTgahYLU4Pz3oLoYOwOE7T13c+p3Zy6twaXGbI5jH51AMRajV0OVIOzcXCX45JiWClX3\/OzxbxHZpLY9BIDgcftje6dIdIbbQpDEZdiA43SLrHEVs\/CgkSJGxQr\/8W24PDrJ1fE29nzgHc2M+CIlPFltg6BNMwRFRaej5CzMQ9bUNUTQ1mO8ltJm8ji+kBDuVwT7W8YG30HvGDuEJ8sLs7hoaW3Qm2Sbstx1kFwTd13E24efQIUC\/ZQJvko7HdqHX5dzR2Vk6PKKD11xy2GtwNAO0ZqY7QRXulgqzX4eH2ViJC1eV9L4qvWJObHM1MfrGQDoBy0SsYPO2jEkb07KOu5bUjlUEJLf4GeThga9zvwvotwUPDPQoe1XiSy50ANx45PHFiQUHfGGFRhz2OuwicxLMzOAO8rfcqcFGdHwKny\/E1hz\/GFR35ubuTDnpcTiLMvrWyyFSseen6UNknJ4kbQsrhxKLMsmE1m6BU0vkPKIFvmp\/T5+H1UQtB5Cqhocjh4OPhvsDjxRnsKa\/qq7N9EIFpbM9vkqHACPNT\/RQZVvJYRqtbNhFWc+IfpkGC+6teAWjpIjSjjiQ+veXtjVnf\/kZfqEcZcO7wUnRvjCpsObgxa90l8cYuZkOsdfwo1AA3sC54fNWoV056HYXizkS\/CP\/N1glWPlIfynoiUKFrTc6h1a86MfJGEXre7SsHzaZ47+0zAw9OXw\/EceDqRNo1wrQ6GzA\/CNL80M1Pg0PXoOOeVxBOPeRBj28Xqip9QsV858x7HaJ3csFAn2cfFRm8QObdIrn+0O3zd701xKKXo+ZKXHkFQnu1B9rls5mJllJEfEN9STxyeR2pAp7r4ir+xko7b1iTw3Mce37VbtMTSZBmTs12d2ddfj3aOgw52Y\/lnvx7XCmW4KiIg6PrMjiWiiUEUC+5CXOz4EYFuzQ0VINbfoMm8En2L+IaHkCEH6B+St1uIhVJYuJ1n1OblGEOUNq25PUy3WiK+fMp\/efaQebyxpQQr+Hq8Jw+wKKWUBCUFSJlPctvjHX55\/kg3Rkt5jlPo0d3U3W6HL90BaR\/j9PbUXflxvVMbCK49p\/cC4v88CNPJZGGiQvFFdt3WHjp+mKwzrSLb6xrEUWtmbtxiVW+H1DDlx6vKsVHOCk\/fjdOb60y3YJhq3CVDIDia4Qzl273dbc5Usgp1UbNFxV0F1suTQazN8BccLKSG+t6g9xbCHA8AtQ+7d8sHBcnCRoIADH4hr3+Cts4w4p2LuKxLAqG4ON1LuHld7DRo8kmbUm2Ya1itLx2zg13wvJ1qNNni8F9SdxggQSWCARKIHd\/Esb7WYk13QDD44w0BpOvSwYsFK2ggB\/LdBYrP1t6bT5hZeUX6bEz7EThvJIqmKSqvFth2Te\/6n67knT8Dz6Sb\/ShC+t9Di5zgHOtXvs+IdyHpcvqcGg\/rSwgTWm4BMshpabuiMhPyKDDxm0JrsFKR5Y3sAf5XYjOUjBmhxu0BUqmMTwbugrrzAe+ScZxaTfH3OypWVr6\/FKnjUDX85gFOWyAjuV304aRdva9WMwEZIBD82yQPI\/TQtXylMYwGVfprzSYQgfLOarjzrSEk+o1Ko3Xc9Qljk8CF\/DOKEMKHf1zbp9XkkeKKPziPHce7CnqvD9AYK9WQ\/dJOIY7qx1VTEtnPK533G0UAzI49JTjG1n\/rlfs5a7Da3U1IetxfeP2wUTzM3g2C6IISO9eUTFNliD6UoAVecfYuhvJPToGGFRdtwsrMgwk9kvHgDwfBLCn42kGRLvtz4G+06mOZE5Y9udujw+QkHa8nYCT5I9xqRCkwUslWiCk4jC\/\/6Dqwez4vRmIku+chcjEgVAf70zlNMBb7E1yWUKUSPb7oKkAuF3T67FpgQln2HbamEerpJK3o3T7FBR7PqYaN+ii3ykv6gU125Q4vtCWEN0MPTazvpj45\/mmxj90Nf34hR6udOxcYIf1WEDO8tPvbmZwlKP2Q+lyjSJizL5q+w3PCpTzbHmtcH3fy\/0NL2c+Xn12r\/jxHIi19nRZ4r3BKKR9itbrFgxUKFXfhaB16+GMHw70+6dhRPX1Mq8A4xaMhpbXxmb8cVsBEDQ2KEfuADQPhJmFzW6mQv8\/DDOX17u3hnfyCRYPg9rBmR+zCZ9huXnwyhAz+rfPf1gru8H5jpIH+MN8rEbna8l3Xa2TH7UL2z3y+kCldwBOZncPUtpv6yO78UJuVOLwocRU+UBItqyFqo8\/oQdheKRUw6dyLwO5K4IWISlXkBuPvsSsf\/sPBq1ka\/hcy4+34ssPwHkbtv8CVZdulXKA0+DontI\/mCWKHiXQk4DnNZpYpJxQ5Aw8MUCR9tk37kCR6NXfhHH7i8vg5308qLxKEf\/xQxsk\/870wL6eRR+RkUS7YijLTl5Uw43s8jzL2sxAedc0cD5201v8KbOOepAkF36XKUUqjXJQ\/e+kVcrhaN\/arQmGxAnxDfSdDMUY7GPrADsVNIWOKIRYWEdjdbKFxV5taxhZSAm08rlny0pNIUlr3PdobYGx3SzXA9y1m182KhvYKFcD9DnFWHLtBEDEl6Xm2uwuDcf60SHoNRAZMyVPnwgDrONm6wyQ5X0Bp0jQyd1pXMgRBF37G9xDi3PdoF2OJsvcWUTxAJpI0rmCmYYJmp97WT7I9j8FaxsHZJF+WPrtEj5j2XUm7lWCFB9i4+2cjX4f+6QDfpUVU3mlmEWKoIFQaBXRPugRKWkG\/z\/\/sqXnTMLu1Ru3FLIQH1gEHIIHss+7ROLpxcNqgoA4bri7V1i7RuVvUuLsUE5C3aKqi4LxwnRi9k2\/29G4fVZn2o7N\/NMmdKGkUGyVBG\/ww6XyszznhoANDRpQBHq9ajpc0EIcsqqUFh4EdV116i0faaGbEhLdeVRh5HBfSL6BSydKOmwNXIZJ0nvFW16NnGSoU8wMcVL7MAOlba+AnnGbeVEyase4hQycRT9chdxop8g+EBCr6ViHkcG1eper69ijaWk57ephBGwqH3UEheZegVp6qvg2wy\/wA7o6tQodX5nJtV6DgdRsohoJNN7\/+9cNjiW5OY06xogB\/oMuD2bGtDdcHdfOkhLJkKDeQu7ClkJxYnJH1dkkifP4QpWz3KdLntVJtgMBReU9NIU5bodsWYL3IpQdzos43ncR9YLZrtuPoSjBHzceJWAAA==');background-size:cover;background-position:center;padding:80px 24px 64px;overflow:hidden\">\n  <div style=\"position:absolute;inset:0;background:rgba(7,25,34,0.85);z-index:0\"><\/div>\n  <div class=\"content-wrap\" style=\"position:relative;z-index:1\">\n    <div class=\"breadcrumb-c\" style=\"font-size:12px;color:rgba(255,255,255,.45);margin-bottom:18px\">\n      <a href=\"\/\" style=\"color:rgba(255,255,255,.45);text-decoration:none\">Startseite<\/a>\n      <span style=\"margin:0 6px\">\u203a<\/span>\n      <a href=\"\/batteriespeicher\/\" style=\"color:rgba(255,255,255,.45);text-decoration:none\">Batteriespeicher<\/a>\n      <span style=\"margin:0 6px\">\u203a<\/span>\n      <span style=\"color:rgba(255,255,255,.75)\">Contracting<\/span>\n    <\/div>\n    <div class=\"eyebrow\">Contracting \u00b7 Industrie &amp; Gewerbe \u00b7 ab 750 kW<\/div>\n    <h1 style=\"color:#fff;max-width:820px;margin-bottom:16px\">Batteriespeicher Contracting \u2013 Erl\u00f6se ohne Eigeninvestition<\/h1>\n    <p style=\"font-family:'Barlow Condensed',sans-serif;font-size:28px;font-weight:700;color:#fff;max-width:720px;margin-bottom:10px;line-height:1.2\">0&#8239;\u20ac investiert. 25&#8239;% der Netto-Markterl\u00f6se \u2013 f\u00fcr Sie.<\/p>\n    <p style=\"font-size:17px;color:rgba(255,255,255,.78);max-width:660px;margin-bottom:32px;line-height:1.7\">Die meisten Anbieter verkaufen Hardware oder Strom. CUBE CONCEPTS baut das System dahinter.<\/p>\n    <div style=\"display:flex;flex-wrap:wrap;gap:18px;margin-bottom:32px\">\n      <div style=\"background:rgba(255,255,255,.08);border:1px solid rgba(255,255,255,.15);border-radius:8px;padding:20px 28px;text-align:center;min-width:190px\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:38px;font-weight:800;color:#fff\">0&#8239;\u20ac<\/div>\n        <div style=\"font-size:13px;color:rgba(255,255,255,.65);margin-top:4px\">Eigeninvestition<\/div>\n        <div style=\"font-size:11px;color:rgba(255,255,255,.38);margin-top:3px\">CUBE tr\u00e4gt CAPEX vollst\u00e4ndig<\/div>\n      <\/div>\n      <div style=\"background:rgba(126,186,40,.15);border:1px solid rgba(126,186,40,.3);border-radius:8px;padding:20px 28px;text-align:center;min-width:190px\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:38px;font-weight:800;color:var(--green)\">25&#8239;%<\/div>\n        <div style=\"font-size:13px;color:rgba(255,255,255,.65);margin-top:4px\">Netto-Markterl\u00f6se nach OPEX<\/div>\n        <div style=\"font-size:11px;color:rgba(255,255,255,.38);margin-top:3px\">Ihr Profit-Share<\/div>\n      <\/div>\n      <div style=\"background:rgba(234,88,12,.12);border:1px solid rgba(234,88,12,.3);border-radius:8px;padding:20px 28px;text-align:center;min-width:190px\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:26px;font-weight:800;color:#f97316\">1. Jan. 2027<\/div>\n        <div style=\"font-size:13px;color:rgba(255,255,255,.65);margin-top:4px\">\u00a7118: Stichtag Investition<\/div>\n        <div style=\"font-size:11px;color:rgba(255,255,255,.38);margin-top:3px\">AgNes-Entwurf \u00b7 IBN bis 4.8.2029<\/div>\n      <\/div>\n    <\/div>\n    <div style=\"display:flex;flex-direction:column;gap:10px;margin-bottom:28px\">\n      <div style=\"display:flex;gap:12px;align-items:flex-start;color:rgba(255,255,255,.9);font-size:15px\">\n        <span style=\"color:var(--green);font-weight:800;font-size:18px;flex-shrink:0;margin-top:1px\">\u2713<\/span>\n        <span>0&#8239;\u20ac Eigeninvestition \u2013 CUBE tr\u00e4gt das gesamte CAPEX<\/span>\n      <\/div>\n      <div style=\"display:flex;gap:12px;align-items:flex-start;color:rgba(255,255,255,.9);font-size:15px\">\n        <span style=\"color:var(--green);font-weight:800;font-size:18px;flex-shrink:0;margin-top:1px\">\u2713<\/span>\n        <span>Off-Balance m\u00f6glich \u2013 Eigent\u00fcmer bleibt CUBE CONCEPTS, Pr\u00fcfung nach HGB bzw. IFRS 16<\/span>\n      <\/div>\n      <div style=\"display:flex;gap:12px;align-items:flex-start;color:rgba(255,255,255,.9);font-size:15px\">\n        <span style=\"color:var(--green);font-weight:800;font-size:18px;flex-shrink:0;margin-top:1px\">\u2713<\/span>\n        <span>Profit Sharing \u2013 25&#8239;% der Netto-Markterl\u00f6se nach OPEX, Open-Book<\/span>\n      <\/div>\n    <\/div>\n    <div style=\"display:inline-flex;align-items:center;gap:8px;background:rgba(234,88,12,.12);border:1px solid rgba(234,88,12,.3);border-radius:6px;padding:8px 14px;margin-bottom:28px\">\n      <span style=\"font-size:13px;color:rgba(255,255,255,.75)\">\u00a7118: Investitionsentscheidung laut AgNes-Entwurf vor dem 1.&#8239;Januar&#8239;2027 \u2013<\/span>\n      <strong style=\"color:#f97316\">noch <span id=\"days-hero\">83<\/span> Tage<\/strong>\n    <\/div>\n    <div>\n      <a href=\"\/kontakt\/\" style=\"display:inline-block;background:var(--green);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:18px;font-weight:700;padding:14px 32px;border-radius:6px;text-decoration:none\">Profit-Share berechnen lassen \u2013 kostenlos \u2192<\/a>\n      <div style=\"margin-top:10px;font-size:12px;color:rgba(255,255,255,.45)\">Kostenlos \u00b7 Innerhalb von 5 Werktagen \u00b7 Kein Commitment<\/div>\n    <\/div>\n  <\/div>\n<\/section>\n<nav class=\"nav-reader\" style=\"background:#fff;border-top:2px solid var(--border);border-bottom:1px solid var(--border);padding:10px 0;position:sticky;bottom:0;z-index:90;overflow-x:auto;white-space:nowrap\">\n  <div class=\"nav-reader-inner\">\n    <span style=\"font-size:11px;font-weight:700;letter-spacing:.08em;text-transform:uppercase;color:var(--muted);margin-right:8px;flex-shrink:0\">Springe zu:<\/span>\n    <a href=\"#modell\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Wie es funktioniert<\/a>\n    <a href=\"#stacking\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Erl\u00f6squellen<\/a>\n    <a href=\"#wirtschaftlichkeit\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Profit Sharing<\/a>\n    <a href=\"#risiko\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Risikoverteilung<\/a>\n    <a href=\"#einwand\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Einw\u00e4nde<\/a>\n    <a href=\"#mehrwert\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">F\u00fcr Ihr Unternehmen<\/a>\n    <a href=\"#prozess\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Ablauf<\/a>\n    <a href=\"#faq\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">FAQ<\/a>\n  <\/div>\n<\/nav>\n\n<section id=\"modell\" style=\"background:#fff;padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Das Contracting-Modell<\/div>\n    <h2 style=\"margin-bottom:12px\">Wie BESS Contracting funktioniert<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:40px\">Die Grundlogik: Sie haben den Netzanschluss und den Standort. CUBE CONCEPTS hat das Kapital, die Technologie und die Betriebserfahrung.<\/p>\n    <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:24px;margin-bottom:32px\">\n      <div>\n        <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:20px;margin-bottom:20px\">\n          <div class=\"role-col\">\n            <div class=\"role-title\">Ihre Rolle<\/div>\n            <div class=\"role-item\"><span class=\"arrow\">\u2192<\/span><span>Fl\u00e4che und Standort bereitstellen<\/span><\/div>\n            <div class=\"role-item\"><span class=\"arrow\">\u2192<\/span><span>Netzkapazit\u00e4t bereitstellen<\/span><\/div>\n            <div class=\"role-item\"><span class=\"arrow\">\u2192<\/span><span>RLM-Lastgangdaten f\u00fcr Dimensionierung<\/span><\/div>\n            <div class=\"role-item\"><span class=\"arrow\">\u2192<\/span><span>Entscheidung Kaufoption zu Laufzeitende<\/span><\/div>\n          <\/div>\n          <div class=\"role-col blue\">\n            <div class=\"role-title blue\">CUBE CONCEPTS<\/div>\n            <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Gesamtes Investment \u2013 Planung bis Betrieb<\/span><\/div>\n            <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Herstellerunabh\u00e4ngige Ausschreibung, mind. 3 Angebote, LCOS-bewertet<\/span><\/div>\n            <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Multi-Market-Optimierung automatisch<\/span><\/div>\n            <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Betrieb: CUBE EfficiencyUnit<\/span><\/div>\n            <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Einzelabrechnung \u2013 nicht gepooled<\/span><\/div>\n          <\/div>\n        <\/div>\n        <div class=\"def-box\">\n          <div style=\"font-size:12px;font-weight:700;color:var(--blue);text-transform:uppercase;letter-spacing:.06em;margin-bottom:8px\">Definition<\/div>\n          <p style=\"font-size:15px;margin:0\">Das Contracting-Modell: CUBE CONCEPTS errichtet und betreibt die Anlage auf eigene Kosten. Der Kunde teilt 25&#8239;% der Netto-Markterl\u00f6se \u2013 ohne Eigeninvestition. Eigentums\u00fcbergang optional (Kaufoption).<\/p>\n        <\/div>\n      <\/div>\n      <div style=\"border-radius:12px;overflow:hidden;min-height:340px\">\n        <img decoding=\"async\" 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\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alt=\"Batteriespeicher-Schr\u00e4nke vor einer Industriehalle (Symbolbild)\" style=\"width:100%;height:100%;object-fit:cover;display:block\">\n      <\/div>\n    <\/div>\n    <h3 style=\"font-family:'Barlow Condensed',sans-serif;font-size:22px;font-weight:800;color:var(--dark);margin-bottom:20px;margin-top:16px\">Contracting oder Kauf \u2013 was passt zu Ihrer Situation?<\/h3>\n    <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:20px\">\n      <div class=\"vcard hi\">\n        <div class=\"vtitle\">Contracting<\/div>\n        <div class=\"vsub green\">CUBE investiert \u2013 Sie profitieren<\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>0&#8239;\u20ac Eigeninvestition \u2013 CUBE tr\u00e4gt CAPEX<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Betrieb, Wartung, Monitoring: CUBE vollst\u00e4ndig<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Off-Balance m\u00f6glich (Pr\u00fcfung HGB\/IFRS 16)<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>25&#8239;% Netto-Markterl\u00f6se ab Betriebsstart<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>CUBE tr\u00e4gt Investitions-, Betriebs- und Marktrisiko<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Kaufoption am Laufzeitende<\/span><\/div>\n      <\/div>\n      <div class=\"vcard\">\n        <div class=\"vtitle\">BESS Kauf<\/div>\n        <div class=\"vsub muted\">Sie investieren \u2013 Sie behalten alle Erl\u00f6se<\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Volle Eigent\u00fcmerschaft und maximale Kontrolle<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>100&#8239;% der Netto-Markterl\u00f6se im Unternehmen<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>ROI typisch 2\u20134 Jahre (Richtwert CUBE CONCEPTS)<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Langfristig h\u00f6chste Gesamtrendite bei eigenem Betrieb<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Keine Laufzeitbindung gegen\u00fcber Drittinvestor<\/span><\/div>\n        <div class=\"role-item\"><span class=\"check\">\u2713<\/span><span>Anlage in eigener Kapital- und Betriebsplanung<\/span><\/div>\n      <\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"stacking\" style=\"background:var(--gray);padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Value Stacking<\/div>\n    <h2 style=\"margin-bottom:12px\">Wie der Energiespeicher Erl\u00f6se erwirtschaftet<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:40px\">Der Batteriespeicher erschlie\u00dft zwei unabh\u00e4ngige Erl\u00f6squellen gleichzeitig. Die Multi-Market-Optimierung entscheidet automatisch, welcher Markt gerade am lukrativsten ist.<\/p>\n    <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:24px;margin-bottom:20px\">\n      <div class=\"market-card\">\n        <div class=\"market-title\">Regelenergiemarkt<\/div>\n        <div class=\"market-ch\">FCR \u00b7 aFRR \u00b7 mFRR als Erg\u00e4nzungskanal<\/div>\n        <div class=\"mrow\"><span class=\"mlbl\">Funktion<\/span><span>Systemdienstleistung zur Stabilisierung der Netzfrequenz<\/span><\/div>\n        <div class=\"mrow\"><span class=\"mlbl\">Erl\u00f6sart<\/span><span>Leistungspreis (Bereitstellung) + Arbeitspreis (Abruf)<\/span><\/div>\n        <div class=\"mrow\"><span class=\"mlbl\">Charakter<\/span><span style=\"font-weight:600;color:var(--dark)\">Planbar \u2013 Kapazit\u00e4t wird bezahlt, unabh\u00e4ngig vom Abruf<\/span><\/div>\n      <\/div>\n      <div class=\"market-card\">\n        <div class=\"market-title\">Spotm\u00e4rkte<\/div>\n        <div class=\"market-ch\">Day-Ahead \u00b7 Intraday<\/div>\n        <div class=\"mrow\"><span class=\"mlbl\">Funktion<\/span><span>Arbitrage \u2013 Preisunterschiede zwischen Kauf und Verkauf nutzen<\/span><\/div>\n        <div class=\"mrow\"><span class=\"mlbl\">Erl\u00f6sart<\/span><span>Differenz zwischen Einkaufs- und Verkaufspreis<\/span><\/div>\n        <div class=\"mrow\"><span class=\"mlbl\">Charakter<\/span><span>F\u00fcllt Kapazit\u00e4ten zwischen Regelenergie-Abrufen<\/span><\/div>\n      <\/div>\n    <\/div>\n    <div class=\"info-box\">\n      <strong>Betriebsstrategie flexibel:<\/strong> Wechsel zwischen FTM- und BTM-Betrieb ohne neue Hardware. Die Abgrenzung der Strommengen regelt seit Oktober 2026 die <a href=\"\/mispel-festlegung-batteriespeicher-industrie\/\">MiSpeL-Festlegung<\/a> der Bundesnetzagentur.\n      <span style=\"display:block;margin-top:6px;font-size:13px;color:var(--muted)\">FTM-Erl\u00f6spotenzial 200.000\u2013300.000&#8239;\u20ac\/MW\/Jahr brutto (Richtwert CUBE CONCEPTS). aFRR war 2025 der st\u00e4rkste Erl\u00f6skanal (<a href=\"https:\/\/www.pv-magazine.de\/2026\/01\/23\/erloespotenziale-fuer-stationaere-batteriespeicher-in-deutschland-sind-2025-zurueckgegangen\/\" target=\"_blank\" rel=\"noopener\">ISEA Battery Revenue Index<\/a>).<\/span>\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"wirtschaftlichkeit\" style=\"background:#fff;padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Wirtschaftlichkeit<\/div>\n    <h2 style=\"margin-bottom:12px\">Profit Sharing \u2013 wie die Contracting-Erl\u00f6se aufgeteilt werden<\/h2>\n    <p class=\"lead\" style=\"max-width:640px;margin-bottom:40px\">Vier Stufen, vollst\u00e4ndig offengelegt \u2013 vor der Unterschrift.<\/p>\n    <div class=\"wirt-grid\">\n      <div>\n        <div class=\"wirt-step\">\n          <div class=\"wirt-num\">01<\/div>\n          <div>\n            <div class=\"wirt-label\">Brutto-Erl\u00f6se<\/div>\n            <div class=\"wirt-desc\">Regelenergie (FCR, aFRR, mFRR als Erg\u00e4nzungskanal) + Spotmarkt-Arbitrage. Vollautomatisch optimiert durch CUBE EfficiencyUnit.<\/div>\n          <\/div>\n        <\/div>\n        <div class=\"wirt-step\">\n          <div class=\"wirt-num\">02<\/div>\n          <div>\n            <div class=\"wirt-label\">OPEX-Abzug<\/div>\n            <div class=\"wirt-desc\">O&amp;M, Vermarktung, IT, Monitoring \u2013 jeder Posten einzeln offengelegt. Keine pauschale Marge.<\/div>\n          <\/div>\n        <\/div>\n        <div class=\"wirt-step\">\n          <div class=\"wirt-num\">03<\/div>\n          <div>\n            <div class=\"wirt-label\">Netto-Markterl\u00f6se<\/div>\n            <div class=\"wirt-desc\">Verbleibender Gewinn nach allen Betriebskosten \u2013 Basis f\u00fcr die Aufteilung zwischen Ihnen und CUBE CONCEPTS.<\/div>\n          <\/div>\n        <\/div>\n        <div class=\"wirt-step highlight\">\n          <div class=\"wirt-num\">04<\/div>\n          <div>\n            <div class=\"wirt-label\">Profit Sharing \u2013 projektspezifisch, Open-Book<\/div>\n            <div class=\"wirt-desc\">Vor der Unterschrift vereinbart. Jede Annahme offen einsehbar.<\/div>\n            <div class=\"split-row\">\n              <div class=\"split-box you\">\n                <div class=\"split-pct you\">25&#8239;%<\/div>\n                <div class=\"split-lbl\">Ihr Anteil<\/div>\n              <\/div>\n              <div class=\"split-box cube\">\n                <div class=\"split-pct cube\">75&#8239;%<\/div>\n                <div class=\"split-lbl\">CUBE CONCEPTS<\/div>\n              <\/div>\n            <\/div>\n          <\/div>\n        <\/div>\n        <div class=\"wirt-footnote\">\n          <div class=\"wirt-fn\"><strong>Individuelle Abrechnung:<\/strong> Kein Pool-Modell \u2013 Ihre Anlage wird separat abgerechnet. Sie sehen genau, was Ihr Batteriespeicher erwirtschaftet hat.<\/div>\n          <div class=\"wirt-fn\"><strong>Open-Book:<\/strong> Transparenz innerhalb der Gesch\u00e4ftsbeziehung \u2013 keine \u00f6ffentliche Kostendarstellung.<\/div>\n        <\/div>\n      <\/div>\n      <div>\n        <div class=\"praxis-card\">\n          <div class=\"praxis-title\">Beispielrechnung \u2013 1&#8239;MW Batteriespeicher<\/div>\n          <div class=\"praxis-row\">\n            <span class=\"lbl\">FTM-Erl\u00f6se brutto<\/span>\n            <span class=\"val\">200.000\u2013300.000&#8239;\u20ac<\/span>\n          <\/div>\n          <div class=\"praxis-row\">\n            <span class=\"lbl\">OPEX-Abzug<\/span>\n            <span class=\"val\" style=\"color:var(--muted)\">\u2212 55.000&#8239;\u20ac<\/span>\n          <\/div>\n          <div class=\"praxis-row\">\n            <span class=\"lbl\">Netto-Markterl\u00f6se<\/span>\n            <span class=\"val\">145.000\u2013245.000&#8239;\u20ac<\/span>\n          <\/div>\n          <div class=\"praxis-row total\">\n            <span class=\"lbl\" style=\"font-weight:700\">Ihr Anteil (25&#8239;%)<\/span>\n            <span class=\"val\">36.000\u201361.000&#8239;\u20ac\/Jahr<\/span>\n          <\/div>\n          <div class=\"praxis-note\">Richtwerte CUBE CONCEPTS f\u00fcr Brutto-Erl\u00f6se und OPEX. Standortspezifisch: Netzanschluss, Speicherdauer und BTM\/FTM-Split beeinflussen das Ergebnis.<\/div>\n          <div style=\"margin-top:20px;padding-top:16px;border-top:1px solid var(--border);display:flex;align-items:center;gap:12px\">\n            <div style=\"flex-shrink:0\">\n              <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:22px;font-weight:800;color:var(--dark)\">bis 25.000&#8239;\u20ac<\/div>\n              <div style=\"font-size:11px;color:var(--muted)\">pro Monat<\/div>\n            <\/div>\n            <div style=\"font-size:13px;color:var(--muted);line-height:1.5\">Brutto-Markterl\u00f6se bleiben bei 1&#8239;MW ohne Batteriespeicher ungenutzt<\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"risiko\" style=\"background:var(--gray);padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Risikoverteilung<\/div>\n    <h2 style=\"margin-bottom:12px\">Risikoverteilung im Contracting \u2013 vertraglich fixiert<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:40px\">Wer tr\u00e4gt welches Risiko? Beim Contracting-Modell ist die Antwort eindeutig: CUBE CONCEPTS.<\/p>\n    <table class=\"risk-table\">\n      <thead><tr><th style=\"width:50%\">CUBE CONCEPTS tr\u00e4gt<\/th><th style=\"width:50%\">Sie stellen bereit<\/th><\/tr><\/thead>\n      <tbody>\n        <tr><td>Gesamtes Investitionsrisiko (CAPEX)<\/td><td>Fl\u00e4che am Standort<\/td><\/tr>\n        <tr><td>Technisches Betriebsrisiko<\/td><td>Netzanschlusskapazit\u00e4t<\/td><\/tr>\n        <tr><td>Ausfallrisiko der Speicheranlage<\/td><td>Lastgangdaten f\u00fcr Auslegung<\/td><\/tr>\n        <tr><td>Komponentenauswahl und Lieferantenrisiko<\/td><td>Betriebsgenehmigung (Koordination durch CUBE)<\/td><\/tr>\n        <tr><td>Laufende Betriebskosten (O&amp;M, Versicherung)<\/td><td>\u2013<\/td><\/tr>\n        <tr><td>Marktrisiko der FTM-Vermarktung<\/td><td>\u2013<\/td><\/tr>\n      <\/tbody>\n    <\/table>\n    <div class=\"note-box\" style=\"border-left-color:var(--blue)\">\n      Schw\u00e4chere Marktphasen reduzieren den geteilten Netto-Erl\u00f6s \u2013 aber sie erzeugen keine Kosten beim Kunden. Das ist strukturell anders als beim Kauf, bei dem das Marktrisiko vollst\u00e4ndig intern liegt.\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"einwand\" style=\"background:#fff;padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">H\u00e4ufige Einw\u00e4nde<\/div>\n    <h2 style=\"margin-bottom:12px\">H\u00e4ufige Einw\u00e4nde zum Contracting-Modell \u2013 direkte Antworten<\/h2>\n    <div style=\"display:flex;flex-direction:column;gap:0\">\n      <div class=\"einwand-card\">\n        <div class=\"einwand-q\"><p>\u201e0&#8239;\u20ac Eigeninvestition und trotzdem 25&#8239;% Erl\u00f6se \u2013 wo ist der Haken?\u201c<\/p><\/div>\n        <div class=\"einwand-a\"><p>Es gibt keinen versteckten Haken. CUBE CONCEPTS verdient nur, wenn die Anlage performt \u2013 75&#8239;% der Netto-Markterl\u00f6se. Keine Performance, kein Verdienst. Das ist der strukturelle Gleichlauf der Interessen.<\/p><\/div>\n      <\/div>\n      <div class=\"einwand-card\">\n        <div class=\"einwand-q\"><p>\u201eWie kann ich die abgerechneten Erl\u00f6se kontrollieren \u2013 ich habe keinen eigenen Zugang zu den Handelsdaten?\u201c<\/p><\/div>\n        <div class=\"einwand-a\"><p>Open-Book: monatliche Einzelabrechnung f\u00fcr Ihren Standort \u2013 nicht gepooled. Jeder Erl\u00f6skanal, jede OPEX-Position, jede Abrechnungsperiode einsehbar. Vor Ihrer Unterschrift vereinbart.<\/p><\/div>\n      <\/div>\n      <div class=\"einwand-card\">\n        <div class=\"einwand-q\"><p>\u201eWas, wenn die Regelenergiem\u00e4rkte einbrechen \u2013 haben wir dann trotzdem Kosten?\u201c<\/p><\/div>\n        <div class=\"einwand-a\"><p>Nein. Sie tragen kein CAPEX, keine OPEX und leisten keine garantierten Zahlungen. Schw\u00e4chere Marktphasen reduzieren den geteilten Erl\u00f6s \u2013 aber erzeugen keine Kosten bei Ihnen.<\/p><\/div>\n      <\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"referenzen\" style=\"background:var(--dark)\">\n  <div class=\"content-wrap\" style=\"padding-top:56px;padding-bottom:56px\">\n    <div class=\"eyebrow\">Referenzen<\/div>\n    <h2 style=\"margin-bottom:12px\">Referenzen \u2013 Energieprojekte europaweit umgesetzt<\/h2>\n    <p style=\"color:rgba(255,255,255,.75);max-width:680px;margin-bottom:8px;font-size:16px;line-height:1.7\">\u00dcber 150 realisierte Energieprojekte (bisher PV), europaweite Multi-Site-Rollouts. Jetzt Batteriespeicher \u2013 auf demselben Fundament, mit demselben Anspruch.<\/p>\n    <div class=\"badge-row\">\n      <div class=\"badge\">TI Automotive<\/div>\n      <div class=\"badge\">Magna International<\/div>\n      <div class=\"badge\">Valeo<\/div>\n      <div class=\"badge\">Voestalpine<\/div>\n      <div class=\"badge\">Tenneco<\/div>\n      <div class=\"badge\">ITW<\/div>\n    <\/div>\n    <div style=\"margin-top:24px;font-size:13px;color:rgba(255,255,255,.35)\">Energieprojekte europaweit<\/div>\n    <a href=\"https:\/\/cubeconcepts.de\/referenzen\/\" style=\"display:inline-block;margin-top:24px;color:#329FD3;font-weight:600;text-decoration:none;\">Alle Referenzen mit Kennzahlen je Projekt ansehen \u2192<\/a>\n  <\/div>\n<\/section>\n\n<section id=\"mehrwert\" style=\"background:var(--gray);padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">F\u00fcr Ihr Unternehmen<\/div>\n    <h2 style=\"margin-bottom:40px\">Was das Contracting-Modell f\u00fcr Ihr Unternehmen leistet<\/h2>\n    <div class=\"mw-grid\">\n      <div class=\"mw-card\">\n        <div class=\"mw-card-inner\">\n          <div class=\"mw-badge\">01<\/div>\n          <div class=\"mw-title\">Kapital anderweitig einsetzen<\/div>\n          <div class=\"mw-divider\"><\/div>\n          <div class=\"mw-body\">\n            <div class=\"mw-item\">CAPEX f\u00fcr Kerngesch\u00e4ft, Expansion oder andere Investitionen reservieren<\/div>\n            <div class=\"mw-item\">Batteriespeicher trotzdem zeitnah in Betrieb nehmen<\/div>\n            <div class=\"mw-item\">Gewinnbeteiligung ab Betriebsstart \u2013 0&#8239;\u20ac Eigeninvestition<\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n      <div class=\"mw-card\">\n        <div class=\"mw-card-inner\">\n          <div class=\"mw-badge\">02<\/div>\n          <div class=\"mw-title\">Betrieb vollst\u00e4ndig auslagern<\/div>\n          <div class=\"mw-divider\"><\/div>\n          <div class=\"mw-body\">\n            <div class=\"mw-item\">Vermarktung, Monitoring und O&amp;M durch CUBE EfficiencyUnit<\/div>\n            <div class=\"mw-item\">Kein internes Team, keine neuen Stellen erforderlich<\/div>\n            <div class=\"mw-item\">Kein Marktrisiko im eigenen Haus<\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n      <div class=\"mw-card accent-green\">\n        <div class=\"mw-card-inner\">\n          <div class=\"mw-badge\">03<\/div>\n          <div class=\"mw-title\">Bilanz- und Rating-Ziele unterst\u00fctzen<\/div>\n          <div class=\"mw-divider\"><\/div>\n          <div class=\"mw-body\">\n            <div class=\"mw-item\">Eigent\u00fcmer bleibt CUBE CONCEPTS \u2013 Off-Balance m\u00f6glich, Pr\u00fcfung nach HGB bzw. IFRS 16<\/div>\n            <div class=\"mw-item\">Profit-Share als laufende Einnahme verbucht<\/div>\n            <div class=\"mw-item\">Relevant bei Bilanzl\u00e4ngen-Zielen und Covenant-Anforderungen<\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n      <div class=\"mw-card accent-green\">\n        <div class=\"mw-card-inner\">\n          <div class=\"mw-badge\">04<\/div>\n          <div class=\"mw-title\">\u00a7118-Stichtag 1. Januar 2027 nutzen<\/div>\n          <div class=\"mw-divider\"><\/div>\n          <div class=\"mw-body\">\n            <div class=\"mw-item\">20 Jahre Befreiung vom Netzentgelt auf den Strombezug, soweit zur\u00fcckgespeist: laut AgNes-Entwurf nur bei Investitionsentscheidung vor dem 1. Januar 2027 und IBN bis 4. August 2029<\/div>\n            <div class=\"mw-item\">Kein interner Investitionsprozess \u2013 die Investitionsentscheidung trifft CUBE CONCEPTS<\/div>\n            <div class=\"mw-item\">Schnelle Realisierung ohne Budgetfreigabe im eigenen Haus<\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"isp\" style=\"background:#fff;padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Regulatorisches Highlight 2026<\/div>\n    <h2 style=\"margin-bottom:12px\">Batteriespeicher als Reinvestition beim Industriestrompreis<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:32px\">Unternehmen aus Branchen der KUEBLL-Teilliste 1 erhalten f\u00fcr 50&#8239;% ihres Verbrauchs eine Entlastung bis zum Zielpreis von 5&#8239;ct\/kWh (2026: 3,744&#8239;ct\/kWh). Der Antrag f\u00fcr 2026 l\u00e4uft 2027 beim BAFA, Frist 31. M\u00e4rz 2027.<\/p>\n    <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:20px;margin-bottom:24px\">\n      <div class=\"isp-box\" style=\"background:var(--amber)\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:18px;font-weight:800;color:var(--amberd);margin-bottom:10px\">Voraussetzung<\/div>\n        <p style=\"font-size:15px;margin:0\">Mindestens 50&#8239;% des gew\u00e4hrten Betrags binnen 48 Monaten in Ma\u00dfnahmen reinvestieren, die die Stromsystemkosten senken; Energiespeicher sind ausdr\u00fccklich genannt (Richtlinie Nr. 4.1, CISAF Rn.&#8239;121\u2013122). Im Contracting setzt CUBE CONCEPTS die Ma\u00dfnahme als Dritter um und finanziert sie. Das ist laut <a href=\"https:\/\/www.bafa.de\/SharedDocs\/Downloads\/DE\/Energie\/industriestrompreis_dekarbonisierung.pdf?__blob=publicationFile&amp;v=3\" target=\"_blank\" rel=\"noopener\">BAFA-Merkblatt, Kap. 3.5<\/a> zul\u00e4ssig; verantwortlich bleibt der Antragsteller.<\/p>\n      <\/div>\n      <div class=\"isp-box\" style=\"background:var(--lg)\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:18px;font-weight:800;color:var(--dark);margin-bottom:10px\">\u00a7118 Abs. 6 EnWG<\/div>\n        <p style=\"font-size:15px;margin:0\">20 Jahre Befreiung vom Netzentgelt auf den Strombezug, soweit der Strom zur\u00fcckgespeist wird, bei IBN bis <strong>4. August 2029<\/strong>. Laut AgNes-Entwurf vom 06.08.2026 nur bei Investitionsentscheidung <strong>vor dem 1. Januar 2027<\/strong>. Gesetzlich befristet, nicht r\u00fcckwirkend erwerbbar.<\/p>\n      <\/div>\n    <\/div>\n    <div style=\"background:var(--lg);border:1px solid rgba(126,186,40,.3);border-radius:8px;padding:16px 20px\">\n      <span style=\"font-weight:600\"><a href=\"\/wissen\/industriestrompreis\/\">Mehr zum Industriestrompreis und zur Reinvestition<\/a><\/span>\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"prozess\" style=\"background:var(--gray);padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Ablauf<\/div>\n    <h2 style=\"margin-bottom:12px\">BESS Contracting in 4 Schritten \u2013 von der Analyse zur IBN<\/h2>\n    <div style=\"display:grid;grid-template-columns:repeat(4,1fr);gap:20px\">\n      <div class=\"proc-card\">\n        <div class=\"proc-num\">01<\/div>\n        <div class=\"proc-title\">Wirtschaftlichkeits&shy;analyse<\/div>\n        <p style=\"font-size:14px;color:var(--muted);margin:0\">Lastgangdaten \u00fcbermitteln. CUBE CONCEPTS berechnet Dimensionierung, FTM-Erl\u00f6spotenzial und Profit-Share-Quote. Kostenlos, 5 Werktage, kein Commitment.<\/p>\n      <\/div>\n      <div class=\"proc-card\">\n        <div class=\"proc-num\">02<\/div>\n        <div class=\"proc-title\">Vertrags&shy;ausarbeitung<\/div>\n        <p style=\"font-size:14px;color:var(--muted);margin:0\">Quote, Laufzeit und Kaufoption fixieren. Off-Balance-Pr\u00fcfung. Open-Book-Kalkulation vollst\u00e4ndig offengelegt vor Unterschrift.<\/p>\n      <\/div>\n      <div class=\"proc-card\">\n        <div class=\"proc-num\">03<\/div>\n        <div class=\"proc-title\">Ausschreibung &amp; Vergabe<\/div>\n        <p style=\"font-size:14px;color:var(--muted);margin:0\">Herstellerunabh\u00e4ngige Ausschreibung, mind. 3 Vergleichsangebote, LCOS-bewertet. CUBE CONCEPTS koordiniert vollst\u00e4ndig.<\/p>\n      <\/div>\n      <div class=\"proc-card\">\n        <div class=\"proc-num\">04<\/div>\n        <div class=\"proc-title\">Bau &amp; Inbetrieb&shy;nahme<\/div>\n        <p style=\"font-size:14px;color:var(--muted);margin:0\">6\u201312 Monate ab Vertragsunterschrift. Netzanmeldung, Bau, IBN und Betriebsstart durch CUBE CONCEPTS.<\/p>\n      <\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"faq\" style=\"background:#fff;padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">H\u00e4ufige Fragen<\/div>\n    <h2 style=\"margin-bottom:40px\">Die wichtigsten Fragen zum Contracting-Modell<\/h2>\n    <div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Was kostet BESS Contracting?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">F\u00fcr Sie: 0&#8239;\u20ac. CUBE CONCEPTS tr\u00e4gt CAPEX, Bau, IBN und Betrieb. Sie teilen 25&#8239;% der Netto-Markterl\u00f6se nach OPEX-Abzug.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Wer ist Eigent\u00fcmer des Speichers?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">W\u00e4hrend der Laufzeit CUBE CONCEPTS. Am Ende besteht eine Kaufoption zu einem vorab vereinbarten Preis.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Ist der Speicher in meiner Bilanz?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">In der Regel nicht: Eigent\u00fcmer ist w\u00e4hrend der Laufzeit CUBE CONCEPTS, Sie erhalten einen Erl\u00f6santeil. Ob ein Leasingverh\u00e4ltnis nach IFRS 16 vorliegt oder Ihnen das wirtschaftliche Eigentum nach HGB zuzurechnen ist, pr\u00fcft Ihr Abschlusspr\u00fcfer am konkreten Vertrag, etwa mit Blick auf die Kaufoption. Der Profit-Share wird als laufende Einnahme verbucht. Relevant f\u00fcr Unternehmen mit Bilanzl\u00e4ngen-Zielen, Rating-Anforderungen oder Covenant-Vorgaben.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Wie werden die Erl\u00f6se berechnet?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">Vier Stufen: Brutto-Erl\u00f6se \u2192 OPEX \u2192 Netto-Markterl\u00f6se \u2192 25&#8239;% an Sie, 75&#8239;% CUBE. Jeder Posten vollst\u00e4ndig offengelegt, vor der Unterschrift.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Welche Mindestgr\u00f6\u00dfe gilt?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">CUBE CONCEPTS realisiert Contracting-Projekte ab 750 kW \/ 1.500 kWh. Ab dieser Gr\u00f6\u00dfe sind FTM-Vermarktung und Multi-Use wirtschaftlich darstellbar.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Wie lange dauert die Inbetriebnahme?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">6\u201312 Monate ab Vertragsunterschrift \u2013 inklusive Planung, Ausschreibung, Bau und Netzanmeldung.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Wie lang ist die Vertragslaufzeit?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">Typisch 10\u201315 Jahre, abh\u00e4ngig von Anlagengr\u00f6\u00dfe und Betriebsmodell. Eine Kaufoption am Laufzeitende ist standardm\u00e4\u00dfig Teil des Vertrags.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Gilt die \u00a7118-Befreiung auch im Contracting?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">Ja. Die Befreiung kn\u00fcpft an die Speicheranlage an, nicht an den Eigent\u00fcmer: 20 Jahre kein Netzentgelt auf den Strombezug, soweit der Strom zur\u00fcckgespeist wird, bei Inbetriebnahme bis 4. August 2029. Laut AgNes-Festlegungsentwurf vom 06.08.2026 muss die endg\u00fcltige Investitionsentscheidung vor dem 1. Januar 2027 fallen; im Contracting trifft sie CUBE CONCEPTS.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Z\u00e4hlt Contracting als Reinvestition beim Industriestrompreis?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">Ja. Energiespeicher sind in der Richtlinie ausdr\u00fccklich genannt, und laut BAFA darf ein Dritter die Ma\u00dfnahme umsetzen und finanzieren, \u201enicht nur in gegenst\u00e4ndlicher, sondern auch in finanzieller Hinsicht\u201c. Verantwortlich bleibt der Antragsteller; der Dritte muss schriftlich zustimmen, die Auskunfts- und Transparenzpflichten der Richtlinie zu erf\u00fcllen.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Was ist der Unterschied zwischen BESS Contracting und BESS Kauf?<span style=\"font-size:22px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">Beim Contracting investiert CUBE CONCEPTS, Sie erhalten 25 % der Netto-Markterl\u00f6se ohne Eigeninvestition. Beim Kauf investieren Sie selbst und behalten 100 % der Netto-Markterl\u00f6se. Mehr: <a href=\"\/batteriespeicher\/kauf\/\">Batteriespeicher kaufen<\/a>.<\/div><\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"cta\" style=\"background:var(--dark);padding:72px 24px;text-align:center\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">N\u00e4chster Schritt<\/div>\n    <h2 style=\"color:#fff;max-width:680px;margin:0 auto 20px\">Profit-Share berechnen \u2013 standortspezifisch, kostenlos<\/h2>\n    <p style=\"color:rgba(255,255,255,.75);max-width:620px;margin:0 auto 28px;font-size:16px;line-height:1.75\">CUBE CONCEPTS berechnet auf Basis Ihres Lastgangs: Speicherdimensionierung, FTM-Erl\u00f6spotenzial (FCR, aFRR, mFRR) und Ihre individuelle Profit-Sharing-Quote. Open-Book, vor Ihrer Entscheidung. Kein Commitment.<\/p>\n    <div style=\"display:inline-flex;align-items:center;gap:8px;background:rgba(234,88,12,.12);border:1px solid rgba(234,88,12,.3);border-radius:6px;padding:8px 14px;margin-bottom:24px\">\n      <span style=\"font-size:13px;color:rgba(255,255,255,.75)\">\u00a7118: Investitionsentscheidung laut AgNes-Entwurf vor dem 1.&#8239;Januar&#8239;2027 \u2013<\/span>\n      <strong style=\"color:#f97316\">noch <span id=\"days-cta\">83<\/span> Tage<\/strong>\n    <\/div>\n    <div>\n      <a href=\"\/kontakt\/\" style=\"display:inline-block;background:var(--green);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:700;padding:16px 40px;border-radius:6px;text-decoration:none\">Profit-Share berechnen lassen \u2192<\/a>\n      <div style=\"margin-top:12px;font-size:12px;color:rgba(255,255,255,.4)\">Kostenlos \u00b7 Innerhalb von 5 Werktagen \u00b7 \u00a7118: Investitionsentscheidung vor 1.1.2027 (AgNes-Entwurf)<\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<section id=\"quellen\" style=\"padding:28px 24px;background:#f7f9fa;border-top:1px solid #e3e8eb\"><div style=\"max-width:1100px;margin:0 auto;font-size:13px;line-height:1.7;color:#5b6770\"><strong style=\"color:#071922\">Quellen:<\/strong> <a style=\"color:#0b5c7a;text-decoration:underline\" href=\"https:\/\/www.gesetze-im-internet.de\/enwg_2005\/__118.html\" target=\"_blank\" rel=\"noopener\">\u00a7 118 Abs. 6 EnWG<\/a> \u00b7 <a style=\"color:#0b5c7a;text-decoration:underline\" href=\"https:\/\/www.bundesnetzagentur.de\/DE\/Beschlusskammern\/1_GZ\/GBK-GZ\/2025\/GBK-25-01-1x3_AgNes\/GBK-25-01-1x3_Kons_FL-Entwurf.html\" target=\"_blank\" rel=\"noopener\">BNetzA, AgNes-Festlegungsentwurf vom 06.08.2026<\/a> \u00b7 <a style=\"color:#0b5c7a;text-decoration:underline\" href=\"https:\/\/www.bundesnetzagentur.de\/DE\/Fachthemen\/ElektrizitaetundGas\/ErneuerbareEnergien\/EEG_Aufsicht\/MiSpeL\/start.html\" target=\"_blank\" rel=\"noopener\">BNetzA, MiSpeL-Festlegung vom 01.10.2026<\/a> \u00b7 <a style=\"color:#0b5c7a;text-decoration:underline\" href=\"https:\/\/www.bafa.de\/SharedDocs\/Downloads\/DE\/Energie\/industriestrompreis_dekarbonisierung.pdf?__blob=publicationFile&amp;v=3\" target=\"_blank\" rel=\"noopener\">BAFA-Merkblatt Dekarbonisierungsma\u00dfnahmen, Kap. 3.5<\/a> \u00b7 <a style=\"color:#0b5c7a;text-decoration:underline\" href=\"https:\/\/eur-lex.europa.eu\/legal-content\/DE\/TXT\/?uri=OJ:C_202503602\" target=\"_blank\" rel=\"noopener\">CISAF Rn. 121\u2013122<\/a> \u00b7 <a style=\"color:#0b5c7a;text-decoration:underline\" href=\"https:\/\/www.pv-magazine.de\/2026\/01\/23\/erloespotenziale-fuer-stationaere-batteriespeicher-in-deutschland-sind-2025-zurueckgegangen\/\" target=\"_blank\" rel=\"noopener\">ISEA Battery Revenue Index 2025<\/a> \u00b7 <a style=\"color:#0b5c7a;text-decoration:underline\" href=\"https:\/\/www.ifrs.org\/issued-standards\/list-of-standards\/ifrs-16-leases\/\" target=\"_blank\" rel=\"noopener\">IFRS 16 Leasingverh\u00e4ltnisse<\/a><br><strong style=\"color:#071922\">Stand:<\/strong> 09.10.2026. AgNes-Angaben nach dem Festlegungsentwurf; die finale Festlegung ist f\u00fcr Ende 2026 geplant.<\/div><\/section>\n<section id=\"hub\" style=\"background:var(--lb);padding:72px 24px\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\" style=\"color:var(--blue)\">Alle Themen im \u00dcberblick<\/div>\n    <h2 style=\"margin-bottom:12px\">Batteriespeicher \u2013 alle Themen im \u00dcberblick<\/h2>\n    <p style=\"font-size:16px;color:var(--muted);margin-bottom:36px;max-width:680px\">Batteriespeicher, die Energiekosten senken. Regulatorik zum Hebel machen. Erl\u00f6spotenzial an Ihrem Netzanschluss aktivieren \u2013 heute.<\/p>\n    <div style=\"display:grid;grid-template-columns:repeat(4,1fr);gap:20px\">\n      <a href=\"\/modelle\/\" class=\"hub-card\">\n        <div class=\"hub-title\">Modelle \u2013 Alle Betriebsmodelle<\/div>\n        <div class=\"hub-sub\">CPFS, Contracting, Kauf \u2013 das \u00fcbergeordnete Betriebsmodell im \u00dcberblick<\/div>\n      <\/a>\n      <a href=\"\/modelle\/cpfs\/\" class=\"hub-card\">\n        <div class=\"hub-title\">CUBE Profit Flex Solution<\/div>\n        <div class=\"hub-sub\">FTM, BTM und Vollkombi \u2013 das Drei-Phasen-Betriebsmodell<\/div>\n      <\/a>\n      <a href=\"\/batteriespeicher\/erloese\/\" class=\"hub-card\">\n        <div class=\"hub-title\">Erl\u00f6se &amp; LCOS<\/div>\n        <div class=\"hub-sub\">BTM-Einsparungen + FTM-Markterl\u00f6se \u2013 Zahlen, Quellen, Kalkulation<\/div>\n      <\/a>\n      <a href=\"\/batteriespeicher\/peak-shaving\/\" class=\"hub-card\">\n        <div class=\"hub-title\">Peak Shaving &amp; \u00a719<\/div>\n        <div class=\"hub-sub\">Leistungspreis senken, \u00a719 Antragsfrist 30. September beachten<\/div>\n      <\/a>\n    <\/div>\n  <\/div>\n<\/section>\n\n\n<script>\ndocument.querySelectorAll('.faq-item').forEach(item => {\n  const btn = item.querySelector('.faq-q');\n  const ans = item.querySelector('.faq-a');\n  btn.addEventListener('click', () => {\n    const open = ans.style.display === 'block';\n    document.querySelectorAll('.faq-a').forEach(a => { a.style.display='none'; });\n    document.querySelectorAll('.faq-q span').forEach(s => { s.textContent='+'; });\n    if(!open){ ans.style.display='block'; btn.querySelector('span').textContent='\u2212'; }\n  });\n});\n(function(){\n  var dl=new Date('2027-01-01T00:00:00');\n  function upd(){\n    var d=Math.max(0,Math.floor((dl-new Date())\/86400000));\n    ['days-hero','days-cta'].forEach(id=>{var e=document.getElementById(id);if(e)e.textContent=d.toLocaleString('de-DE');});\n  }\n  upd(); setInterval(upd,3600000);\n})();\nconst _fo=new IntersectionObserver(function(es){es.forEach(function(e){if(e.isIntersecting){e.target.classList.add('active');_fo.unobserve(e.target);}});},{threshold:0.1,rootMargin:'0px 0px -40px 0px'});\ndocument.querySelectorAll('.fade-up').forEach(function(el){if(el.getBoundingClientRect().top>window.innerHeight)_fo.observe(el);else el.classList.add('active');});\n<\/script>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Startseite \u203a Batteriespeicher \u203a Contracting Contracting \u00b7 Industrie &amp; Gewerbe \u00b7 ab 750 kW Batteriespeicher Contracting \u2013 Erl\u00f6se ohne Eigeninvestition 0&#8239;\u20ac investiert. 25&#8239;% der Netto-Markterl\u00f6se \u2013 f\u00fcr Sie. Die meisten Anbieter verkaufen Hardware oder Strom. CUBE CONCEPTS baut das System dahinter. 0&#8239;\u20ac Eigeninvestition CUBE tr\u00e4gt CAPEX vollst\u00e4ndig 25&#8239;% Netto-Markterl\u00f6se nach OPEX Ihr Profit-Share 1. Jan. [&hellip;]<\/p>\n","protected":false},"author":512,"featured_media":0,"parent":31409,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_acf_changed":false,"footnotes":""},"class_list":["post-28853","page","type-page","status-publish","hentry"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.7 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>BESS Contracting | CUBE CONCEPTS<\/title>\n<meta name=\"description\" content=\"CUBE CONCEPTS \u00fcbernimmt Investment, Betrieb und Risiko. Sie teilen 25 % der Netto-Markterl\u00f6se. Off-Balance nach IFRS. Herstellerunabh\u00e4ngig. 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